From 517b7a4b1f706deeee40c7ad1cf2c067f8763586 Mon Sep 17 00:00:00 2001 From: Lucas Cordiviola Date: Tue, 12 Apr 2022 21:54:18 -0300 Subject: [PATCH] add files from http://msp.ucsd.edu/techniques/latest/book-html.tgz --- WARNINGS | 12 + book.css | 30 + book.html | 560 +++ images.aux | 1 + images.bbl | 161 + images.idx | 0 images.log | 8391 +++++++++++++++++++++++++++++++++++++ images.pl | 9656 ++++++++++++++++++++++++++++++++++++++++++ images.tex | 11113 +++++++++++++++++++++++++++++++++++++++++++++++++ img1.png | Bin 0 -> 282 bytes img10.png | Bin 0 -> 329 bytes img100.png | Bin 0 -> 328 bytes img1000.png | Bin 0 -> 418 bytes img1001.png | Bin 0 -> 572 bytes img1002.png | Bin 0 -> 865 bytes img1003.png | Bin 0 -> 567 bytes img1004.png | Bin 0 -> 206 bytes img1005.png | Bin 0 -> 896 bytes img1006.png | Bin 0 -> 262 bytes img1007.png | Bin 0 -> 269 bytes img1008.png | Bin 0 -> 1817 bytes img1009.png | Bin 0 -> 919 bytes img101.png | Bin 0 -> 353 bytes img1010.png | Bin 0 -> 942 bytes img1011.png | Bin 0 -> 443 bytes img1012.png | Bin 0 -> 277 bytes img1013.png | Bin 0 -> 1640 bytes img1014.png | Bin 0 -> 306 bytes img1015.png | Bin 0 -> 326 bytes img1016.png | Bin 0 -> 312 bytes img1017.png | Bin 0 -> 281 bytes img1018.png | Bin 0 -> 319 bytes img1019.png | Bin 0 -> 380 bytes img102.png | Bin 0 -> 225 bytes img1020.png | Bin 0 -> 369 bytes img1021.png | Bin 0 -> 7582 bytes img1022.png | Bin 0 -> 308 bytes img1023.png | Bin 0 -> 305 bytes img1024.png | Bin 0 -> 9576 bytes img1025.png | Bin 0 -> 18555 bytes img1026.png | Bin 0 -> 12314 bytes img1027.png | Bin 0 -> 11786 bytes img1028.png | Bin 0 -> 365 bytes img1029.png | Bin 0 -> 444 bytes img103.png | Bin 0 -> 525 bytes img1030.png | Bin 0 -> 378 bytes img1031.png | Bin 0 -> 353 bytes img1032.png | Bin 0 -> 427 bytes img1033.png | Bin 0 -> 388 bytes img1034.png | Bin 0 -> 368 bytes img1035.png | Bin 0 -> 451 bytes img1036.png | Bin 0 -> 381 bytes img1037.png | Bin 0 -> 355 bytes img1038.png | Bin 0 -> 431 bytes img1039.png | Bin 0 -> 382 bytes img104.png | Bin 0 -> 3177 bytes img1040.png | Bin 0 -> 8176 bytes img1041.png | Bin 0 -> 283 bytes img1042.png | Bin 0 -> 441 bytes img1043.png | Bin 0 -> 361 bytes img1044.png | Bin 0 -> 536 bytes img1045.png | Bin 0 -> 443 bytes img1046.png | Bin 0 -> 411 bytes img1047.png | Bin 0 -> 424 bytes img1048.png | Bin 0 -> 216 bytes img1049.png | Bin 0 -> 635 bytes img105.png | Bin 0 -> 313 bytes img1050.png | Bin 0 -> 628 bytes img1051.png | Bin 0 -> 255 bytes img1052.png | Bin 0 -> 706 bytes img1053.png | Bin 0 -> 1120 bytes img1054.png | Bin 0 -> 255 bytes img1055.png | Bin 0 -> 252 bytes img1056.png | Bin 0 -> 1654 bytes img1057.png | Bin 0 -> 1369 bytes img1058.png | Bin 0 -> 356 bytes img1059.png | Bin 0 -> 198 bytes img106.png | Bin 0 -> 215 bytes img1060.png | Bin 0 -> 784 bytes img1061.png | Bin 0 -> 928 bytes img1062.png | Bin 0 -> 308 bytes img1063.png | Bin 0 -> 450 bytes img1064.png | Bin 0 -> 770 bytes img1065.png | Bin 0 -> 1247 bytes img1066.png | Bin 0 -> 1345 bytes img1067.png | Bin 0 -> 322 bytes img1068.png | Bin 0 -> 264 bytes img1069.png | Bin 0 -> 463 bytes img107.png | Bin 0 -> 328 bytes img1070.png | Bin 0 -> 334 bytes img1071.png | Bin 0 -> 939 bytes img1072.png | Bin 0 -> 435 bytes img1073.png | Bin 0 -> 305 bytes img1074.png | Bin 0 -> 918 bytes img1075.png | Bin 0 -> 1130 bytes img1076.png | Bin 0 -> 455 bytes img1077.png | Bin 0 -> 353 bytes img1078.png | Bin 0 -> 315 bytes img1079.png | Bin 0 -> 1293 bytes img108.png | Bin 0 -> 406 bytes img1080.png | Bin 0 -> 305 bytes img1081.png | Bin 0 -> 921 bytes img1082.png | Bin 0 -> 908 bytes img1083.png | Bin 0 -> 334 bytes img1084.png | Bin 0 -> 214 bytes img1085.png | Bin 0 -> 1173 bytes img1086.png | Bin 0 -> 1359 bytes img1087.png | Bin 0 -> 2307 bytes img1088.png | Bin 0 -> 252 bytes img1089.png | Bin 0 -> 1836 bytes img109.png | Bin 0 -> 405 bytes img1090.png | Bin 0 -> 417 bytes img1091.png | Bin 0 -> 1607 bytes img1092.png | Bin 0 -> 276 bytes img1093.png | Bin 0 -> 322 bytes img1094.png | Bin 0 -> 974 bytes img1095.png | Bin 0 -> 624 bytes img1096.png | Bin 0 -> 291 bytes img1097.png | Bin 0 -> 303 bytes img1098.png | Bin 0 -> 271 bytes img1099.png | Bin 0 -> 3899 bytes img11.png | Bin 0 -> 291 bytes img110.png | Bin 0 -> 308 bytes img1100.png | Bin 0 -> 2613 bytes img1101.png | Bin 0 -> 1317 bytes img1102.png | Bin 0 -> 1112 bytes img1103.png | Bin 0 -> 1035 bytes img1104.png | Bin 0 -> 1092 bytes img1105.png | Bin 0 -> 729 bytes img1106.png | Bin 0 -> 1823 bytes img1107.png | Bin 0 -> 386 bytes img1108.png | Bin 0 -> 300 bytes img1109.png | Bin 0 -> 552 bytes img111.png | Bin 0 -> 215 bytes img1110.png | Bin 0 -> 649 bytes img1111.png | Bin 0 -> 1133 bytes img1112.png | Bin 0 -> 1229 bytes img1113.png | Bin 0 -> 788 bytes img1114.png | Bin 0 -> 1612 bytes img1115.png | Bin 0 -> 238 bytes img1116.png | Bin 0 -> 1006 bytes img1117.png | Bin 0 -> 1092 bytes img1118.png | Bin 0 -> 289 bytes img1119.png | Bin 0 -> 191 bytes img112.png | Bin 0 -> 212 bytes img1120.png | Bin 0 -> 932 bytes img1121.png | Bin 0 -> 6793 bytes img1122.png | Bin 0 -> 2473 bytes img1123.png | Bin 0 -> 283 bytes img1124.png | Bin 0 -> 728 bytes img1125.png | Bin 0 -> 805 bytes img1126.png | Bin 0 -> 751 bytes img1127.png | Bin 0 -> 680 bytes img1128.png | Bin 0 -> 1344 bytes img1129.png | Bin 0 -> 1096 bytes img113.png | Bin 0 -> 797 bytes img1130.png | Bin 0 -> 644 bytes img1131.png | Bin 0 -> 1392 bytes img1132.png | Bin 0 -> 391 bytes img1133.png | Bin 0 -> 6369 bytes img1134.png | Bin 0 -> 405 bytes img1135.png | Bin 0 -> 259 bytes img1136.png | Bin 0 -> 884 bytes img1137.png | Bin 0 -> 550 bytes img1138.png | Bin 0 -> 1810 bytes img1139.png | Bin 0 -> 1369 bytes img114.png | Bin 0 -> 634 bytes img1140.png | Bin 0 -> 254 bytes img1141.png | Bin 0 -> 261 bytes img1142.png | Bin 0 -> 247 bytes img1143.png | Bin 0 -> 268 bytes img1144.png | Bin 0 -> 6073 bytes img1145.png | Bin 0 -> 235 bytes img1146.png | Bin 0 -> 19593 bytes img1147.png | Bin 0 -> 503 bytes img1148.png | Bin 0 -> 402 bytes img1149.png | Bin 0 -> 292 bytes img115.png | Bin 0 -> 326 bytes img1150.png | Bin 0 -> 375 bytes img1151.png | Bin 0 -> 1113 bytes img1152.png | Bin 0 -> 540 bytes img1153.png | Bin 0 -> 566 bytes img1154.png | Bin 0 -> 427 bytes img1155.png | Bin 0 -> 261 bytes img1156.png | Bin 0 -> 306 bytes img1157.png | Bin 0 -> 6639 bytes img1158.png | Bin 0 -> 328 bytes img1159.png | Bin 0 -> 306 bytes img116.png | Bin 0 -> 431 bytes img1160.png | Bin 0 -> 431 bytes img1161.png | Bin 0 -> 364 bytes img1162.png | Bin 0 -> 396 bytes img1163.png | Bin 0 -> 348 bytes img1164.png | Bin 0 -> 380 bytes img1165.png | Bin 0 -> 536 bytes img1166.png | Bin 0 -> 1576 bytes img1167.png | Bin 0 -> 304 bytes img1168.png | Bin 0 -> 569 bytes img1169.png | Bin 0 -> 660 bytes img117.png | Bin 0 -> 4413 bytes img1170.png | Bin 0 -> 482 bytes img1171.png | Bin 0 -> 268 bytes img1172.png | Bin 0 -> 6011 bytes img1173.png | Bin 0 -> 423 bytes img1174.png | Bin 0 -> 421 bytes img1175.png | Bin 0 -> 904 bytes img1176.png | Bin 0 -> 13555 bytes img1177.png | Bin 0 -> 309 bytes img1178.png | Bin 0 -> 288 bytes img1179.png | Bin 0 -> 2781 bytes img118.png | Bin 0 -> 4827 bytes img1180.png | Bin 0 -> 274 bytes img1181.png | Bin 0 -> 658 bytes img1182.png | Bin 0 -> 871 bytes img1183.png | Bin 0 -> 369 bytes img1184.png | Bin 0 -> 475 bytes img1185.png | Bin 0 -> 258 bytes img1186.png | Bin 0 -> 10505 bytes img1187.png | Bin 0 -> 4219 bytes img1188.png | Bin 0 -> 915 bytes img1189.png | Bin 0 -> 1038 bytes img119.png | Bin 0 -> 1286 bytes img1190.png | Bin 0 -> 1079 bytes img1191.png | Bin 0 -> 1050 bytes img1192.png | Bin 0 -> 2054 bytes img1193.png | Bin 0 -> 422 bytes img1194.png | Bin 0 -> 1771 bytes img1195.png | Bin 0 -> 446 bytes img1196.png | Bin 0 -> 336 bytes img1197.png | Bin 0 -> 379 bytes img1198.png | Bin 0 -> 438 bytes img1199.png | Bin 0 -> 319 bytes img12.png | Bin 0 -> 309 bytes img120.png | Bin 0 -> 267 bytes img1200.png | Bin 0 -> 273 bytes img1201.png | Bin 0 -> 1088 bytes img1202.png | Bin 0 -> 1410 bytes img1203.png | Bin 0 -> 319 bytes img1204.png | Bin 0 -> 864 bytes img1205.png | Bin 0 -> 1059 bytes img1206.png | Bin 0 -> 329 bytes img1207.png | Bin 0 -> 881 bytes img1208.png | Bin 0 -> 804 bytes img1209.png | Bin 0 -> 890 bytes img121.png | Bin 0 -> 1685 bytes img1210.png | Bin 0 -> 244 bytes img1211.png | Bin 0 -> 225 bytes img1212.png | Bin 0 -> 7085 bytes img1213.png | Bin 0 -> 323 bytes img1214.png | Bin 0 -> 255 bytes img1215.png | Bin 0 -> 11348 bytes img1216.png | Bin 0 -> 283 bytes img1217.png | Bin 0 -> 285 bytes img1218.png | Bin 0 -> 307 bytes img1219.png | Bin 0 -> 302 bytes img122.png | Bin 0 -> 339 bytes img1220.png | Bin 0 -> 374 bytes img1221.png | Bin 0 -> 513 bytes img1222.png | Bin 0 -> 491 bytes img1223.png | Bin 0 -> 22053 bytes img1224.png | Bin 0 -> 329 bytes img1225.png | Bin 0 -> 320 bytes img1226.png | Bin 0 -> 364 bytes img1227.png | Bin 0 -> 32057 bytes img1228.png | Bin 0 -> 281 bytes img1229.png | Bin 0 -> 308 bytes img123.png | Bin 0 -> 317 bytes img1230.png | Bin 0 -> 1280 bytes img1231.png | Bin 0 -> 363 bytes img1232.png | Bin 0 -> 399 bytes img1233.png | Bin 0 -> 450 bytes img1234.png | Bin 0 -> 440 bytes img1235.png | Bin 0 -> 563 bytes img1236.png | Bin 0 -> 19947 bytes img1237.png | Bin 0 -> 286 bytes img1238.png | Bin 0 -> 376 bytes img1239.png | Bin 0 -> 458 bytes img124.png | Bin 0 -> 264 bytes img1240.png | Bin 0 -> 54458 bytes img1241.png | Bin 0 -> 418 bytes img1242.png | Bin 0 -> 395 bytes img1243.png | Bin 0 -> 465 bytes img1244.png | Bin 0 -> 479 bytes img1245.png | Bin 0 -> 343 bytes img1246.png | Bin 0 -> 392 bytes img1247.png | Bin 0 -> 288 bytes img1248.png | Bin 0 -> 282 bytes img1249.png | Bin 0 -> 2917 bytes img125.png | Bin 0 -> 235 bytes img1250.png | Bin 0 -> 354 bytes img1251.png | Bin 0 -> 318 bytes img1252.png | Bin 0 -> 1065 bytes img1253.png | Bin 0 -> 1073 bytes img1254.png | Bin 0 -> 1162 bytes img1255.png | Bin 0 -> 400 bytes img1256.png | Bin 0 -> 1069 bytes img1257.png | Bin 0 -> 1034 bytes img1258.png | Bin 0 -> 243 bytes img1259.png | Bin 0 -> 1694 bytes img126.png | Bin 0 -> 1249 bytes img1260.png | Bin 0 -> 254 bytes img1261.png | Bin 0 -> 1772 bytes img1262.png | Bin 0 -> 616 bytes img1263.png | Bin 0 -> 443 bytes img1264.png | Bin 0 -> 411 bytes img1265.png | Bin 0 -> 321 bytes img1266.png | Bin 0 -> 622 bytes img1267.png | Bin 0 -> 315 bytes img1268.png | Bin 0 -> 408 bytes img1269.png | Bin 0 -> 1059 bytes img127.png | Bin 0 -> 1186 bytes img1270.png | Bin 0 -> 1153 bytes img1271.png | Bin 0 -> 329 bytes img1272.png | Bin 0 -> 1768 bytes img1273.png | Bin 0 -> 345 bytes img1274.png | Bin 0 -> 1761 bytes img1275.png | Bin 0 -> 439 bytes img1276.png | Bin 0 -> 488 bytes img1277.png | Bin 0 -> 3343 bytes img1278.png | Bin 0 -> 361 bytes img1279.png | Bin 0 -> 384 bytes img128.png | Bin 0 -> 410 bytes img1280.png | Bin 0 -> 237 bytes img1281.png | Bin 0 -> 234 bytes img1282.png | Bin 0 -> 2693 bytes img1283.png | Bin 0 -> 748 bytes img1284.png | Bin 0 -> 730 bytes img1285.png | Bin 0 -> 565 bytes img1286.png | Bin 0 -> 476 bytes img1287.png | Bin 0 -> 368 bytes img1288.png | Bin 0 -> 520 bytes img1289.png | Bin 0 -> 847 bytes img129.png | Bin 0 -> 1351 bytes img1290.png | Bin 0 -> 498 bytes img1291.png | Bin 0 -> 450 bytes img1292.png | Bin 0 -> 1879 bytes img1293.png | Bin 0 -> 860 bytes img1294.png | Bin 0 -> 319 bytes img1295.png | Bin 0 -> 394 bytes img1296.png | Bin 0 -> 319 bytes img1297.png | Bin 0 -> 875 bytes img1298.png | Bin 0 -> 4036 bytes img1299.png | Bin 0 -> 226 bytes img13.png | Bin 0 -> 272 bytes img130.png | Bin 0 -> 1540 bytes img1300.png | Bin 0 -> 394 bytes img1301.png | Bin 0 -> 889 bytes img1302.png | Bin 0 -> 1230 bytes img1303.png | Bin 0 -> 417 bytes img1304.png | Bin 0 -> 330 bytes img1305.png | Bin 0 -> 1273 bytes img1306.png | Bin 0 -> 730 bytes img1307.png | Bin 0 -> 505 bytes img1308.png | Bin 0 -> 814 bytes img1309.png | Bin 0 -> 442 bytes img131.png | Bin 0 -> 1650 bytes img1310.png | Bin 0 -> 998 bytes img1311.png | Bin 0 -> 261 bytes img1312.png | Bin 0 -> 430 bytes img1313.png | Bin 0 -> 1157 bytes img1314.png | Bin 0 -> 246 bytes img1315.png | Bin 0 -> 1195 bytes img1316.png | Bin 0 -> 1063 bytes img1317.png | Bin 0 -> 330 bytes img1318.png | Bin 0 -> 330 bytes img1319.png | Bin 0 -> 565 bytes img132.png | Bin 0 -> 1460 bytes img1320.png | Bin 0 -> 285 bytes img1321.png | Bin 0 -> 1123 bytes img1322.png | Bin 0 -> 630 bytes img1323.png | Bin 0 -> 493 bytes img1324.png | Bin 0 -> 539 bytes img1325.png | Bin 0 -> 1505 bytes img1326.png | Bin 0 -> 1088 bytes img1327.png | Bin 0 -> 885 bytes img1328.png | Bin 0 -> 596 bytes img1329.png | Bin 0 -> 450 bytes img133.png | Bin 0 -> 317 bytes img1330.png | Bin 0 -> 1394 bytes img1331.png | Bin 0 -> 710 bytes img1332.png | Bin 0 -> 459 bytes img1333.png | Bin 0 -> 1593 bytes img1334.png | Bin 0 -> 1768 bytes img1335.png | Bin 0 -> 682 bytes img1336.png | Bin 0 -> 518 bytes img1337.png | Bin 0 -> 1467 bytes img1338.png | Bin 0 -> 1257 bytes img1339.png | Bin 0 -> 1408 bytes img134.png | Bin 0 -> 241 bytes img1340.png | Bin 0 -> 773 bytes img1341.png | Bin 0 -> 1644 bytes img1342.png | Bin 0 -> 2149 bytes img1343.png | Bin 0 -> 345 bytes img1344.png | Bin 0 -> 320 bytes img1345.png | Bin 0 -> 540 bytes img1346.png | Bin 0 -> 1279 bytes img1347.png | Bin 0 -> 282 bytes img1348.png | Bin 0 -> 569 bytes img1349.png | Bin 0 -> 413 bytes img135.png | Bin 0 -> 161 bytes img1350.png | Bin 0 -> 1678 bytes img1351.png | Bin 0 -> 1096 bytes img1352.png | Bin 0 -> 1210 bytes img1353.png | Bin 0 -> 1395 bytes img1354.png | Bin 0 -> 976 bytes img1355.png | Bin 0 -> 1560 bytes img1356.png | Bin 0 -> 371 bytes img1357.png | Bin 0 -> 555 bytes img1358.png | Bin 0 -> 477 bytes img1359.png | Bin 0 -> 290 bytes img136.png | Bin 0 -> 463 bytes img1360.png | Bin 0 -> 712 bytes img1361.png | Bin 0 -> 294 bytes img1362.png | Bin 0 -> 410 bytes img1363.png | Bin 0 -> 411 bytes img1364.png | Bin 0 -> 553 bytes img1365.png | Bin 0 -> 310 bytes img1366.png | Bin 0 -> 555 bytes img1367.png | Bin 0 -> 595 bytes img1368.png | Bin 0 -> 632 bytes img1369.png | Bin 0 -> 7419 bytes img137.png | Bin 0 -> 226 bytes img1370.png | Bin 0 -> 1171 bytes img1371.png | Bin 0 -> 252 bytes img1372.png | Bin 0 -> 4462 bytes img1373.png | Bin 0 -> 2547 bytes img1374.png | Bin 0 -> 274 bytes img1375.png | Bin 0 -> 15427 bytes img1376.png | Bin 0 -> 11330 bytes img1377.png | Bin 0 -> 19491 bytes img1378.png | Bin 0 -> 746 bytes img138.png | Bin 0 -> 324 bytes img139.png | Bin 0 -> 381 bytes img14.png | Bin 0 -> 291 bytes img140.png | Bin 0 -> 1463 bytes img141.png | Bin 0 -> 331 bytes img142.png | Bin 0 -> 4141 bytes img143.png | Bin 0 -> 6724 bytes img144.png | Bin 0 -> 7877 bytes img145.png | Bin 0 -> 31116 bytes img146.png | Bin 0 -> 313 bytes img147.png | Bin 0 -> 264 bytes img148.png | Bin 0 -> 312 bytes img149.png | Bin 0 -> 15478 bytes img15.png | Bin 0 -> 426 bytes img150.png | Bin 0 -> 410 bytes img151.png | Bin 0 -> 450 bytes img152.png | Bin 0 -> 305 bytes img153.png | Bin 0 -> 7754 bytes img154.png | Bin 0 -> 301 bytes img155.png | Bin 0 -> 296 bytes img156.png | Bin 0 -> 382 bytes img157.png | Bin 0 -> 195 bytes img158.png | Bin 0 -> 312 bytes img159.png | Bin 0 -> 227 bytes img16.png | Bin 0 -> 236 bytes img160.png | Bin 0 -> 10083 bytes img161.png | Bin 0 -> 3348 bytes img162.png | Bin 0 -> 296 bytes img163.png | Bin 0 -> 371 bytes img164.png | Bin 0 -> 283 bytes img165.png | Bin 0 -> 550 bytes img166.png | Bin 0 -> 442 bytes img167.png | Bin 0 -> 267 bytes img168.png | Bin 0 -> 466 bytes img169.png | Bin 0 -> 790 bytes img17.png | Bin 0 -> 751 bytes img170.png | Bin 0 -> 361 bytes img171.png | Bin 0 -> 275 bytes img172.png | Bin 0 -> 2465 bytes img173.png | Bin 0 -> 306 bytes img174.png | Bin 0 -> 293 bytes img175.png | Bin 0 -> 279 bytes img176.png | Bin 0 -> 265 bytes img177.png | Bin 0 -> 243 bytes img178.png | Bin 0 -> 507 bytes img179.png | Bin 0 -> 191 bytes img18.png | Bin 0 -> 238 bytes img180.png | Bin 0 -> 233 bytes img181.png | Bin 0 -> 361 bytes img182.png | Bin 0 -> 6570 bytes img183.png | Bin 0 -> 4636 bytes img184.png | Bin 0 -> 363 bytes img185.png | Bin 0 -> 431 bytes img186.png | Bin 0 -> 335 bytes img187.png | Bin 0 -> 301 bytes img188.png | Bin 0 -> 642 bytes img189.png | Bin 0 -> 666 bytes img19.png | Bin 0 -> 267 bytes img190.png | Bin 0 -> 3257 bytes img191.png | Bin 0 -> 366 bytes img192.png | Bin 0 -> 403 bytes img193.png | Bin 0 -> 358 bytes img194.png | Bin 0 -> 208 bytes img195.png | Bin 0 -> 644 bytes img196.png | Bin 0 -> 1327 bytes img197.png | Bin 0 -> 577 bytes img198.png | Bin 0 -> 587 bytes img199.png | Bin 0 -> 284 bytes img2.png | Bin 0 -> 291 bytes img20.png | Bin 0 -> 207 bytes img200.png | Bin 0 -> 561 bytes img201.png | Bin 0 -> 780 bytes img202.png | Bin 0 -> 123 bytes img203.png | Bin 0 -> 356 bytes img204.png | Bin 0 -> 397 bytes img205.png | Bin 0 -> 489 bytes img206.png | Bin 0 -> 408 bytes img207.png | Bin 0 -> 515 bytes img208.png | Bin 0 -> 178 bytes img209.png | Bin 0 -> 423 bytes img21.png | Bin 0 -> 203 bytes img210.png | Bin 0 -> 174 bytes img211.png | Bin 0 -> 256 bytes img212.png | Bin 0 -> 290 bytes img213.png | Bin 0 -> 296 bytes img214.png | Bin 0 -> 277 bytes img215.png | Bin 0 -> 342 bytes img216.png | Bin 0 -> 354 bytes img217.png | Bin 0 -> 6262 bytes img218.png | Bin 0 -> 4172 bytes img219.png | Bin 0 -> 4055 bytes img22.png | Bin 0 -> 292 bytes img220.png | Bin 0 -> 8030 bytes img221.png | Bin 0 -> 4458 bytes img222.png | Bin 0 -> 1194 bytes img223.png | Bin 0 -> 312 bytes img224.png | Bin 0 -> 335 bytes img225.png | Bin 0 -> 808 bytes img226.png | Bin 0 -> 284 bytes img227.png | Bin 0 -> 1211 bytes img228.png | Bin 0 -> 1011 bytes img229.png | Bin 0 -> 1074 bytes img23.png | Bin 0 -> 204 bytes img230.png | Bin 0 -> 1152 bytes img231.png | Bin 0 -> 1176 bytes img232.png | Bin 0 -> 702 bytes img233.png | Bin 0 -> 256 bytes img234.png | Bin 0 -> 269 bytes img235.png | Bin 0 -> 275 bytes img236.png | Bin 0 -> 873 bytes img237.png | Bin 0 -> 220 bytes img238.png | Bin 0 -> 195 bytes img239.png | Bin 0 -> 124 bytes img24.png | Bin 0 -> 276 bytes img240.png | Bin 0 -> 655 bytes img241.png | Bin 0 -> 283 bytes img242.png | Bin 0 -> 6695 bytes img243.png | Bin 0 -> 179 bytes img244.png | Bin 0 -> 227 bytes img245.png | Bin 0 -> 1198 bytes img246.png | Bin 0 -> 249 bytes img247.png | Bin 0 -> 227 bytes img248.png | Bin 0 -> 204 bytes img249.png | Bin 0 -> 1081 bytes img25.png | Bin 0 -> 229 bytes img250.png | Bin 0 -> 405 bytes img251.png | Bin 0 -> 582 bytes img252.png | Bin 0 -> 238 bytes img253.png | Bin 0 -> 6323 bytes img254.png | Bin 0 -> 435 bytes img255.png | Bin 0 -> 1278 bytes img256.png | Bin 0 -> 1135 bytes img257.png | Bin 0 -> 350 bytes img258.png | Bin 0 -> 367 bytes img259.png | Bin 0 -> 255 bytes img26.png | Bin 0 -> 306 bytes img260.png | Bin 0 -> 370 bytes img261.png | Bin 0 -> 312 bytes img262.png | Bin 0 -> 142 bytes img263.png | Bin 0 -> 312 bytes img264.png | Bin 0 -> 895 bytes img265.png | Bin 0 -> 288 bytes img266.png | Bin 0 -> 873 bytes img267.png | Bin 0 -> 242 bytes img268.png | Bin 0 -> 329 bytes img269.png | Bin 0 -> 203 bytes img27.png | Bin 0 -> 188 bytes img270.png | Bin 0 -> 329 bytes img271.png | Bin 0 -> 1024 bytes img272.png | Bin 0 -> 2691 bytes img273.png | Bin 0 -> 445 bytes img274.png | Bin 0 -> 330 bytes img275.png | Bin 0 -> 14274 bytes img276.png | Bin 0 -> 468 bytes img277.png | Bin 0 -> 464 bytes img278.png | Bin 0 -> 336 bytes img279.png | Bin 0 -> 9737 bytes img28.png | Bin 0 -> 207 bytes img280.png | Bin 0 -> 428 bytes img281.png | Bin 0 -> 18750 bytes img282.png | Bin 0 -> 310 bytes img283.png | Bin 0 -> 304 bytes img284.png | Bin 0 -> 504 bytes img285.png | Bin 0 -> 35666 bytes img286.png | Bin 0 -> 466 bytes img287.png | Bin 0 -> 301 bytes img288.png | Bin 0 -> 352 bytes img289.png | Bin 0 -> 343 bytes img29.png | Bin 0 -> 214 bytes img290.png | Bin 0 -> 271 bytes img291.png | Bin 0 -> 399 bytes img292.png | Bin 0 -> 248 bytes img293.png | Bin 0 -> 172 bytes img294.png | Bin 0 -> 395 bytes img295.png | Bin 0 -> 680 bytes img296.png | Bin 0 -> 235 bytes img297.png | Bin 0 -> 383 bytes img298.png | Bin 0 -> 631 bytes img299.png | Bin 0 -> 371 bytes img3.png | Bin 0 -> 225 bytes img30.png | Bin 0 -> 263 bytes img300.png | Bin 0 -> 322 bytes img301.png | Bin 0 -> 269 bytes img302.png | Bin 0 -> 1112 bytes img303.png | Bin 0 -> 635 bytes img304.png | Bin 0 -> 635 bytes img305.png | Bin 0 -> 215 bytes img306.png | Bin 0 -> 2383 bytes img307.png | Bin 0 -> 330 bytes img308.png | Bin 0 -> 1678 bytes img309.png | Bin 0 -> 267 bytes img31.png | Bin 0 -> 237 bytes img310.png | Bin 0 -> 7357 bytes img311.png | Bin 0 -> 229 bytes img312.png | Bin 0 -> 292 bytes img313.png | Bin 0 -> 390 bytes img314.png | Bin 0 -> 768 bytes img315.png | Bin 0 -> 541 bytes img316.png | Bin 0 -> 609 bytes img317.png | Bin 0 -> 773 bytes img318.png | Bin 0 -> 274 bytes img319.png | Bin 0 -> 1100 bytes img32.png | Bin 0 -> 351 bytes img320.png | Bin 0 -> 346 bytes img321.png | Bin 0 -> 12927 bytes img322.png | Bin 0 -> 232 bytes img323.png | Bin 0 -> 447 bytes img324.png | Bin 0 -> 391 bytes img325.png | Bin 0 -> 511 bytes img326.png | Bin 0 -> 424 bytes img327.png | Bin 0 -> 631 bytes img328.png | Bin 0 -> 1843 bytes img329.png | Bin 0 -> 304 bytes img33.png | Bin 0 -> 404 bytes img330.png | Bin 0 -> 1944 bytes img331.png | Bin 0 -> 9685 bytes img332.png | Bin 0 -> 318 bytes img333.png | Bin 0 -> 8335 bytes img334.png | Bin 0 -> 4856 bytes img335.png | Bin 0 -> 4811 bytes img336.png | Bin 0 -> 8152 bytes img337.png | Bin 0 -> 5080 bytes img338.png | Bin 0 -> 257 bytes img339.png | Bin 0 -> 367 bytes img34.png | Bin 0 -> 364 bytes img340.png | Bin 0 -> 314 bytes img341.png | Bin 0 -> 343 bytes img342.png | Bin 0 -> 363 bytes img343.png | Bin 0 -> 268 bytes img344.png | Bin 0 -> 17027 bytes img345.png | Bin 0 -> 272 bytes img346.png | Bin 0 -> 352 bytes img347.png | Bin 0 -> 16817 bytes img348.png | Bin 0 -> 466 bytes img349.png | Bin 0 -> 315 bytes img35.png | Bin 0 -> 1059 bytes img350.png | Bin 0 -> 21165 bytes img351.png | Bin 0 -> 19888 bytes img352.png | Bin 0 -> 346 bytes img353.png | Bin 0 -> 438 bytes img354.png | Bin 0 -> 380 bytes img355.png | Bin 0 -> 214 bytes img356.png | Bin 0 -> 813 bytes img357.png | Bin 0 -> 8354 bytes img358.png | Bin 0 -> 284 bytes img359.png | Bin 0 -> 590 bytes img36.png | Bin 0 -> 227 bytes img360.png | Bin 0 -> 679 bytes img361.png | Bin 0 -> 641 bytes img362.png | Bin 0 -> 942 bytes img363.png | Bin 0 -> 700 bytes img364.png | Bin 0 -> 309 bytes img365.png | Bin 0 -> 8123 bytes img366.png | Bin 0 -> 599 bytes img367.png | Bin 0 -> 3420 bytes img368.png | Bin 0 -> 3359 bytes img369.png | Bin 0 -> 2387 bytes img37.png | Bin 0 -> 211 bytes img370.png | Bin 0 -> 3429 bytes img371.png | Bin 0 -> 3087 bytes img372.png | Bin 0 -> 4165 bytes img373.png | Bin 0 -> 2832 bytes img374.png | Bin 0 -> 319 bytes img375.png | Bin 0 -> 349 bytes img376.png | Bin 0 -> 347 bytes img377.png | Bin 0 -> 397 bytes img378.png | Bin 0 -> 2577 bytes img379.png | Bin 0 -> 5056 bytes img38.png | Bin 0 -> 224 bytes img380.png | Bin 0 -> 2799 bytes img381.png | Bin 0 -> 22628 bytes img382.png | Bin 0 -> 9771 bytes img383.png | Bin 0 -> 392 bytes img384.png | Bin 0 -> 13094 bytes img385.png | Bin 0 -> 17549 bytes img386.png | Bin 0 -> 379 bytes img387.png | Bin 0 -> 361 bytes img388.png | Bin 0 -> 460 bytes img389.png | Bin 0 -> 497 bytes img39.png | Bin 0 -> 225 bytes img390.png | Bin 0 -> 355 bytes img391.png | Bin 0 -> 10240 bytes img392.png | Bin 0 -> 18626 bytes img393.png | Bin 0 -> 21013 bytes img394.png | Bin 0 -> 29664 bytes img395.png | Bin 0 -> 289 bytes img396.png | Bin 0 -> 267 bytes img397.png | Bin 0 -> 338 bytes img398.png | Bin 0 -> 536 bytes img399.png | Bin 0 -> 437 bytes img4.png | Bin 0 -> 194 bytes img40.png | Bin 0 -> 225 bytes img400.png | Bin 0 -> 419 bytes img401.png | Bin 0 -> 165 bytes img402.png | Bin 0 -> 8540 bytes img403.png | Bin 0 -> 321 bytes img404.png | Bin 0 -> 615 bytes img405.png | Bin 0 -> 310 bytes img406.png | Bin 0 -> 423 bytes img407.png | Bin 0 -> 471 bytes img408.png | Bin 0 -> 524 bytes img409.png | Bin 0 -> 291 bytes img41.png | Bin 0 -> 187 bytes img410.png | Bin 0 -> 366 bytes img411.png | Bin 0 -> 1129 bytes img412.png | Bin 0 -> 1014 bytes img413.png | Bin 0 -> 787 bytes img414.png | Bin 0 -> 1324 bytes img415.png | Bin 0 -> 298 bytes img416.png | Bin 0 -> 1210 bytes img417.png | Bin 0 -> 725 bytes img418.png | Bin 0 -> 10685 bytes img419.png | Bin 0 -> 311 bytes img42.png | Bin 0 -> 256 bytes img420.png | Bin 0 -> 402 bytes img421.png | Bin 0 -> 886 bytes img422.png | Bin 0 -> 300 bytes img423.png | Bin 0 -> 863 bytes img424.png | Bin 0 -> 1013 bytes img425.png | Bin 0 -> 219 bytes img426.png | Bin 0 -> 207 bytes img427.png | Bin 0 -> 298 bytes img428.png | Bin 0 -> 823 bytes img429.png | Bin 0 -> 680 bytes img43.png | Bin 0 -> 316 bytes img430.png | Bin 0 -> 114 bytes img431.png | Bin 0 -> 6665 bytes img432.png | Bin 0 -> 1293 bytes img433.png | Bin 0 -> 4377 bytes img434.png | Bin 0 -> 428 bytes img435.png | Bin 0 -> 1052 bytes img436.png | Bin 0 -> 4207 bytes img437.png | Bin 0 -> 801 bytes img438.png | Bin 0 -> 970 bytes img439.png | Bin 0 -> 755 bytes img44.png | Bin 0 -> 347 bytes img440.png | Bin 0 -> 1023 bytes img441.png | Bin 0 -> 692 bytes img442.png | Bin 0 -> 487 bytes img443.png | Bin 0 -> 700 bytes img444.png | Bin 0 -> 544 bytes img445.png | Bin 0 -> 540 bytes img446.png | Bin 0 -> 676 bytes img447.png | Bin 0 -> 419 bytes img448.png | Bin 0 -> 820 bytes img449.png | Bin 0 -> 842 bytes img45.png | Bin 0 -> 303 bytes img450.png | Bin 0 -> 410 bytes img451.png | Bin 0 -> 1584 bytes img452.png | Bin 0 -> 422 bytes img453.png | Bin 0 -> 525 bytes img454.png | Bin 0 -> 801 bytes img455.png | Bin 0 -> 1187 bytes img456.png | Bin 0 -> 1468 bytes img457.png | Bin 0 -> 1827 bytes img458.png | Bin 0 -> 248 bytes img459.png | Bin 0 -> 758 bytes img46.png | Bin 0 -> 372 bytes img460.png | Bin 0 -> 331 bytes img461.png | Bin 0 -> 479 bytes img462.png | Bin 0 -> 524 bytes img463.png | Bin 0 -> 232 bytes img464.png | Bin 0 -> 216 bytes img465.png | Bin 0 -> 374 bytes img466.png | Bin 0 -> 382 bytes img467.png | Bin 0 -> 177 bytes img468.png | Bin 0 -> 828 bytes img469.png | Bin 0 -> 264 bytes img47.png | Bin 0 -> 302 bytes img470.png | Bin 0 -> 12042 bytes img471.png | Bin 0 -> 937 bytes img472.png | Bin 0 -> 851 bytes img473.png | Bin 0 -> 465 bytes img474.png | Bin 0 -> 508 bytes img475.png | Bin 0 -> 589 bytes img476.png | Bin 0 -> 619 bytes img477.png | Bin 0 -> 511 bytes img478.png | Bin 0 -> 505 bytes img479.png | Bin 0 -> 358 bytes img48.png | Bin 0 -> 440 bytes img480.png | Bin 0 -> 545 bytes img481.png | Bin 0 -> 224 bytes img482.png | Bin 0 -> 235 bytes img483.png | Bin 0 -> 284 bytes img484.png | Bin 0 -> 336 bytes img485.png | Bin 0 -> 319 bytes img486.png | Bin 0 -> 13890 bytes img487.png | Bin 0 -> 11231 bytes img488.png | Bin 0 -> 406 bytes img489.png | Bin 0 -> 383 bytes img49.png | Bin 0 -> 436 bytes img490.png | Bin 0 -> 7574 bytes img491.png | Bin 0 -> 342 bytes img492.png | Bin 0 -> 345 bytes img493.png | Bin 0 -> 493 bytes img494.png | Bin 0 -> 7704 bytes img495.png | Bin 0 -> 438 bytes img496.png | Bin 0 -> 431 bytes img497.png | Bin 0 -> 1038 bytes img498.png | Bin 0 -> 225 bytes img499.png | Bin 0 -> 1005 bytes img5.png | Bin 0 -> 291 bytes img50.png | Bin 0 -> 310 bytes img500.png | Bin 0 -> 845 bytes img501.png | Bin 0 -> 729 bytes img502.png | Bin 0 -> 687 bytes img503.png | Bin 0 -> 270 bytes img504.png | Bin 0 -> 428 bytes img505.png | Bin 0 -> 690 bytes img506.png | Bin 0 -> 233 bytes img507.png | Bin 0 -> 238 bytes img508.png | Bin 0 -> 278 bytes img509.png | Bin 0 -> 324 bytes img51.png | Bin 0 -> 485 bytes img510.png | Bin 0 -> 360 bytes img511.png | Bin 0 -> 357 bytes img512.png | Bin 0 -> 396 bytes img513.png | Bin 0 -> 712 bytes img514.png | Bin 0 -> 321 bytes img515.png | Bin 0 -> 276 bytes img516.png | Bin 0 -> 382 bytes img517.png | Bin 0 -> 393 bytes img518.png | Bin 0 -> 537 bytes img519.png | Bin 0 -> 419 bytes img52.png | Bin 0 -> 282 bytes img520.png | Bin 0 -> 334 bytes img521.png | Bin 0 -> 208 bytes img522.png | Bin 0 -> 216 bytes img523.png | Bin 0 -> 1723 bytes img524.png | Bin 0 -> 215 bytes img525.png | Bin 0 -> 5168 bytes img526.png | Bin 0 -> 595 bytes img527.png | Bin 0 -> 399 bytes img528.png | Bin 0 -> 1739 bytes img529.png | Bin 0 -> 1583 bytes img53.png | Bin 0 -> 340 bytes img530.png | Bin 0 -> 369 bytes img531.png | Bin 0 -> 911 bytes img532.png | Bin 0 -> 5045 bytes img533.png | Bin 0 -> 763 bytes img534.png | Bin 0 -> 8596 bytes img535.png | Bin 0 -> 1305 bytes img536.png | Bin 0 -> 716 bytes img537.png | Bin 0 -> 1517 bytes img538.png | Bin 0 -> 1379 bytes img539.png | Bin 0 -> 1684 bytes img54.png | Bin 0 -> 342 bytes img540.png | Bin 0 -> 4889 bytes img541.png | Bin 0 -> 227 bytes img542.png | Bin 0 -> 1012 bytes img543.png | Bin 0 -> 264 bytes img544.png | Bin 0 -> 565 bytes img545.png | Bin 0 -> 1260 bytes img546.png | Bin 0 -> 791 bytes img547.png | Bin 0 -> 530 bytes img548.png | Bin 0 -> 491 bytes img549.png | Bin 0 -> 191 bytes img55.png | Bin 0 -> 385 bytes img550.png | Bin 0 -> 809 bytes img551.png | Bin 0 -> 5235 bytes img552.png | Bin 0 -> 886 bytes img553.png | Bin 0 -> 595 bytes img554.png | Bin 0 -> 6201 bytes img555.png | Bin 0 -> 791 bytes img556.png | Bin 0 -> 418 bytes img557.png | Bin 0 -> 200 bytes img558.png | Bin 0 -> 5541 bytes img559.png | Bin 0 -> 647 bytes img56.png | Bin 0 -> 356 bytes img560.png | Bin 0 -> 244 bytes img561.png | Bin 0 -> 716 bytes img562.png | Bin 0 -> 336 bytes img563.png | Bin 0 -> 421 bytes img564.png | Bin 0 -> 899 bytes img565.png | Bin 0 -> 424 bytes img566.png | Bin 0 -> 342 bytes img567.png | Bin 0 -> 740 bytes img568.png | Bin 0 -> 461 bytes img569.png | Bin 0 -> 540 bytes img57.png | Bin 0 -> 211 bytes img570.png | Bin 0 -> 1790 bytes img571.png | Bin 0 -> 230 bytes img572.png | Bin 0 -> 411 bytes img573.png | Bin 0 -> 403 bytes img574.png | Bin 0 -> 677 bytes img575.png | Bin 0 -> 226 bytes img576.png | Bin 0 -> 208 bytes img577.png | Bin 0 -> 804 bytes img578.png | Bin 0 -> 751 bytes img579.png | Bin 0 -> 2824 bytes img58.png | Bin 0 -> 203 bytes img580.png | Bin 0 -> 263 bytes img581.png | Bin 0 -> 676 bytes img582.png | Bin 0 -> 286 bytes img583.png | Bin 0 -> 1728 bytes img584.png | Bin 0 -> 10236 bytes img585.png | Bin 0 -> 864 bytes img586.png | Bin 0 -> 226 bytes img587.png | Bin 0 -> 271 bytes img588.png | Bin 0 -> 284 bytes img589.png | Bin 0 -> 1106 bytes img59.png | Bin 0 -> 231 bytes img590.png | Bin 0 -> 343 bytes img591.png | Bin 0 -> 514 bytes img592.png | Bin 0 -> 206 bytes img593.png | Bin 0 -> 271 bytes img594.png | Bin 0 -> 328 bytes img595.png | Bin 0 -> 383 bytes img596.png | Bin 0 -> 760 bytes img597.png | Bin 0 -> 840 bytes img598.png | Bin 0 -> 2389 bytes img599.png | Bin 0 -> 12600 bytes img6.png | Bin 0 -> 339 bytes img60.png | Bin 0 -> 254 bytes img600.png | Bin 0 -> 400 bytes img601.png | Bin 0 -> 597 bytes img602.png | Bin 0 -> 264 bytes img603.png | Bin 0 -> 249 bytes img604.png | Bin 0 -> 7437 bytes img605.png | Bin 0 -> 413 bytes img606.png | Bin 0 -> 258 bytes img607.png | Bin 0 -> 7302 bytes img608.png | Bin 0 -> 4335 bytes img609.png | Bin 0 -> 4354 bytes img61.png | Bin 0 -> 555 bytes img610.png | Bin 0 -> 12546 bytes img611.png | Bin 0 -> 5360 bytes img612.png | Bin 0 -> 260 bytes img613.png | Bin 0 -> 248 bytes img614.png | Bin 0 -> 8303 bytes img615.png | Bin 0 -> 10457 bytes img616.png | Bin 0 -> 13310 bytes img617.png | Bin 0 -> 382 bytes img618.png | Bin 0 -> 216 bytes img619.png | Bin 0 -> 332 bytes img62.png | Bin 0 -> 289 bytes img620.png | Bin 0 -> 485 bytes img621.png | Bin 0 -> 20280 bytes img622.png | Bin 0 -> 7534 bytes img623.png | Bin 0 -> 302 bytes img624.png | Bin 0 -> 388 bytes img625.png | Bin 0 -> 337 bytes img626.png | Bin 0 -> 423 bytes img627.png | Bin 0 -> 435 bytes img628.png | Bin 0 -> 1530 bytes img629.png | Bin 0 -> 245 bytes img63.png | Bin 0 -> 337 bytes img630.png | Bin 0 -> 354 bytes img631.png | Bin 0 -> 632 bytes img632.png | Bin 0 -> 332 bytes img633.png | Bin 0 -> 848 bytes img634.png | Bin 0 -> 213 bytes img635.png | Bin 0 -> 464 bytes img636.png | Bin 0 -> 472 bytes img637.png | Bin 0 -> 398 bytes img638.png | Bin 0 -> 768 bytes img639.png | Bin 0 -> 243 bytes img64.png | Bin 0 -> 396 bytes img640.png | Bin 0 -> 262 bytes img641.png | Bin 0 -> 805 bytes img642.png | Bin 0 -> 837 bytes img643.png | Bin 0 -> 1211 bytes img644.png | Bin 0 -> 958 bytes img645.png | Bin 0 -> 588 bytes img646.png | Bin 0 -> 169 bytes img647.png | Bin 0 -> 983 bytes img648.png | Bin 0 -> 326 bytes img649.png | Bin 0 -> 262 bytes img65.png | Bin 0 -> 559 bytes img650.png | Bin 0 -> 342 bytes img651.png | Bin 0 -> 3666 bytes img652.png | Bin 0 -> 655 bytes img653.png | Bin 0 -> 238 bytes img654.png | Bin 0 -> 229 bytes img655.png | Bin 0 -> 744 bytes img656.png | Bin 0 -> 809 bytes img657.png | Bin 0 -> 499 bytes img658.png | Bin 0 -> 790 bytes img659.png | Bin 0 -> 533 bytes img66.png | Bin 0 -> 388 bytes img660.png | Bin 0 -> 328 bytes img661.png | Bin 0 -> 1059 bytes img662.png | Bin 0 -> 805 bytes img663.png | Bin 0 -> 525 bytes img664.png | Bin 0 -> 396 bytes img665.png | Bin 0 -> 779 bytes img666.png | Bin 0 -> 780 bytes img667.png | Bin 0 -> 359 bytes img668.png | Bin 0 -> 443 bytes img669.png | Bin 0 -> 307 bytes img67.png | Bin 0 -> 360 bytes img670.png | Bin 0 -> 221 bytes img671.png | Bin 0 -> 514 bytes img672.png | Bin 0 -> 205 bytes img673.png | Bin 0 -> 339 bytes img674.png | Bin 0 -> 476 bytes img675.png | Bin 0 -> 1153 bytes img676.png | Bin 0 -> 270 bytes img677.png | Bin 0 -> 258 bytes img678.png | Bin 0 -> 403 bytes img679.png | Bin 0 -> 728 bytes img68.png | Bin 0 -> 485 bytes img680.png | Bin 0 -> 334 bytes img681.png | Bin 0 -> 1561 bytes img682.png | Bin 0 -> 268 bytes img683.png | Bin 0 -> 236 bytes img684.png | Bin 0 -> 423 bytes img685.png | Bin 0 -> 344 bytes img686.png | Bin 0 -> 723 bytes img687.png | Bin 0 -> 430 bytes img688.png | Bin 0 -> 6027 bytes img689.png | Bin 0 -> 436 bytes img69.png | Bin 0 -> 386 bytes img690.png | Bin 0 -> 428 bytes img691.png | Bin 0 -> 319 bytes img692.png | Bin 0 -> 325 bytes img693.png | Bin 0 -> 259 bytes img694.png | Bin 0 -> 270 bytes img695.png | Bin 0 -> 259 bytes img696.png | Bin 0 -> 766 bytes img697.png | Bin 0 -> 349 bytes img698.png | Bin 0 -> 468 bytes img699.png | Bin 0 -> 1263 bytes img7.png | Bin 0 -> 197 bytes img70.png | Bin 0 -> 492 bytes img700.png | Bin 0 -> 554 bytes img701.png | Bin 0 -> 689 bytes img702.png | Bin 0 -> 1981 bytes img703.png | Bin 0 -> 242 bytes img704.png | Bin 0 -> 339 bytes img705.png | Bin 0 -> 355 bytes img706.png | Bin 0 -> 364 bytes img707.png | Bin 0 -> 472 bytes img708.png | Bin 0 -> 1019 bytes img709.png | Bin 0 -> 1614 bytes img71.png | Bin 0 -> 498 bytes img710.png | Bin 0 -> 423 bytes img711.png | Bin 0 -> 982 bytes img712.png | Bin 0 -> 757 bytes img713.png | Bin 0 -> 336 bytes img714.png | Bin 0 -> 968 bytes img715.png | Bin 0 -> 496 bytes img716.png | Bin 0 -> 519 bytes img717.png | Bin 0 -> 297 bytes img718.png | Bin 0 -> 484 bytes img719.png | Bin 0 -> 752 bytes img72.png | Bin 0 -> 280 bytes img720.png | Bin 0 -> 581 bytes img721.png | Bin 0 -> 546 bytes img722.png | Bin 0 -> 579 bytes img723.png | Bin 0 -> 5609 bytes img724.png | Bin 0 -> 1801 bytes img725.png | Bin 0 -> 397 bytes img726.png | Bin 0 -> 319 bytes img727.png | Bin 0 -> 660 bytes img728.png | Bin 0 -> 447 bytes img729.png | Bin 0 -> 268 bytes img73.png | Bin 0 -> 322 bytes img730.png | Bin 0 -> 370 bytes img731.png | Bin 0 -> 353 bytes img732.png | Bin 0 -> 282 bytes img733.png | Bin 0 -> 253 bytes img734.png | Bin 0 -> 905 bytes img735.png | Bin 0 -> 423 bytes img736.png | Bin 0 -> 253 bytes img737.png | Bin 0 -> 1556 bytes img738.png | Bin 0 -> 1196 bytes img739.png | Bin 0 -> 1079 bytes img74.png | Bin 0 -> 586 bytes img740.png | Bin 0 -> 291 bytes img741.png | Bin 0 -> 294 bytes img742.png | Bin 0 -> 386 bytes img743.png | Bin 0 -> 458 bytes img744.png | Bin 0 -> 411 bytes img745.png | Bin 0 -> 2880 bytes img746.png | Bin 0 -> 315 bytes img747.png | Bin 0 -> 629 bytes img748.png | Bin 0 -> 639 bytes img749.png | Bin 0 -> 244 bytes img75.png | Bin 0 -> 196 bytes img750.png | Bin 0 -> 427 bytes img751.png | Bin 0 -> 427 bytes img752.png | Bin 0 -> 395 bytes img753.png | Bin 0 -> 386 bytes img754.png | Bin 0 -> 650 bytes img755.png | Bin 0 -> 446 bytes img756.png | Bin 0 -> 441 bytes img757.png | Bin 0 -> 370 bytes img758.png | Bin 0 -> 384 bytes img759.png | Bin 0 -> 637 bytes img76.png | Bin 0 -> 638 bytes img760.png | Bin 0 -> 626 bytes img761.png | Bin 0 -> 493 bytes img762.png | Bin 0 -> 244 bytes img763.png | Bin 0 -> 1059 bytes img764.png | Bin 0 -> 3170 bytes img765.png | Bin 0 -> 3633 bytes img766.png | Bin 0 -> 311 bytes img767.png | Bin 0 -> 366 bytes img768.png | Bin 0 -> 343 bytes img769.png | Bin 0 -> 192 bytes img77.png | Bin 0 -> 209 bytes img770.png | Bin 0 -> 206 bytes img771.png | Bin 0 -> 315 bytes img772.png | Bin 0 -> 432 bytes img773.png | Bin 0 -> 3659 bytes img774.png | Bin 0 -> 283 bytes img775.png | Bin 0 -> 297 bytes img776.png | Bin 0 -> 506 bytes img777.png | Bin 0 -> 639 bytes img778.png | Bin 0 -> 808 bytes img779.png | Bin 0 -> 692 bytes img78.png | Bin 0 -> 328 bytes img780.png | Bin 0 -> 7425 bytes img781.png | Bin 0 -> 341 bytes img782.png | Bin 0 -> 308 bytes img783.png | Bin 0 -> 359 bytes img784.png | Bin 0 -> 318 bytes img785.png | Bin 0 -> 5123 bytes img786.png | Bin 0 -> 339 bytes img787.png | Bin 0 -> 294 bytes img788.png | Bin 0 -> 490 bytes img789.png | Bin 0 -> 490 bytes img79.png | Bin 0 -> 267 bytes img790.png | Bin 0 -> 535 bytes img791.png | Bin 0 -> 894 bytes img792.png | Bin 0 -> 966 bytes img793.png | Bin 0 -> 220 bytes img794.png | Bin 0 -> 692 bytes img795.png | Bin 0 -> 299 bytes img796.png | Bin 0 -> 984 bytes img797.png | Bin 0 -> 355 bytes img798.png | Bin 0 -> 1591 bytes img799.png | Bin 0 -> 4990 bytes img8.png | Bin 0 -> 233 bytes img80.png | Bin 0 -> 261 bytes img800.png | Bin 0 -> 678 bytes img801.png | Bin 0 -> 247 bytes img802.png | Bin 0 -> 698 bytes img803.png | Bin 0 -> 267 bytes img804.png | Bin 0 -> 281 bytes img805.png | Bin 0 -> 4925 bytes img806.png | Bin 0 -> 5241 bytes img807.png | Bin 0 -> 247 bytes img808.png | Bin 0 -> 308 bytes img809.png | Bin 0 -> 330 bytes img81.png | Bin 0 -> 3722 bytes img810.png | Bin 0 -> 334 bytes img811.png | Bin 0 -> 625 bytes img812.png | Bin 0 -> 735 bytes img813.png | Bin 0 -> 451 bytes img814.png | Bin 0 -> 5850 bytes img815.png | Bin 0 -> 539 bytes img816.png | Bin 0 -> 364 bytes img817.png | Bin 0 -> 343 bytes img818.png | Bin 0 -> 7359 bytes img819.png | Bin 0 -> 456 bytes img82.png | Bin 0 -> 191 bytes img820.png | Bin 0 -> 443 bytes img821.png | Bin 0 -> 438 bytes img822.png | Bin 0 -> 404 bytes img823.png | Bin 0 -> 10747 bytes img824.png | Bin 0 -> 14834 bytes img825.png | Bin 0 -> 284 bytes img826.png | Bin 0 -> 297 bytes img827.png | Bin 0 -> 1698 bytes img828.png | Bin 0 -> 916 bytes img829.png | Bin 0 -> 870 bytes img83.png | Bin 0 -> 321 bytes img830.png | Bin 0 -> 582 bytes img831.png | Bin 0 -> 891 bytes img832.png | Bin 0 -> 11633 bytes img833.png | Bin 0 -> 383 bytes img834.png | Bin 0 -> 409 bytes img835.png | Bin 0 -> 377 bytes img836.png | Bin 0 -> 413 bytes img837.png | Bin 0 -> 8054 bytes img838.png | Bin 0 -> 12950 bytes img839.png | Bin 0 -> 518 bytes img84.png | Bin 0 -> 382 bytes img840.png | Bin 0 -> 452 bytes img841.png | Bin 0 -> 402 bytes img842.png | Bin 0 -> 468 bytes img843.png | Bin 0 -> 356 bytes img844.png | Bin 0 -> 269 bytes img845.png | Bin 0 -> 16003 bytes img846.png | Bin 0 -> 35731 bytes img847.png | Bin 0 -> 377 bytes img848.png | Bin 0 -> 3659 bytes img849.png | Bin 0 -> 18509 bytes img85.png | Bin 0 -> 462 bytes img850.png | Bin 0 -> 881 bytes img851.png | Bin 0 -> 1054 bytes img852.png | Bin 0 -> 1854 bytes img853.png | Bin 0 -> 373 bytes img854.png | Bin 0 -> 468 bytes img855.png | Bin 0 -> 3980 bytes img856.png | Bin 0 -> 4692 bytes img857.png | Bin 0 -> 2067 bytes img858.png | Bin 0 -> 2670 bytes img859.png | Bin 0 -> 2871 bytes img86.png | Bin 0 -> 248 bytes img860.png | Bin 0 -> 998 bytes img861.png | Bin 0 -> 468 bytes img862.png | Bin 0 -> 546 bytes img863.png | Bin 0 -> 608 bytes img864.png | Bin 0 -> 786 bytes img865.png | Bin 0 -> 735 bytes img866.png | Bin 0 -> 352 bytes img867.png | Bin 0 -> 426 bytes img868.png | Bin 0 -> 3817 bytes img869.png | Bin 0 -> 263 bytes img87.png | Bin 0 -> 733 bytes img870.png | Bin 0 -> 220 bytes img871.png | Bin 0 -> 2882 bytes img872.png | Bin 0 -> 268 bytes img873.png | Bin 0 -> 898 bytes img874.png | Bin 0 -> 890 bytes img875.png | Bin 0 -> 604 bytes img876.png | Bin 0 -> 802 bytes img877.png | Bin 0 -> 343 bytes img878.png | Bin 0 -> 250 bytes img879.png | Bin 0 -> 1026 bytes img88.png | Bin 0 -> 1162 bytes img880.png | Bin 0 -> 211 bytes img881.png | Bin 0 -> 495 bytes img882.png | Bin 0 -> 628 bytes img883.png | Bin 0 -> 342 bytes img884.png | Bin 0 -> 334 bytes img885.png | Bin 0 -> 4038 bytes img886.png | Bin 0 -> 343 bytes img887.png | Bin 0 -> 454 bytes img888.png | Bin 0 -> 412 bytes img889.png | Bin 0 -> 1407 bytes img89.png | Bin 0 -> 848 bytes img890.png | Bin 0 -> 212 bytes img891.png | Bin 0 -> 949 bytes img892.png | Bin 0 -> 477 bytes img893.png | Bin 0 -> 775 bytes img894.png | Bin 0 -> 819 bytes img895.png | Bin 0 -> 493 bytes img896.png | Bin 0 -> 460 bytes img897.png | Bin 0 -> 547 bytes img898.png | Bin 0 -> 275 bytes img899.png | Bin 0 -> 242 bytes img9.png | Bin 0 -> 423 bytes img90.png | Bin 0 -> 418 bytes img900.png | Bin 0 -> 431 bytes img901.png | Bin 0 -> 1056 bytes img902.png | Bin 0 -> 1049 bytes img903.png | Bin 0 -> 1272 bytes img904.png | Bin 0 -> 2150 bytes img905.png | Bin 0 -> 1234 bytes img906.png | Bin 0 -> 1189 bytes img907.png | Bin 0 -> 332 bytes img908.png | Bin 0 -> 5802 bytes img909.png | Bin 0 -> 407 bytes img91.png | Bin 0 -> 1334 bytes img910.png | Bin 0 -> 255 bytes img911.png | Bin 0 -> 315 bytes img912.png | Bin 0 -> 1063 bytes img913.png | Bin 0 -> 4526 bytes img914.png | Bin 0 -> 6468 bytes img915.png | Bin 0 -> 272 bytes img916.png | Bin 0 -> 496 bytes img917.png | Bin 0 -> 440 bytes img918.png | Bin 0 -> 440 bytes img919.png | Bin 0 -> 351 bytes img92.png | Bin 0 -> 384 bytes img920.png | Bin 0 -> 432 bytes img921.png | Bin 0 -> 772 bytes img922.png | Bin 0 -> 841 bytes img923.png | Bin 0 -> 4858 bytes img924.png | Bin 0 -> 508 bytes img925.png | Bin 0 -> 680 bytes img926.png | Bin 0 -> 723 bytes img927.png | Bin 0 -> 4577 bytes img928.png | Bin 0 -> 469 bytes img929.png | Bin 0 -> 249 bytes img93.png | Bin 0 -> 4900 bytes img930.png | Bin 0 -> 273 bytes img931.png | Bin 0 -> 1056 bytes img932.png | Bin 0 -> 1132 bytes img933.png | Bin 0 -> 363 bytes img934.png | Bin 0 -> 589 bytes img935.png | Bin 0 -> 557 bytes img936.png | Bin 0 -> 8226 bytes img937.png | Bin 0 -> 6961 bytes img938.png | Bin 0 -> 728 bytes img939.png | Bin 0 -> 375 bytes img94.png | Bin 0 -> 372 bytes img940.png | Bin 0 -> 444 bytes img941.png | Bin 0 -> 258 bytes img942.png | Bin 0 -> 1507 bytes img943.png | Bin 0 -> 302 bytes img944.png | Bin 0 -> 648 bytes img945.png | Bin 0 -> 190 bytes img946.png | Bin 0 -> 1045 bytes img947.png | Bin 0 -> 710 bytes img948.png | Bin 0 -> 997 bytes img949.png | Bin 0 -> 189 bytes img95.png | Bin 0 -> 672 bytes img950.png | Bin 0 -> 1452 bytes img951.png | Bin 0 -> 3993 bytes img952.png | Bin 0 -> 485 bytes img953.png | Bin 0 -> 734 bytes img954.png | Bin 0 -> 379 bytes img955.png | Bin 0 -> 406 bytes img956.png | Bin 0 -> 220 bytes img957.png | Bin 0 -> 242 bytes img958.png | Bin 0 -> 217 bytes img959.png | Bin 0 -> 731 bytes img96.png | Bin 0 -> 224 bytes img960.png | Bin 0 -> 374 bytes img961.png | Bin 0 -> 584 bytes img962.png | Bin 0 -> 1033 bytes img963.png | Bin 0 -> 242 bytes img964.png | Bin 0 -> 689 bytes img965.png | Bin 0 -> 441 bytes img966.png | Bin 0 -> 484 bytes img967.png | Bin 0 -> 594 bytes img968.png | Bin 0 -> 743 bytes img969.png | Bin 0 -> 765 bytes img97.png | Bin 0 -> 302 bytes img970.png | Bin 0 -> 859 bytes img971.png | Bin 0 -> 391 bytes img972.png | Bin 0 -> 4828 bytes img973.png | Bin 0 -> 3489 bytes img974.png | Bin 0 -> 296 bytes img975.png | Bin 0 -> 303 bytes img976.png | Bin 0 -> 683 bytes img977.png | Bin 0 -> 181 bytes img978.png | Bin 0 -> 270 bytes img979.png | Bin 0 -> 4013 bytes img98.png | Bin 0 -> 270 bytes img980.png | Bin 0 -> 259 bytes img981.png | Bin 0 -> 752 bytes img982.png | Bin 0 -> 303 bytes img983.png | Bin 0 -> 772 bytes img984.png | Bin 0 -> 306 bytes img985.png | Bin 0 -> 3299 bytes img986.png | Bin 0 -> 6580 bytes img987.png | Bin 0 -> 2953 bytes img988.png | Bin 0 -> 822 bytes img989.png | Bin 0 -> 311 bytes img99.png | Bin 0 -> 4265 bytes img990.png | Bin 0 -> 934 bytes img991.png | Bin 0 -> 572 bytes img992.png | Bin 0 -> 868 bytes img993.png | Bin 0 -> 248 bytes img994.png | Bin 0 -> 331 bytes img995.png | Bin 0 -> 864 bytes img996.png | Bin 0 -> 508 bytes img997.png | Bin 0 -> 5209 bytes img998.png | Bin 0 -> 452 bytes img999.png | Bin 0 -> 576 bytes index.html | 560 +++ internals.pl | 1278 ++++++ labels.pl | 2441 +++++++++++ node1.html | 83 + node10.html | 202 + node100.html | 205 + node101.html | 267 ++ node102.html | 83 + node103.html | 99 + node104.html | 234 ++ node105.html | 556 +++ node106.html | 462 ++ node107.html | 270 ++ node108.html | 632 +++ node109.html | 707 ++++ node11.html | 207 + node110.html | 706 ++++ node111.html | 318 ++ node112.html | 171 + node113.html | 427 ++ node114.html | 257 ++ node115.html | 481 +++ node116.html | 100 + node117.html | 166 + node118.html | 104 + node119.html | 172 + node12.html | 302 ++ node120.html | 343 ++ node121.html | 161 + node122.html | 201 + node123.html | 171 + node124.html | 177 + node125.html | 177 + node126.html | 210 + node127.html | 296 ++ node128.html | 96 + node129.html | 176 + node13.html | 312 ++ node130.html | 161 + node131.html | 164 + node132.html | 158 + node133.html | 358 ++ node134.html | 230 + node135.html | 194 + node136.html | 129 + node137.html | 282 ++ node138.html | 333 ++ node139.html | 216 + node14.html | 299 ++ node140.html | 200 + node141.html | 186 + node142.html | 247 ++ node143.html | 242 ++ node144.html | 145 + node145.html | 374 ++ node146.html | 480 +++ node147.html | 458 ++ node148.html | 168 + node149.html | 266 ++ node15.html | 153 + node150.html | 233 ++ node151.html | 95 + node152.html | 163 + node153.html | 296 ++ node154.html | 398 ++ node155.html | 100 + node156.html | 182 + node157.html | 155 + node158.html | 149 + node159.html | 115 + node16.html | 209 + node160.html | 211 + node161.html | 103 + node162.html | 158 + node163.html | 169 + node164.html | 459 ++ node165.html | 136 + node166.html | 334 ++ node167.html | 95 + node168.html | 533 +++ node169.html | 490 +++ node17.html | 145 + node170.html | 275 ++ node171.html | 543 +++ node172.html | 357 ++ node173.html | 293 ++ node174.html | 172 + node175.html | 567 +++ node176.html | 410 ++ node177.html | 166 + node178.html | 90 + node179.html | 284 ++ node18.html | 96 + node180.html | 265 ++ node181.html | 168 + node182.html | 249 ++ node183.html | 190 + node184.html | 237 ++ node185.html | 516 +++ node186.html | 148 + node187.html | 403 ++ node188.html | 299 ++ node189.html | 341 ++ node19.html | 201 + node190.html | 267 ++ node191.html | 264 ++ node192.html | 437 ++ node193.html | 148 + node194.html | 171 + node195.html | 154 + node196.html | 239 ++ node197.html | 86 + node198.html | 162 + node199.html | 165 + node2.html | 74 + node20.html | 167 + node200.html | 116 + node201.html | 1187 ++++++ node202.html | 260 ++ node203.html | 83 + node21.html | 168 + node22.html | 129 + node23.html | 204 + node24.html | 175 + node25.html | 174 + node26.html | 416 ++ node27.html | 263 ++ node28.html | 583 +++ node29.html | 221 + node3.html | 154 + node30.html | 541 +++ node31.html | 644 +++ node32.html | 94 + node33.html | 161 + node34.html | 219 + node35.html | 158 + node36.html | 228 + node37.html | 219 + node38.html | 208 + node39.html | 165 + node4.html | 390 ++ node40.html | 119 + node41.html | 407 ++ node42.html | 226 + node43.html | 481 +++ node44.html | 177 + node45.html | 106 + node46.html | 195 + node47.html | 203 + node48.html | 206 + node49.html | 241 ++ node5.html | 158 + node50.html | 94 + node51.html | 149 + node52.html | 179 + node53.html | 184 + node54.html | 109 + node55.html | 141 + node56.html | 200 + node57.html | 174 + node58.html | 137 + node59.html | 195 + node6.html | 191 + node60.html | 317 ++ node61.html | 160 + node62.html | 173 + node63.html | 173 + node64.html | 157 + node65.html | 225 + node66.html | 218 + node67.html | 227 + node68.html | 92 + node69.html | 203 + node7.html | 338 ++ node70.html | 167 + node71.html | 248 ++ node72.html | 165 + node73.html | 300 ++ node74.html | 159 + node75.html | 125 + node76.html | 294 ++ node77.html | 615 +++ node78.html | 871 ++++ node79.html | 488 +++ node8.html | 268 ++ node80.html | 96 + node81.html | 154 + node82.html | 172 + node83.html | 167 + node84.html | 305 ++ node85.html | 331 ++ node86.html | 235 ++ node87.html | 401 ++ node88.html | 170 + node89.html | 230 + node9.html | 237 ++ node90.html | 315 ++ node91.html | 95 + node92.html | 350 ++ node93.html | 229 + node94.html | 230 + node95.html | 416 ++ node96.html | 460 ++ node97.html | 92 + node98.html | 178 + node99.html | 175 + 1593 files changed, 85162 insertions(+) create mode 100644 WARNINGS create mode 100644 book.css create mode 100644 book.html create mode 100644 images.aux create mode 100644 images.bbl create mode 100644 images.idx create mode 100644 images.log create mode 100644 images.pl create mode 100644 images.tex create mode 100644 img1.png create mode 100644 img10.png create mode 100644 img100.png create mode 100644 img1000.png create mode 100644 img1001.png create mode 100644 img1002.png create mode 100644 img1003.png create mode 100644 img1004.png create mode 100644 img1005.png create mode 100644 img1006.png create mode 100644 img1007.png create mode 100644 img1008.png create mode 100644 img1009.png create mode 100644 img101.png create mode 100644 img1010.png create mode 100644 img1011.png create mode 100644 img1012.png create mode 100644 img1013.png create mode 100644 img1014.png create mode 100644 img1015.png create mode 100644 img1016.png create mode 100644 img1017.png create mode 100644 img1018.png create mode 100644 img1019.png create mode 100644 img102.png create mode 100644 img1020.png create mode 100644 img1021.png create mode 100644 img1022.png create mode 100644 img1023.png create mode 100644 img1024.png create mode 100644 img1025.png create mode 100644 img1026.png create mode 100644 img1027.png create mode 100644 img1028.png create mode 100644 img1029.png create mode 100644 img103.png create mode 100644 img1030.png create mode 100644 img1031.png create mode 100644 img1032.png create mode 100644 img1033.png create mode 100644 img1034.png create mode 100644 img1035.png create mode 100644 img1036.png create mode 100644 img1037.png create mode 100644 img1038.png create mode 100644 img1039.png create mode 100644 img104.png create mode 100644 img1040.png create mode 100644 img1041.png create mode 100644 img1042.png create mode 100644 img1043.png create mode 100644 img1044.png create mode 100644 img1045.png create mode 100644 img1046.png create mode 100644 img1047.png create mode 100644 img1048.png create mode 100644 img1049.png create mode 100644 img105.png create mode 100644 img1050.png create mode 100644 img1051.png create mode 100644 img1052.png create mode 100644 img1053.png create mode 100644 img1054.png create mode 100644 img1055.png create mode 100644 img1056.png create mode 100644 img1057.png create mode 100644 img1058.png create mode 100644 img1059.png create mode 100644 img106.png create mode 100644 img1060.png create mode 100644 img1061.png create mode 100644 img1062.png create mode 100644 img1063.png create mode 100644 img1064.png create mode 100644 img1065.png create mode 100644 img1066.png create mode 100644 img1067.png create mode 100644 img1068.png create mode 100644 img1069.png create mode 100644 img107.png create mode 100644 img1070.png create mode 100644 img1071.png create mode 100644 img1072.png create mode 100644 img1073.png create mode 100644 img1074.png create mode 100644 img1075.png create mode 100644 img1076.png create mode 100644 img1077.png create mode 100644 img1078.png create mode 100644 img1079.png create mode 100644 img108.png create mode 100644 img1080.png create mode 100644 img1081.png create mode 100644 img1082.png create mode 100644 img1083.png create mode 100644 img1084.png create mode 100644 img1085.png create mode 100644 img1086.png create mode 100644 img1087.png create mode 100644 img1088.png create mode 100644 img1089.png create mode 100644 img109.png create mode 100644 img1090.png create mode 100644 img1091.png create mode 100644 img1092.png create mode 100644 img1093.png create mode 100644 img1094.png create mode 100644 img1095.png create mode 100644 img1096.png create mode 100644 img1097.png create mode 100644 img1098.png create mode 100644 img1099.png create mode 100644 img11.png create mode 100644 img110.png create mode 100644 img1100.png create mode 100644 img1101.png create mode 100644 img1102.png create mode 100644 img1103.png create mode 100644 img1104.png create mode 100644 img1105.png create mode 100644 img1106.png create mode 100644 img1107.png create mode 100644 img1108.png create mode 100644 img1109.png create mode 100644 img111.png create mode 100644 img1110.png create mode 100644 img1111.png create mode 100644 img1112.png create mode 100644 img1113.png create mode 100644 img1114.png create mode 100644 img1115.png create mode 100644 img1116.png create mode 100644 img1117.png create mode 100644 img1118.png create mode 100644 img1119.png create mode 100644 img112.png create mode 100644 img1120.png create mode 100644 img1121.png create mode 100644 img1122.png create mode 100644 img1123.png create mode 100644 img1124.png create mode 100644 img1125.png create mode 100644 img1126.png create mode 100644 img1127.png create mode 100644 img1128.png create mode 100644 img1129.png create mode 100644 img113.png create mode 100644 img1130.png create mode 100644 img1131.png create mode 100644 img1132.png create mode 100644 img1133.png create mode 100644 img1134.png create mode 100644 img1135.png create mode 100644 img1136.png create mode 100644 img1137.png create mode 100644 img1138.png create mode 100644 img1139.png create mode 100644 img114.png create mode 100644 img1140.png create mode 100644 img1141.png create mode 100644 img1142.png create mode 100644 img1143.png create mode 100644 img1144.png create mode 100644 img1145.png create mode 100644 img1146.png create mode 100644 img1147.png create mode 100644 img1148.png create mode 100644 img1149.png create mode 100644 img115.png create mode 100644 img1150.png create mode 100644 img1151.png create mode 100644 img1152.png create mode 100644 img1153.png create mode 100644 img1154.png create mode 100644 img1155.png create mode 100644 img1156.png create mode 100644 img1157.png create mode 100644 img1158.png create mode 100644 img1159.png create mode 100644 img116.png create mode 100644 img1160.png create mode 100644 img1161.png create mode 100644 img1162.png create mode 100644 img1163.png create mode 100644 img1164.png create mode 100644 img1165.png create mode 100644 img1166.png create mode 100644 img1167.png create mode 100644 img1168.png create mode 100644 img1169.png create mode 100644 img117.png create mode 100644 img1170.png create mode 100644 img1171.png create mode 100644 img1172.png create mode 100644 img1173.png create mode 100644 img1174.png create mode 100644 img1175.png create mode 100644 img1176.png create mode 100644 img1177.png create mode 100644 img1178.png create mode 100644 img1179.png create mode 100644 img118.png create mode 100644 img1180.png create mode 100644 img1181.png create mode 100644 img1182.png create mode 100644 img1183.png create mode 100644 img1184.png create mode 100644 img1185.png create mode 100644 img1186.png create mode 100644 img1187.png create mode 100644 img1188.png create mode 100644 img1189.png create mode 100644 img119.png create mode 100644 img1190.png create mode 100644 img1191.png create mode 100644 img1192.png create mode 100644 img1193.png create mode 100644 img1194.png create mode 100644 img1195.png create mode 100644 img1196.png create mode 100644 img1197.png create mode 100644 img1198.png create mode 100644 img1199.png create mode 100644 img12.png create mode 100644 img120.png create mode 100644 img1200.png create mode 100644 img1201.png create mode 100644 img1202.png create mode 100644 img1203.png create mode 100644 img1204.png create mode 100644 img1205.png create mode 100644 img1206.png create mode 100644 img1207.png create mode 100644 img1208.png create mode 100644 img1209.png create mode 100644 img121.png create mode 100644 img1210.png create mode 100644 img1211.png create mode 100644 img1212.png create mode 100644 img1213.png create mode 100644 img1214.png create mode 100644 img1215.png create mode 100644 img1216.png create mode 100644 img1217.png create mode 100644 img1218.png create mode 100644 img1219.png create mode 100644 img122.png create mode 100644 img1220.png create mode 100644 img1221.png create mode 100644 img1222.png create mode 100644 img1223.png create mode 100644 img1224.png create mode 100644 img1225.png create mode 100644 img1226.png create mode 100644 img1227.png create mode 100644 img1228.png create mode 100644 img1229.png create mode 100644 img123.png create mode 100644 img1230.png create mode 100644 img1231.png create mode 100644 img1232.png create mode 100644 img1233.png create mode 100644 img1234.png create mode 100644 img1235.png create mode 100644 img1236.png create mode 100644 img1237.png create mode 100644 img1238.png create mode 100644 img1239.png create mode 100644 img124.png create mode 100644 img1240.png create mode 100644 img1241.png create mode 100644 img1242.png create mode 100644 img1243.png create mode 100644 img1244.png create mode 100644 img1245.png create mode 100644 img1246.png create mode 100644 img1247.png create mode 100644 img1248.png create mode 100644 img1249.png create mode 100644 img125.png create mode 100644 img1250.png create mode 100644 img1251.png create mode 100644 img1252.png create mode 100644 img1253.png create mode 100644 img1254.png create mode 100644 img1255.png create mode 100644 img1256.png create mode 100644 img1257.png create mode 100644 img1258.png create mode 100644 img1259.png create mode 100644 img126.png create mode 100644 img1260.png create mode 100644 img1261.png create mode 100644 img1262.png create mode 100644 img1263.png create mode 100644 img1264.png create mode 100644 img1265.png create mode 100644 img1266.png create mode 100644 img1267.png create mode 100644 img1268.png create mode 100644 img1269.png create mode 100644 img127.png create mode 100644 img1270.png create mode 100644 img1271.png create mode 100644 img1272.png create mode 100644 img1273.png create mode 100644 img1274.png create mode 100644 img1275.png create mode 100644 img1276.png create mode 100644 img1277.png create mode 100644 img1278.png create mode 100644 img1279.png create mode 100644 img128.png create mode 100644 img1280.png create mode 100644 img1281.png create mode 100644 img1282.png create mode 100644 img1283.png create mode 100644 img1284.png create mode 100644 img1285.png create mode 100644 img1286.png create mode 100644 img1287.png create mode 100644 img1288.png create mode 100644 img1289.png create mode 100644 img129.png create mode 100644 img1290.png create mode 100644 img1291.png create mode 100644 img1292.png create mode 100644 img1293.png create mode 100644 img1294.png create mode 100644 img1295.png create mode 100644 img1296.png create mode 100644 img1297.png create mode 100644 img1298.png create mode 100644 img1299.png create mode 100644 img13.png create mode 100644 img130.png create mode 100644 img1300.png create mode 100644 img1301.png create mode 100644 img1302.png create mode 100644 img1303.png create mode 100644 img1304.png create mode 100644 img1305.png create mode 100644 img1306.png create mode 100644 img1307.png create mode 100644 img1308.png create mode 100644 img1309.png create mode 100644 img131.png create mode 100644 img1310.png create mode 100644 img1311.png create mode 100644 img1312.png create mode 100644 img1313.png create mode 100644 img1314.png create mode 100644 img1315.png create mode 100644 img1316.png create mode 100644 img1317.png create mode 100644 img1318.png create mode 100644 img1319.png create mode 100644 img132.png create mode 100644 img1320.png create mode 100644 img1321.png create mode 100644 img1322.png create mode 100644 img1323.png create mode 100644 img1324.png create mode 100644 img1325.png create mode 100644 img1326.png create mode 100644 img1327.png create mode 100644 img1328.png create mode 100644 img1329.png create mode 100644 img133.png create mode 100644 img1330.png create mode 100644 img1331.png create mode 100644 img1332.png create mode 100644 img1333.png create mode 100644 img1334.png create mode 100644 img1335.png create mode 100644 img1336.png create mode 100644 img1337.png create mode 100644 img1338.png create mode 100644 img1339.png create mode 100644 img134.png create mode 100644 img1340.png create mode 100644 img1341.png create mode 100644 img1342.png create mode 100644 img1343.png create mode 100644 img1344.png create mode 100644 img1345.png create mode 100644 img1346.png create mode 100644 img1347.png create mode 100644 img1348.png create mode 100644 img1349.png create mode 100644 img135.png create mode 100644 img1350.png create mode 100644 img1351.png create mode 100644 img1352.png create mode 100644 img1353.png create mode 100644 img1354.png create mode 100644 img1355.png create mode 100644 img1356.png create mode 100644 img1357.png create mode 100644 img1358.png create mode 100644 img1359.png create mode 100644 img136.png create mode 100644 img1360.png create mode 100644 img1361.png create mode 100644 img1362.png create mode 100644 img1363.png create mode 100644 img1364.png create mode 100644 img1365.png create mode 100644 img1366.png create mode 100644 img1367.png create mode 100644 img1368.png create mode 100644 img1369.png create mode 100644 img137.png create mode 100644 img1370.png create mode 100644 img1371.png create mode 100644 img1372.png create mode 100644 img1373.png create mode 100644 img1374.png create mode 100644 img1375.png create mode 100644 img1376.png create mode 100644 img1377.png create mode 100644 img1378.png create mode 100644 img138.png create mode 100644 img139.png create mode 100644 img14.png create mode 100644 img140.png create mode 100644 img141.png create mode 100644 img142.png create mode 100644 img143.png create mode 100644 img144.png create mode 100644 img145.png create mode 100644 img146.png create mode 100644 img147.png create mode 100644 img148.png create mode 100644 img149.png create mode 100644 img15.png create mode 100644 img150.png create mode 100644 img151.png create mode 100644 img152.png create mode 100644 img153.png create mode 100644 img154.png create mode 100644 img155.png create mode 100644 img156.png create mode 100644 img157.png create mode 100644 img158.png create mode 100644 img159.png create mode 100644 img16.png create mode 100644 img160.png create mode 100644 img161.png create mode 100644 img162.png create mode 100644 img163.png create mode 100644 img164.png create mode 100644 img165.png create mode 100644 img166.png create mode 100644 img167.png create mode 100644 img168.png create mode 100644 img169.png create mode 100644 img17.png create mode 100644 img170.png create mode 100644 img171.png create mode 100644 img172.png create mode 100644 img173.png create mode 100644 img174.png create mode 100644 img175.png create mode 100644 img176.png create mode 100644 img177.png create mode 100644 img178.png create mode 100644 img179.png create mode 100644 img18.png create mode 100644 img180.png create mode 100644 img181.png create mode 100644 img182.png create mode 100644 img183.png create mode 100644 img184.png create mode 100644 img185.png create mode 100644 img186.png create mode 100644 img187.png create mode 100644 img188.png create mode 100644 img189.png create mode 100644 img19.png create mode 100644 img190.png create mode 100644 img191.png create mode 100644 img192.png create mode 100644 img193.png create mode 100644 img194.png create mode 100644 img195.png create mode 100644 img196.png create mode 100644 img197.png create mode 100644 img198.png create mode 100644 img199.png create mode 100644 img2.png create mode 100644 img20.png create mode 100644 img200.png create mode 100644 img201.png create mode 100644 img202.png create mode 100644 img203.png create mode 100644 img204.png create mode 100644 img205.png create mode 100644 img206.png create mode 100644 img207.png create mode 100644 img208.png create mode 100644 img209.png create mode 100644 img21.png create mode 100644 img210.png create mode 100644 img211.png create mode 100644 img212.png create mode 100644 img213.png create mode 100644 img214.png create mode 100644 img215.png create mode 100644 img216.png create mode 100644 img217.png create mode 100644 img218.png create mode 100644 img219.png create mode 100644 img22.png create mode 100644 img220.png create mode 100644 img221.png create mode 100644 img222.png create mode 100644 img223.png create mode 100644 img224.png create mode 100644 img225.png create mode 100644 img226.png create mode 100644 img227.png create mode 100644 img228.png create mode 100644 img229.png create mode 100644 img23.png create mode 100644 img230.png create mode 100644 img231.png create mode 100644 img232.png create mode 100644 img233.png create mode 100644 img234.png create mode 100644 img235.png create mode 100644 img236.png create mode 100644 img237.png create mode 100644 img238.png create mode 100644 img239.png create mode 100644 img24.png create mode 100644 img240.png create mode 100644 img241.png create mode 100644 img242.png create mode 100644 img243.png create mode 100644 img244.png create mode 100644 img245.png create mode 100644 img246.png create mode 100644 img247.png create mode 100644 img248.png create mode 100644 img249.png create mode 100644 img25.png create mode 100644 img250.png create mode 100644 img251.png create mode 100644 img252.png create mode 100644 img253.png create mode 100644 img254.png create mode 100644 img255.png create mode 100644 img256.png create mode 100644 img257.png create mode 100644 img258.png create mode 100644 img259.png create mode 100644 img26.png create mode 100644 img260.png create mode 100644 img261.png create mode 100644 img262.png create mode 100644 img263.png create mode 100644 img264.png create mode 100644 img265.png create mode 100644 img266.png create mode 100644 img267.png create mode 100644 img268.png create mode 100644 img269.png create mode 100644 img27.png create mode 100644 img270.png create mode 100644 img271.png create mode 100644 img272.png create mode 100644 img273.png create mode 100644 img274.png create mode 100644 img275.png create mode 100644 img276.png create mode 100644 img277.png create mode 100644 img278.png create mode 100644 img279.png create mode 100644 img28.png create mode 100644 img280.png create mode 100644 img281.png create mode 100644 img282.png create mode 100644 img283.png create mode 100644 img284.png create mode 100644 img285.png create mode 100644 img286.png create mode 100644 img287.png create mode 100644 img288.png create mode 100644 img289.png create mode 100644 img29.png create mode 100644 img290.png create mode 100644 img291.png create mode 100644 img292.png create mode 100644 img293.png create mode 100644 img294.png create mode 100644 img295.png create mode 100644 img296.png create mode 100644 img297.png create mode 100644 img298.png create mode 100644 img299.png create mode 100644 img3.png create mode 100644 img30.png create mode 100644 img300.png create mode 100644 img301.png create mode 100644 img302.png create mode 100644 img303.png create mode 100644 img304.png create mode 100644 img305.png create mode 100644 img306.png create mode 100644 img307.png create mode 100644 img308.png create mode 100644 img309.png create mode 100644 img31.png create mode 100644 img310.png create mode 100644 img311.png create mode 100644 img312.png create mode 100644 img313.png create mode 100644 img314.png create mode 100644 img315.png create mode 100644 img316.png create mode 100644 img317.png create mode 100644 img318.png create mode 100644 img319.png create mode 100644 img32.png create mode 100644 img320.png create mode 100644 img321.png create mode 100644 img322.png create mode 100644 img323.png create mode 100644 img324.png create mode 100644 img325.png create mode 100644 img326.png create mode 100644 img327.png create mode 100644 img328.png create mode 100644 img329.png create mode 100644 img33.png create mode 100644 img330.png create mode 100644 img331.png create mode 100644 img332.png create mode 100644 img333.png create mode 100644 img334.png create mode 100644 img335.png create mode 100644 img336.png create mode 100644 img337.png create mode 100644 img338.png create mode 100644 img339.png create mode 100644 img34.png create mode 100644 img340.png create mode 100644 img341.png create mode 100644 img342.png create mode 100644 img343.png create mode 100644 img344.png create mode 100644 img345.png create mode 100644 img346.png create mode 100644 img347.png create mode 100644 img348.png create mode 100644 img349.png create mode 100644 img35.png create mode 100644 img350.png create mode 100644 img351.png create mode 100644 img352.png create mode 100644 img353.png create mode 100644 img354.png create mode 100644 img355.png create mode 100644 img356.png create mode 100644 img357.png create mode 100644 img358.png create mode 100644 img359.png create mode 100644 img36.png create mode 100644 img360.png create mode 100644 img361.png create mode 100644 img362.png create mode 100644 img363.png create mode 100644 img364.png create mode 100644 img365.png create mode 100644 img366.png create mode 100644 img367.png create mode 100644 img368.png create mode 100644 img369.png create mode 100644 img37.png create mode 100644 img370.png create mode 100644 img371.png create mode 100644 img372.png create mode 100644 img373.png create mode 100644 img374.png create mode 100644 img375.png create mode 100644 img376.png create mode 100644 img377.png create mode 100644 img378.png create mode 100644 img379.png create mode 100644 img38.png create mode 100644 img380.png create mode 100644 img381.png create mode 100644 img382.png create mode 100644 img383.png create mode 100644 img384.png create mode 100644 img385.png create mode 100644 img386.png create mode 100644 img387.png create mode 100644 img388.png create mode 100644 img389.png create mode 100644 img39.png create mode 100644 img390.png create mode 100644 img391.png create mode 100644 img392.png create mode 100644 img393.png create mode 100644 img394.png create mode 100644 img395.png create mode 100644 img396.png create mode 100644 img397.png create mode 100644 img398.png create mode 100644 img399.png create mode 100644 img4.png create mode 100644 img40.png create mode 100644 img400.png create mode 100644 img401.png create mode 100644 img402.png create mode 100644 img403.png create mode 100644 img404.png create mode 100644 img405.png create mode 100644 img406.png create mode 100644 img407.png create mode 100644 img408.png create mode 100644 img409.png create mode 100644 img41.png create mode 100644 img410.png create mode 100644 img411.png create mode 100644 img412.png create mode 100644 img413.png create mode 100644 img414.png create mode 100644 img415.png create mode 100644 img416.png create mode 100644 img417.png create mode 100644 img418.png create mode 100644 img419.png create mode 100644 img42.png create mode 100644 img420.png create mode 100644 img421.png create mode 100644 img422.png create mode 100644 img423.png create mode 100644 img424.png create mode 100644 img425.png create mode 100644 img426.png create mode 100644 img427.png create mode 100644 img428.png create mode 100644 img429.png create mode 100644 img43.png create mode 100644 img430.png create mode 100644 img431.png create mode 100644 img432.png create mode 100644 img433.png create mode 100644 img434.png create mode 100644 img435.png create mode 100644 img436.png create mode 100644 img437.png create mode 100644 img438.png create mode 100644 img439.png create mode 100644 img44.png create mode 100644 img440.png create mode 100644 img441.png create mode 100644 img442.png create mode 100644 img443.png create mode 100644 img444.png create mode 100644 img445.png create mode 100644 img446.png create mode 100644 img447.png create mode 100644 img448.png create mode 100644 img449.png create mode 100644 img45.png create mode 100644 img450.png create mode 100644 img451.png create mode 100644 img452.png create mode 100644 img453.png create mode 100644 img454.png create mode 100644 img455.png create mode 100644 img456.png create mode 100644 img457.png create mode 100644 img458.png create mode 100644 img459.png create mode 100644 img46.png create mode 100644 img460.png create mode 100644 img461.png create mode 100644 img462.png create mode 100644 img463.png create mode 100644 img464.png create mode 100644 img465.png create mode 100644 img466.png create mode 100644 img467.png create mode 100644 img468.png create mode 100644 img469.png create mode 100644 img47.png create mode 100644 img470.png create mode 100644 img471.png create mode 100644 img472.png create mode 100644 img473.png create mode 100644 img474.png create mode 100644 img475.png create mode 100644 img476.png create mode 100644 img477.png create mode 100644 img478.png create mode 100644 img479.png create mode 100644 img48.png create mode 100644 img480.png create mode 100644 img481.png create mode 100644 img482.png create mode 100644 img483.png create mode 100644 img484.png create mode 100644 img485.png create mode 100644 img486.png create mode 100644 img487.png create mode 100644 img488.png create mode 100644 img489.png create mode 100644 img49.png create mode 100644 img490.png create mode 100644 img491.png create mode 100644 img492.png create mode 100644 img493.png create mode 100644 img494.png create mode 100644 img495.png create mode 100644 img496.png create mode 100644 img497.png create mode 100644 img498.png create mode 100644 img499.png create mode 100644 img5.png create mode 100644 img50.png create mode 100644 img500.png create mode 100644 img501.png create mode 100644 img502.png create mode 100644 img503.png create mode 100644 img504.png create mode 100644 img505.png create mode 100644 img506.png create mode 100644 img507.png create mode 100644 img508.png create mode 100644 img509.png create mode 100644 img51.png create mode 100644 img510.png create mode 100644 img511.png create mode 100644 img512.png create mode 100644 img513.png create mode 100644 img514.png create mode 100644 img515.png create mode 100644 img516.png create mode 100644 img517.png create mode 100644 img518.png create mode 100644 img519.png create mode 100644 img52.png create mode 100644 img520.png create mode 100644 img521.png create mode 100644 img522.png create mode 100644 img523.png create mode 100644 img524.png create mode 100644 img525.png create mode 100644 img526.png create mode 100644 img527.png create mode 100644 img528.png create mode 100644 img529.png create mode 100644 img53.png create mode 100644 img530.png create mode 100644 img531.png create mode 100644 img532.png create mode 100644 img533.png create mode 100644 img534.png create mode 100644 img535.png create mode 100644 img536.png create mode 100644 img537.png create mode 100644 img538.png create mode 100644 img539.png create mode 100644 img54.png create mode 100644 img540.png create mode 100644 img541.png create mode 100644 img542.png create mode 100644 img543.png create mode 100644 img544.png create mode 100644 img545.png create mode 100644 img546.png create mode 100644 img547.png create mode 100644 img548.png create mode 100644 img549.png create mode 100644 img55.png create mode 100644 img550.png create mode 100644 img551.png create mode 100644 img552.png create mode 100644 img553.png create mode 100644 img554.png create mode 100644 img555.png create mode 100644 img556.png create mode 100644 img557.png create mode 100644 img558.png create mode 100644 img559.png create mode 100644 img56.png create mode 100644 img560.png create mode 100644 img561.png create mode 100644 img562.png create mode 100644 img563.png create mode 100644 img564.png create mode 100644 img565.png create mode 100644 img566.png create mode 100644 img567.png create mode 100644 img568.png create mode 100644 img569.png create mode 100644 img57.png create mode 100644 img570.png create mode 100644 img571.png create mode 100644 img572.png create mode 100644 img573.png create mode 100644 img574.png create mode 100644 img575.png create mode 100644 img576.png create mode 100644 img577.png create mode 100644 img578.png create mode 100644 img579.png create mode 100644 img58.png create mode 100644 img580.png create mode 100644 img581.png create mode 100644 img582.png create mode 100644 img583.png create mode 100644 img584.png create mode 100644 img585.png create mode 100644 img586.png create mode 100644 img587.png create mode 100644 img588.png create mode 100644 img589.png create mode 100644 img59.png create mode 100644 img590.png create mode 100644 img591.png create mode 100644 img592.png create mode 100644 img593.png create mode 100644 img594.png create mode 100644 img595.png create mode 100644 img596.png create mode 100644 img597.png create mode 100644 img598.png create mode 100644 img599.png create mode 100644 img6.png create mode 100644 img60.png create mode 100644 img600.png create mode 100644 img601.png create mode 100644 img602.png create mode 100644 img603.png create mode 100644 img604.png create mode 100644 img605.png create mode 100644 img606.png create mode 100644 img607.png create mode 100644 img608.png create mode 100644 img609.png create mode 100644 img61.png create mode 100644 img610.png create mode 100644 img611.png create mode 100644 img612.png create mode 100644 img613.png create mode 100644 img614.png create mode 100644 img615.png create mode 100644 img616.png create mode 100644 img617.png create mode 100644 img618.png create mode 100644 img619.png create mode 100644 img62.png create mode 100644 img620.png create mode 100644 img621.png create mode 100644 img622.png create mode 100644 img623.png create mode 100644 img624.png create mode 100644 img625.png create mode 100644 img626.png create mode 100644 img627.png create mode 100644 img628.png create mode 100644 img629.png create mode 100644 img63.png create mode 100644 img630.png create mode 100644 img631.png create mode 100644 img632.png create mode 100644 img633.png create mode 100644 img634.png create mode 100644 img635.png create mode 100644 img636.png create mode 100644 img637.png create mode 100644 img638.png create mode 100644 img639.png create mode 100644 img64.png create mode 100644 img640.png create mode 100644 img641.png create mode 100644 img642.png create mode 100644 img643.png create mode 100644 img644.png create mode 100644 img645.png create mode 100644 img646.png create mode 100644 img647.png create mode 100644 img648.png create mode 100644 img649.png create mode 100644 img65.png create mode 100644 img650.png create mode 100644 img651.png create mode 100644 img652.png create mode 100644 img653.png create mode 100644 img654.png create mode 100644 img655.png create mode 100644 img656.png create mode 100644 img657.png create mode 100644 img658.png create mode 100644 img659.png create mode 100644 img66.png create mode 100644 img660.png create mode 100644 img661.png create mode 100644 img662.png create mode 100644 img663.png create mode 100644 img664.png create mode 100644 img665.png create mode 100644 img666.png create mode 100644 img667.png create mode 100644 img668.png create mode 100644 img669.png create mode 100644 img67.png create mode 100644 img670.png create mode 100644 img671.png create mode 100644 img672.png create mode 100644 img673.png create mode 100644 img674.png create mode 100644 img675.png create mode 100644 img676.png create mode 100644 img677.png create mode 100644 img678.png create mode 100644 img679.png create mode 100644 img68.png create mode 100644 img680.png create mode 100644 img681.png create mode 100644 img682.png create mode 100644 img683.png create mode 100644 img684.png create mode 100644 img685.png create mode 100644 img686.png create mode 100644 img687.png create mode 100644 img688.png create mode 100644 img689.png create mode 100644 img69.png create mode 100644 img690.png create mode 100644 img691.png create mode 100644 img692.png create mode 100644 img693.png create mode 100644 img694.png create mode 100644 img695.png create mode 100644 img696.png create mode 100644 img697.png create mode 100644 img698.png create mode 100644 img699.png create mode 100644 img7.png create mode 100644 img70.png create mode 100644 img700.png create mode 100644 img701.png create mode 100644 img702.png create mode 100644 img703.png create mode 100644 img704.png create mode 100644 img705.png create mode 100644 img706.png create mode 100644 img707.png create mode 100644 img708.png create mode 100644 img709.png create mode 100644 img71.png create mode 100644 img710.png create mode 100644 img711.png create mode 100644 img712.png create mode 100644 img713.png create mode 100644 img714.png create mode 100644 img715.png create mode 100644 img716.png create mode 100644 img717.png create mode 100644 img718.png create mode 100644 img719.png create mode 100644 img72.png create mode 100644 img720.png create mode 100644 img721.png create mode 100644 img722.png create mode 100644 img723.png create mode 100644 img724.png create mode 100644 img725.png create mode 100644 img726.png create mode 100644 img727.png create mode 100644 img728.png create mode 100644 img729.png create mode 100644 img73.png create mode 100644 img730.png create mode 100644 img731.png create mode 100644 img732.png create mode 100644 img733.png create mode 100644 img734.png create mode 100644 img735.png create mode 100644 img736.png create mode 100644 img737.png create mode 100644 img738.png create mode 100644 img739.png create mode 100644 img74.png create mode 100644 img740.png create mode 100644 img741.png create mode 100644 img742.png create mode 100644 img743.png create mode 100644 img744.png create mode 100644 img745.png create mode 100644 img746.png create mode 100644 img747.png create mode 100644 img748.png create mode 100644 img749.png create mode 100644 img75.png create mode 100644 img750.png create mode 100644 img751.png create mode 100644 img752.png create mode 100644 img753.png create mode 100644 img754.png create mode 100644 img755.png create mode 100644 img756.png create mode 100644 img757.png create mode 100644 img758.png create mode 100644 img759.png create mode 100644 img76.png create mode 100644 img760.png create mode 100644 img761.png create mode 100644 img762.png create mode 100644 img763.png create mode 100644 img764.png create mode 100644 img765.png create mode 100644 img766.png create mode 100644 img767.png create mode 100644 img768.png create mode 100644 img769.png create mode 100644 img77.png create mode 100644 img770.png create mode 100644 img771.png create mode 100644 img772.png create mode 100644 img773.png create mode 100644 img774.png create mode 100644 img775.png create mode 100644 img776.png create mode 100644 img777.png create mode 100644 img778.png create mode 100644 img779.png create mode 100644 img78.png create mode 100644 img780.png create mode 100644 img781.png create mode 100644 img782.png create mode 100644 img783.png create mode 100644 img784.png create mode 100644 img785.png create mode 100644 img786.png create mode 100644 img787.png create mode 100644 img788.png create mode 100644 img789.png create mode 100644 img79.png create mode 100644 img790.png create mode 100644 img791.png create mode 100644 img792.png create mode 100644 img793.png create mode 100644 img794.png create mode 100644 img795.png create mode 100644 img796.png create mode 100644 img797.png create mode 100644 img798.png create mode 100644 img799.png create mode 100644 img8.png create mode 100644 img80.png create mode 100644 img800.png create mode 100644 img801.png create mode 100644 img802.png create mode 100644 img803.png create mode 100644 img804.png create mode 100644 img805.png create mode 100644 img806.png create mode 100644 img807.png create mode 100644 img808.png create mode 100644 img809.png create mode 100644 img81.png create mode 100644 img810.png create mode 100644 img811.png create mode 100644 img812.png create mode 100644 img813.png create mode 100644 img814.png create mode 100644 img815.png create mode 100644 img816.png create mode 100644 img817.png create mode 100644 img818.png create mode 100644 img819.png create mode 100644 img82.png create mode 100644 img820.png create mode 100644 img821.png create mode 100644 img822.png create mode 100644 img823.png create mode 100644 img824.png create mode 100644 img825.png create mode 100644 img826.png create mode 100644 img827.png create mode 100644 img828.png create mode 100644 img829.png create mode 100644 img83.png create mode 100644 img830.png create mode 100644 img831.png create mode 100644 img832.png create mode 100644 img833.png create mode 100644 img834.png create mode 100644 img835.png create mode 100644 img836.png create mode 100644 img837.png create mode 100644 img838.png create mode 100644 img839.png create mode 100644 img84.png create mode 100644 img840.png create mode 100644 img841.png create mode 100644 img842.png create mode 100644 img843.png create mode 100644 img844.png create mode 100644 img845.png create mode 100644 img846.png create mode 100644 img847.png create mode 100644 img848.png create mode 100644 img849.png create mode 100644 img85.png create mode 100644 img850.png create mode 100644 img851.png create mode 100644 img852.png create mode 100644 img853.png create mode 100644 img854.png create mode 100644 img855.png create mode 100644 img856.png create mode 100644 img857.png create mode 100644 img858.png create mode 100644 img859.png create mode 100644 img86.png create mode 100644 img860.png create mode 100644 img861.png create mode 100644 img862.png create mode 100644 img863.png create mode 100644 img864.png create mode 100644 img865.png create mode 100644 img866.png create mode 100644 img867.png create mode 100644 img868.png create mode 100644 img869.png create mode 100644 img87.png create mode 100644 img870.png create mode 100644 img871.png create mode 100644 img872.png create mode 100644 img873.png create mode 100644 img874.png create mode 100644 img875.png create mode 100644 img876.png create mode 100644 img877.png create mode 100644 img878.png create mode 100644 img879.png create mode 100644 img88.png create mode 100644 img880.png create mode 100644 img881.png create mode 100644 img882.png create mode 100644 img883.png create mode 100644 img884.png create mode 100644 img885.png create mode 100644 img886.png create mode 100644 img887.png create mode 100644 img888.png create mode 100644 img889.png create mode 100644 img89.png create mode 100644 img890.png create mode 100644 img891.png create mode 100644 img892.png create mode 100644 img893.png create mode 100644 img894.png create mode 100644 img895.png create mode 100644 img896.png create mode 100644 img897.png create mode 100644 img898.png create mode 100644 img899.png create mode 100644 img9.png create mode 100644 img90.png create mode 100644 img900.png create mode 100644 img901.png create mode 100644 img902.png create mode 100644 img903.png create mode 100644 img904.png create mode 100644 img905.png create mode 100644 img906.png create mode 100644 img907.png create mode 100644 img908.png create mode 100644 img909.png create mode 100644 img91.png create mode 100644 img910.png create mode 100644 img911.png create mode 100644 img912.png create mode 100644 img913.png create mode 100644 img914.png create mode 100644 img915.png create mode 100644 img916.png create mode 100644 img917.png create mode 100644 img918.png create mode 100644 img919.png create mode 100644 img92.png create mode 100644 img920.png create mode 100644 img921.png create mode 100644 img922.png create mode 100644 img923.png create mode 100644 img924.png create mode 100644 img925.png create mode 100644 img926.png create mode 100644 img927.png create mode 100644 img928.png create mode 100644 img929.png create mode 100644 img93.png create mode 100644 img930.png create mode 100644 img931.png create mode 100644 img932.png create mode 100644 img933.png create mode 100644 img934.png create mode 100644 img935.png create mode 100644 img936.png create mode 100644 img937.png create mode 100644 img938.png create mode 100644 img939.png create mode 100644 img94.png create mode 100644 img940.png create mode 100644 img941.png create mode 100644 img942.png create mode 100644 img943.png create mode 100644 img944.png create mode 100644 img945.png create mode 100644 img946.png create mode 100644 img947.png create mode 100644 img948.png create mode 100644 img949.png create mode 100644 img95.png create mode 100644 img950.png create mode 100644 img951.png create mode 100644 img952.png create mode 100644 img953.png create mode 100644 img954.png create mode 100644 img955.png create mode 100644 img956.png create mode 100644 img957.png create mode 100644 img958.png create mode 100644 img959.png create mode 100644 img96.png create mode 100644 img960.png create mode 100644 img961.png create mode 100644 img962.png create mode 100644 img963.png create mode 100644 img964.png create mode 100644 img965.png create mode 100644 img966.png create mode 100644 img967.png create mode 100644 img968.png create mode 100644 img969.png create mode 100644 img97.png create mode 100644 img970.png create mode 100644 img971.png create mode 100644 img972.png create mode 100644 img973.png create mode 100644 img974.png create mode 100644 img975.png create mode 100644 img976.png create mode 100644 img977.png create mode 100644 img978.png create mode 100644 img979.png create mode 100644 img98.png create mode 100644 img980.png create mode 100644 img981.png create mode 100644 img982.png create mode 100644 img983.png create mode 100644 img984.png create mode 100644 img985.png create mode 100644 img986.png create mode 100644 img987.png create mode 100644 img988.png create mode 100644 img989.png create mode 100644 img99.png create mode 100644 img990.png create mode 100644 img991.png create mode 100644 img992.png create mode 100644 img993.png create mode 100644 img994.png create mode 100644 img995.png create mode 100644 img996.png create mode 100644 img997.png create mode 100644 img998.png create mode 100644 img999.png create mode 100644 index.html create mode 100644 internals.pl create mode 100644 labels.pl create mode 100644 node1.html create mode 100644 node10.html create mode 100644 node100.html create mode 100644 node101.html create mode 100644 node102.html create mode 100644 node103.html create mode 100644 node104.html create mode 100644 node105.html create mode 100644 node106.html create mode 100644 node107.html create mode 100644 node108.html create mode 100644 node109.html create mode 100644 node11.html create mode 100644 node110.html create mode 100644 node111.html create mode 100644 node112.html create mode 100644 node113.html create mode 100644 node114.html create mode 100644 node115.html create mode 100644 node116.html create mode 100644 node117.html create mode 100644 node118.html create mode 100644 node119.html create mode 100644 node12.html create mode 100644 node120.html create mode 100644 node121.html create mode 100644 node122.html create mode 100644 node123.html create mode 100644 node124.html create mode 100644 node125.html create mode 100644 node126.html create mode 100644 node127.html create mode 100644 node128.html create mode 100644 node129.html create mode 100644 node13.html create mode 100644 node130.html create mode 100644 node131.html create mode 100644 node132.html create mode 100644 node133.html create mode 100644 node134.html create mode 100644 node135.html create mode 100644 node136.html create mode 100644 node137.html create mode 100644 node138.html create mode 100644 node139.html create mode 100644 node14.html create mode 100644 node140.html create mode 100644 node141.html create mode 100644 node142.html create mode 100644 node143.html create mode 100644 node144.html create mode 100644 node145.html create mode 100644 node146.html create mode 100644 node147.html create mode 100644 node148.html create mode 100644 node149.html create mode 100644 node15.html create mode 100644 node150.html create mode 100644 node151.html create mode 100644 node152.html create mode 100644 node153.html create mode 100644 node154.html create mode 100644 node155.html create mode 100644 node156.html create mode 100644 node157.html create mode 100644 node158.html create mode 100644 node159.html create mode 100644 node16.html create mode 100644 node160.html create mode 100644 node161.html create mode 100644 node162.html create mode 100644 node163.html create mode 100644 node164.html create mode 100644 node165.html create mode 100644 node166.html create mode 100644 node167.html create mode 100644 node168.html create mode 100644 node169.html create mode 100644 node17.html create mode 100644 node170.html create mode 100644 node171.html create mode 100644 node172.html create mode 100644 node173.html create mode 100644 node174.html create mode 100644 node175.html create mode 100644 node176.html create mode 100644 node177.html create mode 100644 node178.html create mode 100644 node179.html create mode 100644 node18.html create mode 100644 node180.html create mode 100644 node181.html create mode 100644 node182.html create mode 100644 node183.html create mode 100644 node184.html create mode 100644 node185.html create mode 100644 node186.html create mode 100644 node187.html create mode 100644 node188.html create mode 100644 node189.html create mode 100644 node19.html create mode 100644 node190.html create mode 100644 node191.html create mode 100644 node192.html create mode 100644 node193.html create mode 100644 node194.html create mode 100644 node195.html create mode 100644 node196.html create mode 100644 node197.html create mode 100644 node198.html create mode 100644 node199.html create mode 100644 node2.html create mode 100644 node20.html create mode 100644 node200.html create mode 100644 node201.html create mode 100644 node202.html create mode 100644 node203.html create mode 100644 node21.html create mode 100644 node22.html create mode 100644 node23.html create mode 100644 node24.html create mode 100644 node25.html create mode 100644 node26.html create mode 100644 node27.html create mode 100644 node28.html create mode 100644 node29.html create mode 100644 node3.html create mode 100644 node30.html create mode 100644 node31.html create mode 100644 node32.html create mode 100644 node33.html create mode 100644 node34.html create mode 100644 node35.html create mode 100644 node36.html create mode 100644 node37.html create mode 100644 node38.html create mode 100644 node39.html create mode 100644 node4.html create mode 100644 node40.html create mode 100644 node41.html create mode 100644 node42.html create mode 100644 node43.html create mode 100644 node44.html create mode 100644 node45.html create mode 100644 node46.html create mode 100644 node47.html create mode 100644 node48.html create mode 100644 node49.html create mode 100644 node5.html create mode 100644 node50.html create mode 100644 node51.html create mode 100644 node52.html create mode 100644 node53.html create mode 100644 node54.html create mode 100644 node55.html create mode 100644 node56.html create mode 100644 node57.html create mode 100644 node58.html create mode 100644 node59.html create mode 100644 node6.html create mode 100644 node60.html create mode 100644 node61.html create mode 100644 node62.html create mode 100644 node63.html create mode 100644 node64.html create mode 100644 node65.html create mode 100644 node66.html create mode 100644 node67.html create mode 100644 node68.html create mode 100644 node69.html create mode 100644 node7.html create mode 100644 node70.html create mode 100644 node71.html create mode 100644 node72.html create mode 100644 node73.html create mode 100644 node74.html create mode 100644 node75.html create mode 100644 node76.html create mode 100644 node77.html create mode 100644 node78.html create mode 100644 node79.html create mode 100644 node8.html create mode 100644 node80.html create mode 100644 node81.html create mode 100644 node82.html create mode 100644 node83.html create mode 100644 node84.html create mode 100644 node85.html create mode 100644 node86.html create mode 100644 node87.html create mode 100644 node88.html create mode 100644 node89.html create mode 100644 node9.html create mode 100644 node90.html create mode 100644 node91.html create mode 100644 node92.html create mode 100644 node93.html create mode 100644 node94.html create mode 100644 node95.html create mode 100644 node96.html create mode 100644 node97.html create mode 100644 node98.html create mode 100644 node99.html diff --git a/WARNINGS b/WARNINGS new file mode 100644 index 0000000..2cd2d8c --- /dev/null +++ b/WARNINGS @@ -0,0 +1,12 @@ + +? brace missing for \newedcommand + +? brace missing for \textbf +couldn't convert character Tdot into available encodings + + ...set $ACCENT_IMAGES to get an image + +No number for "PulsewidthmodulationusingthevonHannwindowfunction:(a)thefunction$W(phi)=(1+cos(phi))/2$;(b)thefunctionasawaveform,repeatedatadutycycleof100%(modulationindex);(c)thewaveformata50%dutycycle()." +couldn't convert character ~tilde into available encodings + +No number for "FourieranalysisinPd:(a)the$mathrm{fft}sim$object;(b)usingasubwindowtocontrolblocksizeoftheFouriertransform;(c)thesubwindow,usingarealFouriertransform(thefft~object)andtheHannwindowingfunction." diff --git a/book.css b/book.css new file mode 100644 index 0000000..d1824af --- /dev/null +++ b/book.css @@ -0,0 +1,30 @@ +/* Century Schoolbook font is very similar to Computer Modern Math: cmmi */ +.MATH { font-family: "Century Schoolbook", serif; } +.MATH I { font-family: "Century Schoolbook", serif; font-style: italic } +.BOLDMATH { font-family: "Century Schoolbook", serif; font-weight: bold } + +/* implement both fixed-size and relative sizes */ +SMALL.XTINY { font-size : xx-small } +SMALL.TINY { font-size : x-small } +SMALL.SCRIPTSIZE { font-size : smaller } +SMALL.FOOTNOTESIZE { font-size : small } +SMALL.SMALL { } +BIG.LARGE { } +BIG.XLARGE { font-size : large } +BIG.XXLARGE { font-size : x-large } +BIG.HUGE { font-size : larger } +BIG.XHUGE { font-size : xx-large } + +/* heading styles */ +H1 { } +H2 { } +H3 { } +H4 { } +H5 { } + +/* mathematics styles */ +DIV.displaymath { } /* math displays */ +TD.eqno { } /* equation-number cells */ + + +/* document-specific styles come next */ diff --git a/book.html b/book.html new file mode 100644 index 0000000..4aea402 --- /dev/null +++ b/book.html @@ -0,0 +1,560 @@ + + + + + +book + + + + + + + + + + + + + + + + +next +up +previous + +contents + +index +
+ Next: #1 +   Contents +   Index +
+
+ + +1] +
+ + + + + +
+
+Miller Puckette +2006-12-30 +
+ + diff --git a/images.aux b/images.aux new file mode 100644 index 0000000..f23e546 --- /dev/null +++ b/images.aux @@ -0,0 +1 @@ +\relax diff --git a/images.bbl b/images.bbl new file mode 100644 index 0000000..e20f4d7 --- /dev/null +++ b/images.bbl @@ -0,0 +1,161 @@ +\begin{thebibliography}{RMW02} + +\bibitem[Bal03]{r-ballora03} +Mark Ballora. +\newblock {\em Essentials of Music Technology}. +\newblock Prentice Hall, Upper Saddle River, New Jersey, 2003. + +\bibitem[Ble01]{r-blesser01} +Barry Blesser. +\newblock An interdisciplinary synthesis of reverberation viewpoints. +\newblock {\em Journal of the Audio Engineering Society}, 49(10):867--903, + 2001. + +\bibitem[Bou00]{r-boulanger00} +Richard Boulanger, editor. +\newblock {\em The Csound book}. +\newblock MIT Press, Cambridge, Massachusetts, 2000. + +\bibitem[Cha80]{r-chamberlin80} +Hal Chamberlin. +\newblock {\em Musical applications of microprocessors}. +\newblock Hayden, Rochelle Park, N.J., 1980. + +\bibitem[Cho73]{r-chowning73} +John Chowning. +\newblock The synthesis of complex audio spectra by means of frequency + modulation. +\newblock {\em Journal of the Audio Engineering Society}, 21(7):526--534, 1973. + +\bibitem[Cho89]{r-chowning89} +John Chowning. +\newblock Frequency modulation synthesis of the singing voice. +\newblock In Max~V. Mathews and John~R. Pierce, editors, {\em Current + Directions in Computer Music Research}, pages 57--64. MIT Press, Cambridge, + 1989. + +\bibitem[DJ85]{r-dodge85} +Charles Dodge and Thomas~A. Jerse. +\newblock {\em Computer music : synthesis, composition, and performance}. +\newblock Schirmer, New York, 1985. + +\bibitem[DL97]{r-dolson97} +Mark Dolson and Jean Laroche. +\newblock About this phasiness business. +\newblock In {\em Proceedings of the International Computer Music Conference}, + pages 55--58, Ann Arbor, 1997. International Computer Music Association. + +\bibitem[GM77]{r-grey77} +John~M. Grey and James~A. Moorer. +\newblock Perceptual evaluations of synthesized musical instrument tones. +\newblock {\em Journal of the Acoustical Society of America}, 62:454--462, + 1977. + +\bibitem[Har87]{r-hartmann87} +William~M. Hartmann. +\newblock Digital waveform generation by fractional addressing. +\newblock {\em Journal of the Acoustical Society of America}, 82:1883--1891, + 1987. + +\bibitem[KS83]{r-karplus83} +Kevin Karplus and Alex Strong. +\newblock Digital synthesis of plucked-string and drum timbres. +\newblock {\em Computer Music Journal}, 7(2):43--55, 1983. + +\bibitem[Leb77]{r-lebrun77} +Marc Lebrun. +\newblock A derivation of the spectrum of {FM} with a complex modulating wave. +\newblock {\em Computer Music Journal}, 1(4):51--52, 1977. + +\bibitem[Leb79]{r-lebrun79} +Marc Lebrun. +\newblock Digital waveshaping synthesis. +\newblock {\em Journal of the Audio Engineering Society}, 27(4):250--266, 1979. + +\bibitem[Mat69]{r-mathews69} +Max~V. Mathews. +\newblock {\em The Technology of Computer Music}. +\newblock MIT Press, Cambridge, Massachusetts, 1969. + +\bibitem[Moo90]{r-moore90} +F.~Richard Moore. +\newblock {\em Elements of Computer Music}. +\newblock Prentice Hall, Englewood Cliffs, second edition, 1990. + +\bibitem[PB87]{r-parks87} +T.~W. Parks and C.S. Burrus. +\newblock {\em Digital filter design}. +\newblock Wiley, New York, 1987. + +\bibitem[Puc95a]{r-puckette95a} +Miller~S. Puckette. +\newblock Formant-based audio synthesis using nonlinear distortion. +\newblock {\em Journal of the Audio Engineering Society}, 43(1):224--227, 1995. + +\bibitem[Puc95b]{r-puckette95b} +Miller~S. Puckette. +\newblock Phase-locked vocoder. +\newblock In {\em IEEE ASSP Workshop on Applications of Signal Processing to + Audio and Acoustics}, 1995. + +\bibitem[Puc01]{r-puckette01a} +Miller~S. Puckette. +\newblock Synthesizing sounds with specified, time-varying spectra. +\newblock In {\em Proceedings of the International Computer Music Conference}, + pages 361--364, Ann Arbor, 2001. International Computer Music Association. + +\bibitem[Puc05]{r-puckette05} +Miller~S. Puckette. +\newblock Phase bashing for sample-based formant synthesis. +\newblock In {\em Proceedings of the International Computer Music Conference}, + pages 733--736, Ann Arbor, 2005. International Computer Music Association. + +\bibitem[Reg93]{r-mitra93} +Phillip~A. Regalia. +\newblock Special filter design. +\newblock In Sanjit~K. Mitra and James~F. Kaiser, editors, {\em Handbook for + digital signal processing}, pages 907--978. Wiley, New York, 1993. + +\bibitem[RM69]{r-risset69} +Jean-Claude Risset and Max~V. Mathews. +\newblock Analysis of musical instrument tones. +\newblock {\em Physics Today}, 22:23--40, 1969. + +\bibitem[RMW02]{r-rossing02} +Thomas~D. Rossing, F.~Richard Moore, and Paul~A. Wheeler. +\newblock {\em The Science of Sound}. +\newblock Addison Wesley, San Francisco, third edition, 2002. + +\bibitem[Roa01]{r-roads01} +Curtis Roads. +\newblock {\em Microsound}. +\newblock MIT Press, Cambridge, Massachusetts, 2001. + +\bibitem[Sch77]{r-schottstaedt87} +Bill Schottstaedt. +\newblock Simulation of natural instrument tones using frequency modulation + with a complex modulating wave. +\newblock {\em Computer Music Journal}, 1(4):46--50, 1977. + +\bibitem[SI03]{r-smith03} +Julius~Orion Smith~III. +\newblock {\em Mathematics of the Discrete Fourier Transform (DFT), with Music + and Audio Applications}. +\newblock W3K Publishing, Menlo Park, California, 2003. + +\bibitem[Ste96]{r-steiglitz96} +Kenneth Steiglitz. +\newblock {\em A Digital Signal Processing Primer}. +\newblock Addison-Wesley, Menlo Park, California, 1996. + +\bibitem[Str85]{r-strawn85} +John Strawn, editor. +\newblock {\em Digital Audio Signal Processing}. +\newblock William Kaufmann, Los Altos, California, 1985. + +\bibitem[Str95]{r-strange72} +Allen Strange. +\newblock {\em Electronic music: systems, techniques, and controls}. +\newblock W. C. Brown, Dubuque, Iowa, 1995. + +\end{thebibliography} diff --git a/images.idx b/images.idx new file mode 100644 index 0000000..e69de29 diff --git a/images.log b/images.log new file mode 100644 index 0000000..e5303b9 --- /dev/null +++ b/images.log @@ -0,0 +1,8391 @@ +This is TeX, Version 3.14159 (Web2C 7.4.5) (format=latex 2004.3.25) 30 DEC 2006 00:19 +**./images.tex +(./images.tex +LaTeX2e <2001/06/01> +Babel and hyphenation patterns for american, french, german, ngerman, n +ohyphenation, loaded. + +(/usr/share/texmf/tex/generic/misc/psfig.sty +\@unused=\write3 +\ps@stream=\read1 +\p@intvaluex=\dimen102 +\p@intvaluey=\dimen103 +psfig/tex 1.10-dvips +) (/usr/share/texmf/tex/latex/base/book.cls +Document Class: book 2001/04/21 v1.4e Standard LaTeX document class +(/usr/share/texmf/tex/latex/base/bk10.clo +File: bk10.clo 2001/04/21 v1.4e Standard LaTeX file (size option) +) +\c@part=\count79 +\c@chapter=\count80 +\c@section=\count81 +\c@subsection=\count82 +\c@subsubsection=\count83 +\c@paragraph=\count84 +\c@subparagraph=\count85 +\c@figure=\count86 +\c@table=\count87 +\abovecaptionskip=\skip41 +\belowcaptionskip=\skip42 +\bibindent=\dimen104 +) (/usr/share/texmf/tex/latex/base/ifthen.sty +Package: ifthen 2001/05/26 v1.1c Standard LaTeX ifthen package (DPC) +) (/usr/share/texmf/tex/latex/html/html.sty +Package: html 1999/07/19 v1.38 hypertext commands for latex2html (nd, hws, rrm) + +\c@lpart=\count88 +\c@lchapter=\count89 +\c@lsection=\count90 +\c@lsubsection=\count91 +\c@lsubsubsection=\count92 +\c@lparagraph=\count93 +\c@lsubparagraph=\count94 +\c@lsubsubparagraph=\count95 +\ptrfile=\write4 +) (/usr/share/texmf/tex/latex/base/makeidx.sty +Package: makeidx 2000/03/29 v1.0m Standard LaTeX package +) +\@indexfile=\write5 +\openout5 = `images.idx'. + +Writing index file images.idx +(/usr/share/texmf/tex/latex/graphics/color.sty +Package: color 1999/02/16 v1.0i Standard LaTeX Color (DPC) +(/usr/share/texmf/tex/latex/config/color.cfg +File: color.cfg 2001/08/31 v1.1 color configuration of teTeX/TeXLive +) +Package color Info: Driver file: dvips.def on input line 125. +(/usr/share/texmf/tex/latex/graphics/dvips.def +File: dvips.def 1999/02/16 v3.0i Driver-dependant file (DPC,SPQR) +) (/usr/share/texmf/tex/latex/graphics/dvipsnam.def +File: dvipsnam.def 1999/02/16 v3.0i Driver-dependant file (DPC,SPQR) +)) (/usr/share/texmf/tex/latex/base/inputenc.sty +Package: inputenc 2001/07/10 v0.99a Input encoding file +(/usr/share/texmf/tex/latex/base/latin1.def +File: latin1.def 2001/07/10 v0.99a Input encoding file +)) +\sizebox=\box26 +\lthtmlwrite=\write6 +(./images.aux + +LaTeX Warning: Label `fig06.11' multiply defined. + +) +\openout1 = `images.aux'. + +LaTeX Font Info: Checking defaults for OML/cmm/m/it on input line 123. +LaTeX Font Info: ... okay on input line 123. +LaTeX Font Info: Checking defaults for T1/cmr/m/n on input line 123. +LaTeX Font Info: ... okay on input line 123. +LaTeX Font Info: Checking defaults for OT1/cmr/m/n on input line 123. +LaTeX Font Info: ... okay on input line 123. +LaTeX Font Info: Checking defaults for OMS/cmsy/m/n on input line 123. +LaTeX Font Info: ... okay on input line 123. +LaTeX Font Info: Checking defaults for OMX/cmex/m/n on input line 123. +LaTeX Font Info: ... okay on input line 123. +LaTeX Font Info: Checking defaults for U/cmr/m/n on input line 123. +LaTeX Font Info: ... okay on input line 123. +(/home/msp/papers/book/book.aux + +LaTeX Warning: Label `eq-realsinusoid' multiply defined. + + +LaTeX Warning: Label `fig01.01' multiply defined. + + +LaTeX Warning: Label `sect1.amplitude' multiply defined. + + +LaTeX Warning: Label `fig01.02' multiply defined. + + +LaTeX Warning: Label `fig01.03' multiply defined. + + +LaTeX Warning: Label `fig01.04' multiply defined. + + +LaTeX Warning: Label `eq-pitchmidi' multiply defined. + + +LaTeX Warning: Label `fig01.05' multiply defined. + + +LaTeX Warning: Label `sect1.synth' multiply defined. + + +LaTeX Warning: Label `fig01.06' multiply defined. + + +LaTeX Warning: Label `sect1.combine' multiply defined. + + +LaTeX Warning: Label `fig01.07' multiply defined. + + +LaTeX Warning: Label `eq-meanpowersum' multiply defined. + + +LaTeX Warning: Label `sect1.fourier' multiply defined. + + +LaTeX Warning: Label `eq-fourierseries' multiply defined. + + +LaTeX Warning: Label `r-intervals' multiply defined. + + +LaTeX Warning: Label `fig01.08' multiply defined. + + +LaTeX Warning: Label `fig01.09' multiply defined. + + +LaTeX Warning: Label `fig01.10' multiply defined. + + +LaTeX Warning: Label `sect1.examples' multiply defined. + + +LaTeX Warning: Label `fig01.11' multiply defined. + + +LaTeX Warning: Label `fig01.12' multiply defined. + + +LaTeX Warning: Label `sect1.ex.3' multiply defined. + + +LaTeX Warning: Label `sec1.triad' multiply defined. + + +LaTeX Warning: Label `fig01.13' multiply defined. + + +LaTeX Warning: Label `fig01.14' multiply defined. + + +LaTeX Warning: Label `fig01.15' multiply defined. + + +LaTeX Warning: Label `chapter-wavetable' multiply defined. + + +LaTeX Warning: Label `fig02.01' multiply defined. + + +LaTeX Warning: Label `sect2.oscillator' multiply defined. + + +LaTeX Warning: Label `fig02.02' multiply defined. + + +LaTeX Warning: Label `fig02.03' multiply defined. + + +LaTeX Warning: Label `fig02.04' multiply defined. + + +LaTeX Warning: Label `sect2.sampling' multiply defined. + + +LaTeX Warning: Label `sect2.transpositionformula' multiply defined. + + +LaTeX Warning: Label `sect2.momentaryformula' multiply defined. + + +LaTeX Warning: Label `fig02.05' multiply defined. + + +LaTeX Warning: Label `sect2.enveloping' multiply defined. + + +LaTeX Warning: Label `fig02.06' multiply defined. + + +LaTeX Warning: Label `sect2.stretching' multiply defined. + + +LaTeX Warning: Label `fig02.07' multiply defined. + + +LaTeX Warning: Label `fig02.08' multiply defined. + + +LaTeX Warning: Label `fig02.09' multiply defined. + + +LaTeX Warning: Label `fig02.10' multiply defined. + + +LaTeX Warning: Label `sect2.interpolation' multiply defined. + + +LaTeX Warning: Label `fig02.11' multiply defined. + + +LaTeX Warning: Label `tab02.1' multiply defined. + + +LaTeX Warning: Label `fig02.12' multiply defined. + + +LaTeX Warning: Label `fig02.13' multiply defined. + + +LaTeX Warning: Label `pdpack' multiply defined. + + +LaTeX Warning: Label `fig02.14' multiply defined. + + +LaTeX Warning: Label `sect2.example.loop' multiply defined. + + +LaTeX Warning: Label `fig02.15' multiply defined. + + +LaTeX Warning: Label `sect2.example.overlap' multiply defined. + + +LaTeX Warning: Label `fig02.16' multiply defined. + + +LaTeX Warning: Label `sect3.sampling' multiply defined. + + +LaTeX Warning: Label `fig03.01' multiply defined. + + +LaTeX Warning: Label `sect3.control' multiply defined. + + +LaTeX Warning: Label `fig03.02' multiply defined. + + +LaTeX Warning: Label `fig03.03' multiply defined. + + +LaTeX Warning: Label `sect3.controlstreams' multiply defined. + + +LaTeX Warning: Label `fig03.04' multiply defined. + + +LaTeX Warning: Label `fig03.05' multiply defined. + + +LaTeX Warning: Label `fig03.06' multiply defined. + + +LaTeX Warning: Label `fig03.07' multiply defined. + + +LaTeX Warning: Label `sect3.analog' multiply defined. + + +LaTeX Warning: Label `fig03.08' multiply defined. + + +LaTeX Warning: Label `fig03.09' multiply defined. + + +LaTeX Warning: Label `fig03.10' multiply defined. + + +LaTeX Warning: Label `fig03.11' multiply defined. + + +LaTeX Warning: Label `fig03.12' multiply defined. + + +LaTeX Warning: Label `fig03.13' multiply defined. + + +LaTeX Warning: Label `fig03.14' multiply defined. + + +LaTeX Warning: Label `sect3.noloopsampler' multiply defined. + + +LaTeX Warning: Label `fig03.15' multiply defined. + + +LaTeX Warning: Label `fig03.16' multiply defined. + + +LaTeX Warning: Label `sect4.adsr' multiply defined. + + +LaTeX Warning: Label `fig04.01' multiply defined. + + +LaTeX Warning: Label `fig04.02' multiply defined. + + +LaTeX Warning: Label `sect4.curved' multiply defined. + + +LaTeX Warning: Label `fig04.03' multiply defined. + + +LaTeX Warning: Label `fig04.04' multiply defined. + + +LaTeX Warning: Label `sect4.declick' multiply defined. + + +LaTeX Warning: Label `fig04.05' multiply defined. + + +LaTeX Warning: Label `sect4.muting' multiply defined. + + +LaTeX Warning: Label `fig04.06' multiply defined. + + +LaTeX Warning: Label `fig04.07' multiply defined. + + +LaTeX Warning: Label `sect4.polyphony' multiply defined. + + +LaTeX Warning: Label `sect4.voicealloc' multiply defined. + + +LaTeX Warning: Label `fig04.08' multiply defined. + + +LaTeX Warning: Label `sect4.tags' multiply defined. + + +LaTeX Warning: Label `fig04.09' multiply defined. + + +LaTeX Warning: Label `fig04.10' multiply defined. + + +LaTeX Warning: Label `sect4.encapsulation' multiply defined. + + +LaTeX Warning: Label `fig04.11' multiply defined. + + +LaTeX Warning: Label `fig04.12' multiply defined. + + +LaTeX Warning: Label `fig04.13' multiply defined. + + +LaTeX Warning: Label `fig04.14' multiply defined. + + +LaTeX Warning: Label `fig04.15' multiply defined. + + +LaTeX Warning: Label `fig04.16' multiply defined. + + +LaTeX Warning: Label `fig04.17' multiply defined. + + +LaTeX Warning: Label `fig04.18' multiply defined. + + +LaTeX Warning: Label `fig04.19' multiply defined. + + +LaTeX Warning: Label `fig04.20' multiply defined. + + +LaTeX Warning: Label `fig04.21' multiply defined. + + +LaTeX Warning: Label `chapter-modulation' multiply defined. + + +LaTeX Warning: Label `sect5-spectra' multiply defined. + + +LaTeX Warning: Label `fig05.01' multiply defined. + + +LaTeX Warning: Label `sect5.ringmod' multiply defined. + + +LaTeX Warning: Label `eq-cosinemultiplication' multiply defined. + + +LaTeX Warning: Label `fig05.02' multiply defined. + + +LaTeX Warning: Label `fig05.03' multiply defined. + + +LaTeX Warning: Label `fig05.04' multiply defined. + + +LaTeX Warning: Label `sect5.waveshaping' multiply defined. + + +LaTeX Warning: Label `fig05.05' multiply defined. + + +LaTeX Warning: Label `fig05.06' multiply defined. + + +LaTeX Warning: Label `fig05.07' multiply defined. + + +LaTeX Warning: Label `eq-waveshaping' multiply defined. + + +LaTeX Warning: Label `sect5.FM' multiply defined. + + +LaTeX Warning: Label `fig05.08' multiply defined. + + +LaTeX Warning: Label `sect5.octave' multiply defined. + + +LaTeX Warning: Label `fig05.09' multiply defined. + + +LaTeX Warning: Label `fig05.10' multiply defined. + + +LaTeX Warning: Label `fig05.11' multiply defined. + + +LaTeX Warning: Label `fig05.12' multiply defined. + + +LaTeX Warning: Label `sect5.chebychev' multiply defined. + + +LaTeX Warning: Label `sect5.example.expon' multiply defined. + + +LaTeX Warning: Label `sect5.bessel' multiply defined. + + +LaTeX Warning: Label `sect5.example.fm' multiply defined. + + +LaTeX Warning: Label `fig05.13' multiply defined. + + +LaTeX Warning: Label `fig05.14' multiply defined. + + +LaTeX Warning: Label `fig05.15' multiply defined. + + +LaTeX Warning: Label `fig05.16' multiply defined. + + +LaTeX Warning: Label `chapter-paf' multiply defined. + + +LaTeX Warning: Label `fig06.01' multiply defined. + + +LaTeX Warning: Label `sect6.model' multiply defined. + + +LaTeX Warning: Label `fig06.02' multiply defined. + + +LaTeX Warning: Label `fig06.03' multiply defined. + + +LaTeX Warning: Label `sect6.pulse' multiply defined. + + +LaTeX Warning: Label `fig06.04' multiply defined. + + +LaTeX Warning: Label `fig06.05' multiply defined. + + +LaTeX Warning: Label `fig06.06' multiply defined. + + +LaTeX Warning: Label `sect6.carrier' multiply defined. + + +LaTeX Warning: Label `fig06.07' multiply defined. + + +LaTeX Warning: Label `sect6.paf' multiply defined. + + +LaTeX Warning: Label `fig06.08' multiply defined. + + +LaTeX Warning: Label `fig06.09' multiply defined. + + +LaTeX Warning: Label `fig06.10' multiply defined. + + +LaTeX Warning: Label `fig06.11' multiply defined. + + +LaTeX Warning: Label `fig06.11' multiply defined. + + +LaTeX Warning: Label `fig06.12' multiply defined. + + +LaTeX Warning: Label `fig06.13' multiply defined. + + +LaTeX Warning: Label `fig06.14' multiply defined. + + +LaTeX Warning: Label `fig06.15' multiply defined. + + +LaTeX Warning: Label `fig06.16' multiply defined. + + +LaTeX Warning: Label `fig06.17' multiply defined. + + +LaTeX Warning: Label `fig06.18' multiply defined. + + +LaTeX Warning: Label `chapter-delay' multiply defined. + + +LaTeX Warning: Label `fig07.01' multiply defined. + + +LaTeX Warning: Label `sect7.complex' multiply defined. + + +LaTeX Warning: Label `fig07.02' multiply defined. + + +LaTeX Warning: Label `sect7.phase' multiply defined. + + +LaTeX Warning: Label `sect7.network' multiply defined. + + +LaTeX Warning: Label `fig07.03' multiply defined. + + +LaTeX Warning: Label `fig07.04' multiply defined. + + +LaTeX Warning: Label `fig07.05' multiply defined. + + +LaTeX Warning: Label `fig07.06' multiply defined. + + +LaTeX Warning: Label `sect7.recirculatingcomb' multiply defined. + + +LaTeX Warning: Label `fig07.07' multiply defined. + + +LaTeX Warning: Label `fig07.08' multiply defined. + + +LaTeX Warning: Label `fig07.09' multiply defined. + + +LaTeX Warning: Label `fig07.10' multiply defined. + + +LaTeX Warning: Label `fig07.11' multiply defined. + + +LaTeX Warning: Label `fig07.12' multiply defined. + + +LaTeX Warning: Label `fig07.13' multiply defined. + + +LaTeX Warning: Label `fig07.14' multiply defined. + + +LaTeX Warning: Label `fig07.15' multiply defined. + + +LaTeX Warning: Label `sect7-fractional' multiply defined. + + +LaTeX Warning: Label `fig07.16' multiply defined. + + +LaTeX Warning: Label `fig07.17' multiply defined. + + +LaTeX Warning: Label `eq.momentarydel' multiply defined. + + +LaTeX Warning: Label `fig07.18' multiply defined. + + +LaTeX Warning: Label `sect7.pitchshift' multiply defined. + + +LaTeX Warning: Label `fig07.19' multiply defined. + + +LaTeX Warning: Label `fig07.20' multiply defined. + + +LaTeX Warning: Label `fig07.21' multiply defined. + + +LaTeX Warning: Label `sect7.psformula' multiply defined. + + +LaTeX Warning: Label `fig07.22' multiply defined. + + +LaTeX Warning: Label `fig07.23' multiply defined. + + +LaTeX Warning: Label `fig07.24' multiply defined. + + +LaTeX Warning: Label `fig07.25' multiply defined. + + +LaTeX Warning: Label `fig07.26' multiply defined. + + +LaTeX Warning: Label `fig07.27' multiply defined. + + +LaTeX Warning: Label `fig07.28' multiply defined. + + +LaTeX Warning: Label `fig07.29' multiply defined. + + +LaTeX Warning: Label `fig07.30' multiply defined. + + +LaTeX Warning: Label `fig07.31' multiply defined. + + +LaTeX Warning: Label `fig07.32' multiply defined. + + +LaTeX Warning: Label `fig07.33' multiply defined. + + +LaTeX Warning: Label `chapter-filter' multiply defined. + + +LaTeX Warning: Label `fig08.01' multiply defined. + + +LaTeX Warning: Label `fig08.02' multiply defined. + + +LaTeX Warning: Label `fig08.03' multiply defined. + + +LaTeX Warning: Label `sect8.bandpassdef' multiply defined. + + +LaTeX Warning: Label `fig08.04' multiply defined. + + +LaTeX Warning: Label `sect8.equalizing' multiply defined. + + +LaTeX Warning: Label `fig08.05' multiply defined. + + +LaTeX Warning: Label `fig08.06' multiply defined. + + +LaTeX Warning: Label `fig08.07' multiply defined. + + +LaTeX Warning: Label `sect8.nonrecirculating' multiply defined. + + +LaTeX Warning: Label `fig08.08' multiply defined. + + +LaTeX Warning: Label `fig08.09' multiply defined. + + +LaTeX Warning: Label `sect8.secondform' multiply defined. + + +LaTeX Warning: Label `fig08.10' multiply defined. + + +LaTeX Warning: Label `sect8.recirculating' multiply defined. + + +LaTeX Warning: Label `fig08.11' multiply defined. + + +LaTeX Warning: Label `fig08.12' multiply defined. + + +LaTeX Warning: Label `sect08.low-pass' multiply defined. + + +LaTeX Warning: Label `fig08.13' multiply defined. + + +LaTeX Warning: Label `sect08.highpass' multiply defined. + + +LaTeX Warning: Label `fig08.14' multiply defined. + + +LaTeX Warning: Label `sect8.shelving' multiply defined. + + +LaTeX Warning: Label `fig08.15' multiply defined. + + +LaTeX Warning: Label `sect8.twopolebandpass' multiply defined. + + +LaTeX Warning: Label `fig08.16' multiply defined. + + +LaTeX Warning: Label `sect8.peaking' multiply defined. + + +LaTeX Warning: Label `fig08.17' multiply defined. + + +LaTeX Warning: Label `fig08.18' multiply defined. + + +LaTeX Warning: Label `fig08.19' multiply defined. + + +LaTeX Warning: Label `sect8.timevarying' multiply defined. + + +LaTeX Warning: Label `fig08.20' multiply defined. + + +LaTeX Warning: Label `fig08.21' multiply defined. + + +LaTeX Warning: Label `fig08.22' multiply defined. + + +LaTeX Warning: Label `fig08.23' multiply defined. + + +LaTeX Warning: Label `sect08.subtractive' multiply defined. + + +LaTeX Warning: Label `fig08.24' multiply defined. + + +LaTeX Warning: Label `fig08.25' multiply defined. + + +LaTeX Warning: Label `sect8.envelopefollower' multiply defined. + + +LaTeX Warning: Label `fig08.26' multiply defined. + + +LaTeX Warning: Label `fig08.27' multiply defined. + + +LaTeX Warning: Label `sect8.singlesideband' multiply defined. + + +LaTeX Warning: Label `fig08.28' multiply defined. + + +LaTeX Warning: Label `fig08.29' multiply defined. + + +LaTeX Warning: Label `sect8.heterodyning' multiply defined. + + +LaTeX Warning: Label `fig08.30' multiply defined. + + +LaTeX Warning: Label `fig08.31' multiply defined. + + +LaTeX Warning: Label `fig08.32' multiply defined. + + +LaTeX Warning: Label `fig08.33' multiply defined. + + +LaTeX Warning: Label `chapter-fourier' multiply defined. + + +LaTeX Warning: Label `chapter-fft' multiply defined. + + +LaTeX Warning: Label `sect9-IFT' multiply defined. + + +LaTeX Warning: Label `fig09.01' multiply defined. + + +LaTeX Warning: Label `sect9.shift' multiply defined. + + +LaTeX Warning: Label `fig09.02' multiply defined. + + +LaTeX Warning: Label `fig09.03' multiply defined. + + +LaTeX Warning: Label `fig09.04' multiply defined. + + +LaTeX Warning: Label `fig09.05' multiply defined. + + +LaTeX Warning: Label `fig09.06' multiply defined. + + +LaTeX Warning: Label `fig09.07' multiply defined. + + +LaTeX Warning: Label `fig09.08' multiply defined. + + +LaTeX Warning: Label `fig09.09' multiply defined. + + +LaTeX Warning: Label `sect9.phase' multiply defined. + + +LaTeX Warning: Label `fig09.10' multiply defined. + + +LaTeX Warning: Label `fig09.11' multiply defined. + + +LaTeX Warning: Label `fig09.12' multiply defined. + + +LaTeX Warning: Label `sect9.phaserelationship' multiply defined. + + +LaTeX Warning: Label `sect9-bash' multiply defined. + + +LaTeX Warning: Label `fig09.13' multiply defined. + + +LaTeX Warning: Label `fig09.14' multiply defined. + + +LaTeX Warning: Label `fig09.15' multiply defined. + + +LaTeX Warning: Label `fig09.16' multiply defined. + + +LaTeX Warning: Label `fig09.17' multiply defined. + + +LaTeX Warning: Label `fig09.18' multiply defined. + + +LaTeX Warning: Label `chapter-waveforms' multiply defined. + + +LaTeX Warning: Label `fig10.01' multiply defined. + + +LaTeX Warning: Label `fig10.02' multiply defined. + + +LaTeX Warning: Label `fig10.03' multiply defined. + + +LaTeX Warning: Label `fig10.04' multiply defined. + + +LaTeX Warning: Label `fig10.05' multiply defined. + + +LaTeX Warning: Label `sect10.spectra' multiply defined. + + +LaTeX Warning: Label `fig10.06' multiply defined. + + +LaTeX Warning: Label `fig10.07' multiply defined. + + +LaTeX Warning: Label `sect10.gentriangle' multiply defined. + + +LaTeX Warning: Label `fig10.08' multiply defined. + + +LaTeX Warning: Label `fig10.09' multiply defined. + + +LaTeX Warning: Label `fig10.10' multiply defined. + + +LaTeX Warning: Label `fig10.11' multiply defined. + + +LaTeX Warning: Label `fig10.12' multiply defined. + + +LaTeX Warning: Label `fig10.13' multiply defined. + + +LaTeX Warning: Label `fig10.14' multiply defined. + + +LaTeX Warning: Label `r-ballora03' multiply defined. + + +LaTeX Warning: Label `r-blesser01' multiply defined. + + +LaTeX Warning: Label `r-boulanger00' multiply defined. + + +LaTeX Warning: Label `r-chamberlin80' multiply defined. + + +LaTeX Warning: Label `r-chowning73' multiply defined. + + +LaTeX Warning: Label `r-chowning89' multiply defined. + + +LaTeX Warning: Label `r-dodge85' multiply defined. + + +LaTeX Warning: Label `r-dolson97' multiply defined. + + +LaTeX Warning: Label `r-grey77' multiply defined. + + +LaTeX Warning: Label `r-hartmann87' multiply defined. + + +LaTeX Warning: Label `r-karplus83' multiply defined. + + +LaTeX Warning: Label `r-lebrun77' multiply defined. + + +LaTeX Warning: Label `r-lebrun79' multiply defined. + + +LaTeX Warning: Label `r-mathews69' multiply defined. + + +LaTeX Warning: Label `r-moore90' multiply defined. + + +LaTeX Warning: Label `r-parks87' multiply defined. + + +LaTeX Warning: Label `r-puckette95a' multiply defined. + + +LaTeX Warning: Label `r-puckette95b' multiply defined. + + +LaTeX Warning: Label `r-puckette01a' multiply defined. + + +LaTeX Warning: Label `r-puckette05' multiply defined. + + +LaTeX Warning: Label `r-mitra93' multiply defined. + + +LaTeX Warning: Label `r-risset69' multiply defined. + + +LaTeX Warning: Label `r-rossing02' multiply defined. + + +LaTeX Warning: Label `r-roads01' multiply defined. + + +LaTeX Warning: Label `r-schottstaedt87' multiply defined. + + +LaTeX Warning: Label `r-smith03' multiply defined. + + +LaTeX Warning: Label `r-steiglitz96' multiply defined. + + +LaTeX Warning: Label `r-strawn85' multiply defined. + + +LaTeX Warning: Label `r-strange72' multiply defined. + +) + +latex2htmlLength hsize=349.0pt + +latex2htmlLength vsize=627.36243pt + +latex2htmlLength hoffset=0.0pt + +latex2htmlLength voffset=0.0pt + +latex2htmlLength topmargin=0.0pt + +latex2htmlLength topskip=0.00003pt + +latex2htmlLength headheight=0.0pt + +latex2htmlLength headsep=0.0pt + +latex2htmlLength parskip=0.0pt plus 1.0pt + +latex2htmlLength oddsidemargin=35.0pt + +latex2htmlLength evensidemargin=89.0pt + +LaTeX Font Info: External font `cmex10' loaded for size +(Font) <7> on input line 147. +LaTeX Font Info: External font `cmex10' loaded for size +(Font) <5> on input line 147. +l2hSize :tex2html_wrap_inline19209:9.57217pt::9.57217pt::13.8334pt. +[1 + + + +] +l2hSize :tex2html_wrap_inline19212:8.0pt::8.0pt::17.31955pt. +[2 + + +] +l2hSize :tex2html_wrap_inline19215:6.83331pt::0.0pt::9.625pt. +[3 + + +] +l2hSize :tex2html_wrap_inline19218:6.45831pt::0.0pt::5.78592pt. +[4 + + +] +l2hSize :tex2html_wrap_inline19221:8.0pt::8.0pt::16.55911pt. +[5 + + +] +l2hSize :tex2html_wrap_inline19223:8.0pt::8.0pt::21.55913pt. +[6 + + +] +l2hSize :tex2html_wrap_inline19227:6.45831pt::0.0pt::6.93407pt. +[7 + + +] +l2hSize :tex2html_wrap_inline19229:7.44444pt::7.44444pt::6.68405pt. +[8 + + +] +l2hSize :tex2html_wrap_inline19231:7.44444pt::7.44444pt::44.78455pt. +[9 + + +] +l2hSize :tex2html_wrap_inline19233:7.44444pt::7.44444pt::26.45131pt. +[10 + + +] +l2hSize :tex2html_wrap_inline19235:7.44444pt::7.44444pt::24.80553pt. +[11 + + +] +l2hSize :tex2html_wrap_inline19237:7.44444pt::7.44444pt::26.45131pt. +[12 + + +] +l2hSize :tex2html_wrap_inline19239:6.45831pt::0.0pt::25.2673pt. +[13 + + +] +l2hSize :tex2html_wrap_inline19248:8.0pt::8.0pt::14.25009pt. +[14 + + +] +l2hSize :tex2html_wrap_inline19251:8.64003pt::8.64003pt::43.49998pt. +[15 + + +] +l2hSize :tex2html_wrap_inline19254:6.45831pt::0.0pt::11.5591pt. +[16 + + +] +l2hSize :tex2html_wrap_inline19257:8.0pt::8.0pt::100.52777pt. +[17 + + +] +l2hSize :tex2html_wrap_inline19259:6.45831pt::0.0pt::24.11916pt. +[18 + + +] +l2hSize :tex2html_wrap_inline19261:6.45831pt::0.0pt::24.11916pt. +[19 + + +] +l2hSize :tex2html_wrap_inline19269:6.83331pt::0.0pt::8.0417pt. +[20 + + +] +l2hSize :tex2html_wrap_inline19273:6.94444pt::0.0pt::4.79169pt. +[21 + + +] +l2hSize :tex2html_wrap_inline19280:8.0pt::8.0pt::31.93051pt. +[22 + + +] +l2hSize :tex2html_wrap_inline19282:6.83331pt::0.0pt::8.00005pt. +[23 + + +] +l2hSize :tex2html_wrap_inline19289:7.96227pt::0.0pt::19.99658pt. +[24 + + +] +l2hSize :tex2html_wrap_inline19291:6.83331pt::0.0pt::9.625pt. +[25 + + +] +l2hSize :tex2html_wrap_inline19295:8.0pt::8.0pt::15.70493pt. +[26 + + +] +l2hSize :tex2html_wrap_inline19302:6.45831pt::0.0pt::7.08334pt. +[27 + + +] +l2hSize :tex2html_wrap_inline19305:6.94444pt::0.0pt::5.7049pt. +[28 + + +] +l2hSize :tex2html_wrap_inline19307:6.95831pt::6.95831pt::5.6285pt. +[29 + + +] +l2hSize :tex2html_wrap_inline19311:8.0pt::8.0pt::15.18057pt. +[30 + + +] +l2hSize :tex2html_wrap_inline19313:6.83331pt::0.0pt::11.33337pt. +[31 + + +] +l2hSize :tex2html_wrap_inline19323:6.95831pt::6.95831pt::31.73953pt. +[32 + + +] +l2hSize :tex2html_wrap_inline19325:8.0pt::8.0pt::40.62848pt. +[33 + + +] +l2hSize :tex2html_wrap_inline19329:8.0pt::8.0pt::34.86456pt. +[34 + + +] +l2hSize :tex2html_wrap_inline19331:9.85pt::9.85pt::163.06349pt. +[35 + + +] +l2hSize :tex2html_wrap_inline19335:6.83331pt::0.0pt::8.17018pt. +[36 + + +] +l2hSize :tex2html_wrap_inline19338:6.95831pt::6.95831pt::8.59727pt. +[37 + + +] +l2hSize :tex2html_wrap_inline19340:6.95831pt::6.95831pt::8.59727pt. +[38 + + +] +l2hSize :tex2html_wrap_inline19342:6.95831pt::6.95831pt::8.59727pt. +[39 + + +] +l2hSize :tex2html_wrap_inline19347:6.83331pt::0.0pt::9.05698pt. +[40 + + +] +l2hSize :tex2html_wrap_inline19350:6.45831pt::0.0pt::6.55908pt. +[41 + + +] +l2hSize :tex2html_wrap_inline19353:7.33331pt::7.33331pt::8.40558pt. +[42 + + +] +l2hSize :tex2html_wrap_inline19355:7.33331pt::7.33331pt::34.51662pt. +[43 + + +] +l2hSize :tex2html_wrap_inline19367:8.0pt::8.0pt::32.08374pt. +[44 + + +] +l2hSize :tex2html_wrap_inline19371:6.45831pt::0.0pt::31.40044pt. +[45 + + +] +l2hSize :tex2html_wrap_inline19374:8.0pt::8.0pt::36.07635pt. +[46 + + +] +l2hSize :tex2html_wrap_inline19376:7.44444pt::7.44444pt::26.07632pt. +[47 + + +] +l2hSize :tex2html_wrap_inline19378:8.0pt::8.0pt::46.07639pt. +[48 + + +] +l2hSize :tex2html_wrap_inline19380:8.0pt::8.0pt::46.07639pt. +[49 + + +] +l2hSize :tex2html_wrap_inline19382:7.44444pt::7.44444pt::25.01729pt. +[50 + + +] +l2hSize :tex2html_wrap_inline19389:8.64003pt::8.64003pt::56.62848pt. +[51 + + +] +l2hSize :tex2html_wrap_inline19395:8.0pt::8.0pt::16.55911pt. +[52 + + +] +l2hSize :tex2html_wrap_inline19398:6.83331pt::0.0pt::34.4201pt. +[53 + + +] +l2hSize :tex2html_wrap_inline19400:6.83331pt::0.0pt::34.4201pt. +[54 + + +] +l2hSize :tex2html_wrap_inline19402:8.0pt::8.0pt::39.97568pt. +[55 + + +] +l2hSize :tex2html_wrap_inline19404:8.0pt::8.0pt::26.55914pt. +[56 + + +] +l2hSize :tex2html_wrap_inline19410:6.95831pt::6.95831pt::5.53128pt. +[57 + + +] +l2hSize :tex2html_wrap_inline19413:6.94444pt::0.0pt::6.02087pt. +[58 + + +] +l2hSize :tex2html_wrap_inline19421:6.45831pt::0.0pt::12.08336pt. +[59 + + +] +l2hSize :tex2html_wrap_inline19423:6.45831pt::0.0pt::19.86116pt. +[60 + + +] +l2hSize :tex2html_wrap_inline19428:8.0pt::8.0pt::77.59013pt. +[61 + + +] +l2hSize :tex2html_wrap_inline19437:7.33331pt::7.33331pt::16.36392pt. +[62 + + +] +l2hSize :tex2html_wrap_inline19439:6.83331pt::0.0pt::37.95827pt. +[63 + + +] +l2hSize :tex2html_wrap_inline19443:8.0pt::8.0pt::31.50931pt. +[64 + + +] +! You can't use `\spacefactor' in math mode. +\@->\spacefactor + \@m +l.531 $\@ + mathrm {fft}\sim $% +Sorry, but I'm not programmed to handle this case; +I'll just pretend that you didn't ask for it. +If you're in the wrong mode, you might be able to +return to the right one by typing `I}' or `I$' or `I\par'. + +Missing character: There is no ^^e8 in font cmex10! +l2hSize :tex2html_wrap_inline19446:7.44444pt::7.44444pt::63.6194pt. +[65 + + +] +l2hSize :tex2html_wrap_inline19449:8.0pt::8.0pt::27.2859pt. +[66 + + +] +l2hSize :tex2html_wrap_inline19451:8.0pt::8.0pt::22.72227pt. +[67 + + +] +l2hSize :tex2html_wrap_inline19453:8.0pt::8.0pt::43.79172pt. +[68 + + +] +l2hSize :tex2html_wrap_inline19458:8.0pt::8.0pt::27.95836pt. +[69 + + +] +l2hSize :tex2html_wrap_inline19460:8.0pt::8.0pt::57.08327pt. +[70 + + +] +l2hSize :tex2html_wrap_inline19464:8.0pt::8.0pt::55.41661pt. +[71 + + +] +l2hSize :tex2html_wrap_inline19466:8.0pt::8.0pt::16.0209pt. +[72 + + +] +l2hSize :tex2html_wrap_inline19468:8.64003pt::8.64003pt::20.50703pt. +[73 + + +] +l2hSize :displaymath1490:14.5pt::0.0pt::349.0pt. +[74 + + +] +l2hSize :tex2html_wrap_inline1530:6.45831pt::0.0pt::6.50238pt. +[75 + + +] +l2hSize :displaymath1491:14.5pt::0.0pt::349.0pt. +[76 + + +] +l2hSize :tex2html_wrap_inline1536:7.44444pt::7.44444pt::6.45837pt. +[77 + + +] +l2hSize :tex2html_wrap_inline1540:7.44444pt::7.44444pt::31.26617pt. +[78 + + +] +l2hSize :tex2html_wrap_inline1542:6.45831pt::0.0pt::24.83562pt. +[79 + + +] +l2hSize :tex2html_wrap_inline1546:8.0pt::8.0pt::17.77322pt. +[80 + + +] +psfig: searching figs/fig01.01.ps for bounding box +psfig: including figs/fig01.01.ps +l2hSize :figure1026:226.84749pt::0.0pt::294.09875pt. +[81 + + +] +l2hSize :tex2html_wrap_inline1550:6.45831pt::0.0pt::4.11115pt. +[82 + + +] +l2hSize :tex2html_wrap_inline1554:6.83331pt::0.0pt::31.11687pt. +[83 + + +] +l2hSize :tex2html_wrap_inline1556:8.0pt::8.0pt::36.11688pt. +[84 + + +] +l2hSize :displaymath1492:21.4579pt::0.0pt::349.0pt. +[85 + + +] +l2hSize :tex2html_wrap_inline1566:6.83331pt::0.0pt::11.29169pt. +[86 + + +] +l2hSize :displaymath1493:14.5pt::0.0pt::349.0pt. +[87 + + +] +l2hSize :displaymath1494:14.86108pt::0.0pt::349.0pt. +[88 + + +] +l2hSize :displaymath1495:14.56187pt::0.0pt::349.0pt. +[89 + + +] +l2hSize :tex2html_wrap_inline1572:8.0pt::8.0pt::35.58229pt. +[90 + + +] +l2hSize :displaymath1496:21.06903pt::0.0pt::349.0pt. +[91 + + +] +l2hSize :tex2html_wrap_inline1576:9.7666pt::9.7666pt::27.95839pt. +[92 + + +] +psfig: searching figs/fig01.02.ps for bounding box +psfig: including figs/fig01.02.ps +l2hSize :figure1057:221.82875pt::0.0pt::254.9525pt. +[93 + + +] +l2hSize :tex2html_wrap_inline1582:9.57217pt::9.57217pt::24.11931pt. +[94 + + +] +l2hSize :displaymath1497:14.5pt::0.0pt::349.0pt. +[95 + + +] +l2hSize :tex2html_wrap_inline1588:6.95831pt::6.95831pt::10.27205pt. +[96 + + +] +l2hSize :tex2html_wrap_inline1590:9.57217pt::9.57217pt::18.83342pt. +[97 + + +] +l2hSize :tex2html_wrap_inline1592:8.0pt::8.0pt::15.50008pt. +[98 + + +] +psfig: searching figs/fig01.03.ps for bounding box +psfig: including figs/fig01.03.ps +l2hSize :figure1073:195.73125pt::0.0pt::302.12875pt. +[99 + + +] +l2hSize :tex2html_wrap_inline1598:8.0pt::8.0pt::25.2721pt. +[100 + + +] +l2hSize :tex2html_wrap_inline1600:8.0pt::8.0pt::30.27211pt. +[101 + + +] +l2hSize :tex2html_wrap_inline1602:6.95831pt::6.95831pt::18.27785pt. +[102 + + +] +l2hSize :displaymath1498:13.49998pt::0.0pt::349.0pt. +[103 + + +] +psfig: searching figs/fig01.04.ps for bounding box +psfig: including figs/fig01.04.ps +l2hSize :figure1088:198.74251pt::0.0pt::303.1325pt. +[104 + + +] +l2hSize :tex2html_wrap_inline1608:6.95831pt::6.95831pt::24.09486pt. +[105 + + +] +l2hSize :tex2html_wrap_inline1610:6.95831pt::6.95831pt::5.76163pt. +[106 + + +] +l2hSize :tex2html_wrap_inline1612:8.0pt::8.0pt::30.25694pt. +[107 + + +] +l2hSize :tex2html_wrap_inline1622:8.0pt::8.0pt::41.81487pt. +[108 + + +] +l2hSize :tex2html_wrap_inline1626:7.33331pt::7.33331pt::49.86095pt. +[109 + + +] +l2hSize :tex2html_wrap_inline1638:8.87892pt::0.0pt::22.05566pt. +[110 + + +] +l2hSize :tex2html_wrap_inline1640:6.45831pt::0.0pt::9.28017pt. +[111 + + +] +l2hSize :tex2html_wrap_inline1642:7.44444pt::7.44444pt::6.47229pt. +[112 + + +] +l2hSize :displaymath1499:14.5pt::0.0pt::349.0pt. +[113 + + +] +l2hSize :displaymath1500:13.94444pt::0.0pt::349.0pt. +[114 + + +] +l2hSize :tex2html_wrap_inline1644:6.45831pt::0.0pt::32.61342pt. +[115 + + +] +l2hSize :tex2html_wrap_inline1646:7.44444pt::7.44444pt::52.58339pt. +[116 + + +] +psfig: searching figs/fig01.05.ps for bounding box +psfig: including figs/fig01.05.ps +l2hSize :figure1121:195.73125pt::0.0pt::283.0575pt. +[117 + + +] +psfig: searching figs/fig01.06.ps for bounding box +psfig: including figs/fig01.06.ps +l2hSize :figure1127:389.455pt::0.0pt::329.23001pt. +[118 + + +] +l2hSize :displaymath1501:21.4579pt::0.0pt::349.0pt. +[119 + + +] +l2hSize :tex2html_wrap_inline1674:6.94444pt::0.0pt::23.4108pt. +[120 + + +] +psfig: searching figs/fig01.07.ps for bounding box +psfig: including figs/fig01.07.ps +l2hSize :figure1146:176.65999pt::0.0pt::236.88501pt. +[121 + + +] +l2hSize :tex2html_wrap_inline1680:8.0pt::8.0pt::30.51619pt. +[122 + + +] +l2hSize :tex2html_wrap_inline1682:7.44444pt::7.44444pt::24.35411pt. +[123 + + +] +l2hSize :tex2html_wrap_inline1684:6.94444pt::0.0pt::13.52089pt. +[124 + + +] +l2hSize :tex2html_wrap_inline1686:8.14003pt::0.0pt::10.507pt. +[125 + + +] +l2hSize :displaymath1502:14.86108pt::0.0pt::349.0pt. +[126 + + +] +l2hSize :displaymath1503:14.5pt::0.0pt::349.0pt. +[127 + + +] +l2hSize :tex2html_wrap_inline1694:7.33331pt::7.33331pt::49.86095pt. +[128 + + +] +l2hSize :displaymath1504:14.5pt::0.0pt::349.0pt. +[129 + + +] +l2hSize :displaymath1505:22.12459pt::0.0pt::349.0pt. +[130 + + +] +l2hSize :displaymath1506:14.5pt::0.0pt::349.0pt. +[131 + + +] +l2hSize :displaymath1507:14.5pt::0.0pt::349.0pt. +[132 + + +] +l2hSize :tex2html_wrap_inline1698:9.57217pt::9.57217pt::19.1193pt. +[133 + + +] +l2hSize :tex2html_wrap_inline1700:6.45831pt::0.0pt::10.78593pt. +[134 + + +] +l2hSize :tex2html_wrap_inline1704:6.45831pt::0.0pt::6.00351pt. +[135 + + +] +l2hSize :displaymath1508:14.5pt::0.0pt::349.0pt. +[136 + + +] +l2hSize :tex2html_wrap_inline1708:6.45831pt::0.0pt::11.00352pt. +[137 + + +] +l2hSize :tex2html_wrap_inline1716:8.0pt::8.0pt::23.14243pt. +[138 + + +] +l2hSize :tex2html_wrap_inline1720:8.0pt::8.0pt::28.66327pt. +[139 + + +] +l2hSize :displaymath1509:14.86108pt::0.0pt::349.0pt. +[140 + + +] +l2hSize :tex2html_wrap_inline1730:6.95831pt::6.95831pt::39.2221pt. +[141 + + +] +psfig: searching figs/fig01.08.ps for bounding box +psfig: including figs/fig01.08.ps +l2hSize :figure1194:258.96751pt::0.0pt::306.14374pt. +[142 + + +] +psfig: searching figs/fig01.09.ps for bounding box +psfig: including figs/fig01.09.ps +l2hSize :figure1200:273.02pt::0.0pt::343.2825pt. +[143 + + +] +psfig: searching figs/fig01.10.ps for bounding box +psfig: including figs/fig01.10.ps +l2hSize :figure1236:157.58876pt::0.0pt::353.32pt. +[144 + + +] +psfig: searching figs/fig01.11.ps for bounding box +psfig: including figs/fig01.11.ps +l2hSize :figure1254:421.575pt::0.0pt::387.44751pt. +[145 + + +] +l2hSize :tex2html_wrap_inline1994:8.20554pt::8.20554pt::34.57776pt. +[146 + + +] +l2hSize :tex2html_wrap_inline2000:8.55278pt::8.55278pt::29.5222pt. +[147 + + +] +l2hSize :tex2html_wrap_inline2006:10.84444pt::10.84444pt::36.18889pt. +[148 + + +] +psfig: searching figs/fig01.12.ps for bounding box +psfig: including figs/fig01.12.ps +l2hSize :figure1271:238.8925pt::0.0pt::364.36124pt. +[149 + + +] +l2hSize :tex2html_wrap_inline2026:10.84444pt::10.84444pt::46.82788pt. +[150 + + +] +l2hSize :tex2html_wrap_inline2028:10.84444pt::10.84444pt::57.38339pt. +[151 + + +] +l2hSize :tex2html_wrap_inline2040:10.84444pt::10.84444pt::36.74445pt. +[152 + + +] +psfig: searching figs/fig01.13.ps for bounding box +psfig: including figs/fig01.13.ps +l2hSize :figure1294:135.50624pt::0.0pt::381.42499pt. +[153 + + +] +l2hSize :tex2html_wrap_inline2070:10.84444pt::10.84444pt::31.4112pt. +[154 + + +] +l2hSize :tex2html_wrap_inline2072:10.84444pt::10.84444pt::30.9112pt. +[155 + + +] +l2hSize :tex2html_wrap_inline2080:10.57858pt::10.57858pt::40.10559pt. +[156 + + +] +l2hSize :tex2html_wrap_inline2082:8.20554pt::8.20554pt::14.55002pt. +[157 + + +] +l2hSize :tex2html_wrap_inline2090:10.84444pt::10.84444pt::30.13338pt. +[158 + + +] +l2hSize :tex2html_wrap_inline2092:8.20554pt::8.20554pt::17.91112pt. +[159 + + +] +psfig: searching figs/fig01.14.ps for bounding box +psfig: including figs/fig01.14.ps +l2hSize :figure1320:210.78749pt::0.0pt::316.18124pt. +[160 + + +] +psfig: searching figs/fig01.15.ps for bounding box +psfig: including figs/fig01.15.ps +l2hSize :figure1328:140.52501pt::0.0pt::280.04625pt. +[161 + + +] +l2hSize :tex2html_wrap_inline1776:7.44444pt::7.44444pt::24.79161pt. +[162 + + +] +l2hSize :tex2html_wrap_inline1778:8.0pt::8.0pt::41.47566pt. +[163 + + +] +l2hSize :tex2html_wrap_inline1780:6.45831pt::0.0pt::29.83563pt. +[164 + + +] +l2hSize :tex2html_wrap_inline1782:8.0pt::8.0pt::90.12253pt. +[165 + + +] +l2hSize :tex2html_wrap_inline2726:7.33331pt::7.33331pt::68.40492pt. +[166 + + +] +l2hSize :tex2html_wrap_inline2734:8.0pt::8.0pt::17.14825pt. +[167 + + +] +l2hSize :displaymath2656:14.5pt::0.0pt::349.0pt. +[168 + + +] +psfig: searching figs/fig02.01.ps for bounding box +psfig: including figs/fig02.01.ps +l2hSize :figure2154:140.52501pt::0.0pt::249.93375pt. +[169 + + +] +l2hSize :tex2html_wrap_inline2740:7.33331pt::7.33331pt::49.06935pt. +[170 + + +] +l2hSize :tex2html_wrap_inline2746:7.33331pt::7.33331pt::26.84715pt. +[171 + + +] +l2hSize :displaymath2657:37.00037pt::0.0pt::349.0pt. +[172 + + +] +l2hSize :tex2html_wrap_inline2754:8.0pt::8.0pt::26.20844pt. +[173 + + +] +l2hSize :tex2html_wrap_inline2758:8.0pt::8.0pt::16.31721pt. +[174 + + +] +l2hSize :tex2html_wrap_inline2760:8.0pt::8.0pt::16.14592pt. +[175 + + +] +l2hSize :tex2html_wrap_inline2762:8.0pt::8.0pt::16.31721pt. +[176 + + +] +l2hSize :tex2html_wrap_inline2764:8.0pt::8.0pt::16.14592pt. +[177 + + +] +l2hSize :tex2html_wrap_inline2768:8.0pt::8.0pt::58.11098pt. +[178 + + +] +l2hSize :tex2html_wrap_inline2774:6.45831pt::0.0pt::5.50005pt. +[179 + + +] +l2hSize :tex2html_wrap_inline2776:6.45831pt::0.0pt::10.50006pt. +[180 + + +] +l2hSize :tex2html_wrap_inline2778:8.0pt::8.0pt::23.17023pt. +[181 + + +] +psfig: searching figs/fig02.02.ps for bounding box +psfig: including figs/fig02.02.ps +l2hSize :figure2174:494.84874pt::0.0pt::318.18875pt. +[182 + + +] +psfig: searching figs/fig02.03.ps for bounding box +psfig: including figs/fig02.03.ps +l2hSize :figure2188:232.87001pt::0.0pt::299.1175pt. +[183 + + +] +l2hSize :tex2html_wrap_inline2802:8.0pt::8.0pt::25.12852pt. +[184 + + +] +l2hSize :tex2html_wrap_inline2804:8.0pt::8.0pt::54.4397pt. +[185 + + +] +l2hSize :tex2html_wrap_inline2806:8.0pt::8.0pt::36.10646pt. +[186 + + +] +l2hSize :tex2html_wrap_inline2808:8.0pt::8.0pt::36.10646pt. +[187 + + +] +l2hSize :displaymath2658:14.5pt::0.0pt::349.0pt. +[188 + + +] +l2hSize :displaymath2659:14.5pt::0.0pt::349.0pt. +[189 + + +] +psfig: searching figs/fig02.04.ps for bounding box +psfig: including figs/fig02.04.ps +l2hSize :figure2196:243.91124pt::0.0pt::253.94876pt. +[190 + + +] +l2hSize :tex2html_wrap_inline2826:8.0pt::8.0pt::24.02777pt. +[191 + + +] +l2hSize :tex2html_wrap_inline2828:8.0pt::8.0pt::28.26743pt. +[192 + + +] +l2hSize :tex2html_wrap_inline2834:8.0pt::8.0pt::32.44441pt. +[193 + + +] +l2hSize :tex2html_wrap_inline2836:6.94444pt::0.0pt::6.26161pt. +[194 + + +] +l2hSize :displaymath2660:14.5pt::0.0pt::349.0pt. +[195 + + +] +l2hSize :displaymath2661:25.00023pt::0.0pt::349.0pt. +[196 + + +] +l2hSize :displaymath2662:23.50351pt::0.0pt::349.0pt. +[197 + + +] +l2hSize :displaymath2663:25.44795pt::0.0pt::349.0pt. +[198 + + +] +l2hSize :tex2html_wrap_inline2844:8.0pt::8.0pt::14.92831pt. +[199 + + +] +l2hSize :displaymath2664:14.5pt::0.0pt::349.0pt. +[200 + + +] +l2hSize :displaymath2665:14.5pt::0.0pt::349.0pt. +[201 + + +] +l2hSize :tex2html_wrap_inline2850:8.0pt::8.0pt::3.27782pt. +[202 + + +] +l2hSize :tex2html_wrap_inline2852:8.0pt::8.0pt::36.65512pt. +[203 + + +] +l2hSize :tex2html_wrap_inline2854:8.0pt::8.0pt::47.75467pt. +[204 + + +] +l2hSize :displaymath2666:14.5pt::0.0pt::349.0pt. +[205 + + +] +l2hSize :tex2html_wrap_inline2856:8.0pt::8.0pt::41.65514pt. +[206 + + +] +l2hSize :displaymath2667:14.5pt::0.0pt::349.0pt. +[207 + + +] +l2hSize :tex2html_wrap_inline2872:6.45831pt::0.0pt::5.18753pt. +[208 + + +] +l2hSize :tex2html_wrap_inline2874:8.0pt::8.0pt::40.77429pt. +[209 + + +] +l2hSize :tex2html_wrap_inline2880:6.94444pt::0.0pt::3.6806pt. +[210 + + +] +l2hSize :tex2html_wrap_inline2894:7.44444pt::7.44444pt::20.59024pt. +[211 + + +] +l2hSize :tex2html_wrap_inline2898:8.0pt::8.0pt::23.27788pt. +[212 + + +] +l2hSize :tex2html_wrap_inline2904:8.0pt::8.0pt::22.96536pt. +[213 + + +] +l2hSize :tex2html_wrap_inline2906:8.0pt::8.0pt::15.18756pt. +[214 + + +] +l2hSize :tex2html_wrap_inline2910:8.0pt::8.0pt::30.59027pt. +[215 + + +] +l2hSize :tex2html_wrap_inline2912:8.0pt::8.0pt::30.59027pt. +[216 + + +] +psfig: searching figs/fig02.05.ps for bounding box +psfig: including figs/fig02.05.ps +l2hSize :figure2230:277.03499pt::0.0pt::244.91501pt. +[217 + + +] +psfig: searching figs/fig02.06.ps for bounding box +psfig: including figs/fig02.06.ps +l2hSize :figure2241:214.8025pt::0.0pt::322.20375pt. +[218 + + +] +psfig: searching figs/fig02.07.ps for bounding box +psfig: including figs/fig02.07.ps +l2hSize :figure2247:306.14375pt::0.0pt::232.87pt. +[219 + + +] +psfig: searching figs/fig02.08.ps for bounding box +psfig: including figs/fig02.08.ps +l2hSize :figure2254:273.02pt::0.0pt::398.48874pt. +[220 + + +] +psfig: searching figs/fig02.09.ps for bounding box +psfig: including figs/fig02.09.ps +l2hSize :figure2269:222.8325pt::0.0pt::392.46625pt. +[221 + + +] +l2hSize :displaymath2668:14.5pt::0.0pt::349.0pt. +[222 + + +] +l2hSize :tex2html_wrap_inline2934:8.0pt::8.0pt::21.55913pt. +[223 + + +] +l2hSize :tex2html_wrap_inline2936:8.0pt::8.0pt::26.24548pt. +[224 + + +] +l2hSize :displaymath2669:18.85951pt::0.0pt::349.0pt. +[225 + + +] +l2hSize :tex2html_wrap_inline2940:8.0pt::8.0pt::18.14241pt. +[226 + + +] +l2hSize :displaymath2670:14.5pt::0.0pt::349.0pt. +[227 + + +] +l2hSize :displaymath2671:14.5pt::0.0pt::349.0pt. +[228 + + +] +l2hSize :displaymath2672:14.5pt::0.0pt::349.0pt. +[229 + + +] +l2hSize :displaymath2673:14.5pt::0.0pt::349.0pt. +[230 + + +] +l2hSize :displaymath2674:14.5pt::0.0pt::349.0pt. +[231 + + +] +l2hSize :displaymath2675:13.94444pt::0.0pt::349.0pt. +[232 + + +] +l2hSize :tex2html_wrap_inline2944:6.95831pt::6.95831pt::14.68756pt. +[233 + + +] +l2hSize :tex2html_wrap_inline2946:6.95831pt::6.95831pt::18.67369pt. +[234 + + +] +l2hSize :tex2html_wrap_inline2952:6.95831pt::6.95831pt::18.67369pt. +[235 + + +] +l2hSize :displaymath2676:18.85951pt::0.0pt::349.0pt. +[236 + + +] +l2hSize :tex2html_wrap_inline2956:6.95831pt::6.95831pt::9.31372pt. +[237 + + +] +l2hSize :tex2html_wrap_inline2958:6.95831pt::6.95831pt::9.31372pt. +[238 + + +] +l2hSize :tex2html_wrap_inline2960:6.45831pt::0.0pt::12.16664pt. +[239 + + +] +l2hSize :displaymath2677:13.94444pt::0.0pt::349.0pt. +[240 + + +] +l2hSize :tex2html_wrap_inline2968:8.0pt::8.0pt::16.47232pt. +[241 + + +] +psfig: searching figs/fig02.10.ps for bounding box +psfig: including figs/fig02.10.ps +l2hSize :figure2340:230.8625pt::0.0pt::331.23749pt. +[242 + + +] +l2hSize :tex2html_wrap_inline2978:6.45831pt::0.0pt::6.2153pt. +[243 + + +] +l2hSize :tex2html_wrap_inline2980:6.95831pt::6.95831pt::10.70143pt. +[244 + + +] +l2hSize :displaymath2678:14.5pt::0.0pt::349.0pt. +[245 + + +] +l2hSize :tex2html_wrap_inline2982:6.95831pt::6.95831pt::23.72453pt. +[246 + + +] +l2hSize :tex2html_wrap_inline2988:6.95831pt::6.95831pt::10.70143pt. +[247 + + +] +l2hSize :tex2html_wrap_inline2992:8.0pt::8.0pt::15.10419pt. +[248 + + +] +l2hSize :displaymath2679:14.5pt::0.0pt::349.0pt. +[249 + + +] +l2hSize :displaymath2680:14.5pt::0.0pt::349.0pt. +[250 + + +] +l2hSize :displaymath2681:14.5pt::0.0pt::349.0pt. +[251 + + +] +l2hSize :tex2html_wrap_inline2994:6.95831pt::6.95831pt::23.72453pt. +[252 + + +] +psfig: searching figs/fig02.11.ps for bounding box +psfig: including figs/fig02.11.ps +l2hSize :figure2372:342.27875pt::0.0pt::333.245pt. +[253 + + +] +l2hSize :displaymath2682:14.5pt::0.0pt::349.0pt. +[254 + + +] +l2hSize :displaymath2683:14.5pt::0.0pt::349.0pt. +[255 + + +] +l2hSize :displaymath2684:14.5pt::0.0pt::349.0pt. +[256 + + +] +l2hSize :tex2html_wrap_inline3000:7.44444pt::7.44444pt::47.94432pt. +[257 + + +] +l2hSize :tex2html_wrap_inline3006:7.44444pt::7.44444pt::44.59013pt. +[258 + + +] +l2hSize :tex2html_wrap_inline3008:6.94444pt::0.0pt::24.35411pt. +[259 + + +] +l2hSize :tex2html_wrap_inline3020:8.0pt::8.0pt::36.84718pt. +[260 + + +] +l2hSize :tex2html_wrap_inline3032:7.33331pt::7.33331pt::26.84715pt. +[261 + + +] +l2hSize :tex2html_wrap_inline3036:6.45831pt::0.0pt::5.50005pt. +[262 + + +] +l2hSize :tex2html_wrap_inline3040:7.33331pt::7.33331pt::26.84715pt. +[263 + + +] +l2hSize :displaymath2685:14.5pt::0.0pt::349.0pt. +[264 + + +] +l2hSize :tex2html_wrap_inline3044:7.33331pt::7.33331pt::26.84715pt. +[265 + + +] +l2hSize :displaymath2686:14.5pt::0.0pt::349.0pt. +[266 + + +] +l2hSize :tex2html_wrap_inline3052:6.45831pt::0.0pt::24.83562pt. +[267 + + +] +l2hSize :tex2html_wrap_inline3064:7.33331pt::7.33331pt::26.84715pt. +[268 + + +] +l2hSize :tex2html_wrap_inline3068:6.45831pt::0.0pt::5.50005pt. +[269 + + +] +l2hSize :tex2html_wrap_inline3070:7.33331pt::7.33331pt::26.84715pt. +[270 + + +] +l2hSize :displaymath2687:14.5pt::0.0pt::349.0pt. +[271 + + +] +psfig: searching figs/fig02.12.ps for bounding box +psfig: including figs/fig02.12.ps +l2hSize :figure2398:150.5625pt::0.0pt::368.37625pt. +[272 + + +] +l2hSize :tex2html_wrap_inline3366:10.84444pt::10.84444pt::54.30005pt. +[273 + + +] +l2hSize :tex2html_wrap_inline3076:7.1428pt::7.1428pt::30.31831pt. +[274 + + +] +psfig: searching figs/fig02.13.ps for bounding box +psfig: including figs/fig02.13.ps +l2hSize :figure2410:458.71376pt::0.0pt::299.1175pt. +[275 + + +] +l2hSize :tex2html_wrap_inline3386:10.84444pt::10.84444pt::62.88339pt. +[276 + + +] +l2hSize :tex2html_wrap_inline3392:10.84444pt::10.84444pt::60.93892pt. +[277 + + +] +l2hSize :tex2html_wrap_inline3402:10.84444pt::10.84444pt::33.96672pt. +[278 + + +] +psfig: searching figs/fig02.14.ps for bounding box +psfig: including figs/fig02.14.ps +l2hSize :figure2428:318.18875pt::0.0pt::265.99374pt. +[279 + + +] +l2hSize :tex2html_wrap_inline3424:10.84444pt::10.84444pt::38.41112pt. +[280 + + +] +psfig: searching figs/fig02.15.ps for bounding box +psfig: including figs/fig02.15.ps +l2hSize :figure2441:358.33876pt::0.0pt::353.32pt. +[281 + + +] +l2hSize :tex2html_wrap_inline3444:8.20554pt::8.20554pt::37.91109pt. +[282 + + +] +l2hSize :tex2html_wrap_inline3100:8.0pt::8.0pt::24.33691pt. +[283 + + +] +l2hSize :tex2html_wrap_inline3458:10.84444pt::10.84444pt::66.24452pt. +[284 + + +] +psfig: searching figs/fig02.16.ps for bounding box +psfig: including figs/fig02.16.ps +l2hSize :figure2464:477.78499pt::0.0pt::397.485pt. +[285 + + +] +l2hSize :tex2html_wrap_inline3478:10.84444pt::10.84444pt::53.55011pt. +[286 + + +] +l2hSize :tex2html_wrap_inline3484:8.20554pt::8.20554pt::33.16116pt. +[287 + + +] +l2hSize :tex2html_wrap_inline3490:8.20554pt::8.20554pt::39.55002pt. +[288 + + +] +l2hSize :tex2html_wrap_inline3496:10.84444pt::10.84444pt::44.02222pt. +[289 + + +] +l2hSize :tex2html_wrap_inline3498:8.20554pt::8.20554pt::28.46663pt. +[290 + + +] +l2hSize :tex2html_wrap_inline3500:10.57858pt::10.57858pt::53.99443pt. +[291 + + +] +l2hSize :tex2html_wrap_inline3502:8.20554pt::8.20554pt::28.43886pt. +[292 + + +] +l2hSize :tex2html_wrap_inline3140:6.45831pt::0.0pt::4.82759pt. +[293 + + +] +l2hSize :displaymath2688:13.94444pt::0.0pt::349.0pt. +[294 + + +] +l2hSize :displaymath2689:23.50351pt::0.0pt::349.0pt. +[295 + + +] +l2hSize :tex2html_wrap_inline3148:6.45831pt::0.0pt::20.50009pt. +[296 + + +] +l2hSize :tex2html_wrap_inline3150:6.83331pt::0.0pt::46.50348pt. +[297 + + +] +l2hSize :displaymath3946:14.5pt::0.0pt::349.0pt. +[298 + + +] +l2hSize :tex2html_wrap_inline3972:8.0pt::8.0pt::36.19444pt. +[299 + + +] +l2hSize :tex2html_wrap_inline3984:8.0pt::8.0pt::18.17021pt. +[300 + + +] +l2hSize :tex2html_wrap_inline3992:6.95831pt::6.95831pt::25.36453pt. +[301 + + +] +l2hSize :displaymath3947:14.5pt::0.0pt::349.0pt. +[302 + + +] +l2hSize :displaymath3948:14.5pt::0.0pt::349.0pt. +[303 + + +] +l2hSize :displaymath3949:14.5pt::0.0pt::349.0pt. +[304 + + +] +l2hSize :tex2html_wrap_inline4006:6.45831pt::0.0pt::10.50005pt. +[305 + + +] +psfig: searching figs/fig03.01.ps for bounding box +psfig: including figs/fig03.01.ps +l2hSize :figure3562:87.32625pt::0.0pt::236.88501pt. +[306 + + +] +l2hSize :tex2html_wrap_inline4024:8.0pt::8.0pt::17.8612pt. +[307 + + +] +l2hSize :displaymath3950:25.00023pt::0.0pt::349.0pt. +[308 + + +] +l2hSize :tex2html_wrap_inline4030:8.0pt::8.0pt::16.50241pt. +[309 + + +] +psfig: searching figs/fig03.02.ps for bounding box +psfig: including figs/fig03.02.ps +l2hSize :figure3582:189.70876pt::0.0pt::353.32pt. +[310 + + +] +l2hSize :tex2html_wrap_inline4036:6.83331pt::0.0pt::8.58684pt. +[311 + + +] +l2hSize :tex2html_wrap_inline4038:6.83331pt::0.0pt::26.92007pt. +[312 + + +] +l2hSize :tex2html_wrap_inline4040:7.33331pt::7.33331pt::53.0312pt. +[313 + + +] +psfig: searching figs/fig03.03.ps for bounding box +psfig: including figs/fig03.03.ps +l2hSize :figure3590:63.23625pt::0.0pt::195.73126pt. +[314 + + +] +l2hSize :displaymath3951:14.5pt::0.0pt::349.0pt. +[315 + + +] +l2hSize :displaymath3952:14.5pt::0.0pt::349.0pt. +[316 + + +] +l2hSize :displaymath3953:14.5pt::0.0pt::349.0pt. +[317 + + +] +l2hSize :tex2html_wrap_inline4048:8.0pt::8.0pt::15.66907pt. +[318 + + +] +l2hSize :displaymath3954:14.5pt::0.0pt::349.0pt. +[319 + + +] +l2hSize :tex2html_wrap_inline4054:8.0pt::8.0pt::21.257pt. +[320 + + +] +psfig: searching figs/fig03.04.ps for bounding box +psfig: including figs/fig03.04.ps +l2hSize :figure3607:344.28624pt::0.0pt::370.38376pt. +[321 + + +] +l2hSize :tex2html_wrap_inline4058:8.0pt::8.0pt::13.00003pt. +[322 + + +] +l2hSize :tex2html_wrap_inline4064:8.0pt::8.0pt::41.62503pt. +[323 + + +] +l2hSize :tex2html_wrap_inline4070:7.44444pt::7.44444pt::43.13876pt. +[324 + + +] +l2hSize :displaymath3955:14.5pt::0.0pt::349.0pt. +[325 + + +] +l2hSize :displaymath3956:13.94444pt::0.0pt::349.0pt. +[326 + + +] +l2hSize :displaymath3957:13.94444pt::0.0pt::349.0pt. +[327 + + +] +psfig: searching figs/fig03.05.ps for bounding box +psfig: including figs/fig03.05.ps +l2hSize :figure3614:137.51375pt::0.0pt::237.88876pt. +[328 + + +] +l2hSize :tex2html_wrap_inline4084:7.33331pt::7.33331pt::26.81133pt. +[329 + + +] +psfig: searching figs/fig03.06.ps for bounding box +psfig: including figs/fig03.06.ps +l2hSize :figure3625:136.51pt::0.0pt::240.9pt. +[330 + + +] +psfig: searching figs/fig03.07.ps for bounding box +psfig: including figs/fig03.07.ps +l2hSize :figure3640:364.36125pt::0.0pt::300.12125pt. +[331 + + +] +l2hSize :tex2html_wrap_inline4092:6.45831pt::0.0pt::36.61111pt. +[332 + + +] +psfig: searching figs/fig03.08.ps for bounding box +psfig: including figs/fig03.08.ps +l2hSize :figure3654:331.2375pt::0.0pt::376.40625pt. +[333 + + +] +psfig: searching figs/fig03.09.ps for bounding box +psfig: including figs/fig03.09.ps +l2hSize :figure3663:276.03125pt::0.0pt::349.305pt. +[334 + + +] +psfig: searching figs/fig03.10.ps for bounding box +psfig: including figs/fig03.10.ps +l2hSize :figure3678:259.97125pt::0.0pt::238.8925pt. +[335 + + +] +psfig: searching figs/fig03.11.ps for bounding box +psfig: including figs/fig03.11.ps +l2hSize :figure3688:354.32375pt::0.0pt::225.84375pt. +[336 + + +] +psfig: searching figs/fig03.12.ps for bounding box +psfig: including figs/fig03.12.ps +l2hSize :figure3703:171.64125pt::0.0pt::236.88501pt. +[337 + + +] +l2hSize :tex2html_wrap_inline4370:10.84444pt::10.84444pt::26.74448pt. +[338 + + +] +l2hSize :tex2html_wrap_inline4372:10.84444pt::10.84444pt::36.88338pt. +[339 + + +] +l2hSize :tex2html_wrap_inline4380:10.57858pt::10.57858pt::32.57784pt. +[340 + + +] +l2hSize :tex2html_wrap_inline4390:8.20554pt::8.20554pt::39.63338pt. +[341 + + +] +l2hSize :tex2html_wrap_inline4396:10.84444pt::10.84444pt::37.91113pt. +[342 + + +] +l2hSize :tex2html_wrap_inline4398:10.84444pt::10.84444pt::25.13335pt. +[343 + + +] +psfig: searching figs/fig03.13.ps for bounding box +psfig: including figs/fig03.13.ps +l2hSize :figure3739:467.74751pt::0.0pt::321.20001pt. +[344 + + +] +l2hSize :tex2html_wrap_inline4428:10.84444pt::10.84444pt::26.18893pt. +[345 + + +] +l2hSize :tex2html_wrap_inline4442:10.84444pt::10.84444pt::42.02225pt. +[346 + + +] +psfig: searching figs/fig03.14.ps for bounding box +psfig: including figs/fig03.14.ps +l2hSize :figure3760:295.1025pt::0.0pt::358.33875pt. +[347 + + +] +l2hSize :tex2html_wrap_inline4476:10.84444pt::10.84444pt::59.63339pt. +[348 + + +] +l2hSize :tex2html_wrap_inline4484:8.20554pt::8.20554pt::36.32776pt. +[349 + + +] +psfig: searching figs/fig03.15.ps for bounding box +psfig: including figs/fig03.15.ps +l2hSize :figure3775:450.68375pt::0.0pt::330.23375pt. +[350 + + +] +psfig: searching figs/fig03.16.ps for bounding box +psfig: including figs/fig03.16.ps +l2hSize :figure3785:305.14pt::0.0pt::335.2525pt. +[351 + + +] +l2hSize :tex2html_wrap_inline4514:10.57858pt::10.57858pt::37.85564pt. +[352 + + +] +l2hSize :tex2html_wrap_inline4520:10.57858pt::10.57858pt::49.60565pt. +[353 + + +] +l2hSize :tex2html_wrap_inline4526:10.57858pt::10.57858pt::39.57785pt. +[354 + + +] +l2hSize :tex2html_wrap_inline4528:10.05078pt::10.05078pt::14.52225pt. +[355 + + +] +psfig: searching figs/fig04.01.ps for bounding box +psfig: including figs/fig04.01.ps +l2hSize :figure4581:133.49875pt::0.0pt::217.81375pt. +[356 + + +] +psfig: searching figs/fig04.02.ps for bounding box +psfig: including figs/fig04.02.ps +l2hSize :figure4591:349.30501pt::0.0pt::225.84375pt. +[357 + + +] +l2hSize :tex2html_wrap_inline5047:6.83331pt::0.0pt::18.17021pt. +[358 + + +] +l2hSize :tex2html_wrap_inline5051:8.0pt::8.0pt::67.10312pt. +[359 + + +] +l2hSize :displaymath5035:21.3985pt::0.0pt::349.0pt. +[360 + + +] +l2hSize :displaymath5036:14.5pt::0.0pt::349.0pt. +[361 + + +] +l2hSize :displaymath5037:14.5pt::0.0pt::349.0pt. +[362 + + +] +l2hSize :displaymath5038:14.5pt::0.0pt::349.0pt. +[363 + + +] +l2hSize :tex2html_wrap_inline5063:8.0pt::8.0pt::25.5001pt. +[364 + + +] +psfig: searching figs/fig04.03.ps for bounding box +psfig: including figs/fig04.03.ps +l2hSize :figure4614:270.00874pt::0.0pt::420.57126pt. +[365 + + +] +l2hSize :displaymath5039:14.5pt::0.0pt::349.0pt. +[366 + + +] +psfig: searching figs/fig04.04.ps for bounding box +psfig: including figs/fig04.04.ps +l2hSize :figure4622:176.65999pt::0.0pt::236.88501pt. +[367 + + +] +psfig: searching figs/fig04.05.ps for bounding box +psfig: including figs/fig04.05.ps +l2hSize :figure4637:232.87001pt::0.0pt::220.82501pt. +[368 + + +] +psfig: searching figs/fig04.06.ps for bounding box +psfig: including figs/fig04.06.ps +l2hSize :figure4651:110.41249pt::0.0pt::232.87pt. +[369 + + +] +psfig: searching figs/fig04.07.ps for bounding box +psfig: including figs/fig04.07.ps +l2hSize :figure4657:264.99pt::0.0pt::198.7425pt. +[370 + + +] +psfig: searching figs/fig04.08.ps for bounding box +psfig: including figs/fig04.08.ps +l2hSize :figure4669:214.8025pt::0.0pt::117.43875pt. +[371 + + +] +psfig: searching figs/fig04.09.ps for bounding box +psfig: including figs/fig04.09.ps +l2hSize :figure4680:262.9825pt::0.0pt::132.495pt. +[372 + + +] +psfig: searching figs/fig04.10.ps for bounding box +psfig: including figs/fig04.10.ps +l2hSize :figure4686:149.55875pt::0.0pt::258.9675pt. +[373 + + +] +l2hSize :tex2html_wrap_inline5349:10.84444pt::10.84444pt::30.07784pt. +[374 + + +] +l2hSize :tex2html_wrap_inline5351:10.84444pt::10.84444pt::40.63335pt. +[375 + + +] +l2hSize :tex2html_wrap_inline5359:10.84444pt::10.84444pt::39.5223pt. +[376 + + +] +l2hSize :tex2html_wrap_inline5361:10.84444pt::10.84444pt::50.0778pt. +[377 + + +] +psfig: searching figs/fig04.11.ps for bounding box +psfig: including figs/fig04.11.ps +l2hSize :figure4726:161.60374pt::0.0pt::282.05374pt. +[378 + + +] +psfig: searching figs/fig04.12.ps for bounding box +psfig: including figs/fig04.12.ps +l2hSize :figure4742:163.61125pt::0.0pt::288.07626pt. +[379 + + +] +psfig: searching figs/fig04.13.ps for bounding box +psfig: including figs/fig04.13.ps +l2hSize :figure4751:123.46126pt::0.0pt::334.24875pt. +[380 + + +] +psfig: searching figs/fig04.14.ps for bounding box +psfig: including figs/fig04.14.ps +l2hSize :figure4759:287.0725pt::0.0pt::378.41376pt. +[381 + + +] +psfig: searching figs/fig04.15.ps for bounding box +psfig: including figs/fig04.15.ps +l2hSize :figure4768:251.94125pt::0.0pt::245.91876pt. +[382 + + +] +l2hSize :tex2html_wrap_inline5433:10.84444pt::10.84444pt::41.74454pt. +[383 + + +] +psfig: searching figs/fig04.16.ps for bounding box +psfig: including figs/fig04.16.ps +l2hSize :figure4783:257.96376pt::0.0pt::331.23749pt. +[384 + + +] +psfig: searching figs/fig04.17.ps for bounding box +psfig: including figs/fig04.17.ps +l2hSize :figure4788:254.9525pt::0.0pt::326.21875pt. +[385 + + +] +l2hSize :tex2html_wrap_inline5463:10.01111pt::10.01111pt::42.13307pt. +[386 + + +] +l2hSize :tex2html_wrap_inline5465:10.84444pt::10.84444pt::40.91112pt. +[387 + + +] +l2hSize :tex2html_wrap_inline5469:10.01111pt::10.01111pt::42.13307pt. +[388 + + +] +l2hSize :tex2html_wrap_inline5471:10.84444pt::10.84444pt::43.3pt. +[389 + + +] +l2hSize :tex2html_wrap_inline5145:7.44444pt::7.44444pt::28.93054pt. +[390 + + +] +psfig: searching figs/fig04.18.ps for bounding box +psfig: including figs/fig04.18.ps +l2hSize :figure4819:264.99pt::0.0pt::345.29001pt. +[391 + + +] +psfig: searching figs/fig04.19.ps for bounding box +psfig: including figs/fig04.19.ps +l2hSize :figure4824:277.03499pt::0.0pt::374.39874pt. +[392 + + +] +psfig: searching figs/fig04.20.ps for bounding box +psfig: including figs/fig04.20.ps +l2hSize :figure4837:387.4475pt::0.0pt::309.155pt. +[393 + + +] +psfig: searching figs/fig04.21.ps for bounding box +psfig: including figs/fig04.21.ps +l2hSize :figure4842:416.55626pt::0.0pt::364.36124pt. +[394 + + +] +l2hSize :tex2html_wrap_inline5531:10.84444pt::10.84444pt::29.80008pt. +[395 + + +] +l2hSize :tex2html_wrap_inline5535:10.84444pt::10.84444pt::21.05005pt. +[396 + + +] +l2hSize :tex2html_wrap_inline5539:10.84444pt::10.84444pt::29.66118pt. +[397 + + +] +l2hSize :tex2html_wrap_inline5545:10.01111pt::10.01111pt::52.63298pt. +[398 + + +] +l2hSize :tex2html_wrap_inline5547:10.84444pt::10.84444pt::48.96678pt. +[399 + + +] +l2hSize :tex2html_wrap_inline5167:8.0pt::8.0pt::44.45718pt. +[400 + + +] +l2hSize :tex2html_wrap_inline5169:6.95831pt::6.95831pt::13.27785pt. +[401 + + +] +psfig: searching figs/fig05.01.ps for bounding box +psfig: including figs/fig05.01.ps +l2hSize :figure5597:279.0425pt::0.0pt::284.06125pt. +[402 + + +] +l2hSize :tex2html_wrap_inline6147:6.45831pt::0.0pt::52.1663pt. +[403 + + +] +l2hSize :displaymath6003:14.5pt::0.0pt::349.0pt. +[404 + + +] +l2hSize :tex2html_wrap_inline6149:6.45831pt::0.0pt::45.49973pt. +[405 + + +] +l2hSize :tex2html_wrap_inline6151:6.94444pt::0.0pt::43.73927pt. +[406 + + +] +l2hSize :tex2html_wrap_inline6153:6.94444pt::0.0pt::53.18675pt. +[407 + + +] +l2hSize :displaymath6004:14.5pt::0.0pt::349.0pt. +[408 + + +] +l2hSize :tex2html_wrap_inline6155:8.0pt::8.0pt::15.78595pt. +[409 + + +] +l2hSize :tex2html_wrap_inline6159:7.44444pt::7.44444pt::44.70815pt. +[410 + + +] +l2hSize :displaymath6005:21.43695pt::0.0pt::349.0pt. +[411 + + +] +l2hSize :displaymath6006:14.5pt::0.0pt::349.0pt. +[412 + + +] +l2hSize :displaymath6007:14.5pt::0.0pt::349.0pt. +[413 + + +] +l2hSize :displaymath6008:21.43695pt::0.0pt::349.0pt. +[414 + + +] +l2hSize :tex2html_wrap_inline6163:7.44444pt::7.44444pt::25.34023pt. +[415 + + +] +psfig: searching figs/fig05.02.ps for bounding box +psfig: including figs/fig05.02.ps +l2hSize :figure5647:115.43126pt::0.0pt::233.87375pt. +[416 + + +] +l2hSize :displaymath6009:14.5pt::0.0pt::349.0pt. +[417 + + +] +psfig: searching figs/fig05.03.ps for bounding box +psfig: including figs/fig05.03.ps +l2hSize :figure5653:522.95375pt::0.0pt::277.035pt. +[418 + + +] +l2hSize :tex2html_wrap_inline6195:7.44444pt::7.44444pt::25.34023pt. +[419 + + +] +l2hSize :tex2html_wrap_inline6199:7.44444pt::7.44444pt::43.67346pt. +[420 + + +] +l2hSize :displaymath6010:14.5pt::0.0pt::349.0pt. +[421 + + +] +l2hSize :tex2html_wrap_inline6201:7.44444pt::7.44444pt::25.34023pt. +[422 + + +] +l2hSize :displaymath6011:14.5pt::0.0pt::349.0pt. +[423 + + +] +l2hSize :displaymath6012:14.5pt::0.0pt::349.0pt. +[424 + + +] +l2hSize :tex2html_wrap_inline6209:6.95831pt::6.95831pt::13.56372pt. +[425 + + +] +l2hSize :tex2html_wrap_inline6211:6.95831pt::6.95831pt::13.56372pt. +[426 + + +] +l2hSize :tex2html_wrap_inline6213:7.44444pt::7.44444pt::23.5156pt. +[427 + + +] +l2hSize :displaymath6013:14.5pt::0.0pt::349.0pt. +[428 + + +] +l2hSize :displaymath6014:13.94444pt::0.0pt::349.0pt. +[429 + + +] +l2hSize :tex2html_wrap_inline6229:6.45831pt::0.0pt::12.16664pt. +[430 + + +] +psfig: searching figs/fig05.04.ps for bounding box +psfig: including figs/fig05.04.ps +l2hSize :figure5667:293.09499pt::0.0pt::296.10626pt. +[431 + + +] +psfig: searching figs/fig05.05.ps for bounding box +psfig: including figs/fig05.05.ps +l2hSize :figure5679:180.675pt::0.0pt::232.87pt. +[432 + + +] +psfig: searching figs/fig05.06.ps for bounding box +psfig: including figs/fig05.06.ps +l2hSize :figure5691:259.97125pt::0.0pt::327.2225pt. +[433 + + +] +l2hSize :displaymath6015:14.5pt::0.0pt::349.0pt. +[434 + + +] +l2hSize :displaymath6017:22.76462pt::0.0pt::349.0pt. +[435 + + +] +psfig: searching figs/fig05.07.ps for bounding box +psfig: including figs/fig05.07.ps +l2hSize :figure5699:259.97125pt::0.0pt::321.20001pt. +[436 + + +] +l2hSize :displaymath6018:14.5pt::0.0pt::349.0pt. +[437 + + +] +l2hSize :displaymath6019:22.76462pt::0.0pt::349.0pt. +[438 + + +] +l2hSize :displaymath6020:22.76462pt::0.0pt::349.0pt. +[439 + + +] +l2hSize :displaymath6021:14.5pt::0.0pt::349.0pt. +[440 + + +] +l2hSize :displaymath6022:14.5pt::0.0pt::349.0pt. +[441 + + +] +l2hSize :tex2html_wrap_inline6257:8.64003pt::8.64003pt::46.02782pt. +[442 + + +] +l2hSize :displaymath6024:14.5pt::0.0pt::349.0pt. +[443 + + +] +l2hSize :displaymath6025:14.5pt::0.0pt::349.0pt. +[444 + + +] +l2hSize :displaymath6026:14.5pt::0.0pt::349.0pt. +[445 + + +] +l2hSize :displaymath6027:14.5pt::0.0pt::349.0pt. +[446 + + +] +l2hSize :tex2html_wrap_inline6269:8.0pt::8.0pt::37.4491pt. +[447 + + +] +l2hSize :displaymath6028:14.5pt::0.0pt::349.0pt. +[448 + + +] +l2hSize :displaymath6029:14.5pt::0.0pt::349.0pt. +[449 + + +] +l2hSize :tex2html_wrap_inline6277:8.0pt::8.0pt::34.2524pt. +[450 + + +] +l2hSize :displaymath6030:14.5pt::0.0pt::349.0pt. +[451 + + +] +l2hSize :displaymath6031:14.5pt::0.0pt::349.0pt. +[452 + + +] +l2hSize :displaymath6032:14.5pt::0.0pt::349.0pt. +[453 + + +] +l2hSize :displaymath6033:21.06903pt::0.0pt::349.0pt. +[454 + + +] +l2hSize :displaymath6034:21.06903pt::0.0pt::349.0pt. +[455 + + +] +l2hSize :displaymath6035:21.06903pt::0.0pt::349.0pt. +[456 + + +] +l2hSize :displaymath6036:21.06903pt::0.0pt::349.0pt. +[457 + + +] +l2hSize :tex2html_wrap_inline6287:7.44444pt::7.44444pt::10.31606pt. +[458 + + +] +l2hSize :displaymath6037:14.5pt::0.0pt::349.0pt. +[459 + + +] +l2hSize :tex2html_wrap_inline6295:8.0pt::8.0pt::19.96536pt. +[460 + + +] +l2hSize :displaymath6038:14.5pt::0.0pt::349.0pt. +[461 + + +] +l2hSize :displaymath6039:14.5pt::0.0pt::349.0pt. +[462 + + +] +l2hSize :tex2html_wrap_inline6303:6.95831pt::6.95831pt::14.32068pt. +[463 + + +] +l2hSize :tex2html_wrap_inline6305:6.95831pt::6.95831pt::10.79831pt. +[464 + + +] +l2hSize :tex2html_wrap_inline6307:8.0pt::8.0pt::40.58763pt. +[465 + + +] +l2hSize :tex2html_wrap_inline6309:8.0pt::8.0pt::40.58763pt. +[466 + + +] +l2hSize :tex2html_wrap_inline6313:6.45831pt::0.0pt::5.2894pt. +[467 + + +] +l2hSize :displaymath6040:14.5pt::0.0pt::349.0pt. +[468 + + +] +l2hSize :tex2html_wrap_inline6327:6.45831pt::0.0pt::24.11916pt. +[469 + + +] +psfig: searching figs/fig05.08.ps for bounding box +psfig: including figs/fig05.08.ps +l2hSize :figure5777:324.21126pt::0.0pt::334.24875pt. +[470 + + +] +l2hSize :displaymath6041:14.5pt::0.0pt::349.0pt. +[471 + + +] +l2hSize :displaymath6042:14.5pt::0.0pt::349.0pt. +[472 + + +] +l2hSize :tex2html_wrap_inline6339:8.0pt::8.0pt::60.18056pt. +[473 + + +] +l2hSize :tex2html_wrap_inline6341:8.0pt::8.0pt::59.06946pt. +[474 + + +] +l2hSize :displaymath6043:14.5pt::0.0pt::349.0pt. +[475 + + +] +l2hSize :displaymath6044:14.5pt::0.0pt::349.0pt. +[476 + + +] +l2hSize :displaymath6045:13.94444pt::0.0pt::349.0pt. +[477 + + +] +l2hSize :displaymath6046:13.94444pt::0.0pt::349.0pt. +[478 + + +] +l2hSize :displaymath6047:13.49998pt::0.0pt::349.0pt. +[479 + + +] +l2hSize :displaymath6048:13.94444pt::0.0pt::349.0pt. +[480 + + +] +l2hSize :tex2html_wrap_inline6349:6.94444pt::0.0pt::11.52435pt. +[481 + + +] +l2hSize :tex2html_wrap_inline6351:6.45831pt::0.0pt::14.78365pt. +[482 + + +] +l2hSize :tex2html_wrap_inline6357:6.94444pt::0.0pt::20.30449pt. +[483 + + +] +l2hSize :tex2html_wrap_inline6359:7.44444pt::7.44444pt::39.75806pt. +[484 + + +] +l2hSize :tex2html_wrap_inline6361:6.95831pt::6.95831pt::39.49498pt. +[485 + + +] +psfig: searching figs/fig05.09.ps for bounding box +psfig: including figs/fig05.09.ps +l2hSize :figure5790:450.68375pt::0.0pt::310.15875pt. +[486 + + +] +psfig: searching figs/fig05.10.ps for bounding box +psfig: including figs/fig05.10.ps +l2hSize :figure5801:254.9525pt::0.0pt::262.9825pt. +[487 + + +] +l2hSize :tex2html_wrap_inline6685:10.01111pt::10.01111pt::47.38303pt. +[488 + + +] +l2hSize :tex2html_wrap_inline6687:10.84444pt::10.84444pt::41.74448pt. +[489 + + +] +psfig: searching figs/fig05.11.ps for bounding box +psfig: including figs/fig05.11.ps +l2hSize :figure5815:188.705pt::0.0pt::276.03125pt. +[490 + + +] +l2hSize :tex2html_wrap_inline6703:10.01111pt::10.01111pt::36.88312pt. +[491 + + +] +l2hSize :tex2html_wrap_inline6705:10.84444pt::10.84444pt::33.41112pt. +[492 + + +] +l2hSize :tex2html_wrap_inline6379:6.95831pt::6.95831pt::57.50475pt. +[493 + + +] +psfig: searching figs/fig05.12.ps for bounding box +psfig: including figs/fig05.12.ps +l2hSize :figure5827:214.8025pt::0.0pt::293.095pt. +[494 + + +] +l2hSize :displaymath6049:14.5pt::0.0pt::349.0pt. +[495 + + +] +l2hSize :tex2html_wrap_inline6387:8.64003pt::8.64003pt::43.49998pt. +[496 + + +] +l2hSize :displaymath6051:14.5pt::0.0pt::349.0pt. +[497 + + +] +l2hSize :tex2html_wrap_inline6389:8.14003pt::0.0pt::10.70143pt. +[498 + + +] +l2hSize :displaymath6052:14.5pt::0.0pt::349.0pt. +[499 + + +] +l2hSize :displaymath6053:14.5pt::0.0pt::349.0pt. +[500 + + +] +l2hSize :displaymath6054:14.5pt::0.0pt::349.0pt. +[501 + + +] +l2hSize :displaymath6055:14.5pt::0.0pt::349.0pt. +[502 + + +] +l2hSize :tex2html_wrap_inline6395:8.0pt::8.0pt::17.34384pt. +[503 + + +] +l2hSize :tex2html_wrap_inline6403:8.99002pt::8.99002pt::43.93402pt. +[504 + + +] +l2hSize :displaymath6056:14.5pt::0.0pt::349.0pt. +[505 + + +] +l2hSize :tex2html_wrap_inline6409:8.49002pt::0.0pt::11.13547pt. +[506 + + +] +l2hSize :tex2html_wrap_inline6411:7.44444pt::7.44444pt::9.88202pt. +[507 + + +] +l2hSize :tex2html_wrap_inline6413:7.44444pt::7.44444pt::15.16791pt. +[508 + + +] +l2hSize :tex2html_wrap_inline6415:8.64003pt::8.64003pt::19.65404pt. +[509 + + +] +l2hSize :tex2html_wrap_inline6421:6.95831pt::6.95831pt::42.4524pt. +[510 + + +] +l2hSize :tex2html_wrap_inline6425:6.95831pt::6.95831pt::42.4524pt. +[511 + + +] +l2hSize :tex2html_wrap_inline6429:6.95831pt::6.95831pt::42.4524pt. +[512 + + +] +l2hSize :displaymath6057:13.94444pt::0.0pt::349.0pt. +[513 + + +] +l2hSize :tex2html_wrap_inline6435:7.44444pt::7.44444pt::28.21526pt. +[514 + + +] +l2hSize :tex2html_wrap_inline6437:7.44444pt::7.44444pt::28.21526pt. +[515 + + +] +l2hSize :tex2html_wrap_inline6439:8.0pt::8.0pt::38.21529pt. +[516 + + +] +l2hSize :tex2html_wrap_inline6441:8.0pt::8.0pt::38.21529pt. +[517 + + +] +l2hSize :displaymath6058:21.06903pt::0.0pt::349.0pt. +[518 + + +] +l2hSize :displaymath6059:14.5pt::0.0pt::349.0pt. +[519 + + +] +l2hSize :tex2html_wrap_inline6443:6.45831pt::0.0pt::31.26733pt. +[520 + + +] +l2hSize :tex2html_wrap_inline6445:6.6428pt::0.0pt::10.19102pt. +[521 + + +] +l2hSize :tex2html_wrap_inline6453:6.6428pt::0.0pt::9.99394pt. +[522 + + +] +l2hSize :displaymath6060:23.50351pt::0.0pt::349.0pt. +[523 + + +] +l2hSize :tex2html_wrap_inline6457:6.45831pt::0.0pt::16.34143pt. +[524 + + +] +psfig: searching figs/fig05.13.ps for bounding box +psfig: including figs/fig05.13.ps +l2hSize :figure5874:338.26375pt::0.0pt::289.08pt. +[525 + + +] +l2hSize :displaymath6061:14.5pt::0.0pt::349.0pt. +[526 + + +] +l2hSize :tex2html_wrap_inline6461:8.0pt::8.0pt::43.62848pt. +[527 + + +] +l2hSize :displaymath6062:14.5pt::0.0pt::349.0pt. +[528 + + +] +l2hSize :displaymath6063:14.5pt::0.0pt::349.0pt. +[529 + + +] +l2hSize :tex2html_wrap_inline6463:8.0pt::8.0pt::24.02902pt. +[530 + + +] +l2hSize :displaymath6064:14.5pt::0.0pt::349.0pt. +[531 + + +] +psfig: searching figs/fig05.14.ps for bounding box +psfig: including figs/fig05.14.ps +l2hSize :figure5892:154.5775pt::0.0pt::249.93375pt. +[532 + + +] +l2hSize :displaymath6065:14.5pt::0.0pt::349.0pt. +[533 + + +] +psfig: searching figs/fig05.15.ps for bounding box +psfig: including figs/fig05.15.ps +l2hSize :figure5901:180.675pt::0.0pt::335.2525pt. +[534 + + +] +l2hSize :displaymath6066:14.5pt::0.0pt::349.0pt. +[535 + + +] +l2hSize :displaymath6067:14.5pt::0.0pt::349.0pt. +[536 + + +] +l2hSize :displaymath6068:18.85951pt::0.0pt::349.0pt. +[537 + + +] +l2hSize :displaymath6069:14.5pt::0.0pt::349.0pt. +[538 + + +] +l2hSize :displaymath6070:21.06903pt::0.0pt::349.0pt. +[539 + + +] +psfig: searching figs/fig05.16.ps for bounding box +psfig: including figs/fig05.16.ps +l2hSize :figure5919:305.14pt::0.0pt::301.125pt. +[540 + + +] +l2hSize :tex2html_wrap_inline6489:6.95831pt::6.95831pt::11.34691pt. +[541 + + +] +l2hSize :displaymath6071:14.86108pt::0.0pt::349.0pt. +[542 + + +] +l2hSize :tex2html_wrap_inline6491:6.95831pt::6.95831pt::16.80066pt. +[543 + + +] +l2hSize :tex2html_wrap_inline6493:8.0pt::8.0pt::72.99701pt. +[544 + + +] +l2hSize :displaymath6072:21.06903pt::0.0pt::349.0pt. +[545 + + +] +l2hSize :displaymath6073:14.86108pt::0.0pt::349.0pt. +[546 + + +] +l2hSize :tex2html_wrap_inline6495:8.0pt::8.0pt::46.12975pt. +[547 + + +] +l2hSize :tex2html_wrap_inline6497:8.0pt::8.0pt::47.07991pt. +[548 + + +] +l2hSize :tex2html_wrap_inline6499:6.45831pt::0.0pt::8.27783pt. +[549 + + +] +l2hSize :displaymath6074:14.86108pt::0.0pt::349.0pt. +[550 + + +] +psfig: searching figs/fig06.01.ps for bounding box +psfig: including figs/fig06.01.ps +l2hSize :figure6802:192.71999pt::0.0pt::326.21875pt. +[551 + + +] +l2hSize :displaymath7115:14.5pt::0.0pt::349.0pt. +[552 + + +] +l2hSize :tex2html_wrap_inline7157:8.0pt::8.0pt::67.7478pt. +[553 + + +] +psfig: searching figs/fig06.02.ps for bounding box +psfig: including figs/fig06.02.ps +l2hSize :figure6816:275.02751pt::0.0pt::260.975pt. +[554 + + +] +l2hSize :displaymath7116:14.5pt::0.0pt::349.0pt. +[555 + + +] +l2hSize :tex2html_wrap_inline7167:7.44444pt::7.44444pt::53.02072pt. +[556 + + +] +l2hSize :tex2html_wrap_inline7169:6.83331pt::0.0pt::7.73268pt. +[557 + + +] +psfig: searching figs/fig06.03.ps for bounding box +psfig: including figs/fig06.03.ps +l2hSize :figure6826:270.00874pt::0.0pt::259.97125pt. +[558 + + +] +l2hSize :displaymath7117:14.5pt::0.0pt::349.0pt. +[559 + + +] +l2hSize :tex2html_wrap_inline7185:6.95831pt::6.95831pt::14.11781pt. +[560 + + +] +l2hSize :displaymath7118:14.5pt::0.0pt::349.0pt. +[561 + + +] +l2hSize :tex2html_wrap_inline7195:8.0pt::8.0pt::19.2501pt. +[562 + + +] +l2hSize :tex2html_wrap_inline7203:8.0pt::8.0pt::42.98958pt. +[563 + + +] +l2hSize :displaymath7119:14.5pt::0.0pt::349.0pt. +[564 + + +] +l2hSize :displaymath7120:12.0pt::0.0pt::349.0pt. +[565 + + +] +l2hSize :tex2html_wrap_inline7207:8.14003pt::0.0pt::32.89694pt. +[566 + + +] +l2hSize :displaymath7121:18.85951pt::0.0pt::349.0pt. +[567 + + +] +l2hSize :displaymath7122:14.5pt::0.0pt::349.0pt. +[568 + + +] +l2hSize :displaymath7123:21.90236pt::0.0pt::349.0pt. +[569 + + +] +l2hSize :displaymath7124:25.00023pt::0.0pt::349.0pt. +[570 + + +] +l2hSize :tex2html_wrap_inline7211:6.83331pt::0.0pt::8.36252pt. +[571 + + +] +l2hSize :tex2html_wrap_inline7221:8.0pt::8.0pt::39.79167pt. +[572 + + +] +l2hSize :tex2html_wrap_inline7229:8.0pt::8.0pt::34.48128pt. +[573 + + +] +l2hSize :displaymath7125:14.5pt::0.0pt::349.0pt. +[574 + + +] +l2hSize :tex2html_wrap_inline7233:6.45831pt::0.0pt::13.0857pt. +[575 + + +] +l2hSize :tex2html_wrap_inline7235:6.95831pt::6.95831pt::14.33688pt. +[576 + + +] +l2hSize :displaymath7126:21.06903pt::0.0pt::349.0pt. +[577 + + +] +l2hSize :tex2html_wrap_inline7247:8.0pt::8.0pt::100.52777pt. +[578 + + +] +psfig: searching figs/fig06.04.ps for bounding box +psfig: including figs/fig06.04.ps +l2hSize :figure6861:275.02751pt::0.0pt::305.14pt. +[579 + + +] +l2hSize :tex2html_wrap_inline7255:8.0pt::8.0pt::15.78595pt. +[580 + + +] +l2hSize :displaymath7127:14.5pt::0.0pt::349.0pt. +[581 + + +] +l2hSize :tex2html_wrap_inline7261:7.33331pt::7.33331pt::15.03908pt. +[582 + + +] +psfig: searching figs/fig06.05.ps for bounding box +psfig: including figs/fig06.05.ps +l2hSize :figure6872:176.65999pt::0.0pt::258.9675pt. +[583 + + +] +psfig: searching figs/fig06.06.ps for bounding box +psfig: including figs/fig06.06.ps +l2hSize :figure6883:453.69499pt::0.0pt::327.2225pt. +[584 + + +] +psfig: searching figs/fig06.07.ps for bounding box +psfig: including figs/fig06.07.ps +l2hSize :figure6892:105.39375pt::0.0pt::251.94125pt. +[585 + + +] +l2hSize :tex2html_wrap_inline7267:6.95831pt::6.95831pt::10.74123pt. +[586 + + +] +l2hSize :tex2html_wrap_inline7269:8.0pt::8.0pt::22.38164pt. +[587 + + +] +l2hSize :tex2html_wrap_inline7271:8.0pt::8.0pt::22.32455pt. +[588 + + +] +l2hSize :displaymath7128:14.5pt::0.0pt::349.0pt. +[589 + + +] +l2hSize :tex2html_wrap_inline7273:6.95831pt::6.95831pt::40.90956pt. +[590 + + +] +l2hSize :displaymath7129:14.5pt::0.0pt::349.0pt. +[591 + + +] +l2hSize :tex2html_wrap_inline7281:6.95831pt::6.95831pt::5.32294pt. +[592 + + +] +l2hSize :tex2html_wrap_inline7283:8.0pt::8.0pt::22.38164pt. +[593 + + +] +l2hSize :tex2html_wrap_inline7305:8.0pt::8.0pt::18.56374pt. +[594 + + +] +l2hSize :tex2html_wrap_inline7315:8.0pt::8.0pt::36.89697pt. +[595 + + +] +l2hSize :displaymath7130:14.5pt::0.0pt::349.0pt. +[596 + + +] +l2hSize :displaymath7131:14.5pt::0.0pt::349.0pt. +[597 + + +] +l2hSize :displaymath7132:29.22772pt::0.0pt::349.0pt. +[598 + + +] +psfig: searching figs/fig06.08.ps for bounding box +psfig: including figs/fig06.08.ps +l2hSize :figure6917:453.69499pt::0.0pt::322.20375pt. +[599 + + +] +l2hSize :tex2html_wrap_inline7349:8.0pt::8.0pt::28.24455pt. +[600 + + +] +l2hSize :displaymath7133:18.85951pt::0.0pt::349.0pt. +[601 + + +] +l2hSize :tex2html_wrap_inline7361:7.44444pt::7.44444pt::23.24303pt. +[602 + + +] +l2hSize :tex2html_wrap_inline7371:6.95831pt::6.95831pt::22.54509pt. +[603 + + +] +psfig: searching figs/fig06.09.ps for bounding box +psfig: including figs/fig06.09.ps +l2hSize :figure6926:220.825pt::0.0pt::326.21875pt. +[604 + + +] +l2hSize :tex2html_wrap_inline7393:8.0pt::8.0pt::37.42703pt. +[605 + + +] +l2hSize :tex2html_wrap_inline7403:7.44444pt::7.44444pt::22.01384pt. +[606 + + +] +psfig: searching figs/fig06.10.ps for bounding box +psfig: including figs/fig06.10.ps +l2hSize :figure6937:316.18126pt::0.0pt::321.20001pt. +[607 + + +] +psfig: searching figs/fig06.11.ps for bounding box +psfig: including figs/fig06.11.ps +l2hSize :figure6943:187.70125pt::0.0pt::268.00125pt. +[608 + + +] +psfig: searching figs/fig06.11.ps for bounding box +psfig: including figs/fig06.11.ps +l2hSize :figure6948:177.23831pt::0.0pt::349.0pt. +[609 + + +] +psfig: searching figs/fig06.12.ps for bounding box +psfig: including figs/fig06.12.ps +l2hSize :figure6960:287.0725pt::0.0pt::309.155pt. +[610 + + +] +psfig: searching figs/fig06.13.ps for bounding box +psfig: including figs/fig06.13.ps +l2hSize :figure6965:291.08751pt::0.0pt::254.9525pt. +[611 + + +] +l2hSize :tex2html_wrap_inline7407:6.95831pt::6.95831pt::21.05565pt. +[612 + + +] +l2hSize :tex2html_wrap_inline7409:6.45831pt::0.0pt::13.27785pt. +[613 + + +] +psfig: searching figs/fig06.14.ps for bounding box +psfig: including figs/fig06.14.ps +l2hSize :figure6974:200.75pt::0.0pt::314.17374pt. +[614 + + +] +psfig: searching figs/fig06.15.ps for bounding box +psfig: including figs/fig06.15.ps +l2hSize :figure6984:258.96751pt::0.0pt::257.96375pt. +[615 + + +] +psfig: searching figs/fig06.16.ps for bounding box +psfig: including figs/fig06.16.ps +l2hSize :figure6992:222.8325pt::0.0pt::367.3725pt. +[616 + + +] +l2hSize :tex2html_wrap_inline7427:6.95831pt::6.95831pt::40.2037pt. +[617 + + +] +l2hSize :tex2html_wrap_inline7431:6.95831pt::6.95831pt::9.31372pt. +[618 + + +] +l2hSize :tex2html_wrap_inline7433:6.95831pt::6.95831pt::40.90956pt. +[619 + + +] +l2hSize :tex2html_wrap_inline7435:8.0pt::8.0pt::63.98608pt. +[620 + + +] +psfig: searching figs/fig06.17.ps for bounding box +psfig: including figs/fig06.17.ps +l2hSize :figure7003:354.32375pt::0.0pt::330.23375pt. +[621 + + +] +psfig: searching figs/fig06.18.ps for bounding box +psfig: including figs/fig06.18.ps +l2hSize :figure7013:188.705pt::0.0pt::329.23001pt. +[622 + + +] +l2hSize :tex2html_wrap_inline7715:10.84444pt::10.84444pt::34.2445pt. +[623 + + +] +l2hSize :displaymath8550:12.83333pt::0.0pt::349.0pt. +[624 + + +] +l2hSize :tex2html_wrap_inline8722:9.1555pt::9.1555pt::38.38956pt. +[625 + + +] +l2hSize :displaymath8551:14.5pt::0.0pt::349.0pt. +[626 + + +] +l2hSize :displaymath8552:14.5pt::0.0pt::349.0pt. +[627 + + +] +psfig: searching figs/fig07.01.ps for bounding box +psfig: including figs/fig07.01.ps +l2hSize :figure7770:150.5625pt::0.0pt::316.18124pt. +[628 + + +] +l2hSize :tex2html_wrap_inline8744:8.0pt::8.0pt::13.59727pt. +[629 + + +] +l2hSize :tex2html_wrap_inline8746:8.0pt::8.0pt::22.29979pt. +[630 + + +] +l2hSize :displaymath8553:14.56187pt::0.0pt::349.0pt. +[631 + + +] +l2hSize :tex2html_wrap_inline8748:8.0pt::8.0pt::22.19295pt. +[632 + + +] +l2hSize :displaymath8554:25.00023pt::0.0pt::349.0pt. +[633 + + +] +l2hSize :tex2html_wrap_inline8756:6.94444pt::0.0pt::5.47226pt. +[634 + + +] +l2hSize :displaymath8555:14.5pt::0.0pt::349.0pt. +[635 + + +] +l2hSize :displaymath8556:14.5pt::0.0pt::349.0pt. +[636 + + +] +l2hSize :tex2html_wrap_inline8762:7.44444pt::7.44444pt::46.61974pt. +[637 + + +] +l2hSize :displaymath8557:14.5pt::0.0pt::349.0pt. +[638 + + +] +l2hSize :tex2html_wrap_inline8776:7.33331pt::7.33331pt::11.81256pt. +[639 + + +] +l2hSize :tex2html_wrap_inline8778:7.33331pt::7.33331pt::11.81256pt. +[640 + + +] +l2hSize :displaymath8558:14.5pt::0.0pt::349.0pt. +[641 + + +] +l2hSize :displaymath8559:14.5pt::0.0pt::349.0pt. +[642 + + +] +l2hSize :displaymath8560:14.5pt::0.0pt::349.0pt. +[643 + + +] +l2hSize :displaymath8561:14.5pt::0.0pt::349.0pt. +[644 + + +] +l2hSize :tex2html_wrap_inline8780:8.0pt::8.0pt::60.639pt. +[645 + + +] +l2hSize :tex2html_wrap_inline8782:6.59525pt::0.0pt::3.94516pt. +[646 + + +] +l2hSize :displaymath8562:14.5pt::0.0pt::349.0pt. +[647 + + +] +l2hSize :tex2html_wrap_inline8786:7.33331pt::7.33331pt::23.12509pt. +[648 + + +] +l2hSize :tex2html_wrap_inline8788:6.95831pt::6.95831pt::18.49545pt. +[649 + + +] +l2hSize :tex2html_wrap_inline8790:7.44444pt::7.44444pt::31.08331pt. +[650 + + +] +psfig: searching figs/fig07.02.ps for bounding box +psfig: including figs/fig07.02.ps +l2hSize :figure7827:149.55875pt::0.0pt::323.20749pt. +[651 + + +] +l2hSize :displaymath8564:14.5pt::0.0pt::349.0pt. +[652 + + +] +l2hSize :tex2html_wrap_inline8808:6.83331pt::0.0pt::13.48503pt. +[653 + + +] +l2hSize :tex2html_wrap_inline8810:6.45831pt::0.0pt::13.0857pt. +[654 + + +] +l2hSize :displaymath8565:14.5pt::0.0pt::349.0pt. +[655 + + +] +l2hSize :displaymath8566:21.06903pt::0.0pt::349.0pt. +[656 + + +] +l2hSize :displaymath8567:13.94444pt::0.0pt::349.0pt. +[657 + + +] +l2hSize :displaymath8568:14.5pt::0.0pt::349.0pt. +[658 + + +] +l2hSize :displaymath8569:13.94444pt::0.0pt::349.0pt. +[659 + + +] +l2hSize :tex2html_wrap_inline8826:7.44444pt::7.44444pt::31.26617pt. +[660 + + +] +l2hSize :displaymath8570:14.5pt::0.0pt::349.0pt. +[661 + + +] +l2hSize :displaymath8571:14.5pt::0.0pt::349.0pt. +[662 + + +] +l2hSize :tex2html_wrap_inline8838:8.64003pt::8.64003pt::67.01384pt. +[663 + + +] +l2hSize :tex2html_wrap_inline8840:8.64003pt::8.64003pt::49.51381pt. +[664 + + +] +l2hSize :displaymath8572:14.5pt::0.0pt::349.0pt. +[665 + + +] +l2hSize :displaymath8573:14.5pt::0.0pt::349.0pt. +[666 + + +] +l2hSize :tex2html_wrap_inline8848:8.0pt::8.0pt::33.86456pt. +[667 + + +] +l2hSize :tex2html_wrap_inline8850:8.0pt::8.0pt::42.46024pt. +[668 + + +] +l2hSize :tex2html_wrap_inline8852:8.0pt::8.0pt::21.12738pt. +[669 + + +] +l2hSize :tex2html_wrap_inline8854:6.83331pt::0.0pt::9.56946pt. +[670 + + +] +l2hSize :displaymath8574:14.5pt::0.0pt::349.0pt. +[671 + + +] +l2hSize :tex2html_wrap_inline8860:6.83331pt::0.0pt::8.52782pt. +[672 + + +] +l2hSize :tex2html_wrap_inline8878:7.33331pt::7.33331pt::38.26389pt. +[673 + + +] +l2hSize :displaymath8575:14.5pt::0.0pt::349.0pt. +[674 + + +] +l2hSize :displaymath8576:14.5pt::0.0pt::349.0pt. +[675 + + +] +l2hSize :tex2html_wrap_inline8884:8.49002pt::0.0pt::18.95459pt. +[676 + + +] +l2hSize :tex2html_wrap_inline8888:7.44444pt::7.44444pt::20.06601pt. +[677 + + +] +l2hSize :tex2html_wrap_inline8890:8.0pt::8.0pt::42.10948pt. +[678 + + +] +psfig: searching figs/fig07.03.ps for bounding box +psfig: including figs/fig07.03.ps +l2hSize :figure7865:168.62999pt::0.0pt::348.30124pt. +[679 + + +] +l2hSize :tex2html_wrap_inline8900:8.0pt::8.0pt::18.37506pt. +[680 + + +] +psfig: searching figs/fig07.04.ps for bounding box +psfig: including figs/fig07.04.ps +l2hSize :figure7880:189.70876pt::0.0pt::367.3725pt. +[681 + + +] +l2hSize :tex2html_wrap_inline8910:8.0pt::8.0pt::16.77089pt. +[682 + + +] +l2hSize :tex2html_wrap_inline8912:8.0pt::8.0pt::16.77089pt. +[683 + + +] +l2hSize :displaymath8577:14.5pt::0.0pt::349.0pt. +[684 + + +] +l2hSize :displaymath8578:12.0pt::0.0pt::349.0pt. +[685 + + +] +l2hSize :displaymath8579:14.5pt::0.0pt::349.0pt. +[686 + + +] +l2hSize :displaymath8580:12.83333pt::0.0pt::349.0pt. +[687 + + +] +psfig: searching figs/fig07.05.ps for bounding box +psfig: including figs/fig07.05.ps +l2hSize :figure7896:162.6075pt::0.0pt::334.24875pt. +[688 + + +] +l2hSize :tex2html_wrap_inline8944:8.0pt::8.0pt::41.23271pt. +[689 + + +] +l2hSize :tex2html_wrap_inline8946:8.0pt::8.0pt::40.12161pt. +[690 + + +] +l2hSize :tex2html_wrap_inline8954:8.87892pt::0.0pt::20.78793pt. +[691 + + +] +l2hSize :tex2html_wrap_inline8956:8.87892pt::0.0pt::27.03795pt. +[692 + + +] +l2hSize :tex2html_wrap_inline8962:8.49002pt::0.0pt::12.70457pt. +[693 + + +] +l2hSize :tex2html_wrap_inline8964:8.49002pt::0.0pt::18.95459pt. +[694 + + +] +l2hSize :tex2html_wrap_inline8966:8.49002pt::0.0pt::12.70457pt. +[695 + + +] +l2hSize :displaymath8581:14.5pt::0.0pt::349.0pt. +[696 + + +] +l2hSize :tex2html_wrap_inline8970:8.0pt::8.0pt::30.06604pt. +[697 + + +] +l2hSize :displaymath8582:12.83333pt::0.0pt::349.0pt. +[698 + + +] +l2hSize :displaymath8583:14.5pt::0.0pt::349.0pt. +[699 + + +] +l2hSize :displaymath8584:14.5pt::0.0pt::349.0pt. +[700 + + +] +l2hSize :displaymath8585:14.5pt::0.0pt::349.0pt. +[701 + + +] +psfig: searching figs/fig07.06.ps for bounding box +psfig: including figs/fig07.06.ps +l2hSize :figure7926:117.43875pt::0.0pt::312.16626pt. +[702 + + +] +l2hSize :tex2html_wrap_inline8980:6.94444pt::0.0pt::12.28821pt. +[703 + + +] +l2hSize :tex2html_wrap_inline8988:8.0pt::8.0pt::21.76398pt. +[704 + + +] +l2hSize :tex2html_wrap_inline8990:8.0pt::8.0pt::36.6805pt. +[705 + + +] +l2hSize :tex2html_wrap_inline8994:8.0pt::8.0pt::36.6805pt. +[706 + + +] +l2hSize :tex2html_wrap_inline8996:6.95831pt::6.95831pt::60.24986pt. +[707 + + +] +psfig: searching figs/fig07.07.ps for bounding box +psfig: including figs/fig07.07.ps +l2hSize :figure7938:155.58125pt::0.0pt::299.1175pt. +[708 + + +] +psfig: searching figs/fig07.08.ps for bounding box +psfig: including figs/fig07.08.ps +l2hSize :figure7946:189.70876pt::0.0pt::367.3725pt. +[709 + + +] +l2hSize :displaymath8586:14.5pt::0.0pt::349.0pt. +[710 + + +] +l2hSize :displaymath8587:14.5pt::0.0pt::349.0pt. +[711 + + +] +l2hSize :displaymath8588:14.5pt::0.0pt::349.0pt. +[712 + + +] +l2hSize :tex2html_wrap_inline9014:8.99002pt::8.99002pt::24.08305pt. +[713 + + +] +l2hSize :displaymath8589:14.5pt::0.0pt::349.0pt. +[714 + + +] +l2hSize :displaymath8590:13.94444pt::0.0pt::349.0pt. +[715 + + +] +l2hSize :displaymath8591:23.01347pt::0.0pt::349.0pt. +[716 + + +] +l2hSize :tex2html_wrap_inline9022:8.0pt::8.0pt::20.08574pt. +[717 + + +] +l2hSize :displaymath8592:14.5pt::0.0pt::349.0pt. +[718 + + +] +l2hSize :displaymath8593:14.5pt::0.0pt::349.0pt. +[719 + + +] +l2hSize :tex2html_wrap_inline9028:8.0pt::8.0pt::68.1713pt. +[720 + + +] +l2hSize :displaymath8594:13.94444pt::0.0pt::349.0pt. +[721 + + +] +l2hSize :displaymath8595:23.56903pt::0.0pt::349.0pt. +[722 + + +] +psfig: searching figs/fig07.09.ps for bounding box +psfig: including figs/fig07.09.ps +l2hSize :figure7974:255.95625pt::0.0pt::309.155pt. +[723 + + +] +psfig: searching figs/fig07.10.ps for bounding box +psfig: including figs/fig07.10.ps +l2hSize :figure7979:117.43875pt::0.0pt::312.16626pt. +[724 + + +] +l2hSize :tex2html_wrap_inline9054:8.0pt::8.0pt::29.54169pt. +[725 + + +] +l2hSize :displaymath8596:12.0pt::0.0pt::349.0pt. +[726 + + +] +l2hSize :tex2html_wrap_inline9062:8.0pt::8.0pt::92.94432pt. +[727 + + +] +l2hSize :displaymath8597:23.01347pt::0.0pt::349.0pt. +[728 + + +] +l2hSize :tex2html_wrap_inline9064:6.83331pt::0.0pt::16.7767pt. +[729 + + +] +l2hSize :tex2html_wrap_inline9066:8.0pt::8.0pt::25.48462pt. +[730 + + +] +l2hSize :tex2html_wrap_inline9072:8.99002pt::8.99002pt::27.37473pt. +[731 + + +] +l2hSize :tex2html_wrap_inline9074:9.57217pt::9.57217pt::13.8334pt. +[732 + + +] +l2hSize :tex2html_wrap_inline9082:6.95831pt::6.95831pt::22.85065pt. +[733 + + +] +l2hSize :displaymath8598:14.5pt::0.0pt::349.0pt. +[734 + + +] +l2hSize :displaymath8599:14.5pt::0.0pt::349.0pt. +[735 + + +] +l2hSize :tex2html_wrap_inline9100:6.94444pt::0.0pt::24.03813pt. +[736 + + +] +psfig: searching figs/fig07.11.ps for bounding box +psfig: including figs/fig07.11.ps +l2hSize :figure8001:130.4875pt::0.0pt::274.02374pt. +[737 + + +] +l2hSize :displaymath8600:18.50009pt::0.0pt::349.0pt. +[738 + + +] +l2hSize :displaymath8601:14.5pt::0.0pt::349.0pt. +[739 + + +] +l2hSize :tex2html_wrap_inline9114:8.0pt::8.0pt::22.25935pt. +[740 + + +] +l2hSize :tex2html_wrap_inline9116:8.0pt::8.0pt::22.20148pt. +[741 + + +] +l2hSize :tex2html_wrap_inline9124:8.0pt::8.0pt::40.49992pt. +[742 + + +] +l2hSize :displaymath8602:14.5pt::0.0pt::349.0pt. +[743 + + +] +l2hSize :tex2html_wrap_inline9128:8.0pt::8.0pt::50.84482pt. +[744 + + +] +psfig: searching figs/fig07.12.ps for bounding box +psfig: including figs/fig07.12.ps +l2hSize :figure8022:210.78749pt::0.0pt::288.07626pt. +[745 + + +] +l2hSize :tex2html_wrap_inline9132:8.0pt::8.0pt::22.25935pt. +[746 + + +] +l2hSize :displaymath8603:14.5pt::0.0pt::349.0pt. +[747 + + +] +l2hSize :displaymath8604:14.5pt::0.0pt::349.0pt. +[748 + + +] +l2hSize :tex2html_wrap_inline9134:6.95831pt::6.95831pt::13.9595pt. +[749 + + +] +l2hSize :displaymath8605:14.5pt::0.0pt::349.0pt. +[750 + + +] +l2hSize :displaymath8606:14.5pt::0.0pt::349.0pt. +[751 + + +] +l2hSize :tex2html_wrap_inline9138:8.0pt::8.0pt::31.50014pt. +[752 + + +] +l2hSize :tex2html_wrap_inline9140:8.0pt::8.0pt::33.12505pt. +[753 + + +] +l2hSize :displaymath8607:14.5pt::0.0pt::349.0pt. +[754 + + +] +l2hSize :tex2html_wrap_inline9144:7.33331pt::7.33331pt::58.97275pt. +[755 + + +] +l2hSize :tex2html_wrap_inline9146:7.33331pt::7.33331pt::56.3062pt. +[756 + + +] +l2hSize :displaymath8608:12.0pt::0.0pt::349.0pt. +[757 + + +] +l2hSize :tex2html_wrap_inline9154:8.0pt::8.0pt::42.04161pt. +[758 + + +] +l2hSize :displaymath8609:14.5pt::0.0pt::349.0pt. +[759 + + +] +l2hSize :displaymath8610:14.5pt::0.0pt::349.0pt. +[760 + + +] +l2hSize :tex2html_wrap_inline9158:9.85pt::9.85pt::61.1816pt. +[761 + + +] +l2hSize :tex2html_wrap_inline9160:6.45831pt::0.0pt::22.84831pt. +[762 + + +] +l2hSize :tex2html_wrap_inline9164:9.85pt::9.85pt::163.06349pt. +[763 + + +] +psfig: searching figs/fig07.13.ps for bounding box +psfig: including figs/fig07.13.ps +l2hSize :figure8060:214.8025pt::0.0pt::299.1175pt. +[764 + + +] +psfig: searching figs/fig07.14.ps for bounding box +psfig: including figs/fig07.14.ps +l2hSize :figure8067:198.74251pt::0.0pt::287.07251pt. +[765 + + +] +l2hSize :tex2html_wrap_inline9172:6.95831pt::6.95831pt::39.11452pt. +[766 + + +] +l2hSize :tex2html_wrap_inline9174:6.95831pt::6.95831pt::37.48961pt. +[767 + + +] +l2hSize :tex2html_wrap_inline9176:6.95831pt::6.95831pt::41.2957pt. +[768 + + +] +l2hSize :tex2html_wrap_inline9178:7.09525pt::7.09525pt::5.19052pt. +[769 + + +] +l2hSize :tex2html_wrap_inline9194:6.45831pt::0.0pt::7.92828pt. +[770 + + +] +l2hSize :tex2html_wrap_inline9196:7.44444pt::7.44444pt::42.37782pt. +[771 + + +] +l2hSize :tex2html_wrap_inline9212:8.0pt::8.0pt::44.29974pt. +[772 + + +] +psfig: searching figs/fig07.15.ps for bounding box +psfig: including figs/fig07.15.ps +l2hSize :figure8097:306.14375pt::0.0pt::309.155pt. +[773 + + +] +l2hSize :tex2html_wrap_inline9214:6.95831pt::6.95831pt::23.96173pt. +[774 + + +] +l2hSize :tex2html_wrap_inline9226:8.0pt::8.0pt::14.31602pt. +[775 + + +] +l2hSize :tex2html_wrap_inline9228:8.0pt::8.0pt::44.79527pt. +[776 + + +] +l2hSize :displaymath8611:20.77538pt::0.0pt::349.0pt. +[777 + + +] +l2hSize :displaymath8612:21.4579pt::0.0pt::349.0pt. +[778 + + +] +l2hSize :displaymath8613:24.06903pt::0.0pt::349.0pt. +[779 + + +] +psfig: searching figs/fig07.16.ps for bounding box +psfig: including figs/fig07.16.ps +l2hSize :figure8112:321.2pt::0.0pt::315.17749pt. +[780 + + +] +l2hSize :tex2html_wrap_inline9254:8.0pt::8.0pt::35.20023pt. +[781 + + +] +l2hSize :tex2html_wrap_inline9262:6.94444pt::0.0pt::31.81593pt. +[782 + + +] +l2hSize :tex2html_wrap_inline9266:8.0pt::8.0pt::42.77318pt. +[783 + + +] +l2hSize :tex2html_wrap_inline9270:8.0pt::8.0pt::34.99538pt. +[784 + + +] +psfig: searching figs/fig07.17.ps for bounding box +psfig: including figs/fig07.17.ps +l2hSize :figure8122:273.02pt::0.0pt::311.1625pt. +[785 + + +] +l2hSize :tex2html_wrap_inline9278:8.0pt::8.0pt::35.4873pt. +[786 + + +] +l2hSize :tex2html_wrap_inline9280:8.0pt::8.0pt::17.26282pt. +[787 + + +] +l2hSize :displaymath8614:14.5pt::0.0pt::349.0pt. +[788 + + +] +l2hSize :displaymath8616:14.5pt::0.0pt::349.0pt. +[789 + + +] +l2hSize :displaymath8617:14.5pt::0.0pt::349.0pt. +[790 + + +] +l2hSize :displaymath8618:14.5pt::0.0pt::349.0pt. +[791 + + +] +l2hSize :displaymath8619:22.12459pt::0.0pt::349.0pt. +[792 + + +] +l2hSize :tex2html_wrap_inline9312:6.45831pt::0.0pt::13.27785pt. +[793 + + +] +l2hSize :displaymath8620:14.5pt::0.0pt::349.0pt. +[794 + + +] +l2hSize :tex2html_wrap_inline9314:8.0pt::8.0pt::24.54869pt. +[795 + + +] +l2hSize :displaymath8621:22.12459pt::0.0pt::349.0pt. +[796 + + +] +l2hSize :tex2html_wrap_inline9316:8.0pt::8.0pt::36.47565pt. +[797 + + +] +psfig: searching figs/fig07.18.ps for bounding box +psfig: including figs/fig07.18.ps +l2hSize :figure8141:127.47624pt::0.0pt::308.15125pt. +[798 + + +] +psfig: searching figs/fig07.19.ps for bounding box +psfig: including figs/fig07.19.ps +l2hSize :figure8149:258.96751pt::0.0pt::270.00876pt. +[799 + + +] +l2hSize :displaymath8622:14.5pt::0.0pt::349.0pt. +[800 + + +] +l2hSize :tex2html_wrap_inline9318:7.44444pt::7.44444pt::10.19102pt. +[801 + + +] +l2hSize :displaymath8623:14.5pt::0.0pt::349.0pt. +[802 + + +] +l2hSize :tex2html_wrap_inline9324:6.95831pt::6.95831pt::29.59138pt. +[803 + + +] +l2hSize :tex2html_wrap_inline9326:6.95831pt::6.95831pt::29.59138pt. +[804 + + +] +psfig: searching figs/fig07.20.ps for bounding box +psfig: including figs/fig07.20.ps +l2hSize :figure8157:251.94125pt::0.0pt::260.975pt. +[805 + + +] +psfig: searching figs/fig07.21.ps for bounding box +psfig: including figs/fig07.21.ps +l2hSize :figure8163:280.04625pt::0.0pt::277.035pt. +[806 + + +] +l2hSize :tex2html_wrap_inline9330:7.44444pt::7.44444pt::10.19102pt. +[807 + + +] +l2hSize :tex2html_wrap_inline9332:7.44444pt::7.44444pt::27.10066pt. +[808 + + +] +l2hSize :tex2html_wrap_inline9342:8.0pt::8.0pt::19.14246pt. +[809 + + +] +l2hSize :tex2html_wrap_inline9346:8.0pt::8.0pt::19.14246pt. +[810 + + +] +l2hSize :displaymath8624:21.56903pt::0.0pt::349.0pt. +[811 + + +] +l2hSize :displaymath8625:21.56903pt::0.0pt::349.0pt. +[812 + + +] +l2hSize :displaymath8626:21.56903pt::0.0pt::349.0pt. +[813 + + +] +psfig: searching figs/fig07.22.ps for bounding box +psfig: including figs/fig07.22.ps +l2hSize :figure8181:245.91875pt::0.0pt::240.9pt. +[814 + + +] +l2hSize :displaymath8627:22.12459pt::0.0pt::349.0pt. +[815 + + +] +l2hSize :tex2html_wrap_inline9372:8.0pt::8.0pt::23.17023pt. +[816 + + +] +l2hSize :tex2html_wrap_inline9374:8.0pt::8.0pt::23.17023pt. +[817 + + +] +psfig: searching figs/fig07.23.ps for bounding box +psfig: including figs/fig07.23.ps +l2hSize :figure8192:212.795pt::0.0pt::329.23001pt. +[818 + + +] +l2hSize :tex2html_wrap_inline9840:10.01111pt::10.01111pt::57.88293pt. +[819 + + +] +l2hSize :tex2html_wrap_inline9842:10.84444pt::10.84444pt::52.88336pt. +[820 + + +] +l2hSize :tex2html_wrap_inline9846:10.01111pt::10.01111pt::52.63298pt. +[821 + + +] +l2hSize :tex2html_wrap_inline9848:10.84444pt::10.84444pt::49.55003pt. +[822 + + +] +psfig: searching figs/fig07.24.ps for bounding box +psfig: including figs/fig07.24.ps +l2hSize :figure8206:206.7725pt::0.0pt::394.47375pt. +[823 + + +] +psfig: searching figs/fig07.25.ps for bounding box +psfig: including figs/fig07.25.ps +l2hSize :figure8213:283.05751pt::0.0pt::354.32376pt. +[824 + + +] +l2hSize :tex2html_wrap_inline9876:10.01111pt::10.01111pt::26.38321pt. +[825 + + +] +l2hSize :tex2html_wrap_inline9878:10.84444pt::10.84444pt::28.6889pt. +[826 + + +] +psfig: searching figs/fig07.26.ps for bounding box +psfig: including figs/fig07.26.ps +l2hSize :figure8231:118.44249pt::0.0pt::293.095pt. +[827 + + +] +l2hSize :displaymath8628:15.4pt::0.0pt::349.0pt. +[828 + + +] +l2hSize :displaymath8629:15.4pt::0.0pt::349.0pt. +[829 + + +] +l2hSize :tex2html_wrap_inline9392:8.0pt::8.0pt::101.04482pt. +[830 + + +] +l2hSize :displaymath8630:15.4pt::0.0pt::349.0pt. +[831 + + +] +psfig: searching figs/fig07.27.ps for bounding box +psfig: including figs/fig07.27.ps +l2hSize :figure8247:175.65625pt::0.0pt::368.37625pt. +[832 + + +] +l2hSize :tex2html_wrap_inline9924:10.01111pt::10.01111pt::42.13307pt. +[833 + + +] +l2hSize :tex2html_wrap_inline9926:10.01111pt::10.01111pt::47.38303pt. +[834 + + +] +l2hSize :tex2html_wrap_inline9928:10.84444pt::10.84444pt::40.91115pt. +[835 + + +] +l2hSize :tex2html_wrap_inline9930:10.84444pt::10.84444pt::45.41112pt. +[836 + + +] +psfig: searching figs/fig07.28.ps for bounding box +psfig: including figs/fig07.28.ps +l2hSize :figure8267:174.65251pt::0.0pt::349.305pt. +[837 + + +] +psfig: searching figs/fig07.29.ps for bounding box +psfig: including figs/fig07.29.ps +l2hSize :figure8276:254.9525pt::0.0pt::346.29376pt. +[838 + + +] +l2hSize :tex2html_wrap_inline9408:8.0pt::8.0pt::60.39244pt. +[839 + + +] +l2hSize :tex2html_wrap_inline9412:8.0pt::8.0pt::44.25018pt. +[840 + + +] +l2hSize :tex2html_wrap_inline9416:8.0pt::8.0pt::29.25014pt. +[841 + + +] +l2hSize :tex2html_wrap_inline9418:7.44444pt::7.44444pt::54.5278pt. +[842 + + +] +l2hSize :tex2html_wrap_inline9420:7.44444pt::7.44444pt::36.88889pt. +[843 + + +] +l2hSize :tex2html_wrap_inline9422:7.44444pt::7.44444pt::11.4723pt. +[844 + + +] +psfig: searching figs/fig07.30.ps for bounding box +psfig: including figs/fig07.30.ps +l2hSize :figure8285:261.97874pt::0.0pt::387.44751pt. +[845 + + +] +psfig: searching figs/fig07.31.ps for bounding box +psfig: including figs/fig07.31.ps +l2hSize :figure8299:526.96875pt::0.0pt::377.41pt. +[846 + + +] +l2hSize :tex2html_wrap_inline9428:9.85pt::9.85pt::25.50009pt. +[847 + + +] +psfig: searching figs/fig07.32.ps for bounding box +psfig: including figs/fig07.32.ps +l2hSize :figure8305:115.43126pt::0.0pt::313.17pt. +[848 + + +] +psfig: searching figs/fig07.33.ps for bounding box +psfig: including figs/fig07.33.ps +l2hSize :figure8315:342.27875pt::0.0pt::299.1175pt. +[849 + + +] +l2hSize :displaymath8632:12.0pt::0.0pt::349.0pt. +[850 + + +] +l2hSize :displaymath8633:15.81671pt::0.0pt::349.0pt. +[851 + + +] +psfig: searching figs/fig08.01.ps for bounding box +psfig: including figs/fig08.01.ps +l2hSize :figure10050:157.58876pt::0.0pt::287.07251pt. +[852 + + +] +l2hSize :tex2html_wrap_inline11087:8.0pt::8.0pt::23.98611pt. +[853 + + +] +l2hSize :tex2html_wrap_inline11095:8.0pt::8.0pt::38.13736pt. +[854 + + +] +psfig: searching figs/fig08.02.ps for bounding box +psfig: including figs/fig08.02.ps +l2hSize :figure10068:239.89626pt::0.0pt::347.2975pt. +[855 + + +] +psfig: searching figs/fig08.03.ps for bounding box +psfig: including figs/fig08.03.ps +l2hSize :figure10090:248.93001pt::0.0pt::343.2825pt. +[856 + + +] +psfig: searching figs/fig08.04.ps for bounding box +psfig: including figs/fig08.04.ps +l2hSize :figure10100:181.67876pt::0.0pt::220.82501pt. +[857 + + +] +psfig: searching figs/fig08.05.ps for bounding box +psfig: including figs/fig08.05.ps +l2hSize :figure10113:187.70125pt::0.0pt::262.9825pt. +[858 + + +] +psfig: searching figs/fig08.06.ps for bounding box +psfig: including figs/fig08.06.ps +l2hSize :figure10122:187.70125pt::0.0pt::262.9825pt. +[859 + + +] +psfig: searching figs/fig08.07.ps for bounding box +psfig: including figs/fig08.07.ps +l2hSize :figure10136:158.59251pt::0.0pt::299.1175pt. +[860 + + +] +l2hSize :tex2html_wrap_inline11117:8.0pt::8.0pt::49.79161pt. +[861 + + +] +l2hSize :displaymath10951:14.5pt::0.0pt::349.0pt. +[862 + + +] +l2hSize :displaymath10952:14.5pt::0.0pt::349.0pt. +[863 + + +] +l2hSize :displaymath10953:14.5pt::0.0pt::349.0pt. +[864 + + +] +l2hSize :displaymath10954:14.5pt::0.0pt::349.0pt. +[865 + + +] +l2hSize :tex2html_wrap_inline11133:8.64003pt::8.64003pt::26.6834pt. +[866 + + +] +l2hSize :tex2html_wrap_inline11139:8.64003pt::8.64003pt::49.46112pt. +[867 + + +] +psfig: searching figs/fig08.08.ps for bounding box +psfig: including figs/fig08.08.ps +l2hSize :figure10151:265.99376pt::0.0pt::292.09125pt. +[868 + + +] +l2hSize :tex2html_wrap_inline11157:6.45831pt::0.0pt::26.8506pt. +[869 + + +] +l2hSize :tex2html_wrap_inline11159:6.95831pt::6.95831pt::22.51155pt. +[870 + + +] +psfig: searching figs/fig08.09.ps for bounding box +psfig: including figs/fig08.09.ps +l2hSize :figure10157:163.61125pt::0.0pt::245.91876pt. +[871 + + +] +l2hSize :tex2html_wrap_inline11171:9.3332pt::9.3332pt::8.40558pt. +[872 + + +] +l2hSize :displaymath10955:14.5pt::0.0pt::349.0pt. +[873 + + +] +l2hSize :displaymath10956:14.5pt::0.0pt::349.0pt. +[874 + + +] +l2hSize :displaymath10957:14.5pt::0.0pt::349.0pt. +[875 + + +] +l2hSize :displaymath10958:14.5pt::0.0pt::349.0pt. +[876 + + +] +l2hSize :tex2html_wrap_inline11173:8.8332pt::0.0pt::39.65274pt. +[877 + + +] +l2hSize :tex2html_wrap_inline11177:8.8332pt::0.0pt::15.58337pt. +[878 + + +] +psfig: searching figs/fig08.10.ps for bounding box +psfig: including figs/fig08.10.ps +l2hSize :figure10178:123.46126pt::0.0pt::299.1175pt. +[879 + + +] +l2hSize :tex2html_wrap_inline11179:6.83331pt::0.0pt::8.30907pt. +[880 + + +] +l2hSize :displaymath10959:21.90236pt::0.0pt::349.0pt. +[881 + + +] +l2hSize :displaymath10960:21.90236pt::0.0pt::349.0pt. +[882 + + +] +l2hSize :tex2html_wrap_inline11185:8.0pt::8.0pt::32.19788pt. +[883 + + +] +l2hSize :tex2html_wrap_inline11187:8.0pt::8.0pt::32.19788pt. +[884 + + +] +psfig: searching figs/fig08.11.ps for bounding box +psfig: including figs/fig08.11.ps +l2hSize :figure10195:192.71999pt::0.0pt::324.21124pt. +[885 + + +] +l2hSize :tex2html_wrap_inline11189:7.33331pt::7.33331pt::29.54784pt. +[886 + + +] +l2hSize :tex2html_wrap_inline11191:7.33331pt::7.33331pt::47.23288pt. +[887 + + +] +l2hSize :tex2html_wrap_inline11193:7.33331pt::7.33331pt::44.96866pt. +[888 + + +] +l2hSize :displaymath10961:25.26462pt::0.0pt::349.0pt. +[889 + + +] +l2hSize :tex2html_wrap_inline11199:8.8332pt::0.0pt::8.30907pt. +[890 + + +] +l2hSize :displaymath10962:14.5pt::0.0pt::349.0pt. +[891 + + +] +l2hSize :displaymath10963:14.5pt::0.0pt::349.0pt. +[892 + + +] +l2hSize :displaymath10964:14.5pt::0.0pt::349.0pt. +[893 + + +] +l2hSize :displaymath10965:14.5pt::0.0pt::349.0pt. +[894 + + +] +l2hSize :displaymath10966:12.83333pt::0.0pt::349.0pt. +[895 + + +] +l2hSize :displaymath10967:12.0pt::0.0pt::349.0pt. +[896 + + +] +l2hSize :displaymath10968:14.5pt::0.0pt::349.0pt. +[897 + + +] +l2hSize :tex2html_wrap_inline11207:7.33331pt::7.33331pt::11.73486pt. +[898 + + +] +l2hSize :tex2html_wrap_inline11209:7.33331pt::7.33331pt::10.24945pt. +[899 + + +] +l2hSize :displaymath10969:12.83333pt::0.0pt::349.0pt. +[900 + + +] +l2hSize :displaymath10970:25.00023pt::0.0pt::349.0pt. +[901 + + +] +l2hSize :displaymath10971:25.00023pt::0.0pt::349.0pt. +[902 + + +] +l2hSize :displaymath10972:26.13824pt::0.0pt::349.0pt. +[903 + + +] +l2hSize :displaymath10973:31.13734pt::0.0pt::349.0pt. +[904 + + +] +l2hSize :displaymath10974:26.13824pt::0.0pt::349.0pt. +[905 + + +] +l2hSize :displaymath10975:26.13824pt::0.0pt::349.0pt. +[906 + + +] +l2hSize :tex2html_wrap_inline11235:9.3332pt::9.3332pt::18.40561pt. +[907 + + +] +psfig: searching figs/fig08.12.ps for bounding box +psfig: including figs/fig08.12.ps +l2hSize :figure10318:214.8025pt::0.0pt::365.36499pt. +[908 + + +] +l2hSize :tex2html_wrap_inline11243:8.0pt::8.0pt::40.53127pt. +[909 + + +] +l2hSize :tex2html_wrap_inline11247:6.95831pt::6.95831pt::22.75343pt. +[910 + + +] +l2hSize :tex2html_wrap_inline11255:6.95831pt::6.95831pt::42.66997pt. +[911 + + +] +l2hSize :displaymath10976:24.70906pt::0.0pt::349.0pt. +[912 + + +] +psfig: searching figs/fig08.13.ps for bounding box +psfig: including figs/fig08.13.ps +l2hSize :figure10336:177.66374pt::0.0pt::388.45126pt. +[913 + + +] +psfig: searching figs/fig08.14.ps for bounding box +psfig: including figs/fig08.14.ps +l2hSize :figure10344:250.9375pt::0.0pt::352.31625pt. +[914 + + +] +l2hSize :tex2html_wrap_inline11311:6.94444pt::0.0pt::25.62143pt. +[915 + + +] +l2hSize :tex2html_wrap_inline11313:8.0pt::8.0pt::59.75336pt. +[916 + + +] +l2hSize :tex2html_wrap_inline11315:7.5305pt::7.5305pt::54.545pt. +[917 + + +] +l2hSize :displaymath10977:23.01347pt::0.0pt::349.0pt. +[918 + + +] +l2hSize :tex2html_wrap_inline11329:7.44444pt::7.44444pt::42.27068pt. +[919 + + +] +l2hSize :tex2html_wrap_inline11333:7.17859pt::7.17859pt::60.0005pt. +[920 + + +] +l2hSize :displaymath10978:14.5pt::0.0pt::349.0pt. +[921 + + +] +l2hSize :displaymath10979:14.5pt::0.0pt::349.0pt. +[922 + + +] +psfig: searching figs/fig08.15.ps for bounding box +psfig: including figs/fig08.15.ps +l2hSize :figure10359:177.66374pt::0.0pt::361.35pt. +[923 + + +] +l2hSize :displaymath10980:14.5pt::0.0pt::349.0pt. +[924 + + +] +l2hSize :displaymath10981:14.5pt::0.0pt::349.0pt. +[925 + + +] +l2hSize :displaymath10982:14.5pt::0.0pt::349.0pt. +[926 + + +] +psfig: searching figs/fig08.16.ps for bounding box +psfig: including figs/fig08.16.ps +l2hSize :figure10369:176.65999pt::0.0pt::353.32pt. +[927 + + +] +l2hSize :displaymath10983:26.84395pt::0.0pt::349.0pt. +[928 + + +] +l2hSize :tex2html_wrap_inline11361:6.45831pt::0.0pt::23.62263pt. +[929 + + +] +l2hSize :tex2html_wrap_inline11365:6.45831pt::0.0pt::28.62263pt. +[930 + + +] +l2hSize :displaymath10984:25.26462pt::0.0pt::349.0pt. +[931 + + +] +l2hSize :displaymath10985:21.06903pt::0.0pt::349.0pt. +[932 + + +] +l2hSize :tex2html_wrap_inline11381:8.0pt::8.0pt::36.32637pt. +[933 + + +] +l2hSize :displaymath10986:23.59795pt::0.0pt::349.0pt. +[934 + + +] +l2hSize :displaymath10987:14.5pt::0.0pt::349.0pt. +[935 + + +] +psfig: searching figs/fig08.17.ps for bounding box +psfig: including figs/fig08.17.ps +l2hSize :figure10391:198.74251pt::0.0pt::344.28625pt. +[936 + + +] +psfig: searching figs/fig08.18.ps for bounding box +psfig: including figs/fig08.18.ps +l2hSize :figure10397:176.65999pt::0.0pt::379.41751pt. +[937 + + +] +l2hSize :displaymath10989:14.5pt::0.0pt::349.0pt. +[938 + + +] +l2hSize :tex2html_wrap_inline11405:8.0pt::8.0pt::23.48965pt. +[939 + + +] +l2hSize :tex2html_wrap_inline11413:8.0pt::8.0pt::47.37846pt. +[940 + + +] +l2hSize :tex2html_wrap_inline11415:6.83331pt::0.0pt::26.37494pt. +[941 + + +] +l2hSize :displaymath10990:25.13823pt::0.0pt::349.0pt. +[942 + + +] +l2hSize :tex2html_wrap_inline11417:8.0pt::8.0pt::32.30687pt. +[943 + + +] +l2hSize :displaymath10991:14.5pt::0.0pt::349.0pt. +[944 + + +] +l2hSize :tex2html_wrap_inline11427:6.83331pt::0.0pt::7.00697pt. +[945 + + +] +l2hSize :displaymath10992:14.5pt::0.0pt::349.0pt. +[946 + + +] +l2hSize :displaymath10993:24.70906pt::0.0pt::349.0pt. +[947 + + +] +l2hSize :displaymath10994:23.59795pt::0.0pt::349.0pt. +[948 + + +] +l2hSize :tex2html_wrap_inline11453:7.09525pt::7.09525pt::11.72296pt. +[949 + + +] +l2hSize :displaymath10995:26.13408pt::0.0pt::349.0pt. +[950 + + +] +psfig: searching figs/fig08.19.ps for bounding box +psfig: including figs/fig08.19.ps +l2hSize :figure10438:176.65999pt::0.0pt::320.19626pt. +[951 + + +] +l2hSize :tex2html_wrap_inline11473:8.64003pt::8.64003pt::56.62848pt. +[952 + + +] +l2hSize :displaymath10996:22.40236pt::0.0pt::349.0pt. +[953 + + +] +l2hSize :tex2html_wrap_inline11485:8.0pt::8.0pt::38.3194pt. +[954 + + +] +l2hSize :tex2html_wrap_inline11487:8.0pt::8.0pt::53.875pt. +[955 + + +] +l2hSize :tex2html_wrap_inline11493:8.8332pt::0.0pt::8.0417pt. +[956 + + +] +l2hSize :tex2html_wrap_inline11495:8.8332pt::0.0pt::11.33337pt. +[957 + + +] +l2hSize :tex2html_wrap_inline11497:6.83331pt::0.0pt::7.20834pt. +[958 + + +] +l2hSize :displaymath10997:14.5pt::0.0pt::349.0pt. +[959 + + +] +l2hSize :tex2html_wrap_inline11507:8.64003pt::8.64003pt::41.309pt. +[960 + + +] +l2hSize :tex2html_wrap_inline11511:8.0pt::8.0pt::54.87854pt. +[961 + + +] +l2hSize :displaymath10998:18.85951pt::0.0pt::349.0pt. +[962 + + +] +l2hSize :tex2html_wrap_inline11521:6.45831pt::0.0pt::11.5024pt. +[963 + + +] +l2hSize :tex2html_wrap_inline11531:8.0pt::8.0pt::90.03818pt. +[964 + + +] +l2hSize :tex2html_wrap_inline11533:8.0pt::8.0pt::45.65968pt. +[965 + + +] +l2hSize :tex2html_wrap_inline11535:8.0pt::8.0pt::37.97577pt. +[966 + + +] +l2hSize :tex2html_wrap_inline11541:8.0pt::8.0pt::62.14233pt. +[967 + + +] +l2hSize :displaymath10999:27.03914pt::0.0pt::349.0pt. +[968 + + +] +l2hSize :displaymath11000:22.40236pt::0.0pt::349.0pt. +[969 + + +] +l2hSize :displaymath11001:25.91492pt::0.0pt::349.0pt. +[970 + + +] +l2hSize :tex2html_wrap_inline11553:8.64003pt::8.64003pt::49.60521pt. +[971 + + +] +psfig: searching figs/fig08.20.ps for bounding box +psfig: including figs/fig08.20.ps +l2hSize :figure10463:176.65999pt::0.0pt::379.41751pt. +[972 + + +] +psfig: searching figs/fig08.21.ps for bounding box +psfig: including figs/fig08.21.ps +l2hSize :figure10470:185.69374pt::0.0pt::316.18124pt. +[973 + + +] +l2hSize :tex2html_wrap_inline11561:8.0pt::8.0pt::31.08679pt. +[974 + + +] +l2hSize :tex2html_wrap_inline11563:8.0pt::8.0pt::33.72456pt. +[975 + + +] +l2hSize :displaymath11002:25.54192pt::0.0pt::349.0pt. +[976 + + +] +l2hSize :tex2html_wrap_inline11571:6.45831pt::0.0pt::5.1563pt. +[977 + + +] +l2hSize :tex2html_wrap_inline11575:6.45831pt::0.0pt::24.83562pt. +[978 + + +] +psfig: searching figs/fig08.22.ps for bounding box +psfig: including figs/fig08.22.ps +l2hSize :figure10485:334.24875pt::0.0pt::311.1625pt. +[979 + + +] +l2hSize :tex2html_wrap_inline11591:8.0pt::8.0pt::15.15633pt. +[980 + + +] +l2hSize :displaymath11003:23.56903pt::0.0pt::349.0pt. +[981 + + +] +l2hSize :tex2html_wrap_inline11615:7.33331pt::7.33331pt::26.6423pt. +[982 + + +] +l2hSize :displaymath11004:24.29112pt::0.0pt::349.0pt. +[983 + + +] +l2hSize :tex2html_wrap_inline11621:9.3332pt::9.3332pt::18.3091pt. +[984 + + +] +psfig: searching figs/fig08.23.ps for bounding box +psfig: including figs/fig08.23.ps +l2hSize :figure10509:178.6675pt::0.0pt::275.0275pt. +[985 + + +] +psfig: searching figs/fig08.24.ps for bounding box +psfig: including figs/fig08.24.ps +l2hSize :figure10520:293.09499pt::0.0pt::329.23001pt. +[986 + + +] +psfig: searching figs/fig08.25.ps for bounding box +psfig: including figs/fig08.25.ps +l2hSize :figure10526:242.90749pt::0.0pt::316.18124pt. +[987 + + +] +l2hSize :displaymath11005:14.5pt::0.0pt::349.0pt. +[988 + + +] +l2hSize :tex2html_wrap_inline11645:8.64003pt::8.64003pt::22.25935pt. +[989 + + +] +psfig: searching figs/fig08.26.ps for bounding box +psfig: including figs/fig08.26.ps +l2hSize :figure10537:175.65625pt::0.0pt::316.18124pt. +[990 + + +] +l2hSize :displaymath11006:14.5pt::0.0pt::349.0pt. +[991 + + +] +l2hSize :displaymath11007:22.76462pt::0.0pt::349.0pt. +[992 + + +] +l2hSize :tex2html_wrap_inline11647:6.45831pt::0.0pt::11.93408pt. +[993 + + +] +l2hSize :tex2html_wrap_inline11649:8.64003pt::8.64003pt::20.27208pt. +[994 + + +] +l2hSize :displaymath11008:14.5pt::0.0pt::349.0pt. +[995 + + +] +l2hSize :tex2html_wrap_inline11651:8.64003pt::8.64003pt::49.0498pt. +[996 + + +] +psfig: searching figs/fig08.27.ps for bounding box +psfig: including figs/fig08.27.ps +l2hSize :figure10549:220.825pt::0.0pt::303.1325pt. +[997 + + +] +l2hSize :tex2html_wrap_inline11655:8.64003pt::8.64003pt::54.98604pt. +[998 + + +] +l2hSize :tex2html_wrap_inline11657:10.03891pt::10.03891pt::78.9583pt. +[999 + + +] +l2hSize :tex2html_wrap_inline11659:8.0pt::8.0pt::33.02629pt. +[1000 + + +] +l2hSize :displaymath11009:14.5pt::0.0pt::349.0pt. +[1001 + + +] +l2hSize :displaymath11010:14.5pt::0.0pt::349.0pt. +[1002 + + +] +l2hSize :displaymath11011:14.5pt::0.0pt::349.0pt. +[1003 + + +] +l2hSize :tex2html_wrap_inline11665:6.95831pt::6.95831pt::14.86115pt. +[1004 + + +] +l2hSize :displaymath11012:14.5pt::0.0pt::349.0pt. +[1005 + + +] +l2hSize :tex2html_wrap_inline11683:7.33331pt::7.33331pt::13.29866pt. +[1006 + + +] +l2hSize :tex2html_wrap_inline11685:7.33331pt::7.33331pt::13.29866pt. +[1007 + + +] +l2hSize :displaymath11013:25.00023pt::0.0pt::349.0pt. +[1008 + + +] +l2hSize :displaymath11014:14.5pt::0.0pt::349.0pt. +[1009 + + +] +l2hSize :displaymath11015:14.5pt::0.0pt::349.0pt. +[1010 + + +] +l2hSize :tex2html_wrap_inline11689:8.0pt::8.0pt::48.86069pt. +[1011 + + +] +l2hSize :tex2html_wrap_inline11693:8.0pt::8.0pt::16.34961pt. +[1012 + + +] +l2hSize :displaymath11016:25.00023pt::0.0pt::349.0pt. +[1013 + + +] +l2hSize :tex2html_wrap_inline12147:10.01111pt::10.01111pt::28.29984pt. +[1014 + + +] +l2hSize :tex2html_wrap_inline12149:10.84444pt::10.84444pt::31.1889pt. +[1015 + + +] +l2hSize :tex2html_wrap_inline12153:10.01111pt::10.01111pt::31.63316pt. +[1016 + + +] +l2hSize :tex2html_wrap_inline12159:10.01111pt::10.01111pt::26.38321pt. +[1017 + + +] +l2hSize :tex2html_wrap_inline12161:10.84444pt::10.84444pt::28.96667pt. +[1018 + + +] +l2hSize :tex2html_wrap_inline12165:10.01111pt::10.01111pt::42.13307pt. +[1019 + + +] +l2hSize :tex2html_wrap_inline12167:10.57858pt::10.57858pt::39.57779pt. +[1020 + + +] +psfig: searching figs/fig08.28.ps for bounding box +psfig: including figs/fig08.28.ps +l2hSize :figure10598:174.65251pt::0.0pt::343.2825pt. +[1021 + + +] +l2hSize :tex2html_wrap_inline12183:10.01111pt::10.01111pt::31.63316pt. +[1022 + + +] +l2hSize :tex2html_wrap_inline12185:10.84444pt::10.84444pt::31.13335pt. +[1023 + + +] +psfig: searching figs/fig08.29.ps for bounding box +psfig: including figs/fig08.29.ps +l2hSize :figure10610:242.90749pt::0.0pt::350.30875pt. +[1024 + + +] +psfig: searching figs/fig08.30.ps for bounding box +psfig: including figs/fig08.30.ps +l2hSize :figure10620:299.11751pt::0.0pt::346.29376pt. +[1025 + + +] +psfig: searching figs/fig08.31.ps for bounding box +psfig: including figs/fig08.31.ps +l2hSize :figure10626:200.75pt::0.0pt::346.29376pt. +[1026 + + +] +psfig: searching figs/fig08.32.ps for bounding box +psfig: including figs/fig08.32.ps +l2hSize :figure10639:192.71999pt::0.0pt::365.36499pt. +[1027 + + +] +l2hSize :tex2html_wrap_inline12231:10.01111pt::10.01111pt::42.13307pt. +[1028 + + +] +l2hSize :tex2html_wrap_inline12233:10.01111pt::10.01111pt::61.66289pt. +[1029 + + +] +l2hSize :tex2html_wrap_inline12235:10.01111pt::10.01111pt::42.13307pt. +[1030 + + +] +l2hSize :tex2html_wrap_inline12237:8.20554pt::8.20554pt::39.57777pt. +[1031 + + +] +l2hSize :tex2html_wrap_inline12239:8.20554pt::8.20554pt::56.95557pt. +[1032 + + +] +l2hSize :tex2html_wrap_inline12241:10.84444pt::10.84444pt::39.8278pt. +[1033 + + +] +l2hSize :tex2html_wrap_inline12245:10.01111pt::10.01111pt::42.13307pt. +[1034 + + +] +l2hSize :tex2html_wrap_inline12247:10.01111pt::10.01111pt::61.66289pt. +[1035 + + +] +l2hSize :tex2html_wrap_inline12249:10.01111pt::10.01111pt::42.13307pt. +[1036 + + +] +l2hSize :tex2html_wrap_inline12251:8.20554pt::8.20554pt::40.10555pt. +[1037 + + +] +l2hSize :tex2html_wrap_inline12253:8.20554pt::8.20554pt::57.48334pt. +[1038 + + +] +l2hSize :tex2html_wrap_inline12255:10.84444pt::10.84444pt::40.35558pt. +[1039 + + +] +psfig: searching figs/fig08.33.ps for bounding box +psfig: including figs/fig08.33.ps +l2hSize :figure10670:273.02pt::0.0pt::325.215pt. +[1040 + + +] +l2hSize :tex2html_wrap_inline11727:8.0pt::8.0pt::13.94519pt. +[1041 + + +] +l2hSize :tex2html_wrap_inline13143:7.33331pt::7.33331pt::73.4048pt. +[1042 + + +] +l2hSize :tex2html_wrap_inline13155:8.0pt::8.0pt::25.12852pt. +[1043 + + +] +l2hSize :tex2html_wrap_inline13159:8.0pt::8.0pt::59.25345pt. +[1044 + + +] +l2hSize :tex2html_wrap_inline13173:7.44444pt::7.44444pt::46.8123pt. +[1045 + + +] +l2hSize :tex2html_wrap_inline13175:8.0pt::8.0pt::30.64937pt. +[1046 + + +] +l2hSize :tex2html_wrap_inline13187:8.0pt::8.0pt::45.04506pt. +[1047 + + +] +l2hSize :tex2html_wrap_inline13191:6.83331pt::0.0pt::8.41806pt. +[1048 + + +] +l2hSize :displaymath12979:14.5pt::0.0pt::349.0pt. +[1049 + + +] +l2hSize :displaymath12980:15.50006pt::0.0pt::349.0pt. +[1050 + + +] +l2hSize :tex2html_wrap_inline13199:7.33331pt::7.33331pt::12.92021pt. +[1051 + + +] +l2hSize :displaymath12981:14.5pt::0.0pt::349.0pt. +[1052 + + +] +l2hSize :displaymath12982:15.50006pt::0.0pt::349.0pt. +[1053 + + +] +l2hSize :tex2html_wrap_inline13205:7.33331pt::7.33331pt::12.92021pt. +[1054 + + +] +l2hSize :tex2html_wrap_inline13207:7.44444pt::7.44444pt::20.38199pt. +[1055 + + +] +l2hSize :displaymath12983:21.06903pt::0.0pt::349.0pt. +[1056 + + +] +l2hSize :displaymath12984:14.5pt::0.0pt::349.0pt. +[1057 + + +] +l2hSize :tex2html_wrap_inline13213:8.49002pt::0.0pt::40.97702pt. +[1058 + + +] +l2hSize :tex2html_wrap_inline13225:6.83331pt::0.0pt::8.55559pt. +[1059 + + +] +l2hSize :displaymath12985:14.5pt::0.0pt::349.0pt. +[1060 + + +] +l2hSize :displaymath12986:14.5pt::0.0pt::349.0pt. +[1061 + + +] +l2hSize :tex2html_wrap_inline13251:8.0pt::8.0pt::19.60423pt. +[1062 + + +] +l2hSize :tex2html_wrap_inline13255:7.44444pt::7.44444pt::67.92342pt. +[1063 + + +] +l2hSize :displaymath12988:14.5pt::0.0pt::349.0pt. +[1064 + + +] +l2hSize :displaymath12989:15.50006pt::0.0pt::349.0pt. +[1065 + + +] +l2hSize :displaymath12990:21.38907pt::0.0pt::349.0pt. +[1066 + + +] +l2hSize :tex2html_wrap_inline13259:8.0pt::8.0pt::23.90517pt. +[1067 + + +] +l2hSize :tex2html_wrap_inline13261:6.95831pt::6.95831pt::23.64128pt. +[1068 + + +] +l2hSize :tex2html_wrap_inline13263:7.33331pt::7.33331pt::76.18259pt. +[1069 + + +] +l2hSize :tex2html_wrap_inline13269:8.0pt::8.0pt::31.68297pt. +[1070 + + +] +l2hSize :displaymath12991:21.06903pt::0.0pt::349.0pt. +[1071 + + +] +l2hSize :tex2html_wrap_inline13279:8.0pt::8.0pt::33.17366pt. +[1072 + + +] +l2hSize :tex2html_wrap_inline13281:6.95831pt::6.95831pt::36.39354pt. +[1073 + + +] +l2hSize :displaymath12992:21.06903pt::0.0pt::349.0pt. +[1074 + + +] +l2hSize :displaymath12993:15.50006pt::0.0pt::349.0pt. +[1075 + + +] +l2hSize :tex2html_wrap_inline13289:7.44444pt::7.44444pt::72.9233pt. +[1076 + + +] +l2hSize :tex2html_wrap_inline13291:8.0pt::8.0pt::39.46062pt. +[1077 + + +] +l2hSize :tex2html_wrap_inline13295:7.33331pt::7.33331pt::27.95824pt. +[1078 + + +] +l2hSize :displaymath12994:25.00023pt::0.0pt::349.0pt. +[1079 + + +] +l2hSize :tex2html_wrap_inline13303:7.44444pt::7.44444pt::26.88882pt. +[1080 + + +] +l2hSize :displaymath12996:23.87018pt::0.0pt::349.0pt. +[1081 + + +] +l2hSize :displaymath12997:14.5pt::0.0pt::349.0pt. +[1082 + + +] +l2hSize :tex2html_wrap_inline13305:8.64003pt::8.64003pt::31.21002pt. +[1083 + + +] +l2hSize :tex2html_wrap_inline13307:7.44444pt::7.44444pt::5.33511pt. +[1084 + + +] +l2hSize :displaymath12998:24.9813pt::0.0pt::349.0pt. +[1085 + + +] +l2hSize :displaymath12999:14.5pt::0.0pt::349.0pt. +[1086 + + +] +l2hSize :displaymath13000:24.62459pt::0.0pt::349.0pt. +[1087 + + +] +l2hSize :tex2html_wrap_inline13309:6.83331pt::0.0pt::26.88882pt. +[1088 + + +] +l2hSize :displaymath13001:19.22743pt::0.0pt::349.0pt. +[1089 + + +] +l2hSize :tex2html_wrap_inline13311:8.0pt::8.0pt::29.66257pt. +[1090 + + +] +l2hSize :displaymath13002:31.00029pt::0.0pt::349.0pt. +[1091 + + +] +l2hSize :tex2html_wrap_inline13317:6.94444pt::0.0pt::24.35411pt. +[1092 + + +] +l2hSize :tex2html_wrap_inline13319:6.94444pt::0.0pt::34.35414pt. +[1093 + + +] +l2hSize :displaymath13003:14.5pt::0.0pt::349.0pt. +[1094 + + +] +l2hSize :tex2html_wrap_inline13321:8.0pt::8.0pt::63.92795pt. +[1095 + + +] +l2hSize :tex2html_wrap_inline13335:7.44444pt::7.44444pt::24.35411pt. +[1096 + + +] +l2hSize :tex2html_wrap_inline13337:7.44444pt::7.44444pt::32.13191pt. +[1097 + + +] +l2hSize :tex2html_wrap_inline13341:7.44444pt::7.44444pt::32.13191pt. +[1098 + + +] +psfig: searching figs/fig09.01.ps for bounding box +psfig: including figs/fig09.01.ps +l2hSize :figure12411:198.74251pt::0.0pt::314.17374pt. +[1099 + + +] +psfig: searching figs/fig09.02.ps for bounding box +psfig: including figs/fig09.02.ps +l2hSize :figure12416:135.50624pt::0.0pt::322.20375pt. +[1100 + + +] +l2hSize :displaymath13005:14.5pt::0.0pt::349.0pt. +[1101 + + +] +l2hSize :displaymath13006:14.5pt::0.0pt::349.0pt. +[1102 + + +] +l2hSize :displaymath13007:14.5pt::0.0pt::349.0pt. +[1103 + + +] +l2hSize :displaymath13008:15.50006pt::0.0pt::349.0pt. +[1104 + + +] +l2hSize :displaymath13009:14.5pt::0.0pt::349.0pt. +[1105 + + +] +l2hSize :displaymath13010:19.22743pt::0.0pt::349.0pt. +[1106 + + +] +l2hSize :tex2html_wrap_inline13365:8.0pt::8.0pt::38.55438pt. +[1107 + + +] +l2hSize :tex2html_wrap_inline13369:7.44444pt::7.44444pt::25.58685pt. +[1108 + + +] +l2hSize :displaymath13011:14.5pt::0.0pt::349.0pt. +[1109 + + +] +l2hSize :displaymath13012:14.5pt::0.0pt::349.0pt. +[1110 + + +] +l2hSize :displaymath13014:14.5pt::0.0pt::349.0pt. +[1111 + + +] +l2hSize :displaymath13015:14.5pt::0.0pt::349.0pt. +[1112 + + +] +l2hSize :displaymath13016:18.85951pt::0.0pt::349.0pt. +[1113 + + +] +l2hSize :displaymath13017:21.4579pt::0.0pt::349.0pt. +[1114 + + +] +l2hSize :tex2html_wrap_inline13379:6.83331pt::0.0pt::13.48503pt. +[1115 + + +] +l2hSize :displaymath13018:18.85951pt::0.0pt::349.0pt. +[1116 + + +] +l2hSize :displaymath13019:18.85951pt::0.0pt::349.0pt. +[1117 + + +] +l2hSize :tex2html_wrap_inline13385:7.33331pt::7.33331pt::16.36392pt. +[1118 + + +] +l2hSize :tex2html_wrap_inline13387:6.83331pt::0.0pt::7.72226pt. +[1119 + + +] +l2hSize :displaymath13020:18.85951pt::0.0pt::349.0pt. +[1120 + + +] +psfig: searching figs/fig09.03.ps for bounding box +psfig: including figs/fig09.03.ps +l2hSize :figure12482:287.0725pt::0.0pt::316.18124pt. +[1121 + + +] +psfig: searching figs/fig09.04.ps for bounding box +psfig: including figs/fig09.04.ps +l2hSize :figure12488:125.46875pt::0.0pt::320.19626pt. +[1122 + + +] +l2hSize :tex2html_wrap_inline13427:8.0pt::8.0pt::19.4862pt. +[1123 + + +] +l2hSize :displaymath13021:14.5pt::0.0pt::349.0pt. +[1124 + + +] +l2hSize :displaymath13022:21.06903pt::0.0pt::349.0pt. +[1125 + + +] +l2hSize :displaymath13023:21.06903pt::0.0pt::349.0pt. +[1126 + + +] +l2hSize :displaymath13024:14.5pt::0.0pt::349.0pt. +[1127 + + +] +l2hSize :displaymath13025:25.00023pt::0.0pt::349.0pt. +[1128 + + +] +l2hSize :displaymath13026:18.85951pt::0.0pt::349.0pt. +[1129 + + +] +l2hSize :displaymath13027:18.85951pt::0.0pt::349.0pt. +[1130 + + +] +l2hSize :displaymath13028:25.00023pt::0.0pt::349.0pt. +[1131 + + +] +l2hSize :tex2html_wrap_inline13437:8.0pt::8.0pt::24.59033pt. +[1132 + + +] +psfig: searching figs/fig09.05.ps for bounding box +psfig: including figs/fig09.05.ps +l2hSize :figure12534:160.59999pt::0.0pt::299.1175pt. +[1133 + + +] +l2hSize :tex2html_wrap_inline13447:8.0pt::8.0pt::27.52116pt. +[1134 + + +] +l2hSize :tex2html_wrap_inline13451:8.0pt::8.0pt::15.50008pt. +[1135 + + +] +l2hSize :displaymath13029:22.12459pt::0.0pt::349.0pt. +[1136 + + +] +l2hSize :tex2html_wrap_inline13453:8.0pt::8.0pt::69.90962pt. +[1137 + + +] +l2hSize :displaymath13030:21.06903pt::0.0pt::349.0pt. +[1138 + + +] +l2hSize :displaymath13031:21.06903pt::0.0pt::349.0pt. +[1139 + + +] +l2hSize :tex2html_wrap_inline13457:6.95831pt::6.95831pt::18.27786pt. +[1140 + + +] +l2hSize :tex2html_wrap_inline13459:6.95831pt::6.95831pt::18.27786pt. +[1141 + + +] +l2hSize :tex2html_wrap_inline13461:6.95831pt::6.95831pt::18.27786pt. +[1142 + + +] +l2hSize :tex2html_wrap_inline13463:6.95831pt::6.95831pt::18.27786pt. +[1143 + + +] +psfig: searching figs/fig09.06.ps for bounding box +psfig: including figs/fig09.06.ps +l2hSize :figure12556:168.62999pt::0.0pt::321.20001pt. +[1144 + + +] +l2hSize :tex2html_wrap_inline13481:6.94444pt::0.0pt::12.60419pt. +[1145 + + +] +psfig: searching figs/fig09.07.ps for bounding box +psfig: including figs/fig09.07.ps +l2hSize :figure12563:463.7325pt::0.0pt::303.1325pt. +[1146 + + +] +l2hSize :tex2html_wrap_inline13487:7.44444pt::7.44444pt::82.36772pt. +[1147 + + +] +l2hSize :tex2html_wrap_inline13493:6.95831pt::6.95831pt::70.9465pt. +[1148 + + +] +l2hSize :tex2html_wrap_inline13499:6.83331pt::0.0pt::18.40514pt. +[1149 + + +] +l2hSize :tex2html_wrap_inline13505:7.33331pt::7.33331pt::36.62962pt. +[1150 + + +] +l2hSize :displaymath13032:14.5pt::0.0pt::349.0pt. +[1151 + + +] +l2hSize :displaymath13033:14.5pt::0.0pt::349.0pt. +[1152 + + +] +l2hSize :displaymath13034:14.5pt::0.0pt::349.0pt. +[1153 + + +] +l2hSize :tex2html_wrap_inline13533:8.0pt::8.0pt::41.24988pt. +[1154 + + +] +l2hSize :tex2html_wrap_inline13535:6.83331pt::0.0pt::15.55214pt. +[1155 + + +] +l2hSize :tex2html_wrap_inline13537:8.0pt::8.0pt::15.50008pt. +[1156 + + +] +psfig: searching figs/fig09.08.ps for bounding box +psfig: including figs/fig09.08.ps +l2hSize :figure12577:326.21875pt::0.0pt::205.76874pt. +[1157 + + +] +l2hSize :tex2html_wrap_inline13539:8.0pt::8.0pt::22.69823pt. +[1158 + + +] +l2hSize :tex2html_wrap_inline13541:8.0pt::8.0pt::19.9642pt. +[1159 + + +] +l2hSize :tex2html_wrap_inline13543:8.0pt::8.0pt::42.1624pt. +[1160 + + +] +l2hSize :tex2html_wrap_inline13549:8.0pt::8.0pt::39.92038pt. +[1161 + + +] +l2hSize :tex2html_wrap_inline13551:8.0pt::8.0pt::39.92038pt. +[1162 + + +] +l2hSize :tex2html_wrap_inline13553:8.0pt::8.0pt::28.2538pt. +[1163 + + +] +l2hSize :tex2html_wrap_inline13565:8.0pt::8.0pt::29.92946pt. +[1164 + + +] +l2hSize :tex2html_wrap_inline13567:8.0pt::8.0pt::67.04073pt. +[1165 + + +] +l2hSize :displaymath13035:25.00023pt::0.0pt::349.0pt. +[1166 + + +] +l2hSize :tex2html_wrap_inline13571:8.0pt::8.0pt::17.5487pt. +[1167 + + +] +l2hSize :tex2html_wrap_inline13577:8.0pt::8.0pt::66.3357pt. +[1168 + + +] +l2hSize :tex2html_wrap_inline13579:8.0pt::8.0pt::78.16206pt. +[1169 + + +] +l2hSize :tex2html_wrap_inline13581:8.0pt::8.0pt::65.39224pt. +[1170 + + +] +l2hSize :tex2html_wrap_inline13583:6.95831pt::6.95831pt::24.54854pt. +[1171 + + +] +psfig: searching figs/fig09.09.ps for bounding box +psfig: including figs/fig09.09.ps +l2hSize :figure12596:287.0725pt::0.0pt::232.87pt. +[1172 + + +] +l2hSize :tex2html_wrap_inline13589:8.0pt::8.0pt::37.06488pt. +[1173 + + +] +l2hSize :tex2html_wrap_inline13591:8.0pt::8.0pt::37.58922pt. +[1174 + + +] +l2hSize :displaymath13036:24.62459pt::0.0pt::349.0pt. +[1175 + + +] +psfig: searching figs/fig09.10.ps for bounding box +psfig: including figs/fig09.10.ps +l2hSize :figure12610:431.6125pt::0.0pt::304.13626pt. +[1176 + + +] +l2hSize :tex2html_wrap_inline13593:6.45831pt::0.0pt::31.85062pt. +[1177 + + +] +l2hSize :tex2html_wrap_inline13595:6.94444pt::0.0pt::24.35411pt. +[1178 + + +] +l2hSize :displaymath13037:37.0pt::0.0pt::349.0pt. +[1179 + + +] +l2hSize :tex2html_wrap_inline13601:6.83331pt::0.0pt::16.05904pt. +[1180 + + +] +l2hSize :displaymath13038:14.5pt::0.0pt::349.0pt. +[1181 + + +] +l2hSize :displaymath13039:22.12459pt::0.0pt::349.0pt. +[1182 + + +] +l2hSize :tex2html_wrap_inline13607:8.0pt::8.0pt::25.68408pt. +[1183 + + +] +l2hSize :tex2html_wrap_inline13611:8.0pt::8.0pt::50.04507pt. +[1184 + + +] +l2hSize :tex2html_wrap_inline13623:6.95831pt::6.95831pt::26.50232pt. +[1185 + + +] +psfig: searching figs/fig09.11.ps for bounding box +psfig: including figs/fig09.11.ps +l2hSize :figure12629:282.05376pt::0.0pt::309.155pt. +[1186 + + +] +psfig: searching figs/fig09.12.ps for bounding box +psfig: including figs/fig09.12.ps +l2hSize :figure12634:188.705pt::0.0pt::275.0275pt. +[1187 + + +] +l2hSize :displaymath13040:14.5pt::0.0pt::349.0pt. +[1188 + + +] +l2hSize :displaymath13041:14.5pt::0.0pt::349.0pt. +[1189 + + +] +l2hSize :displaymath13042:14.5pt::0.0pt::349.0pt. +[1190 + + +] +l2hSize :displaymath13043:25.00023pt::0.0pt::349.0pt. +[1191 + + +] +l2hSize :displaymath13044:27.03915pt::0.0pt::349.0pt. +[1192 + + +] +l2hSize :tex2html_wrap_inline13651:8.01782pt::8.01782pt::45.78934pt. +[1193 + + +] +l2hSize :displaymath13045:27.03915pt::0.0pt::349.0pt. +[1194 + + +] +l2hSize :tex2html_wrap_inline13657:8.0pt::8.0pt::48.73146pt. +[1195 + + +] +l2hSize :tex2html_wrap_inline13659:8.01782pt::8.01782pt::21.61465pt. +[1196 + + +] +l2hSize :tex2html_wrap_inline13661:8.01782pt::8.01782pt::38.8368pt. +[1197 + + +] +l2hSize :tex2html_wrap_inline13665:8.0pt::8.0pt::48.73146pt. +[1198 + + +] +l2hSize :tex2html_wrap_inline13669:8.0pt::8.0pt::18.8091pt. +[1199 + + +] +l2hSize :tex2html_wrap_inline13671:6.83331pt::0.0pt::14.62502pt. +[1200 + + +] +l2hSize :displaymath13046:14.5pt::0.0pt::349.0pt. +[1201 + + +] +l2hSize :displaymath13047:25.00023pt::0.0pt::349.0pt. +[1202 + + +] +l2hSize :tex2html_wrap_inline13679:8.0pt::8.0pt::18.88545pt. +[1203 + + +] +l2hSize :displaymath13048:14.5pt::0.0pt::349.0pt. +[1204 + + +] +l2hSize :displaymath13049:26.62448pt::0.0pt::349.0pt. +[1205 + + +] +l2hSize :tex2html_wrap_inline13685:8.0pt::8.0pt::19.2466pt. +[1206 + + +] +l2hSize :displaymath13050:14.5pt::0.0pt::349.0pt. +[1207 + + +] +l2hSize :displaymath13051:14.5pt::0.0pt::349.0pt. +[1208 + + +] +l2hSize :displaymath13052:14.5pt::0.0pt::349.0pt. +[1209 + + +] +l2hSize :tex2html_wrap_inline13695:7.51782pt::0.0pt::10.97574pt. +[1210 + + +] +l2hSize :tex2html_wrap_inline13703:7.51782pt::0.0pt::10.53824pt. +[1211 + + +] +psfig: searching figs/fig09.13.ps for bounding box +psfig: including figs/fig09.13.ps +l2hSize :figure12678:274.02376pt::0.0pt::304.13626pt. +[1212 + + +] +l2hSize :tex2html_wrap_inline13711:8.99002pt::8.99002pt::25.97581pt. +[1213 + + +] +l2hSize :tex2html_wrap_inline13713:6.94444pt::0.0pt::20.7778pt. +[1214 + + +] +psfig: searching figs/fig09.14.ps for bounding box +psfig: including figs/fig09.14.ps +l2hSize :figure12688:205.76875pt::0.0pt::355.3275pt. +[1215 + + +] +l2hSize :tex2html_wrap_inline14083:10.01111pt::10.01111pt::28.29984pt. +[1216 + + +] +l2hSize :tex2html_wrap_inline14085:10.84444pt::10.84444pt::27.57779pt. +[1217 + + +] +l2hSize :tex2html_wrap_inline14093:10.01111pt::10.01111pt::33.54979pt. +[1218 + + +] +l2hSize :tex2html_wrap_inline14095:10.84444pt::10.84444pt::31.49446pt. +[1219 + + +] +l2hSize :tex2html_wrap_inline13723:8.0pt::8.0pt::36.01384pt. +[1220 + + +] +l2hSize :tex2html_wrap_inline14099:10.01111pt::10.01111pt::65.04951pt. +[1221 + + +] +l2hSize :tex2html_wrap_inline14101:10.84444pt::10.84444pt::61.77226pt. +[1222 + + +] +psfig: searching figs/fig09.15.ps for bounding box +psfig: including figs/fig09.15.ps +l2hSize :figure12705:278.03874pt::0.0pt::430.60875pt. +[1223 + + +] +l2hSize :tex2html_wrap_inline14115:10.01111pt::10.01111pt::38.79974pt. +[1224 + + +] +l2hSize :tex2html_wrap_inline14117:10.84444pt::10.84444pt::34.27225pt. +[1225 + + +] +l2hSize :tex2html_wrap_inline13735:6.83331pt::0.0pt::37.95827pt. +[1226 + + +] +psfig: searching figs/fig09.16.ps for bounding box +psfig: including figs/fig09.16.ps +l2hSize :figure12717:315.1775pt::0.0pt::431.61249pt. +[1227 + + +] +l2hSize :tex2html_wrap_inline13739:8.0pt::8.0pt::16.26395pt. +[1228 + + +] +l2hSize :tex2html_wrap_inline13743:8.0pt::8.0pt::20.35658pt. +[1229 + + +] +l2hSize :displaymath13053:31.40015pt::0.0pt::349.0pt. +[1230 + + +] +l2hSize :tex2html_wrap_inline14143:10.01111pt::10.01111pt::33.54979pt. +[1231 + + +] +l2hSize :tex2html_wrap_inline14145:10.84444pt::10.84444pt::39.10558pt. +[1232 + + +] +l2hSize :tex2html_wrap_inline14149:10.01111pt::10.01111pt::49.29965pt. +[1233 + + +] +l2hSize :tex2html_wrap_inline14151:10.84444pt::10.84444pt::51.80005pt. +[1234 + + +] +l2hSize :tex2html_wrap_inline13761:8.0pt::8.0pt::80.90271pt. +[1235 + + +] +psfig: searching figs/fig09.17.ps for bounding box +psfig: including figs/fig09.17.ps +l2hSize :figure12740:345.29pt::0.0pt::396.48126pt. +[1236 + + +] +l2hSize :tex2html_wrap_inline13771:8.0pt::8.0pt::15.904pt. +[1237 + + +] +l2hSize :tex2html_wrap_inline13773:8.0pt::8.0pt::27.54874pt. +[1238 + + +] +l2hSize :tex2html_wrap_inline13779:8.0pt::8.0pt::37.9527pt. +[1239 + + +] +psfig: searching figs/fig09.18.ps for bounding box +psfig: including figs/fig09.18.ps +l2hSize :figure12748:552.0625pt::0.0pt::383.4325pt. +[1240 + + +] +l2hSize :tex2html_wrap_inline14183:10.01111pt::10.01111pt::49.29965pt. +[1241 + + +] +l2hSize :tex2html_wrap_inline14185:10.84444pt::10.84444pt::43.77226pt. +[1242 + + +] +l2hSize :tex2html_wrap_inline14189:10.01111pt::10.01111pt::53.0796pt. +[1243 + + +] +l2hSize :tex2html_wrap_inline14191:10.34444pt::10.34444pt::52.67781pt. +[1244 + + +] +l2hSize :tex2html_wrap_inline13799:8.01782pt::8.01782pt::22.05215pt. +[1245 + + +] +l2hSize :tex2html_wrap_inline13829:8.0pt::8.0pt::38.12726pt. +[1246 + + +] +l2hSize :tex2html_wrap_inline13839:6.45831pt::0.0pt::19.86116pt. +[1247 + + +] +l2hSize :tex2html_wrap_inline13843:6.94444pt::0.0pt::24.35411pt. +[1248 + + +] +psfig: searching figs/fig10.01.ps for bounding box +psfig: including figs/fig10.01.ps +l2hSize :figure14230:243.91124pt::0.0pt::335.2525pt. +[1249 + + +] +l2hSize :tex2html_wrap_inline14745:8.0pt::8.0pt::21.46182pt. +[1250 + + +] +l2hSize :tex2html_wrap_inline14757:8.0pt::8.0pt::19.07646pt. +[1251 + + +] +l2hSize :displaymath14633:14.5pt::0.0pt::349.0pt. +[1252 + + +] +l2hSize :displaymath14634:14.5pt::0.0pt::349.0pt. +[1253 + + +] +l2hSize :displaymath14635:14.5pt::0.0pt::349.0pt. +[1254 + + +] +l2hSize :tex2html_wrap_inline14765:9.37892pt::9.37892pt::49.55135pt. +[1255 + + +] +l2hSize :displaymath14637:14.5pt::0.0pt::349.0pt. +[1256 + + +] +l2hSize :displaymath14638:14.5pt::0.0pt::349.0pt. +[1257 + + +] +l2hSize :tex2html_wrap_inline14767:7.51782pt::0.0pt::12.37502pt. +[1258 + + +] +l2hSize :displaymath14639:22.12459pt::0.0pt::349.0pt. +[1259 + + +] +l2hSize :tex2html_wrap_inline14769:7.51782pt::0.0pt::14.68057pt. +[1260 + + +] +l2hSize :displaymath14640:22.12459pt::0.0pt::349.0pt. +[1261 + + +] +l2hSize :tex2html_wrap_inline14777:8.0pt::8.0pt::85.60175pt. +[1262 + + +] +l2hSize :tex2html_wrap_inline14783:8.01782pt::8.01782pt::57.89351pt. +[1263 + + +] +l2hSize :tex2html_wrap_inline14785:8.01782pt::8.01782pt::44.57173pt. +[1264 + + +] +l2hSize :tex2html_wrap_inline14791:8.0pt::8.0pt::18.79169pt. +[1265 + + +] +l2hSize :tex2html_wrap_inline14795:8.0pt::8.0pt::90.60176pt. +[1266 + + +] +l2hSize :tex2html_wrap_inline14801:8.0pt::8.0pt::28.90518pt. +[1267 + + +] +l2hSize :tex2html_wrap_inline14807:8.0pt::8.0pt::42.47449pt. +[1268 + + +] +l2hSize :displaymath14641:14.5pt::0.0pt::349.0pt. +[1269 + + +] +l2hSize :displaymath14642:14.5pt::0.0pt::349.0pt. +[1270 + + +] +l2hSize :tex2html_wrap_inline14809:8.01782pt::8.01782pt::23.93294pt. +[1271 + + +] +l2hSize :displaymath14643:22.12459pt::0.0pt::349.0pt. +[1272 + + +] +l2hSize :tex2html_wrap_inline14811:8.01782pt::8.01782pt::26.2385pt. +[1273 + + +] +l2hSize :displaymath14644:22.12459pt::0.0pt::349.0pt. +[1274 + + +] +l2hSize :tex2html_wrap_inline14817:8.0pt::8.0pt::62.86575pt. +[1275 + + +] +l2hSize :tex2html_wrap_inline14819:8.0pt::8.0pt::70.64355pt. +[1276 + + +] +psfig: searching figs/fig10.02.ps for bounding box +psfig: including figs/fig10.02.ps +l2hSize :figure14263:314.17375pt::0.0pt::340.27124pt. +[1277 + + +] +l2hSize :tex2html_wrap_inline14829:7.33331pt::7.33331pt::45.03293pt. +[1278 + + +] +l2hSize :tex2html_wrap_inline14833:7.44444pt::7.44444pt::41.83151pt. +[1279 + + +] +l2hSize :tex2html_wrap_inline14835:7.44444pt::7.44444pt::10.19102pt. +[1280 + + +] +l2hSize :tex2html_wrap_inline14837:7.33331pt::7.33331pt::11.79173pt. +[1281 + + +] +psfig: searching figs/fig10.03.ps for bounding box +psfig: including figs/fig10.03.ps +l2hSize :figure14280:223.83626pt::0.0pt::337.26001pt. +[1282 + + +] +l2hSize :tex2html_wrap_inline14841:8.0pt::8.0pt::101.16322pt. +[1283 + + +] +l2hSize :tex2html_wrap_inline14843:8.0pt::8.0pt::93.38542pt. +[1284 + + +] +l2hSize :displaymath14645:14.5pt::0.0pt::349.0pt. +[1285 + + +] +l2hSize :tex2html_wrap_inline14845:7.33331pt::7.33331pt::64.51596pt. +[1286 + + +] +l2hSize :tex2html_wrap_inline14849:8.0pt::8.0pt::24.73268pt. +[1287 + + +] +l2hSize :tex2html_wrap_inline14851:8.01782pt::8.01782pt::73.36223pt. +[1288 + + +] +l2hSize :displaymath14646:14.86108pt::0.0pt::349.0pt. +[1289 + + +] +l2hSize :displaymath14647:21.56903pt::0.0pt::349.0pt. +[1290 + + +] +l2hSize :tex2html_wrap_inline14853:7.44444pt::7.44444pt::74.05357pt. +[1291 + + +] +psfig: searching figs/fig10.04.ps for bounding box +psfig: including figs/fig10.04.ps +l2hSize :figure14299:88.33pt::0.0pt::328.22626pt. +[1292 + + +] +l2hSize :displaymath14648:23.10794pt::0.0pt::349.0pt. +[1293 + + +] +l2hSize :tex2html_wrap_inline14861:8.0pt::8.0pt::26.84727pt. +[1294 + + +] +l2hSize :tex2html_wrap_inline14863:7.33331pt::7.33331pt::48.52364pt. +[1295 + + +] +l2hSize :tex2html_wrap_inline14865:6.95831pt::6.95831pt::38.9328pt. +[1296 + + +] +l2hSize :displaymath14649:14.5pt::0.0pt::349.0pt. +[1297 + + +] +psfig: searching figs/fig10.05.ps for bounding box +psfig: including figs/fig10.05.ps +l2hSize :figure14318:192.71999pt::0.0pt::329.23001pt. +[1298 + + +] +l2hSize :tex2html_wrap_inline14869:8.14003pt::0.0pt::10.98851pt. +[1299 + + +] +l2hSize :tex2html_wrap_inline14873:6.95831pt::6.95831pt::71.15486pt. +[1300 + + +] +l2hSize :displaymath14650:21.06903pt::0.0pt::349.0pt. +[1301 + + +] +l2hSize :displaymath14651:21.06903pt::0.0pt::349.0pt. +[1302 + + +] +l2hSize :tex2html_wrap_inline14881:8.0pt::8.0pt::64.4907pt. +[1303 + + +] +l2hSize :tex2html_wrap_inline14889:8.0pt::8.0pt::19.5903pt. +[1304 + + +] +l2hSize :displaymath14652:14.5pt::0.0pt::349.0pt. +[1305 + + +] +l2hSize :displaymath14653:14.5pt::0.0pt::349.0pt. +[1306 + + +] +l2hSize :tex2html_wrap_inline14895:8.0pt::8.0pt::56.08675pt. +[1307 + + +] +l2hSize :displaymath14654:14.5pt::0.0pt::349.0pt. +[1308 + + +] +l2hSize :tex2html_wrap_inline14897:8.64003pt::8.64003pt::31.85423pt. +[1309 + + +] +l2hSize :displaymath14655:14.5pt::0.0pt::349.0pt. +[1310 + + +] +l2hSize :tex2html_wrap_inline14899:8.0pt::8.0pt::16.74545pt. +[1311 + + +] +l2hSize :tex2html_wrap_inline14901:7.33331pt::7.33331pt::47.29381pt. +[1312 + + +] +l2hSize :displaymath14656:25.00023pt::0.0pt::349.0pt. +[1313 + + +] +l2hSize :tex2html_wrap_inline14903:8.94843pt::8.94843pt::17.76256pt. +[1314 + + +] +l2hSize :displaymath14657:14.5pt::0.0pt::349.0pt. +[1315 + + +] +l2hSize :displaymath14658:21.4579pt::0.0pt::349.0pt. +[1316 + + +] +l2hSize :tex2html_wrap_inline14909:7.44444pt::7.44444pt::24.35411pt. +[1317 + + +] +l2hSize :tex2html_wrap_inline14913:8.0pt::8.0pt::38.50134pt. +[1318 + + +] +l2hSize :tex2html_wrap_inline14915:8.0pt::8.0pt::55.69194pt. +[1319 + + +] +l2hSize :tex2html_wrap_inline14921:7.44444pt::7.44444pt::32.13191pt. +[1320 + + +] +l2hSize :displaymath14659:21.06903pt::0.0pt::349.0pt. +[1321 + + +] +l2hSize :displaymath14660:21.21983pt::0.0pt::349.0pt. +[1322 + + +] +l2hSize :displaymath14661:22.12459pt::0.0pt::349.0pt. +[1323 + + +] +l2hSize :displaymath14662:22.12459pt::0.0pt::349.0pt. +[1324 + + +] +l2hSize :displaymath14663:25.00023pt::0.0pt::349.0pt. +[1325 + + +] +l2hSize :displaymath14664:25.69519pt::0.0pt::349.0pt. +[1326 + + +] +l2hSize :displaymath14665:25.96742pt::0.0pt::349.0pt. +[1327 + + +] +l2hSize :displaymath14666:23.65628pt::0.0pt::349.0pt. +[1328 + + +] +l2hSize :displaymath14667:14.5pt::0.0pt::349.0pt. +[1329 + + +] +l2hSize :displaymath14668:21.4579pt::0.0pt::349.0pt. +[1330 + + +] +l2hSize :displaymath14669:21.4579pt::0.0pt::349.0pt. +[1331 + + +] +l2hSize :displaymath14670:21.4579pt::0.0pt::349.0pt. +[1332 + + +] +l2hSize :displaymath14671:25.00023pt::0.0pt::349.0pt. +[1333 + + +] +psfig: searching figs/fig10.06.ps for bounding box +psfig: including figs/fig10.06.ps +l2hSize :figure14407:98.36751pt::0.0pt::330.23375pt. +[1334 + + +] +l2hSize :displaymath14672:21.4579pt::0.0pt::349.0pt. +[1335 + + +] +l2hSize :tex2html_wrap_inline14937:8.0pt::8.0pt::64.2383pt. +[1336 + + +] +l2hSize :displaymath14673:25.00023pt::0.0pt::349.0pt. +[1337 + + +] +l2hSize :displaymath14674:25.00023pt::0.0pt::349.0pt. +[1338 + + +] +l2hSize :displaymath14675:25.00023pt::0.0pt::349.0pt. +[1339 + + +] +l2hSize :displaymath14676:21.4579pt::0.0pt::349.0pt. +[1340 + + +] +l2hSize :displaymath14677:25.00023pt::0.0pt::349.0pt. +[1341 + + +] +psfig: searching figs/fig10.07.ps for bounding box +psfig: including figs/fig10.07.ps +l2hSize :figure14432:110.41249pt::0.0pt::327.2225pt. +[1342 + + +] +l2hSize :tex2html_wrap_inline14947:8.0pt::8.0pt::22.72227pt. +[1343 + + +] +l2hSize :tex2html_wrap_inline14949:8.0pt::8.0pt::20.73616pt. +[1344 + + +] +l2hSize :tex2html_wrap_inline14951:8.0pt::8.0pt::63.19444pt. +[1345 + + +] +l2hSize :displaymath14678:23.59795pt::0.0pt::349.0pt. +[1346 + + +] +l2hSize :tex2html_wrap_inline14953:8.0pt::8.0pt::17.0892pt. +[1347 + + +] +l2hSize :tex2html_wrap_inline14955:8.0pt::8.0pt::69.2279pt. +[1348 + + +] +l2hSize :tex2html_wrap_inline14957:8.0pt::8.0pt::40.103pt. +[1349 + + +] +l2hSize :displaymath14679:25.40523pt::0.0pt::349.0pt. +[1350 + + +] +l2hSize :displaymath14680:25.00023pt::0.0pt::349.0pt. +[1351 + + +] +l2hSize :displaymath14681:21.56903pt::0.0pt::349.0pt. +[1352 + + +] +l2hSize :displaymath14682:14.5pt::0.0pt::349.0pt. +[1353 + + +] +l2hSize :displaymath14683:14.5pt::0.0pt::349.0pt. +[1354 + + +] +l2hSize :displaymath14684:26.20392pt::0.0pt::349.0pt. +[1355 + + +] +l2hSize :tex2html_wrap_inline14969:8.0pt::8.0pt::24.30556pt. +[1356 + + +] +l2hSize :displaymath14685:23.56903pt::0.0pt::349.0pt. +[1357 + + +] +l2hSize :tex2html_wrap_inline14975:8.0pt::8.0pt::43.83331pt. +[1358 + + +] +l2hSize :tex2html_wrap_inline14977:8.0pt::8.0pt::16.86234pt. +[1359 + + +] +l2hSize :tex2html_wrap_inline14989:8.0pt::8.0pt::93.24294pt. +[1360 + + +] +l2hSize :tex2html_wrap_inline14997:6.83331pt::0.0pt::16.2917pt. +[1361 + + +] +l2hSize :tex2html_wrap_inline14999:8.0pt::8.0pt::29.58334pt. +[1362 + + +] +l2hSize :tex2html_wrap_inline15001:8.0pt::8.0pt::29.58334pt. +[1363 + + +] +l2hSize :tex2html_wrap_inline15005:8.0pt::8.0pt::62.91663pt. +[1364 + + +] +l2hSize :tex2html_wrap_inline15007:8.0pt::8.0pt::20.50009pt. +[1365 + + +] +l2hSize :tex2html_wrap_inline15009:6.45831pt::0.0pt::86.05557pt. +[1366 + + +] +l2hSize :tex2html_wrap_inline15011:6.95831pt::6.95831pt::111.05565pt. +[1367 + + +] +l2hSize :tex2html_wrap_inline15013:8.0pt::8.0pt::83.83347pt. +[1368 + + +] +psfig: searching figs/fig10.08.ps for bounding box +psfig: including figs/fig10.08.ps +l2hSize :figure14466:255.95625pt::0.0pt::332.24124pt. +[1369 + + +] +psfig: searching figs/fig10.09.ps for bounding box +psfig: including figs/fig10.09.ps +l2hSize :figure14476:94.3525pt::0.0pt::322.20375pt. +[1370 + + +] +l2hSize :tex2html_wrap_inline15031:6.45831pt::0.0pt::17.08337pt. +[1371 + + +] +psfig: searching figs/fig10.10.ps for bounding box +psfig: including figs/fig10.10.ps +l2hSize :figure14483:250.9375pt::0.0pt::330.23375pt. +[1372 + + +] +psfig: searching figs/fig10.11.ps for bounding box +psfig: including figs/fig10.11.ps +l2hSize :figure14488:257.96376pt::0.0pt::229.85875pt. +[1373 + + +] +l2hSize :tex2html_wrap_inline15041:8.0pt::8.0pt::14.79172pt. +[1374 + + +] +psfig: searching figs/fig10.12.ps for bounding box +psfig: including figs/fig10.12.ps +l2hSize :figure14496:266.99751pt::0.0pt::362.35376pt. +[1375 + + +] +psfig: searching figs/fig10.13.ps for bounding box +psfig: including figs/fig10.13.ps +l2hSize :figure14503:311.16249pt::0.0pt::268.00125pt. +[1376 + + +] +psfig: searching figs/fig10.14.ps for bounding box +psfig: including figs/fig10.14.ps +l2hSize :figure14510:260.97499pt::0.0pt::414.54874pt. +[1377 + + +] +l2hSize :tex2html_wrap_inline15045:8.0pt::8.0pt::153.27757pt. +[1378 + + +] (./images.aux) + +LaTeX Warning: There were multiply-defined labels. + + ) +Here is how much of TeX's memory you used: + 1849 strings out of 95847 + 20957 string characters out of 1193874 + 64940 words of memory out of 1000001 + 4624 multiletter control sequences out of 10000+50000 + 3808 words of font info for 15 fonts, out of 500000 for 1000 + 14 hyphenation exceptions out of 1000 + 23i,15n,19p,731b,305s stack positions out of 1500i,500n,5000p,200000b,5000s + +Output written on images.dvi (1378 pages, 377728 bytes). diff --git a/images.pl b/images.pl new file mode 100644 index 0000000..bcc417e --- /dev/null +++ b/images.pl @@ -0,0 +1,9656 @@ +# LaTeX2HTML 2002-2-1 (1.71) +# Associate images original text with physical files. + + +$key = q/g{Z^{-d}};MSF=1.6;AAT/; +$cached_env_img{$key} = q|$g{Z^{-d}}$|; + +$key = q/{displaymath}{f_1}(x)=xhspace{0.2in}mathrm{(linear),}{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +{f_1} (x) = x \hspace{0.2in} \mathrm{(linear),} +\end{displaymath}|; + +$key = q/{displaymath}x[n]=f(a[n]cos(omegan)){displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +x[n] = f( a[n] \cos(\omega n)) +\end{displaymath}|; + +$key = q/{displaymath}approx{{-1}overN}cdot{{-iN}over{2pik}}cdot{{-iN}over{2pik}}{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +\approx {{-1} \over N} \cdot {{-iN} \over {2 \pi k}} +\cdot {{-iN} \over {2 \pi k}} +\end{displaymath}|; + +$key = q/kA;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$kA$|; + +$key = q/2.5omega;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$2.5\omega$|; + +$key = q/z[n];MSF=1.6;AAT/; +$cached_env_img{$key} = q|$z[n]$|; + +$key = q/-0.5;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$-0.5$|; + +$key = q/{displaymath}x[n]=acos(omegan+phi){displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +x[n] = a \cos (\omega n + \phi ) +\end{displaymath}|; + +$key = q/{displaymath}{calFT}left{w[n]{Z^n}right}(k){displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +{\cal FT} \left \{ w[n] {Z^n} \right \} (k) +\end{displaymath}|; + +$key = q/{figure}{psfig{file=figsslashfig04.10.ps}{{{{figure};FSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{figure}\psfig{file=figs/fig04.10.ps}\end{figure}|; + +$key = q/{figure}{psfig{file=figsslashfig07.23.ps}{{{{figure};FSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{figure}\psfig{file=figs/fig07.23.ps}\end{figure}|; + +$key = q/{figure}{psfig{file=figsslashfig09.16.ps}{{{{figure};FSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{figure}\psfig{file=figs/fig09.16.ps}\end{figure}|; + +$key = q/ldots;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$\ldots$|; + +$key = q/1.5omega;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$1.5\omega $|; + +$key = q/{figure}{psfig{file=figsslashfig01.09.ps}{{{{figure};FSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{figure}\psfig{file=figs/fig01.09.ps}\end{figure}|; + +$key = q/fbox{{mathrm{div}{};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\fbox{$\mathrm{div}$}|; + +$key = q/{displaymath}{M_a}(phi)=W(aphi),{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +{M_a}(\phi) = W (a \phi), +\end{displaymath}|; + +$key = q/{figure}{psfig{file=figsslashfig08.09.ps}{{{{figure};FSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{figure}\psfig{file=figs/fig08.09.ps}\end{figure}|; + +$key = q/a[n]+ib[n];MSF=1.6;AAT/; +$cached_env_img{$key} = q|$a[n] + i b[n]$|; + +$key = q/r;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$r$|; + +$key = q/R[k];MSF=1.6;AAT/; +$cached_env_img{$key} = q|$R[k]$|; + +$key = q/{figure}{psfig{file=figsslashfig01.11.ps}{{{{figure};FSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{figure}\psfig{file=figs/fig01.11.ps}\end{figure}|; + +$key = q/{displaymath}approx{{-i}over{2pi}}left[U^n-U^{-n}right]{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +\approx {{-i} \over {2 \pi}} \left [ U^n - U^{-n} \right ] +\end{displaymath}|; + +$key = q/{figure}{psfig{file=figsslashfig04.06.ps}{{{{figure};FSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{figure}\psfig{file=figs/fig04.06.ps}\end{figure}|; + +$key = q/(3+k)pislash2;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$(3+k)\pi / 2$|; + +$key = q/1.5;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$1.5$|; + +$key = q/{displaymath}f(x+y)={x^2}+2xy+{y^2}{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +f(x+y) = {x^2} + 2 x y + {y^2} +\end{displaymath}|; + +$key = q/{displaymath}H(Z)={{(1-{Q_1}{Z^{-1}})cdots(1-{Q_j}{Z^{-1}})}over{(1-{P_1}{Z^{-1}})cdots(1-{P_k}{Z^{-1}})}}{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +H(Z) = { +{ +(1 - {Q_1}{Z^{-1}}) \cdots (1 - {Q_j}{Z^{-1}}) +} \over { +(1 - {P_1}{Z^{-1}}) \cdots (1 - {P_k}{Z^{-1}}) +} +} +\end{displaymath}|; + +$key = q/X[n]=X[n+Nslash2];MSF=1.6;AAT/; +$cached_env_img{$key} = q|$X[n] = X[n+N/2]$|; + +$key = q/{displaymath}x[n]=a[1]sin(omegan)+a[2]sin(2omegan)+cdots{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +x[n] = a[1] \sin(\omega n) + a[2] \sin(2 \omega n) + \cdots +\end{displaymath}|; + +$key = q/-{1overN};MSF=1.6;AAT/; +$cached_env_img{$key} = q|$-{1 \over N}$|; + +$key = q/{displaymath}{2acos(alphan+phi)cos(alphan+xi)}={displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +{2 a \cos(\alpha n + \phi) \cos (\alpha n + \xi)} += +\end{displaymath}|; + +$key = q/{displaymath}J(Z)={{1-{Z^{-2}}}over{1+g{Z^{-2}}}}={{(1-{Z^{-1}})(1+{Z^{-1}})}over{(1-isqrt{g}{Z^{-1}})(1+isqrt{g}{Z^{-1}})}}{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +J(Z) = +{{ +1 - {Z^{-2}} +} \over { +1 + g{Z^{-2}} +}} += +... +... \over { +(1 - i\sqrt{g} {Z^{-1}})(1 + i\sqrt{g} {Z^{-1}}) +}} +\end{displaymath}|; + +$key = q/{figure}{psfig{file=figsslashfig06.03.ps}{{{{figure};FSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{figure}\psfig{file=figs/fig06.03.ps}\end{figure}|; + +$key = q/c=s;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$c=s$|; + +$key = q/{figure}{psfig{file=figsslashfig08.08.ps}{{{{figure};FSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{figure}\psfig{file=figs/fig08.08.ps}\end{figure}|; + +$key = q/{displaymath}R'[k+1]=R[k+2]+R[k+1]+R[k]{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +R'[k+1] = R[k+2] + R[k+1] + R[k] +\end{displaymath}|; + +$key = q/{2^{1slash{12}}};MSF=1.6;AAT/; +$cached_env_img{$key} = q|${2 ^ {1/{12}}}$|; + +$key = q/x_0;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$x_0$|; + +$key = q/{displaymath}{{1-q}over{1-p}}=g{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +{{1-q} \over {1-p}} = g +\end{displaymath}|; + +$key = q/{displaymath}+A[N-2]{U^{(N-2)n}}-A[N-1]{U^{(N-1)n}}{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} ++ A[N-2]{U^{(N-2)n}} - A[N-1]{U^{(N-1)n}} +\end{displaymath}|; + +$key = q/{displaymath}cos(acos(omega_mn)){displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +\cos(a \cos(\omega_m n)) +\end{displaymath}|; + +$key = q/{displaymath}x[n]={-Nc_1}p[n-{M_1}]-cdots-{Nc_l}p[n-{M_l}]{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +x[n] = {-N c_1} p[n - {M_1}] - \cdots - {N c_l} p[n - {M_l}] +\end{displaymath}|; + +$key = q/theta=pislash4;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$\theta = \pi /4$|; + +$key = q/{d_1},ldots,{d_j};MSF=1.6;AAT/; +$cached_env_img{$key} = q|${d_1}, \ldots, {d_j}$|; + +$key = q/c_1;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$c_1$|; + +$key = q/{displaymath}=e^{{-left[bsin{omegaover2}right]}^2}{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} += e ^ { +{ -\left [ +b \sin {\omega \over 2} +\right ] } +^2 +} +\end{displaymath}|; + +$key = q/{displaymath}overline{AB}=overline{A}cdotoverline{B}{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +\overline{AB} = \overline{A} \cdot \overline{B} +\end{displaymath}|; + +$key = q/-infty;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$-\infty$|; + +$key = q/{displaymath}{x^2}[n]={1over2}+{1over2}cos(2omegan){displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +{x^2}[n] = {1 \over 2} + {1 \over 2} \cos (2\omega n) +\end{displaymath}|; + +$key = q/{m_a}(omegan);MSF=1.6;AAT/; +$cached_env_img{$key} = q|${m_a}(\omega n)$|; + +$key = q/k=0;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$k=0$|; + +$key = q/fbox{{mathrm{hip}sim{};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\fbox{ $\mathrm{hip}\sim$ }|; + +$key = q/1000slash(2f);MSF=1.6;AAT/; +$cached_env_img{$key} = q|$1000/(2f)$|; + +$key = q/{displaymath}S[m,k];=;a;cdot;{{left|{{S[m-1,k]T'[k]}over{T[k]}}right|}^{-1}};cdot;{{{S[m-1,k]T'[k]}over{T[k]}}}{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +S[m, k] \; = \; +a +\; \cdot \; +{ +{ \left \vert +{{S[m-... +...{-1} +} +\; \cdot \; +{ +{{S[m-1, k] T'[k]} +\over +{T[k]}} +} +\end{displaymath}|; + +$key = q/(N-M,-1);MSF=1.6;AAT/; +$cached_env_img{$key} = q|$(N-M, -1)$|; + +$key = q/2tau;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$2 \tau$|; + +$key = q/{displaymath}{A_{mathrm{RMS}}}{x[n]}=sqrt{P{x[n]}}{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +{A_{\mathrm{RMS}}} \{x[n]\} = \sqrt{P\{x[n]\}} +\end{displaymath}|; + +$key = q/R=-{Z^2};MSF=1.6;AAT/; +$cached_env_img{$key} = q|$R = - {Z^2}$|; + +$key = q/{displaymath}1=cos(0){displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +1 = \cos (0) +\end{displaymath}|; + +$key = q/{figure}{psfig{file=figsslashfig08.22.ps}{{{{figure};FSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{figure}\psfig{file=figs/fig08.22.ps}\end{figure}|; + +$key = q/{displaymath}acos(omegan+phi){displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +a \cos (\omega n + \phi) +\end{displaymath}|; + +$key = q/M_a;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$M_a$|; + +$key = q/{displaymath}{fbox{texttt{delread~}}{longrightarrowx[N-B],ldots,x[N-1]{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +\fbox{\texttt{delread\ }} \longrightarrow x[N-B], \ldots, x[N-1] +\end{displaymath}|; + +$key = q/fbox{{mathrm{outlet}sim{};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\fbox{ $\mathrm{outlet}\sim$ }|; + +$key = q/1slash(1+b);MSF=1.6;AAT/; +$cached_env_img{$key} = q|$1/(1+b)$|; + +$key = q/{displaymath}{calFT}left{X[n]right}(k)=left({{parbox[t][0.1in]{0in}{mbox{}}{cos(pik(N-1)slashN)-isin(pik(N-1)slashN)}right){D_N}(k){displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +{\cal FT} \left \{ X[n] \right \} (k) = +\left ( { +\parbo... +...(\pi k (N-1)/N) - i \sin(\pi k (N-1)/N) +} \right ) +{D_N}(k) +\end{displaymath}|; + +$key = q/t=3slash2;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$t=3/2$|; + +$key = q/{figure}{psfig{file=figsslashfig02.11.ps}{{{{figure};FSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{figure}\psfig{file=figs/fig02.11.ps}\end{figure}|; + +$key = q/{a^2}+{b^2}=1;MSF=1.6;AAT/; +$cached_env_img{$key} = q|${a^2}+{b^2}=1$|; + +$key = q/1+1slash9+1slash25+1slash49+1slash81+cdots;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$1 + 1/9 + 1/25 + 1/49 + 1/81 + \cdots$|; + +$key = q/{displaymath}approxleft[cos(Phi(k))+isin(Phi(k))right]M(k-{{alpha}over{omega}}){displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +\approx \left [ \cos(\Phi(k)) + i \sin(\Phi(k))\right ] +M(k - {{\alpha } \over {\omega}}) +\end{displaymath}|; + +$key = q/3slash2;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$3/2$|; + +$key = q/omega=pislashd;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$\omega = \pi/d$|; + +$key = q/{displaymath}{A_k}={1overN}left({{left[{U^{-k}}right]}^{0}}X[0]+{{left[{U^{-k}}r1}}X[1]+cdots+{{left[{U^{-k}}right]}^{N-1}}X[N-1]right){displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +{A_k} = {1\over N} \left ( +{{\left [ {U^{-k}} \right ]} ^ ... +...dots + +{{\left [ {U^{-k}} \right ]} ^ {N-1}} X[N-1] +\right ) +\end{displaymath}|; + +$key = q/f(acdotcos(omega_mn));MSF=1.6;AAT/; +$cached_env_img{$key} = q|$f (a \cdot \cos(\omega_m n))$|; + +$key = q/alpha=beta;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$\alpha =\beta $|; + +$key = q/{displaymath}angleleft{{{S[m-1,k+1]}over{T[k+1]}}right}=angleleft{{{S[m-1,k]}over{T[k]}}right}{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +\angle \left \{ {{S[m-1, k+1]} \over {T[k+1]}} \right \} = +\angle \left \{ {{S[m-1, k]} \over {T[k]}} \right \} +\end{displaymath}|; + +$key = q/-domega;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$- d \omega$|; + +$key = q/{displaymath}pcos(n{omega_2}t+rcos({omega_1}t))+{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +p \cos ( n {\omega_2} t + r \cos ({\omega_1} t)) + +\end{displaymath}|; + +$key = q/{figure}{psfig{file=figsslashfig02.16.ps}{{{{figure};FSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{figure}\psfig{file=figs/fig02.16.ps}\end{figure}|; + +$key = q/S;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$S$|; + +$key = q/omega;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$\omega $|; + +$key = q/{displaymath}left|sin({omegaover2})right|{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +\left \vert \sin({\omega \over 2}) \right \vert +\end{displaymath}|; + +$key = q/{figure}{psfig{file=figsslashfig08.01.ps}{{{{figure};FSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{figure}\psfig{file=figs/fig08.01.ps}\end{figure}|; + +$key = q/300m+225n;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$300m+225n$|; + +$key = q/{displaymath}{P{x[n]}}={1overN}left({{|x[M]|}^2}+cdots+{{|x[M+N-1]|}^2}right){displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +{P\{x[n]\}} = {1 \over N} \left ( +{{\vert x[M]\vert} ^2} + \cdots + {{\vert x[M+N-1]\vert} ^2} +\right ) +\end{displaymath}|; + +$key = q/B;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$B$|; + +$key = q/{figure}{psfig{file=figsslashfig07.28.ps}{{{{figure};FSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{figure}\psfig{file=figs/fig07.28.ps}\end{figure}|; + +$key = q/0ley[n]|; + +$key = q/{figure}{psfig{file=figsslashfig10.05.ps}{{{{figure};FSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{figure}\psfig{file=figs/fig10.05.ps}\end{figure}|; + +$key = q/{displaymath}=2{b_0}+2{b_2}cosleft(2omegan+{theta_2}right)+2{b_4}cosleft(4omegan+{theta_4}right)+cdots{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} += 2 {b_0} + +2 {b_2} \cos \left ( 2 \omega n + {\theta_2} \... +... {b_4} \cos \left ( 4 \omega n + {\theta_4} \right ) + \cdots +\end{displaymath}|; + +$key = q/{figure}{psfig{file=figsslashfig04.19.ps}{{{{figure};FSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{figure}\psfig{file=figs/fig04.19.ps}\end{figure}|; + +$key = q/f_k;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$f_k$|; + +$key = q/X'[n];MSF=1.6;AAT/; +$cached_env_img{$key} = q|$X'[n]$|; + +$key = q/R(Z)=-{Z^2};MSF=1.6;AAT/; +$cached_env_img{$key} = q|$R(Z) = -{Z^2}$|; + +$key = q/X[n-d];MSF=1.6;AAT/; +$cached_env_img{$key} = q|$X[n-d]$|; + +$key = q/A;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$A$|; + +$key = q/{calFT}{s[n]}(0);MSF=1.6;AAT/; +$cached_env_img{$key} = q|${\cal FT}\{ s[n] \}(0)$|; + +$key = q/angle(W);MSF=1.6;AAT/; +$cached_env_img{$key} = q|$\angle(W)$|; + +$key = q/X''[n]=0;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$X''[n] = 0$|; + +$key = q/x_{100};MSF=1.6;AAT/; +$cached_env_img{$key} = q|$x_{100}$|; + +$key = q/{displaymath}R(Z)=Ucdot{{{A_n}{Z^n}+{A_{n-1}}{Z^{n-1}}+cdots+{A_0}}over{overline{A_0}{Z^n}+overline{A_1}{Z^{n-1}}+cdots+overline{A_n}}}{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +R(Z) = U \cdot +{{ +{A_n}{Z^n} + {A_{n-1}}{Z^{n-1}} + \cdot... +...}{Z^n} + \overline{A_1}{Z^{n-1}} + \cdots + \overline{A_n} +}} +\end{displaymath}|; + +$key = q/{displaymath}20{toverd}{log_{10}}(g){displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +20 {t\over d} {\log_{10}} (g) +\end{displaymath}|; + +$key = q/{displaymath}x[M],x[M+1],ldots,x[M+N-1]{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +x[M], x[M+1], \ldots, x[M+N-1] +\end{displaymath}|; + +$key = q/e^a;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$e^a$|; + +$key = q/{displaymath}0.75cdotx+0.25cdoty=0.75.{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +0.75 \cdot x + 0.25 \cdot y = 0.75. +\end{displaymath}|; + +$key = q/{a_0}slash10;MSF=1.6;AAT/; +$cached_env_img{$key} = q|${a_0}/10$|; + +$key = q/fbox{texttt{tabsend~}};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\fbox{\texttt{tabsend\ }}|; + +$key = q/-momega;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$-m\omega$|; + +$key = q/(0,0);MSF=1.6;AAT/; +$cached_env_img{$key} = q|$(0,0)$|; + +$key = q/{displaymath}g{Z^{-d}}H=g{Z^{-d}}+{(g{Z^{-d}})}^2+{(g{Z^{-d}})}^3+cdots{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +g{Z^{-d}} H = g{Z^{-d}} + {(g{Z^{-d}})} ^ 2 + {(g{Z^{-d}})} ^ 3 + \cdots +\end{displaymath}|; + +$key = q/{figure}{psfig{file=figsslashfig04.07.ps}{{{{figure};FSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{figure}\psfig{file=figs/fig04.07.ps}\end{figure}|; + +$key = q/a[k];MSF=1.6;AAT/; +$cached_env_img{$key} = q|$a[k]$|; + +$key = q/{displaymath}0|; + +$key = q/1slashb;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$1/b$|; + +$key = q/{d_0}+s;MSF=1.6;AAT/; +$cached_env_img{$key} = q|${d_0}+s$|; + +$key = q/fbox{texttt{hip~}};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\fbox{ \texttt{hip\ }}|; + +$key = q/omega_cslashomega;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$\omega_c/\omega$|; + +$key = q/fbox{{mathrm{delay}{};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\fbox{ $\mathrm{delay}$ }|; + +$key = q/0;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$0$|; + +$key = q/{displaymath}H(Z)=overline{Q}-{Z^{-1}}{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +H(Z) = \overline{Q} - {Z^{-1}} +\end{displaymath}|; + +$key = q/{c_1}+q({c_2}-{c_1});MSF=1.6;AAT/; +$cached_env_img{$key} = q|${c_1} + q ({c_2} - {c_1})$|; + +$key = q/{displaymath}{A_{mathrm{peak}}}{x[n]}+{A_{mathrm{peak}}}{y[n]}ge{A_{mathrm{peak}}}{x[n]+y[n]}{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +{A_{\mathrm{peak}}} \{x[n]\} + +{A_{\mathrm{peak}}} \{y[n]\} \ge +{A_{\mathrm{peak}}} \{x[n]+y[n]\} +\end{displaymath}|; + +$key = q/{figure}{psfig{file=figsslashfig07.11.ps}{{{{figure};FSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{figure}\psfig{file=figs/fig07.11.ps}\end{figure}|; + +$key = q/fbox{{mathrm{unpack}{};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\fbox{ $\mathrm{unpack}$}|; + +$key = q/{figure}{psfig{file=figsslashfig07.20.ps}{{{{figure};FSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{figure}\psfig{file=figs/fig07.20.ps}\end{figure}|; + +$key = q/fbox{{mathrm{moses}{};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\fbox{ $\mathrm{moses}$ }|; + +$key = q/{X_1}+{X_2};MSF=1.6;AAT/; +$cached_env_img{$key} = q|${X_1}+{X_2}$|; + +$key = q/{displaymath}x[n]=cos(2pinslashN),,n=0,ldots,N-1{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +x[n] = \cos(2 \pi n / N) , n = 0, \ldots, N-1 +\end{displaymath}|; + +$key = q/{displaymath}+{J_3}(a)cos((omega_c+3omega_m)n+{{3pi}over2})+{J_3}(a)cos((omega_c-3omega_m)n+{{3pi}over2})+cdots{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} ++ {J_3}(a) \cos( (\omega_c+3\omega_m) n + {{3\pi}\over2}) +... +...}(a) \cos( (\omega_c-3\omega_m) n + {{3\pi}\over2}) ++ \cdots +\end{displaymath}|; + +$key = q/sin({omegaover2});MSF=1.6;AAT/; +$cached_env_img{$key} = q|$\sin({\omega \over 2})$|; + +$key = q/NfslashR;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$N f / R$|; + +$key = q/{figure}{psfig{file=figsslashfig07.05.ps}{{{{figure};FSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{figure}\psfig{file=figs/fig07.05.ps}\end{figure}|; + +$key = q/{displaymath}{{aZ+b}over{bZ+a}}={pmsqrt{-W}}{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +{ +{ +aZ + b +} \over { +bZ + a +} +} = { +\pm \sqrt { +- W +} +} +\end{displaymath}|; + +$key = q/{Z^n};MSF=1.6;AAT/; +$cached_env_img{$key} = q|${Z^n}$|; + +$key = q/D;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$D$|; + +$key = q/{figure}{psfig{file=figsslashfig05.06.ps}{{{{figure};FSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{figure}\psfig{file=figs/fig05.06.ps}\end{figure}|; + +$key = q/N-1slash2;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$N-1/2$|; + +$key = q/{Z^{d}};MSF=1.6;AAT/; +$cached_env_img{$key} = q|${Z^{d}}$|; + +$key = q/Q;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$Q$|; + +$key = q/{displaymath}y[n]-y[n-1]=2{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +y[n]-y[n-1] = 2 +\end{displaymath}|; + +$key = q/fbox{{mathrm{vcf}sim{};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\fbox{$\mathrm{vcf}\sim$}|; + +$key = q/{displaymath}cos((alpha-beta)n)=cos((beta-alpha)n){displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +\cos((\alpha - \beta)n) = \cos((\beta - \alpha)n) +\end{displaymath}|; + +$key = q/{displaymath}{f_3}(x)={x^4}hspace{0.2in}mathrm{(quartic).}{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +{f_3} (x) = {x^4} \hspace{0.2in}\mathrm{(quartic).} +\end{displaymath}|; + +$key = q/{displaymath}A[k]={1overN}{calFT}{X[n]}(k){displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +A[k] = {1 \over N} {\cal FT}\{X[n]\}(k) +\end{displaymath}|; + +$key = q/{displaymath}{calFT}left{X[n]right}(k+N)={calFT}left{X[n]right}(k){displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +{\cal FT}\left \{ X[n] \right \} (k+N) = +{\cal FT}\left \{ X[n] \right \} (k) +\end{displaymath}|; + +$key = q/fbox{{mathrm{send}sim{};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\fbox{ $\mathrm{send}\sim$ }|; + +$key = q/{displaymath}{calFT}left{X[n]right}(k)=left{array{{ll}N&{k=0}0&{k=1,ldots,N-1}array{right.{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +{\cal FT} \left \{ X[n] \right \} (k) = +\left \{ +\begin{... +...} +N & {k=0} \\\\ +0 & {k=1, \ldots, N-1} +\end{array} \right . +\end{displaymath}|; + +$key = q/{displaymath}cos((pi+omega)n+phi)=cos((pi+omega)n+phi-2pin){displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +\cos((\pi + \omega)n + \phi) = \cos((\pi + \omega)n + \phi - 2\pi n) +\end{displaymath}|; + +$key = q/12omega;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$12\omega$|; + +$key = q/{figure}{psfig{file=figsslashfig08.13.ps}{{{{figure};FSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{figure}\psfig{file=figs/fig08.13.ps}\end{figure}|; + +$key = q/xi;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$\xi$|; + +$key = q/x_{50};MSF=1.6;AAT/; +$cached_env_img{$key} = q|$x_{50}$|; + +$key = q/{figure}{psfig{file=figsslashfig05.01.ps}{{{{figure};FSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{figure}\psfig{file=figs/fig05.01.ps}\end{figure}|; + +$key = q/fbox{{mathrm{samphold}sim{};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\fbox{ $\mathrm{samphold}\sim$ }|; + +$key = q/{figure}{psfig{file=figsslashfig01.07.ps}{{{{figure};FSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{figure}\psfig{file=figs/fig01.07.ps}\end{figure}|; + +$key = q/|P|=0.9;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$\vert P\vert=0.9$|; + +$key = q/{displaymath}Y[n]=X[n-d]{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +Y[n] = X[n-d] +\end{displaymath}|; + +$key = q/f(x);MSF=1.6;AAT/; +$cached_env_img{$key} = q|$f(x)$|; + +$key = q/|H(omega)|;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$\vert H(\omega)\vert$|; + +$key = q/{figure}{psfig{file=figsslashfig05.10.ps}{{{{figure};FSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{figure}\psfig{file=figs/fig05.10.ps}\end{figure}|; + +$key = q/gW^{-d};MSF=1.6;AAT/; +$cached_env_img{$key} = q|$gW^{-d}$|; + +$key = q/fbox{{mathrm{dbtorms}{};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\fbox{ $ \mathrm{dbtorms} $}|; + +$key = q/0,...,N-1;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$0, ..., N-1$|; + +$key = q/y[n];MSF=1.6;AAT/; +$cached_env_img{$key} = q|$y[n]$|; + +$key = q/{displaymath}x[n]=cos(omegan){displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +x[n] = \cos (\omega n) +\end{displaymath}|; + +$key = q/{displaymath}f(x[n+tau])=f(x[n]){displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +f(x[n+\tau]) = f(x[n]) +\end{displaymath}|; + +$key = q/a=0;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$a=0$|; + +$key = q/{displaymath}={b_0}+{b_1}cosleft(omegan+{theta_1}right)+{b_2}cosleft(2omegan+{theta_2}right)+cdots{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} += +{b_0} + +{b_1} \cos \left ( \omega n + {\theta_1} \right... +... +{b_2} \cos \left ( 2 \omega n + {\theta_2} \right ) + \cdots +\end{displaymath}|; + +$key = q/f_0;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$f_0$|; + +$key = q/{displaymath}{x_{100}}[n]={a_0}+{a_1}cosleft(omegan+{phi_1}right)+{a_2}cosleft(2omegan+{phi_2}right)+cdots{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +{x_{100}}[n] = {a_0} + +{a_1} \cos \left ( \omega n + {\phi... +...+ +{a_2} \cos \left ( 2 \omega n + {\phi_2} \right ) + \cdots +\end{displaymath}|; + +$key = q/{figure}{psfig{file=figsslashfig10.11.ps}{{{{figure};FSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{figure}\psfig{file=figs/fig10.11.ps}\end{figure}|; + +$key = q/{figure}{psfig{file=figsslashfig09.08.ps}{{{{figure};FSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{figure}\psfig{file=figs/fig09.08.ps}\end{figure}|; + +$key = q/beta=0;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$\beta =0$|; + +$key = q/{displaymath}x[n]={{N^2}over{2{pi^2}(MN-2{M^2})}}left[{parbox[t][0.12in]{0in}{mbox{}}{{cos(omega(n-M))}-{cos(omega(n+M))}right.{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +x[n] = {{N^2} \over {2{\pi ^ 2} (MN - 2{M^2})}} \left [ +\p... +...{}} +{\cos ( \omega (n-M))} - {\cos ( \omega (n+M))} +\right . +\end{displaymath}|; + +$key = q/{displaymath}left.-{sin(omegan)}+{{sin(2omegan)}over2}-{{sin(3omegan)}over3}pmcdotsright]{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +\left . +-{\sin ( \omega n )} ++ {{\sin ( 2 \omega n)} \over 2} +- {{\sin ( 3 \omega n)} \over 3} +\pm \cdots +\right ] +\end{displaymath}|; + +$key = q/{figure}{psfig{file=figsslashfig09.03.ps}{{{{figure};FSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{figure}\psfig{file=figs/fig09.03.ps}\end{figure}|; + +$key = q/{displaymath}x[n]=cos(omega_cn)*cos(acos(omega_mn)){displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +x[n] = \cos(\omega_c n) * \cos(a \cos(\omega_m n)) +\end{displaymath}|; + +$key = q/fbox{{mathrm{mod}{};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\fbox{ $\mathrm{mod}$}|; + +$key = q/{displaymath}angleS[m,k]=angleS[m-1,k]+left(angleT'[k]-angleT[k]right){displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +\angle S[m, k] = \angle S[m-1, k] + +\left ( \angle T'[k] - \angle T[k] \right ) +\end{displaymath}|; + +$key = q/omegad;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$\omega d $|; + +$key = q/MslashN;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$M/N$|; + +$key = q/{displaymath}X[n]=A[0]+A[1]{U^n}+cdots+A[N-1]{U^{(N-1)n}}{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +X[n] = A[0] + A[1]{U^n} + \cdots + A[N-1]{U^{(N-1)n}} +\end{displaymath}|; + +$key = q/Z=a+bi;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$Z=a+bi$|; + +$key = q/{displaymath}{x_{100}}[2n]={x_{50}}[n]+{x_{50}}[n+{pioveromega}]{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +{x_{100}}[2n] = {x_{50}}[n] + {x_{50}}[n+{\pi \over \omega}] +\end{displaymath}|; + +$key = q/H;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$H$|; + +$key = q/{displaymath}A+overline{A}=2,mathrm{re}(A){displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +A + \overline{A} = 2 \mathrm{re} (A) +\end{displaymath}|; + +$key = q/{displaymath}{m_a}[n]=f(acos(omegan)){displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +{m_a}[n] = f (a \cos(\omega n)) +\end{displaymath}|; + +$key = q/fbox{{mathrm{rfft}sim{};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\fbox{$\mathrm{rfft}\sim$}|; + +$key = q/{displaymath}f(x+y)[n+tau]=f(x+y)[n].{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +f(x+y)[n + \tau] = f(x+y)[n]. +\end{displaymath}|; + +$key = q/{displaymath}{m_a}[n]=g(bsin{omegaover2}n){displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +{m_a}[n] = g ( b \sin {\omega \over 2} n ) +\end{displaymath}|; + +$key = q/(-1)^k;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$(-1)^k$|; + +$key = q/fbox{{mathrm{line}sim{};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\fbox{ $ \mathrm{line}\sim $}|; + +$key = q/{figure}{psfig{file=figsslashfig02.05.ps}{{{{figure};FSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{figure}\psfig{file=figs/fig02.05.ps}\end{figure}|; + +$key = q/d;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$d$|; + +$key = q/x[1];MSF=1.6;AAT/; +$cached_env_img{$key} = q|$x[1]$|; + +$key = q/{figure}{psfig{file=figsslashfig01.08.ps}{{{{figure};FSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{figure}\psfig{file=figs/fig01.08.ps}\end{figure}|; + +$key = q/{displaymath}W(phi)={1over2}left(cos(phi)+1right){displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +W(\phi) = {1\over2} \left ( \cos(\phi) + 1 \right ) +\end{displaymath}|; + +$key = q/k>1;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$k>1$|; + +$key = q/n=10;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$n=10$|; + +$key = q/{displaymath}=left[cos(Phi(k))+isin(Phi(k))right]{D_N}(k-{{alpha}over{omega}}){displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} += \left [ \cos(\Phi(k)) + i \sin(\Phi(k))\right ] +{D_N}(k - {{\alpha } \over {\omega}}) +\end{displaymath}|; + +$key = q/{displaymath}={acosleft(2alphan+(phi+xi)right)}+{acosleft(phi-xiright)}.{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} += +{a \cos \left ( 2 \alpha n + (\phi + \xi) \right ) } ++ +{a \cos \left ( \phi - \xi \right ) } +. +\end{displaymath}|; + +$key = q/{displaymath}{x^5}[n]={1over16}cos(-3omegan)+{4over16}cos(-omegan)+{6over16}cos(omegan)+{4over16}cos(3omegan)+{1over16}cos(5omegan){displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +{x^5}[n] = {1 \over 16} \cos (-3\omega n) + {4 \over 16} \c... +... \over 16} \cos (3 \omega n) ++ {1 \over 16} \cos (5 \omega n) +\end{displaymath}|; + +$key = q/0lenleN-1;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$0 \le n \le N-1$|; + +$key = q/fbox{{mathrm{q8_rsqrt}sim{};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\fbox{$\mathrm{q8\_rsqrt}\sim$}|; + +$key = q/f=0;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$f=0$|; + +$key = q/{displaymath}x[n]=cos(2pinslashN),,n=0,ldots,N{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +x[n] = \cos(2 \pi n / N) , n = 0, \ldots, N +\end{displaymath}|; + +$key = q/{figure}{psfig{file=figsslashfig07.24.ps}{{{{figure};FSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{figure}\psfig{file=figs/fig07.24.ps}\end{figure}|; + +$key = q/k^2;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$k^2$|; + +$key = q/{displaymath}{calFT}left{(cos(alpha)+isin(alpha))X[n]right}(k)={calFT}left{X[n]right}(k-{{alphaN}over{2pi}}){displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +{\cal FT} \left \{ (\cos(\alpha) + i \sin(\alpha)) X[n] \ri... +...l FT} \left \{ X[n] \right \} (k - {{\alpha N} \over {2 \pi}}) +\end{displaymath}|; + +$key = q/t_1;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$t_1$|; + +$key = q/{figure}{psfig{file=figsslashfig04.20.ps}{{{{figure};FSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{figure}\psfig{file=figs/fig04.20.ps}\end{figure}|; + +$key = q/{figure}{psfig{file=figsslashfig07.15.ps}{{{{figure};FSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{figure}\psfig{file=figs/fig07.15.ps}\end{figure}|; + +$key = q/{figure}{psfig{file=figsslashfig02.09.ps}{{{{figure};FSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{figure}\psfig{file=figs/fig02.09.ps}\end{figure}|; + +$key = q/{displaymath}{P_2}=overline{P_1}=(1-beta)(cosomega-isinomega){displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +{P_2} = \overline{P_1} = (1 - \beta) (\cos \omega - i \sin \omega) +\end{displaymath}|; + +$key = q/{displaymath}{a_1}cos({alpha_1}n)+cdots+{a_k}cos({alpha_k}n){displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +{a_1} \cos({\alpha _1} n ) + \cdots + {a_k} \cos({\alpha _k} n ) +\end{displaymath}|; + +$key = q/(k+q)omega;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$(k+q)\omega$|; + +$key = q/{displaymath}P{x[n]+y[n]}=P{x[n]}+P{y[n]}+2cdot{mathrm{COV}}{x[n],y[n]}{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +P \{x[n] + y[n]\} = P \{x[n]\} + P \{y[n]\} ++ 2 \cdot {\mathrm{COV}} \{ x[n] , y[n] \} +\end{displaymath}|; + +$key = q/{displaymath}y[n]-y[n-1]=1{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +y[n]-y[n-1] = 1 +\end{displaymath}|; + +$key = q/{figure}{psfig{file=figsslashfig02.12.ps}{{{{figure};FSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{figure}\psfig{file=figs/fig02.12.ps}\end{figure}|; + +$key = q/P=0.9;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$P=0.9$|; + +$key = q/p=1-dslashsqrt{g};MSF=1.6;AAT/; +$cached_env_img{$key} = q|$p = 1 - d / \sqrt{g}$|; + +$key = q/{displaymath}s[n]=nslashN-1slash2{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +s[n] = n/N - 1/2 +\end{displaymath}|; + +$key = q/fbox{{mathrm{delread}sim{};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\fbox{$\mathrm{delread}\sim$}|; + +$key = q/{figure}{psfig{file=figsslashfig07.02.ps}{{{{figure};FSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{figure}\psfig{file=figs/fig07.02.ps}\end{figure}|; + +$key = q/(1+r)omega_c;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$(1+r) \omega_c$|; + +$key = q/fbox{{mathrm{dbtorms}sim{};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\fbox{ $ \mathrm{dbtorms}\sim $}|; + +$key = q/w[n];MSF=1.6;AAT/; +$cached_env_img{$key} = q|$w[n]$|; + +$key = q/i;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$i$|; + +$key = q/{displaymath}={1overN}left[X[0]+{U^{-k}}X[1]+cdots+{U^{-(N-1)k}}X[N-1]right]{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} += {1 \over N} \left [ X[0] + +{U^{-k}} X[1] + \cdots + +{U^{-(N-1)k}} X[N-1] \right ] +\end{displaymath}|; + +$key = q/{figure}{psfig{file=figsslashfig04.01.ps}{{{{figure};FSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{figure}\psfig{file=figs/fig04.01.ps}\end{figure}|; + +$key = q/{figure}{psfig{file=figsslashfig01.14.ps}{{{{figure};FSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{figure}\psfig{file=figs/fig01.14.ps}\end{figure}|; + +$key = q/beta=pi;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$\beta =\pi $|; + +$key = q/nomega;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$n\omega$|; + +$key = q/fbox{{mathrm{ftom}{};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\fbox{ $ \mathrm{ftom} $}|; + +$key = q/{figure}{psfig{file=figsslashfig08.25.ps}{{{{figure};FSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{figure}\psfig{file=figs/fig08.25.ps}\end{figure}|; + +$key = q/fbox{{mathrm{fiddle}sim{};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\fbox{$\mathrm{fiddle}\sim$}|; + +$key = q/{displaymath}S[m,k]={calFT}{w(n)X[n-mH]}(k){displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +S[m, k] = {\cal FT}\{w(n)X[n-mH]\} (k) +\end{displaymath}|; + +$key = q/p[n-(N-M)];MSF=1.6;AAT/; +$cached_env_img{$key} = q|$p[n-(N-M)]$|; + +$key = q/{figure}{psfig{file=figsslashfig09.05.ps}{{{{figure};FSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{figure}\psfig{file=figs/fig09.05.ps}\end{figure}|; + +$key = q/{figure}{psfig{file=figsslashfig08.10.ps}{{{{figure};FSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{figure}\psfig{file=figs/fig08.10.ps}\end{figure}|; + +$key = q/a=cos(theta)=sin(theta)=sqrt{1slash2}approx0.7071;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$a = \cos(\theta) = \sin(\theta) = \sqrt{1/2} \approx 0.7071$|; + +$key = q/-a;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$-a$|; + +$key = q/R=44100;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$R=44100$|; + +$key = q/c(phi);MSF=1.6;AAT/; +$cached_env_img{$key} = q|$c(\phi)$|; + +$key = q/2N;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$2N$|; + +$key = q/{displaymath}Phi(k)=-picdot(k-{{alpha}over{omega}}){displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +\Phi(k) = - \pi \cdot (k - {{\alpha } \over {\omega}}) +\end{displaymath}|; + +$key = q/J;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$J$|; + +$key = q/{U^{Nslash2}}=-1;MSF=1.6;AAT/; +$cached_env_img{$key} = q|${U^{N/2}} = -1$|; + +$key = q/{w_1},ldots{w_j};MSF=1.6;AAT/; +$cached_env_img{$key} = q|${w_1}, \ldots {w_j}$|; + +$key = q/{figure}{psfig{file=figsslashfig08.14.ps}{{{{figure};FSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{figure}\psfig{file=figs/fig08.14.ps}\end{figure}|; + +$key = q/{figure}{psfig{file=figsslashfig07.04.ps}{{{{figure};FSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{figure}\psfig{file=figs/fig07.04.ps}\end{figure}|; + +$key = q/NslashR;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$N/R$|; + +$key = q/fbox{{mathrm{bp}sim{};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\fbox{$\mathrm{bp}\sim$}|; + +$key = q/{displaymath}{X_n}=2,mathrm{re}(A{Z^n})=A{Z^n}+overline{A}{{overline{Z}}^n}{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +{X_n} = 2 \mathrm{re}(A{Z^n}) = A{Z^n} + \overline{A} +{{\overline{Z}}^n} +\end{displaymath}|; + +$key = q/{displaymath}{calFT}{p[n]}(k)approx{{-1}overN}cdot{{-iN}over{2pik}}cdot{calFT}{s[n]}(k){displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +{\cal FT}\{ p[n] \} (k) \approx +{{-1} \over N} \cdot {{-iN} \over {2 \pi k}} \cdot {\cal FT}\{ s[n] \} (k) +\end{displaymath}|; + +$key = q/H=Y[n]slashX[n];MSF=1.6;AAT/; +$cached_env_img{$key} = q|$H=Y[n]/X[n]$|; + +$key = q/k+1;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$k+1$|; + +$key = q/fbox{{mathrm{noise}sim{};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\fbox{$\mathrm{noise}\sim$}|; + +$key = q/{displaymath}={{{{({noverN}-{Nover{2N}})}^2}-{{({{n}overN}-{{N-2}over{2N}})}^2}}over{2}}{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} += { +{ +{{({n\over N} - {N\over {2N}})}^2} - +{{({{n}\over N} - {{N - 2}\over {2N}})}^2} +} \over { +2 +}} +\end{displaymath}|; + +$key = q/{figure}{psfig{file=figsslashfig06.07.ps}{{{{figure};FSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{figure}\psfig{file=figs/fig06.07.ps}\end{figure}|; + +$key = q/f(t)=1;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$f(t)=1$|; + +$key = q/{displaymath}x[n]=cos(2pi(n-1)slashN),,n=0,ldots,N+2{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +x[n] = \cos(2 \pi (n-1) / N) , n = 0, \ldots, N+2 +\end{displaymath}|; + +$key = q/fbox{texttt{fft~}};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\fbox{\texttt{fft\ }}|; + +$key = q/overline{Z};MSF=1.6;AAT/; +$cached_env_img{$key} = q|$\overline{Z}$|; + +$key = q/n=0;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$n=0$|; + +$key = q/1slash2;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$1/2$|; + +$key = q/{displaymath}t[n]=y[n]-y[n-1]=1-(d[n]-d[n-1]){displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +t[n] = y[n] - y[n-1] = 1 - (d[n] - d[n-1]) +\end{displaymath}|; + +$key = q/{displaymath}H=1+g{Z^{-d}}+{(g{Z^{-d}})}^2+cdots{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +H = 1 + g{Z^{-d}} + {(g{Z^{-d}})} ^ 2 + \cdots +\end{displaymath}|; + +$key = q/0:1:2cdots;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$0:1:2\cdots$|; + +$key = q/{displaymath}left{array{{ll}{sqrt{{s[k]-m[k]}over{s[k]}}}&{s[k]>m[k]}0&mbox{otherwise}array{right.{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +\left \{ +\begin{array}{ll} +{\sqrt{{s[k]-m[k]}\over {s[k]}... +... {s[k] > m[k]} \\\\ +0 & \mbox{otherwise} +\end{array} \right . +\end{displaymath}|; + +$key = q/1slashoverline{P};MSF=1.6;AAT/; +$cached_env_img{$key} = q|$1/\overline{P}$|; + +$key = q/{figure}{psfig{file=figsslashfig01.01.ps}{{{{figure};FSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{figure}\psfig{file=figs/fig01.01.ps}\end{figure}|; + +$key = q/{displaymath}P({x_1}[n],ldots,{x_r}[n])=P({x_1}[n])+cdots+P({x_r}[n]){displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +P({x_1}[n] , \ldots , {x_r}[n]) = P({x_1}[n]) + \cdots + P({x_r}[n]) +\end{displaymath}|; + +$key = q/fbox{texttt{rzero_rev~}};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\fbox{ \texttt{rzero\_rev\ }}|; + +$key = q/{displaymath}H={1over{1-g{Z^{-d}}}}{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +H = {1 \over {1 - g{Z^{-d}}}} +\end{displaymath}|; + +$key = q/X={x_1}+{x_2}i;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$X={x_1} + {x_2}i$|; + +$key = q/lfloorxrfloor;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$\lfloor x \rfloor$|; + +$key = q/{displaymath}={1over2}{left[{{parbox[t][0.1in]{0in}{mbox{}}{{cosleft((alpha+beta)right)}+{cosleft((alpha-beta)n+(phi-xi)right)}}right]}{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} += {1 \over 2} { \left [ { +\parbox[t][0.1in]{0in}{\mbox{}}... +...t ( (\alpha - \beta) n + (\phi - \xi) \right ) } +} \right ] } +\end{displaymath}|; + +$key = q/Q{Z^{-1}};MSF=1.6;AAT/; +$cached_env_img{$key} = q|$Q{Z^{-1}}$|; + +$key = q/harmonic;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$harmonic$|; + +$key = q/fbox{texttt{delread~}};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\fbox{ \texttt{delread\ }}|; + +$key = q/{displaymath}{y_{mathrm{INT}}}(x)={a_0}+{a_1}(x-{x_0})+{a_2}{{({x-x_0})}^2}+cdots+{a_n}{{({x-x_0})}^n}{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +{y_{\mathrm{INT}}}(x) = +{a_0} + {a_1} (x - {x_0}) + {a_2} {{({x - x_0})}^ 2 } + \cdots + +{a_n} {{({x - x_0})}^ n } +\end{displaymath}|; + +$key = q/{displaymath}f(x)={f_0}+{f_2}{x^2}+{f_4}{x^4}+cdots{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +f(x) = {f_0} + {f_2}{x^2} + {f_4}{x^4} + \cdots +\end{displaymath}|; + +$key = q/tslashd;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$t/d$|; + +$key = q/1-p;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$1-p$|; + +$key = q/{displaymath}...,x[n-1],x[n],x[n+1],...{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +..., x[n-1], x[n], x[n+1], ... +\end{displaymath}|; + +$key = q/fbox{{mathrm{mtof}{};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\fbox{ $ \mathrm{mtof} $}|; + +$key = q/fbox{{mathrm{tabosc4}sim{};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\fbox{ $ \mathrm{tabosc4}\sim $}|; + +$key = q/P<1;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$P<1$|; + +$key = q/{displaymath}S[m,k];=;{{left|R[k]right|}^{-1}}cdot{{R[k]T'[k]}}{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +S[m, k] \; = \; +{ +{ \left \vert +R[k] +\right \vert} +^ +{-1} +} +\cdot +{ +{R[k] T'[k]} +} +\end{displaymath}|; + +$key = q/{displaymath}{D_N}(k)approx{{Nsin(pik)}over{pik}}{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +{D_N}(k) \approx { +{N \sin(\pi k) } \over {\pi k} +} +\end{displaymath}|; + +$key = q/{figure}{psfig{file=figsslashfig03.05.ps}{{{{figure};FSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{figure}\psfig{file=figs/fig03.05.ps}\end{figure}|; + +$key = q/{displaymath}{x^3}[n]={1over4}cos(-omegan)+{2over4}cos(omegan)+{1over4}cos(3omegan){displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +{x^3}[n] = {1 \over 4} \cos (-\omega n) + {2 \over 4} \cos (\omega n) ++ {1 \over 4} \cos (3 \omega n) +\end{displaymath}|; + +$key = q/Nslash2Mapprox1slash17;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$N/2M \approx 1/17$|; + +$key = q/{displaymath}{cos(omega(n-M))}-{cos(omega(n+M))}=2sin(2piMslashN)sin(omegan){displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +{\cos ( \omega (n-M))} - {\cos ( \omega (n+M))} = +2 \sin (2 \pi M / N) \sin ( \omega n) +\end{displaymath}|; + +$key = q/(1-r)omega_c;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$(1-r)\omega_c $|; + +$key = q/q;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$q$|; + +$key = q/{displaymath}{H_{mathrm{im}}}(Z)={{mathrm{im}(P){Z^{-1}}}over{(1-{P}{Z^{-1}})(1-{overline{P}}{Z^{-1}})}}{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +{H_{\mathrm{im}}}(Z) = {{ +\mathrm{im} (P) {Z^{-1}} +} \over { +(1 - {P}{Z^{-1}}) (1 - {\overline{P}}{Z^{-1}}) +}} +\end{displaymath}|; + +$key = q/sqrt2;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$\sqrt 2$|; + +$key = q/1+aomega;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$1 + a \omega$|; + +$key = q/{displaymath}H-g{Z^{-d}}H=1{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +H - g{Z^{-d}} H = 1 +\end{displaymath}|; + +$key = q/alpha=1.5omega=3pislashN;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$\alpha =1.5\omega =3\pi /N$|; + +$key = q/fbox{{mathrm{poly}{};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\fbox{ $\mathrm{poly}$}|; + +$key = q/S[m-1,k];MSF=1.6;AAT/; +$cached_env_img{$key} = q|$S[m-1,k]$|; + +$key = q/fbox{texttt{makenote}};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\fbox{ \texttt{makenote}}|; + +$key = q/T[k];MSF=1.6;AAT/; +$cached_env_img{$key} = q|$T[k]$|; + +$key = q/{displaymath}m=69+12cdot{log_2}(fslash440){displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +m = 69 + 12 \cdot {\log _ 2} (f/440) +\end{displaymath}|; + +$key = q/a_0;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$a_0$|; + +$key = q/k<-1;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$k < -1$|; + +$key = q/2pislashN;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$2\pi/N$|; + +$key = q/{figure}{psfig{file=figsslashfig04.03.ps}{{{{figure};FSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{figure}\psfig{file=figs/fig04.03.ps}\end{figure}|; + +$key = q/inharmonic;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$inharmonic$|; + +$key = q/2f,4f,6fcdots;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$2f, 4f, 6f\cdots$|; + +$key = q/R(S(Z))=W;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$R(S(Z)) = W$|; + +$key = q/fp+d;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$fp+d$|; + +$key = q/{displaymath}R'[k]=R[k+1]+R[k]+R[k-1]{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +R'[k] = R[k+1] + R[k] + R[k-1] +\end{displaymath}|; + +$key = q/Y[n];MSF=1.6;AAT/; +$cached_env_img{$key} = q|$Y[n]$|; + +$key = q/cdots;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$\cdots$|; + +$key = q/omega_b;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$\omega_b$|; + +$key = q/{figure}{psfig{file=figsslashfig03.09.ps}{{{{figure};FSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{figure}\psfig{file=figs/fig03.09.ps}\end{figure}|; + +$key = q/{displaymath}angle({H_1}(Z))-angle({H_2}(Z))approxleft{array{{ll}pislash2&{0|; + +$key = q/{displaymath}b=rsin(theta){displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +b = r \sin (\theta) +\end{displaymath}|; + +$key = q/e;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$e$|; + +$key = q/{displaymath}c(phi)=c(omegan)=pcos(komegan)+qcos((k+1)omegan){displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +c(\phi) = c(\omega n) = p \cos( k \omega n) + q \cos( (k+1) \omega n) +\end{displaymath}|; + +$key = q/{figure}{psfig{file=figsslashfig03.12.ps}{{{{figure};FSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{figure}\psfig{file=figs/fig03.12.ps}\end{figure}|; + +$key = q/{d_1}+cdots+{d_j}=0;MSF=1.6;AAT/; +$cached_env_img{$key} = q|${d_1} + \cdots + {d_j} = 0$|; + +$key = q/{displaymath}{Z_1}{Z_2}={r_1}{r_2}cdot{left[{cos({theta_1})cos({theta_2})-sin({theta_1})sin({theta_2})}right.},+{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +{Z_1}{Z_2} = {r_1}{r_2} \cdot +{ \left [ { +\cos({\theta_1... +...a_2}) - +\sin({\theta_1}) \sin({\theta_2}) +} \right . } + +\end{displaymath}|; + +$key = q/{displaymath}approx(1-iomegak){calFT}{x[n]}{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +\approx (1 - i \omega k) {\cal FT}\{ x[n] \} +\end{displaymath}|; + +$key = q/{x_1}[n];MSF=1.6;AAT/; +$cached_env_img{$key} = q|${x_1}[n]$|; + +$key = q/{displaymath}y[n]+x[n](z[n]-y[n]){displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +y[n] + x[n](z[n]-y[n]) +\end{displaymath}|; + +$key = q/{figure}{psfig{file=figsslashfig07.10.ps}{{{{figure};FSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{figure}\psfig{file=figs/fig07.10.ps}\end{figure}|; + +$key = q/(M,1);MSF=1.6;AAT/; +$cached_env_img{$key} = q|$(M, 1)$|; + +$key = q/alpha-beta<0;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$\alpha-\beta<0$|; + +$key = q/{displaymath}={V^{d}}X[0]+{V^{d+1}}X[1]+cdots+{V^{d+N-1}}X[N-1]{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} += +{V ^ {d}} X[0] + +{V ^ {d+1}} X[1] + +\cdots + +{V ^ {d+N-1}} X[N-1] +\end{displaymath}|; + +$key = q/{figure}{psfig{file=figsslashfig04.08.ps}{{{{figure};FSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{figure}\psfig{file=figs/fig04.08.ps}\end{figure}|; + +$key = q/{displaymath}sin(acos(omegan))=2{J_1}(a)cos(omegan)-2{J_3}(a)cos(3omegan)+2{J_5}(a)cos(5omegan)mpcdots{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +\sin(a \cos(\omega n)) = +2 {J_1}(a) \cos(\omega n) +- 2{J_3}(a) \cos(3 \omega n) ++ 2{J_5}(a) \cos(5 \omega n) \mp \cdots +\end{displaymath}|; + +$key = q/{displaymath}=2cos(omegadslash2){displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} += 2 \cos(\omega d / 2) +\end{displaymath}|; + +$key = q/X[-n]=X[n];MSF=1.6;AAT/; +$cached_env_img{$key} = q|$X[-n] = X[n]$|; + +$key = q/{displaymath}0,2omega_m,4omega_m,ldots{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +0, 2\omega_m, 4\omega_m, \ldots +\end{displaymath}|; + +$key = q/x[N],ldots,x[N+B-1];MSF=1.6;AAT/; +$cached_env_img{$key} = q|$x[N], \ldots, x[N+B-1]$|; + +$key = q/{figure}{psfig{file=figsslashfig07.30.ps}{{{{figure};FSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{figure}\psfig{file=figs/fig07.30.ps}\end{figure}|; + +$key = q/{figure}{psfig{file=figsslashfig01.10.ps}{{{{figure};FSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{figure}\psfig{file=figs/fig01.10.ps}\end{figure}|; + +$key = q/Zoverline{Z};MSF=1.6;AAT/; +$cached_env_img{$key} = q|$Z\overline{Z}$|; + +$key = q/beta>alpha;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$\beta > \alpha $|; + +$key = q/{displaymath}{y_{mathrm{INT}}}(x)=y[{x_0}]+(y[{x_0}+1]-y[{x_0}])cdot(x-{x_0}){displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +{y_{\mathrm{INT}}}(x) = +y[{x_0}] + (y[{x_0} + 1]- y[{x_0}]) \cdot (x - {x_0}) +\end{displaymath}|; + +$key = q/{figure}{psfig{file=figsslashfig07.12.ps}{{{{figure};FSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{figure}\psfig{file=figs/fig07.12.ps}\end{figure}|; + +$key = q/Q=-1;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$Q=-1$|; + +$key = q/{displaymath}(2,1),(4.75,0),(7.5,1),(10.25,0),(13,1),ldots{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +(2, 1), (4.75, 0), (7.5, 1), (10.25, 0), (13, 1), \ldots +\end{displaymath}|; + +$key = q/beta=2pislash10;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$\beta =2\pi /10$|; + +$key = q/{c_1}+cdots+{c_l}=0;MSF=1.6;AAT/; +$cached_env_img{$key} = q|${c_1} + \cdots + {c_l} = 0$|; + +$key = q/-i;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$-i$|; + +$key = q/{displaymath}H(Z)={{{overline{P}-{Z^{-1}}}}over{{1-P{Z^{-1}}}}}{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +H(Z) = {{ +{\overline{P} - {Z^{-1}}} +} \over { +{1 - P{Z^{-1}}} +}} +\end{displaymath}|; + +$key = q/{displaymath}mathrm{re}(A{Z^n})=acdotcos(nomega+phi){displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +\mathrm{re}(A{Z^n}) = a \cdot \cos(n \omega + \phi) +\end{displaymath}|; + +$key = q/3pislash2;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$3\pi /2$|; + +$key = q/NslashM;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$N/M$|; + +$key = q/{displaymath}d=20cdot{{{log}_{10}}({aslash{a_0}})}{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +d = 20 \cdot {{{\log}_{10}} ( {a / {a_0}} )} +\end{displaymath}|; + +$key = q/{figure}{psfig{file=figsslashfig05.15.ps}{{{{figure};FSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{figure}\psfig{file=figs/fig05.15.ps}\end{figure}|; + +$key = q/Nslash2+1;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$N/2+1$|; + +$key = q/{figure}{psfig{file=figsslashfig04.09.ps}{{{{figure};FSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{figure}\psfig{file=figs/fig04.09.ps}\end{figure}|; + +$key = q/(M,c);MSF=1.6;AAT/; +$cached_env_img{$key} = q|$(M, c)$|; + +$key = q/x[n+1];MSF=1.6;AAT/; +$cached_env_img{$key} = q|$x[n+1]$|; + +$key = q/{displaymath}cos(phi)+isin(phi)=R(cos(omega)+isin(omega)){displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +\cos(\phi) + i \sin(\phi) = R(\cos(\omega) + i \sin(\omega)) +\end{displaymath}|; + +$key = q/N+M-1;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$N+M-1$|; + +$key = q/1,W,{W^2},ldots;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$1, W, {W^2}, \ldots$|; + +$key = q/mathrm{fft}sim;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$\mathrm{fft}\sim$|; + +$key = q/f=x-{x_0};MSF=1.6;AAT/; +$cached_env_img{$key} = q|$f = x - {x_0}$|; + +$key = q/{displaymath}U=cos(omega)+isin(omega){displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +U = \cos(\omega) + i \sin(\omega) +\end{displaymath}|; + +$key = q/Z=1;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$Z=1$|; + +$key = q/fbox{{*sim{};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\fbox{ $*\sim$ }|; + +$key = q/{displaymath}omega_c+momega_m{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +\omega_c + m \omega_m +\end{displaymath}|; + +$key = q/Rslashf;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$R/f$|; + +$key = q/H=Nslash4;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$H=N/4$|; + +$key = q/Nslash4M;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$N/4M$|; + +$key = q/r=0.5;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$r=0.5$|; + +$key = q/RslashB;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$R/B$|; + +$key = q/{displaymath}h[n]=12{{log_2}left|y[n]-y[n-1]right|}{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +h[n] = 12 {{\log_2} \left \vert y[n] - y[n-1] \right \vert} +\end{displaymath}|; + +$key = q/{displaymath}{f_1}={f_0},2{f_2}={f_1},3{f_3}={f_2},ldots{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +{f_1} = {f_0} , 2 {f_2} = {f_1}, 3 {f_3} = {f_2} , \ldots +\end{displaymath}|; + +$key = q/{displaymath}angle({U^k})=kangle(U)=komega{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +\angle({U^k}) = k \angle(U) = k\omega +\end{displaymath}|; + +$key = q/Z^n;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$Z^n$|; + +$key = q/{displaymath}{piover2}({1overn}-1),;{piover2}({3overn}-1),;ldots,;{piover2}({{2n-1}overn}-1){displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +{\pi \over 2} ({1 \over n} - 1) , \; +{\pi \over 2} ({3 \ov... +...} - 1) , \; \ldots , \; +{\pi \over 2} ({{2n-1} \over n} - 1) +\end{displaymath}|; + +$key = q/2a;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$2a$|; + +$key = q/2pislashH;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$2\pi/H$|; + +$key = q/{displaymath}cdotslet[0]let[1]let[2]lecdots{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +\cdots \le t[0] \le t[1] \le t[2] \le \cdots +\end{displaymath}|; + +$key = q/B=4;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$B=4$|; + +$key = q/fbox{{mathrm{del}{};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\fbox{ $\mathrm{del}$ }|; + +$key = q/{displaymath}{P_k}[n]={A_k}{{left[{U^k}right]}^{n}}{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +{P_k}[n] = {A_k}{{\left [ {U^k} \right ]} ^ {n}} +\end{displaymath}|; + +$key = q/{displaymath}-{{{d_1}+cdots+{d_j}}over{N}}{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +-{{{d_1} + \cdots + {d_j}} \over {N}} +\end{displaymath}|; + +$key = q/S(1)=1;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$S(1) = 1$|; + +$key = q/2pikslashN;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$2\pi k / N$|; + +$key = q/{displaymath}P(x[n])=left[{{|x[0]|}^2}+{{|x[1]|}^2}+cdots+{{|x[N-1]|}^2}right]slashN{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +P(x[n]) = \left [{{\vert x[0]\vert}^2} + {{\vert x[1]\vert}^2} + \cdots ++ {{\vert x[N-1]\vert}^2} \right ] / N +\end{displaymath}|; + +$key = q/20{log_{10}}(g);MSF=1.6;AAT/; +$cached_env_img{$key} = q|$20 {\log_{10}} (g)$|; + +$key = q/fbox{texttt{switch~}};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\fbox{ \texttt{switch\ }}|; + +$key = q/{displaymath}a=cos({{pi}over4}-{{omega}over2}),;b=sin({{pi}over4}-{{omega}over2}){displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +a = \cos({{\pi}\over 4} - {{\omega} \over 2}) , \; +b = \sin({{\pi}\over 4} - {{\omega} \over 2}) +\end{displaymath}|; + +$key = q/Nslash2;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$N/2$|; + +$key = q/{displaymath}{mathrm{COV}}{x[n],y[n]}={{x[M]y[M]+cdots+x[M+N-1]y[M+N-1]}overN}{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +{\mathrm{COV}} \{ x[n] , y[n] \} = +{ +{x[M]y[M] + \cdots + x[M+N-1]y[M+N-1]} +\over +N +} +\end{displaymath}|; + +$key = q/a=;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$a=$|; + +$key = q/k=0,1,ldots,N-1;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$k = 0, 1, \ldots, N-1$|; + +$key = q/Y[k]slashN;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$Y[k]/N$|; + +$key = q/fbox{{mathrm{rpole}sim{};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\fbox{$\mathrm{rpole}\sim$}|; + +$key = q/{displaymath}f={{omegaR}over{2pi}}{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +f = {{\omega R} \over {2 \pi}} +\end{displaymath}|; + +$key = q/{displaymath}s[n]approx{1overpi}left[{sin(omegan)}+{{sin(2omegan)}over2}+{{sin(3omegan)}over3}+cdotsright]{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +s[n] \approx {1 \over \pi} \left [ +{\sin ( \omega n )} ++ ... +...\over 2} ++ {{\sin ( 3 \omega n)} \over 3} ++ \cdots +\right ] +\end{displaymath}|; + +$key = q/{figure}{psfig{file=figsslashfig06.08.ps}{{{{figure};FSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{figure}\psfig{file=figs/fig06.08.ps}\end{figure}|; + +$key = q/{figure}{psfig{file=figsslashfig02.04.ps}{{{{figure};FSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{figure}\psfig{file=figs/fig02.04.ps}\end{figure}|; + +$key = q/c,s;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$c, s$|; + +$key = q/fbox{{mathrm{tabsend}sim{};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\fbox{$\mathrm{tabsend}\sim$}|; + +$key = q/{f_3}=1slash6;MSF=1.6;AAT/; +$cached_env_img{$key} = q|${f_3}=1/6$|; + +$key = q/{displaymath}R[k];=;{{overline{T[k]};cdot;{S[m-1,k]}}over{left|{S[m-1,k]}right|}}{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +R[k] \; = \; +{ +{ +\overline {T[k]} \; \cdot \; {S[m-1, k]} +} \over { +\left \vert +{S[m-1, k]} +\right \vert +} +} +\end{displaymath}|; + +$key = q/|R(Z)|=1;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$\vert R(Z)\vert = 1$|; + +$key = q/{displaymath}x[t+tau]+y[t+tau]=x[t]+y[t]{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +x[t + \tau] + y[t+\tau] = x[t] + y[t] +\end{displaymath}|; + +$key = q/omegan+phi;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$\omega n + \phi$|; + +$key = q/{displaymath}-{{left[{{aZ+b}over{bZ+a}}right]}^2}=W{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +- { +{ \left [ { +{ +aZ + b +} \over { +bZ + a +} +} \right ] } +^ 2 +} = W +\end{displaymath}|; + +$key = q/{displaymath}cos(a)-cos(b)=2sin({{b-a}over2})sin({{a+b}over2}){displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +\cos(a) - \cos(b) = 2 \sin({{b-a}\over 2}) \sin({{a+b}\over 2}) +\end{displaymath}|; + +$key = q/{m_a};MSF=1.6;AAT/; +$cached_env_img{$key} = q|${m_a}$|; + +$key = q/{displaymath}x[n]={{underbrace{gleft(asin(omeganslash2)right)}_{mathrm{modulatoros(komegan)+qcos((k+1)omegan)}right]}_mathrm{carrier}}}{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +x[n] = { +{\underbrace +{g \left ( a \sin (\omega n/2) \ri... +...) + q \cos( (k+1) \omega n)} +\right ] } _\mathrm{carrier}} +} +\end{displaymath}|; + +$key = q/t;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$t$|; + +$key = q/c=cos(theta);MSF=1.6;AAT/; +$cached_env_img{$key} = q|$c = \cos(\theta)$|; + +$key = q/{displaymath}|H(cos(omega)+isin(omega))|{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +\vert H(\cos(\omega) + i \sin(\omega)) \vert +\end{displaymath}|; + +$key = q/Rt=n;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$Rt = n$|; + +$key = q/{displaymath}f(-x)=f(x){displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +f(-x) = f(x) +\end{displaymath}|; + +$key = q/d[n];MSF=1.6;AAT/; +$cached_env_img{$key} = q|$d[n]$|; + +$key = q/|P|<1;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$\vert P\vert < 1$|; + +$key = q/A_k;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$A_k$|; + +$key = q/{figure}{psfig{file=figsslashfig08.15.ps}{{{{figure};FSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{figure}\psfig{file=figs/fig08.15.ps}\end{figure}|; + +$key = q/{displaymath}c=cos(theta){displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +c = \cos(\theta) +\end{displaymath}|; + +$key = q/{figure}{psfig{file=figsslashfig07.03.ps}{{{{figure};FSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{figure}\psfig{file=figs/fig07.03.ps}\end{figure}|; + +$key = q/{J_k}(a);MSF=1.6;AAT/; +$cached_env_img{$key} = q|${J_k}(a)$|; + +$key = q/kslashN;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$k/N$|; + +$key = q/c;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$c$|; + +$key = q/J(Z)=infty;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$J(Z)=\infty$|; + +$key = q/{figure}{psfig{file=figsslashfig04.21.ps}{{{{figure};FSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{figure}\psfig{file=figs/fig04.21.ps}\end{figure}|; + +$key = q/kmtau;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$km\tau$|; + +$key = q/1slash{k^2};MSF=1.6;AAT/; +$cached_env_img{$key} = q|$1/{k^2}$|; + +$key = q/fbox{{mathrm{lrshift}sim{};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\fbox{$\mathrm{lrshift}\sim$}|; + +$key = q/fbox{{mathrm{r}{};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\fbox{ $ \mathrm{r} $}|; + +$key = q/C[m-2];MSF=1.6;AAT/; +$cached_env_img{$key} = q|$C[m-2]$|; + +$key = q/3.999ldots;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$3.999\ldots$|; + +$key = q/{figure}{psfig{file=figsslashfig08.32.ps}{{{{figure};FSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{figure}\psfig{file=figs/fig08.32.ps}\end{figure}|; + +$key = q/fbox{{mathrm{wrap}sim{};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\fbox{$\mathrm{wrap}\sim$}|; + +$key = q/k=100;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$k=100$|; + +$key = q/s;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$s$|; + +$key = q/{displaymath}H(Z)={{1}over{1-P{Z^{-1}}}}{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +H(Z) = {{1} \over {1 - P {Z^{-1}}}} +\end{displaymath}|; + +$key = q/{displaymath}|Z|=sqrt{({a^2}+{b^2})}{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +\vert Z\vert = \sqrt {({a^2} + {b^2})} +\end{displaymath}|; + +$key = q/S(-1)=-1;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$S(-1) = -1$|; + +$key = q/fbox{{mathrm{czero}sim{};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\fbox{$\mathrm{czero}\sim$}|; + +$key = q/{Z^{-dslash2}};MSF=1.6;AAT/; +$cached_env_img{$key} = q|${Z^{-d/2}}$|; + +$key = q/{displaymath}X''[n]={{X[n]-X[-n]}over{2i}}=A[1]sin(omegan)+cdots+A[N-1]sin(omega(N-1)n){displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +X''[n] = {{X[n] - X[-n]}\over {2i}} = +A[1]\sin(\omega n)+ \cdots + A[N-1]\sin(\omega (N-1) n) +\end{displaymath}|; + +$key = q/{figure}{psfig{file=figsslashfig03.14.ps}{{{{figure};FSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{figure}\psfig{file=figs/fig03.14.ps}\end{figure}|; + +$key = q/{J_3}(a){J_k}(b);MSF=1.6;AAT/; +$cached_env_img{$key} = q|${J_3}(a) {J_k}(b)$|; + +$key = q/{figure}{psfig{file=figsslashfig07.31.ps}{{{{figure};FSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{figure}\psfig{file=figs/fig07.31.ps}\end{figure}|; + +$key = q/{displaymath}{H_1}(Z)+i{H_2}(Z)approxleft{array{{ll}2{H_1}(Z)&{0|; + +$key = q/d_0;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$d_0$|; + +$key = q/{displaymath}overline{A+B}=overline{A}+overline{B}{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +\overline{A+B} = \overline{A} + \overline{B} +\end{displaymath}|; + +$key = q/{figure}{psfig{file=figsslashfig03.03.ps}{{{{figure};FSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{figure}\psfig{file=figs/fig03.03.ps}\end{figure}|; + +$key = q/({a^2}+{b^2})slash2;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$({a^2} + +{b^2})/2$|; + +$key = q/fbox{{mathrm{inlet}{};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\fbox{ $ \mathrm{inlet} $}|; + +$key = q/{displaymath}={2overpi}left[{sin(omegan)}+{{sin(3omegan)}over3}+{{sin(5omegan)}over5}+cdotsright]{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} += {2 \over \pi} \left [ +{\sin ( \omega n )} ++ {{\sin ( 3 ... +...\over 3} ++ {{\sin ( 5 \omega n)} \over 5} ++ \cdots +\right ] +\end{displaymath}|; + +$key = q/Halpha;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$H\alpha$|; + +$key = q/a=2;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$a=2$|; + +$key = q/{displaymath}X[n]={Z^n}{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +X[n] = {Z^n} +\end{displaymath}|; + +$key = q/{displaymath}{{left({A_{mathrm{RMS}}}{x[n]+y[n]}right)}^2}={{left({A_{mathrm{RMSn]}right)}^2}+{{left({A_{mathrm{RMS}}}{y[n]}right)}^2}.{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +{{\left ( {A_{\mathrm{RMS}}} \{x[n]+y[n]\} \right ) } ^ 2} ... +...2} + +{{\left ( {A_{\mathrm{RMS}}} \{y[n]\} \right ) } ^ 2} . +\end{displaymath}|; + +$key = q/1slashoverline{Q};MSF=1.6;AAT/; +$cached_env_img{$key} = q|$1/\overline{Q}$|; + +$key = q/W;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$W$|; + +$key = q/{figure}vspace*{-15pt}{centerline{psfig{file=figsslashfig06.11.ps,width=3.8in}}{vspace*{-13pt}{{vspace*{13pt}{figure};FSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{figure}\vspace*{-15pt} +\centerline{\psfig{file=figs/fig06.11.ps,width=3.8in}} +\vspace*{-13pt}\vspace*{13pt} +\end{figure}|; + +$key = q/Q_i;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$Q_i$|; + +$key = q/fbox{{mathrm{receive}sim{};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\fbox{ $\mathrm{receive}\sim$ }|; + +$key = q/{figure}{psfig{file=figsslashfig09.17.ps}{{{{figure};FSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{figure}\psfig{file=figs/fig09.17.ps}\end{figure}|; + +$key = q/pi;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$\pi $|; + +$key = q/{displaymath}Z=rcdotleft[cos(theta)+isin(theta)right]{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +Z = r \cdot \left[ \cos(\theta) + i \sin(\theta) \right ] +\end{displaymath}|; + +$key = q/fbox{texttt{throw~}};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\fbox{ \texttt{throw\ }}|; + +$key = q/{displaymath}127{f_2}(x)=10^{2(x-1)}hspace{0.2in}mathrm{(dBtolinear),}{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} + % +{f_2} (x) = 10^{2(x-1)} \hspace{0.2in}\mathrm{(dB to linear),} +\end{displaymath}|; + +$key = q/{figure}{psfig{file=figsslashfig01.15.ps}{{{{figure};FSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{figure}\psfig{file=figs/fig01.15.ps}\end{figure}|; + +$key = q/f=261.626;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$f=261.626$|; + +$key = q/s[n];MSF=1.6;AAT/; +$cached_env_img{$key} = q|$s[n]$|; + +$key = q/overline{Z}={Z^{-1}};MSF=1.6;AAT/; +$cached_env_img{$key} = q|$\overline{Z} = {Z^{-1}}$|; + +$key = q/{displaymath}{A_{mathrm{peak}}}{x[n]}=max|x[n]|,hspace{0.3in}n=M,ldots,M+N-1{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +{A_{\mathrm{peak}}} \{x[n]\} = \max \vert x[n] \vert , +\hspace{0.3in}n = M, \ldots, M+N-1 +\end{displaymath}|; + +$key = q/(n+f,y);MSF=1.6;AAT/; +$cached_env_img{$key} = q|$(n+f, y)$|; + +$key = q/fbox{{mathrm{dac}sim{};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\fbox{ $ \mathrm{dac}\sim $}|; + +$key = q/pislashomega;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$\pi / \omega$|; + +$key = q/lfloory[n]rfloor;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$\lfloor y[n] \rfloor$|; + +$key = q/{figure}{psfig{file=figsslashfig07.29.ps}{{{{figure};FSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{figure}\psfig{file=figs/fig07.29.ps}\end{figure}|; + +$key = q/fbox{texttt{czero_rev~}};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\fbox{ \texttt{czero\_rev\ }}|; + +$key = q/t_2;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$t_2$|; + +$key = q/{displaymath}{1overN}left[{calFT}{s[n]}(1)cdot{U^n}+{calFT}{s[n]}(-1)cdot{U^{-n}}right]{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +{1 \over N}\left [ +{\cal FT}\{ s[n] \} (1) \cdot {U^n} + +{\cal FT}\{ s[n] \} (-1) \cdot {U^{-n}} +\right ] +\end{displaymath}|; + +$key = q/{displaymath}|H|=2|cos(omegadslash2)|{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +\vert H\vert = 2 \vert\cos(\omega d / 2) \vert +\end{displaymath}|; + +$key = q/V;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$V$|; + +$key = q/z[n]=x[n];MSF=1.6;AAT/; +$cached_env_img{$key} = q|$z[n] = x[n]$|; + +$key = q/{figure}{psfig{file=figsslashfig02.10.ps}{{{{figure};FSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{figure}\psfig{file=figs/fig02.10.ps}\end{figure}|; + +$key = q/{displaymath}p[n]-p[n-1]={{{{({noverN}-{1over2})}^2}-{{({{n-1}overN}-{1over2})}^2}}over{2}}{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +p[n] - p[n-1] = { +{ +{{({n\over N} - {1\over 2})}^2} - +{{({{n-1}\over N} - {1\over 2})}^2} +} \over { +2 +}} +\end{displaymath}|; + +$key = q/{P_1},ldots,{P_k};MSF=1.6;AAT/; +$cached_env_img{$key} = q|${P_1}, \ldots, {P_k}$|; + +$key = q/{figure}{psfig{file=figsslashfig06.01.ps}{{{{figure};FSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{figure}\psfig{file=figs/fig06.01.ps}\end{figure}|; + +$key = q/{displaymath}=mathrm{re}left[{{{2-2,mathrm{re}(P){Z^{-1}}}over{(1-{P}{Z^{-1}})(1-{overline{P}}{Z^{-1}})}}{A{Z^n}}}right]{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} += +\mathrm{re} \left[ { +{{ +2 - 2 \mathrm{re} (P) {Z^{-... +...^{-1}}) (1 - {\overline{P}}{Z^{-1}}) +}} +{A{Z^n}} +} \right ] +\end{displaymath}|; + +$key = q/fbox{{mathrm{cos}sim{};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\fbox{ $\mathrm{cos}\sim$ }|; + +$key = q/{displaymath}Halpha=angleS[1,3]-angleS[0,3]{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +H \alpha = \angle S[1, 3] - \angle S[0, 3] +\end{displaymath}|; + +$key = q/infty;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$\infty$|; + +$key = q/p[n];MSF=1.6;AAT/; +$cached_env_img{$key} = q|$p[n]$|; + +$key = q/1-|P|;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$1-\vert P\vert$|; + +$key = q/{displaymath}-f(f-1)(f-2)slash6cdoty[{x_0}-1]+(f+1)(f-1)(f-2)slash2cdoty[{x_0}]{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +-f (f-1)(f-2)/6 \cdot y[{x_0}-1] ++ (f+1)(f-1)(f-2)/2 \cdot y[{x_0}] +\end{displaymath}|; + +$key = q/{figure}{psfig{file=figsslashfig07.08.ps}{{{{figure};FSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{figure}\psfig{file=figs/fig07.08.ps}\end{figure}|; + +$key = q/{displaymath}-(f+1)f(f-2)slash2cdoty[{x_0}+1]+(f+1)f(f-1)slash6cdoty[{x_0}+2]{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +- (f+1) f (f-2) / 2 \cdot y[{x_0}+1] ++ (f+1) f (f-1) / 6 \cdot y[{x_0}+2] +\end{displaymath}|; + +$key = q/{displaymath}x[n]=cos(acos(omega_mn)+omega_cn){displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +x[n] = \cos(a \cos(\omega_m n) + \omega_c n ) +\end{displaymath}|; + +$key = q/{displaymath}{1overN}{calFT}left{Y[k]right}(m)=X[-m]{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +{1 \over N} {\cal FT} \left \{ Y[k] \right \} (m) = X[-m] +\end{displaymath}|; + +$key = q/beta;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$\beta $|; + +$key = q/FT;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$FT$|; + +$key = q/fbox{{mathrm{t}{};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\fbox{ $\mathrm{t}$}|; + +$key = q/{displaymath}Phi(k)=-picdot(k-{{alpha}over{omega}})cdot(N-1)slashN{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +\Phi(k) = - \pi \cdot (k - {{\alpha } \over {\omega}}) \cdot (N-1)/N +\end{displaymath}|; + +$key = q/{displaymath}f(x)={e^x}{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +f(x) = {e ^ x} +\end{displaymath}|; + +$key = q/{displaymath}={{{{{2n}over{N^2}}-{1over{N}}}+{1over{N^2}}}over{2}}{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} += { +{ +{{{2n}\over {N^2}} - {1\over {N}}} + {1\over {N^2}} +} \over { +2 +}} +\end{displaymath}|; + +$key = q/{displaymath}x[1.5]={{9cos(omegaslash2)-cos(3omegaslash2)}over4}{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +x[1.5] = {{9 \cos(\omega/2) - \cos(3 \omega / 2)}\over4} +\end{displaymath}|; + +$key = q/{displaymath}J(Z)=H(R(Z)){displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +J(Z) = H(R(Z)) +\end{displaymath}|; + +$key = q/p;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$p$|; + +$key = q/N+1-k;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$N + 1 - k$|; + +$key = q/fbox{texttt{delwrite~}};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\fbox{ \texttt{delwrite\ }}|; + +$key = q/1slash{sqrtN};MSF=1.6;AAT/; +$cached_env_img{$key} = q|$1 / {\sqrt N}$|; + +$key = q/{x_r}[n];MSF=1.6;AAT/; +$cached_env_img{$key} = q|${x_r}[n]$|; + +$key = q/fbox{{mathrm{notein}{};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\fbox{ $\mathrm{notein}$}|; + +$key = q/overline{Q};MSF=1.6;AAT/; +$cached_env_img{$key} = q|$\overline{Q}$|; + +$key = q/|H|;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$\vert H\vert$|; + +$key = q/{Z_1}{Z_2};MSF=1.6;AAT/; +$cached_env_img{$key} = q|${Z_1}{Z_2}$|; + +$key = q/1slashi=-i;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$1/i = -i$|; + +$key = q/{displaymath}+qcos((n+1){omega_2}t+rcos({omega_1}t)){displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} ++ q \cos ( (n+1) {\omega_2} t + r \cos ({\omega_1} t)) +\end{displaymath}|; + +$key = q/{displaymath}{cos(alphan+phi)cos(betan+xi)}={displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +{\cos(\alpha n + \phi) \cos (\beta n + \xi)} += +\end{displaymath}|; + +$key = q/{displaymath}X'[n]={{X[n]+X[n+Nslash2]}over2}=A[0]+A[2]{U^{2n}}+cdots+A[N-2]{U^{(N-2)n}}{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +X'[n] = {{X[n] + X[n+N/2]}\over 2} = +A[0] + A[2]{U^{2n}} + \cdots + A[N-2]{U^{(N-2)n}} +\end{displaymath}|; + +$key = q/{figure}{psfig{file=figsslashfig08.12.ps}{{{{figure};FSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{figure}\psfig{file=figs/fig08.12.ps}\end{figure}|; + +$key = q/alpha=3omega;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$\alpha = 3\omega$|; + +$key = q/sslash2;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$s/2$|; + +$key = q/{displaymath}{H_{mathrm{re}}}(Z)={{1-mathrm{re}(P){Z^{-1}}}over{(1-{P}{Z^{-1}})(1-{overline{P}}{Z^{-1}})}}{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +{H_{\mathrm{re}}}(Z) = {{ +1 - \mathrm{re} (P) {Z^{-1}} +} \over { +(1 - {P}{Z^{-1}}) (1 - {\overline{P}}{Z^{-1}}) +}} +\end{displaymath}|; + +$key = q/1000cdot2048slashR;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$1000\cdot2048/R$|; + +$key = q/omega=angle(Z);MSF=1.6;AAT/; +$cached_env_img{$key} = q|$\omega = \angle(Z)$|; + +$key = q/{figure}{psfig{file=figsslashfig09.07.ps}{{{{figure};FSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{figure}\psfig{file=figs/fig09.07.ps}\end{figure}|; + +$key = q/f(x)={x^2};MSF=1.6;AAT/; +$cached_env_img{$key} = q|$f(x) = {x^2}$|; + +$key = q/{figure}{psfig{file=figsslashfig09.09.ps}{{{{figure};FSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{figure}\psfig{file=figs/fig09.09.ps}\end{figure}|; + +$key = q/{figure}{psfig{file=figsslashfig04.16.ps}{{{{figure};FSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{figure}\psfig{file=figs/fig04.16.ps}\end{figure}|; + +$key = q/{displaymath}{f_k}={1over{1cdot2cdot3cdot...cdotk}}{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +{f_k} = {1 \over {1 \cdot 2 \cdot 3 \cdot ... \cdot k}} +\end{displaymath}|; + +$key = q/{displaymath}w[n]={1over2}-{1over2}cos(2pinslashN){displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +w[n] = {1\over 2} - {1\over 2} \cos(2\pi n / N) +\end{displaymath}|; + +$key = q/-1slash2;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$-1/2$|; + +$key = q/{displaymath}z[n]=left{{array{{ll}x[lfloory[n]rfloor]&mbox{if{0ley[n]|; + +$key = q/{displaymath}fx+(1-f)y,{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +fx + (1-f)y, +\end{displaymath}|; + +$key = q/|;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$\vert$|; + +$key = q/1-g;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$1-g$|; + +$key = q/{displaymath}R(Z)=-{Z^2}=-{{1cdot{Z^2}+0cdotZ+0}over{0cdot{Z^2}+0cdotZ+1}}{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +R(Z) = -{Z^2} = - +{{ +1 \cdot {Z^2} + 0 \cdot Z + 0 +} \over { +0 \cdot {Z^2} + 0 \cdot Z + 1 +}} +\end{displaymath}|; + +$key = q/{displaymath}={{left[{U^{0}}right]}^{n}}Y[0]+{{left[{U^{1}}right]}^{n}}Y[1]+cdots+{{left[{U^{N-1}}right]}^{n}}Y[N-1]{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} += {{\left [ {U^{0}} \right ]} ^ {n}} Y[0] + +{{\left [ {U^{... +...Y[1] + +\cdots + +{{\left [ {U^{N-1}} \right ]} ^ {n}} Y[N-1] +\end{displaymath}|; + +$key = q/{figure}{psfig{file=figsslashfig08.04.ps}{{{{figure};FSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{figure}\psfig{file=figs/fig08.04.ps}\end{figure}|; + +$key = q/fbox{{mathrm{rifft}sim{};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\fbox{$\mathrm{rifft}\sim$}|; + +$key = q/{displaymath}{calFT}{s[n]}(k)approx{1over{iomegak}}={{-iN}over{2pik}}{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +{\cal FT}\{ s[n] \} (k) \approx {1 \over {i \omega k}} += {{-iN} \over {2 \pi k}} +\end{displaymath}|; + +$key = q/{figure}{psfig{file=figsslashfig01.04.ps}{{{{figure};FSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{figure}\psfig{file=figs/fig01.04.ps}\end{figure}|; + +$key = q/|Z|;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$\vert Z\vert$|; + +$key = q/(L,d);MSF=1.6;AAT/; +$cached_env_img{$key} = q|$(L, d)$|; + +$key = q/{displaymath}left.+{{cos(2omega(n-M))-cos(2omega(n+M))}over4}+cdotsright]{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +\left . ++ {{\cos ( 2 \omega (n-M)) - \cos ( 2 \omega (n+M))} \over 4} ++ \cdots +\right ] +\end{displaymath}|; + +$key = q/approx;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$\approx$|; + +$key = q/x[n]-x[n-1];MSF=1.6;AAT/; +$cached_env_img{$key} = q|$x[n] - x[n-1]$|; + +$key = q/f(x)=x^5;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$f(x) = x^5$|; + +$key = q/{displaymath}{calFT}left{X[n]right}(k)={xi^{N-1}}{{{xi^N}-{xi^{-N}}}over{xi-{xi^{-1}}}}{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +{\cal FT} \left \{ X[n] \right \} (k) = +{\xi^{N-1}} +{{ +{\xi^N} - {\xi^{-N}} +} \over { +\xi - {\xi^{-1}} +}} +\end{displaymath}|; + +$key = q/{displaymath}={calFT}left{{1over2}{Z^n}-{1over4}{(UZ)^n}-{1over4}{({U^{-1}}Z)^n}right}(k){displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} += {\cal FT} \left \{ {1\over 2} {Z^n} - {1\over 4} {(UZ)^n} +- {1\over 4} {({U^{-1}}Z)^n}\right \} (k) +\end{displaymath}|; + +$key = q/2pikslashomega;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$2 \pi k/ \omega$|; + +$key = q/{figure}{psfig{file=figsslashfig07.09.ps}{{{{figure};FSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{figure}\psfig{file=figs/fig07.09.ps}\end{figure}|; + +$key = q/4pislashN;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$4\pi/N$|; + +$key = q/{displaymath}{y_2}[n]=s{x_1}[n]+c{x_2}[n]{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +{y_2}[n] = s {x_1}[n] + c {x_2}[n] +\end{displaymath}|; + +$key = q/X[n]=-X[n+Nslash2;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$X[n] = -X[n+N/2$|; + +$key = q/A[k];MSF=1.6;AAT/; +$cached_env_img{$key} = q|$A[k]$|; + +$key = q/{displaymath}g(x)=e^{-x^2}{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +g(x) = e ^ {- x ^ 2} +\end{displaymath}|; + +$key = q/{displaymath}x[n]=8p[n]-8p[n-{Nover2}]{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +x[n] = 8 p[n] - 8 p[n-{N \over 2}] +\end{displaymath}|; + +$key = q/40;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$40$|; + +$key = q/n=0,ldots,N-1;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$n=0,\ldots,N-1$|; + +$key = q/{figure}{psfig{file=figsslashfig09.13.ps}{{{{figure};FSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{figure}\psfig{file=figs/fig09.13.ps}\end{figure}|; + +$key = q/{displaymath}y[t+tauslash4]=y[t]{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +y[t + \tau/4] = y[t] +\end{displaymath}|; + +$key = q/{figure}{psfig{file=figsslashfig08.31.ps}{{{{figure};FSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{figure}\psfig{file=figs/fig08.31.ps}\end{figure}|; + +$key = q/{figure}{psfig{file=figsslashfig10.01.ps}{{{{figure};FSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{figure}\psfig{file=figs/fig10.01.ps}\end{figure}|; + +$key = q/{displaymath}H(overline{Z})=overline{H(Z)}{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +H(\overline{Z}) = \overline{H(Z)} +\end{displaymath}|; + +$key = q/-1;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$-1$|; + +$key = q/{figure}{psfig{file=figsslashfig03.11.ps}{{{{figure};FSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{figure}\psfig{file=figs/fig03.11.ps}\end{figure}|; + +$key = q/2;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$2$|; + +$key = q/fbox{texttt{catch~}};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\fbox{ \texttt{catch\ }}|; + +$key = q/{displaymath}f={{t-p}overc}={{{{2^{hslash12}}}-p}overc}{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +f = {{t - p} \over c} = {{{{2 ^ {h/12}}} - p} \over c} +\end{displaymath}|; + +$key = q/{displaymath}X[n]={A_0}{{left[{U^0}right]}^{n}}+{A_1}{{left[{U^1}right]}^{n}}+cdots+{A_{N-1}}{{left[{U^{N-1}}right]}^{n}}{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +X[n] = +{A_0}{{\left [ {U^0} \right ]} ^ {n}} ++ {A_1}{{\l... +...n}} ++ \cdots ++ {A_{N-1}}{{\left [ {U^{N-1}} \right ]} ^ {n}} +\end{displaymath}|; + +$key = q/{displaymath}={{(VZ)}^{0}}X[0]+{{(VZ)}^{1}}X[1]+cdots+{{(VZ)}^{N-1}}X[N-1]{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} += +{{(VZ)} ^ {0}} X[0] + +{{(VZ)} ^ {1}} X[1] + +\cdots + +{{(VZ)} ^ {N-1}} X[N-1] +\end{displaymath}|; + +$key = q/+a;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$+a$|; + +$key = q/{displaymath}b=mathrm{im}(Z){displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +b = \mathrm{im}(Z) +\end{displaymath}|; + +$key = q/sin({theta_1})sin({theta_2});MSF=1.6;AAT/; +$cached_env_img{$key} = q|$\sin({\theta_1}) \sin({\theta_2})$|; + +$key = q/p{c_1}+q{c_2};MSF=1.6;AAT/; +$cached_env_img{$key} = q|$p +{c_1} + q {c_2}$|; + +$key = q/-54;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$-54$|; + +$key = q/{displaymath}array{{lll}{angleS[0,2]=phi+pi}&{angleS[0,3]=phi}&{angleS[0,4]=phi+eS[2,3]=phi+2Halpha}&{angleS[2,4]=phi+2Halpha+pi}array{{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +\begin{array}{lll} +{\angle S[0, 2] = \phi + \pi} & +{\angl... +...ha} & +{\angle S[2, 4] = \phi + 2H\alpha + \pi}\\\\ +\end{array}\end{displaymath}|; + +$key = q/685600slash440=1558;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$685600/440=1558$|; + +$key = q/fbox{{mathrm{r}sim{};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\fbox{ $\mathrm{r}\sim$ }|; + +$key = q/{calFT}left{X[n]right}(k);MSF=1.6;AAT/; +$cached_env_img{$key} = q|${\cal FT} \left \{ X[n] \right \} (k)$|; + +$key = q/{displaymath}M(k)={left[{{1over2}{D_N}(k)+{1over4}{D_N}(k+1)+{1over4}{D_N}(k-1)}right]}{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +M(k) = +{\left [ { +{1\over 2}{D_N}(k) ++ {1\over 4}{D_N}(k + 1) ++ {1\over 4}{D_N}(k - 1) +} \right ] } +\end{displaymath}|; + +$key = q/{figure}{psfig{file=figsslashfig02.07.ps}{{{{figure};FSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{figure}\psfig{file=figs/fig02.07.ps}\end{figure}|; + +$key = q/{displaymath}Y[n]=X[n-d]=A{Z^{(n-d)}}={Z^{-d}}A{Z^n}={Z^{-d}}X[n]{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +Y[n] = X[n-d] = A {Z^{(n-d)}} = {Z^{-d}} A {Z^n} = {Z^{-d}} X[n] +\end{displaymath}|; + +$key = q/{displaymath}{Z^n}+{Z^{-d}}{Z^n}=(1+{Z^{-d}}){Z^n}{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +{Z^n} + {Z^{-d}} {Z^n} = (1 + {Z^{-d}}) {Z^n} +\end{displaymath}|; + +$key = q/-pislash2;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$-\pi/2$|; + +$key = q/fbox{{mathrm{czero_rev}sim{};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\fbox{$\mathrm{czero\_rev}\sim$}|; + +$key = q/fbox{{mathrm{vline}sim{};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\fbox{ $\mathrm{vline}\sim$}|; + +$key = q/1slashe;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$1/e$|; + +$key = q/{displaymath}ldots,t[0],t[1],t[2],ldots{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +\ldots , t[0], t[1], t[2], \ldots +\end{displaymath}|; + +$key = q/{displaymath}mathrm{RT}={{-3d}over{{log_{10}}(g)}}{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +\mathrm{RT} = {{-3d} \over {{\log_{10}}(g) }} +\end{displaymath}|; + +$key = q/f(x)=cos(x);MSF=1.6;AAT/; +$cached_env_img{$key} = q|$f(x) = \cos(x)$|; + +$key = q/{displaymath}{x_{50}}[n]={b_0}+{b_1}cosleft(omegan+{theta_1}right)+{b_2}cosleft(2omegan+{theta_2}right)+cdots{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +{x_{50}}[n] = {b_0} + +{b_1} \cos \left ( \omega n + {\thet... +... +{b_2} \cos \left ( 2 \omega n + {\theta_2} \right ) + \cdots +\end{displaymath}|; + +$key = q/{figure}{psfig{file=figsslashfig08.33.ps}{{{{figure};FSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{figure}\psfig{file=figs/fig08.33.ps}\end{figure}|; + +$key = q/fbox{{mathrm{receive}{};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\fbox{ $ \mathrm{receive} $}|; + +$key = q/{displaymath}x[n]=cos(omega_cn+acos(omega_mn)+bcos(omega_pn)){displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +x[n] = \cos(\omega_c n + a \cos(\omega_m n) + b \cos(\omega_p n)) +\end{displaymath}|; + +$key = q/fbox{texttt{fiddle~}};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\fbox{ \texttt{fiddle\ }}|; + +$key = q/t=nslashR;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$t = n/R$|; + +$key = q/alpha=0;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$\alpha =0$|; + +$key = q/{displaymath}X[n]+Y[n]=(A+B){Z^n}{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +X[n] + Y[n] = (A+B) {Z^n} +\end{displaymath}|; + +$key = q/e^x;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$e^x$|; + +$key = q/1,WZ,{{(WZ)}^2},ldots;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$1, WZ, {{(WZ)}^2}, \ldots$|; + +$key = q/{displaymath}{x^4}[n]={1over8}cos(-2omegan)+{3over8}cos(0)+{3over8}cos(2omegan)+{1over8}cos(4omegan){displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +{x^4}[n] = {1 \over 8} \cos (-2\omega n) + {3 \over 8} \cos... +... {3 \over 8} \cos (2 \omega n) + {1 \over 8} \cos (4 \omega n) +\end{displaymath}|; + +$key = q/R(Z)=-Z^2;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$R(Z) = -Z^2$|; + +$key = q/{displaymath}={V^{0}}X[0]+{V^{1}}ZX[1]+cdots+{V^{N-1}}{Z^{N-1}}X[N-1]{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} += +{V ^ {0}} X[0] + +{V ^ {1}} Z X[1] + +\cdots + +{V ^ {N-1}} {Z^{N-1}} X[N-1] +\end{displaymath}|; + +$key = q/fbox{{mathrm{outlet}{};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\fbox{ $\mathrm{outlet}$ }|; + +$key = q/-pi;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$-\pi$|; + +$key = q/omega=phi=0;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$\omega = \phi = 0$|; + +$key = q/1slash(1-p);MSF=1.6;AAT/; +$cached_env_img{$key} = q|$1/(1-p)$|; + +$key = q/{figure}{psfig{file=figsslashfig08.24.ps}{{{{figure};FSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{figure}\psfig{file=figs/fig08.24.ps}\end{figure}|; + +$key = q/{displaymath}f(n)=1,,,,,,,n=,,ldots,-1,0,1,ldots{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +f(n) = 1 , n = \ldots, -1, 0, 1, \ldots +\end{displaymath}|; + +$key = q/d=omega;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$d = \omega$|; + +$key = q/P_i;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$P_i$|; + +$key = q/fbox{{mathrm{send}{};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\fbox{ $\mathrm{send}$}|; + +$key = q/{figure}{psfig{file=figsslashfig05.14.ps}{{{{figure};FSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{figure}\psfig{file=figs/fig05.14.ps}\end{figure}|; + +$key = q/phi;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$\phi$|; + +$key = q/{displaymath}20{mathrm{RT}overd}{log_{10}}(g)=-60{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +20 {\mathrm{RT}\over d} {\log_{10}}( g ) = -60 +\end{displaymath}|; + +$key = q/{displaymath}{H_1}(Z)approxi{H_2}(Z),;0|; + +$key = q/n=5;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$n=5$|; + +$key = q/fbox{texttt{noise~}};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\fbox{ \texttt{noise\ }}|; + +$key = q/fbox{{mathrm{bang}sim{};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\fbox{$\mathrm{bang}\sim$}|; + +$key = q/{figure}{psfig{file=figsslashfig04.13.ps}{{{{figure};FSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{figure}\psfig{file=figs/fig04.13.ps}\end{figure}|; + +$key = q/{displaymath}{calFT}{x[n-1]}=left[cos(komega)-isin(komega)right]{calFT}{x[n]}{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +{\cal FT}\{ x[n-1] \} = +\left [ \cos(k \omega) - i \sin (k \omega) \right ] +{\cal FT}\{ x[n] \} +\end{displaymath}|; + +$key = q/-pilephilepi;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$-\pi \le \phi \le \pi$|; + +$key = q/{displaymath}=(cos(omegadslash2)+isin(omegadslash2))+(cos(omegadslash2)-isin(omegadslash2)){displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} += (\cos(\omega d / 2) + i \sin(\omega d / 2)) + +(\cos(\omega d / 2) - i \sin(\omega d / 2)) +\end{displaymath}|; + +$key = q/{figure}{psfig{file=figsslashfig10.02.ps}{{{{figure};FSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{figure}\psfig{file=figs/fig10.02.ps}\end{figure}|; + +$key = q/mH;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$mH$|; + +$key = q/{figure}{psfig{file=figsslashfig02.03.ps}{{{{figure};FSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{figure}\psfig{file=figs/fig02.03.ps}\end{figure}|; + +$key = q/{figure}{psfig{file=figsslashfig07.16.ps}{{{{figure};FSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{figure}\psfig{file=figs/fig07.16.ps}\end{figure}|; + +$key = q/1;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$1$|; + +$key = q/alpha=pislash2;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$\alpha = \pi/2$|; + +$key = q/{displaymath}x(phi)=T(cphi)*W(aphi),{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +x(\phi) = T (c \phi) * W (a \phi), +\end{displaymath}|; + +$key = q/mH+n;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$mH+n$|; + +$key = q/w;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$w$|; + +$key = q/{displaymath}Y=XZ{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +Y = XZ +\end{displaymath}|; + +$key = q/{displaymath}{{x[n]}^2}={{a^2}over2}left(cos(2alphan)+1right){displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +{{x[n]}^2} = {{a^2}\over 2} \left ( \cos(2 \alpha n) + 1 \right ) +\end{displaymath}|; + +$key = q/{displaymath}AcdotH(Z)cdot{Z^n}+overline{A}cdotoverline{H(Z)}cdot{{overline{Z}}^n}{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +A \cdot H(Z) \cdot {Z^n} + +\overline{A} \cdot \overline{H(Z)} \cdot {{\overline{Z}}^n} +\end{displaymath}|; + +$key = q/16cdot44100=705600;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$16\cdot 44100 = +705600$|; + +$key = q/S[m,k]=C[m];MSF=1.6;AAT/; +$cached_env_img{$key} = q|$S[m, k] = C[m]$|; + +$key = q/{displaymath}cos(6omegan){M_a}(omegan){displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +\cos(6 \omega n) {M_a}(\omega n) +\end{displaymath}|; + +$key = q/{displaymath}x[n+1]-x[n]={foverR}{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +x[n+1] - x[n] = {f \over R} +\end{displaymath}|; + +$key = q/m[k];MSF=1.6;AAT/; +$cached_env_img{$key} = q|$m[k]$|; + +$key = q/a=|T'[k]|;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$a = \vert T'[k]\vert$|; + +$key = q/(0,ldots,0);MSF=1.6;AAT/; +$cached_env_img{$key} = q|$(0, \ldots, 0)$|; + +$key = q/|U|=1;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$\vert U\vert=1$|; + +$key = q/fbox{{mathrm{loadbang}{};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\fbox{ $\mathrm{loadbang}$ }|; + +$key = q/{displaymath}beta*(beta+2omega){displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +\beta * (\beta + 2 \omega) +\end{displaymath}|; + +$key = q/{displaymath}f(x)={f_0}+{f_1}x+{f_2}{x^2}+{f_3}{x^3}+cdots{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +f(x) = {f_0} + {f_1}x + {f_2}{x^2} + {f_3}{x^3} + \cdots +\end{displaymath}|; + +$key = q/{displaymath}{Z_2}={r_2}cdotleft[cos({theta_2})+isin({theta_2})right]{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +{Z_2} = {r_2} \cdot \left [ \cos({\theta_2}) + i \sin({\theta_2}) \right ] +\end{displaymath}|; + +$key = q/{figure}{psfig{file=figsslashfig10.14.ps}{{{{figure};FSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{figure}\psfig{file=figs/fig10.14.ps}\end{figure}|; + +$key = q/P=Q;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$P=Q$|; + +$key = q/{displaymath}T'[k]={calFT}(W(n)X[n+H])(k){displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +T'[k] = {\cal FT}(W(n)X[n+H]) (k) +\end{displaymath}|; + +$key = q/1slash100;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$1/100$|; + +$key = q/{figure}{psfig{file=figsslashfig04.04.ps}{{{{figure};FSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{figure}\psfig{file=figs/fig04.04.ps}\end{figure}|; + +$key = q/{figure}{psfig{file=figsslashfig06.06.ps}{{{{figure};FSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{figure}\psfig{file=figs/fig06.06.ps}\end{figure}|; + +$key = q/{figure}{psfig{file=figsslashfig09.11.ps}{{{{figure};FSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{figure}\psfig{file=figs/fig09.11.ps}\end{figure}|; + +$key = q/{figure}{psfig{file=figsslashfig04.11.ps}{{{{figure};FSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{figure}\psfig{file=figs/fig04.11.ps}\end{figure}|; + +$key = q/{displaymath}beta=2arctan(r){displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +\beta = 2 \arctan (r) +\end{displaymath}|; + +$key = q/p=1-beta;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$p = 1 - \beta$|; + +$key = q/{displaymath}{{1}over{1-P{Z^{-1}}}}{Z^n}{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +{{1} \over {1 - P {Z^{-1}}}} {Z^n} +\end{displaymath}|; + +$key = q/omega=pislash10;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$\omega = \pi/10$|; + +$key = q/Z^d;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$Z^d$|; + +$key = q/f[k];MSF=1.6;AAT/; +$cached_env_img{$key} = q|$f[k]$|; + +$key = q/{displaymath}a[k]={1over{{pi^2}(MslashN-2{{(MslashN)}^2})}}cdot{{sin(2pikMslashN)}over{k^2}}{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +a[k] = {1 \over {{\pi ^ 2} (M/N - 2{{(M/N)}^2})}} +\cdot {{\sin (2 \pi k M / N) } \over {k^2}} +\end{displaymath}|; + +$key = q/d=pislashomega;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$d=\pi/\omega$|; + +$key = q/fbox{{mathrm{delwrite}sim{};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\fbox{$\mathrm{delwrite}\sim$}|; + +$key = q/0leqk|; + +$key = q/{figure}{psfig{file=figsslashfig09.12.ps}{{{{figure};FSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{figure}\psfig{file=figs/fig09.12.ps}\end{figure}|; + +$key = q/{displaymath}cos(komega)approx1;,;sin(komega)approxkomega{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +\cos(k \omega) \approx 1 \; , \; \sin(k \omega) \approx k \omega +\end{displaymath}|; + +$key = q/dslashR;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$d/R$|; + +$key = q/z[0];MSF=1.6;AAT/; +$cached_env_img{$key} = q|$z[0]$|; + +$key = q/{displaymath}P{x[n]+y[n]}=P{x[n]}+P{y[n]},hspace{0.1in}mathrm{whenever}{mathrm{COV}}{x[n],y[n]}=0{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +P \{x[n] + y[n]\} = P \{x[n]\} + P \{y[n]\} , \hspace{0.1in} +\mathrm{whenever} + {\mathrm{COV}} \{ x[n] , y[n] \} = 0 +\end{displaymath}|; + +$key = q/{displaymath}f={{2^{hslash12}R}overN}{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +f = {{2^{h/12} R} \over N} +\end{displaymath}|; + +$key = q/pislash4;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$\pi /4$|; + +$key = q/gle1;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$g \le 1$|; + +$key = q/s=c=sqrt{1slash2};MSF=1.6;AAT/; +$cached_env_img{$key} = q|$s = c = \sqrt{1/2}$|; + +$key = q/{f_2}=1slash2;MSF=1.6;AAT/; +$cached_env_img{$key} = q|${f_2}=1/2$|; + +$key = q/{displaymath}x[n]=acos(alphan)+bcos(betan){displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +x[n] = a \cos(\alpha n) + b \cos(\beta n) +\end{displaymath}|; + +$key = q/{displaymath}a[n]=mathrm{re}left[{{1over{1-{P}{Z^{-1}}}}{A{Z^n}+{1over{1-{P}{Z}}}overline{A}{Z^{-n}}}}right]{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +a[n] = +\mathrm{re} \left[ { +{1 \over {1 - {P}{Z^{-1}}}} {... +...n} + +{1 \over {1 - {P}{Z}}} \overline{A}{Z^{-n}}} +} \right ] +\end{displaymath}|; + +$key = q/{displaymath}{(1-{r^2})-2ri}over{1+{r^2}}{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +{ (1 - {r^2}) - 2 r i } +\over +{ 1 + {r^2} } +\end{displaymath}|; + +$key = q/y[1];MSF=1.6;AAT/; +$cached_env_img{$key} = q|$y[1]$|; + +$key = q/r=infty;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$r=\infty$|; + +$key = q/T'[k];MSF=1.6;AAT/; +$cached_env_img{$key} = q|$T'[k]$|; + +$key = q/{figure}{psfig{file=figsslashfig02.01.ps}{{{{figure};FSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{figure}\psfig{file=figs/fig02.01.ps}\end{figure}|; + +$key = q/{figure}{psfig{file=figsslashfig10.13.ps}{{{{figure};FSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{figure}\psfig{file=figs/fig10.13.ps}\end{figure}|; + +$key = q/1slashn;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$1/n$|; + +$key = q/X''[n];MSF=1.6;AAT/; +$cached_env_img{$key} = q|$X''[n]$|; + +$key = q/kge0;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$k \ge 0$|; + +$key = q/kcdotx[n];MSF=1.6;AAT/; +$cached_env_img{$key} = q|$k \cdot x[n]$|; + +$key = q/2M;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$2M$|; + +$key = q/{displaymath}angle(Z)=mathrm{arctan}{left({bovera}right)}{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +\angle(Z) = \mathrm{arctan} +{ \left ( { +b \over a +} \right ) } +\end{displaymath}|; + +$key = q/1000;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$1000$|; + +$key = q/{displaymath}p[n]approx{1over{2{pi^2}}}left[{cos(omegan)}+{{cos(2omegan)}over4}+{{cos(3omegan)}over9}+cdotsright]{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +p[n] \approx {1 \over {2 {\pi^2}}} \left [ +{\cos ( \omega ... +...\over 4} ++ {{\cos ( 3 \omega n)} \over 9} ++ \cdots +\right ] +\end{displaymath}|; + +$key = q/{displaymath}{Z^{-d}}=1{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +{Z^{-d}} = 1 +\end{displaymath}|; + +$key = q/{displaymath}N={{2^{hslash12}R}overf}{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +N = {{2^{h/12} R} \over f} +\end{displaymath}|; + +$key = q/{displaymath}f={{(t-1)R}overs}{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +f = {{(t - 1) R} \over s} +\end{displaymath}|; + +$key = q/0|; + +$key = q/{displaymath}x[t]=cos(omega_cn)cos(acos(omega_mn))-sin(omega_cn)sin(acos(omega_mn)){displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +x[t] = \cos( \omega_c n ) \cos (a \cos(\omega_m n)) +- \sin( \omega_c n ) \sin (a \cos(\omega_m n)) +\end{displaymath}|; + +$key = q/fbox{{mathrm{select}{};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\fbox{ $\mathrm{select}$ }|; + +$key = q/{displaymath}={calFT}left{X[n]right}(k-{{alpha}over{omega}}){displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} += {\cal FT} \left \{ X[n] \right \} (k - {{\alpha } \over {\omega}}) +\end{displaymath}|; + +$key = q/{displaymath}+A[N-1](cos(omega(N-1)n)+isin(omega(N-1)n)){displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} ++ A[N-1](\cos(\omega (N-1) n) + i \sin(\omega (N-1) n)) +\end{displaymath}|; + +$key = q/{displaymath}{Z_1}{Z_2}={r_1}{r_2}cdotleft[cos({theta_1}+{theta_2})+isin({theta_1}+{theta_2})right]{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +{Z_1}{Z_2} = {r_1}{r_2} +\cdot \left[ \cos({\theta_1}+{\theta_2}) ++ i \sin({\theta_1}+{\theta_2}) \right ] +\end{displaymath}|; + +$key = q/{figure}{psfig{file=figsslashfig08.18.ps}{{{{figure};FSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{figure}\psfig{file=figs/fig08.18.ps}\end{figure}|; + +$key = q/{displaymath}{y_1}[n]=c{x_1}[n]+s{x_2}[n]{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +{y_1}[n] = c {x_1}[n] + s {x_2}[n] +\end{displaymath}|; + +$key = q/C[m];MSF=1.6;AAT/; +$cached_env_img{$key} = q|$C[m]$|; + +$key = q/2pislashd;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$2\pi/d$|; + +$key = q/{omega_c}slashomega;MSF=1.6;AAT/; +$cached_env_img{$key} = q|${\omega_c}/\omega$|; + +$key = q/y[t];MSF=1.6;AAT/; +$cached_env_img{$key} = q|$y[t]$|; + +$key = q/s[k];MSF=1.6;AAT/; +$cached_env_img{$key} = q|$s[k]$|; + +$key = q/{displaymath}S[m,k];=;{{left|{{S[m-1,k]}over{T[k]}}right|}^{-1}};cdot;{{{S[m-1,k]T'[k]}over{T[k]}}}{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +S[m, k] \; = \; +{ +{ \left \vert +{{S[m-1, k]} +\over +{... +...{-1} +} +\; \cdot \; +{ +{{S[m-1, k] T'[k]} +\over +{T[k]}} +} +\end{displaymath}|; + +$key = q/fbox{{mathrm{s}{};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\fbox{ $\mathrm{s}$ }|; + +$key = q/{d_0};MSF=1.6;AAT/; +$cached_env_img{$key} = q|${d_0}$|; + +$key = q/omega=0,2pislashd,4pislashd,ldots;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$\omega = 0, 2\pi/d , 4\pi/d , \ldots$|; + +$key = q/{displaymath}+{J_2}(a)cos((omega_c+2omega_m)n+pi)+{J_2}(a)cos((omega_c-2omega_m)n+pi){displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} ++ {J_2}(a) \cos( (\omega_c+2\omega_m) n + \pi) ++ {J_2}(a) \cos( (\omega_c-2\omega_m) n + \pi) +\end{displaymath}|; + +$key = q/P=0.8;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$P=0.8$|; + +$key = q/2omega;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$2\omega $|; + +$key = q/N-2;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$N-2$|; + +$key = q/{displaymath}y[n]=n-d[n]{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +y[n] = n - d[n] +\end{displaymath}|; + +$key = q/J(Z)=H(R(S(Z)));MSF=1.6;AAT/; +$cached_env_img{$key} = q|$J(Z) = H(R(S(Z)))$|; + +$key = q/{displaymath}{calFT}left{w[n]X[n]right}(k){displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +{\cal FT} \left \{ w[n] X[n] \right \} (k) +\end{displaymath}|; + +$key = q/{displaymath}16{x^5}=cos(5omegan)+5cos(3omegan)+10cos(omegan){displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +16 {x^5} = \cos (5 \omega n) + 5 \cos(3 \omega n) + 10 \cos(\omega n) +\end{displaymath}|; + +$key = q/{displaymath}Y[n]={Z^n}X[n]{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +Y[n] = {Z^n} X[n] +\end{displaymath}|; + +$key = q/{displaymath}f(-x)=-f(x){displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +f(-x) = -f(x) +\end{displaymath}|; + +$key = q/Nslash2M;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$N/2M$|; + +$key = q/dslash2;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$d/2$|; + +$key = q/{figure}{psfig{file=figsslashfig05.08.ps}{{{{figure};FSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{figure}\psfig{file=figs/fig05.08.ps}\end{figure}|; + +$key = q/A,AZ,A{Z^2},ldots;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$A, AZ, A{Z^2}, \ldots$|; + +$key = q/{displaymath}x[n]={d_1}s[n-{L_1}]+cdots+{d_j}s[n-{L_j}]{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +x[n] = {d_1} s[n - {L_1}] + \cdots + {d_j} s[n - {L_j}] +\end{displaymath}|; + +$key = q/{figure}{psfig{file=figsslashfig10.07.ps}{{{{figure};FSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{figure}\psfig{file=figs/fig10.07.ps}\end{figure}|; + +$key = q/Rslash2;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$R/2$|; + +$key = q/{figure}{psfig{file=figsslashfig03.16.ps}{{{{figure};FSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{figure}\psfig{file=figs/fig03.16.ps}\end{figure}|; + +$key = q/{displaymath}X[n]={1overN}{calFT}left{Y[k]right}(-n){displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +X[n] = {1 \over N} {\cal FT} \left \{ Y[k] \right \} (-n) +\end{displaymath}|; + +$key = q/{displaymath}{Z^n}=cos(nomega)+isin(nomega){displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +{Z^n} = \cos(n\omega) + i \sin(n \omega) +\end{displaymath}|; + +$key = q/{displaymath}m=ldots-2,-1,0,1,2,ldots{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +m = \ldots -2, -1, 0, 1, 2, \ldots +\end{displaymath}|; + +$key = q/{figure}{psfig{file=figsslashfig07.22.ps}{{{{figure};FSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{figure}\psfig{file=figs/fig07.22.ps}\end{figure}|; + +$key = q/{displaymath}S(cos(omega)+isin(omega))=i{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +S(\cos(\omega) + i \sin(\omega)) = i +\end{displaymath}|; + +$key = q/aslash2;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$a/2$|; + +$key = q/{displaymath}{fbox{texttt{delread~}}{longrightarrowx[N],ldots,x[N+B-1]{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +\fbox{\texttt{delread\ }} \longrightarrow x[N], \ldots, x[N+B-1] +\end{displaymath}|; + +$key = q/{figure}{psfig{file=figsslashfig06.15.ps}{{{{figure};FSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{figure}\psfig{file=figs/fig06.15.ps}\end{figure}|; + +$key = q/{figure}{psfig{file=figsslashfig02.14.ps}{{{{figure};FSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{figure}\psfig{file=figs/fig02.14.ps}\end{figure}|; + +$key = q/0len|; + +$key = q/a=mathop{mathgroupsymoperatorscos}nolimits(theta)=mathop{mathgroupsymoperatorssin}nolimits(theta)=sqrt{1slash2}approx0.7071;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$a = \mathop {\mathgroup \symoperators cos}\nolimits (\theta ) = \mathop {\mathgroup \symoperators sin}\nolimits (\theta ) = \sqrt {1/2} \approx 0.7071$|; + +$key = q/{figure}{psfig{file=figsslashfig08.27.ps}{{{{figure};FSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{figure}\psfig{file=figs/fig08.27.ps}\end{figure}|; + +$key = q/fbox{{mathrm{stripnote}{};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\fbox{ $\mathrm{stripnote}$}|; + +$key = q/{figure}{psfig{file=figsslashfig10.03.ps}{{{{figure};FSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{figure}\psfig{file=figs/fig10.03.ps}\end{figure}|; + +$key = q/{displaymath}omega_c+3omega_m+komega_p,k=0,pm1,pm2,ldots{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +\omega_c+3\omega_m + k \omega_p , k = 0, \pm 1, \pm 2, \ldots +\end{displaymath}|; + +$key = q/{displaymath}{a_0}={a_0}cos(0cdotomegan),{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +{a_0} = {a_0}\cos(0 \cdot \omega n), +\end{displaymath}|; + +$key = q/omega=alpha;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$\omega = \alpha$|; + +$key = q/@mathrm{fft}sim;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$\@mathrm {fft}\sim $|; + +$key = q/{figure}{psfig{file=figsslashfig03.06.ps}{{{{figure};FSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{figure}\psfig{file=figs/fig03.06.ps}\end{figure}|; + +$key = q/{displaymath}cos(a)cos(b)={1over2}{left[{parbox[t][0.1in]{0in}{mbox{}}{cos(a+b)+cos(a-b)right]}{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +\cos(a) \cos (b) = {1 \over 2} +{ \left [ +\parbox[t][0.1in]{0in}{\mbox{}} +\cos (a+b) + \cos(a-b) +\right ] } +\end{displaymath}|; + +$key = q/{displaymath}f(x)=cos(x)cos(phi)-sin(x)sin(phi){displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +f(x) = \cos(x) \cos(\phi) - \sin(x) \sin(\phi) +\end{displaymath}|; + +$key = q/T'[k+1];MSF=1.6;AAT/; +$cached_env_img{$key} = q|$T'[k+1]$|; + +$key = q/V={U^{-k}};MSF=1.6;AAT/; +$cached_env_img{$key} = q|$V = {U^{-k}}$|; + +$key = q/{sqrt2}a;MSF=1.6;AAT/; +$cached_env_img{$key} = q|${\sqrt 2} a$|; + +$key = q/{displaymath}f(x)=cos(x+phi){displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +f(x) = \cos(x + \phi) +\end{displaymath}|; + +$key = q/{theta_1}+{theta_2};MSF=1.6;AAT/; +$cached_env_img{$key} = q|${\theta_1}+{\theta_2}$|; + +$key = q/{figure}{psfig{file=figsslashfig08.19.ps}{{{{figure};FSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{figure}\psfig{file=figs/fig08.19.ps}\end{figure}|; + +$key = q/a=b;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$a=b$|; + +$key = q/{figure}{psfig{file=figsslashfig09.01.ps}{{{{figure};FSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{figure}\psfig{file=figs/fig09.01.ps}\end{figure}|; + +$key = q/|X|=|Y|;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$\vert X\vert = \vert Y\vert$|; + +$key = q/{displaymath}s[n]-s[n-1]=-{1overN}+left{array{{ll}{1}&{n=0}0&mbox{otherwise}array{right.{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +s[n] - s[n-1] = -{1 \over N} + +\left \{ +\begin{array}{ll} +{1} & {n = 0} \\\\ +0 & \mbox{otherwise} +\end{array} \right . +\end{displaymath}|; + +$key = q/f(x)=x^k;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$f(x) = x^k$|; + +$key = q/k=0,ldots,N-1;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$k=0, +\ldots, N-1$|; + +$key = q/angle(ZW);MSF=1.6;AAT/; +$cached_env_img{$key} = q|$\angle(ZW)$|; + +$key = q/{displaymath}approx-s[n]slashN.{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +\approx - s[n] / N . +\end{displaymath}|; + +$key = q/fbox{texttt{vcf~}};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\fbox{ \texttt{vcf\ }}|; + +$key = q/{displaymath}A{Z^n}+overline{A}{Z^{-n}}{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +A{Z^n} + \overline{A}{Z^{-n}} +\end{displaymath}|; + +$key = q/X[N-n];MSF=1.6;AAT/; +$cached_env_img{$key} = q|$X[N-n]$|; + +$key = q/2n;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$2n$|; + +$key = q/{figure}{psfig{file=figsslashfig05.13.ps}{{{{figure};FSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{figure}\psfig{file=figs/fig05.13.ps}\end{figure}|; + +$key = q/{figure}{psfig{file=figsslashfig07.18.ps}{{{{figure};FSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{figure}\psfig{file=figs/fig07.18.ps}\end{figure}|; + +$key = q/fbox{texttt{q8_rsqrt~}};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\fbox{\texttt{q8\_rsqrt\ }}|; + +$key = q/{displaymath}V=cos(-komega)+isin(-komega){displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +V = \cos(-k\omega) + i\sin(-k\omega) +\end{displaymath}|; + +$key = q/{displaymath}={V^{0}}X[-d]+{V^{1}}X[-d+1]+cdots+{V^{N-1}}X[-d+N-1]{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} += +{V ^ {0}} X[-d] + +{V ^ {1}} X[-d+1] + +\cdots + +{V ^ {N-1}} X[-d+N-1] +\end{displaymath}|; + +$key = q/X[n]=1;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$X[n]=1$|; + +$key = q/X[-m];MSF=1.6;AAT/; +$cached_env_img{$key} = q|$X[-m]$|; + +$key = q/{figure}{psfig{file=figsslashfig05.02.ps}{{{{figure};FSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{figure}\psfig{file=figs/fig05.02.ps}\end{figure}|; + +$key = q/s'[n]=ds[n-L];MSF=1.6;AAT/; +$cached_env_img{$key} = q|$s'[n] = d s[n-L]$|; + +$key = q/omega_c;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$\omega_c$|; + +$key = q/fbox{{mathrm{expr}{};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\fbox{ $\mathrm{expr}$ }|; + +$key = q/{figure}{psfig{file=figsslashfig08.28.ps}{{{{figure};FSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{figure}\psfig{file=figs/fig08.28.ps}\end{figure}|; + +$key = q/{displaymath}{AZ^n}=acdot[cos(nomega+phi)+isin(nomega+phi)]{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +{AZ^n} = a \cdot [\cos(n \omega + \phi) + i \sin(n \omega + \phi)] +\end{displaymath}|; + +$key = q/{figure}{psfig{file=figsslashfig08.17.ps}{{{{figure};FSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{figure}\psfig{file=figs/fig08.17.ps}\end{figure}|; + +$key = q/H_2;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$H_2$|; + +$key = q/{displaymath}{P_1}=pcdot(cosomega+isinomega){displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +{P_1} = p \cdot (\cos \omega + i \sin \omega) +\end{displaymath}|; + +$key = q/n-d[n];MSF=1.6;AAT/; +$cached_env_img{$key} = q|$n - d[n]$|; + +$key = q/N+2;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$N+2$|; + +$key = q/{displaymath}f(acdotx[n])={f_0}+a{f_1}cos(omegan)+{a^2}{f_2}{cos^2}(omegan)+{a^3}{f_3}{cos^3}(omegan)+cdots{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +f(a \cdot x[n]) = {f_0} + a {f_1}\cos(\omega n) + {a^2} {f_... +...\cos^2} (\omega n) ++ {a^3} {f_3} {\cos^3} (\omega n) + \cdots +\end{displaymath}|; + +$key = q/T;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$T$|; + +$key = q/{displaymath}{H_1}(Z)approx-i{H_2}(Z),;-pi|; + +$key = q/{displaymath}{calFT}left{X[n-d]right}(k)=left({{parbox[t][0.1in]{0in}{mbox{}}{codkomega)+isin(-dkomega)}right){calFT}left{X[n]right}(k){displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +{\cal FT} \left \{ X[n-d] \right \} (k) = +\left ( { +\par... +...-dk\omega) +} \right ) +{\cal FT} \left \{ X[n] \right \} (k) +\end{displaymath}|; + +$key = q/fbox{{mathrm{env}sim{};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\fbox{ $\mathrm{env}\sim$}|; + +$key = q/k=pm1;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$k = \pm 1$|; + +$key = q/{displaymath}+A[N-1](cos(omega(N-1)n)-isin(omega(N-1)n)){displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} ++ A[N-1](\cos(\omega (N-1) n) - i \sin(\omega (N-1) n)) +\end{displaymath}|; + +$key = q/fbox{{mathrm{throwsim}{};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\fbox{$\mathrm{throw\sim}$}|; + +$key = q/2|; + +$key = q/{displaymath}{a_1}=y[{x_0}+1]-y[{x_0}]{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +{a_1} = y[{x_0} + 1]- y[{x_0}] +\end{displaymath}|; + +$key = q/{displaymath}=angleleft({{S[m-1,k]T'[k]}over{T[k]}}right){displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} += \angle \left ( +{{S[m-1, k] T'[k]} +\over +{T[k]}} +\right ) +\end{displaymath}|; + +$key = q/2pislash10;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$2\pi /10$|; + +$key = q/{figure}{psfig{file=figsslashfig03.08.ps}{{{{figure};FSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{figure}\psfig{file=figs/fig03.08.ps}\end{figure}|; + +$key = q/{displaymath}+ableft[cos((alpha+beta)n)+cos((alpha-beta)n)right]{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} ++ a b \left [ +\cos ( (\alpha + \beta) n ) + \cos ( (\alpha - \beta) n ) +\right ] +\end{displaymath}|; + +$key = q/{displaymath}X[n]=Z^n{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +X[n] = Z^n +\end{displaymath}|; + +$key = q/{displaymath}X[n]=A{Z^n},Y[n]=B{Z^n}{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +X[n] = A {Z^n} , Y[n] = B {Z^n} +\end{displaymath}|; + +$key = q/({x_1},{x_2});MSF=1.6;AAT/; +$cached_env_img{$key} = q|$({x_1}, {x_2})$|; + +$key = q/fbox{texttt{bang~}};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\fbox{\texttt{bang\ }}|; + +$key = q/{displaymath}x[t]=cos(omega_cn+acos(omega_mn)){displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +x[t] = \cos( \omega_c n + a \cos(\omega_m n)) +\end{displaymath}|; + +$key = q/aslash{sqrt2};MSF=1.6;AAT/; +$cached_env_img{$key} = q|$a / {\sqrt 2}$|; + +$key = q/Z;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$Z$|; + +$key = q/{displaymath}x[n]=c(omegan){m_a}(omegan){displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +x[n] = c(\omega n) {m_a}(\omega n) +\end{displaymath}|; + +$key = q/S[m,k+1];MSF=1.6;AAT/; +$cached_env_img{$key} = q|$S[m,k+1]$|; + +$key = q/{displaymath}x[n]approx{1overpi}left[{sin(omegan)}+{{sin(2omegan)}over2}+{{sin(3omegan)}over3}+cdotsright.{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +x[n] \approx {1 \over \pi} \left [ +{\sin ( \omega n )} ++ ... +...\over 2} ++ {{\sin ( 3 \omega n)} \over 3} ++ \cdots +\right . +\end{displaymath}|; + +$key = q/{figure}{psfig{file=figsslashfig01.12.ps}{{{{figure};FSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{figure}\psfig{file=figs/fig01.12.ps}\end{figure}|; + +$key = q/{figure}{psfig{file=figsslashfig04.05.ps}{{{{figure};FSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{figure}\psfig{file=figs/fig04.05.ps}\end{figure}|; + +$key = q/{figure}{psfig{file=figsslashfig02.06.ps}{{{{figure};FSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{figure}\psfig{file=figs/fig02.06.ps}\end{figure}|; + +$key = q/X[-n]=-X[n];MSF=1.6;AAT/; +$cached_env_img{$key} = q|$X[-n] = -X[n]$|; + +$key = q/f(x)=sin(x);MSF=1.6;AAT/; +$cached_env_img{$key} = q|$f(x) = \sin(x)$|; + +$key = q/S[m,k];MSF=1.6;AAT/; +$cached_env_img{$key} = q|$S[m, k]$|; + +$key = q/{displaymath}f(x[n])={{a^2}over2}left(1+cos(2omegan+2phi)right){displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +f(x[n]) = {{a^2} \over 2} \left ( 1 + \cos(2 \omega n + 2 \phi) \right ) +\end{displaymath}|; + +$key = q/{displaymath}{2over{5pi}}-{1over2}[{2over{3pi}}+{2over{7pi}}]approx-32.30mathrm{dB}{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +{2 \over {5 \pi}} - {1\over 2} [ {2 \over {3 \pi}} + {2 \over {7 \pi}} ] +\approx -32.30 \mathrm{dB} +\end{displaymath}|; + +$key = q/k=3slash2,5slash2,ldots;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$k = 3/2, 5/2, \ldots$|; + +$key = q/{displaymath}f=440cdot{{2}^{(m-69)slash12}}{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +f = 440 \cdot {{2} ^ {(m - 69) / 12}} +\end{displaymath}|; + +$key = q/{displaymath}{{left(1-{1overn}right)}^n}approx{1overe}{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +{ {\left ( 1-{1\over n} \right ) } ^ n } \approx {1\over e} +\end{displaymath}|; + +$key = q/{displaymath}t=1-{{sf}overR}{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +t = 1 - {{sf} \over R} +\end{displaymath}|; + +$key = q/Z^-d;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$Z^-d$|; + +$key = q/{figure}{psfig{file=figsslashfig08.26.ps}{{{{figure};FSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{figure}\psfig{file=figs/fig08.26.ps}\end{figure}|; + +$key = q/theta;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$\theta$|; + +$key = q/{figure}{psfig{file=figsslashfig08.16.ps}{{{{figure};FSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{figure}\psfig{file=figs/fig08.16.ps}\end{figure}|; + +$key = q/pislash2;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$\pi /2$|; + +$key = q/Y;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$Y$|; + +$key = q/{figure}{psfig{file=figsslashfig08.05.ps}{{{{figure};FSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{figure}\psfig{file=figs/fig08.05.ps}\end{figure}|; + +$key = q/{displaymath}x[n]=acdotcos(alphan){displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +x[n] = a \cdot \cos(\alpha n) +\end{displaymath}|; + +$key = q/H_1;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$H_1$|; + +$key = q/({L_2},{d_2})=(0.6N,1.3);MSF=1.6;AAT/; +$cached_env_img{$key} = q|$({L_2}, {d_2}) = (0.6N, 1.3)$|; + +$key = q/{Z^{-d}};MSF=1.6;AAT/; +$cached_env_img{$key} = q|${Z^{-d}}$|; + +$key = q/R'[k];MSF=1.6;AAT/; +$cached_env_img{$key} = q|$R'[k]$|; + +$key = q/{displaymath}alpha={{angleS[1,3]-angleS[0,3]+2ppi}overH}{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +\alpha = {{\angle S[1, 3] - \angle S[0, 3] + 2 p \pi} \over H} +\end{displaymath}|; + +$key = q/{displaymath}{calFT}left{X[n]right}(k)={V^{0}}X[0]+{V^{1}}X[1]+cdots+{V^{N-1}}X[N-1]{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +{\cal FT}\left \{ X[n] \right \} (k) = +{V ^ {0}} X[0] + +{V ^ {1}} X[1] + +\cdots + +{V ^ {N-1}} X[N-1] +\end{displaymath}|; + +$key = q/{figure}{psfig{file=figsslashfig01.05.ps}{{{{figure};FSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{figure}\psfig{file=figs/fig01.05.ps}\end{figure}|; + +$key = q/{figure}{psfig{file=figsslashfig03.02.ps}{{{{figure};FSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{figure}\psfig{file=figs/fig03.02.ps}\end{figure}|; + +$key = q/{displaymath}sin(acos(omega_mn)){displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +\sin(a \cos(\omega_m n)) +\end{displaymath}|; + +$key = q/1slasha;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$1/a$|; + +$key = q/X[n];MSF=1.6;AAT/; +$cached_env_img{$key} = q|$X[n]$|; + +$key = q/eapprox2.7;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$e \approx 2.7$|; + +$key = q/R;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$R$|; + +$key = q/{a^2}{f_2};MSF=1.6;AAT/; +$cached_env_img{$key} = q|${a^2}{f_2}$|; + +$key = q/{figure}{psfig{file=figsslashfig09.10.ps}{{{{figure};FSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{figure}\psfig{file=figs/fig09.10.ps}\end{figure}|; + +$key = q/{figure}{psfig{file=figsslashfig07.33.ps}{{{{figure};FSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{figure}\psfig{file=figs/fig07.33.ps}\end{figure}|; + +$key = q/{displaymath}=mathrm{re}left[{{{1-mathrm{re}(P){Z^{-1}}}over{(1-{P}{Z^{-1}})(1-{ne{Z}}^{-1}})}}{overline{A}{{overline{Z}}^{-n}}}}right]{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} += +\mathrm{re} \left[ { +{{ +1 - \mathrm{re} (P) {Z^{-1}} +... +...}}^{-1}}) +}} +{\overline{A}{{\overline{Z}}^{-n}}} +} \right ] +\end{displaymath}|; + +$key = q/1,1slash2,1slash3,ldots,1slashb;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$1, 1/2, 1/3, \ldots, 1/b$|; + +$key = q/{displaymath}=cos((omega-pi)n+phi){displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} += \cos((\omega - \pi)n + \phi) +\end{displaymath}|; + +$key = q/f,3f,ldots;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$f, 3f, \ldots$|; + +$key = q/{figure}{psfig{file=figsslashfig09.18.ps}{{{{figure};FSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{figure}\psfig{file=figs/fig09.18.ps}\end{figure}|; + +$key = q/{displaymath}16{x^5}-20{x^3}+5x=cos(5omegan){displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +16 {x^5} - 20 {x^3} + 5 x = \cos (5 \omega n) +\end{displaymath}|; + +$key = q/{displaymath}x[n]=acdotcos(alphan)+bcdotcos(betan){displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +x[n] = a \cdot \cos(\alpha n) + b \cdot \cos(\beta n) +\end{displaymath}|; + +$key = q/{figure}{psfig{file=figsslashfig03.04.ps}{{{{figure};FSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{figure}\psfig{file=figs/fig03.04.ps}\end{figure}|; + +$key = q/{displaymath}+{b_0}+{b_1}cosleft(omegan+pi+{theta_1}right)+{b_2}cosleft(2omegan+2pi+{theta_2}right)+cdots{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} ++ +{b_0} + +{b_1} \cos \left ( \omega n + \pi + {\theta_1} ... +...\cos \left ( 2 \omega n + 2 \pi + {\theta_2} \right ) + \cdots +\end{displaymath}|; + +$key = q/x[n]=1;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$x[n] = 1$|; + +$key = q/sqrt{1slash2};MSF=1.6;AAT/; +$cached_env_img{$key} = q|$\sqrt{1/2}$|; + +$key = q/omega=2pislashN;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$\omega=2\pi/N$|; + +$key = q/{figure}{psfig{file=figsslashfig03.07.ps}{{{{figure};FSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{figure}\psfig{file=figs/fig03.07.ps}\end{figure}|; + +$key = q/R';MSF=1.6;AAT/; +$cached_env_img{$key} = q|$R'$|; + +$key = q/{figure}{psfig{file=figsslashfig09.06.ps}{{{{figure};FSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{figure}\psfig{file=figs/fig09.06.ps}\end{figure}|; + +$key = q/c(phi)=1;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$c(\phi) = 1$|; + +$key = q/|S[m,k]|;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$\vert S[m, k]\vert$|; + +$key = q/(Nslash2,-8);MSF=1.6;AAT/; +$cached_env_img{$key} = q|$(N/2, -8)$|; + +$key = q/af_1;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$af_1$|; + +$key = q/{displaymath}{(1-{r^2})-(2rsin(alpha))i}over{1+{r^2}+2rcos(alpha))}{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +{ (1 - {r^2}) - (2 r \sin(\alpha)) i } +\over +{ 1 + {r^2} + 2 r \cos(\alpha))} +\end{displaymath}|; + +$key = q/{displaymath}x[t+tauslash3]=x[t]{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +x[t + \tau/3] = x[t] +\end{displaymath}|; + +$key = q/{displaymath}d[n]={d_0}+acos(omegan){displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +d[n] = {d_0} + a \cos(\omega n) +\end{displaymath}|; + +$key = q/m=0,ldots,N-1;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$m = 0, \ldots, N-1$|; + +$key = q/n=-m;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$n = -m$|; + +$key = q/cos(-domega);MSF=1.6;AAT/; +$cached_env_img{$key} = q|$\cos(-d \omega)$|; + +$key = q/{displaymath}g[m,k]=left{array{{ll}{1-f[k]slash|S[m,k]|}&{|S[m,k]|>f[k]}0&mbox{otherwise}array{right.{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +g[m, k] = +\left \{ +\begin{array}{ll} +{1 - f[k]/\vert S[... +...]\vert > f[k]} \\\\ +0 & \mbox{otherwise} +\end{array} \right . +\end{displaymath}|; + +$key = q/omega=pislash2;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$\omega = \pi / 2$|; + +$key = q/{displaymath}x[n]=s[n]-s[n-{Nover2}]{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +x[n] = s[n] - s[n-{N \over 2}] +\end{displaymath}|; + +$key = q/c[k];MSF=1.6;AAT/; +$cached_env_img{$key} = q|$c[k]$|; + +$key = q/{figure}{psfig{file=figsslashfig04.14.ps}{{{{figure};FSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{figure}\psfig{file=figs/fig04.14.ps}\end{figure}|; + +$key = q/overline{W};MSF=1.6;AAT/; +$cached_env_img{$key} = q|$\overline{W}$|; + +$key = q/{figure}{psfig{file=figsslashfig06.04.ps}{{{{figure};FSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{figure}\psfig{file=figs/fig06.04.ps}\end{figure}|; + +$key = q/omega=arg(Z);MSF=1.6;AAT/; +$cached_env_img{$key} = q|$\omega=\arg(Z)$|; + +$key = q/{figure}{psfig{file=figsslashfig05.16.ps}{{{{figure};FSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{figure}\psfig{file=figs/fig05.16.ps}\end{figure}|; + +$key = q/0,1,...B-1;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$0, 1, ... B-1$|; + +$key = q/0lef<1;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$0 \le f < 1$|; + +$key = q/{displaymath}{calFT}{s[n]-s[n-1]}(k)=1,;kneq0,;-N|; + +$key = q/{2^m}+3;MSF=1.6;AAT/; +$cached_env_img{$key} = q|${2^m} + 3$|; + +$key = q/{displaymath}{y_{mathrm{INT}}}(x)={displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +{y_{\mathrm{INT}}}(x) = +\end{displaymath}|; + +$key = q/{D_N};MSF=1.6;AAT/; +$cached_env_img{$key} = q|${D_N}$|; + +$key = q/{x_0};MSF=1.6;AAT/; +$cached_env_img{$key} = q|${x_0}$|; + +$key = q/{displaymath}{a_0}=2{b_0},,,{a_1}=2{b_2},,,{a_2}=2{b_4}{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +{a_0} = 2{b_0}, {a_1} = 2{b_2}, {a_2} = 2{b_4} +\end{displaymath}|; + +$key = q/(0,8);MSF=1.6;AAT/; +$cached_env_img{$key} = q|$(0, 8)$|; + +$key = q/beta=pislash4;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$\beta = \pi /4$|; + +$key = q/{figure}{psfig{file=figsslashfig07.32.ps}{{{{figure};FSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{figure}\psfig{file=figs/fig07.32.ps}\end{figure}|; + +$key = q/D_N;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$D_N$|; + +$key = q/{displaymath}x[1.5]={{-x[0]+9x[1]+9x[2]-x[3]}over8}{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +x[1.5] = {{-x[0] + 9x[1] + 9 x[2] - x[3]} \over 8} +\end{displaymath}|; + +$key = q/N>1;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$N>1$|; + +$key = q/fbox{{mathrm{rzero_rev}sim{};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\fbox{$\mathrm{rzero\_rev}\sim$}|; + +$key = q/{figure}{psfig{file=figsslashfig07.19.ps}{{{{figure};FSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{figure}\psfig{file=figs/fig07.19.ps}\end{figure}|; + +$key = q/{figure}{psfig{file=figsslashfig08.20.ps}{{{{figure};FSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{figure}\psfig{file=figs/fig08.20.ps}\end{figure}|; + +$key = q/-49;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$-49$|; + +$key = q/{displaymath}{calFT}left{Y[n]right}(k)={V^{0}}Y[0]+{V^{1}}Y[1]+cdots+{V^{N-1}}Y[N-1]{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +{\cal FT} \left \{ Y[n] \right \} (k) = +{V ^ {0}} Y[0] + +{V ^ {1}} Y[1] + +\cdots + +{V ^ {N-1}} Y[N-1] +\end{displaymath}|; + +$key = q/a=1;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$a=1$|; + +$key = q/{figure}{psfig{file=figsslashfig04.15.ps}{{{{figure};FSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{figure}\psfig{file=figs/fig04.15.ps}\end{figure}|; + +$key = q/{r_1}{r_2};MSF=1.6;AAT/; +$cached_env_img{$key} = q|${r_1}{r_2}$|; + +$key = q/komega;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$k\omega$|; + +$key = q/{displaymath}f(x)={f_0}+{f_1}x+{f_2}{x^2}+cdots,{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +f(x) = {f_0} + {f_1} x + {f_2} {x^2} + \cdots, +\end{displaymath}|; + +$key = q/U;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$U$|; + +$key = q/2f;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$2f$|; + +$key = q/sin(theta)approxtheta;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$\sin(\theta) \approx \theta$|; + +$key = q/cosomega+isinomega;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$\cos \omega + i \sin \omega$|; + +$key = q/1+b;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$1+b$|; + +$key = q/{figure}{psfig{file=figsslashfig03.15.ps}{{{{figure};FSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{figure}\psfig{file=figs/fig03.15.ps}\end{figure}|; + +$key = q/{displaymath}Y[n]=(1+g{Z^{-d}}+{g^2}{Z^{-2d}}+cdots)X[n]{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +Y[n] = (1 + g{Z^{-d}} + {g^2}{Z^{-2d}} + \cdots) X[n] +\end{displaymath}|; + +$key = q/omega,2omega,ldots;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$\omega, 2 \omega, \ldots$|; + +$key = q/-omega;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$-\omega$|; + +$key = q/nomega+phi;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$n \omega + \phi$|; + +$key = q/{displaymath}T[k]={calFT}(W(n)X[n])(k){displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +T[k] = {\cal FT}(W(n)X[n]) (k) +\end{displaymath}|; + +$key = q/k=-1;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$k=-1$|; + +$key = q/Y={y_1}+{y_2}i;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$Y={y_1} + {y_2}i$|; + +$key = q/{figure}{psfig{file=figsslashfig06.02.ps}{{{{figure};FSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{figure}\psfig{file=figs/fig06.02.ps}\end{figure}|; + +$key = q/{displaymath}{{1-{r^2}}over{{(1+r)}^2}}{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +{{1 - {r^2}} \over {{(1 + r)}^2}} +\end{displaymath}|; + +$key = q/x_{200};MSF=1.6;AAT/; +$cached_env_img{$key} = q|$x_{200}$|; + +$key = q/{displaymath}overline{A}=a-bi=rcdot(cos(alpha)-isin(alpha)){displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +\overline{A} = a-bi = r \cdot (\cos(\alpha) - i \sin(\alpha)) +\end{displaymath}|; + +$key = q/{displaymath}{2over{3pi}}approx-13mathrm{dB},;{2over{5pi}}approx-18mathrm{dB},;{rox-21mathrm{dB},;{2over{9pi}}approx-23mathrm{dB},ldots{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +{2 \over {3 \pi}} \approx -13 \mathrm{dB} , \; +{2 \over {5... +...{dB} , \; +{2 \over {9 \pi}} \approx -23 \mathrm{dB} , +\ldots +\end{displaymath}|; + +$key = q/fbox{{mathrm{vd}sim{};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\fbox{$\mathrm{vd}\sim$}|; + +$key = q/x[n-d];MSF=1.6;AAT/; +$cached_env_img{$key} = q|$x[n-d]$|; + +$key = q/{figure}{psfig{file=figsslashfig08.30.ps}{{{{figure};FSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{figure}\psfig{file=figs/fig08.30.ps}\end{figure}|; + +$key = q/fbox{texttt{rzero~}};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\fbox{ \texttt{rzero\ }}|; + +$key = q/{figure}{psfig{file=figsslashfig03.01.ps}{{{{figure};FSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{figure}\psfig{file=figs/fig03.01.ps}\end{figure}|; + +$key = q/angle(Z);MSF=1.6;AAT/; +$cached_env_img{$key} = q|$\angle(Z)$|; + +$key = q/fbox{{mathrm{fft}sim{};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\fbox{$\mathrm{fft}\sim$}|; + +$key = q/{xi^2}=V;MSF=1.6;AAT/; +$cached_env_img{$key} = q|${\xi^2} = V$|; + +$key = q/{x_{50}}[n];MSF=1.6;AAT/; +$cached_env_img{$key} = q|${x_{50}}[n]$|; + +$key = q/{Z^{dslash2}};MSF=1.6;AAT/; +$cached_env_img{$key} = q|${Z^{d/2}}$|; + +$key = q/W(phi)=(1+cos(phi))slash2;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$W(\phi)=(1+\cos(\phi))/2$|; + +$key = q/0.5;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$0.5$|; + +$key = q/{displaymath}h(x)={1over{1+{x^2}}}{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +h(x) = {1\over{1 + {x^2}}} +\end{displaymath}|; + +$key = q/omega_m;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$\omega_m$|; + +$key = q/j=k=1;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$j=k=1$|; + +$key = q/{displaymath}cos(omega_cn+acos(omega_mn+bcos(omega_pn))){displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +\cos( \omega_c n + a \cos( \omega_m n + b \cos( \omega_p n ))) +\end{displaymath}|; + +$key = q/{displaymath}f(x)=16{x^5}-20{x^3}+5x{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +f(x) = 16 {x^5} - 20 {x^3} + 5 x +\end{displaymath}|; + +$key = q/{Q_1},ldots,{Q_j};MSF=1.6;AAT/; +$cached_env_img{$key} = q|${Q_1}, \ldots, {Q_j}$|; + +$key = q/{displaymath}H(Z)=(1-{Q}{Z^{-1}})cdot(1-overline{Q}{Z^{-1}}){displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +H(Z) = (1 - {Q}{Z^{-1}}) \cdot (1 - \overline{Q}{Z^{-1}}) +\end{displaymath}|; + +$key = q/{displaymath}{left.{+ileft(sin({theta_1})cos({theta_2})+cos({theta_1})sin({theta_2})right)}right]}{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +{ \left . { ++ i \left ( +\sin({\theta_1}) \cos({\theta_2}) + +\cos({\theta_1}) \sin({\theta_2}) +\right ) +} \right ] } +\end{displaymath}|; + +$key = q/x;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$x$|; + +$key = q/{figure}{psfig{file=figsslashfig05.11.ps}{{{{figure};FSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{figure}\psfig{file=figs/fig05.11.ps}\end{figure}|; + +$key = q/{displaymath}cos(pik(N-1)slashN)-isin(pik(N-1)slashN){displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +\cos(\pi k (N-1)/N) - i \sin(\pi k (N-1)/N) +\end{displaymath}|; + +$key = q/fbox{{mathrm{pack}{};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\fbox{ $\mathrm{pack}$ }|; + +$key = q/{displaymath}16{x^5}-20{x^3}=cos(5omegan)-5cos(omegan){displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +16 {x^5} - 20 {x^3} = \cos (5 \omega n) - 5 \cos(\omega n) +\end{displaymath}|; + +$key = q/j;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$j$|; + +$key = q/{displaymath}{x_{200}}[2n]={x_{100}}[n]+{x_{100}}[n+{pioveromega}]{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +{x_{200}}[2n] = {x_{100}}[n] + {x_{100}}[n+{\pi \over \omega}] +\end{displaymath}|; + +$key = q/P{x[n]};MSF=1.6;AAT/; +$cached_env_img{$key} = q|$P\{x[n]\}$|; + +$key = q/{figure}{psfig{file=figsslashfig06.13.ps}{{{{figure};FSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{figure}\psfig{file=figs/fig06.13.ps}\end{figure}|; + +$key = q/{displaymath}X[n]=aleft(cos(omegan)+isin(omegan)right){displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +X[n] = a \left ( \cos (\omega n) + i \sin (\omega n) \right ) +\end{displaymath}|; + +$key = q/{displaymath}{a_0}=y[{x_0}]{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +{a_0} = y[{x_0}] +\end{displaymath}|; + +$key = q/{figure}{psfig{file=figsslashfig07.13.ps}{{{{figure};FSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{figure}\psfig{file=figs/fig07.13.ps}\end{figure}|; + +$key = q/{displaymath}x[n+tau]=x[n]{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +x[n + \tau] = x[n] +\end{displaymath}|; + +$key = q/{figure}{psfig{file=figsslashfig01.02.ps}{{{{figure};FSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{figure}\psfig{file=figs/fig01.02.ps}\end{figure}|; + +$key = q/alpha-beta;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$\alpha-\beta$|; + +$key = q/{displaymath}alpha_1+beta,alpha_1-beta,ldots,alpha_k+beta,alpha_k-beta{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +\alpha_1 + \beta, \alpha_1 - \beta, \ldots, +\alpha_k + \beta, \alpha_k - \beta +\end{displaymath}|; + +$key = q/SslashT;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$S/T$|; + +$key = q/l-sslash2;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$l-s/2$|; + +$key = q/k;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$k$|; + +$key = q/{displaymath}k<{{1}over{4MslashN}}{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +k < {{1} \over {4 M/N}} +\end{displaymath}|; + +$key = q/8pislashN=4omega;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$8\pi/N = 4 \omega$|; + +$key = q/{displaymath}{Z_1}={r_1}cdotleft[cos({theta_1})+isin({theta_1})right]{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +{Z_1} = {r_1} \cdot \left [ \cos({\theta_1}) + i \sin({\theta_1}) \right ] +\end{displaymath}|; + +$key = q/phi=-pislash2;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$\phi=-\pi/2$|; + +$key = q/W^n;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$W^n$|; + +$key = q/{displaymath}=mathrm{re}left[{{1over{1-{P}{Z^{-1}}}}{A{Z^n}}+{1over{1-overline{P}{Z^{-1}}}}{A{Z^n}}}right]{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} += +\mathrm{re} \left[ { +{1 \over {1 - {P}{Z^{-1}}}} {A{Z^n}} + +{1 \over {1 - \overline{P}{Z^{-1}}}} {A{Z^n}} +} \right ] +\end{displaymath}|; + +$key = q/{displaymath}C[m]=S[m,k]{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +C[m] = S[m, k] +\end{displaymath}|; + +$key = q/2pislashomega;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$2 \pi / \omega$|; + +$key = q/{figure}{psfig{file=figsslashfig06.05.ps}{{{{figure};FSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{figure}\psfig{file=figs/fig06.05.ps}\end{figure}|; + +$key = q/fbox{{mathrm{switch}sim{};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\fbox{$\mathrm{switch}\sim$}|; + +$key = q/R(S(Z));MSF=1.6;AAT/; +$cached_env_img{$key} = q|$R(S(Z))$|; + +$key = q/{displaymath}A=a+bi=rcdot(cos(alpha)+isin(alpha)){displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +A = a+bi = r \cdot (\cos(\alpha) + i \sin(\alpha)) +\end{displaymath}|; + +$key = q/{displaymath}+{J_1}(a)cos((omega_c+omega_m)n+{piover2})+{J_1}(a)cos((omega_c-omega_m)n+{piover2}){displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} ++ {J_1}(a) \cos( (\omega_c+\omega_m) n + {\pi\over2}) ++ {J_1}(a) \cos( (\omega_c-\omega_m) n + {\pi\over2}) +\end{displaymath}|; + +$key = q/Z_2;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$Z_2$|; + +$key = q/{displaymath}Y[n]cdotg{Z^{-d}}{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +Y[n] \cdot g{Z^{-d}} +\end{displaymath}|; + +$key = q/{{a^2}slash2};MSF=1.6;AAT/; +$cached_env_img{$key} = q|${{a^2} / 2}$|; + +$key = q/{displaymath}x[n]approx{8over{{pi^2}}}left[{cos(omegan)}+{{cos(3omegan)}over9}+{{cos(5omegan)}over25}+cdotsright]{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +x[n] \approx {8 \over {{\pi^2}}} \left [ +{\cos ( \omega n ... +...over 9} ++ {{\cos ( 5 \omega n)} \over 25} ++ \cdots +\right ] +\end{displaymath}|; + +$key = q/x[n],n=0,...,N-1;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$x[n], n = 0, ..., N-1$|; + +$key = q/{displaymath}(k+q)*{omega}={omega_c}{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +(k + q) * {\omega} = {\omega_c} +\end{displaymath}|; + +$key = q/{displaymath}pm(1-g)approxmathrm{im}({gW^{-d}})approxangle({W^{-d}}){displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +\pm(1-g) \approx \mathrm{im}({gW^{-d}}) \approx \angle({W^{-d}}) +\end{displaymath}|; + +$key = q/{displaymath}{P_1}=(1-beta)(cosomega+isinomega){displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +{P_1} = (1 - \beta) (\cos \omega + i \sin \omega) +\end{displaymath}|; + +$key = q/1-r;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$1-r$|; + +$key = q/x[n];MSF=1.6;AAT/; +$cached_env_img{$key} = q|$x[n]$|; + +$key = q/Z_1;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$Z_1$|; + +$key = q/t_3;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$t_3$|; + +$key = q/1-1slashn;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$1-1/n$|; + +$key = q/N=100;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$N=100$|; + +$key = q/t[n];MSF=1.6;AAT/; +$cached_env_img{$key} = q|$t[n]$|; + +$key = q/{figure}{psfig{file=figsslashfig07.01.ps}{{{{figure};FSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{figure}\psfig{file=figs/fig07.01.ps}\end{figure}|; + +$key = q/{figure}{psfig{file=figsslashfig02.02.ps}{{{{figure};FSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{figure}\psfig{file=figs/fig02.02.ps}\end{figure}|; + +$key = q/2(N-1)pislashN;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$2(N-1)\pi/N$|; + +$key = q/{displaymath}Z=a+bi{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +Z = a + bi +\end{displaymath}|; + +$key = q/fbox{texttt{rpole~}};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\fbox{ \texttt{rpole\ }}|; + +$key = q/{displaymath}ldots,,(t[0],x[0]),,(t[1],x[1]),,ldots{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +\ldots , (t[0], x[0]), (t[1], x[1]), \ldots +\end{displaymath}|; + +$key = q/{figure}{psfig{file=figsslashfig01.13.ps}{{{{figure};FSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{figure}\psfig{file=figs/fig01.13.ps}\end{figure}|; + +$key = q/N;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$N$|; + +$key = q/fbox{texttt{cpole~}};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\fbox{ \texttt{cpole\ }}|; + +$key = q/{displaymath}(1-Q{Z^{-1}}){Z^n}{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +(1 - Q{Z^{-1}}){Z^n} +\end{displaymath}|; + +$key = q/1,Z,{Z^2},ldots;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$1, Z, {Z^2}, \ldots$|; + +$key = q/{displaymath}X[n+Nslash2]=A[0]-A[1]{U^n}+A[2]{U^{2n}}pmcdots{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +X[n+N/2] = A[0] - A[1]{U^n} + A[2]{U^{2n}} \pm \cdots +\end{displaymath}|; + +$key = q/fbox{texttt{czero~}};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\fbox{ \texttt{czero\ }}|; + +$key = q/{displaymath}scdotx[n+1]-scdotx[n]={{sf}overR}{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +s \cdot x[n+1] - s \cdot x[n] = {{sf} \over R} +\end{displaymath}|; + +$key = q/-sslash2;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$-s/2$|; + +$key = q/{figure}{psfig{file=figsslashfig06.18.ps}{{{{figure};FSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{figure}\psfig{file=figs/fig06.18.ps}\end{figure}|; + +$key = q/{displaymath}y[n]={{left({{n}over{N}}right)}^4},{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +y[n] = {{ \left ( {{n} \over {N}} \right ) } ^ 4} , +\end{displaymath}|; + +$key = q/{displaymath}t={2^{hslash12}}={e^{log(2)slash12cdoth}}approx{e^{0.05776h}}{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +t = {2 ^ {h/12}} = {e ^ {\log(2)/12 \cdot h}} \approx {e ^ {0.05776 h}} +\end{displaymath}|; + +$key = q/{displaymath}a=mathrm{re}(Z){displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +a = \mathrm{re}(Z) +\end{displaymath}|; + +$key = q/fslashR;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$f/R$|; + +$key = q/{displaymath}x[n]=mathrm{re}(X[n]){displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +x[n] = \mathrm{re} (X[n]) +\end{displaymath}|; + +$key = q/V=1;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$V=1$|; + +$key = q/fbox{{mathrm{sel}{};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\fbox{ $\mathrm{sel}$ }|; + +$key = q/{figure}{psfig{file=figsslashfig08.03.ps}{{{{figure};FSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{figure}\psfig{file=figs/fig08.03.ps}\end{figure}|; + +$key = q/{displaymath}h=12,{log_2}left({NoverM}right)=12,{log_2}left({NfoverR}right){displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +h = 12 {\log _ 2} \left ( {N \over M} \right ) = +12 {\log _ 2} \left ( {N f \over R} \right ) +\end{displaymath}|; + +$key = q/z[1];MSF=1.6;AAT/; +$cached_env_img{$key} = q|$z[1]$|; + +$key = q/{displaymath}t={NslashM}={{Nf}slashR}{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +t = {N / M} = {{N f} / R} +\end{displaymath}|; + +$key = q/({x_1},ldots,{x_r});MSF=1.6;AAT/; +$cached_env_img{$key} = q|$({x_1}, \ldots, {x_r})$|; + +$key = q/{figure}{psfig{file=figsslashfig10.10.ps}{{{{figure};FSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{figure}\psfig{file=figs/fig10.10.ps}\end{figure}|; + +$key = q/{displaymath}{m_a}[n]={e^{acdot(cos(omegan)-1))}}{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +{m_a}[n] = {e^{a \cdot (\cos(\omega n) - 1))}} +\end{displaymath}|; + +$key = q/{displaymath}(1-x[n])y[n]+x[n]z[n]{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +(1 - x[n])y[n] + x[n]z[n] +\end{displaymath}|; + +$key = q/-1slashN;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$-1/N$|; + +$key = q/-2slash(N-2M);MSF=1.6;AAT/; +$cached_env_img{$key} = q|$-2/(N-2M)$|; + +$key = q/G;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$G$|; + +$key = q/{figure}{psfig{file=figsslashfig07.26.ps}{{{{figure};FSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{figure}\psfig{file=figs/fig07.26.ps}\end{figure}|; + +$key = q/X[-n];MSF=1.6;AAT/; +$cached_env_img{$key} = q|$X[-n]$|; + +$key = q/ktau;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$k \tau$|; + +$key = q/kneq0;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$k \neq 0$|; + +$key = q/({L_1},{d_1})=(0.3N,-0.3);MSF=1.6;AAT/; +$cached_env_img{$key} = q|$({L_1}, {d_1}) = (0.3N, -0.3)$|; + +$key = q/{displaymath}{A_{mathrm{RMS}}}{x[n]}+{A_{mathrm{RMS}}}{y[n]}ge{A_{mathrm{RMS}}}{x[n]+y[n]}{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +{A_{\mathrm{RMS}}} \{x[n]\} + +{A_{\mathrm{RMS}}} \{y[n]\} \ge +{A_{\mathrm{RMS}}} \{x[n]+y[n]\} +\end{displaymath}|; + +$key = q/{displaymath}xi=cos(pikslashN)-isin(pikslashN){displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +\xi = \cos(\pi k / N) - i \sin(\pi k / N) +\end{displaymath}|; + +$key = q/{figure}{psfig{file=figsslashfig09.14.ps}{{{{figure};FSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{figure}\psfig{file=figs/fig09.14.ps}\end{figure}|; + +$key = q/islash2;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$i/2$|; + +$key = q/{displaymath}X'[n]=aleft(cos(omegan)-isin(omegan)right){displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +X'[n] = a \left ( \cos (\omega n) - i \sin (\omega n) \right ) +\end{displaymath}|; + +$key = q/{displaymath}H(Z)=1-Q{Z^{-1}}{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +H(Z) = 1 - Q{Z^{-1}} +\end{displaymath}|; + +$key = q/{displaymath}={{left[{U^{-k}}right]}^{0}}X[0]+{{left[{U^{-k}}right]}^{1}}X[1]+cdots+{{left[{U^{-k}}right]}^{N-1}}X[N-1]{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} += {{\left [ {U^{-k}} \right ]} ^ {0}} X[0] + +{{\left [ {U^... +...X[1] + +\cdots + +{{\left [ {U^{-k}} \right ]} ^ {N-1}} X[N-1] +\end{displaymath}|; + +$key = q/{displaymath}f(t)={1over2}-{1overpi}{left(sin(omegat)+{{sin(2omegat)}over2}+{{sin(3omegat)}over3}+cdotsright)}{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +f(t) = {1 \over 2} - {1 \over \pi} +{ \left ( +\sin(\omega ... +...\over 2} + +{{\sin(3 \omega t)} \over 3} + \cdots +\right ) } +\end{displaymath}|; + +$key = q/{f_0}=0;MSF=1.6;AAT/; +$cached_env_img{$key} = q|${f_0}=0$|; + +$key = q/{figure}{psfig{file=figsslashfig05.09.ps}{{{{figure};FSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{figure}\psfig{file=figs/fig05.09.ps}\end{figure}|; + +$key = q/|S[m,k]|-f[k];MSF=1.6;AAT/; +$cached_env_img{$key} = q|$\vert S[m, k]\vert-f[k]$|; + +$key = q/g[m]C[m];MSF=1.6;AAT/; +$cached_env_img{$key} = q|$g[m]C[m]$|; + +$key = q/{displaymath}{calFT}{x[n]-x[n-1]}approxiomegak{calFT}{x[n]}{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +{\cal FT}\{ x[n] - x[n-1] \} \approx i \omega k {\cal FT}\{ x[n] \} +\end{displaymath}|; + +$key = q/{figure}{psfig{file=figsslashfig07.27.ps}{{{{figure};FSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{figure}\psfig{file=figs/fig07.27.ps}\end{figure}|; + +$key = q/{displaymath}H{Z^N}{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +H {Z^N} +\end{displaymath}|; + +$key = q/0<=n|; + +$key = q/-komega;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$-k\omega$|; + +$key = q/omega_cn;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$\omega_c n$|; + +$key = q/{displaymath}Z=cos(alpha)+isin(alpha){displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +Z = \cos(\alpha) + i \sin(\alpha) +\end{displaymath}|; + +$key = q/fbox{texttt{tabreceive~}};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\fbox{\texttt{tabreceive\ }}|; + +$key = q/{displaymath}H={Z^{-dslash2}}({Z^{dslash2}}+{Z^{-dslash2}}){displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +H = {Z^{-d/2}} ({Z^{d/2}} + {Z^{-d/2}}) +\end{displaymath}|; + +$key = q/{displaymath}y[n]=f(nslashN).{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +y[n] = f(n/N) . +\end{displaymath}|; + +$key = q/{displaymath}Y[k]={calFT}left{X[n]right}(k){displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +Y[k] = {\cal FT}\left \{ X[n] \right \} (k) +\end{displaymath}|; + +$key = q/fbox{texttt{rifft~}};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\fbox{\texttt{rifft\ }}|; + +$key = q/{displaymath}H=1+{Z^{-d}}{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +H = 1 + {Z^{-d}} +\end{displaymath}|; + +$key = q/k=0,...,N-1;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$k = 0, ..., N-1$|; + +$key = q/{figure}{psfig{file=figsslashfig09.15.ps}{{{{figure};FSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{figure}\psfig{file=figs/fig09.15.ps}\end{figure}|; + +$key = q/{figure}{psfig{file=figsslashfig09.02.ps}{{{{figure};FSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{figure}\psfig{file=figs/fig09.02.ps}\end{figure}|; + +$key = q/{displaymath}x[n]=acdotcos(omegan){displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +x[n] = a \cdot \cos (\omega n) +\end{displaymath}|; + +$key = q/H(R(S(Z)));MSF=1.6;AAT/; +$cached_env_img{$key} = q|$H(R(S(Z)))$|; + +$key = q/1-aomega;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$1 - a \omega$|; + +$key = q/{figure}{psfig{file=figsslashfig04.02.ps}{{{{figure};FSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{figure}\psfig{file=figs/fig04.02.ps}\end{figure}|; + +$key = q/phi=0;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$\phi=0$|; + +$key = q/{displaymath}x[n]=cos(omega_cn)f(acos(omega_mn)){displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +x[n] = \cos(\omega_c n) f (a \cos(\omega_m n)) +\end{displaymath}|; + +$key = q/r=0;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$r=0$|; + +$key = q/g(x)=1-1slashx;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$g(x) = 1-1/x$|; + +$key = q/{displaymath}={{sin(omegan)}over{pi}}{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} += {{\sin ( \omega n)} \over {\pi}} +\end{displaymath}|; + +$key = q/1slashk;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$1/k$|; + +$key = q/{figure}{psfig{file=figsslashfig10.08.ps}{{{{figure};FSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{figure}\psfig{file=figs/fig10.08.ps}\end{figure}|; + +$key = q/f(x)={e^x};MSF=1.6;AAT/; +$cached_env_img{$key} = q|$f(x) = {e^x}$|; + +$key = q/{displaymath}n>y[n]>n-D.{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +n > y[n] > n - D. +\end{displaymath}|; + +$key = q/705600-20000=685600;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$705600-20000=685600$|; + +$key = q/fbox{{mathrm{snapshot}sim{};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\fbox{ $\mathrm{snapshot}\sim$}|; + +$key = q/{displaymath}a=rcos(theta){displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +a = r \cos (\theta) +\end{displaymath}|; + +$key = q/sqrt{10};MSF=1.6;AAT/; +$cached_env_img{$key} = q|$\sqrt {10}$|; + +$key = q/{displaymath}x[n]={a_0}+{a_1}cosleft(omegan+{phi_1}right)+{a_2}cosleft(2omegan+{phi_2}right)+cdots+{a_p}cosleft(pomegan+{phi_p}right){displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +x[n] = {a_0} + +{a_1} \cos \left ( \omega n + {\phi_1} \rig... +... + \cdots + +{a_p} \cos \left ( p \omega n + {\phi_p} \right ) +\end{displaymath}|; + +$key = q/{figure}{psfig{file=figsslashfig08.11.ps}{{{{figure};FSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{figure}\psfig{file=figs/fig08.11.ps}\end{figure}|; + +$key = q/{A_k};MSF=1.6;AAT/; +$cached_env_img{$key} = q|${A_k}$|; + +$key = q/1slashf[k];MSF=1.6;AAT/; +$cached_env_img{$key} = q|$1/f[k]$|; + +$key = q/{figure}{psfig{file=figsslashfig05.04.ps}{{{{figure};FSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{figure}\psfig{file=figs/fig05.04.ps}\end{figure}|; + +$key = q/d_1;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$d_1$|; + +$key = q/fbox{texttt{bp~}};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\fbox{ \texttt{bp\ }}|; + +$key = q/{displaymath}H(Z)={{1+{Z^{-1}}}over{1-g{Z^{-1}}}}{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +H(Z) = +{{ +1 + {Z^{-1}} +} \over { +1 - g{Z^{-1}} +}} +\end{displaymath}|; + +$key = q/c[k]slashf[k];MSF=1.6;AAT/; +$cached_env_img{$key} = q|$c[k]/f[k]$|; + +$key = q/{L_1},ldots,{L_j};MSF=1.6;AAT/; +$cached_env_img{$key} = q|${L_1}, \ldots, {L_j}$|; + +$key = q/{figure}{psfig{file=figsslashfig02.08.ps}{{{{figure};FSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{figure}\psfig{file=figs/fig02.08.ps}\end{figure}|; + +$key = q/fbox{{mathrm{cpole}sim{};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\fbox{$\mathrm{cpole}\sim$}|; + +$key = q/fbox{{mathrm{inlet}sim{};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\fbox{ $ \mathrm{inlet}\sim $}|; + +$key = q/{displaymath}|H|={1over{|1-g{Z^{-d}}|}}{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +\vert H\vert = {1 \over {\vert 1 - g{Z^{-d}}\vert}} +\end{displaymath}|; + +$key = q/{displaymath}|H|={1over{1-g}}{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +\vert H\vert = {1 \over {1 - g}} +\end{displaymath}|; + +$key = q/2omega,4omega,6omega,ldots;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$2\omega, 4\omega, 6\omega, \ldots$|; + +$key = q/{figure}{psfig{file=figsslashfig01.06.ps}{{{{figure};FSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{figure}\psfig{file=figs/fig01.06.ps}\end{figure}|; + +$key = q/{displaymath}-sin(omega_cn)*sin(acos(omega_mn)){displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +- \sin(\omega_c n) * \sin(a \cos(\omega_m n)) +\end{displaymath}|; + +$key = q/{displaymath}h(bsin({omegaover2}n))=Gcdotleft({1over2}+Hcos(omegan)+{H^2}cos(2omegan)+cdotsright){displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +h(b \sin({\omega \over 2} n)) = +G \cdot \left ( +{1\over 2... +...H \cos(\omega n) + {H^2} \cos(2 \omega n) ++ \cdots +\right ) +\end{displaymath}|; + +$key = q/1slashf;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$1/f$|; + +$key = q/{displaymath}X[-n]=A[0]+A[1](cos(omegan)-isin(omegan))+cdots{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +X[-n] = +A[0] + A[1](\cos(\omega n) - i \sin(\omega n)) + \cdots +\end{displaymath}|; + +$key = q/N+1;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$N+1$|; + +$key = q/{displaymath}omega_m,3omega_m,5omega_m,ldots{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +\omega_m, 3\omega_m, 5\omega_m, \ldots +\end{displaymath}|; + +$key = q/Z^{-d};MSF=1.6;AAT/; +$cached_env_img{$key} = q|$Z^{-d}$|; + +$key = q/{figure}{psfig{file=figsslashfig05.03.ps}{{{{figure};FSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{figure}\psfig{file=figs/fig05.03.ps}\end{figure}|; + +$key = q/fbox{{mathrm{pipe}{};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\fbox{ $\mathrm{pipe}$ }|; + +$key = q/x[n]^2;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$x[n]^2$|; + +$key = q/{displaymath}Z={{pmasqrt{-W}-b}over{mpbsqrt{-W}+a}}{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +Z = { { +\pm a \sqrt { - W } +- b +} \over { +\mp b \sqrt { - W } ++ a +} +} +\end{displaymath}|; + +$key = q/n+1;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$n+1$|; + +$key = q/y[n]=nslash(10R);MSF=1.6;AAT/; +$cached_env_img{$key} = q|$y[n] = n/(10R)$|; + +$key = q/{D_N}(k);MSF=1.6;AAT/; +$cached_env_img{$key} = q|${D_N}(k)$|; + +$key = q/{displaymath}|1-Q{Z^{-1}}|=|Z||1-Q{Z^{-1}}|=|Q-Z|{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +\vert 1 - Q{Z^{-1}}\vert = \vert Z\vert\vert 1 - Q{Z^{-1}}\vert = \vert Q - Z\vert +\end{displaymath}|; + +$key = q/alpha+beta;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$\alpha + \beta$|; + +$key = q/{figure}{psfig{file=figsslashfig06.16.ps}{{{{figure};FSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{figure}\psfig{file=figs/fig06.16.ps}\end{figure}|; + +$key = q/y;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$y$|; + +$key = q/{displaymath}S[m,k];=;{{left|R'[k]right|}^{-1}};cdot;{{R'[k]T'[k]}}{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +S[m, k] \; = \; +{ +{ \left \vert +R'[k] +\right \vert} +^ +{-1} +} +\; \cdot \; +{ +{R'[k] T'[k]} +} +\end{displaymath}|; + +$key = q/{displaymath}left[2acos(alphan)right]cdotleft[cos(betan)right]{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +\left [ 2 a \cos (\alpha n) \right ] +\cdot +\left [ \cos (\beta n) \right ] +\end{displaymath}|; + +$key = q/beta=3pislash10;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$\beta =3\pi /10$|; + +$key = q/alpha>beta>0;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$\alpha > \beta > 0$|; + +$key = q/|T[m,k]|;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$\vert T[m, k]\vert$|; + +$key = q/y[n]=n;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$y[n] = n$|; + +$key = q/f(x+y);MSF=1.6;AAT/; +$cached_env_img{$key} = q|$f(x+y)$|; + +$key = q/alpha;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$\alpha $|; + +$key = q/{figure}{psfig{file=figsslashfig04.17.ps}{{{{figure};FSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{figure}\psfig{file=figs/fig04.17.ps}\end{figure}|; + +$key = q/{displaymath}{y_2}[n]=s{x_1}[n]-c{x_2}[n]{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +{y_2}[n] = s {x_1}[n] - c {x_2}[n] +\end{displaymath}|; + +$key = q/{displaymath}x[n]={{N^2}over{MN-2{M^2}}}(p[n-M]-p[n+M]){displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +x[n] = {{N^2} \over {MN - 2{M^2}}} (p[n-M] - p[n+M]) +\end{displaymath}|; + +$key = q/fbox{texttt{clip~}};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\fbox{ \texttt{clip\ }}|; + +$key = q/{displaymath}Y[n]=X[n]+Y[n]cdotg{Z^{-d}}{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +Y[n] = X[n]+Y[n] \cdot g{Z^{-d}} +\end{displaymath}|; + +$key = q/{f_1}=1;MSF=1.6;AAT/; +$cached_env_img{$key} = q|${f_1}=1$|; + +$key = q/{displaymath}{Z^{dslash2}}+{Z^{-dslash2}}{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +{Z^{d/2}} + {Z^{-d/2}} +\end{displaymath}|; + +$key = q/{displaymath}f(acos(omegan))={{{e^{acos(omegan)}}}over{e^a}}={e^{a(cos(omegan)-1)}}{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +f(a \cos(\omega n)) = +{{{e^{a \cos(\omega n)}}} \over {e^a}} = {e^{a (\cos(\omega n) - 1)}} +\end{displaymath}|; + +$key = q/l+s;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$l+s$|; + +$key = q/cos(omegan);MSF=1.6;AAT/; +$cached_env_img{$key} = q|$\cos(\omega n)$|; + +$key = q/f();MSF=1.6;AAT/; +$cached_env_img{$key} = q|$f()$|; + +$key = q/{x_2}[n];MSF=1.6;AAT/; +$cached_env_img{$key} = q|${x_2}[n]$|; + +$key = q/x^3;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$x^3$|; + +$key = q/mtau;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$m \tau$|; + +$key = q/x[1.5];MSF=1.6;AAT/; +$cached_env_img{$key} = q|$x[1.5]$|; + +$key = q/(a,b);MSF=1.6;AAT/; +$cached_env_img{$key} = q|$(a,b)$|; + +$key = q/b[n];MSF=1.6;AAT/; +$cached_env_img{$key} = q|$b[n]$|; + +$key = q/{displaymath}={V^d}{calFT}left{X[n]right}(k){displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} += {V^d} {\cal FT} \left \{ X[n] \right \} (k) +\end{displaymath}|; + +$key = q/fbox{{mathrm{catchsim}{};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\fbox{$\mathrm{catch\sim}$}|; + +$key = q/omega_m=komega;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$\omega_m=k\omega$|; + +$key = q/fbox{{mathrm{until}{};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\fbox{ $\mathrm{until}$ }|; + +$key = q/M+N-1;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$M+N-1$|; + +$key = q/{displaymath}cos(5omegan){displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +\cos(5 \omega n) +\end{displaymath}|; + +$key = q/{figure}{psfig{file=figsslashfig08.23.ps}{{{{figure};FSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{figure}\psfig{file=figs/fig08.23.ps}\end{figure}|; + +$key = q/{displaymath}t=p+cf{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +t = p + cf +\end{displaymath}|; + +$key = q/a;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$a$|; + +$key = q/{displaymath}y[n]=pcdoty[n-1]+(1-p)cdotx[n]{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +y[n] = p \cdot y[n-1] + (1-p) \cdot x[n] +\end{displaymath}|; + +$key = q/-domegaslash2;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$-d \omega / 2$|; + +$key = q/y[n]cdotx[n];MSF=1.6;AAT/; +$cached_env_img{$key} = q|$y[n] \cdot x[n]$|; + +$key = q/{displaymath}t[n]=left|y[n]-y[n-1]right|{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +t[n] = \left \vert y[n] - y[n-1] \right \vert +\end{displaymath}|; + +$key = q/f(0);MSF=1.6;AAT/; +$cached_env_img{$key} = q|$f(0)$|; + +$key = q/fbox{texttt{block~}};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\fbox{ \texttt{block\ }}|; + +$key = q/{figure}{psfig{file=figsslashfig05.05.ps}{{{{figure};FSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{figure}\psfig{file=figs/fig05.05.ps}\end{figure}|; + +$key = q/{displaymath}{calFT}left{{Z^n}right}(k)={calFT}left{1right}(k-{{alpha}over{omega}}){displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +{\cal FT} \left \{ {Z^n} \right \} (k) = +{\cal FT} \left \{ 1 \right \}(k - {{\alpha } \over {\omega}}) +\end{displaymath}|; + +$key = q/fbox{texttt{lop~}};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\fbox{\texttt{lop\ }}|; + +$key = q/p[n+M];MSF=1.6;AAT/; +$cached_env_img{$key} = q|$p[n+M]$|; + +$key = q/1-q;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$1-q$|; + +$key = q/0lex[n]le1;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$0 \le x[n] \le 1$|; + +$key = q/{displaymath}s=sin(theta){displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +s = \sin(\theta) +\end{displaymath}|; + +$key = q/omega_p;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$\omega_p$|; + +$key = q/{displaymath}f(x[n])={{a^2}over2}left(1+cos(2alphan)right)+{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +f(x[n]) = {{a^2} \over 2} \left ( 1 + \cos(2 \alpha n) \right ) + +\end{displaymath}|; + +$key = q/x<1;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$x<1$|; + +$key = q/fbox{texttt{lrshift~}};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\fbox{\texttt{lrshift\ }}|; + +$key = q/2alpha;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$2 \alpha$|; + +$key = q/fbox{{mathrm{line}{};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\fbox{ $\mathrm{line}$}|; + +$key = q/angle(A+B);MSF=1.6;AAT/; +$cached_env_img{$key} = q|$\angle(A+B)$|; + +$key = q/a[n];MSF=1.6;AAT/; +$cached_env_img{$key} = q|$a[n]$|; + +$key = q/{figure}{psfig{file=figsslashfig06.17.ps}{{{{figure};FSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{figure}\psfig{file=figs/fig06.17.ps}\end{figure}|; + +$key = q/g[m,k];MSF=1.6;AAT/; +$cached_env_img{$key} = q|$g[m, k]$|; + +$key = q/Rslash30;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$R/30$|; + +$key = q/{figure}{psfig{file=figsslashfig06.11.ps}{{{{figure};FSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{figure}\psfig{file=figs/fig06.11.ps}\end{figure}|; + +$key = q/komega=2pikslashN;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$k \omega = 2\pi k / N$|; + +$key = q/{figure}{psfig{file=figsslashfig10.04.ps}{{{{figure};FSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{figure}\psfig{file=figs/fig10.04.ps}\end{figure}|; + +$key = q/{figure}{psfig{file=figsslashfig07.06.ps}{{{{figure};FSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{figure}\psfig{file=figs/fig07.06.ps}\end{figure}|; + +$key = q/m;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$m$|; + +$key = q/Vnot=1;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$V \not= 1$|; + +$key = q/{displaymath}w[n]={1over2}-{1over4}{U^n}-{1over4}{U^{-n}}{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +w[n] = {1\over 2} - {1\over 4} {U^n} - {1\over 4} {U^{-n}} +\end{displaymath}|; + +$key = q/{displaymath}{Q_1}=qcdot(cosomega+isinomega){displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +{Q_1} = q \cdot (\cos \omega + i \sin \omega) +\end{displaymath}|; + +$key = q/r=|Q|;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$r=\vert Q\vert$|; + +$key = q/P;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$P$|; + +$key = q/f(x)={x^n};MSF=1.6;AAT/; +$cached_env_img{$key} = q|$f(x) = {x^n}$|; + +$key = q/{displaymath}S[k]=S[m,k]{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +S[k] = S[m, k] +\end{displaymath}|; + +$key = q/1slash50;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$1/50$|; + +$key = q/{displaymath}x[N],ldots,x[N+B-1]longrightarrow{fbox{texttt{delwrite~}}{{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +x[N], \ldots, x[N+B-1] \longrightarrow \fbox{\texttt{delwrite\ }} +\end{displaymath}|; + +$key = q/M(k);MSF=1.6;AAT/; +$cached_env_img{$key} = q|$M(k)$|; + +$key = q/{x_1},ldots{x_k};MSF=1.6;AAT/; +$cached_env_img{$key} = q|${x_1}, \ldots {x_k}$|; + +$key = q/{displaymath}{xi^N}-{xi^{-N}}=left(cos(pik)-isin(pik)right)-left(cos(pik)+isin(pik)right)=-2isin(pik){displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +{\xi^N} - {\xi^{-N}} = +\left (\cos(\pi k) - i \sin(\pi k) ... +...eft (\cos(\pi k) + i \sin(\pi k) \right ) += - 2 i \sin(\pi k) +\end{displaymath}|; + +$key = q/{figure}{psfig{file=figsslashfig08.07.ps}{{{{figure};FSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{figure}\psfig{file=figs/fig08.07.ps}\end{figure}|; + +$key = q/{c_1},ldots,{c_l};MSF=1.6;AAT/; +$cached_env_img{$key} = q|${c_1}, \ldots, {c_l}$|; + +$key = q/{D_n}(k);MSF=1.6;AAT/; +$cached_env_img{$key} = q|${D_n}(k)$|; + +$key = q/{displaymath}{|{x_1}|}^2+cdots+{|{x_r}|}^2{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +{\vert{x_1}\vert}^2 + \cdots + {\vert{x_r}\vert}^2 +\end{displaymath}|; + +$key = q/{figure}{psfig{file=figsslashfig06.14.ps}{{{{figure};FSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{figure}\psfig{file=figs/fig06.14.ps}\end{figure}|; + +$key = q/y[n]=2n;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$y[n] = 2n$|; + +$key = q/{figure}{psfig{file=figsslashfig02.15.ps}{{{{figure};FSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{figure}\psfig{file=figs/fig02.15.ps}\end{figure}|; + +$key = q/angle(H(omega));MSF=1.6;AAT/; +$cached_env_img{$key} = q|$\angle( H(\omega))$|; + +$key = q/x=|S[m,k]|slashf[k];MSF=1.6;AAT/; +$cached_env_img{$key} = q|$x = \vert S[m, k]\vert/f[k]$|; + +$key = q/{figure}{psfig{file=figsslashfig10.12.ps}{{{{figure};FSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{figure}\psfig{file=figs/fig10.12.ps}\end{figure}|; + +$key = q/{displaymath}(1-g)slashd{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +(1-g)/d +\end{displaymath}|; + +$key = q/p=1-omega;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$p = 1-\omega$|; + +$key = q/N+3;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$N+3$|; + +$key = q/0:1:2:cdots;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$0:1:2:\cdots$|; + +$key = q/|Z|=1;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$\vert Z\vert=1$|; + +$key = q/{displaymath}X[n]=A[0]+A[1](cos(omegan)+isin(omegan))+cdots{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +X[n] = +A[0] + A[1](\cos(\omega n) + i \sin(\omega n)) + \cdots +\end{displaymath}|; + +$key = q/n;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$n$|; + +$key = q/{displaymath}{1overZ}={Z^{-1}}=cos(omega)-isin(omega){displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +{1 \over Z} = {Z^{-1}} = cos(\omega) - i \sin(\omega) +\end{displaymath}|; + +$key = q/{displaymath}{J_3}(a)cos((omega_c+3omega_m)n+{{3pi}over2}+bcos(omega_pn)){displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +{J_3}(a) \cos( (\omega_c+3\omega_m) n + {{3\pi}\over2} + b \cos(\omega_p n)) +\end{displaymath}|; + +$key = q/k=1;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$k=1$|; + +$key = q/fbox{{mathrm{lop}sim{};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\fbox{$\mathrm{lop}\sim$}|; + +$key = q/{displaymath}{calFT}left{X[n]right}(k)=left({{parbox[t][0.1in]{0in}{mbox{}}{cos((pik(N-1)slashN)}right){{sin(pik)}over{sin(pikslashN)}}{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +{\cal FT} \left \{ X[n] \right \} (k) = +\left ( { +\parbo... +... +} \right ) +{{ +\sin(\pi k) +} \over { +\sin(\pi k / N) +}} +\end{displaymath}|; + +$key = q/fbox{texttt{rfft~}};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\fbox{\texttt{rfft\ }}|; + +$key = q/C[m-1];MSF=1.6;AAT/; +$cached_env_img{$key} = q|$C[m-1]$|; + +$key = q/{displaymath}{a_0}={10^{-5}}=0.00001{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +{a_0} = {10^{-5}} = 0.00001 +\end{displaymath}|; + +$key = q/n-B;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$n-B$|; + +$key = q/N-3;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$N-3$|; + +$key = q/{displaymath}+{{b^2}over2}left(1+cos(2betan)right){displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} ++ {{b^2} \over 2} \left ( 1 + \cos(2 \beta n) \right ) +\end{displaymath}|; + +$key = q/x[n]=0;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$x[n] = 0$|; + +$key = q/{M_i},ldots,{M_l};MSF=1.6;AAT/; +$cached_env_img{$key} = q|${M_i}, \ldots, {M_l}$|; + +$key = q/{displaymath}ldots,A,AZ,A{Z^2},ldots{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +\ldots, A, AZ, A{Z^2}, \ldots +\end{displaymath}|; + +$key = q/X'[n]=X[n];MSF=1.6;AAT/; +$cached_env_img{$key} = q|$X'[n] = X[n]$|; + +$key = q/{figure}{psfig{file=figsslashfig08.02.ps}{{{{figure};FSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{figure}\psfig{file=figs/fig08.02.ps}\end{figure}|; + +$key = q/{displaymath}{y_1}[n]=c{x_1}[n]-s{x_2}[n]{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +{y_1}[n] = c {x_1}[n] - s {x_2}[n] +\end{displaymath}|; + +$key = q/{figure}{psfig{file=figsslashfig06.12.ps}{{{{figure};FSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{figure}\psfig{file=figs/fig06.12.ps}\end{figure}|; + +$key = q/MslashN=0.03;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$M/N=0.03$|; + +$key = q/|1-Q{Z^{-1}}|;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$\vert 1 - Q{Z^{-1}}\vert$|; + +$key = q/X;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$X$|; + +$key = q/{figure}{psfig{file=figsslashfig01.03.ps}{{{{figure};FSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{figure}\psfig{file=figs/fig01.03.ps}\end{figure}|; + +$key = q/yge0;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$y \ge +0$|; + +$key = q/{figure}{psfig{file=figsslashfig07.21.ps}{{{{figure};FSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{figure}\psfig{file=figs/fig07.21.ps}\end{figure}|; + +$key = q/m=ldots,0,1,ldots;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$m = \ldots, 0, 1, \ldots$|; + +$key = q/{displaymath}cos(acos(omegan))={J_0}(a)-2{J_2}(a)cos(2omegan)+2{J_4}(a)cos(4omegan)-2{J_6}(a)cos(6omegan)pmcdots{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +\cos(a \cos(\omega n)) = {J_0}(a) +- 2 {J_2}(a) \cos(2 \om... +...a) \cos(4 \omega n) +- 2 {J_6}(a) \cos(6 \omega n) \pm \cdots +\end{displaymath}|; + +$key = q/{displaymath}f(x)={x^2}{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +f(x) = {x^2} +\end{displaymath}|; + +$key = q/{displaymath}ldots,cos(0),cos(omega),cos(2omega),ldots{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +\ldots, \cos(0), \cos(\omega), \cos(2 \omega), \ldots +\end{displaymath}|; + +$key = q/n=Nslash2;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$n=N/2$|; + +$key = q/y[0];MSF=1.6;AAT/; +$cached_env_img{$key} = q|$y[0]$|; + +$key = q/{figure}{psfig{file=figsslashfig03.10.ps}{{{{figure};FSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{figure}\psfig{file=figs/fig03.10.ps}\end{figure}|; + +$key = q/1slash4;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$1/4$|; + +$key = q/{displaymath}p[n]={1over2}{{({noverN}-{1over2})}^2}-{1over{24}}{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +p[n] = {1 \over 2} {{({n\over N} - {1\over 2})}^2} - {1 \over {24}} +\end{displaymath}|; + +$key = q/fbox{{mathrm{block}sim{};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\fbox{$\mathrm{block}\sim$}|; + +$key = q/{displaymath}H=1+Hg{Z^{-d}}{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +H = 1 + Hg{Z^{-d}} +\end{displaymath}|; + +$key = q/H(omega);MSF=1.6;AAT/; +$cached_env_img{$key} = q|$H(\omega)$|; + +$key = q/n=1;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$n=1$|; + +$key = q/k=3;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$k=3$|; + +$key = q/fbox{{mathrm{tabread4}sim{};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\fbox{ $\mathrm{tabread4}\sim$ }|; + +$key = q/n=0,...,N-1;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$n = 0, ..., N-1$|; + +$key = q/q=1-dsqrt{g};MSF=1.6;AAT/; +$cached_env_img{$key} = q|$q = 1 - d \sqrt{g}$|; + +$key = q/{displaymath}{{n}over{2pislashomega}}={{1}over{2pi}}{{omega}over{b}}={{q}over{2pi}}{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +{{n} \over {2\pi/\omega}} = {{1} \over {2\pi}} {{\omega} \over {b}} += {{q} \over {2\pi}} +\end{displaymath}|; + +$key = q/{displaymath}={{left[{U^{0}}right]}^{k}}X[0]+{{left[{U^{-1}}right]}^{k}}X[1]+cdots+{{left[{U^{-(N-1)}}right]}^{k}}X[N-1]{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} += {{\left [ {U^{0}} \right ]} ^ {k}} X[0] + +{{\left [ {U^{... +...1] + +\cdots + +{{\left [ {U^{-(N-1)}} \right ]} ^ {k}} X[N-1] +\end{displaymath}|; + +$key = q/fbox{{mathrm{s}sim{};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\fbox{ $\mathrm{s}\sim$ }|; + +$key = q/N-1;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$N-1$|; + +$key = q/{displaymath}0cdotx+1cdoty=1,{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +0 \cdot x + 1 \cdot y = 1, +\end{displaymath}|; + +$key = q/m=60;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$m=60$|; + +$key = q/fbox{{mathrm{rzero}sim{};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\fbox{$\mathrm{rzero}\sim$}|; + +$key = q/{displaymath}={V^d}left({V^{0}}X[0]+{V^{1}}X[1]+cdots+{V^{N-1}}X[N-1]right){displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} += {V^d} \left ( +{V ^ {0}} X[0] + +{V ^ {1}} X[1] + +\cdots + +{V ^ {N-1}} X[N-1] +\right ) +\end{displaymath}|; + +$key = q/|C[m]|;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$\vert C[m]\vert$|; + +$key = q/{displaymath}|overline{Q}-{Z^{-1}}|=|Q-overline{Z^{-1}}|=|Q-Z|{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +\vert\overline{Q} - {Z^{-1}}\vert = \vert Q - \overline{Z^{-1}}\vert = \vert Q- Z\vert +\end{displaymath}|; + +$key = q/fbox{{mathrm{makenote}{};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\fbox{$\mathrm{makenote}$}|; + +$key = q/f;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$f$|; + +$key = q/{y_1},ldots{y_k};MSF=1.6;AAT/; +$cached_env_img{$key} = q|${y_1}, \ldots {y_k}$|; + +$key = q/-59;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$-59$|; + +$key = q/n-1;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$n-1$|; + +$key = q/X[m];MSF=1.6;AAT/; +$cached_env_img{$key} = q|$X[m]$|; + +$key = q/{displaymath}X[n]=A{Z^n}{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +X[n] = A {Z^n} +\end{displaymath}|; + +$key = q/{figure}{psfig{file=figsslashfig07.17.ps}{{{{figure};FSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{figure}\psfig{file=figs/fig07.17.ps}\end{figure}|; + +$key = q/Rslash20;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$R/20$|; + +$key = q/{displaymath}t=1+aomegacos(omegan-pislash2){displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +t = 1 + a \omega \cos(\omega n - \pi/2) +\end{displaymath}|; + +$key = q/pislash10;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$\pi/10$|; + +$key = q/lfloortrfloor;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$\lfloor t \rfloor$|; + +$key = q/{displaymath}x[t]={J_0}(a)cos(omega_cn){displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +x[t] = {J_0}(a) \cos( \omega_c n ) +\end{displaymath}|; + +$key = q/kapprox1slash(4cdot0.03)approx8.5;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$k \approx 1/(4\cdot 0.03) \approx 8.5$|; + +$key = q/sin(-domega);MSF=1.6;AAT/; +$cached_env_img{$key} = q|$\sin(-d \omega)$|; + +$key = q/ycdotx[n];MSF=1.6;AAT/; +$cached_env_img{$key} = q|$y \cdot +x[n]$|; + +$key = q/M;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$M$|; + +$key = q/{figure}{psfig{file=figsslashfig08.21.ps}{{{{figure};FSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{figure}\psfig{file=figs/fig08.21.ps}\end{figure}|; + +$key = q/omega_c=momega;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$\omega_c=m\omega$|; + +$key = q/{figure}{psfig{file=figsslashfig08.06.ps}{{{{figure};FSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{figure}\psfig{file=figs/fig08.06.ps}\end{figure}|; + +$key = q/{figure}{psfig{file=figsslashfig03.13.ps}{{{{figure};FSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{figure}\psfig{file=figs/fig03.13.ps}\end{figure}|; + +$key = q/fbox{{mathrm{osc}sim{};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\fbox{ $ \mathrm{osc}\sim $}|; + +$key = q/{displaymath}x[n]=cos(omegacdot(n-1.5)){displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +x[n] = \cos(\omega \cdot (n - 1.5)) +\end{displaymath}|; + +$key = q/h;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$h$|; + +$key = q/b;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$b$|; + +$key = q/{displaymath}cos(a+b)=cos(a)cos(b)-sin(a)sin(b){displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +\cos(a+b) = \cos(a)\cos(b) - \sin(a) \sin(b) +\end{displaymath}|; + +$key = q/W(phi)=(1+mathop{mathgroupsymoperatorscos}nolimits(phi))slash2;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$W(\phi )=(1+\mathop {\mathgroup \symoperators cos}\nolimits (\phi ))/2$|; + +$key = q/{displaymath}y[n]=a+(b-a){{n-M}overN},hspace{0.1in}MlenleM+N-1.{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +y[n] = a + (b - a) {{n-M} \over N}, \hspace{0.1in} M \le n \le M+N-1. +\end{displaymath}|; + +$key = q/d=1;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$d=1$|; + +$key = q/p=1-q;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$p=1-q$|; + +$key = q/m-1;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$m-1$|; + +$key = q/{displaymath}={Nover{4{pi^2}{k^2}}}{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} += {N \over {4 {\pi ^2} {k^2}}} +\end{displaymath}|; + +$key = q/k=2;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$k=2$|; + +$key = q/g;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$g$|; + +$key = q/beta-alpha;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$\beta-\alpha$|; + +$key = q/({k^2}-k)slash2;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$({k^2}-k)/2$|; + +$key = q/{displaymath}{[{{(1-gcos(omegad))}^2}+{{(gsin(omegad))}^2}]}^{-1slash2}{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +{[ {{(1-g \cos (\omega d))}^2} + {{(g \sin (\omega d))}^2} ]} +^ +{-1/2} +\end{displaymath}|; + +$key = q/fbox{{mathrm{tabreceive}sim{};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\fbox{$\mathrm{tabreceive}\sim$}|; + +$key = q/{displaymath}Z=cos(omega)+isin(omega){displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +Z = \cos(\omega) + i \sin(\omega) +\end{displaymath}|; + +$key = q/overline{P};MSF=1.6;AAT/; +$cached_env_img{$key} = q|$\overline{P}$|; + +$key = q/-dkomega;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$-dk\omega$|; + +$key = q/{displaymath}H(Z)=1-{{{1-p}over{1-p{Z^{-1}}}}}=p{{{1-{Z^{-1}}}over{1-p{Z^{-1}}}}}{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +H(Z) = 1 - {{{1-p} \over {1 - p{Z^{-1}}}}} += p{{{1-{Z^{-1}}} \over {1 - p{Z^{-1}}}}} +\end{displaymath}|; + +$key = q/|P|>1;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$\vert P\vert> 1$|; + +$key = q/2pi;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$2\pi $|; + +$key = q/{figure}{psfig{file=figsslashfig06.10.ps}{{{{figure};FSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{figure}\psfig{file=figs/fig06.10.ps}\end{figure}|; + +$key = q/g[m];MSF=1.6;AAT/; +$cached_env_img{$key} = q|$g[m]$|; + +$key = q/tau;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$\tau$|; + +$key = q/{b^2}=2a;MSF=1.6;AAT/; +$cached_env_img{$key} = q|${b^2}=2a$|; + +$key = q/{figure}{psfig{file=figsslashfig07.25.ps}{{{{figure};FSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{figure}\psfig{file=figs/fig07.25.ps}\end{figure}|; + +$key = q/-42;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$-42$|; + +$key = q/{figure}{psfig{file=figsslashfig05.07.ps}{{{{figure};FSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{figure}\psfig{file=figs/fig05.07.ps}\end{figure}|; + +$key = q/sqrt{2};MSF=1.6;AAT/; +$cached_env_img{$key} = q|$\sqrt{2}$|; + +$key = q/X';MSF=1.6;AAT/; +$cached_env_img{$key} = q|$X'$|; + +$key = q/l;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$l$|; + +$key = q/{figure}{psfig{file=figsslashfig06.09.ps}{{{{figure};FSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{figure}\psfig{file=figs/fig06.09.ps}\end{figure}|; + +$key = q/(kslashN)^2;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$(k/N)^2$|; + +$key = q/l+sslash2;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$l+s/2$|; + +$key = q/x^k;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$x^k$|; + +$key = q/{displaymath}{D_N}(k)=left{array{{ll}N&{k=0}{{sin(pik)}over{sin(pikslashN)}}&{knot=0,;-N|; + +$key = q/g=0.8;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$g = 0.8$|; + +$key = q/c_0;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$c_0$|; + +$key = q/t=fsslashR;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$t = fs/R$|; + +$key = q/|A+B|;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$\vert A+B\vert$|; + +$key = q/{figure}{psfig{file=figsslashfig05.12.ps}{{{{figure};FSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{figure}\psfig{file=figs/fig05.12.ps}\end{figure}|; + +$key = q/{displaymath}{calFT}left{X[n]right}(k)={{{V^N}-1}over{V-1}}{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +{\cal FT} \left \{ X[n] \right \} (k) = +{{ +{V^N} - 1 +} \over { +V - 1 +}} +\end{displaymath}|; + +$key = q/{displaymath}=cos((pi-omega)n-phi){displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} += \cos((\pi - \omega)n - \phi) +\end{displaymath}|; + +$key = q/fbox{{mathrm{tabwrite}sim{};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\fbox{ $\mathrm{tabwrite}\sim$ }|; + +$key = q/({y_1},{y_2});MSF=1.6;AAT/; +$cached_env_img{$key} = q|$({y_1}, {y_2})$|; + +$key = q/{figure}{psfig{file=figsslashfig02.13.ps}{{{{figure};FSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{figure}\psfig{file=figs/fig02.13.ps}\end{figure}|; + +$key = q/X'';MSF=1.6;AAT/; +$cached_env_img{$key} = q|$X''$|; + +$key = q/1slash(1-g);MSF=1.6;AAT/; +$cached_env_img{$key} = q|$1/(1-g)$|; + +$key = q/{displaymath}X''[n]={{X[n]-X[n+Nslash2]}over2}=A[1]{U^n}+A[3]{U^{3n}}+cdots+A[N-1]{U^{(N-1)n}}{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +X''[n] = {{X[n] - X[n+N/2]}\over 2} = +A[1]{U^n} + A[3]{U^{3n}} + \cdots + A[N-1]{U^{(N-1)n}} +\end{displaymath}|; + +$key = q/{figure}{psfig{file=figsslashfig08.29.ps}{{{{figure};FSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{figure}\psfig{file=figs/fig08.29.ps}\end{figure}|; + +$key = q/{displaymath}z[n]=x[y[n]]{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +z[n] = x[y[n]] +\end{displaymath}|; + +$key = q/{figure}{psfig{file=figsslashfig04.18.ps}{{{{figure};FSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{figure}\psfig{file=figs/fig04.18.ps}\end{figure}|; + +$key = q/x[n-1.5];MSF=1.6;AAT/; +$cached_env_img{$key} = q|$x[n-1.5]$|; + +$key = q/{figure}{psfig{file=figsslashfig10.09.ps}{{{{figure};FSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{figure}\psfig{file=figs/fig10.09.ps}\end{figure}|; + +$key = q/phi-xi;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$\phi - \xi$|; + +$key = q/{displaymath}X'[n]={{X[n]+X[-n]}over2}=A[0]+A[1]cos(omegan)+cdots+A[N-1]cos(omega(N-1)n){displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +X'[n] = {{X[n] + X[-n]}\over 2} = +A[0] + A[1]\cos(\omega n)+ \cdots + A[N-1]\cos(\omega (N-1) n) +\end{displaymath}|; + +$key = q/10R;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$10R$|; + +$key = q/{figure}{psfig{file=figsslashfig09.04.ps}{{{{figure};FSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{figure}\psfig{file=figs/fig09.04.ps}\end{figure}|; + +$key = q/{figure}{psfig{file=figsslashfig07.14.ps}{{{{figure};FSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{figure}\psfig{file=figs/fig07.14.ps}\end{figure}|; + +$key = q/1|; + +$key = q/{figure}{psfig{file=figsslashfig04.12.ps}{{{{figure};FSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{figure}\psfig{file=figs/fig04.12.ps}\end{figure}|; + +$key = q/{displaymath}{a_0}+{a_1}cosleft(2omegan+{phi_1}right)+{a_2}cosleft(4omegan+{phi_2}right)+cdots{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +{a_0} + +{a_1} \cos \left ( 2 \omega n + {\phi_1} \right ) + +{a_2} \cos \left ( 4 \omega n + {\phi_2} \right ) + \cdots +\end{displaymath}|; + +$key = q/R(Z);MSF=1.6;AAT/; +$cached_env_img{$key} = q|$R(Z)$|; + +$key = q/{displaymath}angleT[k+1]-angleT[k]=angleS[m-1,k+1]-angleS[m-1,k]{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +\angle T[k+1] - \angle T[k] = \angle S[m-1, k+1] - \angle S[m-1, k] +\end{displaymath}|; + +$key = q/omega_cn+bcos(omega_pn);MSF=1.6;AAT/; +$cached_env_img{$key} = q|$\omega_c n + b \cos(\omega_p n)$|; + +$key = q/{displaymath}Q=rcdot(cos(alpha)+isin(alpha)){displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +Q = r \cdot (\cos(\alpha) + i \sin(\alpha)) +\end{displaymath}|; + +$key = q/x[0];MSF=1.6;AAT/; +$cached_env_img{$key} = q|$x[0]$|; + +$key = q/{figure}{psfig{file=figsslashfig10.06.ps}{{{{figure};FSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{figure}\psfig{file=figs/fig10.06.ps}\end{figure}|; + +$key = q/{displaymath}S(Z)={{aZ+b}over{bZ+a}}{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +S(Z) = +{{ +aZ + b +} \over { +bZ + a +}} +\end{displaymath}|; + +$key = q/{omega_b}slashomega;MSF=1.6;AAT/; +$cached_env_img{$key} = q|${\omega_b}/\omega$|; + +$key = q/Y[k];MSF=1.6;AAT/; +$cached_env_img{$key} = q|$Y[k]$|; + +$key = q/{displaymath}{|{y_1}|}^2+{|{y_2}|}^2={|{x_1}|}^2+{|{x_2}|}^2{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +{\vert{y_1}\vert}^2 + {\vert{y_2}\vert}^2 = {\vert{x_1}\vert}^2 + {\vert{x_2}\vert}^2 +\end{displaymath}|; + +$key = q/{displaymath}ldots,{Z^0},{Z^1},{Z^2},ldots{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +\ldots, {Z^0}, {Z^1}, {Z^2}, \ldots +\end{displaymath}|; + +$key = q/f(t);MSF=1.6;AAT/; +$cached_env_img{$key} = q|$f(t)$|; + +$key = q/1slash(2f);MSF=1.6;AAT/; +$cached_env_img{$key} = q|$1/(2f)$|; + +$key = q/T';MSF=1.6;AAT/; +$cached_env_img{$key} = q|$T'$|; + +$key = q/fbox{{mathrm{trigger}{};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\fbox{ $\mathrm{trigger}$}|; + +$key = q/fbox{{mathrm{clip}sim{};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\fbox{$\mathrm{clip}\sim$}|; + +$key = q/pi+omega;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$\pi + \omega$|; + +$key = q/c_2;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$c_2$|; + +$key = q/p+q=1;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$p + q = 1$|; + +$key = q/d=1.5;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$d=1.5$|; + +$key = q/{figure}{psfig{file=figsslashfig07.07.ps}{{{{figure};FSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{figure}\psfig{file=figs/fig07.07.ps}\end{figure}|; + +$key = q/1slashM;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$1/M$|; + +$key = q/omegan;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$\omega n$|; + +$key = q/n^2;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$n^2$|; + +$key = q/{L_1};MSF=1.6;AAT/; +$cached_env_img{$key} = q|${L_1}$|; + +$key = q/Rslash10;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$R/10$|; + +$key = q/Phi;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$\Phi$|; + +$key = q/N=512;MSF=1.6;AAT/; +$cached_env_img{$key} = q|$N=512$|; + +$key = q/fbox{texttt{vd~}};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\fbox{ \texttt{vd\ }}|; + +$key = q/{displaymath}g[m,k]={{|T[m,k]|}over{|S[m,k]|}}{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +g[m, k] = {{\vert T[m, k]\vert}\over{\vert S[m, k]\vert}} +\end{displaymath}|; + +$key = q/{displaymath}{{sin(komegan)}over{kpi}}{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +{{\sin ( k \omega n)} \over {k \pi}} +\end{displaymath}|; + +$key = q/{a_0}slash100;MSF=1.6;AAT/; +$cached_env_img{$key} = q|${a_0}/100$|; + +$key = q/i=sqrt{-1};MSF=1.6;AAT/; +$cached_env_img{$key} = q|$i=\sqrt{-1}$|; + +$key = q/{displaymath}{c_0}=2{a_0},{c_1}=2{a_2},{c_2}=2{a_4},ldots{displaymath};MSF=1.6;AAT/; +$cached_env_img{$key} = q|\begin{displaymath} +{c_0} = 2{a_0}, {c_1} = 2{a_2}, {c_2} = 2{a_4}, \ldots +\end{displaymath}|; + +1; + diff --git a/images.tex b/images.tex new file mode 100644 index 0000000..8fb6cb2 --- /dev/null +++ b/images.tex @@ -0,0 +1,11113 @@ +\batchmode +\input{psfig.sty} +\documentclass{book} +\RequirePackage{ifthen} + + +\usepackage{html} +\usepackage{makeidx} +\makeindex + + + + +\usepackage[dvips]{color} + + +\pagecolor[gray]{.7} + +\usepackage[latin1]{inputenc} + + + +\makeatletter +\AtBeginDocument{\makeatletter +\input /home/msp/papers/book/book.aux +\makeatother +} + +\makeatletter +\count@=\the\catcode`\_ \catcode`\_=8 +\newenvironment{tex2html_wrap}{}{}% +\catcode`\<=12\catcode`\_=\count@ +\newcommand{\providedcommand}[1]{\expandafter\providecommand\csname #1\endcsname}% +\newcommand{\renewedcommand}[1]{\expandafter\providecommand\csname #1\endcsname{}% + \expandafter\renewcommand\csname #1\endcsname}% +\newcommand{\newedenvironment}[1]{\newenvironment{#1}{}{}\renewenvironment{#1}}% +\let\newedcommand\renewedcommand +\let\renewedenvironment\newedenvironment +\makeatother +\let\mathon=$ +\let\mathoff=$ +\ifx\AtBeginDocument\undefined \newcommand{\AtBeginDocument}[1]{}\fi +\newbox\sizebox +\setlength{\hoffset}{0pt}\setlength{\voffset}{0pt} +\addtolength{\textheight}{\footskip}\setlength{\footskip}{0pt} +\addtolength{\textheight}{\topmargin}\setlength{\topmargin}{0pt} +\addtolength{\textheight}{\headheight}\setlength{\headheight}{0pt} +\addtolength{\textheight}{\headsep}\setlength{\headsep}{0pt} +\setlength{\textwidth}{349pt} +\newwrite\lthtmlwrite +\makeatletter +\let\realnormalsize=\normalsize +\global\topskip=2sp +\def\preveqno{}\let\real@float=\@float \let\realend@float=\end@float +\def\@float{\let\@savefreelist\@freelist\real@float} +\def\liih@math{\ifmmode$\else\bad@math\fi} +\def\end@float{\realend@float\global\let\@freelist\@savefreelist} +\let\real@dbflt=\@dbflt \let\end@dblfloat=\end@float +\let\@largefloatcheck=\relax +\let\if@boxedmulticols=\iftrue +\def\@dbflt{\let\@savefreelist\@freelist\real@dbflt} +\def\adjustnormalsize{\def\normalsize{\mathsurround=0pt \realnormalsize + \parindent=0pt\abovedisplayskip=0pt\belowdisplayskip=0pt}% + \def\phantompar{\csname par\endcsname}\normalsize}% +\def\lthtmltypeout#1{{\let\protect\string \immediate\write\lthtmlwrite{#1}}}% +\newcommand\lthtmlhboxmathA{\adjustnormalsize\setbox\sizebox=\hbox\bgroup\kern.05em }% +\newcommand\lthtmlhboxmathB{\adjustnormalsize\setbox\sizebox=\hbox to\hsize\bgroup\hfill }% +\newcommand\lthtmlvboxmathA{\adjustnormalsize\setbox\sizebox=\vbox\bgroup % + \let\ifinner=\iffalse \let\)\liih@math }% +\newcommand\lthtmlboxmathZ{\@next\next\@currlist{}{\def\next{\voidb@x}}% + \expandafter\box\next\egroup}% +\newcommand\lthtmlmathtype[1]{\gdef\lthtmlmathenv{#1}}% +\newcommand\lthtmllogmath{\dimen0\ht\sizebox \advance\dimen0\dp\sizebox + \ifdim\dimen0>.95\vsize + \lthtmltypeout{% +*** image for \lthtmlmathenv\space is too tall at \the\dimen0, reducing to .95 vsize ***}% + \ht\sizebox.95\vsize \dp\sizebox\z@ \fi + \lthtmltypeout{l2hSize % +:\lthtmlmathenv:\the\ht\sizebox::\the\dp\sizebox::\the\wd\sizebox.\preveqno}}% +\newcommand\lthtmlfigureA[1]{\let\@savefreelist\@freelist + \lthtmlmathtype{#1}\lthtmlvboxmathA}% +\newcommand\lthtmlpictureA{\bgroup\catcode`\_=8 \lthtmlpictureB}% +\newcommand\lthtmlpictureB[1]{\lthtmlmathtype{#1}\egroup + \let\@savefreelist\@freelist \lthtmlhboxmathB}% +\newcommand\lthtmlpictureZ[1]{\hfill\lthtmlfigureZ}% +\newcommand\lthtmlfigureZ{\lthtmlboxmathZ\lthtmllogmath\copy\sizebox + \global\let\@freelist\@savefreelist}% +\newcommand\lthtmldisplayA{\bgroup\catcode`\_=8 \lthtmldisplayAi}% +\newcommand\lthtmldisplayAi[1]{\lthtmlmathtype{#1}\egroup\lthtmlvboxmathA}% +\newcommand\lthtmldisplayB[1]{\edef\preveqno{(\theequation)}% + \lthtmldisplayA{#1}\let\@eqnnum\relax}% +\newcommand\lthtmldisplayZ{\lthtmlboxmathZ\lthtmllogmath\lthtmlsetmath}% +\newcommand\lthtmlinlinemathA{\bgroup\catcode`\_=8 \lthtmlinlinemathB} +\newcommand\lthtmlinlinemathB[1]{\lthtmlmathtype{#1}\egroup\lthtmlhboxmathA + \vrule height1.5ex width0pt }% +\newcommand\lthtmlinlineA{\bgroup\catcode`\_=8 \lthtmlinlineB}% +\newcommand\lthtmlinlineB[1]{\lthtmlmathtype{#1}\egroup\lthtmlhboxmathA}% +\newcommand\lthtmlinlineZ{\egroup\expandafter\ifdim\dp\sizebox>0pt % + \expandafter\centerinlinemath\fi\lthtmllogmath\lthtmlsetinline} +\newcommand\lthtmlinlinemathZ{\egroup\expandafter\ifdim\dp\sizebox>0pt % + \expandafter\centerinlinemath\fi\lthtmllogmath\lthtmlsetmath} +\newcommand\lthtmlindisplaymathZ{\egroup % + \centerinlinemath\lthtmllogmath\lthtmlsetmath} +\def\lthtmlsetinline{\hbox{\vrule width.1em \vtop{\vbox{% + \kern.1em\copy\sizebox}\ifdim\dp\sizebox>0pt\kern.1em\else\kern.3pt\fi + \ifdim\hsize>\wd\sizebox \hrule depth1pt\fi}}} +\def\lthtmlsetmath{\hbox{\vrule width.1em\kern-.05em\vtop{\vbox{% + \kern.1em\kern0.8 pt\hbox{\hglue.17em\copy\sizebox\hglue0.8 pt}}\kern.3pt% + \ifdim\dp\sizebox>0pt\kern.1em\fi \kern0.8 pt% + \ifdim\hsize>\wd\sizebox \hrule depth1pt\fi}}} +\def\centerinlinemath{% + \dimen1=\ifdim\ht\sizebox<\dp\sizebox \dp\sizebox\else\ht\sizebox\fi + \advance\dimen1by.5pt \vrule width0pt height\dimen1 depth\dimen1 + \dp\sizebox=\dimen1\ht\sizebox=\dimen1\relax} + +\def\lthtmlcheckvsize{\ifdim\ht\sizebox<\vsize + \ifdim\wd\sizebox<\hsize\expandafter\hfill\fi \expandafter\vfill + \else\expandafter\vss\fi}% +\providecommand{\selectlanguage}[1]{}% +\makeatletter \tracingstats = 1 + + +\begin{document} +\pagestyle{empty}\thispagestyle{empty}\lthtmltypeout{}% +\lthtmltypeout{latex2htmlLength hsize=\the\hsize}\lthtmltypeout{}% +\lthtmltypeout{latex2htmlLength vsize=\the\vsize}\lthtmltypeout{}% +\lthtmltypeout{latex2htmlLength hoffset=\the\hoffset}\lthtmltypeout{}% +\lthtmltypeout{latex2htmlLength voffset=\the\voffset}\lthtmltypeout{}% +\lthtmltypeout{latex2htmlLength topmargin=\the\topmargin}\lthtmltypeout{}% +\lthtmltypeout{latex2htmlLength topskip=\the\topskip}\lthtmltypeout{}% +\lthtmltypeout{latex2htmlLength headheight=\the\headheight}\lthtmltypeout{}% +\lthtmltypeout{latex2htmlLength headsep=\the\headsep}\lthtmltypeout{}% +\lthtmltypeout{latex2htmlLength parskip=\the\parskip}\lthtmltypeout{}% +\lthtmltypeout{latex2htmlLength oddsidemargin=\the\oddsidemargin}\lthtmltypeout{}% +\makeatletter +\if@twoside\lthtmltypeout{latex2htmlLength evensidemargin=\the\evensidemargin}% +\else\lthtmltypeout{latex2htmlLength evensidemargin=\the\oddsidemargin}\fi% +\lthtmltypeout{}% +\makeatother +\setcounter{page}{1} +\onecolumn + +% !!! IMAGES START HERE !!! + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline19209}% +$\sqrt 2$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline19212}% +$y[n]$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline19215}% +$N$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline19218}% +$a$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline19221}% +$\pi /2$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline19223}% +$3\pi /2$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline19227}% +$\alpha $% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline19229}% +$\beta $% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline19231}% +$\alpha > \beta > 0$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline19233}% +$\beta > \alpha $% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline19235}% +$f=0$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline19237}% +$\alpha =\beta $% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline19239}% +$\alpha =0$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline19248}% +$f()$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline19251}% +$f(x) = {x^2}$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline19254}% +$2\pi $% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline19257}% +$W(\phi )=(1+\mathop {\mathgroup \symoperators cos}\nolimits (\phi ))/2$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline19259}% +$a=1$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline19261}% +$a=2$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline19269}% +$Z$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline19273}% +$b$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline19280}% +$|Z|=1$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline19282}% +$A$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline19289}% +$Z^-d$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline19291}% +$H$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline19295}% +$d/2$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline19302}% +$\omega $% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline19305}% +$d$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline19307}% +$g$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline19311}% +$|H|$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline19313}% +$W$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline19323}% +$g = 0.8$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline19325}% +$1/(1-g)$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline19329}% +$\theta = \pi /4$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline19331}% +$a = \mathop {\mathgroup \symoperators cos}\nolimits (\theta ) = \mathop {\mathgroup \symoperators sin}\nolimits (\theta ) = \sqrt {1/2} \approx 0.7071$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline19335}% +$R$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline19338}% +$t_1$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline19340}% +$t_2$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline19342}% +$t_3$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline19347}% +$D$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline19350}% +$\pi $% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline19353}% +$Q$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline19355}% +$Q=-1$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline19367}% +$r=|Q|$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline19371}% +$r=0.5$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline19374}% +$\beta = \pi /4$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline19376}% +$\beta =\pi $% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline19378}% +$\beta =3\pi /10$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline19380}% +$\beta =2\pi /10$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline19382}% +$\beta =0$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline19389}% +$R(Z) = -{Z^2}$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline19395}% +$\pi /4$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline19398}% +$P=0.8$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline19400}% +$P=0.9$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline19402}% +$|P|=0.9$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline19404}% +$2\pi /10$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline19410}% +$p$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline19413}% +$k$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline19421}% +$2\omega $% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline19423}% +$1.5\omega $% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline19428}% +$\alpha =1.5\omega =3\pi /N$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline19437}% +$D_N$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline19439}% +$N=100$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline19443}% +$S[m, k]$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline19446}% +$\@mathrm {fft}\sim $% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline19449}% +$(M, c)$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline19451}% +$(0, 8)$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline19453}% +$(N/2, -8)$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline19458}% +$(M, 1)$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline19460}% +$(N-M, -1)$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline19464}% +$M/N=0.03$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline19466}% +$1/k$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline19468}% +$1/{k^2}$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + + +% +\providecommand{\patchAA}{A01.sinewave.pd}% + + +% +\providecommand{\patchAB}{A02.amplitude.pd}% + + +% +\providecommand{\patchAC}{A03.line.pd}% + + +% +\providecommand{\patchACbis}{A04.line2.pd}% + + +% +\providecommand{\patchAD}{A05.output.subpatch.pd}% + + +% +\providecommand{\patchAE}{A06.frequency.pd}% + + +% +\providecommand{\patchAG}{A07.fusion.pd}% + + +% +\providecommand{\patchAH}{A08.beating.pd}% + + +% +\providecommand{\patchAI}{A09.frequency.mod.pd}% + + +% +\providecommand{\patchBA}{B01.wavetables.pd}% + + +% +\providecommand{\patchBB}{B02.wavetable.FM.pd}% + + +% +\providecommand{\patchBC}{B03.tabread4.pd}% + + +% +\providecommand{\patchBD}{B04.sampler.pd}% + + +% +\providecommand{\patchBE}{B05.sampler.loop.pd}% + + +% +\providecommand{\patchBF}{B06.sampler.loop.smooth.pd}% + + +% +\providecommand{\patchBG}{B07.sampler.scratch.pd}% + + +% +\providecommand{\patchBH}{B08.sampler.nodoppler.pd}% + + +% +\providecommand{\patchBI}{B09.sampler.transpose.pd}% + + +% +\providecommand{\patchBJ}{B10.sampler.overlap.pd}% + + +% +\providecommand{\patchBK}{B11.sampler.rockafella.pd}% + + +% +\providecommand{\patchCA}{C01.nyquist.pd}% + + +% +\providecommand{\patchCB}{C02.sawtooth-foldover.pd}% + + +% +\providecommand{\patchCC}{C03.zipper.noise.pd}% + + +% +\providecommand{\patchCD}{C04.control.to.signal.pd}% + + +% +\providecommand{\patchCE}{C05.sampler.oneshot.pd}% + + +% +\providecommand{\patchCF}{C06.signal.to.control.pd}% + + +% +\providecommand{\patchCG}{C07.envelope.follower.pd}% + + +% +\providecommand{\patchCH}{C08.analog.sequencer.pd}% + + +% +\providecommand{\patchCI}{C09.sample.hold.pd}% + + +% +\providecommand{\patchCJ}{C10.monophonic.synth.pd}% + + +% +\providecommand{\patchDA}{D01.envelope.gen.pd}% + + +% +\providecommand{\patchDB}{D02.adsr.pd}% + + +% +\providecommand{\patchDC}{D03.envelope.dB.pd}% + + +% +\providecommand{\patchDD}{D04.envelope.quartic.pd}% + + +% +\providecommand{\patchDE}{D05.envelope.pitch.pd}% + + +% +\providecommand{\patchDF}{D06.envelope.portamento.pd}% + + +% +\providecommand{\patchDG}{D07.additive.pd}% + + +% +\providecommand{\patchDH}{D08.table.spectrum.pd}% + + +% +\providecommand{\patchDI}{D09.shepard.tone.pd}% + + +% +\providecommand{\patchDJ}{D10.sampler.notes.pd}% + + +% +\providecommand{\patchDK}{D11.sampler.poly.pd}% + + +% +\providecommand{\patchEA}{E01.spectrum.pd}% + + +% +\providecommand{\patchEB}{E02.ring.modulation.pd}% + + +% +\providecommand{\patchEC}{E03.octave.divider.pd}% + + +% +\providecommand{\patchED}{E04.difference.tone.pd}% + + +% +\providecommand{\patchEE}{E05.chebychev.pd}% + + +% +\providecommand{\patchEF}{E06.exponential.pd}% + + +% +\providecommand{\patchEG}{E07.evenodd.pd}% + + +% +\providecommand{\patchEH}{E08.phase.mod.pd}% + + +% +\providecommand{\patchEI}{E09.FM.spectrum.pd}% + + +% +\providecommand{\patchEJ}{E10.complex.FM.pd}% + + +% +\providecommand{\patchFA}{F01.pulse.pd}% + + +% +\providecommand{\patchFE}{F05.ring.modulation.pd}% + + +% +\providecommand{\patchFF}{F06.packets.pd}% + + +% +\providecommand{\patchFH}{F08.two.cosines.pd}% + + +% +\providecommand{\patchFI}{F09.declickit.pd}% + + +% +\providecommand{\patchFL}{F12.paf.pd}% + + +% +\providecommand{\patchFM}{F13.paf.control.pd}% + + +% +\providecommand{\patchFN}{F14.wave.packet.pd}% + + +% +\providecommand{\patchGA}{G01.delay.pd}% + + +% +\providecommand{\patchGB}{G02.delay.loop.pd}% + + +% +\providecommand{\patchGC}{G03.delay.variable.pd}% + + +% +\providecommand{\patchGD}{G04.control.blocksize.pd}% + + +% +\providecommand{\patchGE}{G05.execution.order.pd}% + + +% +\providecommand{\patchGF}{G06.octave.doubler.pd}% + + +% +\providecommand{\patchGG}{G07.shaker.pd}% + + +% +\providecommand{\patchGH}{G08.reverb.pd}% + + +% +\providecommand{\patchGI}{G09.pitchshift.pd}% + + +% +\providecommand{\patchHA}{H01.low-pass.pd}% + + +% +\providecommand{\patchHB}{H02.high-pass.pd}% + + +% +\providecommand{\patchHC}{H03.band-pass.pd}% + + +% +\providecommand{\patchHD}{H04.filter.sweep.pd}% + + +% +\providecommand{\patchHE}{H05.filter.floyd.pd}% + + +% +\providecommand{\patchHF}{H06.envelope.follower.pd}% + + +% +\providecommand{\patchHG}{H07.measure.spectrum.pd}% + + +% +\providecommand{\patchHH}{H08.heterodyning.pd}% + + +% +\providecommand{\patchHI}{H09.ssb.modulation.pd}% + + +% +\providecommand{\patchHJ}{H10.measurement.pd}% + + +% +\providecommand{\patchHK}{H11.shelving.pd}% + + +% +\providecommand{\patchHL}{H12.peaking.pd}% + + +% +\providecommand{\patchHM}{H13.butterworth.pd}% + + +% +\providecommand{\patchHN}{H14.all.pass.pd}% + + +% +\providecommand{\patchHO}{H15.phaser.pd}% + + +% +\providecommand{\patchIA}{I01.Fourier.analysis.pd}% + + +% +\providecommand{\patchIB}{I02.Hann.window.pd}% + + +% +\providecommand{\patchIC}{I03.resynthesis.pd}% + + +% +\providecommand{\patchID}{I04.noisegate.pd}% + + +% +\providecommand{\patchIE}{I05.compressor.pd}% + + +% +\providecommand{\patchIF}{I06.timbre.stamp.pd}% + + +% +\providecommand{\patchIG}{I07.phase.vocoder.pd}% + + +% +\providecommand{\patchIH}{I08.pvoc.reverb.pd}% + + +% +\providecommand{\patchII}{I09.sheep.from.goats.pd}% + + +% +\providecommand{\patchIJ}{I10.phase.bash.pd}% + + +% +\providecommand{\patchJA}{J01.even.odd.pd}% + + +% +\providecommand{\patchJB}{J02.trapezoids.pd}% + + +% +\providecommand{\patchJC}{J03.pulse.width.mod.pd}% + + +% +\providecommand{\patchJD}{J04.corners.pd}% + + +% +\providecommand{\patchJE}{J05.triangle.pd}% + + +% +\providecommand{\patchJF}{J06.enveloping.pd}% + + +% +\providecommand{\patchJG}{J07.oversampling.pd}% + + +% +\providecommand{\patchJH}{J08.classicsynth.pd}% + + +% +\providecommand{\patchJI}{J09.bandlimited.pd}% + + +% +\providecommand{\pdplus}{\texttt{+}}% + + +% +\providecommand{\pddbtorms}{\texttt{dbtorms}}% + + +% +\providecommand{\pddelay}{\texttt{delay}}% + + +% +\providecommand{\pddel}{\texttt{del}}% + + +% +\providecommand{\pddiv}{\texttt{div}}% + + +% +\providecommand{\pdexpr}{\texttt{expr}}% + + +% +\providecommand{\pdftom}{\texttt{ftom}}% + + +% +\providecommand{\pdf}{\texttt{f}}% + + +% +\providecommand{\pdfloat}{\texttt{float}}% + + +% +\providecommand{\pdinlet}{\texttt{inlet}}% + + +% +\providecommand{\pdline}{\texttt{line}}% + + +% +\providecommand{\pdmakefilename}{\texttt{makefilename}}% + + +% +\providecommand{\pdmakenote}{\texttt{makenote}}% + + +% +\providecommand{\pdmetro}{\texttt{metro}}% + + +% +\providecommand{\pdmod}{\texttt{pdmod}}% + + +% +\providecommand{\pdmoses}{\texttt{moses}}% + + +% +\providecommand{\pdmtof}{\texttt{mtof}}% + + +% +\providecommand{\pdnotein}{\texttt{notein}}% + + +% +\providecommand{\pdoutlet}{\texttt{outlet}}% + + +% +\providecommand{\pdpack}{\texttt{pack}}% + + +% +\providecommand{\pdpipe}{\texttt{pipe}}% + + +% +\providecommand{\pdpoly}{\texttt{poly}}% + + +% +\providecommand{\pdr}{\texttt{r}}% + + +% +\providecommand{\pdreceive}{\texttt{receive}}% + + +% +\providecommand{\pdroute}{\texttt{route}}% + + +% +\providecommand{\pds}{\texttt{s}}% + + +% +\providecommand{\pdsend}{\texttt{send}}% + + +% +\providecommand{\pdselect}{\texttt{select}}% + + +% +\providecommand{\pdstripnote}{\texttt{stripnote}}% + + +% +\providecommand{\pdtabreadfour}{\texttt{tabread4}}% + + +% +\providecommand{\pdtabread}{\texttt{tabread}}% + + +% +\providecommand{\pdtabwrite}{\texttt{tabwrite}}% + + +% +\providecommand{\pdtrigger}{\texttt{trigger}}% + + +% +\providecommand{\pdunpack}{\texttt{pdunpack}}% + + +% +\providecommand{\pduntil}{\texttt{until}}% + + +% +\providecommand{\pdtimestilde}{\texttt{*\~}}% + + +% +\providecommand{\pdplustilde}{\texttt{+\~}}% + + +% +\providecommand{\pdbangtilde}{\texttt{bang\~}}% + + +% +\providecommand{\pdbiquadtilde}{\texttt{biquad\~}}% + + +% +\providecommand{\pdblocktilde}{\texttt{block\~}}% + + +% +\providecommand{\pdbptilde}{\texttt{bp\~}}% + + +% +\providecommand{\pdcatchtilde}{\texttt{catch\~}}% + + +% +\providecommand{\pdcliptilde}{\texttt{clip\~}}% + + +% +\providecommand{\pdcostilde}{\texttt{cos\~}}% + + +% +\providecommand{\pdcpoletilde}{\texttt{cpole\~}}% + + +% +\providecommand{\pdczerorevtilde}{\texttt{czero\_rev\~}}% + + +% +\providecommand{\pdczerotilde}{\texttt{czero\~}}% + + +% +\providecommand{\pddactilde}{\texttt{dac\~}}% + + +% +\providecommand{\pddbtormstilde}{\texttt{dbtorms\~}}% + + +% +\providecommand{\pddelreadtilde}{\texttt{delread\~}}% + + +% +\providecommand{\pddelwritetilde}{\texttt{delwrite\~}}% + + +% +\providecommand{\pdffttilde}{\texttt{fft\~}}% + + +% +\providecommand{\pdfiddletilde}{\texttt{fiddle\~}}% + + +% +\providecommand{\pdhiptilde}{\texttt{hip\~}}% + + +% +\providecommand{\pdiffttilde}{\texttt{ifft\~}}% + + +% +\providecommand{\pdinlettilde}{\texttt{inlet\~}}% + + +% +\providecommand{\pdlinetilde}{\texttt{line\~}}% + + +% +\providecommand{\pdloptilde}{\texttt{lop\~}}% + + +% +\providecommand{\pdlrshifttilde}{\texttt{lrshift\~}}% + + +% +\providecommand{\pdnoisetilde}{\texttt{noise\~}}% + + +% +\providecommand{\pdosctilde}{\texttt{osc\~}}% + + +% +\providecommand{\pdoutlettilde}{\texttt{outlet\~}}% + + +% +\providecommand{\pdphasortilde}{\texttt{phasor\~}}% + + +% +\providecommand{\pdreceivetilde}{\texttt{receive\~}}% + + +% +\providecommand{\pdrffttilde}{\texttt{rfft\~}}% + + +% +\providecommand{\pdriffttilde}{\texttt{rifft\~}}% + + +% +\providecommand{\pdrpoletilde}{\texttt{rpole\~}}% + + +% +\providecommand{\pdrzerorevtilde}{\texttt{rzero\_rev\~}}% + + +% +\providecommand{\pdrzerotilde}{\texttt{rzero\~}}% + + +% +\providecommand{\pdsampholdtilde}{\texttt{samphold\~}}% + + +% +\providecommand{\pdsendtilde}{\texttt{send\~}}% + + +% +\providecommand{\pdsqrttilde}{\texttt{sqrt\~}}% + + +% +\providecommand{\pdswitchtilde}{\texttt{switch\~}}% + + +% +\providecommand{\pdtaboscfourtilde}{\texttt{tabosc4\~}}% + + +% +\providecommand{\pdtabreadfourtilde}{\texttt{tabread4\~}}% + + +% +\providecommand{\pdtabreadtilde}{\texttt{tabread\~}}% + + +% +\providecommand{\pdtabreceivetilde}{\texttt{tabreceive\~}}% + + +% +\providecommand{\pdtabsendtilde}{\texttt{tabsend\~}}% + + +% +\providecommand{\pdtabwritetilde}{\texttt{tabwrite\~}}% + + +% +\providecommand{\pdthrowtilde}{\texttt{throw\~}}% + + +% +\providecommand{\pdvcftilde}{\texttt{vcf\~}}% + + +% +\providecommand{\pdvdtilde}{\texttt{vd\~}}% + + +% +\providecommand{\pdvlinetilde}{\texttt{vline\~}}% + + +% +\providecommand{\pdwraptilde}{\texttt{wrap\~}}% + + +% +\providecommand{\pdoutputtilde}{\texttt{output\~}}% + + +% +\providecommand{\pdobject}[1]{\texttt{#1}}% + + +% +\providecommand{\refchapterwavetab}{2}% + + +% +\providecommand{\refchaptermod}{5}% + + +% +\providecommand{\refchapterpaf}{6}% + + +% +\providecommand{\refchapterdel}{7}% + + +% +\providecommand{\refchapterfft}{9}% + +\stepcounter{chapter} +{\newpage\clearpage +\lthtmldisplayA{displaymath1490}% +\begin{displaymath} + ..., x[n-1], x[n], x[n+1], ... +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline1530}% +$n$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath1491}% +\begin{displaymath} + x[n] = a \cos (\omega n + \phi ) +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline1536}% +$\phi$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline1540}% +$\omega n + \phi$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline1542}% +$n=0$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline1546}% +$x[n]$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlfigureA{figure1026}% +\begin{figure}\psfig{file=figs/fig01.01.ps} + +\end{figure}% +\lthtmlfigureZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline1550}% +$t$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline1554}% +$Rt = n$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline1556}% +$t = n/R$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath1492}% +\begin{displaymath} + f = {{\omega R} \over {2 \pi}} +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +\stepcounter{section} +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline1566}% +$M$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath1493}% +\begin{displaymath} + x[M], x[M+1], \ldots, x[M+N-1] +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath1494}% +\begin{displaymath} + {A_{\mathrm{peak}}} \{x[n]\} = \max | x[n] | , + \hspace{0.3in}n = M, \ldots, M+N-1 +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath1495}% +\begin{displaymath} + {A_{\mathrm{RMS}}} \{x[n]\} = \sqrt{P\{x[n]\}} +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline1572}% +$P\{x[n]\}$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath1496}% +\begin{displaymath} + {P\{x[n]\}} = {1 \over N} \left ( + {{|x[M]|} ^2} + \cdots + {{|x[M+N-1]|} ^2} + \right ) +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline1576}% +$1 / {\sqrt N}$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlfigureA{figure1057}% +\begin{figure}\psfig{file=figs/fig01.02.ps} + +\end{figure}% +\lthtmlfigureZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline1582}% +$a / {\sqrt 2}$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +\stepcounter{section} +{\newpage\clearpage +\lthtmldisplayA{displaymath1497}% +\begin{displaymath} + d = 20 \cdot {{{\log}_{10}} ( {a / {a_0}} )} +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline1588}% +$a_0$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline1590}% +$\sqrt {10}$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline1592}% +$1/2$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlfigureA{figure1073}% +\begin{figure}\psfig{file=figs/fig01.03.ps} + +\end{figure}% +\lthtmlfigureZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline1598}% +${a_0}/10$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline1600}% +${a_0}/100$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline1602}% +$-\infty$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath1498}% +\begin{displaymath} + {a_0} = {10^{-5}} = 0.00001 +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +\stepcounter{section} +{\newpage\clearpage +\lthtmlfigureA{figure1088}% +\begin{figure}\psfig{file=figs/fig01.04.ps} + +\end{figure}% +\lthtmlfigureZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline1608}% +$y \ge +0$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline1610}% +$y$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline1612}% +$y \cdot +x[n]$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline1622}% +$y[n] \cdot x[n]$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline1626}% +$M+N-1$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +\stepcounter{section} +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline1638}% +${2 ^ {1/{12}}}$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline1640}% +$m$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline1642}% +$f$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath1499}% +\begin{displaymath} + m = 69 + 12 \cdot {\log _ 2} (f/440) +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath1500}% +\begin{displaymath} + f = 440 \cdot {{2} ^ {(m - 69) / 12}} +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline1644}% +$m=60$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline1646}% +$f=261.626$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +\stepcounter{section} +{\newpage\clearpage +\lthtmlfigureA{figure1121}% +\begin{figure}\psfig{file=figs/fig01.05.ps} + +\end{figure}% +\lthtmlfigureZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlfigureA{figure1127}% +\begin{figure}\psfig{file=figs/fig01.06.ps} + +\end{figure}% +\lthtmlfigureZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath1501}% +\begin{displaymath} + y[n] = a + (b - a) {{n-M} \over N}, \hspace{0.1in} M \le n \le M+N-1. +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline1674}% +$a=b$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlfigureA{figure1146}% +\begin{figure}\psfig{file=figs/fig01.07.ps} + +\end{figure}% +\lthtmlfigureZ +\lthtmlcheckvsize\clearpage} + +\stepcounter{section} +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline1680}% +$k \cdot x[n]$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline1682}% +$k \ge 0$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline1684}% +$kA$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline1686}% +$k^2$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath1502}% +\begin{displaymath} + {A_{\mathrm{peak}}} \{x[n]\} + + {A_{\mathrm{peak}}} \{y[n]\} \ge + {A_{\mathrm{peak}}} \{x[n]+y[n]\} +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath1503}% +\begin{displaymath} + {A_{\mathrm{RMS}}} \{x[n]\} + + {A_{\mathrm{RMS}}} \{y[n]\} \ge + {A_{\mathrm{RMS}}} \{x[n]+y[n]\} +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline1694}% +$N+M-1$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath1504}% +\begin{displaymath} + P \{x[n] + y[n]\} = P \{x[n]\} + P \{y[n]\} + + 2 \cdot {\mathrm{COV}} \{ x[n] , y[n] \} +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath1505}% +\begin{displaymath} + {\mathrm{COV}} \{ x[n] , y[n] \} = + { + {x[M]y[M] + \cdots + x[M+N-1]y[M+N-1]} + \over + N + } +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath1506}% +\begin{displaymath} + P \{x[n] + y[n]\} = P \{x[n]\} + P \{y[n]\} , \hspace{0.1in} + \mathrm{whenever} + \ {\mathrm{COV}} \{ x[n] , y[n] \} = 0 +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath1507}% +\begin{displaymath} + {{\left ( {A_{\mathrm{RMS}}} \{x[n]+y[n]\} \right ) } ^ 2} = + {{\left ( {A_{\mathrm{RMS}}} \{x[n]\} \right ) } ^ 2} + + {{\left ( {A_{\mathrm{RMS}}} \{y[n]\} \right ) } ^ 2} . +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline1698}% +${\sqrt 2} a$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline1700}% +$2a$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +\stepcounter{section} +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline1704}% +$\tau$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath1508}% +\begin{displaymath} + x[n + \tau] = x[n] +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline1708}% +$2 \tau$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline1716}% +$2 \pi / \omega$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline1720}% +$2 \pi k/ \omega$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath1509}% +\begin{displaymath} + x[n] = {a_0} + + {a_1} \cos \left ( \omega n + {\phi_1} \right ) + + {a_2} \cos \left ( 2 \omega n + {\phi_2} \right ) + \cdots + + {a_p} \cos \left ( p \omega n + {\phi_p} \right ) +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline1730}% +$\omega, 2 \omega, \ldots$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlfigureA{figure1194}% +\begin{figure}\psfig{file=figs/fig01.08.ps} + +\end{figure}% +\lthtmlfigureZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlfigureA{figure1200}% +\begin{figure}\psfig{file=figs/fig01.09.ps} + +\end{figure}% +\lthtmlfigureZ +\lthtmlcheckvsize\clearpage} + +\stepcounter{section} +{\newpage\clearpage +\lthtmlfigureA{figure1236}% +\begin{figure}\psfig{file=figs/fig01.10.ps} + +\end{figure}% +\lthtmlfigureZ +\lthtmlcheckvsize\clearpage} + +\stepcounter{section} +{\newpage\clearpage +\lthtmlfigureA{figure1254}% +\begin{figure}\psfig{file=figs/fig01.11.ps} + +\end{figure}% +\lthtmlfigureZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline1994}% +\fbox{ $ \mathrm{osc}\sim $}% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline2000}% +\fbox{ $*\sim$\ }% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline2006}% +\fbox{ $ \mathrm{dac}\sim $}% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlfigureA{figure1271}% +\begin{figure}\psfig{file=figs/fig01.12.ps} + +\end{figure}% +\lthtmlfigureZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline2026}% +\fbox{ $ \mathrm{dbtorms} $}% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline2028}% +\fbox{ $ \mathrm{dbtorms}\sim $}% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline2040}% +\fbox{ $ \mathrm{line}\sim $}% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlfigureA{figure1294}% +\begin{figure}\psfig{file=figs/fig01.13.ps} + +\end{figure}% +\lthtmlfigureZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline2070}% +\fbox{ $ \mathrm{mtof} $}% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline2072}% +\fbox{ $ \mathrm{ftom} $}% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline2080}% +\fbox{ $ \mathrm{receive} $}% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline2082}% +\fbox{ $ \mathrm{r} $}% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline2090}% +\fbox{ $\mathrm{send}$}% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline2092}% +\fbox{ $\mathrm{s}$\ }% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlfigureA{figure1320}% +\begin{figure}\psfig{file=figs/fig01.14.ps} + +\end{figure}% +\lthtmlfigureZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlfigureA{figure1328}% +\begin{figure}\psfig{file=figs/fig01.15.ps} + +\end{figure}% +\lthtmlfigureZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline1776}% +$\phi=0$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline1778}% +$\omega = \pi/10$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline1780}% +$n=10$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline1782}% +$x[n], n = 0, ..., N-1$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +\stepcounter{chapter} +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline2726}% +$n = 0, ..., N-1$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline2734}% +$z[n]$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath2656}% +\begin{displaymath} + z[n] = x[y[n]] +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlfigureA{figure2154}% +\begin{figure}\psfig{file=figs/fig02.01.ps} + +\end{figure}% +\lthtmlfigureZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline2740}% +$0, ..., N-1$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline2746}% +$N-1$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath2657}% +\begin{displaymath} + z[n] = \left \{ { + \begin{array}{ll} + x[ \lfloor y[n] \rfloor ] & \mbox{if $0 \le y[n] < N-1$} \\ + x[0] & \mbox{if $y[n] < 0$} \\ + x[N-1] & \mbox{if $y[n] \ge N-1$} \\ + \end{array} + } \right . +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline2754}% +$\lfloor y[n] \rfloor$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline2758}% +$y[0]$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline2760}% +$z[0]$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline2762}% +$y[1]$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline2764}% +$z[1]$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline2768}% +$0 \le y[n] < N$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline2774}% +$0$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline2776}% +$40$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline2778}% +$R/20$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlfigureA{figure2174}% +\begin{figure}\psfig{file=figs/fig02.02.ps} + +\end{figure}% +\lthtmlfigureZ +\lthtmlcheckvsize\clearpage} + +\stepcounter{section} +{\newpage\clearpage +\lthtmlfigureA{figure2188}% +\begin{figure}\psfig{file=figs/fig02.03.ps} + +\end{figure}% +\lthtmlfigureZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline2802}% +$2\pi/N$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline2804}% +$0 \le x[n] \le 1$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline2806}% +$x[n] = 0$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline2808}% +$x[n] = 1$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath2658}% +\begin{displaymath} + (1 - x[n])y[n] + x[n]z[n] +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath2659}% +\begin{displaymath} + y[n] + x[n](z[n]-y[n]) +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlfigureA{figure2196}% +\begin{figure}\psfig{file=figs/fig02.04.ps} + +\end{figure}% +\lthtmlfigureZ +\lthtmlcheckvsize\clearpage} + +\stepcounter{section} +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline2826}% +$N/M$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline2828}% +$N f / R$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline2834}% +$t=3/2$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline2836}% +$h$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath2660}% +\begin{displaymath} + t = {N / M} = {{N f} / R} +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath2661}% +\begin{displaymath} + h = 12 \, {\log _ 2} \left ( {N \over M} \right ) = + 12 \, {\log _ 2} \left ( {N f \over R} \right ) +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath2662}% +\begin{displaymath} + f = {{2^{h/12} R} \over N} +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath2663}% +\begin{displaymath} + N = {{2^{h/12} R} \over f} +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline2844}% +$y[t]$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath2664}% +\begin{displaymath} + t[n] = \left | y[n] - y[n-1] \right | +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath2665}% +\begin{displaymath} + h[n] = 12 {{\log_2} \left | y[n] - y[n-1] \right |} +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline2850}% +$|$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline2852}% +$y[n] = n$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline2854}% +$z[n] = x[n]$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath2666}% +\begin{displaymath} + y[n]-y[n-1] = 1 +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline2856}% +$y[n] = 2n$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath2667}% +\begin{displaymath} + y[n]-y[n-1] = 2 +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline2872}% +$s$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline2874}% +$t = fs/R$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline2880}% +$l$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline2894}% +$l+s$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline2898}% +$-1/2$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline2904}% +$-s/2$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline2906}% +$s/2$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline2910}% +$l-s/2$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline2912}% +$l+s/2$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlfigureA{figure2230}% +\begin{figure}\psfig{file=figs/fig02.05.ps} + +\end{figure}% +\lthtmlfigureZ +\lthtmlcheckvsize\clearpage} + +\stepcounter{section} +{\newpage\clearpage +\lthtmlfigureA{figure2241}% +\begin{figure}\psfig{file=figs/fig02.06.ps} + +\end{figure}% +\lthtmlfigureZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlfigureA{figure2247}% +\begin{figure}\psfig{file=figs/fig02.07.ps} + +\end{figure}% +\lthtmlfigureZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlfigureA{figure2254}% +\begin{figure}\psfig{file=figs/fig02.08.ps} + +\end{figure}% +\lthtmlfigureZ +\lthtmlcheckvsize\clearpage} + +\stepcounter{section} +{\newpage\clearpage +\lthtmlfigureA{figure2269}% +\begin{figure}\psfig{file=figs/fig02.09.ps} + +\end{figure}% +\lthtmlfigureZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath2668}% +\begin{displaymath} + {x_{100}}[n] = {a_0} + + {a_1} \cos \left ( \omega n + {\phi_1} \right ) + + {a_2} \cos \left ( 2 \omega n + {\phi_2} \right ) + \cdots +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline2934}% +$\pi/10$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline2936}% +${x_{50}}[n]$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath2669}% +\begin{displaymath} + {x_{100}}[2n] = {x_{50}}[n] + {x_{50}}[n+{\pi \over \omega}] +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline2940}% +$\pi / \omega$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath2670}% +\begin{displaymath} + {x_{50}}[n] = {b_0} + + {b_1} \cos \left ( \omega n + {\theta_1} \right ) + + {b_2} \cos \left ( 2 \omega n + {\theta_2} \right ) + \cdots +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath2671}% +\begin{displaymath} + {a_0} + + {a_1} \cos \left ( 2 \omega n + {\phi_1} \right ) + + {a_2} \cos \left ( 4 \omega n + {\phi_2} \right ) + \cdots +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath2672}% +\begin{displaymath} + = + {b_0} + + {b_1} \cos \left ( \omega n + {\theta_1} \right ) + + {b_2} \cos \left ( 2 \omega n + {\theta_2} \right ) + \cdots +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath2673}% +\begin{displaymath} + + + {b_0} + + {b_1} \cos \left ( \omega n + \pi + {\theta_1} \right ) + + {b_2} \cos \left ( 2 \omega n + 2 \pi + {\theta_2} \right ) + \cdots +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath2674}% +\begin{displaymath} + = 2 {b_0} + + 2 {b_2} \cos \left ( 2 \omega n + {\theta_2} \right ) + + 2 {b_4} \cos \left ( 4 \omega n + {\theta_4} \right ) + \cdots +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath2675}% +\begin{displaymath} + {a_0} = 2{b_0}, \,\, {a_1} = 2{b_2}, \,\, {a_2} = 2{b_4} +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline2944}% +$x_{50}$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline2946}% +$x_{100}$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline2952}% +$x_{200}$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath2676}% +\begin{displaymath} + {x_{200}}[2n] = {x_{100}}[n] + {x_{100}}[n+{\pi \over \omega}] +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline2956}% +$c_0$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline2958}% +$c_1$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline2960}% +$\ldots$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath2677}% +\begin{displaymath} + {c_0} = 2{a_0}, {c_1} = 2{a_2}, {c_2} = 2{a_4}, \ldots +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline2968}% +$1/f$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlfigureA{figure2340}% +\begin{figure}\psfig{file=figs/fig02.10.ps} + +\end{figure}% +\lthtmlfigureZ +\lthtmlcheckvsize\clearpage} + +\stepcounter{section} +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline2978}% +$x$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline2980}% +${x_0}$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath2678}% +\begin{displaymath} + {y_{\mathrm{INT}}}(x) = + {a_0} + {a_1} (x - {x_0}) + {a_2} {{({x - x_0})}^ 2 } + \cdots + + {a_n} {{({x - x_0})}^ n } +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline2982}% +$n+1$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline2988}% +$x_0$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline2992}% +$\lfloor x \rfloor$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath2679}% +\begin{displaymath} + {y_{\mathrm{INT}}}(x) = + y[{x_0}] + (y[{x_0} + 1]- y[{x_0}]) \cdot (x - {x_0}) +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath2680}% +\begin{displaymath} + {a_0} = y[{x_0}] +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath2681}% +\begin{displaymath} + {a_1} = y[{x_0} + 1]- y[{x_0}] +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline2994}% +$n-1$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlfigureA{figure2372}% +\begin{figure}\psfig{file=figs/fig02.11.ps} + +\end{figure}% +\lthtmlfigureZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath2682}% +\begin{displaymath} + {y_{\mathrm{INT}}}(x) = +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath2683}% +\begin{displaymath} + -f (f-1)(f-2)/6 \cdot y[{x_0}-1] + + (f+1)(f-1)(f-2)/2 \cdot y[{x_0}] +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath2684}% +\begin{displaymath} + - (f+1) f (f-2) / 2 \cdot y[{x_0}+1] + + (f+1) f (f-1) / 6 \cdot y[{x_0}+2] +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline3000}% +$f = x - {x_0}$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline3006}% +$N + 1 - k$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline3008}% +$k=1$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline3020}% +$N-1/2$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline3032}% +$N-2$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline3036}% +$1$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline3040}% +$N-3$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath2685}% +\begin{displaymath} + x[n] = \cos(2 \pi n / N) ,\, n = 0, \ldots, N-1 +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline3044}% +$N+1$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath2686}% +\begin{displaymath} + x[n] = \cos(2 \pi n / N) ,\, n = 0, \ldots, N +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline3052}% +$n=1$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline3064}% +$N+2$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline3068}% +$2$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline3070}% +$N+3$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath2687}% +\begin{displaymath} + x[n] = \cos(2 \pi (n-1) / N) ,\, n = 0, \ldots, N+2 +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +\stepcounter{section} +{\newpage\clearpage +\lthtmlfigureA{figure2398}% +\begin{figure}\psfig{file=figs/fig02.12.ps} + +\end{figure}% +\lthtmlfigureZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline3366}% +\fbox{ $ \mathrm{tabosc4}\sim $}% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline3076}% +${2^m} + 3$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlfigureA{figure2410}% +\begin{figure}\psfig{file=figs/fig02.13.ps} + +\end{figure}% +\lthtmlfigureZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline3386}% +\fbox{ $\mathrm{tabread4}\sim$\ }% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline3392}% +\fbox{ $\mathrm{tabwrite}\sim$\ }% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline3402}% +\fbox{ $\mathrm{pack}$\ }% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlfigureA{figure2428}% +\begin{figure}\psfig{file=figs/fig02.14.ps} + +\end{figure}% +\lthtmlfigureZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline3424}% +\fbox{ $\mathrm{hip}\sim$\ }% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlfigureA{figure2441}% +\begin{figure}\psfig{file=figs/fig02.15.ps} + +\end{figure}% +\lthtmlfigureZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline3444}% +\fbox{ $\mathrm{cos}\sim$\ }% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline3100}% +$-\pi/2$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline3458}% +\fbox{ $\mathrm{samphold}\sim$\ }% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlfigureA{figure2464}% +\begin{figure}\psfig{file=figs/fig02.16.ps} + +\end{figure}% +\lthtmlfigureZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline3478}% +\fbox{ $\mathrm{loadbang}$\ }% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline3484}% +\fbox{ $\mathrm{expr}$\ }% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline3490}% +\fbox{$\mathrm{wrap}\sim$}% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline3496}% +\fbox{ $\mathrm{send}\sim$\ }% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline3498}% +\fbox{ $\mathrm{s}\sim$\ }% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline3500}% +\fbox{ $\mathrm{receive}\sim$\ }% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline3502}% +\fbox{ $\mathrm{r}\sim$\ }% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline3140}% +$c$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath2688}% +\begin{displaymath} + t = p + cf +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath2689}% +\begin{displaymath} + f = {{t - p} \over c} = {{{{2 ^ {h/12}}} - p} \over c} +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline3148}% +$1000$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline3150}% +$R=44100$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +\stepcounter{chapter} +\stepcounter{section} +{\newpage\clearpage +\lthtmldisplayA{displaymath3946}% +\begin{displaymath} + f(n) = 1 \, , \, \, \, \, \, n = \, \, \ldots, -1, 0, 1, \ldots +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline3972}% +$f(t)=1$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline3984}% +$R/2$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline3992}% +$\pi + \omega$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath3947}% +\begin{displaymath} + \cos((\pi + \omega)n + \phi) = \cos((\pi + \omega)n + \phi - 2\pi n) +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath3948}% +\begin{displaymath} + = \cos((\omega - \pi)n + \phi) +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath3949}% +\begin{displaymath} + = \cos((\pi - \omega)n - \phi) +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline4006}% +$\infty$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlfigureA{figure3562}% +\begin{figure}\psfig{file=figs/fig03.01.ps} + +\end{figure}% +\lthtmlfigureZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline4024}% +$f(t)$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath3950}% +\begin{displaymath} + f(t) = {1 \over 2} - {1 \over \pi} + { \left ( + \sin(\omega t) + {{\sin(2 \omega t)} \over 2} + + {{\sin(3 \omega t)} \over 3} + \cdots + \right ) } +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline4030}% +$1/n$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +\stepcounter{section} +{\newpage\clearpage +\lthtmlfigureA{figure3582}% +\begin{figure}\psfig{file=figs/fig03.02.ps} + +\end{figure}% +\lthtmlfigureZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline4036}% +$B$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline4038}% +$B=4$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline4040}% +$0, 1, ... B-1$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +\stepcounter{section} +{\newpage\clearpage +\lthtmlfigureA{figure3590}% +\begin{figure}\psfig{file=figs/fig03.03.ps} + +\end{figure}% +\lthtmlfigureZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath3951}% +\begin{displaymath} + \ldots , t[0], t[1], t[2], \ldots +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath3952}% +\begin{displaymath} + \cdots \le t[0] \le t[1] \le t[2] \le \cdots +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath3953}% +\begin{displaymath} + \ldots , \, (t[0], x[0]), \, (t[1], x[1]), \, \ldots +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline4048}% +$t[n]$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath3954}% +\begin{displaymath} + (2, 1), (4.75, 0), (7.5, 1), (10.25, 0), (13, 1), \ldots +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline4054}% +$R/B$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlfigureA{figure3607}% +\begin{figure}\psfig{file=figs/fig03.04.ps} + +\end{figure}% +\lthtmlfigureZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline4058}% +$\lfloor t \rfloor$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline4064}% +$(n+f, y)$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline4070}% +$0 \le f < 1$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath3955}% +\begin{displaymath} + fx + (1-f)y, +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath3956}% +\begin{displaymath} + 0 \cdot x + 1 \cdot y = 1, +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath3957}% +\begin{displaymath} + 0.75 \cdot x + 0.25 \cdot y = 0.75. +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlfigureA{figure3614}% +\begin{figure}\psfig{file=figs/fig03.05.ps} + +\end{figure}% +\lthtmlfigureZ +\lthtmlcheckvsize\clearpage} + +\stepcounter{section} +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline4084}% +$n-B$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +\stepcounter{section} +{\newpage\clearpage +\lthtmlfigureA{figure3625}% +\begin{figure}\psfig{file=figs/fig03.06.ps} + +\end{figure}% +\lthtmlfigureZ +\lthtmlcheckvsize\clearpage} + +\stepcounter{section} +{\newpage\clearpage +\lthtmlfigureA{figure3640}% +\begin{figure}\psfig{file=figs/fig03.07.ps} + +\end{figure}% +\lthtmlfigureZ +\lthtmlcheckvsize\clearpage} + +\stepcounter{section} +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline4092}% +$3.999\ldots$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlfigureA{figure3654}% +\begin{figure}\psfig{file=figs/fig03.08.ps} + +\end{figure}% +\lthtmlfigureZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlfigureA{figure3663}% +\begin{figure}\psfig{file=figs/fig03.09.ps} + +\end{figure}% +\lthtmlfigureZ +\lthtmlcheckvsize\clearpage} + +\stepcounter{section} +{\newpage\clearpage +\lthtmlfigureA{figure3678}% +\begin{figure}\psfig{file=figs/fig03.10.ps} + +\end{figure}% +\lthtmlfigureZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlfigureA{figure3688}% +\begin{figure}\psfig{file=figs/fig03.11.ps} + +\end{figure}% +\lthtmlfigureZ +\lthtmlcheckvsize\clearpage} + +\stepcounter{section} +{\newpage\clearpage +\lthtmlfigureA{figure3703}% +\begin{figure}\psfig{file=figs/fig03.12.ps} + +\end{figure}% +\lthtmlfigureZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline4370}% +\fbox{ $\mathrm{del}$\ }% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline4372}% +\fbox{ $\mathrm{delay}$\ }% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline4380}% +\fbox{ $\mathrm{pipe}$\ }% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline4390}% +\fbox{ $\mathrm{moses}$\ }% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline4396}% +\fbox{ $\mathrm{select}$\ }% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline4398}% +\fbox{ $\mathrm{sel}$\ }% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +\stepcounter{section} +{\newpage\clearpage +\lthtmlfigureA{figure3739}% +\begin{figure}\psfig{file=figs/fig03.13.ps} + +\end{figure}% +\lthtmlfigureZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline4428}% +\fbox{ $\mathrm{line}$}% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline4442}% +\fbox{ $\mathrm{vline}\sim$}% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlfigureA{figure3760}% +\begin{figure}\psfig{file=figs/fig03.14.ps} + +\end{figure}% +\lthtmlfigureZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline4476}% +\fbox{ $\mathrm{snapshot}\sim$}% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline4484}% +\fbox{ $\mathrm{env}\sim$}% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlfigureA{figure3775}% +\begin{figure}\psfig{file=figs/fig03.15.ps} + +\end{figure}% +\lthtmlfigureZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlfigureA{figure3785}% +\begin{figure}\psfig{file=figs/fig03.16.ps} + +\end{figure}% +\lthtmlfigureZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline4514}% +\fbox{ $\mathrm{notein}$}% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline4520}% +\fbox{ $\mathrm{stripnote}$}% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline4526}% +\fbox{ $\mathrm{trigger}$}% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline4528}% +\fbox{ $\mathrm{t}$}% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +\stepcounter{chapter} +\stepcounter{section} +{\newpage\clearpage +\lthtmlfigureA{figure4581}% +\begin{figure}\psfig{file=figs/fig04.01.ps} + +\end{figure}% +\lthtmlfigureZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlfigureA{figure4591}% +\begin{figure}\psfig{file=figs/fig04.02.ps} + +\end{figure}% +\lthtmlfigureZ +\lthtmlcheckvsize\clearpage} + +\stepcounter{section} +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline5047}% +$10R$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline5051}% +$y[n] = n/(10R)$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath5035}% +\begin{displaymath} + y[n] = {{ \left ( {{n} \over {N}} \right ) } ^ 4} , +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath5036}% +\begin{displaymath} + {f_1} (x) = x \hspace{0.2in} \mathrm{(linear),} +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath5037}% +\begin{displaymath} + \ \ \ \ \ \ \ % + {f_2} (x) = 10^{2(x-1)} \hspace{0.2in}\mathrm{(dB\ to\ linear),} +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath5038}% +\begin{displaymath} + {f_3} (x) = {x^4} \hspace{0.2in}\mathrm{(quartic).} +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline5063}% +$1/100$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlfigureA{figure4614}% +\begin{figure}\psfig{file=figs/fig04.03.ps} + +\end{figure}% +\lthtmlfigureZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath5039}% +\begin{displaymath} + y[n] = f(n/N) . +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlfigureA{figure4622}% +\begin{figure}\psfig{file=figs/fig04.04.ps} + +\end{figure}% +\lthtmlfigureZ +\lthtmlcheckvsize\clearpage} + +\stepcounter{section} +\stepcounter{subsection} +{\newpage\clearpage +\lthtmlfigureA{figure4637}% +\begin{figure}\psfig{file=figs/fig04.05.ps} + +\end{figure}% +\lthtmlfigureZ +\lthtmlcheckvsize\clearpage} + +\stepcounter{subsection} +{\newpage\clearpage +\lthtmlfigureA{figure4651}% +\begin{figure}\psfig{file=figs/fig04.06.ps} + +\end{figure}% +\lthtmlfigureZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlfigureA{figure4657}% +\begin{figure}\psfig{file=figs/fig04.07.ps} + +\end{figure}% +\lthtmlfigureZ +\lthtmlcheckvsize\clearpage} + +\stepcounter{section} +{\newpage\clearpage +\lthtmlfigureA{figure4669}% +\begin{figure}\psfig{file=figs/fig04.08.ps} + +\end{figure}% +\lthtmlfigureZ +\lthtmlcheckvsize\clearpage} + +\stepcounter{section} +{\newpage\clearpage +\lthtmlfigureA{figure4680}% +\begin{figure}\psfig{file=figs/fig04.09.ps} + +\end{figure}% +\lthtmlfigureZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlfigureA{figure4686}% +\begin{figure}\psfig{file=figs/fig04.10.ps} + +\end{figure}% +\lthtmlfigureZ +\lthtmlcheckvsize\clearpage} + +\stepcounter{section} +\stepcounter{section} +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline5349}% +\fbox{ $ \mathrm{inlet} $}% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline5351}% +\fbox{ $ \mathrm{inlet}\sim $}% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline5359}% +\fbox{ $\mathrm{outlet}$\ }% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline5361}% +\fbox{ $\mathrm{outlet}\sim$\ }% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlfigureA{figure4726}% +\begin{figure}\psfig{file=figs/fig04.11.ps} + +\end{figure}% +\lthtmlfigureZ +\lthtmlcheckvsize\clearpage} + +\stepcounter{section} +{\newpage\clearpage +\lthtmlfigureA{figure4742}% +\begin{figure}\psfig{file=figs/fig04.12.ps} + +\end{figure}% +\lthtmlfigureZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlfigureA{figure4751}% +\begin{figure}\psfig{file=figs/fig04.13.ps} + +\end{figure}% +\lthtmlfigureZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlfigureA{figure4759}% +\begin{figure}\psfig{file=figs/fig04.14.ps} + +\end{figure}% +\lthtmlfigureZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlfigureA{figure4768}% +\begin{figure}\psfig{file=figs/fig04.15.ps} + +\end{figure}% +\lthtmlfigureZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline5433}% +\fbox{ $\mathrm{unpack}$}% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlfigureA{figure4783}% +\begin{figure}\psfig{file=figs/fig04.16.ps} + +\end{figure}% +\lthtmlfigureZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlfigureA{figure4788}% +\begin{figure}\psfig{file=figs/fig04.17.ps} + +\end{figure}% +\lthtmlfigureZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline5463}% +\fbox{ \texttt{catch\~}}% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline5465}% +\fbox{$\mathrm{catch\sim}$}% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline5469}% +\fbox{ \texttt{throw\~}}% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline5471}% +\fbox{$\mathrm{throw\sim}$}% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline5145}% +$fp+d$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlfigureA{figure4819}% +\begin{figure}\psfig{file=figs/fig04.18.ps} + +\end{figure}% +\lthtmlfigureZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlfigureA{figure4824}% +\begin{figure}\psfig{file=figs/fig04.19.ps} + +\end{figure}% +\lthtmlfigureZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlfigureA{figure4837}% +\begin{figure}\psfig{file=figs/fig04.20.ps} + +\end{figure}% +\lthtmlfigureZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlfigureA{figure4842}% +\begin{figure}\psfig{file=figs/fig04.21.ps} + +\end{figure}% +\lthtmlfigureZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline5531}% +\fbox{ $\mathrm{mod}$}% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline5535}% +\fbox{$\mathrm{div}$}% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline5539}% +\fbox{ $\mathrm{poly}$}% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline5545}% +\fbox{ \texttt{makenote}}% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline5547}% +\fbox{$\mathrm{makenote}$}% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline5167}% +$f(x) = {x^n}$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline5169}% +$-1$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +\stepcounter{chapter} +\stepcounter{section} +{\newpage\clearpage +\lthtmlfigureA{figure5597}% +\begin{figure}\psfig{file=figs/fig05.01.ps} + +\end{figure}% +\lthtmlfigureZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline6147}% +$0:1:2:\cdots$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath6003}% +\begin{displaymath} + {a_0} = {a_0}\cos(0 \cdot \omega n), +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline6149}% +$0:1:2\cdots$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline6151}% +$harmonic$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline6153}% +$inharmonic$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath6004}% +\begin{displaymath} + a \cos (\omega n + \phi) +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline6155}% +$a/2$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline6159}% +$\omega = \phi = 0$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +\stepcounter{section} +{\newpage\clearpage +\lthtmldisplayA{displaymath6005}% +\begin{displaymath} + \cos(a) \cos (b) = {1 \over 2} + { \left [ + \parbox[t][0.1in]{0in}{\mbox{}} + \cos (a+b) + \cos(a-b) + \right ] } +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath6006}% +\begin{displaymath} + \cos(a+b) = \cos(a)\cos(b) - \sin(a) \sin(b) +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath6007}% +\begin{displaymath} + {\cos(\alpha n + \phi) \cos (\beta n + \xi)} + = +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath6008}% +\begin{displaymath} + = {1 \over 2} { \left [ { + \parbox[t][0.1in]{0in}{\mbox{}} + {\cos \left ( (\alpha + \beta) n + (\phi + \xi) \right ) } + + + {\cos \left ( (\alpha - \beta) n + (\phi - \xi) \right ) } + } \right ] } +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline6163}% +$\alpha-\beta$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlfigureA{figure5647}% +\begin{figure}\psfig{file=figs/fig05.02.ps} + +\end{figure}% +\lthtmlfigureZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath6009}% +\begin{displaymath} + \left [ 2 a \cos (\alpha n) \right ] + \cdot + \left [ \cos (\beta n) \right ] +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlfigureA{figure5653}% +\begin{figure}\psfig{file=figs/fig05.03.ps} + +\end{figure}% +\lthtmlfigureZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline6195}% +$\alpha + \beta$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline6199}% +$\alpha-\beta<0$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath6010}% +\begin{displaymath} + \cos((\alpha - \beta)n) = \cos((\beta - \alpha)n) +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline6201}% +$\beta-\alpha$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath6011}% +\begin{displaymath} + {2 a \cos(\alpha n + \phi) \cos (\alpha n + \xi)} + = +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath6012}% +\begin{displaymath} + = + {a \cos \left ( 2 \alpha n + (\phi + \xi) \right ) } + + + {a \cos \left ( \phi - \xi \right ) } + . +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline6209}% +$+a$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline6211}% +$-a$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline6213}% +$\phi - \xi$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath6013}% +\begin{displaymath} + {a_1} \cos({\alpha _1} n ) + \cdots + {a_k} \cos({\alpha _k} n ) +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath6014}% +\begin{displaymath} + \alpha_1 + \beta, \alpha_1 - \beta, \ldots, + \alpha_k + \beta, \alpha_k - \beta +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline6229}% +$\cdots$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlfigureA{figure5667}% +\begin{figure}\psfig{file=figs/fig05.04.ps} + +\end{figure}% +\lthtmlfigureZ +\lthtmlcheckvsize\clearpage} + +\stepcounter{section} +{\newpage\clearpage +\lthtmlfigureA{figure5679}% +\begin{figure}\psfig{file=figs/fig05.05.ps} + +\end{figure}% +\lthtmlfigureZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlfigureA{figure5691}% +\begin{figure}\psfig{file=figs/fig05.06.ps} + +\end{figure}% +\lthtmlfigureZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath6015}% +\begin{displaymath} + f(x) = {x^2} +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath6017}% +\begin{displaymath} + f(x[n]) = {{a^2} \over 2} \left ( 1 + \cos(2 \omega n + 2 \phi) \right ) +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlfigureA{figure5699}% +\begin{figure}\psfig{file=figs/fig05.07.ps} + +\end{figure}% +\lthtmlfigureZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath6018}% +\begin{displaymath} + x[n] = a \cos(\alpha n) + b \cos(\beta n) +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath6019}% +\begin{displaymath} + f(x[n]) = {{a^2} \over 2} \left ( 1 + \cos(2 \alpha n) \right ) + +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath6020}% +\begin{displaymath} + + {{b^2} \over 2} \left ( 1 + \cos(2 \beta n) \right ) +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath6021}% +\begin{displaymath} + + a b \left [ + \cos ( (\alpha + \beta) n ) + \cos ( (\alpha - \beta) n ) + \right ] +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath6022}% +\begin{displaymath} + f(x+y) = {x^2} + 2 x y + {y^2} +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline6257}% +$({k^2}-k)/2$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath6024}% +\begin{displaymath} + f(x[n+\tau]) = f(x[n]) +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath6025}% +\begin{displaymath} + x[t + \tau/3] = x[t] +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath6026}% +\begin{displaymath} + y[t + \tau/4] = y[t] +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath6027}% +\begin{displaymath} + x[t + \tau] + y[t+\tau] = x[t] + y[t] +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline6269}% +$f(x+y)$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath6028}% +\begin{displaymath} + f(x+y)[n + \tau] = f(x+y)[n]. +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath6029}% +\begin{displaymath} + f(x) = {f_0} + {f_1}x + {f_2}{x^2} + {f_3}{x^3} + \cdots +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline6277}% +$\cos(\omega n)$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath6030}% +\begin{displaymath} + f(a \cdot x[n]) = {f_0} + a {f_1}\cos(\omega n) + {a^2} {f_2} {\cos^2} (\omega n) + + {a^3} {f_3} {\cos^3} (\omega n) + \cdots +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath6031}% +\begin{displaymath} + 1 = \cos (0) +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath6032}% +\begin{displaymath} + x[n] = \cos (\omega n) +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath6033}% +\begin{displaymath} + {x^2}[n] = {1 \over 2} + {1 \over 2} \cos (2\omega n) +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath6034}% +\begin{displaymath} + {x^3}[n] = {1 \over 4} \cos (-\omega n) + {2 \over 4} \cos (\omega n) + + {1 \over 4} \cos (3 \omega n) +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath6035}% +\begin{displaymath} + {x^4}[n] = {1 \over 8} \cos (-2\omega n) + {3 \over 8} \cos (0) + + {3 \over 8} \cos (2 \omega n) + {1 \over 8} \cos (4 \omega n) +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath6036}% +\begin{displaymath} + {x^5}[n] = {1 \over 16} \cos (-3\omega n) + {4 \over 16} \cos (-\omega n) + + {6 \over 16} \cos (\omega n) + {4 \over 16} \cos (3 \omega n) + + {1 \over 16} \cos (5 \omega n) +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline6287}% +$f_k$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath6037}% +\begin{displaymath} + f(x) = {f_0} + {f_2}{x^2} + {f_4}{x^4} + \cdots +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline6295}% +$f(x)$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath6038}% +\begin{displaymath} + f(-x) = f(x) +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath6039}% +\begin{displaymath} + f(-x) = -f(x) +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +\stepcounter{section} +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline6303}% +$\omega_m$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline6305}% +$\omega_c$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline6307}% +$(1-r)\omega_c $% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline6309}% +$(1+r) \omega_c$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline6313}% +$r$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath6040}% +\begin{displaymath} +x[n] = \cos(a \cos(\omega_m n) + \omega_c n ) +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline6327}% +$a=0$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlfigureA{figure5777}% +\begin{figure}\psfig{file=figs/fig05.08.ps} + +\end{figure}% +\lthtmlfigureZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath6041}% +\begin{displaymath} +x[n] = \cos(\omega_c n) * \cos(a \cos(\omega_m n)) +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath6042}% +\begin{displaymath} + - \sin(\omega_c n) * \sin(a \cos(\omega_m n)) +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline6339}% +$f(x) = \cos(x)$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline6341}% +$f(x) = \sin(x)$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath6043}% +\begin{displaymath} + \cos(a \cos(\omega_m n)) +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath6044}% +\begin{displaymath} + \sin(a \cos(\omega_m n)) +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath6045}% +\begin{displaymath} + 0, 2\omega_m, 4\omega_m, \ldots +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath6046}% +\begin{displaymath} + \omega_m, 3\omega_m, 5\omega_m, \ldots +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath6047}% +\begin{displaymath} + \omega_c + m \omega_m +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath6048}% +\begin{displaymath} + m = \ldots -2, -1, 0, 1, 2, \ldots +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline6349}% +$k \tau$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline6351}% +$m \tau$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline6357}% +$km\tau$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline6359}% +$\omega_m=k\omega$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline6361}% +$\omega_c=m\omega$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +\stepcounter{section} +{\newpage\clearpage +\lthtmlfigureA{figure5790}% +\begin{figure}\psfig{file=figs/fig05.09.ps} + +\end{figure}% +\lthtmlfigureZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlfigureA{figure5801}% +\begin{figure}\psfig{file=figs/fig05.10.ps} + +\end{figure}% +\lthtmlfigureZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline6685}% +\fbox{ \texttt{fiddle\~}}% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline6687}% +\fbox{$\mathrm{fiddle}\sim$}% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlfigureA{figure5815}% +\begin{figure}\psfig{file=figs/fig05.11.ps} + +\end{figure}% +\lthtmlfigureZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline6703}% +\fbox{ \texttt{clip\~}}% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline6705}% +\fbox{$\mathrm{clip}\sim$}% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline6379}% +$300m+225n$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlfigureA{figure5827}% +\begin{figure}\psfig{file=figs/fig05.12.ps} + +\end{figure}% +\lthtmlfigureZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath6049}% +\begin{displaymath} + \cos(5 \omega n) +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline6387}% +$f(x) = x^5$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath6051}% +\begin{displaymath} + 16 {x^5} = \cos (5 \omega n) + 5 \cos(3 \omega n) + 10 \cos(\omega n) +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline6389}% +$x^3$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath6052}% +\begin{displaymath} + 16 {x^5} - 20 {x^3} = \cos (5 \omega n) - 5 \cos(\omega n) +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath6053}% +\begin{displaymath} + 16 {x^5} - 20 {x^3} + 5 x = \cos (5 \omega n) +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath6054}% +\begin{displaymath} + f(x) = 16 {x^5} - 20 {x^3} + 5 x +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath6055}% +\begin{displaymath} + x[n] = f( a[n] \cos(\omega n)) +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline6395}% +$a[n]$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline6403}% +$f(x) = x^k$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath6056}% +\begin{displaymath} + f(x) = {f_0} + {f_1} x + {f_2} {x^2} + \cdots, +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline6409}% +$x^k$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline6411}% +$f_0$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline6413}% +$af_1$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline6415}% +${a^2}{f_2}$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline6421}% +$0 y[n] > n - D. +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath8618}% +\begin{displaymath} + t[n] = y[n] - y[n-1] = 1 - (d[n] - d[n-1]) +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +\stepcounter{section} +{\newpage\clearpage +\lthtmldisplayA{displaymath8619}% +\begin{displaymath} + x[1.5] = {{-x[0] + 9x[1] + 9 x[2] - x[3]} \over 8} +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline9312}% +$1.5$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath8620}% +\begin{displaymath} + x[n] = \cos(\omega \cdot (n - 1.5)) +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline9314}% +$x[1.5]$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath8621}% +\begin{displaymath} + x[1.5] = {{9 \cos(\omega/2) - \cos(3 \omega / 2)}\over4} +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline9316}% +$\omega = \pi / 2$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlfigureA{figure8141}% +\begin{figure}\psfig{file=figs/fig07.18.ps} + +\end{figure}% +\lthtmlfigureZ +\lthtmlcheckvsize\clearpage} + +\stepcounter{section} +{\newpage\clearpage +\lthtmlfigureA{figure8149}% +\begin{figure}\psfig{file=figs/fig07.19.ps} + +\end{figure}% +\lthtmlfigureZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath8622}% +\begin{displaymath} + d[n] = {d_0} + a \cos(\omega n) +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline9318}% +$d_0$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath8623}% +\begin{displaymath} + t = 1 + a \omega \cos(\omega n - \pi/2) +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline9324}% +$1 - a \omega$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline9326}% +$1 + a \omega$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlfigureA{figure8157}% +\begin{figure}\psfig{file=figs/fig07.20.ps} + +\end{figure}% +\lthtmlfigureZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlfigureA{figure8163}% +\begin{figure}\psfig{file=figs/fig07.21.ps} + +\end{figure}% +\lthtmlfigureZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline9330}% +${d_0}$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline9332}% +${d_0}+s$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline9342}% +$R/f$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline9346}% +$f/R$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath8624}% +\begin{displaymath} + x[n+1] - x[n] = {f \over R} +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath8625}% +\begin{displaymath} + s \cdot x[n+1] - s \cdot x[n] = {{sf} \over R} +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath8626}% +\begin{displaymath} + t = 1 - {{sf} \over R} +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlfigureA{figure8181}% +\begin{figure}\psfig{file=figs/fig07.22.ps} + +\end{figure}% +\lthtmlfigureZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath8627}% +\begin{displaymath} + f = {{(t - 1) R} \over s} +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline9372}% +$R/30$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline9374}% +$R/10$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +\stepcounter{section} +{\newpage\clearpage +\lthtmlfigureA{figure8192}% +\begin{figure}\psfig{file=figs/fig07.23.ps} + +\end{figure}% +\lthtmlfigureZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline9840}% +\fbox{ \texttt{delwrite\~}}% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline9842}% +\fbox{$\mathrm{delwrite}\sim$}% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline9846}% +\fbox{ \texttt{delread\~}}% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline9848}% +\fbox{$\mathrm{delread}\sim$}% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlfigureA{figure8206}% +\begin{figure}\psfig{file=figs/fig07.24.ps} + +\end{figure}% +\lthtmlfigureZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlfigureA{figure8213}% +\begin{figure}\psfig{file=figs/fig07.25.ps} + +\end{figure}% +\lthtmlfigureZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline9876}% +\fbox{ \texttt{vd\~}}% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline9878}% +\fbox{$\mathrm{vd}\sim$}% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlfigureA{figure8231}% +\begin{figure}\psfig{file=figs/fig07.26.ps} + +\end{figure}% +\lthtmlfigureZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath8628}% +\begin{displaymath} + x[N], \ldots, x[N+B-1] \longrightarrow \fbox{\texttt{delwrite\~}} +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath8629}% +\begin{displaymath} + \fbox{\texttt{delread\~}} \longrightarrow x[N], \ldots, x[N+B-1] +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline9392}% +$x[N], \ldots, x[N+B-1]$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath8630}% +\begin{displaymath} + \fbox{\texttt{delread\~}} \longrightarrow x[N-B], \ldots, x[N-1] +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlfigureA{figure8247}% +\begin{figure}\psfig{file=figs/fig07.27.ps} + +\end{figure}% +\lthtmlfigureZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline9924}% +\fbox{ \texttt{block\~}}% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline9926}% +\fbox{ \texttt{switch\~}}% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline9928}% +\fbox{$\mathrm{block}\sim$}% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline9930}% +\fbox{$\mathrm{switch}\sim$}% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlfigureA{figure8267}% +\begin{figure}\psfig{file=figs/fig07.28.ps} + +\end{figure}% +\lthtmlfigureZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlfigureA{figure8276}% +\begin{figure}\psfig{file=figs/fig07.29.ps} + +\end{figure}% +\lthtmlfigureZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline9408}% +$1000\cdot2048/R$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline9412}% +$1000/(2f)$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline9416}% +$1/(2f)$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline9418}% +$2f, 4f, 6f\cdots$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline9420}% +$f, 3f, \ldots$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline9422}% +$2f$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlfigureA{figure8285}% +\begin{figure}\psfig{file=figs/fig07.30.ps} + +\end{figure}% +\lthtmlfigureZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlfigureA{figure8299}% +\begin{figure}\psfig{file=figs/fig07.31.ps} + +\end{figure}% +\lthtmlfigureZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline9428}% +$\sqrt{1/2}$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlfigureA{figure8305}% +\begin{figure}\psfig{file=figs/fig07.32.ps} + +\end{figure}% +\lthtmlfigureZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlfigureA{figure8315}% +\begin{figure}\psfig{file=figs/fig07.33.ps} + +\end{figure}% +\lthtmlfigureZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath8632}% +\begin{displaymath} + t = {2 ^ {h/12}} = {e ^ {\log(2)/12 \cdot h}} \approx {e ^ {0.05776 h}} +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath8633}% +\begin{displaymath} + {[ {{(1-g \cos (\omega d))}^2} + {{(g \sin (\omega d))}^2} ]} + ^ + {-1/2} +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +\stepcounter{chapter} +{\newpage\clearpage +\lthtmlfigureA{figure10050}% +\begin{figure}\psfig{file=figs/fig08.01.ps} + +\end{figure}% +\lthtmlfigureZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline11087}% +$H(\omega)$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline11095}% +$\angle( H(\omega))$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +\stepcounter{section} +\stepcounter{subsection} +{\newpage\clearpage +\lthtmlfigureA{figure10068}% +\begin{figure}\psfig{file=figs/fig08.02.ps} + +\end{figure}% +\lthtmlfigureZ +\lthtmlcheckvsize\clearpage} + +\stepcounter{subsection} +{\newpage\clearpage +\lthtmlfigureA{figure10090}% +\begin{figure}\psfig{file=figs/fig08.03.ps} + +\end{figure}% +\lthtmlfigureZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlfigureA{figure10100}% +\begin{figure}\psfig{file=figs/fig08.04.ps} + +\end{figure}% +\lthtmlfigureZ +\lthtmlcheckvsize\clearpage} + +\stepcounter{subsection} +{\newpage\clearpage +\lthtmlfigureA{figure10113}% +\begin{figure}\psfig{file=figs/fig08.05.ps} + +\end{figure}% +\lthtmlfigureZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlfigureA{figure10122}% +\begin{figure}\psfig{file=figs/fig08.06.ps} + +\end{figure}% +\lthtmlfigureZ +\lthtmlcheckvsize\clearpage} + +\stepcounter{section} +\stepcounter{subsection} +{\newpage\clearpage +\lthtmlfigureA{figure10136}% +\begin{figure}\psfig{file=figs/fig08.07.ps} + +\end{figure}% +\lthtmlfigureZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline11117}% +$\omega=\arg(Z)$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath10951}% +\begin{displaymath} + (1 - Q{Z^{-1}}){Z^n} +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath10952}% +\begin{displaymath} + H(Z) = 1 - Q{Z^{-1}} +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath10953}% +\begin{displaymath} + Q = r \cdot (\cos(\alpha) + i \sin(\alpha)) +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath10954}% +\begin{displaymath} + |1 - Q{Z^{-1}}| = |Z||1 - Q{Z^{-1}}| = |Q - Z| +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline11133}% +$Q{Z^{-1}}$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline11139}% +$|1 - Q{Z^{-1}}|$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlfigureA{figure10151}% +\begin{figure}\psfig{file=figs/fig08.08.ps} + +\end{figure}% +\lthtmlfigureZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline11157}% +$\omega = \alpha$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline11159}% +$1-r$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlfigureA{figure10157}% +\begin{figure}\psfig{file=figs/fig08.09.ps} + +\end{figure}% +\lthtmlfigureZ +\lthtmlcheckvsize\clearpage} + +\stepcounter{subsection} +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline11171}% +$\overline{Q}$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath10955}% +\begin{displaymath} + A = a+bi = r \cdot (\cos(\alpha) + i \sin(\alpha)) +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath10956}% +\begin{displaymath} + \overline{A} = a-bi = r \cdot (\cos(\alpha) - i \sin(\alpha)) +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath10957}% +\begin{displaymath} + H(Z) = \overline{Q} - {Z^{-1}} +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath10958}% +\begin{displaymath} + |\overline{Q} - {Z^{-1}}| = |Q - \overline{Z^{-1}}| = |Q- Z| +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline11173}% +$\overline{Z} = {Z^{-1}}$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline11177}% +$Z\overline{Z}$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlfigureA{figure10178}% +\begin{figure}\psfig{file=figs/fig08.10.ps} + +\end{figure}% +\lthtmlfigureZ +\lthtmlcheckvsize\clearpage} + +\stepcounter{subsection} +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline11179}% +$P$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath10959}% +\begin{displaymath} + {{1} \over {1 - P {Z^{-1}}}} {Z^n} +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath10960}% +\begin{displaymath} + H(Z) = {{1} \over {1 - P {Z^{-1}}}} +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline11185}% +$|P| < 1$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline11187}% +$|P|> 1$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlfigureA{figure10195}% +\begin{figure}\psfig{file=figs/fig08.11.ps} + +\end{figure}% +\lthtmlfigureZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline11189}% +$P=Q$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +\stepcounter{subsection} +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline11191}% +${Q_1}, \ldots, {Q_j}$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline11193}% +${P_1}, \ldots, {P_k}$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath10961}% +\begin{displaymath} + H(Z) = { + { + (1 - {Q_1}{Z^{-1}}) \cdots (1 - {Q_j}{Z^{-1}}) + } \over { + (1 - {P_1}{Z^{-1}}) \cdots (1 - {P_k}{Z^{-1}}) + } + } +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +\stepcounter{subsection} +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline11199}% +$\overline{P}$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath10962}% +\begin{displaymath} + H(Z) = (1 - {Q}{Z^{-1}}) \cdot (1 - \overline{Q}{Z^{-1}}) +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath10963}% +\begin{displaymath} + H(\overline{Z}) = \overline{H(Z)} +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath10964}% +\begin{displaymath} + {X_n} = 2 \, \mathrm{re}(A{Z^n}) = A{Z^n} + \overline{A} + {{\overline{Z}}^n} +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath10965}% +\begin{displaymath} + A \cdot H(Z) \cdot {Z^n} + + \overline{A} \cdot \overline{H(Z)} \cdot {{\overline{Z}}^n} +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath10966}% +\begin{displaymath} + \overline{A+B} = \overline{A} + \overline{B} +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath10967}% +\begin{displaymath} + \overline{AB} = \overline{A} \cdot \overline{B} +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath10968}% +\begin{displaymath} + A + \overline{A} = 2 \, \mathrm{re} (A) +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline11207}% +$Q_i$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline11209}% +$P_i$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +\stepcounter{subsection} +{\newpage\clearpage +\lthtmldisplayA{displaymath10969}% +\begin{displaymath} + A{Z^n} + \overline{A}{Z^{-n}} +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath10970}% +\begin{displaymath} + a[n] = + \mathrm{re} \left[ { + {1 \over {1 - {P}{Z^{-1}}}} {A{Z^n} + + {1 \over {1 - {P}{Z}}} \overline{A}{Z^{-n}}} + } \right ] +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath10971}% +\begin{displaymath} + = + \mathrm{re} \left[ { + {1 \over {1 - {P}{Z^{-1}}}} {A{Z^n}} + + {1 \over {1 - \overline{P}{Z^{-1}}}} {A{Z^n}} + } \right ] +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath10972}% +\begin{displaymath} + = + \mathrm{re} \left[ { + {{ + 2 - 2 \, \mathrm{re} (P) {Z^{-1}} + } \over { + (1 - {P}{Z^{-1}}) (1 - {\overline{P}}{Z^{-1}}) + }} + {A{Z^n}} + } \right ] +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath10973}% +\begin{displaymath} + = + \mathrm{re} \left[ { + {{ + 1 - \mathrm{re} (P) {Z^{-1}} + } \over { + (1 - {P}{Z^{-1}}) (1 - {\overline{P}}{Z^{-1}}) + }} + {A{Z^n}} + + + {{ + 1 - \mathrm{re} (P) {{\overline{Z}}^{-1}} + } \over { + (1 - {\overline{P}}{{\overline{Z}}^{-1}}) (1 - {P}{{\overline{Z}}^{-1}}) + }} + {\overline{A}{{\overline{Z}}^{-n}}} + } \right ] +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath10974}% +\begin{displaymath} + {H_{\mathrm{re}}}(Z) = {{ + 1 - \mathrm{re} (P) {Z^{-1}} + } \over { + (1 - {P}{Z^{-1}}) (1 - {\overline{P}}{Z^{-1}}) + }} +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath10975}% +\begin{displaymath} + {H_{\mathrm{im}}}(Z) = {{ + \mathrm{im} (P) {Z^{-1}} + } \over { + (1 - {P}{Z^{-1}}) (1 - {\overline{P}}{Z^{-1}}) + }} +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +\stepcounter{section} +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline11235}% +$1/\overline{Q}$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +\stepcounter{subsection} +{\newpage\clearpage +\lthtmlfigureA{figure10318}% +\begin{figure}\psfig{file=figs/fig08.12.ps} + +\end{figure}% +\lthtmlfigureZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline11243}% +$1/(1-p)$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline11247}% +$1-p$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline11255}% +$p = 1-\omega$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +\stepcounter{subsection} +{\newpage\clearpage +\lthtmldisplayA{displaymath10976}% +\begin{displaymath} + H(Z) = 1 - {{{1-p} \over {1 - p{Z^{-1}}}}} + = p{{{1-{Z^{-1}}} \over {1 - p{Z^{-1}}}}} +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlfigureA{figure10336}% +\begin{figure}\psfig{file=figs/fig08.13.ps} + +\end{figure}% +\lthtmlfigureZ +\lthtmlcheckvsize\clearpage} + +\stepcounter{subsection} +{\newpage\clearpage +\lthtmlfigureA{figure10344}% +\begin{figure}\psfig{file=figs/fig08.14.ps} + +\end{figure}% +\lthtmlfigureZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline11311}% +$d = \omega$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline11313}% +$p = 1 - d / \sqrt{g}$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline11315}% +$q = 1 - d \sqrt{g}$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath10977}% +\begin{displaymath} + {{1-q} \over {1-p}} = g +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +\stepcounter{subsection} +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline11329}% +$p = 1 - \beta$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline11333}% +$\cos \omega + i \sin \omega$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath10978}% +\begin{displaymath} + {P_1} = (1 - \beta) (\cos \omega + i \sin \omega) +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath10979}% +\begin{displaymath} + {P_2} = \overline{P_1} = (1 - \beta) (\cos \omega - i \sin \omega) +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlfigureA{figure10359}% +\begin{figure}\psfig{file=figs/fig08.15.ps} + +\end{figure}% +\lthtmlfigureZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath10980}% +\begin{displaymath} + \beta * (\beta + 2 \omega) +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +\stepcounter{subsection} +{\newpage\clearpage +\lthtmldisplayA{displaymath10981}% +\begin{displaymath} + {P_1} = p \cdot (\cos \omega + i \sin \omega) +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath10982}% +\begin{displaymath} + {Q_1} = q \cdot (\cos \omega + i \sin \omega) +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlfigureA{figure10369}% +\begin{figure}\psfig{file=figs/fig08.16.ps} + +\end{figure}% +\lthtmlfigureZ +\lthtmlcheckvsize\clearpage} + +\stepcounter{subsection} +{\newpage\clearpage +\lthtmldisplayA{displaymath10983}% +\begin{displaymath} + {{1 - {r^2}} \over {{(1 + r)}^2}} +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline11361}% +$r=0$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline11365}% +$r=\infty$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath10984}% +\begin{displaymath} + { (1 - {r^2}) - (2 r \sin(\alpha)) i } + \over + { 1 + {r^2} + 2 r \cos(\alpha))} +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath10985}% +\begin{displaymath} + {\pi \over 2} ({1 \over n} - 1) , \; + {\pi \over 2} ({3 \over n} - 1) , \; \ldots , \; + {\pi \over 2} ({{2n-1} \over n} - 1) +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline11381}% +$\alpha = \pi/2$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath10986}% +\begin{displaymath} + { (1 - {r^2}) - 2 r i } + \over + { 1 + {r^2} } +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath10987}% +\begin{displaymath} + \beta = 2 \arctan (r) +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlfigureA{figure10391}% +\begin{figure}\psfig{file=figs/fig08.17.ps} + +\end{figure}% +\lthtmlfigureZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlfigureA{figure10397}% +\begin{figure}\psfig{file=figs/fig08.18.ps} + +\end{figure}% +\lthtmlfigureZ +\lthtmlcheckvsize\clearpage} + +\stepcounter{subsection} +{\newpage\clearpage +\lthtmldisplayA{displaymath10989}% +\begin{displaymath} + | H(\cos(\omega) + i \sin(\omega)) | +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline11405}% +$R(Z)$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline11413}% +$|R(Z)| = 1$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline11415}% +$Z=1$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath10990}% +\begin{displaymath} + R(Z) = U \cdot + {{ + {A_n}{Z^n} + {A_{n-1}}{Z^{n-1}} + \cdots + {A_0} + } \over { + \overline{A_0}{Z^n} + \overline{A_1}{Z^{n-1}} + \cdots + \overline{A_n} + }} +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline11417}% +$|U|=1$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath10991}% +\begin{displaymath} + J(Z) = H(R(Z)) +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline11427}% +$J$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath10992}% +\begin{displaymath} + \cos(\phi) + i \sin(\phi) = R(\cos(\omega) + i \sin(\omega)) +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath10993}% +\begin{displaymath} + H(Z) = + {{ + 1 + {Z^{-1}} + } \over { + 1 - g{Z^{-1}} + }} +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath10994}% +\begin{displaymath} + R(Z) = -{Z^2} = - + {{ + 1 \cdot {Z^2} + 0 \cdot Z + 0 + } \over { + 0 \cdot {Z^2} + 0 \cdot Z + 1 + }} +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline11453}% +$-i$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath10995}% +\begin{displaymath} + J(Z) = + {{ + 1 - {Z^{-2}} + } \over { + 1 + g{Z^{-2}} + }} + = + {{ + (1 - {Z^{-1}})(1 + {Z^{-1}}) + } \over { + (1 - i\sqrt{g} {Z^{-1}})(1 + i\sqrt{g} {Z^{-1}}) + }} +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlfigureA{figure10438}% +\begin{figure}\psfig{file=figs/fig08.19.ps} + +\end{figure}% +\lthtmlfigureZ +\lthtmlcheckvsize\clearpage} + +\stepcounter{subsection} +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline11473}% +$R(Z) = -Z^2$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath10996}% +\begin{displaymath} + S(Z) = + {{ + aZ + b + } \over { + bZ + a + }} +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline11485}% +$S(1) = 1$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline11487}% +$S(-1) = -1$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline11493}% +$\overline{Z}$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline11495}% +$\overline{W}$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline11497}% +$S$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath10997}% +\begin{displaymath} + S(\cos(\omega) + i \sin(\omega)) = i +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline11507}% +$R = - {Z^2}$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline11511}% +$H(R(S(Z)))$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath10998}% +\begin{displaymath} + a = \cos({{\pi}\over 4} - {{\omega} \over 2}) , \; + b = \sin({{\pi}\over 4} - {{\omega} \over 2}) +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline11521}% +$2n$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline11531}% +$J(Z) = H(R(S(Z)))$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline11533}% +$J(Z)=\infty$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline11535}% +$R(S(Z))$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline11541}% +$R(S(Z)) = W$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath10999}% +\begin{displaymath} + - { + { \left [ { + { + aZ + b + } \over { + bZ + a + } + } \right ] } + ^ 2 + } = W +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath11000}% +\begin{displaymath} + { + { + aZ + b + } \over { + bZ + a + } + } = { + \pm \sqrt { + - W + } + } +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath11001}% +\begin{displaymath} + Z = { { + \pm a \sqrt { - W } + - b + } \over { + \mp b \sqrt { - W } + + a + } + } +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline11553}% +${a^2}+{b^2}=1$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlfigureA{figure10463}% +\begin{figure}\psfig{file=figs/fig08.20.ps} + +\end{figure}% +\lthtmlfigureZ +\lthtmlcheckvsize\clearpage} + +\stepcounter{subsection} +{\newpage\clearpage +\lthtmlfigureA{figure10470}% +\begin{figure}\psfig{file=figs/fig08.21.ps} + +\end{figure}% +\lthtmlfigureZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline11561}% +$1-|P|$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +\stepcounter{subsection} +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline11563}% +$1-1/n$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath11002}% +\begin{displaymath} + { {\left ( 1-{1\over n} \right ) } ^ n } \approx {1\over e} +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline11571}% +$e$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline11575}% +$n=5$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlfigureA{figure10485}% +\begin{figure}\psfig{file=figs/fig08.22.ps} + +\end{figure}% +\lthtmlfigureZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline11591}% +$1/e$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath11003}% +\begin{displaymath} + {{n} \over {2\pi/\omega}} = {{1} \over {2\pi}} {{\omega} \over {b}} + = {{q} \over {2\pi}} +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +\stepcounter{subsection} +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline11615}% +$P<1$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath11004}% +\begin{displaymath} + H(Z) = {{ + {\overline{P} - {Z^{-1}}} + } \over { + {1 - P{Z^{-1}}} + }} +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline11621}% +$1/\overline{P}$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlfigureA{figure10509}% +\begin{figure}\psfig{file=figs/fig08.23.ps} + +\end{figure}% +\lthtmlfigureZ +\lthtmlcheckvsize\clearpage} + +\stepcounter{section} +\stepcounter{subsection} +{\newpage\clearpage +\lthtmlfigureA{figure10520}% +\begin{figure}\psfig{file=figs/fig08.24.ps} + +\end{figure}% +\lthtmlfigureZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlfigureA{figure10526}% +\begin{figure}\psfig{file=figs/fig08.25.ps} + +\end{figure}% +\lthtmlfigureZ +\lthtmlcheckvsize\clearpage} + +\stepcounter{subsection} +{\newpage\clearpage +\lthtmldisplayA{displaymath11005}% +\begin{displaymath} + y[n] = p \cdot y[n-1] + (1-p) \cdot x[n] +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline11645}% +$x[n]^2$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlfigureA{figure10537}% +\begin{figure}\psfig{file=figs/fig08.26.ps} + +\end{figure}% +\lthtmlfigureZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath11006}% +\begin{displaymath} + x[n] = a \cdot \cos(\alpha n) +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath11007}% +\begin{displaymath} + {{x[n]}^2} = {{a^2}\over 2} \left ( \cos(2 \alpha n) + 1 \right ) +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline11647}% +$2 \alpha$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline11649}% +${{a^2} / 2}$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath11008}% +\begin{displaymath} + x[n] = a \cdot \cos(\alpha n) + b \cdot \cos(\beta n) +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline11651}% +$({a^2} + +{b^2})/2$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlfigureA{figure10549}% +\begin{figure}\psfig{file=figs/fig08.27.ps} + +\end{figure}% +\lthtmlfigureZ +\lthtmlcheckvsize\clearpage} + +\stepcounter{subsection} +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline11655}% +$1, W, {W^2}, \ldots$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline11657}% +$1, WZ, {{(WZ)}^2}, \ldots$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline11659}% +$\angle(ZW)$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath11009}% +\begin{displaymath} + x[n] = a \cdot \cos (\omega n) +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath11010}% +\begin{displaymath} + X[n] = a \left ( \cos (\omega n) + i \sin (\omega n) \right ) +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath11011}% +\begin{displaymath} + x[n] = \mathrm{re} (X[n]) +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline11665}% +$-\omega$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath11012}% +\begin{displaymath} + X'[n] = a \left ( \cos (\omega n) - i \sin (\omega n) \right ) +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline11683}% +$H_1$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline11685}% +$H_2$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath11013}% +\begin{displaymath} + \angle({H_1}(Z)) - \angle({H_2}(Z)) \approx + \left \{ + \begin{array}{ll} + \pi/2 & {0 < \angle(Z) < \pi} \\ + -\pi/2 & {-\pi < \angle(Z) < 0} + \end{array} + \right . +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath11014}% +\begin{displaymath} + {H_1}(Z) \approx i {H_2}(Z) , \; 0 < \angle(Z) < \pi +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath11015}% +\begin{displaymath} + {H_1}(Z) \approx -i {H_2}(Z) , \; -\pi < \angle(Z) < 0 +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline11689}% +$a[n] + i b[n]$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline11693}% +$b[n]$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath11016}% +\begin{displaymath} + {H_1}(Z) + i {H_2}(Z) \approx + \left \{ + \begin{array}{ll} + 2 {H_1}(Z) & {0 < \angle(Z) < \pi} \\ + 0 & \mbox{otherwise} + \end{array} + \right . +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +\stepcounter{section} +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline12147}% +\fbox{\texttt{lop\~}}% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline12149}% +\fbox{$\mathrm{lop}\sim$}% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline12153}% +\fbox{ \texttt{hip\~}}% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline12159}% +\fbox{ \texttt{bp\~}}% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline12161}% +\fbox{$\mathrm{bp}\sim$}% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline12165}% +\fbox{ \texttt{noise\~}}% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline12167}% +\fbox{$\mathrm{noise}\sim$}% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlfigureA{figure10598}% +\begin{figure}\psfig{file=figs/fig08.28.ps} + +\end{figure}% +\lthtmlfigureZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline12183}% +\fbox{ \texttt{vcf\~}}% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline12185}% +\fbox{$\mathrm{vcf}\sim$}% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlfigureA{figure10610}% +\begin{figure}\psfig{file=figs/fig08.29.ps} + +\end{figure}% +\lthtmlfigureZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlfigureA{figure10620}% +\begin{figure}\psfig{file=figs/fig08.30.ps} + +\end{figure}% +\lthtmlfigureZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlfigureA{figure10626}% +\begin{figure}\psfig{file=figs/fig08.31.ps} + +\end{figure}% +\lthtmlfigureZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlfigureA{figure10639}% +\begin{figure}\psfig{file=figs/fig08.32.ps} + +\end{figure}% +\lthtmlfigureZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline12231}% +\fbox{ \texttt{rzero\~}}% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline12233}% +\fbox{ \texttt{rzero\_rev\~}}% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline12235}% +\fbox{ \texttt{rpole\~}}% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline12237}% +\fbox{$\mathrm{rzero}\sim$}% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline12239}% +\fbox{$\mathrm{rzero\_rev}\sim$}% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline12241}% +\fbox{$\mathrm{rpole}\sim$}% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline12245}% +\fbox{ \texttt{czero\~}}% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline12247}% +\fbox{ \texttt{czero\_rev\~}}% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline12249}% +\fbox{ \texttt{cpole\~}}% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline12251}% +\fbox{$\mathrm{czero}\sim$}% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline12253}% +\fbox{$\mathrm{czero\_rev}\sim$}% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline12255}% +\fbox{$\mathrm{cpole}\sim$}% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlfigureA{figure10670}% +\begin{figure}\psfig{file=figs/fig08.33.ps} + +\end{figure}% +\lthtmlfigureZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline11727}% +$i/2$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +\stepcounter{chapter} +\stepcounter{section} +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline13143}% +$n=0,\ldots,N-1$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline13155}% +$4\pi/N$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline13159}% +$2(N-1)\pi/N$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline13173}% +$0 \leq k < N$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline13175}% +$2\pi k / N$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline13187}% +$\omega=2\pi/N$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline13191}% +$U$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath12979}% +\begin{displaymath} + U = \cos(\omega) + i \sin(\omega) +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath12980}% +\begin{displaymath} + {P_k}[n] = {A_k}{{\left [ {U^k} \right ]} ^ {n}} +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline13199}% +${A_k}$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath12981}% +\begin{displaymath} + \angle({U^k}) = k \angle(U) = k\omega +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath12982}% +\begin{displaymath} + X[n] = + {A_0}{{\left [ {U^0} \right ]} ^ {n}} + + {A_1}{{\left [ {U^1} \right ]} ^ {n}} + + \cdots + + {A_{N-1}}{{\left [ {U^{N-1}} \right ]} ^ {n}} +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline13205}% +$A_k$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline13207}% +$-k\omega$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath12983}% +\begin{displaymath} + {A_k} = {1\over N} \left ( + {{\left [ {U^{-k}} \right ]} ^ {0}} X[0] + + {{\left [ {U^{-k}} \right ]} ^ {1}} X[1] + + \cdots + + {{\left [ {U^{-k}} \right ]} ^ {N-1}} X[N-1] + \right ) +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath12984}% +\begin{displaymath} + {\cal FT}\left \{ X[n] \right \} (k) = + {V ^ {0}} X[0] + + {V ^ {1}} X[1] + + \cdots + + {V ^ {N-1}} X[N-1] + \end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline13213}% +$V = {U^{-k}}$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline13225}% +$V$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath12985}% +\begin{displaymath} + V = \cos(-k\omega) + i\sin(-k\omega) +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +\stepcounter{subsection} +{\newpage\clearpage +\lthtmldisplayA{displaymath12986}% +\begin{displaymath} + {\cal FT}\left \{ X[n] \right \} (k+N) = + {\cal FT}\left \{ X[n] \right \} (k) +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +\stepcounter{subsection} +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline13251}% +$Y[k]$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline13255}% +$k = 0, ..., N-1$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath12988}% +\begin{displaymath} + Y[k] = {\cal FT}\left \{ X[n] \right \} (k) +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath12989}% +\begin{displaymath} + = {{\left [ {U^{-k}} \right ]} ^ {0}} X[0] + + {{\left [ {U^{-k}} \right ]} ^ {1}} X[1] + + \cdots + + {{\left [ {U^{-k}} \right ]} ^ {N-1}} X[N-1] +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath12990}% +\begin{displaymath} + = {{\left [ {U^{0}} \right ]} ^ {k}} X[0] + + {{\left [ {U^{-1}} \right ]} ^ {k}} X[1] + + \cdots + + {{\left [ {U^{-(N-1)}} \right ]} ^ {k}} X[N-1] +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline13259}% +$X[m]$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline13261}% +$-m\omega$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline13263}% +$m = 0, \ldots, N-1$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline13269}% +$X[-m]$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath12991}% +\begin{displaymath} + {1 \over N} {\cal FT} \left \{ Y[k] \right \} (m) = X[-m] +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline13279}% +$Y[k]/N$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline13281}% +$n = -m$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath12992}% +\begin{displaymath} + X[n] = {1 \over N} {\cal FT} \left \{ Y[k] \right \} (-n) +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath12993}% +\begin{displaymath} + = {{\left [ {U^{0}} \right ]} ^ {n}} Y[0] + + {{\left [ {U^{1}} \right ]} ^ {n}} Y[1] + + \cdots + + {{\left [ {U^{N-1}} \right ]} ^ {n}} Y[N-1] +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline13289}% +$k=0, +\ldots, N-1$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +\stepcounter{section} +\stepcounter{subsection} +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline13291}% +$X[n]=1$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline13295}% +$N>1$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath12994}% +\begin{displaymath} + {\cal FT} \left \{ X[n] \right \} (k) = + \left \{ + \begin{array}{ll} + N & {k=0} \\ + 0 & {k=1, \ldots, N-1} + \end{array} + \right . +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline13303}% +$V \not= 1$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath12996}% +\begin{displaymath} + {\cal FT} \left \{ X[n] \right \} (k) = + {{ + {V^N} - 1 + } \over { + V - 1 + }} +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath12997}% +\begin{displaymath} + \xi = \cos(\pi k / N) - i \sin(\pi k / N) +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline13305}% +${\xi^2} = V$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline13307}% +$\xi$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath12998}% +\begin{displaymath} + {\cal FT} \left \{ X[n] \right \} (k) = + {\xi^{N-1}} + {{ + {\xi^N} - {\xi^{-N}} + } \over { + \xi - {\xi^{-1}} + }} +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath12999}% +\begin{displaymath} + {\xi^N} - {\xi^{-N}} = + \left (\cos(\pi k) - i \sin(\pi k) \right ) - + \left (\cos(\pi k) + i \sin(\pi k) \right ) + = - 2 i \sin(\pi k) +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath13000}% +\begin{displaymath} + {\cal FT} \left \{ X[n] \right \} (k) = + \left ( { + \parbox[t][0.1in]{0in}{\mbox{}} + \cos(\pi k (N-1)/N) - i \sin(\pi k (N-1)/N) + } \right ) + {{ + \sin(\pi k) + } \over { + \sin(\pi k / N) + }} +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline13309}% +$V=1$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath13001}% +\begin{displaymath} + {\cal FT} \left \{ X[n] \right \} (k) = + \left ( { + \parbox[t][0.1in]{0in}{\mbox{}} + \cos(\pi k (N-1)/N) - i \sin(\pi k (N-1)/N) + } \right ) + {D_N}(k) +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline13311}% +${D_N}(k)$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath13002}% +\begin{displaymath} + {D_N}(k) = + \left \{ + \begin{array}{ll} + N & {k= 0} \\ + {{ + \sin(\pi k) + } \over { + \sin(\pi k / N) + }} + & {k\not=0,\; -N < k < N} + \end{array} + \right . +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline13317}% +$k=0$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline13319}% +$k=100$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath13003}% +\begin{displaymath} + \cos(\pi k (N-1)/N) - i \sin(\pi k (N-1)/N) +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline13321}% +${\cal FT} \left \{ X[n] \right \} (k)$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline13335}% +$k>1$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline13337}% +$k < -1$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline13341}% +$k=-1$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlfigureA{figure12411}% +\begin{figure}\psfig{file=figs/fig09.01.ps} + +\end{figure}% +\lthtmlfigureZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlfigureA{figure12416}% +\begin{figure}\psfig{file=figs/fig09.02.ps} + +\end{figure}% +\lthtmlfigureZ +\lthtmlcheckvsize\clearpage} + +\stepcounter{subsection} +{\newpage\clearpage +\lthtmldisplayA{displaymath13005}% +\begin{displaymath} + {\cal FT} \left \{ Y[n] \right \} (k) = + {V ^ {0}} Y[0] + + {V ^ {1}} Y[1] + + \cdots + + {V ^ {N-1}} Y[N-1] +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath13006}% +\begin{displaymath} + = + {V ^ {0}} X[-d] + + {V ^ {1}} X[-d+1] + + \cdots + + {V ^ {N-1}} X[-d+N-1] +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath13007}% +\begin{displaymath} + = + {V ^ {d}} X[0] + + {V ^ {d+1}} X[1] + + \cdots + + {V ^ {d+N-1}} X[N-1] +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath13008}% +\begin{displaymath} + = {V^d} \left ( + {V ^ {0}} X[0] + + {V ^ {1}} X[1] + + \cdots + + {V ^ {N-1}} X[N-1] + \right ) +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath13009}% +\begin{displaymath} + = {V^d} {\cal FT} \left \{ X[n] \right \} (k) +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath13010}% +\begin{displaymath} + {\cal FT} \left \{ X[n-d] \right \} (k) = + \left ( { + \parbox[t][0.1in]{0in}{\mbox{}} + \cos(-dk\omega) + i\sin(-dk\omega) + } \right ) + {\cal FT} \left \{ X[n] \right \} (k) +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline13365}% +$X[n-d]$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline13369}% +$-dk\omega$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath13011}% +\begin{displaymath} + Y[n] = {Z^n} X[n] +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath13012}% +\begin{displaymath} + Z = \cos(\alpha) + i \sin(\alpha) +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath13014}% +\begin{displaymath} + = + {V ^ {0}} X[0] + + {V ^ {1}} Z X[1] + + \cdots + + {V ^ {N-1}} {Z^{N-1}} X[N-1] +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath13015}% +\begin{displaymath} + = + {{(VZ)} ^ {0}} X[0] + + {{(VZ)} ^ {1}} X[1] + + \cdots + + {{(VZ)} ^ {N-1}} X[N-1] +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath13016}% +\begin{displaymath} + = {\cal FT} \left \{ X[n] \right \} (k - {{\alpha } \over {\omega}}) +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath13017}% +\begin{displaymath} + {\cal FT} \left \{ (\cos(\alpha) + i \sin(\alpha)) X[n] \right \} (k) = + {\cal FT} \left \{ X[n] \right \} (k - {{\alpha N} \over {2 \pi}}) +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +\stepcounter{subsection} +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline13379}% +${Z^n}$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath13018}% +\begin{displaymath} + {\cal FT} \left \{ {Z^n} \right \} (k) = + {\cal FT} \left \{ 1 \right \}(k - {{\alpha } \over {\omega}}) +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath13019}% +\begin{displaymath} + = \left [ \cos(\Phi(k)) + i \sin(\Phi(k))\right ] + {D_N}(k - {{\alpha } \over {\omega}}) +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline13385}% +${D_N}$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline13387}% +$\Phi$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath13020}% +\begin{displaymath} + \Phi(k) = - \pi \cdot (k - {{\alpha } \over {\omega}}) \cdot (N-1)/N +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlfigureA{figure12482}% +\begin{figure}\psfig{file=figs/fig09.03.ps} + +\end{figure}% +\lthtmlfigureZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlfigureA{figure12488}% +\begin{figure}\psfig{file=figs/fig09.04.ps} + +\end{figure}% +\lthtmlfigureZ +\lthtmlcheckvsize\clearpage} + +\stepcounter{section} +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline13427}% +$w[n]$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath13021}% +\begin{displaymath} + {\cal FT} \left \{ w[n] X[n] \right \} (k) +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath13022}% +\begin{displaymath} + w[n] = {1\over 2} - {1\over 2} \cos(2\pi n / N) +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath13023}% +\begin{displaymath} + w[n] = {1\over 2} - {1\over 4} {U^n} - {1\over 4} {U^{-n}} +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath13024}% +\begin{displaymath} + {\cal FT} \left \{ w[n] {Z^n} \right \} (k) +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath13025}% +\begin{displaymath} + = {\cal FT} \left \{ {1\over 2} {Z^n} - {1\over 4} {(UZ)^n} + - {1\over 4} {({U^{-1}}Z)^n}\right \} (k) +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath13026}% +\begin{displaymath} + \approx \left [ \cos(\Phi(k)) + i \sin(\Phi(k))\right ] + M(k - {{\alpha } \over {\omega}}) +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath13027}% +\begin{displaymath} + \Phi(k) = - \pi \cdot (k - {{\alpha } \over {\omega}}) +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath13028}% +\begin{displaymath} + M(k) = + {\left [ { + {1\over 2}{D_N}(k) + + {1\over 4}{D_N}(k + 1) + + {1\over 4}{D_N}(k - 1) + } \right ] } +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline13437}% +$M(k)$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlfigureA{figure12534}% +\begin{figure}\psfig{file=figs/fig09.05.ps} + +\end{figure}% +\lthtmlfigureZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline13447}% +${D_n}(k)$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline13451}% +$1/4$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath13029}% +\begin{displaymath} + {D_N}(k) \approx { + {N \sin(\pi k) } \over {\pi k} + } +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline13453}% +$k = 3/2, 5/2, \ldots$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath13030}% +\begin{displaymath} + {2 \over {3 \pi}} \approx -13 \mathrm{dB} , \; + {2 \over {5 \pi}} \approx -18 \mathrm{dB} , \; + {2 \over {7 \pi}} \approx -21 \mathrm{dB} , \; + {2 \over {9 \pi}} \approx -23 \mathrm{dB} , + \ldots +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath13031}% +\begin{displaymath} + {2 \over {5 \pi}} - {1\over 2} [ {2 \over {3 \pi}} + {2 \over {7 \pi}} ] + \approx -32.30 \mathrm{dB} +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline13457}% +$-42$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline13459}% +$-49$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline13461}% +$-54$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline13463}% +$-59$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlfigureA{figure12556}% +\begin{figure}\psfig{file=figs/fig09.06.ps} + +\end{figure}% +\lthtmlfigureZ +\lthtmlcheckvsize\clearpage} + +\stepcounter{section} +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline13481}% +$k\omega$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlfigureA{figure12563}% +\begin{figure}\psfig{file=figs/fig09.07.ps} + +\end{figure}% +\lthtmlfigureZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline13487}% +$k = 0, 1, \ldots, N-1$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline13493}% +$m = \ldots, 0, 1, \ldots$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline13499}% +$mH$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline13505}% +$mH+n$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath13032}% +\begin{displaymath} + S[m, k] = {\cal FT}\{w(n)X[n-mH]\} (k) +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath13033}% +\begin{displaymath} + S[k] = S[m, k] +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath13034}% +\begin{displaymath} + C[m] = S[m, k] +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline13533}% +$H=N/4$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline13535}% +$FT$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline13537}% +$3/2$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +\stepcounter{subsection} +{\newpage\clearpage +\lthtmlfigureA{figure12577}% +\begin{figure}\psfig{file=figs/fig09.08.ps} + +\end{figure}% +\lthtmlfigureZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline13539}% +$C[m]$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline13541}% +$g[m]$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline13543}% +$g[m]C[m]$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline13549}% +$C[m-1]$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline13551}% +$C[m-2]$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline13553}% +$|C[m]|$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline13565}% +$g[m, k]$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline13567}% +$S[m, k] = C[m]$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath13035}% +\begin{displaymath} + g[m, k] = + \left \{ + \begin{array}{ll} + {1 - f[k]/|S[m, k]|} & {|S[m, k]| > f[k]} \\ + 0 & \mbox{otherwise} + \end{array} + \right . +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline13571}% +$f[k]$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline13577}% +$|S[m, k]|-f[k]$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline13579}% +$x = |S[m, k]|/f[k]$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline13581}% +$g(x) = 1-1/x$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline13583}% +$x<1$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +\stepcounter{subsection} +{\newpage\clearpage +\lthtmlfigureA{figure12596}% +\begin{figure}\psfig{file=figs/fig09.09.ps} + +\end{figure}% +\lthtmlfigureZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline13589}% +$|S[m, k]|$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline13591}% +$|T[m, k]|$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath13036}% +\begin{displaymath} + g[m, k] = {{|T[m, k]|}\over{|S[m, k]|}} +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +\stepcounter{section} +{\newpage\clearpage +\lthtmlfigureA{figure12610}% +\begin{figure}\psfig{file=figs/fig09.10.ps} + +\end{figure}% +\lthtmlfigureZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline13593}% +$\alpha = 3\omega$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline13595}% +$k=3$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath13037}% +\begin{displaymath} + \begin{array}{lll} + {\angle S[0, 2] = \phi + \pi} & + {\angle S[0, 3] = \phi} & + {\angle S[0, 4] = \phi + \pi}\\ + {\angle S[1, 2] = \phi + H\alpha + \pi } & + {\angle S[1, 3] = \phi + H\alpha} & + {\angle S[1, 4] = \phi + H\alpha + \pi}\\ + {\angle S[2, 2] = \phi + 2H\alpha + \pi } & + {\angle S[2, 3] = \phi + 2H\alpha} & + {\angle S[2, 4] = \phi + 2H\alpha + \pi}\\ + \end{array} +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline13601}% +$H\alpha$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath13038}% +\begin{displaymath} + H \alpha = \angle S[1, 3] - \angle S[0, 3] +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath13039}% +\begin{displaymath} + \alpha = {{\angle S[1, 3] - \angle S[0, 3] + 2 p \pi} \over H} +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline13607}% +$2\pi/H$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline13611}% +$8\pi/N = 4 \omega$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline13623}% +$m-1$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlfigureA{figure12629}% +\begin{figure}\psfig{file=figs/fig09.11.ps} + +\end{figure}% +\lthtmlfigureZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlfigureA{figure12634}% +\begin{figure}\psfig{file=figs/fig09.12.ps} + +\end{figure}% +\lthtmlfigureZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath13040}% +\begin{displaymath} + T[k] = {\cal FT}(W(n)X[n]) (k) +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath13041}% +\begin{displaymath} + T'[k] = {\cal FT}(W(n)X[n+H]) (k) +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath13042}% +\begin{displaymath} + \angle S[m, k] = \angle S[m-1, k] + + \left ( \angle T'[k] - \angle T[k] \right ) +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath13043}% +\begin{displaymath} + = \angle \left ( + {{S[m-1, k] T'[k]} + \over + {T[k]}} + \right ) +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath13044}% +\begin{displaymath} + S[m, k] \; = \; + a + \; \cdot \; + { + { \left | + {{S[m-1, k] T'[k]} + \over + {T[k]}} + \right |} + ^ + {-1} + } + \; \cdot \; + { + {{S[m-1, k] T'[k]} + \over + {T[k]}} + } +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline13651}% +$a = |T'[k]|$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath13045}% +\begin{displaymath} + S[m, k] \; = \; + { + { \left | + {{S[m-1, k]} + \over + {T[k]}} + \right |} + ^ + {-1} + } + \; \cdot \; + { + {{S[m-1, k] T'[k]} + \over + {T[k]}} + } +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +\stepcounter{subsection} +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline13657}% +$S[m,k+1]$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline13659}% +$T'[k]$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline13661}% +$T'[k+1]$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline13665}% +$S[m-1,k]$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline13669}% +$T[k]$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline13671}% +$2N$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath13046}% +\begin{displaymath} + \angle T[k+1] - \angle T[k] = \angle S[m-1, k+1] - \angle S[m-1, k] +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath13047}% +\begin{displaymath} + \angle \left \{ {{S[m-1, k+1]} \over {T[k+1]}} \right \} = + \angle \left \{ {{S[m-1, k]} \over {T[k]}} \right \} +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline13679}% +$S/T$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath13048}% +\begin{displaymath} + S[m, k] \; = \; + { + { \left | + R[k] + \right |} + ^ + {-1} + } + \cdot + { + {R[k] T'[k]} + } +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath13049}% +\begin{displaymath} + R[k] \; = \; + { + { + \overline {T[k]} \; \cdot \; {S[m-1, k]} + } \over { + \left | + {S[m-1, k]} + \right | + } + } +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline13685}% +$R[k]$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath13050}% +\begin{displaymath} + S[m, k] \; = \; + { + { \left | + R'[k] + \right |} + ^ + {-1} + } + \; \cdot \; + { + {R'[k] T'[k]} + } +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath13051}% +\begin{displaymath} + R'[k] = R[k+1] + R[k] + R[k-1] +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath13052}% +\begin{displaymath} + R'[k+1] = R[k+2] + R[k+1] + R[k] +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline13695}% +$R'$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline13703}% +$T'$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +\stepcounter{section} +{\newpage\clearpage +\lthtmlfigureA{figure12678}% +\begin{figure}\psfig{file=figs/fig09.13.ps} + +\end{figure}% +\lthtmlfigureZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline13711}% +$(-1)^k$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +\stepcounter{section} +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline13713}% +$\mathrm{fft}\sim$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlfigureA{figure12688}% +\begin{figure}\psfig{file=figs/fig09.14.ps} + +\end{figure}% +\lthtmlfigureZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline14083}% +\fbox{\texttt{fft\~}}% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline14085}% +\fbox{$\mathrm{fft}\sim$}% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline14093}% +\fbox{\texttt{rfft\~}}% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline14095}% +\fbox{$\mathrm{rfft}\sim$}% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline13723}% +$N/2+1$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline14099}% +\fbox{\texttt{tabreceive\~}}% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline14101}% +\fbox{$\mathrm{tabreceive}\sim$}% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlfigureA{figure12705}% +\begin{figure}\psfig{file=figs/fig09.15.ps} + +\end{figure}% +\lthtmlfigureZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline14115}% +\fbox{\texttt{rifft\~}}% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline14117}% +\fbox{$\mathrm{rifft}\sim$}% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline13735}% +$N=512$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlfigureA{figure12717}% +\begin{figure}\psfig{file=figs/fig09.16.ps} + +\end{figure}% +\lthtmlfigureZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline13739}% +$s[k]$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline13743}% +$m[k]$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath13053}% +\begin{displaymath} + \left \{ + \begin{array}{ll} + {\sqrt{{s[k]-m[k]}\over {s[k]}}} & {s[k] > m[k]} \\ + 0 & \mbox{otherwise} + \end{array} + \right . +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline14143}% +\fbox{\texttt{bang\~}}% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline14145}% +\fbox{$\mathrm{bang}\sim$}% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline14149}% +\fbox{\texttt{tabsend\~}}% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline14151}% +\fbox{$\mathrm{tabsend}\sim$}% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline13761}% +$1, 1/2, 1/3, \ldots, 1/b$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlfigureA{figure12740}% +\begin{figure}\psfig{file=figs/fig09.17.ps} + +\end{figure}% +\lthtmlfigureZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline13771}% +$c[k]$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline13773}% +$1/f[k]$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline13779}% +$c[k]/f[k]$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlfigureA{figure12748}% +\begin{figure}\psfig{file=figs/fig09.18.ps} + +\end{figure}% +\lthtmlfigureZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline14183}% +\fbox{\texttt{lrshift\~}}% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline14185}% +\fbox{$\mathrm{lrshift}\sim$}% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline14189}% +\fbox{\texttt{q8\_rsqrt\~}}% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline14191}% +\fbox{$\mathrm{q8\_rsqrt}\sim$}% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline13799}% +$R'[k]$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline13829}% +$n=N/2$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline13839}% +$2.5\omega$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline13843}% +$k=2$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +\stepcounter{chapter} +{\newpage\clearpage +\lthtmlfigureA{figure14230}% +\begin{figure}\psfig{file=figs/fig10.01.ps} + +\end{figure}% +\lthtmlfigureZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline14745}% +$N/R$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +\stepcounter{section} +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline14757}% +$A[k]$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath14633}% +\begin{displaymath} + X[n] = A[0] + A[1]{U^n} + \cdots + A[N-1]{U^{(N-1)n}} +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath14634}% +\begin{displaymath} + X[n] = + A[0] + A[1](\cos(\omega n) + i \sin(\omega n)) + \cdots +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath14635}% +\begin{displaymath} + + A[N-1](\cos(\omega (N-1) n) + i \sin(\omega (N-1) n)) +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline14765}% +${U^{N/2}} = -1$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath14637}% +\begin{displaymath} + X[n+N/2] = A[0] - A[1]{U^n} + A[2]{U^{2n}} \pm \cdots +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath14638}% +\begin{displaymath} + + A[N-2]{U^{(N-2)n}} - A[N-1]{U^{(N-1)n}} +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline14767}% +$X'$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath14639}% +\begin{displaymath} + X'[n] = {{X[n] + X[n+N/2]}\over 2} = + A[0] + A[2]{U^{2n}} + \cdots + A[N-2]{U^{(N-2)n}} +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline14769}% +$X''$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath14640}% +\begin{displaymath} + X''[n] = {{X[n] - X[n+N/2]}\over 2} = + A[1]{U^n} + A[3]{U^{3n}} + \cdots + A[N-1]{U^{(N-1)n}} +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline14777}% +$X[n] = X[n+N/2]$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline14783}% +$X'[n] = X[n]$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline14785}% +$X''[n] = 0$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline14791}% +$N/2$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline14795}% +$X[n] = -X[n+N/2$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline14801}% +$X[-n]$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline14807}% +$X[N-n]$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath14641}% +\begin{displaymath} + X[-n] = + A[0] + A[1](\cos(\omega n) - i \sin(\omega n)) + \cdots +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath14642}% +\begin{displaymath} + + A[N-1](\cos(\omega (N-1) n) - i \sin(\omega (N-1) n)) +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline14809}% +$X'[n]$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath14643}% +\begin{displaymath} + X'[n] = {{X[n] + X[-n]}\over 2} = + A[0] + A[1]\cos(\omega n)+ \cdots + A[N-1]\cos(\omega (N-1) n) +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline14811}% +$X''[n]$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath14644}% +\begin{displaymath} + X''[n] = {{X[n] - X[-n]}\over {2i}} = + A[1]\sin(\omega n)+ \cdots + A[N-1]\sin(\omega (N-1) n) +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline14817}% +$X[-n] = X[n]$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline14819}% +$X[-n] = -X[n]$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +\stepcounter{subsection} +{\newpage\clearpage +\lthtmlfigureA{figure14263}% +\begin{figure}\psfig{file=figs/fig10.02.ps} + +\end{figure}% +\lthtmlfigureZ +\lthtmlcheckvsize\clearpage} + +\stepcounter{section} +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline14829}% +${L_1}, \ldots, {L_j}$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline14833}% +${d_1}, \ldots, {d_j}$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline14835}% +$d_1$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline14837}% +${L_1}$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlfigureA{figure14280}% +\begin{figure}\psfig{file=figs/fig10.03.ps} + +\end{figure}% +\lthtmlfigureZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline14841}% +$({L_1}, {d_1}) = (0.3N, -0.3)$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline14843}% +$({L_2}, {d_2}) = (0.6N, 1.3)$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath14645}% +\begin{displaymath} + s[n] = n/N - 1/2 +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline14845}% +$0 \le n \le N-1$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline14849}% +$(L, d)$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline14851}% +$s'[n] = d s[n-L]$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath14646}% +\begin{displaymath} + x[n] = {d_1} s[n - {L_1}] + \cdots + {d_j} s[n - {L_j}] +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath14647}% +\begin{displaymath} + -{{{d_1} + \cdots + {d_j}} \over {N}} +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline14853}% +${d_1} + \cdots + {d_j} = 0$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlfigureA{figure14299}% +\begin{figure}\psfig{file=figs/fig10.04.ps} + +\end{figure}% +\lthtmlfigureZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath14648}% +\begin{displaymath} + p[n] = {1 \over 2} {{({n\over N} - {1\over 2})}^2} - {1 \over {24}} +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline14861}% +$-1/N$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline14863}% +${M_i}, \ldots, {M_l}$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline14865}% +${c_1}, \ldots, {c_l}$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath14649}% +\begin{displaymath} + x[n] = {-N c_1} p[n - {M_1}] - \cdots - {N c_l} p[n - {M_l}] +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlfigureA{figure14318}% +\begin{figure}\psfig{file=figs/fig10.05.ps} + +\end{figure}% +\lthtmlfigureZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline14869}% +$n^2$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline14873}% +${c_1} + \cdots + {c_l} = 0$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +\stepcounter{section} +{\newpage\clearpage +\lthtmldisplayA{displaymath14650}% +\begin{displaymath} + A[k] = {1 \over N} {\cal FT}\{X[n]\}(k) +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath14651}% +\begin{displaymath} += {1 \over N} \left [ X[0] + + {U^{-k}} X[1] + \cdots + + {U^{-(N-1)k}} X[N-1] \right ] +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline14881}% +$x[n] - x[n-1]$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline14889}% +$k/N$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath14652}% +\begin{displaymath} + {\cal FT}\{ x[n-1] \} = + \left [ \cos(k \omega) - i \sin (k \omega) \right ] + {\cal FT}\{ x[n] \} +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath14653}% +\begin{displaymath} + \approx (1 - i \omega k) {\cal FT}\{ x[n] \} +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline14895}% +$k \omega = 2\pi k / N$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath14654}% +\begin{displaymath} + \cos(k \omega) \approx 1 \; , \; \sin(k \omega) \approx k \omega +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline14897}% +$(k/N)^2$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath14655}% +\begin{displaymath} + {\cal FT}\{ x[n] - x[n-1] \} \approx i \omega k {\cal FT}\{ x[n] \} +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +\stepcounter{subsection} +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline14899}% +$s[n]$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline14901}% +$0 \le n < N$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath14656}% +\begin{displaymath} + s[n] - s[n-1] = -{1 \over N} + + \left \{ + \begin{array}{ll} + {1} & {n = 0} \\ + 0 & \mbox{otherwise} + \end{array} + \right . +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline14903}% +$-{1 \over N}$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath14657}% +\begin{displaymath} + {\cal FT}\{ s[n] - s[n-1] \} (k) = 1 , \; k \neq 0, \; -N < k < N\ +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath14658}% +\begin{displaymath} + {\cal FT}\{ s[n] \} (k) \approx {1 \over {i \omega k}} + = {{-iN} \over {2 \pi k}} +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline14909}% +$k \neq 0$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline14913}% +$1/i = -i$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline14915}% +${\cal FT}\{ s[n] \}(0)$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline14921}% +$k = \pm 1$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath14659}% +\begin{displaymath} + {1 \over N}\left [ + {\cal FT}\{ s[n] \} (1) \cdot {U^n} + + {\cal FT}\{ s[n] \} (-1) \cdot {U^{-n}} + \right ] +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath14660}% +\begin{displaymath} + \approx {{-i} \over {2 \pi}} \left [ U^n - U^{-n} \right ] +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath14661}% +\begin{displaymath} + = {{\sin ( \omega n)} \over {\pi}} +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath14662}% +\begin{displaymath} + {{\sin ( k \omega n)} \over {k \pi}} +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath14663}% +\begin{displaymath} + s[n] \approx {1 \over \pi} \left [ + {\sin ( \omega n )} + + {{\sin ( 2 \omega n)} \over 2} + + {{\sin ( 3 \omega n)} \over 3} + + \cdots + \right ] +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +\stepcounter{subsection} +{\newpage\clearpage +\lthtmldisplayA{displaymath14664}% +\begin{displaymath} + p[n] - p[n-1] = { + { + {{({n\over N} - {1\over 2})}^2} - + {{({{n-1}\over N} - {1\over 2})}^2} + } \over { + 2 + }} +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath14665}% +\begin{displaymath} + = { + { + {{({n\over N} - {N\over {2N}})}^2} - + {{({{n}\over N} - {{N - 2}\over {2N}})}^2} + } \over { + 2 + }} +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath14666}% +\begin{displaymath} + = { + { + {{{2n}\over {N^2}} - {1\over {N}}} + {1\over {N^2}} + } \over { + 2 + }} +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath14667}% +\begin{displaymath} + \approx - s[n] / N . +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath14668}% +\begin{displaymath} + {\cal FT}\{ p[n] \} (k) \approx + {{-1} \over N} \cdot {{-iN} \over {2 \pi k}} \cdot {\cal FT}\{ s[n] \} (k) +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath14669}% +\begin{displaymath} + \approx {{-1} \over N} \cdot {{-iN} \over {2 \pi k}} + \cdot {{-iN} \over {2 \pi k}} +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath14670}% +\begin{displaymath} + = {N \over {4 {\pi ^2} {k^2}}} +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath14671}% +\begin{displaymath} + p[n] \approx {1 \over {2 {\pi^2}}} \left [ + {\cos ( \omega n )} + + {{\cos ( 2 \omega n)} \over 4} + + {{\cos ( 3 \omega n)} \over 9} + + \cdots + \right ] +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +\stepcounter{subsection} +{\newpage\clearpage +\lthtmlfigureA{figure14407}% +\begin{figure}\psfig{file=figs/fig10.06.ps} + +\end{figure}% +\lthtmlfigureZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath14672}% +\begin{displaymath} + x[n] = s[n] - s[n-{N \over 2}] +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline14937}% +$0 <= n < N/2$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath14673}% +\begin{displaymath} + x[n] \approx {1 \over \pi} \left [ + {\sin ( \omega n )} + + {{\sin ( 2 \omega n)} \over 2} + + {{\sin ( 3 \omega n)} \over 3} + + \cdots + \right . +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath14674}% +\begin{displaymath} + \left . + -{\sin ( \omega n )} + + {{\sin ( 2 \omega n)} \over 2} + - {{\sin ( 3 \omega n)} \over 3} + \pm \cdots + \right ] +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath14675}% +\begin{displaymath} + = {2 \over \pi} \left [ + {\sin ( \omega n )} + + {{\sin ( 3 \omega n)} \over 3} + + {{\sin ( 5 \omega n)} \over 5} + + \cdots + \right ] +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath14676}% +\begin{displaymath} + x[n] = 8 p[n] - 8 p[n-{N \over 2}] +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath14677}% +\begin{displaymath} + x[n] \approx {8 \over {{\pi^2}}} \left [ + {\cos ( \omega n )} + + {{\cos ( 3 \omega n)} \over 9} + + {{\cos ( 5 \omega n)} \over 25} + + \cdots + \right ] +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +\stepcounter{subsection} +{\newpage\clearpage +\lthtmlfigureA{figure14432}% +\begin{figure}\psfig{file=figs/fig10.07.ps} + +\end{figure}% +\lthtmlfigureZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline14947}% +$(0,0)$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline14949}% +$1/M$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline14951}% +$-2/(N-2M)$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath14678}% +\begin{displaymath} + x[n] = {{N^2} \over {MN - 2{M^2}}} (p[n-M] - p[n+M]) +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline14953}% +$p[n]$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline14955}% +$p[n-(N-M)]$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline14957}% +$p[n+M]$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath14679}% +\begin{displaymath} + x[n] = {{N^2} \over {2{\pi ^ 2} (MN - 2{M^2})}} \left [ + \parbox[t][0.12in]{0in}{\mbox{}} + {\cos ( \omega (n-M))} - {\cos ( \omega (n+M))} + \right . +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath14680}% +\begin{displaymath} + \left . + + {{\cos ( 2 \omega (n-M)) - \cos ( 2 \omega (n+M))} \over 4} + + \cdots + \right ] +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath14681}% +\begin{displaymath} + \cos(a) - \cos(b) = 2 \sin({{b-a}\over 2}) \sin({{a+b}\over 2}) +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath14682}% +\begin{displaymath} + {\cos ( \omega (n-M))} - {\cos ( \omega (n+M))} = + 2 \sin (2 \pi M / N) \sin ( \omega n) +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath14683}% +\begin{displaymath} + x[n] = a[1] \sin(\omega n) + a[2] \sin(2 \omega n) + \cdots +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath14684}% +\begin{displaymath} + a[k] = {1 \over {{\pi ^ 2} (M/N - 2{{(M/N)}^2})}} + \cdot {{\sin (2 \pi k M / N) } \over {k^2}} +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline14969}% +$M/N$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmldisplayA{displaymath14685}% +\begin{displaymath} + k < {{1} \over {4 M/N}} +\end{displaymath}% +\lthtmldisplayZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline14975}% +$\sin(\theta) \approx \theta$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline14977}% +$a[k]$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline14989}% +$k \approx 1/(4\cdot 0.03) \approx 8.5$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline14997}% +$2M$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline14999}% +$N/4M$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline15001}% +$N/2M$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline15005}% +$N/2M \approx 1/17$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +\stepcounter{section} +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline15007}% +$1/50$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +\stepcounter{subsection} +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline15009}% +$16\cdot 44100 = +705600$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline15011}% +$705600-20000=685600$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline15013}% +$685600/440=1558$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlfigureA{figure14466}% +\begin{figure}\psfig{file=figs/fig10.08.ps} + +\end{figure}% +\lthtmlfigureZ +\lthtmlcheckvsize\clearpage} + +\stepcounter{subsection} +\stepcounter{subsection} +{\newpage\clearpage +\lthtmlfigureA{figure14476}% +\begin{figure}\psfig{file=figs/fig10.09.ps} + +\end{figure}% +\lthtmlfigureZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline15031}% +$12\omega$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlfigureA{figure14483}% +\begin{figure}\psfig{file=figs/fig10.10.ps} + +\end{figure}% +\lthtmlfigureZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlfigureA{figure14488}% +\begin{figure}\psfig{file=figs/fig10.11.ps} + +\end{figure}% +\lthtmlfigureZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline15041}% +$1/b$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + +\stepcounter{section} +{\newpage\clearpage +\lthtmlfigureA{figure14496}% +\begin{figure}\psfig{file=figs/fig10.12.ps} + +\end{figure}% +\lthtmlfigureZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlfigureA{figure14503}% +\begin{figure}\psfig{file=figs/fig10.13.ps} + +\end{figure}% +\lthtmlfigureZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlfigureA{figure14510}% +\begin{figure}\psfig{file=figs/fig10.14.ps} + +\end{figure}% +\lthtmlfigureZ +\lthtmlcheckvsize\clearpage} + +{\newpage\clearpage +\lthtmlinlinemathA{tex2html_wrap_inline15045}% +$1 + 1/9 + 1/25 + 1/49 + 1/81 + \cdots$% +\lthtmlinlinemathZ +\lthtmlcheckvsize\clearpage} + + +\end{document} diff --git a/img1.png b/img1.png new file mode 100644 index 0000000000000000000000000000000000000000..b0e7794b96f9a3a661078d838a815d9017416b8c GIT binary patch literal 282 zcmeAS@N?(olHy`uVBq!ia0vp^5zGiSnt z2`w!x6%`dZIXMXl2_YdN9v&VxHZ}$Z1}Z8l5)u+TJUl>6uOd&+15%77L4Lsu4$p3+ z0XZ`~T^vIy<|HRDG_kR}X^&GBD6pSivp(;s1YzMGO39KbXXj$iT|Hqj5$fV}{L%jH#SFtilh@B`M#Oo8-VP zH2bjQr+CJm$xJ+M@fx#vpM*pUES}z|$m_AW`R=)mji!t$Cwan5PV;)~`Tt+~%)`6| dYd0G*Fv$Fo)L)jfCKBjI22WQ%mvv4FO#m;hU=08O literal 0 HcmV?d00001 diff --git a/img10.png b/img10.png new file mode 100644 index 0000000000000000000000000000000000000000..cb59e271ffda726094d2ce1594dba8726379d69e GIT binary patch literal 329 zcmeAS@N?(olHy`uVBq!ia0vp^IzTMP!py+HcuD>u6OdyN;1lAydGqEKD^|>zGiSnt z2`w!x6%`dZIXMXl2_YdN9v&VxHZ}$Z1}Z8l5)u+TJUl>6uOd&+15%77L4Lsu4$p3+ z0XfG#T^vIy<|HRDF!`~CJP0sgJXpz~7AYYiBw=Qdz|Na6DX^ip(Z8XQ(W91OR->~n zTf!4|Nj^qSg)l2-c4uW~=Nbm)Y6fQJ&)?mT%xaM>sBzf9EwUhwmFX)tPme>s(Z7bD z2~5n^?hF@n*(D@)G~9b2kdUzZ^Z^CVDGzh!9XQ}JQ+ow-l%#!vU}|~-bLEoLjG-2d zjfWY|obY3q7{s-UPr;3mSv_Q7IP-)ZhYnn1GfEarmY$Tfyn{3z>|%MUly=2 YOfHdo^xeVH6X+!dPgg&ebxsLQ0MoW=NdN!< literal 0 HcmV?d00001 diff --git a/img100.png b/img100.png new file mode 100644 index 0000000000000000000000000000000000000000..ce202c61b347ddaffab4098f60f6682829d9d9f0 GIT binary patch literal 328 zcmeAS@N?(olHy`uVBq!ia0vp^T0pG8!py+H_^|N!3?RoKz$e6Y^XAPfR;-vaXU>EP z6IxnYDk>^+a&i(95<)^kJUl#XY-|h+3{+H9BqStwczA%CUPYds2c#HFg8YIR9G=}s z19Faex;TbZ%t=mA;M<^5AP{uuYp1wWNVSlX~?c{CeL zeaW#xpP})+u0~J9igl)Wh_>tO5OVaji&fVNcndgkV(d1&P3zOz-!PhYl7Pto?GYv7 zIjnJ(kX?F0K$)wEnQx|VhTV1f^b^y(f!aBz2-{sq_Aj^{(JLQeWst_*1XWelM_6Xt zr5=>&uoE@h)**NBg7t-pA!{@f^lr$N*b{rN911z9HD!KPA$AbS1|RIvy<=Xn+1W9T zxF4|z;|m@Wa}(5}^il9kAZHGzUBSsu!&{3J*zufmvmmDZH}OyK4S?!2IaZz`l>h($ M07*qoM6N<$f_)dT8vpk}@P)RHR400001 zbW%=J06^y0W&i*Ix=BPqRCt{2RKH8ZKotJk#5QTuCZL1hlEFV9I0}`xiBsJK5#pqq zK|yel76fsryHgSDCiEZB7Mv~B&SDWkx1PB80~_xyS8PpxSe*pF;oW1GI^2b}`PAZ`{3VMSqd3nF6Gn5ZL4?Q1BbSO4f#v_??HPJ52Orp>H6;Aj%h9xgrFxC;jZTWNOHzaGlO1iN3j1g^ln3x z=}Yl@Do!7Sn7I*57)Y_)o<~rwvb2gE(&?Az;tGwTO1RZK+d-KX5_!^NYJ^^e4#j|L z3ilWj#WhJyXvv95Rd;*!e9&Fk-#FesehAXB^ubn}K0YK_$+TN}sBbfQ5bZAa+)0*7 z`z=P(!NCKjy&LEj7T9Z7nQPEA^Ds1MRIizw-0&#MEYYpyr@7+fdLBD8JPDPKX9|famics<)f;ngVRh`hUZ|u+*|fym z175vz#O+9P^*xOOv>LEET*Jb}Hbb`k)#I`>_^K51Q+EeO_r(WFFLM9Na-t*v0000< KMNUMnLSTaN9s#`o literal 0 HcmV?d00001 diff --git a/img1002.png b/img1002.png new file mode 100644 index 0000000000000000000000000000000000000000..fb4fff1c11d808ff15fd28fa10d3291bdbcc85a5 GIT binary patch literal 865 zcmV-n1D^beP)RHR400001 zbW%=J06^y0W&i*J-$_J4RCt{2RzYjjKotJENt0}LlNnDHJh-5@UVny5(UjbgiqNoAsJN$8J!E z*YRZ0?R1x{FLyUo-}K zb2!ssJ9+fR)Gsq9y;W4(F7PtUmXcO6L^r*)^bjaw5fwp9LGsaN2&x2uduo$n8upVU zM8nz!OQ+L_N~fElVM(qWD;FNyzZ?BUYkemzfYRO7Fkwj5prY1wZJ3_mmV$H4qUL;1 zRHbF(rOu>2(#Ki~{q>YHSvuf18_ps%*Z_%a4r`>`?daYyFcY z;ik)ZidyYX1{jm+neI4|?kyjr8RaSJ+fdOzT;7U`s*64Oa^D6PzQNg#jMY8C0$c~` zsDGL70avw5^BoXjC&8obO^TE8R8Yy2RO6P+&kQ#-x`j+m+m@LGJT70Ep8L5OFjy^v zz5;?3%;Y&#YtkxG0to~%UK%ueWgAiDx1!I$JEv6i988j33HfKzObwaIcVWkbp-N8~ z(r+|q&Vx1GG>{TV@Dn*t1(m!yu51O?$DX9GpuSO9llABBSGv8To$0~(930TC{2is$?OUX=4xP|2I^hdsC=rgf+CQgh6vy46NCBfN~NQmF6I rT2i8#(;cTV=(lmO4e`cNkJ|nMIHJG%#@Kr*00000NkvXXu0mjfFLs)4 literal 0 HcmV?d00001 diff --git a/img1003.png b/img1003.png new file mode 100644 index 0000000000000000000000000000000000000000..959882a10efe90ad6d48ebee34f557bf82fd7fd3 GIT binary patch literal 567 zcmV-70?7S|P)RHR400001 zbW%=J06^y0W&i*IwMj%lRCt{2R544#Kp1^VD!sO;mr-!Z9}t63a8Wuq2rdN|L4>$F zh=aJ9)xqK)P>X}B{sA$gi&79=9CUEdsV8DBh@9VDl4@c^MR4*Bckk}r_q{K79|1CO zuR0c372v>f_K?sLqJ;Z+A#w!KW+=FtuA}7)s(cqgp87K+sV$(3>H{D{;X(}f0((!c z7BHYFQbqKB;*bH=TX{=m#x)!#XYXtpsCjD1i5WDyfrwQy1lAmg>ws&0I?j)C@?TW> zr{Jkt12w4o{?HaCj9^Q%LiUIn=`msq!w%*aiAgCiv|&@~6?)&c(3glo*0+@$)*umA zSuzJDo>(%&hF79@H*>sL4ogr^i1Yd9{v!t>HKni$9K19}o*R9U5qufNlw=#T??q*x z^gP)jb~fD!Qc>&OOJn!W;U4kIg_hel&7O)XwBXovVpiF=+G($QRA5HGpxUjD^7b(i zwJ$KQT_;c-(@`Bs2=yMdt8V#mjQVPW@}9d&6yj(>yY9n2PkC+1I+`a=rC!*1z>=iT z6J;N#>JL%$zPb(buuuDrl;hw3{YOu_MMw%ZFuQ#C^Pm6mW}g@b(PB^L zHB3A_><{*Yuraf-TfApH%+khYq5nVfZ)nvH4u+Zgd41XMR%`~E%i!ti=d#Wzp$Pz` Cb3&&8 literal 0 HcmV?d00001 diff --git a/img1005.png b/img1005.png new file mode 100644 index 0000000000000000000000000000000000000000..a912bc22f878e75156cec2fdf4e9143518ed14dd GIT binary patch literal 896 zcmV-`1AqL9P)RHR400001 zbW%=J06^y0W&i*J{z*hZRCt{2R=;o4KotIBJF)Z2XAlwymJDnxw=ggu8N^biu&^K@ zFNm>0AOs6BU4Wr&HY64@bu9yo(EI~{B~*#65kg&%;7TRbp{aRy=OpJQEk7hWpuS$N z_uhT?zI*3)&j$7ts|e9{#I3}KSJ)pqDJ8anhlu4c4l-Lyb-!>`K%xf?pr%J%J#v7K za#Bxv-nrz0 z@g`jeP@CoGcA|a^QIn_FC~Y#PH$=9nl9{6^Q_-01P^L-zcgqrbR4XIRGJUo7@-J)z z!c4B7xj4J8P16?1`*oI=kz1xAb*&h;Wn?Q#h{TKYlsSHy_Ryn@jQha@m(h;wMCg)p z5&c$hJRqn`wz^E)dvxc76T*<%jaW3u_zz zNhMvi)?VT1Fc;Y*#Enett}!melW6P3B<_T2KshOL*zrDGk4?qPxvxy3r{cP*0k5Ns zr1p7XE6-)GJfVIQSX_s<6WhxJ!8nR^?|KRhr#l8ObRYq3(cWC6t#e$FUkn;|SvA<# z3DD{%WX-=}Y^Sb>KXTgf#W5}=sAlRF<}s!zGiSnt z2`w!xIXO8A2?-$~As!wcHa0c}1_mlBDiRVBJUl!=9UuE9SpzA?k|4ie28U-i(twf3hzv$L;FS3x}YtT?`V-PTHoT|u}BCLNSbNYQ&2hsV;=X{hL^q8CHGxZct zZA@hCIs5J1-QDgyJWL6E`Ap2|%x8`}=$3J1+;e{zAj`lIHB-tr?zmeD&`AuQu6{1- HoD!MzGiSnt z2`w!x6%`dZIXMXl2_YdN9v&VxHZ}$Z1}Z8l5)u+TJUl>6uOd&+15%77L4Lsu4$p3+ z0Xf~CE{-7;bCMGp8rTD7$#)1JSaY9;=SE0PmF zgf|qRHR400001 zbW%=J06^y0W&i*Nmq|oHRCt{2Sxtx>MHGJhGd(?j+pQ3ih{AXf6QVfLgMx;gLkK~U zY&`jgG?)kh4+924587FOP%$z|^pJ~=sGzr%1kuw@M7{2a#GAONC#2gmqn5vUd z3Kf2~!?BD3@S#*-P5@w_{yvqfT+?r*C0u|qKvPjY2-^U5N}>rH4KHeu6%nfTBebgt ztJ0DXA3Z5EaOD&toFZEUtPD_5hl`hM zfo%x_Pz$}xlnB=nj$l?7yRvP!5sem}smjT=@t;L6r;SwD!*%Jh|AbvF+|M*_%U35_ z@Sxt5gi}ZND~u5dasCg_ULptdqC>N^lGrI^7Qp0=4MmmXYHc&PvbPc%>3ZxrqX&rW zK&rDT==z~OQaBuK_x}y2H%qZz+it(DN&^Z*pQ1U`Q|M2v`C0OZK-J*lJxuQomi7`! zR4ZP;pdKxfd)y%o$32E+c<=L7Y9d6OPe`*}Mi02817Q}O+U$ZS(04^2T1?es0w(|U zsBeoRsI9tlk-U>EYf*OURiSdQL>?%6EgDbWDch*`E(pk+h1jckw9yRpX8BF%*P*<} z)tkX+WV__xSZvq0pLmLhGz7<&t>ZNjo!#Y>j$PEYL4B7LmFBMp(p(n;-oUZTtg<8` zw+AIMmZr5vGE8OnzA-dQWL=BL?WU;7@b=_Qu3F{U$z$ zDhJajcF3$CK5yX>&X=dO8czaK%goXV*hwZ}BA047&Vbg$NGQgf+XbQBV+r+CnwXZM zy(D-bNVU~8yEr=o7;ZAME`**-Z(fsL%ILYGk;qh-K%CekmDm|Rl99)Wr^2bTcdnj0 zr=&pBoN|aJ{`H)A^HM2{$c2V|*;8x6Xsn?(544pw41A~!1LT+@tK~q=Q)>bX@7w^% z8R_N}Nh62;A|l)SS)h8kDOy~Ki?ML%ryn4!0k4S~qczkqw?D|4SchjSYQu5JKn~O& zc~0VuNKVnr-zKDMHO$N|afaNe1akp9z!|kEH2Im?Y!yjzopPFW^ESE{Dc>-!!@|7m z3ml(zm-!KQytUzpD~63)p6pMh7}0Rh+>Ty8I?bx{ui1KtW(}!o zX(Elo#mhPcPaF>-grXzNI#_3bG!MqwA|qh*r)qW$*AT<*U2O{{L^U0q>s<+A%*$7K zZK=(`nKXG6Uber>~JxDAc{04iNLvZ>Y;A$qZBfgOUHIT!F@3=+Iu+paG>CT%G692?<> z%9y9}B4qI+Clu-WvYGWMdvTQH?WnfXZReAO+8XJYQgA%i+!RsHhl;ki;eU?{9RS=7 zJ2N65!(;qb6B*K@59W7J`Vv!3nB;xi2!`#XyTc0rhq!>5h zRE))QDv_Bfiwh5@g($b>+XzRBD0eRlAy)W{0Y}5rMZ_>p@JAK*uX22wD@DES zgq^GFU$$Mo-I_R2mov`s);J4#yhhVfcTMf?635kh2mi7-UPRzjWJ4uw@jfB&zFwxw{l1Js$wKTt9rp`= zQGudgou?$voAi_3L`bQ&phL;;9>{;qP%L;RHR400001 zbW%=J06^y0W&i*K6-h)vRCt{2RzGOeU=;u5&s~zc>m_cTG@FA%qaY|PG>C(^csMy` z5(R}o!POuLiYQk)i4Nx=T3jLsx`^lC+{3}O0YPxE1WU!DZG7+ha(B59YeDVQ*SmZF ze($~S&-=cwz>Z`){VAj^q!C~$fNqk}k9H2qDFu`nDIS2ktB@fXDqsa9v>}8m#Oerj z>Gjen`hBD$?XvI~gvN1Qu>VEA+F({gDg~zgNy+Wh1_nvuUw2s`i%Wkrd{^lpbX(|0 z{iK$FgnQ(S0F{OsO$DVIreq*$gtutpZq3cwQY zVGW%?#*IZy1U2F~I*DC$ zq(+0uzA~#je7wv}=!u=BV+;41&cKL-79V5QZo1%xMBaVPK2OX*caY>35qE)^Lqa^% z%pS#YcGWx2v(dj}$_q7DbEM@O)gka1u_$!K_Ic=}DFc~v)U-KyfwZ*8i(Bx!BODJ& znOJ3M@rousKKqAZpZ1unl^^DtZI+AxYL;aiN>s)?%;Gy)Qi(CYbV^|I&^ekRRA;)X z;4*Mm2)9JP-v%0GNTUmLP>p$y*<4aWIRN@ZT-BuatvBgo(&&EqCZu)#xlCW3Vaxg} zuhysF&%nG3JE*{bFAiI9^}Z`JQ!Sg%ZJnRfvjv~Fn(-PnV$=tClFH|G&QXy+v^n`S zrDwoZ=qv9kFtT3l>F}S8!;nv|_LlFHqR%txKCyWZ?LdUnXVwt`G%dVTA9SW^61CXV zXjY%dG+V}iFVsWK^gO8^$a>mys3Bkb1>eOs)jPNSac1>{Nb~|N+GNUO6z{R-rk<@G z+u90n0uvZ>joowEA_|K}&J;}_D_QoF)P;gikB#mq>+8(Nk)d)LRdg_;Z7yOiRl+!Z toC~`DJBXkgk{N%Cf$2&f?ugn8`UTxz)>7=n_bmVb002ovPDHLkV1f+Cstf=C literal 0 HcmV?d00001 diff --git a/img101.png b/img101.png new file mode 100644 index 0000000000000000000000000000000000000000..1854b5d09267a30ac481afa51be8f6efb3123be8 GIT binary patch literal 353 zcmV-n0iOPeP)RHR400001 zbW%=J06^y0W&i*H-$_J4RCt`dlDiGUFc60S05P@`k|q)*1vL|d5hzkpW&jE#1^^}? zY``Wk0?H1QAeRV=aCSmOC=l=O^vidCoX$Q2k4UOsBYwEMqz0t`J0I9{XRZua%w;Y) zn=K##pNt4d5lz_Ael6bzFi(j<1VtpE;E};rC!yK$y&JFzQukbrAvi2;QhqDqd00000NkvXXu0mjf6)A{f literal 0 HcmV?d00001 diff --git a/img1010.png b/img1010.png new file mode 100644 index 0000000000000000000000000000000000000000..d945916a24e397d34d60403c700d88fdd0dc4a8c GIT binary patch literal 942 zcmV;f15x~mP)RHR400001 zbW%=J06^y0W&i*KEJ;K`RCt{2R=;Z$K@|S>$L;R@+-<~ku2_gz9n?u%-`!yk6no z8$c7f4m<;fh5_HVIHC#E5C$fm?{&a?M+-K634IfO*GyO{pU8?!OW=7?1VjR{#uL9M z^)<+XC)I9+WIw5E;R&(yx`(9Bx~DA1q-3w>?H?#xkWps%=;5% z>Qo)1Dke*c%usIf{%R*%nOhNT@dX~m3fYJAgJq`ABtw#n!w1OdClk6#DNVIvG|)%v zqRRQX8q$!3K*S`S3P}R1BGzcQ%TOCzodj;l?lIyThBY>s-({?GOw!q7vLTr|Wl>5~ z5=TnDsak=WY&;?HlwcLOKrTx%i2T3RLh;YDrKaGSNA4BF?PDMRIm)X)os}(Fy#>q) zA=)$3ly+xlWd=uzb<%EV!8XGu$^&=-JW|bokD5b=yFb~{NO>Pql)yn%1X4^RcmP!L zws)ALY(t6co1|QRs#tudFK{69O|uk^d@c2I%5~(G8BPnKR`A$kMa-n)>-07IIa|z` zuQGr&MCFc3gT`AR literal 0 HcmV?d00001 diff --git a/img1011.png b/img1011.png new file mode 100644 index 0000000000000000000000000000000000000000..3f282ac2c9a52629d6aa5c5f9b3360c072bce5ca GIT binary patch literal 443 zcmV;s0Yv_ZP)RHR400001 zbW%=J06^y0W&i*IIY~r8RCt`_lD$sDFcgIkNt(anTm~e>fP}=tSh1o?6%!Nc$k^_c z$RlJzjClkm=DY#jkx-=a09_cEdMAD=P_W|?IZaqtkl+llbI#}MYbU^$2rZ&!M99>@ z1m{A&F@%-0Ep3R6X;tx%3!XRJABxLXLpd9!D{Go_pQ!Xta6Pqi)x|bA-q)rx+=XYE z%YRF3+>mUe%e6E_OsL(Vk_ByU?4WbGrMl4pF|e3)KxNhFKxTc2BNOaoJ%POu=|F+*a`Gs%8*I)@u=@u0L+x1x?T5*Xldqq; lD4(~@uTQ#s(Fp#BJ^`*mUJD+yA8!Bv002ovPDHLkV1iC`y_5g| literal 0 HcmV?d00001 diff --git a/img1012.png b/img1012.png new file mode 100644 index 0000000000000000000000000000000000000000..d57dc0caf1e6eeeba0e75a34db0b663bc401807d GIT binary patch literal 277 zcmeAS@N?(olHy`uVBq!ia0vp^GC-`r!py+H*fPiTIgn!z;1lAydGqEKD^|>zGiSnt z2`w!x6%`dZIXMXl2_YdN9v&VxHZ}$Z1}Z8l5)u+TJUl>6uOd&+15%77L4Lsu4$p3+ z0XdUBT^vIy<|HRLu*yHssT26!#Kx?ez%(VUpy4Oei4;$^GPO-SkJ1w!ut^0R;4f1W zW^Q?w^0427<1c`oZ<*cq`mAauP6meQ Xl?qLQHu1B7&SUU&^>bP0l+XkKS9)K? literal 0 HcmV?d00001 diff --git a/img1013.png b/img1013.png new file mode 100644 index 0000000000000000000000000000000000000000..6102289bbd5dc77f14e7ba3b4f5eb4d5b13a4367 GIT binary patch literal 1640 zcmV-u2ABDXP)RHR400001 zbW%=J06^y0W&i*M=1D|BRCt{2Sxtx>MHK$Jd$#ANXQl@cG#Ifj9t2}L@t_!C8}uMK zn29G3A_E3N2)KxN@R0457~^4++2|p;m;v?RK{BFzUfxP~8xdbVMZY1<+XrJ&L;pP@pa5NWh? zaH%K;+L@@suRYrKOu4L;rwp@2D=?t9BArAy6H^zeVOTvl}*0t2->-;%yDzYLQ%Yupy+2=S@SBzopUPPkWx26WqgsT^! zNS}uIv)1MhVnWOUBH1Y;-x?S*z^Yql35A-c4w<8e`$sAltj{&w#P*m3#_y7R4re9_MMzJ=MCKti zO_fLHu2D!gNJ-rDgy$7@*rw4Dt?M*6Rpgy%Tm0|gwrLyW{Qd@t-ZJmVonpUiEJypN zf0ted+66wi+%U7C%?DFO=9=J0!|)R=)u73I^mrpWEHgRpl2(Fk&r(TrCbgHPZP`9U zgNwl#K?Wb^a*k@dSY*l0j4%;L&Ayj%9F1!RiKSgZ#+Ca$$RjN2B<8Ok@6h~VtPv#0 zIaOTlkBRu8yMtEU409i5DF>-_P#$fXw2^Ho8F}jQGkX|oLW4gUo$U1j5?FRDE}VEP zxAiSmvnZrm6l=UHGcL`TC#`~Ex5Atz!E+^#js#_bqautobvH|y%T#GuK}$R7=xCUH zbwLzsR5^tkoNFmmMt*+-11ld5|LlokjgR+T_@0RBoD)EiP> zm)k8ys?NZ$lqq_!lCkEH#;#(?wC$3;1?*lr>bmtx)V~!&`eG0y=dbU^my0w5N3^ze2>&% z$at3M8Z|>6QGlWgl^Ldd^`xJ>4)}UiJVV0Ei1kg~Kj3X(UI=0Fu_fPa`dRv;MCY&R zD`$>czRaIi>K)|E$?fR%sSEp)|E#rn|DLAbMc^GdDbK6DC)pP%`2NkD46jNHejD~w zn0;J}`V{xA_$)8^#V9rpQ3SX;m9M!t1niUY-3c}~e1lb<(I@1xoKdE`y^39(qnU(d=hl$#D#$HB|Mo>(Uw1xPC_}gh5ix!W-U2i zE5T+NztTh1tWS7tDWO8N-rME<2X!qlmiw)WiEuo5&r-+yBP{733G2D2sSjFJA5`fZ zE%7DxOyZrpp?hG~@yiix9;V_&r8#bv?Y(%?} zueelc;81Bxoa^)NL9sMW_1Go)#^)Ei<-gqAuM3O9LEb4^SQLMXPjT#vt@*ycY>CzB mVf)z|?ZFsm8~Pu*@%S65&Za6Bi8(v~00003jy0^}G3_=LD_-n@CmiWPI_%$YD@ zLQ6|aMMXtUPEJBXLP$u6hlhuajg5hUfr^TXgoFeS4-Zh&tH{&yfD~g%kY6x^!?PP{ zK+XnF7srr_ImrnMLLdIKGbXVdOp=$dYY=htF>_Thjf56>qa51Eq9Cs+mk3zeB2wl_E_-jHc%?|hNPFWllev(v2k3o{va zYcum5@G#wekt<>QSLU5U9t)3^zKLa8<#M0D?W_JjwS*TBLKAi!_%QLHc<`Zymy8p7 zwHSF;v9#@*&&0F;KTAUSRrVCINk@L!PpK?mU}T7LPOH~95Ay@Mox#)9&t;ucLK6V0 C8f)?Z literal 0 HcmV?d00001 diff --git a/img1015.png b/img1015.png new file mode 100644 index 0000000000000000000000000000000000000000..2c5f1f6fd17fc58c5af02b9bf7ec8c91e6b40660 GIT binary patch literal 326 zcmV-M0lEH(P)0000mP)t-sv$M0P zsHmKroRE-^goK26czA4VY+ztuR8&+*NJu<9JTNdYBqSsl7#Iu;3;+NC>RHR400001 zbW%=J06^y0W&i*H#7RU!RCt_YU_b)w47dR+9ytWy{|^EmFvLGVNlf}b!$SoS&5t7f zABQCmgczAehY;0g)U{q98NJvOLJUlQkFeD@-7#J7~3=9AO0BONaEdT%j0d!JM zQvg8b*k%9#0J%v-K~#90V_+Z#JV55~y#s*<7>aO-zk`ayWC+pkaF~N`9R?SOHUL>A z2cWVoK-}zrqBt3qD}dD~ssTudKmodI(Rp(i7(uST0^#wY$no(oJmBMn^Z0-~1{5AQ zrWP1a4u^e6JlyUa0Pp~ZI3LAwAQt0kh$!dQy8$S2bw?TM-ZF5$1=1M$1R#lvPk{LV zrkPMV1`Ii_cgNp7>U;N2fp6UwobKd9VWG%zzS}^W|FFvq9smG#oLpRve4OF{0000< KMNUMnLSTXlp>;?A literal 0 HcmV?d00001 diff --git a/img1017.png b/img1017.png new file mode 100644 index 0000000000000000000000000000000000000000..fbe299e5985f0618b05bcfd97294de44e33577cc GIT binary patch literal 281 zcmeAS@N?(olHy`uVBq!ia0vp^IzX(>!py+H_%W+J9mvrN@Ck9+q1?HA2 zMxMP>7&gco#+>Rt_l_;eESqDtxaXYd?bF%MxlMZZ^wCqNaIVDDNv87Wj=htc#hf$k z<0N&S&;HZT3#KH_+Zk=~?n&Ok0Nn#y7+VZ^7`coSI8L95J#&EjNJPw`?lVo?#dl&I dww1r&W6%$D4M~yRRRVM$r{DK)Ap4~_T za`t+fT7(&!l23X-+zS$wXclYNB=kaa~%2Ipz=e0c3Dn?{8Z(J zGl?nBpC=~#IkJIqO;7WDZcl&vFykh>J(b!Jk9EXeObekbddx7;Z4llyA`cA98q#RHR400001 zbW%=J06^y0W&i*H`bk7VRCt_YU_b%v9~c<;|NsC0fdL(WM3_H(VEB(D3sMONa8>+R zSl9tf>jwseUC1n;{tF*a#1J}21{jX{02ev{CR;B+g{HD=0?B|62PPm?acF_mJveXx zMI#nh(+j}E9V7gS0E`E~)Ki>>^YTbAeBk3?Q-_Q213mqLaWDUWga}9tzY41pecU{l z0m111Kr1zjcMxo@WA74>)NuV?e~p3TeFH=PKVY_9|K|Zi?Qa2ebNB`L87?vCg0lxt zi(mq;0>cIjH9&ZoK@Y5kOM&G9uK|Msni}r^H~xR(ct4S0{{R09eCz)vFvR{1puXQn aE&u?Mj*^JBBKiLS00002bRb77z$e6Y^XAPfR;-vaXU>EP z6IxnYa&mG)LP9(|JZx-i3=9lZR8%A+BzSmufXbInWG)6$j3q&S!3+-1ZlnP@sh%#5 zAr*6y6BwF8*jOx%H85>DB(Z^6O+c~BSxETK-rbFkO%ItazUpMid2{Uz4^K?_`%gwW z4P6^fZ3?{1w#o5Y8SAmAB@>>6CA^q-;=m3@MTG+jl|7A|iU%fC$22T8?(NHSVP#+x W7TE05we>5|LIzJ)KbLh*2~7ZE2u<<; literal 0 HcmV?d00001 diff --git a/img1020.png b/img1020.png new file mode 100644 index 0000000000000000000000000000000000000000..37beaaaaa86c8d1333d4a99507c1e48b113e583b GIT binary patch literal 369 zcmV-%0gnEOP)RHR400001 zbW%=J06^y0W&i*H?@2^KRCt_YU_b%?Wf&Ov|NsBbfCYTm!0;c36iMI%J_i3cdlZrX zP(Yd${5V8-P(;K97}@z5`6nD;*bP&|!pyHVc00W!*!T$q%j70%Z6$T6+1spaIYbgJJR6w+!=nwwm2MkCl4=dm&RRz-qvdv)s zZ~KFRq5lO#{Rigte?Lh6n}}fsFzgw485k}weBip_V6cHfpMimMg0}&KEV2p(po#}T z6%6bTE`aoMGca(xO@OK3xc}h&4TioK488yP*Z(o#c+*IMZ*iy?1;_vZ{)mHASPw{U P00000NkvXXu0mjf@QIFJ literal 0 HcmV?d00001 diff --git a/img1021.png b/img1021.png new file mode 100644 index 0000000000000000000000000000000000000000..edc13cc883225ef5aba7907d49713e0425052a43 GIT binary patch literal 7582 zcmV;P9bw{$P) zQLP|~id3zk9z1yP!6)jPD-x0b2@U`0Q@*FC1hUEQ?9Bd~nVtQkSPNpOA6?oP|E>8n zjeh(g`5J$wP*7)<=^@wS&l5DTjFCDk4A@gzC7o|4G**%l(QJ z!Vmy_UX^XI^L-2sSmxSm2`u<3OaYOSJp@WgBGA18+i`4LSrcah6b5Na=*a$U-c}46kDETd z5<8Leh*%VM|I^=3d(>q9`<6qYjiC0YKv1G2JtRGRziX9MW&D1(G>4F-$JT^(*A-PU zy7srxbFvj%{Q%(9S}U${*>@BwsgzPPT4b&sR|#aSi=ydd&82#a0Z0X*q)7!3gsCIrAv*&lz+0hE{C%TV+#;Dx@9~LCGUF@`Yq}ok!{yS0vo5g9(vyDU>P* zQh-7U5D~3V8c+#NuI!bO_#|g`Etb{@;nz;&9JHdHpDm{ivnHg6_9&vX{^Htdmw9{B zg|#YwH+1im-&+(z``j>ZzpVJX981LhWyK`MLGdPP-hUi{Sjd@8dN&)<>wng#Iy0Ni zGTg9F{?AEVGLptiD$UArhuuA-KUN(!YEOqFu>sXigi+$~6 zEg%Eustwc9m*CWp08_-_cl5IE5;ooDF|u~@R@ln21Lxg9Dw-hFH+{uuDodgs2|F4~ zHp0&P)SsO9Ck4LOVSEdjt`^`>es8hPii*R@TD68Kth|@uno9X#gslx!p)2IF2}uum z86pdV)lTvbs5`qjrjRR&Vhla|_l7UcAGL#J38fd^sM&+U=vjevXGVC-ZumXDdw6xq zT<9`QXyajo_x=SC4MAvEt+>bMo*|~XDLM&5)^BICTN;f(gbK%r-F!RgOXRx zcKg;#s-#E_^Uh3K+KdEZ448n3OsOGSfN^96iVCyX$rcrm8YbWa^m@xn5K`w_v0#D{ zC9MmD)^k_lq#yFiUIZ*4pf3pO9wa-jQQghjV6&Il{EnE|+GL~*M{xTVlw^C@Jw$rk zEtpEu!_d~ZVci9fV=4uP{Q+ZBOvnu9JBHvQyRfwe6_FA$3aPG0>+f$TlLD!x?>(CS zuHOTed8b4%4OAFJ?Nh&*$1a%`Td%i*A{L{h05_lAOga`Uw# zA|OFp<)t#I_KHR9QiY{`gRUG8OJ)CJ$5Q%=*D>2?6Lpz|I+q_^*@{Eo!soPzePvA8^wqi zgaTq!M1;}$d0Qz#vZd1ZNrRCpsd5vgcwYO_Kdp;RbG1>L8NWgnAFJ{{>r>Bp|M)AzN)wAZ<}`xLhRl%1h(%3&6SVYx9k_Q3Jk2sV>Yol zh=fdm=TkUIN>XBGqPN@Am&inH?c>Z^R|$XN>2q5^A)u^0?};5X0(U|5ZDsErGMx%C z(x_MnA{ARzuQECNUtX!ZUF9`fd;2S~%ChJ00njS*PW(B;OP;h_pwTlFN6%1H1ws~Y z^WT<>zr5!9>$@jZ+cc`wh9Dyiv8KLSpS7beu_%bM8r2*Z%83*-tWsghR0P^m#aegj zdC~1A=&DCzN_hppR7%E8qltp60a46 z0`X^qkGs1xN;PLw&zwjau2r5cw%+N>RJPUTg04>frF&=Vp;9kH@-N>EVDnh7l|4w6 zD`ZSc&!>2p`M1WO4GKbmr@UcP)R3NzuxQ)bbC=d$wTWULTdw}s!>nx!Y@uKZMRckU z3zyqbDtlE&@@?|(5(oXbH~z0}?H53m4Bu|HuUA?Z&Nd}cq7YRXuU+E6nd-WQi;T6n z{Vn{i8yjF*C+K}0yvEOIHYab)|1y7<}6kq(OBDi+HKkf?l%Ki^GL{ad)`)Gu5GD zQij_OGXWGeh(FJskazABD2U>s_#K{vr|sV|k8rYAg|)<6Ms}P%_{p zc?YUGBwcgetOOFHArMo7rju$`hh*<1Zf3%^n9pGr_y|#>4raP%e|t#km%ie;|7rBU zRqv2_L==PiVgMjNx7F+q)Enx0_N-t4O|oVeY>S>*Cdpt-ay*|=4=OZ-N-<6xgOmYg zJQCH^8#p@7La*6;ySIz^`C9jlqa$xOuRJ=wRf0@xS11aa^<`^~9g6In-67CcftRp0 zXxqZ=W^O_&UmDHdF`n)#f%kDe)6eNjY&nvL*Oz!1vc{0sMPVjgGc(eA*(BcmdQI1? zJ2U-o2Wm$4VKsQm*pucq3_fljS-o=5?0@OF?ISyNyiyz-r!rkRF#faZwML&*Q&K70 z8~)I))=U=MB`0kaT1+VxD^7Ub)3ANcLhQmW9P^WZjz@$b=3aCCaF3kT^l{4 z26a%PszW89N(S+6!Bkjzpb$4+Lgss?LbZ*R&CORanIX4aD&flBT3Qp5MiN6IbOrJX z;i1m()T#cyfAOX0kbLeo`c!TKEhTXDw$ zrZSH2D$<<8>u;LXL8?a6v-eh+OmR@p=DZz*%F5rMto+Sb?QF8JB2RW@6Rf~l~|WQv;Z zxSRO88r!&7rMBaMzw13Eps>ok(eC*ytyY;#v0y4_49%38>%7O>z1y4Rx4XPHlJ9x) zFReSez+I-59GJ?OR7&kxMQH^Jl}8Ez0XThUCfn0Zc)V!7WoPx2%gVzobo(R} z6j4n(W3cP2YAUljUuXNE*n^o+JfM3&WU@W`n-O;?Y6nOB_4@Ea*4cd}$h&bz>tZa) zrwiN#T})5c7v<2L#h|%#x}#a{y&OcdWII^T%9)g0@#D@+*E(j#{sv&&(L#{-x2o6_ zWy>AfeRDA+hTE=JmS~npl%^}m4E+}38i2&Jx@z>Z_Xxbd4ryJqd&#GZHJa;A74n+C zvIf_odXwCvuf`8)hS;<2>_k-%d*1eSqHw6*>fjCt(rW~3F-`;C?x)|m)$Q9tYDlVy zIKF2oB-OMZ1T}g_P0EnT)IqJ#Vua$Lg0V(#Rzx+?fX@uv7Ew0QBuR3qpsW;+S15Qe z81ALCyTUqscwDOFAeZitd?r5ICv0HQ5GoHMFaor?qs3UWEdCj+7UHTYfactiDs2%B zt0V;~>twgvU5%S}iFWj|74K^IZf|J!P}W`6371$+6%kcU_TCesv|=@SFo9i;*Hu{^ z%w;tuf_(ZGI}5m19ok8iB;U?E*JkC{f(ZlnIMyCvRZ* zfPuS0az3@3KDiiN#aJV3)hXFE6X+-B&>dzvoBUf><9!Wh;XV`Rq=G` zsGv%rpot~qbpcJ6%4iwzaWpDzkcnDtgw& zt+4xMwMicyQ*Hgt-q$+&X*|CCaPNC&zBLd|+5saEtSkrji#t<3o~2G&n35Fj%@pIU zF+0@j6mcqAh0y#%t8JU&{?J*eTwT7)SD(0!aQ|hCP zQji|!y`92#WlSeds2UNWP?8ZMLRB2=y+*#{u~~3JuxpW-<+y4>N zeEZs}h@Dzw!LitD*Nr}vCxKR3fa`0YMfFZ$|12MuTxgaRbx1=plok*qJ3BM;ShmnKP-pNPn3lWw+h)xFi|y`*f% zVSpP{(K~BVp%|FTm=sAr1aW3I3QB+fYvFK(n=lI_Y zN^GP6F5$vSIyB`YJ>~(u=xiqlf@zD+RnUx7eJ7H89>-PaP99et-o^qHT%BCOc+2GL zI-TbX#$Csbo7F%x`#1qXrX)qXMoNKOzX$&a2f$9D&{8#8A z@X_fhNsR#&KSZE09~QTKS?1bj)~=2Jpwzk;mEU^M6eV$rhn=KZV;X%@DYw>RyWLBA`^@i|!cH6a{+J6)K zFKNYGEkHs6jSUX~-w+uqmJ(9FS|9Fzo8upKjHroz93xuh@nwDxrVJJ^bHjifz*;CrIH~Bj| z;*W`IxlsV+%@@g$c|Eo_`J?Y&gZUlQ+{Y$}tW_8oHvs2I+GlKz>M$KW62}r!vgF;t>_Wk>7o*YaQvqWzb zy==xa?+G_?;%(A-CJpj`%}$3jx_R&3i&D_@+-x4}n-;4^EB5u8eDhstdiMUalf6G7 z2V_`m*Iv=qFXTy)wH2n%20;AfqB;af*X;Q&yj)tZM)um$bDsIT2K34JuXOIY>GTe8 zTIN~^>%;#U#%+K*6kz4cDq|RsyoEXn7+q4%UAJF(@OwH~&&F+S;p!wY--m~`%?QiE zf1_QCV%CV`FBb(9l198sy9dckFT1Q#nLL{S>6-7#e!fLkU&K2C+FFRZCojs&7B=Mk+A@s<(1uXU9qh~UYnoh3h4O@*qK&r`X{Ibdh zq|#&m8gj0?s+g&MJkwK7BX$Ux|Ii$*!tIUs4kxiVV&+f(r5liZx(Ik|huCW$UNA|; z$6dVYb0-AuJ%3{RmRtK@&Q5gY@~CG*5+j|xaucnqz7K zVD%|uyJ_l==JnOF3-GhB!0XctDS5_DFwbkXtI^8J=R&=9R^5xDI9baV;|vc=cCMZ9 z+Flo>nt-MEjbx_id1d(S&EWcCOv}z$&0iVzAGUvA&KiD2s1ypEiPc zy_1u=oRi>QFrI=uncvKg`UKuu)ZW+WO<$SR{H#YRe*gYnnYs6p}%>wz2_7Q$@P3&tP{-6u# zRFUgUr)-i;-d=cK8MAvX+*>m@i?=~9PX<7nd2VDk^TpT{VLiu}k?Ig#J$t!yVWVm` z8^i8Qb(nhLc?@yPTyb`557<{9zAZGJqv*V6U9+R54YKUmw?g`G&l+Jp+uJmhd*Ms= zX%@f6_s+YfcX7;*7+}S`Tf4`puCI$nbiTLB1|YO9f-O6%;8`Q`vtYsQg%3Ay?S_<$ zgKfYfws>o&SoSwNVHM#4FyF41@!0{$6~o$f!L>#V>Ogu(?tfd(#jkb-xBMM??)XR&b;0hYq9UB8kjYC{ez_VByrTkWHxTsQHuNn^@tn6dLBbWBkK{l zy)LiUD(9Z)vR?biOg7=WI5Nt{N6gBX4<2WKO>EGvw~*p#Z*9&57@YEa#3ph7#gSnU zBQ~>3o-Q`v^@dVB>i3f0ne1la3x+ys`Z`3p8~wc9e3}k<(ly+Rqa!`kieD$;Ahi-3 z@Om>Tp7wjm-1W>609wh}g>V1gEPTPG4vCuh_BMK(M%|wR_BI{~wXcpI->d0)C)j}3 zn@Mrv{+?;O_j2hTbg_8i1(5BD9ljtn7AFK~+>}&&+Wqo)BAMgUF;T{D8%>V zNU~!D`YMDs7g4}h$BYL=lUVV@Pr{lGcb;gRyqCi!Yp$Om#RtL)Kf@JI90lw0+7;uU z)?C-YKT6x0yk1|5&o~+E-OhCujFZ7Kug}c+SFzZKi|>CJ?7L@~_-R;Nb44AD|ItC) zC2M^@@zbx7vtLRuA~WvfIqV^59{#%n7pxmqQ}`)CdV+ZE9wIS2a-uTkp<`yUf#LD? zAsN*nka_ef+s$NU0FIp?D5~aa{FG*~YJFWDW?vH1&Rx1Gq`HirQ_adaX=KOacb{c) zNisCuj>G4L$?(aF8wtZZ!^A!DWCnMCoOi0pEE7#f*GV;fu{kuIcfFT-*x@O|3sE&G zIR`NWg%7ur2Sfy2(LeZaZ3xeF@4P!gpy5@#c8;9r8$kbpAtp^=5`1{GD;ZCE_UkqK zP`{m&?K`)gtZ;R8&!BD=xwGSD;9a=5xp53wiSFWxz_o1+>e*Io+L6{pQRn&ge!5FD zwjJ!#3k3S+Y`K0`0h@H4J4-KF(LeZaZ3xeF@4P$a)>WwWFNoJ}bOZOu2}l;qj3c}u z4ak*@SWYM1>!mOKc{;Mv?%if%X@E>BZS?fywRf==OfX}K$43C(V0X?bBWOHopxIG1 z#qOR2;E6Z5pWg>xzyv!6#1a z(p=GdweRXnH%O<7Se?E}GI<*>o4~G2n;{FQD2DQ-N0*}RI=utR{c3qOeD~%+9|O6f z8*JCR2riL(85-JG_=s_!^>u)(oG60H5+Z~(UVL;p>h5x!VBaLg>42YJ-Oc)LpkXf< z@eDQ}pRVvi^R5W(TO9)N_t;sNGKVe5iuh<)oZtia*o4l_{!wNg7u6y0T;TD(0>)(Sj zuYV7M)?5*f_WEa$`aa2z#Q99*--B}>{(JBrn*MYJTHlCgb1@oy;_uI6QsY?)H7%!3 zU@znuTjS4d=jjSfPd!{r>*HK;?wCX8!^&qKk6q3^VoultWSxIS*#GM3E6{0PkZ9sN zhCwO!BbMt=j#Rt@;8TCPLX+W>Y7O(+BXna;XxgOPE)(y=#<5Ge3;d0nK#t0YX@wlb z8L`aS69`_gFN6rYPuBkxVgH*Oe?svi{VLDtk0Nw)b$QNyfL0I?4VdV;1uxlk(|@4A=r+ueUcdSH)Zmw4NEy+{Vy)CfM!-|40p-*Vp_SVL$Ww z_u#Bc`8_!E`uE_>>)(SjuYV8Dy#75n^ZNJT%@d}xH^&upBmogU0t$A@zvbD z{klZUzkR#WfB%Oan0^%Y;Hxl6`gwisz)uGMANCeS`BpgZUH||907*qoM6N<$f@bjt A#{d8T literal 0 HcmV?d00001 diff --git a/img1022.png b/img1022.png new file mode 100644 index 0000000000000000000000000000000000000000..1206c8c8df6f9e0121277c48bfab2f46688a04c7 GIT binary patch literal 308 zcmV-40n7f0P)~?v;vTjf&x?-9J~_@SFy=)a`AE_ zcwCIga*PvrdGMME;o)}6AOjC@i1SfT?l>0%*S5O}NOC;y%HLgJ-S?9D-MbeU`eYfV zF>FC`8bXe3>H>x%3`_#p0000mP)t-sv$M0P zsHmKroRE-^goK26czA4VY+ztuR8&+*NJu<9JTNdYBqSsl7#Iu;3;+NC>RHR400001 zbW%=J06^y0W&i*HuSrBfRCt_YU_gNX>de!}KhJX>M?CSxH@^6b8Fdk$r~uW9qHaY|tthI9i)uxq zs7Tcs>fxMMf(IX7o%o-~KmLS}00r)CzxSNmkZd-S$?Wdz?9A*x3IRZognvP4N+~5w zfw9CF`zNSH607?s`C)Sp1z7W}thN2;*W{J{_+9Fk`f8QX473T%x_hDR-&Cc%Vjeq^ zm@-$JVkQD6W3&6Qbkjd7swaWW|27p^dZ@HovnD_lq(K`oMZzb04_#MVcp)p_W-!N- zG4LK&EDxX%5qBzBA{5N1SeA!w63T4fbTb0lHZ<1%{J;9MS6X3Glk%WgLzM8At2*Vr zKH2!Djb}i@hb9-FuT4NPb?#82KO>!+h}h(ZE`EAplgKU9CVpYFwp`3(NXxdv3ai(8 z0mhGxF#-jm5cLV|G<~s__eT&B%=aJ+XjKjxhe@TP0u)o<%QZEGKwn|lSX&< zn$7UuH0iN(4^_r|DR)h6RmT__*1#^;7~dHqygu(OCn!Nd_v)BK+njPW_4}vUe6hXL z7TZ%TA^k&BRF=NBrpRiS99!Egzx6}i9BJD55@`Ttq;m-HF&4=QGEK#V1j;fJlU&&@ zh-Q5k+M}ybUnguVG#|qRe2h&Kp_(K1(cSFOr5G5zpoc+7kbTM`dg0PZ05}wnw2|`I@^_ z1}uuh?xNB92oDtqU6?g|^I#WW_Yv<|g3th0x&ULhYc7k%PK=8vQ{jJp}wrB!XXGKFeO1P~cFT$xHMp`q^sq0nyrc$*&^$r%L=MF&7bL6JA5R0k-$ z(7{OY3fW#$%9iG!h_K#ZZFm@vJzoi;{Nf%|-p#3XbW&Z*+qOTdsu!RgW*5y^E4;D`f%yhH(Xl~H| zmhn%5VKg)TWj}*?SlQn2FMEDX@W0@$P1G|Qj=idKJ60A5tzze@Hh%#B&C@mArI~Q_ zDXK3y`1q}8-M6mm=_vbe@n^KsS*UbwN_GcPqN*>WR+@&o_ZEN%A8z;EZ6GWfYqzKj z#gB^q`dVtJ22X3&6;gbGkY|dY@RMi4)d$hBgZ1*^qaqyL*WwHH8lPI()^8nE)(!m> zlz`hXX*O^h%_`7si6EG!YsOU)AZkumGH+3OE&Xgg&8R47JX7eSJ`~PX3J;LwBJ;mn zmuJhTHdD5aQTN`TRH8W70(QrziAJJGv}Z|Imn)kJ!jLiDHbW%5cRZYqfk9rX-mI=A z)mC8YSXbHP0or};aJ1?p$}?n(aCdQY7nIQeCOCG%jq9jVE>*>0^{yR0z$yiQOt0Z4 ziia%yUB=S5Sy^O+K4NrRjN5M)B-wQSI7FhMV7kdIVFMOKW5>EqxNR;rryWf$k({Y5Yna1wuMxF7 z0dwZ-rZDUxe7Mqd8_cHgF3hG4x*}BsF{!$kOTC6wnE$2KFJJA_hXNkehvJ9uB#L|< ze*Pq%e?W(q4+WN`nAXC!xzawNAF&llrHaVXZJci%BokFh1~9%qbIaIkJ%@sIsO4Y zE`N7r{}|e!bk&?t&ftKxwzBnZq}lOr!>?=iY1mvi$c7p4!4Z8-S7g-=6-1jMA2O!u zuj?_C?hL8!gEN~6t0G%j*1SOX*jY$J_kEcW&5dJpna*^w&jlN}wlD)$E7! z`Mz-bv1H!B@&gq7iYoi{ix`a~bfz1jJ2;4H4`@CKq8vxJ&Xp9Z*8mfE+m^0H;XkDo zaI)IPUgt^sL~6t5q4~LLD^|1uZ-9Ahh+J6*b6a2em`^G9_c3hq>#v&bhil4kEbdJ3 z{$uPp4awLh_S8hXQfqc&LMFatb9tfPW%rn{c){w)1Y?{660FsNg%FOe#jW9wi#9% z(3O^_qMFiO@z|@1=`U-DNa*#r7vJo-p5In?&>Qgh(lIGKjA%GYZ`8PYVkxgck6IHR zG}U-eFE_#2oTqdL^nHj-X-F3l5mQ9oQ;17ktNeU3MVba4(~o_=kfnJ-`tIVuNLp7t zYKN9Y*ipxTWPPmRx-ouC>F8PxOv@-C$xGzAr5Dy;ZP@yAQy)2H3oacCE?}ibRu^e0LQFuVawMwsX7j8EueE3Yn z5w-{KvfXjA!oSL~%}HGjf)&Ej+dMxPtDjO<4%S@%TqMd^(h_DW`eF*j1Vv{jEO7~Q z-Y7ck(w_RH49A{zVC=hxduD`2Fhv^ z43s>_Xcys_w01%6Agv=oA6wf#k1`YY;V-TDN4dprocCPUcMFdt{QOMHN^8pRg<7I#x#&a_xFRt|k% zYeB#ik@um98R-=bz>vK<6c1Jl&@S4AAOfEs(=)<(OVtAKM*D5+J+!< z64SFK%tVagI52@~E)(>L3*~8BXu43Ij?gs}g(?n$vPUZCAl{j`>RZjrN0f-wm618k zHC6MH zIr4O~Msg7R+p77#$=<&zSEr!y!+)BaD+mP;co8}&G?IhhAGNHuY}QB)f<^6O1xITd z8#cu`8ez%3*wW0S)!MwCvnND!H6_8nqAArjv(X3>X+pDFh5bYmY@}YB6~97Ese^)15&4Ps2a~zhidOyjQh6=#ywTz6X}ZD zL4ReqhSc6h3ECCS$@CnQl&*=b?zcWgIOWCi>@ ztPLp}JZl^g3lnd>h!mduz^vm=cjr_1E4zkz!dA+O(&QWobNUy6CM^)r*h^~e9gx)D zAM;C|YQMTGT?=2^HG>2{J0nbqmNtl(uCy3d8< zim?8}h>MG%Sw?QPb4x+xg}R}ucFRjE(vz$?-4p0aFXGo&HF+~8Im>tq?#g596#Bc9 zvqD!2R{2D{Iz@^VV^rf_;989P&J8d5wv?XHr3~2<>c=3xUU=AE&`g_o7=ncUNJX|2%T-+O*rxoBZ?A9T(2t5xIK1lq-lF{-^fMLIXU%sd;|++=%J zht8|NnEb%qT-P_NgEAu>PIHRe_81{uEgsIO)x5}gj|FF5dY~oL6>jBv#HH^&KgXVY zVFEQvfvpgD*?!xF?ETm95juB{?(~E*_JG2ZfNBpY*p6=BUQ`|9UO?*!+sE#G_p8}3 zw|m=3O(9Q}U*B|P!>Q7hHdn-<8%3PQc^nQsmyG$2Zk%GX?bayU4&pI%Rn*Pu$$*bt zX?aVjrkG%g>4nyVmj@G)WNsP@!$RC`Ln&-z#|l?PAK z8#gC!j;P9;BPCs>*cmkzS=-|^7Ukc4!+~FC4*WVJNJ3aF^(|oJ;N%rJc{M7m?tqsP z>!K3Z;ngWpn-q#?6VY#fOhms$mj?jsIvuDQ&u-l@?%(Q;@!Y!Gw!!Q^J}x98*xP!| z_UXq1EWA!kE}HES7s`|3`Jax}V20DcpFTd$<0vs~n;&`*TfwP*$2D|q&l5Lgdj1Vq zrK>5`w&xttm3J>E<2nP%R0Q5dMA{N;Syy>0?t`w?e)UOu<0iTib#)~_>!tF5$_sVH zopPIt@pfk@`1z{!+)Ch?Vp1`#7qjOHD0y*ilz?iDD2;4b+4*84UBJlU9J=~XD3<#D zACUot>D5x%_AlnQS*%$>=u4P8Ot*CkuOm$0eFXh90e^9HRgGt<8kBBc>DqNVYYZqb zMW6uSIgtS-a(gS#X(4YOxi&VJcY3*GQ8skDpg~e9Fb}Ka_Qs)ica=It4Xgax+t9lf z!u!unWp>vmvLg+@Pc_^rCXv7<4e=l<$El7(3G#K+ERET-I>`wnb&A7b5_l!kmFNqZ zjP+r#sgO)pyf0*CY{B3i`qkD5!o2~d-}UU5`ju`MG!_(vTLCjVqls}( zJCmpSsy-1NtP}9{9mW1qhHXrjm!;lSMInvq5Q}YcjU?Q$`AkY|BloA--ya6a*;|hn zOt;Ana4Z$^RKMe1_w(K(VpC?E0AVrxR~egTT!NiLB8ILS5HsOFEY`~XVZ#$v@F%s$ zQ^2Xxb*fpCV)7_2WFtDwxVhsYyB**#98A<#<8T-=K=$u=pgi6&bVd9~FaxC8@5YT; zVvuy(#wYSCAtbVgbmu)cgZ1@hwTjzlFqNuF#S+hFAj-Qh@XM5L6H`oP)ps$)74QDW zN7ZF0-C5Nf%l7S28Lh~3v-9Bbuldk(sB|9WjGl!;F?5tYtzp~-FQuqq+zuUOPwPF6 z8acfCZT+RfqcZGb>Abi@KT)tF&rQeQQ^JDySGt%BzYPyo7Dx|C}Z(QogN+Y0~$QB}lqC3uiB z7{biEzgmK#&^asXadv=1cJU26=4nFbY*WAb$wbEPG_2U7Up){`b$nc(Nb0zV@#_d$ zz)>}^1iy|1&$;oP3JyOBaq_h}@NvT;@E&9#u07V{*-+K&he8EthFf3?TBjbQ_G^tO zU3q84+ac}@md)1Uy993HbnJSX#BQN?Z8NGU1(Q(GR?5j20CaRl;6)HA6m_NEJa@na zv$YAlr%4+cw@HvF6w{Sl`H$$6TLBX>aB~2nQFU~CcwuAv7HI&Q_N_n%STb9eEy_lk z?;PisW`6P(s@ta7{q&t(Q}FALTHiha#QO0af4Uw29p}FP>5N0Ck)|wm+};uUc(Fgw zA9Gy>=Ol*iE!#m-YUwptokV{^wu87WNIY#oA%5(eGonemSR`2zm3b=$_om{f8>Xw2Odw45g8oC8Pe)#77rhi8dL1T_z!$)|jL+1tzXQD*&^e@dR>PX=UAPPwY zpvG&sg7;~0V4@h`DK9OosA^9IkL&45@_CGQ2Btc9PjT2pT}1_`i|vc5x`p>k6rLMBqF+MqP*pJ z3n|x*?O=GS?eSFm`%|TBO@7~_8v`QwS`EZF4f%RqxpvG>|5WAco33m)eYzfwNX055 zx=v%ClK`jt9hZ_yY&NwV1pjC~1l}qIKMk%rnRVnw=WKk#6aCVasP1M{%R%sO0UX~t za|K*&HnkiC|BdKW;LQ?BG-y0C`gAv#H26nfw#S@?eEp-`?URvyB9`>~Ow2m5rNM(> zm;PQQF21#-6@TIVM3(HfLY#cLk0awU-Ly7E0Pd<3{>gF~V`nn0l6t=>rHX%CS}b~pYOi=DTt9Tui^M{H5(BpUw<)TMTKzNxPY(P&waPYY)I56 z+{)@!yR8wh_4Yk~JXZKMdz=&pWi0*n%(Sp93Qyo#16wPW^Sr+TBy3pxw_|laB)sM1 z_F{fg+!~e2`Pu8hxQ}MhU$noE>%Vfa7@cGTBpaR{}HqOQ&TXTC0EUuferO0LK07#?ftfIB!mP z=@;)DtruGNXLmM$_Mim^gV6AQQs({x*e5VhSmfq*JwJ0fmZCV82Q}_1P5x- z@P8_X+XLizcy&Ox?|M}SbnMCS;_}XZx$9p-Xx+bk6aekP4i3Ugr)BP6Z=cBgJ)?V1 zLliy*d(2x9-g-*o*}jo9KAzS{ei}&P*J+L9r-9Y}K3dZ!7|BCTAkqzjVgJmu&>SfK za(~;UAFfqCNjIduVU=Ic{%Zc60u;!I{IxX!M&}f58}v)+{;+?eYL>rk^iBCk_czy> z+0_~u_xP*CYW^TXoE`2+i1nWU;PzsCNAZ_wQSN)1fKj@rI-uKH&vzct9?n`LKwH>p zdqsf@&1dfG$kz2j4Tjc4D-JsO*^Lu&XKCw+;b`FKrJtV93X66))8fVI7p@N;9J9{f zWEU*+D>9!|ow8A|^dB@QZ#jmKew&Zy7r^kbT#HW3+2I8J@?xePyz$56y#smQ>oX$r zS@F6=-?CuB1TNl^e8s!+?k+j`F4*CoFUTLhuiV8Sa~)PHnOY-9E0*)LCJq$KXSlxy zfN^K~SkQK*F#&2Ah>?-R2}>`}juD)~bCeS~jaH4dxxiR0}F z^C#fg_QF36-~7skZ+>ONH@~uBBfl~Ylk(SFfc7h2Dmg@E{}>c8a{B-RB0()7sgyx+oT?N-lR|^KW#oMAwtGBs#VOseE zA{D=Ea^%=%%hWY#{m z3J4C?(g>E&$^#n;#>ALA3WI1?ZwoFNtGC@g3K(D>)S|m_J|qhGcy+W=S`%mH{wu-Y zb}GxXA=0ha{`m2UBqRjUoL+p*W`2b|#Aki!gnCa*xJbb-#oukv%7{;x5B=55{hmK& z!^ZX~;eR_gp!_{Dx4FOH{#8#X&Dq|NsXcx>pk(ux`}w-ZCl4R-BSpG>|CGWU*ji~( zVLz<^oHYEJpAfHeKq0dS%7qG)_p3f?MqYH&D%_sU9<4cVi7)^s$rT`QGcYZ!2UVx= zkoArjS zr2WtpHJllT9;mdSg7%W*8Ll>FN%7dBrT}HDd3ip2j7yj6y8;Y6SAfL~))Whd-M91~ zxw3`P?;GbI;Nvm-=DpjVyZoY&6t^z{w{r1KV2#?LKcLbcb1_UBk+)A*CeoXNgcl=+S{ z7KMFT9nxb<`8t3;mBylQ_#6w{@$2h434G5Vv*DXx*^tg3z~2*o@uYX*4%`>IzXy7;lqOU^71GI9%qwQ{28iz8;|fJOv8@c= zo{QS%aw)O3d~NRyAb|Fut%f{AIRFAgdu#^R{4>UVv=L``TNo%2RbX0B!MKmE1*NBV z-XgD2uu!w#BUDsT_>hPIq44znO8Ef!qnDuoxlt=QH>1=6VbRB6kIngOUe3;1&2Qw< zr7%@zgs@a_Z6&?HJr?BeWxk?|;2{wKFZBWrFZr$cwWT*e3j|H$wz?AXFrP5MN4Upk zcx^8Gwx5qXx-ATph~P=#?L~NPF}(l)g^8fST*89rAt3?zxB7s$T$=Um<1B9<1{vJa zTFw(+Twk3^T3yl=8BI*K?eG5*h3YJ|aOHxMTk-4bx&x$WkAI0Q?Fk#?OBVjbT>5HK zmd2iwfG;O}2N)kikLCr}=4!TCc;NngY^08_&D8M1RP2#Qb8rx#Czuwcay}{?rF)OO zrG3O~tr+2e;oI59$JEQ)7Z+CyADvpaf7xR;un7<5VbmDbjr*W5)V(-thL5FAZuTmj z(EJh3Yg(hyLw@#JpWnVIxUFoJK7N<3A1}lE?cm@^DD?IazMT+?MQH#41r-m95`K|Is)P@1L(| zz#hW4H_e9vEo)tSjMu`ZVJi0N>j+~69fE^^2UQ1SM4@~U6`o7?9zP*O$}e!@C)O+J!V6C`@~UY z>}2$o9qkie4r%nSmF?cDPFg;imX{W+zUhwGE#*!twH%O&Uy*Gfup~sbg)rG$Xc3sV zHUuV#S-ot<)jWHg6bEH2{dN#OBQijQspU=yspdoTv&Z3MxrXp?&hRlx_BIOhxP@i9 z{mY-s?rg>Q?)E}Z(46RYX)<}qN6&i8iFYx0##|z~x##ZQf2|7e`dt#IH)x&53D>J> zv$M>Hy8X*i&R(QoNEs-?z?>o4+PR4%74^I0wkE!&Y;JW@WUVP=8Q+F&2^KB<)eM z!&MW@>Mn_MJOEI%N4??i;+#jvj`oQ|VU7;r;T+st!!DKcyubSUGYASy>-Kl?ijUu= zKw9RS^g4b;6)j#76nwm1E;PzNk6+nQrRcI*%jj3o|6sV z{K|%G{QA0i9s_)$eEnsS9Uit>fBcGh9s_J4Ut8ySG#k<|SMq+CGK{-(DC^tvoO4r4 zT1yxGGcgWOv+8o$?AW|MH2+&XAO8#~@uP{1X%()|W{;C4qtpBA?Zp~TCV$I@@JwLH zF)e_?6U=TLP!L&i9REyM#;rT$+W65a*TAjpY^*)p_-OHTM*fK@F0}jZqkKX_*`)&>& zKXr%4=?#I`*&f)HieEcr`}(`oiH!Q!7Y^+3@jZXchNbo>ORCmV&$ayf>tU^Ysqnw( z=ik;DZGp7?*Pg@d|5&8uSB1CSbbn#?e=Jt{)tpdxYK_oda$$6Q7-s+F6Bw@Y>&dNa z6h<%kx#;*X9Ob6`qx+lB+PvToK-~D~)*W8*cpHD}#eS*g&GzT_#QUn_<63=U1HLN1 zzV+2?_~utOeDf}yG%eaX1o$*uhDzz7{mcIx8Y7S7QIcCdF@W_xZLXp7_QWUwko36+sjgpr`=VilT}rsue}Gf+#9d zHHLaHSAho~eB!T|JjpvGkaqK*@9YAZ%uH6+yw>v%Lk!6MC8+e@xEdhn4_DZA7|?wW zEbxZ`05M_|(#ZBArj0+b4-$+2VoMOZH0}Zbb+Oz604eEvp|m}fdhhweU=ls^6D8;c z#T4PRpr|5N4Pk};bK3a^(FB09gc4GkSJgFZBm&k-B67w&$$v3VkpTbkXH7&5d;x@Q zKo#+@8n^)%eEe=cNHV4f?rZ!=bv3|TwK$Fb1)5kt0+3#yw3RmG*?1A&D}G^p>G~<; zrS84Q$k!V3Qd!v7fWm*R-`V;S1h%UVS720o3Tcv8Mxw6Qo``?@!$1redT#Oen;3xI z>KZWSxba>yt2hLSSc`YW^)DcUtdEKK0)YA4c8_NciQT=R$piqf`=W1WFqn-o*S}u4 zdtqI#-uMPX6utgSG(L!d5H?1VjZ_xZ6;Bmg02uF;X!3rtudwcV#z;Je5Cf>$e0-TK zbl|gMs0+~f-s4w!k&Ah)>MXGY+vj;2>kUp6wpx~dPJdLv*>IT6LIhxBaOTowO~t$|R#$F?sByb4)=o$CuG-`NH7=T0Sr z>QP&mzjhH}w%bfa(A};&T-6uC%w5d2sQS7c{~)o8d=9jTUCrd#wh#9GW<3}I5E}X% zch^+Ett#!~%oj(kf}&o%jUm>)-)wRwqlpI5_ggGEy`2jv9s5qDm+?juH3q<_1U>6t zz^HspKee!fq=0+tV{| zwWsLbdamtJ>~K1mhsy)bW&Z(67r+t|+J0e-H3)-mPcQa+)dh%@FCqeVmdN3NW$^Gx z;y*x%TR+Xm=n}1WeuDi4=56SaHJIIecYXHuK}Vt;1s!s#BzxZ_20fd50LN(&!ydVe3m3l3CXA37Bk0GZeISMqY9y*5PDpWB1)drV zUVg8{H|M2gSPlL|phpxF)SE$Vp*I%q0EtblSxLR81K?eB{sY#8T|nYS|q1?Ub z*nNmwSwgSdlnkwa$P$k%0bmH4pzE6Q^5*KSH5?|)Y7P)W&=<9p|G5-ELcqvQ3$ToA^h zikhU|zF88M)I90yZC+eW*wUD2vfW}kB$<}sjOzP6?S9hFe6b^od7EVnz|j7xB-q37 z+t-gKTM%C7bF(XBeI@2`WXxxN$ft(T1;vYicYHVzM;RixfxQQqkj;;oL zR@Rrh4w$(h4(r#+?=J%#{;-G@Cs7@ToUl0lCT%Jb6Y++aqJmBAE%UC!K%W)BP}{)v zLY_^+&Ozq87~DQG5=5whk@@Otlb*_D}NbW z>~C$9;}9xg-v{}0xpp7ygD7MI(734x02a!4QXvqCh#-el!1X@~`@k-&hTJd(`FuTM znI-xjj_^?>rcTd_L-wvNEj({S64>2mdR3j!HLkRzK6dunS)hu&Sp+MSlQUHo9v-QQs&(VGn@|8?eEs^?Kp$ zLmtRjPf`nuMBqCK_aJpXGbkz}VFqIRvO|jwQ3}%(*xO7bBaF3PFb4oYP!yx95P&bj zZrjC#NCtrv$c9%!K;ADb@N*QB^Mg}p+h@TSy!*Pu+>!jG=G1r*QaQN|EK+Q@ow@oz z5P7EjG()7wGfq;3y$jcx7dJ;Lldijnf^YMy5xn{HAO8 zOPJaTYV;=J%{sUbsV2OD!USu=N&?=8VdJ@O3(8W@xTim70qAO?Hk#HfO%B2SYIGXy z!3(HK!@RcNK8yOA0HxVSA>U&!3(#dn z?XexBaO5**TW!WjxqW@eZ6oFF#@>d;1#fd6eo)lg8~Rk+lb$(K(q}7{IDu1CGFiUW z2UB00U7};@B?4b%qDsrRZe|)CYY<@x43uvo+JQg=SCtAG0B9{60Cq$e>>E$!G*2Fc zvb_shF0q9|3IN(o#0z}i3kL^d#pJSYRmg$~g#@LOv~UCyZw2jg%p z41a+DfGt@XX%}b-z%XT>ifK|zYb?<qrU+33swc}7iX`fgg5hQ8WBIc+*dAcoQ74BZ((w^Q@L z-C_Vf6sY(F&=A`A4y`oMvM8Mx#*z3$bu$87cfgk^<$E$l*XX9?54QI=qDVv^FvoaH z6IIfMomP2IEelFnejkDBMM{xaJ`SFz9i1*;ZU-r!D_rHC?AdaYSG(ZIXOkHOxYkXp zyg{IyX?76j3Kxi0-~PxPAvzFd%J3fmDC5C|cbaxU1z;Vb3WgY}AO%Z+%yV-vVjh=l z%hw7FOZ`hkM8ITc&XaAcDuzuJ1|aiglUP>~w6QK;0CTC8^p&x_Z_MR6TCqNuf3#{& z_Am#o^5(i}O}81@(=$c*UrbD;e?2wiGC+Kl#0?H^nQYqR$mA|eE>m{dIu|49kko%0oO@Q2mb;tADL*CdQzl)mVCzM-Y+S;;T@Yf zb%mv?(mOVD155K{oDPXQk)pT3Qv0C$?Xl^KFW}l44a1^t_$v?UUb5+m?_mZqJ<*nk zXh$H7`65f8Cji|wkwQDlG>3U+Kl%c zex~n(3p=p4zzb={X0XMm{geMgU=@C(k;@fz3{Pn^Qa_BI}2KV)q z&c&00pqaln`{I%YpPzT&;>&m}Cx&d1P6naNcjpq*u!2Guqc1KYqiL4+*ac-eIS0l5 zA%^uOwih7QeeaGQ-}g+3yg1xeEtxe^R1;;8ndfUS2f#guyd%YAbN}W&*FNyGM&P&r zAP5@(pvFS>1lw>03$9iln z*PhSTnq)2I%7oASV-UWL$#6$w47%v@ecogk(g)8vdLLXS7FH$g-Z#T&0kO-v*DYyP z#r^VS1a0=sFj`2fKL<+}tpLY`kjoB6Z9>xe8J(YWU;A*~Dq05I6t(x^k+wD_NN z6_|dk%(cDB)`ie_5f3Zwf!&4l8zKJe)?LY5cl>>DSD1weB$I6=P{EG2=2t>@C(FP< z#^lTBa(^J&5daz(T}z0&Clkxg3YL|?7#r8uQ3n8C&}~e$21an`^+L7~H|bd~273c= zuc8qG8vb;1B}Yj-4&LhiT+8OKH7ZJB(d(k-{~t)=Kh z%HWU5;qzhiTnz5RK8Q^)7vGaB5BxPCIySKlub(>+Fx;7=v^O7#c*xQ?5dfBWw)#^O z7LDFugJvodH+PF384kj~h4ePExj85-vKGZb3O#yzm33P3yO@)~Ob0R!b5L^}XJJ2cPObQ#kmhoC8#kczp~ zQZVj+fWTbJ{zp860Qp6gfY&|u|n3h87)VNp$U>;p~4Sem|0OCCEy zHh9xJgdO8z9BvYH+SP|GfX#T0N7NucU-4&_S|ETvI|?Q(+zowM3b08OST+iW^JI+E zPlCz%U_A~Y(x^NM|NN%0Nr4|-UxK2%7&-NUc9XH`55*;_J6{P9DR|u_V|HY@X>-H8<)+OD0I}}-_+FkZSG{pFU0B)#`R%N(rm8m; z_=8HS`U(PlJPirJa|7ExFj?p@Z8Ah^wqN`B004{^wG{wN^hIseCeTNf5ra-3wxYD5 zE9|*pun}tabocgInapo*j6UjZMQ!vz9~~Ynw6L{-kT_{ZVX)_h7tF*iu32j$vMHvc z#-gh;u?tk$1^mg2^F;>je7>-`VYqsY9!^Da!^u|*n;V{3x=AHpoSGeyXGkpeb)9%_ za4nb~I*!62b$_fhYeR~)Smh25sakzl))33hcUQTMgq`Ak6W|WHtRQt>Vn5UVqoa% zOzbi+KpL&^{PC((!D`wIW@2|bYAn(`zq`rsLZPpoL6V_C(wuK58h|d`8$ffb18AcI zXpl4k49W_k0H&!72oFxYzlMF?BzmOSWjCZT{x|GV!|9V^atN%QOoN+nG8}I$k0nF# zh*&VQrvJ!{LpBcwE^8qN?bE!Lm{tqiVL6EvPcQpG#FG-%1FT^he1?c^vm+obP)vu4 zM8vR==P!63V@reyghvgp{r<-e8dYB2dk4S5eN&6=DNhy=n+L}KzvlyI2H;|b{06U! z8yMiqWqPVH5<-WAtp=k}2IXCZ$*b#EuU}2hum{DdPyDg4Hy5rixglS7`Wz5*#PU!h zKVlSSQ4b*7NjTXNi^1ISg|?82P_7eZq(W-%kTH~M>XV|2TB_WO36Yd|4BYn1!eHZ4 zKLTkEt=?ValE-G}R$>YfePLil;v)cEE3A;z7B^6PH*t^*PP*1~&nOBOqS2lP_P$;CTpa^6kHMuQ>zTcW{eCchTD|oPJ^wLFl zC=6N2;Ctwd>sVqk1Oz=fJ>pgi6FIIHcHEWH?;HGxS9T?Sq@)^c+WQ+>=wR&6k`$;w z2>La^17Yt&U?=y<(4{WSdEWfTT0OkY^H1h7LVR_Ab?5gNc$(VG*n5q3M!y8Vnw=n< zNZ#%O)*9%B%PBH`zD|Nc`T&_h4efV_*iv}>K!?$2)doR&r~(*_DpV7DV|~+TF0KjE zLnqtNjv&L)5WHXW_Gi4nD<1J$m31eh8;llePvb?SH(cQ$y?bfNa9DJSv?$%t%7Ht= z6c8}&hcB3WM|VgsgN>j^P^i3QaBUuf9bXajtBZ8D)gl976U`;%C4-GHB18;hQ)FjR zA>MI25gATn3(DCc0}(P{f8P*jm~A#_ge2M>79=NR0EH!u&v{1QCqtBBc0~o26O6aA zVz|Tjt{4M#VUV$-!I!!1T23(DfkS4`nB*ahMY6-cZ#e!$5Ta{l zA)N_bHx7V*iY&!JGvcKbvd=5yg6X!q@kt(v+3h-#>9R;(B6+^3Eq@u@Al=wsA-%I? zVF#ZQ42peQ#K?;UP2dNRA+H`WuVoeat`=^Ln0ipS)ep{W68Sz8z?g1f48r_pt6vBLfGf5X>AZ_tpHCefFOg69f8&cxk|5yn`axdN#&iZ3;^wRWGJ*;6A^Jk zT7Y1!g4W&a9#1Ra$`-8{rhTo`KuEUbkY9>MbRYJ$4B#Qncy^7$?^f6b4z|qPgFX!Jkd!+z8qL*W` zLJZ>-A$#11OZvo0B8S`uJHl$^8WhB{pN%fZwK|GF;=2&{jI8jf%Drz8^mhO{?yoCH zr9u+0_<;8Wz#z9%y%nw~evjdB0|P*~y$LUST7=|9^#mwF%UnGb71GOk1%QANBdSM- z0`u-787nOn05BHxUUk8I!c`yk!qOHXU=9obG*<+~IEMZSTAGeLQ>NJ)6trx(_YLk1 zTS-@qqGrnwS!6^*ipns=6O7jF4WOu>$DU5PDQmtC6)rOPv}9le)SgHZR-bRyB09cP zxjjvb$jbl>5eD;)Cq!ZvT_M=ozxQm1VG`FaWDwwP@M>H(9fCs_@nj~GKwwfR8 zQ4zD6xxI?)N6&jp^{4j4U#|I|FgyCeGU$1dcvR)d5q|}vA`v8hawWV1X=5hk2G?*; z@_c#DmVem3+;M%GPt8e@MlTRx>~O%%E|kF!vjixEVt+zIY)MwIl)D&^JciNjD&QaF zU9?B;gofyT%LXR&6>zgcap@%iM3JGGR0u(kMk`!krsDbIRdIzynJv&7%{rEfDmW6E zG+IHsp7G#i{+ruiFQNB32p<%Iv2}_^rm!dn-+Z1M0E8>{LkGm~B-`n^A%x(``gPFF zE(DWd*FkgfuBgrS@=bWhWL|qx)Xx@E)W+sTQJZa})8GM#U9Ek5>iKXoWT^JRa7!&e~|r%#+A;)L59a zag|-PM(=#i?|e$&KVP#}Tpxnhq=Zz+XF)4!P!Jl4&s+zsN%<^jr=J^2fimnOOMo*O z0F;0X3QY!3h#x4N6_CDZjR}20p~)cpU?3BAL`oME`ofMB!j8x}pn!I?m6bKGbwKji z`Pp+)IsM!~4Bwj`K%Y?CPMExAn;PPc={^@e3lamd^%BLLQ&00TT=Jkcy}G(^;t75%U5XCqWpZ*L!=QP z*U;!sG0{4By%T8RSxNF!v3vEXPWF*Pjt1*44Ou5hDhp z1uo&sUEj~m&Q1-R8-^gRY}^o<00Hj+FkWErK)`FCAOM61g}-iMW08nURmHu+fLa!JASy>Z^2u3#|8euS; z;OlY2qHu1Rk5;HM0y>{6E-<6^)z#8*b7-p!7>aB>d;)-8k8U*aqs4kX;>%aPQLRI` zTcP!-r{(SBnUjly8TjoEs`bof+#vd_ZM;P_5z-t0CgKhFK}59H@E!>>-0D3*ucm#R z5)F#!V;wR<#zSktBTd#@&ngI}fZ>jYc-KjL2Y|+uFoCS_4>Capnzz8)8{xBWg|bWx z&n|MjI0aLXFQk4N`!V-j+0Bfd)PLW!zK3NFGNB>2UiS(=3c^0|8O!3i#12S$>A8s;_W+p;|+l5#!fZzBTY+z$m7*j#C$DK?Ww7vS$l-|I1|X!w-bmBL7x>- zlY|BVkVrsNMYD#n2!NVsf6AW#{8}sPD9MOnXP1aA0+7^{E)py_^4nx?5!?>YOrm2!Z*_=*wmfw zT;tYZ?mu|YZzn*rFelWsW5q-PacXZrB2llCrymdHbyiWnZHn;R0?{}eDh+^XD?y#6G^lO+;K zB_~uFjD@p-MMox2=d|M=6oD_p7mAA*V6+a1ejAG9R&kLJneM$h+oxDBY4;am1jlDJ zXQbFCxjSWhZ!d|y0HSsBdTeeW5ZiV5K1G<3px5;k8a-LiMp6slCw?c#(eTx&W7h$g zq5_Nry}lB((IrXs=`qHcTT9sgM2DY4nbEodgcK1jY;Is+s7e69m=1if`xP+9orYD5 zF<`7gL2c9GRJeUI8KFx=RS7^Fi~%3){!YURACmrY;1edmmOx*F?u4_C?Y(_vv>0&r zkV3ESni~chbWvM^1OP2zCTfy^XNa2z0+gDl0@v53P4{#P*gmVWE^5m;=(B>BFnfl$ zL3I(92RR<5dqo0VFk-mDmUpVAh}?U7J7oZ_jTCzIa2;ke;%?@cvvdFeAOJ~3K~xwf zx6$#f)B#I(P;}@ z+l;Lo*SSD4_;}3;bQ4iqjtZ6ijRg6%iNt@6BfYhuwmTPm!`^~9T%q

kP6EJUj#D zIm6XB+jU@iJj#ML(w_k)3)<)s07$A&836~UWAhIC;F`kf-}V7~bb!~l4WOtW9bQrv zw9yJAy$o0Tj-GqmPzP=?1E4d8D=?Vn45wv=4r68nsyhv#ajmHP_15t~gFP|Z9 z)&P`eh#L?H)y2FD0-*^s4~Wm?d(i_~hC&l=+F)Zzlbz9(cV7GCHSh-BOB%uefy*zS zA#Nbh5F(_#zJlMSLZI}|^CPjrs6sWdH`X_e=Hhyw*XH2SmzKig2Re*K ztM)*z&9jcf&;^q^pBbv7RnCFZOl&sz)Bs7VH|8o{-W%5QUR?rJ?mp}KH8n!d6xnJl zY7h3=LhXG_jrU;(udp@Fb;9dwA0MWDa(0nmDT0~=N&mNa_7kO-)$pD~) zS}O~l<5jS-F8qY)9xsXte4+)R5g`aFEg5_>LZ|_V2aNyb+UvGew(B4!$5@HU;6~6p z_r*eSU18`jXXhgzF5qZ+$>5BNkjITux(>7l0$u@N0s`B%P!}TxMQInzSg)I0RnH!7 z$Sa>gHrDsBCIZQ=8-)zgv9hF*S}Ut=L|(OMnO0d752#x z71P`DMdrb=TB@Cw4Y;>cw(aCEQphmF^mV^w1529h?1XD+aKy+rdt``;>D>lC?1G{!Zy~| z;xtt~hr-X5w4<#pHK%V{!|2MpEy)Tuo|6I4a6*Pc3ap>41QcB*-M%3tY-6+flJR-+ z!y_|VpSl^dQ)0wgALua5sNHEa7nl*ytVvkuY`nd|jM{eTPNTUz&<;A?P;pl zdGOBHK0XwHXV?URKB`R}*BcTa762x8X|03Ty*%31Mlskmw~z;q-IZY{ZW1MgH47RQKLtoQLszzDZ?5R`TQnaD+OB) z0Y+?~*L+*WlTg88|07$wNE!g(1>4@<06g-5aKHZJ$Rh12Qr0285MX-AxSzXNRtWPu z4*ZsErAQBFZs328xk4lb3;dWXyl0BQ-9q63G^73cj^fZ4ceF|zMBo4fB(QfOcqg<> z92;#&<_?+2W3lCdn+yRJA8kPFh-gbh6exe`63Osfy<*_0Qf-+nebd^Vx6t&-`dXpM z!{al6TWl$$>_?$>G9XgG7%YB3Sm5q_j0MYIG{$uJt`2pk5Ai+0mWaL}u}3FwVW39 zRIOv9M^fWJ=ZDNI_is_5_>VOp?(Y#{&%o^8-B)ED@@!0vcWfln#!jRW?7W2<_sIgr zpk|vuA5{WC=fEzq(9~5pjlp9WQl8SCJrb7qy zH-ro)-!dH;!DKip6(TnPM+$}zNQR>hh;Uya;AnQ!))eVbo#hxZB@yDD^B8pa6Wqix z`62c(k3a`|7db3rND>ZKd}aWf4232bJP@q#snT_{vd%UU>f=)(j1Fmt6Is?p2FCc= z#-~0m0gC1aXKny>A3y}3`nVKGKnEH7W+>(z+jt7v`-Ug0wUUBS^zt>79)?efC{FkZ zl$;Y;lIRwD(x>t+7hr*I4vH1}Nm5r&j>4ZnTzt1AB4E;useDfsSzc~Hu)9aw?lWuf zFFpxnYG^qQ$#fX;C zHTyTyR*OeNnoZ)qT{#Q;5^!tOWmnX3*RdjTw~h@);Y2&6*X|Rhtt>nC;VK2<7L1JW z%?*s%8O{K;irGko3E^DJZpq-`hrB3~-h!SOkHJ4)%>Z=8qo2tbnc2v4jHBuz zgA`uM1qDEh5gXTTyYHYPauURVkiR^{MFy{J<8XyW?HOQ$4I|;>@x_dvZROz8H=>4h zvmX;lC|6i4kiTj*bWp5-c@K>6A_KGTJKX``5&7Ey@HEf>UH|M9n~ctcLjaECaq5%d zFScH`Hgs-PDQc3i2B5S*=mYOo7iyx)du3?)C$667$%fJa2wuH&ro$g$1_C}?k~BB# zPis(eXn#UCMEfidbX$H?WcT%A-Ny^&jUKTH4hVgk9};Zfa^;7=5}=#z5Iq1rNb3|? zKJo`AK#~WH+E}N>-xXe4z^6)Rpo{K1R!7OG;D+aPm*T-#e(5UzibjP2Xt!ZTpxC(j zbSz{%#N?O3;SV!{7yjd=h)se0J{@$k8-H=c?N1=mtV#La?81+dJ{5-$GK7S=Kjw@< z0iV*}9A*KyhcIqnfqB&n$tq)Xy9y7RHlZ(W*EgXd@J$BKAP)-9Aa8WL%9dn>n*#c8 zc4D?gB79H;I^Y&Thfe)fpyQ zd?*=$9dL_4y)jpT%L*o606)UsK?N=W%`xi_iLB0V26)!_kelPv&xf8cRR-#XUCb5S zc291g(Vt=hkw!e0x?IEim>Tc6quNuL?n&$5RRJ)mw`!|)z|A5x+wqF4P&1E^?DDy9 zC-y6hvg`9Te$dTsgmOcGtK(5{5ScUI97=`|2i#wZa%`VYu0al)8$xf$pGgjyZt|B* zyYWwr2!wLO@o-RR#@ymMW)67d;zq+CS=Rb_yol{m0ZT*rkrF&b4#tWd72=C;`Ux_* zgGHDn?O4lph~@6LY+x+YprsP-Ar}^dIvnY@{J~_{+^MYJdL0pZY-%~|%m6$xvGqEl ziO5W2IXl*}9b#D%KUza!h8G@!dA0~_!G*{W-`Q?XO^1*LvjPBml})~2?b{6lcCd(* z1ioA68+eYZst(*=;IaZuNYRC;5Z}e#>>y-rkO6#l^xAEIYQ};1Xf>T+5%0rCa{!uA zBbsd)^l-f)@d0uJ??VD0QWF5i_rYyg&?>Q6Gzz-eK|w2pq9&dChz%ui5ug@NGS3}! zvl|74#%rgL@;}K3k=KCav8j64(Kb}suv@M8`DZD2fw4>j$bh5t zP-rqR2r?(5sm0(wd$k`YCxdlN;Ytb%FPJq3T=nqCL>9IhRGE4HxtiT7Lt%y&%m7E} z(MIi|0tn_VMq-cl&uuW5&D-h8U>;K@`*BoPI#)fs$0?gD;93gTLB>{k;Hrwo)=HbR zfa_-uPQ766Ish{|dhNCkG!{Bc5jzRB`|+Z-`se@*U9B0oEtPc$x}YzHLquuEi)R8IFz9&kd!( znG68VWH50i1AsFbOq|I8;7kS+XEFddlflH93;<%tumu1ZF~)Si0a0X-`RS(8IZjtj ziD&`+t^=@g_}lDbJ6$oyGwe`Aaf5`a1OU=Hm!@)seDMV2$Ei_dSV7*1SYmZjucL4f zZS&&Ps6inbTuiaar>R^afx9N>#To3-^c8V{c|C`dyWMY}`x_tl(Rdrsx4s)CT+NH+s&8@+09gF&LG2H+e9+ zrq%Q45}aRaPrJS@YQX3c!xi{1j~W07qYFiapab=L<4tQ^8*0-<8#~yjiXLvJ^Pcme z{7AwKhC0_f#FZ7q z(oh$gP;XZ44}%Tvrh2_`iLWUD1Y4?<1q1*OSOepG1yJTXAVS+LuckU6YLByrX956W zgdxy^@KM1#(AyjFUsC|oY=aknfb*gJ@E$FBuqTMOS3AMQ@86rv26xvy#u9;TO&5;a z8^DabG+Z^B)!lSagZ1Hw@Opvuqx2G+VdSJBcC-u>C471h0+)$*Z`#|TcGp`!POnj0 zDeZ66aN&O_4FIarg0H^jhs6a}xj4NP3<8KV_P-6^%&_b00N_q?Wax7hch>;Er@GMa zO!u-50K#i^tFCmR-mJp@K-MxbUI6AYQNpot#4eTa={*QoCW0V0QxBZs3c_grcwItr zoSDH!!lPvdZ>}=uJn^9HvXA58ERJUR`Rx64>@kBqO8z<8lzj?62E5FWV|3nMg5jzb zx84~YJ)gmoTSZynS7HBy%#b>IufGBo`8{(*$HjTiV8a;&mO29KXLGD>AGx@sUVjF^ z<|r?GP*i{*y#S6r!@6eQwv4KXAiaD|(QI=zZS>486|C+GP+@0_pYU@`I0E4b1!Sos za5*!di~B4R%*@sv<%JLJwl%;VeTH?-zU?ZiqK}RQ9UoONe81h^0LlsgFc%9IjU|*b zq`}WyXUJp*tK+f`h?+1n#bwe9zTfy2wthtYUQy9Bl^3Yb-7s?yqdxnGUJboBr zV#W7bj4@^W;&pw!p975Lyven4@4Py{3P({EMihSra-lFqPf+_3~ob@csmdL zB14ZtG79`C`1cGZNge`rIM&9>wJ#d300$NlU%|i32tdG|;a?}n&zsls!&z(T2BUwP8$8TFfgk@R{M#oA4>O#1)IjE` zAsri)lE!DPr56WG4XNI5DHo$4$J@OVmR}!v(kCgnaYjdZyx?4UCq@FtTmBn?{WBYh z%2Sy!>Tf>Tr=B`xkU`-IdxNeG ziHHiwgXP~dd~4EldZ+uWC}Jmu;i}2jRC_{@7rI}rd0GpvXk;C;8Y)PiI7v~Vs-_)- zy3oXW8!)CTO%$cJ>zW1Ib=C2TwQt+03;lKqp`n5q9UaWRw0+j@rf4)Pz*5}^^~Gz| z=;+P%`dPQVVExQ+ZFC?=7l2O>$;kBrZFQx6qqI^t((47__d>S~!EAl!!Zr=FRiT!0 z)biwn2wQ_{8=@Tn2M8N1|HE`}ETfjsjn~R^kmH_C}w-%~$)8Tz>7=Lt3g(TRD0GFwp3dG-hj1Z9}v|uy=&Wexi8#o~ptD z?&dn6SE~2-KwYY7b5*>Kxq*Ad+PCQdQ0LZBM#b>d2wd`zZ5wPZarIdNdg#19y4)pG znY|G+je-~g)RlbnHrr;<29LX@WeDcdcUq=lmMYY35GK8l_)hj)d9d}R@qNsMJ>g0w zg;n}~Id^=k8fsD-Fs2I~qIi2T+~`2PdEvTd!E#-7dBxhdt>+6gRWR({R%ojDs9Kj6 zDukJ$qR}(n765o;Aw|7&@mpGE00=C!Sl;`9p!$x$44EWv&UBLW)?!W*Mqh*Yo}}cq z55S%1B)!myMVu;fe!7#n%4ZQal*Iw5l86xi_#-Q1kU%ofkxl|9C2jF9wgjBxMb^;r zzg+%Qy7zPx>}f3%y<^AK=2s)-)bI-&kbJ(D|D@J3;Gt8WD1Lzh(m4Z32o8EHUkOC_ zB}ACkG7kU5?2&n#{!j;`Y~g~-aD*xv8RU>r4oE2@&7K4)kCs-H?0*62g$+>-NIxOc zY#=j)i4p85+5ZeuPk}trY(St{q>D6r5=6`l{>dv&ZSu>IMPbF9KkYW)QYlypyepf( zN*52$cbYJ|L;%qi{o2chTH?tkuahDbKm2qDB;U+XdAF7c|Kw#y$^J)>*0SNJZ>s~B ziLi&dIfc^blt{Hu{Co$bv#ER>5>5@j!2#*a43S7aHCSHUdq4dsoS7jSX@w1zXNmpK zPhyEITFZY88RV^&uLkV zl15I4$t@d_%&KKEWC_BNlbq&>V{vZ2F&h{F5F`6j+6wGD@>d-n+qh*A;Kum_kUQfs z#$RRDy=fuv?-`8Np1fJslXgH+xq7w}a)+HQHI=*a$#H^kF8=)4%c&;bUICmjg?(?f zT;O8{$J2AUTIgcq1~Y=9qS356o}RX&r(FofbfNQTy1PzO4Q|ZNmKu;Q)vm~H#Qxy4 zvF|B*Bor32AvZuTWO&&9zAKUz-aw~dPFP`tT>#9gA_fvU@!(=N1v1XMKuDxLuhpYQ@; z3-?@SXG`^`OLe#ABw2k2s_skso}$M>5eo(PN+!HsBrMP(>PweuSJbo`v0HQ6fX7ob z$FUlFCQNp`Of0aox*oPnxICA))B3fY38(f1$j|}Q?+ci#3P?T@i456N9e6!OkI4+l zxFIz&9EAK|*0Cj!8M3812*|;GEc_DzBF|1V$?@y?;T$eFA^wG_!I$Lp=V&dD+|68t z4dvvlv(_>V^5TY)4!ZN6Au&q#?s7-snIS<^=;br^NaoXXB!j=AvLIq=NaM7epM$fh z4zh6AD~M(WD>Nl`eH|+R*i9EgLxptbiZN-a4zBj&hB|rz3Em=S+_aSDt#3> zx(Hrx?a383^Z1Byqe$bloHz!U^7oX3MvF&mH74 zj*bQ3geQvX26y-Lz^GrdXenCiptcnO)CG%{_A5w2xad7Y{jPzz>e4}K5CDmPHe*aq z=*x%;imCxXRk9+!?%&313aF^p=xpWsJ#c?3>$4tskV{nW*(rDdz$woG6+nQCmX10I zFyOTl@zXL1;iAL%*r6$99RP&a>TbZrxG@VixMYu0Ajsa z;gTiPR}a}NB+oNL7KHFaaw#*cj9-a4OKCwR8UQeqF3FRfbEyX~Hrli%P+FT2W4HPy zX{}zIPZL1ehYl{CE^Ks${3ebxw^`jy7cOb88F3Koz-a&HnISz`zK-wKgIawj{Xql?VB~0d9ARNnvEUZvgUWk)3 z_`QKcaS%HgZws;B_!&;wfGuoD{c1}*Eg+5=0`eFqM8qK{=u!)xm93Dznf#C;Y6gJx zdyNwFLJTwby@8WK*-LKR=-KHOoJ-!~E!3WzoXXa1rjH?Nk_xtaTY)(>n)U#-C)+aM zk|4c&O>qR5eU@RqFF7j|C62a@trTvQG8b>GbPEB=ot@vT3=H;dQ&XJs1Qn=0k-Nq# zE2#sXP0Ij$bR_8bD1N!g61%PRyb#C?&Wy=(BRpiNSI|ikHnZkJ1EkufW~W=QFS!cy z+2Y~K&cI;bW+rCP=LQ?ks5v&lw4CRTE zp4<_?QaHigtdKk##Sh_yaAwH3RQzh}ogflgHvAM;I2*U5K;U6Aez^P`UN|#DQUtxz z1XDw)#n1aVGeZ)Dz0%m24L@jFKmarR3lU0EB6@VkIcEPHUO3MTv50)5kwfQaO$#_P zLmUze?vSbBr%ekuGeb1uUudYX;m1u2I2*)rg!$4U-pDoT)Z!7>D=MHt`Kcz+eOEWw?Uy@$5Gy_tkBEDD*UO zeH~vWOW7Za1T&@2JlwV_e>eT^A6dtY4%cV4dAL;wmuB$R7o#IUT76UljLH3VTlW`! zv@FZ!s02tbQ~J!qT~_7%H9wdp>kvkcdAMC@yZ}Jb3o0KS!bdg8m^`3v^TVEXw9DHz z_+#QH|3UKDn8%A^=ftgskLhpRt%us06F|2& z+3rmW|1vRL9r_-B5+}fp-2Q3fz!%I51!t+OL zodP$I1V9))Yy8vb(hh7LTip+v6b=X3{{RtFMB->qCq*DLFaXqN{LRuML!tz||Hh=? z8~pM7|3g^8=W9u(%ex?G4_D@MKU}#lhvMf>3aQq`u+vw%`^t%cJ%js8(nt8YoZvz5 z`7ru&vRi)yVjOS3k{o7!{PGap`N)HH!drg^TSN!=q6EC~J0^t#66U44)#&KC)5{Ks zWoaz4HnPtQDP<$SgA?FN`)1{a8*Fel)$5J;klemo5pi#2mj5JS2gI^gc&CwcV#^qp z{K$^~_~ju0cAmW#f;7YWQF=*gv*M)aOK`8PdVJg9V_tvM9m6@7ezLEN8Zf%_=@(ra zJ3AnjrLpv0+6%2^t3`vJV2>I0Bx=9&^biFzGV?+Mu(-eqdSY`I_pPz_I;zKkK3&Y~ z^O@1-Oz`UHC#!er2EghP`}##!O?E)6OW&ju5L(Mpiw43M#wQsw{HjTT7@YKcc4TJq zP4xlP2);Gq-thteq?e_gm}>oqk4Md|cCe51vJQyQYK<#9dzC+pm7?;(cGYlwl66SJ zhBKN}+uZU5c|r(3WMYP2HYo%?EQ~1DC_l+xlEi{ zArTH{2Sc6fEwOPE+9fZ>7}|6>WkN#8^YHVS#rxch>$=Yrf&JCk$ie+t9ZQa?Ocib z*!Og^K^=|@|F+Ms+&cNas+R4-VDnkQa;{YYsP#B!h8UcKf);}mtHnFuHiQ~#cfIxF z^xARZkIKHX!R8WIW{i`Ccvy6ca4+nj(m%pUECY%W5X6b8iDB2*0gr1641KQR?iv8T zr@G*cUScIjw+(8Hw*`RO?P>}zSx2LHz+3VgxA;ybzmx&oC`wwCF&@3#Jjk3OGcyD% z6U?06TrpBz*Um_RjB?3hqdtWrVPff-Dm&tyT7AxTf(tH;3{gMxUyox6Z;p|X0 z%b1j>iIVjChr!1VMGdM0t1SL#X>@cjmpILM+`!sDPv!t#{{g|4$qv@HlKNlKg)16*{~) zge?N4-%F-mCUiirRPXNr;1YZ)XyftWt=m>O|XslC#4frl=2BfU?kpMzb9ZJOvf7RMmP__r={HZk6=0C9Ek3_C#LF;Hy zCO!ZF{1tQnO?7a4xqC(vg1)}o`br7@8-E#sUQBV)0PcHJy3NC%ySLjL>%7>k0Lok! z>bDgra~*uEzwO%_{=y`XCtoI*^U*@leWIhZk_La+@;Tb&*To9}ig|ITX9f#L?MT_& zm;+SUF(}oRCkLEvwo4XMu!xpJaJF_AlJYEcmvQB0Z7eSO@7`$ z6tP)issW<*2tWdn3;;u*MY7?PegF{-0mZQEbZ!$sgP|OB+Zq@{0hBusnK60I()OhT zsi2~V8_W-^PLZ>rq{H&Rw5S&UeKxI)$*!Xc9$TNz=d6_uF#(9|thtb*3G@dv1 zLcNZUiAbbNEb~KX8QRf*erE8gLL7aIAGRxlXcw~Xck4?MV*RWG%%$@gS+&|) zn0u>GfJcYZb%ONrHFZbF%GS~I%s}|8z)Cg`+}r`x#L2uaW!55@Qxw# zF!=Ch7qadLWF3;QN#Rdo)_?m5>4n61f?(CEzwr{xF7&c~MEzb-(VPb~ZFIo3dxv%O zpJ#@2IOe_}jTUC8?@jxeI(lY?G#~)cp-u9_a0Q`}&~egeVLzN^wvL{e;S3vRq0<>Q z&dhLzjWaWxVdKmUXV^G1!x=Wt%y5Q{Gc%lFl0yV~JonhH#)QkqP*TOSyF7B;;!hW`zGeRJ6Lsx7rA%PpMmS{#j z8@C)4-*2}!kag5nkeXLz8%6)Tsr+$qEj;7KF-0vGFW~>9fo6QK3XAOk0000s++we;~TJ$Nfo9>LL9}vno;~Rgi`>10#Vn5)?@V1(B`< z1-T6raWM*osdf{}k&-E<3VrCE-k$mv+pomVlZ3!Y{`$UyWABHz*M6+M_Im6o0*C^r zKC=)GK*$ahRs{itBdFQgBJ3@cdeR$!LV(5UPP~CE^)g>>!amjqR1pC|tWCVZrVBWj za9@DA$hr@FyouleZ-Vr|0#HgRg}j#mWLOHtcOA)V*}$vwr}`|a z+(xnwf}-9J-=Kaw`Udm%(0!l*LXdyt8_GKf?*MoRi0CBNn?z6xr|;@FuJ<9| zRg1jA#E+=L*YQ(`=@`Z{S5EtVU{Im#s^&TDMF~cV67v}^bCs(k3Wahz{sw4T2^W87 zzOK&cm-BJt7m(5h(XTZ!KbKw8!Mt&fg?!hzFrN(l*`seDD$2_Ib9-1okY&MTfjv+< zkEo^Q<$bu)*%Y3l2_PZ@l#wBNu1%Q-qBl@!y=MM*+4o0{jCNra{Ph3UCl+uZ`VE2_ z8(f#&B67hee{}AT+O#*=gXKP6fc<3_)R8y%0V~s|G@D;2;LAu3!&Dvf)=zWT)dOu*ODx;Zh%$i%YmE85AikQ#5wc_<#6_%Ms_5td6 zRP;t^>{Y`7A)vV`A!MyA(ck}CP<&o0G2Gnk&^GJ^-eO|^Q$eNv1ewntiz>UI_!u}H zH&m&|NTidx{&{d>c7r_e-Zoe{?XKe2Fvmpaq!AihtgPo{dwl3f3_^mv)O zMNo|{7{+7i(cd^m0=A`&gOXVE`zI4OIj5fgJDNZq|4hs>a$_Hep9=N(43;1f${s?q zAs&-itn+iY4Ov*fY!z*^6K_0nWBK+cy8cr1m~=EW0V?%!4Dy=sN(xcUb3`?b3Rw1O zE0Wubf;atpkJA(Cx8?SHpFxUtc+&EbZJ8%?44J9evd6!(5%s@# z9pk4#>szAsP;VzNYnli!$}5VRlx}Vuz{%vNLD^CaCVF`-J+_=@#C#UTm6N^IAIdZy zmU@v;ellPCSC0Ka=#h}T>psw<2S`t|MV8Rx(|QMbJwEjrG@pXd!#|Q<43pdcJ=iq= zyBA(bokLcCMH60ufUitik0E2iUV_mgxTKKi$v6r0s!qfWi*pu%Aa#atvmqH&Ak>N68 z{N<`Q3?~cVD@t4e#Y?j%SL?4njrR3yC3$mA)ldD#Yw!FUUUm1ir~{-Kb#AN!&R43(H8TKag8uimZYp4CeA?!IVS(Gmd;YHajbSla zPizfdO^02q`jrn7E$P$Cz10M&!$83m@Wvr1C3DrvGOwxf8cchC{x6} z?hZg*>1~dAY4+$+^iz-0X$4eUjP_OMu9oYg^v>^fA*G^JEH>#rIWGePSMHRB19$hX*>hAi>(k!q z7w>g-Me|9?YpK{Z9`x^yae8mKMStHBKV4eM0+8r>@$-{J1ydg`gGASx>-Z!F>kaU# zW4*+S|Cls8NLal<9cfrFw}iB+l~L^zp!OV7suv(LBCGY6L_~V}W-oZQr$q5_q|ZN; zsHWR}IRr7>m&59#ZT_WxTQAno)L;3>KLDsHe|K$K3?83O|Df&w zl2~lkn|7|Z)JRy6)lBV0N&{dhSJr2lp@s17HQ%hJhZV3>S8~NDJM{%#FSW6U3Xvw~))c#sFi*s0{H+SHRfxvLp2>OG$kRc?!FI_W#Xh)SQAYDz!dSEx~5 z!~cvEpckCK8IX2WRkQtc&5fvtKZ+^s*;B$@&0j%_wi4C2m}?!K)ng|-uiuV5*(cyN zT#5srd_8R)oyFetWGMe9;JllDA1fnb4UxLYM}M^U9-!bFHET`N$BXfE)zs$o%>n;E zm;r;i!WD`YQ4E5XMws38#tu{GI$QnXdG7KRFNpMUKlZ7$zW6%!1LLj#zH@9Kd6*rW zBi7dB7x|YneVkv=FfOz+x*qH?!sGr$oi!hjV!ndXixz+oMV7HM%QYG4Qelrf-7kQOJm1lDk)o=LY zPpN*41E0ieEM_kHvk;8?s#NLu>RTc~N3=xbElleh`+CuHfQ*1>Ta90bbd%lXL*FRA6;-}E;ruj6q`26j~uJzlC{jHw!(`a8$x{#H)VfZCrKKdif0G>bHGBdiqRMhC=~V;0(;yG&t6}r5{(&vycyqvgN&x6+TezqlL3r2d`~ENCN_$jXh0Rio_5->56roub%9Od+YSNFFmoK3! znokj$2r?`SWhi$Z8q%>bY7SYuG=45~Aw?#@s5x-o0MU+<1x()`NdvKlIFfliJIiq= z4&;R4>)Bb(0-ARv$)RMyr~;|jQ)|-_S+mZ~DzKmvltu8f8xD-^@4et+;zF?4?H`Yk zIX^Sf4t)mnKy2}aSCh?b6r zXMR;=e0|&i)=K;DJr7)>v>3NT6|4EyjDF9oZdQV?H_o4cJ<(H-?o1NRF+CCOEi-(V zFd;EhMYw8|br^(%iWYBAI93%&}mEge!46hPFq2fL?POc@M?g1f8w!g z!|BN)-)1GB=WCdw=co0kxq4Y@!Tv{?u8KZK;VZ!$vtHV}EdPEgp_&+Os;X50W3pzn zH!)(<+mxQ>rEHo$ma$A(AsV?n86f7r{<&^dAigmYP{T9O?h7rO!SD<{$^gt~eK-4X z(h^j?PvP88h!Rj`!?`=k1m+55!?|#0Xi~+oQQ2cZq)21QllNZ-9Z3BfhAgB4-aNNI}HGd`}_W%3fJWd@e+dr3= zL;bi}>~@|JMKyQ+)^QY~-p$&GX~8mTG2e-GuJ;pK4{Uz6*I47Ym$X$+u~2lNdeZsG zyt&6sT*)WBwXc!WRcTnz=;XGKc!FpNlIPDq^5OYxko1O;m?x4>1%fGkJ1LzC@UvyQ zWueR&(2$PJP08_PLHD*6GnKg?#Kb(Ibc*`{7r_jiBAp5_-Ph6=;ZL2Ss*d^0`=Fx$ zQCD{v$(iR3_g3!ul`A*b+0-nsH!=>BPB2zKLyPiCPO+;>?9hK=s4x^N}9Y@%*E@C#a9Y2 z{e%42CdV)*uNSmQ&1~{-Xmp5)tsm{wGdlLKYH|#tt)HVoGkU@ALSoLJJ+c0zE$SDs z4_Grr>+ijkbDB9E<4lumrfvbh8T$ZgFynOL@8IHu_h#&Ehw@(WMC7v?noS4$t2D!= zYB@;rF(QBV^F{xOe5Zxex_bU%!(&r}XF%i6IX$uL z!XRh+p*q)(13g#yO6V}Zo0TlwD>!@Av0wEsyqA*x@rqTk6}-C&T6f(}1)yS|>pS;h zHUJzY1yjjM#XbjH0mb23J?CpIG3)v0IVZCd%?U|F`26gChb!@b*Yj!*)?)P?ukbCB zU;NMFPBfN4Fz06;_%^@oKL@#|1yj|GtalhSmxCfNm z2)vfES?zaGS-CF;0Q@~TAWQY`Xn4s39WC~+{6oT<8Q4?R$1#^NYmQCzlQ41Id!;xN zF#0QgzxbP3#EEl$Mos<|q4fGKq14v}f0tA5le;*B$4kI;;O@x3T?j+R4bR~5-oY@! z=N2WMt!w{Ee$j7zzR&4lcEBIhN9{R0_3T3@Z2g%&Ohww^^NOtyg;!Evj?}yn_^oeY z)^JVdf5Q_X+%&peJ(x~bE6_E%T-^vfUJ3>XHvm}3&5gigJv>kTRoHG%Q)#oFFx|vt z*7M(k?dEj1dzZ6o{VXI7G|K?+DG+}sEH{u_MX)xxK}LSX@Kc{r`0d{;twIHe7^N^y*W3y1!svVI@Jaeq}VLNV9E ztYHKSzAem}K5iG`1F-Hf2jd6uzZY|__fe>Te+cthCy4R7*7w*9cD&y9V%PfZMb!Gh z;wQW@;#Oxa|2n@8`*0=Y243hF$dVymwHkA)LvUe9Q~x9HGCA1fFTy@N&@Nn++Cj|Q zoI0cQco&iSGq85AyUMNCUFFuvs@f*rcGb}9ecy%P2xD*rxQEe7_$Rn@OtKwJvK_kL zqFAza>;sgY=SQjgk?#6(!|SEgV=k4@mT}LnIM2_nIM0}JH@VE;gFQvP|F|e6lR8$v z6FXjSdoj07RtkQ9w^_Tdr5}y$?)kgcZ!dPO-(KumzrEPCetWS#Z$lF#VLytm{C0o3 zKT7B4+k3wHNz&1Dt)+2{cr_o5A~Xe_NJ@0(u=x!E-?w00WJH+UNM>6LqBC46H|UkC zXi=67eFwspGN_XcQTntMlWaiM-$pz4i#{Mszgcy3Ppw7P0v-%=as2w zLz|wfoKMGmDRHlIPQGxo3I*YK&+oh9<$@p2+V7)7;II%N_8g!K%{L%l=-6CfGm4z` zo+BOkLT5bn7>*BJxc;L*pXcGi^&gHh0LMq?XXRD6sEW0|>^$d7_cnqIhrz&pcEx#a z;Jfq8m+o!t_)L%?rrZ@;Len{G-O#FyQ{%SNN_fZf;heQ@ETB;q$}|uw@`)x0Wu*5P zseV2W1YSxuf061ZWef5mpA=75(0KL&h2xb=b|)@v3$A%y$xH?c5Eg#hG=%H@Bq~k8 zEN$M|N#;SSX~2q@hV^kf6McLAAa-ZF`TVH$o>*v)-HWcIpFfFxTL@9>ORsrQ{y1AG zLd5Sq(G17EMMK~GQsP`$HhfbNp+f@fW*9%~}hI4mBv;RC|!s9=la#HX!EWg9n zS8N4siT&t9=e%MoFdZ|x?WoXoqA0n!r+-AZJ!-Nol2%_Ci8&bz4 zo1>0+IQZqnW z6}v-|zpf1`bRfS`taZIt{$BXPp-&!8&y;$-te_ORL22`iUvKmPK`VCKm;+jvwa9kw z@89#8*%L_dDITj#&6zNUb&mV*9rDZ67SX=ZZ{wB1t<&tn-dZz#v3|Ary?anq2cs>Z zK5D4mJ+TlG!!yl|7eay2M+z;Nzb10}k&dY@c4?i;zsDkU{Z6qSOR zj;7}I*fkmVO5Ncongyb`_vcG(3bhMRZ$6wZTBS=Cn9!E`QhdaM!!G2J$TfrCS%%hf4hh33I! z*K~R`Ol}0 z1PJ|oC$RBGhnPL*ryAre?^|<5(2(!l{mfkNQw?&2w`HB{&1l(_?e!Wklh;%26rN0} z)p-{5g1C!4>48jhC)=o|oDBifKUkXGtbc3slC5x+ZK-=e#Xt7gdv~8lr!>sZL44N7aC3cvV0Aj~MU1r}SfPt&@sXCo8ja9CvP~I1R-E#A zQ=&%Cf+r%Mmk(l&-!CgrakGaC>OnI*fIi~Vzh2ZW>MpuF%G$t-y6!{gaO7+)g*6KO zYF?7B@c#6gDH9$mW*@vuo@sXcM3OT*ueM#RSaxCX(Cp-Hhkd}ibRXSIqYyccor;VC zo+F|N@HzPVd5Ng9OZ-I0klZa2gbwpfr41+4=Y=yRN>sT}?Ea13 zeOWgD`*ue`&)3I_N!xPwQ1!EcV5?F)JJ+X)93RGyEf3>`{2~NB-#OzE$~h3^rG*qL z7m~YuJ#%x<^;$rVqRZcbm^U@#=D6kNDZ7;0kC(hyKvNg;i?F`^{iGf|o16Q-p1+|L z?}tcw*Q&9WY@-6Th&4pA8_X-T^6Zh-r`}Jib*2aTuVLItH9vT@tI{8&Lhnu?eg8n-a@2U1dD{xou=s^ zs&}tIRNXueL(YkU-k>7pv)3vfHm?1|AFYSrb|xsZu4B=KHS`8ir`SB7KO2VD4su4A ze62$COeU_v6KEbi$Ic3-X&(LT)(i6gphlr3G@l2eZ9*-enJ?YjTDvGx;qf((^lj7E zHA>Mu3ZX61rY}IVlcZ)-y?b~$gU42%+^tu8u=G&u-4}|+rTcgoa>nzmah9DPe$AId zFQIvKFuPuVC$%{46(45`uXNGpl*?zi2=4cs+6!mutWfMCWN+pxuadfl2ph13=Fvg$ z;YIt6toK(p2NuM1Zv-A|n6>sZD%_YH1BZ|=bUJ?(pBwXF8?N^XGD^4|CGwZpuJdzU z?zns*FFZb8^5V1C8`S+cKuZP!tql+!TYU=WVz_w|$v!L|RAL6gkeEyK)k%(hCon-_ zzfQ*i`jojH(p-z7JLkM)boi2J!2SSaCTO@%_>eQY?g7v+wdA1D<;p2s+GH~<9|6n>8c zKOBmJr9J5diaqJi7WgEAo{-WfN4gJNz}s_GH=cZ-Q;w8ytX2PS1=BHgwzfcN!kG%J ze3vsd&QdCeKOt?9r3ixIUik&wG`d{f*%WhErl}=PEzDXwJmSlWq0jOV3%%EypmIWGk6s zM$1-5@bzNhS??cdx5fgkpVgCpSHppMTR)>=zp&jJGg?1$=K8e_2j+|fJw*wFU)pYs zWb3E0Yhx*Xal?U0aj+-1YIcg>gt%O90^1jp>-`Liiq&BbKL1B+*nbWC0JGyxzb#Yt zH0!QNl_=EySV9fttJsJ4UTIe2tX48a_;8Z`RES9dmcSPr2*7P1mbqO*(Dg+ez~8cQ z!gO1SqMaSnGy14q{2fgbNbmpGe=r_yDPL1^bBu1T=>&pfK@=Y~RMmkye8p;IeP7(A zeV}m43|k3Xbr{t%>Y9J4iijuT>)YKcb$6!J>wlo`cn;N%`p`L2@~Xqsv z6gu^h@})MF6)1PliREX#W`0!9rP(pvi+lJV|Ea2u61eGh$v#w_tZ{l7&^|j*k{uYX zHu00J({6OhJ_M=nN)+?0KHn90X= zuNw)uUW%^C^c24t6XkmGW~V2J-5oih=-vCj#uSGV2osLNvn$^fojTe2na$RCGmp7) zXg52jC;C%dITY;Il2)y0c1}+O6uzc!POtIua`tHIJ3%&*`bH?cr&V~AnT7Nn?i{__ zZgX{)5zfy=OWCjPGE%XFh5GzlPLwDpy}F`0cR`4un(|7ouBb2@z=O0ut{#qiR)w1K zlqkq_zoqptCjkrXUkw-xj$WH)(1^j{D6(ORZsQ&*E(iv}Ga1}N6??AHcjYxV7}Ymg zKbH0){_dW5C32^iXgj?ZqeSku-sk1g#kjkK!g z10#3c=;rz_XP~G$#mZ;*JL2pv??Zis{8@^=(f4qFI}h>zjdyRhjN_lffi|jDxxv#G z_JUo{-(KumzrC14OZgwhtR3#Zjdj{&{d{cqxZkyYd$DW%_F~)ld~58EH}hor-@$=5 zpwT6p?I_6(0G0U{171(S{{1aor3UA~0}2Bs`91#!u^*3Sub>Utej<evt1LvCW&O0T(SdU+|3q6@X`V9dq2bl78mdUB}2555tSAczz#m zEr4PrN^RM^*q!Xf7LUd6!zk&?ZZVg&O|6C4yDwIR*Nog83rcwW!$&RqKtSH!ec?1S zY;{LZ-~=DO;g@HpWV$6 z_&4i9pIGE07hDdnRmu=`01mS_;YCXRWNLutV-9ze{|=0f`uf0yeDTkx-GyAA|Mq_| z+JX|41QT}I1uz~D@mgIM(>#r6A3poE`>v5M9ui(ia>8$P0g9C{(eTm*xH(>Tt9M|2 zHm}~txckBq{MGzBtQ^}d(c5Zlw zgFCDfBW#{!17sg!g1SJy7d?s)%KnCzu9n{pTV11IlfAfiE?N|dnLsQEEa+Bihjn9& z!}qBZ3F;#GUXpNe*UJIz=&3gPZ3bpF@7FIHlO@9;B_Zhq;4n>oC`hI}^XbOO=t z7!uDM4DbUq9FYNc*LQz-aiK^>9ma$4LHRiGc@xLzzm&8>F(KNWM5zTVHx zjz8=@b zHa}EO{;X*ykh!dl8b0+=q2jWyl$g84zq&gTvJY=9ir*2$A9x2;shM$2KCKZ%q|@{R-MDbdC15i44O^ocjkfB!@~Vz+|kN6N{Uz6$d# zHXPnc{8?Cu4rcpt#LHP0mzSThaO?%j*HLQ&#n~qpOq^WdI8waT`nfUcNBXwfuGV`p-$hY@K)ADH+oY>G3@C|XVEIy1m%Y9n8acC%4P zoj;K`P2sdf;XFN}&Inc`58V2Wmd55qTNN20eTp+p!e})kVRJ?@#X{RePlAv-y0~Hm z1S5BmnGjKD1S?tRcg(_4YyD`{8y&4C2%D3{NNAe?en_2IkR70FPmQRv!%C4H^cX1o*rRLh3vQ-Zae?sIp7pJQ-1E9Pt6$=q@>P??(ME z+}9(DC~Te%r*skb!5y+4)8gmtNdF7>^#Bh-w(W<_Guud4aeRDE@7}GznPxkv_X~H2 z!`4~uwqjE|Js%oe4NRvn82pd}l+EIok{;;(@x$inlfjq|?!aTW&t!CU{5&{>2jG(( z9|6Ca^k&)3-yK;{Za1J&bXzTQ*zP$_*M)qM=TH06HS#Zq!%L9xobQ_mKbK-t8Z3Ll z^1F12>G-8<{nx|htzxb3*#jfreLReX@Es2f@)^bhNs(6s>`5$9tLqj=NS_QfGNnk% zHrh~jvkyVhjV`&{W{2!uW<0VAfYzBwE3dkP^v+b2^)w?e|W`-?^%PRu*Buv!ooVFQuB@Co9k2G)O*OJr63MPE-sSD&z|3s3DL|~9k5Dz3pUJ*nNE*N2=&sLvY zKkj=n8EV9uQY4bQwd}_*C~@H&EL&@@jz>00UF(N-r*KZaU#z@8#W;(qb9V%SdVebT z0-CB*EM|K5u}%^`ixNfeMX`cqo6iK@s@XX$WV}+bLNl9l1}*bBC0hy>6XX9TM&|pF zB>iX2HS@&`@ZNHbLVV^8`=l9mw; z1TXH>RZ&8HmpNV_C}`O|Z>UQ%1EU-B9qCDKV!1oQE45Alvd(EbV>AQ@d zAeGypmP)dqXwRG6;U+iF(RtOe8s~8)2#ZG2OkC?zEfS|%9gf6JnHNh6Cl_4nKQHy= z=}F4@O=1%Zcu(D81!&~{e$;Ze>1+LDRg~~y?3us$EsbcYj1)w;=S|z;j&Gj-Kom1J z%@Uw@U#x@?X2Xqn^nBu|Pqj##Vvsl%H)URY&-(u-eBG4un_S`kw@B35cG@5@W`{-L z-1Fn6#5%;)fb2uPkMVLJm?n-HE5?fstu~#|MscdukcsT zr;n?%sqxr9aIq<^;^FmL{h&V#{= zj{UWKeXP@#Z*&;{KHgdO*0Ns?!$c>n1(yq_`RiQkzLvKTG;E`i-N0QLJh3`)+vtfI{w$#EF~-1s-;;Ltj0| zfn%L0QRtT_>0u|u)lir^>FQ@me@5Ft`Zb}^1tfb4R}VZrht7irz2l1~8BO%?0gY=5 ztWKDy4ke7242Q30U0>o6K>%*b$Cb4;OL021x594$e9JCT z6p=P;QW@JfI+a{enIrzfj?pA`Jo2|v(=eS(BCY|0T$;JHr1Wij%h zcUk<~eBxrYF3lF;>odv0_bu|H0~l2i81tl2cBj0@VqP{@ir1$akUI@6Y(kqGjWN-G zp(B|2P9a(rX}MrJwKmUizM$95e*$|xFY24CCOl~%6m1H{!$^A|R2qm*@FIMNz;oU@ zHoVsVbOaN=Z?1Zn;=VXnp?8)mgvJ}8*=n?v*cq@+!o0du0Tz<|#S<@X6%~+vik`*b zh%C;C_JFT+5MnzGSjRRQL>_`7JEKr{Dws5f_k-N+TPv=b9PLepmo9x`W_6a0^3GgT ziqn7~F)7Md^I*^SkL0TeBs^(cy5#y~i;;?e5h@KtItCHeK4~tpg$R@j#%@e3da-xc zn~eKAJ5a*vN4i&$osqwAMk-fcZIJI~Z(>7d#0^of%xb-=NNXZUG@=fs6Q?L&&4UB* z6{@eVflyG;9{UTKfES7h6aJ2xf~^Z_V5r+ic2NZTxBP7u4y6)P40XpEH|cm71|kv(`Ybhc5RII z)gZ2?9l0S&TIvm-`V?(m4#PyDI#{HZl~lf(2S17Q%MR|;tQ+OlS7>LnKEy;iU!dCZ zS-(K;pGNN(eubUU$`rH~DB~;S{=xMAZTKcZ?($3bgzP(de;I2e{mRL`qxVX&V$y$U zE>F+DqxYJy0@6$3VnKTC=)DmvN%}8N=IJHu=>4sjpY$`RJ(r+t$FBV#Oeg(Um+lFL z?CAXyFrRMTELzPoMu!k#4miFABVlbKSt5cU#BVA&9zR;^g_Ziy!$>EeO-uFnl*tBqaPB3dNuGT{7Quid{N16b|INthW3+L{2Tc- zO6gfs)nCT6U#6(aRbzosKlkI|^p7}2{UxdW!bJ6#D6WtwtCeU^R`~kk8gY;K35pOr>)U!;7S$Je1+pS%LV=&& z6sNjlPI(LG)4U4J=enpesQoKT+JR5r=|fl{*ht7qC?vSkneh#$k##SRVeg06h5nD2co5M z!K0X0pum|>vFkuKH^@c45<hr%>b{;;xEEcwe#yFqcIE*dKq+5;;qay3*z|kuuyX8U=Z?YV;SYxo z*x>`EqCc5p_j5z29>bOS! zG^3-h>hQ{+mm7;`x5L`7r|8|!h@rWo{6C5R0_VGg+k29g3;+NC07*qoM6N<$g7s*R An*aa+ literal 0 HcmV?d00001 diff --git a/img1027.png b/img1027.png new file mode 100644 index 0000000000000000000000000000000000000000..4d325f744a3ed6556bc1274e56b3b68594c86b63 GIT binary patch literal 11786 zcmV+lF7?rgP)pL!(QfH?pL5EF5oY%S3*F8xMUZQrEv-)@TA)Fq(V20-@D?!pKZooaG4lnQj5QdqfU#zvExkwnyuo!?Ga_KOWp1`FP>J0P5I_Wg zOwu~^mFHbzAb=4wTjy@#Ur(J&poanVJf%SdBF^~C4y zA{L}n^cxY=+Hr4cy^*K+9x%8o(F8fHwn%))*enU;uJ7x*abzdNG>VwXvf^6o`+^K{ zlG4K8$ehgS@sSPv3jhO5LhAv*YWR$9OZ+$bI*(50wZ!L%N74~ijQ{+f|4IM%zyB*^ zEirF&`-;wc=2|4-ri)(_@L`i*TZ9@}iWeeA0P8*S{!x2GFI6R`q}W))T;kUebt@^3 zBY=Rl(`kvQ;d**5A6cR$n{NQPooJyslDC8y*2f83LIO$Wt3$dg&+Iw{O^>aFaTa~{ zv@K;ztmm^euVX2ygn-)tfaL(QCD5`zMa%c-V_w~f`(BC;2uF)y-j>9aa=>*j##jW~ z58~PY20rGyYOyOZzhO`TbD98qY&I1!s}^aR5EuxIz=Cq=FHs8s(8E`6BOY4`Wb+sU z7-K$4{kcEI@&r~>S!?ulj@ha6bbOtgs-N?G|Jdn$9bc+dE}%d9;Qczje9ZehbU2V9 zY$DYwKvpkb3bOzJj$ApT9!R0{F}TzeQJd`|V;jfDU0^mJ_g{C`|0G+Q01+Med zVssNx10=qVgyI~dMj~#0D%lbl`~|@~;c-Jlq+TM|lFbFwWD1wncf%kzTkch*CQQ+l zYy;NoEKhtdHrP%}_yoDBzA>sA$}0d6RHgC8=(DRlUG%%kXxlUiN5-iJ^)yWzfB?)o z%NAPP#L!s-n+^bc0nlaumH=S@3YF9a&?Laww+q&Lq$c#sAtToMs1(+cwec_-j6bfJ zImmsT%Sf^!TH?j*6p%B0c#+SP)E3kPoC0XOZniChI+L@>8Hf#3(~L7w$I29- z{t0ji1#@97ZQH~*c=h}woQyES)c(mKB2m__+sQyw$`qujKF=S&X(!27wn%T< zn=&a%_`^U=W3d`(#?}tp@l9c_QHw2y@ zlSReIsK>I9k2-EFn5-%Ly5CXoF zwxn45N&I|kTP-o+h>6Wbgr-z%8!Q!RO`sl81)u?d)`ma>B8~s+5vbsn*yyUW`kb5o zR{)GTG^~IHfEAhx73x;)Y<>%==lAYd{PMP1cp=i*!bYcTd_n{Q-D(2>Es(a+08G9& zEf6}eCI|!o187)+T2Mm1LbjGLHetZ4p#u2OpkK5BtR5~#0G# zNL>Z+NkD5N27C<}F=~#D&oGIyI~<#XJRzEOKp>b-?XQ^p#kBwKN3Qy21=_U9gTfxw;CA^z;#TN3^lPV#y+d<@R5C7UH&ahrZCsd-k}sV#G+PF92NPymJ~DQHYyht;b!${z<`J9My#i?8OvtvPAk^ zvi6;*X9b@Y_1bw$d;ibstF1j+A4_W-^PgUb1LwnHr$k_0vUq>u6#(l1=iK(s04P`1 z�D|gQ=a*@+`8@rZ8WccLd}=yb(EqR)|_ckDj0Uc~}bqk8}MW z3JdeU-@_{-mwb}VC)K0ob_^rt(^lGcD7RBEcE;sy$x~Qj%+jlfG`j=9kZs8kfPb#v zu4faIWg4r1Q-@>Sl&&LOQ%WXnt)847)>1`{z6jWKq{BS?L$FstqTp2=LUgtau0fY1 zP2?C9w?wWX-~YZ0{c^~#>8`v(apGn`HqSU&+x(l^8st!cgaDccc3%GB>6 z`a05Z(;#jEh)heez=~}kM@P)k5~?ohcf~5vDlX9Iv)S|e>Hxw`5&pu|L@#d^0&=BFc2@6kU~DuJbyP;0yR3FHR@Y zKGkq1dkUcvEr^MMQ_{e-Wep@AK)Ep<{tpSqK&#fJ3X%Y;z|=q+RXloEn|HJu$O6V&U$k|F`$fE z1}wKPG2qsC7pP)k^<{gfoghgDeE*BjlMp*6OOoN+8cfW%XmmE43>FpuJ4O<}A|~h= z-dpSWnJ-<{r`3$DD8J))*2#M11u@M~SK<52rP|>o7P~RxghFSa2$B>*ksTmOWE=#G z89vfQ{Y9f>lEmm1qGT4D>Wjk*-jYN4vLq5oY#<>U8zeTPl-+Se-_pKkg#(6`m_0X| zO4sNg55~2iXSz2>?a}mH2$I84Hc1$)ph_N9*ux_}FZw4=YVR?aYIT`s2GGYbvFg(U z0$4y@zyLAS)daqaY#oPg-k$zxdgB@(22HmtpVnE=grPwl{3cSRuF6Wx2{X6rpF zwGhN@%mXkC#_Iipf&0^!X~U}|ghu3=pJ+MFq&XxD-j=Y?OJS!+oJ@Ncr7m3l94ErU z%ph7D0oO_a^MA|9)pJU0G+#DPYACXdID*>K@LW__Cj-f_#E38(b16M{a#wV#+kXEu zE163)Fq$O3S(xvQ86Op+vdDo&l(W2P!IgH$4? zqQPDHQi!y;O|VQiZqkZV%aXW`6Fn8ZCxq?(kQ6Mmt&EsBIa2fWxW_%Iafss*nL4tS zaF+?;1#dXIqwo8qEc0FkQYASph9th<#f;b1X&}joDdTD_#6A?fM^hQ)W{lnCs0PjHg9+4T}{6^^JD?MCxwwI zS;_O_6c8R6qxk_idP$gYi2mZqyNKmv8Fhfl)FKJk!0(X3W?1w0VehhH24>D!60F3N zK#ZyusoSLS$u_^vIa|NGKSNtU+={=JaHT9?M3W?Pp3h=n?l2BL8~ZqSR(F%#Ne! zFc04%fN47LaRv0%hu47HH8VZ9li#I!k^6tH)J_GHBnz0wYi@w%ashnK0ig2gbGzok zAI$U5xo}NbMDTUt7?VPJ{P9dFqmk3|iOrrlPd2WDJQ*g_GEQ6)K;F=pct3)0%%K{% zdBgZJnkNDC8Q(z`J00Zd#&S4kz{W`GaZL{SL70G9s{?GL&JxZWt&>L(Ei3u#MimKp zl2n1`kG_V=G(K%Wy?Wo8)?a#O=bo(=q@?ic!BKfc564Hx{-1=8{#V;vbZ6R+yiH0fyy{(_kN} zHwPAs@jE>IgWYKWzUIIfDpa8Qz1JkEX_K1o)-%+_HvrAFa1)w9)67-h0Mx_(0-7}* zGkMYC=_;xW~QFDvE7O%x%kGVv$?$YHm|YjjA1+-t@J1qM-O#~~tYIvs%4wA^%BrgA=@ zFLWlY4J=>zEwx?%jRrVn05sCCwku*phq zw$0gY{Z7-XuZc96eIQ8)GVGHSiG!*Zz^;)*vx3$fO@i=ElT3$OB*RXSM5Dni2K0qZ z3+B5!1o*ngkd1+lZMoETLzd8e^_VXKUSBcak!GzC)S7SLIlb2SO<@Zrmn3Z-kWskX&2 zA*M)Hl;3f74yAKR%m#i@5?8RjULGi2mSid6qgPI^QaYDpLZrDMErrVF65sE@{u4p4 zuv8I!oO|;8STdJH+dL%RB0Nj#Z@teQN9v{hoAkzGpGhKxqy#CQB%&?3+}l$kT14Eg zFw*qK^`?uucsH2u2k=dGmk65bL_dh$!+r1esX{%Kz4R81reOVtx>E6v5l$s0 zlrHRo_G-@imIHH|*K;30Ve01tJ--{YdS6`)1u8IO40nvZ{$pSXcBISHac&n%?QYXG z`p1lbO&6ADL1!4U+cSK;NNg5pn!&{TqxRk-QY#F=-CY_P8i8moA)=lrP{_n9MvYrL zR)$B<003&h{Yw>6E4*I%QK^gg3i3uYN$N~_6a@-7m>Z5e$~d-Up8*^%uI0|Gotw+C zz6csXFwZyP79l@g}Z;#U$tF z;N!`uYfu?qN2Es1gwyW{6FtZ2%>lN#GHN$h09!twf9y>b#=<062bj%0^&=giSx6G& z08O(&FM#q@wJZoFXJl$D$|gzfJ27WR`No0B`F-@>e;aFyc+bY;b^Fr1+cI1>miTRz z%U9?l=O2DwmKPVgm8x0m9tp5_atGZ407jreAT=BrxJ1y{R1D1`Ss^Obaq`rxePUgH zpSEsavKc=KPimW#1SAPm7py+TsK|&hia1${qEc-vVs<~NuAb+2r0P=5$B% zQ4y&=WFw(?0CVJsyQ>iMetL2>mcaacA-^qnrbFuTu~+yG9}^9?_TwYYsPm@<_w$!T zCVNRvCY)%R_}$&+f4|6Zozf<#AxT5aHVy>flA>--usZ@XJB4SsF<0;~2uYgo!^Lw+ zX#AXajYvd^6i@K7hL;=MNp{Z;kr)XX1ORXZ5Yu$j7RozSUt7WLFQO-VxsOPE(C|tO z=8y^Ickl>SS9brvo1%Sx*q3_BAM$y@;G7$0!&(Wm9AEPpj}@Lk%$53e&f^v~7yXmO zB8FTH;IW$qWob}$x`$gILDGG%Bj^@mT)}g0oDUOae2oi6OjFfCASzSS&!MU6;QAuf zL@+RZ1iJ}&WeEl7klQgSM^LQGkx)^M^g!CF!lNH0;XQcAdO(XAxuw;G5+p;1 zK0@>BT+?x@VqJs47ZvS+EXqIWXB!4T4H&tmJsuKdU=RSn5zgqm-3D-nN1*Gk%<(`D zp|!aO5<&kYff!GSnFzXM`Mv8@+Q6oiOmGFyyE76}Br8EOohM9TbCQTM9$9X$P@5>v zm*;^h{A42Ldw1qz9AxY|x>;j1mkm1lcMGYA)Q;G?T{Y?lOnq##Lw6e(!6UNV>@A;qXqfyOo8S6VUZixrg7 zORXL#k$Kc3xNND+R6y-6S~^8+F8Qe7ZepBc4veqyQQ?!U+Tty%aW@DS@;|QTFn?#> zM6~BP%4qV2AyZdX1-MW~ASgIH^Vx)o6(e!*Kifag%cpILEc7K3MCc?hrZq{#Yi<-F z;OQU1+7aI^xx_XKk-w|3uahNKEj<|c6e&(}@#p$qzesu@0ZH=JSDR=PC{A(-p1Xx% z+Bp_A6kNeBM~VbI5nGUEe*)%95z3LP-VRc5cX1%qaY~_xhXh-r2c$?+5<$wL2V_W+ zJ4NCpmzxG#rUzug_i}HLKUBhckaf=?LOHWQ*%2pi_^IL|NU8Kdnvk2^;Ckl(LAKvr z9F#~B+ZXPM(X{`UMiZed+141tJpX*=f-OePdto{)XiZC+&^I=n)*1}pYsj~YO;{NH zc42YJ1KXg=h+TZ(iUGjIr$LNREqLj+888-^OqJjp7lir0#_Fx`k8F!?0uBrrgCRtV9_afn5-2Y18C4emnDQO7J<3nVU!c=xPu*(( zuV7Hne%QieOJ&U%9901WW&}Umj!6J8S@WV=9rL|7c8N8Q=ICDlp8x^tE3A(ZTnJJC zI{lOHE?zMP7%6D)kQ#fWZYm7mg6^0BczG)Rsim-{ERNp&A^wd*t*sm;YwCo?Hd#{+ zHA{RUM{!rAtX`KPM-dyggYc%%hF!`fs3&e(YRe@8-ukxNla7Ex)+_T7;MZn z+Dfux##2F>BwzQyfWB}%FS0pdczy(kT3gX0rAeZn0@rK^H2s?AHZTXkvY%2Y1!+U0 z0_%KRB`#|LsBbDD1=z-5Ej{8)jPqp|Xk3@0XPWz@Y-6yNAB0U(1djFH4$QUq+Ze3( z;5^|Uh=_elchQ8jb9;#Wa>Q*QUJ4FOQW`eT^V(%Fph=odX3vN;U2FRNsdEgzuYKwF zr@&@7HJYA0c6m+5hd!>}oH%LD#c;k-)oL5Z9~Uoo2e(#P&~c4(jAL@0UXR%2P{YXz z>gYqiK<`TV9Kqw8on07x_O$YCey`U~fx(43Vhz=m$0^?i9%}4fb<&)QuEzDJepLlf zX-=01CfR8W=xc)-zy5~`fE5&fK!X7oIKE@vp-V9U%uxl7SFSvs^6#fOt~hB7@OhLfU0^G zoXOkeIj|hgQJVvO)yiX)Uv~|w0d{%&qPH-Bdh-NWcAM=3lazrNV^egprUMY^GCs@# z`xYiE4}kN?!A?>NGBL^aahTndfC9F~D-;JwQWkbiTtwi&BxRs5K~nyfPzQMM{Sfm_ zHdjX2XDg^{7Q}o9J4tH9x?d}!A0noIsU+cDu5pdt+`Q0qC4>|QStH|gwF~rU;XC7JtEBX1%PH7<|$T8aA=i%%Toc_-<3ba%52~D zAMw2Gs_))A=2O;JP0LS57L!z0muL1fK8_1hhJUFfnY;nRAy{*|0;;t|4L#rj%17n? znE*g>g~_)JK*ee?Q-GH{4bbkN38(>D(-oac0B{edf|n@(s=hi8aia~rsrz{3d%RG@ zyP+TlL!6_rvrNPY(nrSQQtK^=l^6T z*U|N6!7r60xq|=_Tfya_jSVPuzIDylu-OJM7z3c{D;}}z^0->-&ewDSrEv)?9}Knr z8FHFYE;vY%GEkHut)O}jQ{ZTP^L^cVWGyCfu3XUEp&XmRy7+c&6$d7XhG`6WWY%$l z&XtW#YjFa!*7zm>s3=!kSRk}b9EKYUwxPtbide=FhVN&~bn0BW&|8cEEQj-IZMAv@ z(3{6lwWuS04vK5RXzTc>0KkpD05Jb&Svr7!BkQv|S1!zJ05F(G-#Y*R4Yx@|K~$~Q z=DKMOYE16A+lKQB{0 zw`g6SEgwbzZVjJ7OoW3M_;;ZL&%OXJ(~lU#mh5no_rb0yabS`>uvFbl62I~?xfCf? z?i_TIJm8H}Pp~?-qk85_%lV3X0cZL`ZJZ-?1=n_Qm;#rHTex{-qOFE}9Zu`{lHCkj zfOes>TDR;y!+y6Ui3rk(6Yo;-Ju#K^yb7)pBk=U_zcUWdmaYNb|vALGf60z1e;{6WHA5mdgZ=`0I1mpfZ-4T%(#Os zo~0th@1ETd0}t#{`hrPoB$q@Njj4nfFc`;8l>H@2!$EQFE1_vftp@K@f^C>bE-76fJqy`NW)Z#PdT6C{)P+T7;LtSa6+8Zxz(S2Lyd0-Np zoyF(Lw&O%mLM%+2AnY!S zOm!Dd*`^2_6xRsk(kCM;*$*q#fl2lq!pQ7=@wiZdr<^X#O&2`tn9B^&n zSpa@FlO+Fc8A6zS9A&OPe^TuQ=I&K`F}O0CwW_WH$7ay&$qMRdbD^cf7m_djcad6(5!D?q)JDO|7CR%2cDJo#VX*qpquQ%n-E>k9xttGi>gHp6CK z-jB)Kjr%dy?hdvCFT#`OEt;TgV@y!%Otmwwbj%B>P^0w9i;TfKx?D{ zgCastcFhYM;d$L$RUZMg`p4f73;;C!DdRaF=4|r&;l?Kocr!Yy&&uXP895iu{4=y@ zXjzh<#YQG?f9uBbB#FK4iz>P6%QKJldwQE!n=h+ZpuKp=g&^M#m*Nq_cHo72@VG?`0AgTR={CGFFeR+UAC|gMyKeBABdY0+)HBgBbK}li#&SIqf<>ds<~H2eSJLL%jL5}!T!uwbnb%ik`p(;BlJXSS z6tC$MOFML)a6&ldT3IT%$EqxaQ(>pp#qt{+SY~t?`9IlzjfNrOu2rr-dt4M z=54Ch8?m~Vu&`v=Sp04#0YC6AfeP)($S4V)1S8SBcOHfM>;*n6%i!_UQiVgxCdRL4 z5}0eK(uorSOIcRa0rKy3Lh#K9H66GJ`uwB{hm=i$46~aIF_|)&RKBu2@z$7+EAqRMBXnk;hLORm&E*#PyIg;>0SGL<7!bWZC`>I2pqiH@8I8 z66{;b;@c&$NOCKJggFBz5VmqkBKo@A6HS^VG`)>jsc#7Zn9XV_=)dV7{-o>a)n znrLKXl1v{u!}`jik#yj2b4f^P&vu)km3w5Gr3{lRfrTo_0^Z4KMtGi68E@Q`R)>s^v# zB3PQdyc5P4QIaUK@&YvHjPWEHKH^Son;ou1$cmFtnPFKy-I*f=28Cvbwmrq9XTZUC z6N5-4*2@|GeB}OT8QhpxZw-3=d=)bZaaJII04U6N69SPyPFl7Y#D55}mzqM}?yEq}7w_dSW8%L;mweJiGHSZCZ0T{1R;42VcwdI3Htu4Ihb?rZ>Z{|| z332d*tgn|m#dFvxE32Y`UZHECbU;>X>B4>(*U4{GFX z=uKV7BVK4aU{G|%un>ATKZFfCC{IBRgWoK_V}W8B5w4O8H1c*EGNLV>nH+-AQIE6I=BHyUh&=IV3GZh3t<~_=W_NRdqPLF~ZCP3A2?9Ka*4of8v&8 zh~UBbOmO9Jwz+~*jXls;GF!>8nZz6d7YT>Lgo=1+90Eit0`)4mHdlT|<8+=OZRJEN**S>ltptc>?I%(J(na5G6-2#f9vhrn#$ zOkXJVY5y3u!X>3|C83K1f9x51a1=AU*}-AvcJW!kY`i+Q6|U_1mJ9Lxv1|VS1So(> zc925=EU@^8)6a^daAnlD9KF9^sj3AdLV)}%_Tb2iNq!B7g!0Ev z8CwL%g-LdvLlP@oVmns|gZxC{;X!sL*;Pfv1;>jExefDzQbEigKb}1}GBU{?aEJ+; zQRF79{`GrIm}@^?Ju@;)fwvU#o;$+ZEyEzcM0j{mm|1?uk;%EXhwqyS(!)*M5%K$m zL-c?=q_+*PjD8S@9FPe9$TYI>_H_%p+Fx!0iGzL!;jK2Rl~a)H+najwkrV@GwaaxPbD( z&yfdkkNal=0ObiUQvg(bZBF@V;x)Vj*So%ABocP?z$>9T!uLZ}v10|SJWf18;^={& z0}qq9&h#@S$EhtrOqV(;@5MK2OK_qGfawY5Fbu$q6|msM6C{cr_*oFnZU~@+C&cd~ zKHna|qXz)BWz?VkVX1cwrT%e@mH~j2{#kw4HK3}OCqU@R;-8LRYbSBHxi|M7w3?*s zZ@^)1d3c7|0|aoGY-B-{b^+XN}(2ajJj$T;xqzWD2yWDj;3+681h&2!H& zyePW`dx780BnL?0z$6F6!ZQVqI^5=f-wTf`hUJHa)sT?Q*nz4;UTpB|ZMi_BMN@4O!@Gc)0@VgP93_8aS4 zGyw(Q2yV!(Y`!z(jgBJ&_KWANwZ?eg3T(rZ=#Xk$aEUsj-v4FJtHu%XS=e}c@+8AoTzGtN`>jkATZe{r2+T`Wa0q#`izL z85Tc5X6B7wGzFgcWTquDf1b?D8^4H2Fnf-P$vp6g7{7^04oHb29DJH*sNW3M1w3O% zq0tO2vL@B*RO1#`>?pqU`%{bnjcBm`IaBKV1EHVs2w>ec z)D`zDw-*n;WlYm+rvQLj8?&q0<4-X|<}XR+RRB1?sjdLb0icTCB1#nVaIOVV<-5ZE zh$(gcl7yed+cE$ZtHtb8cn0qeMf2_J94%lzMD_j@Sn5fReA!tPFuUoX?+Gt{nf{*j sv))iZR|V#KXzZB?%s|Tr~m)}07*qoM6N<$f&~dURHR400001 zbW%=J06^y0W&i*H>q$gGRCt_YU_b_v|A7Sm|Ns9#FrWjl$cGOM|B+-tD!~A*iXRIL zJAi5Zz<{s|g(d$1O$?!fWPstA4`@QI7ob9q`#IIr8GbSxY(S{uVR-5UWFrfqnniB_ z4|k04CmuY-Y4`*N9v)7H$L*SM5e9|>{QnsQkRw+TsEC1qLyN9%9+ZG!^naj-8m?pS z5|Gre|JQuK0T{>|*za#-sQ)zYH$&eK40HG!7#IvV4>DY0;AUU|O7ki(UBFNS#4;Nh z6)rO{frWStm>!_1Vf+980z1&I1FZM2GUWgN%fQh0Q-Jz@AGrVklaZAGY*vRHR400001 zbW%=J06^y0W&i*II!Q!9RCt{2Q?W|JP!v50B=N-;U)F+XCrh0=I`<3w1pmO%(Jtav zv*;*(fwX_nF3v%5ZlTmsi<70u_1zQ`^MZtkN{1eJ@a{S9+;@1n0Zh~g>JU)Gm=)v{ zEG1{?lUZ7*%vcGO>zVIbsCM;IYBnxt^y|q~Mdd7BDw7Mb*T5XZ4piheTqpBLOxrp) zD{$I)D!FHs@pTe%_})=jnU;A}1Sth3=S^ViKnmff3NTQFkPAzP^{q^)X%n!q&y|!` z^rLL7RDXjtVE(w}P^)M0@1Bn`i$~3up8o7TZ`8->>-7TNH|CSA<^npQv2ly)04*`Z zJvIS-I;h(*^K4{p2Ulh=9>wjxReyk;P(jO1y0XfgdwFA6T%y?1!3NIg5y$inbmyU- m+GNWdZo_|ivDC80pW_4Ek-z*o-z8B10000RHR400001 zbW%=J06^y0W&i*Ii%CR5RCt{2RKH8ZKp1_crcEXGZgAIsKoA^t=p;Cq-KBp(L07jr zi3(!D#Vt#nJB!fx57tHW4cs{17=VOpUFyl(54xR7A&p2){D6{_0^_%XNz+Z;==ghRG_Sl=pJZDZ&niTs zdG6S=Y}L^2(YUj;)GofRHR400001 zbW%=J06^y0W&i*H_(?=TRCt_YU_b@}3?CS90H6dv!-o$rHW={#hXS}Nek2yAEHZ#e zen7JF12O@%4NVqJFOh&BUEl+f&_5t? zN)rGNS-c^P6YznY_Y|k$6ZrXfBp4Xj)Zro^4}#EtBoQ8v8dfJHeHbRmljban{WUOv zU|fHots00J*RgjANNU*sYrfz0um2hY$NL6|aP4mabaVKDQv3oe7cMdAf`xe%7&c(2 z0b`a6ml^aRY77_@(A2Q~|9^pjfB#XST@yi3_>Cdkm7f8)C@fU Y0F1<#x!=fc761SM07*qoM6N<$f;L-=*Z=?k literal 0 HcmV?d00001 diff --git a/img1031.png b/img1031.png new file mode 100644 index 0000000000000000000000000000000000000000..4ea28763354d1ba21972f1d113690b0278b95877 GIT binary patch literal 353 zcmV-n0iOPeP)t0mB2S4G$Rj-a!CXBOYL3$h|`qf$D!p zniKdiY~o{(XlCQ&=3@{jU|0neVPG)uVB}*kXn?E1;l9BE9x!n*Yf5ymFfcx1SO6Aa zSituhRHR400001 zbW%=J06^y0W&i*IDM>^@RCt_YV4wvM_`vXi;m-udJq!%||KZ>R9vvU>aOD33$qxk> zGXIG)nmE9ZTSB6ljgyC;L7)K0Hkt|)+6~uX;K9hxV9)?$J8W1)(5OKNaJdwp_y;Bq zW=)9>76t~1P99!v2F6be8^Gc~>JLOG|9=h!20q530I)bGI}0}h2Q!e#!N_ocOnZ@% z5i%gglY<*z_ZJSpfR+OY0DiL6v;WWC;Q#->faJf4_1|tY^uGW}0a=XmU&{S!SibRHR400001 zbW%=J06^y0W&i*I0!c(cRCt_YV1R=U3=IGIAANwaaexm3IAu^+Fmw3-LjYD2Kj3HZ zGq49>k%F4|AEz6!0)7m;VIl%ZA`%TB4m3D0OgO+GufPpe^I<`Q0YifTLKnvetma@i zbkG4zm!bHC(WpS6;DgZwhTRC+4-6kZ{6D}Tu;BnygsH)x;e*2leAe(jAlYTGWI|rt z(gFO(4?Yl#b~03Opa%n{8CcTZ2L|^4xf|+#ylY_K_}2hbA^C42h8g?RHR400001 zbW%=J06^y0W&i*H?ny*JRCt_YU_b_(|A7Sm|Ns9#FrWjl$cGOM|B+-tD!~A*iXRIL zJAi5Zz<{s|iN((#{{c-5p@U?A;g}C-Lai4dLaYw_oNDR}KN$`-z*MmY+9 O0000RHR400001 zbW%=J06^y0W&i*IK}keGRCt_YU_b|){~7oL7#R5fgTMz2X*d8$fz|wni9odcC!~=i z@E^rYR8!G-{0#Cy5q|y;4>08ZQ{83!B+9g20L!pC@N=rEGyG&Y*ucO)flZx_6{d$Z zD2L&x6VTlt83tA-hGzuq8O#7VC7=M@I!KmzN=OeM4+9SmC&S}*O(5HXhm(^F$+QFf z{}}{897dpHxftPkcqM_F7#KLTKs+8E#tCG(4J1Q)7>oi2^o&aw@DDyMT*uxeAZcMe z{}WUIZD7B@k)i(6yx$CcKS07@CQyv`fBF9hXto>yVgt^D43`+V85n@7c@>y0fW$!> zL1J~A{#Azj|9=@6 t`hE%kQ!SVY5@T2=K&KFcYZ(PJ2LSwTz5j!-A_@Qi002ovPDHLkV1ngTtVjR= literal 0 HcmV?d00001 diff --git a/img1036.png b/img1036.png new file mode 100644 index 0000000000000000000000000000000000000000..b8e7e510f20030c9b2fe3d7a217a55bee274de51 GIT binary patch literal 381 zcmV-@0fPRCP)RHR400001 zbW%=J06^y0W&i*H`$Q7;pff1V6)v4=9TG|3d*>6+aRSQx+M(BtIZo z`2j)j!)!y7Mbk?p;71qufF$$}h+8i}gjgLIri5z(SqCP-RIvsnltgHOgbpBS6u@p4 zhEr(*;311QgmD5skn^76l;z>)8cml^aRY77_@(ABV>f5E`N|0vL|iJ&O_#t{2A0GpdJQwW9{uKx!}@jE$c bh8_R_1c;Wroex>)00000NkvXXu0mjf2OpBi literal 0 HcmV?d00001 diff --git a/img1037.png b/img1037.png new file mode 100644 index 0000000000000000000000000000000000000000..11f8c556ec2e2484b8d672550e6da6e25ab467db GIT binary patch literal 355 zcmV-p0i6DcP);VW7 zsQ!1PIe`zuCO(FS%WMor6FV9l7~~YVz#>fo1`ZAj7#a-VYH+x35P=3J4o+@927v;G zRdBHdeDC0Mi;RvINm1sy?ZCXIPa$T zyPO3aZyPXF90anMCopg^Fg@TCU^u|Q1LV(SSRHR400001 zbW%=J06^y0W&i*IElET{RCt_YU?2_fqfj_hd=U5mB>y+?3Gp-V|3?5k=6=A#kq7cW z0C6dr43fzx;$#6FKKcNZXn4%V$-~&u-~eP#IB;PDgS-MaSfWY5z=M&2p}_#8NPq{S z1BX$=2Q)BoFl+KN2ox|#G#E_<3hahUZQ%dI5Ap2(1JfB81U4Li2xqdhaPu=5GyvHS z8y1moHFAO?E^Q4hfZcmIzy}hO6?y78{w4VT|1TiV2l z`h}tXB9O&AfnfuKJ_El1!vzLjkkm&8u)r0j03c^3%Vq|~3o!MUfFc_i9DsaK-nqcQ z2Q>;Lpf3*MY+zvMyM}Pj`-cAi{|z|aG;-Yk!ocya0T^h1|2r@M1sGTtQ0`xn)QRHR400001 zbW%=J06^y0W&i*H{7FPXRCt_YU_b)=ANU!l1wO#c{0{*i@F_xNe1J0e{~wS(fJF_| z#Q&r@2-9o)7&80}4G%sXU}WcK)@0z`01;^t_^^PPgP(;Pp_=0ZR&xddU}11|%^1%?mY3`{^V z&I#TI46-m4m%u7?K`I_FeBcG^1?B;cw+V1t-ZwD(_y@G5?*&8eKZd>&7`9+>AVuLp cmWts60PyvdO>&dw-T(jq07*qoM6N<$f>Irie*gdg literal 0 HcmV?d00001 diff --git a/img104.png b/img104.png new file mode 100644 index 0000000000000000000000000000000000000000..9ae5b5b5608450bd4b22924c2f551d8920a018d0 GIT binary patch literal 3177 zcmV-v43_hWP)`f-x0000mP)t-sv$M0P zsHmKroRE-^goK26czA4VY+ztuR8&+*NJu<9JTNdYBqSsl7#Iu;3;+NC>RHR400001 zbW%=J06^y0W&i*S=Sf6CRCt{2T}^BxM-{HI*LLstr-tOjPj-BS1BxT%5+TLT4S|FW z%7v4CB$s3_+>my}AwfdI)?NS!DVqyINZ>(Sf&z@WAWpj@A*3KA>_jLmd)O)O+PmYm z*N^TVk3BtI|6Q-#-R`%$y*<@c?|WZYbyfB2*Ik4VLTf}Ubd#UXBxS56vr@Y58IWg# zn`5-8iD$xra(9I(oP%66Dl>%2G;3k{Jt#S>R0|hBM|PJ|2a~5ts#Yd9mri$Ut$25i zbC{7yS!vn94Z&qE6InyFrl{Atm;C@@bQj|~spOcZq_~eHNK{%je3X&EzgRbzq)2=1 zJ8m!@{gVZIXZt6{J$Wds3l#LlcMZF0_Q>VN&Fpqxw1TU*p8+qU0!~vb+1VDew9m#bm-;IJmqQn`Z3ic4&-wAE7I`+T!0M z%0c8m>dC{ku)x2Lxq}g<-H~5)enDR1_5ZX-w9IYs?6AD&Dz(fi+ejZ?qI>&)-@AJ{ zntDJO~Js^hGHIG39!oExnx8R~tF%#hiE_YODq zaHub=r!4q8pR)7`Y6$bR?VCMt6cCzzT`;n3Y{;T$s3;1P5 z|EjHok(;{Ketn-VtndKCxrKq#pG~i6=ARG&_U5RFoG9PZ*ho^DG*KdQtGGczDIYqfD$90}mv65%8!iL zfmE+^yt4-<-tfk5EU@v0{iY|p^T$x0@Xm(?KX{b0hln@wP|pkA$RO(jZ*)xefR}hg zijS9kB8!igoFSp(QR&Zcezq1IhVyGzc;nBvQ+iu0pyB-55nk$XdP?u?4*4S$&)Wa4bC0 z^@M~cynJ!+#JvR$p4exFf+um2Vc^L;atL@*2cUaAxxdjlp6ZQM$9Sr7(=ncMn0AY& zj*W1NrxA+b5>IE&;}B0P(8L{{o}b?tp5|i(S9rQlF;aRXe{u~L&G7WYpHg~P*fl!; zxjiF1gUNVGZ@oo+WqAK!GWSpE{gf;$&c53=@qrr!CyxET25c3`Lxc7LX6M2%Jq_o^ zm#?XV%6!D`@dho$8y?7gsE+Zd%BSfT@8YWSf(L4!pH%NyC!x?mb$oDAJf`P&8VG3l z#H4s*rDQtBJ22$>OU)Zl@i@IRA|5x?7Y~m=1;fG<4Rkno;;3m9JjrYp0Z$q@?Ho@L zrtKI{IUjP0rxEY&5Kk-MJsaLl@)~I_QEjx0cmbPUkH7dswS)Py@rz;{LOg@l6rA8? z(qWL7Lj10RH#~!mIEqyb7} z{-!n_sF!9K%08RxaFU}Fq`TN&L{R%G?ywvCy!7Qew?5I;u>j=rx_K+9q>@Tx!s7KJ zGsF|qXZm@c94xS~gI>S=gxe2l39!vy1pSHs_V-!PpMSfte)~Re(1_)6G+zw=ym>I} zqs=3y!~Xp{->olCGseRI-eBy_+rj~+e}*>_(P8`znP@zDi_qwMWpBmKUCChk9#c}FQ4rFv_4<(;Fxb@Y!KasG z0;Wv#VX&Fsucd3Q__DeNgAHXPfjlNRUSp~J&wWr?5&loy?LJ_CRf${Jz9RV7N_wPvRsH-6p>mk$73kz)u#{Tzr1=FzUkd%lhKN zEr5-9Gw@&MjGro zUUc~hJZKCysQznXL3pvoCO?vBzgtsGe)?|?6_KCG*8~d4&uDd;!tpa)52s-KjMp(L z6hDhqnhM0vY7MI5@UvTpswn(y*Yqj|Kl>HSioh?+;&1uqmu+dg-1E!0zFp4wWnR56 z*ZdqTgqUA``X6hMYC+C#D{k23m7gni`Q+!0T^{+lU0pSA{9LactF(7&_aA4QFCH&p z^K-v4uF~E=HQwpQo8V~X2$i49%kDy{I!mV&Z;<`-NQ)XP?XBJ27;Mh?4c7B=zepGg zJI>-`V=~zTXvdo=fJ3DE1GA4InaJh$pM!H;Qhw)sN-6n`Tps1)M-zQY+4zljY^CDI z8Oh7Tk8;O4fBfVxV`j92ibh;-{P?HWjU5uz-uMAwGJ@822x~5*UKMOQ388%|$XV;v zKu#yQ=BH@!)_V28(@9SG>E0O>lArqa#7?h);PEpcXQbCmaQLbF6Fa@;g22z}X1pN$ zc*~L7+TlbT@-uIgdU`X7D}Gr$L^dN=3bZ|oO2V{fu&c(FaE?$wrCV1J6s5_CPe%?t#{hF z@dIVhJI3#QfSv0ACuF*JKR+@$+K`mfnh=A3L!0R{Z?ffu*x%gcBD4dSjZ!453F zWBdl+eHqJ7lX*>2y?&ovr+jK5`yc)cndO6~AK373R0eqDN}l%YB(U-QOqxh9&RGMYPS$V<#TIHy0DBVt&7A#`UMYOrN&Ulh4BK^r14N znQQ{It^xE`5~)Idb%1{Kzxx`jZ>+WnX>K`IyZk{^AzwL4rV9B@|0v|Q&;x_DuCygG z{@3@5GDYguN5Z@hw`b{E1spKpb?RpC^AhpdP99yEO$K-LzxphQ&yvcE=T^e{TMKWXKdJ4)-+sRy0p5ci zi+{xiMV65p4;yMtNzrS19_nu#k(W5TW3C5osx$fTa+Y~#v^ltYFQWV(RHR400001 zbW%=J06^y0W&i*mZb?KzRCt{2U2SY6NqK(9Ufb=jsevEK^0DhlNP+^o^8k^8_*#o! z`9ZLCNhD5*&X$72oszId`IAUF?VJt*Nwk^aqzDNuu@54Cgv)u7BLqak_y8pk1fB(f zxP*;o_e65+B}{p2@6PPlQ>m)%p6TwXuI}p3neo1>^>laj+fO}RpYK~A4d4)>i}P|% zc7JvsL%rY{UU3c41$%^h$#49^I?QhzAwa>NBBMl;N|JrzLr3LqIV>Izlad4{@@d=QFeywk2J24 z!W*61?b9NhS|aBRr{}AVbE!zfNi9nbocFIu^~q1|m7O4d{)MK!d(A19BMX36)!#~lGH!4UcHxb-u=#K#WUdE`U#f9QtZ0k*zzzNO48g=)qwWYU!WMe< zt~FLJwYxC5e(cU993qw4-S*>)coH-(6DfL$CYkEAHfP;CHQNili#$tj|6BtVK7@+| z(9A-)=v&)YpTJcD@zxxb$r2!*=ayiWvBy~in(Kq#|Mmi^9^S%LlXuo=g0g770Gz)z z>!xk#0R`gSQzF5PV?&>nsNnBiY9M+F_OcJ-&^BU>gGU_+Z5LmH2|=hr&B74x4U1ZQ zZ!vj$wXJgOptZ{eh6$QpxIO8GfSJ*Z|L~juJCO8whk54#-&u~bL3en!+Ur(VfB<>T zQl()Zrl5OFux~pN*$<5L&X>H>o7zvvV$6oe?(_EX+H809tpHv(`+4b>nv>&RKWd^3 zkz)%(?7St!F>K_aR->7Dt^aBryk*)h*hU+I`-k#KIxgNO)$C5ah1(=2x<`&J3-5=n zEi9w8ciL}q@Rn%1Vf)f{=l!~S7tx|r7htd^>pjv(7R!;gz)1(DQR?Le0zvGNr=jg7 zA+&?GoKavaN?DTzFTf9dKWcK-?)X&`R;E^htM|psGd^=pv~rK2#gCO=M=MEc9w}?L zaCzbdW(j{GNES%Jbd3l*hL|fql36yJ^zU~7W&LY^atZd9cR@S8nVo$!hxPpCTl-Td zS+qtQ*puqC24xJ7YG^W{S1I;Q`^HW@y)6zPuK`ElWdwF7b`zG6{)>=Sqc>cox439i z6Bl-2g3R{P8^LOZwJ!)t+H{L{fGPd$B9Y?_sp|^HVov63u?Dd)>bm|=eOJ^bw@37i5BNA#?FrUYC zaBOvBE<)Zx(%X0f3gGjwX)6=A_RrN{o2gI-me~SXv8P8}s7~hsYS)judcKCzz_)<02 z_wa^381x)iPQ2cmqle&t^U}t3iMD5gJHqYhr0Q0*r?=`P5nDbFhRw@2LeKxliI=vJ zw^6>qvwY)SSo^3bD#VXp5$A09cHW-aZTqQWo$8w2zOWq-irUEDTJf0c9#KCvi=zTE z(Xj1DrtN&^2o{#1$%nMvwS})%&ujHtWXU(S@D$0l(cVGrH=JCP&i##{5yo~AX= zC#a#LmF?R76!R3aG7xi%c7XD2iMdx!mA^GF5!ViFvX4;bB>Rm3+I8IN5`-?e8H_$2 z<|F0<5BIH&mRIxe$!`v7`$})L{+W9BQvz&-+!DEVaN*b|_3y%kz}m359L(FoV?JL9 zq6!MUD+hant_4eLAdmavA{rb!@YU`z5qelrs6K=a%};n}w+F6R zq;|z)o>fyGE>EHv|4Epw)dF}~OhHRaPhs`(iNpoD6h^n}(Ske9Gb9gi{Cya{wrxd(&Gj`DEvJjLVRn?~Fa93=Gh3cBb=djj)ATlK+34k)A1EW&T|x%S^Pton z2TI5a_eT6Q;TUz$CP)og1VeBF&7W>5JCO;5SY)PvJb-PiOo|uVNE+8_D|TeNB+|<< zkx^rt;A$H+{*Kfca)(^Q-Pg(|;YEbpr8#>4Td0dT@&P%iEahXwb$i<=;98C-kmGNo zO=K$&WlRE0fr$i}4ZX!p+69>en79)V*(Ulbh=h@`flOk5-M#Xh1HQ(FcK`5WI&#df z+rk-JkJt_r@sf5)XWn|nOIqAk>65eKB`qpde0~5!j+L}4GT&+>PSS4aj0BsUB!e7e z?qV=xRLlLie6WmaOFvKT81xX^q@@0BwGDX$k}=*K>tei8jJ!Bzq4+3%gT9CtM zF=b?AB8Pq5evoa0CI&JJJCx#&vrPkAe}V(|;*CV5x)*3^pAl=HUx^70*FGb@yWnIQ zz6?tRcjSTgxlswt8Tg7$W7uU`ujXcw~#Xa~71Uuuf4M z8%5->2`zm<|7|vsm4w|8UFjfvK;axdS0vG_do)KQekK`!KC}(L-OFs~|Yd&`fSPv^Q%JBgt zlta2l4pGA$*OVs;5m7BHN481`&I+1QBbTo2-Ol`19B4GNiD+5p`tR)5q^=F4HVRyZEA}B{pQ*)9-G- z>lPwE*N_>#5lX~f7;_*qllO}p)dalCV&T^@D&w;Ei!+fU^13~pAqS=Q;%R@9iwAOK z?mo|bryR)sHYAQmVjuGrNHHzsOXN>p!0B+V^S@~zLt4lglooQF(vw z7tQ(DpH3RtO`@5^8Vp&SqvBsV;GUD?&JYxN$8l+)3(Th$JMx_)bbIRmV5@TBme$^7 zmyG%Gu_GU{HTP4+qayA4ALm)epCixJV@GaLWb}&S`*D-6^eH6A`OZ-Z{cQ&~sL_!n zYwXf=3;qZi+p!~e-9i$`+h-2hd$c+>aV4D|a_o{CvZR%CO2ly-zL%}Kw^9Vi{DQVt zs?oo!bFkC|wt2-Hqes3_TSk{IuQc`1oUP4PbGE}4z*Kh7E-P4U{fn{uBx2-)<%MTZ z0qYA>>G=^tzXtR0`xs>bO_IC3&3b=D^XcJKKyJd^KeGinyn&qE#COs3Doy1Y)*j|W z`AVD&*7A`fU+k37&gFOOWoDAJJIC336moe3@GRM-CPE$XOg9(9+h%_TmI6&}I``Rq zYdpxQNP5VzFS&7-v-rBl8(FwgQ=xs1*2u-FipY?QK?(YcCk=aINpMS5>UiS`^kZ(hkrqCR@bQ|xK8^@EK zLu_xK;c{`Nn7t0aVydw7NwyQ;d2F=T>_B;oTfvwu7Prp=*&H|sC!sznGy=#X=UPH_ zmk1wK&9h$FYazOKi&+&VdO(YvKk5A0d#wf6T zMwt#8b3QXhzHK08{)%_Gx$#Ql>REXsJKlD$0*%oDCPwbhb025q60Nt&g#NGH=&MTcX=eT2rGqm0YBD~9`gECcd|{@>>g~rc>H-wP zB4>?cWGh6K;%+TQ z_?hgs<|YFJUyPO^C(`Q`AjfUH4<&NU#-v-{GyHZ#K9L9d+YtL+S}vA*^2pFfCK2q6 zVx*iD*RfvxkrfX_7oS(Jrd*veb&7Pvcqx*ejXATN!RGPSnd!-f%c1R z(HME;>6R~KThG8ij;7BmM;>f3AoOl+W~NO8St=6bnBBcnN-b z4b&9uXRU>*A?;_|-gxfFPW$=cxwo$3bnIt7sVAiU%q*!H$Q;6#CCG#JbD@O8rZYn> z(S}3&M0qgK)qXaeQ(=Tzk?d2`!tX>&@-~DI)M6xKW5j{%F^y4%9F2A3mTEB~3uaYX#eA^?_Om4h!A16jK63x|=#XVQ++f>} zaXXF-Spw}qUhmt_Q4OHDL7T|5XK;C?ROY*^naB}!0A2E#iGdzMg--c%fFGWF$9}ZP zF3>$>K*iJY<9vU&9%uEc#H|t*V4KK|WBRst%8f4V5`;i@6A3a{79%8$+?OFh4p4nI z4@rj>kLKZpTL4;nw^ZzG`YzA?Lq%kToN<?%drRN zd?H6SxPIOEoy+?~j?D3uF@Dc^-^!6=UneM#_=lz3Bn7fVfSgYaIW5+h5Ok7H1)2U+ z_{u`0$i-A}&uXbk4S6#?==;b~ina#e+?Z1d8Dp8gL=Zeu%WMZno>^-(CHfMX2Y8?4 z`72)fSvV3-`|*|qI5;0BH5cJ-Kx70v)yZOTif&zvZ3T~njDE8w( zdB)2w&Qzb%548R7j|XK>_eZIGrOXfBm%CISdCL2QkQMsB^57{sf+{_DfRJuMBMq|s z>VM5V!Efs?_4w_R!pKwR``0i^Q+uQZe?U$Pgs(^>Ie;I`k_~>FWp&F^ZS*PA6#h-J zU1~MRjm}zw?AO;>D$f&gvws`Cv<8!30CZ04dblZHASZwEmc7c>_gUq= zRwdnBFEC3^_y3Vz+2=MTz)p_25Q>m#G+~AieIt)4LXH96z5&?=xd*VoXTS_M<^G{( zJQuHf-?fuxe@BF}4=eIb-Va>ie@BFJlyaZ)P)RW3(Nl(*@)GmmG&Rb}O5BuJ`v6xQSm%f*<=z-;X6JvH$<=WS2W|iF0Y1cz%(Y610w{WdfU>5WTV7_%ue=ppgesulLX736;i_@^g zi?ly*l-V;o1?%*TT1uS>YVN(r$5CI)+|fvGFZTx=tL67nqj0Y7fa!&=UTx>#Vz&Sq z`C_4OPiGo0TCbp3DKkLQ{|*Q}TVaMR{huLx9F>@zsSc?*GY#wf#mjb ze~k5f<0J5F7z!hd|$D7LDg4FC~Uor^nxDpp-MDF^y4Jq2o zk;wgaIpN2S6J@`4ZCv)UOycU^BHz!BGZu*o;tA-3ipSRFBP4w1IzLqO_5M7QkGL3{ z^?8#vzg;`}q|N;aJIHkWOqX!dYN#4;WZQX?u$?~jY8o>zXZ~MlZl08ZE z8ryPVWH}E|c4LB^ZItBR;T8vF*^MHKqd0$0jWTlP`*EPGkzYP3Fjo+q-~XY0c7FdS zdEj5aVmX^#-s#Me=M9C?lYvww-=E0M)gLKOwR3McWM{8w=iksVDC1?qE^9}bpTOS! zwdR;mX1^cYfa!J~_}OARKXYoPG7x^b^ayiUzGXa8`9U_LW1f+FRpazIe)hJ8p0S$^ zLe>bOmqBay6h=?{RbS^=F=pOg?5M!TmomQ*^NtGft1z^pLYa5C?8!U^lx4jyow7Zd z$Az+rq!sTF;@r>Q{Udeko9en}WOVIDE~=EtpvtI80Lr7D%u19E7uiUb;JzqTU-X6W zPl=9pGW%?#i~u8aw3At(E5aA_^7}_SndOwH`svxD%-D`}G7DVXTE|SWuq{Ua?Tc3U)63wbR*KoW;xjruE5k9DSbFvKONa*R;G-5 z!?Ur*D@IXp5%3q%^L~wPGW#|wdX&vuMmCvMDD!Z$Fpq9KrAnD4Hu1Q1$R!YEY`rpa zqE5M2m`Ak&Q>n4J^t|_HVMty7Mz(~6UnXRp+~oW9jRR%AgaoGVQtpJ@WoP=z5}u(CK);NL*3|dw8wbjK3CT3& zmDwlXc#fS-5uVDFGFw7IFSnkfxgc*Uq$=z7c2YZr_ndA3JXnz_`7X=7_J~*ub1Ia% zYc6xO`xNjjc=fbs1YB8zf1B9_$lQ~ut5ZhS0oPP0GuPa1^{I)S3ZuOK@rfP7qwzAp z>!1BAdQcj4aahy?QAX)fZb7NG{}f!QG0K;p>IM9W{{O*rjZ)6b)cy9pER=D-Wlo1O z%h;38(v008e9G59$&DW)(OkH8*(R#~BcCHNx zLV3i8)dNu0>#xx?9GL{9JhCnk2uOLf3$xmgx-R-mg81VWlPJ3Gxs3Sa3AG`0T}FIb zklK*CMJLt5YoNqCiEY0dCFLNElwNhEnX{9poO=C*_03s&@ljGH{(4^m%4z28P;2r; zls)|cDDA@RNSQE{y+6wNlrL}a!xGEPucbC_W{=zomdZYFOr7$%J7!eq$$oCBzIc%7 z#!DG{Da0uhe09@|3iGP7ok5vJ86#y#oAN|&Je5(d7B5%kThpDfro3D<4!785rqhj= z06y3)2Bj>f;iOFZ3dswGN8JLvC74-}_5e+U?Xn8xG)F5^p`7jj4L8@_0=#52DMOeI z)|@f-PdVMuR&y_i03z7`MwDZa&BMvBq)izBf|2&U<7nYjp%K1-8( z26U&u;>OlMDi2lvOCf(dDRUPA^X>i?^9;-pa-us01~Ya7^_RqLJiyPti&bmf1OFn%#Yl2G4rzr*r#Dx5N}&_7xO&1 z$-jpah_cE6RQy#o=6>Y9ip^E@s4S#x}4yXAx1BnH4Fxt#ucH#l=hy`PXvUoU?JI%$x!}7c=Y-vdg}f zTVR3XN|}kvXK}}wvdd?2$C1zK7HWp$SMF8O!&O zx-c|$NrJNLkh<^jk7%P8$1{Bosrw!Oh&Fn0Jk#%xI;4`ZPhxnc?;&+ag>oF?dq^F| zo3e}CryRd%#{gHmPt1{Wdnxnxq#hkvS#5)0+C!I*nNOb-(ouIf4_akjMg zDUYKt%GMHmb|~|01(=)($`@#*Rp8qSFgX*H&t%57%6-b?C})wfqsw&$C_9IF&H!as z|Lr)-h*Ex1|9MqDfNm6&wL%pK#SbPI4Ns>gnttac5m3&&tUo0XelYn8z=Nl3x?wed zGTIG|KVN4xf42|_KbUj?ruIk+ptO=0rd1IC`VE_sl^Fg`4jSY}XAQoc6rx?`4%qap z{Uq@huN%-nn literal 0 HcmV?d00001 diff --git a/img1041.png b/img1041.png new file mode 100644 index 0000000000000000000000000000000000000000..57d079a9c4e1fd59f9631c1b6d1b08a198a3b7b1 GIT binary patch literal 283 zcmeAS@N?(olHy`uVBq!ia0vp^5zGiSnt z2`w!x6%`dZIXMXl2_YdN9v&VxHZ}$Z1}Z8l5)u+TJUl>6uOd&+15%77L4Lsu4$p3+ z0XZ{0T^vIy<|HRDG_mva@B|z<*}(EcqM)ITCB}$n4G$+TyF`RY!x>f{o^?4qY)lT% zSmwMkWQcgl)W#q_LDq+dM_wXAuE5ZM#lS$rz;J`1!3QZ80}&sEvpzx%D$P&!GqptX z8T??%?3>QR^M=i#O;^CW#K0heA+u}(bELUM!=IDW4)8oF_@DBC<=3~r|L+UDU3r4d d{KAo)3^$S`Zm1twd;{o622WQ%mvv4FO#uEQT>Jn4 literal 0 HcmV?d00001 diff --git a/img1042.png b/img1042.png new file mode 100644 index 0000000000000000000000000000000000000000..a44eb6bed11d7a9b0f647cd794e3b92f8804af4a GIT binary patch literal 441 zcmV;q0Y?6bP)RHR400001 zbW%=J06^y0W&i*IH%UZ6RCt_YV1NOB5a9sja4=v64?u(fP8ED$@&H&B?*;x35K%7d zW)T5c!DJ@LOt5_r1Ct;uh5sKeg1F3Va2YxPUSV}gU7D{!a#%zGd~+b zX~G3`X?CP^#mr#9@c#cFWN8*);KAL&0MX6!kq;E4Jiz4F&j1Nbj{nGRXG5Vz0rfy8 z;}LAal^Yn?6%bsGS6H*>2WWYL1`1B1l`UY+!MzFcK#K1_5c~lP@?+7<&cIiYgsGX~ z5km*6Aa>16UmJil56F%SaLw!!m_8IBDOzk?SAv*F00000NkvXXu0mjfj4rOl literal 0 HcmV?d00001 diff --git a/img1043.png b/img1043.png new file mode 100644 index 0000000000000000000000000000000000000000..1061336a409661dfc1df016c0e278e55dc904873 GIT binary patch literal 361 zcmV-v0ha!WP)^90000mP)t-sv$M0P zsHmKroRE-^goK26czA4VY+ztuR8&+*NJu<9JTNdYBqSsl7#Iu;3;+NC>RHR400001 zbW%=J06^y0W&i*H=Sf6CRCt`VQ9BC4KoEV2F|#VTdH^9uui(EKiP<&f7T<2qo2%vyjDZimF zp$J2KByK&zjH*{3t5_y&^ILocEg_~%W~IUnEjT(_b>v1d;Asq@Sejh)4ffjig4_Gr zLof3ukDsA(Cyv4VfYNCuJiTZ652)QlBD||nSX;XR20+W-xiKeIO`}PE2ozY<$4H4Z zwf2Z!m9u3ogeWhs!|c(^h!>u~9q)nc$%-GnGN^vG>Q8V6CG;kR@xljw00000NkvXX Hu0mjfuxE}p literal 0 HcmV?d00001 diff --git a/img1044.png b/img1044.png new file mode 100644 index 0000000000000000000000000000000000000000..8a946b2050848499d11311ff71835f634c91f9dd GIT binary patch literal 536 zcmV+z0_XjSP)RHR400001 zbW%=J06^y0W&i*ImPtfGRCt{2R5?z=Koosm@J3>%fZj9+iN-|^V4?Kn2veoS5-1H6 z77`K-$ebWKK#CL`z!fdN0qKxvFbYC6VCLKLLgKIpI(U}m?@wR|rG(CQ3 z{Hsq2GK$!GAw{*9^3*_kXElgu1tJ#;;9Id}t%>MoDL=DANl<6+3xEYbw;1mDzHI+yCume+02q)l$_O2oYosZ3q`MZW@Tm2LQd; zi4R)%5vc|zFblTUiA{nA#dtvMqLCyy9j|%@B!SF0uW*G3EFU1NbjY)X!thGJfRFyj zzXD-!%je5rTr&*rDgil!;1^i|Mo-XRhoCDYM>yrm!F29&#pxC^@X4yXPX4n>5vKff z_gb6t74lHJNsuM^#)-=hHsVWu21&IQEtM_^orw-;xaqLT@w<}Ep{Ey%BnRvZ1t aXLtjL+)*Rmbdp~H0000^iRHR400001 zbW%=J06^y0W&i*IIY~r8RCt{2lCMw0KorM6v}0RG7a9Z#QOOKU5o8Ty5{W?YCp7#6 zT&9K~X;4cr!=Q&lA{HzJg=|R3Yy%2G#=E;N4QbLqW)OUnzTfZr?p+TIRwLMfPf9or zGsp_Rnd^}bJDf8jDtDF8#>UnG^RwLR zlI`uw!U|ljMSNIp_Ys_gt;o9mY|$J3tEeX%k+nKX%gOh2;}TA^As3ix-Rqn9@;EPW zhFw$VC#bwm-m3SMr~SR?PE>6WT0dr54~sh3wR}fs2by&lFt6LT|EZRHR400001 zbW%=J06^y0W&i*I8A(JzRCt`lQL#z`K@fd+x9)Dv@Sj!fcf=4RLtx_Kd z)|V~_32SF(KEUESOH)}N{(yE`Do9GtnXCvRN|M4n*kNYh}?lGfr&~(DoWQ_G2k9vmT+7dI-x+vs+wL;`D&A9 zR8!7k-GexyL~+9w=Qt@eEwcim06Uo8NR%S`GTZuQ?f#?xr4U>_eP*{6mk!r6blxZ6 z6^O=DyBz2@)p3r>Uqwyy(6)~l%4gsd*q5)N_0$=1B@KdEPBN007-`S+k)xj)=xQ%S zOsqkCH)qnetwpUIt^42}7YN61K>f2_S^PSQUVRB`zy})1G6T;~#x4K=002ovPDHLk FV1i<1sE_~v literal 0 HcmV?d00001 diff --git a/img1047.png b/img1047.png new file mode 100644 index 0000000000000000000000000000000000000000..8417457561754eba73660f709210bf8a8b6389f7 GIT binary patch literal 424 zcmV;Z0ayNsP)RHR400001 zbW%=J06^y0W&i*ICP_p=RCt`-QZY`$KoA^b2SjKwQb-<+=wdRLmDT6Q2M;5kEh5M^(}%<(`vaY?21IIk$vz&U6Mf&SXVhcSCwm#6Sv zIA-r#R9#p_Q__N_pLMv8DgJp&XBOsC$`UMs8BfA1#f=alZmI4NF`K9xl}M*Z6j#z< zRjj0}B8oBD#y+X$Kp%MKN;P@CUu;gIIA>PIQn(?mS1~&J$By*v2Fb5f2ZJxOIXly_ Sn&ip=0000zGiSnt z2`w!x6%`dZIXMXl2_YdN9v&VxHZ}$Z1}Z8l5)u+TJUl>6uOd&+15%77L4Lsu4$p3+ z0XbowE{-7;bCMGnn)!Khba>wI@&pJRU|<(_aA9U=Hu`aZO*A<M;rz=2l`Ne1WsGcRIPJjHv^{QO^2pbZS3 Lu6{1-oD!M0)+jEP)RHR400001 zbW%=J06^y0W&i*I`AI}URCt{2R54H6KotH$N$eyPn*p_D%Fckt3JJ+;5kd_7085BD zmb$kFF)%?ocZryblz|_BMCZx{Rq7T`2*i-1NENLR*Z1z?IF49V0j9*T9)W@^O+FveHeCuHG!wb1`lO5b+Jd|7%o2@uU>e03x2a zH7LIfDR!Qbuq_H~Snx4TtBsd7MY7=9Sh^TQOhT6)e~5cw(&wi%0bsB`7}ABBX$=%l zH8bol$zatZ(QbJ(krI=rN35<@E18JFs4p|t{%aV^Xc}ttQnh`ExK?X=H9?|+!P{%B zATHxR%33Q(_T&xc)3pUZvq~M7VGDwK{1AZ|Zxd)bEUDk*cRFFyVV1V|f#%dJfzt}{ zYDT9HCuoJt8h_W$c5#KWt$JrM@noKZZH6@D!Zn5|??-Fzv+9~~f9nZt zU5CT{X(gUqItAM-^&6&q16G+aDG4_;IaZ#cHr@~|LW}P{k$5V19I#D!Y7A3e$dBop zo4o)#XZR_PaDe9N+b^Vhop`GM0Nc#&bvNpL9iEP z6IxnYDk>^+a&i(95<)^kJUl#XY-|h+3{+H9BqStwczA%CUPYds2c#HFg8YIR9G=}s z19G-|x;TbZ%t=mQVB+Ir6IsA;ME=1ZHa0glwtsDGY;z7YCUOZdi!z2<8I%}zJPPaL zy3{a(zk|P~VZ+bH8G#KEcUcZFDfn41B<3?zcRY1uo>0s9#+;pTh6b~`%iAV~j%0;~ za;B+s9GPD1?mBbYr@_LdQSyZ!TiW>pe3?4>h zYz{sN2`t^;?(;er&HMSsKfvR)=$6Kc=l_9V`Y$^rc?JgVR~oseq$|$?y};n<>gTe~ HDWM4f!L)8+ literal 0 HcmV?d00001 diff --git a/img1050.png b/img1050.png new file mode 100644 index 0000000000000000000000000000000000000000..3c587b8e1795978f8a9f8c5e93396e07a9bf34ed GIT binary patch literal 628 zcmV-)0*n2LP)RHR400001 zbW%=J06^y0W&i*I@<~KNRCt{2RKIK6KotIRa%@ZfaUod(4cO3Zg`hE0YiQ3v735T#M{0#gT(3gcA$(_+e2i!Bc zN2u0cn}ZAO_hIrj%V6?SLI`F=D`r0%Jv94W5m&~gg>U@0B+s;K1GUG-_u=8Y??!al zAy-x)qTMe?IDqV&7`h;Ln=F`;`yWM>hUX}su2G?Uz){~);RS7u2S3Ym94_%5 zPthCN=&B9ExHb2j61@-+TP$n4jBeBghlU*J3?rIVwCm|5H-ZXr;ZZMdl#tI!77x(oA2 z!cP{%TV%WNnfi}+n0Y%vXT+teB)mye*20J0WE(GlSNURborJ&AcMs-26=QKpsW0=V znr`oR8b*An2m{S7;uBcNqDV~JXcBRq20ffliF52_GF!WAA7i#Ak^&^+H}osMUn08X zG1*Ov*Xc%zSU6j(hm2UG#!mA7bB3KFo>b*rWPcIg4mELg2I`*TX}AG2^N~q96jQYT O0000zGiSnt z2`w!x6%`dZIXMXl2_YdN9v&VxHZ}$Z1}Z8l5)u+TJUl>6uOd&+15%77L4Lsu4$p3+ z0XemvE{-7;bCQAD5)uz^nk^`jcW9N8l8~4omvB9aU(Irdgc^hIzXP8Wwel_pHW;*c zu};pBN$BdFeULFl)_$@HGxPKIuTyyw67{&1&K_ZunsDPy`~=lHg&RUVyCr7$Iovp- ztG8KFLeIhCBoEI&o}9Nv98353v}+a%FfuTN2Z%h36x(zV=nw`^S3j3^P6RHR400001 zbW%=J06^y0W&i*JKuJVFRCt{2RK05yK@|V(X0yAO``9$1R<4Cu7;*msnFJA$6f0Py z5f)OYjhqN#IasB<#wtZlZ7mK7Xy+7Kh=qrLfp#KD78S8LGrpOfy`4QT7bPhye6X`K z@BQA#ypI8<(>f$@ZD$XuMKO@C0@yS8g;{5I>LmGlV=0?&~ zoMD@GsXot-)rOYR8tKrrDR;R(w|Zl1lV142uJDgiZ(jtb?|F@*s?n`+m`e#`4@}ln ze=vv$nQ5_>LA5FOZpV~D)rIMrRTYCud4yac+UQ6r@JbgUL*h^a${gORa_$gH>qUj` zYvS0IT}%7Dj6!dr%Q3FwrA2jkc&coD@$AD>hH1^DZ!*bd<9w8)vM_UI|I-pbEKBW! zsdL~io=DNy?cca9aI7Y5{wOg)w(xd@txpcG0bW!`YKxGgF;MW~QUdgCppzR6Hh@jN zTc}w&Q9;ROl;9kLW5(&S4Gj4$t}*xu_Zx7O2CL?3!~cjYdb&^mj0#%WNpx3t*0000007*qoM6N<$f@H}+fdBvi literal 0 HcmV?d00001 diff --git a/img1053.png b/img1053.png new file mode 100644 index 0000000000000000000000000000000000000000..7bd0afa0a33c21ae98551898331d148e1c31bf90 GIT binary patch literal 1120 zcmV-m1fTnfP)~Tq0000mP)t-sv$M0P zsHmKroRE-^goK26czA4VY+ztuR8&+*NJu<9JTNdYBqSsl7#Iu;3;+NC>RHR400001 zbW%=J06^y0W&i*K-bqA3RCt{2SkH?SNfiE)PP%(K)9HX0PfiXV_9EsY>&XeMw-t?e z^AuSZ76gqaSy-?a6ps#glx1@Bra3Q2TKoeNM8unV^Q6T(t|CJFs;aBIs()m9Sy93H zV7gy@_0_BQs;ggh2G|`vWw721c9)C>)P)d~4r<`p?w-B$LRg0nL}-z}pp`hCp*cyq zUjv;wJ}VJ)lo4#fnkE*L7J(;*4+~7dyd_*_0dd6B8$u>2tpqOV5dV*Gz61`GSQ6t9 zumOK5GNaU^=Yr3y41xEvG&*SA6gMzMC`(|-FD;GO?8a~#=*yN1Wl0F-NSh}S>CFtx zoa;M;NT1egn&+6wl?@w@r8S^G-{Oo~-c8=I#wD3N<;qsvN=ep1=-9nX*A8h{`H5%O z!+jyq0wHcu%K_a(OS;C^`_6agHwgbiJx)hAd5(>{m6EM#U=Bw?_I-{FPtmeVc|sfm1agmGh>Z6=ePn zcGC{<$2IO zIYSDYOJ=U&*=ml#mXD|v(^(w`U1C{V_e|@;3{H>P1#^}O*>4%1x9#^}uvz@wcA$nZo=@$U@gxp{ovA480g3 z4rN<=Jp7iUOZIX$S-Eb-UgntKVo#$hewx(|xk#_5wRLr?Q8VP#h_y;I mU-8eXy1M$aeGY$L9iITxOF$5e979C_0000zGiSnt z2`w!x6%`dZIXMXl2_YdN9v&VxHZ}$Z1}Z8l5)u+TJUl>6uOd&+15%77L4Lsu4$p3+ z0XemvE{-7;bCQAD5)uz^nk^`jcW9N8l8~4omvB9aU(Irdgc^hIzXP8Wwel_pHW;*c zu};pBN$BdFeULFl)_$@HGxPKIuTyyw67{&1&K_ZunsDPy`~=lHg&RUVyCr7$Iovp- ztG8KFLeIhCBoEI&o}9Nv98353v}+a%FfuTN2Z%h36x(zV=nw`^S3j3^P6Xk?i4b*3W2sib`$-fCZDThPcK z5s}NwWRt*_%p`5hJ>%%X)yGdVrhWXl(ssYYy4)#@a_l?{Gkikbohlp>PxD>-D9@p{ yVcv{W2aX;%d7v#PWV^-u$2kjCO^UQc85r!hOPJf%Z07*Fg2B_(&t;ucLK6VPsZ_oI literal 0 HcmV?d00001 diff --git a/img1056.png b/img1056.png new file mode 100644 index 0000000000000000000000000000000000000000..457f0ccd537251e9aee4e3825205383fe4890954 GIT binary patch literal 1654 zcmV-+28sEJP)RHR400001 zbW%=J06^y0W&i*M^hrcPRCt{2Sj~$ZMHGM2Ju^K$A6t7A4D28xK>`^;bWb{<$6yA7 z5b!d=uZR#g{sZg(UVU^| zbyv^y>_@VO{9vZ5-uLUSdat?x^1v~t4S6N_*BjFw0IjnhPAj+BUlG8A6Z6PrR0<)$ zi4eI+Dl^4eF1M4wEOp`_5Uz*+f(Ugnx~&2o8p>_(d9ct5kc-UmMakv>XZxm_-SB}_%A$*}V@X`1XmgG=kKqz08eg_sMsjhh9DQHpNpUXI*^kew$mNao*|~_c*N*ErmsV?L-r%0z!m|5fS z;BIUQQBF0&Msf#7$YjJQ+UwY3+;B7v2cn#>`;6v12=v^1b^CY+epQa@^a{It!B*!M z{L>iFVmg-9;a@^zfzN-0)#taNN=ctj+hR!|hS=a!t4qycp=YT1^ji&QL8wrqm?h~R+jA4;_Eb^vz{dU^ON zOUTP&Xd-R4A*!jR>!&4+-Mp7xT^pHGz8fir@|jR_?M< zgIEhAFsMMd;|uzzMVuOu1-=Hsdguq-QLlqUs@*%)0wWQQh6~iwPOU7GZeX|^0dd;6 zI+`1N{yDQmluO<#;yz<@skb5yY&*p>&B!Hd8_mH{-6aKLEUMGG%U&b|@Ra6q$d7(p zWKfAkI7*mtBZypLokix&a3^+2w0d75x=YoaWM{KwsWm?VY;>(^S97^i{qwb*wIf5s7!$LKc$h=e=5j4TqUw^}7&Bb1B|4_p#b+CB^rWNg?mdf$S`J%A|7LVy2^&hLkjb3+ING0br|dvzi=%JPE@ zfnKSfD=4ecy})||&d6b&PY$0=Vyb`|%_QeoAO&*A?0lCnx+^Fv&y)x1Yeb$b+1ZaH zurXCY*HXqBg557idb~T<^!NWnJ|k%)rgC9ZWkL{!l_fZ*R(>3qy+LyaSNYJ}vI$6( zd&1b8Y}gj0v*(AA|H2sj7UREO_(r;{M)Ace zh6(|^%K&d_4CP>spY4M2ge+@qk>&OHj50dbitqB%FSNvYc1{LBqAX*ThI1{B&)q%+ z>VvnTq9d|`hwi{)MS~0hyn4@EmeK+LNdEwQDXDWI!;Wc!h(Elgr*yi?(%S@)B}rzP zREgqyyE#LaY(bP-X@(9N0$a(ym7A6|rAC(S((=5XA z#jx<{9g60l@JbfLS>B4j=ddF7f5zf;k$VLH0S}G7EtAJcH~;_u07*qoM6N<$f|cGN AX#fBK literal 0 HcmV?d00001 diff --git a/img1057.png b/img1057.png new file mode 100644 index 0000000000000000000000000000000000000000..58d6b40ff5c173359b4ec437a45efa42404cac2a GIT binary patch literal 1369 zcmV-f1*ZCmP)RHR400001 zbW%=J06^y0W&i*L*GWV{RCt{2SWRdoMHGJ1o$2n${L~yg(6D$AR>6s4J+y~gQr|%YT0ZI1h;(e zRdsjuOwS}n5n=O4s;l4M_g;1Nd({K5Hx+5BL_AZZ?G0nGp~go`|z7b z&LpPzmO_w15F-Nc8?m%`K&WvlVM=w1ob!UR_e0R-3I2y7)>`$~6)k|zsXqn{Xp~?P zZSL0c5R6R(sSS_o|5~I6B$>;thL*s0aag8VquFFmU7Vy#3zY`3RuLYR62cNrXYtwe zy0k$y5TI2b${BoOA|EPU5%dc#U;7c_)Nu91$9RXv)l`Qgh$aP|^>_VH2=CDaa~EEl z*Qb-n2GU5fCL(_g?}u2^l1gxDP;{DX*NS;n+yUlQk9;^)hpQkG5Lv*d@1B4h6j>-R zZ>HS#Qq&@7 z3)RQaqOO1!Ot?c-EVyyOS_os9B6iH83A_NCy0p}^Rsfyy78NE5<}V2zML~yfu@zx? zf)^7JYOP3W$`w|;dbTb&g!}qc5K5t&C|)I@VP=}dz+=WZj23BHB*ya=47U2C0LQot z$w4IGeN5-IcxlrLhA<5LI&rZ6F^0mD)u$j+5ffEGfE_@Eb%uEr7)fBt>ma*-u=`56 zV`|!Y8X|0@LD}?z0eQir*?2Z-SEq(9e7MKT#@-j^*?5pgBP}NfW>nqQ)fCt;K5%E7 zVh34_2~my19MT~j(*CG$Agfb-P?4S<^h5A(Qn%RKQ|Dj@JpUPZ(oFYNL2lkq>Nn>j zrLMh;6&YLftoqs6_##Hf%Qx({4Qmm=TqZ!Q{`0#Hi9p5(530YnGJ#`XD5!JH`uxw< zk=+*cqyApG8LNA})%Z9eZ3mxiL+M)2(tnr(y%j#i`8lXWCUX2pTQ7!S<-$v{L;`!zSIH6}UqmrSFRfoPo(p(Y;{v%aXu- zEl(HPJpJ*3A%Ci~!WB%%+XQ&XcJTx_?Rd^clEbtEElRj4Rw@4i`^?3*vM6?NyLUMS zwsNU99LoJy=AEIzeVlR@?rhto0|LxF#qfpga1>rN7vrfm8qWo`(qC5=Hgj{qW0XFq z$H@lqKzaz z#QAJ4Uq`XdF}SV0&*x%USrj{Pn=t#`crGhvIe$;>#JmTGp?7hIrk_CNr{sM(4>h>! z62NKOg;{~rNWyXTPBzeGqcZd16*#GA(*{bd?v=~(xFm7lyuB6wI%Q}@?M^+ejlBD} z7>CVq5R0T`TFzGy(^V!|<;OUkz0^u%99LPv)0*`Pj}yPRG$~^3&=4D@Ck9g0g~=MEfTN+~@2gJ%w3 zM5%$npY%U0%PQ^8GMyt)DI*;BnaCUwF-}r#xLJL0+&q0Bs zKHP7l98Bty8M_qs@N)D!GkzBiu?trW);5x7$opo*=FRthA<(xBp00i_>zopr0IDu} A$p8QV literal 0 HcmV?d00001 diff --git a/img1059.png b/img1059.png new file mode 100644 index 0000000000000000000000000000000000000000..9605f5f478012b53aab4f30c769c8255783fdcba GIT binary patch literal 198 zcmeAS@N?(olHy`uVBq!ia0vp^0zk~i!py+HxR`CDK9Hjl;1lAydGqEKD^|>zGpD7c zrJ|xDCnqN%At59r#KXhGz`%fqhX<%|V|8pPkYX$e@(X5gcy=QV$O-UtaSW-Llbpc7 z%*^H&#%7U_mhhlyBlnF4mTD$uqZtR7RLl&TI+zqT3aXe%y0U(M$IElcTC`z}*Mhta t6U>=|8C=dOa4zcDEVF9XUPc!t2JcSJzgZ7uV}WKfc)I$ztaD0e0ssVTI|~2+ literal 0 HcmV?d00001 diff --git a/img106.png b/img106.png new file mode 100644 index 0000000000000000000000000000000000000000..4d53dae3d3f703ddd1e142432e73113aaa6fc86d GIT binary patch literal 215 zcmeAS@N?(olHy`uVBq!ia0vp^+(0bL!py+H_>*flE0Cib;1lAydGqEKD^|>zGiSnt z2`w!x6%`dZIXMXl2_YdN9v&VB1_mlBDiRVBJUl!=9nOsVcLOQLk|4ie28U-i(tw-@ zPZ!6KiaE&%2@et)7+Blb1=!-5nT-m7W~3wtq#j^0V<|BDKQ#aV literal 0 HcmV?d00001 diff --git a/img1060.png b/img1060.png new file mode 100644 index 0000000000000000000000000000000000000000..8ef3064b3d1c7a3e1ddf2ce41c02ab1f226b3978 GIT binary patch literal 784 zcmV+r1MmEaP)RHR400001 zbW%=J06^y0W&i*Jj!8s8RCt{2R?mymKp1^#(==_mNj$B1u_rGg>|KOz5sY*_@oZNWdlx*&LKyvW{~wIU+hj^9l4t4&*2SP;>#W%~N& z&C544UnT)ohlLR^FoDV(t*jY>2<=$i&dBz1Z5*C#n^5I%05kxXkoaH1NgsMGV1OgL zyKmNdoi%zH)I`&mVHZEaqwXfbJ`<@ZoXbvIj(B?A2DY{cZPbR;pX#lWX-iMs6eX!7|v(7MG%rxT@)Psw3HD=_2VCST%1X`V9eex#MwcAfYSRrgp?n zNx)n?lGb-A9YyMIA#B^5wl$-f7^$b3M%Z;kq3n3FP%OHsOc)`=NX`d4oHZL;E1T>h)8EKSayqum6sl_UShKNnQ63O`uhS8c`M zki|e@MO7(&;yg}>RDF@Ew70t6UL@dhO4Vg+6}8Y)mrNa?65-0cY}&%BW8C0FjMM9A z$G9iY1~tg+yFSYMlc*DQ#zO|n$*C*0JY?c0z`;YS67`%R7Mif)Z4+ol8me2Mm zwO1+M`e)Z6N_^583H1Yd@Vip?ZZ;`;>To)JfFo%i26&R%>+D*|L`~lA{VeCh zD9yiR_Cg)P7fVjleYv=XBZlrVe)0E6-Z@O%Jkq8QCv;9#oy`8whqZs|?D4&+IbnvI zQ}2H5d?NS=>*8vW+Lo=cL|p0>DAg^>^6_kus4i2*p*I(q^>1(I5WfMpSf|RWk%uw> O0000 literal 0 HcmV?d00001 diff --git a/img1061.png b/img1061.png new file mode 100644 index 0000000000000000000000000000000000000000..334b6033a278a61a6d00680af6f35493cb623f86 GIT binary patch literal 928 zcmV;R17G}!P)RHR400001 zbW%=J06^y0W&i*K9!W$&RCt{2R?lk_K@|S7yV)Pjrjuhmb&rA;7g6wFC4wg}26`3( zUOWf}{0COC#fvp~@FLor#DicE(PM)L!GjPK^r#dMy*W~;MQhjhW_PobCT*fZMd%~h zogd%(-kUdX-YhUu1Ug06r-r1qt%f3$^7-m$3S^oUDSgz?(KTKA7e*6!%Hy_? z)Wab#sbF;!%=Gj_)G~r1+KC;fgEXrLVN$`0z%7|pTZih~tPskvGo2*qoI1Lc)SE+K zk%E=M#*P9LbksgV8m_=ya$z2bV>T3J$vXg>Rxp9<$s__3O~^)|{Par=OTeqpl7uDmR zwV5Baq;&APc)@R~3d>QS;-htVTdk?zW%Glajg=4MAw8eKPuSJ*y@$E1cJWJ%-QWwi zH>6xT7xFo5>GsE96FM6!n_V?^8M#X7ox=K`7B?8L0BfXWuj&pQv%eU1;A~$6MzfW5 zHdZbN27hwBPgbQoKfbC|!UvdTm8lDgtFRvSMWBJ3Zr)2}G+SXI%-LA^nZmlN$f59! z9w%_5&U3Vyw_Kf{CyQ~T8AEfxtYYFN`1+zxotR`3W3h3e@3Hx~wGc4WjyJNPS@+j) zDUL{GqK?;LmIF^QiBoTK2aLt9$pvvmTmLw0LTA&JwO!K#ojGtQ$CPvht2)53JDbqh zhA6x9J(VPbVq8pa^=rdzG+ literal 0 HcmV?d00001 diff --git a/img1062.png b/img1062.png new file mode 100644 index 0000000000000000000000000000000000000000..fc486b643d6daf0f340a31f9d159873cfd0b35c8 GIT binary patch literal 308 zcmeAS@N?(olHy`uVBq!ia0vp^ia@Nu!py+HC^^w4AILEX@Ck9quH$5zM2S0^xEezg{d#eoF}4lsuu z=J+C8EudMWloFU$K))0Vt0>xg3=suCrJk-8Qx0X0P)5UX4fZ^6SE@Z9bBwt z=xH>#M*J#sc9ApKAL{Up-M;PokArXiZuzFI#lWzRHR400001 zbW%=J06^y0W&i*IKuJVFRCt_YV1NQX2K=A_hd4J7^MV*37BDb4FmN!u{{R-}Az&UB zzyY;}iytloVljUMGnp9v9{_P#kaQ$4u#s*JAs_&un7CmA&KwBI&qxjf0d^!g2IdQ3 zisvIA!+`_5d<^{z8^8h_|Ecdv$^j&v82AF9e4d1P5XJ$7M*>U2P4>1^}ZZ zQ2{Q=n81K4$-vtH7vbPlVEF(41H%Pq7&91fA(Zp+K}@lq(8qA$!ht@fCs0NFzmc8I z0VhTQk$}emna4Ik#sN(M`)me=A|!s_dN37@q6nDeAE4{wnSfd_K(fV=5K!)a{~rhr zfWs9m;;2I2S6-# sU=sa=?icKU4-1P3z}$ez8U-{30NIR4jESO#IRF3v07*qoM6N<$f?6x8HUIzs literal 0 HcmV?d00001 diff --git a/img1064.png b/img1064.png new file mode 100644 index 0000000000000000000000000000000000000000..5eefef217b511d639c2ef4866894d8792c02d8ba GIT binary patch literal 770 zcmV+d1O5DoP)A?WU0000mP)t-sv$M0P zsHmKroRE-^goK26czA4VY+ztuR8&+*NJu<9JTNdYBqSsl7#Iu;3;+NC>RHR400001 zbW%=J06^y0W&i*JfJsC_RCt{2Rlkc9K@|RWvzyywH#hkYZUh?(xkWgz5mMN@AX*0n zEAbW!xz0V|X5WA$LZvDqSlL;)v~>Y%oF4=+RI4ydRaC9w9j{!p~Djh0nX} z_o?3#g=K4V!0z%nA;9b8yfEz1LSH#YCd(d z+htdAivoAWY3^-OY||L#Q$LtdhSS43uNF*ap_~)vu%-P^f1B3#bDaA?ofD21ch$XX z?RR~`TKiseqXAF$lapT)xsJiz7HR(85L+i>G>uyAG0IM=5{PbY%2l#qjIwC7Mj86oLc)$!srXiof3H^q#?Um&rzX%m9`)P!0}`{JRHR400001 zbW%=J06^y0W&i*LT}ebiRCt{2SWSo=MHGHJKRq+u(_3@&5ZD0?h(a>Acv>60n}HyR zmkhx}f?y^ffrLOhhnxa&Ko5G5?9EFc9T2bStEU+}EqIwAf{2hJ$;w8QO1-MC?yBnQ z>6x$r!Ts3XsjBzA-|BkRvjD3Q4~%I#%?6Dr0iZaVh&j?05fB_Ji2<_GO@?7v4^;`M zC}{3XBFINh%?)s$!j#5O$1xgu0bWW-VVsZ|#Bd!#|2(8i;q3_(E-83GC{M11ylxQ% zfk+OTL-3Cxz}Jh0KIu9L3v){MymXsa1DE^T&>=sBi&ie>H5zoWY$xd@oZ?!fnIYmg z(CrnY3u4MrXycTZPsL|GLPIr}JoBKUyj2g~e|s-X1d9rRzeW~cU=62rELs%P1gWf4 zwk~3u5WZPe2>8K)@J*pG8}n^TsMPKW@y{dNqp<1pAu0W0rPt;m-7Ez+(}LO+gUp9; z4)Qr@$GUA5FjbTs%_Y+JZ67;n?&F?!2rwV0Jf15md^nl|d|4_PRg^ppdO0SiqHM+z zTZ5{Pz><*sqe8_=N7$B*u{O>RD+HZ2lozAAgNl#$(#c3`tv6!+r-kR+?IL>sLNsQ! z5&itufp)_2oK?D*_m=$1;CJ%p1G4yqz;8=y~v)BM#_ae;HeCGMDli#onF}?cz2=Vyyjj+`g#Kr5ZWJ@cO2K-DrP_8D~EFN zmexOcAzdyMC0`9DypIsia*=30Kh|B$G}^A_A{D6#p5EdFu$^@@gN#wm92R$QmjDS> zQk1rHL9;P&W}ztgD!vM}tf!E`y-1B)zxF9$IWLJU9pH-XV%>qqvg_EAKRacXCAtNS*#zgv(Q!dt^ZS~!cOlF z^enb9@xO#hv3sV9|A#f^xw>>+wJ(^kAFuI5FW<~X-8kIH9 zgRHR400001 zbW%=J06^y0W&i*Lzez+vRCt{2SiOrRMHGMA^VK~cTN7R&*oh$A2BV;X!d?3h=zxfV zfuk50d3~Xnw1I}_aB!f}O(JKuVF#a~Nm*?O}Bv<^V?lE8QaiA-1*gN%8sgW+ZjOu%S1R zj?iZq_BX^oig-0`vPU?9lruI!IiX~tJb5tjstr44@p7f}10P^iZVF@e$goH(bnFC3 z_@f=VG|oU2Xm1(D6kDecoz6E@Gtr{u9?9x0i!$LNz{?kVep zm|J#VgLEN5Ai{B>IjXD`~(?5{5sZ#TD7Cr3stdBl~aucdlAJkH#Y4R6T7cDgd2&d zdWPyCsc<}+3XXtYOGy7$#c?~*sJGk4;OBN6XjvAn>iwiN{w8Gu^*XTZgiF>O*X{yi zXVrkMEf4)pJO7gY3mn;51Cr|LpTm30ErQyf>Dr|F2&j=>QrGjvazh^$M7(P^40f=@ z8jS5`QMk37qYdwh`&zt&<1kpTcesH2gE{OxbfRb_21lU#nY>bP@THSVJz*&?ZhoN}8)4)*Ke0nKYzZ^W zqyK@b#IbH_c=P^|+~HCo59GN(B>&f@dQ#j#b{0*B+=y^sqz2NFd8wFhS+moK?a z#dT#b*}lo@qmrFVAHTn`BZdrCt30qtC5)Tp>Jz}j@Mc$%4IoJ#iNdS*!yZfTZ(UE< z(MGvL;eegB%S{|o4r7mf2Y&}oX-N3&6j?$WEOsa-$o7gq1(*&Fs7qV>!&(dz%qYE8 zX`~#+S1gP{6c>HZTKV6-3QfzG~~*#9i&G;6xNwisAb)^z%GVC1e#9;GH>i!UD zYJ6KG-G|co4P+R!5(Xc}7j4g^$=YEUoI&M(S7Yoz?Z9sQh8>29Y>cn$Xv8;$W*ECX z=s!@~7{-#b!lVcT$7!O!BKk%XN4&fISF?rM0q=;@@|Blo&M@u_A6H+RqN9;Oz*T8C zY0WFM(Y@}K4s=NzLfr$9GvD;W79DHr*aX-Ln;3NU4?9vv9fsk00000NkvXXu0mjf D_0Dz@ literal 0 HcmV?d00001 diff --git a/img1067.png b/img1067.png new file mode 100644 index 0000000000000000000000000000000000000000..a67efa5fcf7c3f3354264aef73fe1f3e8ed9a6be GIT binary patch literal 322 zcmV-I0lof-P)RHR400001 zbW%=J06^y0W&i*Hz)3_wRCt_YU;qMs2K)dludxBE+y@X503w+md_aic1&j?7;8qqf z@H1a{1kz)`$-vLfC}4tQCq)2c0`~_HZ2)r@b1=fuKpc@Y0YtGkGBEIQu!5KkybKJS z{Ja53e!$M83*h>HmFfOggtd?`;k>|Vz<@5uus4ALBzVr_eewAQs33D(14xjWD}nU@ z(+7wka|6>iuu5A7?f{Mk1CXHSdjq!fKR|-Z7`z#{f1m_Dxw|$VV(@hJ Kb6Mw<&;$UipH}(+ literal 0 HcmV?d00001 diff --git a/img1069.png b/img1069.png new file mode 100644 index 0000000000000000000000000000000000000000..528c8c85909aca067c71ff48a755f543841c5554 GIT binary patch literal 463 zcmV;=0WkiFP)RHR400001 zbW%=J06^y0W&i*IO-V#SRCt_YV1NOB5WxsxH!xra??HqEl*553{{Ter@PXO9I~e{$ zg%{v3jyMniBG@JX4F=k20Cgw>n*x-@|DRU?L>nZ)r055DnGx)IC=GN2^MU{c7#jg@ zz~vbdHtYbinSXLT;AJ?#aDn52o&!|b{|z*AF4Y0Y1vr!I1OEar!vRU2i5tOoMx+-W zznTUJ3lTuf{A>ud2?su)%d;aTH)e)_W`_6w{~*h=0D}?k78VAGex8qfpwQ)E;A7}# zfP^c@e+Fd0hC+=3+JH>PBiMv1H!!d(Ah;Z_K491Wfq@U3aKTBmG6<|axHmy>5-45p z{Re_SU}0?K0y_g=K@z5RhDQt?4AH2<*tIi#Z2&RO18w;W*UmnH@gu|K5F~{wfTq2M_S@2m=c|yiqU+004@%OTa$b4aEQe002ovPDHLk FV1j$It=s?r literal 0 HcmV?d00001 diff --git a/img107.png b/img107.png new file mode 100644 index 0000000000000000000000000000000000000000..52606a83586826136197477a0441ef052de4870a GIT binary patch literal 328 zcmV-O0k{5%P)RHR400001 zbW%=J06^y0W&i*H#z{m$RCt_YV1NTg210=6!vR7{KJX)Rm>P&M6+2*2XaJJZ0t~ib z6F-7@90Cjl3P76iE18B80X{G=>__48qw`oE0NujGb>VB907%Y307wWhe0b0R;&B2o z-vWgX6TX9Ze8~EECtx#kumOG)3Wp5GO9l(5=={yEfI{ay-Zy|{96A`b0;vO_35xUb#^8MBOm=Q3DEub_=cw|xL>|4+Jq a=?DPkbT2mmK_qYh0000d0000mP)t-sv$M0P zsHmKroRE-^goK26czA4VY+ztuR8&+*NJu<9JTNdYBqSsl7#Iu;3;+NC>RHR400001 zbW%=J06^y0W&i*H%t=H+RCt_YU;qJr1|q=+5b>X>o1hv7h5!i7{NT@j6mcQ}W5Wa# zR~3OB$$a4v*cby&FqfTCzyvB!v=>MOP;u8-N-H_;>>kxc*;dy1y0OS`h=m$er_eUwpm+ zCdVAtfRJP6N?<*}^Z_cz+`#k=NuMnPcK}C&0a(uSy#d?#9|*Z+4BiafKTzWwhg-nl gKZ+DLDtAx=0BuD$?bbsJH2?qr07*qoM6N<$f~q!q;s5{u literal 0 HcmV?d00001 diff --git a/img1071.png b/img1071.png new file mode 100644 index 0000000000000000000000000000000000000000..c248a13698487c3e959953d63d0ca14e4cb84590 GIT binary patch literal 939 zcmV;c162HpP)RHR400001 zbW%=J06^y0W&i*KDM>^@RCt{2R?lk_Q4s!ilWn%yB-@+x)IF6R{E>rVDMAar{uZK>8{>+sZ~(en_Q>NZ2^o>Ez!;BJTrRgjNGJv^s3&>V=AUTDwZHyYVL z2XnpCHTuur9)Cgrz0YbAA6U!B)gp`2fx7W92^#qm?nF<2Gt)yt3TCxwD2Ig8z>8w%=m$1j`PKTj;wSEb-we(-K0p8f N002ovPDHLkV1lL&y|4fP literal 0 HcmV?d00001 diff --git a/img1072.png b/img1072.png new file mode 100644 index 0000000000000000000000000000000000000000..c2849f4c0d1de7518e7a44a44ae5490b02c8222d GIT binary patch literal 435 zcmV;k0ZjghP)RHR400001 zbW%=J06^y0W&i*IF-b&0RCt`llD|p=K@i5j+@I`TPTYVG;5|YLAHdQ=$TeCY*lW-i zIIL_8=Nse!EYew6c#VQx9wD_LtRP~e_r~48V-m$nN z+&*&3kdhHDwP*3%!;4^+5wh{&E_x4+MdMo!=i#%!D+J?LHmRBP*Q2oA@1Cr2jlHw_ d_r>`qTL8f6LQ5t(OTYjC002ovPDHLkV1nCmzi$8l literal 0 HcmV?d00001 diff --git a/img1073.png b/img1073.png new file mode 100644 index 0000000000000000000000000000000000000000..60a4b071ae9e8bcfa6fff031ce141e3c59cfa8f4 GIT binary patch literal 305 zcmeAS@N?(olHy`uVBq!ia0vp^Hb5-P!py+HSgfk#0^}G3_=LD_-n@CmiWPI_%$YD@ zLQ6|aMMXtUPEJBXLP$u6hlhuajg5hUfr^TXgoFeS4-Zh&tH{&yfD~g%kY6x^!?PP{ zK+bwk7srr_ImrnOjBa&pzj-niJY+u1Tw*Bj;19#K#0FnJ<`%<0{|_8E!;&J(V7R-1 zIdB(86FYB0*Yp4NY^`m)R}3dJ9jF27`Tf7%;Y`O8PKTg{j5_E3|JRpi*S>Jyr(o%v zKYJLNAG%mE%~P+nH*h^)xkumbK0}IxPV$DM6H=dfCDRHR400001 zbW%=J06^y0W&i*K6iGxuRCt`_R!wLVK@@)3{Oq>b&GaTcW%VH958Z=c^&pF9kw85N z9^8Y12cbQPAPNozi$7=sMK2-^coodin*n?9<|5RqQ7^?yN2Mx=j_=LvZg!K}G%W#t z9%N?Td*6KTy~&$N0Ddom1}3T&PRCKP7;CdKcpc{^#ENFG0bt-9ZgSrS!c(z1W+DQi zlM-bd%*eyw%eJBvwzV6@@h}IHy_A*#kp@L5y-^EeETjUw9IhWRXbaGGj)z-lf=BoZ zd9u*Tj(kuq(%6xV^4G`@rzw&nfq7gXknKfThZYN21D=Awf=k-VvFHHA(h5rvINB|s zUPDA%IJze*^DwGfM0j}y6)9U9-UJv?a74qbY88Szj;jwgmCO}z;~;UT3G_uqzo(Q- zgVb%pu|eQN7JD!_>ks*J;G=63wUjEc1Lox}`O}5^bn678?-noRjB?Tytk=2-Yzqu^ zKqZ&6s1>+&HB|q>O6C>x;+&Rop5u`TmR6`|jsoNxUK$>{^j4YFWGolpOR2pjBF-CV z2wx$glo32o!E-av24*>K{LXpwKrEKNA>et69N#{&A!`#@rQ*`kr^KD8;*`|Qj2fS7 zQ%}AcMdvPzSPAsHhBL~{P?jte87fA%X(KU>?r))wZ1#8P|CYN?hRHtQ#r@~V^%Z^A z-HJWrllU3GAA3c#>3pE{*%VOUqAG`lq`}wk^U}gqF!*6GTT1w1h&>>&WY_in-z2*|2IQcp!6lhh-Zk(xBc5Yl4FUhHS30$fdWqm z);;slmjNt(=n0m9SfVS_Tn1(JZ0O4T;^#CbmYcog>diO(6e!1GW6Ar|W4rrcwk#%C sVZQ{nEC&G|2SeiCv+6^6NZi|&U-FaI!#t+;8UO$Q07*qoM6N<$f>3X-8~^|S literal 0 HcmV?d00001 diff --git a/img1075.png b/img1075.png new file mode 100644 index 0000000000000000000000000000000000000000..357ce17a1f6f2ba1f1fc385a1111f2725a614125 GIT binary patch literal 1130 zcmV-w1eN=VP)RHR400001 zbW%=J06^y0W&i*K=t)FDRCt{2SHEi%K@@)XbMH2HnFAXUAzRvcjTTl5mP$BDBUt1j z3Kn8c8w;C5uu;(Kg?L?>sP_*@PO!5`3Jn39D-;Eb3??K-6V^97zi;O@rvyRF2ico9 z?|a|8nVo$z0T_*1{OEDxhU_H(vy=i<6>nC%dS*OH(PkL1hn8u|Mj0rCq8)+>dVu0M z=x7FWBX>huenLe1c#Ux>ssKI;Wl7 ziL8~M;}J$Z5fw|a?a5M@a4arK?nTEM(Nymd{tDK5uHMXxw3vZ-T_*;kId~!reRkX; zX3hKB)tr;uCKd_s*6sr0(&f*T2}Ex<8J#SFv+46ytPd(nYkdSqIWvtn>kPJbo$r90$BFM-%ZaSZlya6zw^szNlBUB+<7+9@EplO79NJ?gt>cqkE!Be0#UPQif}Fb*JXN=n zo@6uJ=KghY-_YdDCRj(NvfmWt7ZEFJGiT1mCw^kvq>4HWIWlJ;+B9}ERQ6<1i^65~A%Q$2g%+Y>h+RHR400001 zbW%=J06^y0W&i*IMM*?KRCt_YV1NNW2Ew2Lw-h%J^MY9)7BDb4FmN!u{{WHUA;Mrx zzyY(4iytlqW-)&QvzZwF9{}@NkTfMQFtCwj8(|;-p_sT4Le3lr_Ge@#f&n{{ECcfe zFvatckKq8r1s-5v_cLq&3vv9Xfn%u%ppnQI02kp&mRHR400001 zbW%=J06^y0W&i*H-$_J4RCt_YU;qPth7VvGLLvixG(KE~#s^GEOz?plLI*(gF+YGC zfN2*IfU#i$KU^;#m?~o6XTI>^1H=3Oe;^VDoDBTzOfd7I6harR0Y6H(@G}@7I9))@ z9E`33=&XoDApQS8#DVOMK(BEiDQMtjVBq90ppA0}9B}==%5;A#T694G%K-?@d4bh{ z0jml)Z*KyabI#*^19lb6aSb32Ggkuh1*|HV8<@U+9_=LD_-n@CmiWPI_%$YD@ zLQ6|aMMXtUPEJBXLP$u6hlhuajg5hUfr^TXgoFeS4-Zh&tH{&yfD~g%kY6x^!?PP{ zK+aB27srr_ImrnOOlEFuA_rQ|oMf4NCWj}6$AW=heuBk;14;)B8Xqz9a#slX#7i&miVRcm6frRPp}io(q5qj!*B*ln3=A@DidNg%_MZlNg2B_( K&t;ucLK6UT!edbY literal 0 HcmV?d00001 diff --git a/img1079.png b/img1079.png new file mode 100644 index 0000000000000000000000000000000000000000..d8bce11e6a2c564e76da7e17b0d6295f5104139f GIT binary patch literal 1293 zcmV+o1@iidP)RHR400001 zbW%=J06^y0W&i*Li%CR5RCt{2SWSo=MHGHBJu}@i(=)v{4JM=&6fp@ihY%Bp+Bpa! zf&+RG^w8)<4{9HB2?&-6hQyF$F!3M~c8>`J9BFj3$c%EH6=pMrlxae;<=m?Z7TpAsG{HaCLswdb?{K$F)C#wYYg{h87 z_%^t-d@%`5b>CvMJsI-!i&m$@TQ->i?~QO$Zz`rv#7QsbZceai!Ps{j<%8~TJTy;d zx|}j8rnA3gJ;K_WtN6=eUl=TgV;IAFZ^9Km=G&L)7qI@Tko~^Ro&I1kTcd}QW`!Z&JSze})~#F2(IN`!e$ALPaGTe}Z8puVXrde; zRuk*Cr2J8=5lV?8N;&d^Wa!3F9F22~ zyhkyu!YY~0j5_j}8XrWupp6MOW*?WzW#-)KQGCA&Kon687w?kE|F{qF{B{$_;L3Ir z$e=dE;8cFo8omT!|nUT;z{78T5#>%x0bCx_&*#9}4SZUPtLSeC4(_ToA?INVXJH&N|W#l!Fmup|G#k>Rl_T6+m{ zgsy>jO7&p0cm9OH2*V{5pYaRv#P8dTN%P=OHNNpznbTyn1}q zQUBJ$4QQ6*x`O^v<)JN7elRHR400001 zbW%=J06^y0W&i*I6iGxuRCt_YU_b(l4CsI#iG&Mn01+P;c>aTVFEBJ=f)AK1jSmN4 zc7DK6Pc-;|<~SCGh7Y#CVU6UeZ|m7Yw!W)O`xsZ zs2=8LKo0_l2+M;8s1Fp@@-tuf094~3!0?~}B*F+(1N15b11Ho=46m5@*_lA*@S&T- zI{}|vLkoOBp}>G2g(9qm<0XRyQ1YC|`v$n0`I}z>C3&9o{eY-(=wR5&@PU~tf%yVh z%>ht|9|0L)u#CYLYTQSb13*bz23{k$IjrEU0n~IElHeHn?*;%Rmoe~MhN07*qoM6N<$g2gwU AzGpD7c zrJ|xDCnqN%At59r#KXhG#>U3Lz(7Ssg@=a+sJvbFODm9KED7=pW^j0RBMr#e>gnPb zQZXkvfq^-WE#*POk!Md+A0*viNcnIlb;p4Q(GOgXFBsZb9VX3f{BAbmbZ4w7n?{47 z!!cuZg+hyl8Gfyqt;G!iENSKrH%>SHcz2h(K)k6Y zn46b@QKeZu;EjorBa=|IC^NG+L(567MK}GOV!}=zn7|P##I;c2(Kfa>3BTUND%@xg zc&^(rQ|e5^nt87crku`eP~u}hdgCrfxSa$e!|u~cEqsS9jes6t@O1TaS?83{1OUb7 BZO8xs literal 0 HcmV?d00001 diff --git a/img1081.png b/img1081.png new file mode 100644 index 0000000000000000000000000000000000000000..e01032124f6b6fae503c54450cf592a83e645e47 GIT binary patch literal 921 zcmV;K17`e*P)RHR400001 zbW%=J06^y0W&i*K7fD1xRCt{2R=;o4P!Rr-xUs2|yljZ6hLIm?Hb6qi1Ajmy7?3*P z0VEcrhz$Y4DpEmoXrzh(A=HeF9YA8k5*^rx_%#Qybn63DRH-WF-q{Y0?~ zNuixXkEZ&*{2j5E<-!PLiq5Q75eruYZGWcYCJi4HqZ?P3n|&Q^+>nlJ$sk%PU@qA; z1nLs&t=1?}n*#AOT68cH^$-SxOi>>cZkO^}8p`28Ag6^kfd@Pae=o2;RYSw~y(~WkxmQM* zrU9G7^H%m52^WSmc@UMzKfK@~Q1y1Euy&lBh9=sY*5%Re#^2~J#*aDyFQy>=kLhvO zuC$9~6jaD_yB0bh^|)H|{+@c7i%duT+K4(&%??(pN+64wLOq8jwX7NeWOYxutU>rh?2gR*-Ty2o^?dC$369ez}0=)p;< zavQjs`#3m?uTcNd=51zHLuLCS#+W|=3(B7<@|Jw>(e#uTH6HI-ih1VD=aN*ki{TqK zF4a)#lf0$6wU^1fz+>e*kI&V3+W5jgH!MT_6~&QVW}bQb7*kyPWv$QiiQwxfEWXHR z%zO*;`Y;+Eg?affG&e7E0%A;zn3sa(*ta|?@F6CYb}WnjFsl@TZmY56j%`^^zOH~W v3BUz@Ak1S0UKsOOffvS{DDbef4-mfr$CBLaSi4&z00000NkvXXu0mjfSWK-c literal 0 HcmV?d00001 diff --git a/img1082.png b/img1082.png new file mode 100644 index 0000000000000000000000000000000000000000..1c2b22b5aeb4c5e8070568be9be72461e71f3af4 GIT binary patch literal 908 zcmV;719SX|P)RHR400001 zbW%=J06^y0W&i*K3Q0skRCt{2R?lnHKotIx%_iB+?k1pug3!Gvf>eU^Ac7L4_wJvt zAbJuTe^3vKredL&))hQ?asPk{d+@9ag5b&6gLrE^xeBsbDy2$kd~Xsrv(&8xd+Zl7 z^D^&!GjAqu-VCrCV%!w9f7qDJTa8^ggfOlRx_YQWt<->sT1x+-Ff383^fo(LQy1ML zd>|mXZXbu{7^(?q3N-Sgkt+5Rf99saP@6!JJYckRbnV3a?Bhrg>=3*!14n6i?bO^n zG>?y_4v*yGAV&3C2R7hjeKBND&3*QIj~F|wnpUl}vSn3BFRgRS=!!ZAe{`7H3P^T_ zRNIPTMZ-HD%?>Dpk|d-UcqMvOwBiDB{1Y5oW+-(Rh|<~VTT^!J0RIW;Px~W^AQycU zT}jhT-$n_38p&wqU3t)P7j+G1<<6wo7>T(mcuP?>xW~bGw1a-KMMB^?F&65W?v~+4 zbw$`}kzzZxZIhxR0&fmV?q!Tw7iN1HO{gRZr3if;OflP)7Ta!;BAbe(2W~5b5>_m~ z!GW62rRtWdM5&NMn@7{YB~qM`1HCz1u+jaKekhr2N$V%C>}WuHT$KKzIKTn+fN)H^ z(M;>t0hh;6e&59NZ%VM!Qq4}*xwNu)hd^mzWdo({wqQIPH~L~$Pl%Fs#O-z71?92s znwbMi%q7LWG2`;KB!(7`T5dP-xQFw}8rD%*OOgnSdXES$3f`=9k_c_d`YYJ}`kMv2qsCzzTVmT`B~M9T%x7 zjZx=Ak{OF?Sm$LbcqqSxV9Y!nU9ooL(IMw&WRmzZ(xb+ik zx|En}QU8}e&%UOzLJa6W6bkVW9U*w9nWAq%*9|R?RMid i>$#Y>{_~EyU-%7xvBx;f-El4e0000RHR400001 zbW%=J06^y0W&i*H%t=H+RCt_YV1NJ)25ew55KllB;DJ!=Z~_P5LFMv+2nR4iGmt32 z%fJj_{Ac{c!0>_bKZF;+26Y7A|NjRdK42r+Y$5>5R}?NcnB@P!zkz{a0Yd{sa0AeK z76!g=5Z(s`1_tH|mn1M@^=k=;PS z1R%`}j4|c_lz8c9U?>F9j3;hGMc)7a4~jwt27d=gLX^O?g1@l-N#!vFvP literal 0 HcmV?d00001 diff --git a/img1084.png b/img1084.png new file mode 100644 index 0000000000000000000000000000000000000000..39886c4fd1eec5554a2207301d055b4bb28ef491 GIT binary patch literal 214 zcmeAS@N?(olHy`uVBq!ia0vp^+(0bH!py+HSU>ONY9PlTz$e6Y^XAPfR;-vaXU>EP z6IxnYDk>^+a&i(95<)^kJUl#XY-|h+3{+H9BqStwczA%CUPYds2c#HFg8YIR9G=}s z19CzueI~<^QXU>1;SHJ1O{@-;3P)oO9yq|U_YhSFk2kMHUR?H`Zi3aBzp%xVkpsSQ84RHR400001 zbW%=J06^y0W&i*L6G=otRCt{2S52%FRTTcF)6Ps^e{Po;3C@y4kqL=;EC9zqVqn80 zED6cD#$Xc-aRUzjZh#jS?v$rC5e zeI+5`OM8FLx#ynybMANV0OQfk)Rq99GKN77P5Av-;nBY%(pk~ci=<4W|DPF=EeDW6 zH5AW|j!5+$>IO{&R;*Ya24O+t$uXGlJ+Tb$QB^I`GoR1;e1rO5sEV{zth9Yf{GttN zS@1h?O;<%bf@#}84bFzoVlC^f@azms-{~;l811XW{a*(Lo;_`}ji^u`-)48Xm}B5i zw0*%CCIN&`YBL!2^p+zEb=;%CbIV(*pGGBpJ)^Mj8qXO2dE#g$hxmP=V0KhL7!@jQ z)G9V#RrN?DYr%os<6Vjfiq+UK4M#XrJ?LkEHd)mB40j@}S7I)Hs%*$V;cX|^a#*6b z5rhW=Y;vnYC}Gx}+^QJTpF5B3O9tIeZB+UwOvO-7Z)kOfg|176=66D{5uKt^V7Mgj z5u5&Rls8NtwPmlYjo^cBDu_B+y@xM&MrUAEbBTCUs#9SWpHe)I3fi7ZT^D_AsdH0C zNfU!8+!|fD&43>(H@1xqnW9F)$(+cvhCU>1`9`-#*;?UTuKJR>b-EY#GC?pnFleD2 z1OwciunOb=yTk=5wF0&ta;si>!PcCXk_+U!m!cq4;=mt75oe zHsd^BVY6{!fWRw|Yrlg%S&&ctI6f#;oa}4!#NkvNUB-T`pSe(Kx58@GIzHiDIX~Vt z`O!L&o{svLEa=dFS%lB6m;0k4<@=vE*-0v3XmW~|Xqo|mm~+b}d&~q35r$Fls5qCC zY+nn4Un|#x;Mp~*@fYaL|C}999m%qkHBH{Ni&ZZ-X8LkU1q>&t?SJGR6_qPLW(9BI z2BqJi>BVOF5=UZYXR`FUd}#F2#`Rt%V7RgJotK-|>kmf+YIs+Dl$fFMKsamucI63o zC_V!pkz0*y52bAn=ejS4mRaHB{7F=FG01lw3ZK^3*vow?7cD**%f9G(YhPR_an@i<3H{GBS&POU&FPc2l0?C6u zs$V_AhZOw`OD^tO(SF`W8~g49AE%6~|JpOSTKa5^BDo(&V(3ljChJ8jzE6q&5=6{5 z_9Mu+5c>?nDS#G=&Wg0u!<_S949RHR400001 zbW%=J06^y0W&i*L%}GQ-RCt{2Sj~&%L=^vJQk}%^bSHZdJ=wjmH$lQ)1VIRXprGzH zo&*oJC|(w3doLq`&ct!WMHqJvdlDA=ACT>Xc+>{*AR-$O!P~YVetG)vH%8FVzjqLl+2U5)2@5{4*fi35mG@aHg388?_0^M#OJI zeK;2cXwK5dXu!Kg_FOSt1QNI4xJYm=#d8?LQP_*lx-c5-KQm>EUZHm*jC#nf6qZV? zD_VqISBZzG*Tp+G5Zi1?J85FLL#As`zW+5{fypSbOxsKCl#Bme^#75y&GOUTe@hb% zSR!1esZJ;9NpU8N=w~}&ml{G^d}BJ^BqLfe9xk_?&a-qJw$mij(u&0M^uxspKBYyR zoD7;~es71}>BQr}Q_9@(nG>BU%7hx5KUaMz?5IMG zC~Pa3G}Fz);J`O?+^?X^6OgLAqI9)6m}1~jmq{+S0qbgzLo zl~I^5>*=&l3n7b}^=)=5Z6Rl{=ssvJCWrFEF>uoluAXuc_sH8~YoEk5 znyhftwD7bq_Z!Y>)7kN*kcC3JJ2WRm+UENm_}}U-@^{FVI(1KtCsH+$(D19J3zhwr zwiQQP$!<&>KcK3`laVb>-wnPFUkGhYs1b#&E}Y6Y=2i9-!_No-CBc#y@2Xm5G z8(NiJ#=d};Pdb(pLktpJ(9cEkC!fcyp?>7Cd+KP7UmCPljHv8*WmrYinRneGhw;(R zvyFfc*~`fKLAAPPAa43t)$8DjI&j2<*{Q3JX(-Y(<~)ZU%9!bp!v%?TNzsTTMH}FJ z^#Um9_uZ>M!8we~n+J&(;L$Waq%Kz@kU`G+fF6||NpEi?8@sn76lp4Ru0u~cWco!M zN|>?p>#Qiu*MBM5JiH!FS$Be_&z_8C{rfQRV50vj(0+xhBnZpx$CphiVt*xCas-E- zbjb9JIFwjJcx6@;m&zt~smE=nDL-S=Fgq;FRvq@3#$@$=q_w&dcjPyj3@@7Om%{aI zzCTf-Da^SJJ?W6?XEsyvQuVwVp^(7G>tjWVdJO{7mebG*i;8jXL4&7iBo9>=3RHVn9=_ge*=xQ*6o<* Rmqq{p002ovPDHLkV1l7!i#-4U literal 0 HcmV?d00001 diff --git a/img1087.png b/img1087.png new file mode 100644 index 0000000000000000000000000000000000000000..d383816dce1c11c3b37f5a5d0e9e4e50f59686c0 GIT binary patch literal 2307 zcmV+e3HRHR400001 zbW%=J06^y0W&i*Pfk{L`RCt{2T5E_TR~7#1Fp>x5%yFWu=H*=Uc>gAZp3rJ0;oeUK4H2Qczk&U8i6yR3sMjdON zw5^Hn_dgmfMW2$-TU!vFw77F=ubW8b12(rNDrh=6gq;8l)NvE=z2QRb4NMZhlXr48 zW1XGDZ6bCnl1vl>|Bz!L{S~EH0&)kr5G5XD>yxA333l9{3s^vEx+-sgEPyR&W3g-Avo&PPme0L&+L=<&1P#8JWRTLqrqvr(x|RLNuh zEER7uIl_+Ok72RV3`o^U*YA!xN8-OK$oOX zl7w!@eCoKil_)f&4RwA?*WOEw`@g`C~qAu{Z_ z%F~^z}dlhaj)FVzK{h;?p9ey_Y_ z)C^L@tkYFoI@-!))0Xz&uBkfZeAi>k^ir%68l?bR!8*CZYs~&pYNFr?*4n0uMY}w${i-{NdtKY163CYI4a0Ke zpw2~&TF7#{w6^lkm&#NVVFCWK_8B)u%a9dPD-9s#koWM&F0`p-hgoRsL~c)U$;fT1 z<+U?I3F&N!;wuV%n&Er$u7DrF%ghZm`_nG6IU$kN%}Sv}cgHkHsbm#&)Q~e&q$!uG zi2L%qBbZs8Z|XA!)ER@|o*XAq!{*U`e<8_|lmX(f7?N z8O#WZnM0Fx>djYUEUvADTp%vQ@dlO(tH2j#!)opw_i|!km_JJAd@7jv)f@d-Xx$ED zotH|?hSQz1Au~fTUrxIvI0LEs%Un7Zf*0Y2A2BDFZ3ijyKO7`?LY}S4G44=9$K-Xi zm^8=F#a!2?aBQM*su*vN+)ak*hpJiPf`z1~UrYV-d=lJGmN_~2DnHc|PE-{Tn$YOPzx#Wnge&9v~Z zf~W2hxbXn+92SkpcvW&XkAC?&?3maNUP{Z=ge60S^%!42?mj2=s(Eh6>b>_3NpbEk zKf_p%6v>4p{q_b&Ra{f@@%0}!p~N*WhHO$cR$q(DA7(rjcmA**NgqE?4t)9r9hv#; z6aET2C6-_J!?v>few7-8Cqv#Zq)JCH@1#E8qwW6FtHB?3hfpPSxPLH$`*Bb_X!O}_ z{#Ffe#{GSZcP+Ws&E5#Vh(GY)Ycej`Y;QZvkUP}Gf9lst&0k?3tk%zBr^L)@zjTOA z-9+~jdN|CYyJK<14Kg<;Fd1AJ?d;uFFeNcZhl#`nx|}V`V>==Lb{)lyjuCDqH6%3D zT@rD8c{^GRr=d83?`HaX#yAky;>g{WFdeaRW9o9&kSj>Y&dm*8z=vuo0WVDn!w&74! zvhOw;wn7dYC#7rb{u|}>yQVN(VC}$Z?}tivk9GW3&Bv12_t?=bAEhT5rMHJtzNPSb z{KU!FT^XD|hsUYfaoQMIFL`(n<^!*&0Oq{I4xn!dWXjn>riQ%n?U!T^U|7y(Qoxk| d3HWY-{{mZ+P>%8Xy-WZA002ovPDHLkV1hq*c)zGpD7c zrJ|xDCnqN%At59r#KXhG#>U3Lz(7Ssg@=a+sJvbFODm9KED7=pW^j0RBMr!D@N{tu zshE?Tz`z(6XOLPjt+BCN^u!K^XNNR69wa6tq&?Wno0! z6+@*X`XUAfclL5$tQ7S8n`D!AkU>9S{u^CZ6~Sk`39GnXXoM^k;I5IJ!L*_Cvy_Tq xg79;#_7CUou{QB?6nRHR400001 zbW%=J06^y0W&i*Ns!2paRCt{2SW$@FR1`gvWRlEGW)eTdeke^rMNn`kRVrAB;zw1a z`7DSMs1?8LP^DC=G%dE&Lc61gKO!9vM4`~3YWZjzK9JVPV0x`x7?4*@h2DzhV_m%7}hx1qx7hF4h9 zT7|WxafY^9YOX@YUzx3sqsL%hydyjSrj zFPf*P`9yqBo0U$hiay@@Brem+XPe^4xWM}XvBrRon1)!oU4i*nRL7gVNdUR>qK}d| zKXIt(s-B;cSe7m1_6p6e+)h$`R&a)`w<%BU3E`+KZtx~P;1|v2Sv>%4%#7+;L9)W@ z*rbSOarP<@)9x2#lm^O*$0gfmy*53{v~WYh;DdOBuAV37{PoHx*a9h-h6( zvZ

;fV~cQQQ$*!mkNAU&MM^_02wF#k8@Wv>X!aeb8B70FGk2PfR<6oh-55SV8MP zDp*NE?$8%(o0`oI^(FHcfh38js}0vse1U>M!#)Z++x^i1osKsb0J43dui(HHralnQ zaMaDrN*&lwWv)Y$JG;W`N)%`{adS0vJ5t<=)SVE{cu}uBA+5uxw<@YkO0D9qzzj>m z2^2CoH#LV_HWN0BRSZtvVonrF6+^~w>qj}67WBuJiXq}xoJC;*_p&p(Jz#MvY|-eY zo}*OLu@7#VtocKI9wjDism|W_fA&tW%jwV^1&lcC*c)7y0}M! z1{Vajz}dzGxs70MP|b@@udZXOBal6v5X-m2i64-%JmBt@PpwlH(D;4AxiwN7VN5dMLW&Zb|HF% zey=Z#9NF??G#|glwkD?>MZg;b>p&#uM4yo}!U4|EbXBI{yD%6nz77P`4_oI&s>uR& zlX|@xLhIz!N%5KAVJ?U2sil~tw$LJxq6>uW?Q-rPHIN}*12*Xwl>i06<83g?{&@ew zT!=M*Jwr^T&x5)|UP_lp!SuSTaC-H#XxS^q{~~)OR;vMdf)Lm35aU|EBh@f6+PcFI zsaJpTnl@ClUP?t{PBqOa95s-BYRLKJF|!D$(JU|ue}WPhgR#Nvj9aBGRtxZ!r}{TPjLDHvuPu zD-7)MqEbCnzXP%l*Mgo`!6;&^m#_vf{>&_v;=?Y~^W=mdje_Yjhh3J?lf`VZo}O>& zvx^M%39R$kzNH=7SO0Wj6f#e_Z;vm+{42Ci{oADavv>ni^b0&N@9}kVNM@3B8RA_i z$N!ceM)H7X+hCMq$+6|eQn&^%TGP;Is<$mAO9yy0)OTLZbf9nrD@Lg-PCiu-*TZ7> zOiIv$qu|IObU$Ca8jTO8dGx3Zu05rh7RRlXO&4@z&{y7y&&GH~uuPYqqhCMIjnt)7 zN(Wc8&nVoiuJt)}Y%p=veDo?f6Zmj@_l-kLn3QmO*rn6c!(JQhoF+Jj|67SR-)sYJ a9r_QFNZ^0000RHR400001 zbW%=J06^y0W&i*I6G=otRCt_YV1NLA2AqHyQ>fqrPzM(S0}BHK(*lsd0o>YA0S`k1 z1H*z3ASNqNH-miwSU3-e9f&o95MbZHS^!}=b07&nkcLVl2{JuR_zPk6Gi(6U9RI21 z45Gn$1`cq5Fz_VIgNPgeIfQ{5NCG9;KS0%iXcY!O2#Y0A0U=u8$_{1mHXuX;8XO=j z1Fi(PD94BJe_$5V6R5HLzu_*~KwXawVvyCqz~H$6%;bWIu+L^-C_+-vw;n>59$;YQ zHvluCnS`BZ0w@(D07RTk;3Gpo7qSRL0mE}P1x%If4BM0$K7&~A{{uk+SfzdhNZ>q> z{}-V$k)cO`V*#pO29{4KUct<|crx=SAO-*c$?82(bAZs100000NkvXXu0mjf5Pgk4 literal 0 HcmV?d00001 diff --git a/img1090.png b/img1090.png new file mode 100644 index 0000000000000000000000000000000000000000..35f878a313e114fbfa7f746e162366cabd274ec6 GIT binary patch literal 417 zcmV;S0bc%zP)RHR400001 zbW%=J06^y0W&i*IA4x<(RCt`VQaw(?Fckh$r-{Ky(;MImAaaBZ-RZ)f3b9ql6C0Ad zvB43LnAq4@a|0s50eS(Xh>4{NpPf*FP({VhXX)9W{oeEUo(*io-6y7<3DsC`4(Ksb z7;;1~ILaK4z76RRV@8{xLdiMB&Ik=KsZz2s&INZ9W#k8cz;2m)JIF3+8q{zV7aZu+ z*F%4oK{?NClT0xNmZ+i#O>*TO_EFrU3KuShFf*@htuF+EKh^qU>^`*Z%{w`RdZjYk zv0Liwm(n6=oVRD?3(&I>UGUwiM^ZMr}lXoyEP;)yNg$;F`7 z;M)R+t9G?;olZ{}TVN@kHR60NFt{{e?m>Uw+UrO00000 LNkvXXu0mjf^jWP; literal 0 HcmV?d00001 diff --git a/img1091.png b/img1091.png new file mode 100644 index 0000000000000000000000000000000000000000..0b8ee7f0edd97a0e807cf05c842f7628f69ff958 GIT binary patch literal 1607 zcmV-N2Dtf&P)RHR400001 zbW%=J06^y0W&i*M#Ysd#RCt{2SzBlvRT%zfW-~K;odt!6pc%nS#1yyCH?@q~f=Ds@ zq86V<3R(!p6(tB(ds3;!2kWZz!3XI=pM*ZF_@Ga^Dhd`Pqqg=*6JJEUWlTee(mMX< zoVm{?GqcGiRs6%woXday^UXQ`?VJGQBpZK~jJ#jrPXI;7SIcecK@|!GNC;`<#jy_k zGBT2Ee2mSofOE*vjtWQ!5D-yW_1cP?g`oJQ=HNnPT(Ji=EYxXD4Hhs9^=gibM1=wv z@PZ!htvWWe^*+lqR8rGf7}=Tmq6)OQzC7ZU+kNGWS?BH2M<<2J*w5z6`ngn|gioD~ zMeQ@(iF&~Cdc^Rl9Bfm&#OgARI1qeZzy}7Qii17sho}Z34pfj=i}2lu%0(254k)Y- zIO~4wFp2GSp6tXH>N(Kk?FIfSUY%bW%p}@B16Xn{L1bI9NmJmSMEiZrQ-E6DXmCrW zT)m3#2=mPyBa3Tj;Q*G{mn;T-s88d$yt)ie!}Ao}`<_O-uR|c!?cL_%y$E}{KU7;C z%H=6`=u3@|bmpY#YSi5N5&94buyq{AUzBPpEPaNUa^~|d76;1a7fBe!r~?d|GOwp zj7_ClI!g|k+fr%Fskf6_(c>?(mtR^jsi@shcRp!KEvel5df=cz4I)iUBw{1S2gcTC zP^HW@r;{P!BY~Q2DzsYH0d)ZdFD9{Mdtfr@ql&)J+eK>=!W8CDHH>eVThl!g%%GE? zmSs+kDAh30vl<%ntc*&bPLm?dW42Y%Lho9^Xz8sR*V5XkZQHQFKAU$}lxmZHj`vAC z4Jp@9S{?L?XHo1ehb+r8J`aVPY@n~E(W&mXhOjWfUVE2I^Shbx6&w7(@unNY5)_gq zgdoQ)iy5D)v-|{((UxTD5|+l0l~@`Ju4Nf+x8qpM_+AGV8H)`6+WOKOEU2|XP>d$q z7iw7)XQw$6Vm!vP9mLo#5ptQTpNf+eaO@AjRIDHq;R_yd&V;|#)k-R@Xi<$m0w+=1 zLWfA=!p=d<6x)Rh-@O9QiU{N7(q@i{Fy$2}26lAaj5K!o_@DmUB%H0MGwlq0dBq~D zuDFHLya}g%PUZiIM5-swZ#^WBG~W|Hb1}=k!&szN)ury1L-NRnCK*rGZ%*f*lYa`2 z9_H$8 zfulQky&0;AZ=chE{^80#)q}T=ColYhK*ba#9;g!Gt{h9>ö?~Yf)qu&oWt*dkU zqO59of3<~gk6K61Es&ESw_XxEdkH)ogXRY+=4q0FDje=c@fY%YqYMlxH-Q+@gH7^6 ztiSUpdP^(ClWIRuF-VDM5DIs?Qn^&`*&y%ahuc;>J1h>F6o-4_VL1$W^3c}s}91J%-zbY9}`g~AmDwkZP z4+6>*JPJy1ao`22Yk8FhD)skZa3tKZEo7$WSH%-6{&iP&Xg^-nvf-j&YareIP#q4V zh2o~&D|cIcvJ0UTsvOQZRbKL;y(cZw3jw=Yhmxj)HPL`ssv6UE5PI=ZrFg?IsInSs zDER;Jkqx(??$Gh!RNOuIKs-MqlI=qir6zGiSnt z2`w!x6%`dZIXMXl2_YdN9v&VxHZ}$Z1}Z8l5)u+TJUl>6uOd&+15%77L4Lsu4$p3+ z0XdUAT^vIy<|HRDG=5K*^zZ;X$JrAH4k#UHV9;@}X>FYP@IPZ68=u1N*^I0#4w-fe zcATl7jUO;jXwit3#@9LtcV$Khbk!uQR5LBa2JO`4S= zj&ZDM8+>JR^e4FdR1`C=Gfp@l@-*W@DpSz=|ICaR7VhEckv|}}Wp~SxX+Qt?GqN$X X#;IJKCdDldbRC1ItDnm{r-UW|x`AKL literal 0 HcmV?d00001 diff --git a/img1093.png b/img1093.png new file mode 100644 index 0000000000000000000000000000000000000000..9405e4f7b93bb33f68d54c853eaea0ecf71e23a7 GIT binary patch literal 322 zcmV-I0lof-P)RHR400001 zbW%=J06^y0W&i*Hz)3_wRCt_YU;u;n3{Y_3!v_e1pOKM)fkgnwU_b&aK>T3J6b4p? z{|6ZO`58Dsg5BK=7$5*je_-GPLI#GDa6Uh(iCDn_2-U@qa3BH5-T)K-zyNZc%K?V} z|3AREtgR@rJlq9P?t*{?0Stt|{st5-3(&T{s}KwX@@T3*Fz_lcZvbHsuY>Icnk>*~ zA3zw$VfRHR400001 zbW%=J06^y0W&i*KOi4sRRCt{2R?lnHKotIx%_iCIkHnjTVmv5<2z%(E2uc)BQZNXD z$9Pb@8C1MjG!+X)u-*T_{R0&CAb6__g5arZPu_O%(&}ZmR7zEBd~YV{Cff?jwnc<~ zVPRATyL9eCwfL_K9moGvSZX0_%`sEfJgKnJFH6KySf7ZrOl{M$t()yeHk%*+r&R;P4v4l~06 z4sd`3Nu7BYLR6Di>nLp2Qwo#7VIGfQY|+QdZ*n$(GkZfe8;{4SnZ#jSt!A^9KfRcb zs>g#hk@so#EJh+TH+{^n;9S(k8glI@>R?u1fmH>@^;Oj$Tz`dltH`-`?Nf4=!2Akk zF(M;6Pt|oKvQOe0tM&R>j%sPu&|N6&RjC@_MYif$vQ2QAG+SXTiQ$qjn8gy$Xk<&` zFr7Lc^9$p4#U-bnRaq_PV(i1V^(EolaS8%o&JyGsRWOSRHR400001 zbW%=J06^y0W&i*I?ny*JRCt{2l)q~fK@`V7w|hVKa(g#d#wuG1DlGPfD>Yaw*rbw` zG<2k4@RWx&cV3qnZc`sVH3a>s>(K+1fNo%iPbn)hSo zV2VM)N<@)?+*TWF7j$hXOj_}VF?iOP?&^3;i1*!^24q5-&=OLRR1BN)4Vlc@7Z;4b z0^KZ#Luk;jnuHWV#7KTnj;Ul%!Osf0GO1YC1O^6nMZRifCLMEjZRuOSwdHhL1eAv271Ti`!nrb?tXnNm=~d)$P?ar+U4 zi`KkPuEqNizNNE^83YtvG2BkXFc_&;INQf`O{PPg9AfJni)n_+qzmcWc~$1hxxyl@ zAD88C?@d|$dkvx7=uS2MS}Fm>X?+KGT;nvZ z!yf1wRF85)#_n71RJC{L-*!fas8e8X$sLq;&8wG@6Sd2;S$g+Q;`X;Q$G#=}QP=d5 z0h{09*>Wq*5<7FcQEi)}a|W7srr_ImrnOOm=J`7YrUU&pFF`#D<4QhKGmg4^IRm`xG&TBsDg@H(dsd0hP=h zY>{6jkIZ05G>%W0z!LOlf2S#jc0*MI>!Ff{u5G3U8`K*jdlb6XG8}pGAT%MtgSq?D zM@@q%OfTzN{SvSWos2=E822WQ%mvv4FO#r5iU_k%? literal 0 HcmV?d00001 diff --git a/img1097.png b/img1097.png new file mode 100644 index 0000000000000000000000000000000000000000..b7b6ca0c8d682a39193d01287b10b8b2811f40e5 GIT binary patch literal 303 zcmeAS@N?(olHy`uVBq!ia0vp^ra&ym!py+H$ho9i0mv~3@Ck9T?Uckoupzwgm;|kWoViO;S&61vCO64jo>@Jli3tzCD-Z*at*CHk9 yg=T-)o45lk<=XQK*?f9mBrb7m;&0<%U^snPDPLFQ*l(c289ZJ6T-G@yGywqVbYjE+ literal 0 HcmV?d00001 diff --git a/img1098.png b/img1098.png new file mode 100644 index 0000000000000000000000000000000000000000..0c95e268821fa61c495f7b22148104632dc258bc GIT binary patch literal 271 zcmeAS@N?(olHy`uVBq!ia0vp^ra&ym!py+H$ho9i0mv~3@Ck9M3 zR_pfED8Aw2kNU~UR(cH|#JQPw>ED)`V9~>QB1mQr7tjCyho^l0sChu;S0VeA1O^+v z8A&qh74rIytzuRxS7~AQ*!Q2Gh5f>l2!9{fjf_j4F@^LUUl=X3eCA;(1_p6a4PmkR S|H(jyF?hQAxvXRHR400001 zbW%=J06^y0W&i*Vxk*GpRCt{2UAvARNfmC}8a&=vy9Od8gzXr?uHy~XMm&J6jX)ro zfCM2S^8}s%5i;`tE7osdODhnW9U-zc5QE1=o3MY`#$v{EIsAR8?z-2hd-tzBl0AQ4 z>U`&`Q`b|~-AyA4C}+?@5cg2;3mDag#6LK2+QTKbTaZJD@*{)p3^M7C$TN$9bh?2E z_fbmL{~GQ>`yZWd;chnTAFt@F=K!A}ZkKRE^23paDnBIrdmk%is5;UVZemsA#z6R_ zoZNbt9fIXZR(9HKFO#29#og7W6T=O(|F^EF>&5_N8>rYU(6&C)@k(F2LC`fFh^oXR z#Td13(bY1fABg={tCn5c#qGaSSJU8<(4s^rN_|4aP`p@)u(w#!n-85GZkTwajet>- z7HQyOK!V!>q&B^1Fwn3Xj8IrorXmvckYa(gY`Z=OTq@d*1cZ)k>Z^ud>yD}GY(N;k zcKJev?rTgzC1VT@BLhK)aT=kVY1-tE-N_@eHBe%z3rmZ(ru6~&Vm;=-4o_^jeo5g~ zb7haEnoZY7f&&2^g)n16vQJ1F1e~N@_E(Z~a~Pz+Q!Duk<)p%S>7 z(pR93(-ooou=@PWoy(?W_pG4CMkOn3o#pw^baty$P&=bdTAtuzNLLT83N#*8U5z#>#;$YacSG(A}q zk@T<_jp_3kHRMlD7R4hySrm`tWKmh1oGeaZapj-gKS_7%_(+;!&RWfxedun>|}?lBz(`NLF_Bv?4}{^NDylpC_#}O<}GY} zf%NMReUL0nII?Y&O|xRuIhMZ{`rj}f^&8Oo<)PjbbHEOUfL?odx0FH#BAg6cYK9dU z5KZZC;Hy`UO!~s7aUPTq4er2SS7f#veN9FnE-4pS$>4KKQXrTd4Le@$3PYc6 zTrrnCo-J2mrE#}!n^b~yau|0Yo!(eI*pG{ z?_NDWdka9cZ9`_ql9%Hz;dEY9Uibk`zPhvS)qhN$@6zWgY(}oz^!V}94}pUq%8xQK zbnS&#gZnu~*~MT_(GLZ4V|GLD!nh2t?BaYC=NI08z)*`9q)zHoueqRB+5k}iR#%)h zcHf1zIAw=5)Y#n4HPoHVu%_lIGptE{URYz%$qQ@Lo)xxETWsm>Ds6%N8un}0xrwQ6 z+WCYx7yF-XA8q}|s2;U26d>f2pS*W#YtI0STLlY&ZGPF1Z<=6HOMW4;dVA&UqZ10R z^)}^#jZ&Kj)>$p{z`A<8h}OckRn$c$0@lLFsWlH%d0G!DIzEh0!5q8Kz7gd&73S72;!!#CoVf?Y1VThIKiu+l7!ILLB$)J zIT>aH9lfA~?em6EV0Qy&k?@E1M8wUQV@7mW`rII#DMWqS^iUu{7&rjOi2WH(3D4{Z zkLL*BOa<`gc-T4*<_zv1j0T zSCj=Ao}WUB(87%+N`Ct3Z`YlQ{9c4Il$^heuv7<2-I?7#wuO|TIew4p$r>(?*@-{@ z%BkssPiM{qQG(0V45b0AwOzr!}5-b(3#|jZ~EmgRaRD02;2UB?M^5NJ< zCz$EyCn@%41KI9I)jfA*F9&za2N-fLjV|hCCi-lBX2T{si>#sSYR;S@pmpDi$wK_q0gmw$|gLV%cEx zD?|$}R|I=%~9f?g0Gd?y)e%QX-{gW#Dw@}_C|iA$humf%^{2Exi_VO!gMQ}(b3{IMO1oCNK!!$JeOaH z@jG1>?^usoSmzBp>BOtSSvFU{wspyc*n5xEa=CifzvXiEZ)z6HHDm_9P_98EzGXJV zVT0R6at)lIEs<;JTy%k4gQwlg;~E}eSRB`gU`l1K*S%ZR@J_P&Si;wU2z$$O-G&uB zdJ1sx!5RG5+khBzEBF<5*L(r~xAg@a`5F*qZF#Oc0531RfWLmef`6XedkpXlpEl0e zMK!~bepwRNSX&pwH9DAGyUW2#G}Rj2D+G;v;w`Pfm6DKQUV`9mjp`cW))aBb-mAy(YeD}IL(Uy)% z@fRt3{g7 zT$5Q?Z*c?5HQmP0*>g>3V7*`|j%&i*gB923a9k6X;EFMD6xWm`xMB<(#Wi6GuDP^< z;hNAFRrmQLxF#&Yb$3W3xF)o(?&6%AYf87)U7T}rO_R+tX$*l<5Uwm1Giea#?>(4r9!iKt%Q|pGR1Y?$0Cb`Yr^l6&7lNaxyHCvqB;w= zTDZpeLP`rTd;?{!^PHFu4~S`jvRB^J^{+?c~Xwv_At? z-fd*!8Z#1>N^rvsBsRj9irt`Rj$WYK<%VMG`e3;g2Xsy#F?V@RIYvfYA)#jnRKWLuZ*_7oC0sjQQJrUxaX$N)=4Z zFD{$bsRXxz=yFa8r95#WwA@^m)$U>+d37HF;@sd4iH>H_iOdj4;4Kn*jt0lIeF>w{ zts-$M5GSJh`8vSo5b#BrxIdUc1V;TgCV-4@sN`yt;1dhi2^~5|aBdYEE%9A~##|sl zm$U+e$88f6Mx}R))-=rbNjhv{;%X}m2`;&~Qo`56_B%9WOhw2oYrMT|4pxbi*WY`ChWjB9}TqAm6u zjk{{hPBh)`*#3?O>=*HB2IeNlkp`=3Q$eJ1e<7y*&dIHKa{yktZweG)B*%ZJhkaXV zB-Hhj;-FFBx_x~4INqL&MaArCzpW+Pt-3V}*KD30 zseX6eKim>LtA6}WajSI87QowRi>|HUU0~8n)=7?Z?JIysEyZ?x4H|cJ2MvIR=1f>u1j$%!XxhZ)H2+PvC_qLA#O!Q#^amm zIS8ukxwtN)1mlc!aGl-gP%B6y?PQiwS$hgkpUCHTPQ+t7*V$904Ws(Oy0(4)-O>I( zw*GMTp!weU{^`Y)WWIfO;_OQ> zSb)35h@ZilA?!BI#pCVQ$}KvsOQhP|eYXw2hqD)d-02nouYa|x+@dMOi=-;c&NIzP zb>(UksNQH_nyrYuBDcI&$wPQQZZ^|~+pe?WU*YWqzjJe5@_#p$cVJh+aZdmM002ov JPDHLkV1hu|hOPhr literal 0 HcmV?d00001 diff --git a/img11.png b/img11.png new file mode 100644 index 0000000000000000000000000000000000000000..c6dfe570a9fb28ea8df736b93e9ee7fbf7ec9d64 GIT binary patch literal 291 zcmeAS@N?(olHy`uVBq!ia0vp^T0ktv!py+Hc%N~hE0ALl;1lAydGqEKD^|>zGiSnt z2`w!x6%`dZIXMXl2_YdN9v&VxHZ}$Z1}Z8l5)u+TJUl>6uOd&+15%77L4Lsu4$p3+ z0XYjjT^vIy<|HRDFx9d7C@>`ZBqTgw*8bJtDk=doi*@!##ucCbw|DdS>?jff>J_xf#Z!c_MJv7<_R?n%PjO5IORG7gv}?+*w2_Kc_q$3`o)Xy|NlGOU=&E4 z*Y8l%=u{rSXTfEr@X<)JzajIA$8UyCm9`9lgWu&j{x!HNuG+R}C2O~lt%G1J+{sfQXplVcUB3OKM}uI;RY?h!2}d3D@);_>Fui70n0)x4I-|-l&X0RkJ#^(e zI7PBqx@S7QeZthrFq?T(WKM!)S&HH_remBd`WP72o>W*RvvQ+6(De+Su6{1-oD!M< DN{ePT literal 0 HcmV?d00001 diff --git a/img1100.png b/img1100.png new file mode 100644 index 0000000000000000000000000000000000000000..10fdd3caae57380f527269177337648df884a96a GIT binary patch literal 2613 zcmV-53d;3~P)RHR400001 zbW%=J06^y0W&i*Qvq?ljRCt{2T|I0Z#}%FJ_2qWAO`8qunVh5kxopNE>Ud+ zpyAd)#42S%z=k{HYy&A$L}HLS5P_r!kb(wcB!vq*U4YmY(+LRRdy*{ZXo`H^-Mig= zZ}!dp&h0HX`+?xy&fhoR%$wPn*_l0KVxXxBfIQE-sV)kbC$x4MEDr7hgy@fKXS5=r zCM$Lc17aE)Qcn<0#_Y^}_6=r}+qAAQff-0qw+m$T@x!uts0Cn3_?TC#~t8}n# z#MU7jLe+?^0@?qv02!q))ARdTddo^bfI7Hvt1PJ z-q@D|tZO<;iFlDvC%aa6-sOlF4Rvfz%+uP7*b?k%X4$bhaAoBNE%9AuK3s^S#KR3p zJe8;>8J#2!EH#tNWFQ`v@SIxRjSL}%Fd6ntO3Bw~ECI6-1rYKmX!wFbvU&hX00&}& z!6ag_2?@_I`0wlx->UJ5jhiq{i6{4t&iHGMU1)lwN90InuQ^t86#gqQzDts#wP%2@ zhS@^+s!Gd?Gx0_EZ>1Dj+e4UM0%gc#jF&t3agjZJ4yB4!ZvCLGxl6DkQT3<5b6MBrdsrn z>rdON^IDqI4;$u60%(o!=;Rh1ts^0w0{#4-VJRH~9ZyVn?fISqv`(83KHH`1=a1;! z@5V6Q|0Z<*1DppL2(HQ8@JbltR@%Cz;s4dtYo|fVcUdW+eLm_P$tkoI1nm?KHEj9 z%(q9Vt=J5N7n0B?$`N`b&P__+V>1vAgk=alHpFfb$`#vza3HKg=&>PoijWoLKsXRq zCiK@3^9Y&WKsXS(3Hjn1s^J>$RIp={V~Z=hQ#Dg-5ypotXGv?}uwgG?MJDE?5`yhf zoltCHKqH^k7ZFnB8bz^vM6AcEgvc+V8eoiN*u@rwIiWW16`MbjBH;xRZ6@FwS9E&h zSyuN%2tv76B)bVC-7Z0xoY55r8j5#)D1I7Bw$69U+j|ffU$|s6%ezL6Us9eB?5LRpU4#kjEkAZBly0t0z5-Y~b?z8qK^pTp6W_Y25!O#z z%_*|PF>Rxc+eD=f9RAUq@cCP%>4>hWi2!d{X=mi9w}VP0?IcVxl@huVu0nYI#F0cM zBjDUx^ZADr2pynou8T%bqp9w`dSuMsW+ArSu{Gl@Fh+P$cRx<^>2D4eVtfjd1HuW7 z-&m*L67CYfendz=qRWIwr{>TrVNm3oYxFF*HvkX@xHP*N9EOJ^16#lI#JuN~aQqa` zNAxZc(2eJR!RfuPNB<4o@#ySL`V^;=ugxc331cwRiU|IdUi+=X7^%5!MFgWoa8%!# ze4$_szxxL=g~ui@G@{z`d|sean2qxLF0jWoDkp|Lgq#5P5OTWQLy+~^HzYOJdx3qm zQRh4K`hxBYY&ggwBV2+UaIAaEJ*DX^2hOap=0`s$ZJ#UOhxu#1gw5a@(r zkAuJ^z^lM6_A<2vskr9O0Hc3wK)cRVF8@ zRC_~03~^!Yond~KiHP6Bv9=VY*I@nB0VbIYbc#2EIDVo)ZZ~u9&C2mo-+vL)ii^@- zSjtOQh@(p5`tAdCf#M2TnULGq@;0f7s31ly*v0FFqjqF%P^~+Qf zfBlU^MK-}4F5|v(M~@0B%t1|o;;@KbP0{~)Dk=+9;A*fXkMXcyv{KiGo!!CGk>)o) zgE{x_WdP`Wvt-aX=XTBfkj}T2V3k&&DrBP~Dh%h7iGk(*U~}tONwLyIVR5sH;6}1j zI_T^(JGD@UFO^zag>00^%RzI$S*7siBVarH(f*yo62S_vs5<M#Q#$${bhzSC6~gO}fVK zmomISG&SSL_x^5Pdhlo>OzjZd~$ zCS)T2(eKaxYRuL_gDfl<(R&lmZohK*Wb?HrpYL6Xek2rkKU%qelXkZ7`XjTub8q{` z!8~|SSG05aG-?{5|Hkwu?+5kzWSJ835x*Gn%E@+cm)#o$0ynqt&c|kUOM-9B$XtDr z^lV=S&U-6oGl7Bs)wh2dT&z7_o`3>e3rsYyH@aRHR400001 zbW%=J06^y0W&i*Lqe(j9=pXJUon%h28J@~qF0cw8=J@HCbcIsl(eJ|^w4 zD;z|Os5mcK|8bcQBk)|#;!&dV&G8;@BTplD&nk6rn(@fR2F-_f4l#I!i@+$*CK)bp z9UU)C{>7m0RJIy}xKg4VM#I(_XptK z+ZMephb2Y9A!sv&10ANK+YvWu907|$q*}MgHE{cggs6v6nP(`=QB8x_?q)KRgLr;z!0Jm$BybGVe&9p(Sc7T`K!bj1TE4BE zyanZlT8bf9;3~hEd(+mgZ8;FqHXRl|l|$B)iPnX|`Cu+CGpUIEO;U_YW2-XmWE`Bt zHmsA5+UQ~3F#Uz;(N^P4^6S5OB74e6dn2?ytigbwcQby7+7hu_HDgn(K&G97JV>c<@N|C zf0o$OQ!AO~#p8Z%TZO`&EI+x4`Tb!p43>7>%S3www&RqDuc&yznK~v^)*pVcvPt&n%g- zS&$pBnn-8WYIxhtiHyfo=PgCsQ&mepcn~3-i|wIePM!T%qk0-}J0k>aw<5 zzs7jIMseOwtWE3kpWRv_<^fR$xAuizT^F~eCUSlfG4{+|+tvMHAthl|#(OlI$b*J1 znRGD`hUUl{Rd_{l@;||*rA8OimqYvC08=hI0=`~3qsBwNtO}dW!-~EztVb2rNPY~$ b|C;;_`jl%Yr$S*k00000NkvXXu0mjfR}F5Z literal 0 HcmV?d00001 diff --git a/img1102.png b/img1102.png new file mode 100644 index 0000000000000000000000000000000000000000..b791f03106ca2f4e137a11517b338ee6f2f0655c GIT binary patch literal 1112 zcmV-e1gHCnP)RHR400001 zbW%=J06^y0W&i*K)=5M`RCt{2Sj~$QF%H`r+N18D`s&@Qw^pNZ3X#Y4G-LyKG?L9gx z3Rj|QvXFtevhYZz=c0+Q50Oj=Ld0>1u}`imv0jj zLTF2ZeHo02?{!OcU>#C5$~cOqWk$&L$BZKnR@m_$udpqY!Ho)p_vSKd83~k;R4Q^}-I_edmxX9G(H4RtQROnsTt<*t4l2vV z9d@-B8>YRkk2rCvMYUaLBDy4aYJyv>g2OtsB-EgOwdlDPl&&%U=abh~a@@ieeifC4 zd9vPvtuNH+urZobb3u=<80SK(vlypL=I>qKx?EgdACcJQSmbXZG1c^TF+e z^r)i7O&o`*d4ayV%{O>bWFp0BL%t2ND9W9l{fO+O&9M+pqS{aDkNSq2+Ukw28AXF* zPon5PGe>!N{q@g9VRB|Db6WFHclPA8^HDJWOj50#2n;t@|RZS2&!L6rS+v%pNCbBy(T(PlQUNeu?-?&(o eQ!a|-U&0R#Ut+zSRHR400001 zbW%=J06^y0W&i*KiAh93RCt{2SI=t`K@|S-quEWi$ppN3k>*sql4$C>dxiky^%?o&7Pp*(Pa?;-Md8 zc6a8z?|m~n@9hK_3!2yV0OH+t`m*U6j%1Z;VP9$J_w1bM)6DS?|qKhrjs%bOR4E6|3+dy8fk=F`ij!5`q zMerbsg_gB3EviAVJeF7pxS)-;)L9A5i%5az5F&@BxE%5R6ZK*um^k4nPBB^J-;K7p zCeL%3KZ;QJ2GYmLiQLg9Wtna#J)-7d z2QOtAwxL^(Bc1Dq_S}KZAM>42wL*#D{h={$2IuY=QEAJ;i?51bg88XDEuTBXE4Vvl z3h(#0r2JFj<8AQ=f@HSMXg!}{5%D6KqLwBi2u}@#Pm0cn=TGKcXoq8gzyijelA1EQRDyE+>iiR&a*_=(J2Z=~wPp7=t>vG65bXGeY! zJ4%-lAq4@E2HkB8>g+KN!Dc)OWj3<=o;H`C3Sv6n#0fYqV%|yBnT!;Rkb;ot0`STi z)EPo=`Zrg5W?`!@v|VOvahWsBV=?o(bA|g89vtX!03UfMCg~kxO zNQi9PgTpCZLy5-i_CUm-!G>5w@T@i`aE3__Hwor{gWpccIG|0RacBSl002ovPDHLk FV1n>B+t2_2 literal 0 HcmV?d00001 diff --git a/img1104.png b/img1104.png new file mode 100644 index 0000000000000000000000000000000000000000..87e8bc063958098b6108b4a33168f99e8b7ed113 GIT binary patch literal 1092 zcmV-K1iSl*P)RHR400001 zbW%=J06^y0W&i*K!bwCyRCt{2S3PVKF%#7TE&BREv@H3&C=uinFkWi&A z*9{g(Ss8kaED(tip?2YKYQ%(ufDDMWkwA#0QYw&OtAkp#2&&`RzVrEVm!wohNT^SV z?f3Wj*=Il7Kp%2U=4wzEP_sqtiXsa%Pxo^lLKA7if~t7%KLlcv9=Olf(IKWg&Fn~H z&r-RL71h%ww@g0|Run<#6H$cmV($1 zEEPx1^Lr|ZTk+7YvauYrf+OVO)U;4vP@wH9eaWg9YDQHxqpEyelyhRiz)*~6b3v_e z1QjisqklbSB&Z<@8zlk!xy)JahoQJoT?6hVW?vKj2WHe_a(TR(6Rx_6=<&03wq7~ZHWQO{Wha9$%6!+ zG$@1bbJ(65%L_TpCn8X($YtG>NTa8+n43IImUx1Smc3Mz7v`- zxRx`&sZC=K;_un6q6{>&_rA(TB-^~*gcjKrv|8FTD%;@s_^%K z_~<3sU!rE+WX}Q*WuQ+nADga($-ZV3ubrey1JKhW|Gn3XezPfqqXpAV5ptumJ~v!8 z*kstfco6QRbWK|PW}pN686M9NfE2Oi_VHLacxQiw7XNhs`={UH*c=r`pd2p%0000< KMNUMnLSTYUF88qj literal 0 HcmV?d00001 diff --git a/img1105.png b/img1105.png new file mode 100644 index 0000000000000000000000000000000000000000..035234bcdef1dcbbfd3220b8df94b263a514db31 GIT binary patch literal 729 zcmV;~0w(>5P)RHR400001 zbW%=J06^y0W&i*JS4l)cRCt`_RWXayKotHm$!4>gtg~Qqja*7Wg>WEPsHCt^tNjHU zu(8sh%{4-h^IWiSv9Pi5DzQ9{Q!BY3SlH;Qh~*ttb{i1SQ^E1gn`B+wJ@>%H##hXH zZ{GL5nK$z?0Vc>m58=p!GYJJ0u>@={FkTNn+LM74%yP>jEseVmwZ4EruO3P`yJn5a z>hJ!gFpU7ON49Vrs5}O~HGn!=1!T=Caik-y18UwUZ8~z1zB$Dp~J~dV%nnOC^Ap}i$5=3FoQS4a{j4^sffmk(V3;Moa)7f zt~RXVJ{{Ytdt5Z?e0qhgA-d@TD9yj>6-CFHpd?*NA4TsAhXOwxzax`W?!}#0 zy*CP}gS+a#7w7pbSo(jFE2(AXzlTd+0vy~_>Vvqi)Q>xK&(x$%^-gR)svbU4&$O;5 z*vNpn5tdtgzr}(5IE;tnuOZ0F6zcnaEy4&%p>azE@Mc7rwN-c zPY*IZ!+=l3<9-Crj?@!hsmxX=bfdp#XOU^o>0L>?na~16GIs%bJJxo@+yh0Dlj(Pd ze2;nLN1Ap_&!C-&ZAPC!YeADd0h4&y5y4+vC1nnMi_4)_uG*=}IWvgdS3BB#fZ*-$ zOxEe&a`Fvu6;nlynH9+)<2vzl5_CI563+D%E}E(9Jf?f#*n|88aY%!ox$-9D00000 LNkvXXu0mjf2^UM< literal 0 HcmV?d00001 diff --git a/img1106.png b/img1106.png new file mode 100644 index 0000000000000000000000000000000000000000..1642d9e5a677452aeba8225136557e7cedc56aa9 GIT binary patch literal 1823 zcmV+)2jKXLP)RHR400001 zbW%=J06^y0W&i*Nok>JNRCt{2Szm}$RT%&7+&g#f%-oqXhLBL;m3%PFya|F()&vID z(?rlq6hqOU2Wh7QQHZ>jYg?d>5fz9vPtu!Ya1G^L@YX&-rt|a|M_;F#sKZY}UqSM}r3$ECuiYE`p7mX1W%i zzrkyf6Sgvl?o}B&VV^(;eXun$=s8todelm2dg7Vn&4sjdc2CH8%Z5sYi8ceC(yT!;@P(*&`chYR6 z`IPHBxP_8FU&VSl+evnFg#VUkJ|GsF47?3sh)ydKHIKiKDRn9N*ki3GiH>86@t;vD z`^en293NRB-KAO88db^|FG8EaV z=%}WrH5Kfb6)0!Qkj+%7#cGkk0`2lFjH*Q!?iSf?)dX7Hpfph*l>=4KbaC|J-}NrR zGNCN+YNA)bD7(P%Xkh*{7$yT;;VKjt@oZ~>LkR2}M z)rp0s*8yw**j54F^%xxJ#Z$3|=p15)U68*RD;c4eXosg53t(A~@@&-Skyq(YJdNCe z3E!lDi$?nqt}WbNwlC>>7H%-#mo%GQBs%mIaZ8+!!Txj9?=|bIOuQ51Lx+4_!Sd$< zJoCOxJ|~>wvGSrMtyEPp6}~K_;Z7UmxzQ5fR06c6fvOy6K)zwQHoc2APwKJ&FLBC- zBu=4DHaxO|<3D~z*Wwuw>!grX?NM;LP+KW_zd>M7;qBv8%GrXI-7OELB@Ob2+ci9- z7#`P%Y?ZZKw?P)PTVYchlhYx#;goYsdr4^7CA($`uTacyskC4r9z`;k+E*ukU1P2V$Rx5#vY2=i1y-YLVfyNcyE)X^u zx_~Y>ugJ`OOV75kGnm5;SSxhvVuhxvRC=}e+HET-I|%s@Tf$V`tW}Mj#{L!#jAn5W zWGb|lTwLI}jL2UMFMTC@5YC|o$=@*Wfa(c;%FbsAy!7>MM3)99Vx?;|(g&jbTTI~1 zO8wn$`o9e=5Ms`8`~$W65%w0r;7$6!kk%RyFkL*Z2YPp4$i?fT)GaxK!~S4!&~v9R z28dno=Bv4C-1pCAKJxvUcd#VE0-)fZ&5VDN@&Pd8JIFjv&8<+J!Y!9HYW98v*cw+I z3xt=YII&v(_I=BJAL2(*#V$C@!{#(nm@yPI|tk8@$WA97@tSL z7WPGvk?&;P)GwUdMKy~JOVmT+jvk|8H7Ra+QF}Yx-W9bVG}S{RQ8U-nA`eL8ZHli= z6IpcNgbD}gAUp;T1<0V+KV6o!LoutL*M;oK%@Z*f;ohlpghS%YMT{3cFj{f`0Ui~l?;|nky-h&TD?aR)9QR-{P|(NrI%FYR5#>B-+${z+il@n= z0E^#q0Td{=c@Tvfa5f?3n4W@C}Gfw@+qT>Me=CQUh7cotl$VOf}v)3Ab!i0UvW(!c(K zaKt@C!E?}dyFLDWDt(aqXE|!>UgokG+X$s~areu2kiuuu*hr@1$jj0M?g+mf2Ix?L zcsWccLPQn)I@j@NGc7r{b?q6h8X{V41Frz+YY)TB8UQ#%a>LEkMT}&BT zovI);_NRK&(^LVb`zL55yk7Y!mc}@|AOtLjp1t4sj`#GXR4=9eFNvbpQ@Ny}*Z{4AoiR|J2Eh6a}hq-EduG@jRt(f(_f&@%SSC^nO^_^ N002ovPDHLkV1oIna3lZ# literal 0 HcmV?d00001 diff --git a/img1107.png b/img1107.png new file mode 100644 index 0000000000000000000000000000000000000000..a9635b38c54c1fc250e5666ea1ffa53e1c3b311d GIT binary patch literal 386 zcmV-|0e$|7P)RHR400001 zbW%=J06^y0W&i*I07*naRCt_YU;qJr1_mw$Ou!E(P=z%3|FYy`QI7;ZfQStY3;`b? zeC7uq82CRRq(}se4HFRVFaViQ#K6yd0bRHR400001 zbW%=J06^y0W&i*Hs!2paRCt_YU;qJw00tEB44K0Zp_qCZZ~~?eVCq8$l#5#>c2K~N zU``NYfVt+|g9nekeI?Z}Ou+PE2ZA#}0M6W@(C|Qj2h8MPXZXy<%mQZf^BFYpadLp! zY-<9TuRXs&xf`enY#A7iU=d!%z`6lljPW4*1qL2hhXV}^4D28Qp8r5_f!Bd6fgz?d yfQx~XfeoRWSHPE@;RwgZI>*^UOK9bK+5-R>3?{A{vp1^%0000RHR400001 zbW%=J06^y0W&i*Irb$FWRCt{2QoBk6K@>g7W=(dJH~|~6TClJZ7eNp-y@g;T2$q{t z5VH6M(at912b5H4wYM-opezJZr?3#43D_vlJ3Qe1T*XbxRILm5D)z4d$axZX!eGf_j>|XYe2FIUig$ zg|(KjOtgq=kFqM72`xXAz$*18_rk<4f#t-n-RaLjPfrfA(Uec4=_8UTF$9T<+ZCH* z)eut#rehe=mr(V2vK=X13>FZ7QEDE8_&dJB>@mb0ku`|rmcv3A$XZGPm2q@sl@Ocl{5 zUL)=vu8@C&{3yxrPNegE&@P34=WO65o061zDR(8QE7h9mXkJLPpNR(U&Z`vJHDm=z zZ>b}*NN-EgGCf6h(+n^GQl^>L-hE!whq!elE(u>`8aPEuCn+~4r q0clzyCJ-huS+YrgzUVuoS@;6#$7d|jvmkN+0000{vGXn$Tsel#xfgFPXpAgs0n>Vjmv0~1gITI#K zXlZGwsHn)v$w^2^2nh-C@bIv)u`w_(P*G8lkdWZv;Q?xT6?u9dkYX$e@(X5gcy=QV z$O-jyaSW-LlMK|Bz?#(Ns?gM!YtAep!C=VV^ZC(dc7@7BXJ%%r2On26a;eGuIB?*M zz=bmhjvo5J=*%m{@y_?c>?8bXc1bT1I@kRHR400001 zbW%=J06^y0W&i*J2T4RhRCt{2RZVK!KotHYSwFSo%+O89&Xnx3h&P2&XwV{bRf2m1 z-5@?etCo@kLQ>Ha_yPeJdVqu+AWFOG&R(V~jR}M#giPOzBwM!Znl=Qo=m(ma_ultD zz4_4ym=1;n*c{YjZF%(g(}{sV8*q7NhENVG(p>`qVB;t?8i0v`Htd0b)d}aQ`~mIZ zsHz$h4h%?fu!L$HGkUSh$o-t24=*^qiNWW1Gs^deBk$jfn2WM@s9W19`qZl1Y7=tQ zRnvmS(^*o0)%v311q@6|EP^cM_O~IX>KC*ga(a&yCLPgnPeYxUDx!kx2>B_frj7-A zD!`LsUJJt|O+ovlmXwkcc}t_v=K@bx0i9}vfbz~8# zu9V}2lu~oTW)ve{&T9GrvJ}aPDigB{CTns~-ex*E#+XAb2*-asPOM2OThl{spgSWh zhsF&(8bg)ls52<3iqDfY0Z6DSNm8mhVCXmCi`X`vnzyFI@TR3S$)O zSbcyaoarkrKKx`+s@KNu+q@dx`cy?4W9lL+P^_;o)t$IV%SE3b@LenQJ9wwr*yG6l zHd@K}LL8jqMxNjstlrN07r4!lQtcWlwlBS2KlwRHnT6G?-$=Xe je9BCG)UA6@%HQHQP-vJ~RHR400001 zbW%=J06^y0W&i*K>q$gGRCt{2S3!#$MHK$Fd#1Z*XLo9jx$T^S7s&_)6g@N;54knu z9@~?LEU^h99u(SB3|=NbAUYRsLOO!rMbiF)Z322tauZReATcgPDPL7}byv^S>`u%Y z6!v4L`*qcOUwu_w^{N_J3vSsJ!rEE@jBcr^AFD?WH`bLeVVc$aJoehaSXrU%xFO$q zjIl3o30`LyG0f}YJ}W~6tb~tj0z8oIjDP{YBBKY-qY+?r>mzyb6S_pQ?j%$ljsB!I zLRanEou^{Ix}go}J!QId8^wE-fIowf-6$Y6i!uf>RewkW!%#ajJ@A2k;sHzt{kjS2 zeBL@MOq9gx4-cD<#=ksjF90Led*LU5G84ww+N zzrrics zW~P^n386(i%H;~?YJZ_$9^!6Hn+$$;$tC~m+p>YjM5PuuSu!hN5H(J6xw5EM&%rhE z1yxr9*PO&{_)a@G6Z((5uA>@Y$_$EFHWg*6$M8p*cqBxsS(;>`Q8bp!HldebN9GeV zX0aR>+EaO6XvJz%t#&XSxD+dYg2=dkr0 zu~$ooe2FIb73}aIQ_uSIV||`yErwU{?h4I^MKFGLYDUR&@9BgRC$`0p-u-VWI{Gc? za8N?r65ptzb3%v&xBp6Bewxs8uRQMbQ}e$S6y`|T(DbHPLaR)ZN*xC&zWl}FSZd{S z^+7Waa@t_3zB*{$!yC0?eT^us=lUT>B=herT!Q%m)LahT+~Uu0)$9@t4Sjk&w8}K8 zjQZdaqGcwF{~dU#vA<8D53sDGxX*FcxCCm$82*G!72EtRG))(Zl%o9j{qfmOO;<6C zuNl+7oI4fcvD}Ka%MXy|`Jdg2OTF`!R*}WuqNeFWky2EMsLEFrFK8wS$vph5p~<}` zN=SvhuHx?ufqw@c&BxbpF5PsDTYgKhrs+bHQq-%!*XgR_29bF`7Z=mu;7|&AQ{3z- zzG0jXg!mJ^FCJlE$Zy(6h~hZKk>mXRHR400001 zbW%=J06^y0W&i*LOG!jQRCt{2SkI5!L=^sFC$SSJ86SJAPX!5~28l&f?ZF2w^kmT^ z68ORasRD~4!~uliLJ^0ie*mx-Zb$?K5*LK|3pPT)wK-NuD1)}GDwS$@Gvi<5IEexa zD$;&Z?D6=$?|n0#dGmIGy|L={0S-0-SlOBAo3E~^dePmV8cu%a^a}u2hM=~L$aHsD zn6i3A{x@P_9$%3DS5+H>7@RHnP`~r~_6$pEOdSiD=wKE#2l!mskLfZdape>QfxM<# zVKp)TE(V8NUV6Uq7|`rqPCruZtS8557xQ*V154ER;>?4RFESp&_lplpSdevY&si6p zj%qT*`EawP9ffvo93o5I^1JZS1P6+L%#xsGdXi>GiT`RQPX^0va#MXvm@;DJ>;#4t zhu2)qg(IFRyJ~TA^D$Bfy}sNtU{SRtdf*+oYVBs*;Q8H6 zVEgJrO_!QsCGOGn50an-z3ppyAviK%1SW*xsNlRWjqlSE6N{3*2wsZF(KjDCn(Ese zndxzgM;M)52K|hd3j7^bQG569>=DP4z8~RvL$W(0Uym03wE;qgPCA2o*d#9V30tDUC$2 zN-1~S#$0#QYUR`ps_i8=H&GEmhB5Ly#`BHY4e5jV>TA8x#$I<+aA>NWiPbPNQ;KAl zQ8_*Yo>JqqC)#i#L@Z}yJr^m+MCDi!MwEvtd_&VPl3&r4XIeVf+A})tt?3K$_?`~h zwU>?xHfCx-hRLRUmF68OHlV-hMIA+Xl-Ai%mRg(lQp52Sr}!V^#fQN@=EL{?dB}G| zJ30}vWoN&N;;q9l!u z_!<_O-|eJ2+?NldCm%$Vr@GnBVr)I4gYhdedyC8@8y>~@?6;b0gZ(=2u|B9%xHEaK zzIK}qrNN>%m9l=q#az3-x@0w1*^yl6FQg&7TX(4c6I_8=bheCuw@2*UNaS%Y(I9*C zxKZYEgZCJC8CEQteR;xM&ilWQq04b*XlGOOIL@i|t8ylapubksJG5_#SfL=Z!`J-YtQsqpVhiHM6978bKox0b?qym zmX~_+t}CLiU?n;dJ*3t>rF4O_Yudk4d>4H@R;qdy=i^rG&Bz-g)=-i?4SW%=YcD~S ziL0uSBO(5z+cnvKel_hM-Iq!)iJOLYFI3AM`PPC%y8_)$k8xGdh`1}ne3$mth!rZb z$5)}O$tu*?6`p8#hV>^ywYpk!)Bd>@ar)XYth%;FTqE1s{ekhu{5J-ZhF-n$gd5bK r92iiRKkPalwnc1`tzjqoBaOcR4TN>@{$^t@00000NkvXXu0mjfntxEd literal 0 HcmV?d00001 diff --git a/img1113.png b/img1113.png new file mode 100644 index 0000000000000000000000000000000000000000..c1c735ead5dede5467b9b2cc78523cf9edccbfe3 GIT binary patch literal 788 zcmV+v1MB>WP)RHR400001 zbW%=J06^y0W&i*Jl1W5CRCt`#RymK;KotILZ)_)V;*?OWOT-~rE08ESg0uy6`2!$J zG;~B%TOo^MwNx8X&`=OjAm{*bRA?hQ8i+VVnFvwP#S+@E6~lYuBlg-$yi$b3SIoS5 z^Sy80oHkI1i4AC`6}5V(XL^mo7zGFbRocVI*G?0>f}ntlDvi`?#jOw*;lQcl8u`v~ z+suXP$BT2%<>ePRrO(i)xWksy4igjuyWa!47*R5v8NCHf)`KFgnc!SBhx0jQVVIpv z+r>SuXybqmL`(@Q3R?kA0&6VBpzUvUcWEO0&vgy1hWL{}swZ z^|L;oRtk+aHoQe?xyqB>zC$A+zNrs{_-7RnocWlSGTgimvDPj#);h9B z#OhvBw7$vvU`vU*z?IN-qmWG68r&Yf0pMq SfwwpS0000bV0000mP)t-sv$M0P zsHmKroRE-^goK26czA4VY+ztuR8&+*NJu<9JTNdYBqSsl7#Iu;3;+NC>RHR400001 zbW%=J06^y0W&i*M%1J~)RCt{2Sx<=ER2ctdl1VauGH)yh+g>(E4~1G93k4Ck4Y-I% z50QfOm?B6If`bL|B&oJ*LFo=Xh#!74FV5Kb)x;FE5ySotV>?7@7d8fZ-y7B7kmnroP9jqRLO$7R&erE3Uu%_}XO zwGfubamb^^B2{=z7K&^(UIuUJs!Pld>35m{cEu9eOdP8UISS z+2zIZO-kcVV8XB&v}USe;WYJRka`&)6Pf&0gR2x9V~yE(4(;A5L%99*eYklD@q#&7 z`zDSUk_!i$sq+PbqG|@pr|@+lF=P$ShDb=p>8Sh}Jx(`~3SN@6 z0yJn)YJ1r2AhFadr-lY>b$_aFC6=TZJwa20ILZt3?aa|r6ou&Hf(TwSeMX{pD3k2~ z3Jp*7c4{DF8%KZ!nX4=?d=LB-jrh(({v}FpW}q_k@>nd%OJ#$DcU$S_%M*cRMg7To zfUfG}f3=S>LDcmG~$t zL^O=l!T{+Aonu1`C>M2KSP-z@KY2|&=+Bobe4uV7M4J55DYX-qy7Y53C_$UWhS06k z>LSm^RE1YDu?X(wBJiQ4E0JV==L?klD8@%>T1wzAq&~bFlJPrZgL$csGR+w>$l`oR ziwf}~0#j2Ml&4;dR~TAfVFX~)R=-K2x4;e@6iZQP`)F2KitY^9w3? zcyhW6sK&FHzDy!gYebO`TVEDFdZJxw1B@n!utJ0bUOJkmY&d;#Z!%0%;KyjO74=dd z3`b){*mW!%QY#iLr5*Q&i_!x<#KlDs6J+!fCCyT&1OJtCu5{ptFt-|Ei&U`FL%ZaWq8H|qTLBZJ@ zP1XUyH~dMv(4qGy?PDo)$KOsq#$#+Oj8FMw@W{iU9ZIm#L97Q`>>aL8ga38i-sn)) zgI{3I@i}bgfsKx2UAT-bZ9dm(f2NXci&1p7bUKReo}?0Oc=5JONaipl7-4Mtu!_+7 z;y-W4Z7(^SqT4r#&PA%6${Q&99wyiA0eLlWqfg^=x_*gztVfFqGsifd+>=wzQJWP> zMQDA7{n-&4ODLo>&F>wVSoB>WGnu>^xKTA;EWVkA$sCw>eazp$bI~G}fz5XV1zKm| z%KQVo&WMa?W(Bf}(5n3^Liq8er9hmja0=-h*KYtX=lmCZXXN^|6Dyo-$>i0*jaqhz zul;@#0wWMF;F93?&K~7w>1GSZUrGBRKBT1A!|Ry%%c=1C-P|Knt3E|Z)l;ttp7OVY z;RD}-@01MZ3}(2pGUp7)8CWDCHu{yQFyk{K<(3fsESk~p;9W97IPu| literal 0 HcmV?d00001 diff --git a/img1115.png b/img1115.png new file mode 100644 index 0000000000000000000000000000000000000000..9dcaa08a2d9b0dc248c59b1526d1fbcf7adf701b GIT binary patch literal 238 zcmeAS@N?(olHy`uVBq!ia0vp^5xdt(QSKrhh9# ivsKSo<}3WA(hQ7$1b0r`eM1&#FN3G6pUXO@geCw{>Q8|H literal 0 HcmV?d00001 diff --git a/img1116.png b/img1116.png new file mode 100644 index 0000000000000000000000000000000000000000..3f80b5e2972b789dedef9c5141040eb0a81fa927 GIT binary patch literal 1006 zcmVRHR400001 zbW%=J06^y0W&i*KY)M2xRCt{2S3ii;U=;r)>7TSso1n{i%LNn^^q@Ei9unaO5r?|D z2$frOISYcg2=U)>P8S?pZm@%cV-eBOA~-l%RCKi5D2*`@Q$R@GO}0<^8&@$%+hG^8|`gB9&-v_kQ*#V_3* zZh0mSQ2VJ5-gWs7+vXPZLY_-4Uk$2UL>8@ZPgyLr-GEkb&umg1>0uvbP#4n-S)Vqt zIW#-qa%e@aovN%)_NMB+4;rrZsEu+*xdfRcu-JBB3tH2rkk#JiiIC^l171fejsquP zINVg$Dd4?GOa2TO21i%x1VVJAriZ(bR2v7guClgD4K+X0lhiOz3uj`_F&fzMIgcz8 z#Y8wl-<#2L7&i%QtsL`;X~h)}8n2dlu~j%#}S0 zhWD5a!r_t6LTu=dg!uh{mN-duA;kCdo4kNuu|d9$mp(Lq*h7NGpEH)rs_Q7Fb@CZH zj^PQNpTd&fI0UWW`^Y!W?N@C9tK5p@_8mi##>Vn$QfjGNc#{r8HM6Ve({LryOVuU? z%zZ(oIYdp;C_-7@R4L%{$fIDKrK9ZX+z3BO!3{nwIMFxF%#!q?{iq_GXdg)$>9v)r z3_Z6LH>GATxZiV5&!xmvuW^oA`$-3fL%SEsi|NnnYFGHiJRT%z9Iez)6J6CiZgOrG z)>foAC$^$TVnzO<={%z^^Hc9=GmH_FG*gK1Pow0aYkW4>`Q}RD3Nz19N)pS#B#(dOI9sYL7P7_7?DVg*eH(gXtukU-j cXVLoj1I?t%;qjxixBvhE07*qoM6N<$g2hwd)Bpeg literal 0 HcmV?d00001 diff --git a/img1117.png b/img1117.png new file mode 100644 index 0000000000000000000000000000000000000000..f01e5dc613e041efac06352f8765795ea7423c30 GIT binary patch literal 1092 zcmV-K1iSl*P)RHR400001 zbW%=J06^y0W&i*K!bwCyRCt{2SG|iANfduQ(=*+>J-t0*pn_nVD$C7fBB&)8nK+qg ziZ+g zLwD7$UcLI&=c@*&L>rdD!ngD;LDU8b;4&}xX^gMbtoBQg=sRlH+MH>nEc-MkRIw_Z zdTFAT_!-d4r-vx%^1YpC&^AGuGea{1I1Hj$Zz4sdVO2vXMWvQ%Y_GJi=^^P+Gig*B z%=$urWk8F^sR=4tdDX+dH)!w#Y{4GLZX4X0Slc63wqC|jwlg15h&||ak`{C;>@S%R zo?@O1D-$vu-cIjgdRTT>r}R?cj)gcB#l@AQWy<;b?OyE{eGF%y??M+Vg^-yS={azK z#=bi$)=3YYcup)G=zH*(DWxRDaHfOFJdIN=tOcB($7C{OO6GNhT6jrEfhNrT=pOws z7!XbEBkqS&`}qH0CT>sbBDAM=AswC2%Ztxce~np2JL#Gmofd~K`n|kugv+vp&pQ700nwHqC8m!=F7PHY<2lQt zZJ5y#dJvrULW$Yb#VFiK+M0h#0gbLhcde(H_%|21;W@>#NxU>u-&lOZ$!?W(vxg@cRhyf(m{-W8s)*RrlucmIr4s~f6 zvjr9Qw*am$!G5&}AHeZF>goq{-CP1V%Kub_{RW_ZXZ5qP)PWV4U`;CO@3F5sY@6isL4U#mti^ci(MPRuy+`Y{Hm)k+NG@HtaKM#fqL&2t zNf>ACsIryqkF8w&k^XZ*_n7rM_iHeKK3~H&7q55R-6J+zM27DyRVD~7#^tL30000< KMNUMnLSTZnNB#c* literal 0 HcmV?d00001 diff --git a/img1118.png b/img1118.png new file mode 100644 index 0000000000000000000000000000000000000000..ff33a537cdaccc5e40b55e2d71c60ab774018af1 GIT binary patch literal 289 zcmeAS@N?(olHy`uVBq!ia0vp^GC(ZH!py+Hxa&=@6_8^P;1lAydGqEKD^|>zGiSnt z2`w!x6%`dZIXMXl2_YdN9v&VxHZ}$Z1}Z8l5)u+TJUl>6uOd&+15%77L4Lsu4$p3+ z0Xg$MT^vIy<|HRHG_bLieBkbwSy5?tq|%Oovo3Ffjx(dj0xoAxnF7OthD<*;v$A#u zwrT(EB_wVXXdh>I{a@PQt93)BG8?18-iAbGed7uL4&)qoz*lniZ#NHX_(7u{c@Kkm z83Csc%+PLlV8{H3w?OVU>w@KK8}=qX_|N$0ld6Hi4+DcKxe3g#PoyTSGEGP@Jdx&Z j)IYcJt)lLoPN0XC_DYH0ygzdq(5Vcbu6{1-oD!MFq@Ck9FS z$q5P!Y6VQ4taCJyY#h$0D6^z|V3>KvNGHHhZkl1q2 m>5=6_E`iVI=42)$Ffb%ba_r>mGHnBz$l&Sf=d#Wzp$P!B!aLCb literal 0 HcmV?d00001 diff --git a/img112.png b/img112.png new file mode 100644 index 0000000000000000000000000000000000000000..5827e0326dc077adab830ed39834b0b0c1808cc3 GIT binary patch literal 212 zcmeAS@N?(olHy`uVBq!ia0vp@KrF|?%)r1{)UfjnkfR&m6XLpg^X3&RR?L|*r=_K( zqM{-vCnq5xAtWTk!^6YI#>T+FKt)AGLPCOvhX<%5^PrzDkYX$e@(X5gcy=QV$O-jy zaSW-Llbn$7Ai05&QQ+c%1}3qFCzX;CGb9We7zH*rOU#*3RB)i8v9VFwRHR400001 zbW%=J06^y0W&i*KB1uF+RCt{2SI=wHP#pg>&Dy5Tnj#3g%d&$a3}M0!dJwa#3g%A; zsCd($W8h_EgUJxo-aWX3M-N54+mja$1{Co)K@bF4$NUA(#qWE`OVYeH?J6q>exS*F z-|y%9`F{KI^6e`y0D*1*h84}6*j`|lX2R>_su)6T!GMi+q7b3ni=4%WZb?N~qoElJ zLf7b0RZBJU>R61Dv}18rqYBr|3Qy$Lo)0bG-O6`c^lamRJ zLHxs*_C}3#*9LR?U?tC~#tvV3S5OEJC;G<=6^#*?8u#FbPnvVcodwh)BN*chf|Rx}M&QdcG0- zE`*(!Of(6N&{-tC9o*7EM}d1Rlu=ib6__julK^{HbhxT1a(cG-NpK(`YpQh3;@>AX z>*1ytyd0~aN?$be;dl~CMRhQ#C+gaewaGa@`6EXD$KPSfJZU-OP5Bm;JLAoWH<)S; zW@Ygrc*pxo?I&;~pBk|wBw>Hd5Y;5#cDRuN^%43|#v`4P~8jV zF1D`tCXcH#ncX;|$CT{*E(Tps`AfqDRBV+z;i_f84Umc4fS~W;yeb>^f@{W z9`EQ*8mbV$@31tK0sufMttcY}bxS)ierH+4m*;R^W{Uv()p8ds!U6oGlkHPhWoBcigwd+-zvng=V{Ss?aWM5)pSCvyRw*M<{BPWu zcQ_}$Cl#{jHCj;cAT#)Oq2}=J+_I}w4-by#peXz(jp!db6yR)0m$4odL61V+H{mn}=^SsYk0UB)}qA`Y3tp=4uFyr>wiRSf8 zR82nVoBm9AJ9h}8^4uc7Tz&}Ze8&d-!lG%|E{qW0*+SMfE$}G)Ok?PyHl^~7c_O03 zL`;&oMX!-7(^Th>HD1=>*K)#tlIf0b$UX3ZUxCiaiM%YSx~Pb{JYekRb1OHMoy{-q zjM7}~uVY8fC$WK#e^Sxqh<*PQjRpeR{EKYgghC*^Dbf`=+!Q(0%?cn!7y zoUoHGt(G5t0M4H>vl3v2O@c373sll=s=TpuD~;l9KB;mX0S~@?xc3$!%S(#a9Fcyz zP|@K-JWVod1G>LHSs#k18S$%#ks{Y@56?*sw_fFqs;|1CJSLSXny?_9C!lrCX&u<9 z7$p?nPpmj_L%qhl-p)r9XkiK2NIT02dJ5z2bow!LZ6Y5_S2KUE-uw!eCd}Hp)1S*D zK-iO8AmhoWP$kwq?$=OFri&@wR1H$u@U43oe zCEp5t?y`mTfK7~+L+zkEIw@Tj6mz^zrKkiLp zV(aAk^~LQV%bGOF$k^sYzWJQl-XVR@1I5WJ*W04-6X9WBvo-T58(vO{y0wH#aU&>q zql5HI~)2=UVkIn4HS+?2v`|K#G(x~DOkiB63A9C3^03h_y8c{HI| zfw%gvzQpVFySA`3xArGKY#A|3+$s^3h7|UZ1+=H{OWF-;?HI2B zKcj+1>k#>nTNlgf=gZ^22VZOEX8T=!Y=&6x(~h><;+=S)v05K(KxqgtXD>#YiZVj?WMoDCMNyveo;pYIWq*#SAY6ZG+H)|Gb-0AdOKowH z1KM&u<* z@m`&hM$@)og|_r(h?!+D{1$rL6WA0nIyiGEHzo1r<^dU5J4yKRXV zhjxA4l3i=o2V4!tzwDpY$B&6;Ah5#;Y{8e;ts5?n`Bf2Nv+p+@Ek^o^Iz{6`=F)hX zx?}aC0m~E(UF<`2;-%vI)|Pzi>x)0__!#Decu`_m(c-cUx=#pjf`3G0P?&dNTpJiBNWsno&xSYxkZt{-N~zwBThbkj$wh-VS1n zLMM`W6hiWyD)_x>+kX<1omD{b?SC0^SR~VLw?R~@udpy%ix@8BF12ddM$sXd^iI53 z%BK*@T)Tb-f<tjb+&fox{%)|OJlb$|jxv4Ze9$vgNpgS~g% ze$ih@UBljaD_e4%a;zq|m^|$8{y;MTZlWS{@qNq&ci-?%r10j0`q;OGvEuWMvAkr} z)59wra=nYYNw}B_@DzOv3$V;}Q=j!?=pvn-pTjkCoaX~Xt=M0&&0QwHk&dGWOP&37 zsFH&eG#pRVNRir-z9oS|kEn3P2Eo>BL`S~PoOLQbwdH;GjD|yS-e}~oYzY8$Mos#r zeum^Xmkv!A<~T+5q!{0u8qQfeOHQHzj!#}0X+>?Y(LV%6f5#jgu)*2CZQiz*>3#yBuDZ5 z{kqC9d!9-RfC4|4Nj@tK

1JW!2`;(mcqdX(xo{0-X^5Slwaa%}r!LpFvlB`cmKr zIS#r^eZ&{p7#eVB|8%1*r2LSnztp8T9(P?EZm6^vrE4n5CQ%%#qF=$Ul4si=EZy-2 z?-eNg0M1gJYIQnaB9ezSZuv^!!Lo!_yrA~u_7plo3U?RPCsRwhz-ggWdRP4GNNsUK zEQ}8{oyZxRa;97JtftHHmUfR4-lQl^lrnafyrsyw^3mR`a;w3*%zNBY65NvRaXx>e zceX74P8|(F?J>=8CQ3+;h>lUJHeZvs5MAI}Td~1Kn`i3AA0BAvXdw%@9f)~TckalfT5i}oyvvV~i?h~g6 zMCS)=V5B+juRgupHXs6`@ug>c6Kz*Qr#c)XBiMG3(peTuM+*u3@y96`V|0!#!(Gn8 zGv_M*@Apr6+|TYJ)f0-szN6}pX5o0mlg9}j@OSr#-7p}pmpo={me7w4| zi{r-Xjm8cCo0O#LxV$QQGl27Bf8*!T3FVJ=9J0phgX8z`rnjpPY)5HE`*C9X$rU8v87s;Zi8pZ~ZK!K3j0IZK<}djY%dx)d+91*%{A@wC^{oNooSN=yyN zT%0MX9kBHvCpN5;^8HuIJB+NzBRgl=dWDV>Lyj=Ual~YMFqBYr1)mQo)Z54dZ}Edw<`RKo|~_1+9}BZCNUhc z)#9T6-3NetNMmlgyBN9fQeMrILjv2M0Mb_YeZ7bAwn=9i^H8n;jYyX75G+U%VkUcl2+4hi9R1#v_kUC>!%3@@lq~v#Fo zBbVWpMU?(TyqD|bAH61L)`N_X%YszjWhziS%G;cFYefF`LZW*?^@m?s5Ef;v7@BO6_GoqgXjmy>G5dZdT5*G5iM#EH8;*i2&tT((4e-5fd<- z2?>u0{Q*lug?cpF?yBc);_VjZcZw`C@uo3PNzi>qd$v_c5^QCz*qayzG~Q7*Bjptn z*>9|~KRXXF5d;zhav6~a(6lWQY>P3ASu{Lnoc@P4LI?_`1A$TT~7|N_?lmCg_LvS#|@Iyze%2?;g3EDtUav4gRHcw_NGbDhql z-PHBoE?R^DLal&1O{jUfPcn}7JDS$=fQ}ypzb|#eGB$Nz>figd&SnrcQSE6@(3B*e zq3joMi?Zg}BN8`tK>C^zkrj0aMt`4)JvYmuSLrWZhwgNQ`DHm~Bi8mr_@{UKVD8H7 zLJk4!U&hQtK^xx?e3X5KrWex@w^bRy=bb<={DNr==ThUPuv7x&gW z1$4v^|1NG)XWy6LXjZTXen%3bUal%6WIdW&_FySp0u5cq2rV$czT*UU^*B>M^c=On zcTl4bc;h|eaK*1Mkru~PY<}Ug1Ox#Z7qA06$oxWpz68?CkmFI~Bt_X)QeT24Ksq2(=9!*l(+Z|iEr}vk^@#>h zcDu>`{B-R>t-pzB7^b+7M^%=t&oP%UO&0xKM8zNV^}{!vgMo*UO&@G~F(f*8>QF%W zcA0PZn4)9NfAQrQjqglIrU6Vj869labAYDS8jIe6CjAzg!uo;Gs1kF5rH-)hc;Dr@ zi9=iGBCVD%!0tkNYZB@c9SdZnNqA0<#^~;8knWi&CAxXDw`=v$NXdr*Cwt+5j4%+0 z+I{%(L0F)q-xIS%7{BOdV6S+-)E{FkdfD&sQ&qXuXTHQD)L*>?dq;p+MLPtgEHuL? z#1BDm+{aPSk;XbVx1aY6=$Ik&Jn(q|0SK5chCF9!H+_>!j8+6m$&G&bS>~6aYDvgW#0^DvC#m8ZW7K9`SC# z*8Wvo4w_1_O!i+{>mzz_ufWRy!D*3c1G6mEw5za@-J$a9-iA`$P;uTD8Mwl811pEU z`+Y&=G@541iqEaZ)JzyssIo-{KAAZ2iBCnWpkA&KmY0ghi6e^h3x8X^b+y$y1ow@J z=kyXvXj1XZ)UM;6FWxn`^-A%aG6{aAOkikvk2ZS9%40^=ENSbfy2p&}o)iaTq5A+RAEZ70^}gCuyP}ve;Xb2mTZ<3f zK8S=-&BE+}a*k`~Amh+stAmo%a3~ABB%cyU!pM`A#*$L$#?a?58+=d9%Qp$iHhymSCF?egmu)vmY^c#i zY-7ZdAf@v0tiIQ>zcG9CQUBZV`fG)QYBI3p$LpN2xu#O$($x$7OKlDWBD-X2b5j?^>VWuIjHwjFwBra<#M z5+x+y-F-bZT4FA|1^DC+r7u{Sh4x_|^}{b`0ctBd*CV*6R`!+{2?e<;CK6`JMiuijc0PSX7@c>yOysj;1>F&f5X;N^t}L;JJi-SZ;?OmAM73T!yVS zN}#o6GQF_#Kj+Nne}oz<_kxiDAd}HZ_XzkS!;ip9u7_bia{7qozy6ZRaQnZec)OSI z0>olRCOcdtY)`)Rgtj$rlNuZtDUA|K8+rJ#gAo$5#5ry!&}(l;jE*?grw*Q!-0_FC z6p7KyU@Dv_P(s>qk*Uge=3p=q#>r;mRRDFCX-NM~oPtkOI_s<8H>&IKY7_I|3Jc{B6fA%YoR~BpMkQ_p(k-P@nLBb=gFzk-C}>(B5w5xT=RnR3 zA@WBXmb>F7%2j?HIjq9s{-xzWBHHsP5cBs?R(xewUnD7bLiW+7%cJ!w`Y$_n?7*WH zSj|775D0M)kY2uG)-@5#_-Lu88}h_9fXcw_gxZzmt)#;WY~r7c1%&WP7t-wd5r~SE zf85CJ2)dR#AJ+T_+i=LZ z?JsAbVoVv^wMKk|&z)7!)iD)B8XS2V7|Yf!fY3lI1X=VPIrs^vj2qhB-6`pN-_J9D zV;ATt{MAOrtptWbNzaQp?o={pEf=j6B<(NePtF?*l~e5Wa@C&<9bj#I#1DsQ{nisV z^l+I-4cdL>pG4lvYLk$fuM+_uuAHgNHtngz*$)bHu(=rf(PfUMsD$P z<8NbU5ShBn?!pIybwwMJyZf@2xb*A?P-q2`sQ6G&4c3lYNf zM*dxWe>qC4_Ll)>6>|d_7?=~(*EV84N47J!D_P9=a3733ch2GijxAz3sL*&&=cJK8 z7Za(!7yEBG@$4rOaztAW;l7g<((PR<@iE>X^fvc-eT2FE`;*0vTj;9t#Lr<@R*T_c zSWhh9a#aD${6;69q^*}^&d#pug8`^db56RaK6NgOoB}L6Rj*NXuqnjU+Y1rOtA$ow rO=E8gL=HwPjM?p3EhPb#AJ86Dcc%H4-*rCzTLLJ`s>+m0oB00^wp=0- literal 0 HcmV?d00001 diff --git a/img1122.png b/img1122.png new file mode 100644 index 0000000000000000000000000000000000000000..a20d9162732cc9a8fb50ee12641a69f9de1b4d2a GIT binary patch literal 2473 zcmV;a30C%rP)RHR400001 zbW%=J06^y0W&i*QCrLy>RCt{2T}`f)MG(D&@IW!Na}8|3fh#cXKsI1p00W&ml8Iwj z3W*bDx&y-why$m#CMFO9?R)p{>#jPde)`^b<&oDhaBuhNs#Dc}RsDTeR;xoxsoM{2 zS5pa6mRhzFWRKm~l9jmaRI!vIaZtGG)|H)!t&ZK!KbP{?rcZr02*l!$a8=5#e~t9W z_~%VSUZ ziL4knv(dm7EA?ut&W?l3- z#GI-UA`bTbr_3r+Gm4+z!vQpyH|z=|irM$8W-F_x-pU;7wU3rvuFCGJ0{3HrgmNqX z;m)R`hO5b;(+xxsJv#Kve%(#J;8NNQ1Mb(cRg+kpnx&70&d=)d#YyhFNC_n&jO;s8|Ij8#EYH zE24`w0GKa?AxcsEji}I$>Hq9_85M*4bUF3;cTw6b*|`!*0k5t)=*-gj7$f=^)<-N* zG-Jlp4oNFRB!XOoH)fdjiM_)|1hSERwZe|)6_O?q(PRXq#CijWZ>ft|g;;pueZwHH zvo0S&)v1s(fKVxep$;EThBrYlCo&rr?#0xN2$Wg-h^3)IC?$^&qdFLh?_uifS6Cc! zQbG`c)v4$yZVyP>u7xxE*T7qBKH3BXmpziDy-3HdqfBwi; z_lH1`4W|Fb)yZyT#|t5rHoT{T+079o;ehJEsUxsfauG#Hbw-4)mJA_8PFnE=pZ0pu z8wkB2s*3S2(XosqkE5gxp~FPH>h+Ezu;3&X1TI=ZFw6D=6b*NE4M(bj0{|bgBjeb6 z;N~K5GRDupOD-o?cj9#Nkjyt<%4w~G>D_g?E};0g26*lc2q+l$gL`TP$GGTK97Mw# z)-kRze1u7@>QmE1kaIHV&9%X%ujEPVBP?}7f{(yK2R?0ZaAEq&$iWE0P$xq!J)0Cl z0!UC6Qil`zfI7S&<@YLexatB3u1-nt5jgrjk~*CXNVnm10aiAp!&m1cs5+2Yxd@Vm z9Yr0;8#C%ix=CjON>hCVQHSzoB8(z%njTh{B{ZXs9(m{z!bcEl`!94RT)Mg>p`xMl z>R`5(Q8!>K_~fe#AYf(pd0JhCh=jTvA+4@pz7cg;2T<3>kDlP}NH*0mL|J0ZiFYRQ zWl=|#B`}oTG;{m=4cc3H?tqbj4j@2f!87dA)b-WSQig!r15o$ipOdP4aldn+-23jd z)$cC{LUMz>)qZdgW4U<42A>$4G^W-ILR{UA>LAAQ{E?^5CiGx~D1Duw?%qpJT~A0I z{WqU&5Ja7wC&-xNqxRePk9$H&U1`r81Xo95z!ejQ5IAg0s*4kfsDoQ6+6ZyT9Yd%} z(Ke$_=DKt0!i1#vGV0XONMV|gg%FjhX+oV`Xp`!qgrxI~si~UO(C8gEgAkRfrB{a$ zGI7zy%&A*9YGKlTji9?GaI+X1Q{5WDew2__S1?mSNV^VS2v_K3;VXa`2M@`H>W=Yr z&PDWCIHm)6i0BA4XbHJqhqa?LRC@A0;<{YXa_Z-Ir+pZ@s6FvB-&2-W>j!MziRb5u z%e8S=wS3UVW%d*H!bxVQhrb+P5lxPUE{Wap9EqvLwUtI+PY8SHynhs2!%kb1BH*C1 z4XMM%t{60AsZnMHr@}*{S2lx2{2rvyI!RusQD(d6zhvklGIo6rnV35oAuvuiIWabL z5g9uS8@hml78((6MrZJz&-|)edd@p&Z&S#dl`F%<=2zX~?0E+@@QIgdDCTLdJbyzizgYkhmG@? zHRD@Q+1Nbipa_k=gp3nZri>dqO&KR?xIWmxJIvu1v^C8ua~C1jjnLN-@ZhHRX1 zkZg44r5#lfA``~RIdoFvEM}^0f|+W|J19zHDG}rJ|FS1-obHh~PHiA=?BN8nq$$k| z{BSJopeT){1dIbT(#C;@c-bHYbnxb-7pbSDatDEytb;DcIKU!n9Q?URQU+>p=B1aX zk!727`}=DgB9Ua~J;3!P$7l$Ve)fm2D*tEW3e0BYZqyk^n7J2m#l1hk)qQPu+Z&_N zKq9Jk+Fn6|Sk5?Ka@x49B}1(m9yj;*2cy3rPu;inmnzHW7>%tVVzSaT$6l|%#4=-) zTFo)zc4pWooqIWw+9Oh1Ysx`68r$L-M_rRJE_KLcX;?$IY5VNWmqbG9Tqev?=kjrA zY|6Ur&gsEauKu_w~&*y(XdHT~+ z?jSc7zWd_rZ7*Yj1}=_qfh?w7{8#E$MmRqjn(n@`Wu!92rL3E7we~Lt8tZij9*xVT zl-s7y|8yL5h;ba~UW?pr?bYhL)*ey^`PU*}wf1I^5xj75+eGAa%k{o zb9Ot#B5wCCs3OKWk8{GtiPY8<8e--d7je)WjTJD?P4EbqDD#K~9OTlV0PDzgi3P48 zJYtb62-i49)QCv}@3FYdeB*ov&C)=>9rA8_FqkOwiMbA%rvZ%HD+>_wm<5Qr4w|O{ zUIX4u@dz<*ONkJ392BBKKp?kl31ar+@ena*=t49Iir!ZQU+uM+Mc>x792D~pfx+9V z8Wzf&u(m7u>a+3wW%$)+s0->}|Dzqz!d~i5{7i_v)O|3GFoCOBu8q5@G&n8nEclbck-X!;hsNig z_xU?IoY@a6Pgru$h%I`>rG6RK9xfjF8Ttk>VGSK$?Dy}N)HpfyK*2SJ_LBi09 dmpX33%wX(eEM%{B(;VnX22WQ%mvv4FO#rW$Vx0g0 literal 0 HcmV?d00001 diff --git a/img1124.png b/img1124.png new file mode 100644 index 0000000000000000000000000000000000000000..91f776383d77619ef608dc0bf9e3b7d4b523467b GIT binary patch literal 728 zcmV;}0w?{6P)RHR400001 zbW%=J06^y0W&i*JR!KxbRCt{2R6S@EQ4s$2=l1q){|+my+)~is5(rorS+o(cSg=VW ztc{i6p^c635RIw4#ll83se+v%63bj`VK@wEsfa~7AB31dFzdY8pF6#alEy+D*!O1V z=bL%oyj@^|1X%N=t#5Tm7m$-eSgZirzD|~w?Q*_kkT8yM86hMAOAm`cU&Ox$m@G|0 zt%PY*9WP}twN0`$QovOvsP(>sTQ{Izsl;dpM#oQHAZXhrQQcVu#MGSx!z%wgm%k~; zKIZvneKF7X9@5*J$}H>c`S)aMHz_X{ZEi?=GsUU^4wHHU&uD!KSBxf(BH#%w)z`DS z;S0b~wJ*_Q4A^zO&gf;0)FWl>{MX`l?7Zhx_sfGFmF}rH`uQzb8^8t9y--&l#|H*z z3YfO=sZVLNQvz2AGaHN$En`+8X!DV(q{s_(PQz1m_*S3lt1yy68`zEhvV-n+dUk+KYT9nyTdiEFtagm#LzQN_b6_&D

RHR400001 zbW%=J06^y0W&i*Jqe(te)!!xCgPLh$2-Z?PJZuA zfAePYGI>*A5-e&>lr`b>xVPxXhC!bRU<1QNN7x_RXpdF8{WcLU95(Wr9R7-xoo(ij zS5k55q6JuHE5p9f4&Yq?t^!N!(y-eKc=d~~HMj`!1gIiu2*mH^4ljI15od)9%ZeZ| z4CPy56ib{vAZfv7)w_Ll8egr>k&r{vBEC+~USkIB2xh9xw(A_-=to*?Q|_8Rhlk4u zUjX`G^QBf&fyAiyxgf4?X8KZwbD=3R&k*el=YwbXA5pWO%@Zvojubo&m~zdUks6s^jYW@6;)8{#zj z><@dmM4QBZ;D-Jz-D8}Bc@MY(!`)KkmvM!WZe$<5XO%|$lHbJ919+^o!Otvtdy>fA zh|vCHxZCJhHQj%Wg=8I%)N7~rA{kC~k@E1~r~~uBniir)qBk@~S~H81GWeYM=g8+G z-`rSzE7TXMmDxbRPJvk8;kW_mZJsVYxD7mcnEW_Yp;+D zKP&!a>7PkN literal 0 HcmV?d00001 diff --git a/img1126.png b/img1126.png new file mode 100644 index 0000000000000000000000000000000000000000..1b46a46d6466d14d42f7192365254c652b409b89 GIT binary patch literal 751 zcmVRHR400001 zbW%=J06^y0W&i*JZAnByRCt`_RXuOiKoEVtFZ+D)txKRu3JNOZKY(z7=n#>@54eI3 zB#w%bqdkTAwfs(AH+!XNfAXUPgID8r9?6&MuV&6D4Lx$E=< zr@p;&Ggb}^AZ}uZy(t1xciZe?vFB1bi=S`!7t+-3o~6-MjMqa}L$f07h%9o7gZ|=p zo(K1$AAt9O5?zlCr&Tg;VRo21S1|@$kI;6DdEN$x5K6^{JWIT*?Ias!jLMyA%}p0& zwk#96ZRw&$?(?%KT{^m8#k4Qb^j0qhn8qlvDR-Cb_4^`7vjtpP7)~Jla4;(z5;n1< z_xqA`?c?VPwiVh43N(*jZQF&@A|3Q9;J)I`vvIK|J_1t1p%9VWy&{GA%(ABeW>scu zDSNL%%~N%5=S|Adk?gQPW0@VcYV581vCx$Y3QwJoo^BZd>Hvfg~>?yAE z#dt?0WWANO$b9=vRqKK?r{AA_wf3Jd^SavH9+7f{-Swb~>`~}`vQyG4GoK`X$|s!< zK{?}1fJwSd(zmYTtrdZ9ZI9LyW|Af$mgO?Ju`T1%bd}?d+J__~9G~z)?U{+>E4>z< z6o1O&Rc;J8pvcbxc~X{`Z-am&n%lcAKCZtF_i^jFA@$C`rqd(cJzxGcRzU;viF0E{ z#~k5~g0ZH?@=Hy{@rL5vGfr(cY{+bnWY6)9%+DGMdT-R0-Kh}Y^+1PaW735At2kBs hfr*)9p&9ep>^HCnvdj04OI!c|002ovPDHLkV1g&yUC{sl literal 0 HcmV?d00001 diff --git a/img1127.png b/img1127.png new file mode 100644 index 0000000000000000000000000000000000000000..52e4890309cf87a34ee6c42067b150e1fcb3f201 GIT binary patch literal 680 zcmV;Z0$2TsP)RHR400001 zbW%=J06^y0W&i*JCP_p=RCt{2R6U5)KotIx$!2GFlg(nK)uj|v4A%+%oZ5(3Y$IGF ztc|S!3oBs|J?%DF*jSiKtmG6q%iAk$bWzY!u(C5Ko`Q1Ydo#(pyK#jB8^K31^YXp- zy}bD*8K7nnUWD7$RVeClYkmaxOK(vWXvx5kiz6rCdLAwyMnUH z%rkfnf!xE05pp(~vFMX~a+d4i4~_1^671utK!;cMW?cf(bmVr?a91!Dulvm!eUj3UP{hA6hSsszL=YtY3_g96z;;TpDs9$aEbIX0spAm;_d9&FwjPp zvo{LhQ>rN8DvTDAoVUk8@CWEeV8mtd3YkhZIR zQuqc;2I5E{YDFo=LHU}|vpLP9X>TwS%4Wj!hSYZO-~OKMf2Z|(_rBIUcj)PP1(&kZ zeje6ZpI=JI3t~c=18gc_FS!Ttkj5tnRFyl=Rgf93dRvLbZUaj^=X8s)NxD4A9cGO| z$fx6(kM>;jtDiUI;WN?w55QRlVwXSawz1d`fs%QWd=K7eQ%}4l{c$A!`htY`ZjjmjA@O!8~X{#34LON1>X4p O0000RHR400001 zbW%=J06^y0W&i*LzDYzuRCt{2Sk0>(MG&v~*qz?pc{>AwMo7pg9>f^lcrz#GBq9M< z%t7$r9&+&J%iY5mNC@VT1r0fP$bw+-&L-^kVO%4T=eK6jX{0r)3&;MdZuTl zC$ICeNg(=zo$jvwb#+a3cTM#IbYrb5Lqlg&l(zurBF0B0f)&7om%AFzG}eG|Q4(`E z)m89DGyo5Vw@O0CxQ(MUL`+D0QJ>*2E2I(RLA)TscV{_$0DE%82az1SaF%HQGKJO1 z3zWKkDhj6BQ8`grc@S7c4I@ljqFmU0Ox>6D%t)4J_#+4INvsel<*w#UaO2e$I*QjL zN{J`;gYcYFO^{=ej+M(P_cvn1ZIDjh>NLZzsswiGeWconxnbx7U9A1!EDkUz?COX* z8=Y9+wW?TE>W)6n)>qlAXfXC>)ib?5SVxTJy6Ds8pF#s;q(_CS{wQ~fUfdRaETpUY zHM=Nsruqqp;HhGNAaM@-tOF%uj0HE@p3s2;(E(nZ=;IO}o^y5IqV^sr;*ytKl{Tit zN~;rai&~~c4s|tx*vj~ViB3@n^hVt5#Us?-&BpzWrZRnNMQzq-*G?4=jdzUhll)L) zkQ`vpi$>`b$XsjI8U=2)ByO7oRuRxHSUk+CF0m)sKZ#W3vfmylbq2$|Xui!}1x*AP z!U|&SydY#dkxF<%3;{fhEO~>#Z0Bn=jsRvM`2gm+XjWE+L74K8kXOd0(sGf)iO8kk zxmm!ooJ-bemXB(m;|NV%)PflBz^W5@SjxYb-htmSPVWk#^9NinQ!OO>&K`s~nWo)`tMYY` zDCR)hvh`1p)~2Hn`g;2)6e&#QD^iN2T2O}728w;<>Frl!)YilFM2Q5HvF&q6>t8Nn z*pG&AZ-iWc5)sRr48kmv9tvZox4&qqGJQD`ld7|JGuGj!Cg~tMfU1`cGXMX$*Le9p z%@Z1Tk`bTqhrjIV?(V7Kqy^`&tx*F>>^`-2=h^CeX?x??_iDI7n{4lB|0$cUS?2l; zJg<}yR$c*)eEf?}DSB!lJ7}>mCHkw$DlMq!g+$WyT%iB{JK*LgAXti~cC!jTg2Bw2 z8$Xj_B18}{8C4uNvDbyWHtc%e)BjIm?>#Hxx}&&f$F&AzXvY!3iGlk+j~omq9-kulsVUV?~~{ov0r72k3oebO2_V!!z!=lH%tbEVvdwJ*fmu z`h|iPW)~m3U8*6^U3PNXMZo2N^L3HoZ&JRt=iA~sUHVJWasySfY1|z<$WeR*nJ#h+ z+TNv2mVqwkC}@W|O;W2moS3_v+$usJvWkay7RUS3j_y-dUyWY2d7Hc)XLeh{X6CcC zX*{RHR400001 zbW%=J06^y0W&i*K#z{m$RCt{2SWk%5Rv7=yn3-fIGnK_IAu-l%VfkU! zAD|Vd_e$ujkx^Gj9C7o&2BTmY!LdG}xJ?;aYhI(SkHBj(@`yMq>1Ea{Nhrs3S%M*M zqSmNuVjK?P}yn+ZPT{2ZS@SEt49^yDzZCo7%OC?We zSmSPPP?~o{4PixwsLwutj{iDZkzI{|85Id=o+U^pliVwvHEEgKOy=HrH#mIO$!)|T zP0kM812NqO^6KQ>9Bs6SEF8Dda4RG5KYijfFbBD0c#)ga?K?Vm=Egx%bGa|4x<_Xc z=hSQ_?24m_LyM+#ODwj`%@Npb3eAiq)Nnhkhgg1xxQE7%R1!`rj+4|ok|1+)^k%n# z(?chYM;yl(Rj0|^zU&qqvnQ7xN7uEsOM=YJVTTMMJ!Cad5I|Y3yvUt6nbIb=KMPv1 zsj>X7t+@G`UaQR{zdU7=2`Xdd->p{gKdPbjbN$f=Jm%g5T@ROntySRGu1>hP`k)6e z<5z(+?lSrIS@Z&WV54lYm$mQHZeqj?XCNb!sHwi3f=jfEojaWvdxT>kFDS36;+d=W3=DNM%_LwriK&1K-IyhaL)zkqGmUOkKT z_{&wSlPxmq$2mUxnp(MOWD?pyt-%BOcIf5s*B|KYfazK|D7>{5H|f~Q6nHe)_JT(# z;^^HHv8hkuim@NZKiRjTD&A$+-6N z^TpN0Xt=OWHf8P``X}`GF*Weg$Ru=ERiNO&grRxjlARZfqc~fgv-LR?V@9##T;xLD z=xzMFwkX@o5gJZmL%q=ZaUkA7%6_bGE(Yko?Vk{vgr!~A_j_BaV2n2g1s!<-pW3GY O0000RHR400001 zbW%=J06^y0W&i*Jn@L1LRCt{2R=sc2P!Rvw&c{m=Vk0pW2}BkqkQx@2wvq=XRKO#Z z5VDvUEwL~#yn>K208ak_nhM110a)ul!2-lsMZkji@B>Ogw8Y$daf;(MDN+$jIq9D7 zo$r3WyLV?B7)kRca{(581+0PY!Dw?LH{Jj`Yf(n^a;$@-(;>j`z$CFzEz)WObSYg9 zNInJgR(mzmhE!+|-7QmOmxHQk3_F_~GO7tDfb?iPi2#IQJ( zw4LtxUenr_r0=W_!sUkQ+Zbou-~AR+l}m8pRt}Xi)=hFy=WX^+J=Hn1snA4QsFOTf zp8}GEj@fOBfwk&y%RAnGsBA4J^$~Pd?c>mK0)x`mKq`yf}-a*4wN{{PS zitVY!XmU%=IHl>zEur#!t|B8dcon$p4+qSM+YY>^l;ptsKka+cmR^8;bhD~C;Be3D z%f1-0E|Z~lpE_S_s{tTp9~?~XgnSh>JjX>Pr>{p-&g8lD{xEWjxMtHr-8m@~Kf|;f z>e`!o-)6pNZC|f)^1hHm24=UAS&w7-XG_i07s5>F`-^KR+Cs4$Pn<>b5iVgWi@b)D znAiP0vP_#Im&g$gK%}vYG;V`qfi??Bkxdv8o}gvWy*MEv*N600!M19YTw^Qdh%BzZ zYhZ5EQOK`|C&0+PMa&}{qY7cdEd*HMnV8vo5B^3ogX~kfu}YcfZja8FlkTkrBfw+& ziRh4ek$5HHl4p`dS)B1y9d)CA1$vh%fD@=4ZBRRHR400001 zbW%=J06^y0W&i*J0!c(cRCt`-m9a}BK@`TnUDvq5O*W07mD(zTS6ZB`ty;v+GT?!w zi-KUc3W8jfzd+==>*AeY>HY~pM6AWa&J|IwP{(UJhHM>N%)rO^?O45^_U;WNHT_>A zFLJ7J*AW8W=>d>LorD0aPHWdj1|=uUfnq+h%D-jb$h6ql&h)sbsleo8TIzeeR6*z< z*X9XZ9$f|1Jj#P;zgHw_)b?77@>br6CyK|1w4^DZmIs#0h}06rv!QODlw>DfcVqVB z=0+ECTGH5RQ4A*e{EYZ5ae(ghXN>pi=>>PK!%ORb#`s~LwI93>Q1Gx<`Ghjl#?LrB z5$EzXSHVdD40q3pT?|TFeUzKJ2aJ+%(6x+qF%Iwxky*o?^yIFAd2abC#7i7%7h@j3 zWtqCXdd9;v(mqXn@V`+T%Aa;62qL01WAlEU40bSOs*hEX#-0*uu5zVA?P54o@egn$ zzsa+wzy`N0U`vPE#n5S!s&6N(z38Wp$6!@RMXy#@8xRb eaKiihG6}C=dU(B!?m^N30000RHR400001 zbW%=J06^y0W&i*L?ny*JRCt{2Sv`#0L==9z>$QFRH(LcLP*xyBL$QK_3dvH00uq8P z(t*SxA^xHS7a`pV6G2cy#9c%0hKeGlL3Fq{0UaAqO2k5O1wzD85IO5{LMFS-aNl~_5##PPitp(h*Gxz2rR}xJ|k1qW{zvX$S$)qm1s4jkMc0VT z!P=SdF^2YW7&FWK{ILrlPn~@>1};Xji;ro$H(z3ieh(>7DyJjx1URA8s+D%8a1vQ3 zmDN843w$!bA5P@pfxMl__~$F&t>cEamC1|78E}AjWIpV1dy6|&ajUARcBfl)H%c<1 zRb79l7H&Zw$wA3})F4$70wYTl-KZtF+>q6lFZQ^CBUVgX8J@lKFL|C*<3+~Qv?$;G z#jc^^Pj}0_ge9HC$I(5Fwa2ry)JmS1XQzlrjJBXPo}?nJ<{;1xoF##1>1eDX4@<3N z&3N8piCnVAilmy)33$#7mvyUf38gr@>jg8ZMGk`Ld=uv9u`&4ZyE3pc{4%siB8B*H^S&;f+%zY~kliki9 zxfKzw)^t`=J5#DQl*CcNP(+$%eG0;|4z#c>i}ggau)3WJ%BQubA+?=o7FOJdDy){( zdQRFr@ZaTtSdZlH6+-{G(z!r92t(Yp|3pjR7 zwoR<@T}_8Qh81uC8s_7xSYZiGtPfg;)|s(MU6}rB#wTKyypuu~i^Jgzx@?91Oa~UG zj^>cRq?=e{<8|0|fEP_3_VWR685_S1;$whDtx3iw!lCZ?Cd@8#mci3O3atgNUn%{^ zG=r6_Z^GFWu+Y@8B~x`6&ariBP&W0!imB}Thr8+i24p9vHcf4@8XDu^i-%c#j?I@Y z&C2U7%-H7n+B*%enAjU^S#v8agYLJVFlCOBFDTp+AvlrMRCfW7{s3^oO~Nu(_o@L)F;qXguk6)lDqcMU?e!@*)6-r- zZF<#-^jUoA8U3@H;C|ovI`4;Yc3j3P5;rTsE?SnX{Y6x1V0000RHR400001 zbW%=J06^y0W&i*I1xZ9fRCt`tlCe(1Fcd`(sndicsQCl3AhFSb59rVtbpQ#8fk+iA z%7hr*jge32$e4{ae?Y$gbzntgWGmN6I%H{uSh!YR?3?H3W5*yRWBQ7Fqs)bpkX;J! z)i~p7q|tC^Zlj?!%Y=$t{e${iaatWI=8H%~aj{)4&|~+P+oP~86mh8SOw%gS$R z=V?Tp%t)b_57d2jQ_{*(nT5-xW9T@Hi2qFVYejE`_OY=%5PyrHgLy3BrXaLBMVHl> z-et}C1&qe}aBne7=LUTE>8o5go;$-$;DndltQ+^qTV?27T$m$wjQ1tkc#UWST)zTfKkJcSfTI$zWESWF&}c_On7 z2)M5<#BLj0YtI!8!KB*W%q3#dXk%8Gs|#`7hghpXJ* zRS^?GLnL=wqmWD&fqktnJwqP9=FUaZj-a38(2oponD4;*l1`p(O{u6^r-$FzM1Jgpv|jX0~(Kgg;Mk5 zQ~g05neoKLxc*#Co2yu>%7i8tzk*an6+_p+7^hWb@}jEjJ21ghxC|BYRR2yuhGwp4 zH%%E;;wdy7bB^;EBjBg6OfkDMX(%tT0{r7CLpeq2Z>d^t!u%Lj*jXGrWIwS}>tBi# zk}^X{wdkt(!x9r0k}ax^kA!b3%b zM%JS?IpyQZZ#63L+Kyo$06e+_t-OPnu!-4jkjX~v)&Lr{TPJvo;n5l%Dh--iP*Xl+ z8(OhYkDpR+llC_~o56%4Bgel)ub7Eb^qGu$;@Li|YP9)jF?N&q=OR4V$?5@ky&x#^_QpL0lM z2}f9}>ZP)4l2(VlJazaW=`D=bwW`T&vE0%vR|%v{He+ZC_L}iFD`95Ost(FW_lp>% zY|4xRBE;$)L;B;F?>wkcU4|qFR`EvSW{F$&4n&5ie)0)74Jep31Cs8NE zQ_TQ%`KiCOVgT%Q`=vpX8_{)#PE9l{&ikp+6m{3_22Gc5HQA}9It^RKu*?{^e&EL~ z->SH-hSqHv)0W+Sz!rcVu~@A}W8={x`vb#oU2Id(ppnX%bWwd5UuH0G^GRCNG!F_-U!Fy zvJgNWUqrcl@u=s~oxgN+qp`E7RjpQ}U0el9$Dxr1iCRvVxKCE+Mw4r17hU8ijq`V8 z!e>KqW(2Ukm9J6sn0LS^H03nou9XS4&~jR4G~LQoTnw6GMXUE{<4Ny&>UqXk=5^pA z9*s0-7K2mpI~?N}`S!_4G@615MoG6ek2)&!a(rpm5rKvcay0>G$X#RCopU0)K#4$4 z$)Bq=Nhrc6C*18v#(rjzBVh7+bz1Jfa8#IPyqIsw5-$9e5pKJ?l)ST@OPd|jS(SA< z%1h|AK-ZSM0)@v@?#R*W!(*kZbtEcIe!TDco`kD_~ zM%~4z*Xy68CE5xZxU6a~1!&?QJiJ=2$l*Yo>NIIz`(?c(0H-n*iblibI8yNaAL}JU zxuPVv0C3v+<}N9}aYuW|A@^}Y=*TtH!~xR)y4rW|1{y|1G=uAh{p|zn{91Wg**pP= z@pb?nPq1-GJbLHr2k`6&H`O(Hpi9|Yukr0Fc=PoVcWZ|LfK>+ez?Z=62M)Ix*gb2` zOlOfKhW(Zc-M3OZ^5TIR-xWn#6eYZ2Pz##-|*)!#0w1+8-9tU+0iv}pm_DuR_7TUk{9R(Gk4Q?vXGcjAi=sIlZ50f2W=Pk6O zYCw8!C`x0o5{{FR%N?_w`%esDifCq1j~gN|Se<7M@}zclSYGkai~wwX0sySbK`0`m zl}%xp1$%q3$HT-d?q5iI5HXN+_B6~)cN@|DK?v+FHh_dZjqL3ypAIgybFsuu1nIc3 z+L_ohC=6L>Hg#Nh<#bx+nqHf?A0*_4+yDic9b#P^Iy=4|r@2Q)>+85a%zmst0G|yM zskkA_FwS&=kkLvk+3^n_qL10rJEr*fs!rhF6UM-ro-vgcuvas-IUsEcdx{3ZI?9XZ z5Bje}vhh)5kMN51Xb8iY09SV#%p~H*VWxOCsgxxU!_I{#lGB7F+z@B_Sperim7AQK z)gcroQ9Gw8xKZLmw90d`Li5~YqH6CRxwgVwA5 z{z4gRmltCe2%>z)A~zBJBh|IfgpDZjY)&ziF@{8xua+DXP*fLmG9#=7G=o@+ptIi# zqZwAiyBR$`LN#v05Lk&A2P$-$;4s#1sj~5iSX~X}D_Rg?F$XjFuMGA~Ct4ImFHu3NGZ+N<^1E^xK}{O!v>ZS8nmKVZWNzi%J9itFqI zO*cV9T?D0|BWBtT63C&ez`;&np<>hiFp~rx^D9he<(*68`9@Zk%sh?`aeOhRDgC5p zY%zclfZYjUOf$l41Yk_^eNr*dB{N%h`{S1{6F$NQe^W_!P|^5%SO#|QKH~A6Uuy(y zn9wCNG~3L4l)pSVR`Cv;G!BvOl9}z@^9e=(utsMX5k?@;8`fxyO~Tt1onixY*jO^Z zWuBpxz{%q|;LoJlSNOwBU*QikeT9W$rkkTf9i4{kf*F!G6VgK$hf^2~aD!d3y3obh z6n*QcRcM`=A{MBFbGPlEvoY@#XcbzQjIp29GB;hG83I}!HZ30+GJeUSjR~P;$v8VR z!#@7hC3I?=E#OhE_Mm&Kd0~#F4SSxEz`3F+8T_6jb_l#WKE;@T@uT`8;HU=5-*K;l zx|>{*3g){ijc0;HXAL zU90BkQ=Hj>r&@M)=Vwyegx_T~59mZ{CA1^B&X3m)bqNrHR(NWKnaZQWE%`Nmk7T?n zPNKtEnTZIsEY0o>%`Eock&Y50zvVHf_g}$8A3xWyG=IYxZUBL!w?)wK8G`r3 zyp{*ZZby?<8jdwif1lM%%)}AlrNtRsG2^IVOmtdi^y8Z0?vbegInR~+;fP8|%8c&9 z49cctRFvWBw`Ta;Qq3W;ly}y7EP+wOOHor!nt?-^wSb#05mMgY0B8&aBIcbfs8o=$ zn{nWm2F`)!WZa~@ivm_p^AX9xpL0M$$=F2s4sGc@%eYu00>@a7^SB3Qh7wPAuZG|! z_qb>S6-Y29qHK{fd(lddZ-M0lJ!f00nS3fqIG0)>ls)i|jOO$20O%r5hjK|5knWBU zi6-%=touv-32?NM{eJ?0s}md+-}Bgb*0Lp&Oi7iMCT7+MFPg!Z`x>;H#X)b+KsX}Y zsBe1^@TA|W(e<*~85z|VYJC1&Jf0lh7~w0xi=MNk>rS%AHDf{4-%O%P_NGfH)@Bxt4H5K>g25v*o_aZiw-Nteve?-FDpPr25HgOO~ItWStm^ z>Lp0y1dx=FK#!0bdtaDb)`P^PLmu7~xaiF8QgUK6;ZbRBq6e)Ef9H&{mCv&zEGy4E zchb0?E2b%zm`;^VNukG0s{cmT0ZS^?AQb$0tlgg%T2QfY#ilbBJR5)tz1mC!M*k7yQ9Z>JS!GGH*xkYp=lB%2AfEhFA4)rnUF;xf(p<2|(Dm#CQUJ`}YYv z`<90oo<0G<$A|#2#IT_A%<7koR{&4z05i@QuQyO1+|f_7e7I91Wsd>oOBG$b`W?XT zOZIi1@e=^x;l5)A7Iw^x-hnl|zWgt6e2IUR2ZsRQD{%1(0Bu~B4_JApjg^->Y`hRw z0DL_sU=tYs_peuAWAkOxkE!6N;1&20vy<1!Wjg;5>E6FmTBbNhh}QAv0)|Hf+gQ z#{)}Hq8aqC8MI_5KkMp3e#CURq8YMes5-=Kz@izjWITttGGP4xWVgOp61U^K(b zw9sfi?KYlbT2?W;Zg?Sk6%0`_4PyE<(GV4G={T4X(G;^0(Hnr-=w)3$jJmvX@a!); z2Mka$?p+*S&`*$)mRbvzfz6}0qc!yfmh=4lz%?CS0Knd6!;AkbV0e;g7zJBuHqRG4 zLhya_;63{!#?wZY_Ur0KeHdp0tqhvMNyfeUB?Q_~(Z)|b(LMw8k5~+uEW5~32W^h=NX`q`-qijIFfI&%S?ulYZq8XB8d{;Jx!H~v) zL^B}CBx%#(h-N^NL8BovBw-jZ9LXeDjSx{9IT=pPmVBCnIj1?lV6xpd=>ldCj3)qq zjWg3uo*iuLVZFF;b9v?9tOe6~C}YOC+r5UItYH#AYW4tT{_%2PCfiQUc6^!xkxYu2 zg7a!>t@tztqs^KRnNoq()rZ%rOW2prZ2y`qV|oOf9RXjrTJmWQ!=ovG zU_;6%r$?8M1Iww|j!(1qlF5QBj0-aT4eS3fj8+)FuW>}fbWNAcb1Sa1ervNbqMVCg z2`WT(ReXGf$1m8~yMDli+CMWt9@&mhv(ICOU<`(G6C4klX?5g&js%Wtpkb$Y2# zk8QIulA;VxnrodXgl5#J@B|TG^h^l7l}r&HYj)H*L?c%e7r}V}9PdSZo-`r!Rh#+4 zV}lCFzr1&gm7?!us9;aWOrdyO)!r-?R%rfW)b!Kk*-y!Yf-oC7CB;IX5YC=JFD0W1 zMugfe>0g;Ptgr* z$}Gz}lO5C5Q$XJ&6CdawDVq3dw5Mj@T^qyvFx^V=ImBOUd*1JiIom%O^vnXN5{zja zMChIB0^&)Inu56ihz`N#XAO5=?tyy(?p7vrt-ZJ=0_YgPbh6{yKcZGV^p;u_foJryru}hh&P4-%wbL-(&2yWUb8FE2_%V z9dzP1vjV<__r9&=XbjE@vk5TrFk9ItM@HV3p?wR$h^`b@e|b_+FcmLz*|G;md`-R@ ztfbcCI@*>@HH-Q03Rc78sSs|enmj~SB&7tOWYU<9UO$zw>6ER!g9xkWp;9uHEml#N zK#;G>G{TYTu_dF2VpoM_o7&vX7o5&ZW2|h4K!ue(C98p>vf9JJ!fJ)uhT31=C$%f| zk_>-a>yja{BJw2){MAszx{unUoTY#@u-M zl%keD&^0J+22_cR%OM*v6s=eXsp@?6N9u|g12wM3kk;{3DAEsYIzkQg=xY$YYJx5q zqqt22N?j48z{Kt$LhA?|XLQ9aMY9Sk7n1eVD8buvbE+~5t6Ih~1j0?-$OqsXI1Xig zQgwT#dMN13R8|<5sSe&?g^r2rvjFNgbVKiqi%Lc=Q);AEX#r=wP*q`crV6x`G>WOQ zEmH||_|2@*7%(jR&4(VsPw+1VW%2E?+ z1kR+;VH`lPm(_nGS2#O=+T33cW&wcd)9dF*tdF;^Yx`SO6{d%tL})}um{q`d^6~Ti zt$ifIhM%t+=OM?7o__jzwfytnwVPUGq=24C#yiK>B#%N3?$+#6l~(HMlRx~pHRwki z0OSM4t;ZL6kQ!KL$D?iTUNF5GGZ4)mhq&p}Yfw`?o&)M;s}S7Z0>I9mfWszY`t2P6 zHob@T<^buSU*PBL%ouW)-=90YC*wO;%pBHE1O@I z&2xf3Z{Iif*L!ywkX;}B?C2E$aOFAA*aprH;n&)pc24kl^0fI?4Vs>fnJ{Sc!y>@_ jEx@C9U7fv^X9NEqYiOy9S-(Ec00000NkvXXu0mjfS9KjP literal 0 HcmV?d00001 diff --git a/img1134.png b/img1134.png new file mode 100644 index 0000000000000000000000000000000000000000..2ca6bd98b88fbb069008c4f1155d8393f554abc5 GIT binary patch literal 405 zcmV;G0c!qRHR400001 zbW%=J06^y0W&i*I6G=otRCt`tlD|p=K@i4&oBOMmiw9}!OfSLI7Lvk3Y~mxFFCYPZ zfK?DIeFPzu-4*txvG&j|m8IpOU>DBWU5H7rxJK}Uot^L7-PxJh1&b3Hvx@1$i_Mz9 zto({jLWw4X>eg^i3u}OgQ)tNras??Hu*DNfNFEKkRhy&CUu+&i)+A^%^xTxH653K< zE+jNcKq134#Yh}ZQ?YNh1HrZA2W3B~U5tw?TrG-b)&DIvpX++!+$iT!!?t7h z@}k;$H?U*oJ7c^LP=(b$Whs1zV;e_aG|8=Ap}q!So4{TV?^Vst3Zuum-!grK(Y&5t z!oG++(Ba?(&VRC+FoRv^`@{8|udH4Fj{gAPq-!$^lV;%B00000NkvXXu0mjfA*Zlg literal 0 HcmV?d00001 diff --git a/img1135.png b/img1135.png new file mode 100644 index 0000000000000000000000000000000000000000..760fb590757e851ae88b99d2ca3700697c523b16 GIT binary patch literal 259 zcmeAS@N?(olHy`uVBq!ia0vp^(m<@h!py+HnC75256ICC@Ck9zopr E0O_w%E&u=k literal 0 HcmV?d00001 diff --git a/img1136.png b/img1136.png new file mode 100644 index 0000000000000000000000000000000000000000..4314c4ed12e7d42e1c7d7d9aacd3a8eb3c448608 GIT binary patch literal 884 zcmV-)1B?8LP)r001Zi0{{R4qRHR400001 zbW%=J06^y0W&i*J@<~KNRCt`#R?lnHKotIxO_OwYyAu!o04a?JMNnZu5kV^vJQNiy zq9A$+_yaG+_yfU1aS$q^sC&?}`v(ZSJ$bV^D0p)zD&BSxk?O^0K?S>wGn1@MH{))k zBKW~(-ekUc^XBDyGYd#SmP`+W$q_5XEdm384;uGvVoxW>kELeVFp^z*iUeknuUcRW zYx(*za!G|2n;N?D+LT4#8y-Z!iJ1fekZ0Q@Rp|B34)qS_F0dyNd}Eq#^+d+iRLf7j z+xO=|cVN`j$l&?XBpDGT7uIJ40n8(K21Q2kG#ix$=U^CP7WY#XUyv%?>hdR^JTDcv zEtV}(jz>t?g#d>`ik(0mqaxG2U}CutAU;eVSWdChm-KJZLxh7o3H)2x;5Fh(NfjEk z4e-24Q{c7il0lRU2sW(7et$^H*$6!0l^ZD9z*Mq^6Cfa~*ofl~>BWM_BF~5OVlqi@ zgDyoVghnMUwGK093!#9}n1JPNx19asZiaggeVU^`rwxtwMBx>%<&Kkc@q z6+Aetw--FIwb+f<22aa}x@pQ)Qa zIYO$Wwy>)i+*vHOX~DrkTtx|cXMszcGzn#*bE$1*o*lN1(T6$yU@C>u;mk?>c7vn3}M{tBSgjY=&1zmA`xZNbC}Yx9%<0000< KMNUMnLSTY1%!_*f literal 0 HcmV?d00001 diff --git a/img1137.png b/img1137.png new file mode 100644 index 0000000000000000000000000000000000000000..d0b3bffbe1fd161aa67a744f08d920b7cdd3966b GIT binary patch literal 550 zcmV+>0@?kEP)RHR400001 zbW%=J06^y0W&i*Iq)9|URCt{2RJ~4vP!#@vLP4=*Z5-?asOe~;H4cq&F(Ezyi^dUS z()lh;oD4oed4#@!ERM#;Ct$NvWolxo;{AaN6k`+X)^E7yoO|x!o}cdmWD$jlBB2a6 zWEiEMJWRI88U_oT{R#PdHc`(yHkd-3ncL%Q_=oGtP)S4sYULP+T{t9|c^`n+_#IjZ zA1W~P>7GCHo>)n?Dyl{eF454kx(E!>oGkRDfYy@J|7UpLY9NH~i3WX8rgWUtnUG*` z1TW;8OnH_%I|1T2f@y;{@5)|dEE7J12(bBklBJ19%a+% zT;z>5%Gqr?w`(dD9yuA)l&Wl$?P8!bDLkuf2MQ~oo7e}y9u-xm7^#yT%2fKsDFXh> zi9p$j3&EKPyPUF`qZA`+IDF2S%F~;LJGvdm1APqaPYDc*eR+!85GF0*5nPl(OP|A~ o5a;PWDLP#BOe_`vu7Y|}x>%kW@s)#RZs8|#gjo3p)QCv|JR}|GN z7{wK!V!(q3w}N=^#IFbm`3sp`;GE@r&pCyLnP;B&ok=F|yfd0f2IPX5Rwh=-`LcaK zH4zck-Tqqup0T1<7}p#7i(&^+72pGfNbJ7E#< z{5ZwkyOwAI1^^Ku5xqrW;tbrrv1~pi;n++QRf!N)9l+3je|8g$ zO~iKEI9(}%Tz+G(6gl?|dhsPXk9u1hy>{oNWb^|P!bDDYrV7QPB&RzwVp(t+ zFBaFVgAVacbJPH+yv1n6P{!@HONo8+u%o!Ki{9l7=grv|sZmOAE+uH0X0FP^7HJ_H z0HUaHi#wFgl9!~YI|3&-o>f2kr)q{M0BGiHINBCiR*uvUV^Uj|6)6C+T)tPR-s#Ss z6e$4Ycp44v-|{;ZQZ>I;r68d3_@TmBGgqYmH~gx-DdfNwi7S&t3?lLCB`8@egB*OA z(Kz}PS|jC1B?BdkWsrkDg$%@NAe&`5AoQwCg$%)0mUu0LW#q_|_L)7W%ufChB~wC* z9Oz$3DGkF54#V-}ml!5eq)uEsnMAS0#EEueg5w0sY%%fT>9A!d-b=#Ve+W~UY}35Q zeH8EVIE?-(kS|L~@v22E3%r+lbgX@5(1Z2U>2@d05J3z@Y(2{2XB=m+k}SL{Zw}C< z3dN-9QbLy9`7hdZArvYWmZe5R0P!oh7)o_mbScGk+hzR?O9@#P z7^Mz_g&j(j+SHMU%Acg@J4`voMAXMX;a6TxPjK`dru9~9A?oA$7-}s! z9nt*8=tEPhwg>5#OHPLhg{6->2Ew;jbP~=ItM|G~zp#*pl%Mw4U8UMn@gc>W6a)Vz zR!Ve~vzY+7uCYTdwx??zP^70yflhvF+l$ln4zO6NQUJ)&FVk2LRX9c3suZYkPhKfx zTN-6m3II8S4b+ulsYj$L1uF2SmdSg5|Dj3&ZgN$7gD%}3ZZP$5d-%t{0Hju2^|UO@ zd?j2*=BAth-04mqku}Is!F6PA${E1_PU=-vQ}&r~9hsYQ#v7zr%(0CN;5srl?7xl&V=j8+>|qbJ4mHx$fwUefYf^eptr&vxR#3jA1fpN#Eq(qt0E=#z->}^ z9|TbE(6CxaJwTqPC`EBc4>^9Qwh5=`D$dr`S3nZX?Z%8 zX_0(A+T^)prVl*yzYcPjRf+GiqcV4iCI21)a=s~4Uy{x0&Ze8!F356af4oot#n;q3 zNU2mt6G8pkuX0wI5zzCUzr2hyu1d7aPReM}pZ1}IHC&eK6>!gE8*UTozRed|uCP!))}*MypneXClQMG3%UQzj zqbeRW)Az)k7uMW&vio97^MH!8vm~>eC|8kbzL!|6FRgNbW&+mddkO1v15iku8UG04 zbx5tjg;fAnyUL|ygbAw;^9s&5&`e&)m=>$SYQ3it1Q+HxUkG(+1gIW z<`ufkL5?Qe_rEAHE5si-IST|(*j!o#7}w#_GL;th<@yzz+2f9PV@>Thtma+n^Gn?p zKRe6E^61hkz&a0?mXTu~Un*B{W{+bGWn*aa+07*qoM6N<$f;#h+$1e916rB?#+ln zabi#z0g4qwWyOq&As*BkqShoH)ET1AoJjb{=LDEV+~3fts()7}-Bs1yWOQPYjaS9! zOn`MRN;RJ8@YnAdzdy5b@Q{fg%g$XJz&=z(u|!#kQ`wJ2i{i>v8Ff?{aPs~R#g=GR zfN^K5a%R_YBmD4%-^yOQ2=GtlSMTwcKjKJaq3#pZOVNfs3|M>Zgb(F=laQ}C#FLUH zB_3IvSD&D@Yl$RJcFfx+c_NNuB#|N@AUGSYeBDQg#ApbkTUf?>it;U>SL=OKK^%PY zmWHS{D?Zcc3CSWH(`{;?4~h&u%>sy-#FHlXB+^O90zJ$mlXgh*1|i;)!YaYybrKRK z6Jn49TAScHQ(tydBv=lDq%dI%=cXw;H@DZoc>Xo7&L?2sHDBQNn0bm^RO8xGUR>>; z+Y`J9wJCwn)!9ZDI>X~aBLc;ug|+v?1PnK+={f2?i-7M?=?sr4t+;|$&xA!pt_OsW}X|tjPEfrw#9JzTv0{09+**{Cm z(ssSLi?;2i@}hO_JM|eaoZ8E+27hg@V;tMFI{DCfgllWswE9rcg#1DWDvc(0br zg@D}M8W>Y;EwQ``vLXm?B3tAh*_sB#hTC~vYZu4|GT)d8LJCh+RA>g0+iQL7wW{0& zH+M6_gcP`3&Aptbi{WzHh>O8{CDp|2#h*}Jo7ON~kJ1p2GdvsK!fR=yNn&A(l*A(p z&&EM44Qrv?7DV)rQV@?cJPW(RZg78E52=YKdpHu_E7{9yoN#50gVyg~t?auKI$%z#KPidN(;7N`(RYs# z-SUE6etL^|aVE7Oa0jHd}4Co@fZb-~DB|Da&|SKH#@rXWgFQ zPc1v4ix(XV`)=2*T-=&gf`Xu798m**s3bSc2}5FRHR400001 zbW%=J06^y0W&i*I_(?=TRCt{2RY6PKKotJ6Nz7!ko7saGq39kx^sohQR?v&!p%B4~ zJ+wI#Z$fT86v}Q7#e-n{1&TkQEcE2b6pGiXCvST3BxM7oMQCyQW)ic_W!F5jV0<4#sWmr`NgVSNw@3*#VULEAug*a4;Ty9ExM?BwV?cyE8_j1Mvuy2?BlgMe=(YP zLC&e`T!N#7ef3g%>NX(i>NnO+&N8m7uxG{cy9(81pzo6Nb8ZZ6N68uHQ%8hnIE587 z@o`Z(_Vp-a9v*?UVy62bRb7Jz$e6Y^XAPfR;-vXVM0qw zOGQORPEJljLPAJLh=+%Vjg5_gfq{yOiiCs&4-XGe$NB8D@j!~PB*-tA!Qt7BG$5zm z)5S5QVoq`bLlYAlOM;_;ucHeaGaHA&0g=PJ5|R>f1_pbo%Uc>7r;60RXy~6SeQ3qw zR;e?`51c%3;O{$GV|izW5ME(r)i43>9TF11*C~FKd@Zp2bRfqdz$e6Y^XAPfR;-vaXU>EP z6IxnYDk>^+a&i(95<)^kJUl#XY-|h+3{+H9BqStwczA%CUPYds2c#HFg8YIR9G=}s z19F-@T^vIy<|HRDG^MezJa9Jzopr09im^!~g&Q literal 0 HcmV?d00001 diff --git a/img1142.png b/img1142.png new file mode 100644 index 0000000000000000000000000000000000000000..2525f57a1d04092ee53e9a2eaa6d646b425747b8 GIT binary patch literal 247 zcmeAS@N?(olHy`uVBq!ia0vp^@<1%h!py+Hc-?>2bRb7Jz$e6Y^XAPfR;-vaXU>EP z6IxnYDk>^+a&i(95<)^kY;0@{3=C9MR3s!MczAe#I_7Gz zJY5_^D&{07Ff?(ov2ZkOmTTbPW%DUeVD#Wfn0SCuqVdPw-ON1xo!6T2bRfqdz$e6Y^XAPfR;-vaXU>EP z6IxnYDk>^+a&i(95<)^kJUl#XY-|h+3{+H9BqStwczA%CUPYds2c#HFg8YIR9G=}s z19G}NT^vIy<|HRDG$paIbhK}_(_s>l>fw=i(8Mr7fWcVQAa!E{FAvZE|M3Yw0*V_n zo<=bKFE^9qXl|U(dgj5?M`_6k4}SiiKfCdvVnoZ_=Kk3=(jBZajBB`fYR^xY!&cP8 zn9b~@@SZhb!c*o+YR{P02%Fd`WF}S}IMA@9wemk7Ti^fLnNQQ27#LPaNy*5BE8GXV Oiow&>&t;ucLK6UgPF%hK literal 0 HcmV?d00001 diff --git a/img1144.png b/img1144.png new file mode 100644 index 0000000000000000000000000000000000000000..9419a2083d60c00c332b693c987ec314bf242c02 GIT binary patch literal 6073 zcmV;q7e?rbP)x(ZQd@)D0f>l%$)e5RwQB*5>RV)6eR9y(L*~lK%CtZ83)0Ts5_ALIof|bqP&v zjc989U)26;Zu2Ujkj)NBHW5IyREruppw$yeJXN1Nvg;V84Q3<=qIuNR?v`F@y?S!{ zLM_#3-W4U5o()Tddh+5=%?0h9_u)$p;_P0MZ<@>Pa1j#QI*&@>oQRl?SQ}5 zWvH*IE%)5il~{hCDLSws8%MTr0FF{TDynfSYuli%e2WXUfV0soHXGZiD><8X1Jlodl>FFGQn034$PqXYGRR|22Q~W3a5YfF4i*2;g?1)+K#|>3pg+ zz;`9KTw1uSm%h4pxk0KO0pF9x=!;|BI1)j|*qVG?ubPi!&RT}gjV+nQ(+3Uq>c+mlUXo8YuncrY zo{l_A>l<@%mSkolYKjT{*8s1zx#+cuQT^ADL}o}1b7HZQ+tGzBc_o;%@!C47wE}=z z&bSb*|0kAXgy`gKs;5Hzu2E4`8M!LICloC-qvT@W(7e>H%KAXs>4E^^vmp(($(WRM?z^tQ>9H$Yk%^`hF`IW!$|$N*Z4QSPx~$!_yRz zy|S~xM~g#NgT?xP$6~Sn>%_^_tQi~RAdD@|%tjyt<0OmrkgQAsu_1yJB`N#`50eZ^ zM`ID}+*V)%FwI zvWw2!*0v6cL7Or5hOWu6ap7UHkpD`7Q_I`AzOxI~1b&ZAASNw<6Z`Zaz+KSo*{~tj3d_MZ zW>RT6nw5lxw^$Edme>JcaEmSOk?bg}LIYatK4qIlx1lU%S(C-&K`dr>*c>MJZ?Ttu zW-!@nJidxQ&`+JSo_&+cVmicv7WdU==1!!tlq>%FkfT@MzXQbL-F*A)5wLeT*S=NF zq#$$CckAB#I1t|S7IRPYM^Xvhc}cxkoPM7!f_kuc`Q~jYl;7ffYl1M!eH^182VPQM zjO(4CU=9P%xqQjI`NQUrM2{9_w79$u4IpE$R_qNkK1bBcWpQZ{x}iK4C+g5ynk|dP z7AK2Xc^WRg#YF>*45L#zgEKW6`*e9O+e=XX7CRtT4m|nrPlj>YUTEc}f7*)!%ezHQCc*tpp+cQ7=R`u#tMAVsi7z^gZg+G1_zPaA52nkBgcV$B_WMXCRt; zqJ-{|n^w>HZ$wcYoGFmRB~6-1Kj7HKQ;ua<0m- zRuYGc#ndF)qLupSMx&b9SFH?5h-w4AW3WAb5EJ9c`DDw$!X%&*f~UY2#~jcM)xR6x z1*qn^dTWdmBo(b_mu2x+;FYJ29XhKEyBtkJZRsTBi0m^NAmFmMe6?$m?|3en%fU#< zBaqkZM<6nCS)_FgcFj`Qic@Qf;XmDrvDg@PyAQmUyH25uvB*qO7_-Bc%V6K0xvCeE zTZyoky~J_6?ht&4FKhvmVK=p7fn$yxyvZC^PqBDPxF?z&;)E`6Pcy>3@5w~N`#Lo# z^ToiGX83tY#o{wy6Jq=BWFk)S?#~vmY1BwRzjPU_J`6HA=5(j^UPHp(d-FqGMaxQK z#WL0rV>j}wk;^_O&{^lDOjw7Gvlmzs?N^%#*#7Vi5VP~@>Ef1Jq2X-<8_B( zRTjc{4~2mSKJ^s8cJfw#P`6H>!ltlcKc7~_Vvn7OZ(kcPF`W>>DBJ*34B95b0bT&#BY+dL)@ zb~UNn;D^<#d4Xwwt5pSUjVXkC@R6SJT4;BjoT1J1suI_UEg)xVzmsdpnC3R)WFqUcIw92R^-^#dfr; z_*Yd^ki+6B=;{^d@OF3q`#Gq6QL85n9i*4k-wY&dTP?kMz0E)hLAW=Ji-=hjIWbN$ zB8D?bKOj4AGAdy^Fey1KCXr&^Q&gk5ZwO5=(<;V?fnH*DSqArDab<8hR%f@kC?5uj zzt?AcbFPAB9xKX?ad8G`wz#k`4Ium7O*y#-QcjDDG&t{VRYg)xjN>65*PcX~eLADX zr5c>g;$jWXWpSFQHLCsNVj<3CaraJ#awv<%d`fu>Y)XjT%$mEK{A^BVald_9GShKCrb>m*tKHW#wqEk}86*n5 z_tqgxx#!o5QehnYlhXk;NWJLSOHwk7(?V?Hrre{6r6&_01S5_WdDE|lsMXubwV}>9 zR^)hW(YbpUZ0B-g&1Ez)rSaq5AT}B7LH%Itd0~jLxF+*2(D@xWyR;-24>X}}4ECV{ zXCUT2s*lpTck(Ti!s65ro7fqKB~Kdijq8e3mCbijat*czvIG`~LEKygqmqH0&EU>; z-WJO6YexW_(YXmX>gZ|GS8K3YzL{eDm~^U;5JK2~Hk8nw8B1sMEw|iI=TjY}JCB5+ zRz(bq>uN&&DC&puJ;SUEX|>}CsTwL`)qZO@-A`>bTT_(kf%EO3qW1UWs4~@ovGsyA z5@@hgdXsT-Yrpiwe93#~0o7QV$0*(Rc8h(k|7Mp=LnQr4m-S(A@*SF7Yklq4LibYZ zDr)&QwGHF6$w_RS0gm4q@L;zZ%~Q^~nwMBU-e`ZKUU+wVS8?-W<%w*tWj(BWVD8lt zpBphZ7Go1px=vFMWqu5A2^Nc!FAt((!UcfiV~Lw&FkjObfZ1Xm8;@q0Iw7_^o}B`- z$@YmI zX)TGuRn+)#mOPzv>x?awMBHzNbS)kvG3hfCi$Yjqv4_EyqMhWGiz^@ER^b46REzT< zEJLWx#RZ1I5N#EU(-_=k5L-NdlvT*+sbH$>DyTBoxkC(!|jZNb0VPt)fQI_MCEek2B~xy=6n%+4{n0roe}HZQ>qUIq(%wz7L7`>BZIuePU+ z+D3po3&-JKiL&pQU)%4jruwhvu;f)bF@^u8CLoA{Hbe&O(n#@(&)(_}YjFSPG6(nM z%%_bt$3BJ*UA>>L9@^miy;}C#!Fx22-{RIe(*o@6zL#Ih_B<;*Gg^td4o@ypSn{CFV_ z54$4+`Ef!VJE|74XA~-Obg`KbHV#>qij6Z?n7O)ku5X!zQzXO$0o$e2JyJPctuTs& zSV;d4N;Hbe?I83p#^R?*mW3V!#7`b%HYSMejrx?_GSGM+F3N>RLq z4snsA@VI(i;Si6jG0UW~7fl`r_n6!oS-&gUi;E1>qeHl4h{x8HrBbSTq)yqhw zdU2sadW;)dg?e$Z2%})d3{<8U2L{6)8b3*xUPb~TeaNVKkr0eb0L(79|b z5aN=9bfjwLpB@p&cG+Ti5SQ!1k-FJ#J|`gC?{^mmabPR|z z^ zz*-iQ+5lU;HR^8jk{~V_VT1%r*4ch}U2N<}F&LKvar|;PX9o%BetZvRjJ6SX<`x5S z*$I!J0K*5E!#voHOWB5aa0pwMNz1&nsLIvTF`K7`-xpkn7x#^D-CQiG-Ut(S7HwNj zsTA5kWk4K_utyJ<)}6##bowG}wWb}SnT(@ycSS(#L^#=oTNhDx{@)*AF2G7bQ^m;S zY*vUZZAWTDn;x~DE(qooLqmO`zplKg)p=;M%d8^_Bf!>%TK4ZQ(98)~30_PlKUUgH zfWp_#w#0(sCnVSK7U*)}Rd?mG?QTGl^dB7;1^NUKTjB`wk#zh)PUUIz58YOE3@(#z@@N|-BG&k3a&t6IbeOt` zj*FRPkj8_J2+IuFp}h@DMCv2aNwv)D;h5>DmvREuJ*Aqb%#^GlCX^I*!CsuggZ%&q z0gFULa@Vu_d1q0SeTZCrJ#Z}61k=U$>+QEMeEE17wj3^9ah!nVZ)8&)KQqkGf=C`% zt3S=hY|$(zQ0w%W?N7w^(Mdd`c-q?dP$L{nc@dVg)XOK?C?HVlL-aY`8{#x$a7OwBY~eZ*qLAvdb5xDG_;Lem z{M=Mo%Ikl1-ITsjU%w_?oMP|2C&XreKYu3xpS_rc80HFT7ne8KK)cO+#e_Ba!NF3w zqq{%ri~XZBg{KMN5Dl4hzWZU_&x>syyyLB=d*t_oo zVb@rk>$T<(>aW|gqb@y`ZJhG$iTP9<~0QBydm1(K39#nFq^TxheufN#f5or zW`r}kut{Q`QNchOh$V}U>DbMJRmdQKS3WPoy|y>{cc4z7ZiVQt92TrX5ySz|R=`@h zua(PC^3Z{}1@M30=YYWN(em@;+tGY-2Yh>Z`=#0{+x@gEl#kq>z79m00^JzLRcK#0RVpbp3t)sqfufI&fehCqIeK|(aLUh zmgxUn0>IYWFWCA)lV605IWWQ9_TKz|RS8iS`oS0J_iF&2n}?nHW)6KcdFwRKKy%n< z^^q}e1s3~ZO8dOAePm*S5ZKRpYV_fk zpU)ujZ8jK)2OUo-#=S?{O}qk{zAt)SV4?%atQ3io_E&P#b8COTJ*0o9)7b*JI+@bp z1%MgR{Rw@%T})|)|E4s{p_Rua82(G2blG& zmczAUw=5Nn9%B9Lrcd}bG=7LXzGiSnt z2`w!x6%`dZIXMXl2_YdN9v&VxHZ}$Z1}Z8l5)u+TJUl>6uOd&+15%77L4Lsu4$p3+ z0XdnTE{-7;bCMGp8ifVATwNHPm<_cBiVO4_v^g6B)Fn4GFbiZcw-i|(IKX%1{;8uU zj~zI0I97da)4IBP<|f^Km3s%jH7N?LU_X)aC+)xiu>(A1T<*jAkJ_8$rYl?t)td zCqPP6NW~-TN|#Q9gm1NHzrvaiJ-0CDt@?dv1y2k@RV*OrrbF-w_E$6j;y{Qlh*}K| zeer28nxW^Z`g`cZlv#>AeO%UjZRh5l*7m{K$?4wP$*EybFx%65*dS6D@FF-r6T$$O-<^kLY|1AK&mc5uA?7*fj*$y@JR>qBPF+nl3TW{ zf@*@@W$3`h4TM_|uKokp1!i-#AEp(Y;nZ8Xs zrCkBZiA-6RR5wu$CGxNWmfbF;&8d*Palii_m<8s%J7mD$?}Xlh=qLDlFhJc<+Tb?@ zjrWhF!lSL`V`s+7Y&^gvqwu$EW0R@@W*@9St+MF}qpxN%nok13D8+2UpT;~_>95HX z9BtfDKVzM1r|q=wR0ax|T+^u9F7Lyt?YjMW0w|n-CEtp;KhGmod!0Y$NKSpT_gWoQdL>e^ z+m6o?xGmGk&|piPUQb-NYO-nF z^A-41LA1IwEt;RDdT!`lK$+Fd&K8$X@aEY0$JtL*SVRWk=RKh;+GX_1PofG@3zSeY zyfl88M2>47Mdc^)6oO9<5%U$>_!vr>GgWT6cM&sH({B)UZ_5Dspa354umvWn3pB_P zggw;!@}~>s@5w#c<;%r7opLMD>p1LEvsFRvfUqY;bGrpfE>^6762e~VEO>;j)|13t zz0!09)$sYqfT$)+sm)lCogw2nhm*pxrPFHrdf68C=1QukG>R2${X@9+41+sWE15_T+aPyt4l<`K=l?X ztV_4G9!o43XfIqTj5c9AZ^r7p94Xuv>6`oi&Z;AnV~!iL5{q(^>$fMVh)O-F?nG)7 zg&!z^dr_8mSV^$>M`lnDe&vaQ4MBhYl^*gnN(MQ$=YEUrWE!+muqYD7EoSnm0I9CLUn?R2n#Zt~FY=ETIpm0!2_` zoPHTiDwdmW?KzB8A?7@{E&~VA4{K9bCcy7%_w} zocI)n0oqa)eIAYOKhk9Pi|WhALkb?#G!;)j=+E9$!s^|a$Xv~T4zBSmb`a`wVq_F(6T1P)FG?R8{1Ql@m^*C$s+ijU_PNZ%hR`4We zrgyU7s_toiP|SZNGXPmR=cFhIt6A;y%-~?&I4|6ns~ZS@u=Gd3JkvgyHals`!^f~< z&<>%YM&IW%os7ydCT)p=Nxj)}gpkCYJ04&B(uL{t23dupE_NqysZl856gOM_( zI4oGb;zt>C%fRtzOyJS)8jyjflUw=-I@vnN_v^i)M45O=^p%sR+9i11zQx>Tt?W70=C%`(kAj^v$3ipWX!yhEZaWUbZXHH0 z26hAvAuw=pU`OK$oZzKbCcr!j38-|Ll5A&$B36RAgUH{lE!&!(a|Z&CM_ zPf*hKa?llKO5H&i&05`OBK-4wONfVirlvlCxU&O&fDzfT7)Qp!q4pWHe@4YyItt$mL7g#{qKM<-e0u0<{UR|}mZ#$b_L5NR%UDqOUaM38`#-B2b00sxK`}!A8^9B?#bf)Z))!PJXZCl`MN;t zO$D?t>eyViQVs(Bo*=o=_L7zu~o-s~;JKH%jiO3ZD^!mku7-6^iivW+OzH*pW-x${ z<2puS_%gGIk`1p5b8r~H2B@|Dj50LR|MtF39{zcw#Ydx`aP^61tYr3)QB*-uHc!+uOU#ylpFz zYw==Gt)Lw?)k5PWE5ldd=kaPjh2`w=)o=`17KH!GAJOSD{O*9PeiNC0?IU;K)DP;L z$oH3WpM`IVE?+)ns-ibhN?V={5csUABv!~D>H=lJ<#(LpB12dUb3r61Dgzow4_C4Z zh{aj~fPFFV^%!_fJQ%HI+-DTeRk>f0S^p-+n*A6YIpv<~dlOux97Y7xEk1zF-Q~NV zDqBR`06%s;5W^~nrrYnbzZfQM+vNCGIVQb<$iSpcV{^; z=TNC`Ld-V?Q1mwc64zQJagY$L{RvdI-v)qp=p4pJ& z3F>dZa4?k~U!1;qK?BLS%kVkgi^z|6EgG-uvGjT4fUA4io$rU;IX(Il-Ya_ z)IW!rn)k5X%1gQuJGrNWGJ0HTgA#*8a%Ok&c5U9b<(Y+NhH8b&5LT z0!+TatL}yQKw9C};Dw!l6!_^m!cmAz!e+jgTbhHOPsE~Zo>F{>+q0}gRpiX=@eF>t z<71ZhCSM`l%4C;HpCNzM5bBRRgp4cPK<>tE%o_O1tix!%ny*SQU6KWUn8<0q=A;-3 z6R4dGlWLM&kWGokLCF>j?F{RKT6{wD?#vf{|AvRAo@ZpB-6xtWtZ6KreB^cE~9^S_nNT2-%Xj6sHBz(`d27vY~MIIQ08=Zn}Chx zKK8g3DE|=!ThhwsF&?~z3#)tw3i0={_ZxHUe1YBl>C7X!~t`Y?7ax%ttE zhpM-oM0{pdNHI%o@qgxX43ShLlxV3x>@K#27oyD?OtAP}ut|c+6&~`bOJ;u$6!s;Y za*d?yq~yrG$Gp!*>0?W;5h{LJ+`n`gXEYeJC*#%86*_+0S&PH6ncmIJ9GEu8jm#V4 z9STvt;L3cVMMJu>V#JNCZ-UEMq|lNoh+@Pn&4Z^DJ`*Q1M^i@+2M6~~5#zKy6H_aT zeE*Qew85?(c!p;yUImn~KskKS^7bpiyMeGnVIeAlHmC6?Xff;zgBkri3ubr%vzLE# zf(5`=$En%4lrc?QUy&7F&gd~ykL&T%(bhJo^IcgRcw{ z3X^qXL9A=v2HAtJ6A7ZRd7ct~6v^di3EYAEXck?PK{KLMDIJ8fj$?}+s$@XtwbiI( z^4gJ#_UN~GxKb+kB)Mr8xD-eeMJjMirze;n61E83?|v_job(cp(=860`?y|5&^*+F zV{{QueP*u36#InM<;7xb)K6l3QCv%DOPT4M)0zqir*tiHr_}8yH07D}nkecNjFk)^ z{i?atXkc+5v1m}lPJ)O`R*$eq!jUH+^Te3eUj#I&AZ^-3od0D_07(@~8U8&R**lsqT^J{%N&?)R;mLz~R|s-RA>1 zd};7W>G2_&jc>hIn!JA4RVLiy<7kCby6Ij$VE>&b>>3DR4QrK4_@l6t&uA&Tezbq{ zv6UPQ)p&23$bL7`Sqb~=zP?oNSv91e_p-Rk63&goC?va)i#98!?f(N)%q2 z+8i%Elag(P8@+*)uzNuF7oBq}i|@31kP7+p<3OTCJuOa^=J$P7zUG|XVTC1PdKiZO zg>~*+!R7s~urhWix4LY`U@F6*L}L+Mgm8>a0$(kyiQ`oXYvC!yJi$+yL*R2Q@MiBr zgZu*O`2IM7nYeB(9ib3ynHh;9N0OJCmMdpCD&DrlWM4p>3ntK0d`3eaNEV$RT^p)L zdWXt*w|=j&Kr136&b3B+s6!W}!zK@AW28H+&F3e?8n7t#&H*q=b!Ifm>j#&_`UW#h zq*8-tA{pyy8tN&veI(}#>cg`$d3YA8zrntgY0?wuURIKa?538UhrmLHE^^1O=o)pR zU^YzQ?ig?);TafK|1kF>GEoWUvEfVqu)+7x5;Pi0q1b+2-?nn&&uuXDzkTLY^Rj3dSC z&F(3#$sSEsd0lc1_quYwFaH|LXoUZ4O4qA{J{#8MMFWd0kqvuem6wLEfb^T%0%p~x z5L0XJnIPBv!iLbQUNi1S)_LSpvheV!`=EtfPVJ&Pq#;!C``nuLhS5zgYjBp5WJFP2 za9Dl88g6RNxib;EXlpBx6&ZZ05Hl}01%`S4qYuTF#a!a~t6JSP9#zmzbAWM^&RZ+k zDVp_1hNqcX-pf%5TpCiRJK)yA@h*e{$2by#Ej(nOV-8Pbi+U?!72^3?JB30_pyA+m z*ym84(SGsaz#dRs*bBYB)iFd@Cqba1E788a-3O1sQMwcW{S}@eyzx@gJJI#?#@n;4 z@HUs&P`dB0Uu{T@Ob)>oxcoZJQI-_HKBZd=;yTSR=$y8e)Z@MrLP2FqD|Yd1;Y52C?n3CkbtBu66)$&Vj{B;)lGH8T3l)JiB(kO#kJr6h9* z&Qu{*(2BOmWSKeJHf9n^myxZR5|K+1!gSoYIk&4ZyY!afiKwAPCc|rKbr(4YS=Ang z1WBEnD?|nl3t}L&7*d@*^vFk1r;e`4IU?bkR{?YB@5%>w+v{FOk-c%~rEv5;KZp0C zttZZ%LlR&*0rcS_ybG1BwD>3iOne8AH@`gK?vP9Kcz)>Jg#DbG6KEz1xE3s>&ym;J ziRlJ@ej`g5Lwn&H|6Psc$6CC-P3G&oU_(_&Y5fETby}69Hd6J;t@z3_d}cT7eFO zzB@IT6gGJBw~SIIE+WclL`82Y|45L-FrujAl;qsq^`Ul|M?9FYg_C3 z1Gp?(7cJ7Hv3EdM*FmChOM>fv)SCi=@nsC3nF@Gvp^3D*ddYI%mVMZ{X#CF4>u@wj zZ-xV&-Juxc82fs0>!F4nD&WL+n{pxCph%5f)X09aJIVV@nE`y^cL{|&rjnOq-AC@+ z{UCV}cS?E*-|b0ek7szkD3^Z>k+{8t&G79T3bc8r;v4P0cdh*q-0z~NVQ-=oVa8w? z(F=vg#~-f;(V3kSAPMlD+ItnXJ6wanIQ7Vwr*b%Byg*6ikX9Og>V~HgWojnJ%E&~; z%i>R+(yv6g{48W)t;B7HR8Jb_!R0N_i*7eya04NA`b$)N)tawTA^qG&EnPPp0xiZW zZ@H|+p;QQNR4BV)h&KNsiixhd#9&56IUO(AT=E1Rd)$46Es}jV%;$Fr`p5*yF9?8s zgt@oNv%!(K>H=x1@#?e1%*E^@ImYCGVzJ8nO>3r7uow5iUyL8+U_ix`?Hq5*ivi?p zU1`3Z5icUUBjgz`u8}7Zrc%%hS-ac%Y}k)-wg%o6`HRC35tMEZVK9brtxMp7%g}&V z@(?71R$(9*2%a8<1`NO4Eb$AFWVx+hoCVB@og7OS<+x;{!xed`ki?q&1s6r(x|QfF zk129Esn48VskupZQ4AE3*OPG>Y=Ob)jHn6F^)h>#&uZjqtLXpbbwR?xb7nr|Ktj9EtpD9I~nNR|A{; zFn&kcHIo=Z!7fsp6*l&}-UtK>)nt5z(p>ME?oi0s_5BWcelU;EI=wb}4V5zooS7w4 zXhZ8?C<>>BQcL>G69h57Cnes?1ycVS{5r=<}dZqCrEu1_MLz z#Mcubf>i;1Hu%Nx(rHWk5pjw}vikDgJaW%#Q;%uw%o@ZGERi3S4u4R6D>-lgb3`rx z&>U!_S}f*}U3Q(Wu3Pb$JMeAK3l7&~i|(!NPpt0a%h#M?GQXWK&EtyZ+z1 z%ZRQ;z1%Gh{$h*)wpWipsm-Uv_s)nH%ZhJ^7jnPz8Cz9N4K2qddiSjPa>jZOhu?&8R-}a$D^RqJH|N0%J(@E_JOe9wTW*vajN{Wmv5Sa|7n9X3M zKHkeN+LXKE71e4V9LdnKFD8r@UW||bmC<%)cKu9mBG(0G5fH~@v23h6A1`sGu~DXu zSC&yZN6>k@j-+&RAO2I_T+S&y$=@Gvd)%+TQ9A*3{CvX+g1N?X#V2EbaO&bLP5mG+Cv8wD)J3>PR)p2ES&O!63=9T*zIoeIPcOYiwUwMz zZoe{$xb78+d(Q-Ol+b5(dfAvbgEdQOyGStl^pcZy@Vpi4N7|*+W|b4PSpoXl{NT5q z^XG9Z6uzh3;P<}}p#N=~%$KhjzTkG>uDR0)I*L_WH}{xcX9F*m$pm{b46sfBssjebRpKiUo+#5?aOOO`W#99d;;JS0i8&iw-cd^gpAe&Os59#pN+}UI7zs=&$6hVCX{p=$9W_JxFct@r zzX`XzZ7TvA__#Dd?n;HiB(}P)+23A;@dCE*-Uzu6QH3AO5ntbjTngL0J+fZHH?y7oTI2x~lFUabo@6U<68QiC=UDiMzr&IrX3@7_liTEO!9X?-~ z4&id}vv$Megr0ED2RQUXyOgC4U(`au(szbvQy*V-#0t5yOfbuk}{H8QOIa{ol`H>Q%jvB&f~`v?aHF- z)M~LV4wC<>BCf-_rgdsg$>AvkGFw~%5)x^3KRH<@D1%4n*H9TtB!HH3IdKg{ysM^p zWWMA|e;#qHz|C3RgeWe(hSgR{SObwe1nxlhPWQtCXjWni!cGbX+*2Lo3PGMD#c;FB zzeNn5>Nkx0>{*?Udkrsxc5c1JqIXYGQbgu>pqoCNg;pnnfSWQQ!?A%_w^-2aKM(O% zS!pT4Sa|E*`U|6Fa8@36VEkCncsbe%4X5?6?bAC7iRxN0uJfYjZyZ1jG)_B)$q>e) zw=2qwBo#&e-4J7F?bz4>v35_|ksuNL7k*oR5Pk3o-jaZp2DtqIVYb^B(2e-=PzHr} z2qB2Xx$|os&j8Az6-pflxv1)W_i%-f{r)tr?A&Hms|Rf`sOtR$D!70gZIKmgDOvh7 z>1~TFy;g|f0cYx)L^C=?y-EDjur_@*Aq6A~w;4CU*fb=$+{TRfczUp!x*V+>Ij#N% zwRC|doClYfew`+fM`*MRXBMwPB0*tBXh9j<2)2O!ogmT23GtX~ITEHe53CMLg*A&B zk&NQ<2ruC7Pm+GtQMOAtaX8D_u^W@`RuRk3z~WYq=Vz`~jVd2F*P(B&5^l73 zY7b3-(a+-RaYO;j%b6NQt()X3oGI9ChXC+qe{gkZeuVei%# zZ}rOBeLrGr_#?^T`IuvE8w1}h2e8Zeu9=4aN!RyW4TQeFx;Q=`LZ%Nd%_>KQ7n|f9 z8DO{eims107eQR#b^Ry+Z<{yk@=(kJ|H85PmXOKRA_s(1#^%OJL2a^skHG=d$67(W z$B1O=5xfrH&>duN6QtTWF2Ilh+nJBAH(lQtJfLobO8yQc?2g9JCmeaMz>PVXOrAXP zI{*_9Us+uz)iuI&NdLFf9qJZGoD-WxH`L9*KmJ8prSL?3?xp%FrlXI_|E&m$VdM%q7WZQGET= zLPB|SHlx4At1(RXkHijPUCgof1{2F!>eBYmpf7H0Oujjb? z?3%W0i`R2G*ZuQRC#9f%kbOjKK*yU(Vov2vv<5T3Ja*PuNEO=Ir6#pPP8i6g31i0N zCW^!SBt)JV=Y(PUY{tXUdNPT+w;!ZC`|l*ayT|I_H50+tK^+Q!?BbWmbvD5K*OO}$6apnWMjSqbI6rxG;)GKB^tIq%J|Yh??f)u* zhk@f241Wa>jausltiIG}y#H&|jNNB>s{*Hn^M2eof!koVZjVx;wThsiAnF`_RPqn; zYQ$+)ned*|bU3$o{MFB0;kq+rPoQ|<{ZM^=U7oKkggHkNOh12kLj)Ybq@cjz!m-wY z2YzyCy883gdiCWY7_33fl)u9b+F2o9_XF?Rs&#O-u)%>^4RN;Lg8Sj#tPiq;?e7#k&xeIlg-LD zB9AapCC70!~A(iX*$uL$BXOt*9F#Icw_rF21^4 z9sCC~#{W=$zux`j$;E^KM?*jF<m5gD%f2U{Iy{~%VM?oAmFuHo8e zH^1h%Yc|@u@=`yy0to}Mp`sg~a<)In$Rty^R`M1S#!zp^uV2a-hYa4t;;Lz92#o(s z!I68n9FKREA5?!7P0GFJJ-`9w@^mmFxIAy_u`7T3So5Z zOOKcOJl>dXzOz7bF{{5Ud>5crFe}5)9!=MJ+6C=Nf5&QdHwBCJ9-aErRtZO*=qq{_ ziGYF4&8`rTTpossOW1Jr&!ftJ1^BhdzXfwh5w{;Y4ROrcjbQRYm4C3!Wx3e@mGs^b zn3j4;d3swsd+`80z*8k}N9_VJKZ+x^pN*t7s%DSrg$&RS*@qqE|Gz}^un(%x$1rdp z>T@5F$7|!nxfw{+tqIp#a%)~}O{G7Xka~c*d$UfpZ(Q9l$5u+B!JA-8FbIN&EX6uw zMai_SIe?@cow))rm)VTL0X2vYmY*_0$b5O=6Sxjx{OZ`#H`PjH&^Vnkq4{mShjI0n z3#3iV`x@VW>*%F41+}I_lCvqT^*JdmX?JUId+!K|Zk5#`+1O7maxi~A_r*pWrQ78` zb^2&Xd8~pg?sbbl?syAbrDp&e&-J*M$2uB(xa?EQvxnJuro_^uz8Dc+@>1C<5<7Bu zZEHe=T-j0c3ynh>WeKvJ3uj`DMVHAQ$&PS5swS-X9Iid2E^CA?!<_xu|6GHG&Jyu}+{$?Fa>#SKoo3_-IDzsS?nWHyhD>hO05>-p5di1x^HD7JmRi8Z|@ z7M#+^C|Ye{>50k)S!PxZp_sM6V15hUGag=K{G(?Zt4S_a)~w}O-7Ipz#(G4?y< z&*bR)@-upk+))!*7JUy+%a+q$cpx^scbHIG+*H7iRui*`+W6tBQLe zPPJeFpj0kb^iTV2Rb&F3SE)V`XMS7+ax9lxA^!|_`!=1bjcE7Z!6_Y5rxcKhrs~Yn zre1pIL%*{1k`Uey6l);LeNkSN+yoSA?_vYmk zXx6&x(Q*3LvGED&kN(t8-*dTFh}uUN297=x0WJ;QV#R8@s7advJeLokr!Nd0jo~Mn zDa2~!m1MvD|5VM9=7{cGRrw|;S(BWAXr#30kXKmTN&@so9Td@vdG4uOE7ks?^naYI z|Dwi!t@nRIW;sDir8oNII|(}0KMq$q@|5r;1$AU#Jp zf;i`Q5yV9|&-v;Emvds)vC0J>OPx1Lh0DuLgKfwYLl%783?0?>Kik*BpM$Pa>Xg~1(Wve66c0%>KLhkQGdiC7* z2L$rTV?*1lReI-sp!~wi`@q`uB!sR8IT<^eLe1!GjcOSK@e_NN2A{)n?>j1k+Cvw- zFk1qL{7L*6ctizKI*E|%7LC=@Mtop>7=07k!`?Db$@IUfs$oF0?W%Ds?tWtL?lolYes?v4Nefuds95l z=rl-gCvh#${*zyW>AYXuuJ(X_qn|Qsf`&3I_>&pprWZ>aKO;H*&IxO2}dQ&9jO(xMMtE1t=5=I%C zGLw`9v-6>SvcmuB>JvlRd${Onej446VUCM1HJ?^gOS4)04RlE9!yp$ikhj z5HH4jA@Y=G`SsM{00c0%?f2ZvsQtn7_Q-VH-|8@2>jn{GEjsOlU+B)*a3)EtZ82EY z?9-h&SQ0C|vYiAFg)!vib508q6g?JHLvpZ`J|`0R7b%6cY_agja82VCf^0w zsSJ(tIYU9cpx#>UBfCaLCT^=1@%5X z=2_z#j_j3K?M3tcEM(ku4&%{Kp@u4H9aqSCF(!GUm!Efo}+T+ktaaOFL;SzI;- zQf>C6fHjIKAbK=ciL^|ZP7TFVDpxv8hq=hLloYei+n%fAX;H!%sY*g%ElH%6Kc)6) zNfqW09|Ea4GIhQ6I^{lL9HRE3momXeXPt;Me)b8CH&yX8mXEzdX4m|{eOjpU_b5Mg zvV3qC-+DUCX0nlY$t=}_Y$@?)8&UK4|0+z+L)@(?G>bJFJz46bBWS6M>wEqt)k{c`<+gcqF7bY zYmyapWz{%Bslt>Ertb%H0g8^Uw++?g^b?=G_Kf@Qp@bqXH_64gtwNIE#)IFuA1`GY z_-3`ZS;#q5bi^0<$j|xkCu9w*_Zt(CCjV=5x&Xt`&1VG|;(cG8{WB{^pNLKl z!0FcEA#69{Aq-@;HeeeY^7{b*u-Lu~uMelm>$Wg;J+Pons(wsZyCl~&_f7$JCg%ji zz|P7OuqS+R)Jg4Yz7$u#9;{{EGD{7lcb}*Bm4u`gqS``W8L$jY@_oUmXMQW%hpw1YgT(_df|E!86T*u$r##4DQkk% zs<};Skm&?!C{blg{#Lq%><}rZIMZ4`Q#x{_HUYy(D&cgZcP}@6=5=*mVpsE(p)V_Fvm2@aOKr#}ZeWE8*buB`-rAI89KqwnR}h|sCyc?S&6GjYLw*PlfJQgm zAHYiNk;o0|`;;fQC-4it6U&Oa4=E*NT}+_*%Vx|%a{s;+M{=#n7SHkbni1g-Ql9Ak zx@QGz7*S@r;qG6JTZz>t-d>%7zDrk5I0;&^8g>@fF3RRDK4+{lvUo76SV^(8i4AKP zsrBIlm68)|!4(Yz3h7xGb0&V+VML=0S#H{r5o8n##gtp-84o-i6>)Zrs)$zVZC zx|~gq*+$2b4ys1W;>Snbg_q&%?j_5E-9251UV|)`1w7u;8(p}CVMgZ6zac57G&Vs+ zO71hBusR91ChE6U;gNatdF4Rfzt&PRG+ehXh`NbR`!kxcF$kGXt;>Gy@FO_w7mkIW zwbsc2KG1Lkdv`0+UfZ^Ax#QF}J~N4Z-nKHD*vZ@~Mm^MUI8X%}pw_-PrFo>oE=GI5 zXzcc#E3u=SI`qGCLY4oxN>|a<%EwoWayje05eonkeG*L5)Z$cmp2&(H6vdOCKI~Zr z&1TqoTddJbXeM8dOLj;+*b9!}Glj<=a{JF#+(WZXFqbo*qE!)=W1wpttRSkbD%^;A zqAI7mD6f;sj5rQy&JltEo*r!G?cBu$c5Yuh zmwD_De4ksaUXUEQM*luktP1pb-M3i0h-*sL9jN^%9?-5)v7B!h4A{4tyOQ156>8&x zRu8*r4Mv7WdVg&@hqrqloj!Wl46a{=LP%6S5Wv^5tTe5>dFs+D?M##3*hTi3@XR83 z$<$>S*yK0Us18tdz8Q^+Np3`uJbh)Soq!A&-h@3xV1x`~aPQkTc=`a+lUK6j@##F- zA85Vfw6tz>{j?fjF+_@v?Td_%&1W8H^NNmMQO$RA~b zQ5N}^XejR`zORdg0DNC}Hi3SRzoy}Lbec3)&hK=(BH%QFOHWKi9 z6)wfYU#lc-GOP#%Q;Pa}GJ-@|?Xv|Lc8-+qX?a3~^hR+K{TN2a6|BdOBDvrlH%a_J zOA$EmP=C)2%j#ctp@(G<*Np#Wq3Xv_&ESw#PTv|=V|)^k+|q!J04*RrDGt986FIF} z@0ZgKs_rT+HD2NPX$gv?(};6Eg3b3U7%Cwo!g>6ZgS1W*rSQrZCmcswRoJ$B#eS7C97rf z`_wWE8dy^_zEou-;^7OwIN>Ol$X=?{o+5lytkzO$xo7^=R?)aNJz3 zyI@7!_+dR)3xfv9p*lm&UGv@jveVa@{w$0@3XAH1ow&W@9Dk}> ze+-CmCpOPtd5C44g#B4B2ohiDU2yCf0PkMtK8v7IasXbJ2M}lu2(Wx-gij#8I?&=X zQFrCXsqIs}fb5&q1`Sw2m`g|10yrSxlxBWS1aZRF%6`h*sOY0%SeBpniJhAKUs9~MSDV;7_UeV7 z5E~2^g)kzo%2<`_na_@M=dlh4p2HB&AGY3)lNhGPFY$V-x7`~Ac`$$v1^$^girm2+ zq&)YXQ5WX@poCr_yI{$l^11G+t*@Hg9{owIqy$&faM;soo8>Vf5%> zT;Y7k)tY)$yP0Sc%!WHvlhPoH;Yg*CPyAZ% zZ_9;Q`;hA@fi-RZ-halbd>m4Jm(~y(R*?DZEZoiHT|Vg{^v>jlDsMx*_;A{7_%!(( zXdNJ+du9`q#U-FSl)XBijRH*7iO?4A`)C)Isp0S`ZzcML^x?#$^b3Oir7mYtHD^MWJnUR@)%7-{So5IH>`lM?c>_k2p!34%YjVrvnnL z0`vVJ#6y?>0Xdx+CM-Vr`F6q@$if%x$DJTb8_%GAgEwGiaPK!rp8?vi-{Z!4ULMab zLf;E6V5^Bi?Fz!dnK1_tGQ;=73#bk0cZ8v5V(YGx1229h_0AIzo(Kha9U*`j4c{+k z0<7;hV7_CM_~^azq{8VnLV2OuNnItJYA zc8g<;@auk1Ep@Ad0qpt#K6w8n2&|Z(9QPl3d`O=Yp5g4==#y{Yi7>bN?|?OLt|vd< zOyRAm#*mM$weHpz`}fO3Y6j=_J5C6Y)E9ss@CE<~4-diYCzNSG_NvFUIB<*_V8`kN z%t6hcy}I#sWfyLbeBfII($|Lf;Uf#C_9^^8#&0Iz58wd?)-%t}lH|=o_AP&d3?ALk z19(vcbNf6b0iI{!lSB^T^$Lgd5ub;%mr19+ezjORa`goAjx%{-f1=wCD;uk5d64b)&|qC_8zzTh(jl#>JNOUnc?~OXb1~SB>uDo# z13p^u0-IXbY!sJsUeIY%d_Ihiul0?h9*Axa9;ZjBVHLy_Ygg|8kLI{pdG*R=x0SxsIboICzGJX@4pZKkt9D>Q6Z9@8?BA~$| zI1vI16Nk)8KfO)34E`O0iXS!Y%9f%NZ-tJCu*cNqR!pJT^&Z>yUHBG7A4aTc`G3l| zuCOK(CHjXFj1)x(pa{51FVZx$AP7ca>7j&95KusR!qSU`qQHt$77;0eAdnD3G15um z(nUZ7LT?MG6eCD8l*`_|Pj?^A!+i72>zOlW<{RLi6-i>J{CCRJt}qtz4f_XfaO$wf zgvM;TXyuC*g^5<)vxypt*6T|G7Z3QSPKDalS2gj7gj;-W{eAGp5!v_pd~9s{x|mwd zK)@MhjS}}m#PNtoC!Ecgcqe>k8NLHyJch@GVAi|#xC8ygY$=tEyNk*4COpfj#GTr@ zpe0M5IxViy0ES{f(qs6EyiE|dISPO-LCeFeUvqCL?X{ISn)h#a zuzbd@bTQvS2VLr2;XHP^qWxx&XNrZGD?Yf8#M5kFxI6n~9T&J#a+2Io8{Np}7h(dAFN=hji~yZ4Sw&TO3+kCV<(T z$Fy`aFtPIF7;HoF4kmvph|Su2>x%h6D)F^cpCnub|Cg+&1!5kNO2oo4)hdeTUjyGg zp)M^-kBT7+$k{WT&R;;~X^h_U$D3O|S6YP3Cnh6ga`v<8&lhgmegs4@6GB7Vd%@F3E9Bp94kEZR5Zer?gCHEHmx zN--*(SGUW?t}AP?56`du;^q$;-q0Cg_H%XQ9$yh7>?1@BAy?+!c`GQBeRvaN8iGsu z==8nLHimKvR{}zPB6VNoi2jS-q6*xaiS=IgL!P?V<7?IVJZ;}ZTtiv^1+P@~r3?8h zo)^l(RS|$P#<+@kt`+KJWUvg^o)I_&d^67VJg-B0zgas31Zs2**N49GX^om90^kHQ z)F=w0v#{v{0;=+kY4oXO7Y+e6*pK#SK~*G&@xf1B85}>8K4u!GlnRv#p_4%kP9ZZ6 ztuptJybVpiw}lsu8lc_Q+B4Y)k17JKE(StFR3yP)UfzH1srk~3>lc1-Mc0*rK?jJJ>mpgXeQH|-g)@`3!@ASal0_hb$ zw0N|CpObLMI4J>cz@5{9^NBYMgP6&-8imGH7mKGVK-EwwLgeI{>$i={Vza#o8kP#T zk&!c_r5wpVJs-Bf%8`z5n8}pQ{i>0|B8=GKLi3Nk7Uvf_B|3)TfO{&Emn-kY6Bybi z#79$yIiCUS$|o-^YUF2U#@dV&;S5Vp}I|On>tN z4o9|Bo1PJ3+Rf7kS$F&F=RUfh=5p<%xC>nQvU%+BwzRJWJsD}$?T-X#V% z-DD~yHL~8=bia%E@puW0uTCkJGY`wX?^5O>CpZ%QsOBrGMg5I`uf)N^=ap9uQx9E{ z1AS9|dsvBq$S-3l{lPN+G@{#(IU`%=c&sifc@l2L zLUA1yqPg1;jdRAq?lg`Z`V$8BdjrnL&m8L{_G`es#?4QR46#zk0L{f@%pqLS$t-1q zGVr3aN5m>B2)CJV&oW|~4DXM8q|7e1pOf*_O_uLnJw_KEB9J8w&pSQ#1OGlV!>6GC z8A3&@W^m$s-Ym`|pU}rY11692u-!E<(=yvU%^}z!V-r?tRBe%55kZ@PrhH?&`1rIf zk&$A1&i_coa$<%u4n8OC8iv@u@piKA;-FR|CUrBBV{E!wC75%rKJ*KTcfOI&HRSq{ zCt9C|`K2w^F^~dI%rTF0q=JN@E;~lii!fd&RWdQhG{UhbkzUSFF$|E?dC%`J3iU4iw|yEmcJDp#d)B_CV2kp zih8We_D>E8XvpOHtu>{&h*7aMg~HjU_Rh>a+_urTwL^03l+%rN?KRv#JsQ-u)IQ5| z`x1O@aj_B;Gk^H31C`PL%d9Py;`>(BNT&>B@=gJF}ej*DU3Vg*i z>kbXRhrfvodzse&KUyF>(d(Qn{#2sbhX|&_4WsDly%8mNe=p!veq*x#!sXbY5sEDq zc@0?0H(v(sau~Gjv(wJx#rtoqtcl)S&%4Ds!$bU={8kh|&giJ`bFtD>p$2nw{0_7c zat*lU&!ov7%+`KZJzKf-t?f4b;IO4?O2xf|3EzJ8)uPxnEWKvmG(v$9eu&z3!_f~& z_MB_S$Qb%1vi85tpZ_<5{*Fnu>7~vMW{o>uX9*C+f(9}9-PU@I&ZQo|b=cwCace9R z*UF$wBWSZ$@^;ygzmh(OK9q^)yTLlFVa2B=A5jot40b%N*fC${Ng|v)h+%!}J~72- z_KK}bI;AW#r!Fq6pm_2e>O(lPxn1ea!P008)ev$whSWl_WJsobxJK1g_N;RtiNgzJ zaGs@x+&u4~HbvZ$SM6AghH~L{mM~`$vsNZPm%Q?w$R%O+;JhF~QNI^L&N3+DluV{V zp6uK&?d?2n5x2|m3;8&WQ);)@PR*>dq;jESSH;sb5N`oW?)mucwtc`vrS= zTr2~>hQ?#5@102mUw-Bvrl+RMm7 zOZ`~~X3|N_N`*~yWC61VzCKd~NqddA{nqg4JC+@-)D)@z kIo^(I(xT!m037HvyyoGx23zW${1yX@5N5ZCdg%E70Kpz6L;wH) literal 0 HcmV?d00001 diff --git a/img1147.png b/img1147.png new file mode 100644 index 0000000000000000000000000000000000000000..f1303d5355ef1866a24a5ecf9657300d80c1739d GIT binary patch literal 503 zcmVRHR400001 zbW%=J06^y0W&i*IbxA})RCt{2RJ~5aFcAJoe-dcwc4J}4BV_DG-T($RmWYilD+}_( zf|Pb)W8e*%N65ecTOJ_;Vqj?yVu2ypP8`Q=QV^mNLq93L^X2n*XZvKJ0uiH+4C_I~ z=(PMDuy0uU=j@ANVId_ueKvfj-v&$M_PA@4Dmp4mcPxy7JT4=+Q%ikbwDrrpKSxmm zjDZ$4<%YR^EB%p1!H_CSClRjwN-)hrBsM$G(0GyyKmWGo&7<5tIc9rO(K$YZ?J7p% zYUk2*Y2{zhN~*?iGhezpKAISTlCXvj@;pN_))=0ui4aHF!&!(tO8L3RNUf~A&S|}I zc{7zMeQdE|*j|0spB;#KIBz6hL@*sSwO)#QJJm?615)WUAb4DQE((qN6W%S0oFNuV zvvv&=Bsg2u=snyl)v;E?c&E(TJY!O6*xvPijkQO6k@;L`T>98$rQJdpHbVd$ISqSh tfP7U`Et)RV)}ccSJJF((RpJ)^8DBOzSFXDO%|-wK002ovPDHLkV1m4D(lr18 literal 0 HcmV?d00001 diff --git a/img1148.png b/img1148.png new file mode 100644 index 0000000000000000000000000000000000000000..d5810062cdcdb9ca72bff472a8162a062291c250 GIT binary patch literal 402 zcmV;D0d4+?P)RHR400001 zbW%=J06^y0W&i*I5J^NqRCt_YV1NN8eg;CI0i@&un8|@%1;h-_zhIJ&fsLPG!hr(> z&BXunGMC8Q@j}0V~jS9tMV`1yBVrV8GBowq-;EeiWxLJZK2OBZ~n(oTmUsuDKur z$-s$W>jNy7BV54%NuUO}T|J@!$6H8}WjR2y)=Lc55C&!v=Xuii-R1{wtsh{~jj7dO z8AA+%K3Q6sFEDIn=m5qz-+v(ZgCT!`K^~V@t^}414Er09M9u1fcIFMry;1lAydGqEKD^|>zGiSnt z2`w!x6%`dZIXMXl2_YdN9v&VxHZ}$Z1}Z8l5)u+TJUl>6uOd&+15%77L4Lsu4$p3+ z0Xd62T^vIy<|G5PB|Ksm;^CEVV6hfvejd-p%qCHgz%ly(|C9vXfCL9t{vD1k&J50s z>dbl{8stxTFsw@4_u&Qe@BjV|^PCQ|*|o7coR(nq`5|HV;0hnhoagn$Z~nLIY?{=# zP~7FS&CB0;pP4gsE*!~MU~Eq1G35Eh!xJMdaYL_xWrn^%PU?$D754;&T3sg7c lB;2_F;Q#xL|NdqJ9nSVjqe1kbSQXH<44$rjF6*2UngH_*Wmo_J literal 0 HcmV?d00001 diff --git a/img115.png b/img115.png new file mode 100644 index 0000000000000000000000000000000000000000..2060c896b825a691393dc8753ac302438af212c6 GIT binary patch literal 326 zcmV-M0lEH(P)RHR400001 zbW%=J06^y0W&i*H#7RU!RCt_YU;qJD1{hexfCSif1BnM87*ND`4Hyi7G`~KO-~i&{ z2}rVY8J+^k7oQ<|_-^ons0$k!82JDHXW(MsWn{n!7{72_K;m-nFmW?5@c7jM z7(iwv9Dtb2!UN(mGXyjUG$ z4@d_0Cg@E9xrFaO5c~l$eh9Py<-i_&#L&SIjjZnpP#hx1K7sKg!{rbpxpamIh7~~N Y0K|MSw(5qf#Q*>R07*qoM6N<$g2FR?UjP6A literal 0 HcmV?d00001 diff --git a/img1150.png b/img1150.png new file mode 100644 index 0000000000000000000000000000000000000000..177878287d5735182b69dd213dac1b72a83bc8af GIT binary patch literal 375 zcmV--0f_#IP)RHR400001 zbW%=J06^y0W&i*H^+`lQRCt_YU;qJr27Z1Z#m#^O-hW_tfXrv$;RjQ^JD3?5KJZ>( zzzg^{fGG|Gh7Ujz#570%5(@Zr;ROpo#(aRVnHK~oFl^uj3otJ*0MZE?cKAQK3sI49 zm;!6?1J2+54^RXq@WPoqel-ou3T#kz1JE4@K5#K4KqM0`FfcO&H1k6Pm6^eSfs2LV z!$13PU_KWEfdC!UppJpTUjfWofK~n(1H(=T>jScIaBqU%Bw(sy|NsC0CnR~GxICEm zh@pcant_3@fPrfQkjn>D_x~GI90=GaFn(mX90Ic5UI9rz`vj&B1=wBs0lV;U1ORL3 VKaNYmQtto&002ovPDHLkV1iwCih%$C literal 0 HcmV?d00001 diff --git a/img1151.png b/img1151.png new file mode 100644 index 0000000000000000000000000000000000000000..0287ad2898cc1bdf48833b380ac0fe07a01b02dc GIT binary patch literal 1113 zcmV-f1g86mP)RHR400001 zbW%=J06^y0W&i*K*GWV{RCt{2R!xW;RS^FAXL{aD_w?(d7uk34VEiHNBE*9m=iosx z=zy@~5M*RQJn4ua9($F9*@M}+BHKI^^i zo}F%YvmPW8*qWL5Q&nHptLl0+4ID|%e1pq17xxb`2!(OUcg@I;Hb6umPMQpmj2B3v zQMpKtw9wWnUHUZv%Wzh5LDQB9JRo|*?dN7v8)(UQ&ARm$VhIfX)hYiI8m*8s8=eK3 zGrBy0&eM02W<`q>4{a_2Vu#p^BQ6=-4lcnuCm!7rv}_Cn#}`Z+a%SD= zR2ECWdADM_6Y<(?D7kFLgG6+0`3hx0uUt{E8l_B3rs^F%^l-BZpZJiR^izXLVKW~H zMl*Ki(MG3ZaZD0OCnUH?pj1Zt9tJH)OQLa}*imWnps-jyzLLnhcM#y1?k1IYU}J{o zSf&g_aqVjlj#D`@(?-0+G)QeG*~gLm){~^+P+QzJp2-l8 z$^UCf4ztd!fjjMfV{Ds~Tf1>R?Hyt3X4BDq?rnNm8)DnIir2AV7I0qDJ|&qc4r++x z=WvpOOyOll@4h8%dTt2@MyQAlqNp8!$$8~r1 zuU-&leqAMb+OhiM)RHR400001 zbW%=J06^y0W&i*Inn^@KRCt`-RIyG1K@fe%0dgF&B-V!g0TcWH6^#Xn6kAeQ5a|uZ zA6N?$ZIs5|%9{8CTw_5@lvvqGX=B*RSQyUTWp4w=8DlgSzTze`Z{E!8+};5(xFDoh zFis`T2Gw^w#e)WUKI4{d<-=oGYHxlbNJ1b?p(+UKVk8Qc3I)Rj7KAE#kZ$TW;u|#+ zL4clhgtci3_=;56ig>1k`iHrL^VN+*F!y^UX|<(uDI`(Y58(;nJR@22?9Xp+o>n ztifkFu6|cJzLJuG!uj|}DTnS0o#_z~SJ+W&IUCAPb^XB}%-H$sWKW*uvjL)WdkKnI e$PedIzQhOjDsi}zv~joq0000RHR400001 zbW%=J06^y0W&i*Iv`IukRCt`-RKH8ZKotJcBsOhguHxcmz|o;~aI?@&LBWiI9g2d8 zh$#L8sUX%xyXdM@=OQ?_e}T>D)()=P+pJI;?=G!P(iRk4^c!;TeecJ;d%PDQ3KMj> zobzRE#0oTtF@^dV1BdP(Nr!#vkQ~f%H3hX5pAaz)QZuO8BxAv&1ZO}FEpnnT@&W700mJ5|jOd#0Y)POojZKhICfI|81exyV zc}RdB&&aCMh-x`zukGaOj;^-py*zhi`5Tkd5%ORWaiwQwy3W+cy zQSOo`Gtpu}PiyVdh7$>T&T${(e-|WTD%dli@+8$IunOw-~=$cJYXknBY>(<&WI+X4h5!Hn07*qoM6N<$ Eg4tI3)c^nh literal 0 HcmV?d00001 diff --git a/img1154.png b/img1154.png new file mode 100644 index 0000000000000000000000000000000000000000..a3e0ad326f8348de4bfdaede3c944645c05bf5e9 GIT binary patch literal 427 zcmV;c0aX5pP)RHR400001 zbW%=J06^y0W&i*IDM>^@RCt`-lRZwuKoEsL?8JW{J0)~(Ky;*_pu^$<mhH{*J0b#+kS=jio#CLTYJ(cZJLRZ1O?8ZB60BsIUK>& z?A4CjgsBcjN|`R>5blM!#S=obr<3P{r^m%j_D6|)A$3|!py+H82!xa29RSA;1lAydGqEKD^|>zGiSnt z2`w!x6%`dZIXMXl2_YdN9v&VxHZ}$Z1}Z8l5)u+TJUl>6uOd&+15%77L4Lsu4$p3+ z0XfZ{E{-7;bCQAD9;7!gioIp!c~c-a<7m7Aqf2gr1B0Dfm|Hu;1{-^3u>;39bTtcl zY&Mi=c>3DjprH8$J0p))!mP$bCbQZ*-~a#rf12^gfBWX2+L96$J`xpD5<(6(&-#0K z9kk?D&B$h4%{XBfp4+n*HZJ_mm?F&2%&oE`hgU+PtI@=`W%c9(2ktN|Iqe`5Hz8@l)S20uTEhTeIbKLFj%;OXk;vd$@?2>?io BYA*l) literal 0 HcmV?d00001 diff --git a/img1157.png b/img1157.png new file mode 100644 index 0000000000000000000000000000000000000000..3dc1e61f75bceee91fe7cb27e5ac1179f2246c17 GIT binary patch literal 6639 zcmY*;1ys~Q-}Qf~rCXY%B&9)ei6xdUl~iGomJlSQS-K^qk(3gU5|CU(I;3mq?vhl5 z55MR6-t)cZ+&MF6=FFU#x%0bs=1ionwh9qG9XMQ9nNAU!4@jQ7P=I!}WCkV{sdn}hgD$LH3WJ#{jZoHZ$s>$)_kp)^^PRW@~;Sa;5 zpMY~aAAtFro9&$W1Kse5c)^@WAufFn)kY{b20}4RJFngQc+{$f&OxV;43wvUQp~Qw zB+t*|qgzVpw@-(cF0&3!?MifjUWw=?bE^vEn~aiZ|6JqS!awJn%zf>*a=0+HdHSz^ zu>8mdKOvidOoZNYF}+Cu{(MP1i62iSTThfAzL0Y@=dMpc$i`TO$uG2I!P|w8ABsVA z)M`xun8RetU$kVJyj3@Ln#odM(GPth&wh9Xmy>5v+difzP&@7PX$&}Ss>*HmZ|Tnc zPN|vNY?ctif_^C7u+8hM20h5W(=Z7bR-EIi-*HM%ZnD`4on}(+FQv5AeiAfS_f+qNe+-L4X|U} zI9XslP7EqvpTWHL=fmym;Negkg^_dt;rU=}OV_AKM&I98`dR(!Td4tD+U=|3=f$K+ zIg%WftPzCjLU9(i`47CwBcR&b)Ls%vsAX{~3JfCzWW87st!K6bqB(~Z4v zKh=})mmd6MlT*PIHd|s?Qjdj-_$Fipi;ea9AjE~!x@ts=Ws?XfpIzYPcdu#QM5MDU zdE_3|9}wei>(Wz>UA-d=y!dK+6|2=iJDGx*S*$jiVhvSGh~?`ugmc8zvgS8Byw4Co z?lMc13X*jnGl)d9iEGJaY$!1+>eGtlpGNeu!6GI5*REcwY?@HY++vU1G6N3wKkMYY z7c5b#nX^w9sOnY%KxfYOL`ZezOidaSpbn3wDE|~cIaM|FC8gG-mao4XNWQVPtFQA4 z#~kDa_d}?BHYC+!d@f9-O%Wjvv3{`qGnb?aM}0rT4RO`x#gO@CvPd4H>?I&<@;q7R zeJ`8)nRD-Q_ynBb2XgYf|F-~ZoZwlG{N&ePEXgGVLgXNCCI3A5CMYIOXOs#RCdDWP z(V#SHe})11iPMXN^pc0n&UpJ`a+gdr~F~*Rp!sY)Iazf{6vBmPj zo>G~Fc4(0EZ+P@CU!SbD&tJBp=L1yZ!>6YlF+#d9=-22clv7tU2%>`D>jWNTjy}d5 zS#rX)e&G4Za4gk8zP57u1^=8WM6e3kzO6zfUF)8#BG2p2Lm)b>q?G#r){`POp>^!E z2hgF&o3!kgJ+9I1GOxn>vLI^B#Eow=b(aci?jA>G&+7TGh$w<_!d6Na$g6APe`Wvu zd?0!Y*33Jf>GEM{&#tf7m2cP+5zPI2%<6FB523;l4Gn$ERHf+xS;>gH?6wWOos7cn{di-VHQ|JcF(zj2jiesJre_@cgM?|13b}1( z^O1=a($DPRm`_hNgb}ya+BaClM3XKH?M!Z=+}<~wjL;y;zP3AV))Ch4SIU$KF5^F? z7_uXYA!b}@w?A}M@~eM~^%XFqxMY6*ebigm z3%{B!1c0^&f*gHb2oJ)ebs?!Co=Rx$UwJ6wdqwA+)A|Q*>m9BU?YiN|y;(&k=;h>QDm!~^D*GH{)Ret#FggH_&(-(V{ zr)VJE_Hikjii0V$E{a8RT?ukUIS55ITv#p==#$O1T-2ar_1qE6DA`kf9)N$Zbw6Qa z4{r?yz`&AAn002WRxr!LyEGzs@;|-bk%==ZR35%C4|SCQD?}9w6zT(=uUUJaHe58p zCD&cR1$}nYp?I>aw=A*E8{v@p8ohRTZByF>FB&S*gGL0-w1mLA{l)raWzh#Zq9w$^ ztGwCN^kf(2X(bf{Oq4!+V~r6b1zpEdUp+X(DAqeWJ6=xlDs35B53$y?&~Ql6)eFJf z9xCbG%&<=icrCy6To?L$l6ck&jslZ(1&8ZqWl0hwc#U35#BckLL*cZ&89CV>OUo|3 z?!!5%e{IGX>rjGop|}xBC_J*`zk^e<7PDcz?TCOCIF7r$X&ONfXIaLqH;Wa|^QTyk;1d=j!nGg^kcoWV)&jIZH_pL^o&O0YkVRy|63i+XQx;)%6*dZyC( zl&LCDGN8q2=o-viuNgakZY~vjU4`fCuZ5_?E%ECp>OSeF07ZN|^s;t;qt{=7g7Q(% zQZ3rbcyDY;VJ5ZJaFCEmw|)aTGo?F-VgjNjf`f1ZM;~Z9Y*1bK%yS3ih+FR97bi4M zVN0UVu3XKdh^tY0X&bfYVsRWX)Wim1FENaL$X zFMa{>gGw!URnSeEUZKO8;xeeVkUqQPkB8ME zo;0W(8Hk+wtV$$M4|h5}QlAPS)!ZJ8m(XGtBDq)~y$K2HS;5Nu0Tr7HsP5#aS}adW z>#?Ze7uxYIbSVN&mr10Dul@_eJkMj*UyKh{%gD8;wD)_oCpHs4*aPHyF0bZ=HAcEi zyJ`QCsrvj*bmLsP`l;7mRncAoR}`dQ)|2wnJjYGj162wgTjL{kN3gu!V)XwVlOD9fdApj4lhjFQIaj&Q(oze-B-4QFH2N^kH z)y8jjvh3cw^Z>bi^+l*FW}Lk3pznspZ8%7hWP~9N1W}(QQnF9+OzDgnXYNZKV;jn& zSBK=8PpD}p71o89&9v#I2)Cf`4;m~wlG3o)-YbRu=iMZBl7Sf4U4$c87k+F30WhGD zmy`F{lsIJOM9o<7Dc0tY^m75$!stgq@b*?B37;0i>If!jQoLL;my?^do(OIXo4avU!-K9}JPr-YK3hdYfZx8z{ceM1Fbaa_EwC zEq}6{@ajfojuOw)l8J|)0-UM%ga283mTL}jD#WLXoZ zfFZZ3)StMv@o+;dIw)xtnw8cFl}q8v_bQig%`Fh|I%%YmNP={DG_|@mYZ%!ad>k7v z_%esJoShJbkm1os?T8p3Nn0`T@@5VOzvC)l`g*?P zEag~(x`KPyPjKCG5($pjcM`z&Li?Zlj(vDv8%xpl-w$2|To-zj5WOYWuvuF@W7k(} zgiGcjknTi2B26$kTpo#JSY?w(%D-prdaNhye(^!a3-%S_} z@NLJGFPJozCQ!3(i#4B8J%}sZDVrzo=(7lGHiMZGK)a2Zol@?; z^D{F42Lv0Yrw|t;-`4^A55gF}#Rd*S`lTeeB>xu*vjg^tPY0~Z&4^X+@KSp$o92(> zLcrJ9L$W@-@rvYcXL)%s`aitYee3)m^yqH_8O^qyRz+EBZ#iIoY`k?6b;hPfXw}#WY{0Mbs&A?vaN;I$?J*QNX-; z<3Q2fU(C9S(?%?_2<0m`_!IuY$4L0VUpse3((n^I+`+waX|m^(EQiO>RVaIJ$QqJA;`fj#afd5R4eye1;ss;TJA-!Zuh!@GO}qY%>!;gJAgpy2!lE>9%* zs(d~Gr=%n~xXf1a|K9_w{*w<9X@_H@!mp`GGnhzc41U`riZ&N~op;8|y9R+^-Ukn~ z32YB0qwCQrN%`*%lusA+vmbZYqN$sqFI#5;%$AuO(u_A|ya3nbV(Ua(^8=h0G#8F0 z$O~Whh>8HE_4UCT>@3wq<(|snfd&zqS6eJJoK>A>!=sgWo1ZQYH}jp%XMSLa?qNU5 zCBYOtYj`Y5w1*9_vO){;KqX?Yzjj&$R9rVg{}7x-0=o>A0XSstAd5>v)_iL(Pu14; z=LyVog@dAetdGux0tUTA}$ z4LNO8LWCLnHO{qF&{uT&;pTi=X#R_jfnFU=@%;5LbfaXJ$9LzFQZxLWBEW$oZzXTN zcRaB5oT5Y)I8~9Rp8jA^BmmHDmscI+uKd}k?5C-PfRIGtVT0CEr9Q9v6q!cCnHJbh zh<+`MIr&r`(IQEsDBg|gf%G9r3?gDX z-0hfJj=g?G>_pH!Fr^sAp!s|E-{S&t^$IhV3VF)_l(mlCA~p+4H5NG7zB2eBM;b8@ zgAPc#ie8QU6Put#`l4tPyWKETM|)4~a#KjP+*KNK<&PitiU+tbWo^eUU?PzPD?IZr zOvSbADbX<_s%rDAP3b#c>-iJxmSi75EKb{@`qtMAgnUi%Cs+V6<+Ce3(Ai&Fz6$GN zWFR;0`Ld%T5mX-grB*!n1#d-Tj=J#>0B08ghMF*N*KXyMG3*qf^v&XeHM>RGs!eYM7s7iW1CN zuz&2MaB)m{GBAMM^u$#6oAIG+MIw|1Ij@ zy5Y>BXL_Wbbw6h7#4JUkM7lC9s_Ff~@1qMjJ3NCe)%Ya7M5YdDp3 zGsY$^$-e}?>SBaRJPw;VK0s~mk85)Xm|A!;hjye<6?O@-fk>;mEiOS`r6t0 zyQm%`fL5W`K5rJ;GPthSJNdMz81_g;mK@#`bh;Ji>NkL;{uHB<*LM8nxaD@aoQBb0 zxuV09+3?&2t5(BV?Zek!Okb01IWi<~iFwROf~UDaC_4M)O%dC$2yEa3Pr2f2lD-Ny z#`-=M>?e@ zp`rg3?|We&l)TvU9WbkhzEhn;PKsBpKNSgM3>iIAZ=^k`sJ)d(V5Y&trGCp6~?S8%$P@RP~`AZ^Y z57pd9d#_BL$|$saA9I|O5vx0D(jgK(Zg|1On|Tp`&O4Wj-7+y#yQ$&tDrXhIiGw5W z-oGor_-$T99x6#3d}tDz+O=>XdDmHkXWKJ&1wWCPN9IUOT6mIk%fK{nPiB+x&j6 z(fE8S`~?B|@E~e1&*5_J`adu$60@}|^!(XT%3x(ld9>E_<`3+ ztXE{74}GjTaU`C^{#pak7*|6a*^-0$#O+3tqVX)_rFBgnkI8@KO!py+H_}f=q49GDE@Ck9Cx zFEXgn5J)L=Fr8Y%V3cStuzQm(L*Y+Ji5WZ+JPUjjk`i(+w;0Tnl#nxFVVIf2>BGY# zY!~y?eMZwCS&iHeg7( XOw+rU7*VwZ=pzPCS3j3^P6t4v=FI;1lAydGqEKD^|>zGiSnt z2`w!x6%`dZIXMXl2_YdN9v&VxHZ}$Z1}Z8l5)u+TJUl>6uOd&+15%77L4Lsu4$p3+ z0XZ8yT^vIy<|HQ^VEL24l4@wM;qLK8Y>K>0QqmGL3N@P=`2&6(XyxBl^Gjh`@}YJn z$24{}wm$iS$RY-h_jNw*jgg(4YjS5Pi0NNwidvq$hMU*^gw``do$jsaUO14EdZHv75j8R|f{GkCiCxvXRHR400001 zbW%=J06^y0W&i*IElET{RCt{2QoTyVKp32uC2a04yVr?NVk6=sSPC{)+U60i5KGA$ zC>++Nu}@_k-(U;z>`ZZma0l!6eM!!X5R70YPRL}w+1dX9H7vbli5?_O)2^3Mr&uAY zGVWeQ?49)u@C7-rOJhEzrA!>Y!psh5Fz^*_F`@@M1Bdz+N5T^&3yfN!o7TwkL`1b1 z)vobaXrExg;B6oGCSA~sy?@2uhfedY>QX&ooF3r%o-0KD}zPqFRUW&|T6w@XSHUifSFYSJ#Q|V-FWN;cQ%p+Bm$m!KW~O865qG Z-~;Z6PkzAK^=$wE002ovPDHLkV1m@Rx|sj~ literal 0 HcmV?d00001 diff --git a/img1160.png b/img1160.png new file mode 100644 index 0000000000000000000000000000000000000000..a8378f9a206cb5f5c88071b1e9a10d0b80e9f308 GIT binary patch literal 431 zcmV;g0Z{&lP)RHR400001 zbW%=J06^y0W&i*IElET{RCt`-k+Dw0Fc60S#!Xs56KCw0m5E9)GQhyj12Cj-&?i7y zS}`D0v9U2BMl&!6-XIHerK$r9(lH>~shq9ENu#I|0|VR;|Neac`OX2hhQxvSZlGO& zpy18k&VXRNy+ZDR_GlGZMFXuw_4LODC*<}QLeyk`_IEIi$py#903J(#4i8O+fY^l7C zpVi6V4XTLN)%r%s#-l=bFZ{DdwVeL@7}Q%_e;q9~xn<<=%anvY3Ukol9_QF+(*7`R z2}|@Y>`Xx-!xJtAlLfO8=ad8xvx^9{6So!8go&H3hPqBkcns&Eq4|cn*7=&+9IBK5 Z7vEi`W38d=paTE^002ovPDHLkV1oSVy)OU& literal 0 HcmV?d00001 diff --git a/img1161.png b/img1161.png new file mode 100644 index 0000000000000000000000000000000000000000..c816148e50aa0693b8c20d0d44a641936f84a89a GIT binary patch literal 364 zcmeAS@N?(olHy`uVBq!ia0vp^PC%@{!py+HsO;D*1LPP4_=LD_-n@CmiWPI_%$YD@ zLQ6|aMMXtUPEJBXLP$u6hlhuajg5hUfr^TXgoFeS4-Zh&tH{&yfD~g%kY6x^!?PP{ zATduD$B>FS$q5Y&{5*dWghcl^Ja!f-U^XF58hVv4*4+%XN& zr@k{Tv1WLo6>V3$;r`B5-c%}>t9;n5%e+#JvDrwk?;#VisMw>GNn z;};N}Bizu!G@tr2uqxQ3tz)^y>?6Nn#e-s?H`xtyC3i4eNbwki8o2zQ zuf~w1m;52^!N0}{&wu={XRcB@@Ge5)M}O$SI;GFo1sEBWtX=cNI*v*Mea+zM>gTe~ HDWM4fhT4Ec literal 0 HcmV?d00001 diff --git a/img1162.png b/img1162.png new file mode 100644 index 0000000000000000000000000000000000000000..46d315719ff21bdf3e81c2ce706d272be4b0fe04 GIT binary patch literal 396 zcmV;70dxL|P)RHR400001 zbW%=J06^y0W&i*I3Q0skRCt_YV1R%RNF)NhK;uIca04+jkoBJ-0bL$D;D<5(GdM6X zb@Ts4i11_AffH~GT!1^0#SNr80O%@PK7EJ~D@f!a2g8Q~L1qV#06Ql?lFP}nlVtD# zmFdd10M2hX03?_U7!2Sd4`5DWZPSDbEdYx!1LYb57|#Fyz`zC)WlLaUV3_dXDp-ku z0IeK9@Id1HPi>5($iToj|2Z^hbAX<2$D)FVf#m{Nm~#SRHR400001 zbW%=J06^y0W&i*H+DSw~RCt_YU;qNX1_l)Hfq@^4L4X%R@G}@NKt-?sek3Ut1_q4{ zxD;XoAGifB!0cuC5CEiY`Sc;2ha3zH1%k{DU=EV=r~^Re><6=4*%p8}U{5d^Fc`o& zAmVGACXB<(@Zmv20GPv;z{K!j!iTH;$fjZE3@8A)MB@BUZG>z1p#k`TAxD6Lp&g3^ z=L8_B0OX(ZcwctN7&w+t~9b|$n19t#Ng8{;h=>O9MKoZLs uycxKEAXyH#6V>tyFg{cT_kV=gU;_Y6fRHR400001 zbW%=J06^y0W&i*H`bk7VRCt_YV88+Rp%~8LW?*2u{~~~40xlg0r3?(L5Q>MNff*r4 z7<_~iw}^)3-q8u!v+S1hyajsUIunX0h2O@1KU9=dBN)WAewnEfGGnix|nJJ*~<+3 z8;}H0WaME25^q}>KJYy0`)>0CBGbY40um=17#=ZvFj&SA!=MkAVEkqP(ZesmK7ru_ z^96>j3?1M^!O@`01eRgGU#GzEfh&P!1JG)Ycc1{Xy9AbDWLkmbf(&#g{YUe~{tpa; a82|unVL(m(3#2>%0000RHR400001 zbW%=J06^y0W&i*ImPtfGRCt{2R544#KoovSnwU0iE`LDm9}qgYsvQ&xI@Has8Rh%4yIJosh5QSoVce$jOkh*kn=m#(F-S@qB_maB{Kmrr~ zLLJSh1kW;|sp$ zJq}110zn@!*xeS)Y2MNyG`uL=YUzSeX3zbE{|`iZhp7x7?axci2dUjw1cM`HO06d~ z7wlMD4aoK$-@i4V!7v>0^ClREJM9tI#<6)U>*`<#hJjPb9z)TOzjg= zeZp9y`PvNm*bGmrL?!xE`N#s=d3e=Js3>qfD5ldEAX8`E0od(q-E*CXgU0aSfePlt zdP~<`1OF8yIa1Shx|eED<4r@w&>aK7Loz=OT=l`YF*}}I$=&7o2<<+ a9ex3pqih0}R*Sa)0000001on0{{R4O@RHR400001 zbW%=J06^y0W&i*Mrb$FWRCt{2Sxtx>MHK#eW@o16uWQV~B&e~$W7G_Skcc63@uHv$ z=43qdB_0HIE`ow+yBlOf$nHeqO>hq$^px?S#7im>K`s(%TSFc{r03&cNY80DM%LaJUlP$*r9p4zGAyGkV99j}3 z6i-$f)ZpNPJ~ZgKz{*}5DL`O}dRn5-U>*-p*yQEcW5O^9l8VVN{eG;l|o8>1^_hsh>LQ4ykdU4_LH}v`FOR&D?+Z0s zGEv3Rk>m(HW*>mJYwqBEy+L~@*)dz5dX7BQPIUJR_j?*vb2MjN2t6?+AEZEoqNbs{ zX!VDF_wzjB(j`yR#gG*eY7%o9LO$&WvAj6#0Qbk5R*OHCq4Z<9n%$6ev23awH&6Ht zeO#nKYYU3Sb3Z}2&Eq!w%b{jzt-`a#qUYPTLz-JPU8L#RTfd_8{5xci=ZAXT?i45r z&omt;<4}%*uP6*U{aJYm`RQ3;Mv{U+*)}P(1WWYVqX$mi>P-DoK_3FY3G9Ca+2vsP zl1bm{{A0js-3HPBF!IjEYr5#f-Zrk5PeV+tgfm4;nB#>R-70$V8rv2olpdIUEv*R= zZ$DAq;c?4SV`_>%hGzZ-#|Iu245D01qy>&2fm6Snp(SX`F*#S#LG)2}dYm#DEnI<@ z$SJa%igFo8W)ayEEhk=8W3qLb>!QRrMAPA{?5I9wq#CVB3e^nl@61tSUXgSVT_9fC zu_NSRLANvDlpQJCiUkh^%Hs1#hkGMuE0lj~ocY)-$GoZN(8;t%v(+*4tiCuM+uliE zagy;m_jWcEV&}QNum^^7r%gw2J-Ti9L?6qBE=Rnv%M=bT)xE38s&G<>IxiRLmXvds zf}3iunh<+@bElG!`;prkJu(w}qm;O^$x~i&0rRk_$HugiOU*!t!edol^n=z&&Bf`V6hfNuiV$8!STioaUa1W)vTjGwI5V1Z%gEPm zgXsVG*WuZ_ZNNDAeBc$X*4s(>nUCKrg9M2#ci!!Wkb2)t6{(n{_D8;|kL+4^4q){r zCCE}u=Z5_pFheo4Z1uW?$43Rt_X_)0I*kLa9eqnv?g& zYqC-a!Rkg?Dc{z)mAIGay|>HC!6Yemz*I-{O-8Skz47{JUn7fGU|88OMnwjsy?#~> zCYiG;^^TRNtqb6poflG9!?G}nS6jv(Ri4=H_O?hlY57=$G&ew--E2Fcrlirx`0NJ>i zI>O;q&ls{ZVORGV--t4qt$BqYX!6%rV106RbMV@UwfEKvH*!Jx*s9pNc4Xbc8){{n ziVCiOB`G2$c!gr^W7NS57i-lfc1&z#8P-NvX_KHJE1mGoIeVJDMU4V-e)4Pa^;nrc z_xI#KmasoOu+^QH{H2SSKeOf1U%*j(19mAmcC*TUdw<=+_Tt30-2qtN-DAHu4ZyCu aJN-XUC(WJdu3dfr0000zGiSnt z2`w!x6%`dZIXMXl2_YdN9v&VxHZ}$Z1}Z8l5)u+TJUl>6uOd&+15%77L4Lsu4$p3+ z0XgeDT^vIy<|HQ^;I}Yr{UK?`aFT(IEw7E4hv&_Yui?f977ZC;Y;5xw1e*IB8M7vrggY!4Hk>FGMyJ?>NYl*T%17_a|YuoeN8Y1Q(AyUk=G`P)RHR400001 zbW%=J06^y0W&i*Iw@E}nRCt{2RKH8ZKoovSn>KCIT>gR5j4nb4SG9vfL5H|GIEdY) zAUIzKp)Q)gKsq^Ra%~n@8=M?NCl~QR5J52BT`rej4h{|#{GgYY?|WbG<>g%f1nPX9 zi#r5m5YWVxVw~|Eo{JI_VZoYj(wG>4N#$RDf{-l+{W;l&Db)fJhoHFt3ca&(>aT&c zbrIENADTV{Y%5~ELM>d<=uT?1mYslU-aa%Hd*cj-cB(~S8e@`G*=I|lS;dE28KiIC zAUTGUqpr{bSvE#6-~rKu=1YyBWME)BLI=klh&Clz$aL9N1shp9&C|}AZxPeQMW)9K za6HsP9XCo^n53inq*Q0RpPrjp9^p*8{brv3k%6{pFTQXJO`2og$HIUr*FFN{9Ry9l zvgwH|*m_X4nFC5GBxidZu&n#x%jp91lxgFsY-`0Il+y7DPHmtZ&H&ZgM_QnAN_p#7 zcbhV*HD5Z zYR`@=5+FC64J?VA&Fnfdhtr|RDt!)&SV|H}&V2Pg9Df&IF`j!g(2bgO00000NkvXX Hu0mjfJ*@PE literal 0 HcmV?d00001 diff --git a/img1169.png b/img1169.png new file mode 100644 index 0000000000000000000000000000000000000000..9bc6e636f0da024215555449a797eba9d7aebcf4 GIT binary patch literal 660 zcmV;F0&D$=P)RHR400001 zbW%=J06^y0W&i*J5=lfsRCt{2RKIW2Kp1`gk>JF}X9lLKsz;Wp`2+Zo0f~jd3sMJ$ zs9l&)rH(8{0x44!_yZslvn7NWR+oeJbeafBh z?!9~W-S^o6{z9lALcN#MAfeDACPnIq9Fd-rx=Xdyz zaR;U=QoW^&@Ivz~&ISV8tHm&dl!)*^pwH8l07v;B65N<#bBhylGnKN77K9hEzzMX2 z8;;Ns7o(}??noKIhp->kjwldQqa!dqp*H_D%BqO!F`1{waUtkaYr_G&+D+}Sa8Tv% zFz0e-b~EHTQ~N!6&EKGXD#66UzReCn<&j9!p=FQj5wp=|L;`;tYP!=3Sn-{Tk;6O;aAuv2dU0000YCwoH@^P&di)M^UQph@R!=E6n7Z!002Ot_Ci??0Pw_b?GEUcz=IU} zlHGcIgq}7Om<&hfzW@O6iJG#4z9)Lu^a*0?=lxl0-{`ZYNYA|`W2BHOEnY-Kju#QF zV@(c>PWN7z@o0n!3UDJIht6Yo3It@&cof;>60C%|*bfHGw$1tkQ+IYGUDuEMxR(Q3KHA*Mi$5Ulk0(<_b#qwz z66QB2TWh>eHl$oo^u*L~Du`$qqqKxzpUb1Gm!Q`&TMx4{oKoO*3Jvqrr&B>dV=BEZ zrH;ZP-^hOHk6Us5OLI+=eHbtCz4-I^y{ogPE0Ku#b;VJv*#k12i=B zC3l-B$Gu7N-pCnqg8ln6kh1)j%%R16@v*SZP{H-=6cc(qZS7h$TczWVbHz?bNO*My z`d)WULe(;15tXieTm^hrOvsWcLc1}&!&#%$T#Yv4EN24(Pdi>xS3&E)?$G0~G>1D1 zcumEN+oy0VMlgSDEOF@#=lJoIZ?J1GXSY`e>k;?3flE9lI4AH<)oOtEz2MNOhxaKP zvDQ84%FHV=$}&kLukAU%`^;NSA%kyPhJ*DWQte$ulEM zUXU!_mI(J#!Edi@XU-ppcdxFevrNna3+_yTObbj}{7^gl6540g9KhLM4LiK*L*+A) zsB2mj=Y7l|Ojq={;?$`*{W~H4wvq%mkwsKUYGiM@tT(BD!U3m0LJMkQ`jd ziJoiYc7C&&gfnj$DaAITj$``eoG|cx?5Zvo^pLGMG8x$OIjTB7wOvi)&33Nc(fj6f zrPOoHD|MGSlii5{#UL4OJNt;H9yb_u$1(nalp(q~#HmsW`>ox(t=F|mskCk}cLa%P zQA)g4&lT`$ zFFGc8w?U8@eGmg8k063Lv)w^uT|zrRpq*7a#q+~JM@L8hc31a8t(XOP_`L@qqj;*B z&h8tCpwGr_;?cvjg7wg&d%%@QiB zH0XHgZVz#wui z1~*I|*$@yz zSe~%A%FF~drF>=ByQ=0W7)x2g12cLjGWC~^#__vTnos225G`|Q_K`p8^m&?tTAJv# zjuAV8)l(jSg2#|P@~l~6r!+rz*BzBI=l3SW0D-2BlumjsuKlS>%0Nk)Iglxb_E)3} z^GVZ;aDa-Z>Sy!gm^ec=u z4gH8RW@ai*fc40V!#~U<63^es=t>=Dw&oofyOR2Rr8Mu1qg{l%vj1qMT!IyEKjsjN z&ZpsaFf5>4*$zv%AP3Bwng;+Ck{@zM&aU6(V;$+>+WcEoHB-jduwFUws`24Lair*n zlPMyKC~j;&Jy@U&H5T@hNMQX`M8m7Bo&etow}$viN-thCIyuVJT1S@m=zd6N2jVVf zrHs&InP`Lsf1GpSr=hO;I5~N8%HOWd)eqM3K0=n*`W8Zh4Va%>$jr8-Q=kU@TXJ*D z@`WLK17A)bQA<*K{Dm%7b307Z(qXLsFv-XR)K^bmcfLWCAB8`ThE^Z_OSl$kI;gss zoP4o?pLKGI9Ljk8);?+|>zTYMP(t^&RIeLgZ&3ZPVG$8B)E@X;V0?p;Ng2n>Cwyr~ zKwJZ=+e@hUdq6wVf;3l_4uAGpV6ITD6Wbro2Qg4-j5GLJC|~l6wmHmL=oQn0&koN~ zYk9;2S`=yNjFd6PLiWUq9gbon)H)CQ%i`w03ne0=nh=*yHl;NJ2=?0jdK^Hm9vM{G z=!=q1l}04ll@+ZwO6pf(3!IO39{1S5gwKbyDpNUpj1`_)dBoj-`xM<@&IeLg#6XC4 zYKb6UN_DEUIUj!#(~k&c?o$-13lEaFPJXd9;VhnXIaAFihTg?rBu)zW6h$5JTMEPx zQ|Sc0^ke3lI7vu!+r_-os~_fj%EsXCYqOYQFBGx4SU2zPCLD1d8{@zpViLyUB<5}u z!0_tjslJ%<@(aAWPh<&fl+EZpa#5boxeno{>K9^x5qFeOwZ`|qcJ&G9z{m%&PdJfn z*MDOtEw<*rZnXrwLw?v{-5;?3`0{0+C6xd0!6?T#S^IDz8UE0Ws;;z2+>yR3H1Iz? zdnzspx*)qw(EqJmDN5hwCG*EQAU^Ah>fqWWCGScFfI{>A=C%{XYnmCUJ+LNnl$>RD zG_iFu^?5#)Wqf%Qr}%ez;Nnf%Dc8Cj+wWBJotSyq*+OO5B}RK>$rmE{a4EPHkgprY zNeB*c{yh;Zr%{+_m}`v7eNwZq@zj4j9Jl3@3)D5Sxwq%L7JD=wKbCKP8(8YW8BQWx z#0i`c&et$tC0#hn)6oyRLP@jguH8G&N675OC5y%MoMW+O58}GRRO388(n;!wii_Gg z*#DXt$!hqf;0jeL-JSb#X?-Z2!e-$ijg?OPuv^H4iTVSpzSW4vwB|IZv4mVWMl%=4A@)C;TE z8vHZ21(aRQY~rxATCyEv=*J(*8$1N z3$jRK$B-koz(=p#oghK;!IsB#Q7%ZzWt;`d-t7q5U)Z$Zj@mL8O+_v*EjLdo@17o0 zw0pF6F9a!U$XFbkJ*J^Y-sqdjZ^$tGIL8j29+02;6f}V+QqeU?d=Oot7|M98p4=Qp zoaadAx?IETJBBF zRmLnicpQo>&~=_;)bt6FfA$cUJ+7C~fpnwT{g={xX_J<(K@ApHhLh~vT4m<=fQ;&@E@Sk*?`Pb>Dnf%T*9if{J{DEfKU#y!yqRoy zI#tw5*wqPR5VTElc82X?Gcqq+>37_bht-;{zFg&7pr6%`{yD>QeT@g? zmM&FNXZI{SK39pm^nV^QrbSVSq4kWMG;^vxNpeJ*lD0Ey_z@;IN+ zb37+%Uo$U)n3Z_u?u{&r{bQ;a$*IA-^uZ=+D0~arjiXha{BB*XQTL_0cZa2NEh)H? z!#lD?Lzg@{BW7k3?iMLt7bw#64*{2(b?|k`!?k-9sUHW)!?%dsuV4?Yt)(?E6C1VT zGyTMKs_Mzj6LWWLv=w*8r~8tj0@wiFbZ;8-Bfr)kMUR(bH#vhRjN5*y`ODZM0xm{8 z=zS|b4K!vw+wYS;nR@z9vD@1lncHXuLi%+w+oa)6=dGyqd(nH*DoQVoIvI>0VEq>?_tcVJtzWI;ogqTq>&c#Ua$* zNp~_uPeo(Gcti$nO=jtE_`t!#HEe9aPgT|DV?Yn_1kWG!gULka8O+8Cnc!(7f0{pi z7m8jzXnE|pZKmrchd{HJY4yM79xEgFMdE$-up^`O;(SD?rByY5{(p<%zm)NBVDE=& z%4Br8g682STr4h5gnAZRX?p*}7RMyMU`l26bg5qdWh1@mER74mo)eGXN#9EV3>IK1yI@O|^EC zqv4dRBtKJ$F2OhLZ8F(x$3McS^srUqP(-1}NwE9-^3%7Y9T#p4x;Vv#-3^+*xfAB$ zA1>`?7QD_Dyjj|);BW9;rFX&NW1T|=k5Xw6w2q9kkL%#vzXC|5r{Bcn&o(~Ek1jcf z^Y{K-Frb^JLxF#}wirh`g&pPVP2iZ*MfT_R%$K?gn8>cxnYuUUD?@L0uNx|GmNg!F zkJ{+=@XwB9xj_SO+5Z8Y&=~6$@CJSNJYdxf-gw=uRA~l66l1KTmX94Lm+Su;`;nod zd*=>KKnTr~q;M`7Mxshz zeM(uMCm|>V~OzZzs916CEH^wPm!TAhKt-{}4d! MxwdktqItl-08YMx00000 literal 0 HcmV?d00001 diff --git a/img1170.png b/img1170.png new file mode 100644 index 0000000000000000000000000000000000000000..278f1de9130710aa0304743ab26174768aec4312 GIT binary patch literal 482 zcmV<80UiE{P)RHR400001 zbW%=J06^y0W&i*IU`a$lRCt{2RJ~5aFcALo)6_uIWbBxomnbV@=p%$TsKky^BqYQ_ zc>*%BAO*n#WMC%?b0o$}hzJ%WDw(rm^3y_w?{loP9bie=jLZwbSS!s+ z9qFCS(Vb=2R$v&bXyZEyPlPqf#B{}Pw85h>%y$w>*U!+AL7ZgTHC#BH7wiln<$xVO z#zg6g8p$TK%o|KVTjLgg4SGv0ren<`YKXuo;H%n54Ty#){QPNW;%lUnwH3su=s8TuC#U{ZqMT7T<7)pi|G2&4eHsw>cou6XthS3 zC?D2T_2({5u6)LWr(?VV7dJCt_XpL1;(P5U2Ctzq0>y*lcBdlKiD=TJ(dUHu zm#R%D9*p$R!!5QR(m?K@#2J4tCyet5=TJOo`X#WPm&_sBV2u_MN79a)%qrS{w*OcO YAMEK>%?gCGDF6Tf07*qoM6N<$f;0cv<^TWy literal 0 HcmV?d00001 diff --git a/img1171.png b/img1171.png new file mode 100644 index 0000000000000000000000000000000000000000..7bb395f78c09f3c8afd5ee77ec23cb7025065db8 GIT binary patch literal 268 zcmeAS@N?(olHy`uVBq!ia0vp^nm{be!py+HxM@+w3m``~z$e6Y^XAPfR;-vaXU>EP z6IxnYDk>@x5)wi}LOeV?Y;0@{3=C9MR3s!MczAe#I`*7@kqM+2OM?7@862M7NCR?u zJzX3_D&{07Ffh5Xg(w7kU}!zhE|km|Y;k~JGOEy znbE`^;*`n9yrFasyTpx!Zrlb2CQcE1gd3b(J!WyONU=QGkjgx(L1IP?gW7Mg`z)8G ze0ewm-P&{&v^EJWV_r0^lySx<9T%~uR#kkjj5i3rd4ErLLEGX?76$vv5>cBfj_?B= O#^CAd=d#Wzp$Py+FjX)B literal 0 HcmV?d00001 diff --git a/img1172.png b/img1172.png new file mode 100644 index 0000000000000000000000000000000000000000..6633942be7bb342c5c2fb25f854bcb498b451e07 GIT binary patch literal 6011 zcmV->7li1EP)300001V^RO=00002bW%=J0NIJ0 zr$_(*7c@ykK~#90?VT-n;>_2^e|@ex;)^f7_^tnAj#@-ftSG80irR`+wW2607PS?P zqJpY1tau&u)Kd>W_*W!+1QPO{Pn)#EA)XCh!&PXjxL>|k@ekzw^w3=89VdK!E$ z$6FjW*``&uveO6c(R2IOKE?O!fev8DF10qeeX87i4TGk z-Zd;hxtrj>zboDL1Zu;bzBoCD-~b_X2|L5TBpiYZ{?8+Mmxjcq~>WocxK$B1I+lv;@1EPsTw!K1C~G z#o!@U32N=yXE8a1!HyDS!NZ-hiS0nktE8Rp7r`Y2ROmjmIJ@p*OE^!yM}DEGU#aTu z-kte)^_BmRT>l)mC*?nO&kgnRZ?(q3lVk{Qzx<>;@@|(Z%w^fLC$Jy2nOX@Aq|p=q zKA9ajC>;`(VD_Xp7o?3K{EZk4Z7bR6CoLf=j)D1LU_blwLG`x$Ct?YQW)E>g^M#j_ zN>IzUo`rwhV#?%Z@HZg&L1yOM^NwIoG%`vKB!E1 zzI?0RTKL~yVq-{Llk1}m8&xT$$eYlXoxSf4gBIH_H>wHWq3hX(EU_;d=mJtHAoi^Hlae2m`(K}2@-WcwCy`D2KoOn`^Ss0DZp4Mx&6u^k+Fq(x$&{Xq&H zUxy^31PuR%U=UA@LlRLJ;D?oQ`I%V`cJSu$DSQF%4PG`sMJixmZGUnjSc8wV?N5;k z2*BPOQsM$6u*WhN5fjd}3Fx{Fa|=5|7HvrR6tKI^-Bk;rI!br-v~Kq;;AFYWfpuDy(faunu+PMgU!orPR3Axyq28)V^Ooq4MPgx>-n|I zl;ik@NPYfZNYNuD9oBRNh+NEni7vm+;Nv}E0k_{;tvCg2)}W2k))V1`UDt7D6wg zJ^TlcPp5tQz~fU(aUPLD@rI=RL8=9$=uqM?=tz%tEU)G;h}@pI3lKHCwB3OHpP=OV zx-aVUdb{BH1x9T;qQXQ;Wdi(oapt|gURw2LR0d9nW4Xgg1y=11MwRVfT)dVXza=JJ z5XH;6MeE^gcHNg|yBm=~@?p=UNIvM96izLe1FH9;+LPLldQ*(@1V}KyFajJ6nu>dv z-Eaj1=yy?S*C3sMm|{=66ObN4tjQ2d2By%4>k~SlP>seb4Sx^uCYT+X@J2&X7pYyf zXkEo)pe=DP8N`3}NQ*)4NXQ@s#r98w*fV=$BY5R7>}dVthXqUQUo9+;;2RGG^I??|}wI6VMFsS$mjk?6}P!@6dG*YoRxEKIEmv7K5vy zGklQ~f$du80GR$OF;hpvccv7iS|4lk`ab*02pVh49-dvI3CoOjE5+ME@g6A=gXQv= zjl@XRm_aRguM?qod!=Q^08prMn6&H|pxEw5_Db7<;_V>BvO{kQ z8~;{5X~EDwF{w}Vn&6v@PYiX1um#7n#4xkr!j_ei9mE~_C;rpuy1e}-=3|it1C`+V z=`bKsj2X)gQjKZ#7|Q`MNZ=2$vV-uA=C%fLmy^VW%O5NkT5j*l5EI){Y^AsuxW0@c z#BR++A?o9HZK9Js=}AzC+MW@$*u+ab=e>Gez$;r=JMdtz?9SVz!TRi7p9#XD>u{@G z5KtnDkU_xCMYJHC|8gbF2h9zB+tbQ+5Bsl|9(a8~{j$exKIVe({!tn%em$Gn!#N2& zQV5=c@GK_qIDm6`G$@OSAhW0I>t_?_?W0G^8~fNgM~(NBVlk=9H$&zc9S2+|dpW#3 zl8w9!#BB!xJQ(4fQW^+)7P9ZskZ;9!)PncAraT$gc+cyt z!DevRqjP6|%zN)WI-khILPKbLiqK;s{yXBO zfUy1`JM-K_e_*;QeYx9O_6*)lXEs)iWlHajGQBq<4Om2m9iena)iFTtNveFFIw|Vz z1+o8R$Us}7Zk;s)KL&dcq2!ExtA*uES@&5_nZo_vSP?29@GLy##NbFd6T#{Os`o;@ zxirJtkm&29Vi7=|Pg;K#OS(jf64dNctsh6QLVIFZO5pXPZY`#;QM>AlsQkQ+{=#ir z!6mEhC+&_zxl|yA$1f(T|Jr&|57$hus3}wp^>fTfsmW=K7k-<-T7@sRN_Y}b*4*<) zB`nJDtHTv=h536`Kqm%)4%g0FB0;d15Xm(i-d-=Ze_=>No^IvxiS{|PXu(ij%qk+4 zPeeu$2^8*(3im~tfa3}URKxfql?g__GkU$KOvtAfZPAM;ioVS0iux2aD$y0?-!cm* zsar!OP`8H864Q8eT~%-i$aUSOw4+3Yg6S2Yo(5My7loJ83ISJZ)Q>Vp`&S1L<8?td z@&>XtmV0Li9cERKH>gW(=L}szpnVSTPy&IO;Cs5$ZfHlO31|YEfF_^`XaXAqB+&$> zIM~{VD(?j&Iv&sjTm%C570sGJ5e8|$7qln!A^nD>5UAc<0IexTc~T$7jrYUCR-juR zoZH)Aq15<7DVQo{*~xhjVER0C-ZwfXHzJsb7lz``4+w3c2|BUdTBT)FXYmcYkIoBt_Yik_^ z1@7sBihNdAB6v)t8L?{%%(StkfP&Z~U~y3RV^}zWpe=1Ohkh|BoPgJ2@m#m`@gk7W z24Wq$SR6EguT8+~CB}1`r5#A-3B6uoBEHxp-b^S|T4n^6*IE~TJuPzr$q}Ex>d3ye zS&ws%w5$lc0QM=(YqK6NJkoX}+0G?(k0U<3(sm%34V-(dMe$18fn*9?dpz@AX_*o5 zx>Cf(Jbo3d7KE)`QhB6hMZo`@_DCq)5yi9tPd6JYmW)YYm-Xd*2z63u0$-be*SaLn zZRWBf;B4&TP9ul5Ks-OX6Eoe>F3k>vuWf`&Bp72UT!FN9^ou>va}WxsBpV7IgaY|* zXqYB6fwcA#ESf-kXabr*Dg-3K8CR(g*tIe*2=Us2?fczI$#$FN6vI-lSv0v0;CXIo zTIejABnGvKxw!PayW9MLySv`4{4N@yHQLG;VMo>h>wBq^*hTI{q4oS47sBtv_Ak75w{H} z=LN$l(Z8l$-z0fx<`-H3m<@G~VM561Xe2mcE&~}Fc;>wu_ z9!98~3+!0^zQ`MN{X5TLMVBMmBp_?UZb5e!DF54-x+!zvQyM0;8x0d_GaHY=lpd|W zjrk@4r51kzA%WSxqnb@ha7uqb`=M_&QC&_H+*!)Ho0gw1Vh1FF@^4`>;dS|sDO9GM zmEuQ4VN~iMCRJf(0=?H;dE}?u(GVJcESdhHVa8nKlI>AA`OYUgjIcZj(j2l`M`$C- z?C_DWD7*?hwwNz?Zh4wfaTpvqZND$FW)rldb>=AC2weo$1BJZc@&otq_Tqfbt5Vh# z_z>YchI);^xlb|zXU<)h;&1Mgj6g?dzd@4CeWK$i!aGPN*ssU%A12^30UZ-+0{=RJ ze{R9!k;lyBe1p;g!$Dvljc{)W1ZmG(Es&XfqJZ~Ci?%eP?*1AHc2s=v z%%vJ(bmi3&#jUbuW`FzkZg!>r(e7qPU{M7pP=7xM>qNmHN&v{b3NW^^yT0=ne%|tQ zf+*&fR`utl-DA%4%cwe5VpM+x7L$~~4&05OPBXl|c0`(h_t5PUrm%U)Mm7X`@e$$)udzwQwrU2cs$HFjY*Zwkh9Nl;?Xo^(EaUZXIVnG#MF42z9PEZ??sw9CKj zs&+Kz@dme+C1Sq8u&#`YMwlVyDtDj2`>am;gISw8aMHis$fi`?`aNeo z6XXyZW|WVFq)Rn>!r>J1u+pFh&ceL-Y=t}ZqJT_nsi1O z&$pBKWhcV+K`Kt;d|qxk@roU(IMe>sDm;pOExYVRG{knh)Fnl`A}o1v?tD%Z9bGmFs^w!KJ|43n29-9cXvoNA}iR#=|L49|%x`+3gfs4+%yQ zPWmn9lXI_z^>LQ({;+GvEgrD_K&88ihB_nQ$9Dj8Xc^}}O3MH#Cr*Hlh;(bH70?Q3 z1+)So6ewmZ?Hr+PKr5gX&>{dV_IgQ>G zhj1r6hD21U3S4Ko!f|>vychQq9l9;h3iv8;C)-Q$%|mP!*V_VfVDzD3Rl3ZsEylp- zHXvfob+wCb~>fpe;!=WyD0ZntqgY; z)`NPoF7MWIe`&1SK&d{UIviHrM)I}WQx54_r5jTSKjYRzNG@vCt_l_Q9>i zKsXyXz+iX@{S;^gv;tZIt$yw*?(l#%ToS@|RE@d4k`SYWi5 z2(*FKlI+F$>jOie4SfH;_;ixfrVu$pw*^`Ot$>#T;dhHWgwR0SfL1^&@HG_3vLE7W zD3B$z0$KsBfL0)tiPbfwo78PE-UrX}L7@RK=3TX=#XX7Y3(;Ih^XU4#MNl;vC zh~n?>Fo#ow%@-2|`hm~JRGo%6r6p{>m?+Q&t{Du{%oh`dC{O`5TD*#X#t`|Epa=y# z8guXVeLFRS$WX@vT7g^@@H*r@S;iEwUp5f-F;CMS?3V&XKr5gXC@dyiZj2n*7qG~9 zaJ^)Xe-AD>bjEln?!6%Ng!PPPw&$jRhZ%*wtM!bjo1^xGT7d%l2euG){2*QIlLE!e zO4<_z+^;^lO0g#j6gVkuPZR*OA1KNYbZe*;$nPoG*Ohs>DNx`{jor{sfmT2(pcT*x z>`hF#=n2bxi|iuj6K-AvC?GW68yjG8%3t2d(+>njg(^^h3<68-2?L)3$3q?NW-NgU z*jv#Y@F50%Pr=#)r&O3HGf&2FNVwYj~rkrY8?6E$3 zoScv949YjBizIWvU_hmd$42b4myuB$P}wI>DDk$&U+l4dGU2BhRMhl(nbcIER2Pqp z*zYcl*FMnQn|L4QPFSb@cS$wdd(dSmJf5*>( zP^~mQHe!DtUT}_oRJ?rHoh2@7D_tb+aJHWViBMXaKFAyZwW~0#;pR%8RAYnU0*$79 zsBj2Bpf+DwRBEwlF=Hfdgxa6b`Tvq@O7Ad9tAGA`R6ehTJ$(CaY%f#UL>N!F2#Z}B zBt;6=f5B_%Gr;$+ID6hc;hqBLZ;Fv|8rE+P;DYMCIY7;Rk5Rlo0#LnQe0mrUK&W)# z=SvhY zzqnS5%mqY5DYa7_K_AfhWrEqP4TbXgu-3$|q+(3^_A&EP>E1jFfbp=* z>>Cg4xOUt-Na5Bqcqj3*fxUbg$^`rLW>gHc0$PDQ6-dFE=(T1UAZ%ap;r5k=7&R+s zG%GKJ8aF)H`Ukfk@L&GtE5N=^kBR{83AFvw>M-%ow-=_57?T zJELcLa?1yPHgM8k>mXcng@-3Wm|n8a>}eDTKLr+JEH5C`PXTjifz+G%amxqm5mAhO zkOSyC(XF9Yz~u)HAjXZ3J(^Kj5cE@^70?Q31%efD8i;uFyuJWJycft}pYRx_HQa}} zF4^HIy-7hfzMNFY>2m&pp_6V4BF`b2Us_+#)OR4V4V3zabo;n$U^&g|_k>FKZjAB# zI0mR)VGb}XIRCZEeQlMe@Nm|e+6fP5InquMYYMEUSYnd#*Hn-ezP z6v96_j#T0XY<*nypKJ{U?eD-fu_hkwVw>Z=`@_8x%>?1*#D z!erWetUTc|$Xia+pWjY4axe3&zS_?8#jsLf8RRXe>0c}smu%-*eYKtGi(#d}GRQL) zGw*L61*%}yOPhICUu|dlVn`t-T*p5d6Ml7Q1+)TMf#WaTlBEGXe?UJ4S^=$qRzNGD z70`1?LajAZhdhTOZQ&IQ1E!2` z)YJIF{003|7rKYJ*vj7q26W-1D}&{_8s+-mp}^k;>a;(YwW(w9!Qrm9+R+xw2cv2E pyj}uxXc^}}O7>za4s5a2{{sg-t^UG8=)M2|002ovPDHLkV1l@mb@u=O literal 0 HcmV?d00001 diff --git a/img1173.png b/img1173.png new file mode 100644 index 0000000000000000000000000000000000000000..abacd06fc1e5427f87ff2faaf4e0fb34423d97f6 GIT binary patch literal 423 zcmV;Y0a*TtP)RHR400001 zbW%=J06^y0W&i*IB}qgAOkz2fJqs{f$b0h zs0ITDh`VV7U?y{e?Ms%0@>!ta#|q^KK=}3#_#=`g02xQYd?p3~em)LXAnPQU&#f?l zpOc?A-~oe&zz05ET*ffF@)7(bxM-*5nN z&w0ErKHmVA=V-`lK*%#N#w=jqXXZ*^J-`GB68U5#{lH|y)Bxn#GH?fQG=S4W2h#-w zxI9n)zebSqWenaRhxI*RV0gg%R)HTi{lneI)&Lg(OI?6+(ISKUKU``E0|30LPG4zX RY@z@F002ovPDHLkV1l7on#BMB literal 0 HcmV?d00001 diff --git a/img1174.png b/img1174.png new file mode 100644 index 0000000000000000000000000000000000000000..359dad1af89d3e121502d80832360ebbd03d9b97 GIT binary patch literal 421 zcmV;W0b2fvP)RHR400001 zbW%=J06^y0W&i*IBS}O-RCt_YU;u*v1`P1!1CaRe0mkKJ;0Kc23_yziMF1-n4H$s` z0t2f6NE1KM6p%q2{4nF-3?jh?g$)ZJT6h@vK@R!A$-wZnO%ups@qq{co%UhEhpT)H z2ev~5pqK+>9Y1N-k?1&Nnu~)G%4LDlaJyk)26QR&g-1ZuN1*~LK&;TPfq~&9RA2%F z13RODNg0EO0E$g~=vEt0?s~d{4;=sh|NZ}&0Xh1)e}E()LLW>Rcp4ZIP~;guAjvZ@ z#Di&`Cw<>-et_jU8uA*Df5@4rUO$gXw|-T;Bfw z$ps*qD}iML!~O=2cMJ>RHR400001 zbW%=J06^y0W&i*K21!IgRCt`#Ry}AGK@@(wdwW@Le-%V6BwK1BUZD`gGmA|ErdUBl z&|<;HN<~4ikr5;Wg2^G+SfxsxMl5rMN>nh1khHF15y6;|fJR7I-|Wxb%-*itR^o%X znR)ZQZ{Ezj_x1n;v7_F|jynx(ZaH#$%TOXq*eq;5;UF4#1<)?goQ8U+*%vcR5G~}F z8of~~Z>7WUJ$P5<5Ko_*``lOtc@{dEyPO<0zKK>x6lluaP4zA64*qnwU6k;08>Tpg z+y*rq$@xJB92-vP0&!AHuLOb5L0i^I0K+dq;BC{}`<02H_E1=G`W#79(z%YW8?Zxe zrwTg~go1eo8a1GEpmYUa5?L0fS#N`%4E3_uawVW4!E;>kOQVmY`j%=FgQrL=i2N=dfyRPdbv@AE>q6=IcnQ$N}IYD1b z8(AvXk`rWip=W^e8M|K`Gt}6|F#e42S0w;;l`g@u_of8Uz6c|dbLt*UI)#8AY0s)= z$rgz;%K-nWP?(RRk5N+ym}SDwIOHj*;=u~k#h4t0Dh!xONrihqxpjAy#LAiaMkNN5 z#J)5FwIj!_NI#p^e7KeLEzo_9uy@wT37KQCb4jH~B7+j`K8qO^;R5J8Fc)Gto%_Hu z@OZ<^2U5NqL!D%Hg$!5o3dm}`=vnM4tAekkb+Fa3b@^+Wy)Q2rF@wdje=yqz#0>Cr zVuR&sL}h<6KwWuSEgcN+Xn+RyVbn2Cdk+Fs%pR(kP%VDTFzG}FoYhu$o(M6CFT$=C zmmcpC&S0!>BQku#>MSrwG-DV>5VrY<85m#Yex2QkbsD)zDlx#px5&_3glljz){S1T z<^usZ#$vMz&tWG1`!FMS-6{+#(T2mScu-ry!k~S}D_1rvF(lHv$s0YzkPO)eJRjA| e6birX73B}}-}|53CV%Jv0000YM literal 0 HcmV?d00001 diff --git a/img1176.png b/img1176.png new file mode 100644 index 0000000000000000000000000000000000000000..9a12fe8b49f2ddb5ff5f54fe6c2cd8e10d485db2 GIT binary patch literal 13555 zcmbVzbx<5%x9#BW4#6R4un-&u*WeH!XmElD2tfx41h?QexVyVMfkA?Mkip#tn3v!8 zzWeIFS9R;vy??Fh)7@34Ywx|*I{Tas*HBZy!KB0l001~jin3Y&075qafar|=cL1Ta zv?k&&BD!m-X#z-Z=yJ)3CUW{}-Je9v&&A4GUQ07fVgNTyYknZ;3eVQ`6jB#bPk3vjQauUb%sbEG+;%XbeP^$3E zGTzFj-*E`ZPnpV{JUSx%+*WtiNo|`{Z)2}!tO;) zZ14&gzVLJw0CTp4D=ok?U(`P9^}Po!hwaH-bKLEOJxLD+IidlRbJllcnM%2u$Xxda zT-(j2r4Z1($1N&wQlj@`owUqZT7!LYBM3r9%ifL?IP!g{i|=q^S+T6JB>qrM$g?AW zlExg$z(s}lfZ&UTZaYuA!{}u7HAEx!CVPPORjNs;&Z`pIh4z<0q2OKVH6p#_aGSk!^ zXzXS4I(p+dhw+uP48ljv*%Bg@!-;lMg>}1Iz3bybEy++%w;ua_iNtk;CWXC}9Ifvm zTFsJ1^buid`WMRMe71=!;03ufCF7+DysO4g_Du-$WjX-(t+}4VRLtDl%HzSM3vdWr zE|CK+Wm+(P5czYd%D_-fVe3mK>s};gX(NhMn>qBRar1s$eM>(s8)D}xGJAxf>Kajo zmLaW1M`|CDuULlg-S0T4EQZ+lol=2dE|ZgN-#BwX0NzjGzfr0BX&J#V@6@|t+Nale z_igA;WYxzwVaGZKH{C)xvt%63CFGg(P5?R?a7zOmT)p&OU~sFj4yvL^vM0+Kj+Ma2VlzBy;kE`C(8ewkWO}=Jf(s zUX}T)v)$q5^$5V`;WJC}Gl_=jV6ppPxTqNY?X9sa%1&zDuZZ^^cASMIsfz0BUItk^ z$V{*0gF*N*4!<-yT&S9Jw0tiJubX z-+sRJz10UIeSC|n>gV1?NkCQg8hgOIe1hfqjRdH-2X6nBYxW#nC2)1zk5_ZrEy@{M-&m2H=rATO@6dc${1Jcp1S&p`_%Wx}^yPDOt-nZMF* zBO)F3?{Ga4Mpj(3!B*2?!H)9*g482SH6@ZU>G4zh47zoGY`!f-22VR-^ZT#Z!#Pc( z&9|UEZqLt6Es|dzqf-E<8BdBwl43HkI^RibQ9cH?bGirv zhi45djFl=>+&mPu4~6E&M7>s-FbyMLc`5CNg?6qMv9lyM?fMu_O=%hrQ9Sfn`r@W+O)I}G)B^{*qcEVDRBc{R-(WZxgk@Box(!|1tqutBq=k#Pgw#sZJIMG@OXN4~;4C=H@SG@)GMO)o>@g{aG&K z!R5SxfUW-BJ?{t{1OM@AVN*q&zc z{;BY4oIe;pGBJ~0hLKpY6LNqSDCsVIJWUk4kl;NT&%u!H#?ppC_hbMRZtlkZakROf z85UBGap-^!z{?^a6(fPD=^@)dE>G4dGyU9+5zp@~2qu?=8}(R*d%vpG>Z1#|s^n0< z?NcX0zpB{b4I^(MH3?99g=fa#1@5pYHwwJNKY2u?TR-ym`$lsXOX4CFK-Lm}iQ>J! zI#oe+!K@K~TO+A6@WTo{aSZ7*RHDUgW>n(+*+Q701(RgQoUK+i!YsC)FG2k3c~T;pi-t(5}$UC|t|czCi~1>m{8 zuZI??4PSmb!$A9C9RPY>(d3C7MCRLjszwNSj@l^31=zNwBlVMj5mh&@)_70E$zSB$ zO8-^nA2zu#IbDXe@{T9faCkSpT9FboxDcAeiQRb8}4T32%!t^K{inmtu4%D;A!&fPz+qg zWl|==!UT`*zA3gMQ$$xg5QQvy!A6ZSLtlxe^&_I$1GdL zAghnql6j%@>+X{ribQ(==()n*Sa{E9O{uCCkTKcErma2K{NKJb(-EPngSJp zMfqWN1IqLok%av&*qH)nQ}4?1-iK7msVa;}&S+c{lCz@Vp^k3o5FC!yJpH5>2Ou{% zqqjUaNziz<2qbg}ARq z2KZn$p?Z$p0};Bxm<*suucrXK4;W{ATA;ejJyy2ndD9x&)L3$`iIb97{KZ@$0^?Q0 z;%W^~s0c&{Q4J7jGrbrbt0c(gg&>WX6!42vKq8#5Ak)e6V%vV}%8Ju_^F47eguz>u z3n`K~+YVL!jBm?`toL#-O#NIo#cLZ)l&E_CkGAhNnp+Z)QiLZF^0Lh)TYnIWKMb|4 zH&E_DQJpQhK~qi$q3o8~RN*y*;hK!GJIzcM-DrY(f`V9lZL~c`t-$fUpw!m_R!ECi z<`WfH%`Zq^ZXN{@NhdT^zX3OPFbs8ot*>p6h|XKt@HO3&AeO*&uO3MFwh+xFh9VMs zkCn{WMza(YV*j0ub-`cN|E*MbiJXeu0gL!R+F0!q3oy)#cmI@{7W5e1LlC>xy zNu3o7^z4+Zs?=>3?D&Z*zH`Jnd>Sg+IlaT|oDpSmKj}r}83&~$DtBRd1Kj{lB=;R8 zJKaRwN81Xft1k&$Q-fS!HXY^B#D~=57Z;^Kf$Wp|q|syFu&eR@I0(~3kDK=weUvIU zBcjOz3|Xd5BKT#O0#^ndcpOH96TYt+f%ojn-Bbj5C*GMG-b-|fb`1@e$aVp;xZe{* zvjqpwPfH*`Y;Gn~af$%#pfe-0DUoGRI)C+)vpOxzj;K4N=L6rMOfHKIB>GCuea3`( zAlb%jMsWT$&xJpFT8aDIhv*GH&Ou-DFITOdRHIfVC`bmIaN(XBFc_y_F(F)u{HhPGLf`#f$M`neir&*kD^Z z8x7Z+r)!YwTxqb&{czEw+fu-embvvi_WR$;uIwUnVy{Ozjh~5azSH0N+xCglQ{b;y zX8-t!ZRySDO?oS^dRd=$Z?eIpsAjNFGU^_NRl%Rzu89k2ZrX;C3Te{ajLP9I zWpaJizZBU|X)E$ygTA9Ly83jg4PBOn>QUiaPjA-D8yx`+h+*X6`2bgK&hpWcfsfkv zVj7gMXkRqvqa~LU3VQ*+JKio{7(V5(`dW*+SJ`7Nl#|$)9XBEjwWqYW5XZ?GkLMM~ zH8nVE7YBA(y|P%%xin6ll~mX$feZ**ru=BI?pt!EHLSooZuW%Kza{k&6uc!27~ri9 ziredrJl)A6@(v-+>@&%Qdq6SB;IsQAK^ zJwD~4I&FXkDN}7t)3`XNdWhjkwx3*4KhT5ngpg2*3&!0((W8DiNJ=sn8?jqwWSt11 zu%268i`}9!_|YrVAbq9$y)N*0jG80FbWy{Q6?Js6FxF zlZ-KfD|AT(oBBP5CJUzbi*7d}K4H>JBL)|$nAkH|DHs4o@IF1wf< z6wDv^D9=c=dL|e0Fj3pc6vV<)D%g=97+SK0;qyQ&twQ_}n6pc;iJz;FM$)J3S3A#w zDE^#1-S|aqam{D8(W3k|lJ$}v4Klg@!k+0{uvvM{G2#Hw;}8A=&=Ut>)ATlSrV#!3 zQCG5EBBJIt4aXk5bf0%y+1wbdAxL;!exh98Vo+D~cxd}huGr^8^qu7mT@4f52npe5 zP5L8Pd53o-E zaP`iatphZ?%NFqIM|wF2A`L91*R0#OJI71>GT2ZDjZ`1-T?BnV(viA3O>X&)u&8KZ zxRCU`j+V3d(Z2L@tf~5V*=qsDJugvTdvxo1n6k(w_et`2BHMxYx4z=JWrs~SgMwy9 z^Q}3;-?axRoi%|loDiD!S|?`EbeicC{Ur`k#M2wxa|6X;MeBHj$S}CCJw-@q!jbcM=DPIg5 zl}+zfX*S*Gj|KPKeExfxuEZSWz)%K=B`hy*o6!enZ0OsN`M__j?StksP5Fzpa|Zi? z;lYr-!AgSH0g{#CKz&xFp44qM-Rw*XW~=P@*B}V2S9*uAjhQxEO>#ABOjt6HCv<7r zB+j|UIJ}gMEqZz)^WgS!@6j^i!}VZYiN@A=gUO3!?z$l=RCaDREQXI@Ph1mQO_E7! z(IkM+x5JQ5go}+(Cezqr`DdPniDW@9PE>3Vba60`5uq;;N5dt1b-O;SyO=DJ$&8?e z`?mpEM2t$rG6#CxxpQJ@zxD|8W;aghekPf^5BPtU0%JNl+!(uY;79-5j)4wCVn=B(TG)9Pw{ z*smd);v1F4cO)Uol?{#3T?)cOrU8~csoNdEa> zrEUng>tu9G{Jk!sC6P8MvtF>W{qfNEE2oYC-$X>5)J5rd+_fhi+LjXAaf?ySdsYr* z?LojgxVO+A2}hsBlLn)+^}AqmlvrbiBL$XK7;RLE(*4xRi`<^jTpn>y-|}6Aj%XSL zSi(Kwgfe(SYnf@#a2Y=bdUfVvFMW1ebQeB+!bRt*L383PjhwERlr7#{i3$JLU;{b6FNfN9i8PK^mV zxuui=smO3lPMzb~nYjfGl+qej*b|a-Ek6>L9ab|BsA!8+?}2!E>?sEo$;x14rP#SA zKc9S@vSbrzEI6)}rV?{`tK?7=Z=JXyw#5IZ84vRk$G4;O$d-5G!gR1!~s4#cy34&qr zZm}T*MbKOt#SZ~m_VIWG_r?oF zjB&I2-!6akz*Uk^cP@MJCi^e$+Fc5A8^d-=uGjzAM>Q^I?rb#%<)jN3g#{m{oKXK+ zhsEw$NxdG=?~p|Hmkj6>Yk-2d!)I*8^`vd7LC~2bx2Gwb#?Op(+DfUP3c!h>Lcd$p ze73t$U6RRgDID70di~(#;gS-;AqF&Mukf?(UxrH0<{`uvZ8Igj-&sLZ^#NX2XsEp9 zz4HI`&>%1?;kEcU=XdmWV0T#pLJGFUEcaT4>)S!% zft9=aT>;+b9pW8cttn191n#B*))Ybi*x`tE4mM$5wPka#{jIj6zl^zm(CQmuhoA0C zCemw69iBLrp?Nv11`gnIl6;M>u`gPj-(=#<)fRa)3&@tp6tAXkY!8Jwy@8s^nK>pd zD7S;BZzr(3yvo9c{y1FW277k%Tpk!N`oV{+H zD<;u1?z^ypZ^Z64cq>UsL{i(;jH6y9*w@Z8V5WQCRQwGMc>eSy|}zv@`u2w#Wy zWhqOeN{4H)qb%RadXu)7@`BCSK9tJx2}+2>rGclu)J%kM(i&gx?3ubN%_iww{%F`a zo^6Sg#N(JanjK2FSYQOKaa!Ob;}kosjTE}HB=acA^g1Q zDV-w!6|_?ca~8keE0%udW4y!cFUH`aO(wd_Yg}jdum41euI4y}*68fZ)$ck}pTc|x z*`F6?zHukO)XmCpJ78{Ed?{Y~w`=S$PITB3Xc#?Nk*z-sVnVsL;@01vXSG~>r07djufEX2!Old=s$^U z0QfbYQXl+Y575&+KwDSFfBXnuDj9jcN>GpX8+kL>h#EMvVf$f?wzU%rSYKFv_%iRnjpVg( zXmjT`@25eA|MuLg>IM2z~^L~!Xpi98((EugO8FaLno}y%gp6}9Yit#UlDtq zIQyXRdH6E5d1W&Tzh25VQjfHjO!xbf0VQ%~LQkumc+`mlQZsFcfiGX{yrT@~hxy{v zuZnf^x|AnJKv@W#vdK6m)PoYRau&Og?lxqUVzOUMmR6nQ=T_kEj`>c{A+3;Vr-u;I zi7T*Er0eAxEOO!gh$JoM&k!hJOw?9RsvaK3i#Vm_(~u{*e?xl(e>iwrZh~RzgYdgK z46G42zxr7noxXK`RwM{nPTB0@dutnitGjj4DE-`gGox4Hw^D6XQ}|dofT*A8m*fI= zq^)C^^V_x3IO=vNkw4)0)y2+#0*I(p{}X>cgK5V5Qm%Z;In-4L-JFe^kZ42R%PsGM zKmvP*xVE|m>t-Z9{QuYm-TvJ@0p2K?DIILPPE)Np6eY1E>B30Ys@yPcH*z=oW7`!} zDGx$EzjPc#wF;)vcCD92a54WVdyECxtn98}g|fV)&pi7Wo(O+tF9leyfOo|$U{KbU z{Y!pLvt*mMxrlX3cL!B%zTZiW=ihN%eE4(*=ck(Q>XWkfol>Bqn;{zuas11g{D1&T z6aAcvI;R9&cLU*i5hnbdZr}an+dkSyvPPV5tc=gmpY!^ez7yR* zsECdAKTI)4VC{eu24sMM2FBnj7 z1anS}_YW}WC=f3C;&=lZ%3t~ef9Zw~Jb^r|1O*LQ^Wt8{hu047CQPsV^~Sa3Nnh!h zJ=w$~k)*;KMi7pG^`D+?1S;UaLT|uJH7{?e=0Vmnj?eqsxJk>;w!Ie{E>X~nf*T8v zxW6fXtQw*U#t*~46itBY{1P%HCT=ue?3p#Ye7XDVN(+!U%`~V}R9gZgPn~x zpO#ENVVe0j-(Li&HKY1Q+1%vc4G(!gb(PS1P>r`QP5Y2-@6GvVdOuv6oJCE0p9@!+ z7DZaud-QFIzY4B|d@!S8P!Cg&x*3O+wPy`%nrA?f25h4;y?sG}d$xXJ)-9Qx^XI$< zPw8KssK!(3Zzr&U{xc-`5|NsCMOh2WQ=QYZy-Q^)PSF`+>ns*I0(pSx94E8S`BwSNGQoxk$Cxjf*4e-7Ow+33D&8HZDcOHt^){ek;^HO;^ z_-NV<0rDQJDIzZ`FK-CfeS0mV9&Lr>q2|v=)RHiFkVJOXp~BiwN9Wk^h=C z!63|1h`1D)fdW@fjkFFK5i@OPhtM(;sIq3*t7v@{@+&{t3!SOK%$$@kL-D()`Jkb7 zJ&Vn2_^zrqBFD1Nvi^>;w*mc7cbc_ zNqhjpoE^+F4~wA{INjU9fr|fbAW-0w%E`z~8VqG{tzhDoWtAC_lBEB@p!dZaoPPp_ zvpe_wR_SW+R50?Y_)0SVhKWS0GeJjSeNpR|jBK2QOVk}Ojay<&bxf2YWB~b30k=?W zSV+spcVxme#b1mV*ox#pCK8D^AF$ZJ>x_Ig-i{JLBDIrAw30=)}bPU`z@3pdx=7Yi^toSdvvnHF88J&Pa}NI(oda_!qL)ZxCDX^Qz-d7k-X(Vk<3+ zLtpRDY2G&8*Tg>Dhuw)n($?m7h?u=`@0G(`Op?MAOh%;N)7QEhR}}B;-EH0*m-Sf7 zv1MHR46%GLM?~CJuj=`zgV_bgeB(Y|VfCK=Lon>Ou&%GkogGBi3X;UQcH@$N8de0QHx8%fAb50+{6nIfFep0zR#K zBBeJ!>$)MV(wO<5h@JUe&oX~Gn3y;^Ql=Svp<~CCMPst z0HigVsk{pdF(e*w$qi%q7mO72ACqHq#8i1dd9&>S=f3lOn2_7g>sl8J)1rU|wd!f_ zoIPi0KNS92TTfj0(-&LvQ|i1Q5c^lpuVSXN?q!470v_FP^ufIzg@C%<>dc5F4y%_h z*PeZ`pQXNmE+6&Vny4yh24v%wB=%lbv*A%vj}J+`#5Yx|9^pq8fc~ciYRBEAZ*H~G zu<^n6gl8~w&;Fn0Xc%Ot9sEjU#Sa6PRDXnLg?x|`U70KM^h0iGxmC0rcJU>1qkEDkJrX?9cve#jI9>Tr`wfa%vA)Jb`G*T6 z_WbzM^qhc81+~}tn4MbT6N6fYp{MV46d%eJA>x2ys)!mhn|yPJ!xak9*beEcAi9BvMw91a!fhsV3bjO@M@MNY z4IL%`$>-Y?b@5b0NvOFDQ{?-Xa*ttK_17mFYQmB@foP{>e>J0%Ti`b+K)3SZ3L2`2 zr}cYlU%NmAFQq)?Zgkp`80hMGd}bt$gj6GO`Zm^E2nFyyojdTP^2>;jfAQ^v%Tvo) zw>^*|UxG4by7ip4W%yfL*Bizk*sT%ku>JsYBh1IWR-?DsMU``WiM~E|8t%R_9ChB5XU0=R{OOB-9nQs~ze`o|aen`v3 zP#~ffi!=m^3=E@4 zBFsFI!;)h_{gsWp%*^ax%kv*|K6!By4bc^T+C0=G`P+mC!GBt2b93S)wE_ZrB$s2& zhCp#5)VS4kLn>|kxL@*#vJ{K`>4!QAr__}}YL@?j>ozc-kNI_1b{00AP z78)~As3>)X5|tw?1<~I;x5f-JSwCu9I5UY&q5xgJqR2D5;hwvp+;zK9|4Y)X07nP!ComTCCtN%wuH{G_VIDwAd5F|)F>QON*%?mZ%S7KEYHIKiBuvs4?4t)riu zaA`7GKFRzb{ zeu<*uu>7eeDM>o-M3Ptk7HqPpy&G2&z)qk06mCeQmT8M8$q{Bnon-4l+nVHv$*o!Z zL+SU#jA8{aX@W$+PdI+fCn^pk6lX{v$Q3*^lcEnQQ#o%wA$|L5GTk=As8FHOm&km1 zEk);r58W(-UI$^sp*DxM8ojwVBbq|09p-)lzed$q$rRe|J;K+MDrZMN^Fgn=#y+P@7^;?>%jvRuqlh~5y0Q^&hEabkw#HlyZ%8^@iHf)8=E9}FRaSy3#o)XEXyn53 zV@tNX?smtzRNb729f+d)}(3`A1!y4r1+REE2!FYSn^1L z$2O4iv;M^akfr`n*S{9Sg{#%Ey?Q|m&;yn`Lh*(BZPp5$EhzLv56NW_TcJh{FN51( z-@P8-9J4*&Fo2@&-vmDtic@DlNoA;mTmXk;$#Z|ZtA<+@SDt(~TU*1Hl#@P#>~2V# z)C$Xq)6*{#=t7v`oex)hRi5eqP6$J@5iSeI?^sL~-c>VUD)qw|JwFH{b#>9zBc5pw0#RszgObP#9Vf_c){NH@>-?@46LN$Zt{n9TvzAo7eh@^9e zojLk?gc0yCd4EKVh8}cUV~|SOc66fwc$`FSR90B-h3q$S=BYjJ-i^meb@?Dp1fE{% zdE#+Q29T1f#aR;&x;SlD_gp!J$ap>+y?Dc7Xn6djjt=otW7|6nu`yAxR>fLYrcS!M zk38?Ygr|ki6d=yY;oKU5r^gSqd^8`+{+@pN7w<=NZ+9ao{bEui(8X+nagz+zb@vhL zuTR9Rx04H2-vW!y%B`WIHNIZeoCZE)gceRKISLr|LoU7&tQ$mVBd#4Cuz2F4@X+6F8&R9r80Rd^xTJ zXgm|{N4rb}Odjr{I7aDp178oH`hDP<-bUV!4(<7={`&+8*@zmE?B*pl5vz4sexuM#Co`Q$x;cuvB zpTpq$DjofsK^DgVA^GRlc|TJ?_oA5bcy;CP)Eii+Cn)L)cj|F90l*k0s+MkSez}_PAd&lpQ2y3{ zGYd_^?onPr`}pC7B9r+pUH;*Swo&kbn5%=Y8}?K>8=$(Ft5UzQY7GF#G4S26mut|D zX-}Z;H7&&T%iJHm!&afi!+Y-ZRXb+2p+G5rwb2!?A5Qg8j)Z!7WtL2t1S?)Pu5pb| zI2&ZPbIyPO4Uhxi=!hcIl((Z3&=cF8#nL69X7SlEvj?~Z84wC={}Httd;ZZ7{;?Gl z4an*KOOmlLM%*~b zH|DDQq<(>Il2MVE<#Lekc;yI+==0%|AERpJfaJf2@Ig-t?2JP94?c6TsC+}jk=QDi zW?#;%hpAH=;e3pn`wBcedyw&#b#a6mu}HBq(aZ`BJZ&2kq-w%v^PgM@w&Xw!ckW4T z@e2=Y>6gS9(MUZ{r;d(Uoc#DBP`pu(N8HWE?N%Z`%QMvPH|?3V3oTyJxzKka!G?6h zma-LT5-3CrpZr12k(PWbaI@?AmoM3Ao##MF9X#M%AWTs~%R8WJe0Fhe9jH!x48IDc z(kgWRF^sQ!ON&H)g?b{B(|n9@Clyhk30sgVgmE(z;K2HH_a+}($9C1fSBrk$=rMy6 z>=bW&Z9?H+0Erqhv-j%5ORL0BY!Ue9Kx2i@3e>hGaEIN4zV~n|*9|Aqo(Kro_0up8 z6}kRPU7IrtR*u(8eIYmc_ERz6=U6i`tQ@^pwD~G^zq*}3l`hw!bpu@OwM8glb@!4Kt?&eHA(@;F?f-;|68UCe;#cD znA9sV5y|t7(*rp=o+GJsywiI+ulc^JDM6)}xxQ8->FmAq?n@OWx+y>4u`_#We=WUF z>x93>X`h>T|6OVuh=u#_mJ5$7JdzZ7FJv`5H&zrN^gKyV`U}gEz;q6@h2@Y*<=})@ zBjLaG5bG1D%6zW-Je)=*GVr+I<1Txco9RXG;j0UG-3!@UsH6q{+>gv68;hwv?7r`q zg1#%Vk%Sd3Vma{l$86;C^A>C)Qe`dv)uce-)U^uWD14*JLT}u3?yxoQ9F7nz*1}B%zFD8JJoSJNvv{}&q0+$TMjsO4v literal 0 HcmV?d00001 diff --git a/img1177.png b/img1177.png new file mode 100644 index 0000000000000000000000000000000000000000..3d9ba279d098a5bd9535dd6c30ef6d81cf015ff1 GIT binary patch literal 309 zcmeAS@N?(olHy`uVBq!ia0vp^rXV&8GXn!-&ogdOAjcrUC&YF0=FKZste7)r&V&gQ zT3T8vDk^evauN~}LPA13JUnb{YzzzxR8&+XBqVrvcz~K-MV_7qq!>$r{DK)Ap4~_T zayEOqIEGZrNlsv3D+^Z(79 zygX;_%Qr5quzPm((Pmceh(i{_%kQ|c{ z(u5Zt4i{IRK6>Ef0k&zz2{D~I#SI51pD)~YL5PiwVN0c&z43<|r9kI1c)I$ztaD0e F0sv^MaK``u literal 0 HcmV?d00001 diff --git a/img1178.png b/img1178.png new file mode 100644 index 0000000000000000000000000000000000000000..e94db7ea6f3c32274d84822c75e4e7a668326c2d GIT binary patch literal 288 zcmeAS@N?(olHy`uVBq!ia0vp^nn29Q!py+HX#POrE|6mo;1lAydGqEKD^|>zGiSnt z2`w!x6%`dZIXMXl2_YdN9v&VxHZ}$Z1}Z8l5)u+TJUl>6uOd&+15%77L4Lsu4$p3+ z0Xg$LT^vIy<|HRDG=5K*^zcACd%~=Vjg77ijEoTtHzqeuefYnTg^f>P_GCs@76%Qt zJcU9btz)MfxMdmwxYY~{avBWGEes5H$Rzyu|DT!JpMg1BJ7ggfGk-awOERHR400001 zbW%=J06^y0W&i*RTS-JgRCt{2THUK8M-@LkGk3b@vzkEQt{-GX#pFR9>r1w82xK==nT-!7Am$E)!JA(nw!3-O|vJz^Ws81o4qbENn%V+=U}+#GzG^YleP)N&{ySO5&^S{0Bxq;M_;e8xDR z0q4K%K!o%iYIlkF2DaYSUBOZao$3gq2xzAPoH^hx!H%hRb*dqCB_%Qh7fHVhd{TS; z5L$^y=*!WE3q01T;vI9F_+i%qCi6JBKb^;6%%R>zTCg$xNV|iOn#a$Xw2OwvgBT}= zs$KoQ;4Qzl~?PJ!vaY6%_NS8yP+dxDxHTpd|*W6L0_@oTw7Hxc&+7&K) zOjLK71cIWhxRdu4xYo7VKy0w<`komi9eQUd>nay4#3YGb_eVXw$J2j+AHQwmW=wOv zD+ir}$94}+3YW>C4gN{OL-Z0{4GH>7?3rk5FcuK@P8hvF_r$`c*f$n03m1E#hiqN^ zTz-?It3{)~#1YA8q5e>(}#-EieV*`_#|4p^49s%cp<@U`c939x9KWIWlRH4+FLW(3Yqdc2l0-xn#%_FQ^S^9m3vQ@%Uq zK>rGKLeyxnP>~OW^)@{7hl2tz6W}0y;%Ct3=W~>LAe2!C@EVX-6fY!Ur{v?)gge2v z=t;$1x^SSuOn~FJ-kF)~MO-g%Yd=HT;^mZ0yzy;}bA+ly4mcK}R+`DId?5-PIdpuF zTmsApyij09Z&Nxy{xn|TxEduWqx}lX2TTW4sjPYGh^4^O-1$RL9@&xouk6Gld^n+b zVwqX*#3LZUN*cr|6joqgb2vmZe;mto%apg{Hts(Vp{U?A|G z%2-Lm5=zEvDW&3pcxciP>J_1k8E~mBPbncixv|Pn%2*Oy)%fz1@1CW?tg}O8UTPlf z1pIN_`I2vtv?iaTFf9TDfj>V>Pcp;g7|@h$sG;=GAtCXk<;m>Af+6C?SG(%b$SU$Q zr3KZLI3)MfY&DS&W%DVCMEP^eM|^?#W)dv+9smjMS+dbn(MW-llmS#z(m<41#C^2* zg4A8p4lEoHV*hc~xB$ytH5VtA0}CgKqSG5tLm5D4gC>lJV5)B8yeGo6QE4uYNxBaz zS^);J)Ky^n$8v5DnFc2)+(@To39n+y-50o_!9zCzi@=WGK?*`I$7~g2Qf1V2g!U6zM3WZ;$fqN?QGsF zMd^(2>+a~H%vFt|UxGJm70Y zDRlGmqm8r3(G51{_9cMNz_Ao#Z#w&|P?*v=aF_a1kYNTMGw;Gz(s}>B(>%8lmx&TG zd9NO&6jX{s{c|K09Zf1Z=Q5_G8ZTvrFR#dT{iBrdW>9ePx@&1(%3S+Tx2)a3D39#D zZ2>+Sd;3q~m}%__$FYNHu_93R(`f!g!S5`k%s9?9^LC|f>Fix~&S!reFNu<>j_X88 zbLBs9B~Ki30@{VI7c(kncLvTPak6Yt8Z#3>)sJ(ED9&4PJO}W@C8LDR61}!ulvaRW z|9(`$<8#N;jL!G3B;F9PH3H_-%?m8U*t`&BdRH@>yrKDWCf3KEIh%;8iIVKC1anoC z8y;UL%8!ZfTmO>G+xAn8POz!|zUaIgxiGqx?@>0ZZiF zokM$(V9s-yD7Q23@71CdFTDWZ_5@?wZ>AI=gBkrZJ15o z3pLKQw&Wc+o#5CS!_ZGK=ecy04l)FXk20b^A^kae%|!%K&7Idt>RnCsr1hJhY=dTO zMX%p^?V686=CRK`X&75`dzOloA+=-%9y8w^olW2G_gy)ei0Z__#ZO*%HNhNPQIv2# z3f7NO50Cp(N7CXsx1>ZjFLoQ_rObK?uH}H#)z>k~iWU93mBEU-LwY>d+YOBJCbOHj z&g6Js^T|_FXQI5ERnXyQ-nL1O|e8%yd#Rm)Dt8L)S2kC9SSWy z7+cSQ?n!{Z4os}cI#bMCUT2c(8DaEzqqH{6X)Y6GO`WMcN?n1v9u=J8HQDlYrkWob jZ(x*1b*3YG&)RRHR400001 zbW%=J06^y0W&i*ZSxH1eRCt{2T}_PLMjfA*O}cNhyP1bL(TeOIK_I%EfCJ@79p*K$eLu+X34UH z$M*BHJ>&TvkL{VCvd_+p$G`d6|D#=4 z4aV?W2EW0*QSWhy^{4=T)IXKG;qrcv{z4b7b?>{z`$w5~lzT6(OkH+B9uQ_eIJFQA zu{SIIP-7+RtqArz=nm%O(^-DNRLFh)MXznryO2A)sw>4MR&H9oJv+5=(jqUZ7W^TC z;4UNhc#9IcE_axx-i6$uCao>J7pIlWmY+X0Nygq3*Mc|8m!9JZV1@0imp$wh|3luY z6lJ(3d-w9UC*i#=9lG|iD&{QDT<<#nM%{!|B7}^@b!m88Ht7|<0NTe;czZSPI|cEc z&lSCk$)FrTSSTfEWlpsaA;9xy`YPhHybG+n!2Q2HW=V}^I-A;6uYH)LiWh1{WXSuuBr{fGqB%G^P>d9HykKnL#NmFYx_cT%UzV8q};{nUjdbmIz(Q zYZOAK*_A4yCbOAq4RW;wS|2PtFcgb2hVd7}zp7eFrmh3AbV@B^MdQaP+;sxe3U`e8 z7S6F1UQ}C}g`GqjKa6(6PI8ODj8adof|_B(U(-Ig1TXTwY=r_UsqHKRS8tzu&-Gz% zEX%aongMak+K4Q3lBndo$Vuws0o>LMlE8{VyN2%N#LRwvNqyLIZH$&@%7*>VB3zv$2A(Q} z(Zrl^8IVpjAbX64Gs7TA@Wr3H35^fE+TOH%56#WzX9 zQX*QZ_)^+z6xl*o)nE};C9n>!aAGnYR`lbcLa-~p%Xm(`6{`MD^wInGVhmG_usTn9 zPa`Y?v>BXYfYB4>^g0+F^CwhP+k=Z4qhKr$IkGJ&964$`R8VSN8&)T*2syj$tP_^j zX2;#dX=;`Wi$iQw%Wet$z+ny<5Ws>)xuDhTvQ#eg6mIelSG6nknmP*y@l)L3*{@K& z$JgT0;2v*=CcS~Na}7?SIj`fku3#MIgWQBbtHh`Y~3v~us^x0{ou3{w8vNh7)Z#t~gHhcdoUAHyD zYCN4)ttZ?6*HXc0{8u$)l)`h@6-aln4bx1o2v-PwX&&>wEjsVk9MA+@1+)>z05)Kp zMMv=uNPh4+NFBxfg9cGS2(mnLy>(d||qJHhOi!y(%us0|E@fiCrM%EX!dLb{6~z z2=ERr>LDuaZX=M+uQq-?hv3Q~fP?4|MEJx;v`7rl2;xq22!1{RQF780lI8+hiHnqD z;HYHL0;gF~x>EdFAzrbT)}k?Dl9zusTkSztyu1Mcd%P@WtL^UkYc$*YcwFjB^}O{r zBpTOD7Q%lH$I)d0a0>DqSw&02vWV{Wt1{lUS9Pv8pW>`fNH^dlz^bZGk0cR859PxGv z$wO+qMgWtQEDZ26#|O#VAEfitE%PR>cAlx=c&Kr5nQ>TGycYUZB*&dy@n#(pQC4wC zzG?iEL`W!B4UF%<2L3qDv*f4=-jw7%9FKfPjF2-XOFW0{VvT zjih!EuKLVEUmXv*-IsWagbta(8aTp}JmY^~{7G`6$t%;m!;>fW@SZ2fK(D*O&4`WQ zI6H>n=n3-bwD(^d9FkKPg+@O0#@X-3Nic7R%J52!vy-5Jz}pO}1HYwlT>8Lo;0?TO;Kf^n5laO%z&nrs-gLqHBBj7? zfOodxhBrETaBb58@B8uJFCFj>0Hx4Y<0U5|!Gfy@6nME_9`jx~bi-S_=Aq5{26V(5 z-+Kyc7LW6-UT1?Bq5;}=!TbBo&&;{J0!!UU;v(c{mywMw4!Hi-jB|+%-i;IRkavw0 zy#k1Uz|uZec-<4wfz$viu0fcHhX1Hqp^0@0;6qx3|DR(`yD<5zK= z?05@AYuk6y6BXVBQXwz?7Ql3d`Pt&65#A|`Wu8srKyQKUq!Hd2aGcEhdz?&e*O+tY zQ-0-=S8x~tq!U=p)dIz*IGdfj%AV3)WHmciSDM!lF@Ht<^fF81?7s1G?NglaTAWAW zikEG3;)K`oe3jnu-a1O>tkm$vO3z;M1_bm8j=m#zcJvMkhAxe>2VQBY*s~i$XLwKJ zzq<~2lQ|nMrahq~f5yV-@DJ*?4rGIDmfX6KE_*#8<4t!8(uFIw5&*%fahI@r-u zcy9sryaHRi(S?)k=N<6Q;Ds@f!#7ZmJ%E&&U<16-MYKb#TiXCHe_la@2)uze@CM$% z8+Ze6;0?US;Me#9LOzZ!cxOi+#`gmP^x;uC7JwM0x3h>9uiW^EPQmPt{v|Wb}CjEM@E|L$oKja4TIaH@}W+N6$(IJYGi7@&l5D z7Ow_c!RwzryE9&+lgh+-{j+Cx#p}$T-4(A}J9^vw9v$gd3A}-qkDG3IhhFsqr>{wP1P!V39*KpPsl=yNB@3OTe<) z6@+%;13FIsOYI$Q6rlv_FM`_s0>;&hIQKv(%Fc2Juyj!M${pH*Byv$HnxN>Hqqm_Fwqt`Xp{~?RcQ}L$LPg zXbY>|_CW2cH&^!2-4n3#ly_wx)L!^BJzkmkpjI5ss6~}_N1?&M_JX-rm(;3yEgcl) z^+T;#yS#c;SJkFME+B*$6{uz=o;HFc??dcOLWy@Pk|5fMMC5sNXUZ*P3+Sv`B?Pst z1Vm>e@WL}*y`OUvLy@r#oEr^KR!{V968{bEzGEgvHW8O5<5;m?r3$N^-rl`!CQ4S3 z7*Oe}5>!|Q_RB^G6=G0ahDJRxpU+wt^ z_wW5PQF|SsX9*)bT}2aolDjm6y(Vm{AAAH7wdv%L`1jn&@KGvz;nFbdsa?4@+xt_Z z_T~Q$(^m>EKO7|@moCl1{&zc0k83zjT0g*)#|4*WVO{Ojae5rYe_Khn?)j@rmxkd- zdAmSR+h1h!_swEyA<#19h72ZSRl`$8W1gu>Xp>V5b*>a#@IV|MzX)o3hUv1@^gwN4u57>6UO@=m^hRw8uhi!A?7dK% z!xQVL1-!Cs3kV1Z2ncY6ZucQd!jn~bzLu?Y?nPDV``3frd~e~E+FgVu$%z+ga|E^h zg?+W~Y&$t#YC%QDrrOI-&mSc#AAIwZhd*|)-~$1hYS$itzopAt91olv0H*+Mbij8y^{p*jl_s|55AL2Z8#)bg$M`; z2nY!1KfGF}#q(D z^W{ioCuc3t><{fDvC)i6G^L%KRo_R&Oj!ShqIfs1x+T>kawq2ss1~VeVAz)0#j|V; zE7C@@3PWmnmb6wA^#14qLU*5zC^nh`(NqB6ZdeQKrzK&dNwuw(RxDybt*BTaZPeRn z_GAZkvD%C14(u|prIuNc3CSgQU?;bH#||>91n_r`UwUCm(NzLUo85Djh{$d0e)FTr`N^VuDdqWA{Ixi8mdgSSC!Vc_qpsBWF9ROiZ@&ba|{;CD_m4PlIsI6S# zms&tk+d#~0And?Sy~rQ67>4>>+(KGycV8@M>v)YV1hxG|P}^U4qIQ~=oSvx7rttJ% z?G?1#g}wi3Q+TCzFWrUR6SWCEvwrf*vaJ^>`Tu3dfzi+Bt=Iqn002ovPDHLkV1m-C BU;qFB literal 0 HcmV?d00001 diff --git a/img1180.png b/img1180.png new file mode 100644 index 0000000000000000000000000000000000000000..946a34dc2018eccc6e6e37dd282a9e4327601e07 GIT binary patch literal 274 zcmeAS@N?(olHy`uVBq!ia0vp^GC<77!py+HxYH_dA&_Gb;1lAydGqEKD^|>zGiSnt z2`w!x6%`dZIXMXl2_YdN9v&VxHZ}$Z1}Z8l5)u+TJUl>6uOd&+15%77L4Lsu4$p3+ z0XY*qT^vIy<|G5PJxEVzn55%y=G+km)&#Nt?OPo#9q3|Y{2^iH@I+E=LxGAx0)t%} zf5NQZM5Y<*{;yY9!W8noq5B~d`-J}u^B*>;EHh&}_j$kNxBt!`!i@~RC{>)9FCnqd z(7@wgb^=S`PBViIu?Y_}5?*ky6u#w^_#xy__d<-})1Uvg*Y?-RHR400001 zbW%=J06^y0W&i*J5J^NqRCt{2l{;(QFc^kkUvQ4k#rBv^FaM+>DG&%W-8=XP z6zZR#F1=9N(-b=QEFHQX@(0o-^D!Mtw-~x~DG?b8CB>>f$rm~JKuCr{$qTZjSI_rJ zNU{v9P&ogC#N%-I6Ky0MaKcqMc+SU?z_M;rj+HdlY;PRt=@A)wG|=c2n1r9XCVvIl`K}>?}4;i`Ipj*FyehqF=|W?ZmfHvMa53Z z;kA?bm_E}TOqL4DIfTezDTh~1SCJYqXa??cE@euuO4#QVt?RKkZ?9SR@0mE$Q#o>_9%#IbdC6QK~aw@#_YKB!PzIW&a>+O+vZ?LTN6V@sp*n;h$4 zatO5vXsQa%;4uvhxr7&?nz1kK?I)|{rQD-#=BWr!+gPQlW~rLU%-`;Stf7MRD*9*v{`|> zNjK|y%kUb~%y0oO#~{Othi1Svo%_+;%z8cTWVN%FX|ihOeu5w+>lOX$j)c@_d3&UK z5p33Got$2QO@qnhZ@6V1l;3Y0euZ=R{N6hwK;AY2<5~HXsF^syn*z@AcW1Xc%pI}Y s$E=iQJZ84e!*nIg#(saqS(pp!FWl6@89sWft^fc407*qoM6N<$g2|RGRHR400001 zbW%=J06^y0W&i*JF<_j^NQeV-AQ$jul%d{A51EqH*}NW!aq+z9#q=vyl%efTz?iwhF&x(o zQN5)Kvn(Z!e8&jO3@qGfj$53GP(x?pm_pi1^e@2QUe+TNjWG&J4sjj>R)d5L?26Cu zjI%C|L^!x0eR5?IGJ+BeL42F5qp~kJyH7$!$OPk6@;9uLGm)4U&s!<3@@<0sl#J|J zFgzpOnw_)45MEuq#svizMG`V7<$cC$D^|)?JB+cBlm7kTumyvF5u_1cIU*BZoobZ% zBFYo(c<4B^?#XNR^x;o=1vSPtCi2-nH~HAoP}6>`(qSJV=ayM>;+TH&*CRP5>2v)b zdRX0WkNBEd8{)1pSkWAKJPm(O9=_FT8iUpt3m5pnv)T*t4_e|Fq0@j?n`TGV$Z`Xh z(`}acf9I~0`!BV*HDWW=fRdpo&JE{>=xbV)xKl*XG@y#S`Gc^j*xaz`^uw xN*&ml(&G29Fo&8ub(brHk7wS$o4U<}_yr~*8sC)rag_i7002ovPDHLkV1h}bn!f-5 literal 0 HcmV?d00001 diff --git a/img1183.png b/img1183.png new file mode 100644 index 0000000000000000000000000000000000000000..e7f29f13f03fd597aec1e8322109f96573f6af7d GIT binary patch literal 369 zcmV-%0gnEOP)RHR400001 zbW%=J06^y0W&i*H?@2^KRCt_YU;qMsrUwj!0HcFK0dCm|P@0>8felD;GQbGJz$F1l zurd^|C;;go!2pH@4FCTFnFSLrB(O5DGZ+zP45@&F2Sg??Jm6RHR400001 zbW%=J06^y0W&i*ISxH1eRCt`_Qaet=KoEWYuH%rksS%P3Dk>KoAU7aF9Ka2Q70;BWe@d4&{)2K+))<-K(=Ik; R%?tnl002ovPDHLkV1hO($n5|C literal 0 HcmV?d00001 diff --git a/img1185.png b/img1185.png new file mode 100644 index 0000000000000000000000000000000000000000..fadcca5d3d0be6dad50b33e1216d73352972fe1e GIT binary patch literal 258 zcmeAS@N?(olHy`uVBq!ia0vp^IzTMT!py+H7}C9X4Ul6H;1lAydGqEKD^|>zGiSnt z2`w!x6%`dZIXMXl2_YdN9v&VxHZ}$Z1}Z8l5)u+TJUl>6uOd&+15%77L4Lsu4$p3+ z0XYqxE{-7;bCMGnnAF%pE;Jl_o{;e1&*=v70z-oq-v)!okE@Tc%bBnk%=!Pnv4;6W z!*`FIIySav-2HY3Zt!sNN=y9vzn>v#voY6<14r3;KOEHKDN{Z_dEa|8dxI9U!--kGTfHZ>;JGdpeh|3BYL*0-90p({&zr?p+}(ZgpuyeUE!>>@%X#SPnyIdu zsd@Nhx}#NLim@IctbpCzn^Y2W*^|ieNy0*6G#9)}0@D3h8 zU5GEP3+?hfVgs6hQg6$+9rsFYcW@zCTSm=)7OM$)zif~|%ulN=RcYmhiIUcQQ};kn zeBM1bd3vmR!ynW_?)uvsf}2DQ%pGU+5ckbrtQ-7$I?D#RAq> z{rfw_&rFyKgJ`K53)Kk(3T{ko02Ab>rkXK)d8Aefos)?_i2#pH>$X|!bC(2uz};cH z_erlId!{|OE`v(02Jd$)&>@a+=C>8p+d5p78tTcSkd?X=hPVma#QcgdPfovy-t{dG zx=0!eq6HE)Ev;LHy){*)ekLm=LzA{5G~hsnXGwd9=Z*t3xtjQkv@XBfcVs&eBqo$~ zsAs;epYh4|*D>YY&EBc1)`m1vI(td$h-ESEuJsNvc4u5jV0@4Amk7o13k4wzALlLw z4B;!<$iLO1zY$o`938ov|fuN~1Mu zI;{iNMGQ(-{rg)Qc60Y01Pp^5398gaRnrZ#IA~;)&o^fS#UoYmZyfNYkk2wvOG79beZ*ks?O;kUnLHsqHMy^S@M-= z;sKS?AN?S9BwCHGqeh@*^tpD3e*6lYIF^=L`~6lKrQBoT{KKBQFPC?1pGv@28QL}$ zfrW2kcJT_)(0U&{y0rE%o|HRU!$r2Wb%ehHqNPWOOP1Q=^)!d(ITb9bAy|0J%>mBSdnnu7q=g3%d zF1fI_1|8T6RpXSIK!GHX+!n!&=~b}aKKg+|Nv1|jKEzdh*gXzl=zwV+W20@FFDnj( zrqNOc>q6n9>^~V8UYKTiZhu5gU#I{`l=N)+G)bP_%6#XCuzJ5QDJRso(@y*4JeP=o z5_t3*j=z~Ius1^khObUZ2xMSnFlC=t^s)2-V!aonGrkwBExv$Np|o3?zLZm;fuxW^ zdcij4WeI6k1N%YF(G*vYaS6w?l`>ni+(8|xmX0E`_fn8`J|#As)`TBbR~&LOQ=0$V zj~c&IZDgX;7PIVe9YjQCKlnEaXt5(qf1gdoZy^%t%YB^JZYXEobqkM2#pI2uL+w_M zBlR~A=|(}t-ZzcMi-G1WTha`4lMSQBG_ix6YUUA?kOn{j>@>kTL_~iBi6+y$W8p~P z*@KGDt@y|2 zAI$KXau&7DM5R>*8H6CrF=BZ%(1!6~tUjRJKx!2``SYG5T}Nhz&@Dw;%Wyp?EK%ND zASB!0x9#FQN}0~f4P@;AP{2BO+7$7TUvy`5WKiq5xG9damT_aCpY*v`p}LzH7??ak z5lh5_y*Wd>ab1B~?*aw8z?;T5P~h=3-y7i8X|FZw1ybrc3X3Nf_3^53ycW1OuzaHja|5S@)2J1@W^~g9 zD`R1BlKmt0Cy(-S<+)l#yhi#2i;BMArN_Z90fHVZgjfikw=*6g=s+!+PoP9yvTm3L zUUr0Z$F22M+8hM$@T>l+tK;{({-y@3spd)OcfP657$eM|bcXWQPQLC4aqT-AlSgT{ zHk!#>Ct2`lJI>&kEsG+TgRDGG`+1q2HnPa7I0bYIge;D0=WS?}4KtrQg%+|)ef$IY zJFZz@`lY^a^s2}v)sl235o{}^A1*z!#qBaNUQWb9xqC^0LI;F__o4g0o+2G1Oh`dNS*b?Afl}2XD45QHE^4WB^Z(q`kVjyDP@5tv!Q5YMX&9PMT$@ zrIs1K#ta-P$f=N97CPsNo5noypQ1AI`{E1^L`lHX*obV9^~UGuSfO=B>n2?U2mvwZ zAd}}em263iPYExf2w%OXT%Yf3xi0^XyN|(UYT@E(>I4_#jtO>eMzxZs(6rbs<~bp| z2<-DfryBB`iYBn$#1J<-!CeFt;&1A_lru-{6u_9mSgunYZQoI-t$)DTXBb&lgz9;@ zb$E|*q%82&KEm0~SZ=Ihbb1y$ce)dmdDy4oRr{HJo1SBuKW<6wn6Sq=6g_{DZ*Bj^ zuwHY#Tg94N$0;BV*;(>`IE~NU-)(*P$(GH=1dRq@+28wBJ*X2wQVVL67>0^Mtvq zAGv_u_o2<-d4c~BYW6%*54$6WL&Dzg@x^a0lk)akLhIF^{YFU75YGAKygnz=fpnib z3{1Gr1_sRg5F>T|YGN}oQ4yJ6?&s^n50}88!-fXyJ28T7whO=vX}}xm6e@;G9Wp@l z16snTvj{pPIO09GWh^x6e-%&?LFPlf#Gqx~8@Jgkh zLy*zpc0iP!`9(TOI8-DvbC0itYk5>Q$NgIz=OC468mB?;{JSa%N4)$wPmLVpTqQaR zpzkGv6%t(^miL)JKI%3WB66SAzZ6`3{?6v9Hr~lvzHV`+eZ6}@h-nzdtk{T4cN8DT z(D3c1d*$}GPv28m2a~vj^;TRIVlP6-`Yb{=%&$#ijn}-1%eatki-oAfSBz}?m%pKt zZgUYfKkSV>5=oK}+J>jT0Rd_rSy}7M)8u+P&OEiEnBRH*PQb)9+7_IUL**or$u_<2 z3gh0+;l7jL25ke1?O~Q=0DxN>9v#2*nX~ z-Hc96la(ypDAkpA?Y=lA;&UVIZfa;JCjiF!_V8b!RTc|u&SPx%eXXli#5)e?D!jg( zznDR*o&ZxFua=z^u5ki#pcNsp>v!o;%%BdzEajQ@+}-E9I{?5%CGcv6`c8~uZH24- zb|xEbl5-J9Jk606XTr;ISc#u|%)LF(Dx*$b+rX(BJ4>Y`*~LyIQ{F}>(~dgcKaXV* zQ;+OZGav5A?>{MHj_M`nRjDd28A-N}gAv@Nnj+hon4keot8eMew8@#VRu{wBH}|~d zvi&i_j+j61){0qe^1PZAz?Wg8-Uu$-P8BPXhe-1Fiq$UNdQU=m(q6CVKuY}v9Au#r>n_Yp9IKsaHF)ifbq%+$t$yUlvv!2h!du`&9Yh3ey9;{~a z10mIr=*;M)Fw$*ga$LKiiuaEYlY3dC0k!^G>S4|j#V@AFxGdm|Bstt5qGQ zo0^9|wL_bx9?ktzQXkoP(B_6nx94JBAI1pp1BO|ezh8xG{~`_wf^=X$E6eYqh1NR; zyw@ilVF6gxhvH)jB)~Pek=%15NPr(vQB$2%XG%p|zFvG9WP&|m-Mm&h*gq&yzUQV4 zPrNoLFdIu*w|;F!8)=Z)@|}zQ>5k#;zw>?`?AVv9Cfh33kHvhOJIgU)bru zf_>E6qW%PMxef4w!?;x@l_tY8P;iF(X`-@t;ZFVc z_;G}Rz?w7eSZ7UI1oXEG+)g}AfkP`L^q4_ZDk_r#Jk!LlP;) zm)J_a4d~@pvVW@s7$oEm2(l)OgYl*xVc)3$n`=Y2Dx8*?QXTlaHE~eeI9YU~p4`?N zPuSTs8foL6PrAw(wCt}{QLSU)uM_(GY1O=aw7|HbYERR?kNT4XWo7m8ldn1AcW0V? zD$gHEf_>swg3}#pjRRCJsWbsNj&W`D4WF&B7a3VkFoGlw6b!h&uueaE?FZ#aAF4tZ z&R69#oE+*GuHwlHI$?i5(|YN&^sTS~sk-pLe8(ih595W$@$xLgMEdN_`i|VCw`JFM zKf7}gR*o76kMksQaez&-mOuxh1ekL7^;O=>g7nr#j8IMItq5x)jr=aT*3A3gvgck< zT6Uk2zScq+nIR1L{6uV^gZPaA$u6K!%G*1!Mu2TuF+10GW70{!qCr*i+rOMoQa3+xgU%0YcI$@A1!|@zFetHaYv40vl|vYM*W2%z3b|V zHb(bs&0rDtznqY3jdn$V9`32>f@I3CikJO>U6}E|!>);U%2%cp?W)LjN{Jl4gGel^ zXQIx&DF{kO&w%UUHOyfg3@Y(XM)zuEC%3_W_5IzaN;x!>&xXU|evg^qI5PdR&y?U$ znxoy^Y7#b1{~8cu`Yh!16!#s79laMxW)R!=6jZ=?E-GGh7 zLJVpiJpId@Z&L~-T>Z26W*KP|;Dc^&%Fu6k;hQw`cn;Sf=#wgb9s{C8ufo{B8VC_1UC57Zu zru~3|?S7Ve=KgcS=Am;)mr-#=?~PRxJmu9SFG3G0py^8 zqT_F$49}r@eGzVR%A~H4dKoOJnS5_$?k-&JB)u~7MBZP}1YTi-Mxrm@om~-#^mIc1 za0jUk!|V4=zP=j=Fp#A`XqJJ^OQ^<|O#{4tkq@CwoZ1N*SEKWWjvq|RX-ckIUAZaj zznK2t$iLQPnuH}%0b~6upgTJY=Q58jV&EqdqxGbXIL2u(`{U#0Dea0|c%fM`8Z}$q zK0gI7a-NxdNfbyxu_H>8p$?rnq@?S9eU zVWI3tPh6+EK9e|MVdYIySnt{+wBtuzIz&U6t)|_?N3uPAIZKn*?ky_+e2BrTw*AZT z@`i$rL8*kJLMrh5E^G!^cd$bx{*%pX97A+LE|1fLL70g(y;4(ZHV4QS4l6C-R(H3@ zUV76i+Z^)ArQpuZv}F6)Nwe3d>e)2U4_yZZfL99eeLauA3$_1o8xR=W7#IC6k_{93 zuIuyVl1~63$k<+FIT4HiIG3rq$;#b(BxQTc*(G&sUZiw$hdrG-oHD@P5@uQ!kH0-O!$y z&;2!6)u)X;MI^k!*d_Zg z<7~ZinV1tb@B-|HL|_+EZq{pHMYl#o2B;-WW_$gBuhmBuPp6Kl8F?4a{6W!|CPqU^ zY}V`RW;2e<)ZYg5TxDq~YjdRd z>!b~+jR8m=lkN~H+G5$^j=@vUbs&%(#JNsjkr}Q9{9PwNDMMl7O65 z5C%39W33`sPji@;FT^tjE*i~No_|27VBDFrRU%|u7Y?~$>OjS7Sk!lXVj-K}9`+E^ zkOgz79EC5Vxr0tE`i+m#9IMERfCD5eN5$0Lpo2X$A#fgzmkkP-U&e9+K7YvR69ry- z{Y?l7r6VSnqdB%d@|G9WKQ5!Kna=VmE)>I#ZP%NU?QNUAdSU|41>j~p+ua}pmEj(y z#;T1vg_~`PE_*fy@>=Mayw-Q5L{Oygiv;QAS#7@>P7}*Q&9!`p~o+Hl?BGH+{jxrFB zAszO)-y~eY3Ol^)%ovTW<9A}OaiekSHN(95D}wtB`A2tvG&<}I@(h^TtLG#vc^LBZ zq^I=gN2vPq|f)3UCR22U5fsv7mt&;Wf6_B zh@!9zf8^l?4ayqJ*+G}@OrP5qGU|+blIGVwfyqOu+C6DgwHPqQ3~cH*Vb_a=Cj!|T z<~4JUY()dYfaq%JzvY+`zgBTeTj7Fk?v{rLp{$Yp0Hi+<}NKi+9{|=q!^trO}P$$*};<;CQk6pordHN-fbewH*Ws5`~PSQ0=e%? z2maH>Y)c5VRoms>=;cqjwIxNV9^{*gypKWThdBYr{;7SCby#-xgEIoPP_>wgqPgh)>U7_z7{>5FVy(csw>B8sSl1!bK@jq)ykS19 z@h}_pSfxjUY0w{n4#HXpqXx6 z&rx|h7p|NsM9Cn6c1Rw$rmOuYy>73Vjxg$`Bb&bav`}6L0C}ZJXorPiBw6`(?_$ZD z1@PJs_X;xidPD+%`s6UeSVM{k8t6YJV;@}xGq+2X%~9UP2xU03>I2L7r&tbq~BGwJ` zx<$x$)2Q#J1hjgY2qPZD130jTXqcq=y3jWCQ%WwOeQt+>fVhJigq}g$2zrih|Bjqv zBM#Maj>&Tf(z~SN6LZ~cqbvM9|R0Tfkl1D5RvUc zemLsE*%-b20J#r_F&@TKeP#?9I_`&m>~?T?-GAxjU~5_Zpe>x|mm~CBH{CB)G_F{< zIjAnh3qQSfWBvvi(0y&$QEa_4Ua z(0^N>wg^r=QnV04#v@E3dW6)v8`c1GJARWxXLH)P*(rCk$G>Rh9>sr&cd4AH#@-DW zBMy@C%5Uh1Lws4KQ98~vRxx8))nzXZE0mM{2ip`MKc(H@48TUjw>N7Fz9gQ%-h4j( z_3|X>CnoSO@5OpWOH?sYBw2VvHBBv(t~vK(A5((*;ARc1J|T0YKm&Ra-jPL7JZtgQ zd<+!YNU{~!;ggA<8fqg?N9k^x?$B)T}gF0N8ci@P)?SR2XV&=#Rgdpt5w zUf3Ny>%U3dUlm&pQlkEh5hd+i6d9wqevMo%=<37G#pK#WTl^icXma`3sKJI=veQp& zoMyhdy&tgis4U$o@v0Yl%J0IvjO+K(34q7%t#KYMU&0^f(e8PNz*0S2TCJt#Q*C^K zrd`D)P~>teM8UdwNBG^ESjxQ4N8-fc#l1kk%7S zRNJ8*vpyv^Ub*h$1y_;0Q*tC?uvfI#6au7QPk(hiA8Pd$ZG{6={_Si=PyEpqsb3@+ zqj0c)o#GVNoBqt}1fq$KI}Cm|8fa%aXA%r z0ajI34`geK1h940*>FQCySNYw&tnPofz=Gr*vQ|h-dUM&+gH9Q53DM_%S3TTVtxuohcjmsaK=sz3Z(Z2I#+4}K$3LH)ul~le znXVaGU*ezP&mav`3wWp70uXq3UKm5ET1U;oQoOz33D4t_^)V!wx7;d38(>CeYDLvz zSR%&T9niqeC@}IfwO{oC0Eo^1nFUyYO~Wuuh^zVvWW-Iw=rm&1C2u_k#;>okOQ+%J z)T*e%HmSNe45a5arq%r)axwVlnf}W@^=`Tb7pwmzp^CbD;X2;h)}t2TL(5M>D%=8D zllHpJosB_z9(epMUPETi;ocC)jx6gFLhen{2xAA3+RaZR6;>V+A1!cwI{`yn`J%O^ggFRb9%F4Nw4 z@n5eN)3x^5ZpG>{1>@RtjMs?u`vgSaQz7Je-Q=GvL}=Xy+tlv;T~eOpt6=BptH^S@ zL4mFH;n8Zb#t3V~Q{_B6rtdGP+dfIOFj1;xs?y43-W+CP%u7-H;+j{yz0QXH*;}t> zmZrDe%?;+&QkXacmv7%vx@x^kTRTr4RNsGt8}ikduIUv*7$Cxmp7>B>e0^!_{q!Bd z`LYJ`Fw0TvYQ4Q^#5#3fasi}cY1Xn@Wm@bxmUYXp?2tUW!oM<<)Nl4 zhsu(Rk%jErehMyIgI^$StPTe4_%dYy*YJpkHDcpPzD|Vm=G66r@5;z=z3)tBV{pr+ z%%fl|eS2aV8jR6YuICjm=n@|N{ZlO$ovCL;p3YtDY}uV6Z&U$^iK1PKA)@^p*%dkj_=TH(yNuB^IHjB6sudHQu0rnY|^xfy2fX*jlO zX)G3~C!%*6ehPh~ml+u%!)(hqJd=4J?eD!{HY##mN zRYuo9#w`C(bP0eKa2Adp_>q&3%#tqV9A|&4Jcf^+{O?MU6F2XH0oM+_>-yro5Ep&F z+l0m5X3q6*r=u?R91T;B~zOFqsKdUqZ&lvlR#Q$QoHFXF;ojvWGkEm`Uk< zxpn(0Ks%n1qG_1YR%uACywqlbcdW)D+b>e%;OKzbTUF0qTYF0375B1UV=*fY_jXSFoX^5?onMcY?X+E& zNx9`Br!o~7Zw3zGYSgC~R*HQk!X3I+JWh2X+x}4xJmvo8P!^})8g{mMzWd%BL>ZxZ=u?6**?CVH~MMQStJ5z*bR=OoIB zPQk_#@atbJH!LcYPMX%I(Tk&N$UvZ@Ndy=E!8{pL`pQutJz)MErZs0|IC2`<)FpUu zq2)PVRN1v&T+m#;2viAd2pbqk<(eG*)#Zg)Gh8J8x=RG2Z0aIzgsVCfaS$$$@`$j8 zT{@wsY?&g{&or8;-kl|26AcN)S@9AaO}+hfr0|&y49#K8pS+08ljrWEl!2iy?Vy}I zA`3|N{mqJc5IT6N&C7f}fUhB^?LbuZPQa{&~7sw=F5B zvc@PFzPa*l*3Ve|=CGvR4b>}p@XX3W?>{wKUT%f$ZIzV~Ks=D36Zb8aO>3M|Q;gDq z!+>|@@(q>l`5o%l25-WY+KJtRgNKQis#l!egL+J{q4)YSzO_AN2C)XqN@(-*{c!1M zgp2ZP29seQr5yg62Y z(ZEknRNRT8&rZLz*NH<`puyjZU?!^AHSQoEf;62$aq^{V*jQmUACk+mRrkpvt6%XG8}>;gm3ZL=#rYIsN4-*Aj_dH^_>qy$sF!U#Kn^u# z0o-5Vyy)VX?*27GvE{K9L3V<+zM4^1!C=x*5@nvaoh!u&@CCAMsf)j60x%CB>Xh6` zFj56Op~>%nZ&31G=t2^V94b~xQimaK6gg3n{ia<}O6HSZj1hA=70=6v#(1QW#388L z`_iWNkuCpgGgY@UyE=3LM<}@^M=1a7@k9ulXf6P-{`c#ZErC;$<4BmI<`UcgGf@2O zgZ%75H;^?7 zgT|IUTZFvc_rrV6|Lgz5eV%*IJ@=gF+;i_a_uS+=C>>@-7$X1x%zC;=Qvd*A&ivi; zX8_`F6rVq1nqX6u88DelDAff3HhDdyhIu$){jM~cst-}?Px6jlEvIMwH)eM(_6l18 z8kE9SppJF!vLwd75iwOr+hsI*RF6HJLjuJMbj=nnu21Q|saG=xw;;P|Oxfu>x1+{FPn%-nBZ_e{=bXcq?q_V0@QP@SA7+T_suuAIm z=4`9qQ}W_;JXIvAbl88m!Zhyqn07x>BYQxB{{~has`4>uqEh4WU!%6xxb4+JE8~>) z@Gp7adtD@1pC0R75iK|DwzQ`VA_^Xye2x^-j)P(kacEa3n5bp#Nkzs*u&lc}@7IZD zE@w% zcR>6+=50ytaTBW(OX^aKIq05c^^X);A8TgAKOu|Olt4cBy5<&> zhc>T=yE~hNU%7UV!XyZE^sYYSU&^HoITkHu!PcV9qw_GNn%y7u0@amX;($NdK8DJv zDU}!vZVqW`j?A3`hxjSK0hpWO1D7n?H|PvDYPjJ(p7+2jN{K zb7mTh@AHSMQT28%y9-ky+|tS2mO~)-MTa=#3d@sc>k=`?qzUdZjMNm*qlD}_r9oLY zzNMFrekbRDFdsK~uBdWFvxjGDemx}cnaxf$?iu(NS)$iQ&1W-_@vbGCZbIDkMCE~r zT0I%Ctn7y>mcT{+8mG9C&~IQsne{$*bY7J$Aw_I(H+?BKTh8$1d7B~GVxh+2%D%vC zJvQO~+}CCCQto+mCQ22xEylgq4==Y_Q!4ZLJNWxIsw3=uY}|~drf7h$YArT`q%s|J zYx5S+QTep!;Ycp%fP5-GQVm(dEW$8;#=hKR?D`)95 zHXF`UZ*u``SPASqKI^H=p4D^-i}@UdxWM$`4lb~9LvV4J zNfe`+cG^pE_PzB|S_M~uGKp1nBWrrEz6f*&m^t+9?4W^3sG5$c9jc6XY$o^*g2Cl2O3HmjktUEH=J)@#C%9W zjij)?4U8l4YTwnnLe=l()jr&L?Ge;7(4YhRer?mu;G&#@l~{#Dqq`N*kwIrZ6vD1F zKZv#1iNOv1Zzh@OASI+Su!!WC3?cuqEzCHr2#FeJT z#J=_m)@5#2=ZgoZE5`|BL-0;;Chd_;tlgJ&eGSy&QN2CC8ZHl4nmx?WI~neM+W##} zOZidSM8|+u`gdCye+EYnvJIyRQaI6y9DXU~Vvh7M$dNtQD@S6%P8QaR zt=;)!l9E8LC8e2RU`>xH?+~$gG|sMDQmN(K;{$Dk_7_*;iSm7aq5VabkBN}JlB_c@ zG%d>$>Xi6${Wuzh<&1q1xSPXy+bOd~0g!+A@K`;acK7|*IkwB{x(oDT`wg_UTd@pF z%U4C;cwE-Fe`)D;Zw~(>L6ZaBp}Rjg+$tHt(iSO2uPbTKM(3Afio;zarYw;qJC0UDd;;94Nl2FPQESk1a|g^F_Ja8ntD-?eS(N8q z8E=Ko|0!EBk+V$CBSwBr9V>RL6jZ>RrTRhBliq}M5gA$u7UX=wOv_~Ydt-tZ7y;Jg z+**=b&a&-)c+X7{Doc0VHkxw?a6(mu%lajyY;ox_be~xIs_2-Q zpx7Rd2;$EEh96u>@E*YD1@W}2#6KEW*35J$gt@0!$vg?DmF;s53v<&jNv%mL=k8E8 zM&Dyk-MQB%;c@E2;^9tE9kP+bFa*rm@ERmzzV+lZPb)TruSS7?*Op|L2=q@)6u7T( z&pnsaHAo_D@7~RiEBEUj!DAza9rG05F158)=hIrhZwS9hmnk>&b~B+%7LfgW82d}O z;9#hK=v$K#y!4<`WeDXv;(MzlZ3LmBkE=3$K%mqf z6=`o%Xe8?9^!B+lEOL+1J0akVrVcg@H=Lx5m6vsD-Lkle7cT`bCUm;^L^#A3Zzdt8 zxnc+FHppK46sY&&F2g%mG`%RE@za#DwY#}>mDH4{t+N?gC)JeREkcy z@#bp)8{_72CatRE+9J^EM=|->Qf2* zazx5&7Qa!Ed||-e5~wMC1S&YW-{d8OUD6zYTLRdpQKcNBG61%?^p%yTV_^dgYJ=fL z-3a~ARcBNtbJp;I|9KjJKz4XXSlZ^+TR-57raLLef77y^D3Gs~;P9)xeFh91x2!lO zsK>WL%x_b_A%GP-nlQhE9hO~7b-qWNy}!w~An$e+Y3(=Z+h+SKcFz-v59@H_OJmUd zYB8U%cKCa80vs)9HKOqGxD2U^>ZC#jYvc;wtOfzJ4MWhTf`Am)>BPL}jUrS`v59x3 z;78KRe??;s-hF_~N;c>zkIeVj;p1sobU1r)OBQ;|V>+$DaUg4Rg0kX{nP``w)ka1G znj-@#+lN{3Lco0pWxP7?o(D~}!3e2@fc)gv>tBef7mP!7ffcktiQ zly|`FH^exc%JqHS0F9aTNZDYHlmtBf4V4CXjw1Atk)H!=G1G&}!6si`*p40v%0YX7 zrDJA9B>CoFk`LR9TqDuvn?*x78;)*_eag6aNyQi}OW!b-D*_L%+Rzn=3Xtn0Y% zmv`yEwWa3dOO)7e_*Mv&bCE`pE>CWE(Cso=KEC!RV?b9hCO%~OMz_yIt})LKX0{#M z`~|9f&qNk-tJH@}#a!d(mj&>xxflz`twsmHf7it}9r4d^BqAAJ<-3xyb@R5c&!Okz zrrVLLOuEuh;w_)rCQaxiKXsB5Pd2hno_Q3Xj%{pF-shxAXtsN0?ACUvv_y&Yw8kG9 zqho9xj2w(_@$LT&1vwra33fL#O0~$Q{k7o+i$jz6(m#(WQ3O+uT&X`ZR(kd|u7`J#8` zUzPGI5FgSe&D-bgl(-&GxZo>9h@V^A#jOZTq+05Vu1_V2>&b*UzTy(G5N4(CET`}; zyHhkx@`{{WkdwXYJ3{B8r=40deus-Is0&E-?zYIBki|<%5UpWWX3oX(@5(w~dl;JE zO&;X6GWQ=?Y=`2V+Q30tvPg{OoSRPyX^aaxDleGIvn>BYXwgl4#h;d!;%w^MGm^74 zi9QX8%Sl4F-p@}ZJAQl+K+}OTW+-M2_QTGhTv#&XLXU1-FWu>S^`~VIpFglt)pc(G zG~Qd93Umglr;)4#NFuR{Shsd|j6q+r0Z5N5G=mJ@{T2O!R&Dn4zv>c=vW4AN7OCOnr>zqU064&Ds5>V441(bj{l?`>@2+ o%W(geYXpnLYLLAr9eC?jp=XOeivX?S**5{u(?TKN-FA%qADI{jrvLx| literal 0 HcmV?d00001 diff --git a/img1188.png b/img1188.png new file mode 100644 index 0000000000000000000000000000000000000000..c898677aacaddfe354a59cd6b968e4c1f146c506 GIT binary patch literal 915 zcmV;E18n?>P)RHR400001 zbW%=J06^y0W&i*K5lKWrRCt{2RXu1FK@|ROZ*O-ldzan9B3-ty5Msy{5p1HTScnEZ z2#Ae%lEy;xAY#3-kbr0od-W<2ED}VFR@ufPh;S&VorhSY5e5R`M9=ZPncMq=90;k@ z$KA}l_r87e{$>UkLB03h|-81G_D$x|1CEYHig?=6V7gC~`pL2vrWm!3>2sH{ zS~1^HJnuug%5W4jERse*poE7NtHIjiYKyZX$8qf4fY+p002ovPDHLkV1iI&o~r-= literal 0 HcmV?d00001 diff --git a/img1189.png b/img1189.png new file mode 100644 index 0000000000000000000000000000000000000000..cd1b888b9a23c18dc6fb26abb643b782310d2d24 GIT binary patch literal 1038 zcmV+p1o8WcP)RHR400001 zbW%=J06^y0W&i*Kj7da6RCt{2Ry~LmNfiF3d%CA)rf0eX0~6U6Ohm*+E>#Cn@DCg? zF}iEdP`MivOs`fD*1%)33!O+X>%gB#rb7+XM)3y|2krt54hw&Vh4Z$2uexWqXLi>= zI1}#;)Vx>keeb90RaFBYC&yO`iG)wT&a_H=0@{bqCYyShQbC%}b*i5L71T1pY-S~g z>H`gfPGdClIf(>NxGW+PeDuO9YMf>Wk_wy4zVk?{}IC_n%_vmIW!k@^B>?zoRl1H4m07bv_Xnyh}$GA z5GOGwvBmI)_ypH8Cz^Vb3-&5-$p`}oiHa)B@zca=!F@6NChan#%eHUGJh2b=t0D8= zU%ykn)d4AP#Rh%vz$;k_XTJuWMglj>Ut@MUcd}5qMe$0=?Uo5gSDn`Hd9Io7(Z#~FIu67* z=gIX$Dl>&Gt+AQeh1SkexIGctu@TH0uwZ4ze2=~}$gSGg{a~s(vG}w3|5bDT*CWgy#nvyO1Ps-f9`nx*a&CQ>|kX79g_Kq^T|iTdbDi~e%}n* zP*O%IR6DSeS#$nOBx>q)!{PiYzVubQ4sNK-b1T9b^KV2S0Pmpw^+#>d3IG5A07*qo IM6N<$g8HK61ONa4 literal 0 HcmV?d00001 diff --git a/img119.png b/img119.png new file mode 100644 index 0000000000000000000000000000000000000000..ca40d43f042a376ebbaaec4232fa25088a4b71f9 GIT binary patch literal 1286 zcmV+h1^N1kP)RHR400001 zbW%=J06^y0W&i*Lgh@m}RCt{2SWSrBR2=_JW|Ehg%}l0(Acz>K3oAl9NDoCR1gTON zX-5z&crZl;5s{!MibB&KO7UZN@FrezT6z$=2en7%)QhY;Q1RoS4$>l?CTq1_R=4qe z&CJUrJ0CK`6zLC=_ul{i^2;ypz5L%l0fxgxlxW-hTo~*o%tz_r};3~f^WYLRr(nx@p87HBKa`PxLoUF4eRZkh_ z!VE~K0kW=7^j407Cnu+U?}Qi9nO#UO?x0&CbO~@;?V7hcIj!=}&{nzM4AR}-W3z8M zqH&BKI-ZxVM!&md+i(KGQ!rr1F=KAo@h)p-V8Mw5ZJUxDrUw6oJSuVQ!CwS6V<~B0 zO0C)F5VyaG9bUGFJ@n+LMc#A?1zc+utal)B5#}uR0~1q?R+UvzK7ixXqw8gFirr?QGFI3rXK@irAbh9-7-lu(3JD(Ts%>V)=F~)8E~YyTU|=ob$8?we!k43S zI?sS2%MBE7g^J;+UTv6GVLT6fn{tIIOBUW<2c8p|hxUn+a6QP= zAdnB}%D=>`G7%srYRR00+s)r;o)h7lW1S$W_0jEyqV+nAum7nHc$deKsy!3o5Kr6- z7sP)p>*@+0!{sxw%i;;-kG55dCH~C zJJv_j2l|O-X^^(>2Z*1Uze{T4@ zC9ZiW!&7jT2Kf|tU3r)w-G7tLnDV=*7nD_u{?Lv2`Kw{y*=N(H#6LA+HOBn8I)C{1 w&2Z)|Vodlrcyitv#suAH3xCX8#BGFs0nb7*>=WlT)Bpeg07*qoM6N<$f;OLMPXGV_ literal 0 HcmV?d00001 diff --git a/img1190.png b/img1190.png new file mode 100644 index 0000000000000000000000000000000000000000..9a40b4bacfde66deca6f1ad9771c3abdf97d94a5 GIT binary patch literal 1079 zcmV-71jze|P)RHR400001 zbW%=J06^y0W&i*KwMj%lRCt{2S4(RYK@hH;of#)Po9z)4yod`5Dk82Zc=0g-5y2ex z=s|G)ff2!TD=P6~f*^ty_axp7f_Tgx)q@Fw;7KDWco7>!4ftrQs(YThD+#C|rr7D7 zuBxy4o9eFa8Gx0_zIIo`+ga0D7~&xC3RWDhiI>{y19$*!ydU#Q=5;F$WW;SqY-76h zBWfGq+EH*EppFX(NQln53AutZOGATiD31Y5pqmU=@d$rR{Q4sON!z=-**w^;d#n}k zQsHxH%J@b0=yMwabQvZ3fcP6wJK%CE=HNEPo0>@Do4{hi-qcHjcPeDWZ+WCYDWdXU zz0bQ2w;nEtP?d~qkKMM_rq-+>Q%mcF>t-8i9%C%67YVOGke!%CHp0^A9OR}XSC*e~P5wdo)ozqd@B9#5 z*(A9g7XvjiPy1}*?_D&wW@e9}C$m^BWlaq(q1XuWk_bEpK_ z9$~b04b+mv4f15y^5Pm*RHH(F=U8MCSewGs9|-RVw?mah*xpC?D4&Kul})~|HuCU4`ix?=&Kw*>}h5&hS=pAMrXswmS2l5w~LKEfARNm_C#(~__snv&kCQam0h zunDi$ibOWS9cA}uri3#OIf z6&wSe9)~h~2*Pe4>5V;*yB&7GV^ZsHc;hCVZ`grq{GNCK)5Z7vbj~cQK#Os3CUs+% zA}typeAcK8-^aIBt(r4GE)eDpoPcl{t}Q_e4nHeri~Qh`eixy-k+^fbJX4v`Un?ln zhB2MXx~{+7vRZagmAFUr;~wzoYw+ue-!d5sUse=l8KEwtLT;V8vX6yU&hAvQ^>?&{ xsd$Ha1g#NKhoOS@5a|4f0NUbL`^EkDRHR400001 zbW%=J06^y0W&i*Km`OxIRCt`_R=;o4Koow?FPzxTnS}uf)&D?g21W!H0v0+%LP88h zip0W31_s8XQl(Z%O%_0cC1PMU1A;9XI>1C|7dEVlfvqQgOH`P9cTRj~pOXq0kocsY zUq65M-Me=`Vt_mvULc-r2H*k3ki`-hdjO}j?YsY3ETXszx{sJ0Qv``VFyOQj?tt(>kRm_=8#hxH)HuRyg z2rbMfV@D>liZuY%Y%(RXOA05=lzc9%C`1$ikO!#+S8PN8rE}p4fR3(5#Z)0I^|%I8N*_C z6nX&HPo&Cy{x<^Vhl4J|6LvHe^2)Mms>CRSFII3F7?#>imHZ@}jYxUC$EM2jBZj48 zl@%?g4wS$n;M0(w!Z9kV>%g!ByNc_RZsiCZzfX=>-l@bha-FUin2nyp^oFvNMaaxu zZZMfncS;6XCDoNd${q?OnOa;7e2=&CoI70si8I$W@6KN6n)JPT^vggy%+rEagr z52(+Vs8H6S)+vzS`me;Be)dQqlG8k-xZb@ueiyf{iA#}+;ycEoTRXgIdOTN?Wx_3D zSPtMNU)DEBB7y69!(_RHP4jJl-QD+F-%fuwSZ>rlh#Q8x)P0PQK+766BpJ!a>VPX- zPheI5ahI0X*OmwuXhI4??7H>5Wh40tDN(NE8~zz=Xx~$!wdqm`!JJkP)e>>=f3WJngQsg<37&dtwmK091>&H3MWd*=QB)ih6-D(3 zqIe>x81Rh;`PL%7@x)(|5Asb2P}=q0U$kU0duH}d_IzcRbdEzgN)YM13W)dsRDaBL z&xinHWT8{ik(nG}Qb`BYUj6}PfGEF$lC9ww#3$`Qr2UQzu;>~HkoEBL3IqnAQmTJc z=MFL7)JwX^Ig3pbfHFz^a*U#|_B7;^Ul?ht>cI#tmH~#18soA8EARg@K|z$+s4gi! z4roWO+LhRQgk1|<_)F4&5tM0y2`1bF2q8dp6ZkVwNoUh@KZEIm|DX@C8Nq2^{2^cc zExM?JG;e8%Oi$_!6@YSJ21#NzMhzqU)@&jyjt|y>(E$az?J5!j!13bEHfUkCCSa+G z&vpwu1BL-5UHoyji86}1rRa5co^m6OJx7`68k>a*xBK0d;@~~`IX2&(qf8T;b$`4N zz{or(Avc_7(C&GWO4k7zF+NKfBOiKqz*5E$o~(@)UFywjn`2vw+fdj(W}`Llaf*lW(zv*jm zV^nMwd%`JC;P&y?8yM=!ng+?ep{sERKy5l=_z)nZ;X~X3=76phoQLQB`WqP-vZdl| z7Kd=c1eB_N2efycUk?K#d~dOW{?^&fA0E*oBx5>xssrmc`%mp9@~pZbH?=!}>ByzI zgp!V3iMX^FAp!pVWJWXYigP8{DNJ4xAGkrXLtxdBCl15Um$-V=-XiGb{_=By zgVDiP=KPD9C{F@+Q>1y}KXzN(plZ?(7!NlSKwZw!&B0qtM1A~G4uaOZPmt!NZu50NTu&w0nEPDG_*rGJ?i4_q7%vZwW4{v32?emJ}f*!)oX@(0-k( z4@NsC4c1OjUp|BgC#?Sz;|W;QY>EB`Cc3VB3cH~7mJ0yQYo~gIWV~9;0PfJ38DVLQ z74)l)zioK~970J)-rhfiMCHpJ?aE=Eq`IR>YU(%ZVuH(bC&f~TO!E`_^o3!@%=b|S zl?R}!3e(+%(kel{Dbmx}I6TJ`Tbe>^l~5FVa&DO0@&wFQ@3!#=0K48vkg?Vs`({`GgH;k>lT!(9LG zPp%WWJ`zJTDtN*DRCv;&nMVLAC4BK$)QK9 zce4dA+Mh>SM&@ym`aOGx7WAK)`}f=8yZ2ANyZzrC-~Ijn?)YC^|MB8%spZM|m91g5!+eJp&W%Ll&i(}^8;@SN+03>`JE@j4o7l{P37oQ)oB~_uplSg14|w@_ z@43Vfhoe^B0{dz*TbpBC&P?YN<34%)J#_y}fNAcEy15NrJ^kD_Ud>hy(>jo&Xx z94_{2qO8%n) zmG)EJxoVi(4lE^DO1T2GCUvRe?Myy zY-q!Fo%}^j)j+gHs7vO+a?Wlycy{iYk8nHP4MPJ$9ADbFk`Al2)UdVpx2#-5?l{PR*{dEdim?YRuryH@NRTH;sD$G(l~c_T&;4cQtHHf?40#u;{J;w0^I;v@^c`2XM<~+X=9K{pG)=iKYJp&H*HC)9}%Q z^T*#z1j_eDLR;ZdYLB)psppXoH`%91%=h%86PHJ@daX~7YeYnT zZX9bg!Pxfja|=yk)jjXooT7-?R?N6-^?!0>7Kr7iwH3~fplt<>`|96cLPgCfZG{UU zTyPaL?n}S_(enM2w!*m)Yb_Kr?n|$KBNA@r(70wk5Jc3rg2sKa|7jg&NyYx7ZOU1` k%c#wVqQ?FI{K<9kFAXL^AzE>~fdBvi07*qoM6N<$f{!W+ZvX%Q literal 0 HcmV?d00001 diff --git a/img1193.png b/img1193.png new file mode 100644 index 0000000000000000000000000000000000000000..25f78bd34bd6538322b8210680e9d0720f66ed91 GIT binary patch literal 422 zcmV;X0a^ZuP)001Ba0{{R4-&Cm90000mP)t-sv$M0P zsHmKroRE-^goK26czA4VY+ztuR8&+*NJu<9JTNdYBqSsl7#Iu;3;+NC>RHR400001 zbW%=J06^y0W&i*IBuPX;RCt_YV1NQf1AZ{g&wvU77;u0K3@iyi>H`BO5EBJ1F#Lxp z{ou+EGx!4o{{aM(IFs-IekN`%c76s2kZBADE-<|R{|9L51fT>@09Z@}s*Yg;kYH(K zKyp1loFLLiR0K>wd-o#?ENBpzz`%nRA|DtU7`VY=jN%Lo|Nn#B3G@d8iw{VQmkVZ? z1CWRa0E_V!K*Tsf#DVSDLYP>wp#mE4OMl?_|Nrm*&#V`K!MVQy>{V>>{lSERr-31X zR{$t0&wx;7{bK@(G6sftATR@{TQ^rxij;`zml*RbX0B#yT1D`UGdjB5?4uF-h z!LkTPgDw+H8QZU%rzob`|3A3^!s27FyM)sVXe=DcF2Gs;K?L`IWTD{?06oT6F$CA2 QEdT%j07*qoM6N<$f{7rY-T(jq literal 0 HcmV?d00001 diff --git a/img1194.png b/img1194.png new file mode 100644 index 0000000000000000000000000000000000000000..60443c4e776696d32fd97df3520931c0db14177f GIT binary patch literal 1771 zcmV;P)PQsFe{kx+gHO+S5@Jw9}Bg4?wp@(xY| zIpJl>HL>cjT5na1c`m1tg*qMRv;o)o6x=HZWUj-AkIrC8T{aV7n=UNEk}B{ESf>k& zuvEVFs`uMfqjKj^IgYdNIS_pIFm@p~9KoW!WA;toqiKN5h7r$vAnyprS@lG8cTd+%E}-p?b`nuYD$#nFAK(>Si(*E_l={aKsf83Tt&3*ixtGVoPu4C3g! z%&8e9hm1++y-V7x4!{tThAYS=9A)5(-0y*9EH?4JUs-9zdz;=tP8U!QgkxgKMiLIt zdz~5gRu6Z{v=7OJwN5)c3HR341Sfgf1K21*!Z9=Wx?u`%g~`+cgb-q9Umr|${*k}8 zE`-?G_pyLM(*ZE|6|GCC3AFXieL$2fViKS|AtS+(MZOd)i15+F0d@L%CDAUnuF4BL z`HZ6u2KPYUkZsRfD2p_03Bys-o70g}HC!-rG#%`&dMUjF;Iyw}7=PqV-332_1kK$! z1rz@ZLv1_)(wcd1?rv}O?#Vr`qQ3>)t@$he%yZb%{$ z-i|{KDG7DcID5r(-G9=0Y4BC}Tj7lB;Jc*Jl#17%dgI%yD}^2(OafW%yaLT-~Kr8zw;e3tlAaQ}xX8b5uWrJM`am zV3M7j@6ZW+<9)nU!wiQ}j=qqeQa)=Rt2YG3Ejlwbiw6Eh15KgZ` zr_mi!z4(gEdw?Ub2IZ^+l+iNp5z7*j=FNWFmvyz6xH?vTu!#bV26NlH35sIB01*gTUyZ62Cn1I4sKD7<4#<|@BD}l=Xs1dUUiy8 zHx{p6-&-`)%QV?mGy6hUGL9NY(D{v)CG?&|wNK(`iMs~v*EP*231orQ{`^#~HxF0A zTuK{kn;lILTGZbkbox`Yf~zG1r;%C(F4(jr9h|@2457zgFD>RbDpvQvWwG3LBUcM5 zxgS{xw32rx%An5cWCPap(Ib3ZwQx)YrUPrmM}Gle4%Ft{DRU5bTKvWdq~^a~AGcLP zU(t$05-{6DqPL_`gje%~Duo$)zB5 zz*?&u;-0Cn=$HDI`hYAFB! N002ovPDHLkV1ktwU4H-o literal 0 HcmV?d00001 diff --git a/img1195.png b/img1195.png new file mode 100644 index 0000000000000000000000000000000000000000..63f77bc3787ad69fb4b6ac435b75cb688cd204db GIT binary patch literal 446 zcmV;v0YUzWP)RHR400001 zbW%=J06^y0W&i*IJV``BRCt_YV1NQvelW$)fC3!gLI{Zu3~&LaZiWN=|Isz!1sfQc z7!U?*0OAS!AAn2&AnO4M=3oLY4k&{Kh!-$0ya&0I=Q9KIg-1ZfQHaa=LBxbW26jdP zlQISm0fZnF7$6M%z(7yHkI7Azg$f=3lN<{`fx`|4>>uz)BuxM^Tn@m+m>2~3 z`8ZgCQQOME_y2zaSdd#`0zW4|Z@>c{?gBivBMCN;?31AdeExSTp!j}&12T{005l=+ z2{3S?29rFL{s5;S3U4@og6^Eh`{MHuqdM4LU{lDz7_)$ZpP4Ix^#BuCfbp9FHWPvA znyCS3qAde=07nBz2}gr26BdO${r?(4Rxe}lX5jw8(D#6WkHPK|LLtZh{~M4}HQY07 oNIpiSDkOz?bHaZ5=99q#0Pz!1vgxr7VE_OC07*qoM6N<$g2lC{Y5)KL literal 0 HcmV?d00001 diff --git a/img1196.png b/img1196.png new file mode 100644 index 0000000000000000000000000000000000000000..5e00155994d33b405a859fc9a5f3ecd9892ea22d GIT binary patch literal 336 zcmV-W0k8gvP)RHR400001 zbW%=J06^y0W&i*H&PhZ;RCt_YU;qLZRt6Nn`Th~#Hrn1EXi zGEmsClHmgjn8^vU=_r`V4Ptr-z!ZJJrjuyE57f{7fq{#Ik)46z0LU_3R${!f`dDFFZ^RWpS3>^i&v00000fhdEP)RHR400001 zbW%=J06^y0W&i*H`AI}URCt_YU;qIYRt5~f`T<0KKnVN?5&R&0fbT!1daNLj8Oi|a zo525#NL`pfVZ(xg4=fON7l_~lx$P*D3T}{qhXAU!4-9kw3UFJvKQM4{Fan)+0LWRu z!0;aA0DcAz28Im~$MAy)kV_d{4j=?nfPB_gU;zLB01=n~6yV`5K&U|V5QeYl;!RRO z15O!^|NsB~|IB&;=;r;Xs(c`c%Y=cafgyoc0H{D7D#H(_Agp*Go&@rB2ips*3T{C7 z9~i$GU^Rga8ektd8g!YkD6s#3asfmEAA{W`BnAEdf5VhQO@Onw;VcvdSTYJXv6*ME Z0|1pULgCDKIJp1-002ovPDHLkV1hV+jLQH3 literal 0 HcmV?d00001 diff --git a/img1198.png b/img1198.png new file mode 100644 index 0000000000000000000000000000000000000000..9f2215434d8c81b15b1e4dc2f9bb4847475ec205 GIT binary patch literal 438 zcmV;n0ZIOeP)RHR400001 zbW%=J06^y0W&i*IG)Y83RCt_YV89C;fOtQc#Sa(zzyKFu>gM^+z`((ep$|9Mz`%rL z-UcA!13yD31A_nwW?%M%AU*(cDbHsH<_nKLz^!yS0Ax=HWMF3$Fo6m_;NdR# zfNod=1Kgu@0{ocVWLdZ%#{vdOY%qLaMN!ELChZ^aM0+`9u|F02b^)d!;h{K_PmgkdP1$4-Xp~8v_Fa6%`c;2?-t^9-yXIk*DVYDaMi@zhDN3XE)M- zoV}hdjv*Cul7ZS1ejYf$;F54a>Hq_?{Ex;X@@#7q1YABC7bH!0WoYH)w%gDk;V@Oc zuSw#LLt8t;6*i|^8=Lrf?#N5*u#k|H;A`+<*jdEf!Duq`;8TVP3z@#SX?vtFF*Ea* zA7pQFD`ES}c>MqW`v3K8w>Io&d}JcbHjk~1WkG`tvr9vxqTHi4zHQ$MV?% zL~|0@>mFoWNM+)_@!x(YgUW&93FVxtSWn7(F#UIA`CdQkC!Z(-gXRgt`RsA0B!M1b N@O1TaS?83{1OTQNY^DGJ literal 0 HcmV?d00001 diff --git a/img12.png b/img12.png new file mode 100644 index 0000000000000000000000000000000000000000..4362f5b75a1639279547097a1380d697b4ccc9fa GIT binary patch literal 309 zcmV-50m}Y~P)RHR400001 zbW%=J06^y0W&i*Hvq?ljRCt_YU;qLR23`haAi$u2!e{uvz|g?|hv5JNPQbyyzz?L@ zLAu|6aDWIZ;8u?b3V^B$TA`c<28J7!U>4h5QVhWZ_!OjoL!py+HsHv%u2jmz8_=LD_-n@CmiWPI_%$YD@ zLQ6|aMMXtUPEJBXLP$u6hlhuajg5hUfr^TXgoFeS4-Zh&tH{&yfD~g%kY6x^!?PP{ zKu)Kpi(^Q|oa6)srhDIc5(*wLGm9878LBfg`7k{C&wkBd14AYwn@)p#hpdo7PFxPx z1P1G-l?+?FWHP?|=jRcYk*L_Iut=UuqN0-fz!`R74hc5n&*EkmwG%G=V&9~gv;4n= zfkA=D24(I~RtB{Ul}-MVCo2ETbMQ6%QRMz2czgYvzGiSnt z2`w!x6%`dZIXMXl2_YdN9v&VxHZ}$Z1}Z8l5)u+TJUl>6uOd&+15%77L4Lsu4$p3+ z0XhAiE{-7;bCQAD5>gqOS=gqv@bd7yxja*$MyyO=F++!}gunyl-;4rBj~zI0|3Cwy zMTLZgW7Lm^H=GKUdTmYYTnUG{LmEYll>_9LnH~FizR~Nvy1|)x)+ZkgHpC<(X#6~L zfN^5#z5@r|OweDz_HZiW+!F^18Ivldni-opnGerm5omw^|39zPds&GcjX4b7f|5B7 T=XGBJoyOql>gTe~DWM4fG=^XC literal 0 HcmV?d00001 diff --git a/img1201.png b/img1201.png new file mode 100644 index 0000000000000000000000000000000000000000..a81cd5b0663d252878ff04662b7bb5da77f804d5 GIT binary patch literal 1088 zcmV-G1i$-RHR400001 zbW%=J06^y0W&i*KzDYzuRCt{2SI=t`K@@)3Y+{OxroQ)BD7u_Jb5#Uhh9nt3T?%f@x7V-F|)f#N=`-c2(vr$ zzWLralbJWO0JB&D1`K2sL>(*TN4AsAL>bsZj>d>nc`zuD;kY0gK$Gh)|1Vo{(etE*oyvNCv} zry!plQUlio8$dY2O_0LLjvjQV;tqU91~1f8)zx$`S_~b{5KIKLeRvPv5r2CX0^-xG zjoJU)Gh)#o`$ntqmsnIyF{3p$RamVzFXmV-=69)+2=)g~K7(e&B51wZ)&h~U8mN{b zDDyf{ma;|MOyVN1fKvyt6#zL@GayF1slCYkunBweKsmQ1?N|rFe3JmuuQh?jAxvQ{% z<(+}RoqbGu-rI-l@K@CPi_MLr+OCO}@>0m{HW+qu>MA`jN(3TE4-_f)Du`84BdhYB z@{(byk@!m7QVuCAK~Fe^l96yoD=8d&wsk8muhb4zb?(EtOl8@3j^JL!(#`RvQ4#G6 z*}B$UMn*F=rJYnktW1gzgo&sm*2%P!Fa12w2WtXhycSNuJ-4~d?Z2`D6r?>@$iMfOj^Y7g96m)_8fxfA5SYU>3r;?MX5*&zjkB!!REfgSZ3_FXY&4r&%6CR;<#^AKvwzM{%Y zU(s88507CfMfT#;cmRtdq+pPw&`3YCpC_Im#1j8>FNjDd8TcDQa zRrKO_?k8BwCS|WV!|Hh15e0)Jg+}^;F{rpDx4NM25;wmYhzKWK}#te#u1IPF&u16+=-pezWoCk2TE_JeVF_J0000O001on0{{R40c-*e0000mP)t-sv$M0P zsHmKroRE-^goK26czA4VY+ztuR8&+*NJu<9JTNdYBqSsl7#Iu;3;+NC>RHR400001 zbW%=J06^y0W&i*M07*naRCt{2n9qykL=?wgx|5!CCzEOqBItlQ>OrOt9^Ezm#KRt1 z5D|6{?M-j}ClsPG?&55-Dk35_9=sY4>Tx2>Vf8YN{sE5SVG(44D>|~PZM~{WQdOyB zx@U(yh>w}1@>2DwZ~b~zX#k5&hIkze*ku!d;zK^;ZwUKOKZ1<}AC}y5*bphq1>nnE zA|*?6SI1VBv>vO@70Howbzlsy$TZ`kBqC~Lx~8ILwFdV3pE@{isnpEcJ$#Y3(o;(k zc#YpPz!qhCkyLx)%9q?pzQ;aD(6Qi7w5!W9Kf+m?m>{I;3TXt+d$01;STrIfA7g{3PpEkw#@B3GQQ1&2KSos+8Y)s!n93PdSn;NG zi4X z$cLu8%;*DgCaYlBYR+#qVaQ)VqA2FTY7N;i%NdJ|3&Y({EcF$sO;y>un#iJp1^jpI z0le6k<{mt&JUMASW01QOkzz0BwDd=;=WtmMFiEt%l*PP(Utx{_BXnNwE#SsV=A7r} zwdOUAPa1=nYV-AA1m~jd660QI!h|YvWEX`e#J4*&mXg(B;c?!n4{2k} zS2hMB4*@1#8s!+57YUkh!is1_%~MBdeZEaCK;Ju!jZ|vu@Ks8zSt#51aGteUinZi; zgb_!By0PY9fG;+A9OHnBbXImjT)gD*R2XvevU80?VkGTB{gKF2LwK%`HZcma1`!H= zeI1kG&%1vP%uL)IWNeJ=|(`RG%)1l#qJ&L1NUw2~M^5@XXy%h-m z@uKtP>H;iw84rv{cuvYrk7N*^A3U88?nI08zV>)JBtoc2c7C&Gu?$&I^X=%5t03DU zwNd>9uE721-WSi}gu45gWjeOUnL08|PJoytJ#cb%7 literal 0 HcmV?d00001 diff --git a/img1203.png b/img1203.png new file mode 100644 index 0000000000000000000000000000000000000000..a387e97f37b8fb9fd2900738add9707aeb2a10bb GIT binary patch literal 319 zcmV-F0l@x=P)RHR400001 zbW%=J06^y0W&i*Hy-7qtRCt`dkvj^)Komt!A_@5+vjHLQ!QM1>7TOC2T!I^jrIm39 zS%TYe2Ps`bAhnKfk`RBT=z)Q`!`wIby#ZlNPqN^JxZ;BxY?#4Ggz`TxJP14-I}9MI zDU6YP>9oc#*^EewOhM&HU6XQpp{Z=6JnRI*ICtsdsi*M2Wv=%zR_Z|$C?y+PS?kVXtqKO2Y|2J@(nE#}4Y!?sbhz!{C@t!9(LdzAeURHR400001 zbW%=J06^y0W&i*J-bqA3RCt{2RWWbVKotI**ohN6xeV;h2ttT}kYE8aR-zIf8IXv? zj*9pJbq7#cXczW$LFz<=gcul-r9&4QAt7~wNGvRfgI0*4jd}0Rm)MS5l@65<+~B+S zec!wH?(W?gIHDCVJCMQwgbn*BVWw@9hxF8N&4)OyTXmH_Z8cnsdq;f-z}!Q-6DmVM z^(FW{3Q_)pw2sl-wCPCImEnu?>yl%Cls+#Gko!8Do=vNjZ9Io{)o$p__EZmvC1AhD z!=jl{nt@1+PpO%BsRI$ScAvVM!tG}4RS@=P}TT(;H=S&M6*o2>x$0>m*Kx?Ut#Cz5#|>+^;2^q}BzhGD??* z8cp15iD8v(VVr8{N_sE4VS~hNL13VjUec-Ku{{AwR5pPknpAEA#W9>G=LoPDNK=oZ z0deK1#rDK$X%}*ndM-PkGHlZJjKVLYtkaW?xn4osu8w7`&M} z)$p3_2{7~mIp08q$M$me%A~eaBw3lGb5G**zx^exx^!BRj;@U#iSa`8w3+(d^uru? z0xH}6gJr5e%?tPuU%ZJ@(*oWvGNcm=3uj6%}_ZulVN%(vs0000mP)t-sv$M0P zsHmKroRE-^goK26czA4VY+ztuR8&+*NJu<9JTNdYBqSsl7#Iu;3;+NC>RHR400001 zbW%=J06^y0W&i*Kp-DtRRCt`_S3PJHK@|QryLZ{#?%iA?mf6BW3-tsG3(+7J7Gh4c z5d{xytR$6{$ok8n7>#D2%=z-D-0xB+@T1TXH-ZNoejtKT-3RYR2u33=ytPN~@q_B*GKKyBbI_ zNi7PcTICzh2M!NI?^W!%3&q3+VkC!0M$8w6VxW_71e=4FxSA^q>Q-o>Xuv&YyA7D| zo;3l4D2&vM8*1cD+LmBePV=`QyJID4ppG}R6Epl<7}hit?;!L0+CjW{^6Clv5%!z& z`0_fw-`?dJ*phPGnF$%p<9Dp=@}G`?Ht2hgUqbUa8#^lLjb9)ZnXos;9VRLycPm&V zb~ZeJqVh`D2rgI_;6=id_VSBkz|v~yjM>TNb7$L@87y4iKwrF6v)TU{gme;5N{f}3 zf+`U-gNx8`2MF?9R1eedNW@l6;Il%DquvelRmkndkTaLS-vKXOo6cq!riGU6@)le^ zd%D?x-vH4yukbcbVpuBg_biv)_o!U}gpWZmmmr`7=eTMba!BMyP;vOfb_IHsb8Nex z;$32=r#Ax44d2Hio#?@Nb*he5pxL zYf_&t)w1?X*o<|VTq`45h~^rPZ$^xL0puh~lFG0tIcg8b-(zP!)7-L-1& z9umAaft^fBZnL^rm*evFp|-*0M_RLM*VtNeEDqZX(|o;zLvIE7d3%Yqs<1 zXWUUAa~q~OZ12{Y^5aIN74hM%okf~_AE1z1>lL>9)VRHR400001 zbW%=J06^y0W&i*H$4Nv%RCt_YU;u#+Pz(Vaa2CS{eh~RJfB^^KW8h|BU^n2vB@YMe z3;`c_z%2gX3?Ep0K&%9Qh7Sj}!)zjG1TOG_fg7lqmtg?|3&<2Uh7Ak>AV&RX28N>` z#si=mPl6a1xC0nG1U?`%QfxOdfb;zRzl|VQ{s4L&BD9i$K^`c=_yH!u{E b-oyj|x}7&`u^^1l00000NkvXXu0mjfwmNh9 literal 0 HcmV?d00001 diff --git a/img1207.png b/img1207.png new file mode 100644 index 0000000000000000000000000000000000000000..3d96797a7e1c78587c234969b249a3e5a5b33373 GIT binary patch literal 881 zcmV-%1CIQOP)RHR400001 zbW%=J06^y0W&i*J?@2^KRCt{2R!wUYVGy28HpwQt>Es_I2M>A>s|b2gb1Yae-YN(N zyi3F%;P#-@i{|3JUJ9NX1QGO*TzV*iT?C;g33%}$j@60>+jZvMefJ~Tjip#m9msw> z@AJ$vvzfdbfLY-J6wj4_5Vinplj0SW1Ler#7%`KSkR14-QA!;1qsH#gR+l|+kVH`7 zlsm7Rf;H}%U02s~U#F}P;M>2Jb--}-g*Clak|OGIbzR+$xQvh7B=^g8pb5IPb`@X| zo`P|~YzS123haV2uvJg|m~~$KSH&M7Dl^t_;;f?1cQ$$c?*zmT-Ik~CN#9_$LcEmJ zjjcYy0Eki$Ftls5Zvfc}8bHC~E2p1O_T~Xg4D*MoS%@1f4Rg2bvx;iVnvS z#`>X^v*uMlXGZwJG6n6Bm_Lp96bAEL<| zgifHelgh5$N{=H5ge6sdf$f=7+=tzVrx-C8SvlwXBUV;?9yO zyNoP#V$V4q=JX(gKq$}&x!Yvriz-l`KFq=BRjjPTOD1NBrE05 znU2M8aPpb5vfMjvo}*@=X2GpsA&^O8+>V9eK0$!+#VEoSBC=fpn$dweot@EYz$rX-5J0 z{qkggS(ew}s(iDL$GrbuexKFjwf#@9zM-V!;+H(fh=n2RiodxUItnoLcd6`705Hjj zHr2ezNef~QrSjl}*!CwA)Z@!wZAj`(obN~>DRHR400001 zbW%=J06^y0W&i*JqDe$SRCt{2Ry}VMK@ffZyu)|#x}8XCwVBZOqgGP`>|@2<~|m55XxS)QGbcW-t* zvuEHO3Bofz7y(|DXC7Ct7Y@d%q*=(=&!yP8;^{OGAuamS(;x8$@Q7BvirwW(B|3i` zdz_)eK5kUp<>Vpuq?(t4vGOJu0aPIaVu+F6y_Bg+pJ88F9Uzq|uQUh;kSNdMVE?cD z3rmfTJIH^#MTLu%8Rv!<6Td8vCG$;uhJpR;IynY1PM;=H9vHDCqOT8ga1ycFGc<+h zNK5HS0CI5%!QoZFAH+Bjc9Rv9?Z&xN_Es(;{$;>Bthld+hRf`>Ok~rI8zm+uP|KJG zaZin7ldc7+k<^%;TggLLN;aOS@-dyDXLMwT+9{*w86kCSZ621b8qdq2h7%F#dql0; zkE}4Z!D7I|41lLo;CKOU(z9ecYmrvi0~11lm8NzlSKj9|2gEa0;2j*%^%^AeJsqKX zXffAmAzk`Nf*AK(IkSDh){*Cjyn0qv2iel12)vc8tP{3-)r{9phJO$7Qnu|db=p+N z=;ij?g6um@{%R&Zx0uf28^hlK?Mf<_ZMfqhW8^AjUY09sJ{vvCU^>fsi8*kX@X8O| zc&)8&{j1HZV;p|^BwfRMr&WGV`&C&cuM4+$8~svOTcux-vtJ$KXg^-N-?z9f&r4;Q zye{10y%piTw*2&FSs_jZ$q4fpN4GrQUCmpbBB0w^XPLY%+~hqt`+|4J%4*{FCu_f1 zjAK&yX7IicGn2O}zDJEeG1FNF?-Cpi+&r^_Yj@#V{MllT?cmKnZABNk$*bbSf-JG@ i3YL8<@teV~Nd5uL+W<9~oxlMA0000RHR400001 zbW%=J06^y0W&i*J_(?=TRCt{2R=;o4KotIxI8AE1c^TQ-kp-tE03hN44M0Gw&oJmXVIX2aHni5`VVE7uYerfCdxlCKt3egEq({O3J~E-S zR$hEOwA!$3DTJ2zx71~6|B-P+WlEJ6#$59?b-N1;I)nk5LKP!cm6=3K1Q}`U0cBh$ zskLU~1`h2MmYV1j?lWV2>#AWa7-MNZW|sMILX$lqS(C-E zH}4AE-K(U7RKGb{CN?WWdf&Ukt)M(xG6CXV5rX%620DP)v%G-`!4QHqFM@Jao~k3@ z?0;iyK)i--j|IM!QYc7uj)Iif&QYHHW`4opH~oolcZus=ttMSl1w+VQdQ~V_X5-yK;#Of;5bg9reNGi7 ztIa8}{_8z<_q27=_~caaNFI1=5y;O;c*sY1PBZbi$e~k(WkGas`R$a|E?8!?S#3^d z+fLQ#>09wJ=s?pCR^hvO(Ml}uGgp+!kh2-13XCd_xzQ|E;dvyh!f-0`8+KeUTP^(E QQ~&?~07*qoM6N<$f+hEuq5uE@ literal 0 HcmV?d00001 diff --git a/img121.png b/img121.png new file mode 100644 index 0000000000000000000000000000000000000000..4db44f8af2a723b3570d13771b466fefd195b3d9 GIT binary patch literal 1685 zcmV;G25R|RHR400001 zbW%=J06^y0W&i*N6G=otRCt{2o6SxfM-aywg2m!s)t(|*vIV!CB2XS6mg1a~M<8!t z3~#VG=0=W@a>2*sVtn%rA}fbjj<*6xEO?p9%^tuK6 z-GYf;G!8TsC%Dfs!5IZ8Go4av39{>E1&B+$HvQcppPEvR(CUPbAH66WUhJ^NJ1J@sH!H=5bg&luc=A0S z{wCJF{UneTcg0qy0&cu`Zq6#qniufL&IFQud4M>3=w*IfmsrjgZgb<>*9mh#G0EsAhX3uO|+yv;yd19iClT19hWe=MMd*58pcd@(4QX?8*)O3JJc@~gEX3k&~SEm%M54TgEZc<9!GsWIBL8dUdrv|!ePmU8j& zPSGMTEgut<7_`R>nMz%$;8~xdMW!V~xS0`)mskRYI|exwmO%gK0gn`m;E_J@!aQgOE zpTwgBL0`W3`fyWxbwEicfBMfyf_?@Z^~Hi%zKHt8xpAkm{jMK#kHleLY|OZcySImw z0*g1S$Mi}p)2rLj$MKzyKm2RyO@AjYm82ZDX@3hpqiAoiN|#0BWj6fc58Fy+C0lO- z+F9P3>a99%$L+W#ZX;xLtwDsEF=H}XL2jt9;5{_W<)>*Qa5=6v)8o^wa$Idjra4M; z^YM|ko3Ip@c!6q;(%jsAr_6jol;LWaI=Q(&P~eVoT#~GrX^s|hmGYbstLzN`6Q*A7 zybG$CD^DfC9Obwgre3aSiYv<#xuXFKYKp7v_f!kG1}Y}vp;tOmdUY-t9hLI4rnn^XjZ1N~lA9pN>}Vx7S?)%&qZ${GCBl?#xvMx2 z&|X+(j+V_Yt_!yzM8_?|4W6T$307|CjaV94$L+WUx$adYGZ(EdiX<1@?~*Lr0Ib2N z6B`%Uw!MH+j9eGEEZ3K*l;!${XcISGFid+SE7$R-&US7Bo_2J8uCR2C=5okHdRyZ2 z8r4*=mCJ+4#bkNOr+_WxfK#w7UfUk7x!+uGIIBE;dxT-RBL{YI=c&J?-t6x><<^%{ z?bp%eWZ=5F8Cc_b2J6J*e&wsp0NsHqUwGE<(`cF)FC1On4IJM(ZpUqo8){Z=BQuv; z-a{I}&0sqdVvp$AaI!+r%Wse~*_{)ybeX(^TtUFUYvi7a#mnit&06=`EyVZ#tVeV% fKB3F?3ZVZ0<>_lZp@DG$00000NkvXXu0mjfq{2oi literal 0 HcmV?d00001 diff --git a/img1210.png b/img1210.png new file mode 100644 index 0000000000000000000000000000000000000000..27cbae6c953d995162395584baa0ae9fba8d67b0 GIT binary patch literal 244 zcmeAS@N?(olHy`uVBq!ia0vp^B0$W~!py+Hn7HxK2O!5Fz$e6Y^XAPfR;-vaXU>EP z6IxnYDk>^+a&i(95<)^kJUl#XY-|h+3{+H9BqStwczA%CUPYds2c#HFg8YIR9G=}s z19FNyT^vIy<|HRHFzKKTP5xLBD&3y;Zb_P#ZKbLh*2~7a{2U98l literal 0 HcmV?d00001 diff --git a/img1211.png b/img1211.png new file mode 100644 index 0000000000000000000000000000000000000000..c18e7d58cded91941017834c84df172df781db59 GIT binary patch literal 225 zcmeAS@N?(olHy`uVBq!ia0vp^!a&T=!py+H*qnQ_6UfmG@Ck9EaktF()~pfq7rKxWF5B9-cLG9HdU=CnTh0cnBmUJYfAe8-u5-pUXO@geCx4R!$`V literal 0 HcmV?d00001 diff --git a/img1212.png b/img1212.png new file mode 100644 index 0000000000000000000000000000000000000000..d30d1fd7e4997ab934d3a51483ffd589cc80184c GIT binary patch literal 7085 zcmZWubx>99yWMoBARyf(E#1=6f^;{6NJ+yvlG2EjgeVAzbhqb#bO}gGmz2bz;ncsf0@yn&tu3E=}m002m|G*zDh07k^!@fQECfFb<3W&I8@ z{h#U?0Soc@Wtsp$@1muuY#fw-XwC0wsojF2%8?&KnxG5z|Mh;j>ya_@=! zM`aSJx78V7T=9?U1l|*Df~^nZ%BEsS5hc;Gh)87aRYYj>;f-<0;+a{4%h+h{RW4&J zhQGHID{WVRZVGgS^2()ojfkowU{g2kpT)j_G@AaNuTTApXJF`=%FXP|T zhv2Op{zP(f5#Kl4D*N~*)3@YLiEfA3hgwy;#C8*w#yE$zy?QowzS-Dx{2H}0N-f?4 zJKsrX-dB8)D*3oVfrRO!yz$VC%b|>$l4mhIOsvA@@I6&(d_GoW*5FbnNLCz8{N-s^@vO=oa|u|Bwijc5 z$VkK7Torj;{m5jbKMb3V9D^a8t(;qSfm{gAP7I?83@z1d>Y?jSpq8Ap-MOKV$;YF7 zP;-xQTxAa*ot1pzx_}=u84(=_e9*@uVi->#ah)yx{E|?Og`5I~L%}tU?^_x#!q{PM z@irqt&lTKg^iYCR+X$$X&xkc!#^T9Qm*>?b+WO{87{j@^e97XZj2KmSD?cDLdjKw3 zbrAcc02JJ+KcnM zBJT<%+p*}6$=;^c@-OG?+`~6MHPQPh#;TD zgV#Jj=V#WiQl29|mR0$s>kB2@&lzzwB}5BWF$~lmj?WD>?Gh;s%7~qD`R+O$?{~=I z^o#;I=eB4WtX(bSk5e&@vA*?r0b4>pPr_#KIc6*;Bt$bdU`HQ-{uD`f{uui!uOV$D zd7Y1A0^7uTuy^0We%biUS1D)Ks3vbNonC1BAx62ZhajCa9!_BFS8nLoect=P>u6djSYw{50F^Ml5q^?*CZ~& zPKxAB$y-f#e{wE^(+7W%gOX8X9}d{Ci65L!F5?j_+N%rt3AiE(LUv2Z=V z3_+V_TY9_;Z{6S<3T*JZ+wbwas=oPIRimaRt+3tnUd71=FBnXAvFxsmvs^E5%&J}* zV7AOh#7{=R32(V4Y*lV|g1llQzMxBX=|iVw$hTK}Mc)$&oes5E{MwjGrRHj2B=?Al zYCkVVx=4&A@D&}NW?l>V5P#;0jNs9L=prX@e`TdkeGAbzdkvpA)#5?e>iFtqX7;s@ zC{74zKr)fQYqy^>?rMkGN7(~90P2?M$F?HclY^fCJpg~}snAPw{}Y zw)?>^T8!TH!7a8_-~t+;!xa6h07QQCa{ouz>Paj_Mv+lMi{UW)Wk1ANoL>9Y@W_aQGa-7>})6X#f0l8-e6~z(?50`-R^2hBGf-C(LAWixay2OWG zXOHJ$`sl%>_?GT~K5Mt`0^sqZTs`THT|sG|EPYIFZmasUq=$$ni#0(t13`?s(t%F7 z@939&FQUS<^-7)OmLAIDA~$2*(Q3ejV2J)|@GaH*Aliqw_ckUeq1|L)a0F<)xFj5! zp~5_J)hh(K4=6zq0i<>W!bkx65puQD>Q{NZHMDbfei?SdhzI0M%JySTVBvEEZ)!mV zNkF3_6zq=BAfnPM|<23P(OBYN^H4!AotSwBoq84KDb-Arm?q{yU>bKPm5vJ;CP0i8GiuT{Cv)wt`V@C zVGJ9QuFLQnLB4#itRG)%KJn@pGFyNajyOw%LTs^7NVbz>n%5x6;5G!tc;jNQHhK1V(I6eZdW`jNm2Nz;ZDriajtN3I_xbZ1#3_CaMD^3!u<8s5K2i-g4v_Dd8 zNIt`V6mr&GPDhD`z^+!WYou+|b91aV?oA<1 z+={z5M`n-sO>=b7@@gOCoblqrHkcqoW|(E14n`#qkq`FV|DgmE zH`*-lp-8!9w(T10P|J^b75n)QMPQayGG1lVzD}0bb&9vF4eR#$Fi0999^iIoj!w1Hf~PlS-!Gw3XYAePNS-i&D^DXOJPx; z!WZ(aoIa?HrXK9Jdp_!3XsoXloT=S_r7pOs>6vAJBixjP%zL2-ehk&IVB%-9baI7O z)QjPt%TOYe2UDmGE7!GC9rlOO@@1WNZ@7VxX`yC13TZ5;?+KuJnSQJX9@PBlC(f?> zqR|#J=i0M7dS!Wg6Iq5TBJ_xvP)E873%6rJY0hy%Tc5uqXcdQB&(*x)BeQEvTqd{J z1fj7j%z|GQqsZ}Tk$@5zGz~Y0(n98x=GGSSS5bHDio!$H)tp2iWh+2H?&`Zg$8?aG zD}xK6C{_iGJ$O}rAC|+coMsDgW%OH6LNG9L3Rbn<^cG>FH1qdOYE;sBp{PH5R?FP|asYFE4) zr(;It`$n<@q#b%b&|l?LYk1KxF~yhW2^9pbr-H4^VPyE{{|Pmws?D*C}a3m zQMZC)I~SjYv7h&tOYyE1Ns{%9RY`wN{+9|J;-y;t${23>pHH!}_!k5@!k?=0(?;hG zs3}y)xT>pU`1OE`7y!e<3BF^U;_Z9LW&I(TaPORa+; zwrfF`lTbuM?w6WbN3e~gdX7B)s$`Dg9F^3F@%HqsQXxc)ZZ1@pdv6AVn)k(rWJM0L zhHGmXU3F1(m6Kc}me~~ybVu)B}d&A)9Jh-V#6>FGve0iBdKrhVGfQv2wERN%71>ZT5L%YEmr_Naru6wL>rWMxlN zYmeY_dN+PM3%2m9;~pf@U+Q8Wfml!6r1RAVaAOVtx=zmV${K0N?#h!s;f$E_z_b%h z{T2#jF`En*-AhMt2xEX4!;r^lWwiG!GwR-Qu6(fcwMc1O*`Q3;xTRvyruKQ<3dybkP)gmme>=X>}poDC0@@O@!BN+2ESP zEVgXP+X_$-SqYOaIvK@|sSccgI~H{55!;_8Za>*M^IVdTD?-B2QT{_H`mW>v4pg;zyNPR!6WgJiF4vtWe-me+M zM1|k*#GS@^M=btTABin`?|K)6JkbANH7>zi2e_fZ@Hs|T(9a9d&Ru(n;D`f;Rj&=* z0a8ha3WROp2jOl3X8)XEsq0iyQszyK7BY;x`#PBMHe@tGDq0i;UgP)s$F2vJ$Ym<; zLJ$tiH)&StGU@g*9TZ)0kK`1GaF{1??Si38qecWB zBf-S2f38Fc^Mbf;a(v`J470SLXtJLXH2W52ry%=GhsO;6AS64^Rorh+>3h_hdmp%j z1e-yt1zbxdy#yHOREi*mzw^7>(IHq2W#d% zT$Z&A)8kZok|6IF|7c|?3r$H##7NM6xzH*p`=_L=CuO%3*999?@)J5=i;uW&G;1Zo znsDi{Tt@5fPZ^9_pgqETyU&9fm2w-rt!im%AH_}yCox++6*>8&5OTPSm!sP3=a+`< zjbjD7jZa%xD#Mxrs?+R|1An9P@3?LpLukFl2E28;qSX8+PqwyC>^|&*FpsV%cYc($ z41mJ%gmbv#_DaPV1Va?RK$MP;PGKk`&}%}YJd4vpuq$+#+B@_Sj`gZz#w+#S^K2|%d2Mo%BiqE) zzz7}$&35;kCW&4#FmQgS`KLf)w%S1#SCLE=(Dfn6Pfi67HijKLbm9>!tI`5B+}Qd4 zzh*lVE({gu{{cehCEEask6)}~5NG#}$OUcrf7~Y%6L7S9SKO@| z$j7Gfu|F5f6J!*c%;0aeS%Ml%RZ0u5hu0#@%jWzd^b6Efdt1(p-#E0!}Cg| zIk!Xf7rTaAelOx1$}y>2dANOuW>iCuG25B4pPGcqY7F#PJh-3xghRG0E5T7qUgL>c ze-y#n&H(y2KeB^A44iB~EYA$-!J)DIL#vZd@;90)Xoh}H6q>8LGJ3gFCKb~#)X=>x z)}h`KYKtcU6RR*u*H(1UXq9eRX;}~s9J!KP-&gZ3%?yGU$DXkG7`o=llW9< zTqrejwsU>$Bg<{fm^oCR_k#VaovMS2@BJnpp@ZCZCHTVw{E^pPY;RWoKNNkq{?5?G z_4x2#)%`tzn?8c^zGx6~tTM ziDIz_O{I5u=j@C3$;#Wmel)}N1lP5%o~sajkvvR5y;I!{vKq3BVW(2MsFrN&tFWzZ zv`U#SpljT2h}pLm(f~E?+n8OuBLoCr4_nuuoN-D(o+wL8prY39TT{=NM$ScuTI=FA z^?Fj7DfadzwKBqnqWAbO82WVwk8oEt8M>~yH{wtm;BNOqwuzj^ip`gqe`9b`wA=hM zjL+E%^V;?)Wn!LuF@bXft1F_UY<{iEm(L6j-n`(uWI-o?p`RcV7l)W{*G8PiDnXP?ZYEe~xdGEz;kVWEGke_`2UW-&~m z86(UWNjqZ7bHLX7gR-Oqb5Etv|)m7aM`L};PGACj1b}0m|j%zFG8-RNc$WaiO z0No(`f={qqiOy?E#Q-TpR{43c#<>?naN_s}1_J}hReJc%gziD@EUF9VgV%`%ZYQL@ zZ!(Nfj=VYtZL>itRNTV9M(F4QhG6V{fYYpb9TT?Z0;4pE`jV61!d|`#wqS29wWhJ9 zNxbvNnt|`I?muha^^;&>gq=XE!ndrR`g7X^L9v7!iaP;G~RsE^wmrEp8noR4?UR<_x}QN<#H%bQc$vJwa-ZQO0Fr1CQFL`7g4KX+RF60{#$jgYWs2FS>YZZ+Sc(FRsriNy`;_ znfqi_A@%qRnqVvTZ+zM72ra#~y~PxFL9nsjuM_exMH|S~SkJzJF5DOA=nvY3S23-Z2ICvlpE-n%@|CB_d1D4QS2*kw{nma+Hz#3tgkT|CN zZ2MiVu#im{S}8+8;j`^#-(1y$BYZc5tDW~8AQ|kFfLlx;jVcVica>#={<@)`naXmS z&lh%n-5l4&JoF>3P}2)rk&rdH8K8oXDW+(vQzmur3(> z-677dR{VPy$xMe0lAk6E1KIqXDH_N12ahGZ#Z$NR#b3Ss7dwBYm|PV=i6;6I{cG-P zi^t1m_vua(#%Nozm|j~gNOUAG*r8#?JG6^4`faMIF$G$>KyrK_t7tgVuhAKPV)Tma z*SAN*bEs8zHp~->*4>NiW4N+^al543hmK^8n_uXGg6S$${17(aJx8u#8FSi%PRIW! zCI{I1VEhw^of6}V_dm|JLWZGY=h!&p|7qyoslB`#f$9Ga$baMVvKJkO8o8uMV@ZN{ zvGFkfSBCzxWVW)iXqLiK(DfOMl8ThW0rf?xHHP@V^ZkD^_wV`%(wv&P2R$L?T{Amo zw>PMO-}Z-p5}PjUye*fW|Mk+Z^y!{^RVP^{uwU$!iO)$?(ur9H{9UQrmtyr;g}(%6 zK3)qk=I3KhU?z0+YOYDaUKO6q@!T|4UduJ+k1ym{EGKc{`?UDvlSB&cpoyV^Z+&oc z6hB4vWa;7lyi#M*QL}%5=!_fLSK+bN%j^YFDi6XG+_&VO^YX=Lp?>d*vyTbKgVdIZqyXy9A3z(aD3jneH*3aM#i z*{ZtjJ4V<8XlE5v!x&iod`;w}ef5TheI9XXUN#wty`LFod&f!9@Kr33)L~ysPKA*2 zmH3DF7b}MDbeIHtQswdPG(TNT+JV`dvl(9R*{!j$%}vb5y+n1QauE9lFQpjS6<7SYxl zHDnNopgK(%0FH3tr;1*e3V(iv0n|c4>K41v6OGxbmg+d7zGiSnt z2`w!x6%`dZIXMXl2_YdN9v&VxHZ}$Z1}Z8l5)u+TJUl>6uOd&+15%77L4Lsu4$p3+ z0XYXfT^vIy<|HRHFxD}%rCc~*(3r@~%=Uo&5&w)s1qYZGT1;rMuv@_SfHgTZ>B2s?X;;qey5-Fy>$ZpaEO>fz;a1_sG4M>XZW TJEVnxo?-BG^>bP0l+XkKO^$5G literal 0 HcmV?d00001 diff --git a/img1214.png b/img1214.png new file mode 100644 index 0000000000000000000000000000000000000000..60f6352a3fbb1a85461096bf06c0d811f08cfab0 GIT binary patch literal 255 zcmeAS@N?(olHy`uVBq!ia0vp^%0SG=!py+HsBox51jsQ6@Ck9we$_wY*~Q#2f!TG*e<0ZZ@BjUVbzSmD9?W@= zdqAOEfXPbgMQPu5PKSy2>g)cS7yL18c+JGnW2|v6huOve=nw`^S3j3^P63kqYlzwvMeT~B))ciXiZ3gUDgs_ZMNzG2RV#{W zMXOp-R4a(0B30K=51xAP!6)i9EAl~r00{&dX7ZosnTC9x+?;#Qz320nB8br;@$t*~ zZ6O^s3n<;tym#BTVFJn~65}NCZGX$^b3EwO0B8ar;x)@3ByXagZiK?KUIz(( zXMmmw{k92y-yC(js94{2QGfg$^%hIs`FB(z6xWL$m&kY7{1$QU(U1kL68#>wxu{+L zO#P}^3!6ujTJ&*d+w}WrAt4Kg>n(hjrzNLe1LzCr(Cd@m{dUPHcU3G|^~-Omz)Q_Z z5El!^?&WoOl&Ba2&$-9vY5zF#B`fGy4}Wkz{7TYY_6j@gH}Edks~@H+loyOw zGw&jxKv1Ik$1}t&BsWPu)f+)t0BFpeyyPAtP%y6%sr9ezhIf%kSv-gq3Ct&Lk>(QhG86`&~%>>AYI4Gu0&f+xzS&~$mY zCWtKnHseIZ^3q#us7H!U#j@wDF@p?;sAVfr_z(Wq#s94<{lAJK2mf0_MDU-ml>d`Z zoNbQZYO_gaGWdm(k~R3@7Woa_3@Vq+?LW%V?1;dKmbc51ZNG5GR0$tjcZ1(*D-Rc9 zt#bUyfkKHOqp^s5i!MmZcJAj)3lOQvNS>SxL}b}h6tSB2R~+5Tl;B)vNxKL!=bb8a zb8{-h<4y3C&JJq94_k}5m=)+lQ^u{QYx;~pxBHA59>2KX^V|LV3nfa5gZ$;|nFXh^N8=U&GF*%)Td|#T<)|d ziVF!!^Kt7*zCc<}V#D`%nMr33r;*Q`Z;PbmMU?yf3W`*wT_(*YNR=F^jcZT#+(paovhdir@#)U%Mp21K zLN&G+Nyw3fw{4W5zUT?E@W&FkeME5Vn8ks!(YU8>;GmhL*Dq%hPvq8e`#Di*cfR%YIFH%-TQv5JcE!48O6HeA%k z!s`xb;7_O+b6{QN`&I(asC8Cw*PkT^6|jL@gpUGHS$4v2M4EzpUx&GyBm)yLmYwhi z80KLRX7or1Z>*SUq@s_eLZoLzcnD}Ye~vqT#WE*t3BSS7wKjIAi5KsWPV>tlLgYyh z-nQQw6R*ZE0hH8nCMu~ICsM(f69JYC4U2hv5znc~WLLH`m79LpB1|j*iq&f8nPZ`F zPInZ0F-*AbRbv5>5w)iQa@`cJbseo;-=HSvO!YrIu)vQ=Xb#Zn)9*8~rS-&s z?^f&Sx&@T9p*51vZ$ZRWMgKtxrlsUXJBNn>qQr^x5mj}30YO{r?Qap|Acxs=-iO_}KL3Jp?S7dW-;zSGqD60Y|ku5<> z1lZ_m9aHT(0&z)89InM>eivQtniQ1?(3ZOwhCzjFt;CXH+g9^IM^VV|m)4PO?@NeS z*K2eVJss89ne@zR_NkGmNM3+V&*vk(<6N|ogl@)wKcBEiQAaDMB^r~{6*L*iC!px} z86iTS(YHvy73Gc!<bNL#QqhJc_e-2ga07+=MMTz<<#T;zi&(Q&-a+{2*BBHu%jtBq+N%*^`V4}Mg zTqla39VonU!gG4sm@$Jt;yH5oYL(4-Vx6~eh>-V#?<2cfC~Qmv_SKtcR$&;28iz4o zuDGLGd=7Oii|4f8E;m$%=U5sFrzH+MD;JTvan^PwjZ!g|wE6|7cHFhX6k{gPO*YVN zr>Tpsy7`y`9M)4h;g*KAy4O?}Mby(-z=>wooM2o4w98)#Ymsy0qPJNVcjojCabodw z=p6`9lfEF519WNDXgV+GJow`D#M=yk2!cKq7>@+Gww=Te;?VFU{RSeUk3|=dme`Gn z>=;aDk2SFJn$qD3YITN|45Kdxm1-%p^NMhAsNlKkEaHkzWciJHeBlF(1L_K!64f`K zCl)qhb@HVm(Xj9|$A{QCXV%emnkVLvORU>WXqbOmI?U8-5>aza1wZZekQ~;XSry<~ z1S$*jDeM@It;~+AR-YhF+OQx@+Y#5svY^==qIQUgeCO78SX`GU-ds_Tmd;@TR0gc? zHR)K0ZTS)zAwUC(==G2)C>y2fb=LP|Oh>$R8jy;$Xe!`N?|ztyG~ic45kLEntao_G zMobTXaMr`0Z7LWPw&+d2Gc*T^nZ%zn%RAvC$LA?DCRV=RIF|lXRK4!xQi>kLl~UXz zGNJ=CL~4l0w?dwH`m%lF(h%CfTi#!S|At8>38&rG$!nb|G$C&y2&S{6G7#u-bCPpr z#x>|72sIfDy{ocu!o#o7z3FM46*HX#3H>uSpZH0C`Vc6ZZrFic-700XCP|6uySIIO z51{`DDyIaR1In5~;n}`>UX%fEJ%r4xWNu^rkdLPR-CWPZD=NBht)bALglkL+W?e%g z_q;%{y)G8Gvs}BD8!6-mmJ-*08E}Jr8*g%X0#K-rozb^py6!8YM9J+V6+?O1`$UQA zKT@f?J7Uf6Z*Fj1`fhNYd^*doSP!%7j`)j^WmkkByN)q^+ufpQ^L58EQp1nMna3t! zC5?u;-m$X9bGuzjq2TfTMF&-B)VX;6 zvQ!;8>%4zis?LD|)S#z&ma5|~C5yxFpzi-fRa<%0#ysg%59#;;@4sBn&Hf{mx~Ms^ zDGJ?yv#uvL_4@d#BTAGnHgyBe^1hHvdbsy)x4~@#=Fr7hV+FQ~r1Z5!B&;Dte`ruu z>m`?qjPSMSW=OKBW?z1LpJ7=#kW^r2^d%pHl{9pN(#;N@lm3>dJ4?>Bisi+@-q<^~ zu3g=mme@Md-V(c8i>AFLc89dL#KHw);;fSPmhd3hh&|fkB5w~`!hQD~K%<2*D3yN2iY@4%?CV) za#O4(h_sIr-heRu=A!0yZH%I3G30{kUVD^NOCL?-rzaqZLb)Ik@W##hazFRgJ+|4wAwuPb%KtoN51 zChlM!l%myTUaI5nWq=S-)Qtu-D=0f6H||oGi4XG- zKq^{0k&hKDhXrg++Z~V{As$vsUfD@Ps}R*N^Kb6Sc2)TcMg!o>ieiXcf+?!DD#n82 z#FzGXb_(#NJt}l7ZzekCt%YdSMUy~KcAV(0ls*A4cBevIiiU}(ui@4|%9QMw!;ep^ z_R7!dZ$Z`)9@dhgJH@W3n(#!JKK&;c=fz*2)^z*p`V#@^kI5N;$o2Y>^otOjPbg5FI4*8E7MiC8 z9*&f_Y4!vjl!&WB5Q_H#N;g0?2RP|2YMS|AJ%YL(hTn1-3Wo9W{3KB0@%DhcRO(w9 zIo8r`R|ef4*Uy$SnpFmO&~sX%ls9asjE3-mNx=y}vaGyOL5V)3IEY&w{2m-Pc4wWu zMxM%O2+XX)4*$3`S)fVVf=J1vsE6fJbR9UnWy=?n;?_0Y{_3}Q8ueQ|#frid*|PJY zk0mibu4&p{C=r%Xm{TX9l)I)b7}dftGUOPEIcTbn%0#6fM6(%2fnAeNu4VBgVCJ&P zX0RoM>GpRt4LJZ?L`HoP-ErBz_RbT8FA>L@?`(wOUa3Pa)SLTXEaVK2xNijcY6;T7 z=HAUp99 zpxiAEZjWgeO4>Q7nuXT+dM)1D=T@M&qHP$8uh&W)Kr~B9saG7R{$r_EF_e^h-eu$S zilLeV_;9aZzA9gn_5`uJQ9Kci?q7j*t$}W==Ehq5^k7Z>gzZWI?eFm=S(7K4_tZ4= z;V7lEv30N}PYmGFWU%_gUBO+fM@mZ`jz8-yH%fNyk^GSO)dRMJNpD>{`&?-6h`{o0 zmE)cG7ezqx-igBBptr6Y)o|ZKo40|`|128^^7xNJmt-)I$x2T{_VA?_F z4?H22x*&?YRO)|0Ze>4W>s&c0XTPD>;p$B;r;lTwPdMj~pNf+$`Y`PnqQO&->sx`B zuH>x;9^`fsE>*MOvyEQ53J96MREn-~K{m(q@Mp%k?eCDI>%grg`NLE!#&XJ%?8SfP z^b_eCB$g7BXp+vK%cC0^-lv%=L$Mg^e#qGobJqWEYl!|3@6{$zy;~tL{TYR8mO{Yw zuM<#$D4vR?WS_G{iptWT!QIWK`@`Q@d0BLH0F-jPR&?M~p`bXd#&m^Wf%%qLM7jz+ zCQ8urMc0?*e!iCZ#!My%Jn7Cx1u8|ju5ogaF#FEwwsnKTb4@cJjs&#)u+pV$fO47C z{qLz*a-4Uicy=hB1IPCrYIFs>yS}6TWyQ;LP>5!gdWBLup>Wtl#oQcE)KSl_50z5Z zbKWR*>L^7AC(W}Cd`@`t?EVUH-I@*TaaoA-kCp5O~4hWXy1 zNfXD1N@`%fcWENFn_~OA=J2P_n{9zxk=vY7>hMXp{)Sg-!#sUNCcN$Jp<3gh*G=WJ ze`CwfG7g=s=+dGJ>F5S&!Z<~2^!y75)cN7-a+euV< zWUF!ya}|$%go-H0>UVh9B4q;qM(?lo)&hpJ>m%+ zxrUZ}f-YlZEF-(ofWEZGcBA1$cRvYoZ8rk>*f3O{tB((7E__4niGHoYNNR3EHWxFo zfh_(R+#Ry!WX1rOJe;DR7pe_Kbq;qbUwwHH9#zq-zB~vW;0Cnk>dQkQT=4RGfSJo# zZun}a$8qOOKcr(|=HIK{?Wd~SOe4zTa|*c~^t09{z!2b#9M*vXj*r|8pwcgab)Zn{ z(wWs8&rsCAij(kFv5W5QjwUPnKOl%2J4?mc#ix!Go|^;87yjat<_m^G98X@+tdcdL zTshx?*twMAefg?Qi$VK#jG#Wwt>S%2c=+gLqAVf`C{UOAj-|*<)=~lJQXDh`KZFnp?u_=<4$?KEog%iaEPm| zs;(#geB#=~%A0*e1M~g-qKSOu1W{;Gyw95j4d0!+-G*D?*6j*at&=wkTFuIv{a!Ct zA-tU-TA9K45pg@V0_?&`Qo`n#tMOCQkA;~i62kt>Clp(o1S;64me@8kZlMZRvJv*% zy!jMTUj+-i*Wa?jAnp0KXRt-VwFl$Gj+95~Z;7oIz78P$mC-7gTwBE*=1fgD+!AsB z_Ba9T!bx;rT4MXiTEaut5+2enJGQ+7ognQzvBeeW4AR~bGsyH4J3!iJR=XP~(%urg z!=CgGTXcA8Y%@Y_Pg&XI8*_4h-d$ z-ckfY+mb~3d4g&U9qBtN8%>(LxiOB(B9k2+*5V1BrU3R|5p3*XotChNPO|*mdBVi} zDApMN&)Qu4~$K1}mbDfqLfRl={uzp_7h>*blTgEyqQL=MQB!A1Go;W=- zPz#x2tF;;;!%e}s6ITjhzWTDWFX4x;B|F>{jJtBBP%6|?oUo_gS}n2jybMasy?0pi zY=k|SV*;T(kT6@MeU2IGKjDv0Nsbn2Ux9^6jex&navw77EwKnH@P9JcgK;8kEU-iN zZHSeX+kYG~KW*`g<0gqoOT=k}=3sYi7UDl~QqxW+Vay33*gKY$OkymPHMo-%&5N&S ziPUtl1-s#fO>kYS*+MN59b3JA!}D8ts^!aP$%ohnN6evGD4y-=rLzQ30HI zVM(E+q=S)z>W3wYj?}Loa*_ir!DY$xWUdY*oftggh?!Hv#w0$%fg4|8P4;*}7Q-PQ zlt&3Ch}beBOVQv5ctR>=FTUdKNr0j-{y4Xa1)%j&rFeg_y8_#ZAUMbL%4o%fUCqyD zM;l$C{K80yVT-Ms_SrT}z4}gCBBk?*`S^}4xpMpC#9}>JyeB;kAGVoZVte1qZ;3c} zU&fz3Wdn@QKdKK&YdN>dwllNsS%f}T5GP$t|Iw*7>||JSYr{CrbU==y1Xj&5L)aFh z8rFD*5;tAVDM}~}I0M|;Fe<1!V6F0$)6bgzxkWAa)XeHLxM43U7K)#)<{Qx4TdgS@nH)xx_Xwam*or3qwD7~O9OV)JN99=9Y7Y}u>)i+;UQ}Y57RA?&TLk@p(^zw z=FUn}Wxd10LQPFd6gLZdM&hKUzIW^lS?}-=YzbXj*o}rxUs`E(I^Bscf74P{^Stzu z=TQ~S)D-+_Nt1EyQ;@NYoQ!WCON{wPz&aK^D8TTuKr^2ziIcO zz<+peTQ;>NqOKH!Nk$#dtpl#n)?b zKF@n1i0@tG*NQ(<;{ED*X~dK;fbIqFIZx>e2ZbS^kg8gvcXWUw)xfbnpKKwr!$Ev0 zT9(Emg773dBg2dTcbm!RKIMEtR+)G;B;=O&v8}?Pql6e; z;P|6CPHAzmi~b?=^NH^}_rXuYhXcF1(BWvhC{>f`3D5mlE>HXuE-~tkKboKUHzHy; z!rEC|=f?@(>7nVfF^H#IK`mF=x{QqJ> zM+(pVSM9AMQohi;om#$Vl!wnXpo*c;jUd|^s>#&{=N*UOO7E@JJv-%TU=^%N`#tAf zrW+qsWuKSvuMe)kQ0i{zyId+1b<}+w^-M!VoKihX4csz7zDMS5Ura4p5?%4dq|f z9Pn;k6$dX}=X#l%W5x~@5Z3c$-6F!%jO)fKDI}S0+l6GaZ4Wb^sR>|TnQSf3)V~rt z9w&6;HXs4VSB34%o(wUuTbB52-yTDM(6jR8Q^2m4Zg%wgvDzx`MD|Ni$~5|Cjvb~~-oETAQyHooRU+bIEQhwfO7T#RdRH91KjSi56^ z)AF*zG4b_!cFM@;L2*F&g3(p#R&PHFN3ha2hFYoja_}>P_0NhgJ>z}0Ax^YMP7iOq z*UUI#21fB1xE_Aw=y%NnauuVp^L#)%&PH-P#ej$Z{DN-=nguXqc*OCC<1n*(!RoMt zZS+j7R5`$I56pbNP!9}V8Fq)t>*pzayxsxDvqMHkW%nQ84?uHJemEGn&x`lxR;5@l z@`1tYdYCuM!{K|z8#};>_Q)wYPqO}uVEqF)cAA4i&!ki+nq4D*G8w#{fzj?0-2J0S zgJAuI0!GHb(n^&BnnMdpl|$^;9?sz9AtiCd8McjIk=K?POZ+3qEPxqikg-ID8T<*T zpfbsjfmp?;GmiN;@Jl6|r8>jjBb!TPm_f!88D@~pB{Ixlm2rH6bmlPn7qEkt4>Eyg z9JgP4`BM2Hu#q8!*wRQn#dID^RQbq_w7^C>qp1H)?Dk7IETJ1vrFide=mrRdXRu$* z@`-I!5-p06Atq{;&lmki7BIFkas2oGh z0?=L#e7`5p-D%JURkOk+$7gSdRyxbk>H-v=zn$U{#d~JHZN?Jm$M#!(>Is=bJHreD zED@?C%XF6i9DXYhS)9sk#o>P)8}yjecDB`mBekUeGuUxwToC{$Q-A&rB;Uf#!E`?7 z5C!9sOo=JL6s@abLjOK-kvMyguPg?@=+V4vQ?BGV_H$+1M$gQb>gWcBL1Eo|lsmelR7PNl`7tkGgb9H=j7AzN zZKG>d^W{_QyCG=PQOUF8@v^6-14m4=w*^-2;3lXeOn*S-YL=Lcd47(mj-VTqD+juv zb)aSyo^^wFqg%K<^oG&NW!~T!hAJO9nt8Y~KXP{UDxgO9ZZv)zmU-boKfu366`(kH3aeLtX4xCy*c zQrO^TsnrI@m`k*}XXTuiW6CkYkNFaD_@OzdsBbCWqZ?)Qc@tpY2ov|?qmK$GLc@rLv za5!6gIMfX^3raW50YLe}jl1IE$lvq*XgOW)#f)^}TvmlQ->~}%X zG;V1^741D&>6uU{4vUn#LcY{3Pxd_Zz$s0ddp{T6511UAkG~rZ+CUj@9|gFDoL8{; z8=h`-(7PTXnzyIuZOnYPUsF~~z_lYrvUScIJ7d~9-CGVO#!`GcW`L&D>V6?aRrMp( zZXW2rU=bR$BSyD%28^AtZJlp!;Zo=NX**_y=tz(a-BDuJ*x8F@>x^RTTw?2-+|s+A zps^Ky>XD5SJAhAi^Z>y1v6ihfh*UT7U&j)=&|dy)LFjuuFU}O&Tfn}XM>9)kh8gTd zA^P-6X9-;=hwt4N?8PXt2Mwzh{@6S01xutJpY~5vkRY<@<;M6j3+?u$wc$cLJ;+#M zW1QIMXobVSCPio_I5vk-R%cz{s`xyVYJSf-Vn0?K>BWjAMYiI|@HZf1i3~HySR%s= zGM30NgKQDH31r``o?*yV9GhaFjh>;%1V@G$WTV7JSVL~4zQMD(#Ab+}X=EEzB#KOM zWSBuVN+gNq04Uu|HqxCZIUE^FYz#kU?XwL~spD_#Q=ViW+4OQFxOqXnFu1uoip=Fn zPQN8A8zqv!qA<7#(w`^UN5&GHVtfSxx5qs7K&aFw8|+b@WFMK}*a-2(K>7v8&K9A% z^r0r+vV2@??&`@I;$c@T@oC&1LkDz`)))@n2TwbCbcT4?6-yY!V`rnNRPnqCxk_)e zqi1g!BC=8`Db9(zAZKIjYI>#M8(##bZOKggHF%bH_=kphZos|Y;EU^*7tM<(8 zjj|$14Kf?YW(fV3{>~6q2wbp16{u|@V~Hg2SzZwv9Gi1~5FsoPkHAzh_>UlZehJa` zA-P}JC=u@~M>p-+uf2S!{MRU`JVeYdp&MXH=_d4Gny^T4%+>l>2sOtP<8JtOukw)_ z{RLX=Ss3N|SN8%!Qs4(r$EX;koAei=4_R@D0^KNIe6}MN;tcY{cdwhToP?dE8vw<7 z=IT+5?i>S1@m@Dj}!)@5Ye@X0OD#VeQ~ZKg`m> z=nC!Sap=?mN(C0P#GY1~-jU!4DHb?-G%wqfD>>};z|7|h0hY0io~e~82b1VZ4~Nj< zSvc`pJXX!!9m3;>ePRX&VJi-QEA(~N6pM4k0udgL>?(?yRVfyX{G{JE2j$AaxZNw> z&o4wKo=Z=IPXDzOTXm8sA{xi{3h`|mo7wLs#R7pNasZ`5(d-6U!UQ-d^vp#B2*Ax( z?d-?RNc&{sjEKd8W5#T!8@TTpuPm?!H#qX7)V^|x1?o`i=+L?_dlr-`lXKrj#+9X& z-VcJ&l`a`jd%1$A8=3=NUmco0+dr$`*8e7B-a;D(1ZQ>50f!|T=10!1YMpFB;!ndD zsoD0ji583!zS%AWCOL9gp~wC~IMtDbv(vPjI3r?_;HcMGG!%PffinP(lFb<<_9%zM zGDKd4wz{~5(eJ<7hL#G`bZVfLy{)}xh!`w!F{Do~b&k~Uhz8U_`w%U~?^zTK=Qv<}uqR^g5O#gQ^MFs~Og!W`3iPv+Y zWT5e{NPVlN#nEnGk@^oDAK4-_!wkYliSeBYpgkNqQCGoWD?jvcS0wH=VuT{31>r1l zjsooJl`5Ggl*1$k5J(CXp@ zTLsUHiT)#=^lc8NohCoqvvT>Vmp}*8jqUbQQSfD$kiR_?*I`?MxY1~nQKC^fX?3|g z*@Nlj0vDPni2ibYW2lvSF9&!{G`_Mt4)Bi&XKjLk$--sZDqZF#9=v`rl*z8iGX^~? zUp}4k^6gob9k7JgYutY1#W*{0M>UIrHtbAak#6i_#c@6S$kFeb6W5Z1j;Htt9y3Za z(kS0SdaD0ee#wp7@^V-=xI4QTYfN_e=N=zl(0{b*hbH-sT{Tpzd)8sRz<)DIc;DNJ zkQ3m3{@@;A7b}h-Lpc68T6wHzOdoXiT3~T-qYeSyjycFp?*gDDpSI`L<9PWFD8Rw? zIbsT<)#{c4dJR zyzK4rd17Srpg5qc8E75dpnNfE4=4_%5*j3qzp)<2GM3n@c;}zNKf)6Hg{GV>VI3Kf z`i9LE+M6IsnDE|VVUoi%O_FAtd{KV13`t<~B!^qawDkS%b@Sow;lA$OOMOOQYkRb* z5F+;(vTuT8Nq#g>_dZE|7EFS+W&AZ95p6Cprxl(ptsO6UL_n=Qk6A_cESBU)Yg>>v z?>c_!vq=)P=)@&~=3ps@ta`;6xUsp>6OqPv+V@=urQwUv>miqIt5iM;(+ba()^-9& zrz&gDtC#&<;HtIlbE{JSezYoeKf#2r=nkfwNb{I1zFA{xZ=^vZ%2~}prT%?aypNfP zH1g9z_R0digz$36_g$gTJv(K5XU^t$P}3XkUne{g&Q1aPkCpl)i3I*G|NK_>{eVW{ zW-7sib7*Q$x>>^S5aTN=Z^FZoJ2lrH4zGv2cT0Dc*71#_-;WO0Px_HR;R&&p>ITI^ z>Cm^P`Ay+9HTehsv7RZmRPyu3&OOafHf!Gv0pB7snQ$$hOY{yIV8zo4`#H#3-LrCT zO1(U_%f$ufFL&j7NP>xwJ*kDC;`QLt7y^SM+|}uodcL;Wy>6-7@$&hE_jyY3l&{#TxQxUseFWs?cd+fs>^>GaayT4K&xyzw(gr=BEvEy(v>q0?F=)>DgbVRG#P>t!~X|f WzFnxhKLIiT00003jy0^$Vtgt%_rym`)?ITI#KXlZGw zsHn)v$w^2^2nh+Xv9VE6QIU|4;Njr`sx_$B2ARcJ666=m;PC858j!Qd)5S5QVoq{` z1CveqIfDhw#sP*4?nvrfieQL%$k@i55X-~vpu@r{Xyd#l(dLAY9NRKxp3{;NH})Qo zk(*)DbNDRp(}c@@q70lYE7(6Wu47sdEV)B=!%k-TcHhP*y#@9b4c=31I#Xp1B=}?` z%s6r2fMIDlgHO}TGczCaSf!s6dBR}0icjE~VmREK-V&Oy85}Sb4q9e0N2}GqyPW_ literal 0 HcmV?d00001 diff --git a/img1217.png b/img1217.png new file mode 100644 index 0000000000000000000000000000000000000000..419fb2bab0fafb22cfbc99bc3455a0ecfb38a81a GIT binary patch literal 285 zcmeAS@N?(olHy`uVBq!ia0vp^dO)nn!py+Hcz&vx7La2Q;1lAydGqEKD^|>zGiSnt z2`w!x6%`dZIXMXl2_YdN9v&VxHZ}$Z1}Z8l5)u+TJUl>6uOd&+15%77L4Lsu4$p3+ z0XefhT^vIy<|HRHFf+3G95{dAz;gbD7h4Q9OFl667BzhIy7;t%&BLsgp=icbZUGsC z3E>ag3R418Pi*YVdT@X}OeMVLf%7wlyW6E_DsOnm(9^8z#%BDZpSR|K;JY73XI}en zSi2S!L0D_|NV@ss|ti>oZK|C@gvhLiwUe(E|v4EP z6IxnYDk>^+a&i(95<)^kJUl#XY-|h+3{+H9BqStwczA%CUPYds2c#HFg8YIR9G=}s z19CQcx;TbZ%t=mgVEyy|e|^FMwtt6J8@wDCR%^*v9ekyD>*v8Q>;k$BOBX)+?`b?; zek${`dkju&ZOaq%=Cj6#+Q%5m%X5ieR?uS3h;U^1*5Jx|Mt(-)DT}0sdCo<5{X^cd z=fspTNA1XZz?c_ax1dcW{~(ir9ZSmklhtgKQ~t02S=apc|9@VE82%#~RzDqM>NNf} zr0JMEJg5>_vgz;t`o@DmSFsDEb^Mif;9bun4fJ|z@h=69(nUbWGkCiCxvX0000mP)t-sv$M0P zsHmKroRE-^goK26czA4VY+ztuR8&+*NJu<9JTNdYBqSsl7#Iu;3;+NC>RHR400001 zbW%=J06^y0W&i*HtVu*cRCt_YU_gKm+zdFu2N@g^{~d5^LefqmO&Z|G;2rpY;7K%m z0P%Lin|8W7_ z34)&(DXsr!&ft*x0E8SEQtbb8H}nJT{q_I<26SEg0uWu`pyQn2ZNMN4mtufP0Xe`- z#PK!(D#daC3q$WezyBLJ{u+?zcx+O50%`~Y0G%y!0@14#=l}o!07*qoM6N<$fRHR400001 zbW%=J06^y0W&i*H(Md!>RCt_YV88(au!!+69KfX<4nFWB*qlHvUjsoc=zs-`xCPRHR400001 zbW%=J06^y0W&i*H^hrcPRCt_YU;qIgJ`gFufC45kUfv(0gD0~gMk2?&w$(YR0GHsa55Ay1h^!CoWuck z)r1BnpqIf21PUG~a4|3hAo!{bObl!c4FCT_1^9uI1ry-%aN`mDp#-?jCos%^#lRrR zAo;HVNu1>Xgf96EN<=^}9$@eV3qa!x;#+2id;v9J6dM59wwTiF3>+647#J)Vps4^& z+Ju2&O#(P=uq7~KNNc=zVBiME7ci;3|Nk2y&GG;L2826Pk=)FU>AeO5-XCfJ0Jlms U)~#wbrvLx|07*qoM6N<$g649DzW@LL literal 0 HcmV?d00001 diff --git a/img1221.png b/img1221.png new file mode 100644 index 0000000000000000000000000000000000000000..754f3a2dc2fffba2576cd92e8d5d16a32351dc5f GIT binary patch literal 513 zcmV+c0{;DpP)RHR400001 zbW%=J06^y0W&i*Ie@R3^RCt{2R6S3^P!v6&r4-v|Pz%KQ1APEO7fsRSu4ZRJdpu!L>Hmvi)bzXgF~GSf}*^}rP4$<;7F zLQ^R#8GT(wRjT1l-($t}?6bpKUnO(iLX_9zXmoOg=4l(UbpfgR3>>%PQEtO}D!dBPzn1&w z2r)cj6D`NQ#sV&#w`QQyjR@IFPLM%W6k5u$n4{`ed4n)+5sqs~7$V|e$0hwL$-2Xw zRkt=8FWDpBaS5sV0PJ?M3g=D4?p<>F9!{Y8$IsvmQWNN7CZ@K>00000NkvXXu0mjf D%G%g6 literal 0 HcmV?d00001 diff --git a/img1222.png b/img1222.png new file mode 100644 index 0000000000000000000000000000000000000000..3b3e8dbb2e8ab6d9f0d3605f0be6ec838c9a3b96 GIT binary patch literal 491 zcmVRHR400001 zbW%=J06^y0W&i*IX-PyuRCt{2R6S3^P!v6{0(sDu_cmjqiHVaFgkR9zg`eOrFvcGs z)yV}Yi;ft7K}Qppjt&kTjEf7C!9>Hu!Kgu>uN6h96^b8;31{fdx#ymD-%Wc948xYJ zu1B)*V35ZA*wt2olVc$gFbhnuep)?vT;(r-jgZJ2^@gN0_`1j%6pkl+x8&fcFA;x< z!xoh28Ji0OmOHxFe?|OAUn}KL3xZTDRuOq-QnE9%Y`02{G_nTB4ct)C)`D$dJpt)q zk4faoMmbQrjP)`=O5f({H5^d#;cmqrn`a8hq(JiZX5aNt8PPR2l6v*f0UNhZPD(e` zJVSo7jmqsg=AIg;Uj(5dI_=y8Xz1l+UE(leL^gd8Kj@~U1 hCiP76?M(4kcm}K_%JNMXIcNX?002ovPDHLkV1g<2&tw1q literal 0 HcmV?d00001 diff --git a/img1223.png b/img1223.png new file mode 100644 index 0000000000000000000000000000000000000000..ab475b57569d2e43ecd77d9cb12a8024306c0057 GIT binary patch literal 22053 zcma&OV{m3q_$?aSHYc9g_QbX)wr$%JO_DdZjfs;twr$(y&F_Ee-n!?0ICVem?yj!t zy&G$-XFXjzQc+$45e^Ry1Ox<8N>WT21OzM$1Ozk-=DPuOgLvcd`w8ZvEUyBx5(y}g z1OXudkrESD^#GiI(5aqnVh=_8`FYzcdCnbG ztD=h2tLzgN@b3+?3?^3D$9It5XjE3F6iOL1){cE1z2OVGWmFE0k9$qB6MrR!7^%F2 zL`l;W5mcurlh^~qrUu^0XX2m1LFD)OUvIW_%S{NKO1zaKGrJEF{A}8L{7b|>^nzE~ zS6Ytz&peA5Wxl{c135pOQM~s}%`~NjVty^T`;?HU2v9qG+}83{zI3`~EoyHlX^%Ls~~#>gODabQdr?FodRX9VL!AJQY{N_2HTDYuyzGu z*8U0|AV;8KD4&Vk+yE)+W9!yZpM8gh)Nha8I(}5$e?Zz3V#sb9zQ8$7wvmS>SA2DU z#q)T&d^k0YRpsKW3z;qpQ^(T!3#7*r+XXpGyR^&)<)iU}z}RnAbb;j3KZbW*ofZXL zLy`R9Pl?$IDq|p~wm?0zUYyZ6#tuMd_ z0@Db~I4&5xtdOWs$ZS+F9r74p`7A>uv>J@g4=S%f;$hCTpi;yaAz49jQ8w|l)m$Rt z7XeQTr~u_k3}B{WKn5jY$OfU>F?P3%oblloJ@)u2U_(QMg!O6cQP2kMr}~VEB!~K- z-CK^uYG8Z@&$|R|404pgf$QZ;pd{PgjcUxLh!}3CieNJ|5JMr|4#|TsZqJ6??zWZx zZ0n!e-t+OX;Ct;|11FK|q#eNA{Cj#(2BOc!A-R2uzjNy9wufuDQ~n~_dFNeuE_|&o zdKfV*)jH0Jz}uTtTLIS>`Bc8tM|KrKD2zjr(Y{u4)1AJxmY_oYuuni!lq|9UvNlCA zBQW?lWK)p1|7dooW8RG2!m1M%g_TC*v*-H!M9uv9F_=DO28lr`a5C19jj^*ea5piF zhS{?`P8AcF7c&%d03Liv6~k{89j&BCmMaDok;n|^kY57+gP>0=0n}p}t(eNWtA4Nr z2dLIs6-3W`A3m0o!B9p)GFOY}8SFUyt{Az4(>0*+Ri;t6Mt99Rl>H;!84}%6>17=) z3D6N^ijfGiZ$jN82C)uWg}wuk5hO{6BLk1RL4Q8#XU&^{L)>!jX=L9?K{mIgUFk5V zI|~7OPb+zDCT$U>GxNhqzz!OgdqBOkk;2aQKC<&689I^@yK%p7oNaiXjdAN-CysU&1#M)M#L){5k#9;FsDB-AVA|7evAacNM1LiS0j6WKbF$*h8AJy z5VyW86fzhU6^#9%r?VgU7nJV0-`omMvml2ZA$R1O5M|`dGPHf0gbXzq%9N!01QXta z!?+cOf_}jV5_r2TJAUD^fziK)x{nvrv*F!**+3G47d}sHC~YEwVcv-0M)5QHWDGm^ zg@n+rdHERM=xf5ZXn@wq>8}0bHIp~h%CJttESa<1Oy)Lp_kFl}G&@nq+}!)T?lsdG-+U;)%bNUXy zB^gSM{-m-PaqS$zMNJ=QhCz;5gW+`7Yr?^SZn+*OlL#BjusGx4R~$6;)B0R&Svi%7wN+XjVqXR%6H76MRf}+GSik&WSe!eh z4RQIk^B!m2>EFo3#~`q>OCddnk2Tg0VQre=T0`-6J<=ps`B>-nQt z)`|uOGz+C-2K%oy*^EPNLx{oYZRB@p6A}8D=ajPn{~7}Z-bd?2r3v2gNM+H08ImM0 z7tk6Y?p7wur%<_9O~fFUO%E(XwoMbwMwN3|5IAkN1;dMWp2zikf1_d~jPuz2xNzgm znhK_Qg^J>R`c^#Cyx>3tBMwc}_QYmw9cZ(;x06BSx7B{|vCTaZ>r?#Aa#ARMeHvh20+13m!-KPzwV2xy~TVO7mE<8YBf-*h}7ydM)|7CMHU9V zlGV*5CK`TBKkKjOg#AV01#tJd247V0=iEyh=zVwyP~A$0*O{(@apE!xn|$_4fx_Ug z=bj_;LocT#Xu794;*aHjO`2Gd%;#WD?f#`-;P!BVGIJ^EW_(Q=;M(@Mp7eboL_d?x zP4FST+TLxRUR4ycczTx@nq<+nv)q|6mUuP!3mHz6*9>FN`lwLf#Vu4(QOeeTkQd z3xb;VpYOa(-Qx`Tuk!v=Vd5(Ebkl!$QwY%DAppDHeyS)TQ5@5sw@vTU0tjB9&gW1< zI*xwkt$DUz#$R5>Kc4JvvlDqe$KC#h!~Rg%+B!M|PTbg1>*^fsoW=S2GkH*OFin(c z^?PUe@?=vsm)1E_k3x}LAkq+g_@NtHQV^kp=rf>HQM`Z<%zRYY_7!C9f8H>5OjCq# z3dM`EAnp^QaDw0rV|>br$J}ndKHG~kAN>^DQOkK#EVyxq+J0^t6pe2mi}Qo@4O48Z zrc=7yU}k(kj>D^)F{4N8mLL81)>gV@)4xeGff_t58deCQup;pQu>w}E(2r~qB{C!4 z7!Q${Dhp)gI^3XDS|y$`pX%dO97%L|{V?eY!NBpsr=4I_Om>i#P4we4x$)fuy{VbX zvS1T3ST%JglUHfZ$Kjg30BdNQWjLEInVtD(HQXA>TRm$~WQC5Tx%YlJ6_|iv*lFLc9 z1-7cl`bVWHl*sok5Fyt?-gr!%&X}B89}%o zfwY=pJYbP%I6*Gu=ZuXp?*c62vII$mX3jQSNhTe&Xs*iW^>W*5{GP7F_=q63lqLJG5H-dQ+hJy&}Vj`dxlQdfVKi z07w9`8?h~Af~XV}ogd@+xQm#&IWY1=!CqR@OOT=&dvpO$JKMk5C2&;MRF1#6x!c92#7<3=D=uN>OW5ZP z@s;d6UECtk)EMC@qYAv;3i@wkS`h4#xfU2OxX-Qy#F7>9=$Q!LK^eP1R0*m0%suk3 zh{m2Ak~x*;e+6*=&2bS<>BEmT_P8-s4#HNXco#(XrA8B+SbB|$1CP7yTT7~zL=IRj zCBSIF=J08_ageBc<6HmuxV=2{{b;m4*RxF!#Fg~}AG1mCoN;(W?2_EHb>X_eg+&v5 z4_n@OiVQ%iM(Lw<;n3@QHd{r$6pA2D3ddi(w(y&n3;T<7l&V!%kOEpJ3cG+1>U-Rddb3`h8RTNUg{QZPS=z(4_p2@s(+%3efqa7bjo%Xpg~vw; z?{6&Mr$bl&KyPL8BWY|O|3wyEco}m9z=WhEXqW#Ga5vmHCe9~t{v^LsSA-m+EjnsG zl&9In6?hgLCuA-8z~%#4GKb2QzU=~0jqHIlh#^1Ta@`i=k{^fiOG(6>E-smi5cI%R z*cC$8+{srk@N9bQ&)SMV*8B*>P+bcoMs-(d_OCy=M_U=6-fi97dIf18AZ<>8By;U| zcU0A9%6>&E{;j@z3j-aSTe>7LSF^|iu&h5_0yKJoDS3Wlr~@&nAN z$rE)d6*cxzS=z*YD*OMfGBT&cByb|}&cXS=YQ=3WW;O)0^%~;1T}WEbdA#xG?i$sc z#Tp=&5}n1HrZ{0`h*ixGL+jBC*Mqok8%k9ex<(w9I%rI%QxI$X^La#YDJoS@x}}DWjUXBT9{Y9iDiZ78bxcn*?rM;$I6g_P7aD{9ussCZv#lra% z6}yiv4RK0=OXHUfaAAY>4_`zlr;E&vc9 z3*5^L^cGQB=eVW3^4LXfHQYCz8nBfY$BD+@eB2i%{@otb#oy%kr<+whd2M(uo4SUL zFQtT^ybd+AW7;<2_BBacbn;ips~MN0h2Sr^nL3n0O#$BvwYKCM5gj|FTb7O&JD>#K zYrlEYlLg|{BdYm@g$+nVqP4&Idx;bGcJc5NO(ywf+JLUKi~ZU&HvWe~^1_(18F^z6 z)(hY*zjkb5>Bv99K4x=*G%cg*mi_q~siuiJ|x?QxqgkhS1#!>paU}%#;RC-kk$^z>{SC_3P?*v<}BYdVYJ;bHDKMosHYQ91)~u$uSyxsPyKaiY>&@LN(mv zN4tK_9+o{Qk(WewurqC5FVVu>Hb4SG)!}mMVr1?{@8-Rt0O}Kjhw%BXA{YA|F4A@$ zWC(ie1^sf-3J6;SE08}$NtH~gWEOU$8=(twY%Jxke9lA7N84mrf0|js8$VJb@0$}R z;B5O$|K+C8E0D$TAP;`Jl(iSOb;}MPeVTrBW+nJjctQSjDSnky;iJtN!P~0a?_(hl zyJ0arr%d3LF)m!|?zSyz>g#NHDLm8oQ=ifNqI`I1IdhN7W8?H#U8qw)#rkJU1U&xn zne#I*x#!QtjWH9!kN2%UWD5tcXptNI1*RSQy;K9VTz=6I=ETt*68BF_ZQTNMW{a4qA+|EdIc$K z;W30F{!?yb1_Guc{#w!psvcwcDD)%^OD!Cz)aWj6UPK2S&#Pj$<@+pbzCAvMNW+6r z|EeNIvkLf(w%%a1iqZGNw5&-(e1B(()<@kk1O3a??ZZy98y!CNAOvx&QX@}l=fUog z%n*=1>&8}5WarMj(UkqCUsoj~KDG$=p)n@mGWYN!^vV`{++d?pYgUU8}40T+kl^3u#GBl2E z@qy)I<7Xu?s6UwY7k~ZE;`M{Fu0c7O`U)S*B9XF7W4U(`N8>1#*Un{l*dY>}f|8S{ zRWx}eS*O}q{91^8P)%Ad1M}c!5azRnv8TaiGug(U{4Qd6jqNA!O6rk> zP7{9+D$T5mjr^U*jWCH0-#P{~UAy@j1jbQ;&`aUmM#EDN97Aw?vP6FSDxBXvji z`_6Io<>zM?OO&n_?Z=R*438bE1|0^gg<3~-GbdI*4G*1lAmzgyuabKw1`L0F++F*X z-4kb0rf`)OsB05bI!D1V*f&K+b{X=+X~sjm?LHrn=Gm0whG?048gAysapc;4(`;}y+5g%H>)x4s3W$q847Euq%wbyiq zZ(@l&az+gG-B*SfJ+=INVTG29%)-_3+ybiUCvn7!AV?!OhtRlE?hU;Kc!|}DVxOz9 ziKKCMJT-a@HTtvU{_t-wE^59vJGx<8j~TsHO;pE z*r&v7^jtL^{aOz6Ca1g$PV?-CK{R@W~!l`0n~We@vIw3RQRsF zl9MkAhFGuE%YD<61zc(gf20O^lx0ot^9yZTo-@esgRq0$U3Ad!mvBCU=PG(iEBcc^ ziWxj{B-{q2MGMT~G}$E<=_P&MAD4<+4rJqVcz=HpgH_*n3Tu*s-nG?$sm*a_WI@&! zR%d%(wM5U@rL#fxwUzP+;TC2E^U;S3ZTB>Rvv}^Kp)<|BVHZ3oCWPW30Lot#S>&Bg z+)0@r#eZKY6Y`BO65dFmWHZD~=W&Z};nr$SGV0g1N}i6$^K_*O#6a?|>Jsh3YtQ zs0+Ub7cbp2T6xN*u%0C6^R$}HOXJ0-YK0RHuE#MAFojPFcQ19%hp*G?3`;8Zv4(d9 zQ&Ojwox|ruQ?{DL*q8h6SZ;6rl)o>x)g36#Ph(asi^%OUh`W&cFo}Ove&C!5MoR!6 z21i2>BS&7_{%}77FwjisXa-}oQn9jAgsuhZm){Me&;$CqUcjj$5Q&W{Ib!N0&bvq; z=wiqfg(l5Fm>r^_;u z=Nk~YjxV4@pEABL`*y}fb&oTfw_**?X&%ol32_~%LX+E=32$1f1TXsb&L*!r@3Kux z{hlknc#A}B=YRaSrgh$UP4@%4pb_;8!OJLHR1`fjpe zK=Ke)j4&~|5vz0Nu@!n*`L=m);LWRzqn4=Alx~X2=_H$Y94AwK>HZs6Gj_-tc?diU zUqxT+87k%O_f*ta4CF5(VflC7GThx$M=tm8yU#se2`!$&0$kl;1xaSPKySi%`?{lV9 zD}JkY+@^&4-?m9&%{QSPGGjZvN6$*{BZtD0t`17Ss0500#(c$N6M zcl-Q19acNK;bT53YvFRPuK7t0YNMWL*?dv=Z^Zmag5U(IlBU%HUKo6L3YmQS4I63VJ8YeURcWK;hD)N1`Gq&R*Opa*DuueYP6ZIYO&UK zsSYtfxS$K)G1QRZc)7`R)iC(mc*dAmp?ugot`g;6kUT9XrS5TQ)RK>HF$vMhgitSH z&fTR~kga0!o7`;z_6#ykL8tF{M>J~k@2N=wj3P#-7?}}vq=msZB>iDTH8A_Mec73v zo?U~_Y9dC-z|D|U<*M&v3Nm>$+sv=7@BbwuB}{a{Y)vnx+t51|S714YG4 zGXxXD%lc?fz>_B}s6ifXE3f9wrIjE%%(t~R#w)0I_%CT)&D|U>GNL~Vk|w(=-%)z0 zeWw(eDuUiPPAp$H3Ru(nZgyAEo?%Oc&)_UD)!JQM3!swtX-i;=qWJ?xiDxKj!w1oK z-UbjV_Fr>nLaAXAbAcp!U<0sqb5L|d-D^}dyeUz!dD3r1cC(QgLj-7pQF|JnDCr65(stECvO@aK?d*j<4}Q4S<5j||j3Tc!Q~!c*Gx!i}>nX*h`L|Jy zzl50=j}{&$2B%1EH%P0V-5cw3wly7DK-B;k-0g-DXcT|Zp^!a32&bGX8^!l|Ni#+6 z-&RSJl=EH4Am`h)hE8+Rjo-C;g z_5k?6_CAZ{TrL`JMR%SHfr&^10D_U|Zwl&ZhST|@!$;PEG5L0dJ9U(zJMfw*j}&LI z8(G{iL`jb1m*=RaiBquAmeE6opxve{KC?~zhGf&{KTQ*(WZ35T`l&`udOjgAzdJuf zy9PH2UhusCCyM+31a<$vs&%x;u^1lJo7?Yzvje815v6LOj$;m15~ba$X7-G z)it%vT;K5$G|h%K=2R~tbybA|z6&iN;(r zgchQ)jb;te2X}=(Q0fG6hzN>Q{%Qy|RW7 z<=z$8;H!+<*Fq!CW5W4j$buLBWIvKVnY-%zLuzD#QQ&F|hlJ6V0Ck!Qj!Ai61=S>S z(&nj5Y`B9)B<(^v{dg~)sEjM2eSOBJ>I1?jMnI{+pHy6qidx|C#W)?`l-hK zZ>D5wUQaKhS`6^l92EA!i{AuAZA}DBW+ENedP6BuSW-;pE#9Np;|1wEwk?BqEELzV zz_Z%BqTChYXYDvq{wc7u<~x^yNWHF&Fqy;5L$>6x1zBZy0rVX3)XKJ?__1m@n(}zr z0@Ul7O6TTet3a_;Pc+7S|C{d2zpa*+&+U$M$dEyU7Bo9t z$D1FWcDVq+TRg~H@=I<Z|--}*kx|-LlEV!AkB2`Y^?`C&oE>+Jss>Y zb!@oBHXL5XS8in zBR~K|l-OSZQHHYL_@WD&;SC8cq~(d)WsDR0@zJD#f3f;EJCVREi)W$w4z?4E8&K`4 z@%1O4VzRXZRXpR-tk-#lxKn{HuSfz-^^mbfLc8-5Y;_N&t^+@j1XzbxG~Jfx&*n}& zQ(JQR@I|I-m=2zf%kJOQ_c_}8mm~(n)j*@I;OJ${L_i8?Bc%AnKz9aL{& z?_FKi1jn}B3i%+J$38b1x?_{t^#Zg88qUK}T0w7{eYCRtRh0@Qky#qil~fuLIcYBh z22gJPc;b?dkt0&D+5$~K3HV+qWO22^1G?@39Sb?%W$xQ!y|g}&(NmA@ijil|@|oL| zEi1(?oM)>)7eViH*XVeFTO2~E)5lrBHa1l-k#dIxDPt2ulapH1r%Iakzl{=49UMgb z@0MHpB+no7LNO3kdi@X4NuU?`0x!{kO6vVQi>&&;#t*BVb@&1SJGkh!$Ts$4GM@do z8?}HL&@N^~B*buJ+`*X8ZkUE6uY9vkn5s}r&gI?htt`=n6WX#zfE5lxgIf7HJRc$N zLbVm5aMRm@igwYcfKa;u5$zH|p^T@8y)rHn#h7(K*{@P`#(}c=2#@u(xoVdv$!+x=kSkD0-4!_+VGV$3& z21t6J6m~=@d&?R%mvue6_b4Qk?6vPC;DPz`nK_x}Q%elFpb=Xe4?+Lg3L-Fsstzc+jUi%hnqpYmX!jW1sX`GIiA13r(JuQ|ave-V z*2s){K3N#*ng%5V5Bm*ETZ#k&$&-vVI}lZe2XRpdm9t*(-2bSRX{jCtL_0hDkzQ8K zocFCW|Hl;^e~Qm?zg1(FuuHniT@u<%```S+{};9VygT~sVk`*yHICZL^<0Ot&zbST zevh^48aReL_f^zZSN7P>x!YrX4d;8_ z$}6$(+(f}({4i+3Dl=a6XKFtqm8c+yl<4$z#&GSHRqup7jbG>l#MA;JI1B{4c2N)# z-WzpPJdyS^<2>}VTR3S5hnUs&fRP6jnvK)#J!Yke+pcp-I+tJM49xLtyPk=yUsBok zw${F1KOIP&dJB|KWg+qlLLOzY8%IaY(Ze37-!1pBkECyoZ2FiES@Lei%-Vyf9)>)y zXRDOGiOH%_tCESGHZ+BQ5HRIpNR^0(QZ)_V>Qkh+!xZ$B@V z^~S=^ShDA%5^kt0$f5w!XKg6vv*aC>okSLn4hxOZbk`LLb|hcQX~n;Sa1srE2#!a2 z{Iep=>5kLY2JS-8y~?g(R6t^m_EFjes1Kr1j_#6gbhj#KArc>bo@ze&$z(HTs@(dH zev37Q7Xp=P|HHeV2YDi8Q@gu@K`E<-lLMieN{0!~j-cv)(~_ENzs9MX`74_RRIe4J ztD1w0_*6$K0Ew2BEJTMsIx(0Y)bQ!8^TdTeKDELSZMQXU-s!2jadrv z2qnB2Q`ddG%6Ow|Nt~XfB^6mqwCQ487bEIAVCb%Edn>~@BKE9DEO>I=$ecLuMU}YF z&^-hQfg2yCiv<|*dx)GGj;OR4>HVQcAx|||R9xnqxrO@(2B+E~`0!WsxgYhJ1hh^_ z$g2zQmc}w@c_~wcX0mfR$*D0!)VY$VXLfpdT|WodV7MlG{5 zE0w|bhO!}1B65}Bt~vtLu1rd!f?@*z>D=VvLDp`UrjYvq0PxJKlJP$FMrlQ3$_&jhuzE$FimP-K0RpEGgZh$+W|$Em3^X^mugO* zrp5zJa+8CQngS)762HF^2Djbnz7vt=hLlcvyAyS2$bwkqr~XiM*VE|TA1~jmSlI)F zdKWHyx#ER+AyL;Q&d0I0bbq-reBeH?_SNyD+P}N~ABuG%vWq)#9*r4h+o~w6)tw@J zn)`?FZI2OD92+xofsABQTc7+iC0XhZ#C*GbGjnZqmX&l}aYP(4*+#7woULCbIcX;g zY>wyQmg4s|m`3{XZfvR09YRNUd(F~j6WJ(a@=i-Pw0zvt5kdFrFwy*w5*CK6DN+iy z$=Y~nMMGKb)avevdCU5NMyS5V*qt*FwKvhL=HPju8&<3UE83d`D?fC0N+rHU-8z1J z&>`P=DeEj|;jifw#yHePR*GH@Jg#@-$rsbn8cFi6j%nHzC;ZMeVMsJ(f67;p9#mX= zKCrpDkS;;TGU(1MF&F8XJ6&uASm6P@de5YCvI zO#0d8V!w4%t4dA;2K^^~#Y?3N=b4l@wF1NE@YV&?CpcXLuuBCyHOW_|Q|}3{Q5-Eu zLFJ5^^KJ7YN%Ce+dSbw5$xuT2O54LpbR%*Rl^>k3_1Br4-j%kv>r+dx$qa3iN)mRa zFc?uoTHeef`PAFUFd=#gH_kvW!gi?(o5ex$&}FTsy+j>dNQ2x-gO;!|xMuU|*%-x6 z-5WcX+pBWzllUU>-k@WqWLkQe6+#(#3au{P5)M;bxb~KzA2Bg_azqvJgnd0Tx}z{% zxxOgj+Pf0Iti3y14y3x^Q*RYbUfjff@HE05R^rJabZ8`UZX?<>wx+oADy^JEc)_c0 zM(4i_s88Tp-z^MlkBbr-+JBa-rstfS)$0~jjcmkK&ow$A%q>WDAc>G5Y8 zZC){Mf50HEW>myhPk=gn2kbIQ-81w{P+eB>S2gfKQMv`Cwaa$g>M-`?RgYU848uJd z7dPC4(IY2i@7dq7E-H={idO zJ63#N$Z7hm5JrpqmtLY!yO&=(S7qqF=8z_jrl>+ym0dJ2DX(&AQNw@pJ=U|@6;zBZ zUXRE2>*SUj_#6%XE^coKBJqx;H@5P+18o(=O>FMkhqu4Qz2CoNeCn{!M%1gBw2^{n zgnSXagH_ZZSp$ZHLu@BBC?6NS@~J-X>hN&(%YR@R4!sW^=WzLvtwCwdmi%tm_?+UB zHFd56m>=&UMFVR!7ilj~Omk^+*q^7;zmz*##TbzEh@W2H)1jlB5QU2LiOLr# zoTy9(-#~)+cEYM|F9B4eeJ)qBqZ;3~39i(QQ8#tdufi5ipDr!}shi!|p^L_%*Wpst zm$OH>9M%%C0d51z@(=H4lPzCfHg7*7C*S`iE#Jq{oIYHK61U(5Rl{QImAT=UdTb2h zMmn4-Be?f=j-tCiNyjr)oG7c~{@poE_NU~T)@q?k3UJp%4LI6617FmB@6EKp1P?Jr zlMsv1LRGjtsu=?+_uUkXi9)TPKj43eY8k)?nBZG`c(_8|6BB-zqdFVWid8huzRFO% zqBeeM6l{;ZPrwR z`Em>xfyt=>lRVW}U$cBi;%mND=vU8Z*c7KDS}x(bZQM7U)1yL)07@?XrIg?ED~S}2 zPer=bgYCv7IaUa$64*j2p|t<mo$uMU>f*OgoI+NqYflUd3Jrt z20KgL3mj`!XudtLYNJcVK3>X)Y~RSZ0Ixg$Z)Ze-RPi-JXM|X2BUaTHm=suyFP_v( z3*TNq7Tk;yMq77dVgrG9%J2=!{r zN>R<%<}t59_#Ls&ih_t!O`5mQ2aMlu`l1n|-`4sq+0KHOZ9AgmeIk1`YShnO|Ha+) zf{lrZh=IkIx%X~Brs;a=hu59J<;VJxw%Jl9w~ooI&c zYFCFJE}36nL%XQO-|4`D8y=^A>+&!p_+*}VNG7Gz-!S}V!NNlfH1Veyp%NNAHqs|m*&3LoM-1dJ zV7^s{Zkx12-z3o>jlq9EY@$umaJci7$A@pmx@IL-)aAe+#f zE~+5wLHMaR;ja(V@tK`*tyU_ zbeN#Fr1-7QIBzV*eg)xBC{HMjLsrE7JzwKYD_uUrH_tZ>s>)Npn7=d@Wi}GaMFO)e zj9!A4Jc!41YmR9yBS{1<^~R#AXp^A=+V^GpJ)eR7(p^yY@c_oTfCavoJ^#clK6wRL4YXf7VML0H?`_pd7 zO_Z&Rk;JG*{7sgNE+sZ3Pcioi&dp9}fIF#!J1Y&htVp=lchAt7+Q8W6^~*WH^S}rQ zEN^ovm2|o@sQqk-XGkiERb#^LKtrOT8%>;0qq_M|j)q+EOpb7+1df$SrNr8#-Gd}w z*zZAXRW8!YIDU*tb&AO%{L>6qnR`fAdAjWje%;dIsr+2cv61K|7?Z?2GIb1^61Hw_ z`+IBO0`v#{FUj?DW(UGac$uZ&V2HoDy};|N66Y@)yUy|3LkUm2!2oo z6i@=jL=@(z1T~ekJ7dU_zBGaF8~5{FEYsEsgU1&+@JLWZ-ZMd~D7C17#C`r1uJ z_U}~sv_Lvaz!`X!Bq)L%NSq&Ip@njsK|@F`Uml` z2fT$$-I-s9&VD-p%nr? zWU2w9vfkgzPtglobD2s-1_e4Dt;CLx=NjeEbznhu{>qg|FKz_@)b;9FSLB3G2p+a*2DgpsGnA1SL0&V9q1{Q z5$PVS=IaR4x6)w1O}AXns;tw@%>T5fUoxhFD;ssn`R@L47JTz>4m8NCW5^acZ}=Ce zlO4BP<%_1EhQ(3$YJG=)3o>BIkAK}6%Q}?j%{1Q;GA*eiM>&soL=m*hV1-0tSmGP?`<>b(jEW#D#3d%KP#Z=T?F6XrKg_ zTpT8YfFdk3bQwF2!K;HmaSq6+IF{U~e{MgMpSh0~&s%VuPLUE#3RS1w&64OH;haL{3Tiu~8(H~bs+hwj+Vu18kjV8fun;BeYuvR}L4YwXg%N#mR9 z=W_jA8RD8zhvf-UjU@AkUqHmy_mJ+i5|F=r>@;s*0Y;Nh%PD59q}o6S%XT?FE`MGE zBBrkmC{C@l7KNP<;d!{082>`t!{^Omg*&Hn5Or>p4T0MkCJ8XQIGR_H<-=> zC!1OAUgpROtD5ZyfDLbv@{YARjx^t9@ObfzhtT0e^R*PjcnDt$OQ&FMm}RMNm2}N! zk%h~)!a6pNoYw^2`25^eY1M0!vL0J0viT32eeslU$!hFf-yf_!vDM|3j!br?=Eb4Z zfC#Ay)y%@RviV0e^*Mt;+lo$Ui&$UZ-#<4XA-_+PlHu!m_gehF{88{T@0iCe;m35Z4l|Qsnq#;EphP^iMREd;-8h6$uKYVk>zBnyOlkCkd z-xo(rHqM}bSieX+i}G=kxxO1rkTXh*y&I7@!6W#m_p;7!K6ETC^M+q7q1tIqH5!v} z;KVI^3#kK26qaMU*5QERM;LG1#-i9b^xDBmVbWpQgrCfoegxi9(9+IZl2p?8yhB^` z(e!uBHLEa@Px6T$>C62rjHbWM$A5e40pga5yfO^g-WRhJ8BD8?`7`NRj#F+^mgHVB zVBnbsM;CS*>V7t-h^796T0~kgtI!(TZmg=V608@E>om4F=j$X^KD%u+M_+;0*<~~J zBe*e}##fGf%dIQS8sti3apSncN~hML92#cV)z4e~+tlQF6>-kkr~bXsnzmgH;~D_| zwX31eQ?0+Xnt>C`yNBO9GW8n$-pxwVhu76Yv|+Hhb>k91Zx=_9xkDuum;FeE!7JQ} zkAF}(R`LsI(>2Sx?poWEbVSf$@O_1u0xdK16=>8>kQ1+U^DvIYX&s%}1k@vh=kuKG zegF8a-jI>WV;{^LlY?^UF!1jzaP4M$XMTOGaMwg$p?Ynx~Vy$-WLez zgP9pW>xjqMYE#uB9bMum+0g}{!=J8NY||uLC-CI(c_X5@Ek@5a0KrEyMW=!C%bsgl zitOpv-XzK&=@>b^j->;d-|xDSym{j{3(JuI3{QWYo+aE@W$oD;lE>?>y#$FIUv268 zplXW(tS&0z3HXeK=wM8M#WOjJ$p;Y04O|BxwFQW2>f3)}^y_hjAdKgn*W3 zXj)(EvmmYPQn;sn%VO302uCWo>N9_X&8`S*Q)7B&UFh9jn7tva{?jW7S2Y01s7ysV z#=c-CqQO8Nn-r^+)h@Z1rmi`_v7jgY?w3l!!bRk~?RltNM-XNFsPX~xOM!G_o1zh4 zQ(~|VGvbe2AIwmcW*#Yy2|)yY8csYm5|tE1sncsNLt(6eeE_pFYqNtr?k`WuAhTp1 zJ!fktw^zTH_vqVc>kg&3a5Q$SP)F&?;{D1|6NJ~ht1MTEp6dY7je)S4&;i>y|H~)Z zP9*5OutGVNma#+X?HV~-6gA~^*<6q0LNQP${W;9XsP0&GM^&SOF%{5jn+#9;2jt)B zR>7qfVzMj!S=y{kmaF3vt9>iHiIC~Bx#=8H4KVNeX$=NFYYkVbd+06f(iOPU1jZg_ zjPmp^P*-Wmc5A*?{1t1)3$~+&`KStAvPmTzjXdHUO~Qpj`>%?Cer!zbjp1~$a&!Tie+!FGJ<>$afed z|9)}}QSDG!1CoZLPMr2Nk^go5$4}LUNygCEsN?}Y$K!RT{cfWb&DB07e~i~ObB|NV zhcpb;?JOSnK1(nKoP3zgG7YoR`j#UNY%KTyZc0znnQ{%vkkP(5N6(8)QTp2Hz++D) zXQj5#Z9nA?Oc(3Wn7!o242?qgRJ-AzjC!g8SlZj&Ji`W4E~OS})8;?o)xbHw1?O{y zPxvPBnBeqAXh>&A<+q3Fy>pGjGW}vs=PLNrh1<7DXb=$0!Tc?vg+!QI`u@r8;$&2D-|DR$Dr>V@VDDyM<$Mwl;B?hgKqveiuB+ zX%o)b2LEOC|EvjW|NMLR@zDql&^>O{S+2$Po4b0^^PUonzT%=elK=h1ZNr0CFDn0= zli{0q`o8fTj@O?3nK!5<8-1Cy@))9dQYKIxb&`tl{|deoLF`;PLo4!eHVa;d~)jE|L zH=|0wMz?qoQ`n7L_84Mk`hL{)50zQ_rtNX&cgyC8vuD3jJ&4toVu{Tb)t^y-$sbD; zjy-?+ylHRIGuXnUZ1C5e!1i#UG)sxW0w=J#@>Gv8jrpN>)M476B$C&BYCg19Yx-g8 z2)}=ao!3;`8dk6Orq9Ra5odqoLdkio%fvglCN`_@hh5($ir&QDn%^yNg;Iz2%Tnx3 z(kwCAqWUumF!`fIX6)I6Vh8D`MuTlM!!Yc8)qj4bOxHhkVfakx;&6Hn0vCr-kouSV zOQ3ud-LaAEp}|e{6k;LmnT=$B;rA{%`vq5T&s`@m=sym6bt*uNlCbO^xE&837J87L zV^1@r1bfL=NTEQX0F%|4ewcbewK02|0yv2T3oLu$kD{)xvDh9b-7Wk34Dpk-%?u)o zd$TSegIY88V7x`o;sg4Ii93HoU^Cwdtk-2FXXP1WFS4f@KMyGnAK?eqsA%g zn_klYaT3OiCaN~Hr}58mIx}XoQQ1)evksv9)>J35{z=>8ETB!yoN9}#rC8FBvW4}> znHm-lqt+xc4ygOaTl8$#_>RqRb8M6BRh#~fqcz02-o$=vqXM?LHvAt&U#FgCUfPnqa<@&ancvHyWzMbv_j4SOeQqdwtDS zQFDA8TNw@CCZ*@+Gyh)>_?zQXv6a#ASM46B^c#Y9^Nqk;Yh-LmYe|YgyhTr4kyxVk zRwGP$GT35iYhx~N7PDj)1Cbf7Oxesw)^Y>u}{aWku=DKTB3)crh9fjAuJ_wF0r_pQMNA}IL zo~5)-t*+GKtnS#LU?vi)G6=gLKgiaMsWCY z5KkSdk2Y$TgX2))++>^8EM4@>!tl>lmO*!tHYc;3zk{zF4Xui2Ofk~xXj-4^8NSnv z_N4K&o~U7bt}TngL|$66GN#aJ^Go^4>)u7RIg#`B7~bxWerG71jw997wDb22`i<7- zzDe!Hv`)Ql^%Sx+OD%6!(K?Oz7gd&WgCEg0K3~D4>Fe;dlk#7|Ci<9zo1=en|G#6c z@P9$=brXHe!@u8)J_Y+b_Ffw|!~C=^$L83E51TwlK#mQurAaxiZz~Vn3pRY=J+_a zGb!f^hdDOFcADX@;25X055fJU`YY&e;Lb9~|01?DDR-;ts0W;vZ%0xu=B+TtTG-M~ zxdFd^0grI{?VVfY_;P&5NB}whIpobS#||KGhBow-(Tvt0s3LCEt*KSI=@=cBuwx@4+Qp_@eYYhRk zp9QZ!DPI&AbVmtS9NR!FT;aO03B#C->1^>kvw<5mR*jUJMN)Q&tLLAE09+qvFDif0nNjK5+&&asN88n2aV{tTL79~nOie*bN zFbdab$xb=$iIrr&+qTT*Ta!oTDcH1!9eBU2^(WP%0^>^`ZNDxFb?q4sFveX=+;L5q zsBS#SD46lm5?!>1oxy$Olq{b(1`oZX-%KwjD#~Vj%0zc;qKuM+>jMTi<*SF@(;g?K zn0F%UCg;GGWM0XZXy5H3o;ZYcO0(K4wadTWFZJkSI1$|UQ%3QFn_44H$f88)M^Uy6 z2FAVX2rBM*C|P3SyKPBe(;nTy90i-V{u$uo-@WvX;n_b@7yfgqh?EBy?XD&1xF&Qn z6MB%z^ez+P&ynkQPG|kLB#{x5(fE|fNR(O92ue&itsalvgpVxiCMTX+zmhG{zFSse z>y&1-SNijdQaF5TjNO|f6>o)cZp{#~C{g-Rlr1x;2bjoRi*-C>5*4innY*-?mdGcL{v;~lQ|9$KIXu{yjF&dtq46mb z1wgckinHEnTpKPCyl!&7kKE*>!zJ1hu}*bN;t19$&Ei)I@!B8ZRE`Qf^Z-h?@0S=p zo0m1*a?*tCFG!Sn6w8*uK;vDK zFS)KLbkm~WFPDGJRnn}E4V$6Nxn3W2UJBz(2c#+gy6Y7*;I1$}cS1R3lPhRV?h0== z#mA3VvI;Vaod1#wvn_9f(_?D2-ZR%}Pq&MaS@bG}tXt7ye0YnJXmlHYLhVz$d^J7y zixado4uI>S^)^1eoB%l2`(78vC+5&K@rcC!5E%4^#^;EV3@dkWiM>n z`9+tng3A#A$`W~RQ=4jS8n%Y@n_)^dVLRdRj4--80&0!$_xnNIx4Hs?Itt;Xkj^~E zIXMv2_0ZQIYQa))IXOy-R}!+l2w0r;f3P8qu&wPS%k!$#b>@qEL+nr^_@yj z&E|VQu(egswaD&n-+UD{!$3jVi@>H%7i|;Snj#`iYFq7d!sY!|uue0aqZ_l0W~g8B z;?VV>$fR67eCR>3(yKObeM-)#V|uJ}z26!FPE1r8Ju(GFMYks-%EQVZtax**gM~_e-8GCr7_&_W??`mXMmQ&1QPP zq;%WvQ|lQ9I+uF1u9eM2Bc6Ju=y#K-bOV%!)c%hh z{TLQHYktFn)P=#7TB8-3=$je!&kt9cQU2QW|L@=@tl^&Uv-}vwWu>Lt))43E#)xRs zB3>(^Jqb14qO$}0$cR|67cm&AZCbKx3F&uH)B7PhHmM}#&_<3MJ<8Pg6(XrjT-cl; z8D5K9{~&(C8tw@{%a7r4C@Vcz!LdVW__XI~-MU`!ccaUUGUMJ^cLWR%9z$X4<%^Zf znn!gLBg0zA+HrUd0oV$#=)`A(;ksPI1=$1VQVDg4qI0wt+tOyh+$`Bt)`&& zlw>y|q&Wgdn>-nTvdI?FmKIT4XtJHjMcJk{`J+m#92v&Xm0uaf{Ey(jC2Qu4o$``| zUx`mpNXYRw@U8U?1?2zV-uZ&Hu|!e)@V>glgD0MN;u|xn5kw{8RTTjW1gIjY0znlO zi7H}IYl06x^}&PR_$PMf-a9*!O}0rMoAw^HU*^xfcXrqf$uDOg-#ZD_8no3<5Y-y7;iRBb|~ z|3%S_s9L{vRvNAE6IE-`qA&A`q@=5AP14T|RTWVF%RIu8FDJ+#zwAi3$(EFG1P%mR zRh(!}e!{8gS|FLysg+%fxk=8^Fgg!;oBaMcNVT*#^Dsh;x0A-EJWKN0K`bnP-%c`2 z{c!*QogNw*lccU3Yhg$-jpO6DEt1&&hk7C&JP2=%YI2Ey_xAuP?2P0 z%;nAoGa30``*yA4F&>^z_NcD zIWwZQZok4&*Jfqycfa7`KYofXVxohgVXN9 zKso52OzJkiinVcu!nO+4Q*K8KiR#=J>B&`Vd(oVdnE<>{H8ZEFRri@ zKCy2_^KQ-SmVRJUNj+aLexS+5#k+9h(ru`!fb?@iRRzS`P`@Tty_-t$hAP!&q&H<% z1*F?hRRQTXR8>H_4OJD;KL&_n&uz#6#u($gYP^GO&{ie;*NU%(d7I7ou)qFWty;4R zZpv{Lw%h6Zxq7PpKiO?)x`D$t|55CJN{Q%Gk#OBOB| z006_N{uAgXjT_=a1z>8iP^M9BZ<>HX)3?F6-j2|?p_e@5m#ZRnwV;hiUHM$I<3ZAD zAHZ+h5@j}VT7Rc~b^Y;cP?LN(u)6!0f2Ach_!SUx|l~*-qar7D}Y) zx$Mn)zV7sJIcfK6!$^juDZQ``-#WKVlDZa1zTL;Ki^dK7w(U@gz4m(O0b!ywhVfw< zNm5P^(15@#nHQa6dVs@++LO<#1}IlQ_~q;ImtPlyk7!PYy(cuC$7dh-nONSG4|0{j zEH|LmiO?L4n(n?zI}sL2q^aMVW4xjcG%$xf&4qQ?)q*xAb*;wxm>@y0Z5y#N8cl}wAbSblM$P;9t90Q3q=WJ z2a7E@yU7OLqU3BkMU43+Jq}9MN@qfxk`i91tChWjxCmtfV3{Gy34jyIu{QGzJ1M?}{}|O{3Byhc7TNgv zWwYt27sFlB6tu9>V9+1T`8wOPE~PWUrz8MI`sMoIY0;UOryazFC>xdO*k9)SHsv;4 zeX>l%_3@N#8YUbp^IkJ>N%${C^_XO&HcG%Xp3G$3Ei;_ZQA%L?+@%bg ztqm38FG;bxrl34?y=}C#y1icTL@i@o>Qx&kcMf=3a3+Gze@&ZD$8T!;@| zQb}xe>c!wCRO~QBOfORRI340I#BfWA1;Az2`*q=u~uHtXV+FF`wbyRQj vIANu

qH7ZK$e-^m9X11*F?hRRR46SRHR400001 zbW%=J06^y0W&i*H$4Nv%RCt_YU_b@@|NsAIKnEXy_&;0%q~t#~Wq84Vn63{{Q;-+} z=pz5gv4S6+3ld;Fz;FWy85o{|1^6srmcUg&1&R>@IE|zkfCVWOd?2g?40srrKQIFo zbHpM{LiWT@bb$}J1o-%9>(app@Vos3H5JGnU|`@aSOCU63JeTu@}9vIu>aS5zk%cb z0|xv5{~JJ<{r~?TC?@bXK-r*JgJBc}3>XSHkQK1~|9^pj^Z)-({{R0wfG`8={j1dU b=7<0QQ+t90{!OAo00000NkvXXu0mjf#an;L literal 0 HcmV?d00001 diff --git a/img1225.png b/img1225.png new file mode 100644 index 0000000000000000000000000000000000000000..8881bd324402d97d899b25a9464e726957034a50 GIT binary patch literal 320 zcmV-G0l)rRHR400001 zbW%=J06^y0W&i*HzDYzuRCt_YU_gNXj0YHSgAd$zBpLX>;FCo$heVoGz>kH0;J^nY zzC^=^40cmaogIs$%TxJKpysIm{>+z*T(f`Rc9!v-*y0Zi~Q76rh$ABndJ z2Y2v*|F{7IzVyRSq%6}02Ce^R&fwPj0SGxTW!eAdZm9pz4|K+_|Nl2&=;arH===Z) zS0V0000mP)t-sv$M0P zsHmKroRE-^goK26czA4VY+ztuR8&+*NJu<9JTNdYBqSsl7#Iu;3;+NC>RHR400001 zbW%=J06^y0W&i*H>PbXFRCt_?P%9F`Fce%UrQz3b1Plxk!2zn!9H9yc6$~@D9)TN_ z10X7K)FJ5+>R>R<3<4RFJU;D!U}s*kZ)e{p0Sx$&Zq&JL1F>Qvo4~0mGQ=8h7$p@R z5V#Uup)ybF0zcp+Z_3HS!)Goy>c2|9&_F;9?rh82nr*^YN4S~e?6ojla&F>xwVF_=EbH))(uM0YL<2 z&`lnLCS2!6aQjN+Nx}Y!4KqN5j}KXXh-YT=cUi*C(nqB0f0)1r3V*8zJr`HC*V>6Fi~aUPzQ*~7@_cniZ$f>$ZxpGv zcO7kK7D3GmYV_L0ezatbo@S~MYL&9J1u~iQ>3u_1;@1+sSqE(#^t?C7${=1(a z7imf=sr+wLsLFI|MEE)nOU43Np+fPdFzrN^e@4qu8U8!_fr@8xKyuKjeq+SeN5(b^ADK)nCW-31@xH661s07a8zAYhX2V$W{BnTEOe~_ zBGOxe^rY~256^A!t^bEac}VP?Zk7EdBI6mt2Y`%&b^OwF9xd9EJbQd^eXnJ=QT=~1 z@Q-`d8N6YWP6gZa71MdfiI;r_U-!%W*=f!H)U^%@A_6iP_-B&eEek2{p1EI2I{(Ww za+8-&sZ;$;)UJs7%jNm}RbdBpdVRk1xQAi5w}&@>4)?$?-1!H8R-M7RwtfE?d7a

G-xj%Jnu0{AU~vwHc{${WZdM0wVNe z%u)bZ$OiyDLfV2*t&R9P3w@*Bb*`=)-5008a*%)sIl1zPJXva|dmz-C>r+%vBOtoo z;rkPYgEM-S)w}2Jp^-}i!U$Kyx@u=umHwtV(!}596?@mcYnS(rjCUC$2*T2gRuQq= zX6vDKEtQDvbP8NE0fC+bzk4p0$(PurTpev^dY$TyGW8{khDCmp?rdQXXum*Q|8$SS zfBYly`05m__fKVfXk<2)Ln&B}s302ooT5Zn-G8HJfm^p@$Ec`cdYl4Or2HVIVQf1^ zN$FL|U*<5_`p6om$YLg|Nnb3n1493(MAY3iM6mXab}-?ut?!X4yBpLQq-XeZ-oHAN zA$O}6Sf_KshQZSp=Xm8l^^O8PXPUlQNviYX{cK~}hWe-bSApNZS$nVO+b2CT+Rhvt zbDEeESbcY8>Cs%g-Rb}l;VpWLdYdl+#1dD%+Lke0JJ`-_;&rF>X1Dt4n9F*B?RXUa zyZd!_?_5?~jmWNEb8={C{ZS(tpl9aR<b=eD_IKe(|m;X?? zOMbqrzK}hF+UefxYA9;z4D17AzES(8rSz@^eLLpu_~R;iMbzS3Rpy?20rAk0C^vfZ`XW4a)-q!~qm znw76W{#A3A$hQ{@;Fqq(M($Da_4pT7?eeTt+*$VrH8;dAXyES#E9oa9Q~GCw1LCSQ z#nrV)dmxe|S^5P0THmsV8u>G+DK5O<8Zd#A)xTYUzR^R)Akpe9dXb1=%W}+2WC>$F z5={zIsR^W*tu6NB%jL0i|5SQK;qCqOY6zB7oq+aglZoSO@P)FQ`6IAqw6v`@!qj2D zs4WYbiS%-r6r>_bP0?(=e>Vt=Cq#k%yLw{4%KWi$e;{S%Xk0TrRyk4~qEU@fu0FD( zjuby{8l^W&naKdFFAEzMB71_&z@pzv;Y;8{5LvPm$t{q|=oRZ9y)avl{`lmoiaaHj zn(qBU>zbIibthEYN;5A`X=P^H0*DdyiUL;k^cB&!@~d+#Dpi-%mUC~WLB(?H=HLuQ zCDBP*0}@)gwqZ{rZp=vE{*y~}!p)WX3|CBrf$dkG=fwzAw(pqgDruhgRzD-nEBKID zJFURsiws`ePC9@W$=Rojm~k)g(_J^#T_9X#umt!C!&J24O%N;wvD5o*5fDHnT=C|q zHJJMzCAQk}=k3x$!s4ym3Y8 zJRLYg>Ji7=i~+G-kHzIe#&HU(%m?dgbxLq`3?k0uGo$`PK$~0uu(z*=By86K5Mwtg z^h98RkfST6HZy{;m}j_;vzHc&S=X{{Sbn7Llm~5_{@aIpiG9onnA8zofg88NBJBIG zh#qAZ6G)-iGT#G}M*23*4cr>vVhOGPc@Sq#0^;`SF^9ctQ}4pLy=hf$IuG*Ls@$2i zxK=)D>D$rMe3Ea&v$;)X6Lpc{gSdFDLDr7Ha0bMN36tFuw-c4@kY)zes4Vw_7Xzy6Mf_sXSY#RJ<8FxPvT? zbQ|U^TOIh^#vZPE*{Hoza_&1v@3k|Ko8JQUk%~%n;>$(u58Rg$mFlG8%yq4AwjbV( zTr-7nxl?=HrkUdJe&dW@Qf^tp+JyALu_x|3Jka8+cI2tT%I__J)&3$h;$r)S5b2w{ z)uv0%I3IcNPq104!F`E{ENCy6ZWI%&fh+(S55V;+=*l)jtogbXw&HQGt3Bq%uWeu`ksL=YO>SUaHJX_1k)rmnU8B z_22bVtZ|riPG9GV1`aXyVZD`=TD%KocnIx4VF_@cCl70DCG-bk1Lr;Z$PA;~v;?dP zg4MHRCWCidWMzXSgu-4|JL*0vx6kv)Kqc!yq_ z^p)c?@GsnXo2wZx1?FxXvny>AV>UAdDqq$>gK#{RTwhx5x8(2aX2`5Q4+^;Uc~F$C z7`!R#=IVjJ4z5R0FTVh`G2Ldt_S(BCwYc?`nT+=*;qVJwMwcO!eN z)Lyr(HcHJ{rDZWpSBK9)84^unjI=lh?-1>qqFUI_E`meX%hL}El2w}*q^Ua}8k=EJ z`tQKaZ_fiUV&L;r1xl$_U4S>W3lLs*!i!wYox4PQGiUNr29|;x0v|3{G+Hfd*779L zQ0Eicxi*9ZV0tr|1C6R+fs_Q1nGDLdzpPanFT+$bxepN=$ulSAd8>GF!ZE)gU~L*2 z34ZTQlqtx4r}oa}`|j*~HjsK`LX80hxz_G{tMezVLOI|LP5+CfVy&5hO|Y!~^g|`U zN_IGwh$&x^=|J>B;h*U@B~kMOkI%HBYwY&K1{PwEWeHrn>(wFS{Y@N~xAbr^xKe=; zqQZIa#%T6SbNUyZ#}rwi~=^@`>Hxn zZmy^UP<}%3ZEjQA7(*6KZsE$PQ@n#AH!aG*4MUVSjT!0N3yIe5U-vPMzv=Bb{CkB@ zUo8DEowzuy+{cdz5;urX7($`xJ@BQIWB?N{$f2ma1ozfL>cllOTw6lrLcMene^F2t znOv`rrdNdm*8ta^c@_21<31n1Gkn?Hb$p5O+(YOsL>K_4j82v^^UULecoBs5V%)Y( zR}V;_Qs(3!&tn11pfrDOA*Hy*l5NM3v07ZTc;553fTCbGH(!cBX$UF%O2c$bfh9Bd zqy*An8!Pew9E?x0WUk3Six01m#?Ts9Mmf>hQT08!Au)XiS0k{Up9f&} zEGQ)$a!}jiX=4C%y6pEmJbn`c?Oae zHX^(klM4Z)C(?_1R7RKiU@5s|-YLz*^DW{52X1bc%y4I)cn4Tv}^bJ*}^-^*#QDqrW;R8#QQy0;NT*Ymd1t2MXp!M972A*n?aPf zW5(0>2QSF|M%Cq6(~C;^#>~21F=i494jh_1S4fDCkbAXDo;O8omTj+^7ooin!E#OM zma<4}|DiCQB8&MRh%8Qk>Um!PRgrK9$%(|+2>|Rpm}BAOgqs#>b^uhFGfnn$3@DP^ z&%1woeBu4x#8;uf5Zd>40C3Ggpbb$J;g51&nb6FwB*t$4OKyP{dll9#4%ZGggTD=r zttpwOPeRmd4&eekfrz!AMx2b3QUCw-#COCLr|ay~&_Y+gML7 zag8a12A%8XQtKboC67PfU0i^&ba16+k%_Q9zqtx{MJEyAxuNg(fT(Ei{&i|N6&N)| zJCCL@l;%bs{uv=`%291#~e)o4G6h+Bj^{2i9V0r(JAEtof4YBZ0c!vM$brcn)dpxwgE~ zUXEajh5aTXV+7P%#ywpFbp>_Ln>RF@ngW#OH}l1OuWU2nlu<>MTj~gvMu8pJbCd=F zX^Hg`h2Yt(y>V^c zl%qND@f*?cA+&RZ%!@#Y-Cd|4_nq4O(sESp8&#$jh_;L_pmfZ!~IF<_)}%-kTzOu?&h+dI5g%<9Fm_ z?2Umov&EE@wPg!GF~~2j3{jKluK?65Q=AK)sZ)0&qEDf9N*(6{9KltnuMeUAxf#tjzeQ8B zI^=2QY6}?Yy}e2T?~pVbMCVOw==mzWzE+c+DRRO6j4_=%F?Cl`AB#3~=w0q_ytabd zxn=F&f+)lx6^0kmakXH2;rpa3Z(fiSFJFbrSYgXcUqC((yWM6+q;Doqfg81P)w(>D z<}%t9*N7nAPDobVjLXLuYmf1ZSaf5^!8m z=))lh9G;Yi)?G|k3X!mB$2wMQTi`8&Dog=pUXJsBf;WVGR%`~HM|0yy#DZH|Rj}mx z^}?5X+D`wTQF^(?b?1ya zp-f`CR^f?)93{AnCLv+s{}fX`k?z1qjPxQkgPSX9?XAYzWixi%{S!2=+|{J1dUu8= z+43DBdh|Zb6Fy`R@<_f0WPvO&!EP373g~|VmVw14kUY%|)psq|w*bN|Ou=Sw-lGqQ zb>4e!!PH3R7oA5UTdH3Khrn(ax0Uw8d(_sox~VsN6P4$k#h%!`KK&nKrZ-V^58Au= z>N{^G|6tw10$T(zhI`Vr?XgMcx)2swiCtqL@jvsV|46{U3=P}XToK`Ja3+Rr-v{Sm z6XJ|-72&>P?tS~C0B16p1JvJnnB~aX96)#oeI~Z*u%8m+aQFBOf1#Xxxd?%NCEl|8 zS>=Bo|9W)nO;CiR^HHi;+uPH6zyG6n0RI3oUckiIYhLV)0Fka|f9-Dhgl>puxhbh? zZhfS{Kwh>JzW)XIg<1}mhy8czO#!7nH$t0T4)gBapnM{VUE58B_8*GmjLN$t=6HSr zFnj+@%~&c#k^1OyfBC22#;gebHA62#xLprNH!{INF^*`Lr~oAu-FyE;Vwy13-mjp% zD_Zn-!yOx+%cJ}XSm=iOqehGVN2vOl2(rT=`bnTnf+hb^H4!nHU?D^}Svwn~^M42+ zaiivInlw-nIrwjr6h^x2^=&LKStb9$N4f~%*gij|{UGPZp^~@hYjEAaDYxMN`oDql z9B!_(H>r=P-1R1y1Y_+v-29nSDo^XLR3_BUq~sJ8#s7R{Xa$%md(5WJLn+9*jziXHDqB-BD#HB zW@D=j@*-f1d68A|Kzd*j8RkP8F~hXegoLuaCWy#~)s_!0GJ(OzWP&Zyb${A#uFZq} z24_Wwo4~SdEwE*Pyoqr?wMDw77@+-TEp1uKLd0$(wk)v4#+E@hRMoy708B4N+PQta zw_#N0%~2zTSru1qCXf=jaSi{HK6V$GGPBZh52#NZr#$*Ci1y#<-T}Nq_wLp4g5dcQ zqb5L%V|W%CkNZ-t>PwrsYv0ivsVP=~`SG#nXpepLV+19Yb4Q^$3X{WE9J^KsP2(6X7KSl`Hp28H&r*8KU_4VDMV|NUG0u>V-12$<~C{oW(nUq|C%~pp4 z=^KI(&rTd*H%jZP2(Gwwg}Qxtkvk8-NKscEHg0$f~%t z)pwXzEd6~_d*c?=%(IOzr^SU7=3wOo9 z)si3yw}JkBr}GHbtC202uI7fqjyQ6NO!G<8(ZsN<(CfFF@45Y`h-G;FY7LeaxRwX*n>=Bhat2Dp)jZhj&$vJX7 z<`q%959q7;2PjmZmwuN?!&En&F0R>%~z*{qv_IQ<4AxAOJ~3K~!M6 zp!(1EKmNLAe}-H9XW-%j(*s)2(u+|4UGEQpAs#uoHj_pctF0)XpP12E^Gkc`O4=X$ zP*2#gqG04?!tL$|UpDU3q%28uZ*LN*ZsVRQk*~bX{yp=nBxViKtV?|H#_H_H)%nU6 zQve!4(S|6!7@{Xf(5Kw65D4JW3r}0HdqR!-kb5>EIT~(-&HC%9Uh2{ZoZDhE21YdtfJQISr3W6g}AZEFptcd z=Ge0vmVmwU^iEWG#%@+_t{`MA+j!jPqCBph1;V=J!D^v?_6&qXm;PB&X4GJl*L%(m z(v^GIdNucEZk6EtpI{d5{b+LNvxJ4Qw^}Uryy20%nsrh}%e-yf^O{jtCJGUAeH#?S z=ZfPsbRgj7hW@k%?i~=a0j-bVwDgCRg@5y&8F6gc;=nqytztZ@LIiI`g|F%W!(D}b`UsKj39C;-M%HZh`a=-TmkMbpe=24(7f{Q61Ss^ z_v1|@Ey`-}iQ8y*DmN1vH(LcJPe2i-JpjX9<_O2#j%GyYpKcj+>)SOb$=Gl;53&cT z@3z(fwshJ5!KD0qL~y{i!~645aL(MosKC>gysSBJ3)u9`d3rW1`)L(L;+FqF6eMQs z&MO`JXmxH}2_g>M6=-t3k5=b!-GsgO21cSfkiREpu`;K^#VCncCBBu~`T*lQ;SBLqoW{t{j^qx$E&FVtd8z|KaJQ zD}jUwJ5~J`C8mf-+iJ_lhalr+*Nf26(2hCi<(*bT@05u*N1N;)^(qI<^~w(o;WkPE zDo|#^2^zJU4No6abqYMV2nzSi3OaY@@6LBf_eeNVbq$=_EW1l&JfQFPqPJl8 zE%r{wX8;%1ckmjLswiI8*ZK<&mIg!=zDOiI!p~)sJluIulr>t3Y{GIP@3@cDoA(_a z7tBR(8dMJ_;>F`Q4$53MeW&%gz^(NVKVwkpEyr8u+DyU*3s53Haf;u?)TXPNLduxk zwK^k4NAx99sr!k`WsHWl`12%I?7G8N7aHdBxe~10C`#I|GQ>`g(Glj86J1!c#f=GL zsTa(vwoDJVpNKTl%GXfQMdoVm4|EZ&hemxH!5+N$(Y<7bS;J-F+Fi?XAqeA-aD}q8 zT@LVi0`jpGwDo1i#;#^GIXCe$P8*_7D2^QRrT$ARqZ1pNp z=rcr}-sElI@@m%;dIQ85tNY(^Zv?#oeb0P!Y$I51uV}M`vE3UW1Q@;*QdjeJytE0l=k;d)-8Gu%zgH)UD9e^pJ#T^b z->VbtO;84}<;$p^G8Zv3IHb=fX7^@K)KKTLvX5L=rjxUNz2lk$CAG>*;5$DH>8rV{ z9i&{Fi=>+o{-!~ds<7yAd%16MYixhGt--leld^+;b>xP0rkzadoz>;$zvXSEwvVXs z&-2SAU?J`HG4DQm1g9tN-3445GMhw9%V(WZt-0**uri00^FKGg?NRMa6j6IrZz7K^ zV`^YIO1u8_I2uv8TXvlLeMm8-$|9z?=8d}@$tjYu-67$=C9%OT8)O>emNa6P_G`{C)r95%!USH0CUth?qglPaWeQ*_W)YolF>uh?zEfA_Ef%yG#5Q^jp@-)CH)Zh4SFF zdcEk>pHv=O_nno-;H7-H>~Pcs7A@-U4$NcxQ!%;I=TC-Q^o}yyU-|61Xsm!lm zol;P55`=tW*G!>ER+!vejdJU+++5MpN-0UMo8I)B{D5+?3bjF*bAUD64 zZ;l!#-JsKl>oiiG^5@X2XnH3qwX({I8CaQtDl>Yf=(4dQ=3Dv7lmy&&W(NVA(QqBh z2CjQbk82Q8GXPn6HzF(Fz18oChHMMQ=;b8i>6`aVr2~q7Tmd)6C%8jU!8#@ZYHKz`r)WW$G18xuw{wyN0P|zO_4#%RAegD%&7gX(UNtXzMS|9 za{$zGU(9l_hQ6n5>FUVbaP6kfn87W~wlfXzrCe$j^Y7q|GNeYiddt`EHvA{9<<)TW zaeQ%mT>?r8FTT3+!v z`Jj%$#j=r2hgoM=ZTAV7(KB}yb9(nMF$qJ=`s#2`g+&XrH=$bbwraBu@aPp^GnhPh zH|nD0W(}Ej;K-R!D+LpZRIddzoF>Ft3&)g3%+Hj)Y>8OajFgNL^>e)FN*XpgoVi-6-RnvpVF-Y?bY`B zmx|h>s5~dGY%5488iS#G&a_&LMc^V*sDY$03(YJf%Hisban^M`(FxQgD+kH8P&V>>DHD3eliVPq-zpw zc*%`tV%dRWFu_LM)W2;^e&2z-n9#A7m_)(Bj2vwFdV z(Y&ObPtW}O#a9;u6a}t*miaL#pLl0QjoDU4{E2neD2yLUQPK5P=lk(%N3lLW9X~n* zf{T9vdsLg=S&s7ZWWuNF&l}|OH<0s}2IhsxK>}m6dZ`}Q1JBvw%U-m%7Pb=jxC(KZ z5f7u)na^!zzG3cJ9bb@P_U z#Tr@MP7jeOeR&-rh+*t3!DRWeCBb}ZhiH~4;mpgU9+c-(%F`v(XC)MSN|ois@t$kh zGU;$B;)UCGUAh4y-}%Hg{`%?j(BFi=jcNbU_?3L>zdlkM?|pNva&xvp`_0!rM3Fv z;eLW5ad-Yg{0m&^5*6j-NnxbWb*jF=|8Wl+csaji5>kNeX>KRamrKTfN)J5tKapAf ze*6PG5V7FCd#L$?w_#C-di9p_)K~ky04!w9D?S0ELk@?hc50Nj{{j5cMGIGx*ng+q zeEXB=YP>Pp56Cm4<`--?zY|}w^LcYl`tQ|=W~$3R52BW%u=um{j>`U;%zg@9 z%7?}s{4<;IHJeBc{rLur4gsz9sDGmK=f80h|DUG?*cOI)tIWyG#%%y!?-M57{~9&l zoD<8Ta`&lY{Fllq$Xn3pBe&bq-vO6~pSt?}(v_X4f%=b@P|<(L!mm|orjU|%t?WN~ zX5v>k%~g<|F(m$vplSHEo-!=-%U41XzexRu71n9V%1}74{z$0gKYGR?mX`iHt_0}0 zUh*G8NTen4Zc34o&uP?OiZsWH_1(~av`a(Ae*7gz$$xN>PD}ggEwki5cu1#ZoeK2d zmdj8{V$h%feyrQoCnDXeZ={1Ws?$FjD(O6k@3%F+1#QnMIY4<1)JKmk6=S*;@OgM_ z!F}h^>8OC(qyNFlH=UME&fxg?EL`#sAj7Tl!CVp4WD1t%Xy1frvGIe1DAH1vjmp!+ z6gNlzbCldZ+(Avs&JdyGbip0k0??g5j;L47RRWg+_s&(hUK>%b_K@d{kV}6b()i1@ zvP|J$!Ug}^Dl;ED&N=tviMiRDn6LS}rDei1e+(trtSvb|Kr!8!^ zqjAChSCA6E^rcA8$=xqSg!p8H0WIm$^L=ygNvv)8sospKuw~GNV7g012F8gmRJ?4r z?UN$ZOrxb>5|fA<>L)%wi52i(*;9fBTOnan&oguDVX@cB-9iAy@qH&H1&WnKgC^BW zfPJ(w=S-h~qca-!H!>5EcfYuGbYF(ibM8hKlM^LieCtLD2^U+A;)i#m$`QQ@)$1xp zP|e*!01j2a9@Wm49q0abTB;g@xdtP}9+~j`vrehj6t$d6xjecbiqy_bA^Uo*U zE9?VIoM^F!C3q%~l{wD7Mr|U!)*L8mhSC|p-Y{AWaBxy!t<9iijt*X4?wxrX_Cpi% z*M&l4+^?uQ&D%f&%fTArE@Ca7b4S7+P`a@r84*)hWcx=>-{jr5q9+oYqdj4hZ zl&O2jSqDx}gv#YU$(xs~SjIa?Z*sqJ=!K1TU^#C}?Ux5C3d$@sV#}AyD7G@8{KT-C z8Drd7h5e)e99v?mFvA(hSjWFQgVWDMPU`>X5V<@2O|)Ek=@FN^&6Bt*qz4}4M~N~T z&-2JZaU=`6bZZG%>K;-E@&n&U)%Kjy(57MBWo#PNYbiNLlhXX=3MfB_ALcR(NpG?J z`Yst`TvH`dUxvA=LlZTmG6#=(aXx2)qH`N~IfBz7m9E|^Y0mJH3c*JnB4p4~^k-00 zq=fBmq}_vt#VzG2T`-<;Pn556)wNdAcs`1~^4jm_xx#m5>nPNC?tSaLsQ^uHKih1& zMe3gp%lcBWl3WQUPoF<|;H&Ms)A}oySAqB_ix%Afnbuz!;)X>jhk~f&)AuOfmagCv zu+pY_tIbMT?;qW@N3}ClI7Ef1r{CB1sCL$#n_8qk;nW6Ro|F%A>(2BOq6vT7xA7!b z;`;j7$fc2KuGIGP$JSZ@o$jeQU!@~(&-}4<_5j8){E70_Ch`dxb7 z#HVhT#0EfitRMd*Bo2umHSZLrr5&{d3ia#pt?z!3{F=q5-XBG>L}c@q9=c-nS^8lf z#xhupt+u!BS(YtJ;ZT9G)yBpP&`D6Y$3S{U@Ap55>@>07!5za|w=t}_KX0`D{Y-8fM>J|VFf6LNUCr+mX zRG)q^&b}U~>Isw>ya1dtVuQG9LuA0%YMVH<^sR7&mHdd?b$gbgx*Z>_MQCZwAMT~+ z+7=v%%#IqjCR*O}mE2Ml7M5Uf)VLjSF1;At9#2t;i-MVa73>(-QJK*KYe8`&sC#xn^%B4 zWu6sZRb5{xZ^0qyG;6y9jdh%kP(70y}KRO2X?`z51@(tmOavHT`2(?X=6)Pug{D zIA4apo^J*jD()wJVu}6~__`p3qqCFO?5j3GHZ6nwVcBlmwk!o~S#-tf!$4kWjKplv z@p5J?+im*-t8emc2*@f!h6Sq(9Pn}pwk&w;@ASns#TJ7+PrqE%-a5K3n|*gxT{Flt zeKIPac^YUZEt#fn;Rc(D)5W-c&@Li+W7(c4Lx&$#B zkcl%0_&^{2_H|7Dg>$IP>wjLOcEG=Vi>?xdEeN;5q3U7wRhuA{S6}Pz^A`71g$0wR zOR%aBv(6KPv$E8iN5VZ;b#mGd0zkXZBPD|emQ4u`jsGh?z;S!D2cINiP!S`$WZj}h{pM7`ThRi zzVu#!<7032_HBq%lG>PUFcH0T(?R~X^h+S{(!I$VGn&BL@rA;@T(r!dFjqs&dn3!y zpy|Obu&OFnUlJYXJEdb%R}Cgt+gPsN?b|XNTkVMXfQ@t+TWzC-Jyh`1hJHGNoTiAV zZYq6`>pLa^>Hv9j^KvZPZJWhpV%))(?RH*Tu2()iA8F@scxs2u2b$=eNtl3EdjMlc z=er2Ror9Thi7AGVJ9uUQWo;NaO+}5xZ0qR0%)SDp%NmXQn=Nd!_5gXVPB~}PG;YHl zT;*$J4&cB}GI}J^MuUgN2lkpbfUcJSzdbM3cXzkvx5>e1A7yj)K%<6 zpSSd~p+?h^rPTdb@t3h!-y0Sm=YimV?w9y*qyH^xqujM@$`gI!7QH~#2`hF{G2F*# z@Lm9}+(F+e5Pu=B?f>_RH;UR=C+{d@5zKCEUUlK`t5yMmGHc8|#*?dx&Av=hzGbk6 zEE{nm`B^9F8A)616h5f{F&FFFk(PJ2--#@sU4MGq1L&5^qx*7)qozHoH|fq9vXwoN z_mm_9xa-&xJ^QjpLpw323Nub=qeb(3%SGa-D6pcgH-m( zz&2}-Aa1TSg!}iAc{SsMC7>TyXm_eo8Vcz0>dwTJsf+@|pLK8}8yUyY!Q>(NaYsj? z-TiXZ3`%s?nDqSP{5V=5nlMZHe9|6k8# z2NBkuS{P>iU@GOy=Z0|*&dIBm58FzQLAtqk$&~mS8|F3TH4k$xHcWKlW(Rtx4XK2tpVv*JEiXV*4YBSk_kYzGXb*&OY$kB zsk0KKyId)I4Sc;oqUO|t*}E7Q8#CLkg9iMe<^4_=hj>=LX+C5?nH^^io% zLbKsdFgRM2F*#ff-6cvEvyh;lWz*+_37OIvJX zi;x4EOOM}#G#i81Iemvy)8_l}=7ai?Z8W1pSLNvl?Whtcz@uZ$h-&+63* z6G!{AO;o-8>5Yj8ux!*rqOok%c>DsnGv;nf*~TjVt!OY{bTmY{-&_YSIFQott(XbI z>V@Cc^$ZF|8_a8B@ToI27A@1%(h~ z&n;>^nUX@bL+j%9c>4C+h0{C~S$l%>^!iPoyAP7}CyVCqkFhmnTvj+f_urx)_Y8mu zM#BF@rq(3C3&z+iPpF-xK5}=o+$tnMCRPT(P>@I32|XIr*MK zwEPh~`PZ2Gn(p5y4gDCK<$0xK%;u9&uwMq_9d0Vh-vVD}GVM#_G+2=S@V{lg{7O1* ziob%EvUcF1Fmc!HR5!0`4aI2rO%rC~?s`{su@gN(AzFq%>gPLhrMKnB4fqYlcp7cH2Mm}mq*^w3Ow9z769vb3%uy0<|^jM>)jYBTp&(Q*f* zj9VUd)zypUa+fWW`MiWTq2k4&>>@1I0#inwzH2|`9ix~mc$1#dEtg04^FO5rv*UR3 zZ4X{9p;|HL52{qzPmcopgI67cth`d&KVjvxA4%vvI)wAOo0YlFIn+~p_KSIveG9(8 zUVRTtDgZb5py#Yv0`~XZ9I|`tDev<}8Z<@U)(lVoZ-*G-ur@d~QwY&blqcOe{5%)py z{O-14E3N>9rPX)=k-jOm-ScVu!7gXvU5)XLg}OPh?C?OhR2`M4rRs$}s!i_znoYrV zoPW8b@w_)Srq4|QMon`*%pZg$zq_1;choOGFVMD&#{G?OGkLndV_54psRlRtSI5BU z5PcHIcV3$b@?y@1_=C>#bDWd#4zPjD%{bP!Db0ud>XBK7S0>+4=Yk{@RSY=$3TCCB zIIhp13*-M?f?oaT)_1x+2pEzC`GZ|ae%Dd3Uml=0>{oyX=0mE}Mr5)VxWJYHwhX$A zWw7uPb(whkmWWxm3wDp^j`V1hDh;sa50;n0bRcxyI1cp}E+w-1CfrA8l8X z-*psR$8UVc+EJ+-@JATm;-**>#rV?7Wo2JB@n!5!dll3#8oXwg+ApY&0R+6<(|o7g^+`(o(|Yiy`GtSYOjg`i17i={aXYzv6mj zVk?&+x$ZJS${Q20VPlxP!&B+k+GXb-*m~~3E=CZ>PNab$p_X)2~{^6GpG)uM-G!;Le2OZFR_w{x#$ek|? z>pAN56lE1S&JW^rI6Sp`r6G5R!&93fnB2jSJM#blAOJ~3K~!BP_m^%@N)Mh(pH;n6 zbY@)>sQboN$41AtZ95&?9ox2T+jhscZQFKo^8IIzJ;uIWV^z($*2SDvPwAi9@geaG z+bTg9r2R-(vNm$AUuyYiyEvK}$b2^|!5LYjF2*ry!h>@iD&jWPy|)mb>nGstP!5)PiO_-;h|%p|;vF zrXXVaCl)6$gBtvwEs#t7^m7;R=#J7PZn{2-MXk^FD^CFVQ(MyWmS#!?R|zOM8W$xq z4OA{4d^Fnm{D$>gV&YfF{)(l?Jh8dbJSt}L%GcqmlEKNEPFJSmm?v}4-2XDELMWL| z@t_pWSl+`|BE=MaczsEC2XnhnKwC`ui)D%2|}w(1gZEz!q2~AaWcv@v=|WB}S{F zkLgj^U7${Z6PyRTqjU&?pdCDr#- z_0bvMo^e!(VV4i7A6J9+Z-?70y;jXAdR^gEcZK{tuG`~I-@l({@{GxCJEKKiu5)hr z$>j>8Y2IA}`j1^SR}F^8v>5BDJ^wgQdj~9{d*B1VIX)Dtd5oGVZi*nCbx-cdV;+KN z9gZG?u8PF>zd+bpbrH;Uue!Uj;IA&H6Xc5(gMz_`Mp**}^9BZj(^BxUfBdWlcbO@< z-pw~w>nlwv-mMnsRaKXmiqecatQ9dThyJDzI7y}@Jcgkj^^YQjQ}^CvFWwEl8@2#?qgy zpKvL7Q-bss*;z-^K8$C|c_%oz`S$g@ZN5a?in{jC`Mv& zHBXMoqdH1{@GY9vw1p|D+NDEqnekLjcZKC5N<7&01cC`j;j5N)2yQy3N%U<@YUlTI ze~uig_GGR33%IJE^y}fGY9kRcA0fRWY5m*bu-g!ru0K9i5j0^$vZ^H81?`v14p)aC zqgh*NKW>8zv65~u{=RUMfRtg-8%r9aOPEcb&Cpr`A>c#sCG&AwJDAbzRj5$CGC7C; z;^Nv|oUv>E>#oYTa>*VAh%c9%GIXv+^l|LyqeVKe?9(3G#ZLXRZg^Lz8h=IeL=`+3 zP(E}%3a*1fG8DIu9oH2CJ08Nw`}7kGcDRu&V=b4d7|K69{DnagpgLa=+0dFdg0Gah z%W~EC&{xk<8dIv8$AyoFKU{}#m$uKB2F-=DU#0Qc=~2jNq+E544U#{LSlV|!Inc2! zBP4R(0FvPP_-F$B$gRJ$DO0FWd|jrR=ro=}v~EI=ZC&s~b+bLEQ@)b`IP5NlmF>43 zQmF$Kq;Ma!Bt3a(R=!tgtTL;gj4tg*G*<|3!2jJ9w2KzYVxG`)(e0vYdVwVooYr>r zw8lcA)qiphghlHPpBg`7ceGQjY~rS^3joPc_VmihWsn^mb}eHEBt8(}A>(MzU!ls)+Mva42x_qAy7~ue9HnpjtSyb$Ph* zh5S@BVCkyBk2fjqc`|=!?(FS|@|`;qP&8xn9Hyb?jbvEHoC-29%%l8&1<2F9kM~H4 zx9G0L+^QuQAVWz`f<0xn#?FT&ix@nRD(zZ4@;hPinqg_n+f0r`r;QhQWw0r5%l`IF z@(x8(EF7>K2ydr1C}$ijPsfU#ynmI+YQztFTVz|GvY^4-Hfp%C?}m{%Hb&a6wb=ux z*c3++90KLXFnYT84B>y$^Vh;kxs#>o7X>~)lh(qH^)3GDFfcolFs8OE$wd)BcS=w~ zq50hXg~?xtOy#m_Ij(D#_bhxK59#W07{5&U671xckGviI+l)=|16z-VZPZrzG$wgjyG026EvSw+VOvX>fy-_*s~#31rR(qG16-44R+Xu zG{`>9-?I%;>+NwMfS+Rgxp{Zj3MMr-+Fe|^gQt6JU|QaN5_-+fFzAl3kc~$p@(9MQ zFW|Iji44BpwVPW+4umnq@z>Nxdg~!}CD}~QVOO8k8NOw@UKm2XeJz>lv-ElXEus%# zeh6NSd^0R(Kd${Q@^M1q+f0S{LUE$3%`a3*-{zK4kretVI=6PD9A}_aDxTceERDg_ z{2Rkxbb!Nw{C81Pe*J#Ja(eejZlq%huMM?Q5shHzW^Q-w(nvKPq(qXY3~fU zPWtblF%%pT%MJ|Dma*aM*)A&ZT{{H7WhUi~UpoR5W7IDHrLXKfPVhZz1_>$4D` z=cO5PpFFW)`-XxwNBTWQdtKcbY9o=7Po?8!I7L(UA z^$+%iX3Qi`RK3(I*wUk}ubWowcS0nqx(r1xZ{FrHd!X{3Wl=lK$qA|XX1NT;%{e@Y z?}#b?r}W@tiYsSI;5j~y)1K2TriwuDS9JF0#n87(%h2V4BBx8VYjN)b`YS8LfI zdDFA+Em1ZC9>{;^%|Da!RA*(zQB-R%Q^j+0OynNG#9ipQbC~j^-B8)VM2@`~Hn6qT zkURTb2pp9`o+NijkurMDwcQ+Ny>D7XH#qF8P|Z`0IiTR-5Q=x)Qs5wgrATPE3mB(?rd3k zWDgeo@&#My0;oD**{n<}T=k>3grvJ+gR|%4B+C>A9vH)2gY8W(sV8RNLnl(MK+C)> zSf1^N)B;my(Kp#(s!xkjbp=&{IVkFPY&!TXdQNQTH#fR1hAgY?iBJ{@Hm;mMPwl3a zwso3IyZQcuS@0^6XQDsVL+{RMx`|oQY@X*tAok9x3;1o$iCThI@{vaUmgf-Gb?$c|Cn5% zvb$=7K^X&N{njQLFuASz7NM%4pZokiGp+pv>aYso?y6k{2A7aZ;-hOukux)7>(At} z14=(ZXSB^Jzo2wm1lO3&SGm~@h@vrV&dBtCvfuov-J?es=A0Y&r4Qm8qBE)&%)>J7 zbH9L-ar_FVKDtZlwI~k#j4pP zsOZ^mr_X2YjM4v6*0!_$DatC$_5>1+t>Z_sH*03IKO$vjx0XQ(YcD%pAZ7Aa9eCx> z@NM5;Dt&>SO)O{P?T@hz3zVksqw;VY@shgwxngb3i~`!;nZ*Lz&O1*F%{dNVUp}+0 zaQ!*1m&ne@K6pAQmo0vuEq1x=Lg@X#SA4OB3h~9sR^m{`)%&RoZ}XjMlsvp&s!u-w z2!3E(%H8-Z!Yl{;1rX@B#Wmy-+ZToC*odDl1$OU_=6;Qe9M288RsFieWPe|A2O2~+ zE`?Ddh*Z8=n!!zIlCFS1Hq{#3dN+k=&b?AtAC^6A3)Q409_n^X@WzI8g``wa79E&M z{WaH9!^~Ej(U@MpTU@Gk%9ylWvaa25Z+ChFAao~6iTM3a6smH|QFAo}RH!r-q2+Pn z$}!G*OYknfeG$IUN44V9Hjp7{q#kVJB^V`~pC&HG*LaR+9i9BS9#e|Z0SG6B|6rXdUb;uOrMAR2fhO%vf(D%ID=#MpMqzXS5rWL!xH#qfuKT<>dy zB5BV8K}8?bo||;pVVYeMwH{`kIH$kqd%m&R^540l!N1|VU_J1e08@R%f+kD=x$j_R zf&w;VRxYyNT%s7AAcU+u4{(?TVlxd;MIKCmoccdaw_*Z3wD}lBrwQ00(&(mTyAxr` zpX7;JW28hxA2i@!pxu-E-In2d4+H4Zy3xY`NVmRJ96gTP-?w}#31wO4z@V+~%(H2) z8Q;;Mf<*M`qP*&V$nJLd02r9>@t3-6wj3;arcu8Zu7sj_al*fYxTf!L%iR(frGV6A z2K31LH1Q!N2T#{lG9sF6L2E~HJa72)AO!iN_FRF}W*M;?xs1eE-@AP-`v^OP%@F{R z2>)tFFcrEdZZEv4m->)m8&=QxGW1t=EB*R!&yC$m$}T2;T7Enwj0Ue}@(W$SA+88~ zvZk@mv|a;q?==_0j1qOwHc{P?;R`odv6o#~qo={`i)L5z!cWpwE~K9Fir)2UUX}wwPZNU3lRGfZkDx{ z?X4}N^CNOk*~^q{uiy=t_llarPyv%SJ*bx(S_>02i2228H!W3_v-(RMN(IzL-&gYu zD~AuXX({2TG5WV8w#*AsYBJ;eZ64iUHkFIV!{)g&5Gn_Am9-T9`SZRmot~9EX-Z8D z0?1q6p^ykS3%*O7;Ku7n?i&bj`uRL{{&RRHTmTlrMaZYkCFV-E^*Xvor;tY$u3u4{)X8>lM6Bgh2bk4QoCF7J@w_kQpdNW%6I+#}*wnpQs_rFH@GT2-?zu>SZr)gloWe{A6 zoK#P-T{aE%8xvFP5QuM5mkBxt)x`W@&P%_!z@@OSp1+%jnz{DXULw$!b8j1!ld!pfLOrpeCn<`^Fw31yU#Vd? z94_XwjHI~fdG+O$ZKHZjOo4cQW0N1u1#dUbr&v>zE@GMv1k`A8LaL!+mjB7ti)`@B zj)T;bcP>F+I&>RnzEJQ3E`>^=LQS0)OsB-!dD+iHG3*yK4WJrJUh0Ps?Fs%z?$1w?O zN0iQ38EVPAJ;O{ts0%~8FNCg7s<;3x=VQ&CI#gP9l~FbcNnJ}C<0*_!Z}t^UoT-(X zH@-2a@{MaL}Da`se5VrS(loa;6g3&A9f^^ly&S{w@-KRgcgOXK@CEd>MW{`XCc z*u$G}N&Bq}#2AM2vS6XXu2s|I?9o+pAUB9x#CGSp0sSO~#vVn5_L#jk4$haEaTuqM zMKSxqfovQF^eeE)<}raGBK(4Fu$f7}D8o#7+$c*)e=|tAs(~8ub}NJa3eqpGP#uXZ zl{cUUrDw%P06b}@$s9Rbxy}`zCU4dzpL09<7$1JI*t15J?lhXQvNm=JAI8md0NF%H zUQQ8$`6~sllr(J?-xA;?GyEDWk|&^Ys+}qMoxE`W8yQtHGH3;kCKb>MAKSkVbjg94~2 zul3Uac0^|XHEjYX0lny}_s5N|M3lh>1U-l%=Vs>&Hg8z!7_!s>OEir+Xn_5>wdO+O zMDwMpm@hp=)rXP9?Q{Sb&RI8t0WK8^_(-3mg89c8=Yjm!m~1B9o6`ZdW_VGX6=CSb zja&MBI+t~0%o(bL?)2dQSZUIuY<8Y7Yp!!0WzSWNA-UoG-c3x~!2U)#6+B$6|Kn)# z9dl;huI*RkWBlp8K{iJX*tkcQR>lA;`XxyMsM0WOpP@qcgz3?eXxoDZ_w`yi_Z%?eQAvqF745v{++uMfSoa=R*`21d_FVsuf~cFZx-2C+pt=+&j)5#HA&$q)t79 ziiISIigAc>l%stbRNLR<$NOI!_w&ugO3b;MtO|s)I%5|QT){SW-2COpHYsQ`XQ3Ia z?$w~Ca#Dc8Cr>^?KrWBNKsic1+7Q83`eioJ?M}mY z7lG+^8v*HPfuCWVqr_mT3BP{leg5+H#OlVNcDMqfbRgLzD(przg&hn=8|&lpZ`TrZI@}iI=jGjX8p-m%gvQ7Q*x6_8iM1%LY8`J7D21- zc9b{Pd`$7moNK|fx+Oh(l~|iYTLn)bZR%=qY^y)jXF{0?<;wsC2>XncAIbASx{Ndo zSON9Sb`iW$8~(ee=xUj*4>{~sfBDQz(me%F;97azPQQf~Aaxpx^Lt($rK0SobxYamYr+ErMhI-N^$fr05VH%2WkmZ2TM{2 zMMlF+8gx!OJt+_%Z9Oa!6s9L&ALSFjY$vMi4Cn}jh2gJawwqqbNOK9rD|M~~(8Cea z&ZQRCLw= zb>hzWPHJO6G)LqvgEux+oFrv{V0W6ev0i~+G4ii!KL60iuV>KAB5JOKJi6~Wt>iT` znoCDTRXi#K%50C6Q{pDbYd0~?hQd^FHxCH$4F^K+YJ)4iZ9_kh4qEz?p?5J@XVlL2xYcSXv zjK8GCtWNC#XF5v1^K2nnHr?;Sz1jcCj_}#ZIUTPRh^nxTTMn2Q9WOUs6*eY(AezGM zrxRe#CHE6$X>Z2HkPInYlR?{SSl@7w(f@hF;xCy#HCmh1UnT7oum)b7F)Z3WdJ%hViYrz`Z^+F(4z_tGuT!@n)xWs?50o z`#Vq&b#Qt(_bKza#lT%(c2f&^3d7(UK;*=Q-TtVC5XBI_$8SJKp(M9I0HYd3S20#`g$JLN{ zSS}zc?;J2oZTLcuS7gHz(>FnF$vfk6l6?mAX#w(uw2ZCa&+wR`fGYG9?TT;^+tQdn z%x_Aig0JAxmymHo2c%9>IlO@{OkB^9mm>G|FDoy{Bd_9$&?k%+<&t=zkUGf*ytSus zfldU_a&@I;bo6SG%wcly5g$k6L^k6W4D#-$-;^Z=MY5l zhC=zKcCfbjXus&{L$dHS3rlX$=?q{8=M@z&*>Rxu{0;Guu;VJGz&hi8cT`yp-L_J_ z`Mb?*vsHgLBa503dAm&k9k`ym7NnvDQt$ikZ|Kct2XWCe?F(#diyk7vV-UQS71A5} zpp0_&!7}}Bh{w?>O(R7`Flu2#5ethLV9i1n$6}Jv0zjOou=lF@t7m@J+usU<3&&Gs3^=BFcur zZjd~IA`~~ri(#en*VBlSwBxvL9Gq(xr}EJsOl`&%R@5%` zvU5QA$*z~#l-kCR_@YLTM@ZRB=Sw`yFh^u)0|Ld;_?A1fW$zp{RaU=NHBDwC_&Rwz z*z#bGCrJ8Jxt|lYHbL)n*w21oYE-POXFJ>l)4(+W@<5bO>l;eQ zkuhn!0gj2nza)0`joizwLJb#tYqY*)RvLlVyidn;iU|YlCgt%FJ}|Sut53-NE{7zl z%H=RgdmPuMpyaVzi(I%qX`CJUJ`w!m!jufEGIn<2GVHeT>t=nB?%e93QFs~q8$aFy z3vTtkKDeXbFm(TNABg;uNR>Mltu8LEWX_X`?*lKsS6sPJGzz-VjvHAcuJT+#SRqyM zlg0_C8Zhum{QTB;_Gc|c;PjJ`x8xR#z`z5qC>!8LFFuDC`J@W`z8mCi9?xiGU-U_i#~2Ug zMEw*Gk>D?C--|;=|Gopvw#g%wKgbmbfGFNSs!<_b(X%`5B~_%CDRb76X1JAu&XfNw z-5$QxtGD_uc;#QcRn4;CUg|B2cFpYG>E}Z`u2!|3gV+@uBeR;EnI0YBq$=ZO-{(L7 znP$c1dZU}LNX`{OA)^+-jN=#Lt>(=%&mkVFiTW`f(h%w;^Hjhy-x;L<`6dP0jyuFy z?75y-9Sy8k9I5TZe zxV) zp#`3KN&c0qLuM>2X4KYLHSsLt!7g;Unl^0_qcYsPZN^68_5cpAQ1+;kSHtmiF!yJBm{4dSxL_XmrcXE_v%RO620Vn>7&^b4W)!rrUB}< zFR*Cg!Rn&S1uFXwF9^8n`Q8u$4@iOumplG6%?lI@0jvnq%}Oqnu&28K$<4rE8Q-z8 z;|uOCb{u$$UWsU~UJQ$2pAY=^Ypq4BxUBp#lK;djXFrjI$;DehbkZ{Z>$2MyO>L6O zSzOOH+yRIJ-&^>wtgbR%ryv=)YOsU0!!Xg|s@HC`$V?{Hky_^I40Z0{#pFgjm8P5V z0Z|IjVb1S?3w%RarNSUAgak;K)}%FZ)AaYSFziEW{@SFF|DypFCt}K!;evkHKsRJP zZHmboG$w}*zM3xSQy=XVpAAIZe@9i+pDgGOwClk)>r3ObbW|O;7xwrc8cqcKG_4CY zqvATa19h|?Ewcb~P$d5PKB}4!Yqj>~CBi+=7~lKq*2n4}*K8=*cwt@26GS2fJjkf} znG~q5G7QxyU@SI59 z+67PCta)D2;l2Kd{)I!N;Uf%U3LuQ|5e1dQkIvr~c5tv<=r%Qo{-ddSk_|`Vj*#zp zGFJrhziT18k3W-w(_a;)lE4Ju-JH83m$XMn!yE5L^y&PG@?8DXQnbJ+C%Tv{$)WAI z4BMD3qD4b``ij;1xMOapytI%!6N6|f6-*E@d?|QKd~rok8Y!gQQ1l?0sN;^=voDN~<4ENB zXSAGArF# zUr<{|ha@Uk%)3D({k4UO9?1(tq(uY5)#rGN4t%q(vdZE|Xk>^?+q-YLcW0K$!37fNf8Flw_lm}Y zh@0_K|J#@nCDc*RwtqcGF=4)On;;}6*kjR}ZvZCXYa1H;iMy{eXctaoKUh)01o8dZGBu0;PSls2-Oj>AUBNaf~L6fO^(W*!1=i^#e8Z0{@ z+C5$947T%x!?55mFz6E1Kd_?cEhMA1iMD$F*Oqck<)im%>j$S?X0mEzeQIeXzMFoC|Xqw)B<{(c}}@N67#xr*?q*J?4$`=k1yZ#7dHqE2R;RN7e6!l1+(Q{z>2o zcaekRYp57A2YOa*kw*i47AXCjRoFxR&HlaCtEv~17y}GRX!>sH{$bp=G}V}oM4$3` z78?|PS|8de!88ohwh1_qSjn`^BjKC*L&Z2vctC2CziH#UIhn>TH2%+0`vi&|?nrS3 zT4;MxDhJ6RE4qtsfT5-Pgwx`KybQ^;BzXod+VEUTIqcH|#uKT?h8a09mA`J{)~^FP zmMqlF%yreUo1nSfcqA9@0?LQx`w)@)K_Ps74^bz7w2(M&CtL-u0qgR325Q6f&rw<}-F<#b|igV+KD5ut!{OeX3 zx+M02A|KT)txD|fY5bl*zEijTC5>m7cWw z)C^GlC!JnaV?n2q*PMg1No)yKi$C$ue9J-2>6eB5I#!f#aA{p{&Fv|>7>5O&d_6M; zRu^YF1VFH>?B1uF{Ysi~EKiJr4J(ull(*ZeLxZKQYo9w}Ja51)64_y8dRa#ZN4v)c zdmS@YuU6Ca#z~VKU-QDWKh;DXcQHEzMm2%^)@N6}>=nXct2rNf*KA=l<7|lcNGqHw zekaW8YTxUyqEX9G0$BMyrZv-c&f8_;=L~qu8y)aQOQBjQsB8KbQ+iP~cs4LZsxs*n z5KHO zC1_1huXB-E1MdO?-L?aT)umh)25rQB+p(ewH^1>rER9Ht_#}v|h?i6H@>1-w=NQm}44G|=iK?`w4&?EH0a<|6M%?uPsqWh5 zZbhRNU-#h@PJVe0G~lt+49}q_g$pyhH4~#@|3+|Xrb~}K`2@~kCakWZ0MGn_e&hGN zrZkcaSCrpvE{QLhXo{`K#|rGz{7cl*1ee;8J@JM`i*?t1J=>Svb6pjaopK9dumM2+ zJ|y1dv}$QxY1VAG>_O38=jBtC4=ld2IXSV`NN=*183lfHUNFj66@xP=U6AozpjX)5 zHRUdDmB+E7x@*0hpaD{N^+zfRnLY6#Pt0{b+RkrdwX6`?BlK6eA^#yxH1_+_jE?E2 zx`tZr#thZH)j1<&kL{lMP1w{&^XhcZ{JmbX&;>-2d*`Sa5ep-82fV6_$X}L#wt&xC zl>*T9zJRtBURD%}Gt&kIS*+?S|5APJ5m{Ypc_(yU0(#$?<>o}!ddx-ZF#tU)*JsW0 zP=JQ6Nt9R1hz31pDA2^i)8n!7tGh^V<6o(&Ci<5hV0~9aA82gtWBVx2>f>SX>`#?T z{bHZQpa}MYOoLYYM`B3x;}ngIukwFOTsAO2+;$>Dw@#?*r|qflPyo)7$!|p?HR(th zv#iJ$Y8YQLfx>{jhT!rW=+aRAU@Jv{~`I`*=l`6<5yn$0`ztDSOOP` zBEm*{Zyj+_zf~vY(@k*D1@)NR&}<@laoP{jD(k1TMXvQ~Ewu{{EO(Qf%&`AF9Q!Tq zBFU|t7&g85FVjzfd%^R^h{(o)XtzmtjgOP0^WSc#~eZ zlm6v*qq06Tbo^fXHA$#wjQi&S0`csIzVf_OKf*$*Gjc6o;_Rw|EfvI<+10MqAClBGEx zI>ysOZ}rbuiXTVrA`whPc~E##!k;5!ZLO26Kq}A+J$MXH&g#&fjkv#~4^~c3DY8%R z$#wRes-dPZLCUUE=_Iyd646(9I-N#wp)E43)Zmpz@Z7q%U>o=n_zY_K;FXy{j|U|uej=%%9$wdcay228`+Gdrbof%g*v}+ z#Uz{1j)(!dO#79Bh#{&H^F2hbRMJx0MWV~R@qX8OSw}N=f|$h|UZV5-p%f};l7K@= z(2NbZF4;Vp)(AmT;_aEW1WO>n6Y!SBm$=3;BN}6L-cpa!^S@iw0q}!;dIUv2Kf|c_^%SH?)``tp?#R*dA zD2DN z|AT(#^3}Xc>DY`9RsCkMz$0kuiWGcFLlCaoT|h$je(BXln6Pq`QMK4W*ox&+WzT{W z5sBviz;jAdqcv;`GYA+unhksz0*U&rXq{^$RqndLHxS1Ms2bbV;iXzR9#$nRV?F1a z0uii@1D{Nq_N=pPDxxta+c^3M-xG=?OA@uO$pS%fX->S7RN?VD9(?F6HaJ}Q#TJMQI(95@mJOQ``+MR z9e*Oaq~nW`t4nOF{r}$d0(O58q<2%tN|#)#57}V( zjp_}|8J~=shRY|i0BwqdGGhw0+WO!BtaLA&2(uEC9vccd25VyU%KdD{)h_2bMC$TS(X1&Z=a(T6()F(igO#P)*gshmHDhXZr**D9;M zB97y|u3=u7h^gmq%!Rc7fzT8v$SzyR`d!h+Yne&P+yRzNAM99d=1C}2e@CSLzQXW0 zu>*^0eG^oHqjnjZI!}_9p#l7gcXfKRa!Zv*R#1(bsYGHys7|HKO@B1W=87DjXAs_y zlUxjdM!`fs9c1vYz8KBWGjm0+;2|}t^>27-|_QU1bNzohp}hO zmQbm8<(Q;FoM!zcLHapNT_c@b|KiUhT?l(N!Ah50dEJF;)D=F#2thZ+Q<3dmRD^2O zd$!0!*);!gwlR@-iRX8Z5qrGH87EB=)t$524GC_x^HJG<#3>Ko&qn??HTE)hS!k-@ z;xTy%xarhV=G=%R*VtiTb#TMh|DXxC66AaeOPj}xHc~~Z_h0p`-*ZJgiPRB@ zC6yh)z1T1aD_;Zlk#}Xx4f63xGTji>XoJQtDw0N3lJ2(Z69FzWY31;Hhqss*{_<-NycvrO!{}NP%l!7Pku{%D`!tF z=W8&89HcRNFD&}UnIsjc7K?^ttV!*Sh7k&dC7WFILiK6H0kH(U2ZKU^ucI~%AskcA z5!~0{bks|g7AGEYYX)ht?7pf5J6w?aPOxu(Tq{kgVy+7XBTo{LXK3a}@98=4$~nq|lVUj(Ulael=YrF;xyC^}5$AWK z9AM<{+^JzP-_o;cl||(Oid}_72_Nfvz?^glVWWPl_BWM2i(6$xN7B^o6hZ>7=#837 zC^ZQ-b5YH_|H^sdgVVyN*z{#)`s@ym5ks_(4YF`s_AU&oYlPwKy1@)B3&2l6y_mx! zs(Hp2E3pk*%}`tHUKgsTOBhoTV{n5@-WivaiQZx5!3hm0M6ml{$|PG0_)ZH6u*_Z3Awy|1|z>ev3$9HwXoXX827)KfYYZ*^}; z@Ui=jo#WyXG_&;ivBPI^isU{Al2R*(#z_-3x8bkyJL>Fxbi$s%UG0Oy@YK}PP(@s3 zxVxenDUN8L7;toeD~~p2)zILx*((6B9ns{BaI%y>qcPr%P#&XDcO#2FGC%#jdnBcs zB1`L1FhzoxY3mNLpeL5IbWR`yLeuFKQ2mAd-2Cn$8=2pGk%wi$IVm?IeJh+&0=F(U+H zPF7i<=n_S*eMs!L9h-k_(O@zIVg0q{y!zSk&jMEarBXqw3#TpN3k9_l#ie-`?=o8w z5#kt^k@S%Dm7?@OB1zw)ZFhAA_(6NHK7Q;@z`E!ZwgPthMuE6?cnuwo(p`hHXwb`! ze|CCKR038ZjR~(Q3lvGgvk9b?tR7;AcokoX?`*@ykxY>Jx?i6tUD}EpnDBr5EyBah z=%MwJ<@#i|KaCe-PA?wsOCm-4Yuj^5-aO#9k}TjCzSq^G_fn@f;t)C%V)3=&bc{yvwg6J z^}wwj_m|_nxu8@A?#)~6smd$uiKV9S^3wlFjii*vN467hs?N{^*CtEvwyqyMWU;Su zQ(0i9oLwR@t@z}P&i(`Shz>={n19VDROeLTbpW<43s}bE)VjRECJRM9&T$xMyo=@L zk+T(L)TJYfKxluz92|z0?$f&wcSR#Up_yT6!o*=as{^DpgJ)HfQEC=W+x5LD?KR(2 zWy`9o!j%V#emEj@knhCmqp?s`etpCAUj+pB3T)4E#n}Du@a?p7Bg#POrPd30_LWJG z^i#e}yolWE_TrpMmlspL@AC2xh-oLN;iTtU^(;S} zT+ikGUnqhClucWhqFuh%TOKpn=FS*Xe^Z}zmOxwQgtcn(T|dkSIaScQc>??1xl4Ye zz$q+;jQ3xht>a>OF&J8+4;~Ku7~f^d%NI?*<^0Gc=23FWDNx zLj{rZq;j~fEnuf^idIi|&Ae0X2XA0o6+JRWCE#cYMryn4oQy|&qBd%Bl2V#iNwl0OOMTY8j;vCPw{1(9Bau9Y7jnS?IxXQ zVv)YNsK4ALk7_{$(pt*)Wuz~tLwieS&27Lg?-q+XH z-y79i(;R}MNuyYKQy9hB4OC8h zV~tpKdA+A9LS(K<_QZ|XLGiznuR4>nAEx>K-&ECcCXp`9ZVKPYMasQ_>>TU?d81zs zm8EQl5^T9E=P)oyPb5zTO}M&fVAfMP$VuaYi110}_16c~jPQgx7k2)y0{3qKXtWJaZ$ z{)rfOU7roD8_*A1x2f1|VCl|3V$tYD{F1D7Og&%9ab!-SI7e#-T!^PKV2spmInKizO+(L45msNkj39K4`&p;e*1Lv=E2;_ z-=F!|J%dPTEt@clh>CC8?w(8ljwyd)Z@>W=Yy{>%{yRGvRPi9&&Tq$Avdn(@vn*GzwMLP4Ie2ScC%HB;B c>Gqppp8p@{QEb4^EOdZ`h^%n6pq~H#2QtNc8~^|S literal 0 HcmV?d00001 diff --git a/img1228.png b/img1228.png new file mode 100644 index 0000000000000000000000000000000000000000..84adadea1d3da787e2121b926de8a49b2025a3b8 GIT binary patch literal 281 zcmeAS@N?(olHy`uVBq!ia0vp^GC-`r!py+H*fPiTIgn!z;1lAydGqEKD^|>zGiSnt z2`w!x6%`dZIXMXl2_YdN9v&VxHZ}$Z1}Z8l5)u+TJUl>6uOd&+15%77L4Lsu4$p3+ z0Xfq>T^vIy<|HRDG%>L0G|Yd<%&dKwF(;@%RQSUQCr0j$2!qCl8WWO?5)(cMD6C=rcgQeYO8*fV-B=TsS10$5sl$eu*~qt)!K9*|`ACgMxLlTO z^OyY$3U?2FV>-0=A;S{M{gMYnZZl{0vBjzxOn>|*P2ueEgmTWC8Y*3l@^5P1{onF| cMTCJN?y%f(>p$L-KqoSIy85}Sb4q9e0C`ejPyhe` literal 0 HcmV?d00001 diff --git a/img1229.png b/img1229.png new file mode 100644 index 0000000000000000000000000000000000000000..af71dde1b25b20e8fb7901eb883e3631e1f56b2b GIT binary patch literal 308 zcmeAS@N?(olHy`uVBq!ia0vp^%0R5Z!py+HD4X&IBw!HW6XLpg^X3&RR?L|*XTpRD zEiEk-6%{!-ISB~~At50i9v(I}HU@x5)wQ-JU~saB2Ui)Qj8@*e!&b5&u*jv zIh#CP978JRBqu0v{D_iNOPK!i0Kd}yrknK&N-e#~57G-5CauYx#q-C8QK6Aje%+_d zCWlf_vODbkz0gN)hvOXuvCpmU@)8j>4oO_R(h^Ec4LW6RjKXcqw|`FD8hlW2Ni#ps zZ|Mtf{v1%?FJ?PGdEa|8dj}`k9DM~Rw$lmfdhYWqST#f6ASd-jLfVf57Z;pn z5q#v8aFfC4C$oI>UDcAuk`fnk{_rd9_<#9GGYbQQ(Im|+ALl%J40Jt%r>mdKI;Vst E0Gg(8z5oCK literal 0 HcmV?d00001 diff --git a/img123.png b/img123.png new file mode 100644 index 0000000000000000000000000000000000000000..306514717ddd5bcebabfdb536bcc414702aac748 GIT binary patch literal 317 zcmeAS@N?(olHy`uVBq!ia0vp^nm{ba!py+HXksSi2ILq7_=LD_-n@CmiWPI_%$YD@ zLQ6|aMMXtUPEJBXLP$u6hlhuajg5hUfr^TXgoFeS4-Zh&tH{&yfD~g%kY6x^!?PP{ zK+bMY7srr_ImrnOOm<}oh4UEsq#Ta0bIg|RsFakjkcf~hVBlN97sgh{rl!y>f8t-i zw;>aUfx!k>WZWGT8QQoO%{TL=5 zm{7&AsK4cd!_jKRMGF0!=gsI^_Ko?*jl4pY;+;|v<`+&dZ((NGu||<=mvmnv&>IY% Lu6{1-oD!MRHR400001 zbW%=J06^y0W&i*Len~_@RCt{2SKo^pMI8U`X0w@OlT3WEmeRX`3RSN(pik1;fFeE! zmls9QhoGSJ!ID3qa3fea(e@(#d}~0s`eszb$J+yas3;c>gyKWJQjtR`9l7I-ZS6Wg zb~8KsBgtMY_}~Y!GxPm^=Cj|K`OeG+AObgP@L>bsa2rSbD>tstl&%6aEbcS&2AApC zvV}xL>*MnZzuy`4@j+5v!^0wd0>%mw3RoIxB;HmTpu`-{38i&rX_lkmvmUKbQ|R@j zqf%4$D(h#Hv18vC+A`#rFot=^fsydS5Wf@z>mcQ)MIP?i(A*6o3UXK`fjC@%DnRowfM@u+vDGf(N{hN*2dlExlayP4YN`1t z95P9sjt^+Uc&7&EvnfdiiBBvY^Ns<<*fH6jcHt)RCyjGYb`$C6;oJ%)+bd1WMBZ(* zE{t=TqW|xqkdeQYjgE*cTY!VZ04JUbK7s}8sv}^`W>L;MVEYU!^OVSn?{w7KQ{M3T zId+~`?&r0RvnVTq?}l^5Qd_D7N%3H|RVcg}G+PkT2i%lrysA8c;VGBtzY1`odJNd+ z^!Yg!egeM7`LjG8i-3vPCceZP;=WjbAVKL7MXxxx>~tvDZ8oZVa!t0G8J~Nqqw7cC z30PQ~%0S^>Uf9a;nj7OonBNoSTY;Z$rfp3hj(F}VfeDc3Y%gf;`U0sKn=EPkbE)ni zK2zh@``PqUhB?HyY+Ag!x3+|F$(!#^;8%P_!#G%g%9H*2WImRGyB(GT@`lE|*G4Ug z58JSFSKOBG1)1b$Gco(!YGs!X? zD!W><$lrxUdT8n~%XGkcm*)Y_^jNZg{S*S~Aq|U$NW9mnO zeh`~?-E!zoi`ka#ZRtAjp|F;JIsfPJAtxeonrP}ZIWglBQmJ2VGFfAx{@z(^t1wd2qP_dM7He=YB9WSi zXyZ%ftiltULjAx8(p+j=eZJHbwsP0G`r_!~D|JWLvxJ_SF<`CGKz+~g_Q+)J9C zO8DRIrl?c>zx8BTTa%Y0q@LlM3)QR+mmad{-!m^6Lxg&$U1Wo~3QNVtLa=f6r;a(F z$_GEDS#|Zn%}1HRUb}`p&yA{o3NL1ey^$mE$6=lc qd*f7Q#)Z~o&J1|HeOKl08vX(9PlhpJ51Y{d000010000mP)t-sv$M0P zsHmKroRE-^goK26czA4VY+ztuR8&+*NJu<9JTNdYBqSsl7#Iu;3;+NC>RHR400001 zbW%=J06^y0W&i*H=}AOERCt_YU?2iC1R(SH|APUl3LN4f@EB^wZ&&!bjm1TEj;pgX9g(-%BRvr{Crn!^?XqZ622STd3 zEu>%+)hWON41C593?G4M8DS30Se6UC4nP(V^4!0S zDk-=BCRHR400001 zbW%=J06^y0W&i*I4M{{nRCt_YU_b^k47h;AL z{O^W|6rxD|$88{Pz>g^)fG)tu&Je)Q&&$ieup6p{gUOJepA+2-uD=R645bIa;u9a3E z-A|$&21^WN#UU-hfBXO~KrsM6Q3^Ql_!nXVo)iU9z*qNzfo1+RhWgL<8yKwrc1%E5 zz|FvT0m_Cz1_sUv-UbY^$O?EJ_*sDLPYe~W6&OH53>|o${KkaAlKfb>W t{r_JIpj&|q_>vfy9*`Oilqwhw006wzg`%7?xW51Z002ovPDHLkV1lQxmxcfU literal 0 HcmV?d00001 diff --git a/img1233.png b/img1233.png new file mode 100644 index 0000000000000000000000000000000000000000..c6fba603e1639bf31e2354e6737645f9ade8c8d8 GIT binary patch literal 450 zcmV;z0X_bSP)RHR400001 zbW%=J06^y0W&i*IKuJVFRCt_YV88$$7#R5f0|BNC2sGRW6919p!D|1bYWRR%FFx=e zVGNS)4+yh9Fw}o2{*P|_e=N3>2Ke!au7z@q#CkGxLetr%aLbjs`66>R335d&TSfhwKDtQ!eyW|7cv3ChD zmF)lj|6t(w|5AYA_1^^M^?x2Pu;1Uv^?Us_28R9@A5hGML^R_EhK~%sJS~C=43`+V z8TbYG8F&pC(N%IV@Hzll9~gYO6j&ZGTxMVbB?$&T1twILtoN@nFyDW9-|_XI0KWBq s6F>so|8M;N#L$23zXDA|X%r9!03TMV`8tLRHR400001 zbW%=J06^y0W&i*IHc3Q5RCt_YU_b>8`x&?yhywf!3^K&1b0E$*Y~TZa_6G>z!0`V6 z2Pm6C07x02tEUp+$0N*$p$NoaWe})i=j7q%X9e^Rw_{Xd5~J zyOVK?24F~nxDT+3e&FNh1qKkarno?Z0t4eGh7Dj*raW#2w$J>3z|qUcSQG#f{m9S% zhmDh$g`0t;K@i0a1{Aq>7=!=B0tVtU5wf4<+q(Dwq1x%?0|H!xeSZDD5Ez@QHl{lE(`mve%*0fQ`(+7G-A z{45}~3mEDcE`UWpLDd3_O^&w-2>1Rq;CMgnC)=4F48Q^_!*!z#~Z$tl${|!_K iGa}TI633%}Q~&_LIjX@94o_JC0000RHR400001 zbW%=J06^y0W&i*Iu}MThRCt{2RJ}^WP!v9C+WeF@=~`U+0D>J|giKBfd4w#2gJ41E zYGwzGPhcLQZ(zV#>>%Qp(a8ok5v=FjljbIAVg-vh^n;u8bH96X&rbqShPmWf!W*sz zE{lxb3bLVr-AHwNv^w~A$lc9GD@M7M_Xu?PwQSJsg5SOLN0{LoL(q&4RwaQ}v!Cr; z0C;-tdTm?@gj!rUA2`GypQkFi2T2R_v+(MXDax!tEYk3~2x@xFkm4`0Tt8~2jgrB7 zaxM3{h@s37tL-kV1O{nsgNc(dY#h)eV}#IRwd3X(Z3rV7!y^R?IVi+{DJt9#-Q-3@ z&X~H=fiW^%;7-Rf6&g8HU9t;D>p-V84EXD<3%3cd$fIzU)fZM zJo)rF3wq4rC^a>og= literal 0 HcmV?d00001 diff --git a/img1236.png b/img1236.png new file mode 100644 index 0000000000000000000000000000000000000000..7540a0eb860e8130d1bbfbaeec75b574e69ec876 GIT binary patch literal 19947 zcmV*zKs>*RP)QJ<(zvG+^dg!H>UW(VrEmkE3nO9(;&C^0=-i#Jf>CDxc zH>1VzHCmYB4i>T6jrQ2w3VUeZK%exl*!cqj1PB;3UvW+hJ7Kf4vVYcIKYwshtjr%c zJ8-PV>UV-ap$bX9J$&yBl%S9$D*7jZ-{!F+PIC7m2Li1V5jg=&kWUcdZqa+`_L4+? z=^yw1ByRSH>U%PG8kLEa@1+FAQsNYGFF-))e^$R2APP~UR;u5Q`@h0eY`pT5{z)}lhN6YISL!%{vVLpDz*u`qb?H2!y9|xi^8;BCc@EC=>4$e`d zGT}44Ds@==l?v)*v}cv`m?d_L{zkX4BCqm)V{mHr-TNJDT8YT^T9Q$@Z*n4-U`!o@ zB=qmxdO5j->IKZbl?f0zKu5jXvuRBI#?gC;gM)zZfdIxt%ZUGv`)8=YqR&y(^rDOY z#)r4*-x_f*0ccKn@VkdtxYh=v7*VuDx^-9+;EXdiv{5}Zf>m2`m4f&h-_e%0Nu0tl!J?ZC+ zqH|e8y^;{sgzF^&j8EB?Vm;3>se3KF9G-G7kvlHTB<}TBj{}M5I{u=CD~U(2L;g;o z5Rn#NBFG&e$jRbjqGci>okD8mO9W^&6S!BBztPjdBp?)jp9@azWS|6)a<}Hm>=HBc zzXftUxqo!&*tG&ud$*UUq^HbDK)iO;==2(Z)>60n<4x|$mxE5Xm$$W!=&p0qwHB;s zg3{m$Ln8e{P1O?8$0hp%lTyb0^;8zC>*96*6iQE*R~rBQE~}|fIIC35n+fWB=y%w# zx!Dt-_!NE7>{~(b9=3yfFG9Faj<|X_enO_t#v_*o@@a|~f>4;a;O?K(cc;+eF0T6^ zB4Mrgs{Kr;R$d>0h#pj1#9Lg9-HH=^54UD#&JenMv?BWDX@mC?YJWiq%FLIpD0hob z7;RC_o{GGcyUHEd(Q-BIh4tm?E6@uo1h}78t7*T$zttY0+D-qxGW~P+2gdnU0EWj$ z_LTYE-x!yNDNHXpGMNz^3^AoSy{{QlCWV=Jf+zEOgQ-34#1w1JousLzX$&K@EHhCM z>@duzm3Y0p``47aCG_IV*os+rI(jnoTPNB|LdvFy3XGg^a)f?Sf*XS2A1EInhB#n| zoIDC(7`i75m_C_abPG>!(&dZyFtpDBc+EYYE_JK<@8Da^L4L*;d$&5&--&?q{VF(L z!l(XQCWgduLO*cT$C%*G>6r4nDgK-2ZwrXTn=P%aRz&TUNxWw}cB?xC#GwE9b%!AI z`v@?Mv%pyA4_y6L27s(&&ye^JjQfyglHkH*$L-7#P!A+qD@aBmsdZ1aWQK`Pfrwr5 z#YtGM5|JwSt5Zk0$=@fX7`B{TgLtFddLw!U1xJT~5|!MZ%rcD6WDaK+AL%}0m{2T9T>X_ODR*mwE&_QQB{i#TudOA+ zy{LrbYfWDllSxaQrWsMEzQ~Clym>uRccl2{={%{Yb~-m`o4=j>+!Zyymha^ z$;rd6`^m?_A~zhX)pAWA-7|bQ(LFm=#C*a5<2w%<;y_1Bu zUgKXsDecMfcIe)DA=do_=gilp5UW-qz~iIIhXB(55CpS@{(B9~eu5D#zu3cYOHT|L za&x6biJpv0aeUi#YOP|o!t7d_jZo!cGj)cXkl4R3Wo5aTv@a}1Vo$q|J2AqQ+R=$^ z0wd0>adOEy$h@}t@@!p%FGm1|CvPIohyG4L4xsfh%_?6{t5sCxX0x7Y#`rrZs#$J?Ybwggg*`4s z`3Iv{e%>lkW&^J`ScP%9Qr!FZ6hQ>Z2@F5J+}Gr+#U0Xzvld_s;jSejA7B4~VaIGq zzt;~o)R$xI38rM?H|rgY_{FV7EY6l^R;|>eztCXZV{Sde^MW&(3FD>pJn@;e`s7RA zw3*CMH%edR%Uf~EC;g9*0R@~mPBLw`ebWAYjB7vK{{_JmR_u0`CY?Jbqa)6wtbR|G zy;^ClNwn46=1I~sBstRh4lc9eUN>QBPa@7oGVGvS(|SQDRZ~%^OxhQ~uT_+!hn7Wx z(}%Z+LhHbnb|s4DAb)fV`F#FfYF2H~MU;3eqB@Eard94jEfH_X>HG<7u+#DaGSV}o zrAojbh2(AYI=1?b`lu`)h$Au5*)#kZ`#T+#OlMo|AeAMyB68RFaHdHHj5?Vk(Xt6AY2(s^4{0(p6{n@0rk;Y1^ zT&0nn&<;>)rlRa)5<=b?_fIntI;__ zTB`VWMAP?e)fi(3X}(EPUKmO77w)|+>+jO+P4Xv&y4v*i48bxmJqtoV0EM3WrNj<- zEcT>V#c!@zNZJFNX!&jhTlgK+#u#4hzEht(TC30pD@52_ow1(5>3eIyqH7`I)xcJGmf|Hjm#)Py-_fvwByp2{UyIpKP z+O}#0qb(>syiVvgV}yF}nbLV`*)H{1?5Ep84QWzSrJ$z?O?=(M4=+jrTD!0ncE~AV z&DPP0_)SbKb-ah&68H>#<_|sVQT>g+gJafia#R}VI6GYh`v6WI1zdacuViw0j5GcO zrTGXbWZ0Lt*TbIo_M0LG2*+jJYZ+*dlR0`)Z>U(1DPBUn))h#(GFYuG%;Euh0GsiG zw`zNjoQ6w8&lyxi!h_}LSp((zzkJ>**F#a6*3lu3g>`iJaX_iasl0>h<$@Y(tF=wm zXLp4YpN`6vnpUaDH!+(AFcecj9>s|{2)Z|(DOwX>8q*)A_(HkC$rA+{4IC=(^*D_h z@`GQ+9|w%fa1M`f+qRD8#08J4)^Y+d;Xhci0pY`oD0Jfg$m_)`wJhUpmFx(;tX=bX z&yegZxa{5LS%s}~Z$LPDQBt!?Qv(S`GByq-KE+ZTLc_YJzlc<>d48qzKcicZ^Vy17 zUx4`toS2UyZsHAN8DH=vP0psS=oSFRFxDfKO!1#Y%xX%F;a3n|1FjhVS1xu8R66W{B0%X)@!%r}J3HxV2@ zF+W;gh_h0XiDhb~BNPX{jCBa~4v!$mKJ-dO$nDR&z4-sH=!G4ZSVg^Pr4waEId$LL zXwJNS5#r5|CAv~5a>~EYym@=*eo0hL%`Xzkv|1%JqY+A_)5R~F(_aMvO4O7OX0zmv ziy>Em2hONwH0iC2kkHJjl>*eByLwelu+CR8@}C8Yrs*~Ct(iuC1|N=ybAlL%X(BWY(Sc+gBl=M(rQ#~(XVpr18jvU5^rh}` zwUOfnkTwT(rCzEhs_kGmfTL$RTH{xma(j{f01z<*<8D0uj^V2^$9~g%xta`8?wp5C z&5jBpl)J9#Ly3}nJE(*b6kk_0OCjiDJ~LLSZn4RD=eh8y*^?$E*Y2%kObt~8gbED{ z0R|(jz1~%7=vR*1I2eg8B6Vit`YTadT5Ua?KbA`|xbSuxRSp@=!ei z!Y$|xIqUY}91!am#5JczhN3@Tg{|0$ONkxb_N@me-zX=_w|))Gs#OlrAvQobIRWah z>sM9~9V@|j!2(6h2bz6X`dNk!@@chfwPt#T0k)F#ZXUR@<>nRfubqGE!HLSdYp`(K=uyC zXDezo{s6yev>tCO{dUEiey)x2T0NZzej3&4`l9&GW@3Kz6ncoK%k11F!5q2zCgSYy zZk|xBBt6}zpRGXjUfBZc<~0(wx=%$j0d5WjkMHUTCfEVn&(&qe$lA3LQu_o`$RASZ zBs3b+DHSn_V5F@`PqqGN3yM}($!iLNSh(!KC(u=>T-Y$}d-;oDD~6aBO4LHxfY(TR zeR$JXv7Hp?u_tlcN?0(?{d$L|9i?7z_e>R|v(ZVfu1&q7JFc;hb`KIkFz)101fi>w zLVY+Oecg~^Y$O}hj_3WRM9;7C*cS|_IrM41J`Y@vm2|$P-mF}8rwQMAW^~%-A zoFO&Rp3XRslf7sfYUxKpFurT`9>oqPVh$17v}Pr-*(`q<&=7@TQ!J&X#U|$rX^^Y5 zu5lLgl=;Q%04;B<^(}BxGJ8)KJHT}pZZ>89!5kMx(N@o6`Cm~$k5$i zH3UvR45ul^9fBd#P1UxL9WVp~ZY>aG_i8@~j>e0+Oc;?gZ(2M&5?hnyfE;77g!K1ED$&8L$ z(`V~h3y$HdhFT&Za_4L&`1uy{7m&+Rfv)G;W;H-4U4C=L(#H-M-1fLbOg;T6iiuM9 zagsIvF0#HVHh+n>hS~P1^%~HV1;1f@SLVQ&FB2}8@VqL@sdAbN;xA-0pBUh^&WKP& zoceu41Q!U|dW70ZO?>*>S}aB;?#WOL(}FYnY-VrdnlhftI;02uZOn^U(Ie2@fvX4n znAjow4NTE2MCq(1%dPMNZsEI|tR;mwu0}Z=&PDWTFVcsnh~7G8NY%tkHhF5kXl$YM zOk+kQq7lng0c3jM_8B+%G0Y6wq(%;Zkbo@34l|d=D~xn=43H$@NL0()J2^3}b!K+! zjv)Qf$--=euTZ=^fA3F6N^l*<{nJVKhDhjJ^j;+pHJK5SuM-jDQ$#RDnwTOo6p_9c zRgRWOixUyUl%ZhiFb?w75_tsOtw&7^Voesd2%&}r`O7OMwT5AruUlPSySMOQbPQPMz@~&8TsrACjMY&O%^8X8>baasxk|rHoFf# zYqGF#J>FiZH4Iz3^_do>d*_@dzaV8@B9HJV2=;#LOp8Cxbfvspk!7gnJ2I{IoZdF^+(3Dub$f*;RPK-Efz;Jjb z{o8?JD>wNoRrntTr~>0NS%rdkls;HdrhJ8v3UwFyo~>yuHs!oQV3r^OFbf|h|J32pC3biJW z>BXhW;P$crP_nFt`#XVWsj=UcA_($)Q>SbKcNa<5H3BU^!nmeq9pd$a`YKVZbveGM zRBd?LHwV)?n@I8Tk-t4UT*sF!+E*#1matq{8x!_lYqS8{ZmDW;%F}pt8opwpxf3F6Z((dX#==B8R|3J!{Q@gt4p6^D%UgIjr>u8u5Kzrt-d=B0rHyr)pKP^eVY4PE zD>aoNgaU<4sdsDLK|9$XVe1}LeRcKe@-^<~!(&J)Xp@2k zvz*`cZss}AI`znoXC zREpO1yPc;8uU&w<4$b??>*t$yXmL!Xbz_S50TGd}oIp|hRtUIVlWvO9fw0&jiQMUntC}p5HlLfMii9%GVS9H_Ko(zglI!&vWFX5v%W2ejO zQ{vj`OzErA**8THQO~JWZ}w24zOHoITVHD`$~QRD$#AD!KeMT}Yhe?g<>Vmt6g2f# z>{FR+m*oT?uICn6oU29Myniu^x_N7cBIXH#;d)Mq=(V$ah)!wi2!;u0Cn@<5M@NSC z&X@*9(>XEp=If_%Li5g)zP=vsZX%fC2##TjfBm;HyQy3?|HKAT0aYG=^Q`|=C>`sW zfw}@9SM66D`VQ(I4piNZ4DFt2*e(0Me$ze%;P&~!>|I#u+`pc-d)o#%sJ9#V*MA!e zOcrAFRg!moA(pgN^RG`M$$D=2&9kJfTB-+*xNhDV%j&C~SbeM+x8MZpSDh}-a#~Q+ zqBlHtT~}%rrTdcs`L^kKwCGZ;Yrmj&b^$=(=HGz44HO4>dx@?OZ24MT)#>mU9?m`W zX$n|c3tBy=$Y+;gzL6)d^=3VI4Hd~d0M*|3N3Kq-gmSfQcK*VFTE9n8t4QCWsgFGM zX$n~D8n8cC>%C3AVX_8}W6a+l*q(;k`hCDnvSd?z8Yens4UggnglOU~Rd|#) zcd7DNR4*`4S30E)p{33)ZA&jxY9iW)%Uc+^>!rLphJxCy-#kICv*IsIjCFSFl5Yno zZI*S*NssDho!zx^iSPUcBfG5p6HAmU)kCyJ94uG7}Z zoTh3$5!z3F0iZ{tZ1H6dep&ST*-iC$Nyy<=5Da*y+3m4sakYW^rHI)h;HU+#!c`03 zdw=~ZvJo&gQ>7{#8+$6hO0p)KYP5~ENlUV3{!GL^(<_>YlfRw6(XEg*%_M&T)1or& z5*l^xmlMi-9#Zf6%lY{#-`_)MvJllOSxW_E^QzeVnPO1eSsvYDRY^T&_lAZq*|n<|Wuy@0XFCJV8dlN%x4^?ZCOX5Gcx|}VL`)V|nSahT#z>E~#==BQ7M6&I9bCIgT~f~9=*TKt{;sTrX-b%k z3C1T2QDhb9#!}LVAB6OGW_XPxj%Fe2%YaO?umF>jg^Vfunf-D0 z>IGz4(AZ>sRcyjqP(N6bvz_U-*UXNNP1P5}WM85EgzDCm2!o1fr&JAVntIPn*a>EUESvLAz!9Aq6_^L#``K8 zF7)o7QfFhK4kMCEKHLZm%G!cGNGe%!lS=A<6hDL=5M*cqkA`3zASZo_ViL<@$Sx>g ze>{9-Y8=y&WRc0jT}SWJKcCy=+aLeR*UqtBzBX(w_W=x>eAQA?eLwqmv)AhKT=@8x z8i)3kSTFfLPNYe85<63hMk^Q><(J7B4I zDEI0)|D-}uC;=#C!?U{R!aKK0-I&1Jo`U;4w7c*gx>QwljB0HMqu^{n7nJJmZ+%0- zUmejhl%z@kngi_O;1kIM^?bWHDCMb2(SEk5mG3$<@1NzF;-HidF6{|A@zE3T1(+7a z9^4i6Ut6A@d3<3bD@{q~?HF$Lj$*P?&~0vsxlA@yHo2NYq*P^X6~*5;nd34b(=04N zrdf#144Z{a*ha||#<9s>z}WarC2~hgBpdvuvI8=dJ^~kSU1~pS>pWThD5Uu0!8B?|)bOPdVkX{w) z;6wSVe-TrgYGgPZ5vkBCxrrL4hFPKM)x^={nP0@5HJ~$bX1a;rPiJOReSFr(TP9@U z_uH7+R0sd^hunQQA=#=?3g;mCP0W4)t4Cw@d|2w8^Lr^yz2xUIYXqD)zn~@A^x{r^ z3&(|Zs`jS0MsE8WD&b6Seumu7TTq6rI2piA*MjF`co^L3gKcc6gqx~iDNNw)Me#*j z;7JssEQKij)_oO9y(GVKgCyEiE#$RkQ7c!aXt%|k^Ix`**GqwicPZM~#ldH%Lv!n# zn&&NSLQEQo{;nuRvvb6c1Xo=~9V)#27!Q)TFW{2PCZy``xqm-;&>* ziz`(rYo_mDZBx)M{aBqTo3D-}v5fTn5{(UP@y=7a5Ye5u}w=2B?p+F-7YIqC}=c?6JlD8`r&sh}aG}RNL zLY{*2X#$r559d{shYKlT(#7ohjeh$0UbN3{;o-bev=mYrw1s?I z(Es?GE$Z_Y9{%<6wi5E~$M>TBT&Gsq<<~S-5@e=mvB{b$HnY0*vH3>o-p37F7RJ{s zq>fG3Z$?wajii(6_Dqm@%jMbaFy53x<)Xzkg2J&T<0?#uLAvF3lz27^vr2>`+QY@L zi=N@uu@t6NYnWEGr?tZda8i4DzUt-67orTihLpBOaXe=P3(m<&^f)O297DPhW9USKjz*%x4Pr>)82Ss2ga z+a}x*_Frp^QZ}<&SBjN(Nxhtv;ZzgmT8H#iLT}CgrK|TBYq~jhWqU!vv+2xb4uz;f6zuRaT?^H-mdCN>R<(?jUJ5wf31#GxT>gz`TR8c1rWc~>Fd3zMs?x#{OcQF8pa)Thx1woz*MX5E) z!tg=LlzLLUOk@TcrP^EP5c4Nmml)cy5jA~q@IM(VvZ0IzsnLRhVS~y`UjOAA#Tqs! z$=j6ExHBjA*}q$svW)R?rMZ<^CoQ=U&c zy6p|uV!M?vfQ}M~$lbcL8ZNLApFT{h+PfFHK;S}1#J+7RTf7ku4Xa$!c4bPGJ`hTm zYx=hBR_!ri`KRcQXW&bUt?sJ~#@uy;bD_MO9C*l2cLIcxjxdbE~sNQ+Xke&#(Z` ztH|~ZtJvT3oRQX!QZQ~Xq|}raT#<$Qs-dr!d9f?pNDa!u@YPK#Y_u!F14cRNicUkh zld4fSPd(R4_HCS@TaOpN<76IQkAN}aUc1JJxbHcAFSou7L+Qb(&QN*5npSK5w_O&0&bv1C*y0aF~ZhX zYZgXL(fo6#MEIGm&Vo%POw3_cB<-5kfJLQhYkpYrB-U5?(IFh^L;n$X)HZ;-lcD>U zgC0a3F}E&m=Cr0-bOmJ=%a8h~uFm-wyz97_E%UMkou@qJi)&}DEyQ0dm@ms$`#V^? zTNh9#n2iRfI%~BKmVqc5XbW)@x!jk8N58oX2?2@>$UoNsQLU~5 zFsGySuuwhu(7I8flCf%_vbc8YDfK#t|r`6L3pi zTOwa;i5iW=GM(k8pfO{^O;$gtCYmrBntS7>zAS$xV3s5w6^CUy%Qsa@W>}tXDn^AA zVFgVC;NrslD~9drHZN>c#L*gAN(qx5hU+p=h+x5{N}F}e@dj(N%`YILy+ccv8^`bbTG!E+el<((M-ZtzI`Pzkr6V=X1rg zE0pO)>0M=^VV%K6Di%Fj0Ct_jmcOlb8zalxz`wWWDmHq62`T0QiDB3 z5RKzpDK5?ibZGr`>JsObN0XC#2&lQgzp%c`t~f>HU=#y^=Z;;Fe+! zLDUyuHb8q8Bji{3)@2zU!$XI%aiE>vBSSilGHrL6VC#15leok4+GiD^Turfx zE1bHo z-f+T$(^IqzTwFkez*nm8@A}ALB!Ggaa#z3^Rs$;k^qH{9sE%Jh49_acW^n=2$Wb@+ zR+sY8Ih0El)R5A>b9HY{TgK>ZtuT0Jy~x65;z13LUoM||0?%~|9V|{TsEG7U z;0}P7s|q(_xhA9M($aC{Dk6Q1J2-CWC}NyRZNcDSqi*OGI67B~>jp|SQ1>$pVuH1P z@UvzQFA2=6oO*G-mE&}i(W%dU9y&FxA2}Yw)`7xRtIKQ7u-(lnzqUqxaC3#;-{NKu zQQlf#nbz~MYWBi+n(d;x5kSiPhed5#XSwilIX%RzT|}|ve%ChZ z)|WNmT{02aLOHk6$PyJ>@?D9ggjpAZlvp-8;?XhUE*la`)_B_Y~GsYohf}&9ARI9i8L8@yEMhP(|Q=gbd%oI zE#U&=POD$MGg>WYifd{6C~rd%^Q0-po$eNg-LAf^U+d-kGJ& z8(!Qv9XD8k8=W7hRQI$BP-*L>PN06#XFeWj*~-?Ec&c6ssL~*~z7T9Gws|b7Vn}`S zT`V~TofKCZ}qdX{5dIxwc9s+uEusg1E{<~O42{V--I=`??oc?5@`>%^c*MNamZn<}5t@}bNv&}iTHq2Is`r0g8?&iHo zvZjj7l1+7YGMrzCe%yi+q+ua5&XP^lc?wyRP5WKO?pVS2q_LA+Zn7YVGV+6)J%O7m zM5im>b+g8VT%ZI|Cj&R3%moDIa{v4P07c)Yu;nJ3(JoYmtvDHwKf6s)t1Z`5N)%_e zboWsD51n_K=Nun_3sgyeHc$vWyKA9P2IQ}+C*P;A3-71JK~cLK-OSHQd*NSnZ1?tlGX{(at^D(|wuh%^PP zb93wDVQwJyZJN2QbFwghdtSE5D}Jr}fOCavi)1RBf-XSTRI$mLDmJS(m78&F)<(>{ zXo@2{KE_DlVS22d803esWXm&yAk8>!F(DgdjG~xROavDoO~D#&dCX;fzgEU zj?bMb{WkK5DUVG|F)4Ic{DH}_WK*507j|h|)Z0~kMxjD`F#GKzQ}4fciOT#voI&xq zPW|CVYE?Nqg3ykSPHl!Nw;Gf$wHk+3B(2 zTGj650K1@aR{3_!`qG_Ulm@V0aFaHFhnH6*%QaQ?MR+uU#|LSlpLshv$BnN-ClYpU2Jlp*&wkV#c+<~3D#wc39K5d%(6 z0CNMGGE&8yc~$d1IR41LpMrwVhk?;Hd%x}VoFi2>f!XZAK7a`O-SZo)!QE z)!oCm*{o8){_8C~ysx)rsblsF*v*B4bich|HVhl?I^`1OjU=i`6Mt0Xq(B=uKGssR ztWN>6-Mlwdi>)A=SH&i4s@SaNyZo!BR#ThGZKq$=7_*6NDnH&>(s91Gn#raLi<8RQ zDqyUsJSTIno66cM;LpUF(J(2&xnIxU$h@gh=YBoeyec+35G^&CB#omtw<40vW^Faj zU!cZ-rd@sy_fS#iemQ^qF1)X|yhr8+QRjXwLAM@d9FQJ^ffSI9fU(J%DmGbD#pdty z>3P+w}Y@QzA_f@SHAaX}b zvZZn)JAe$OKkRlv;Nq=I%|x2tU9t4>7vM@cIpsz^K73JNX{~YT@|$ayD*ggIMY_%^ z`k8e{h#eRrqFr1B;SMo5(-Fur#X^{D1dL6#T#ilFRI!QHEM!FRcZy~qV}dy^VAhBM zSzi?!R|%saFsoWHo#SsIY~G>BT4@G5z>LU9t!X-jDd!D>FdRQkJ+T9rFCX5Yo;-O! zb84vENWp8Fmo3a<`Dc3H`~_-O2`}lH5>aj{X(K;RT}4<|hnH}uHafG#L?-asi6c)L~VhAzC* z243@}XA5`>u2oeXBE}JsK1y{9B><(m``g}7TB;hH@-+HW@>0IOrPymB#mg4*TC=E? zt5USv#X(8u+s*a5jhaQReCS=<6KY%vmpWtFT@k}B4nDanlBxiM%Q2x@5Vgwe{U>W8 zBBr2fg|X`gw^TM;kI!_Qg`X@SOA%$azRtPh7C(S#<{cRmWPMd^!kUGQnatU-$q1Nu z0iAh4Jbx`CO(lf0C}&MJ$_@-gq%X82u<8&I9oW=qGB2Iqui-B`Spi&2!*V6c1l}5! zg7YUi`_}rUh(B5j_3*Ekx0PX+ukSjPZtB!3yMC7S3?Lf;7a*I0#wKg3*knx=n|XHY zkga-LR_fM&vU)gUd9to5BXL|0n^t#hUhW**S#O@P9IjAJtn_m22@TAG3V7#Vr&y^L ze1Tn5Oef?#V_WzO@OA4x@6TI+aCS{vU4ZJTX@O9>2j}0Qdf-^KIXT+uyyp6Oe1Q$b zG@f+Ek*I8=DV6*M*z=zEzBX_Sw4hG;IuO|KCt5l^ zc?HuVZ$st6FXdh4i}{I8Bg9SDLJj|QQK36!q>4W%xa$Cv?)kc+a$#E38r~`Ad;q0# z?`Rjprj+lsLl@6n{Yl79QjHwA|CyFPdvplG>x7WH35T>DuL}P3&tyGSN?DgmK}*c# zeju>^fhV0Id2Mxp{BuaIywZV~yJP3&ezOO8Tc^;Qkn@ZbuswRJtXJ9^wnk4SAX}8i z`d72o9NtNibyM3zoE@#{WKTLHf%dx9i2~ zA!*jixch{kO{rFDlhM;uBH^1g+Rrfg=yyl#GSmcGX7rSzn z3o6pT9h|*Tt>yd!T`&{A??G$SO{->AE`VmQIH>k|&tAvix-rZ6M%(9Yt$}c}$LDSN z8liZ!Kg@S;t4F!vOXp#iX74q}=k1Lhobv8qS~q*napm;W|7iSM0X}-Y9%l#s-e3P* zpFcVjZub1jeBRa?Al&RZbyRQwnNWQjdiZNJ&>hA-&<_RwRKobfd3-;r=F0lGw?~Nq zz!Ma(!Oj&fE`T1rJ@#L7AHgY)23ME=DyN~+`hdJ zJul?zUS#aoj7>6c?@yE;bK%1pP%bt4RtL&msvVnhmr`wicy0q+?&G|4Y>LIBU7UX% zpnSCJpE7K4XGf-0J%v!|NgVs#;_LwUc(L=<&=_f20DmAYnr=~@|ZCX_G-odG^ z`|9nJu>|vl>f54r7`4OIZjcGpHxXm+Pa)r8B9K|MY%8&>6t-BYp79O*ovu6|Ba5P% z5tF~MHk4I1LCJ_uW~GpkI9p@+nXx^DOW+Wb-C|#KJKIL|9?_DczoyV zAe*RX%;67;kk`5It?nO8x|U}`l`)$o+}<;x%9u^2{LDz4OsFyvC%#5Kt~Eo(uV=Yf z3Yl1C%;1lTw!e!Mo5_NibY)E9YSew*l!t#5>Gm%3ie>y}Mz?9kL}ugjxqUBk;P_}%J>z;H76d805eT)M%4}yT`1$HvyhE? zSV|(MU*6eqjaJrm{W2C6s`0>8(Zq5T%!KQwvQ%_pHD^ybj*DQnE&X%J_Wm*wXC~Z#DSE_rXrSp|qAt>z!G2T~M zl&y`BUZHAOTpgVb^PjiXhurW*9(HxaU&; z*2PlWH1q7$Wo(-!(y(UES4M<9_9Gq#fsVx;{({ndt83>gwSpfX89#_|C_Zw=I$2Jr zn0L{JEJ9md@;BL%GHoP3r`n{2@!~7Mj191yP)X?DD6)0?Y*t!?roVAl?WrPj1ZK=* z1;N;YW?oXLq8cSQw*|jDV~w~%wVZX6`5l4wOe-wXi)zVRT_TgveFqcU0+T;xBFW-b zu+s2nS?e3$hqt{-r-oI$+{M?DJ1-r(h88U6*hcwU^5Bf~(j63wrSP-xuYY?1NXK*X zwgo~t3VoHow~1g{SQe%GB))Hkd?vkrwX{&_{CmRD;d%@Z3O&v)aw&@?J6(G-r5Wha*zjbwd9?_fD#l205~~k zthjroQYsJLt>QuOfq#ASRZNEQ9EJ8|lEiq8>}^f`^Is!hVgvb{+|io6k^g1}h5WbH zyWan{p1+aiUcJ)rm#=z9$%|AUj5b#acYW@yJ+l0qc|I|U{<=oALcxDM@cPyXZ$X@Esf8f7HQCT&g zpfK}Y^WV&Hq2N7!g2IeMpgEB1;O84&WFxAsg#wH){vd>!p%GW2ZlJBN#p@#pusNhB!iL#QOYU+#rF(}D1vbxchh#Cig#`KL?Hu!x@{#Zy>lEO8%eznQ!ZTX4$Xc=P)bpKG8)1uRZEe0iVJpSk_fEKuY()0eM?W`Chx$89=Gr zE7O9y&e-JRmHvXe3lq$S`;aav^+azfdN*3V4VEX;%5hTEw`rJ`rF$ypTn{G?yME5L zv9c=EmsI`II9G$C1HxU!hIGU!nn2C?#R5SD^6#i{^JcQoUyS92O8-6OGS6u**#PBhcd~Q2zp1tp;OKA@-!vbu{qj+rWbimdMVUbv_JVK60?S~>dbcT755c+W zjcy0tbz*03U(4R#f^5NVR>Fwii$@uu`p-iYL1tKd_kE#eQLPnbMFt4Y4A1q7<*q~d z`thC84P)j{BVYZRqgCC9lfi4wsfVRr`&gdk{EGO-S|K|_07AP|^A z5pv%zH~2g*Ur&z=5HfM{i~%o-R*j=hsx~A!O7y)x-&CaCP~wavCZ<`OU4t z+3DBS%K?bYem6|h@Ec*4F_{ADsl z(IO=KlS36LoLN1f+W>{!?8!j6`z%-CsiWIx`HQ561%+#Yy4RnYT>##TDbY~@3mNIf z$#jr15_Ee{7Q==jgWi8Z^PYcCfWOZYY}ia}-S~Sjm$w3CF#p5f%t;S1jr6ukl0y7h zWPTLA`diZNH_Bsn_7q|(hk|MRWXsRx^;AQvV;{YcZ(H2#_0QkK5)!C-Jx^D^wD(bG zVUKPBNy|P<#w?Z=s%Gz~%?Gr3{&xkXoA8Ie6RYRx8kF`vTG*re=f2oKj-`dl2B`c4 z>O2>mdVTDfYbRFE(={mVf8>+J?f+>kEmTim??MgW_2t~oSC2xU4bMT~av#qJ-7g({ zw4g_K#`dt%MBOuAdM)Td$0^hL+r;;ro zUBlmR64Qo-cK->*xO0z!Gv~E~$A6q{mrSKhsD2Z^Tbb{S7CQ2FGN0gd`^+mcq53X- z)51n$^5|P#5m#otLbW~@+ut-$ZXIjxsn+!Dw@MZG`$+HbHxW7L?Ir7knh&9(4%ag(H^4eOI z4G7g_oSzpPii4~6<*oO=dY0uubfCcey!tK_EAQ2EC@9d6!S|z_LZ$fK6Q)^A4|=w2!PM~W zbE@CVjG$*r7EB8puu@3-5SWIZG`6H{fkz`^g+_B1EWY>Ak(JF?+8O15&m-#kg2R++LU%2%PRS>rO z=Bj(wDP0!sg;JZZtJ1w69mdBC-_5L3{vz8C`+aygv4a?^&^Hm&#ZCOuNnu(ecl*3e z_VzC87pfp^H^rWfPBqlorK{y+ECh@fzI*m5Z;>5@{f;13p;Y1rCuYtgpZekOwpZ!Y zu!@(vj@23DE42d7OUJIE1fMTn#sFgx^|2(FZf)}>CW07w+dsHsO z9sYtq-~plV-ES{C)}D9j@f{e6ljev0zUzP<{^ArGDf3Or*%|GZ#E>Vv=Hzl;D0i#1 z!tkY2F1{ZfGQ1k7(X4c1`RfcFP;9j~a07Fyoa?!^+dwPuTJUnS3lt(ekq(02b9gv< zYSIHPmutM&4uBxHL7YPAb)`#i3YF7?!T_L9>I?>ypr9i>JGqJFuzSi2D7Mm9e}_gr zQG4K69&%}Oqw{l6kMxtGPy#A}&a)3jn=1uRee2xLSDp*>U#=*FJUsuaQ-fhaXM>RZ zL%~1g1r%F}4Ge!N=R4{cC*#8wvoR}$EpMlc1<0%vzOi~~(QqWq)^F2nKh9nA1IPS9 zJ4u;PeG|@!2#EAKFW>j1Ufi;9L9_TSd#aEwHzK*3dnzg^#3a*`v&Fmqd&oU`!{2s> z3!24u36-bIWq5AWWkd(;oiZnrLJVIz`KrNM(Cq*K4U9=dK~zQQ-cKm(6=p1v@5uGO zRyke#%o$Y*EI+*zzl9!W7jmiOTouMsWBIhY)z_Q}_d!BouQ20@d_&i_y49P)@a6a? zc+4+|XS@-I86Ep#n}pvkR3Tg)@C*jzp~Pq&-++-sz9W~RwaTm4aVzjU=7?NW;dB8g z4cGGU`AV%2^zcE)K9WT~U#S&>fh88}Rer)Wm4cty*E_J!$+rb1s37aFmp|C&^Sw)@ zgYpv!pZbN((L}yLIR9|hPSfzWUgc-Y+wQxb)LQ6t@V7TsP)4}fbL!#!K!oDa{xE+V zy3r!~j}2rdjf@h|9zQ53T}XvDRSw4Yp!R!RI#k*9_woF~jRxTWha=bTrp>=;t>#>_ zI%Y2&{J(ISh#vk43QPC!%k@-Iit;G8+Su`Oejn=$8SZz?f$@fipAOzH6YAmJjy*6Q z@e74g#>Zeuq55?pH4^71$DvPPqCQ*Ylo3JFiOo|co+}8Iw~m-lInnfu&{t$4?&oOW z&$nt^HT0Yt!AbEN=ywOF0M2czfby2SCxVD{eB$DWk_ifj>iWKmEX;R<-f*ewsuC(YxOB(#^0mvl5#p zna}(iSZMX<7o0PSx4PtSMrCR83d4rtAm4Vo4iwEE7K`TC|2I9 zjjt>13>tb}7rK#ur*d$k$Bqt2>USCXPM7<^LBfcl**iMq;~z?|@=G`2F5h!M2nu=n z$Q+aT%om$eO|Gk=JHIh+u0>djP(@ui*J(1L+2-OmdVJq_a2`>d42}+Q>L`Tgg4SpU zRVtMSy_e!sP$;bJ4od2o#bn#M+wGxE`jNGhzQyodFJ4RwpmaatsMWD+7Rq-7UW|0? z{UsLobD0}`kKM_v#O5pKGxxUJgH8Itf!8lIv2Wk7AlDXnd_QV4>uQqFc6(@(K5*cjj&{`Qdfr?iN8m-sGLwEI zqp8ZLWHw(SpLx}Od7+H;|9nR+@YhZe>ngAF^BlFFd~dGTmvft9aY0qxa&xLhuF04r zS#@QcyG5*>)<-(#RLQVK;mcOoMO}`K?w)PH^d(~kNyt>{MvPT^s<78~sEIQC$6Q|P3TbxrTe#+&~9>YnQzH5VeS%?Y4&)2uUy&rhpPb)*4zxw?cxA# z@_r?W_)l<_N=@Uo7 z3<^qbkHXR6WEq-vsgtj~D}7>Q7x&ZZ0kuX@$&qg!-_ITYTEB4A_y0CFsQmnb<~{$O zAV_Z;B()`PODW%LhtB9R=Q4Dr@Os=~)GpAy?90oA8%mfvUIvb?2G3XTN4R-*^EZAG z!-gV*-hYKE>3x4tfyvr>KjiXOpbX}JM122mW0O7Af<#VRTK2~5(|&67sP&WHP(lJS zW`XXAbbIFaeSbzg(qZ}%MZ}$Ro9sHWZfa>V)0d3ISqIJttAtxjKtZf zk>1p>Zi{cr36TEh?Pw^8Us#yPe$f- zGD_E>JGR1M;as0fpNZIUT`$3u5*~K7+md(L=WX>UH+<RRP|YgbD?IOC9{Y zgZmV6*kDt*P`km`PJDm(+onYs{oQP^r}DzO1@Sulux^vVIfH0!t)2~)+Nc%8$G@Y) zPy#>ivZw@tmOU9>)LS2qLLsN2$SVq0Cb z_7jlkY$dlQGCfsB;$%XVkvN%9Wh71-=2VF|p~P{yiOIO)yw#n4W9KD3c_dOp8iZ=h z31vBp%b6}WahUGSb3Nn6x%}}>=0r2bCWXrLSlRQUxt6a3Cln9gQDr#c@eGCq+apQkk;OXMK)%anbCcJq!X_2>~auK-9GH*z7 z_Pr>sb=L_cz>n*8?0USMtH~QYxy~zB%0KW6Js+2_33=T3Uls(Gy>Hqto%hOn5K1ga z1GlHUyj@(kngO`UpwCsq;yK4?gxXT~E9wzVD0ggc917bsbeEJzhdL z2s~XTTy7>jZu~E61fDjYTTO^DZ=R#Tt)>M+KF=jBsFQ!rgK#Z0Eg*iwypWLQ;? z4SL+bU1#HAXj9L2suX-rmr0kGje6VwRh7xqIB8h@EsmNv@Y$%x4O#qzD7Lew%1AYy zP-St-G7=-}sWKAhI|IpPO2Z#Yf`Me?k&UxIpA`eietpbOY7u>9CSE_6)q1Lre`k^B zO^a||_?tb~o9gTUog9q?Q|M%D6DtYT*T1vqj;hfJ`k~U`Xb%n#p?_{2;2amTxzrD5 z6`}gNIyzuZAlXX!;OnY$4Sc=#@|R%QJ&B*(HDeoDL8yjTwL_Q_NcI9s+OKzS4>?y< ztjZa6D-)_8%<@7tJPvg?V-5N1kHCDl$yd%`_u-{ZDS9fF@iXwO6yoUy z!ZANT1}pY9n@S*+v1yj?sTS2GWc(VkZJLb4NpB$8jICt}p~~|5Wz1%wiTbEG2{A9r z_+`ZGsiJx(g=A?FG9s8KR1=+3ScWpO%7|i?P{o*yE09dAGDi8MqUYTaXCh7Ppg-&bRG)$r-tX+1mdnk`TFsl(hYv;h;M$)(W>sl$>25T)Wb3_oW0nUvz%X% z{_WuGg=#J5AGifG;rj;Mo~nUWvnm&p*^6`pM*V0S4bM(tfB%%vTe|_28+;y@uNxLu zN2kO5=WX>NH++$Y-DdAK$LIT?5S%KswUAyEtr|z2%4xXtc-AEK@zU#20S4sAVbed? zpBx=Rv5j<;Uy(msDW3*cm;WlKp^qlNw>3CB{knQNfO6Mtd{AaLRExcditLdaJIMGZ zVg=~%Lt=ke1IndF-|9fQOSNND?oz7l56^9Y%YB@ej!m(6wCnuq0Oh0I;FMv5J3BJ1 z>L~;tO@6Oqzgs%%Bp)w!z8V@MO^bZ{u0y5fRU~hbZ<|)=;MA*p#>R;k^(A&jq+~H_ zt43GLgz7tp=l7?+CkFB4ax`NbSY(?f(4w;ogM&e{v3K@wL z!%86@Sx=YYG0RF}0kWlgMnE?FWhBm2p>o932cIJ2_AmZt85t3{8g<9&4Dyv)!L(4$ zv5g8W67c-pePe@>&otTaml2>f>aA||rZ9XtE?--aYfIQ7!6UFJ2tJ#%Ey&1lg=zp$ zD0K#alZ&>uj4(EsV$+cE%W;RlzSXt!m0E$}zb-Y4=YnUEfNxq5vMBIA^T~$4jDXbw ubogXKl@XAs6fzPg6RM2F$%HB+asEF6U%U^JYh3{V0000zGiSnt z2`w!x6%`dZIXMXl2_YdN9v&VxHZ}$Z1}Z8l5)u+TJUl>6uOd&+15%77L4Lsu4$p3+ z0XcI#T^vIy<|HRDH2vk_`NQ*~Vg5sAW^U)h>^z)oc@oX048cOOG7M6OHzYDPpJr6Z zop9iAEQ7IN_el#z`zx(~c=!bDv^!Et9zJKZY@FUWKb@%~?MZrO%S!i!EBSs%?x;6V z_;cX=fgg;=rv8}@WL%tZo#9!LNJGlg$qP6ANw{;c#F6n#>b~n-PwW!vRyU-GNF3Oi gaI7wfsXK&$Vdes*=}&*Ff*j4@>FVdQ&MBb@03_*ZY5)KL literal 0 HcmV?d00001 diff --git a/img1238.png b/img1238.png new file mode 100644 index 0000000000000000000000000000000000000000..3f85864c3ece10a13588ce5c6e22c115050f28f8 GIT binary patch literal 376 zcmV-;0f+vHP)RHR400001 zbW%=J06^y0W&i*H_DMuRRCt`lkuh$lEIYE>v9b2VIVP?G8fDjT=kn)S&`G042|IWY_ByIG1DP17Lk%f>;7+Olz z9~9~Xi`6Kyz*8!*n(LRV{oZFs7UlX_CUbmqOm81cyp87 zlPP^%xv5E@XAWPJV5cqlUqq!WflM%XUyGe>(YO+O^*qy&3eTMCGdZe$RanN~NBu#H zS!!bN^Kz2k)%{BaQw+jdH&wOfO@hu!^&Z2Iwi~gGHht>1?P+w=c+S)Vwz_jG{*FB* Wd@Yei+zNvL0000RHR400001 zbW%=J06^y0W&i*INJ&INRCt`#QoTyVKoI^mf95XnrnZpF3kdfFa>bPvDJ=u`a&V>1 zS_moi1>_##I?Ln{#0QYW%0}2q1i?77n+pL07Fy_6%+Ah!JDKm>02Y-5!dHyCj9{*1 z4WLcGK8(a(kjw++yo9-zQ0)%)hQ9P2YHpX~f-sleW{pK{#t1>Fw8yMSlcmWq0R@-c zC7xhAsO#52JKv~tkq3+r1F1Wq5aJh!DIC5o>0kz{oeD zjE!xA+ky)F2}PC%PMke(;MS=F4^JLAa5#3tfkO>^-gTe~DWM4f^L$)t literal 0 HcmV?d00001 diff --git a/img1240.png b/img1240.png new file mode 100644 index 0000000000000000000000000000000000000000..0f24cc0e9e8924bf58cd8d2bfb0ef9ffe4dd30c4 GIT binary patch literal 54458 zcmV)#K##wPP)h3yy8bLmLq5Ko-=f1&wr47c{5^ zjdW5AHso5c2B#FHXh;K&HROj9>0rW>!}j3=GvohGoV4A3`~BY2_q&bl@%Z_9=FR&* zdx{DW9#m-brL39QXSlUF#}^>*`1`najuI4;oBFNP=L)IMK>_S37SD|vXub^TT`~Us zcmRUAybbIrDZ8X1^v1sx!ecNxH7BHYFN)QnoPC#{KcxArOjjk(mo4%7VxH~>PC)bL z^7pTsTSU=2JES{5`>tQMafP7&Qu^pUC2D&F%CG{I>_Fx$?CU=YMJfHa>q@`j>pHVo ziSF+;otdsspj4hy6aG7&lDY4tYqD*t(nY;&i12Una+d(04pEx z^cfg{;CYyL^OASyA!_bc`k%?SH5isd0xN^8%gs(bvG*2JMuW!cwF5oTmD0U+37Pm$ z>AuC20X{MS*MpTS5H0{=1^BLOK3L)fOSwlD{7&l7ez$#%fuKiwA=m~MI_cw<`TGSn za4d0fn*oS(dZg@;3Z{`eF(fSN(lyx?2#zWt(;VqWS=W-wccct8&kkPz_WCT0pG zv3dh8YB_^lsgegTSvqBu0&xB)0>@{C^B^`~-{LqUl%oIPLUyGnmS z%Nt@;x4~Ly4%?^Y!Ifd{5Y4)0GxCBpUHc1QB5c(-#*OEBPwDKJ*ZugId2= z(AAqWnH)%nbPc|O|Fi-;MC^173)X`5SZy_*(yTAR1A53fWaT~it}8y`;|V^YkBIny zc#>Kra##r}gGvEr#mMfH>06C6?Fw!ye(f*0^WO{GRe=4>5|I*3w_82-^Ed3e{On`d zSoHPG8?S&T0pW?&LcB3<4_pE1hS2rJFh3C=MA$Pjm0CT|uVRVqmi1NM6R6dBeM)nArO|MQi&2f2j^<`)toj$#M`9`L z1JbMY-PGD{CT?OP$v{HTTumk*B6z75n(S|*nH0;SR+?4N3+CVq=>@l%!*-o%@w4}e z7x~4JUMaT0vw&Y^B+AOL4~UyOWrVHjLQ`@UIOl3nb` zWpZ3pjtj(rid|)3$B{r{NwsU_?w>$+)%BpB#6==;BP6sB)Bo#*`H9t2rmMa5vM1{~ z;RdW!Qh(Emsy|^BBIAL#0MQKHHtMSGHe%(fJD)l+EMoLt;JXf@pcaJ}E0{Rz%TAiSf)`+{KELPFeUn^`U^roG9 z$|=0rX{0$EF8$xNU6e!}J3>vP4tUM8MMXzZ{=p(L& zEI{b`!Ynhc3}S`9(h7jduN z{9)s_NUE06Xf~fgfgp{#f)XXvmWpUF7z3n=UsbYNMTHm4 z^I$FKYVM^(L3fT4#q1I#*I(&Poq%88FoxX0vo@dIyutz9&A@*5Zh zCBA?2+eX&f9GF#MzyJ|hi~&TLX%pY7FJm*dFubVn1*P0_z6MHUQQJ{(N`0;X@807c zJr4ZoEu!S{0JrgSHa$Cl?p$S;)C!Po9~s7qUU0_=v=4T@iaUzU(t?QpWEdz6Vk!&% z69QeaE5KfM;H3X-jTIU-B!0K7y*wic_Vt;R5hP=>NC=PG1dq7k0=J6*u6TX@hA+5; z3#LiRB#oK5SKIC_bF|vN3kxY)C4NSDOUUf03$qC`0d4sx!Ac$u@u#=BD_f7QwdS4e z)umEUf}1~ErXlRFyU1A|7M{L75kbPmAl29&^hn5}iq*;4cLt}>y8?MUD0{u=e0bn3 z;rxG^{_vL6?sZo?ef{iB`v~${W3-sAoKV^6;vzG8B0d6xQVJSSJ&~jp=lv~^2^jZT z5DH^|LI?=RDyu`5U^V%McMpE2%GXFV`GVAM={7XyZ%i9k+^GH%sBi2jL(DgvIMv8* zr*`kE=warG`w^B!7G^*^d;z3KZ#5MWaHT7n9h!^Qay zj`i|OR`sp1RQMy5cTex^5Ue;ZYWDSMc^Y+%+`al+>3D1)QOFIy*!5lsI>Xi*q>p4&7TpiHQ!~ z*0S{lhHzwVy2U&{W6-kWt}!)ZCGD^4O@DnW2tvp#(;+Ja;{#xN#tKh_R;}Md#9guS z@u&PI8lt_c@BnstuL$;GH4&zi88g0+V|T#AA>n~Eb#EMAxkKR424|Jbg1knrfI~QdNIlE=xJ$t5 zIJw?-@jDlywF`WK*LdHuT@`n;gWuW6^9EjlU7m~X=<#}cOHm}*zDm8+gJA$Pbx#7Y z5*YyFRb>2NfG>nvfJX-4W%aAQ45i~(p{?J1U#W!tX4r`D$rx7Qlhzs}3N&#Ugh1a| z=6n$*Aa3k2(H*GN(p&|rbeoi7lJKh+b`^*E78zU$-Lh^_TSEO7adZfeKjQcTCf~Yq z8dtah$1e(cQzbN-wWAzXuN-2rDJ%*uBl&lmuA*OsOiH4W>)Q1|e`QzfVu3Ym?vbSX zt6tG|RYoYEj*&-+;@h--0D;0ic52_lAUKM<+F}%Co7!l+gk!y8hvlI4L1p~qNH1QH z0Yql3Eaji@WB|wj5kX{3nM;V*jj=scv62)nkI>2&v^q%C&bd1u_FvTEocgceJdrb# zB>O9edpxd^y%_?e1e55X%yya_qAA{BM^kNyGEQt1;?(A#aEF2uDBPhOzc>#|JFfK2 zlI&qk3}X2U7Tl0PPE>EIL@_uuPJICySAFN%2vBYS%J1~1s(A5w`oRt#;f>e9Lf&Lg zKAHbTW@w|XHt}_h#a?XCSXp?|E<>!ykE5h(dh*dBVQvU3!~9%>@xY@i5Q=B`V|Gd1 z9-`` zbOOK)Y!+<>W?${EJ;mZk`1wa;;Exo{z8aU>`gasH`-(KCD0kSM*KgNx(G673Io7R5 zy8yN%dqqtZXe2(1)(uja(!td_k`9+N%NWO z%ZHP@BO}!~0Z?0Bf7Qp{*(IPvxkI7VJWP)mi`48AB@c&TyBS=Fg0M~f78d6yc{l_? zP58Dr%A{EqAzA*C^7BWfhOeiTOMntJSpGV{hjH!l`1sGgcMKi;PB*xZ9zXeWFUk!R z{z!S(he)d!~gwIKWzrA`~xRs1k8(<$$R-IQMB7)nO!9)-Qk)ALP z!JHN=E4Z={lS7!C3R#?Xa;2IKsLkQ31=l0(xb^J(yrJgYf`H>Vx8ek?XXjp&)aP7( z-8>SDkV4z5-{AYb1w;#=(*M1Y!S8jDbg1j7FonE9)W)kIDJm#LX|!JD9(-G*^w-mp zo)yYJ1hH)B>f>DqN})JbN)`F)MW^^kSM!WAS=n*w=R_pM8=`7U(oysT|n@37O4QzXSMJU3B84D3DXnb_Xh|Nx;|a6G?=!O zQm-Q4tF4#$QwtGL3wiSNXb)wLtXl}L9S=E5{S!vmzKwBk17#i05e12-rxyim&JpXh|OWtju-t) zz8e{6pqr&vw$zwPIXORYUEWXIgp_6Dh0MGJdSQZ31I%R5haNpan6Qu)KrfQ`^mU@4 zoc#!~^CvIrRT=B=Le8kRk;$b@B2sshgHr0@uBMtlA6rT(#RGSaa%eSCN=F9?-b%!? z$?ZN}!Gt6u6K~;aaau2Tp>LM^Cjk*3*B1nTut+Glxrn9&t$IJJM`UW)QtT~*G)LDj zZeh9+r|buQBNmcdW)fDo51W2Pkp}CmgQ*h|O8)%rp0MioGZiL;m>ZVV12U)%95b&`Q$BX>nl2N^Dh^V%T6lt@QQY95!czeE`JeJ_}#`V+7E> z4T1Tk>Cx}0iWSD|r5~OQamrjv{2Ol4%w`4WdPHIU$$R&$5aosbSd8(NZp`M4!0roz z^k({cKeYN`lwbRsi7dp5pCURS%QY*rh>ZR(@xkq}LR=6(l*P0wQpXn&>FEVN3eZ|- z9xJoZzC{Q~DMWc-rI40JvzNNCl29+up>(?dewZ}7feiYti9Zm`hn`GWh%eTv74b75 zAO4;OvHq67I|WT3y{z0YJ}Iln)C3@~80f@V@uPBjX&Ez1ODR9xyl$;8U0F)0_a)u> z3~fcpfUAg;?B)jf0-M6FmE^`5NZthKZxA*%6NI@Imeq(GW4X!xd(sTLaHlEx|tD&P98AsXnSJ)l`g#le#x)_X$2 zVYKE+txFE)nd5h>__AIwroKcxu8AAL6aV%5*N;)Xc=g?YgYQm`d$!8P zRPLMUm#8gKNEEEmm{MCh0m^M$Akg^LR?@fvQPQ}gH?7~g0j-h3A1UGbQb}WqqT6_O z&Mr|P&1YJphm*UcCAt`?G)jx3SZ=YgfZIXXPFUyb8x7lqNaa7*D-w2gfNWMNTBNfo zr9D?7!lw<`06ayrMN-8mB%}oL3@abhrH{+XIsPR|Wgcpt`dr-n@65vtQev%nmAovW zAAKrghJcvgM90x*T#^2avvBYvGqj?dP<+z%sf2aEOcAVt>}z2kMHJK`+Abp~&dh7N zVb|)ys~k?_P;_Z3&qUPwBB9&$7ch7-e!x(hHf4+;BK}HzK}7rgaNSjYoM(#yVK{m< zmbxueU7`1qo8!ERPc5ywdiN#Q;t=g*a}E2}QmxI?`a_nAI%X6Lp0SweVxjb{*T%?O z;#zOlQqO=V@yx)VnbN1D|4SC~gefzceoU56#dP}^8!V8Il#eh{F>cWX>xHmdz5q_3 zL`n0MZsR$yGgzF!Miw-t^;$TqGhX{XU%>C!@Owl_J)e%Da=&66 zrM?`B0=M46A2qHJuJK2WDUa>DBZU5xmkasjIk%#uF{L@ZYu_D#`_R5ScLHk8t(LJ6 z)ql|$m{lkRfZrMaHciIg2Rmv66(JH`RG9_eK!@)Z?e8YzU&N>D4*+2t4xW$@f6!Y= z%&f=ZK#~!79wN91v|7(57U$)c)6`uXBEBV3e+ORaS`!a% z7DlB;2T#B%8I3wNwU>JK6o_7fXQ5847vDN01yBFbRgkOX$^1o1nsj2VjFvT$R9W4! zMyWs1$?E2ixMlg;7oAbXzuyrGvq2)v3O?H3z-x`wW#f(}x|FwFOU(}flqhim8dD{W z`Op~M?Vq|XpvCO+*Nut{O;wPR4FXK2@cdfXJ~E}+?gT|dd&l{h*ZYb{Q#d;xGk50h z+PVB-iI7(WR<5&64&?5bF35{&1pm?qaE6&4AOHDvIh0mstC!Dvdr`>Uktm@)e>k~wP87YV<$A?+ z%nKkTcyDa|O86^dYFkKdqEZCC%%!*YfeiBfX0}mGJY9isJf;5vf?6Hg#RXoSW*|<` z>U3{G`1yQl>q1A6GH|49FV()Qc722g>jzonx6nhgaMenj%I0EK{ywH%2U!ff1N|76 zP>_Y&@AnYg9w4|Y-FoG&LWy?r%s~>(J%uD=nlj4dr{!>pno6=+~MH)anu2+U!M$Foz#x$i1Lm{w1QKehHr4%ejQ7{M(+w~ z)_%;st`5!j2uDH9`A*9Cryv|PE{#XS7_FP9gHu+QOBCbp@yAT2|G$AD_)SEaeUn50 zkgvkMwI1>&-0lle+BgUgCy`1ETu-~VZqN+Q4iZ-9A?{G9pQri`&`gv_a zfU~TFL+hDa8M3@Ei;|<+4uQaOInpORnTZLq9AIlH=n@M(k=b-5i*57cH6K@^N5U-; z`4zxLBEU;U|C%$sI>5aI$1nQC5`f_1WjU>dESSSH^X>3~*wRudXru_L7Wmi#qV-Pe zE8BNjkq>SIiP$nF)v`U_9pa4*jqd#qz$#Ix(z-xD9II4y3s9oehkwCTaSJhnYL~Kv zZwQ&ZIj!r7sE?#ow%&#^BVBzUt+MjC4GT8m79WCE1}F7I!W+B=BvqE`L4?JSwYdJF z>qBW$p?38Py1FF5lja?DE$&;7KY$F(<}$j#twNC{p+qscU4f444{FM-E3*Xx z*C*KaMNl@zU&ENTuUe3XlEOPmrH|#QyJkz43|zeqrNVh<;*7cjKq0GzJU#xH2d{h3 z7La!c8Qx^|(E4LrDWq|>{4kud+*19O(da%VP7OwCN(|AzbmCgZwNOB2Vh=r-wMpndbcGZTH!UdKb``(ZHcEm zXbJGWeN21U>D|_+09>CiY8&}Mp-muT#rJj%V>338+CCu3yx(+lC9G2Qo2sHDK;M}3Yz;mGxe$EmC$INPnwiR>iT<~SiL5T*3K6mL$Akq8 z`Uj?dlrAVS=)*SAaD?FVD8@F>tje< zckvm_uNyg1#5OTvBe8}`c)rJ=i}Gdjs!El|y$dIe?N9mdC;iX|o!Mr$)gnTROgJ4sqO ze{hV{N3M5Sh?W|WCqa;+z180n3d*=i#H!Q}EfppF$JsF!mX~bBuCj@!kvp0{}dzW2A= z6 zE(%nZc+M2W1x5>QiIx^u>#u0mUL^}Acq_cSza0g zZdUioL*W>YA=;O^;F6UZs-;hFu~*C9&ZV;6Z=mht!P+9e{gOfs?>F{0e7kaZ$NBhA zEDRcDl@!1Bhr~VXZ3x8Lm;v_=khHND!UqJdXdCOg7A3~ccl@UN8^%mt0@e_pF`BSG zvB+Ic+>t-oD?GoS=%SzM&d7BM>%BmaOvPcLJvYdUOyp<~IZ}Gy$wYUuvgJ^GL0r9U zNl#=pHFdaFvJi2ZXaQ~Cc8D8ZnBU+@whW7@89vq3CdNrVs*U2(g=uZkoY?#3u*6Y* z7dWq(n#&y^Sc2A^ZTT5z4m<|pC?D*+)A6*ePXC4D7qi$5o>NBZ$2PP&QlF!`w@^KB za(#%3JRanZH}QhfzTS6?Z+d#+*&IsQW)j(W64s!6p#q8Y=w3A1_p8k6HPbE>S&7I( z6tdE@WMYn)YAl))7QSBPl``tEtOk8%AWDb&jD>0Rrn>Uq?rgE$xH|{t*CLN6{zV`9 z&*s<#p~2nnnlP&CSBcc&Idd+xA|$}eoeQk=p7VQED(x2J55MO!n5d8_&_nvs=TE9~ ze-%uD#0mZwVG0)`ZB&&cDFk60x;(8bA($V&>t84pN0r4%gd0Y6wC}p+t6LxyHLAGg zdwa+aWi;d@zHwPT<048t#cV3!wE}>lmfD1_;M=Mp|EILDi79JzFTE?o^ ze#Z3)6l&wU__zz9ihh^$ohc5r?ff0#OX{%^r0MpTZBQj+JZT;K>tJyzE}ms!t*-p$ z5Z5i=pir$leq*R+!$=#+-}`%hNk6890*b2DMcx8R=3O5C9!gyabD#hKAOJ~3K~(I2 zcr<1n_RY?T|0LK0qTTHOA+V2XalaKx@6JZ|H`k0Emsaq7C#WDlRo%w-{YMywQGS7#=mRbK`H3)c!PC1+xeUx+ z2coZw@0*P&KwQS5Yd=}aZw^WAATmXZg7J64(MT5*5G87Gnl$J8`ifCq2d7|5EX}^I zPE40ie{_$H+9?pWjn6h5b&$to!KS^U@a)(yp45YjsJA<;aU*APmJMDBhXxgF9J|1p zF3T!vT5NJXWK9cY_~y<({is^7qfjoe)wUAPpWHm0{BQreeVi8zb$KU<3q*+O&JF(V zP?rR6KF49rO4JnL?)>-yaR}lno9VAou1i_v$1$!jhTrKX zEAe#sfP}o8rqjl$pF;WO@nFbMfX3J8;_|m*=ni41kDZgI&T-@AMFAn$O$$VM$}>XO zHOEo%_+DW)Qsu=y5AG0Mak27Ex$ArON6JrEwygaf4*w--30L;PITuWJH??<#SeHuY zQOj{1@Irt5BzWPdNN@FAKU|3?gV1BOfG1(K@K${-smdU9`*cmn%|HfED}Ui4NY@W> z#rMIdD|u%BC27-DV@)hkf>Vdp@?dl~VzoS|`2}BXso+2ft+wLu5PtmN@bLOXUBEy= zt8GeR031Kp{`~oMG(>3)cqqXsbb3WhFu$SvJ8o`TvEPE+Bvouq;q_L-im#fir@O&$ zpM!XsChiDF9paMC{h!IomdOgIYiPEwBMJ22){$zPP>Ri)Vy!l^(&=X_oj@h>!-V9& z9EvL<3%r>~_YxhGqRae=EC6pN5~e>uw2yw6b-wh=`;z zjIfhWzaHbBZWbwIGJ~LNn@%&oL^C>msllN7yrGUnkYgA z;snHT6534kaALM(EX65>jJ0ZDQo3{nLVNd2`O6V3>j1$sfYfjG;6DOgxbiXhqg&5w z<~9=-q0DmCIs<~~ zG)mgb(zlendG8AEe!Ik?^mr;vu1L@>(u_s_jHanSQivYIAbN*06k%IU5qxd-X-v&_ zDQ2icz4070m(yQ23Z!lg-(T>T%epn=1(a>LpmIO#%K>K8>Y`cbV;_jc8h<+AQ5zk}n@(o>_tw*!!~-_ga%^2eI?Zy@JX&5`(i78RqP{}^XX z#7TIA;lE#1D*7G;7$vq3dmq@3BCcd>stc~p)*3u{CT+__5C%OXYI`oJYILEuV$pSd zKiUdW?m+-HWc+1t&<)sw^RdJF`7vtN2;{-j!{A`TzaWXOn) z7TT^~pglD8UOI~J?Vxk8=;%T)QCHqIAVY@K{w#;y@b;Qx-Ci#MnY~HMU|T+s*er0} zo`S`F?^UZX{8yC*qf2clF#31(g{ao|x(z8S7m+S$l1cF1)IPZZPYF4qLXkPIeybxY zJg}~=C^{lzVAJ4_e*Q=(7iqbbR&p1W{MLcl2e0ubzLVjuV9W7cyqa$cd0i^`4Ra{$ zm|e9U6!J_n4~wLibk<^ajAm=LW}<{rse9#nRFuVumG9&klPaykx{a6SkkyG22e4ZL;dII{jdGPZ1=M)_^+?_v+f?8{N z{__X&>l=jaZ7G`D+HD=ER03Sh7Z65u=8R57?iJwPGH2fTbEJNV%gsUt?JY5aJ-v^T z@biz(bgCe8zW4HyjXSI~o8DRK+-VQBcUJXw-Pi3s>6DF&-tt-T&84;Tws&TI*)d^R z8AK+(AEw_H=kS0$93t0WC*MN75uA5NyEM9LEl#l$cv}!9Fsiqe+`--Np9#YouUx;tVHdi|V^0kVflLiIV1NqE41l1BG*fYTu&{gU%rrliO=uPh$QXfFTb) zqodcMWMrwV(~P+;v9L_mME`4Q<)$ZnNFACD>g%RF>UV(+kKAJyw*0#H*t9h5qaMks zNHOdz1FeNjUB@h6-G>vpehza}HguXQ8!9@e>D9rAJzH*tMv;whABNm^$YJZiZF5LB zRW_7BbTsViU|tJZV2Y#qxsq6W8OgC4ymCBkDhF$`YOVaXq4;lm$(zXl~RJ}i-=f!X#egVPcO z$LSNYz`ZyygljqVdjcL|A-E9s8z?vjEMv$%rSRE>7ff_yYtfwC<|Flr^QDX_G`Y=X zxlcy>+E8-*Qq%i!Nvi{*q%~4VYxMI6bOi2#cyDrQdae7Y!$?i}XiL>49 zWk>nbML`l-_y^P$ln`644Coe=t-^YbMKF$M1VRxIJn>Qu<0V7Vb8I5IZcp-b{MQy? zlT@7^3wsI^9X5FW`9oTxheLTdxvQOX58Wk0f7I%%PEh?9CH3p`$c1Ji6Cc+P$CCm5MRc2P zc!wS$-{N$*&@#LhTFV5xK2l{<^9#J2)>)()he4B1~1PHQn?G9soc^;ikWhr;^+bCIQ z(&O&@`~hGAH+)0pEJPU8N9{TdVdZi&|Ax$oZ;N103p6=(`JX5(d?c9Kf~r7O$u6D$ zX^7)6Cv>2l1@fz z-o_{X7Vx$L;X6T^PL@)CsR+hDh6mD1nDe)96j8dKom1k`~NQw0v1r@bk*;+Z=P z+rVrJ-MKP3$K5&cSGp46?!12dM`;A9-y$@w>~#TZfwR2+>IU%Z2Gne78j9*oAKRvt zI=HD;OAI#KGu0dqNdy2$03zMW#cq#VQxm2gI4x9-b81ZbLYDyH44zq1x5ZTgrhxwp z-P=cb7(PRnISu|FXe|JGP+O{{G0b)x95`-GLwlV%Y8fnRBLcud>E1dH4t1I9{&nlX z^j87a@$vkbzo3_{--5=1(5m2}5a*#%ZxvwI_{?{MYA;spd%fXTT~DV%jb@ucRiGgH zqikkD*v4jW=PQs@fVB;UmnYZge%d}VWHVd>%f+$?G5Pn{8>2APm{?CP#0Q|S*;}WWipHU z-wM`_CrR2mNfv+D2$q;GqPS`BZ7Qbn#Ne6k?Nn+gV0H-|<;J4FJk&>{JAG7>)>U7c z7pAAi?TV$S$CIFe62;?5(C~r5X-zb@(yjfMQ>IeG<>uF+XmhDN+@14qFjAs)|J!of zO?*7*(ETsU;TG1J8sp}1d)Yi~R5C}aJ2r(f{1Va3)U_Bo{Qtpr+2$G$1$#AH) z<-)bz)xUMTZI+*6ZRMY1)&KjT<5fy7%DRjHE!aj6HtN%Vl5qKYtPpt+(jq~8P!ax3 z1l4rP+5j|Z5~|jJbQHz#1vFW@LE|}LT@r;G0B6S>kjm#CJmc`o(K%E8s5!q4&pGZ4 zo^hI^=Dac5vI_6uIiu6s0zxHUCO*HN0;Pa4-*E$#IFp2M)G3Whvo$)ny+6&g7%HXI z_jcP>Le$nxucjCVwVDps?r?g`pX=s}S5pi-oZfa&x3EQO$0L@mB1 z9f}f#8ysImNG~qAdmbri{yYg9SN09m>bXNo6MHxuJlB4mo8A=Ovc*Wr@kJq>GG_{y zcamEFQAV|=3d8Bj9R>eUVbko}t=8{ho`82ClgL2ph~oBHiLemYCv?rWNxn!I8B2(7 zHXXv3fsX%+PWv)Q6l(TmKolTYaDVg=8OzL;NU%_^u@hVQC94wOFS1*+!hOfY-8!)d(AdV#8WQL0$}{`es*)n$i+&3R>eDff^h z1GJb1yPW+gSx9B$9v~&Vc&ASHdWEMqK(1-8 zr%y%~#O;>%7hlOev{#g9lti--3hZ<$W>w{c5@y{vY(KJFgCI0nh{%(c3$Ld7q|np` zY#9$EB^S!fPl$$AhKxW9l2=o6II}nfbAX8--KINBL>^}!3cyrXbkgKB}xSUB3ZtV6+j-xXVd|<$haVDr2=MF(u1rG)2 zBR&t};{${1wlp}C9#)k-g1!RPZn&D^oM3q{&QfReO$Au@|pK4_+&=(b>qqW zEn4*6U?u!qQpZNWxnBOVuk@K-@lBwDKUfuJzJOU`Mf$rw?tLb6Q1L&tZzDuPdzS=qK502 zziqC*`9fMT4nv!xVgd9}DaD0S9W82oSLw(!rBEg(ZIMiMzjl<4%+L@D9Hi?s|IJ&gUqy;#K~PpKG^82O_kJpdPe#*nI>qBh(;`vw*ZwJeS83LNw?>a`1)_9Ft{W&_ zK*PAaba$&0yOa)|jm3X*(`-5C!Ci3fG&^`plqfe){b^8d{dVsC5%t?Js>>lXPu*tY z(qgL+r*RRc>UO*Zl<$R^8b9V7_MEQKQ_f_Lr*uZfP1+eL(EBbfjdy2g?>tnZms9H3 zm%90l0(m$T#ZWrjBM?5cz2l+W$|HVfq!JM_pjO^cj6kA$AIe3$WEYy$|4ECtcp?c4ZwX}Z^iKiB`5V;)_)yl+htFR&DMA^*0b7mDq91jc`9IbL>P;gTWBQD@gzHPyo3>J64Wh=Q``#4&5K+CU8p`^mrwW}E zkW@P;IjJakP~pkr+Gq|ihsSn(uH>BBa`N&*_cqYu8(2dIk^_Z**5Qg?>}L0ud=&w&Grxyi% zi{Wk2(@wW-4<+#h1t+Vvs{o%+a4*vDVr@SMMWGn^Szi!Dlr#sFuXdu6Nf^0eRR}tk zq`c+r!kjQWvS-;_I>dYe6QPW0T*j5`57+M;I+vRh&7I>D>IvnDKm|&r4(4aW0Sb zsWWL@anpdulK_P&R<$^X!LRnQb`qTm@^Dy_R;MAX?xaBto9%IT&I4kHf$c5M25|%2 zCNN-reoaGI9olRToXcZ%%@)49Jswfz=UY_rDk&xv7iKO6U$^3+?*fjK(wfnfo=>PHjIk9p1 z8_vI7ZEwKlEd$MUo42u}nkQQZPp66ciQx5e<_=51Cj=uGY+E-a2bF1+Y1myd49|nR zn_6vjcW(W~;W_uK6D8U&H~H<{cT?9_CuldbKYDDd@T56X{;1Un&pD2jR6R|S-r;EH z1_sZKD^YHs^o)pukVLIcBKKv2B446Tcb*DLL{&^)$k(;G{u3D$r5*)+txST)X@jB{)mqYAcHQE@U+rF zs>P{klKL@8wTR>tdYSNZ{o7xY>b7ZMOW{ugPbGJ!UBNbyCEa+_gVXUUr*@7H%5~Z8TW16dmj< z$m;I={DEV+L70A8(?VL#Omf8hE3KnrDrDs_YN>$3A#m{)MNvNx%Hr%d)rUxcWPg+x zX+ATVvUKuC6jk+E3zmJSMq`dBl5YLkAVa5)Hs7q#<;oxtPAi4N)F&m7f#P|$OL)JE z4EjYB`Lqn&z+2WI7q-rR{WOrG(<^P{ih?lo#x&sKmD|`b^KsAVc_3Df=cj8zj-LgBHk3Y6h8a3 zE3aR$3zS+OKR=zaazQzK`d57wyiP8t%A7twjf><0A+B7i{lwihJHx010Io+m_D**( zDM$^@L$2sxXwlHV-VH?w^S7m8B2_0(4ibDkVX==Zmja+}e;3^=CJG}3!==luHuZXh zQS#WgXh^w}L89I@6Tdgml=S1|un0_YnD7HPOeBwmCU()(E1dYrl8f1`gv<^=NhG$0 zBDp}3NW@Tyf72kwS)3+RpSuQk=jRVAma>E!7Qn#Od&0|#;O3dflaq#SEzhH?rRX1V zZN#|Gn)nM522TvzgXsFNwyBnQ-IfM@c^*Y27o*#*0&#TeVtv%EFGLIyXHs!creNp1 zvN)J$(`xoFSnc3TG$6JO>WOXO^2uT?cL7uPUzfm=R6gq(kd$F}UDZ~7J$aOabW{+c z*>FD&YDq^82_P~n=qP<#2`{J8b;(|j`FONsZ6;WDCM5`EGIl3E!eqwG77MmVfGIK? z?Ozaa*QmB^dZU8OMsNUU*CzQlO8w2=mdFp5@gR{%ETOND;{0JIz9mkg0B+(s1@_Fy zE0Fm9X{r?2zN4x4Z7MbTFO6yESh(ZH@Kx;5;v5FtG<8Ps<4MrK4UEB9_3C%n9ASX| z1!OjYLlE`!$9d4*MybC5*xOp?$=%*muYPwFB@+K?ADgsdd%geCn05djqy^kGiI9jF z{SA7HSUSW6OOYwDX?3Zs;9tSKHrU6r^UIF2H6tnm{}Ovb)%tYiZ(`VpB1tbr>Ckyi zxyO8Sn>4hhyLTAETiI2LlJq2ZI5Pn{IsgZSjkfXJsF9dR9Fw=BuZxb|(5=Iszw$-o zDI3INl7>V?i>~HgQj)wG_9ooNoc3hEM8wAvv#}xLr}%!+g({0-8@q~rYg@xe-{rHs z$ec>v@pt!F=$35Q^akUry8q5{rSvm9`BMq_%PhQXU#mAjqcWX#9T@+L)egQ?T#>}c z23b)mcPe|^zXYoBaS^4o=P7kkNSF3`D^K7i>V^{Q6xk$%zE{3QeX16o6rV1EO7qUz z2GYZ$5>-kYNo%B{l!Kvu3Tkx%N{Jj_L_(T4!?3MP3ed_Fy_;k2`0*!I^;_W3TjC7G z365VLf^+5CbcUs^g(nZexpFZ{4BfdcdiM~Vm!eyNPL?yN?CC1EmO-D+NT(b~)0D$f zQg@-YoZP_68MGEhz!PxrAn4sP?5j4TJAR?WZ`sxWXxmiaTr^K=KM8``=qrJ9A+{FY z^-1j~0iqm~_;VW5{~LR{4E8qKkJ5UID*9RN-cJpi##7OoZs9oow~%QQAJ1D**ursK zZMDnoY$TEOM-pe!{f0?DM+|8bR34pmMyIvQ$67i`L7e5Af!*-PZoVW;j2@#%Sbt<; zKGtBB3_p*pLo)=yi%(x*EnB)xSr^KlNknLnK@Y-G0Vl#Ckeq2a{~Q+?BV9 zHaxPMFD>8(T|rKe6*ckokGWhU$m;ZYd|~l2*8v#GFO=9a+BNZgpdYyuqAilrw_UfT zaTSR36K)`S$m7XL!=GQwa|r?Ed_14?T!AnV0ymS1@ImbvlNKW`o)^yl9#drhpg}!rnjx#;rMYJS)V;# zH(YZ^;CQ>xZ|Z4k_(4mi9*|pfofr_7ONYC4b78Dns~(B{T3pCYlKi3c>YwB=fA)@% z(9~e86h44vno%leW9IzLHMibk`n1^PVeRGZKEu3W^EM2$YZM#LZ*3dXm7GG}6+w_2 zL!x}o`F=ZexK-`Si)K+nSDaY&O(?2>zBCsat(c8%SflgM6e`yXX%#h~Go;XX?lt~s zeE*~;2Q7Y=g-vfa&?&yZY7}Jqr~yfmekh-7^^gBO!JN`Op^Jo0U={Hq>DnYnH>3M0 zv|75=kmP@K$xKb=t2A_U9p-&TxYdxd_NAb{FTpOu^e#al?>!I7$vK}(Vt5^5GE*Ws zouvWSX>zZ^(NwK0LG~Ez#!GKV9|6YKGOmjT9*px{Bp%+rA=Yyb`UIhPSY>vdY#fB-@SY}zq$-c{;yn_+30RDW#W*JlRo{HT9^Z6$##ht z-hA-zlNjene%eldd83lFvZR8UVT@S)iG_Xdl(ht=7}pWrg~|IMr>m}9K;LCp>C#l3 zQl*CS#*&^sNwuEqtmz`$Xp%}N0k%WAcSkvPT|$3G!v-8b2++xwh+sUM)B3|*ATsA` zo)f_C&5@gZbaI84!3dm2Qrv+U!L;%F;RM?F9`VP5N7z1tbSblcliW45K;*Gx1Hame z{@{kpY*Ab)W@e4G24bdJuYISfh1FEpcGa-xAT4!RCE6EvAohwU@M(RXn#bysSmp(O zC-O7lr`}eH&ty+16ZYRw(&EL~vZjm5d=#xq5_8?^0mzPDw1e%TNo=Q&4{KPW{1 zLpCb2@ig{o$&*5-@G^eV9=SsYD9UH4Yw&*zZN9(OMGvd|0DJT>A^Ftb1)7^1PYW4| zNa-ttp>Gy9STNFqtG>soySUT#bWW9j^a}$K@fgTmwg5kCvq#2t=uEb9 z!@8x<`>k$$#NQtY+;A!nVT>ED|Dqrli zJ4I?j*)^mR__x42rCPeEz*!V4l5Q{H1BK#JWAj9e`3oAw8jI-Gm;F@TD#Lc1jByMe zSYRU&bXXI5c~(=*HJ?(T=AhD5z4K{0z3cEdK+dEQl1BOb{;ne8-F#~P`+V0E1^f6d zlziJXHLs>R?B?mFcV>$xzwY%FA$MBn`k;XDo>UdS$_s* ze)A_U9$XIUv-7dsKFJ!r5>E5+2&lgExAnuUM;jsU*Lyv;dGuEHgI>fFOI_WPW?EO` zoqL%Ga~bukf1$`nn~!@9I84fRkM!k*N?7M(3(G^7XNOi1iukijS&;Ce73=qn_II50 zZo|03+PO6&=ujh=UFL>Hc`J-NZTZcjsa>Z!;5}WlbT#l_AvfRxK1+yg4U9?Ko7bv0 zIF)M65@$Vq*H2BNuPZI19V@>1OW|2QwlqlH$?mV9`pP<^EiG<6>KpwX6X4f4cJZOE z9=WbQk&K-ViP8AIgo-`c?=Dx!8Kvba@|kqoUS^E6u{e zym&aP1vs5|U97$ih2A-A`TdHNx4Pg87h_QJ0l7ch9WQk*deAmHzVk{743#tY%|jZA zQ{FQ`CQ;Q7|3a3j_J{!bAvzh;HRWnpj?4?~_?jAWC%dQtZSb(L!FbX5;@?`WN*$N0 z3UE)ao87qSJ%bs2LZ?qU(4xi$R$4~^^+Dc1K8ivx1M-40$@3RHh$sf%YK;hw?+A?t z>#A3(v`{Qqc(HNf7=*CRm52e;wP2f@I*g{j0|<0Yg;)s?y=UiEqRO;2WVci4oqHAm z^;D17zKM}J8^AlS^{%V`XDY<{)lhbWxzqeT9R1Jwy>Qprwky-yuouklcjx z3Upu6(9*EkNaTSsqas|v%z(E(w7Ux1>0j^j>nbAeU=UiRv*YS=%D1acyz(emDX|+% zFKWFF39%yXlM(UdJID^@%||BJNvsCyqHYOf&q&5|yjNX8snew!4M_9(`#+VqLMcTF zM1`c%R;=jv9)dY|poaJRk3vX`zK7(&@ks zVSsrw0RnO`|AG!nQZ9Rx73?Bx=psei&WEKAye8vJ^((bGuShrw0m9?sKl@9iG19`+ z{g|@Wsu-%cP~pU}=ljsHqHnIeY`dZR%hs({zd2aF-+8{>jYs{sCU6l^q}?a8yA6ul2RD# zLa8jkwI<+`ZMJ)FU2qD>wgStDhj+?ySY05iP8URSlpC$T_7JqkBlRy#!i3pXa#Ywd z|E*i{R~w(}dY&`X&Sq*ejbwtUGm4{~qP?u)dBoLpGAHN6dF>}u5-ydKy-_QV5X!I1 zF6wAn4h5+2(Z7aHErDmZ^4PaOzBZJnbd;gzDjtY{$BStX!3^H{JdmyYZLiomJ>E&7 z26a`@X#=D{q3`Q=-|#8e2Ct2~l$}z5Gw}H30arlrBLGiCZl=X;Zv-myTyZ-}nc?dy z7hsbYQMgIp>2F;7Z{}|;NBI6Vy}RwoSKMf~1{^MV`qa$whn|k=0KJa$C222Vx|jbL z{K?vV`8f!cR-dfoW;%Zk7>sTB0v=!1cci&&TfWeHETJ#*p%t)vuq*J2VwBc{w2+=f zOxO8VT>jS=6|mLBs<@FGbJY@nEcV(t6)U%#PB9jiPXZxW3`XST<9-YcB(77TIkAHp zQG4Q4JiEoKImxpTq~^vmjPV=b#>=m16EBwrbXT0bp<5U0!_0t7lvpgMs0D6%%gM1z z3GstOo;2qf(IgFN8?0K>T+glkLjRqyb5!xhiYPs* zCuQE?Gv1+`TbCUhBXAwI1G)TVVzt8iD`W~2;2ah8R@*wT!g)(?t62~hZDAIGZ5At+ z!sY7anIk3Go79Ts?hXvOrQGbTn=hkl9e-u>0=v2E?PmOaZ2QUTotV)R)c0Y!WaKCk z5EZ3T0dOGAVw+%aJGu%|6bQ4Tby#R2CBgd+q_61DBlrQ*Rbn2!r5@k;h0TRVQ`zUU zrE_H8GGz|Zi)wlmh)`Cx6o3?g9k}}7b1TR@38i;*(-^K@EM?Uq-tk+-6Sz5QJxXUD zpl3A1V{71|nllcug_S37L=Rvmu9H+58w2j)RWA_vGjABiq+qE@QU}Qlz7b9rFQ}-# zQ^C4%5_W~Cze#d)T%#n9&litaH|J*d=MosPp0a*@mBDRTP*3V57!8{VWjyL_CIK;0 z*2!cppgnYHq{N`Q-kjAcnYL3@jnJ(SKI8!gt~^q<5Seu!y*A42?+tO6p%G9aez6h( z$PVw`;+?6MDF&*c0l!7xM}lp`zbLbNJt6Cc3z9aecnN=2mI}$OCqRS&eNr{99{8&^ z=qyjXBE8HF`}#H|S}|LNX)zs2sJD0aF?}1{?=X8HV@WXfrJe0OxtH9x{t0Xf&FAZJ zfc+j@Nr@WdaNNo?1Vp5bp8?p7v(Z;xPCn!nvRf*ifMO|*e3d<#2?n@vN@_jP0KBY; zC>xD+YyvDU%|$YR3e;s^d#1&I=#s4gAA+c)Zq9HFDMc->kk;6Y#@J=7BUoE8A1oy- zLc-R+Xdux^nNMh^m_tBWW(iym=n4~G=SyK$?ll0{W!h{TYkwJyRM_ev{AJI(Z|5%u zDNDbwl;C%M4q&++A9T);+}6iAC|igX^+eaAx@XGo!mTPnZ{I~)nai+-$!t2rP@#>+ z1Jq7Y#sdz)qnuSP%hhoF!_-n`PCO#W0Y2}8mpfD2zh(2iieb&rHdgMUAp>d#f_;8C zGK->{z6R(UUL~^RTG#<*^3CZ?x zf!_@s+e18>(N9l60JDDT^FU`yaw&>1C@me;p5>4WmLJ#+Q+pw{ffHps7(DZLF&lC3 zjiQ_p$%VmJYvN8d?)%*ENN(+YWh5={I&d;X`g&(Vi_1Sy)x$&m`Z|smDiI(fA|`o9 zqKVE-dn5E`p6xME?m;gn%>GNn+@|$LtP+CWr4p+wBJ$!oR92;5+4m)Bzw~obF`b{k z?`tTOk_5|VxwjkRPu3em4n&0J7hOIJpO;XmYk~}&+9#qxCA`0W)@u#gNvBw!64FtJK4in51E8DIcnrrMEv0mH0I zh)!1_{}L3K`-6bSe@v`vM_mJ78>C?q3_t3oV$LBAL5c{{Y*ThjbDkb(U!<NuB|i6qg?UOc9f9u2pvw?Ij-B@*dnGb&1Tw2< zO~M>U9b)80%3Qph&~W(GS3xjO$~MB82=w4y1FVqDPXgG@fXuG2AjD2yzqSC2Lm>hR zKA6mm&<%d&#nZxC%REThzK}Tv^v-lwVZAe4uN~I*&sqwYxVl=9b>sWP?Xoc2d%HMO zj~-GYo%$_#k4dG=PrxVJh;@cgdkxL`*dLFU#}(-8f}>(9Y%RLA2PN~TjV%P>UX1#c z@&)}2sL4V3PVC)&Ixk%M>U6ih;}5Pf(X#9~w#&m1&_AbT2Q;6d7uQ&E0M+J?XZ;5V^z86$xseyXj0d^>h;Ja+y?)S} z>ZLv>#p04k1C9+ss#T=u6kvT1amgMH2B#GBVzcjwq?a#5dvz z`22sz)-^!sOh?)dD&Mw+BXjVCYy1idYaA)`r6h<7+S%9dpQg2YHQGK;M+C&);ZcGZ z0ipxvIkW#1k!^cbEnM1<+6JHuFxqwa5rJYr8Y#=cKQ0C^S)Q{!$j)b|VJW3zE@Y^w z{+1smZ6H||WVg)~y&{ST>l%r+`qbrNsrR%fk`y{pzlRm5c0puv!Bj=%s_F+gETT>O zE>hwslq8fb8E~6+p)iVto<^;&iko%gSE&cfvLjA4$H$*kAoTswZ(iJuu4<8PT9O@Ny|6Rnf0@+Ew0$VAob zrffVAGmZ0mfuwt79qBt!5d_rM%)Hl>##Yc&r3oA(Zjp+?e5WG}O!f-7<8~F?(v9+e zo#jT7Hf!>fWAXBY-VIvYZ8oS2#baKiDRDiqjhOCNA+H$Ci~xO#Fn$3>yt)-Ax2ZzN z1PXVP$LanKCP!tk->>a{`5|tELNu@gkCAtc+IKp|eF#oNz`3SR)6x#w3|`1B0pC^l zwO=J|o7_$UTd!^U!W{*mJ{@9y{jg$p8NwK`dg)WDfvuheW3?icgx)C=Hu zX>#~}T94t9p0%chknM7iH!UTNdS6S)#&+oY#E6=(2lf(MTp^8eZaB!xtGBWpCo?Ag z)zS&&;y)rG`Kb6&^#LvFtMJ}G4Doh4AWe-hTP&autuBL3-$E2d|NQJ?&0gI`^dg3< z0luH7iA5tD zHh{a*5TtiOe90_NgCJTBBBS~V!Wmgh58YJ=Xjs`Lh`*xW9QAZY!J9!(AxQQG2UdTW zK)CgL&KjB+ie~Pr0nm~Z_JV@~5gEQ$mn?VTA?0b03aE*lvWZR9U}X~dd?#yNJR%;c z<`>9gqr+v4QPMs!UI)A_lrTBrvQ{HsmBFe`asV7&0!!G02pxn|&1!8xG`1$n&TisP zwUF30puZ*?PG0-}Qv56-ab;Z>f$HWh;#ysC+gqt?LD#<8390AHcIZ9uHI@wfJ!~>U zihOj&L$S!@v-3#7oqe<=xL6t{1!DDPOJI*cn20-O3p>(!wk5RXhXQM+$*vg zeHy(53RGCNjNAYeECwt^L_~f+Kn$8Ofpw~ROgO28}+_kyhMC{`&IN-cQ%wT7Ovz&o>Osrg!luo`34JMGBcx2&Vgy>un z7&iLfk3vPe>iZct3b}F^SQ~Zm&Wh&vOXj7+?OH<}azV))0blJVhHoAeA3;!SQj}?? zlQQo@L51PLeeh!^Z?J-LjhZ>i?)S8fVZbGLnP`# zA@~cUi*Yex+ybK=l;`Z7J=u|D=RaRji!C#AwhXeGDqJ2zc zu=*R^e>f}WfKu8k1B8$*ky_n;QD_QM;(}@3N2smEPh)i0$yF^{UZ74kJ=^(yxfv5; z*I7fVU+i1&b)zKz8J2iO&PV%0AW$FVI@1$zdF+(#nT$GnRTc1b!8vXGbC?Qn#~Gm* zL2F5I`Lv3fyYT7$TyBe#-H>y$&Z5h&w~d%4J{?)mHk!mHi2OK5{jnV+K?|#QRSIi8LQon{aq{_J;g_1^wAN zvCU&8;}W0(EUu`MTB#a0KW0a58=hlEt+qAC(H=;9#xidd%oKe7t>qyo;tIRkS~gXW zzMYU*(Q;6_i{5DgT6j6v-pO(Ds(On?vPaSw(Gnz}eM0722Xr24dfmzzxs4V~%{P#B zZqASSEj5AVb9X#yx^>e7l+BGDllQHV)ZW!uwL zFs3g=xEMLgQyKU>HAwgqhP&JB)l|lLf*V`I)u0@<3LHJ3_~JZ^VF~RiyXWZs?OMy;RqG+K`-Hp=HO2L_NASC;$X1Y2{nO4|W^TN{txUR!dRxVGKlC zR_7{tczCcn42y~sgx$l76QBSo40uR%-C3&md$+Ti#*g+xt(Yjjny@t78NBqiztnaz z8;Rp&ar-l@`r~xnZO2U@*{eCork6psvv%IX<77*)!Zljs{xul)wCbKC(Aa^3f=0k0 zrNjsTXWQuK!TO8EvQt_-Q1xDq@_GjqUA$p@(58El99Ee%x&UTuLnEJ}Z-{vO`VI9kA2r-r7NPmb5ae%I7bkbsnl33Fv}bByi5WTwU1S9!u#%;E{@ zyat$O7wk4460)%*i{?bB7S_kwvT3No3TPxVl|_>s7LDP^!-0&+A_H81u^}E7f=+G- zfS);f$lcT~6V$m&bCi^0)NZw$schRtFMf+XtvIo_BS>nFGBHJP=#x!&KP&E(Su=iQ zPJ@#+n`3P(7y+hNP`hwUi-@yiR98|AFe0EtH%u zwbN}|JUcmpzkrm%mdCF;DCCaO%c%}Zl_33ZgsJI)7x2*E`N%?iZ*X84pTJ4#a$MD; zn`n;$1LxT_hvfsxvIVsAm6N#W)AEt0(`>n@0sQWh?U0WNOD^|Lpm#gDEzKeOs5rUY11r z$Co?Z0)P}=k*cc!dK0ATq$5Y$2}0@y2NnfG^t9EtNxC5oXibvh!%Uk3QPf?6Fr5UU z&Lre z?r`NGf)brjVP6tiK_L58fa8;clH!C%h~NnHVtI(G9gxqK(Pkj`qUwdMUZ9tlru&)S zn1XF(x=6rT0o?gU78)#%s!~HbH}Mx2LU$$(SUBxGKFB_{wnwAlpUfZ~hJKIf^~9oN zOv|c!GR-6A%{PDjI+pv_J>R%KS3Dz2!etFYQYDiVJTDiJD3h{FMkw5ZYo1x=%boh_ zZTJ&tZd_pfPE0Mj`|XgmiEGVNv?Ab)%gMNE90)XfwAQ4rf|zY7TXJh;*XUqSUqqop znU-zwS7XSna+twJD1ox{L)6)1;NCdZcgt-8@*pVzKBEe)G%@0<4@DN;|w?WmN! zIXEq(iIAbOUKwUxXk5ydWQ*(#L@Ck;mP+qtp+Q%E^C95wi7G$< z7c>WA@FRvDcej&FXRj?(1;t(a$kkorP>`3`Y->zaLFxm&IB`k*JA^>Q$j!T-##WdC zsniLxQ_21R;r{}IbzK}PJF`0`KScT3OMG_7oA3$=UDBO!ntqWzg-YQs#+zQE(VTIS zYrQ*kN#8~kk3X#|`Avmrr8wb@Hytb0hejYt_7=}6J@$cFM?6cDA>qVmrTKz6c?=78 z(c#1a{eM~j5MLX_7YufhCJX-f?v69}eGa=pV?}*{?zDZwDypyGwo{DA2a82pZL~b) z!Y>A=Ulwg%e`khYvu<%O>|i%YGjgzB#9iUUMbT)s(Rq1KcAdu0hf&P!eRjUp_opK6 z1z6cXRnV3O2%Q;)vZ+M_sVc;I0RyhbWwZ82$c}KrCCz8gek2Q@q1Jm}k{wIlb9zr8 zn@xwI^pAx)E{@<8WZ!7PB~~;h3v1T7W&6Zf$t^@rtU>oBmV*R0t>@+e#O%>%?AvD7 ziFhW`1v>;hj{R`GJMKop5TDWp?e(PpS~2PdNR)I($obuq@*rjy-#59E5ulN=LaPdFGWI~d3Shm< zEaYZt^{Z1jZ~qUX4OBoU2{I7~VDZ8XG&_iHjJBGC9D0fjN<$!r7)a>&khHnz`1$=a z;|)^VYKjl`QjV)@~fBDw~Mt5a&$b~X{!3cZVge> z4X``zt7aL-4-Bl4{%&-@?{Z#%{Ez{#Vh`|L2h~&bT!wAlljTLVy>p{rP_vCNF`u{j zO^2al+w-svZ?+ejhMFUp`VWIb!KKXT7g{6<6qm{#hlgT(qN@1f57dbM_T3FE0UGxU z{$=g{DSkeNx{JIH2AAQD??=wRD1I`*4rCwg4LLW|+BzsH%;fg>WVZ7)tS#~vxQGGd z)fU3eug8MHmsuo!;#E^VIB$$SIke#0?@ z4P|oZo?Ic;dasGzR(s{S;PhVA-<;=DX9-xsHubhDLsWHh>X9kXq00}tsc#130@diF z@?C>|5kq~mmgsgj;J(*`ROwQ-rMN=5v}w)xhTXB>3T+#-C-Z0D3GEkcmh8(I zvAA%dud8rWUoq;_N2MC&#Z!)@op>{8rC~c;$v_reJen{3_6+$bjIhW8F3GBj+o#Bp zh+j?F5x+vYR#GzTeTSgx@Ee!s;X-R423BRcJT^fTf(Ha9?^f*~tTNpC>@ZN+-Ty4M z9GmyK6v=Ou@y}+u^_7IPWSJ-HFvDaaUaStz=h6YxwNa!<7wq-hOpgcuT*uRQ{?2~P z?ZZGQ9P>Pf?(P5mp;~(u5oFoY;)LH815N#{DTQ}l7H~d8&3qKkEu7aPQG4+wT0E@gnRL|lGVvbQvde*o|C1!3X`z%o3oe`t&4b-BlLNlD_ zQ)M{li^Bn*h0bMC-)e&zwANv|LBMYba%LAKKGS}!h#_{s8fkg_E=pMJ3c-ftW_$OI zlj3K=M#2Ju>I4I74I<0!I4C~{bYzS0Og;hpM&`6i>omMzNm&z$ zgrbhreRoq&+Yt}6UqUMf)9ntR;`vyee z;L>VRw$M;E4Nz)vcfZIZ&I7H8)q+y@h+RdZcPr9}|9}J4_K#uUqW&EOFmqI7s?Om? zk^|V7FcvmxtgAam$gvzF$v;Cq(K`^3NgPmYa#ywR0y0(Li09z1`iKI2KVMO8op1}e z{KaGy{*6}}>4Tnh@Y50e`+=d4es>Ao)EN)DAfN|H(!Rq(pLPESD;F=p!h?IQ{!e;0$g_P@ zsNX%F0`7BesC1cdkO(d(_Lek%FgBZQ2Eo8vnMC@Z98*AqZ*$^&sq^V>=;RzVL+oL% z0jIzBf_=2>y~dj}1FP6$3HEpas(=HkJf%m%Bjvw(RAr)6x^REip3aB7O+FB-C9v`C z$nolS1UpoJ1OPrk@BX~Rueoo4%iwK;j2zo1nbbK~%NDsveJ$|plwXC9E&%5QE@s9u z%Li;+-{JP_5O38Vlpv6V9N)@N21|hh!%XuAqz4$UiF$M z5UEkML&L;KQS_BM~qWaqe1thFaYV`@7_?QnH)pSynO z`U8Gv)HdR;ZS)X9`OX4Ws9+-@lRC*){ENyFr$G!@>IZr{PGJ8Cz z%4F^Oe|%YskX~Kzg;v^HKiAw$I)Nw-{`f0S$m?>6m38fd5SADo92Reg9(PyPFs*q1 zwKAfsI9g{@u_gM5; zy1b74y?fDM;uPZJhc`!&+-_*vNZrYdtyqP!jaoOhc|YeVP(`<;>V5z^aH=E(|BC`D z@pLqng6-nPy#4b$3{N2YAnL?6UEGJt$4kv&*Hwjq_cndMrSDoEC3Pn2g;MJ@spF<) zkP$#>pJM!X569^W7N2qf((JAWTkiuz4a@^v(Xy+<0}U;U<>J)T#pVTGn<*!cUzK44 z9^>tKeGiiezky$gf!CGh6U5M7@@a5&X1dJ|hT7}5!qz?IVZ5;g64aM~!WQY!1SZly z%z(Sk2v4%he}mgOLI8egVY{cMC`+gY`=?kBI24=!I=p(#>@OkL12h8C-e;56ZGjyo zaH5j5eJ%xwG=q`b*kFbjGbk(}>WU!s+7z1}#(?(0am`bIoj6iu+X55)OQG_W`zKVV z1}+K9q#EKf1P`>kvo6b0e!VySDoUG9%Z0k3g%H8x!DED85uLv*(sOaT^%R-k=_e6= z+Svp|b6p({02Ds(+*`WUoYAaxI8L|iw(es2d%;}8(mk=}BIq|MPnZlQ+y%ECD>&dq z)TIv#HK*TK%ErSo#nAbu#{Ih<8Gu*q{SC!l;qntGi zqU)80RHkr*;V)nKc&lUi5(j?cLJ`5l&)^Y?kxkI`pPdetuVz0j_(^;1uz`goh}QGY zK=!QDOISc9g#t6d#JwQuM&fUk6&eJsnZbg)CoA5EQj$ zkqj2f%-1dM)l{LyI+rQ}fp;=N@!@b{gA7{izoe zODW;z3ubn!IP?>H>0UrE-|x~w&3IKi?qa)KujqqZ>?Fcw}9P zAWb+;47`12r;Zbwb;b}E>R27RH@Ls9>og#<80)#ct-+v`+bra2oMNS}sO@y+wk?sRiHgu4} zWY75#yvw$=#8bi5`Lb=LDK?-k%ApW>pUGLA2H zNvk+Q#Z~y02R)q_SpOZyF2k-m{ zc!2b|)p-poKWKEH2$)_Q=%^pP5r;9wu;g~LwPEb=j8gQ)(2-*K);76T^;u^+q=C-)sR z`8}*HL!|WZ;($cMZH(QD3SYOQ*}pz ze6R)tx$a==C=^x~8t1{*M=mI`Fcly>B}KVPNbf5|;rD{c6xKOKbh1}qMBM*E#&LH4 z8ngvyS!dfGtwlF4)?*1@k5U%o@r5;2>GS=Q-7Rq?bg@UL*^;SU;icI@EyzUHGEwI9 zfb-<}JEE zCdRLI`E$krf?KF@2yb1l2eSgds(FZI!eAp+;~>t1op3rLsw9QZIbVQ3c4-@dlE?js zVp9H>(OjBM|t!sGxKNPU&OTMkPmcbX|L!6$B;jhlIt}QHjl+z6AxQsf)r!YrP(1@|H^(? zRTS4VF;{X$K_+z#dZ9q$cshfdd+!E2YTT*l$0Ieeh5BQ$s~$1s?W)))YE~G2X5`|? z9jbwqLa1Ux5rE$A!M$_8-iya=I#))qD>~c#Sg~;n7t`St(yN&*1mBJW5h#UZC6Xr% zXKns~e`>4v1FzW>UJ=M(25QS1_`OfxeQWE4a@npq88VT}^_?LRoK8ixe#q{}O}P>x z40;xJS*s1xUF* zVUI%!ITB@T&2ME7Sft%hQ1$$p^BhTKEG>i;6o%dm>9RQLEK&+RO9MEC-1x2^`=Biv zo2KThU6;AWx!QI~ayztD!`xZ-@Qk2~x0AT+@_L!q|FjI8%YIx@c6K^yDBoJbUqFjO z@ERzY1HVybDUS=x!bnFJ{3MLHe$$XW-l2w1KR1;&+5qoxw-k z8`xwIE~TQACx@~xERgQ)3j7;{4j{TLQz9#`t{Ok}PVR(^z^fytD^>atsSTuxSP%Je zXh^!rAoRCimYF8l!2&;aJdG*HC_Vh^^$m1ME>C(zU1 z3iG)x!8Og|(X~JQxj_3R>GnItfk3r4bC-bjio*E%nC1FkVM+Zm0eY%zF z@BS$Y<#*!ej2U^`iyPNlo*F_$@#IrR#_dGkT%8DkN%D*XFp&s_etnxS_fwuZ8ss89 zg$U6|kj|L+Q?tkD?glI$Aafml^|P zA)0%MFUnI-RnX6#^~dPNygpNCqPFV#rlRFE(d;JSgk~c9rA#wnJ7ld?WDSMQ^rfyu3K<9sggYS(X* z*BM8$L(!Zxc`NM$O9#VO7O1@LZ)G@A3X#wu+za`<2siAL9kL(b{K%qw1;AbdbO0Hf zJy<6lbQ*i`el57B{{MDiY14sjJnXo{;Eco{zO^KUtu!z#2E-VSv75yb;40^fwnm>_ zsS`i*qKP~G3vC86;Wtn^dq;Y`at@sVpSB|)6ml6Nf9hpbeW78{adaby+ErVd@Ws#@ zZMZjrSM1sfZAKtlc);u(d!JN&b<0^zYJObRTeepequB`u7)9~ovtP={^1 z4K=W0nnTd^5WQkRi-o}Kt(58{IF_9c6)?g zcsnA#?|99Lv2`(elA$w_ ze1(FaUA!=U*MG#~kSKN6Jpw#4y?q3Ch9^5NU*URF{m`+{1wiw zH*bU(&T%T`rA~2Ut{m_Bmw1&#nHse{_YKZEyyvs;zyPj1tstN&>ru@lI3OWSGmJ&L ztB`D=;l5bRHll`fxuT3Zaa#nQ}8u2 z`m^A&uv=w5mapwCY5pbF2@r_i@78k*AA`DMzEK&}_d)uB0ie@+#=yCr?4=;M6ep4O zOlPMrp1NNbs5&>)tix}rh0@PM@qN12K4nSjT&>ibE}bkIc2A(*2SkkBFEq_u^MtQ( z)o+q>GgB8&>3)Iy(JCq$1N$N?cEP!_()pN|6g|tm{L3wiJWv7yA>9gd{RGYLwLGx_ zq%zJ~7!n=^LKh4kJ-i&nDRq_-s%jH58@Eap4Zh( zcn6q>r{?4P*?scG$w+wlU>}4--2%-G(R`3&GF9m4{Tn8Pjk-ZCAR4??CG z2L&b#`j4OMoz&BiTA|r)1ZMecPEeAV4EO%H5!ujIbAyoDSXO&_3@*O`Sc0k1$>ltV zeOXLAb6*VCW4*Jb`;1Pq<3STGOKiE@p+V~Z!;RFzBZn?R9k3Z02>+!emPAOFs7!7Y z@HavE(hB{-oF;SH78APdRn18ioFG`xiRea( zMPF)@y*4GOg}P{^zGs&stv)YEg^mx+y8C-+mc^0`k9)q7)n|k+EEbh9=mUgn)YJ+2 zeJ+M-4H6+#KRaThdZ<(?=gf3X+!*2(%Ep^4rJi1`NvPDUMW5_gq{KI z3DdLCjL%1@-PG0TGJ>Gq_b%tE0A3 z)pAks&5hbt(4*Jl6NqTw$+K-B^IcT}F~^NDf@Xr=W($JdfJXR$vV1HUf6}DA$!4I9 z-ViOz5k$R15`)(mRtr_RKcAoA=m8tk@cNGGR+$;KVLA6pqV2&8_?(kzi*b_HlQ0pdF%k%-Wx??%vfI;oEdkq zn*`|xep(31^xO(C4tsRTpQ<+g)^1^LDgtz2HgL@l$r|7yfrnUfqgv4yO*O^%5K_!$ zxR)zp@QKh9qQsfjzc7{X)ZFrC#MT{VfFe>WzGH7>Z;@F^CMm)EBO#dPbeQ3w=B1vK zEgg?ty5v!so|iUDtaD?T#-8SroFbDien@uw@fs3vLrd?(OI~oEl>zF~<)7A>!y@uX zYXFt=ZCCP1YRn@CXrDtSYYo3<_&ajs^+%At=1wI&Lq)?Qxq7T&JA5Ryg$QISGIVEo z<6BE)MR${=42BefhQL~;P2Waq8rb0hVQ`vEdmN`L+?G!VsAZVE@hh}wGjbL-*V<_k zs)_K?0$D;ng9FsmV7S1eR@@Q-#*+=PzY*_9P_HkbU^U1OR;EnN#Im%q(FfC3T7Maq zyi)U}s^?5~6PaMO|6In~kk#FmPm+z3Flah#b8DVW+3_gI@BHubGY7cWfTIN=Xi5|5 z+*$BNkY7%YZDj}c`aZV;5N?zRDlz*TXKdaY^;lje5yt;4G4QzHo z`}TNX!|CoMk}jGDyBBn5C8d}JLe_2@0X?PrTbhjHFD9yde0wOE7q1Ta+*?gAZGvRR z3d)2R=l@6e|I6bX>XJUcOFA?#L)ZHgpg<(k%q>UoqPAHHs3@`FjRf!Qvs5^AvS1Ruq zwz&q*I5d~Id#Aj0((w%(cfoE2HZt=V>1xGJt)#!tho|MJ!4nMBsHh~=Btwx-QBO7H ztB5s_PuM~OOBDCCJHPo0oms1C9x)??$g~={(mLw_$@hOX5pN8fIm%0;lZZl}s0+!$ zuJ&g%l$M#%WpimK)RA7wdJQS63~h=k+y zrvc=wsJ1%7*g@N}9OtCah)AV$6gz!_5hb*Y%P9V*1d|taN;)e-Ir}Mb_y)|6ybpGx zp#i=4R@La-$y5&2={#k>_yq@=a=()dSa0qD6&p6_L67CbI&?sG530!B`M7^V`kJ^4 z;77d^=RmRIurdp!Gnom&R!62FTCzNG#dbcF-x-2pZB@{4rvqk>8=9%ne53?y-|8p? zZKz#0x-}C<=QSzdR7$7-Sbr)_7#a{qk;Z+qCo|TF1i(&5AfW>&F`-!cCkU}gz{gbT z?B6j5r+E2_yOTG-On$jPD0|}>eVUX_!3+o@@FII@(G;(8;J;^~F)zKUg~5Q)@Q(wD zK#cUum(e{R8`Y~NF4d)KlVaSgp=pbGi8-Lf2dX(FfaQqn=6Q}(1sFMsWU@<2lh)t< zZe$HADdr@y?U#q$gnAds>s%w%=SW;tNy)MtH)g@?#9+EG#Ey6Xf9I~tyoaW#jp4gC zbcHd&Q%RG-cF5jDGvwB}&M&G<7q@k^fFkK#Pam(MC>P^emXSO*J00BQ6N@gR>3oOl0L+ zQ7=G6;yHPpZl+eRP#bQ%!Aqx z-td(M^ZG!Pk%&q?$k)4t;>JZA8ZTV#L%IFbJQaTTf0;-$zJCU&3><8wx*@Zl=5#}X z%3F(?niWIfnx$#h$pXv8dpU5iLt%Hx#Q$9yDAgl!1Yg(xPHZ}R)%I>#+*k(6cJ)HI zuVlN#8ec2x=~WjY8Lza;zIQD`vJ?~sT&q_fGh9cYvsW^`XU?@4d+o3`mW z4t@V|6_>}l=ftu-O(MS=<&K~Lf6ZK1uKDAKuRP^S+~JLnMw&y0wrM-_r#LIs(cZ2R zGw^p%nFMNnkFMmf!3&=mE|>*rI|l$e=XlIyD`gA)`6Wy7U`Z4+$FJ(Xh@J5*BfrS!X<}N&t3{<*;*`b`QJ$t1!W6vq?t6e8XSgm zpMIG~J>!Kf=RN_dZLZQE0Y8V6LK_@a!FE>h`IlL)e?rWb@wa}{u6rJ8+R(&Z<*EUG zf0?(55+thV!&v3^dN1B${uG%WAip?;JqriMg;DD*+bv;i`Itbj880RwKF(H(F-+*5 zGJkh$pKmVDg=6s|Wg_%(Inj$k8#UwJZSR+7ANs_Pb$l+;&m*l@B!|sM1ty>W2k}4-zXt}~-qJOU8Zo6H@bpo&qO(RQ zqMcL_EPU2qnMMg-6S%24hPm)rf2HDt-JO89L_ z1%VIT3Oj{dT#g8M{fW_-`jthp2f zMP>v^t33grvg!u@^mi>6UZLQxi0BnMtKyc8;pw9)|L5;w#O{IZImQ}9#BHZ0 z0NCBlt+2HE4WI_3=mP>Rtei2I%gbqy6}Lv(fZ^@gc<9d!SMyPNvV8EYyLuJI!=~;V4+M;g zDyyz)yRP5;fh9bxNHgYxCQzAa6^G~8{Ty<904PbOW2Ex*P|@cPI;}wPO{tWzS@}MW z@d`)E&1qy}^!+Gx0@ zSrgDN0Ac&+v`EI=dX;!jZMGx!*|hrc(m?Mp>NwZWF_kK@(KIZtk8m@|z3*x-N`|cd-voO(6K$kmJyl zzf;M<18OoBTYtJ`Z~hBBhCYmCRVq5Re0a&A2`XQAov~@NH11$SM5{7zgG&bPgOnKt z;S(XWOQ-GD&c4++#olc+klnQJ!% z#@NLedIx<%3j~6WQfkn*&x8k$k3*9Y5SLW1KxN%Avzw-A2&8O~=AUxD0zo=*KTwu< zx!;O+u1HWR>!CBH@PC6&31mF%={I5cw{ zDTV)+n61-q6Wr@?BnLnYkf*-3gVGc5ehC2UI?VZt?U*%ry<8j4Zm!pL(_yxw;>3f& zc2rWe$}K>mWbs%rixf(@cK9fV;2!g4z4WWMyN@&W)BsPtm_uqJ(~yu>5eZk?NUeFm@o7x`cSxl|3R( zM9D-5osP&(a!gR&f!Pp0tqXuX;%!lV! z*|er$f72xz+Mt$5z844$U83PTffhtWAd7f%(ucyl40K<3rCPUyKhN4VN{;&g0u}yT z0jPD3dCcQMv;xHAF1Q~X_0fOZY<9Q(4b&MnRpu0heHOq2iZF)(%@?{uNVnnwvs*^f zg0Li)N`+SC53mG)5`YH+DmnnRwk9m!jAr?4iv>&=U6G!b7*bnwk*?(uYf+u?yvy$Z z1{W}v&pGb-8)y?S5Z_qKn-GZUGFj=1Adi%wbg!hXnvB}Kx;&P*{O9?@a0CD@&$o*j zfF*&)UVI(Hu3>Ao!wJcMb|FH9loshk>VovP3bZmK-JcMeV1NGPne6h|g{$1D+cq+? zs4*xc$~gKr8NMBs=JhU>zl^e?DXFB$CC&Z+{x`rtnqRJn2t|wlZ31HGhO-;919X9h ztaMq3?P`*5k>BejrHrGJlY z{XBRdqYKRc(cxQq&I8Ev(e3gwh;S8mo-}E_oH_qJC%4X4az&3Rs44bj* z>3S*rLKBs22LMV>!QF!P>RJFX?DgZaJU8L!?PoQ}VEk(_B-K7Vq`7Z8U$qOvo2t8oN>fFU#iLmxObgV$BCueP;p*a7 z&^PaLIJ>#Vy5q6nL2?l?TfFSqKD9fPKh*d=Uvc3VMP(AXCj&j_Ye>vxxPx3)8`<*j@TS*$lt2WF@>g9*j~= z-7R!UT??A?VgIlH3vEJR1g4q=;}3qx_NvR(*oEN&13h?<9FW|k*3Na)*FB(jDWoZ_ zcVRowe4u>abpfDqD?~YQZ-ibRf6ei+rsUPXMO#BcyQJ%?Nx6Q)e2qp8yl%%aCMzeCq*Cu=gHXha;4*;~@ z1z%)gJRsPC2n0I`)hyT>WH$@$7P@q)m3ItM^}Xqccqi&d0NViwr6+_QfMeAZKlB%M z+hDkIw6+7bes;M+G`jCexmyZ2Hz|((Qm^@w@YM3h^I3T|0e6*iQRk~owaHNSJV3vJ z&CjK0x|)ez#7?5aWV7O(vjpH?VoNi1x5%ZPzT~R!s@T6k{RmL22?-+f02~(p1NAP+ z3vL?>SB|#k0L2FaP;ySzjsi+w;h-zuK&<_ z7qEOl_q0jMomTey zY^9TCsM|vkINU=}+Wt%kwu6dUOtTbHrb4P{-SpuCA=@8h8_}c~4<&7flwc^k4(xg^ zl!4NEJl84?cI90C!4ddR8n&qUXshX5!rEZ*Xx2dJU1ITQJR~iJAWen*u%!&|LE8Q- zLUu*ES6ME@=PC)~Ava+=B$X+l!@|I>M-H;H@{HE zL(#rv`-`+;3cDUPNDmtKJ4!%JfA@2|js5anA!Ko>>>?9Jh+Ae&q|C@cNAic9NR^=_ zR*&A@7?rJ?@Gp(z+@${GlT`Fg5reX(QMNyGABKyPd6i-*1Z66uib4iL!uDsg#fT

v`(dC2re{}If803bIvh4_i0O7fU+ z{=-rKGIDd1TJ9*Wg9?8BaMVAJJ-8`23{H9`{HUXTfIYb>!76DJR7$lU{3FKOxZCUYxq92C(zBn}Ej!GvI%U~x%1~abAjMz8}CftK_e{fzn zB7PGK{i})+;!&di&27bK@)PRn` z+W&KjJLZ&_*TmKBgx!qoP`jcGD_Pc9TdO<(i>g0hJ&z|uRB((dU|7{BtfGgS-J39R zqg9>?sv}h?wIhQuquwo)QNg7a=Cm3E7~`Q4^a-0+lkJNs57Mn`(+PklMF2H6)ng4n zVG9^jnv2&!U+!L25Aeu@- zrl(NO<6E*@+}~LKeAT%GLG!X$3`7U3NO%xM!v~P8Vx#u9yakdG=uhE;6u2`6sU(E2q@LnDp3H8+ zgM@-*c(1=b-&_MKO++W*^B#D?XXlczq+>k*+ld6>hjPPLo}u^gfvi#<1kw#YAV8ip z7lE%RR!zCyzK-`uN45he`Wo_=!$ zVDso2@%T~a5c+NNJlD&W;;zIjpM*oXiR~-7e*{#wY`mq`n^zhmotwJepz!vnzrc1X z?6nz_YO`7C^dXiG?Xik!VWk0u$=^6!h~s0V@ZdFnNcR$z83Tb?WpT^2ye5F!k|(b{ z0GOi;IJm|2couFZ(>De=QzWv}nS_(CY{}y&^FWG}1IB~uF@Wm(Ihj6Eb!|I9H9WLP zvq(OdPnl*<&P|`hNC1Fa{`M#0cI2kyH3^`uRf0T zsY;$UbqytVR16Q24_oyZAm}^UOm>~pE@-B*$0Wx8aX4Dv6j2+ITmXa1AIeqhjtA(y zqRNnBrX(+U9Rq+_OC~m1ado8eATrB}6J8FL>O^HB36Pb}M14%{t7NK@i$oqsUkN}A>Qg$tpiMFqT(FVo@DRcw{PCRD*ok(2`7@mBPr@rCZ(+Df6Lx| z$L9S9UlK=f6HhTu7+f^XKf`C-6#`C5o0K9v2OzX}-*fZ+gD;9BxT)|WXPp<|_7?OE zATime@LUpmZr*?JMRDXx7jqI%nUUf=7sl%t0GTzIbH4dC3NPZ)s^bIC&&C7Vj|8B7 z+&F*mDL94Pv~&BGb>&*_eiRcaTqxDcNsU5&@S!-Cn|?ele-J=%(;@uu!%9Dh;1m`q zTeOOwd208Azm6j;Qg$OB$Nk{j;CIBsI~@nlE8?*3XI}bO5S^P+f-WJ#5W6_b~YOV6ULSBQ&%sxb@sCS z-sOA8*%?$Nj=yez_TD*W1Zkcx$Mv`kVH2N*{s1I`?d;{UZ(?Sy--ieT3%W52esujT^ZnS^W0POdLg%1(iZiBAiXnIg#N-69_Hdc4>D|J!NOmN5K|+*5#sE{B6(GBGRyL)X2z zUOYxVRKk?=#+%~-dix@%9bA)dFBBN#v{E>M;q6&}QFbxwrmuTI?-HBNGW>jyFQ@c` zmUIdkBs^DwYZK}DqTEwdk15_IN%t59RojytrMc%I#Oqz}1pxZXK{XlgmH~kokQ$r( zmdm<)$WVZ*JUEV<#MmSl1>zNF3ns}3mO?6JEw3!$W3}bAr~&@zxykhAM!O)t;+yM* zvjkw)Lf=BTI{&NXm*!e|CPIB~BJWII3+jt6gsH!RWVPMm<7#9bxA40WLE%Ffy+<)+s$wBAL3uKl0?Bb-7yKA^)h zDp!j~0EP=Qw7yF2mQEolo-68_@+DDTH6_{O{}{+-s&d%9q~#4l5=7v_;^%SC0fuw# zBlYINiE@+j#Ywu(=-fgLOg-d#;8l|cr{X4YS^i*=1#i{F9?F6owZFf<>1{kZMm`+Q z!qV(s*d!Ll{P>NNx)@2hNp{I+nf>Csd{8u)^MZC1GsVpkbEE4*GtGl<`#YFN_FIg0 z*v2Ui{p0UN zzIUL1Zv%F%KL-mw7+{oi+u|HlG#FGMNm#=UVsWmc}nPpa?!eeR=xl-w`i7 zbApmbC_nf?fSu9jvsS$0+37uF72UUXm%2yxeS$$`jpp@)14(<(97EdlsbQz&=i1{Y zd6CCEQ?7W?sgWJKvD?o8F}wCB8aL+XR*ojqcyV2aY0k#z?LEd+J@)QiWJvLC2*jDA zl;t^nebYoJw)a=3)MX{10SqG%Ut3u~ZW6Tv+s16|;y$6XWqDY|$n|;2Zc~snwG0OU zr|2zSpTtYpdx{3O+rR#i88YU|bDQ+hoN%qup)oA5S0$pixNL!GpAxJ?&ak-bC zfRt`b9vmk$fYSoPCV|odQYqOsDppw7ws8;R#)xfWXkv{T5{E4uw<|3rlBSkhj2DB` zgs6#U_-?zq-etxazF%x4G4191W#pEjAq2YCoVtX4xJgkWdXET))RZZTeb@1XS5pTn$K@&Pqj z$w-__GLfjB(wrDCYP1(2T?`dx8U6jde|BNsb;9m|6+GK_DCZ0`0ENR$&#mN(Bw;b)=y zIGiT0FC%$ylAEE_$+r6OdBWGvEcrn=U6yEKyNorFk}Ny&<717tm3`t>1F_~`=#|3KkX+!T3BsSHId6#h${YzIf&$*5mZZc3`sU&q;l+tYp(oQ#`dAAORc_Md6u z+{A<}&%&MiJh(66W{k=$HqPAB%e7ebHHxHrs+k(t)R}u)*(`>FXGw&;X79#+`L2-c z+jg`GVELsdtef1pZ1w2fjZrZR*o^1C>40G)ZW5}kkZcwjw&|c^77;w;!dYtN`Jkwt z_Uqzw+?2Qya~VFCn|PP9Xz^&)0D@-R6|i`$+!WU1`QRd46-X?mqPSuf*W)Zi+z(?_(MdL-X!63E04gkdx zydC%9uRqy$!E~OD*`sk8t6c!#q68E@@Xm`Rcv4+WJYCLS^xV~04 zi>V<--y9D{sb)LSCjB|e_sPCN#)It)F1XDmpbcgYw2AGYa=RM4FkD~&d6S^FLb6%t zis7PUUa5z?-8|0$7&oqZS^%%(oRKI$7pLT=jEjd)PNx?-e|B^qiqq+vkm?kb=7yJw z+!c?-4>NrnPRdOoc8W3w%buX3qE=er56%Xsddzkma{DP2P?FJ;NO$8yo83Jfkb zbw89PC`dpP(i_FOBb22kxqzz52Ol~A|LuJ(Z0pY3<@v2HSSjWSSk|xw4c>;|ykJlR zTJk0!S9+xuq^OlPK@I4Y{!$CtKWRY%R=L1MCMi!Br#$5eccg_2?0IJF8GptfX|E5s zH?`->_T!oHGtZoJ9GNe;=-aRnJ#g#!0V8eS6lfgEOk9~5r3==q0j=T7sIkU^Z-J(B z(mrjz^_e!Q3qOw=g(dHNgG889$?X~Y|_2y^IhToqJ6$>2Edpc zF*NUAr;@Wmv-MoB(sNKq;~@|TTd`B8*P@o7m0_s}ogaL>GUgtZM*n{hztw-Y1Hh|) zCS~ORtGYRSd$nd)xk#YyFQ;AMJf)6`l9F!+or{_2X6Q0o;wSMMtjjA;z^k| zl7lzt^3lC=cUSoO{e%~-p`s+dP1OGkmOlQ}I8>I0hN!+t^Q9j%r8b2+1O|0)`%XPI zrkc+eovLz^O7~`Lr{+~Y9Q+gF3KH-PP*EwPQuzZ7;-pLr2LG6_JA)$Bwl6-1fG>7o zyn@k58tIou+sc4 z`HOjm@tHlb9_+ywJz&(bZvN*QmzLSIHbda#Vs7=PGbvwvPJNGcV{~ruer7*dlMVZP zI%~|WPD8Hb9%#<3&ghDl-JsOhU3AemI`=gyky_FNP@4n5V9}mDG^H{%X?hl5S@%+H zbdFAG!PwAvfVcpvO_a?MUQk}(-*i3T=T885juM59my)N7EG|JxH|*67l3i}xM$`e+ z;P^A27X405>)&Gl&iivXvAMPS^|c7Q^KV-Qlp2_&0||`qTG^QZ3h7DW^1!B z8$ZL+Xlv7)Q($3cK2B<)Nm6Zb^5>33n&a_OW?i0(nTVEkgJicu8vt$^L+}+B5dh1h zW$W$_o0nsOVsk0%RxG42ckJP1pFoP_otd2rh(O#rC?cwo#UsJXx-mSpntj>*f%HCB&v<_i?)e^io@5jrackQ5k6kQm>fl?%Lc{PRsb@N zmOEI)^j+mEds}X81>grF-QE)7rBrw2?w>LPRIbb1@q;g|#lF{(33&`tbdUf~Sv}`( zg4pp*ZZ{JD!E3|A1Jgy8n<%1HNu0uFLp_u+;&%^GWqzNq<2ZrlSw^3hjbZZV$Wj<$)tY~XW+$n_=5?oNUK{+W}x1^k;M%`+Z+}%W??9ZY5 zcVof}qVU_ch|!hBoPg%NkWdl|_G)OYkWMOAWj=w1Rf*P=i6tq;1r!-!P!vB)F|umZ ztrGr9@w4(?Jqv7d%wQ=RQzDyGmcK|!tqHA_q?6QcAZBQ;SJ6uRDcYuXF#Bp)WrZJN z#vF*u8o=)+w5DUZ;l29$D57;iF|umZtrGs)bK+muqRK>2JQm`$B-%2sMYLGAw z)+Gh||4>6~h0J`hD)anKi28YIDu|lht>JUp{)s%`jlGnfV|=$kI^-C4sjVz>(wrvz zwg7x7D)wa2a#t`lq>@ z@YfnJzAVJN$>`9}f`TN({-FX*xI&H))-(@ERRnUgrD~un3@KHjzZj~4t{D6s)>NSw zB#V~&il_#<;y}@I1)CBp@+p7Em*gNJ#f1l~2<7uAM1W@XtiKODy9~-%Vazv{w;JdQ zgs>(HN$K7)L0pmPy{f2C41_f?t2BG!flbwO|Kgz7OTlzn*hBS3%;htSs%*4K_;+VI z{ZkqDUvyC!*IpS@VUYSJsdEy4W)ESiy56XONpodgxk24IUg*uX6zj>hdUc?a`dw*X ziK6d|tF<*=Ssqp~A0(k&o>)eP8{>$v%u8LCn()itG!iimkrmctQ=#P{2$m-CY%QeH zgEk_{_*`uQ_;hj}SA$FM_1td`Ro@qA8E66$s~B;RaiQJQQ-)VZXqP7zAP%x%dN7Tu zuK=-{5o4J`T_y;>gm$oKqzf;HTBF^Q>Cv{+rO`3bykFvNYPTs9;+lx;)6%^gADZye`=pb*!SSura6Vqn$*rItUK^1fs--29ZSfoIx~Yx z1OS|#sx9x@=-SfX<5g!;-%bauTSsVjv8e+v+m|&>VxZ1%;lS>;nr1^+&<2h9?#$G- z>*VAD?{{|ZY0;l!yWD_&5PCh{>aN*&d+c1^^+nk{(GjoY{jT#++fLcT5jAbR>intA zoOqzd9BgR;X!Y3&Rc5+*(;ckUW(gw*X{RQ~_f{rR-OrPqWgkvt2x{2y`t>Kpx&tx-F7 zUhtpbO5mZ@i%3o;J0Seki|w~MeP0fu*CJLgtFIH$TVUdXOipvVa&$xCXu1FNg^HXhFYjW;x^WGUljF+0T zlW}9rKSpR@&rEcCB9Ze@Zcc!68@_FW9Ma50V@*Z0F|zTihw1_+ z%OCFkOHS3bx8`rmYjfL8sROe~)?~S%AsppI24!o^859!id`q04o08rycdR+4g}6o2 z^vwbgAdIZy)|Wc)mZ+<~IR_i*AazcP%OLZ*q~Bb!_n5P2{nx+TGYzP^z?{76<8jk? zzFHfXf=-7slo`X2{4&89bA8x8hA~O}R}~m0bQTsEtn)U=`==6%`CNsa3&9yS3lm0m zaka+FqCK*Wxo|8-BY@$#__=EKHAY+I9V`GJ#~3&r_}RYzhbnBt*|SDe#LQWZSTs(b z@rxNA+0^=_xdyQ6h2+Pv`$h{NcFzRrw+uMrZ?UMPz1aYbzOLD>{HS3k-3jr8Q)!v|vN7kRbv!pqS&W zfEwA9D6mN&f>XF~LynGw-8XJlpWhSl7lc@e1cKuWAw1b3^(Sgu2=vxuF*x1|K=OMy zz764j;9d&htr&KHK0V@6GN#?oapOJ2re~S~V0#;~$1?SXEW+z}kgF718xl7wgnD`W zEQQ@tcwb0<5%EW{wG!MYVUdWJO>NV}=8E`2Q5$a?k1EvEpR{e!kRnp#z$VB2@=}8) zvMEtulYkoHMBk78peENgwIO;jBlH;XM>b?_c$0hZ{jSrmZKunJBZkTG?hF>57X4Ff zM;lG*@v76UZ>P)F%~`kc*lFE4?(X-yZcl{wh2*D*KT)kn<3tJHO^!Wbf$w+S9;j{n zhc~~skKV~`Q|_Epbb_|UfVXdw13lf^xQQG)y^x%!N2VKxm+mzDdzn09V*t!}sR?hJ zAoiz3LMni}-BelN+B5(4It9Q22P!$p)s3wUiJPTJT#BFdhzUDkuVHbwd__(ZTPsHi zJBj47DegBgHdkCbZ(B(HN!u0!-oA;DGt-2=ZxVIyU3FmlJyr4WIv(V@6tT4$$zPsY zM9aGIvlMpQrSQIx{37B{QVizcQNl}}sLRVXc-ss$Hdj&_78mNq_9{ZZQpBNhCqmm6 z0|C~QuRA=_n)a?cu=!Q6T%I_9Xt@gC1|BvrFADVkWgVecxh~6r%-`f0WC~dMC6~LE z!$hqb(Mo`Kq~jJ3fq?* zEKJjT@c9Jwn(Ls1L=`}L?rp$E{n|Rx=LY~hvDY0OmtzgCd@8U6R0ii1{joI&g)&l9?8)x%*Hp&etK zeejXilo0#v*&nZ9Ouk4DlOEa_0%tB>%3g!uhfiC2lrwz)(&Wh9(gXl_S~QwT*O|i5 z+pA+ZT&>qE5fG7rLX|71+ORtLmL3&+|I*O9HwG;y{x0eE1*WazBFRwxeIc@x}Yc~6|wYWa+99}j`=lcI8p7l+_TUg_TuWc;i$ z=n}u42l@LT(3%ANpI!c=u^(R?%d@hWuvOhrNeH$k?IRH`=7@v=P%I_DbbRBJ&WI}< z9-{iD*G>RyY&s}LqFM*d*R+NftK+H$yOI!UO>dj#bb4ur2Xto*IZj1J%#HnJEDBX{ z5o%38cLNyBqwsxlnWHr4M1_439?5HVto{PPuywy?XN@9^i2;_y-4@=X{(}M8E0l)t zc~cMg`4iA=FDd|5!0#maDin%C-DU8)E4u|1k|Tz{sd%KH{Z|8BsW?b$qS=3%>3=oQ zm4{$!%6eB)5}2Ld+u{N`nv4nuj6iF$%5>fE*?-dMe>KpRi?p-wgB?!}wqbt*4)vR^ z!dJu(Pwa_rt3fgQpt3_X(3OlINDwXX1@LuD|2yLFJOp3MdMn6~+2;@9y|&Viu9Y2@ z4W(}?ELF~0Fm4I1nVT~B5`m=ITy7$r?l-+^~nW0nLoR zocSJEG+ny~@QFQ{1FC_pWcU>9i*JC@p`R5C#aG9Vl4DO|iE6|_HP9UZN}q*ih-#oK z8-Xzd36XLqd4+FEyrK;(G{)hqO98&mppC1tgxHP}IZiYmKw;~%j8L*O{DiK7%?zzdaD1exUmDY;d=thX9 za0z5@OFY?%z(1BxRaXTUTHZcPb9iq#M4(;?R;aShLNNGl09w zwts4Fi`nFuakF&D+5NH;z}sX0)aCmI&=*^X-_13Et}AlQV9^n&09jO6(>6~*0GN2p z-u%*E-s~U8aslqOXAY$pjUI&wk<2z6}WYV+V- zM|9P(MYhi&@Gt~!PL%u&UWv&5v;Z3IMW-hUaIdYVd3AYh;zoE*p|LTfmWUe=N5VTJ zlweJMd7cdR#bn_h@V@LiyiJpQv!<-%OQZN00>yatS25dvRb{+_(d|YgO5^}ZTgjJ3 z(blBvh%B(ZJIFn=$NK)-m&*S8t7CX0QgTPYsAlbNP8ALS6hq)cF3&c2hP0PCRpA4N z0vhS)v)cQAmSz<;-A-;!uT!ZoE96`>LjA@*m$ts>7;8_7m!5)aD+$rg{Q#X6&FjAJ zRcTh`{7S4zS5w3r;Ln-Z#}b{vBbVyM+opLJkYAii)})Zy_I4oUmp@<@?(3;Mztc4( z(hs2Tow!R_IC;r|?3CHMl^Us>qip1o7QStDp@?v`#>=8TvW+=+Y0EBUr)Vj8%(W-~ z(i1tb73a35Ho6kkxh-0&)-OEp{G6I!>p-`*k1JTxQh@GG_z|oD<-H9$Brq#|xIln* zrUc;dIrp-@N;TwrAy+td}O{m2_?T&G)HsI z9Cd5a0Od|-o?xuL$%~LrD19M;aZK9jTGD~^Yf(&C~ReYg5dVEUcj9y;EgOhk~s7CK;Y?$x@G6{#2eXW6i-Bm8Ea~xt)hOlHYi|f+yZG z8FpvRcl+<9Xk@wZ=Apae1e?XI!QoWmNqrH5n@66@KXm@e9ZZEqq8#j+@ zTu$xw5;Qr(&RlL9?H;yw>(=e-R1PQmyxUw((dpJ^Cam4S#tRiRXPBAjbnBEKn3;Gn z7tKpi06+J8iPr7Y0?i5BBUH3>72BbW6(9$v1{YMLdU>^tf!*zW+}T~2FikY?alORb z)NWtaMA4$&?R05$Ov#}*GmSZLZa44WS4+FmIR$pp)uz#CN)2&uTI&`{{YUQIPE0Y9 z-(FwF;A+Z+B3$h0>TY7qTlQvrW>2gKd+@l%rDZm)&F~&*&aDoF0luHv57uPEKI@a_ z>i4uMhpiuN(3roNXXpW_&4D@<1fXSEt-+Y`13h5WvThobpUz!((M8|r+^_f%Dq2E) z?l$Vw0xU~ z&+!HT>P>8b8XUhGumo08S{txYzqXEm25d^jaSXTj*ugPiQP3J_Vk6}T@O*;0=x)Th zUU&39XkW;+iK3&S7UU_(t@ffb_&oOwkDBd3PQ4o#KvOza?P#a-+8iM{U70)X~q z2Mg1bQ(gDZ?YXvo>24=OF7qa5=rL?#qEm6@yBaJ2yMdD^DAn$9382+K`ZQOz(eBzq z7;`6NpW$+91AyWD`%vFamo^%W{?ddozgo+)m6-`+J~Pp|*gme%H8H;B1sOJ4D>S<& z;Q5cXLmL2Yr0_U82h7aQg>+;|MT^wuyh%=Uwr8YM3Zg@XRPD^X{0TU#FRf;8X2O{N zUZQB}OAc~gP@#476Yu#mZjplIK8)ioUuvhJIz-r{e@e*-c!0ak3! zRGIF9A=8mg+7TWz_1>rkx6SL+A{ z8ot&_c%25e_i5ojqEF~w{nf4K#>f^MGc&LunnmNl)XDGGrKN zaY+ouOO3$-U)U5Yq?E=9$Zy^Qv}g*3{uG@HX=PZHXl+qvjg7N|!4rZ{tEbB9uc(9J z(pk^dlug;FAiglW6wRhaibdP$((cOkAue(|bhi$QMPo`Ga!X<&BWv=MkWs8joJvzz z)64K-0BgMJbnDycvUPLTZ9H~bcb>gTvPrz(Ir~J6)@2Rvcb$H1J6%eSYWY3#?dG6L zZi9BY0AQFndu%ji^Hfqn42}ND)_}L!ypfIm$<~-I`lr~AHlo6voSJr?OpbSFu%3A8 z@LLiKnT&M)Xx&(`CfU@Q9QFAx0Pe!(a#QP?Xe|~k-JN?{^gA`$0J3cKU;}ooe(fE3 ztj~a|sFLs&xm9b+))e#%)B$R?r;*P<9V;|}x?HLLBArEJN*(K#goF1@`}7z7t}T-_ zlUUUzF6s9Y#zTF)vZRGgcZF0==B~BUqG@9aSm!o67t*3FmFNy(vxN=s3a_X{UHw(p zbD@+ivhjkX^=RH~YGhX|+D=z!tvpM8Jhf)gm{KF`mc&8^)})M+OyBSOPw$Irjqc#E z_ed8x=gLbcxN=<{9`;>X2{NYLFUA1IJ~3?Fui056524_yYdSFO*Ea=sOhPHRIHBMQ zWn(XEiWuc`?K-j?=srdfZPgJx`MrSQ;sHS$O~$Jjw<$4;(|+4p(#s(1VNIp)i_EO@ z$WLLNFo6GYNiqr=@YMb0@Z#zfL{wfKcuu1~@^<{%jf+C!NB9(@05kA*41=aMf@r zqyFn({A!;ySHf%ic-%Ceuhzz86pw6L4?&nM>3!kibQU(4(v}rECskoUR!Fd9m$e0N zN;#|i?{?6+n3;aP>mcqU%BjodXK@N5Xp(uUV$}9=Oq5Zet5vT=uI<+*4$ET7zA5g* z%=0rog)tFR5z#r_+%cd9%(w^R1Gu`!<1-`@BbCKTrhH-ma3hY?{|uInyagec`)CX> z7zS>1*%THh4M7ucq{J%~!nDK*t~h1XfBu`UR=pCc?elTndVV@<^mFN(qHQU6&*H(j zE_G9rv7JgJCuO#*kbxdc8h_IP%$N?wb;$tc-Ceq4Y_*;RBo9W)Y}rA*lH>^MoAg!_ zO~@oBM%hv^Nu?c3*Hl5q5BD`!R&M40E&X8)tk6Fzd~^JW6F(vmGKGG}Sz04|H`h+Y zS#~&>fv$oF^iB8L3HShXKQ-M)7%aof0v__YJvsgunThq$A|{1dcYCp%(g1dk%SOAC zjEg32+367O_>T1RQ+{%Rr}u^bV=>ER+`qJS9SBp0IRJ*nIA~C0mS8=16-YhOd_J{N zAyV49rE?96bQLiOOzto^ciX&C<0K9jCtr}|vlodFL=yMYbA?Xa~JXhdA^^?DNX)nvU*X#%mmJ4tM98$WuDd}5#W?Fss8f)O(FF@Q5kr*KNxbX8UE_79_Arm-#6LFO&R3*Nl%}H!_1rbnlExkGJ z?8&0%28;9`L?K*ll=MSIVsTC*AWBV1-!&8`ax_dou(A`<*D z!pmsWKa~WKHJZptv6nTu$LN>EEcsb~4iW#c$4D$$)8FiRIACqy4EC(hM;{oN<0f$4 z(4!<5ohb3&i^J9i&XzA+IHz(HB>1bHO^3?u?BIv=bTTjixu41f%=2G7RJ~qN_yJ3L zL@_-sutNKuT%TUz!YkR9;y|mu^4lK1rW-R|K1gmGa*i~rs@4;4&|%x7nCtyg?vR`z6zhn0i_P% ztDrhG*%Ct^krLKXc@h`iQ87!_t)OSZe+cRkPY&^iqYT{YXc#0EnhAi@MJSVi@5NWa z>+od@eGppczvTC9d@`*DVNO zkO1Gq;^nmP;@j|5c@KcAtbvVD@xy92Djtq2y_f+l;@!*D>N`FfPlJE76N}T4~ zPd2k4c%6`;2?H(l$`J$Z9D{h3RpndNajhXpMsT1aLpQ+RF4gam(Dmy4+Ej;dVLM{P zmPVdeO+y}Bs*TR6&Rx->WVb|*?5#;8;|NL~W)pFG9{SZ}N&o;9D@jB_RDJ2811ZD9 z5k5xEd)486Zg*Qvv++~oxYjwG!>lRH-|p7Wz1u5FG&3j1yFvRxlqme<6t~M8Nd;=s z$i6qaT7FLBxEC!-a7*;aMROd`4Qk=3W$O#tOeM;NT)O2u5^C+sBdlOUb$GX%t}$Ga^O^)R}5Y|Fb1WIy??wv!tfmPT8f=A7E11h+(wBKjs3>3g1l zdZY4;+7@xw|m(#3kNY1aKHr84Q>&of$K zPyA!)XB`1^5$)j&)^}5NRQl9a7gZiI*qs^wbR_ohd}_{ym7ut=H6X`v95- zO`dOmRC2=N6llEi;epP9h#BfGtSN|bM{7;-5~oH)XQwy?bSbqKC3${bM^%WMS#lhc zn^+u_F-OL_ux8o+(iXBFJ*EMnB zp4e+8Y}EZBWm7!oJct`t>pwNT-%V_-=Uws2yG4_CUu1h%%U171$c+G!G48lXlz1Ol zzW?dB-)1f42LMaoDGSdpN06J@1IJCQbqYs%*EQK<#a?@|`8?-5h#PCHk8$#+_NMh$ z2YKbmyDze7%1(GAQZnwuOuQ#z&(Wf4_4G~dxI_-;5H~Y9jzxsG>J*OSUDx=MDfW8A z8={Fy=GhFzbH1b??%m@OK&yYG)}iytlP{cm_r)o-Y~@ab-3Z{&X5qTRn2yH|I%|qf znY}N%Z14JEA-7fEY%ntco5lIOiIp;YPKd*1nJ5|uZcROyU9){1yge>O$_lyRz^w_r z9(n+94|jW91}Q7#g`|u-WiGJBw~)$~%E1rG0T>l9!UF&JOOQ?;GcrvyrFU+KtIA33 z4yQ~1ku-+jORsZ(?h-P5LHgyO`>+6;ZN<;2&yN1-t=wE2!KSX zE!eWRoWPsLMpa(Z!~5+(=v)$iHSumMjMf@%ZdJN-D=~??sa0xh0aewKt70DWQ$h<< z)zDN`Iq4#G@}AUgqDv3JKjD#YKxt+azg4D#${d(7R@)z^St(}ZJ}*6s^6VY(EF63Y zW?2ovEgLO)RX}*c$&(D=Y0+q2Yf^`}yOn};U6|^CmNYGecilx|bxQ`X@+U#MHn&>U z-%p~P*F3)v-c;MKt{}KLV1E;jy$raM`!!5*5%12pEBfOYV4<;;0q$=D7mI>EfZx|M#~bDMV8gIk(^$_bO?T<|ty@6- z&tU1*eeI7nFQY|Ys#g6$7y}H3ft!{nl7nAci<;*8``7OVKXm!%S^+ib=8gd^U?zRv zyX}`Q*9X3H96-S4wX*xBl&8x_LJxMK-gPbZ7v<#hCW}ZbeFYx+Gdo-)@n9G2U00Eb zD5qBgO7NgoMzlAQc(9B1uB*soyM*_fj!&}m-Bht)e`R>**M`nRa0uO$$C65aaVx|_ zI2%|=tMwj6ifZKjI!L4_R>&jOSWmeI6-r!_kiv#9&4f_c#1?Y(dPoyBBq2Re9C{)E z33x9H>865-mohOZ;=^9te&Dn8+8}d1Ha`aC*JTE`_5E#IoL;}9aa>qGWGg|gd-L>{-6rXgY}o73|^ zr#4Fkxj$la&I^z)Jn19Ku$xNM>Fm)%3Dwc}#R}~uWF1bTkWsi~LWyhWm&%SKwb{>I zuTyI!#9_DLB`pLyPMn5tdY+|14`lFy3{fK0t1#>bA+slDx?GN{8tX4d2&=E#?k1F15o1H(Uj870F< z65dT^Yyy?5{D6>$H963BQ@K3*%AgJf`B@X(f?b5@qh?l5+@klEu+=OzNGluBJ6q%i zB-;n$mpMqe4x=Ka%7GU-TNB*UUF6w+L>rVwcOa&$uYdIg!u9Ot7b_dIe8LrX#ae|B zH=qXa)S_*{(!G-2fz&jlSci$D_?rgBS`&agYl>c*(diCEYuGAE0`M#~yx;kVY8Wi9 z;;y?^A>5#yQaf~jw2-!C6bq<9r=1aw{NOnnri^7V>dS&T4--JK%BnG;Q5>9=$bXlCK6P9pzN zf~rsyGMS*K14CxAIGNA{9spcxqIsl7Cz1aUe9?!d#*(FLDrv2m;JbY8@sW;6^umfx zqW{3J?$4(ME`J_ix2zrc4z879_)?Aa!L=qnkJRZT3c*BGRq-${-EUGQeuJjKLEh4M z_`=_GQ7D!YuL2HTXJs#VT~n1w6@YJSO#nd7$1h`2huqso;s=V_Jy{~Y>17=re(+sr zf7=}|JcJ+^!QzWw4ST8`ew};ZSL%!J;>jq4AQ-{oi(d`l^QJF7h|35IAy6U+5GRB{ z6G4EG5CSF4KyFBODD{Cc%Nvm*d;I8M%j2;5O7BM34^gfzzrkeHmXn=b7xAXuVAYAR7sN>KsMqi@}M>7ra~ z`nemxXdXeCZVGb>o5(72OiAdP4)N#&F-N`Qr!+wc&6T-sJ{$oiE^sR)VyTzc2+ygha<@A{~_0iZbApfTT_nby;yKgV{t!Fbh~)VI?? z>xQQmf*J#dQVI|Sv{&=@$Myx@?>Y~)?UXrmQT&_E?DXCi7f`307IO_TY$B`9G4Egj z_&Amh@mN-xql!~Hefs_>wgW>fF*|DZz{3%rBU3|Y)(r9MuSOhc4u{EUg(gtnNGwqz zHN7wjr4(@ecHW=EPZt%v>MLg9!LhJvDC^S#XtWodo;XC&2|UbI3Vc=JbZOn5+ucY4 z4<9_tcEKBB@FP7s*8_N``n4hm_UrVREcPKC_DgdJPN~o73au6J0Ah*asR@EoiVAQZ z4=kDPidiwN$tufLzV|%$+qlbOqhx#KAvSbZ?WEMWR&voi9KxH$DEX3|#ef zz!DXfwh`Im@AD0~$oRSw`i3In!Y!~v+~Hdx16)m_cGo8MGYV^B#$1=cViwECp7LDI zt{_9B@3b=)_8G|y`EL1cU^|DBK6bHl95xFe5VF8hdc#Xx&i;F$s9DWSn5IwP=?s5r z7&m}kPnm3O2VFB=)vh)5V0O*+HGr#iW7Ao$J!~U#j6P#;Lz4yvr>?7tV`YE~}Bo6C!j(e$V0l!-e4<1~|q zSgXF`cLIAVc{w|7Grt#@CEX%%KZL#$$If1uxcmt`EdamF;pfnyO-y_jlUY*|mqE$P z*(Fw9B9dJ9c{eI_H1SM@xV*3U| zXVGY?pKRsE5Tr%oe(=!XP8^iIz8?RKXLcdTz9njLo}YfGMBp+JxeKaf01LqGY$)GK zclQSWQ%XbIHvssB#Y;z=7=n24+tr~AaFO<|u!SFKC>b3HvhP2h#As}cIsKq*7(@iF z-B00G;&wJt-!!J(8+>Dil!kBLXb*vhq0jxY-%a1YXV{ae5PZN>3ptQcuJmRQ5qJ^U z<7%_GQTubtSvhq>9~+&c)`RF(@Urn;h`?ha*qUhJ`TY*QUeLcLol)G1)1SNBvELpq zouf1J<^-=(0J!`K2zmm(3hoXK?Q2>N-wvAx5?oM1GtO=PB-95-c%A0rUvNh{zG{z| z32Qg7VR=4m98;0jq~UkQGt2*p$BS*Wd)VHsTeq)MWAeDh<j@9r2;N3W;ap7a+ zm=0d2d}i=DY&^Slx3A$aoR2%)(%k)+PVU_qg+r7+(iIA30SsLeoo*eFADpvN^=__> z_VS?)F!ZOMkId{wI$E{A?U_Jr&ZKV+f@V!x4mi*(3yW3#$!PU^*}SRWGc@P;7&Y&e z@B-ijyT_$t6(6I%JIY)Rvg#t`Xsm6(0D$EYRGx93MNM%oOYpvI-8kb)|q99zq6+r0~V{#Ttx4@<(BPj3zepr+B(+ ztdDWRRV$W_UU1AvD!3!vC#~9VA6Mv_c&XFEGcDGKtw~F?JkmxSo?~gkm|v~YzGm)7 zrwK3k7y$rUx7ZHEyzK3JMj0_(sm|c^6Hd# zpb)`(B4*FU?1d8o@`q}$&^;6ROA(H1*id7Qohc-u%f>isT|CMjqYTr#F4SNDGB znSAkI<5j0y-%gjUo3n1?vD3Pn9G^P@X;Qy9GbhKpLHj~3h@sIx*%~!Zk?(ii9vCLa zc)x4i@>B13oqlaQ^|&MDN}T+^MO>hgI`P$Jn3a$R`+UgSPQ3owGkTo_UuDoLc*Gi( z22YEAr`FP+(**CSF?&6XZXVkgzJk1CxqQwy80jM0)JhIME-;V2$vJQ!VFvN8?$cZX ztra>KG(2bq3JTs6F?#|tvvVOAB*t=Hkj>96)xk)L^y8pPLgNC{T&)&|I?}mE=vS#$ g_4j!QiqA^;{{ma$b*IjnEdT%j07*qoM6N<$f@Bc2SO5S3 literal 0 HcmV?d00001 diff --git a/img1241.png b/img1241.png new file mode 100644 index 0000000000000000000000000000000000000000..5fdb465a910e9f740d8aae77bc7cc5a1752bc61c GIT binary patch literal 418 zcmV;T0bTxyP)RHR400001 zbW%=J06^y0W&i*IAW1|)RCt{2Q!#GBKoA^@q=;p_qNbtX5$VVi_&}ulK?)uKMN*R& zzzYyh08voWB}IyB(k2&_!csUk=d0F_UP&Zcpua|iIYF1Xx1TcsqWhY_N6Ksh z%D20*VdFw(f233H<}{Z=+_6SH)?%Xj+!!)9nLmMB-9GIp{o^pc0jtKSj7iR&iU0rr M07*qoM6N<$f`Oy7ga7~l literal 0 HcmV?d00001 diff --git a/img1242.png b/img1242.png new file mode 100644 index 0000000000000000000000000000000000000000..c89cd18cd60fa164b143764ad6bc5f5bbab945d6 GIT binary patch literal 395 zcmV;60d)R}P)RHR400001 zbW%=J06^y0W&i*I2}wjjRCt_YU_b%<3;_%Tzy^MHLP~((9}#Nc-~-%t6xIhQi=Xd5 z0|TEBKUQ@V01VCiKqvr}xDWsrV&Lav=jUf+`0#;&@e|PhU?F}%ejxSXBSIAc!v{A2 z1*iZ64}$`#5D2g!2}v~aa|nRF#=QZiitRJhw~X98P$5oU1{R=@EUjHVxWRvd-~%F* zaRcHNar}q!`av4B85nFgU@?gwi3_0`uqmqlcH8RzeTHxE8`%Fd^#5P~|2H<1J~FIr zVFt24fH)r@M$Tl}%)od7Nzn&}1q^jS@)J}M$OS-`^<9HI{QiU9{|>+YAMX9f_qXHz phu+@|{g=rK0wNR<6)htk007tKqR=r#U^M^$002ovPDHLkV1hFxnAHFP literal 0 HcmV?d00001 diff --git a/img1243.png b/img1243.png new file mode 100644 index 0000000000000000000000000000000000000000..e33c72cd0a891f1d3e55c0741140ac56d5c52f7c GIT binary patch literal 465 zcmV;?0WSWDP)RHR400001 zbW%=J06^y0W&i*IPf0{URCt`-luu5BKorJ5(pvsh0WV-(bmK~wJq8zO!VNq^OXC{t z1q_~`B(6=g3)e(1K;piRny5{S<4mFaDOAcrqkajQH$T34d2eO_$VkH*L78fKq|sPw zmu=!nEClI72wKs|pElq@C(%6d6z8cZZ9SHs(nRVm@W5%l089$;1;Wb_R zmJ6tAS?=GV)ESj-;g@*tEX`CS!nrjZ+>n+BJlGP8rl};v+W~apibW*B7i8Gsm9|+# zARfi;Tw#0^;vFEDt58&@%><+ld*QrHPHEC9>;--t+maHk$jK ziS*#n?NQp#WWL8C8sn`?j^2UolU;Mcw0^qG$b83N=;3dNO_lw+AF>c+GfN+*5bU|h zuF5eDppF8Qvj(NCvTk6kG+6Y#ud=1NPG5809Q)ow`RDosf#J(&Emdto00000NkvXX Hu0mjfZOYLr literal 0 HcmV?d00001 diff --git a/img1244.png b/img1244.png new file mode 100644 index 0000000000000000000000000000000000000000..862ad20da8fd0e089fbcb1614f19f7b1eaa9c01b GIT binary patch literal 479 zcmV<50U-W~P)RHR400001 zbW%=J06^y0W&i*IT}ebiRCt_YU_b%<416CL8SsD)VB*mSBpz7be>gxf4WW!5hZse%0i17pX7f(;KqcF8Mn zgM}Lv*g=l`D6rwf2L@S$A$Or#S$?3Jjm63V07!8}L~P*!4HIB2R%GD^3NRKQLU6+a z{sv$e2>j4s>;MMEZkYIo0|h|ge0v6PqzG&{08#znf&q{};f4@USO8%P_V9uSGw%g* zya57K3zNYMh)!!C$Wz<*f@rmT42+mIaA2zCc$db&@k`5qfr0&h?gp#>_Zj-0CDebr z&GrBP26VNTfa!&K;ra#!aEe*m!py4x6#fX!>oZw4GcaC2R?817vKSUH)PdE00P%nX z(CEHv2sgaVXJB6cQvjGk?tfwU_5UzX@g_-{xuaY7cgdYk-2fMKgaB+!$am9vU_;6CG9peu-uR+GpONU*!aqxd1+r$1pki4 zHIo&tvA$zyxV>jmqvO1A290As7}bvb zndq4OP$l3+fyon7ha)@049XfZ>ezm!%&@9uZo4b6k#89{SAyaH`hLl4@~qvq33aO* nURh^kEbeNo{GBPqRl&&MXm9x}B-Kt0=s^ZgS3j3^P6RHR400001 zbW%=J06^y0W&i*I21!IgRCt_YV1NKlFgbw%8F273paY;Xz6J&cb_EO>d;q38Kp}x7 zeVBlgp@1R4C4qspO@M*_|9=LCf(Hs*K!br!{|;5c59Ae0z-tOUKsAE`8wU@PKn>9K zd_bD{!Uu-;|Nj74Wk3vcJcB|5RLKv928IM+=rTdL>(}wkQe; z7@*cccXsHmt&NJ#MT@BlTviab3JNHLZK`2{mLJiCzw z7S2)0& zq9S2nu;=j;hieCa%x!EIJ@Y7$@l^{$8rwf{0Y@_h_CsC?57L>8fBgGw@c+Si{)7W; z7BV$L4d;H<%jz9Ee&9nRW1bO90i)?>F%Q;;m>`C2Y%4k&rB@U&9%f+^n7y;1km)&N j8Eapg`XuSCG7=1Z>N5P#H(Y%KbSZzGiSnt z2`w!x6%`dZIXMXl2_YdN9v&VxHZ}$Z1}Z8l5)u+TJUl>6uOd&+15%77L4Lsu4$p3+ z0XZ`~T^vIy<|HRDG=5K*^zZ;X$5|#9CLRukC&oJrHyHh~KXB>*V@kNuf(8bSv;0TY z7rtR(i+RA%lErXITHy@4!<(XphyUvreC3vih*n&b!^2~9hc#hYBLlPEhW(5)k6Zk= zoH5Nk@bKXSMT{=x8}>Q~rn7Y#)fqdOZsc((FnM9bxbpk|MusO3OxPx9*|F{R_R#wI e@BjS+3=Cq6luk{Sku?Llk-^i|&t;ucLK6UFWn;$x literal 0 HcmV?d00001 diff --git a/img1249.png b/img1249.png new file mode 100644 index 0000000000000000000000000000000000000000..e7a663802bd621c283781224489e96a113f42e46 GIT binary patch literal 2917 zcmV-r3!3zaP)0000mP)t-sv$M0P zsHmKroRE-^goK26czA4VY+ztuR8&+*NJu<9JTNdYBqSsl7#Iu;3;+NC>RHR400001 zbW%=J06^y0W&i*R<4Ht8RCt{2T|18*H57Ipt8B7Kyp*Jfwx^8JX{s3tC0Vpd`A`}xq2!+V(Jnp=F?BnOm*mJ(--s?F&=R5Wpzs8=+ z*i7KNFJh1=`k&x+2Pk?pYB?l@Lq|_zHfxxCIU0(!&I`LTM|DqC@SO@V(gv0}x7SUu zN75oS-sxMeOmmxfVJx`MAE4?@_b2ev8Ca9<*~0ID(O)GDq`x?1MjwPt-{@WDcKvRa zWxiG%ElnU-1U4KYP~zS42Dr;kst<)Zo?yD@#s-%*COC4RUY(u0$@tpK-4imBo}4UK z;Ofu?FXKBm`uRk(_z+WDN`gv=>k?Ga?)!jFIQP-@Zng!onNs6Q!c_mpM+jTJCH?T} zWxU8s3F+nrmpna0umA^I< zEvT5t+T0+#>*z)!Y$ySm>EX-CJ0ZB;ww*3R?Y4H>tRy&1h?Ra!ZFZ*9eKkRAN*D`f znlSJPT%{NRuEk!r!z^D(kkf0}dW*4hn?e~PZoJ*5%yVYW6dCuDnPnDl1e4P>CpbaP z{F0scTYeOhxx%J0TlJEN&D?yZ%#?YS%oTt|_gS#i`uck9#*l#Wpo0p{^wmiMup33M z{fOwv-tX*QTSj=U7!nQ6`Fkh4tDE@>yPfTI)5%#2dl-vz7WViam@~4+E8H^_wgBwL zDM~#x-e*_Znxus-b^ZqG9q0!$f?u&*Q6=CuJ$+YVOjtE(=s*0Io>FxklTM zQ3*W0lr78*F6^-c-l1BJpYh4cG(mNFnqV=021Gbo0=NV^enzVcmKf@_o^}i#SL^N_ z349ytFg#0FBw8`v-LQtSHF{Iy5+ll^`5@W?86~9I?9_6v8R?KDc1u()BcTh9pRu+D z?_+QY8b6a=vRjf}nhzEZk4Hao>@F41%a|p*iLw8Pu@4rod%(oU`w!-~%h~Cl&<@}E z?33LR?J66xXMwPo$tA#`^V>@Ol3lV(cFC@koeb2@8q{&s`mOEG8Pslusilr(ID*=>1~q&+ZBPq+k*3~! zth<&rsD=Jo%An?^4QUBmYI8fW$uPCl3Mi-v zgfv)eou5LSKnMptA0(8C2q}T` zxO)+dR;@rKYN^-%LGRM_KkeG58>@KyoDO|bI6V4?N?6}b_$gbd`QAgI66QQ`CRAcX z*S6gni+P>y9ZT35p0*dN+DQtaR-h6prZOIrk!c=&;hAVTPs6Yq?!cZ|jOwz5Q^zy)x}B!Idv& z!+h|6s}`rm^?|v&qK_b{{b7hYX(?fdT)ey1s>MfLJ}^@;XUEHhe%MKdJUP9NDOH`uA#qC3My(mZw?f}5kLSH5k2H6+W8 z==<$SD9w@r_tc)K}BPHC~j(o1(Dt53?SRZMrZ}! zKWper4#n*-{NFK8vV%6p+uIU%55;N5F-~M*R!(F!J$95%ct}I5&z`JySlw8xo8B=6I7MsM_IE>PWv!5Aff|9kE6`*ACXyj&|MGQD)_b7Sll5Pyb=%JzG6t3I z{n!*chl6NXXBJ^|s+w%z3VKa8>=B9ms3UX+c}X@@$0ga|r_7cWJo}+(5VW5;4anV+ zLGG3ea<^oVyCs9%Eg9r)$sl)2#-`le*lzWWokiH#NfQErK*$2yYMHmy?`~{VwXrcX zxmz~K-I77>mJD*YB}zhd2`Gk~n*+6DjBvRHTFhe5@<3xnLPw;#Cx((Bx+q@iKsZowdTO9r`H zGRWPMLGG3ea<^oVyCs9%Eg9r)$sl*jg$#UORc7Ea@O@R8A;w?dt{49UHj+b**}IUp P00000NkvXXu0mjfLZqyW literal 0 HcmV?d00001 diff --git a/img125.png b/img125.png new file mode 100644 index 0000000000000000000000000000000000000000..1ecdb9d092f141103a37c2366a2f60d0eb73168f GIT binary patch literal 235 zcmeAS@N?(olHy`uVBq!ia0vp^!ayv*!py+HSok*cIFO?o;1lAydGqEKD^|>zGiSnt z2`w!x6%`dZIXMXl2_YdN9v&VB1_mlBDiRVBJUl!=9nOsVcLOQLk|4ie28U-i(tw;C zPZ!6KiaE&%3{5Nwd}#>}b{;rzwt>q+&_|3djghTwZNj#824=Pd)bP0l+XkKbdE@% literal 0 HcmV?d00001 diff --git a/img1250.png b/img1250.png new file mode 100644 index 0000000000000000000000000000000000000000..3c8cc7f49d8132c4039d31fec86c9121f0fa09ac GIT binary patch literal 354 zcmV-o0iFJdP)RHR400001 zbW%=J06^y0W&i*H;7LS5RCt_YU;qLh5Fx+-2h$i(00#rZ1_oS!odGQSq2U2eB`C@_ zFfk-BT;KvR6M*=?0Ruw;ivk-1FT+-_f(b+!g9AV`b21b#1h6v%fCL(t82A_(fOb4k z;9}ta4HPO+Wnf}pX9g+c2dYWnN7hPTz;!->Vg4%y21y2nIluqk0LMVdXHa;9oWnJN zf$;;7$?T9Xpau*oU`W{uFm-`cu`_U70D8&-$XvxB(E!qC!oaX5fq`KG0|V1%25wM% zX}ot};0A_<00YbacLrR40^s(hVmhUPrXIx)09Z z_}ve#VG(QNmt!)R%^}^$T$AvCEmJQs!GfWXkNGg0Ky!0< zgNJ%Q8ZLNjynBT4*l`8xZ{`h7j7(?tHMu;Ie4v!WXYHUQo1>qgRHR400001 zbW%=J06^y0W&i*Kr%6OXRCt{2S3PJHK@|S(E_XL~`I!SNjbIujor^>p6%H&km?DCu z$cm+6wg_k=Y%EgPc-9skf;Nhrg@Z*$w_5bEn;+6fa|226-YXb=~5r<6w97NC}#ee%n?4ZFxq zh1w!?j&dYXP_Jl|$CSb6_jQZvSWKXVwLCp@?m&OLy8LXkZ+_p{iMAq*t?Q*}LI?`@eW-#p|m5HpP^#C^U_ zoFx`sSKqVbBCzD*Tu|R3;G{ZMkA*BUiPq)W{4)O5%bxq!h-bmOq!@33GU}i4nbZ?ihQzcI2;?G4sf6 z81!p0gxR8c1gKeqFtreO28E+jX}BWNY97~3=gDKT6v!B_v031DUFc1m^bUlNx|ca6 zl&hk*IN&CoDYUWqT(%V)WghmDm{d?pw#=D6+f*GjBNvmx8e!a1byQ>lfqg*WH8tAG ze2wes1FI5qgUNK23sKAtoLs@uSls29u2|LVOV?@;OQGdCaoS)~QIoDPL%kQ!20+!0 z5h;D`3ibnwQW(}<%61eHL}Sfjs-qWS%kcE{7AS&rd^apn=4F-*5zao4JiE7hi1)zk zsqe^+{LjKdTv3O8XnHj;Z^Q6ECG%?MxP%L~rwaJ0Rjcw{{=?I_)}8A_?jyyr&(n^> z*fB*3k7T>@qj_d|^P7mtsxJDt`zc`_Xp`B%D9{t7Rm`K^e_M1*92aj>Vyu> zQvDgl(m!u0n$~V;9;_o5tmpKnX|oFTnc9IYO#?IO=FY`R;e1F03RS-lIW%wJVNaUY zZfM>?YH|#xHtf|mLDOcH!J;rr)56T9JQ(k?4D+j+z;O&8(mXm+3B7>PeO)0$*q5Ri z+YQYxz}f87A!CZOCV)qNmZk&a$YjSWEqlwcOVf!ZCR}NwaIeCBG@l zZuv6HDN8fX8t>FGnDjC!TPnnX=_9>MX#Ks$G1$kRkRF%Gq^Zv(VXJost^)^U)+75k j`q?*@-ti0n#ueu$y{|`?$G#+w00000NkvXXu0mjf!o&k( literal 0 HcmV?d00001 diff --git a/img1253.png b/img1253.png new file mode 100644 index 0000000000000000000000000000000000000000..7bd1e0bc067d7bdef1546a3c36f6bc2711c3e23f GIT binary patch literal 1073 zcmV-11kU@3P)RHR400001 zbW%=J06^y0W&i*KuSrBfRCt{2S51fv8OYh)(Gc*q4Tcy`Q%lge9xUIhpLF$XZ`@Tu zk$v=ZSAFk$uU^%wzX47y;h~sA0&-mz0ko^Gtz1`1}zZSqhCdm|nJ_4D3 z%QXX+K!mv|rTmHUhFDj)thJY^`&$>Oa6rHDkB1qe5)1Z&0@$QaU-SCJd;gUz$hi_7 zN(6b#*)Zb1F#gHY)69;~oa28}D8qMbkrIocY?X6cIWC>K7gyPz8=Gya)OMaynGzHk z#ln29`cv3pkw3OY4OzP}PbNf{5=u#3=2bx|F|6fmT811kt7_b41IFr#SwboB%$U3W zHvXlzj<_%|aOD%QinVipF8^C;ZLzX7ZG@Zup?<&Jva?v+^40Te?_#jll#`j=fZZH5 z8<5$L8*J=3c&YH+C0=YMu4aW{b*Vb6@-Q;*EqGcj7 z>10i#rmP2OIH-#00+UOaJ~3lADlUw)yU8UoZI9ibi4DB8?ko4`;0K1b?yo8g-k)pyy03{#k5wISF5Kzlby2lkSVRR* zi0#NLrs#i zd%4yw70Dd>pxNfkB4|fv@g}OFL0W_n%PQ`$w4{ox>BQcs>rtNGOY2kMNtii(OoMxJj$%7S`?| zE*h)h5t#6aN)GDf_l{>;jf)obxOA_I1~TuR4m|WhJnvUt!!fIqc+a4cDE+?E5uG|g r@f1&TAHLZXTldISY4e^*{g28YaE50r!!x!w00000NkvXXu0mjfMWPGq literal 0 HcmV?d00001 diff --git a/img1254.png b/img1254.png new file mode 100644 index 0000000000000000000000000000000000000000..99bddb58d01c762680ca8df142659a0472805d90 GIT binary patch literal 1162 zcmV;51aRHR400001 zbW%=J06^y0W&i*L2uVaiRCt{2SI>(aMHK#~=STPS?o72;FU~~~a%m)Z5CVSm?1K2XI@bW>tX&v6&a^d8RfhrSP_>6|GgzuxlYbP`HL&jL47sf_Vg6KRSe z))v$w+4=ZdT4) z?NwEdag1Xe1+>2BbmHC&@ySm{cPCL7{?Js-TP&~ML;um#c)5vItQq4~E7ojA4dF><_+U43wT4iBgB47S|s5)Y`hU{T)bJmwwCsCl=UE|Ay`3GS>H47EZ4H3H+6Qbuo2rFP66qie{6x z?}qrsX9~qqYBc?+$gG^Gv`^Gz9UE0SYfw1^#YXjwXxfLsmy(yPiJh9P!mi0i{A-FQ cvK%2i2JMkc`7r%y@c;k-07*qoM6N<$f^cFWk^lez literal 0 HcmV?d00001 diff --git a/img1255.png b/img1255.png new file mode 100644 index 0000000000000000000000000000000000000000..99008e7bfcca0d93810a0037cdb1eb95a251e709 GIT binary patch literal 400 zcmV;B0dM|^P)RHR400001 zbW%=J06^y0W&i*I4oO5oRCt_YU_b{SFhn5W+_eo1JPZm9d>{C6s9<2=XJ}w}24Ro^ zxL~GCD1eIzRKXqO0FwGcj==;0yF&n@e*lWm1R!Q(DBwVdfZVYG#OFj-2NIp{fMy>5 zZyGp~dVrUiq2Ua&0M{S>1q|*C4$N>776!0q3$8LT7$B=;a$sltz`()yA6XD3KwyBM z0Un_L|HI;t5hMQkaizCWz`*u~f&T{sQvqR>3}qYG1Q<9NF0ekpsU#n0paTPoK{h)$ zbz2HxsNi@7iHsXSCNNVlusvkp5MVH6NWfwmSS1^f42BA%z+~S42Z94=DtQ|ifMo*& uVEBgzq~iiqC08L+D^5S4m^lgt1^@svzdZG~|0xXs0000RHR400001 zbW%=J06^y0W&i*Kt4TybRCt{2Ry~LtM-={~)z3<&yA>E?Y!}`pbvAGp?82bJ&0&Mj zU{cx(vC~?GNv;Y@k}l-#3U@9fH*Rc<8iN~S1wy)T3&CzJu)&Z@OGSQ%XI_Mgnlbao1a)IqEg06XMcwCV=_4E;8kJUb?{28Bed885^rmXN z^ra8BZ-p(Bt}4Ew_In@K7bH$A8{MiDUgt$hZUVwm`W+-Iq_#lbL75!FY2+Erxfea#+FMESYAz=zNya(}1|l6ZYUI>)LS4$4 z=gk8Pqi$^HI2b?-A`ImS)#3`(LTF^}GGPb-DPuhbVjY2`Qu%4aBTZM;4isL4x_*AW z1=zmqYO<8Pr2Vx1)+0J7HTrpuT^coeDl*$fl}TC$p3(f`Q3lJ=eV0y`UJ>PJ?Cmxx zjdYA5pSP{RIIFfmnzWl8woGX$7>8ITB!4iLxK?Z~MZ2kp2E4RT7@W&&7v+ZD1;7XD0d8hl}=(mqT&?lX7MYD!Qw>)*I;NGGhF0q z+Yy`#J-&ou*wp86W2%0=*mlV;BWN07K(|pj9Wz`zN-Q1HC(V1GVFu|G*Jg=Rl|!RL zhC8AoI-*$=mj^Rtb@{yb^6_LnJ{+O;PZu~@=)9RI*TO4itv$~RG#{7v{COz*1aRe@ zH^o$A);IUi`3pFA{7iDl_mHDnTn=n62CaHIP*0kT21;>0x-b7Gi+SJaIB!SS#xH!)oTcBld8;4rU}|)lZ=%zQ z$@@)I7*l6=N_744`_qYvBWBZL{`Ax6oEGZ8Lp=_@q05x5hLVUZ*y%d|vnXVvGkg=> zTj1)1-$X@WdOpgneRH=w3@V%Nd5eblBN#_lT-#P#wARFel-cdIEK%Rwq4jL;Hf=$| z$GZGLC@1A_6MhpFjalgIWrADa_~Ud nrXa}~0>z)3fw#Zur$zq)QC?Gt)w$St00000NkvXXu0mjf{-x~E literal 0 HcmV?d00001 diff --git a/img1257.png b/img1257.png new file mode 100644 index 0000000000000000000000000000000000000000..707ad2a3977448b7daf76212a390fcb47ae77429 GIT binary patch literal 1034 zcmV+l1oiugP)RHR400001 zbW%=J06^y0W&i*Kh)G02RCt{2SIukGP!Rv^W;aQ9x6OihP{i&<@n#NH@D}_6vET~g zc?I!OXd{S4REQs_7j^F*x_DJ2-n_Yjcc?{?FPlxWO}ka0g3f01 z-kUe`n|UuY^AaF~@|~!Ami|@1QlmNOc6Y|g(oT{sRBQ0fcX2WRFlvKoXORV$5Dp7n z6lcwV=enSzgFtyRVw{bmp|G`Ak*TRB7csn8B$e6wHVQ8H zwc&|qBDN~-=5bjK9zRm8DJ)!yB!mgCIm+FUrDAC~WOJZ2Jwzj~Xu2)xy@G4EFfW&I zy-B`&0i^8EW{X}L1XPg{7&}U_wgZ@zflDcokm9+qk^r|1W*#?9?ME~Yeo6y6uZ z)R~7M5n&A1XC+0K#`uiu(K1yn96=D6^_#3dDhw@zi6@B_gttnP@}f!-Lh)KKM#2px zEm1@>REV~&>XXIu5ekWP3u}>YQVQ*$4P?lU& zuL`R;YNs-3yUpMamq79{_Bh*AC^TKLCk#ZMKpbDNx_zR(pMv~6w}5!nsi4py_K?q| z^d-MhPKJxwLq%*GrVGy!k4T%U2g^KWbLs7o#g{@EuF_kn{<=4jYa8zPrpOcBc@k7Q zXR5k0u}F~zO{={eQ%CBT+ zEtHt$j1y&@2TjIj+kjtlisXvir|b1(Mfvi|;C~_g1W*$4BigQ6TL1t607*qoM6N<$ Eg2-^;bpQYW literal 0 HcmV?d00001 diff --git a/img1258.png b/img1258.png new file mode 100644 index 0000000000000000000000000000000000000000..bb1ed3fc03a5ecf45cdc22b096c74343399b5193 GIT binary patch literal 243 zcmeAS@N?(olHy`uVBq!ia0vp^VnEE#!py+HnCc>Q7RWIO@Ck9001Zi0{{R4jdUf?0000mP)t-sv$M0P zsHmKroRE-^goK26czA4VY+ztuR8&+*NJu<9JTNdYBqSsl7#Iu;3;+NC>RHR400001 zbW%=J06^y0W&i*N97#k$RCt{2Sxtx>MHGJ1HPe67vo+vB<7MY0xuq2)xojLXXo5c( z2|_@KEf`Ter2Qc(9@5|s-kji3%+AH1L&Ujw5hNpuC&`XVg5bds1Vw}?6E{C@bbM9S zKh-fXeF)hAZBA6kaGRTR)h0?gm0{OnOB_qJ; zm!YMb&IU&}TEG@4l}`^cun^L4G@QnIBS=UBU0{AoM&u0mEkPS_7kH#H+tF7=q795T z79D3Gd^HF(Q?&tD&TGR`nZw*LrX745aHcMqGSo5B-KHSoHen*c1f zGX^f&7vasY8sebJm5ec%(5dV&qx=~#WqsI;S3J!m3qdbAehZry3|2R%A*|fZxo)9J znu()#4X9P`Dc!x4!yRs#iKAO4wk33fqoe!U>&=8&4jE%k!(%{ggQLHQ!A1eVcyd87 z3>i)vS_gCY)**WMrX?9FlOLG67ZZj>46qs)*39VDB&PLS!u(UsgyV6N>676)n2PWf8YFX7euyinj6 z`(cSXzsu;HrYkgV9MtGl=CE@=MT!+_{ZT5+9xqQLL)R5LL_MbZ;T%+(46ytYQSNr6 zO39(K%8%lqbdBn)J!IqX-*#4hckMA-*uwt@_T-HA!^iP&OVgUEmzTZd!Q!s~+hE(@ ze)(U}t|3^%nhWXFnW{-2`Z=CI5B$8`#RB`lrcNC`^?+w}dha+$r!F;AY7#kVA8Fo# z-8XL_7B+S2SF2xg`4QYPZ6L>M^Daw|N{}`L<86Rv6}9xFqxs`p zU3H%}LJc{Nc|3GpgeS`f#G^SY^{gEc=9b-Q2lC(QwFQ#~I2DE`+V~rcA|HYHGV~o^ zOVZKdh3aRnI!cY3G6civralHqPyFN-K%OGMOf|m)1t`GhoALUY5@0y+XoA9b#*sx zM!yH`H02G!rD&N!_NuQJcJ0~MS5gVQgsXIxYcE`vZ6+wd#?4C-#68>}Rys(ssG49vR|;Ts^0% zrKk6s+Y6mNXFcnA;Js>T(5dURJj)_ilv6>A7uKsuo%gDxk(XkA>V+H@6|Wl>HrW5Q o3+z>|Q}AB(ItA}lx3KB(5BhxoN#&P#e*gdg07*qoM6N<$f+QpRHR400001 zbW%=J06^y0W&i*LUr9tkRCt{2SWSo=RS>S8o}ahVGhG8pbP;#QlX}q1F+{~d_7FjI zK=9(FLByP7E*^wP9x)L;B$bq~NcDB$ZA)wzm#+>`KZ8{ona)Hopkg5^X#!R@Fu zs;~+mQW)`|3Sr32BZ)HkZOmQ5xA@-Jrqa~5lrhG9RrvDMU<3~P(2s97x#yE|eIXnG zb=s2#%ShZcj)&|ZPiowQWV;i)`!weHx3~>mreBn*svBL~OgW%B&>;AymTJEmVEls? z+ox`NeFhs^Ogtqo51|iTwW#=W8hJIfR+)()T>XWBOhU9rYiSrMZ8rcm(l7eP^b>b< zy7xQzSvI4+NZ4TPb8|8QZ>qP9GtfkQeC(qM4bJAP0WTk$s=XybCIU zg)|rf4AFzCOrXvgw2SM+d4TEPk?0_NP1uBq^|MMXP6v7oRbFx)MCUR`7U;`^IHlvF z0}KI%82-@##BDpP16EdQrvl1n));3q(2^wb`DL}}hcVM<@>k-^+J6pA6GdGes@MH?%@qARDrFiIL z>t#u*bl3Q-s%EDYG6Wf-b&8RsKlCPqZeraYs;TVdN-fN4IJK#69GqAb>9QjN8)kN~H{P zO>48r?$8eH(7i>n$XNWuv{QXwBiJ9^CIn4&nL_=8qC}|%cqgKH%sl06YrOGSQNg-x zDQ|2qwhwLz!MxEu@%c>RV87@`r-)%{&K~EDF)ptZZPI*8Zf|Qy!A(B6zOe!VWzo%& zKMu3x=EJb+U|(0aF~DQNXA_{>o(rD(#DPO|&dfn-iGfsKNClrQuO5w-m2T0^{L`X^pPOK`$Vhr0nAd}#j3 zFIQ*0E<5lp>~55To?hG1%>b&oQ3W>O7y?FjodVlpkD!o&@&zL#QUwBn{!0|gsoubing*d{Ty)b!}pfy@5i{AuzZloV_ZiGPnH00000 LNkvXXu0mjfy%ba} literal 0 HcmV?d00001 diff --git a/img1260.png b/img1260.png new file mode 100644 index 0000000000000000000000000000000000000000..aabd52a42d2e12877e593e4a90f3735e0a9f38b9 GIT binary patch literal 254 zcmeAS@N?(olHy`uVBq!ia0vp^Qb5el!py+HSYPqU8OSjR@Ck94R$1L>VIa`sigoK5i!w(r5g-=b4%E}#m4BZ=Tp8Y(~ zz`KV3my`g*63a+Qy%>hq$pHZjL1*|CKCxvbbbWTNV-EW(@PU)V(P3X>q7idCV>;uE y<9|$NG#+H)P+Snl=-F<0+?j=aMUvhWPKF6)5`{Y+o-hWwgTd3)&t;ucLK6Uk&r-Mm literal 0 HcmV?d00001 diff --git a/img1261.png b/img1261.png new file mode 100644 index 0000000000000000000000000000000000000000..b2a8dc09d2a5230141c91ad51c9a5080c57240c8 GIT binary patch literal 1772 zcmV0000mP)t-sv$M0P zsHmKroRE-^goK26czA4VY+ztuR8&+*NJu<9JTNdYBqSsl7#Iu;3;+NC>RHR400001 zbW%=J06^y0W&i*NYDq*vRCt{2Sxtx>MHGJ1J=5Luw>6kcBF6Md_M#a@aS5y$Gz1s_ zMsg7k(xL$+kW563;vpT-co8$fgGkUFh{TJs6ZouJ5ZknAJ_*^c9?7{!%hcZ7tP}U)r3AD#+$mnRm!2})HQu@ ztk`Q0E>vZHZRG>7QBMxN;^L~L(A>%pU(;+T_EiS7<*Pb~QBabaDCj8Magt{dPgm#O z5d-hwp=2d!0L*rAq1t&jWtP{#8>~w`f(aV_S;Z#yq7_~-CFnb&v zJ(pp$a{SE2VZ(rYZcDnsst$u%Hd)n$g1zF|mcfO#`%V!j%cxPyZxSFY>gdbzb=Pa* z$i&TRlMQ=FB6>lP4BwFtZv}5~O{&n9j)@{)i9DU}fkYEdQISHp7&}^SKxzv&Bp?p| zv-Li`I!V!FoKg5f%R>J$-|%M4^9tuX+pw)S5+bm~bI@lN_X5x{&I6_p*vRciu$V3g zkM`kX+>pXrUa_yr9NIUqj)B|ev|0&JR0(S-fXIKDT9Ig*P{{92IYE=fBXvavS&=AO z=x5n&kpU;Ua8an5~ZIR*a8t_GzVODk1ufWpqDwtXm?chvG2F-i>0n1fr z7T$h%`x;X#9*GygEM}15SeBHpXEvI2U8Hziy0X1_PT2usGPS0h3yPir0rTD-E8SpU z@ADcq0eoKL{o-PN>pqAehvE8XFMY>YhD^380zEI^jjin_Y|SVGC^Aq?#=owm`z;jG zImJad8#9)HIv*a5AR?>*{UHuP*-;gW8t^~)3Ku%xB^k7aS@NQ;fuUTlb2RS4j#wae zT!7to1u`I0^8=c^eA(3TO*c=t)Tw(iWKAL{E#OSaZ78eI9Nty0J3$(1)5n7Ifegsx zCmWPg>6(L2KKPYRLc*mZ0ZT*r+~AT7Y;@&tNeRyFd_oTkS5${nfeaC*d1IOSIzO#! zEhsZ#*I6$3_(6#c^lRKpY{Hl?U4sXF!mta8OguG>+2y2(k(m1Yi`x`W4@TpXqeve< zCQD+8#f(_>9dmNH6SBEh`_?=g*ueh|rQtd4!nZI=?oud9d*6ZizW}ztmcLu8@JM$k zii1KOlI#$s5Ij%)<|XmLvJE|WX8qU!esF-aJ@e#}8_`Oo5TqUS#(~;>cp0GdWOn`7 zL4V1`C(}!gJ_u_Sq7bAVOt1z>n4zMxZtS4D+Et)cpM~l}A+5p`g0#cK0AD%ctDWKK zcbXk67xwpH=*n6Sta_Nv?2EvJ9_3JWJ-1Xh`pcy4DX5%PwTe&(qW|<#gMJ4p)+htN z9=8L!4lz+VJ&Skghc1<+3g2bY((f3oIf}kA0J=1vplE>5WILymr(l2tKB8!0vyo!39jBzOlcLehU zz#9sgCga{n_;|wTwnoCS!nV3Fl73|m?eUp$xufhR@$NO8RClTjr0qq$gsaQBHROq@;{2haoF}- z3p2mv-GUFJu!7Q!}ntS&NPt)cT6FCgwyTdbwow~ zFl?1B>>x*)i}pR@7ap~K57?({D;gUojG0|?-M|iVi6n%n$nWa!?K&Y1O{o|*dm|lz5T*mc06z1I4Bmn5=9=2Us6(Cyb|@Xx-dBin zSznmOKxSm6Jpn;~!GU zW117O8aq(xykex-K}EV9Zh;BdVRe{Y^BMjVz|?sIGIid7Or1BdZtxG{sV5u|n`&|Z O0000 literal 0 HcmV?d00001 diff --git a/img1262.png b/img1262.png new file mode 100644 index 0000000000000000000000000000000000000000..d4e0fe2b4a9448464de31b7da693616797fc51dd GIT binary patch literal 616 zcmV-u0+;=XP)r001Ba0{{R4NGZ)p0000mP)t-sv$M0P zsHmKroRE-^goK26czA4VY+ztuR8&+*NJu<9JTNdYBqSsl7#Iu;3;+NC>RHR400001 zbW%=J06^y0W&i*I=1D|BRCt{2RKIK6KotI>i+qxQL>`;XQ^{yb3SA7QLrI2!p-ZPk z9Xi*PQUYBrOK1NDt*1^Mx^yhgUyukw=49@ogMu4Ki2CkyvQCa{6`F<)`9QjN?|b*X zce-~1W(Xj$XKYEc<={&=IeTT;pcy+SRS7A=3hAYg4SPma4x};YY2ss=N5c_`gvcv0 zaVvk5z8WiH6yzBn_^DN==RG<#uc_T{5U@x}#K{$X$_`{NNcVtuCKz2G0e6fJ!w7QN z(J>rP5wdI-R<42t|DWyfPLO?%6m~Pw#wI$TYdIy$?GcB&`b@26&uz)a)&k!{2SH%8 zU%aF-p>9z*-4AUY!q*&(;i?#Z0IYf0+I`~B1)bd#+!>HgsA5EmRD)p};vu3ser3hE z;C|JG@`1`rhd+$D$1R|qoH}RUveuJ}Da(Hx;?oac9qZRab5effc2TNQq%8XFPpD=a z;Sf97d4CTzf3y{g`MfrjtFZp-_Cso2)$~21!gf`JWc83mb1DTYSK;s?BAzHSOjVe0 zrkd}e^+<=s3E}Vtm8)z5U#Q42Pz#w>*^axl;|s-qM)Ral%N#XR*@*j~pTFN$2`>xx zp!DnB@O`!1ugqwxB>FumQ%OpE1d$Gn1@t}sEBpq)tdjyT$aA{@0000k%>l literal 0 HcmV?d00001 diff --git a/img1263.png b/img1263.png new file mode 100644 index 0000000000000000000000000000000000000000..6cfe9d8dd80039eff465cdfadd9c5e782475b967 GIT binary patch literal 443 zcmV;s0Yv_ZP)RHR400001 zbW%=J06^y0W&i*IIY~r8RCt{2lD$sDFcgIkwo00o)EOB&GFnKCWrnR13lnPJpkiV) z3v&B_LM?3R^(r+Wy42aA>sMT)kaOEY zBpSqQ=0F!YWcKbKNid`Ay$bvtiFJ)V^-NxFJGs9D_8rzyoOd{qwAJrm1Kmx4Ym+@3 z6{3072G$Whb9-mBH=%jM?_h|iAaCWg5t4md94M{D7YxvG!M7hjoc{(pPqqFYwxH&r lRwHI#SYNgIe@6cb^$Et|TWS7cMIQhF002ovPDHLkV1hG_yYv76 literal 0 HcmV?d00001 diff --git a/img1264.png b/img1264.png new file mode 100644 index 0000000000000000000000000000000000000000..17627642a518179ccaeedeb8f2547959e59c1983 GIT binary patch literal 411 zcmV;M0c8G(P)t0000mP)t-sv$M0P zsHmKroRE-^goK26czA4VY+ztuR8&+*NJu<9JTNdYBqSsl7#Iu;3;+NC>RHR400001 zbW%=J06^y0W&i*I8A(JzRCt_YU;qPt1AYk2fCdcE1;F3~oTc#rs{%~${{uIK5dhK6 z$H4pm!s16YkyOCgFoB(&A8rJv2#72Knah0P!v}`<|NlU&FyI7T7uK=$AHdVX|%o`xAy$K8q zlYkH?ea_>31Bxnsm?q{pn2SCzb0siez^aP5f$1Ae6@x7UuMt@I{eK`h0JM>T5ybU; zZ@_l`2Tav62A<0(W-*`tDS+l(Y<|Q9|H0&bdZ+I}0RV)rQvEP8G-Ch&002ovPDHLk FV1k}Tp9TN` literal 0 HcmV?d00001 diff --git a/img1265.png b/img1265.png new file mode 100644 index 0000000000000000000000000000000000000000..cc9dfcdffc04630c3417ba4cffb4bc1bc391b9d7 GIT binary patch literal 321 zcmeAS@N?(olHy`uVBq!ia0vp^3LwnF%)r3-EjT<7$T0};331)LdGm@DE9T6ZGhxDn zmX?-^ii(_^oP>mgkdP1$4-Xp~8v_Fa6%`c;2?-t^9-yXIk*DVYDaMi@zhDN3XE)M- zoc*3Ijv*Cul7ZSDJWNgyNN8x{;oPoC2%kpg-FhjxZ%+Cqw!7?=ad_+ zMh~p!A29eY%G|8d{A54V29J~J1qOZz76%@1KQgv{!o7l#`3S>_ZLFLdj0<8i5)w8f zG_(mdb21;E#Zr*5QPqI?r__5{i5-n`Y;CuG|KBfIwscYSJqPRhL`DX!LM35I39b~N PR~S59{an^LB{Ts59+Pm( literal 0 HcmV?d00001 diff --git a/img1266.png b/img1266.png new file mode 100644 index 0000000000000000000000000000000000000000..d567a85bce06ff62d1171177a0151143158b69c2 GIT binary patch literal 622 zcmV-!0+IcRP)RHR400001 zbW%=J06^y0W&i*I>`6pHRCt{2RWWPZKp1_|RX)jya~_k;Q^+Vv0$m(JhtLiMLzhfJ z89FzF5DHz?CA0oPJ$35PrDLdnK`jWG>$!^#N}WJLE}!mXpOh$ap(UY^2lm~4?|tvP z)7?pcg@DW&t_Kpc;MTGg`KuHYa)Wvb!fVVdP!Bn8S}~3Eq%AEm@JC=H9a0Gu7Yg3Z znNhd>m(%zI%tf&%)m`#U+oa!nbQ<15Hrj_^iIhmyrDk~t=!$%Shq*lPA-H3`7-C?r zqg5Qw5wbZ$lq;6u|GTw4C`57hGZYu>=aQhDBbimj9PX1X>af>0oYw=Z@;!7+9SUvl zQmd4l)c<{C4iH~-(AQUje*hM}JaD-PHgjSdxZ{pcB{H3vXk+WHA9wEIvIg50_()#B}6>S zx}nxZ&RDZuw4Q2Fst5yXWCX$ptkW9snH>5+BV;swnFfvFdB%Ri!b!!PCIVpuQ>WE* z6ZBQ_+ga(0LPE_GHz+*uFNN@%TSBG(ztuQZQ_-CXkN9734G?pW`T733pa1{>07*qo IM6N<$g0+Sa=l}o! literal 0 HcmV?d00001 diff --git a/img1267.png b/img1267.png new file mode 100644 index 0000000000000000000000000000000000000000..bab4e3c22e87575c1a66dea1a8463eb5b8831cbd GIT binary patch literal 315 zcmV-B0mS}^P)RHR400001 zbW%=J06^y0W&i*Hxk*GpRCt_YU;qMs1_A)A;6GCXF8L2&G5}05Klt+>NsusLY?y%L zfFiJE%ojkq4LHFZb|z$JPz^v#E=9OhsK1PAJgh(r*By%DJN|6e{15T}6` zEW^oPfZ|WwoB;w{|F1IL--_xKh|f7Muo^I6lVI4Jz<`iA=kdM)D#0ArfRJG3N?^VK zkzj6M`i7*#mVws@EaCayfbIMbgv2rip35kah|O{^_>aWqM&=AA008KNGVql}aj*aY N002ovPDHLkV1m`ldaVEe literal 0 HcmV?d00001 diff --git a/img1268.png b/img1268.png new file mode 100644 index 0000000000000000000000000000000000000000..852d4e93cbd71fb37932ff017233dec420dfdc8b GIT binary patch literal 408 zcmV;J0cZY+P)RHR400001 zbW%=J06^y0W&i*I7D+@wRCt_YU;qPth6V<#fD^kg1H%RoQN(cm11<$f-~)^dfU%e# zd|+kx&!F)ES(aqL*f4<~=)wXhmmlIJeujbv3Sa?Sevps>CrE}LqNYHBA4xF-CYyEu z*_IDrz5xS6HG=|@Fmo`Fs6o{R4wy19leJ9%M6ox5$R7+0|NmcLc+ddiH1Gn28Jr+G zCVZ#5+Xo}y`hS(_{#H=k`ELQ5G$cWBUSKrDc)mAaI}ePw z4@`Yupjik8mND>LM#%)YG6b^tf9y*3larZ-1^@t$rb+~$^rg7~0000 C@|w5+ literal 0 HcmV?d00001 diff --git a/img1269.png b/img1269.png new file mode 100644 index 0000000000000000000000000000000000000000..636c73b79c485c4467256a390717aad7e446d64a GIT binary patch literal 1059 zcmV+;1l;?HP)RHR400001 zbW%=J06^y0W&i*Kp-DtRRCt{2SI=t`K@@(?CfUiR$;6u{UC+HNf}m(11qCY};#rUt z1dojr#ha@K@uH1?fHbFi5gJ6jsrd)gMG?F;f_T%83btU|@y(CT&aPuLrwaCUXZOuF z-}~luc7ALCCa?muDFGn(2j^jy!qg97vWPU$ z8{)u3HKvCrz_Nrzjk&lF$dP!q!gSm0NYiTWXq?@NU(i2b)VOPpW&B9_zPP#BSdDcu zdhL7zs$9+44uzy_GFlCRirRUHcDB&Fts8MzCIG8Q<5HU(GssaN}3;$%3T7?zWiR+=Rad zOwV5>tY>0LP3r^;L7pVa4h1>MMXV2*${l@F)vGR6kIVv2u##nuXi_TH)BvWcSZ7L7 z_$UdaKIINO2y~iMsTBRXOQ$Xg(&d{Ch-;?g)dn!m;{wqTnNyM+7qak$q*&zDA?tO+ zf*4(-!w{Z{0D%o7!J?eYp%~!!#xl!}uO-7Gu&A%H6u!*zfJ44C2JauXI=)`xC+Hpw zXbG&lF4uUPB|vU0Wt}CcaBTYp{DS?3Wa{f(R~c73_gZ?LvGZ(HVU@TPz}Os}d6C^~IGX!ZRJguwnGqy1 zYrWs}Y~l56{i8h%4S4#)osB%_LNx+)LS%DPxW4e~aPcFM?Z{c#Vl;p=;?R_8aLUlS z(*-1~bGY_x6{9up<;k^3@=n=vbk0Qv94tdK$05Ggx80 z1aHBXV`5|1HDq5x)rQZQ>_XrCFI)C5Ej&%FTFIH8zg7O5c1uHw-!Ng~r+(%~U(Ry8 danyg>egfwUA;z&G(=Px3002ovPDHLkV1mVi{d52T literal 0 HcmV?d00001 diff --git a/img127.png b/img127.png new file mode 100644 index 0000000000000000000000000000000000000000..124f1c9dc7ece081fd45d35b31e84cbcbd8dd9a7 GIT binary patch literal 1186 zcmV;T1YP@yP)RHR400001 zbW%=J06^y0W&i*LAW1|)RCt{2S3QgyMHK#ay}ldU>wAs_ZE!(B1F|B4(j3}?f=JP^ zCD3G%qDY7W(?z0L@e@LGcSWF~I2TcxaFPW=O2xT=63)^oMGAx^5I@&=EC@M3mu24U z%zAfilUxuY68CiS&b;q^@0HmRGHW?+R?`Ml3%- zGyYvOE#e*pb70z_r*Wbh>B`DVV~8hyfoqVVL4Fb~7ZHUd)Tro$9ikw_!JRf|WhAsn zP0mqK`m^rMf6}f0#$sFe5PC?ZmKF)u0fj>&UOxXdSwdv}Lxc(WP%Xm6u3l=@UrfYb1j zcmnxs=wnUb#aB$OVa8#ky-mzvhNt%OD)Ff@-Q=hBMWz5pB1t5~8OXRemRCfn-71aS@-^H?a?mPIeY?r2UjBf1^W%Pi9lM$@R?ba)!eFVP1&^ zpz?aSh?BL{I9`ox#A2O7b}GY}{8DgZUWTnt_m!Ui{rUk{o5j@U8}S^D_*vaa5??<* zj@74Wk(b`Mmkz<|WE$(6m3Zn-bG?P@s!8rGh%O$L*sJz%k^h_ff=8xv4XYgLTAi8oM9Tt)K~zn?V4 zdEcy)l1|299fH-Fu7TFsoSSoA2 zNtbX^1$+_^mUwm;+W00^8Lq+Ko32x1WgW}WI;yiqCu^xVyqR-PbFC%Vy_&>>^*{0X z-DvTS$~_6ZvGo6V;lLN;eq;QDj(DnjX=X?5CP{KQN5^vVQ$D`5)Wsas`N8S&`a!4ATqGj&;%JtCLUrteeXf;6P;{X5v07*qoM6N<$f-06p A+yDRo literal 0 HcmV?d00001 diff --git a/img1270.png b/img1270.png new file mode 100644 index 0000000000000000000000000000000000000000..5b6e4c5dd5da7c0a27b21d923a00a06f25351af6 GIT binary patch literal 1153 zcmV-{1b+L8P)RHR400001 zbW%=J06^y0W&i*K|4BqaRCt{2SIvtYMHK%{&qw$4?o72;FZM+da%m)Z5CVPKR}#QE{S9gK|JYz;LT)Y5pqj|5>UaZH5#KP>AY86-Cfhu zySfKq!Tk-@uRh-Uy;ra6qX#$)JU}?lh_`?_&hAl%_;#)agnBv-J;Lx%lnT=rq9fxJ zkgz@UfTUS*pYDAi5c@#-D^-2^#bh5L0=k$fuV8=d4ITOs9^(CvZ{C8(*3Y=JG#1@IaMtd>s?p8+jDf0Gw{ zG7CLy{Jeos*~U)A!>I~&e;p2-#{Q#tP&ruhP>^{!(i+%uP*_wjmREhh_#e@ zgxl}Y^hBaM$wsCLq`)eQm3_dp^yKhQnK{P)39_mRSb4?LMZ?y`fUk=NpG7gNOh_}7 z80YE^HD|fTOqF-F(L$X)p{l#N!n!K`{8+<>>WJ#F3I~`-^s7ZXs>I0Hs0nIIU+>Uz z$L32vQIyF<+CyWGN$Q=m3;TBpO7HbI_{Johg}2B1Rz(q~#oSx%xonY2mdW<%skE&T z*0U@h<4yiW!C&ru44H!WyG18}ItmnJc?eKq6K&ttCq;>EFW7ksIP)~Wke7=n!@h{~ zT<&5#XPeGP6BJiE=aKG*GM6SF_%1C(WOT3OvZqUdGMB|vE5wzEtKOC_73#~16YVXl z9OD?rI0|Te&&P>-E5au~8QqSGBkA)xL1lA$oDC>!Km;SA*rlPL#J&DH~u?G`Tb=+$zXk_&L|w;imW8YLNGU zox5-zC++KxxYhOe+N55b?Cn`mEy&IUH(yyKEK4{)0xxBEwxpe%qD#l1Xmr_`tp9NN zfud3@d63(<$~7C#JgHmIM<@m!e+v)X+acXxcoP9#E_?^XxU`%Grju3O=|NI}4)Xmkk~T*0Zry$+Hb?QrcRt+J?Yp@Q@|$e{~6rB+J+wGtj`hj71M335jK zgBQxr6-IX&(D%%_JV@W9Xmp7gO>);)6f@0wCZqNHhrsiT5NoEslVwvfx&ct~onI1h z{b4|@&AVIQfuwc$xBP!%iJk0k*a5C!eV1j4wLgKsvac>>&Yg5|+n{K6X$NkEZvv)J zER{ynpNf2DCzjeLYO;>gHQ9heP}Eq2Tv29xDS647*sjTC*frURe@$^9%Mrp8uz*G@ T`W65=00000NkvXXu0mjfUx+C` literal 0 HcmV?d00001 diff --git a/img1271.png b/img1271.png new file mode 100644 index 0000000000000000000000000000000000000000..fc9eed8a69a0841cf3466a2de7c52e8e75433f3c GIT binary patch literal 329 zcmV-P0k-~$P)RHR400001 zbW%=J06^y0W&i*H$4Nv%RCt_YU;qMs0|tEH13!plYQQcDA_71J^8>u5AOXgP3G6U- z5lH6+kSPY7K!Tl#SVIT`CZMyqfd=z47);=YxRg1Vp#jPSVg86j5XIgIWb$!P)RHR400001 zbW%=J06^y0W&i*NW=TXrRCt{2Sxtx>MHK#Ky0^P`{%XiU5-_BXBI>q^xCko~3?Uv& z26D-eZ{)_4BF*7#R~Q3F|TGP=G4B)Qd<0SCPa4Wj}kNq(s!_ z@ABxTtctp9aTsof1VIk`CsC2f9CA4XAfdS+T+`es-W8|7$QEiqcb%pUw`w&wy!JA) ztiK*5zUyS$LxnO*Fa3t^dM%~7h~0|I`e`h4xv&SU4eyQ&c>@n&k=j*qdtvRB%h^NH5JS~KhrKO1iX`YO?8Uh@Y{JI1$(iiaEoLY= zs@@bw394qGG@wQgi}WZl>W1K%j?nXKG=CIGIBJ=*%jhw}3zgui#Z$=@76ERu{SSxq zSsE?AThv@pjXyIKhA0eEvKBnP5lZeQ5O`UcG0a-l2&csiNBMJ5->X?=NJ)o<1JaOy?=rtchRCuqzG%d@8!a{z_j~h%V4gfyQ~9W@NnWp;4pn>DNfw;=U)fQe!JW5~ zZ45<`4$|3sFcNyBdM*;{U_(7a;jbjz!lnirQ|I&y?j#ajH?~jmwuxM3WM(`db!7;N zGUI{mV(EBQ8NxE$keM-j8F=id)(Z$<>t$xXPxC{Us|`jFlLnfg&1=#lA_HwV{x4Bj znyPncVqQ>v%}E_PT?=WsL|4<=a~=wmv;-ZMwZ!wyWKZNu!Vm0e)=|weB+h7H z+j`lE=~xiRUZoAO*x~rO^oNxV$I*d88ElSzy)fE%G~0w|G*6r!3FfHBT3n!Jy1XC2 zAXb!>WoZr_ioM%HLkgw+0qerEEJLlb(myO53FDtuY)Bwav^f@6{p6u8qY8=e`hf*e zur-IsvOIR7T9`uMcL|KV&kXSlf=a*NS-}~L{ad_sQjTsH0%1s=2Y5YBb$?9PaoCqN z5o?uYX|EYj17|}+N(Q_V&REx(A+7RApN0oI#*LVE`uv)v63ltE<)t{hiEyTH4JXxE zI4;YBsJ0d_83lCJz@u5aiMcn+7LrZN#s6+7970_A??kb$bInh$;?+K%D`!zUuRA1`NECd0?+rM_f%?| zcVaRff@dLMQFo>wt=DmrX$lQJ-4);z@G-J>k`M`5F+-w|cF1gv6|kBQ)|8~B^PRtF zy2c}V=4B-6Xb4&M-$KE$HorKDkfArLp@!*`m<~{A{rTAtKfLS^^qZJ%+UvbEa0k|@nB*(W>C(j*^4){qo-{IlYJ zI|I!{eV{}5A&%=AC#%E&YsgNY+SUAII)EURY8H;-kPcoLp;SWOfZdsVyB5>A0Ha_e zhv2PLn!@%}x^~R0yXO4~+aI?D_ZBSQSiR6@!eamC>V>v&U*KP*bvkKEbP5sx0000< KMNUMnLSTX<4?5)l literal 0 HcmV?d00001 diff --git a/img1273.png b/img1273.png new file mode 100644 index 0000000000000000000000000000000000000000..1ce8d97be4cc9ad65005709ae8367623c1d38f92 GIT binary patch literal 345 zcmV-f0jB~FW<0000mP)t-sv$M0P zsHmKroRE-^goK26czA4VY+ztuR8&+*NJu<9JTNdYBqSsl7#Iu;3;+NC>RHR400001 zbW%=J06^y0W&i*H*GWV{RCt_YU;qMs0|r!p%I9bJ0H!qRHR400001 zbW%=J06^y0W&i*NUr9tkRCt{2Sxtx>MHGHL-P_&M(=)ZiOFV?_v#8rB!9`f@K#=5; z4CIoNw7(ZcTM;pbu#G<<7n2bM4?!~r3Ep-*coAd=0)n7!V@&X5CK^a0=oU#fyD?eY z`s@Fm$?PVxtLuKyU9ao!y|1RK-m4mbAuu+mu$hSCV7WSzT5%o%2!)8j5R&Y&0)To+ zFKa?y6K@5HtVF^MFv)usBnf<(*u^c?K?AUzLCH)v)fr%7>(ojB}W6Tj9#Xdew_@F;+pb!ZqXix6!d zU9Qs`4Wdz^#+JaUMcF_cf zhvlZsaui(=n!;@35c8EVdF37Gism|BvSOxm+1tuCQ*ukM!qujMX$H?yl0_)s6ltsm z1NWwXKeks>AE@~Aj})3kwuyMn@E`f$Gb2>!C!$P!gl9zs+!0ifHyXut8G`ZQtG|$l zdMqWI3mvH^0c+6)icwNm2gUY9zQLa{_N_*~F6;x*TZJ!_&zVY9R=^GT&PH8Umnqi` z@~-=_@}F$Ln6Csc(oIIVO=if zt#QCT9{~ziNR-nfu}>IO^wBBzQ?gD@47jz#l~ET*nS0h~lpBka&9kXrnF8niRO-8j zcwE;3;Cr)F=<+^#D*B6wBF?0{C4IiB_E@&b_>!m9gdM{xmx-H7yGep}UODl)iSHEP z%4Wn@+y)cr@S(Qh=-S;i{Ytlk#fV_ z=M#Va1pT_!wuSOL_;bIFxR1u%M?WsdO1mPZE%O~5{sYtmggKfe|b(tAgciu8vp)z|l|w1q8f zER67M<@}d%NS7{}U1>gatC`7Kr(kPcPz}axC?yV`z=2%WW+Dz>yFeNJuxG)~5v!ep zgsXY+*z%?#EW-n(F{^UIXpDKO8Zi7TI8gO|f(_8TsIZx=&A;N8}8ciL|!Vp#;1 zhY$Hnae=w)b(L;q(;U2XI^n~I03TPq@(m0!nI&a|H@6vwJ-6Yjc0KA^+iyEOiTxO}fcz{mmsX^qRbT*_*I11%D z@=3*HklOJ}U8WNhl3#P2j4 z^hkKSXvt7W8cTkyoe;l3PR0{3;Z0C;DFcryl!6S)EHR4h@D-IcXn4=&%P};@H9P^* z5;xtaYll+s;F4;kE7Qy!aNvD+f~EkE=@;UXhNb6S)?Hz0_ufuIT%G%k9f=V&w+$_F z7GVmh{cN!4F4~Rn%;PNi-Q6cR@ya5p4JIuJV&d@9-!|)#5;vdt$aD@ z{{tyt#IKVfYwS9)?K3)bWXn{pW-3!&dq8VduowNeoGO7nYdiz#bzdL;d! z$1L)|edK=Gx|>Z4@N;R}!Xb#8p!E6Ew+v;(H7Aj!tQGw*3~_iPm*%iNm#!XipkG;Y zRHR400001 zbW%=J06^y0W&i*IHAzH4RCt_YV1NRC2Eu?9mjtrr|4a=)(vAq@P{0ScQ9xF}2P8q} z2Y>!UB{h&$QV%dTOhEO%1SgzX1oj;B1)#0`|AFpcS72bU1*t$WbFrw8z2P06f=kg4u)U`R4G#fm=shbA`!@V|NjqI@N1g@ID{HO zVfUAh1E#A&fZ@Y~29Q((FIa$+zW^e|!Ek}$!-VgsfrsKkqNPSW;QD`+>Hb#K?81*l z0Y9=7=LJ>+20VJ83Q+Vg>`h=m=sD-{z5zWdzzX=0rI_Oy5PF!o5|}Tb>47NVN0MT0 zVETq+k1YeQ5mJbJO2ZrXBh*}WfXg03ivUl@Pq-17)sfP#O6lk h!1a8P)RHR400001 zbW%=J06^y0W&i*IW=TXrRCt{2QoTw8K^PowjmhQb*3vRBATEMnbG>#4X{_YzErL(5 zzJTNfv`lMdDL#QF5VSRgh21R(63B)1c5|D%jR%K83n5c1-?uaK?RUcg22>pttPE;( z(&6d^Uu~GkDm6DSJz@GB$5KBzt8RPT*8c%Ec#kgMQ7}_p=uaoZWCto`x;1cerV8e2 zw(8`(yal+lYX<#4%y({Bp(o7)^0{Q}j;k6SQU~8y8W=XcOo9`LWUQNN8^WhL!b_F! z%&VocffQh42&bl4l__+ri^&8%h;G{sczNfauxpf{E}xy(J3Gaq2ybV>?lhp5z#Uc? z%B{FYXTcc3eTdBZbQJMoYvVn*WQ(5!)I}GHV~rQNgR5Hy=2c>Qm|=9+@R5k15Ys0-38D`DV!~ eN(5{C8omJZA7>%D{5vH80000RHR400001 zbW%=J06^y0W&i*TjY&j7RCt{2UCojl#SyO6YNeILsyG@4f%gd<%Z;Os9CgDd!z1Y8 z`(lDC_~xVi2AU^e#RCw?4?tKqh#rl)_ZD(fffKfefRcDk!F^Q+3r z`s?ap%oBY7hnQbjaYZT8m!8k0lQR8;br#)R4P&u3TA)^8$$sRTp@XCm{g&{3P?nx%JjwesSQv8sC?hX zmll9?Xm4Mxw6{Ak+?M;I(6=uO(s_$*;i}R z6k@x1x@oB!^Ol+?^szqM3N>niP%}`AfEuvA3l?(8^Lkc@Fl%F~=&Owm+e?}*INKI_ zb`jJS>9zu$PnA255bm+lb>@ZY`31FnF1ZO`7++u91g)6}wYQy*E;`xH)i+_=x$Y)p zJJ;QWE6@fF^+K8Mg0+7GLmvGFaFnX@k#Un$ zO4ChQxl2rFSkFB8jE_e_f1$48oLl8m3bXa3|W<**`6W}GG&-E7L-22R+y z;p|HWe(W)m?93ADYQ$swXp}f!Za>kqD6z-zMHsrty-gHjRmDr%bSF6PRbRiDXVT8L{_T zZS`0V6K<6QlY~>6fE-+f(i}V)sFy4Pg00*$-(i>TnICyQaYTp+ui-aNFG(O&2=5+) zCyS!VqIWXIaAm=tnDyzVmySTKht02ZpB{FAf4_lga&VHC?AA2D`($#%trAlQa< z4}m7wQuQ#1k6PYr?2(bndz>_Cc~26?DDU|y1Dar+^}_Fg9j{@Vim~2eQ_`vwy8U)9 z!3V(B%M(QKZ^iBK{;gCHy1X^_!j`u#Z_x7A%MMuH5UF70jS%+Tilw>XEiZ8Os#GK^ zYLUvjqU-(qIlHk+p?JklR-Z`~2ksBW^IvweMXPLhDWnNvjIR|c!jJb?e0L+84Y32!wZFTCs(r&w*;dq({7 z9>m2i?-7r<@Z{%n#oQ?@o~*<2W~Xhj zjqC6v`NB_hY=)gS2f45!gL0HS+~FX1QEaeg5k`^O6M+tL?L9-P13@laVKT)*6d7%X zByjEhxEevOnQPByi&0#AGF$YJYwa1+*`m23NUoJ@AEZZi?a`gMu05H;Ajmb2+LP-s zqqfj|Gm`5XwT1R;K-ZoLj_2C;ijZ8JW{c54v&CpgR>kc(S8T<9WB=Mt*J3MvdiFq^ zo+nVeVfz6~pm+c&CdKtAUQF6zKssBDrFf5a>X;OhVp2?sz4bOXptn9PgoG~9F;~UU zmkr&8RWQ-|>_Z|_rtwV+PD zxudul)~UNx=eaf2AJVCXuG^~Esl$n-NR6a8<48@z4-?Rs+C?lmHI8C(>LuE9YFc}3 z4I#axEKMng#nm}A zLJC@HZ635wMB8bZ`_!0Srnw_7b1CA7|9_A`??;S=8UzA?Ko}uK zC%Bm;BO>H%a}{NP|Ei5C{YUfq;Zm>+Pxb7gFt~4Cp5>?VuAP*;a5Gq;{~_ zAii~@HNF_p3Zcw`byTMp{l`1!yYB*_L*kvkwSoG@qaU}Qr>}MwL@w51n6bpYXY9|v zc5AX%y9*m77-frKZ3xDE#ZJEM-Z1v%gYAW_icIPU->L7uV9&ent{<{*b{BR=W@0UV z6@T}3|8e)_?)xA=6Kk;*tRjid& z!9;N$Xs zXT|(Q#51F{=Lv~#-Drz17b4`tF!>?qvp)m^fq;p&PFvA=y4ulN_e*^1!s*4;hT`G8 zRYF@L;ONKg(Y4WeD+mbj3}wB>sb=my+q?tow~NVnD@aowOL9(T@YU|;h^FVQfJ}L; zy1G>H-52bt`|ZDr^Hu;dVeDXr^1Ky*Qk`0J-b#;5s@PYC1&K@;`tH@UU`X4q*@ zZLPlyTl+I%>}-a^W7I`EwS(eJs@QFW>128)j9tudG`v`+cGa0l6tBm%416T4RR8c^nNgVJtCY_XeW*4R3R^b?RPdn)jI}g7iFH7N>$joL%RN^K_Y5 zi~Xd5qPyHWIfC>o3Jr!liaDSV#ycZ3u{QkUGlTq0tPNeoBMX~w>al&9SlizFpaNF$ z+_P-zkS&>5i{{joKVP>1@vR$e@#Sm2Ej{194ts4KFr)Ky1OkDODO&1%8J!=j9<2>G zYUjK7{jy}1M1kb@%c{n`XY6DhlOGJ{>ELJurvS?g{5RX3LSWr6B1#N!l~&k&(k5$L8(6kGbE6lrz?gI#@a;x zd>xbs!yTiz5sZzFIISy+8-WmJax$UgPk3u(g~iq!0Rwp@a2%6HNr^an=@s^dx67bleHgo_~gtmlve9=Laha(q`ue%b{cDMhjc! z-zy5z^7DhTRInT%1(YC$8>!9@+RDj<4wOQ3esC@aQdC}$K0qS0q9DD5OlvW890r!s z92EuWIpi6t3DOHF(icO=mar;$F?1|rmP%f&L0YM>7&>-@)fUwmq%~=)4AQ!!#n7=J ztW8V zBoGJ$0wDpqw)&&Z`N5_LH#mN73&gi7e762~vpXCQHF%*rTq3XxPy|OXLxT5Ky?uw{ zp_SL~SB$;e7x(^nXytsb`_RHR400001 zbW%=J06^y0W&i*H=Sf6CRCt_YU_b^R7%%}dgfc)?!w;5$u)DG7LIXSy?eifTA;v)s z{=mV&!0iTPBoH>zL^5_DvBri-U z2gEE4z)!p{1{0{mDZ~B%!G4ZY6<-0G1_1)L05z~FV9gvLTaw@!Shs<)2m3PyhB*uj zoCm-ZhzGPKI)PPu0zw!5F+K!psfWdF9yLGW-Al(v>e@?;|~*00000NkvXX Hu0mjfb_;`| literal 0 HcmV?d00001 diff --git a/img1279.png b/img1279.png new file mode 100644 index 0000000000000000000000000000000000000000..493fbfb836e6fdd266755759e407a51da419768d GIT binary patch literal 384 zcmV-`0e}99P)RHR400001 zbW%=J06^y0W&i*H{z*hZRCt_YU;qO?1_o|0BVhppGB99ZU}9k4Z9o$G04Di?SOLsp z{=h&0D8NX52p?`5|3e12AX%UQnKJ<_G65mR!49UrJz(H?z{|kPaDd?f+nRs{7^YC- z0xWRHR400001 zbW%=J06^y0W&i*I7)eAyRCt_YV1NKN237|K?0^YVC=-Yea4;~iFfcH)fpkB>p%(-2 z@BxW}4|Oqfa}@By2LM*#@{0G8Z8$HrnALI3~&07*qoM6N<$ Ef+~5D!TIk#z}L5o%S@~ielaXl zYv_mdKI;Vst05CF7pa1{> literal 0 HcmV?d00001 diff --git a/img1281.png b/img1281.png new file mode 100644 index 0000000000000000000000000000000000000000..aadf311f6916a661c8f11cd42a30e9c9bded90b9 GIT binary patch literal 234 zcmeAS@N?(olHy`uVBq!ia0vp^qChOi!py+H==QVX1CV17;1lAydGqEKD^|>zGiSnt z2`w!x6%`dZIXMXl2_YdN9v&VxHZ}$Z1}Z8l5)u+TJUl>6uOd&+15%77L4Lsu4$p3+ z0XZ3-E{-7;bCMGp8u)o$FlZd=Q9F}-;J|_N3_|QodF(v83I|vh?`Wus{P+KGl98Cf ze`crkhBIOg9N;TrVW03||9`RHR400001 zbW%=J06^y0W&i*R14%?dRCt{2UA>PSH5B*dbkZevoI^uFk))3hp@J^=A0!2c0;Ho0 zB~2QdtUxq0L}@7DKe%hsqN^xqI69grC($59;U*y{5dlngW@pCZvHkox_ITefQufyC z@$bDi{+{TwC1N_;Oo9Pgf z*+jTx%)6ols@kXkc%5l^s#@+USX6AAWrIX^HlC4DB$=9|3vHUZOQeb-W{aEppXnkZ zch+4`LO|o`3aZL(+z}YJu36ObQ};_hVb_9*LB{5yV8Rfis;^Igi`UnPs{3z@(Urr5 z&5A3+1+}Ojm=lh%#{ER@sB)N+xMDN_!3hFh4R6DCF&fm?dX$?rwuWEf9(Ry%S)3=s zJ-)t&9sQ~r60|ceJuKMt(pnm8e7%@pX)J5_6gR^z(9e1|Jud(JXyL^@fZr_4b5dnF zg%e@ip5>BRi3&F-t*CJ0)0mkm{x(XWTpD~a)BkJ(>f43YvQ%QiD2EJH|6?zNY0Yku z>q$GX1VN+&-kFK8@Yypsy5YfG-4D9qur?6aOLUwdX+8RVM$=g@Fi3u?OQHu4#MhP#_;Y3Bz0>D!2 zZ}auKTDEml-R=XlJ`vk&aN$YI@R%M8+@b4tUul<|m%8LLT~@d-5a-#kH2v_Zc^L@A zdIOgdh*Chwi>DjkCm`M>&uNmDwDsBgZHXd+EMjb`D-(SK$9&MF5ndv+Kf`N3*2^QU z{FGmiNLi&h6zc>N)nM!3IEz3`jamD2BaDDOYg)j&MeuY*8PBu(hi*a-y9GM#B=3@E z8$iX1vx9Clp*JWw+6H=vt$F7M2T%rBZFvspItnVq401FOvuTxDRt5dtUjC>TUp>8@ zc|CG{02N~Sl-rq#&;0n%xV#F6n8A?J=#5Lf4) z3nzF?grirCU#1{F{+5z2QV>_y+1(_j{*aK(g_1ac?+`d7%Qc?BsY-cXPCU0JJ#i4% zBc0(imCMB5?sr5VG8w|&iX1?5if3=I9mksOPX6$vD>ioRRTC##t~DXE3A{hsFx|-= z6}wtJnY~BP(PV#d8I7Ra&g(y^kj78#hm(9*4f9=}%Ii!C4{#y|(AaICOWtK3#9vXh z#Agdx>IB4e&=^z`BCs@bOLfG%d_z_Fhy?69TjHk2YYV=kVhFe6Bc689UG~7aV6(1s z)SOnG{mvUFtMuw;>w-H0whLaBo0eF^>diU>k^9lfunki z<9@pBVv|@S-yHllcCv>do@Tqs`BSuc%CI|O)+r|OHBIUB3 zlInf!4t=cMrxQ{U{SJL3SMyus@K0!mK8m@GcIcx<$a=;}xXT8`NyMt%V9yoJ++dgK z-bv}1ClBxL_c9Gm2>{BfAlb6pz4bkwVELmynoGHR8?V)<^GjrsGY1ai?;jC>Im5=J z^zC@!^8@&e@=2qQ_?~N0a}T@B3A-`zVaR0dN*pADj0q-6OFZ+zOM;kNGAvGGZrOMY zFKa>sUx7tL0um!}dBnX0YxYu9s*Im27U?V5#6X41LVd^#*|^uIl&$ckRUqUy`(0Am z3jaXPojqjxWT)?$%U1X$As;igAluKnq_P!0ytv2yeR!Yjo^(lNEBx9o&FA5jF3DJ7 z=hw{jaDH2yyBO~@AN!mTHeB91TR1W5#PG43U6rN*&hrmrH)k>I+i+rmeZ_F4-Me1@f2R&LL6cz(T@|BeR@FhU2=+4PwJ&7}tlAchedzl1yl4j~3i z(*BW&z|n6s-)V&)%fxP)(!-NwVmAe3kGTA~!t~r>R2E8+jl(i&HA}k$t3D$!D(-(S zn<2aAv840c!+A=7n~m*We;+-Uma&(iFdcjdsRPK~HlR6mC&Ym~RRD#B+N+RCNIqcd z*OhOcv4y8l89=l{T|HIaiNivyV8!Fsk^U;-Y?yqNbB%e&-J4`*pxWU*hBzspvB2*ZASQfUg?JTEO zTxeR^3U54G%_aNLw6Yc6Ijx`L{lixu4Wi#wD1isfe;hG#Z;kwU`vnm2Vy7!JVtxC0UwGDuz7B!ysXBjiA@j2qDA}ii6ZhYBF+}_dXK~F093eipu(jC z6)qj9aOpsWO9v`kHfa5Coj}*leR$pUMIaD}SpnbVQ9Rae97csp2P#|^>X#t9dBo>( zc92yWOON;(ZXWTT?k+Xmvm}-d*FbG4&@P_N!5nM2ob$o0_s7SRBXa-Qy`jTlnbLz#1_XO*g*?mXpXjsLKp7&hLtKGm}IGW3ym zb*Y~imfp0^^7cYH%gYJtA%?X#Z7#h})VG%ic9`2BV~^2|4fOp1{M#Q$Q$rBgR7-XRHR400001 zbW%=J06^y0W&i*JYDq*vRCt{2RXcCfP!#^`IB^{O$bbahvKOft7(p0`iKYGt89PA) z5)zwXp$n1w3&;c#V(`!v;i)6Fgt~MZlEY6W3Y{-LFIOLa})iF7}==@FSi>kq* zinEhYkMV@D> z7H<(TDp%TpB*g`53{?XHsoGRpFwfJh^4x8YXuIa4YQSFG0-~`oxW}_;5G6kQsa`Q_ zoU>C&ZY6b#^Yg(`m4R9D!%FJo4F3SAw5;8{P8-&~@Obg)qRAc$D+dpN7vEqVOlwvs z?a7C}7Rr2+{?89>kK{3J>NepFT6_y{BQ)!=@Juz(BivV_*EE?``}7?y{Kw6EucR)G3W0`eL+**J z*!+GdB3%r0ITI4mI?z~4&5D+f-cG}$q8zcni?NOMpLza{72S`(?WeB;F?qM?EYaOikB3XBh41k4MMq&C ezvK-69ex3BuAY^R)+s*#0000RHR400001 zbW%=J06^y0W&i*JSV=@dRCt{2RWWbVKotHQJ8=@?#2X+MFCe5=!bpe>;TcsTKjFr1 zwFE+9JF!qPl<*6h0Wly358d$}fMjSFhRVQ#5F&=KAd1X;cjv?G6SPbmQ5lfQ-#>|D|2}Gqu3!l*)!PeuR_UDv z6?2ld_;@D3a3ILpH;2_$Hlxnv6Vk>?RY^%yXRoUzxU9w~idG&v(dYRPx&UWXS#wJb7 zPTHN#h58|vY|ttG0qAPCMnyPxT=~lVx!*}!du&+SyJ(LDwm&NWn)ZG04Skc^^Fs>< z>M^YPHsJ+!LdH6O%kNIh8tIuXH}omh&~(1cez_GW<5pE{s#gH-_a*FT!@pD!18#(d zPLwvwt{td5^$_>9*{h1>rPw#DQpq;Q@{ri7Fcwj6h8(s^gNE-yW%93SQV>$*^dpz{a!JeVgBVryAJ~?9q3>Ge+}Me0dV#3>5is z@dK~al%cO^x-}^TZSTx;m7O`F(l=KHnhztL|<)kC&r}*#j3;2za@{7aG{{R30 M07*qoM6N<$f-wRHR400001 zbW%=J06^y0W&i*Ivq?ljRCt{2R69$3#DD3(W#$ElmILVCWw=M#u3;CJA1NiWVFAB?cep0i3sEznazOCe#0A6qDnm z&yQ6QXz>fHLuF>xZ9`|HOcwPrM4571oHvz|66%^Ije`xCP0{T>?tR#rRDsF4Fnt=G zb{G##jNpZ)e!PR8oZ5s;;aT6D(0}|oqSPaaMHnp)wWkD?Z_+IndGLuOKoXPJ3zf%~sc^v(AC+R!b`r>I1rDQs25{I}MamYT59FbAu9qwf(GG z7R-?_Hp!;QjxA`Kch294En{H~r~~W3g_l*+!H8WrV698C4G-5&s`3WR4)hXMyDkbz zE#o}IS-eg-ziT^LVgR+0wBkPwR}*SKOAOba!G8}QA@gtx(Sb(f00000NkvXXu0mjf D@h9wh literal 0 HcmV?d00001 diff --git a/img1286.png b/img1286.png new file mode 100644 index 0000000000000000000000000000000000000000..df5da5bbbc450ef2ed731e484562780eca08538b GIT binary patch literal 476 zcmV<20VDp2P)RHR400001 zbW%=J06^y0W&i*IT1iAfRCt{2Q@u{ZFcALgr1>dn(+6P4NGCFO3|lr{A>s+Lc8i$0 zQ8BR~g(o17P>G3&ssnQekPwp>20&G6`<#@ZR*0Vk!8iCj-{(8u`D8%DkES`3#u6MG zu|Ogv-qan<)&%ebbA}Ku!bGIpoM#)lnx_lm3^DpR&|Vh?7&>}aip$E+rT+*)0SvT# z3fNVboR(OumMHN;m71-!o4zu0DxclyF#q*u%ljtoo7+pgC^khe22{fmObpQsv+9%_ zpzQa7!<5dDC+{R94@pYvAaq-la5krekylH`GjVdI$l*J*KT(hDl{8YnTz;v?KLTsA z8<9208Uj00G%8>RYp?UD9@m#2SRg)b#F%4!G`+6BGNFnR?9R#69^SU3`@BkTqn93S zivospS1)i>p@zQ8278hYG4HaR)lr?ST~LxesgAI3>%PXSK;ZCATUFFQeiK%hsZjI& S)$TU{0000 literal 0 HcmV?d00001 diff --git a/img1287.png b/img1287.png new file mode 100644 index 0000000000000000000000000000000000000000..fa2a20d7c9347e44e340883b26848e71985a0241 GIT binary patch literal 368 zcmV-$0gwKPP)^90000mP)t-sv$M0P zsHmKroRE-^goK26czA4VY+ztuR8&+*NJu<9JTNdYBqSsl7#Iu;3;+NC>RHR400001 zbW%=J06^y0W&i*H?ny*JRCt_YU;u*!49MUf5I3NRFz~Z8up}^G1sre|D-bI%@B>Lc z>`IY=0z(0aG60$Sf#Cs=JaB;*M6xq%C}R)-8_NPxfaw^L0TYB`2N4Irb}?LV01^QZ zHzYK`WEsU71Q@{XPhjBXg6QI7O?be|TL4m@05uP!z5qfqQs^}D0eb=i=lTBz5DwFS z#Rf2=1Bh3_)l@P-Jn@-2D+76$*n|NlQ^=zGAx_ABQp13TDaZK#=S5X%`{AXF2oLn-wsl>h)%gDt`-K>Q{E O0000RHR400001 zbW%=J06^y0W&i*IhDk(0RCt{2l)p~HFc8MC>7SIOiMuhdWbe=ntf+m2t_(6U57zAmQ-%_5BjGBZ^43h!jAZPeOPbwHdga z&nvqa)<qD6(F1!Ac#6;z>5@wo-K|L!~1)Fl}E7(%7 zOVbW|BGDMmq2)k_QIz2Y-d-RLwFWGhh&Ychc^BJ^$I&!C^Hute&C=+^)^(a`r$5Di zNX_4vkFvv3{L6G-#kkqo3%<%%Z?~AuP;a&->FQo`=%K6iJbo{ltFy6(bihEeTs=QE z-}h-te+mah^EsRmWguCu%e}f{_M!yTwamc8p5?- z*!g&RGZ2)4WT|TWfhTRX6WWGJ>Cdsc%4wWw&ALUKYg7KKG<^Vs(Qwi>_C$vO0000< KMNUMnLSTXiY3IZM literal 0 HcmV?d00001 diff --git a/img1289.png b/img1289.png new file mode 100644 index 0000000000000000000000000000000000000000..2c0669787375e73379d4555f709eb07a6abce422 GIT binary patch literal 847 zcmV-V1F-ywP)RHR400001 zbW%=J06^y0W&i*J%}GQ-RCt{2SHFwYKotIVvp;g1-OYA3!p1*94A_W`*9&@Jsl{Sx zmF}?cNGXW8y@k<2>|73%vvCj9>WYiH*a^YLD+C8uu8`Y}Z)TG0WRu+sf}*$|wI0*ns;*KBZR!K9m}MJmYVkDfV4*e!XHtGSVJC#EGD z^+46gPodFUoWf`I@tp5=Y+9nxc4F!&tdja#Ul64;23xw7(jn?vZoMGWVbwv)4o69sdi)s9B Z`~>mq=@ji#9_s)A002ovPDHLkV1jMygP;Ha literal 0 HcmV?d00001 diff --git a/img129.png b/img129.png new file mode 100644 index 0000000000000000000000000000000000000000..25249dd9b0ca4ab1ac9858551655593246109e14 GIT binary patch literal 1351 zcmV-N1-SZ&P)Um0000mP)t-sv$M0P zsHmKroRE-^goK26czA4VY+ztuR8&+*NJu<9JTNdYBqSsl7#Iu;3;+NC>RHR400001 zbW%=J06^y0W&i*L#Ysd#RCt{2SV5>8MHv1z*-c0 zA`HiZFeM0R3JHqRS}j2i(UJPWS$|VV(1qj0!q1c%2|WcINFajkg$h!0Va#$aC+Ihp z)=>ieKWralDD~~2ShRRL?>?J%^LGs54DzVKVlDHPR?eE%CBPMwcj?@q%x{_D%s}={ zfxM$4866jmS|=%AN)OeP5{FMy29{+A7z=&y#z-qPrPDZt!!gTl3g{WQ4v2-uD9o}1 zLYioGYQ~B`6-zKIsa0IfT46PoG5c&mf>#<;-OEUS!^cnOg#jtXVA zoAJ841~x#Kp;P9?%V>elr>IVp?n^$_iA3SaGTKq>L;>PY*z0f6`%8`5iQvX5UuUuy z<{tFS{0bzW3R?T_norBeXIBrQdU2@~pZIcS|~N+&(x24}LlQcVR95Z}gHiaJ#scLlF*lq|oMP*Xj7}^RrZ3P71zq z7O9;cROuT=YBBS#2tBoRb^Muru6Tz#Q?ygPx5)MNP?TylhobdpL=y*r)rpXPVmTc!*w3P)?&VBme_jUxk8xKTFjSOc3aCnJG)BT*NZ#i zMm5rcz8dP^*hR~l_CoHJ)4r;FYNT`iTTw}mUF-SbKu_kM|RPY=AX!q znQSjD)?^LWPn0@4)y*~KuvUg6-4c>=VMx1Z-H*Puy=eU>>>qxyu0rrp=1>3t002ov JPDHLkV1hCkm^ literal 0 HcmV?d00001 diff --git a/img1290.png b/img1290.png new file mode 100644 index 0000000000000000000000000000000000000000..20b2fb2b44a83786a06ac22b04d6e074b5a33e23 GIT binary patch literal 498 zcmVRHR400001 zbW%=J06^y0W&i*Ia7jc#RCt`#Rk2QlKoA}7$U%?=3ln2UqP^7GP}%Aytkx!OV{sjw zo$(9IRa$yKV2;*C`G!lZ-I!?1HS2N*vdc0eg)zQ_g?Vq@%w*XBKogx83+xf<;Juts6>zM_e|;?<+I3G3=O#XgiB z2w}V-ZNL`Zg8@7V9*Q<_J=LezSQYy?!lc-vc=zAM(4@*;@=S#;SD!R_xz|hBBe}eY zce!TrI0->XS;b149zxC;I#rG;xJMpBk+;4h@r_5r9V`&Vj#EU5ImJfBERgt!;PN%h z^S9W2?amp9NQ<4T>WMc~Yig{L!`WrjOfWqAA9IzwkR@)pnvlsOy1G@A%Zgc2rO-SE z&13cnA=tKNwdd^S@u8YtbQ|y8=+P}ki3QpA1!yb@d91aHp ocGBB3cuRYFghr830Td6RHR400001 zbW%=J06^y0W&i*IKuJVFRCt_YV1NNW5YfQ!fdLONfH8P6<=`3>fS46RfdKzQhW{Tf z;xiRHfawPt{D6TU#^qK(Q)tidA8Zed&qcaj#DD?}5l$$50T?U=6JYW@P`Uvo0CNAg z2k4r!jzZmOKLNXacq4*-fC zxEt_Fj{+dDg)y*XGnf$b1yu1&#v>5MGMETI0|tNzaV4ONe*l+Ej0f2-FfbC(EF(}0 z;R2J$|Nno$nn5zW4nRY}O5TGc65t7r2TAA(!gX+)!I}kp*RHR400001 zbW%=J06^y0W&i*N)k#D_RCt{2Tsv=EMHC)qy^g)Mb6kRiutkN01frrqLT(6U(orFA z1$3mPVkH!b&iMs6Wg77QfnYb3Nt}Wzg&zeS^2i_sVq3$^eeJx@%zb$6yZ5tl@12=* z<~wI*cJ91x2q8ecsFFM)%$NLV#hDCMxFNkj`aqLEk_Tle5UJ_4Af!m<5y>#*m$#@Z zS(H!uFEaB6LA@2mlXKI+QBGMjb+`~)%$b~4ccV!Tw9dl1eZ;By?({`xioe)60G05; z)`l8a241owLm7>b>Vs-&G{zQ9nA*6lyoMyC5!4$2lPqX)k!14h-4SY#Q8fmbCTK*M zdBs6e-b`=9c;!`cMmC73{2rmBc;RLbYgt<(96@`(OFa@s_hv*WvZ^s4KR{fByR!r%f>;2e>(500E2Lym zBSKLxI@ULNgdyQjol*4Z{CrYoK+fX3BBP6jY!?14u^#FqM2_Vrq}YO_L}X8 zo5%cgh$*?tf5Dpp!+O9aP&RpDaZ5}APXgv$49ypr@@lr{Q$W`Qx8Ox>GX@S`UP;Z% z%!-SL7h$$1Qg0nG<>txN!|X^(7jOK$9%gDhXfVoI8NE1Kt`uvRkYnw(nIkYZ73dz@ zTrxb+CCoxF23@`pI<<>g3r?Ol+ux^hB+~OJsk|(>xHd6|$8t^5OwI*BC2Yi2JK^_6 z`tuojEnYiffEE6-EE+AZ^M&EoYjS#P+%WMGyeHmRPm%y{oRoY)<|qL9v0>tG;D}Gn z@3CSPjK8_rIbn5I%Jr$^E5g)f68KQAA>e&#L%_y*9XfRAV8OyvSb0bJHPAkLaMi@g zwk++>1-v5gJ{9losX?GL8TBu_&$tmICb!trvautds5t_B)rClp-70WJR&}c4rmT)pjo6A{} zBIl8q?gAUWT9(J;ce7CR7L7|#Vip~`Dpx|n&@e1BrEE2ZN@#Ol%K;iYbM*y7MJ<$9 zmQ-|Jz&;{jwJm1;E7l>oC)%7Dwp9s&tYu1a5#UYUSl!&lBy{RhvwgGfcDuQIhYnRR zlmqiu!};(p*iV+mQ*4V}Pe$kHou-K?taGaS>qVH{C7TrJ+~bCc$8egg$&2S6dz~DA z9gIGYIx<@d`v9Ed(;_VP)=$XZdE>-%_k(0JfL{c5F8Cy#(cYWhsA1wSvvrxJJR;lF z?_L!*6;oTGpW2?p)OKMez{YTG1EX}tJf6L?`JKaUN9S- z^n^j686lw6euEiNrTWSED;0b=KdnSHIrm-OY(M@g2Fr8b2(EWu2Tbh*Y!@#g>{yKGy!| zQkG6a5QNH=7~VR zxj}`Gm>be$>oCI#i=HR5@L#CsAaki-XgM=1uxc8uG=*z#_0A=EaS+m6oRwxe^{MDZVeyvp}jW%Rxm*VQrUAO1m-^VV-~ z)M#Jrz#V>fyuwC17s)7c$U1>Le9nDZ+@I%KzD#bD zeb$9zU1VoN4h_!q^y`FxUixD#++Xv{U(x3{CDFZy+m0D?c=kR4X!S=P{{z-|Vd1Sg R-v$5x002ovPDHLkV1h9Qh=>3H literal 0 HcmV?d00001 diff --git a/img1293.png b/img1293.png new file mode 100644 index 0000000000000000000000000000000000000000..cd58858a0fc531ad7cde71031d71e801d4bf456e GIT binary patch literal 860 zcmV-i1Ec(jP)RHR400001 zbW%=J06^y0W&i*J+DSw~RCt{2Ry~N+Koov^$!2q#Y(}iKy6pvTvGE!qg~$~aTW%$> z(Kc9!Rz|U~a?e^guJH6;815v75}B z@BPlac^Lo;Ir1Imgugockpj4J204TRA`BTpWV14*QBkPup0MwVxiK@venpKIqJz?_ zO{9U@3~>qEn2f#QJa0ARmakAOj;jFcBCZup+=1C>m!x~i#!QA5y43YnxAcQ(vOY0? z_+oeri?lFHzz-%d6i?yk==ow|+;h(=;dK;IjfzRm!-8$)RwYVDQ<>px)pRi1M_f0D zZieDx6jE9_tcHN=dL?D+y$e4|Zc_zd1ekcjy&{oZt^lqUtf+#x+UBIE0Q5WjUfYm#Mudo4Ln1+-2mPLl)M6{i4e zRLh)i-|1K~5mkZtAEp0fp$=U7Lyh~pM#z6BH^X_bu#P0#ouM@9^gV6fde2Y=nrp8b zdYPEYW?`ccb^YwfjoyS+?TWC7QDSt{N{l`m*+MbZ7`s<4%QE|I-{R0 zM%^tV(oPx$aoUNKW21yp)_RHR400001 zbW%=J06^y0W&i*Hy-7qtRCt_YU;qOS1_n+BBrpM)1CrtY%fL{?KmdGD0IB@&L4lQ! zN;L4EfgymCp#Z|+XW(Kec%T5|1b_&d0*(a?Yz);5P#b~XtwEM8V_@L<{~yR`U|{$G z6HH)daDp-!k<_Au;lKfw13-dt0>heb44nTKAW3{+0K1Xh-vHzrRPka41{1cAObKY> z%s_<&480r-XyRNzDF+6wV@RSL|Nn1bn8?7?_l1FB1DccA0RHR400001 zbW%=J06^y0W&i*I2uVaiRCt_YU;qPtApXFB37CP{fPo=^fq@GqRPX^tF)aYIm=>^O z(TN6l7#d&{D+^czOyz9=v-3d20iX&F!Y1Ja>>F4MFnJH88IVMQybBCWPZRz!GxRZB z;9=lp=mYU6u$6SMo`K^729JY*8%YV2r^4WeBnagdxUzF01c5vd70}?ogAfGrfTA29 z!vAqGJOFv}0K)?ij~61%$B+PFfGH$>!w6(GFfe#7AVRM600S$(0d|GRa%=)083MYn ztAon1Tmo^}8MY}ie8#R2D#r}AJdvSCfMWrxyZ}R80t4p(28KBdU<$~C$}w;uJ8UX2 o7d}8S4#Bf_K()vM4{u}w0F%K$kQiAVKL7v#07*qoM6N<$f;Hoc6#xJL literal 0 HcmV?d00001 diff --git a/img1296.png b/img1296.png new file mode 100644 index 0000000000000000000000000000000000000000..4c8db0d1346ad8e6f5b3456e19214b7ac3b6a271 GIT binary patch literal 319 zcmeAS@N?(olHy`uVBq!ia0vp^4nQo+!py+HI6uH0Bw!HW6XLpg^X3&RR?L|*XTpRD zEiEk-6%{!-ISB~~At50i9v(I}HU@x5)wQ-JU~saB2Ui)Qj8@*e!&b5&u*jv zIeR@_978JRBquO1>anqjv6*a`*yt!0%fm9`v!t3#!UNG`YVFJoXX_3eILZFZ)WD!% z!U9R_f`lIo>G25>42uMqc+T*NL_4S@lsG=hiCA>tK)25817{8#IDO(kz_Egc$&KtD zk|~ZVKOTsfx1=^W@yaXw)Ms36@%T@A!mPy&jfp?mb+~RxItZRUaDe|&LNJ3!GJ959 z!oKTVj|%oACs>?5aG;pcr?Fz2KGTDV8^7;oc4q4;RHR400001 zbW%=J06^y0W&i*J=}AOERCt{2S3!%@Kp1^(vQ3(#oq#9ZOD-!Oi|n;h#Df=Q4;~hl z#fXZ>?LkD)LoVV?_8%AoR}qoLi>GD#2i6AmzU*NU5w!zeRz$~{Nt!mzG>x#Z2z}5d z^S(Fl`)1P2Oo7tyHU>br2O?W{oCuUcwv1HM(jS|nI-WpkTiy?i-p$mCrw zX$9esw~2OizM%M(yZxeWH>HCHI7}d9=``V8s{oz zDl;nAQtHJ|X=hY{2Zrc=E|uwxGb3s=SjDhUYbO2?{2|)2sweq)UL{>fhI~A!H+pF0 zOgO1fQT~%6O*3&L>^E?X4sUu9ya0?vznGHw#9cVmYhQ zI{(R|oufR6@>iavcBl89)=9maUS+nO-z%Va$y zIdK^uHWacoj2@wB+TKru`LtrligmSWN*suSIni`sTpWves-U(1-~ zRCCNR#|eXGF5|HJKAwLWXL7Hj)#nR`$pTeuhFO7Ewj|YQ;rKMTXaD%3_3qxc7Qx4>gJ4Wjy+N^jeM%;kS>^es*>laJyRg>Ly3N;J#YqKxEd!TliOnaX-d&WDp`c*<|1LN7$3mNiiz z5AS=jvH{~5*)0Qa{Wv3!wqf&sMr|}Mj=3%2wXYw__>4J=&4keC7JBh8#m>5TjFykR zmSWB>3_4;9(+-|U!#Cdpo_!0>{RHR400001 zbW%=J06^y0W&i*WLP25ZEs_LsEIXi=y{s3ua*~R*b zY&L(2)tq4<;Docz!_|=0(x6J1@SITVLWTrnyI7ufK0yJOeR3u-7-QnX zG)?Z}ktLsDk)9QnaywW}$KPG7plp5i(PQeGD-&3inkwMx5#|kDIIC$Sz9q724&rv= z=VMGhat7~xo{&oVJmG*i8bb{DeSOyF|LbQ)9d;G&@{TT>1A+c;xfryJb8?Xojo4Z4 zmI;)p!<0pdnFOz_7>V~f@2P(@s6~99AXrEAv?w9Igs4ZJo4T>ZSXokEhZQEgAtm+2 zIC6bDzJsraCy`|-#{8==8*)OzKqp8jX1@fr-uWU?<6AjKpSc;uKqiiCh}zVZjrk=y zL5Z;LU=y-yvU2Gv(a!XZrFc3`?X09OZm7XS)7Hd~6^#>`mZ1$-ASv+v_?)^VIFpk! za=uNBqC`QKN3L+0g9NBpeN~>vH!ZbtBru%5_-48FYzXNq>_V%3<#<&&jSVpSyLcFTA1JuVwje73@C%t_!I zef|9}F7r;2W#)HeiVKkWkM6(M?-tq^=BW3?5`g%@5TX`hU8KQy<0n~UXq%W9{-U_B zgpN5k5U&GEW-P%f7cAj+QzVI;x$t_?fMZQ&8&MAAXwfi}^Or<|Dh8Gy5ijUyiDHE( zF&jqMVrQ#>hZ5`T%``E9y<{<6Ea0xG5<~|g$PcdZz^`9Xkv|>6J&xGuTrnG# z07bqRdB;=CS^1+WmqKX&?ad{}gzxpA?O@d7skb4KmN{H)mI8jx^+#!Jt8%_s@ zYVP>Rv%N7Nlo+$)#kR$r7&v>x5?dR~G@94<^+7^;&wl%MxPQG6_XuLfuRhLl?z?r) z1V{VLCiad^b&j?0dUD$1+2}mNM}i) z=T%m#iIArylxeJhbp(>~MS2yX`IG<-%@13=luwh(l@1SdJXLHk>BI{~;`~^oV-vj- z0G(-mfW+iW0%?R8VHpTRizN8!wfpNSo)nxPOwvQYZ6RBxkf4au`$awmHVO6H*HKsn zckoK&=wuv{&=pD$cX|C{k&uEzD9?Wx*O%L-lz?-GLtrD`h&SSmxSIE1CEmQN8#ZjH z#^L(v+BI)8@g4JpfY7@pelsXGp7%oR{AF+(-zBcy{NCbS6OZoOt5=604gsNeO&kJ3 z&u+4J48&+9t&qSkdzQqr*FaD_U2;tlC2@xrK-Y8?bGhF@>x~_yq(pMsn}XSuTvczL zrfCXhSBeq2GFuc98sZ+WycV?tJ$ep$NL5`ztcx?CYefqcS38DU!#he{K<-AEsd!0!iE(&w7l`M%si_1xZHWc0t|bPq$0>J2#QPsb7kN3i0tu>>WO5c6*b1C(pBTVVE8d|9=yEg2MTd$(o4E<&gLuFeK!N4zt8T6t` zo!`Jku6b=!AbRO-QqgFJX*-XgGJ7@34CbxOCNpgNmj#u5-?eO#6_dtdj$v4KH&NBO zH?yfvje9e9ks7i#QPnNm(p*)G-P8uSj{Carj^~$mPFBn;G?RtzuwY5FWNb&Bc)8~sP zD@j6Be}Cd*K5I+d!HgU~n?5er6gQ;xSxJ>1s9IOz4rVCea{H=UWM*HLwH?gRpgg?4 zW_F!hSF=IZ!3-5osn||cme0P8+QE!UBKsaHRXSsdsfVD48A`1-Dw?Rn21pMx3M~wk zVN0D8wFJ~#b!$YIEx%llF+m*$#4kG3CFVCw)T7hRj7-P8U3W&9N}N{>UuTM&yps{a z;}kb&$}PO{pf`iM!=*x?MuOrD3@Cx?1WMT6Dr-2@L$z^-4!Kj<+QW=UTdguJ4?bKE zLyDp`hsJ@+43}kln3FZV2}a9Syh#oRcdE$N-EczQyc^!ZjEPvq6|Z)E)y932%h#D2 z=W=ys=%;UC0Iy=1kc^LYXgA}Gw_45wTY*mA6@*eUW>ZA?gq6 zB#U%hVyTox7MXe!dHH1vph|V1E)Y?e+rx|;Sq}1t9w_i44#d<(g1mOW{x6%sisY3s z-^$`tJ3^FGC|%ICHvaikzo;pgLEcNEz}oms>DYR8m?$IX^}kKUn?V-1Y|_nV-{0I^ z!`b(wjvHeQVX@o~B#=$IpfWk}n$9qu!SL<-oVUunzGiSnt z2`w!x6%`dZIXMXl2_YdN9v&VxHZ}$Z1}Z8l5)u+TJUl>6uOd&+15%77L4Lsu4$p3+ z0XYetE{-7;bCMGrm>79#cs*jm*h~x>8@Kv0ocYnGcl1EPL&lC2w$suo1_tpz7?Ly_ zcv8|2h48WHJnvVsxK=QYwc|nMrSHv-@BW)lNIWf(voPq4xP+dz!;BbCo^)OZ9)|f$ W!kVA_52*p|V(@hJb6Mw<&;$UUzDQgE literal 0 HcmV?d00001 diff --git a/img13.png b/img13.png new file mode 100644 index 0000000000000000000000000000000000000000..5c25cda2deb072fe52c684db5bc19a79d192b5cd GIT binary patch literal 272 zcmeAS@N?(olHy`uVBq!ia0vp^S|BzHGXn!-l=H;`AjcrUC&YF0=FKZste7)r&V&gQ zT3T8vDk^evauN~}LPA13JUnb{YzzzxR8&+XBqVrvcz~K-MV_7qq!>$r{DK)Ap4~_T za{4@7978JRBquO1@v(7eBs4I`F|)DNv8fcyY*cJ$e8|jvoP~|eyX8Z$!nAw_W5rX_ zl0W|aw?A>2c=gufN!PC{xWt~$(69AW^TiyTw literal 0 HcmV?d00001 diff --git a/img130.png b/img130.png new file mode 100644 index 0000000000000000000000000000000000000000..cc3f484ec32c286ec7dfbfe64149defe035d93d3 GIT binary patch literal 1540 zcmV+f2K)JmP)RHR400001 zbW%=J06^y0W&i*Mf=NU{RCt{2Sxtx>MHK#edZwr6XQ%omBDn1#CJ5?)dypJt3?4*e zZP9}o#l8f+IR^=X0b7I+5tBI>33x~cQF2hSD8ZAY!Q3;K96ZFdB8diNYmFNh%%*+S zJu_X?-LuoZJ4s~OkDaRO_g=mCs_Iqst6m@{UXQA3SXOvgsR7kYw3w0Zu|Pj_zR$dz z7OHt&kx?0VK%M!Z^dZX9P=ZC(t+3=MpP_QD$~I#x6Jjcs(quNFJ;FiU`g>v? zOPrdVtqWh+*>umG;An`s;PLYiOJnVfo|fQS zd^GP~o1uwlAu5R5Nf=yhiX>VWjHGsy%AsVb$}R0~KuOomeO?sht!8 zea6l#Lx)~02u&3gR$-UK)IW+=P^dFGK-OAzb}SMa#nj2LH`}pmZr^Z$y_d~bArD<5Z3pRI96l_=wLo0!-1BGos&xP;|B^{bmcGFxQouvZ3 zC|%Uug!mXe7Y;!UbyPjHvrJlpY!@|oYf0j@LR)TlY?pn9EBvJ-yHxM<==dg7TciA} zY)ax1JrBg}H%uBu$Kd!zJS_(|sPrf!2m%`hjYey?Lu$2Tp&3NUg~ucDBs~X4Zwh*4 z+V9ts?3Qct=#3E~4w)547MDV)w#MtLEuSsblDe8H<&)lZ*<{6-Ant;@N~f2>Nrv-W zuaHS)b&|Lt(rRB96Z4sm^S@EuQqf#=Fqhq7>!5HnDQ#8I6*H*`J5N(GX!oJmp#Yot z`_hN&!_q9=Bht>c*nX@@yRa=DS^gj^fZ7`BH^P@CE;(@Lp!@noO3M2AkEX4|+3kdN zL6g1WH)GvGoV-!2@dL&B7dz5sfr3ZcOia>|cE_=~JNyoIa2G(q`qe*FA6py5ElUzM zgt#PM=+bEvI5Dw)!N$pJl2qA4T6-?}nLvCt{0OLgCwVbW$S@X@#1Z?>60pB3Gv2-q zJ=r0pJ(v7eQTz7^SE$RHR400001 zbW%=J06^y0W&i*I2uVaiRCt_YV1NNGF!|vF18%Sph*|jYsQ>~_2L|SRBtFLm{OSn- zMkKb#1ytKF8c=37#oz%0g9F0{hWG!!0XYX44)Fc|pTG+ZN?>5Z31nbGNB5Br7Qh%> z2r)Ju7z^$xeuOND$>@SE%gyD)01TA_AX#3J*#G|@fFT8v{QsYUg~0%>mzNP;FEbm& z6OcwY z02D)o+JX22rdF^dvQ{j%0;So3Hh|LM|NnnL>5vhmgZW-7L9Mng0(g-{na}?efHL>~ ocK}h`m|EdNJPR--M*(dC08G(9V#JfOjsO4v07*qoM6N<$g0}^fGynhq literal 0 HcmV?d00001 diff --git a/img1301.png b/img1301.png new file mode 100644 index 0000000000000000000000000000000000000000..d363b24249b8628015949d3f27de2ad8b43de1d9 GIT binary patch literal 889 zcmV-<1BU#GP)RHR400001 zbW%=J06^y0W&i*J_en%SRCt`-R=;Z$K@|S(_Od@Nmz#8ng}BxV*}_5v$s!6CVh&UY zD7YZjZe?SNK{Oa7F(BHc$o&BpYa?Rg7C|f*!OFsrG-4r>pfUa+>zmo#yS?=;IWQ5- z$L-F{+i$*oZ|2Rr1$uzdRR*r11e~Xi$*ed`9vQu7D8xWDuyQsXLrCQEsBN#3z-;P? zr92!#!w<)VXz?sA8Gsn1yWcC4J%ZNulndn$N0XZ2wz&?6X~H1~RxI@S;}J{#T((27(7hH0MHiU3b; zB4vj7D41Hm;y7gw(lt*{wXz2hy=Cwj?xe45`)9TGpJi^dB;zUtpZ#UK z-`LsCl)XdI@Bb1d2ZKBtJfuxA?rDY9^)o;M5oFwyro8*6GwI)!dv}UN(>$X-{h}(1&ieM_Y-K5(}wyD;0vwLO7{lF+>A1Q z*+D__9dJdC?$I@hm(pB2>xPmm5Q`dt{uK=$q&u z6`Z?g7Np_oOrz6F7AHXZdT3JTB$qvZZdkdug8Q;5Ee0~qH;fZsS0-H{R8|4ee2Sv?HqlC P00000NkvXXu0mjfy^Edc literal 0 HcmV?d00001 diff --git a/img1302.png b/img1302.png new file mode 100644 index 0000000000000000000000000000000000000000..82bc6f5e14c933bc198c5a989f9dd3dbdb5c221f GIT binary patch literal 1230 zcmV;<1Tp)GP)RHR400001 zbW%=J06^y0W&i*LOi4sRRCt{2SUrf`MihRl{gd`@mUO{^Y!Mq*wu(SpIRZmMny|zK z3`rqF8WZrz#)X?;g%G>)Wx==#;jT(j1WuK4XMs&fw`u+YAP4X9>y?D+cgMfr1hHy1; zrFm%V!JhG#2Yalx(Y3W{Dd*p*4HzHZX26w|MesT2bTTHxQX^gE$03Co2i6giRZ1N|A4R}VQwe*5;XuDJ0?|_GoXAiKp$!Cyh zj=+UVt3uBAoXhBT2OVtgP8DxPJBhz|3Mc)zSC_x`u_EF@Ei(m^p@Y-OrlJ`byX081 zwv&EIMPWsqrhCAZCMNc3gT)XpA;LuwFKmlAWW)pcWAB65*^RdYSH$b-waeYubJ4c8 zP7e9aI0%&);|LX|?E4F?9k!06@D=r{=!Ufl;8$@EMa&2t4S^2=d2+#$IF2kIy44~j zfeBP&To#2`jeM|#_G?OKmbfb@IiJ?A)+wrZIT()E{pzNNy5X-nx?vFn_~4Ba;?o*& z5FfVczU~pqA4_Y|MWln0@P|emMG1S=aHqtoF#1L7%Cu8}1Xfqv{(mf1yw=zTKJH86 zHHT~;+hc(5vgDPWjKSh7KAdpkUKFSsEU{e>;ye_noC}GPk)K%Fxw*61ULdVfCLG?Q z!M?@q3h(G*c$c~0zs5qby78(N%nS7>N0IX?Wt5{Gr3;G^e2D*q{x8ACZ~G5y`fxFX z$d|o7d^024UV@ppY)2(`Po|gTa&PvfxsJ#DFX4O=u<7O4au7O-BM9r;KHL&hxKMcz zPoza{0|&p5ZjBpn;fA^mmMy-HJmHFNJegA1Cj<3)Mz&oa=rfhLH11>j{--vmU7aVl7ckN}Mty5~i2ER1>?gyOP_oIe zLU3oK;(!WIf;S^XSU`Vm5DR80!I-6b>KxpBs&cfKV6ix7W5Y)o2UBUMuv|>%abr*< zI6)+#K4!gV{+$v`6LV8pB2>NAzAm^Y{QdwNa;iN|4dn&5#xATq zNk?S4wgf!a77Wjf68CI|uly6QcCp|YLLAhNGn?S5v(i6ypm7%fU0M^&iJ!9`GU(FY s1^C6ySq~XBX~#Dm^(k#>PHW46mufn7-LTMgwg3PC07*qoM6N<$g3we&SO5S3 literal 0 HcmV?d00001 diff --git a/img1303.png b/img1303.png new file mode 100644 index 0000000000000000000000000000000000000000..70ffc8994983cead54364c2bcc8447bf2708ba22 GIT binary patch literal 417 zcmV;S0bc%zP)B=;0000mP)t-sv$M0P zsHmKroRE-^goK26czA4VY+ztuR8&+*NJu<9JTNdYBqSsl7#Iu;3;+NC>RHR400001 zbW%=J06^y0W&i*IA4x<(RCt_YU?3jwqtO_0PznAIjQlSc{*z!b%#07Xr8F4MgJk*t zl58wl0Opb|Fexp-U<>se6W4{WZ30LtIRqFA6d+8#1qvS~d?#q;-~&LH?MGrm0QUzd z7bCvkGvJg0#UUh!AX1DQ8JI78fJ-q5FnoB>z|X+{|1Vg-LIcD3{~y3okidf)*vP=n zgfI|?T?_=JMgbb&N1+e^BeZ;w6%nnAAEs#j=2t-0Igj@ZD7rX*+bv-D!1JW<2R2=d z3`c-0X08P03n;n-cpQLs87yP4#cCJp1`x}Zf!7Gth0!1v0*$(?fJGPg)%zf)Eo0!h zjG}9AEYN8mxDpu78XyGw|NkZ@G*A@rgQdAKN<}QiB&MQKKn?%^&3{)_@93}D00000 LNkvXXu0mjf=-{Cv literal 0 HcmV?d00001 diff --git a/img1304.png b/img1304.png new file mode 100644 index 0000000000000000000000000000000000000000..608efe1bf62ce1dbb86d942e475b8c0c6e4ca9b2 GIT binary patch literal 330 zcmeAS@N?(olHy`uVBq!ia0vp^ia@Nu!py+HC^^w4AILEX@Ck9 zxJ#&^rJX_AnX#KGqK-+Cxq!Lj8nZ)rv5|;@K~4h0Eu)2vjR&7Hh&vx-W@Wn;w!ouN z>w@wfR)_T;gR|sUCe$-`Oi6iQHUEIYf6)$I{$i(-=@}QwHtc0!>tbZy?7Xi*%A?`q zY{m&&7+Up@vuRHR400001 zbW%=J06^y0W&i*LcS%G+RCt{2S3QgyMHK$LUVGPG+v6Y#sBW$!3P`I|6dZCvfe?l1 zXpmMQph27k5~5=u$>~6XGc-sb6ju@5Ss{Whw*>_a#7Y#A&IX}~Ai)ia!a0z;;mz#s zdDcH5OOXQ7Je{+E#^;4mMx0#<=K z*=a8cFi$Fe&7x$I*ia|oEoyk>cqjev95|79EmQp~0=)Z3)vXNNSbXA3Qbz&avg5kz z;uVR8mPR(;u}MowB|@ktQ`2Od72@M6DUO~&FS_{XTHJ=Jw^zV zRKrgJ0x4)GH&Aj~c?&XkJoMc5btY_`L9&Q#iDsDTv8+eilzTd%#bRpTV1AlmGL&zk zbf#JZP6!}}fQSe3`S!?UD4-BtS z!()t0x=+)%wHs%DYJaK$u*S^6qEmSiMWKE8NZ^t(<_hwVEel53k*;Yg92X7bv+Z6t zO3AYXK>G=-;4}=XZ1lM7?oAKeUoHB-H)Hp0_rqRtupJ`cQQY2_EF_|@ic-@&B%ZS9-yjp)`+Le$Yc$z6iD>y}JY(Xl z+e^r-8BOy9%otEu`ssu5#Auy6+Btu(%Wvu@)Yqh2tVSt&n`L1m%(c~K%&#WOz=q&y0SV4B7056;dqq zwUss0PtLFmOvKrx4Wwejl53WYD!dU9*mMSbL{A`*+(%L=^+O~I^y38Li$~}>Q8BSB zxupb=(R|lt07HBMJNxH=S+pF{16wQNfD=j}^c6aP2Cw(o>N3!~z% zeEs@cSLw^^6Q$rb!EWDqbT}T4cCX9(dW<7r1D6T7EF@UT__%@t1 zihnvi_?Oe;*zwzK&FgREgk5=J_6@S=^yFkSx$&_%511WUK9g@zcE#tDa%Uk);GId) j)1V6&q~Nng|GV-xf;C$zsKhnS00000NkvXXu0mjf={Z?e literal 0 HcmV?d00001 diff --git a/img1306.png b/img1306.png new file mode 100644 index 0000000000000000000000000000000000000000..2644697944949c323160831f56740eabca4bb5d7 GIT binary patch literal 730 zcmV<00ww*4P)RHR400001 zbW%=J06^y0W&i*JSV=@dRCt{2RXvE*KotHq|H)=Ii`7|eN)d~2wPFwpJ5$(+uy6=g z-eDnjj-ba?ZnVAPQi*npiYF*s5IaE@mY2k6VnjAa+TJ~WMd5aoGUl}@jlEzP^Te++26hkd=x6lM4Q%K_ zDP;g%X;TZQrVJ;eHiV1IIdIfA^joAvk|Ys-Vo61R}bNEK)Jb-m+J zF+9&5;PLMeJL<-e$7~rYBYZYy9yWoq3~9loox780HxS;;fmu88v-n$CFKl+nrCN#l-^Fgn07 z+^4}qxNJ&Mp(4}+?P;J>G+wZe>UONt+mO;XE;DEeUHAFvSuH8H9(|<#^_eeBsFkB7 z`72bK#V#VCQ`uc9W?H@?-krBXy(UWeC3&e%k3K=pODot`HlwBFAQjH5W5iVQ8_LiZ z(cwv+2$`iWy#)F|c%49NSvYT3vKzwUyz&Yo|$p8QV literal 0 HcmV?d00001 diff --git a/img1307.png b/img1307.png new file mode 100644 index 0000000000000000000000000000000000000000..a3443baabac7c9bd710e43526ec86612697ef015 GIT binary patch literal 505 zcmVRHR400001 zbW%=J06^y0W&i*IcS%G+RCt{2R6R?>P!v6B(!8V%v5qQY2N4$`gM*U<>7d{cJ2_^t zj&_hPg2X`(r~HHV2RL+dG)rfLe?T|I#e(3ZKJR-;YNb^xcGCm7+;`9Y%6%U|4_(wT z6y9)iA1o;qHw-4e_5BKYgb`p0RToK(cS`wH;uKm>tN0{bs&arb&_O^;&bvT$(zE0b zH|Se0ZA>Tr^)U9eBlrw!L-LyAXl|TH8;Y{EA$G`;17@VPGrKKB5i|o+%(@bR!R9RHR400001 zbW%=J06^y0W&i*JtVu*cRCt{2Ry~LlK@|QrJK1cqn{0{$1;tAtf*i`0hlQrNLeOIE zEGz;dT4`(qo4YxG;1Ik!YY}2;A$P@zR=OY-hfO>X>@qeQ5OFoA=T8!6W;fa0WOLrZ zmH8kuZ@%~Cy_fk7FcS0p<3T|gbr&F@e4LT(XnZt%KgGnBx*=46oHSf%nokxUdt z4T6EW#_fl=TH0CQ{~<+WM`de(!w&NkI%pN+`_uBEf{W3skLBPz*$G~ z>UXg8?Oay#o%&!x7W9>E{FX6>Q4&pNn5W6SDGn0&*%c^wKIw|>KtjIPK`i*HA8pdk z$|VmF>=P>YN!rh-6NRt)jLXv&!Se3|J*#?qiWXi$^3Z?5bmTU$#8&C;jT25G&>PGX zzIC4$`^prj4Xc;bY#ydDyYC<`(9OyC{7YYp9*BvP2P6-&2{KRa)%-fO$ZSNRkKp|o zQwDXxlqeWuj4hF=-~|nAg~nW`W232{zXoG7QQxPdSm4i2e~^p0tfX>u3Z;K)WBQQR zI~6Q7aje@wi)YZ9I3u4tQsZA)K6Ml4;^Ebm_RlWnS`7-z<{2*2P>)CCnVoha>2y)t zEpNnaf%@ZHs`%UR!-nRl^0x7!<%HpL@5;6%yq+K@&nN0RjSH~(vD}d1Sq-yXpwlC% z04tZ=Q)pA845ofQl%VHy>B@(>x3Q&~iVkKl1dYbW sspt!xpdZAI&`fwQhM|{srr&k^1FTQ5!sX5eF#rGn07*qoM6N<$g0Jd?J^%m! literal 0 HcmV?d00001 diff --git a/img1309.png b/img1309.png new file mode 100644 index 0000000000000000000000000000000000000000..363221d7d94df03ec1943be39570ed098a2785c6 GIT binary patch literal 442 zcmV;r0Y(0aP)RHR400001 zbW%=J06^y0W&i*II7vi7RCt`tlDkR+Q4oedceB^T>>}c&5cdHr(pcCn1jJ4YJDVT~ zmfPAL1Z^x#W1q@8;0vS>(Jlz~i%*b7YiG`8QAi5YSiz!U}?W?%w2p4Mjr zOh{apacvfJQWT97NTY;-EzvHpN~!r_W&Im|)3CxzRHiibwy=%M;Tnzhw>2{cE|1gX zO!BJ%7V5D8S|iyyfhe9N14BoaOVr;Dk-4A~UQ)P;PrNIOv!P^4$mU?)b+QpHHS+Q^ z;+~-`6M<)Qay{m}$~B)%Jv+T$KyB8WLpqVjiUG`hYW)PG2hCZ z`}EW&Og*0pDKP}Ji*s@9)VELYULUHq0nV49CQ~3x=69QTJv+p4Ca$A8c3X+RHR400001 zbW%=J06^y0W&i*M@JU2LRCt{2SWSo=MHK#eW_G4~{;JKzgh;k8f&_JkoJ3fig9j0f zg9izU&?1Nj50il4Exkx$F4>)2R1mU*U_enaA`%c}2Z<67nvoEQi0lvrNf5Wzn4dMf z+rC%*S3NtEtgImFJcg<2SKoVIz501o-M|*5Trz+Lq;z_KJz)ZwZDqi#)F2=U&`QBe zNp)hY)Fcuf>aLKjwiF_lCyg;N58MmX7pqc1s9UhOQi-joleXA0cL8?l`CCI3MW7jU zEfM#Rh8q#8k}Vz23dTplk?9Amu2M-Crpt#gY-dQr|3}_{nu%yP2>y8+n_rAIMk_$&-P^g|5%^mO{gyN*=;sH~sh!g(rSy^) zL%c(itvj&W8d#yMC9@Gg#P$)e%ImwRJoG8bCI1?7hN#jCwK@@?2u>7^2SdX5B`>=N z2n9w>Dp2vhnh>;NAy%!XFUgsU%fwvtvL2_7j7fZDT3e1M4ZSY|(jS#AL>wg5`eDrd z5#aQo2*TZwig_$!`AsCX(#71$uoE|mTN!Vd6OqDwGL~zQ<;dw}j1tSM* zqUHi4m`PXgTV*&Oifm6R<{YKTX~CmX_5Cj8L%WQfw%GSPWF{~=xB^B=Mmb93c`eg! zb){@|d!0SUjznp?Pba_e5w0HQ$oHBcCm<)Bf>r*fENnpKRHf@mm1ifT(WYhrPUX_- zP-k4umu*5xM!l^-`KM~+PfF?2TA=RoNsy<%Zg3<>J`$o#AD#yRv%uwyC}hIXUiQ#* z;?Z`w*|dcvn$e*3x#P>8WE7jzA6;&9o-L(E15{_%7mInfjl1Ze!3<>UI^$Y&cZsfF zXg3f}VlvN$tbV(PAqs{vbQcyk~Yp#tXH?Wr^o{B|*5Ep@YiBK1b8D|ES4 z$eA{sc5*kJq^DtZ!PiLbx|+65_){J$PL__}>@sral+FCdm#HlOG|` zASDmmc!EFt!MgcSo62t{J_2vik{|Z>1V%xvV&_&o-u#vPJj9asNA*g zoow$|KX&li_XMf(Wu@Myzg@rubtjN%Vnt_OqMMtH6*@^c&c!y@U!}3bY1Y+FU|J73 zXL_XuWTZ9@*K{B6Beb^5bu!2n-E5Cx+h5Q^4k!v<;47gBK}w8et6Na_#1b-+mmQat z`rULZn!+-oka02S*p$0pxl9o&y801(0vRiGk}%{c6~ZK41}8eKBj7nlpJib`PQXZA z;#(tKdVPPDDw!*Yte;f|)2QrWyHols2NcHjz*j|MG{Uu^^~b>e_-IoG9Hq);SF+~F>-QA6U%^&i9NO6M1OO%`2zUDHE0 z*J#VjNS)ftIseyM2>k518(f}1`P|@M4k^^a-2U-H9Sp-Y`uDt~i7(5j3S>AjpiyAr?m4NYI_`&Z^? z{>D5ieT}jXiBg|6W#B6X%6r57ZCW;@FYRHR400001 zbW%=J06^y0W&i*KWJyFpRCt{2R!wLVK@|RWlTCK>xA9i-(Di0Tap}o}tvPt`P&D2I zDFj9FAf$K}T+x<#&_oY<@X#n&^dLk9E2uPx2R*2aKNx~WX&ONul2;=LOg<|9Dzj3GP#f2dZmo5m?d+A zQs65V-pDwG5>QJwvNCzHB$vlZh&x=@qo4M4Aqo4&xAs%Ct*UET_&ZP8Da?%!LMK}e zkNji7a8)Xcib~oRAZMV+IkCeIuQT#>o0>2c%9=>A?)aU9^4yMClu%oyiqqK-u`p-h zH4_1njotYSG6^k~DpP_HF|d>Ju4h!(nw!_vHH7+H4eR)KU|oTDE3FsPetDwemc!Hv zB1VrD5Zfhdaeg&@a0wPYH=g> zv3Vm%pE79LhFdh=L(1|T*|7p${DfcmZZ4pfAl{^b=UzUS-XV0cJ!gC)aVmr9tt(r8b)Iu$=xU7Vz!Uop|Oz`i)lmV-S{p2 z#z}8Bm7}#tqCm<#3M4$^hneF|N}qzRBOX_76i4ZEF(-X7`JYp~hax@XqjzYieUI>% z2V$SfyQ0L~@*yF%59wZC4wS0+9I9j52q>7~=7fAL-&Ns(<{b4{OSQIBYflzL+nr&~1Ed}Zz`3=Pnr)Q8s|CHJ| zEPO>~`RE-QJEXAIT!~nv5`$Qw61`A|otcSoGN2&js3gPje1{5_)5nH8-1tZF3p`#6 UysEo}L;wH)07*qoM6N<$f~)AwrT_o{ literal 0 HcmV?d00001 diff --git a/img1311.png b/img1311.png new file mode 100644 index 0000000000000000000000000000000000000000..6f00cec0c28df7351e6656ef42256803b051a164 GIT binary patch literal 261 zcmeAS@N?(olHy`uVBq!ia0vp^vOuiB!py+Hm>m~)6UZ?L@Ck9`8Ei1xb3l_n$k8UkpmD1&gNN}<0|TEQeobyX+B@wX*19d) z`g5j!4a24MACe+cb_O4cK5sTQObB%6KG5&9@Z-||tRIX&*u4DB`1F1OgAva(!yAXD z++>zKBQBw*-SAW9xjFOC7*3va-VL+alN$aW{5#)lpCcQC$qKoFVdQ I&MBb@0IZE%!vFvP literal 0 HcmV?d00001 diff --git a/img1312.png b/img1312.png new file mode 100644 index 0000000000000000000000000000000000000000..57914a9ae9e542fb9479338e45ea32652d8ce490 GIT binary patch literal 430 zcmV;f0a5;mP)^iRHR400001 zbW%=J06^y0W&i*IEJ;K`RCt{2Qaw(?FckihkU9xX!vPpPHWMB@hOHYjTf_;nb~A8+ zh!eCYXpT^ci3!w!IRi+HUKl_^<=IZv(xRZMO9wv5e(!t#&oW?;WHY$H7q(EBIiOZN zXk@1(vkQR?BHvEiMBK<(O_#(F9Os&c@Q6lQUHo086}$q{Mt1;ahgQ^!rj6lCGl#w( zPmF7S=zb@X_k+h1N|8Rx#6c_Qgo*3{R0gfoV Y2CeTqmva31B>(^b07*qoM6N<$g0@t%;{X5v literal 0 HcmV?d00001 diff --git a/img1313.png b/img1313.png new file mode 100644 index 0000000000000000000000000000000000000000..059b3de0ff773c6f5ebcb6276bd0f0e3d3ebb0b2 GIT binary patch literal 1157 zcmV;01bX|4P)O001on0{{R40c-*e0000mP)t-sv$M0P zsHmKroRE-^goK26czA4VY+ztuR8&+*NJu<9JTNdYBqSsl7#Iu;3;+NC>RHR400001 zbW%=J06^y0W&i*L14%?dRCt{2Sj~&mKooyzx^4QA&K?z&4R{ij&2jZq@ur{)9`#TJ z4}#!cy|@ts1=(#C?-oybknLZf1wAMT8xXyCu!!IXLT42hcU>K4CYdyuOwyXIpZF_n z-psuBn_nhxJ{o{jbm+GxSDJ`l5V$U2Ko|!th<<1lSk%@qoQ;HG7>Za|ksc2M6nHP# zlpR<-E<&02JZ|(uHkJ+ft}39@sxG(yUwB)gMSX0zPR&_X?kak)8~kzwV1~wM*2-9P zXNUKIh1A(JAF9_03due>M9fK10FW#R?z&BX>wym{G6+aNkZ7t1daQ= zps$H)?Gvgs{h+DY>Ji7MmT9m^i3HflG%YVkryrpfL!WF!Y08S|0aP~?t|@Y}BZ@u$ zk}#i=VLEYsj1fWv!ObUt@1hM=SQNQefocD!05!IchvuKewao+@ZQtNKVm;F2X5fn_ zTrPEf45blMFKKHSRZYVk2MwFSeCDcYg4%jgt3jAm22V{@y+NmItfsV8dhp%bg+6ZluRdOoCJ*E2$W?4sR*s{@LV4c z&42t!IP}|k&UfXS+rL4DfIPoT{&C89mpt=NYY%>n7?ju&j!F6}{tLt$TWCztOO5VT z{IHG3wRU9@125rnG)5`L+tuz#j7TxUvX2LYkWRElC8pTQ;qbKr%QPHAMqgeV zjQ%41o7Q}?@U8aMG2UNTAay9!s}?Mfb#fmTACBiSDNt+wEanW*9{;ra%mT$*++p|* X6-PL+>@tk500000NkvXXu0mjfy@Cy8 literal 0 HcmV?d00001 diff --git a/img1314.png b/img1314.png new file mode 100644 index 0000000000000000000000000000000000000000..f78ed99f3369e71107eb5717c4aeca7fe6fedbf3 GIT binary patch literal 246 zcmeAS@N?(olHy`uVBq!ia0vp^azL!i!py+H$o6-736P@|;1lAydGqEKD^^UHFrlTT zrJ|xDCnqN%At59r#Ky+Pz`#I7MMXkFf`^9(sJu~;@l^?MAjGsJdTGCG|WGGJo&IH0># z-0S|{YH{DTvj-SYHT<3~>NUM^!gIbq4h+5ZjV^X91&p;t<;=?}&M>v@X7#Aq=F#Sm oQmK56lk>zMmNtnJ_KQHPy;H>vr(J(H1IT3XboFyt=akR{0I2y*VE_OC literal 0 HcmV?d00001 diff --git a/img1315.png b/img1315.png new file mode 100644 index 0000000000000000000000000000000000000000..9d32ab2320071bfd874b4203870d041feab250dd GIT binary patch literal 1195 zcmV;c1XTNpP)RHR400001 zbW%=J06^y0W&i*LDM>^@RCt{2S51f*-(mZpvXTfx$kAvYJcN+L z9)ln@2;#{M7{r5zO3-Cd*&U-d4?Cye!NZ`U$88TD1a$|4D0pxX1rc-$g1Qou_PwgE z?yi~LgfRy#wT1-m3x@q7c5|r&A9lx)KX`5+j5|=V~nQ}!NnHw-?t)V8;sd*Q18{XTTDLzp?v;- zYPr_HOr;Yr&JpS{SHVS#}pP>(dVC`fQK?=u1nB7oe-wkojTCktf zmE>JgMti_H;)5X?LiJVLx+~h3krrq*L~q_O(vQQjaE|DZk+@HNN^P^s$}A$EE54mY zsQH-Vw^W?463#qdS9PW=F}r+Ap;lRv=0?Lj0h;>Z)5@;7D&PTO!RiLB#D)>TWkrQ8 zYsMMg{9gl%m z&9lHIQVgb%diM#q0$+rPgd~Rvr3XprfwKcqO>!0pOSFyGpz^kAC8L%@8RISDDRcOY zX7CX3s_vESv_mQ^%G5atIsB^}1mJYfGr|->d!V{7T79W9WCSz)M5C^x)mx2i6LX{s zbGNDz<(OH@1H!gdr4zQdzTd%q=7^5yhz=vI{E%foI$K$G^D=LBm?{~tO0zQRDQAu# zqI{d6P1~h=?e?>V*%pRV2Z)VtY`dkM1Y5sWHKl`Pa2)TE^Z^1fhw`>y^{$oG>pIiZ z=5Sw!Wy7eF)QQ}&9p}QeGMC${ku^{?QR z1-3)QE_9cYylYjkwY5Go%g%QQKf!@Fr>yp1No`7_l_?Sc#tcT9^5N z@dQO9Ojjf8%`VUPDRfTEfu#b>%(^p))P{yO5?S_76|5&7<<0pnH>7+9so7vp0`Dh^ zJ9Dw>U_@iExfZe1%=Yr=-VPt^mlAy0uY!H^dY{x+5L_*FUY3pXZ}uZP#<;&lc(ICM zGrNwBDZ|I(U$f%=yx%*2_q^XryOrIzIQ!~}Hx9XI85FeW0)ts#$Fxw7XPcX%RHR400001 zbW%=J06^y0W&i*KrAb6VRCt{2S51f%M-=|1yQjORe;2`M$iY5%5Y%Ll920HXJ>-x> zA3O*`Y>|kkWXM5s2^1lUA%`6VA+V6lA&A}<1vTW5Msi3%;;IL|IV?gXmu(^uC20Ao zrgwI_r+YS|D|qmO?wVKc=c}LBuWEog^vfM_NUxbju`>d!pgO>y`}>q$N#3=DHVpKN zc5UcmzHZ)Ty|N}JTa*?VV0Z5+Yi~yOu4H9%HY&`F@qDVNGkDcgm;k$G*3ci-DBh=~ z(jnI`aE+2K=yl1HM%(m!U-gJISIubKtuO#%u3vI$(c@UFX7aT(MtTy1C5hT4g~;Tb zgI~I3#Rj0X3$v`+tj5FO)|x}Rl_+g?3BlA5AS(K#AK^apk5|Bh#WH3FE$4u|JIS~9}bb=>_XW$18QJx}!cI>Zib7YlR2)J+3l z|G$yGb|`%UZt}yF0j#l)eKJ_rI1*0h!r}3$9GYm`$ zDEQEWQfc&98hWG=#){DxzHK07$5*BHK7mtwf;oXD?dYwclvqh4S%)L;cR9b63nt7y z^TNpJ^;wi8!8QweivIO;W@MdGGe8xXY*l|yYW$i~Ho}Ga^IJWc8nVM_VoB)2MlbXNi zFm~ZQy)VM$h0u9JgJh)GMw0!a4A2MHu+LXRzw;~(@aIP>TuP)1=nOw?K7i39^Rv9G9kF}_=qrwPg0LcFzCG0qhkt#Wenr$X77;&Hx8?8YT(&cVH%?}HP;$KG48 zHspd@wbNRDRL&JmsVpeCQ7HzCK2B;>5~r14pjOrqI4;G(Rn4lfmN-=I@P|7#rkV;= z7PzAQ?SNa>+3}9eo8n5RHR400001 zbW%=J06^y0W&i*H$Vo&&RCt_YU;qL>22{|1#O7vT*ucxcz`^kT0|R!z0oB3Hz|X+M z@c#fmki7thS|lIRHR400001 zbW%=J06^y0W&i*H$Vo&&RCt_YV89DFk=PSp3_c+K&xBti6!0@4GkE?Jr3njo&%hAC z3g;~Vn#aJ!qQJoaA8aDa1CT%fgDXq{uK~FhQ3^N~FtCB#2L%Bjf)hg((82Hj{{gX_ z!2AXV1u)J3|1Teyk$~_43&;#cbQ3Vm93p__0FYpufJem#1_Is#DJW*(c!?>~Hvy)A zxq-o<1JiPj2ABda1_ss*z(D5v4+MYUDx#Tz1jqmX8yF@sFmV6Gv|>NZ>1+Y`+z2v- cfc%gL08_>%_F)ZBSO5S307*qoM6N<$g2pp>eERHR400001 zbW%=J06^y0W&i*Ivq?ljRCt{2Q!P&eK@fetez0w?Yz2Y@!6q04;v}Zw1V5k>SyF@J z6hT%IRB5mXstED|2}mw@QW8SIK?nkQ22u>i%RHR400001 zbW%=J06^y0W&i*MGD$>1RCt{2SWSo=MHK#ere~&Sre|t$5aMMs2XCT|i-dp}TJ&Ia z+00S=AuR^+=8}jAUdpKJ;vqW+@!}za1TRq-HDWHBLChfs-I1_h4!Q$E#6a9yWZgB{ zwS84xJzd??>yj)v1ouH#b=9ly{nV>^{bqohrUC@&eE~2)RDJ{oG|7T?-f2iS7qr3} zt+r)Ty?HH){^-?O@Rmr^Ja~^(!pYk)yFnI|fHJ+wVeJ;RG)uA-5aE!i)`dr{m9bn9 zqu*l8dkrUY9}y zn?I&@5oj^6Hmp*Ukr9ISd@$)mo2dez4FjX6mo(crRF2%NZ}OkKVCcy=U_ zhuuR@0mC6!A8xUQ% zB3i!m)iLgL7HJ`4c|$8H#LLV)sFg%}+2|c!XAM>(&#li;nAQGFJ9zp9X}_!omV*s~ zSXDdV(|F@x+ePzJMr@HY$_1ywuGzyiq9_i#nA2^wuEHGk=kS*6EN`gdP^o1C5h7WZtityMXS`QTZr1wn<qnt7 zU=)*ximIhdi$|%q8p1dyGlrOsDf4pl!lM^2sZcA4*rk|@vbCxMpEwJTI47I@D`RmL$zG(qiKpdT*IEvI1MKi@p)A?6G&+>3OxnLX=11aZ z_6Up#^_Bcn&K<4t3{d&T!7lYbJh9A8Kb+rb2jXe@*?ux@Z!24SUWsud;G1ELM>M=X@R4_{QyQH=Ic{ZQyhzCyDE+VsOw zWuve!gy4}$tTD9(_$=&G0-ppk3=@R>++$P`4V192pI?{#$8awt{Fwi_ZA{C#gg7nkIjP-vD$3vJS&0F{L`2x}OEMajzC(FAMkj;dR$p z?tSx*zr{UQ+426F+0;F^y_6rho*|Sf<^IVV)#WQ&+;amR!XlHV11y|YU}%$azd8O^ z;1kFs=bf+*RC_+1cSqANx0BVTMmMvi&V?zADRI?c3-o`Rv<>*qrhfrGtIW8cB6<=4 O0000LgD`{D^v9w{&R%@cWq*LPORHR400001 zbW%=J06^y0W&i*K;Ymb6RCt{2S5K%DM;QO@CNDeLm%It|Vhe?MDT2t$!NcHXsNjgURm^PAs%^Y5E4zykOMkXsnQ)t0JCsXuPZ<4_RV*r`H7E+U!(qYq#D z1K>G#MUSwm^t0N33Y6cl6Ad*t=U^RZ0}X3RxQ!wE;4ni)15NZyi;$j9Y%l~pD~t8I zAeJ&48O*bY(mcYNe)1V+SodPCSI1cd^ihrLy2Hw_Vm@tCd6DL)2AXbp3r@rpO==rq z$dv;-do|-GM?;XVQeYA+5dW39lb!$7DnhIYS4$jD}VaUl;u$P zN3ZJr>NfDvcD(Uv>1Z(n`f~oo-G^+opm+tI6xT4Q*K6NF3thY+<9-J12CntMkST*Q-of zZ?TD3*a%K~cM$)8|A())GlFB?ddCni+cx!(uOP4c#RsX;&Zm-eDq`!;BvUbhlipF9 zG~)4JW1F*ppI3WwW#fUv$q6pnPKfyNc(^OAti-%3Nejp3HoOievkr|6l$HKc7nh#! z>ju5P+9j#Arr>M>AO4qk7w0hJ;R0(c^bGT<)R;Upo$?dK>o750DdSYx4CAogE3%0r zt1Ic*%6B{+=&6$2+M@UGO}Yv literal 0 HcmV?d00001 diff --git a/img1322.png b/img1322.png new file mode 100644 index 0000000000000000000000000000000000000000..13b2d2f832b18365df279ed3f37193dee5c76976 GIT binary patch literal 630 zcmV-+0*U>JP)RHR400001 zbW%=J06^y0W&i*I^hrcPRCt{2RKIW2KotJm*iPcaT$T<9p@xmoU0YRnp-Y8SiGLtN zX9%bZTZDv!styd@YY9;X2Et!}CH7{mvXG$zRfpbMHH~>^$IdyvI6pkF@C`3_?|t9B z7vFmasBq3L&hZ0if+-0yG}Os{O7_NVD&qrr`z^Fwm}YzS@x{>NS>J6*7(+kEgWO`}BU(UZtv>j}#WroTGofKn}W+_OEbNLx=2PBl5F=K)>CJ#8lwa zjaM7K?0+yXaSKNal=n~J6_e|OoFEJCX>f93JIcY5Ta{Tu_GRqoRVknLEFBm3H@?#F z{>pWSkeKY?b zn-e#ltSf>Ov@|_0T&~(?uKqvfp>kD3?S3qxHo6YP5V;F*e+JW@+O4p0b7}ooUA6M@ z*|oX{BlT;*bg`A{c#}2%Il!o37s`VamJu=OQ{{2rjxAkW2!*ptVZ9Lsi(-J%! zwN>ssNHiZW3aEh{>;%CmbT8j6RHR400001 zbW%=J06^y0W&i*IYe_^wRCt_YV1NQvFv$kQ@1Y`$4A{U26!j2L0L1(th6YwG5O58P zm;y4V0f>|Te_%itgMt4Cup7)IfX7y3zyrh(Ggu%3jQl_VvV{4<2dHm3dBH-SQtV7H zRS-}BCZSgG|3?C-E+z&DIFPIb2WUVSV1iHy2oYWg1&OZ*1p?v%K>x8vBtj*)9{>q{ zE>1Q+4oDm_d<1%ug@;dCg_FO417Qvl69ycxy8#N2!{|Q)IpKsCa0Fopbzz9eQrAub zfN2ASE<+NNz^;^|0hzY|!DL?l_e1@M`p@?p82Aks0zs+voX2~hYA=Kut{V;pz>Elj z{0wXX%nU5dTnWqAc#R;r01Eim|1s$O-}{g6Zv(dj z+rRX`0SwC+crG(A6yxRHR400001 zbW%=J06^y0W&i*InMp)JRCt`NQ@=~YP!RrVez$3pO;MyB90U=Hqfm*^p*qD*j&;$| zfO`pIL7e(0baE3qxEl~b7byzjmX2c2?VlUi8d5z7!m!VG0=RY>JOEWIKUKG&mc?JP^VP|S7Zaz zaZKg0o$U=TAp3=7LMpOG*pKGC|eM= zcZiz%Me1{nw8ZB`C}?)5FK6m=3zA}p-ZnncPVfzLY?6ow6V7i%{C31IUsr=J*T6~8 zmovuvgq{9^C2tXGxG;n9nQ+=MkPk;%z^ZEtuHcsXzza#?pRh&0&uyhgN^JsXM+{M& zUT~0lErQn>uuQtfbU=eG)IGjHc+p&*%0VK(de7j{n$u z*KrE@9yo}5jS*Na>>oyWV={UE4PkZ1k^i2i>N2+Lb`xl-Zc*U1r0rB)?B)`AsxI3W dnmRHR400001 zbW%=J06^y0W&i*MUr9tkRCt{2SWRr)L==AhiFel?@_ z5fbWwgE>$RAi7YL8^lFH;u5+++z@mHr8kraxMw9w4@kgD5vaE;h@VPGWJ(JOC>!%; z#@-#WIRGI)GF`4x-0HP5M4Yd1ktbvG6>|e+v+|`5@Y+$9a5JC^0R^)D7cJ=T- zNGe0rLF1K=LSnSEHmfVFV6Mw)GU>c9*yV-aBqSB7N9zigBJ_+Ne`Y&a4CA_> zXCQPzsQpmXs6ZN-RoO^3^XK_?Lm)FcyvUB*2t~`?ijROP!8ldd3py;~G_J6FhFLSf z2_mQZfDr6N#cD&g#8Oy|Uq(D6q|c3JKA}_j6B?(nd^c!CmX)ooVW8m~qTS2sHGSNq z;DTj20I#f$y5cVd+`cbPIqJOdL|bp%S}jjMUwqq_*i@NOfL^f75Subd-!>)2JGi09 z-|`MG67wkATuFv%H;=Q2=Y4gW*FCWxeTJ3d>6~TA)j1U(@_}INE79g?jcw&P2W_@n zO?=a1&&Khrd0BZGh%vw*H*3d1v^-~Ytoa}wYbR*5B4BkpzFHM`XgSWyP0Fb$`f|5s zw>@s`pfs-swI4q9+KxCNHtS0yviUK~2VI<2=}{@x3pta{@ms}fD3Q#?sY`YIB$hZ< z=P%h{*4-YrXhYjR1Vn+}`AanID}7XsIdOOmD{9gd#5S2k;=7(0urMg z>}3kz=QJyz^ttsUe=#aGV!DwvfZ z?WjiEaUN!N#n0b+a)=8xkjXAmyoCpqE}n^Ij$@Vnu94vH${nwtOl@Vj6;{Go3?ua8 zOzTfIY1a15k<9?~MDGuW8w+IN%0>V-o}1b_%+UjQ`lq+?(W5t7rg_nGZJ>Ybxp{aF zL!+mezSd7g-A@)ZG>~W@)eA;T!;t5mgW259uA@w-446!ZK6f140dz1mng#0tmJ5&3 zh1Z$LKPYt{>;}{@mg3v2JCd*_Xt0@}dU8KiLmqchX}L45w-Zb&I}dGaZwxjs!spPy zXHWdH@EyQ8m|llUA}Ib7ez6oT?KXx%-GfKMWn=gGVGB$jzINecp-izMcZmi>?Fn}b zj}@5>axiT;9F^UaT}{Vdoik=AGcuL6&j2SOE0e=&iLE!Y4h(N3o1?5HlNgF~LlMtU zniAU|);l&lwd5aQH}T77X?Hp4(r8wQLX<6qE&71=%lzTq9GQ98bN(u{pV^_;AMv!K zH?_4dQ$NL_^@Uw`v^Py0YlHi<2R3Q4?U(4fK^^}pBQmCB**hz2xZiyOua%BU+O$`+ z9ZduVx_OtCJ`;HrZ#N!&@9wkQAC5?0Js;OHnow>Faa4V=734m)s9%s+B{EHKCiBbk zwabK8g?e5D2Kwu7$uX`sbxFEitU-i&YVN)XE`|8Gq~D7_mvAc3paf?pxfI}dX-`%5 z;g&*y2CMn~B$s?V2s7mzF_)68%`{4AxD~!_ZX=nu!birxcHENXSWLy600000NkvXX Hu0mjfvwXa5 literal 0 HcmV?d00001 diff --git a/img1326.png b/img1326.png new file mode 100644 index 0000000000000000000000000000000000000000..4e6a14811a0edb69024579f4a6a99beebf2c64ca GIT binary patch literal 1088 zcmV-G1i$-RHR400001 zbW%=J06^y0W&i*KzDYzuRCt{2SWj!zKoo!5$!^x&&1S)i2;zPK!CVCOv>Ohk`0#0i`HfgRFg0vAvZApQsNhT1CzTWo|GkK|mA+y?YG2;jM_ zmr$7|3@@#&=eqbriZ8S;Q?K|=(xmsI9qpQcei>Q}%$SwU|ygR~td0&m`}1hGih;~3u7sAvF0^i$(r z@g&EXpJe|Ytmb&Uh;C_>*IS6aVBM1g;QeK%{1A}-biBB_2?i$-8KnBRxV6?Xba$$T z3X(bSnRpJsU*WH+T^9A1T#8u3_o@VD#C^{;o3ANj0eq01j zOgU9>5I58eLw}5Cu!Oqsf(+>gb?9|oq z%C|Tu6kh>&voSN(u3UhlY)1d%NMK=qjAd;CePNW?8Rh;$YiXPL`r>%3;phxPR%_(u zDl@YH*6An08B%WSWfnr(taM7dVOLhBLNy*mKN&ugV)hn}EAhY+RhbIacoh9)$e(^s z6;|r?lR@;dPS(R;yv2s5L08E@8;@2$C45qreF$CU%DhIIE6(WSZwmG7dTwj_cunS> zl435wEs?X}CP>>HuGEMrg7QGt+tMjZb5y_LY`>cwfJ>FW{KW&k0yvR%N|m4yQ(S1t z`hxL9!Ki)KgJo%cLyJR}?yQ*NT)Ihw@_gU$?eh5z@-tZQFVbo}yEIAte5cc(*{%fS zhjzQ_M)4#`FVN{bqVJ#C;$drv1o8mRn$q|Pw15MMXA89XvjsU*!UXY@UT+uHKHAsD zBhpjH(*PqFtvX1cLl)2dza4;#+sW6n!+~ZP9`bMbx%dsrSzG^+a{40x0000RHR400001 zbW%=J06^y0W&i*J^GQTORCt`_SU-=`Fcg1j+$8kB#DW+oJ4+alII&cMf`o1;6Khyl zPC7*bl?f?gfst=OJ^|{$2M7amv%p*?7NiE9R5278+p!bJak%FC2PA&d+0OgT2I5Aht!&z3;>es(I9^|8~MO2>tJnQy^(ek+H_3npgDICdtyW~ zc0l;*qY0|J`aR=qJ{*HfyB2L;<~wc2_*^SpqKO`-V??)N?DL0oW4s`rYr$Zf1#|Rw zU}HCERxLjBoG{onGgbz>%r4%$qrZbD|v#o4TdqkR)s?Z>KraHL+h2Y>g z8X)(Ce$w1irZ-6ZbE-mv@S_s@N)8SV5+gQPU&Uvd4Cgwe6zDa8U7`$2dO}gj!k&Ql zhQE9L{t?EzZ~J%B0i^q{z^-8)!pZaiKAyrR)p0xYFy7?4J1l+!dC4y`Uu`>w00000 LNkvXXu0mjf+n10* literal 0 HcmV?d00001 diff --git a/img1328.png b/img1328.png new file mode 100644 index 0000000000000000000000000000000000000000..5115ef9a684cc1655f0c02fc81ff384429c1399e GIT binary patch literal 596 zcmV-a0;~OrP)RHR400001 zbW%=J06^y0W&i*I(n&-?RCt`#RXt9_Fcf|vX%e;hlMsT98=x!+<**KSG+Mc5<+xA!EPM8N$m6oG4zvcfBv4I{hs}z0B|7OT->Y} zQx~cTN)lCMg^n)k7(zNefDjq!o*4rp#hs6vj<=a+VyBK+7U7j|P2ilzblwZdTsIMo z7@1_QjS!95-*0Y~C*nhb)#F(P?TgW;l5~0e!*0p=Ei-G5QB2&Da0zD>nv~tp_cBJF zN+m=0*oKIX4m&HCV9n$}@}33sb$9zeSP7%7&<$?(CnLG93jSi6wJ+!}i&IM9ORFt- z!TII7^y;bAfoxVVJ((50SMD7u@K%x14idNu-cKN%c!SUSe}b*+HYJW@ z2#x4;SK{h6rB%@gM}jw8s6UIsl$35LU2lwW%*jzzybaWTR0X~h-Jb&|D>_c)y14x i!C$^e2q({Ff3#n~GOqoRHR400001 zbW%=J06^y0W&i*IKuJVFRCt`_k-bU-K@>($CT_C3u9=jAg=y@!unh^mK=u*x2#bP^ z7V!a$Yi(gFL9hr|C@7f9P7<(5nZjB|5J_X=%nF*2NwgIF80P1@hkIx4z=WQ0*v6(D z1FLW35YrhTs>Bh&Tx>=OtQ7H+16umz7s+x8^7jeslIcj&{d(w4M1-~*P>Bl2@w=la zxW_DB(&PFw{n^VWPdZ zic6Auo-J>>M#fUt;~z?XFPVgkH@s2n2Tu1XUkgpAIbXUCoz54uHi{&{Q*)SdJFuC1 z5%t+*{i+7SGs=d`>O?Vzt_fU;lW29KenkV>9*_DH@ikh-zn@L#b}u#O*LesvcZ_Jh sLYtts=pDIeUQ0d!W#;8E?n2D24_~WBG4%Q5#{d8T07*qoM6N<$f*Mc5CjbBd literal 0 HcmV?d00001 diff --git a/img133.png b/img133.png new file mode 100644 index 0000000000000000000000000000000000000000..9945ec4286b0b211f4da657f5481bcd17390614a GIT binary patch literal 317 zcmV-D0mA-?P)RHR400001 zbW%=J06^y0W&i*HyGcYrRCt_YU;u#zAhu;d0S6cuWZ|6uK+ML#B@Uz%7_b7y{|L4K z13v=;J9c##fD6u=@Bl)KaRcqTumH$nT0o>BcmeRHR400001 zbW%=J06^y0W&i*L@JU2LRCt{2SWSo=MHK$}XL@?3d!`2ux;brm5EL~wLC}NI1{YmC zwcugFgKZXKPG(TZ)s7}hf_AB<@Xn$<|! zSJmCqJ-^ueug8EihUFDBcjYSp)t7T!tDdQmizp!O1aD!^KKE zZ-0|2_f&ZFv-8i(l%&c(?qq;tXm{qjeD6QK^#E8$i>B52wv< z^{QYbMZADh+1WIz1I~0Bj*E{f<0)-jg8DU0I$MBgn7#M;n4qkxJ$fa2OSCu|ta=Sj z&V!Yc%H@oWPETd52T)sdSHS_~Vd|=xweiu2a1bp~<`vy9uF;a~(IdT&ZQkeC>e%;c zMX;rDHrG#5YO3u|0cR1_Ex_12q9K9KR~TvZSyz&d&f_-`U8)KDrshEw8o7*|>}2Sd z;L`F-m+0djDixa}#P8Cgi%a;f_*qbVur@kGW!1u$WTX6%Mq{f7hej!k-o4ohWZl9% zu;ivRf^O{SNW-BRSas2vrzrZvC$jIM&}N@U~vdt4kzQ%M&MSOn|v=&yDX3wD`~9D$=Ya{F{XDs>KsRA z-_tAEREOHH5sX2_RJ=nW`EG`6_rVm>u9H;Lk)l4$5}5U?`o8hTW26-GqTPdY^Ta52 z(Th5s?K%G02~p(pNiS?PYMqUV>HIG@T=ZWCwt7Vu`BmV#8$k!dHlBGp2l=xmBBY({ItsYHRADxxY@}iGYHFAIwZ5slm=+P>W$=ou>onKB?>{BsB z=Z7fiGM|azTYSOJF}{tfawFZpTaK_#$gA#LeOpUoc%nIq*a4J)Aa|p*i@QG|W_d(z zGd`zdD@?3oxEZti@Hd~HQ`P;-j^pMNl<^={-siVPA{Kpfk7)OYe(d0tD}1@vV4jQP z#&FP4E->WnzOg|RMZHmcXLP4JeZ~U?;E;Mc>X`ke83%n0{p5JNx-c-4!x0T(ZG_Oo z{fk05@UNYL0?;M1&07*qoM6N<$f~icO AF8}}l literal 0 HcmV?d00001 diff --git a/img1331.png b/img1331.png new file mode 100644 index 0000000000000000000000000000000000000000..e67cd54a42bcf52c94b2348e53cfc112506bb415 GIT binary patch literal 710 zcmV;%0y+JOP)RHR400001 zbW%=J06^y0W&i*JL`g(JRCt`tl|PHrKp4i~-DESlZ2riBc-^J6GmWKeP&_OIQ&5@#lpnMpFai?W~(;mt44 z&b)bNc4h)_qCPgB0(vzyr5WBj;g*SjKhi!Y4m$uOmi*@ z5rM>X7V}s+5y{44r}#5%$LcsNjZ<}Cj!A;9(MWr^B>a4%(fGBeWVJkjS4=hYCMgoG z%mC%Gx=-iZz_8}cVC}RTW|2Fr*mr9=z0=z+2rhV&t#t;DQ|4(d_)*G!(BMS{hGyvS zP_XIv!^&8xLQZ!4Ov#c^p=K@@^t---C0)bwkt$fyGzhF%!FcJF47~9tZpwVJ-VSK9 z-M87f_5^02X1I|KD#$9l1%*v=5U?2~JQe-xy^w{X3E>fMp?UQY6wFGfR~lxMFKn@0 zVib>J!5%;F^m+sa7r6M)Uhf(SOW5;XEVGWS7e8v^!GbCk`Ew%d&$?It(M!M z^e0Pb34xp3Yg$%x{_J{$-*?ki`S#T?Yv&mMNE?oUOWv?Tn7n_g^zS^5+C#wywJ#f5 sGMdAY6XWT4a!%#%o3E1gX#P&W0oyyoNAq4pPXGV_07*qoM6N<$g4EtkIRF3v literal 0 HcmV?d00001 diff --git a/img1332.png b/img1332.png new file mode 100644 index 0000000000000000000000000000000000000000..29975df3dc5d9bdebf4689cf83a534fdf4b140b5 GIT binary patch literal 459 zcmV;+0W|)JP)RHR400001 zbW%=J06^y0W&i*INl8RORCt_YV899-unRK?FhXd4E||yxAb$S=MGX)F!S4xt572Zk zfT^=jz-rI`1DG~)Ffj8ogINX)Y!JJFSOJIoK){&;h0Bi0W$0(vfJZYHaNz+z5JT7j z4EO&TByeOHBtRVZ|3iWU14F|l(o94FJPGqq`0O80=YB1TZu_2!L=o_!-K8)MuD>{{IbmK&lCD z-u@PLAjy1zbeE6{*k>~^6ycHPnZVG1Te^VZIhz7LY5fR1W&uRHR400001 zbW%=J06^y0W&i*Mw@E}nRCt{2SxsykMHGJaI^KmI@34|1Nk$MQ> zC$8YY2`y3q2`XZN#0k<#R3R=+93(CriVsk6L2(JH#D%Ota06D9B5qwuRdPUhq>75t z)XU85+MeB=wKr};(~4(he%`$I&A0ROW_AORLNH72jj5*}q6xCU;1$#a(sllo+zkQ*ma|WuDoLfg3|y%#0<>9Rpy7nRyh zAlF<8n3E|6ts^26m^XmWUKRJXsOSX}H_fzzM5VnUCWYE6-W6e}`i4JSMJ(k3Qfr~{CZtZl^@hTN6gI}Y3mf@Mlsn2JqR zdoXYo4q3cliCVka;JJ9!iXo$@A}r;u%b2LGwM?FiyJ#E8*sUz6h(${Exfi-y7rWT3 z(CZo9DhdlTBO$Y``6YsUVLY#ET|453Rvrh$(7G+;rHZjKQG)u(yY3rDb*-z!M#G`; z=J9=MHa5;k)&m!RuEj_pKbI^?>tJNe)6n(F6q5`N-q%Zl9$5&l z5u*mQE%DkuFuD+!%^cH|@n$RV5yE-FC48BWr_Id(qiSjTIIdF3zK7QQYPMdz+8%aD!G46;Y>pG#4!R7M+YPx2g$zbutYLa!Jtbjbf* za~ciyv0y-3eu(>O(+GO52^VO(X5^#Z6a_0C(04&(HaHx1~RU85-Xq<6oV;$%$N+itqoLJFn5)0l?4cEJoPBJ!2;c9Q* zBA^JyW?DHL!80eUDUPE9oan5|8EaSvt&*$%3ddNDG2niXaS|9O$Hd3Ta{O7 zrZ%#q&KObsY-drv`7bj0YU~)gm;lLuT+|U?bfP|fQJohcn%kaF! z^&PRINx^-Ymnmh8UzzwyW*TF>umuT>d;jZDRwb^g*)J#E0hnl0$!$?;Po%IKJUbs} z7Z2YLN-ZBCjvyJFdI7AP)RHR400001 zbW%=J06^y0W&i*NW=TXrRCt`_TfK4{HxOR^)1pMMN|9uSd;(i-nn-UD73pPn>7+K5 zRiyExP?E}Bn7n{Fc>!xOq?g2)R3wNAiHh?gF@@H2wnYYt&!IfOA+&03-zs5`g#W}rvC>Rjj?<2x5Ii^nW~^A)BHW0rrUx>28~h0TCPVVJ*V zLte6-R{plkS}dT+)S%PR7XXj91Bm0WG<@=P_Hz=~(;}$RA3Yk>t-Z#G3uOJf-i64K zogCCusm)r!A~6*dgSa+Y4lyp_(Z!ld(u7#`UXz11ax4O(rQ-GgI7P&Y&7czFN)=ss z$f9M!YpIkw9yV{_l#5y*@__G_YQ@|FZy@O%WnBpP=DbxeL@lZUXvd6kJ*NU_d7MP0 zDrg|k#D)^MU7zt=ht8J1hST;(1G2F>- z>K?jN6tCHgb}9eea|npmO_+rBL?_txkRmpRPLW@dFOGGJ&6YetLnODD5N|;u6C-17 zuj$CphnPw`Tn5_+^XUUeh@dg73XT?uLQ#zh-+ zK!~Ju;@PZcVd19`T9Gs zo{yT-jd7Q!8`-SNaV5p{?Go;;EaMW$;|N`eL5Cq}Gq`$Dqeyw~xJVyG=ST*)i>4+7 zz%nE;W^hEsJapQLhBz3=GJ_*4(qb>yczx6H+(@z3ag;%MzZ-H_})q0BBTrOh_FS8Dp$s z^8vv=iWczEv{Ojv!3zvld9_~x%z&yH$|ge2$w^pT0Rg|ej$VA0m-wFzoGihfjjkF zBnUpxJgBVs!)bv04alk^A}EBb3O+05{sXrc2@W1utSKU3bdg8Wz&YYZzzQkc3~^m} znMZKbylS)FCkZ|qDMGn)VK9q!UW$;y432tP8jN2gV##O0zave!URG>cGYosGDx~CSCmt;7jOPfw$~IZ?Fi< z>Of}*>dmXn+b{B7{dnf&)UL^UI`_8qc46iv#`bCE(6)i)+|SQ{vC0c?-!yMmJy?GS z&u;q9i-U2iS#J)Ds}et&Y)bP_kKKA4jNVIMl@Fd)CGNt(!2bc*ILZ;I(WPzx0000< KMNUMnLSTaaeocn} literal 0 HcmV?d00001 diff --git a/img1335.png b/img1335.png new file mode 100644 index 0000000000000000000000000000000000000000..9ef6736831679a10c3db50cec4f3abf4d5e0f045 GIT binary patch literal 682 zcmV;b0#*HqP)RHR400001 zbW%=J06^y0W&i*JC`m*?RCt`_ma&TyK@`T{C3lxiZg(fGT;YP9g)BB!(FGg3vlK*F zEvy$iD^px4>R%v1@W5`tT9WEOP%m)JbzY%$9*B5w==gRfyU8T)%u^RE{2;vSH{bis zOlEfp0HZE|sxFQdM2mrx>sntll8lSF@GbriucrhR_N63DX@SW3t+O z#+eag#_7`Bb~V8l06lu;(QgKMJT+f@D;RN`8iM>mxo)mqCbc^9J9;Dy9+k6il`BaJv+DEg%@# ziR`f4kUzqPr$FiNbSo;d&7EjPPjp*N-(ce$v&ix;B&xEd>w7NU$M{UHD`BoB#HGUL zL+3)^|DuOEw4(ZO*;^1kY7(^|%cX8W4ZYuCUJvnjO*M^_z+N4=rxA@0`%}&}JySSr-`rQX)7!M zw+*!i!DWM+6a%9obd5OFbr?CDYa-bu&93gvos**Mfq&?%&O3NbeVr8E$Md+yr!m-%#6`+goS;f%4RS=-UEnPUm?=XzNisnGpeX;RHR400001 zbW%=J06^y0W&i*Igh@m}RCt{2Q@>BbKotIHX(<(?n_;^}gBvjpE+h;N#KfetQx|7D z_y?R0js|sd(#beD@F(;y5EA3g>{1d3V>H(H?iz{+K~Xoq;qKnM@BPSk_ka|OCLp3d z;E<8SWE7|PGYs0iIy%k#(1m0{TOMFYpOVX9$Phou{}Ct6aZjORAdnHA25g5v6%{9hh_jW~n7oxntphiKno&D2 zIcxV>7a8sE3Z*+_{ng?o7NEXooV?7|Z4|rTqie`{g8ngvcRlG*F?vz;F#rGn07*qo IM6N<$f`b>|xBvhE literal 0 HcmV?d00001 diff --git a/img1337.png b/img1337.png new file mode 100644 index 0000000000000000000000000000000000000000..0f9b4f98fad000cf03c4c67eaf978b64a2e00747 GIT binary patch literal 1467 zcmV;s1w{IZP)RHR400001 zbW%=J06^y0W&i*MIY~r8RCt{2SWAc;MHv2PdZv43wr6S-BpZY52p+@-4xX0PkPdk8 z5oNr2Y*EN986pI{xSb&4C1wRZs1Qbwkc;dDJ-ZExH)G4Hh!VENfO^_W7Th)aXzS5E zUDaLP(>pFK3;PXpRek?gfBjuuuPJ~rFkSi_B1MEV#l%>2)l=Xo@eAd0dg^$lgKI1RI22WORMM~nv0rZ*$7_lKl2Qjd5#0C_B z3B9{fjh)|4H=xUW))S7x>=bR&mm4blW%O=QNUcflekp9IE+581uzwxnvjN2bEq(D z)J4v6tsE(Cww|@KkmnL@D##NH3NnGc*i;TN29ApCjH|VpV=KcmHp|!%;OFj8|S&POLnaWF4b6y;0Z6 zIu?qid>-_#b-h)~e!mPuoy1Tvp?~GrLq<7T$8NVV+vW*bNB!I-7})$bSVr9Mm6h}{ zoH9#OEeBwjvGD$yhdLgs8zP{~fJmbJf+%k~pqtV;WN~%_Z&c9P9^s`$cP1{y zF0Zunyo(682TSDKxFqZes({gGJZeE~@6d-KD^-UoZOlpQe7@OMaAg%K;7qPnJ+AXN zmWq*UURBlpzVPQc#3A+$L16872st>#lj7&Na=1F3hod{U(uDtQ=s*_OeeUP8Otq~~>yT-8fo<@!~-K!*Axw9I-SoCgyYsnb-mMOJ{ zt$Dloe>G8%19*!ydxzH3ZLI}$a{eI=FL%I{f&{~7LEZs&Z-%(?I5eLGSt)}bJC@{d zE(e>6ATP#Qd55|ie0?dnwA0#lrYu+uHuas;+dXL5@Ld<)5QS)QYjy=Q<(B|Y2k&#` zRWO%9R?5IqqBMrD_?T#UohO4th4L^#R4kr05_~kt)5@gFM3BceyW;gGBtrj5EYx~w z0pmMzIa-d=1MXs?94QknADsHs16-Z`xx~k@54DxQrDFqz-(enR$N_MM7U(&<&-Eow z9b^_Jxpm-}VO*<2RyS&TYO5z+n=+%m^as0)X2X3z`q}1sTA@Wx(*G1`c$F&c0>Y6? zmya?R{A;BSY3xmS!eBwVP+9yd(UbqSAK*b+#C+@M^+znOuQ=P)RHR400001 zbW%=J06^y0W&i*LXGugsRCt{2SWRr)L=^tK-q^d&?%HrE5vuTkTRB(=sR(J+Me3m- z5J6lxnnU4I(G_suQess_>LsvTi&RzudPCVm?^%hT8)T(|sJLYLuY|--2vP{Jac9Q% zdTfsqdxK~W`J~v-Z{B?KdHm+hY=As?^lw;)8+#rDOj5VGZNh=+`##~9R97{ZGzUX= z>4={D00oN9Ov7j6(P4rM2N&U#9VQNZkjwd3*7@$9btIky(@DT zL=)q{s3n}%fEx=3_Sd#ynkF=6+tJvIW5S98zN>4k8Z%O$wce4UcWh@Fc;H5W@l4#~JnPOx-XhW_G9bop~wTVSi> zbGioGCWLIsA>pf@Rs=&_^%osZQlVxgv6yp6wk*Onq3-nuAFi9-ut#siNE+4Zd;PAR zofAgR3s9n5Xfpbl)0?eXL5VlBq6MR8n_{OTbmsRp-#i1NVEEY`^h+%D1j*OzBtu-M zqcs@=nQel8ye&fFG+8dulnThkG!e^R)DLoEubo-ZoN72=pJO&O|rVzntC_s0ongY z+k0iYj2md&0$vv*|Mov!^=q5s$!*+(y0L3r{AJ}E7%skapv(X3APNbjRz$^GC!C8E zPNf~yj+9;!c{V$+?3r#!%i`19IZ>BW&zYaod6CgpnkVFYtSCg;QP`JdXDS^pthx^Y zCv$`x5)*bbN`7~2P}daN`j6pqFzJV=vxDIetXh~+FSh`Fg9XY?AQA-c#!qPc7QO4P zb&|{YlR8^ZzJLEm(0diq#W|tZe~N>1q~?lGUapWU)h~(-X>^u)<%LnaA=sHMB*wVt zJS|#P$qB1~kiz)5VBCeD3j`fP$jgNzD+LmGej%r^R4lN8>U=qJZ*VLmg?0Zf8EHvu TiRg;^00000NkvXXu0mjf+gwrG literal 0 HcmV?d00001 diff --git a/img1339.png b/img1339.png new file mode 100644 index 0000000000000000000000000000000000000000..37385154196156bf2192c00c71bf7040a15d7d54 GIT binary patch literal 1408 zcmV-`1%LX9P)RHR400001 zbW%=J06^y0W&i*L{z*hZRCt{2SWS%EL==9B9XrX|o`8gCh0q3x1EL^BoH($mkvKrP z1aaxnh@alJRuR3fyAp`YLVDyt$pL!ZRO$hV!{&gvQG%AL6&%(;1--4?m1sblHS=R9 zGxm(*Y%8^u`bEij-n{wVo0&In#sQGQV1?BqzY(i6lD1cg@EP`unxqlMaZGtsp5Ev@f8Ggz8B+M~cd0@DbQNub}4R zZ;L+Z_*>^1(f%ZKMjESBf~ovtp2KhjHhcDXdtv|YHFUl*q`xlxZI4u4mPts|JUk(l z$d6iP$Cj#n8As6Qo0zRJ(udCFGj*|@R*|IR6qq0Y^zMmHglJfhU}S+wg9O7$G{??w zr;K3-6;Yy4Wk=cYFhjXXs!8ed!k~~y$<-aWwB(m|8V$9ax*_+=*h7e{S{r}EU@8Q< zmj5*jXb18|#ashic(f954PH|6er3Wh$94Q#w1)$&WjUXdTvZsESuYrN{ zXrstZg%Q3u*iF2>Prj3!(ma=!qoG&|naZzxdRYny7u{iwkSUZfUAA(uY97#r5oSqSQ3$mTt5(7I>pP*Jf-^ z0u8U$_c!^a7ErWl85g35^e-K9v%_3QdNRZ!7*}3MK$9mu_8CILh0)QJw&(kmjB#Zg zjdgUo+qcED@WL#JW?bEN5f??0nO%i9LOPamX|r*%O=}8Dnk*f!D!AZmfjJy^o=iGa zaOI5%kj{80=hDrrT)j^wENDC8!6uj}Y;Fh32Q(jiET;1ubn6x3tYk zv=*)H?cf(ioF=txc#90py7Ac<;6z6APHe_2SiT2n^(NF>B=KE&eK!DIJ^;b3B(Iip zt9jkUryuo&Ykl@8oCaufzq1i< z95|C;$%R+q^TxrcNf(+P{MdmHGny~&jCaD_>u?#gt#9Gac>tb~}{~1bz zUuH3eqFcYiS|x&If0$xW$S8TKrFs^h=KldOJ(cQd){UD0 O0000@*cccXsHmt&NJ#MT@BlTviab3JNHLZK`2{mLJiCzw z`79cf`x_rJ$IQ`g_^9xkRiIn9vGIB% l_mYmC4TVhW8}zN287yWBYDtFg`wq04!PC{xWt~$(696XgP%!`i literal 0 HcmV?d00001 diff --git a/img1340.png b/img1340.png new file mode 100644 index 0000000000000000000000000000000000000000..901e2028affc98e0bc67fd5e930d1ce1789a4c69 GIT binary patch literal 773 zcmV+g1N!`lP)RHR400001 zbW%=J06^y0W&i*JgGod|RCt{2Ry~N+Koowvvuv{2BoizIu`u-&8f>gqwi3a{N)AMb zjdipYG{qKH$MrTUxTR;Qg_!CZ(F<&2cPT`#+d+|Ay&}#}a+%qiV1foL{9yCuz3w(>wS zXZ^9(649UDrBUxCu+>HlNx66=w(*V`2La?sH2cPq?{K3iKQnxKz5nje7kQ-GaTAxX z?WumtP+N6d-DPtOg1EUjDz!v@>hx5`RaUM{GM38>Lq{B;sD|m<(Glp;t6%JaTz80R zMj+2q2(m0BSqyu5IlpVI^(AL&Qt`dRHWPvxE1~YB{$cEnvc}qnEqt$>Y9apESczcH zqdH(%`5q|i=cl4vO+maZS(zh^f2GZQsqFSoD9?I$^ER+iB!J^%!Of`{ve)Dd%7>)P8qQC0}=1HEtAffSB0ktC#^k}(_X%Dy~~ zbKTaW_*QrJ8hyr_)2jav&;Pz9!<}wyFTt5^j0^k%XC>8Uu@fEw00000NkvXXu0mjf D=<#K} literal 0 HcmV?d00001 diff --git a/img1341.png b/img1341.png new file mode 100644 index 0000000000000000000000000000000000000000..4fbd27652eaedaad1d9104ce00869c654aeb2991 GIT binary patch literal 1644 zcmV-y29x=TP)RHR400001 zbW%=J06^y0W&i*M>PbXFRCt{2SWAc;MHv2Ox@Wp)cDk$epdlutbMT_UG=iXs!I20C z6`@Zxq}B8a;i&{L31AOtV6BgsuLgO8K1(U2&DqmUyp8}P}H!L`LjcRgegkUYQyMYx3P;i8wA7~ICa4H zeUCkS!mRm2<-Va)2$Ge8<^+=l0~i`kgwKWvtWXSI+e|4yt7#xH6ZCnHCn9Pkqm3sW zL1%nzJjK-MTcLGv3PTEB+H>ebrA>bZxAAZc5>w<53o5l$twKuuo>YBh^)8E zv#XPK59Fc+mf-Z!VDv&|C|U#}hA53|xkZ=+^|Q42zERiJX!oMt z-iHLeW}^<%5v@H0TU_2EwfR#_^W62WW)zM`HV}P=mfa(*Avb$kS|l`oT8}$&`6iqa zFD`2!nr3?Fy}dH-rIY--!q6mG7!x-=54}jK28A4*08BJ7U?PpQcWPdDV8Je6~*m%_>|7WCK7E!jw)BE^^4npZO@e4t6E9{ zEW0L7xE^2CRaI!_yCzN3;jWn@npDJgt)%{C^josLuiG)Bx$QkKH7G}O&%SPhbn@1A zk{OdQ+>X%WWE7O%z4Bml1`h*<3WWa@XPY<{_Ph9Go|bPp(b-Qhjq^=kg3+See6xJ; zBB3WkJ&Iv)ouPr&plwE7k~c`9JMohe1ToVXA@Y6NVu5<87yStWQ)3qyy`j>>qlJ7~ zg6$6uxR93%Y@9AQ?=xZUpi}z^*N1oNI9*dfn3BWlDw5rH{KD!=?{Hy!OE(aX!dy35H9EWf)-Tg^ zlamu1)GIb-=CQ#)1$r?$cgEqC_;SmF13WSYTj}7Ob9HPrgS}E|&F|V4cUfmYM_=#S z)?sW)5B4?x#x{6wj})}u&n=~b-~zv zdg=t4HomZ+SfZs$BTiTGMgL{&ndGgX^t(2JsO(oL1M>gc*<u|Px z$aC{KbNhyQi)u;E1!FZe(I4D@^C7%~^)$R&a;KqK{@dJU3qb}oH#@>>iJDX33cPUB zM>(xowrcw^oA}>mO|Odq%_2kr?zm5g^m zKZ5NeS~e%O&dQ~~x0j?_#W@t~RHR400001 zbW%=J06^y0W&i*O<4Ht8RCt{2Tup8rMG&5c9r0qYJ4+;x>;s_0Y}h(CAV&y`tnC}v z3-degJy_ z=!USqK%`S3f7r-C28^y)ta}kf^aU2ZgNUvF056&vIavH#GD3qF3>OWd?pPz`r0Kpm zm~EApxuzuZ{PaaV{C_Cdt$MY`3eL~hzj|9;=eGDxp{_tXJ1{?WZ{0Kl4P$Das`vi3 zdGh@vywi=Nt`n~zX4hSp8AC8MXYi8IRK8vG#9u_*wc#eJRec#JrX@n&X3P>H#)l3= z2?4RWEDtB{x^h}V!n-I9GdD7H@Fn6u*Fd9ZBSLH?5=>%aqCI%<5G0QDt|;%YAgG?` zZkiYbK%`YZ2EszMvZ17!ZzF%xOh9Q#%z64NXLN?8gW1MtBmj=xTHOFV0aBKu@_zWTYi*|qofe1IcDxhK_ZwJe?9b(O_k5y| zZSku7cifsVC2zIhcyCI=TTBUhzD!GK;xR+k#Hbd(C?!KWOiKVd8L~BoKh^J-N+{8r z0<0{Z)9IvUiE6v04#SHYeyPzaF^m8B$dR3Lqy$!KOvw%|xP&aUGGxWNZ$u7veDqv~ zl#n=_BOB+h_{n(b(?I$ydbgmJv>3%2?cF3}=utq=Em9VcM0g_~wBFl@VtR)#d zGEodkkPQ(1Egj*IM3ex*Pzh>EhR+}`{6%`^ht`tmLQ-&pc)5AIIGdwgVGmLdB` zd;7%BA5Oz-_RAOH$D{6ks>P*4v%l(Gli{7Y)5&=44|T@WeY#QK?w;5CQOC!t_PW+R zSlO6_cjjHyN4%JrpMCM6n7hrzeYKbVqmyw-uME47j62xwcY)RC^=DUP&d4|^%)5&} zeQ)QdS7lFr^hYzV%Vy%6y};YIQ`~S=i>*hBc#yggRT;vU)m@7(-U)cnV`+SMQPG_4#&(Xg zdGOUveuUtH8HbTJdNPyA6WwObb2o<>G;DkaJc}p3kj-;9gBg&b%oa{0Qjx}pM3P2f zh6S=d8FoIp-3*BXE+p0hktomT zpyzu8WvE|Xnc@iPI?d*0wYy1?s0yka>0IrUSIRZuQPy#WT)k3FY;TW8-Cp$E)dr=G zJLSboSRhMZ-BJxBRc}qZbeXdHnPCN0p{rtRc+!@oo2Biv)p4=5zMV<4w28#TIh^=C z&^Hq4ds3qLPOcduX!&w1S!75Q3*8-IN%$J$*4vwlTW@bF4ES2~ENt(rxZgjiy&WE_sZpP;xk0B*y3;fZJPkyy b{vgr6ABk%8?de2#00000NkvXXu0mjfAPWv0 literal 0 HcmV?d00001 diff --git a/img1343.png b/img1343.png new file mode 100644 index 0000000000000000000000000000000000000000..17a4d7e770466202057cbf04a8abd35d79805d49 GIT binary patch literal 345 zcmV-f0jBRHR400001 zbW%=J06^y0W&i*H*GWV{RCt_YU;qJr1{81sh#Qdj1t0|<7_a~i2*n3h4>zR&n^Gj8 zz$wDOkZ^#70c0xJXhtCO00%c8!-4>iC=0}70RraW0Za(yfrJAL3=AfvyFyKEq=N9GG5k7D9|4!s2CM1dCl@kY`}v0kO6)FrWV^!10cO!RG%&28Lpg rm^Q@v3<$;I0H&IdT~PI+#D+rw00000NkvXXu0mjfKx}oN literal 0 HcmV?d00001 diff --git a/img1344.png b/img1344.png new file mode 100644 index 0000000000000000000000000000000000000000..8b347487aabd3372e3094323d43d6ccd06af4775 GIT binary patch literal 320 zcmV-G0l)rRHR400001 zbW%=J06^y0W&i*HzDYzuRCt_YV88-c891S=31E^v0h=la;Adjx2aycMxYZzm_Y4dH zTwvq*8Mqh{1h~Mg00w~r4MgcD0&px~U}MN&@B(u<8EP1qp%U_}5IY(exD`HtSqW?$ z0t-M4M!0TH2KoV(10bs>Fs%6wr2Bt>#XdmXz}^jvhV2Y+p<)IGReuI%mj`em<^~3a z0zQX8?gF?FFff?{xY`)}zyciq|8HQJ$iUS1l`WwD?*o{nYylYV;GluuNB{uys3959 SXQ2)N0000RHR400001 zbW%=J06^y0W&i*Inn^@KRCt{2RJ}^WP#8V=X>J-zlSk;H6kIy=0g7~%3=V>W7erSB zN)cS5lVg2?c64y)Ah-s6fM#rcuYT4 z9}5uy_Jg}fsm@LNoqn`2j<5!M@j9QP5VwIqd_1vc#2YXXgR9YsOMV|+4!41GikmXS z*M~-?xt1utCz%rM0%2l%eHQ`47Ba>!tb84MDTw)7+5Z@7iF?Ut)?iTo`%E&6_Bbu3 zF1Fi6)s(D)eOZ?!23A)kcF4&w>TB`Fb3Wa81S?nv)JaP&o*#IdKnJ{6vhk3P~8^)!W1pbc;0Y*yYzg eY}um!Sb`54L0CO}X77#w0000RHR400001 zbW%=J06^y0W&i*LeMv+?RCt{2SY3$RR22Ru$xJet?A+jkAO#KBf-mY+1qE3du!?`Q zBZyt7(rk-Xd?-;+6optEIKjZsWO0 zW+utZ#%UV5iv8G4?wot>cfOq5pECo@3r7D=bZ<;-EFcKysE~Hyjy<<`<|aFP(fu}$g1qMN(aE}*n9 z7+UkV@ti&}nhk!&j!}+!n9f!-J-o4<($#@|Nd^kW2s;BPLIi_bn|vs6ryLNPEv!)P zDxTn-!-`)1f_^>p zcpGxxFk_|{T+q0%Y4xal3P(k$=hNv&dW_zPFss?Dx+7$f*BB^Sz}E@#u~soDC>|lit4+9#?c5W+MG~? zVZ(EBpRR8;SaMT~tvw;fk&v2Ucc=3784O{$AB63?k8i-}01j@{6foe|T1wXN2s<;;U{yIqKddT3U9x$ZgW@HSee z8@6kzV!D1oBDrxZ>+uJ6;kGAPez|%L|0O(jv7G(A6ujDl?$D`Ic+!^-?^}5=sC=t+ zOrWFb9YAFmxLd7c3?0f@zSSbqpi^a!bM?ZB)a~-|a(JEo`msjOVFWx&Jbgrc{1;u0 zpNFXMawHjilSr@7>fGl|5woeL{x($@C#55m8}$qKbs?x$f$9mO1nUWMa zB8oSWWVLeFsjsnxB#sJ4W%wl9Z15 z7UFdF@x{~fjZq=-U8_izw6(9PB5dQM-#O8*!a6hbSLv#0m-9C)}(`F|gHF=2mGJ4I#C3DWZ(eY%$@d*S<Igp1KcAmh7&&VW?9Y>=Q!qnO{v*`ptAzGN&Z}O zQe7Vc%gnACUECO)%OxonIzGP{XF^H0FG<51P5cencvc!42U={d-w#W~GLG7m2a*Qu p&t%8lxPek=e1(;(tmqmh_#5{!Uwqj|MJNCO002ovPDHLkV1mPWVnF}^ literal 0 HcmV?d00001 diff --git a/img1347.png b/img1347.png new file mode 100644 index 0000000000000000000000000000000000000000..8f5d8226e59f2f1cc173882d9d81b4a6dbc1c2d3 GIT binary patch literal 282 zcmeAS@N?(olHy`uVBq!ia0vp^vOuiB!py+Hm>m~)6UZ?L@Ck9}8*7qp7Bu{1@`!lI)a=B}%)DEI*;;tQY4)k>)vt;L&24d6_+jU~tFdW6 z4t!qnp1tM$h91Xx51S7fu|;#t|H*WiuZ`c~(=G`P)RHR400001 zbW%=J06^y0W&i*Iw@E}nRCt{2R54G&Kp1_crLAoPOvcSF7&jSQNjf+=C~l7Z2Q<+* zN?lk?kbfW(lQG0a$Nm9B6aD~$F~r4743UM@yHe=2MPnjvyrK8{y?b}xcl~-m3IV`->1L zn^2-p;VqiczS01fpb+orW~yk!FH%BMli9BEEi&hH0cd?2w{KkRj&=Uc1Y7Z4kuj<+ zeVl(JdrG;c|J5VdKgNvO>*WB%cxg?zIYoMxh*rI{!yC)T5D$iw9EL`#i*1lf7ggTK zHh}88ywNFGC%O}=Oc#ATfzao`Od9uTRW|3#)wCv#7&B(6-j8UFnvG}fs?#m(zFW|F zUu!Ja8dH|)S!k>-JDgk(-$SzEQw`FhYNjJG9O#+(Ypeuc{QPPcd-eS(00000NkvXX Hu0mjf0>Aor literal 0 HcmV?d00001 diff --git a/img1349.png b/img1349.png new file mode 100644 index 0000000000000000000000000000000000000000..93d505df11fec07b7f0d15133dbda7e4f1dabadc GIT binary patch literal 413 zcmV;O0b>4%P)RHR400001 zbW%=J06^y0W&i*I8%ab#RCt_YV1R*m228*YBJ|PtAi$UZg5f^{vjG-8xQt==z`zRO z{bx^LfQpa-z?!&#cmcx%Aj#U`@U=|3{8L$U2A|5%FzD<;iC`eirKq?iD5g$&s@*yE;D@KdD8a-S%s=U z1GCEmhzf^g4Dt*g43;t2BC9Cia|q-vfT&=;z_5ei1CYF|fKb5{z}3d!#{jiu-3y>F zR|3OX1GoyNzOQTn^?#wZ*rK^~1B##Ee)*3h6u5Co3{3z43ZqH<+xwot00000NkvXX Hu0mjf;eVul literal 0 HcmV?d00001 diff --git a/img135.png b/img135.png new file mode 100644 index 0000000000000000000000000000000000000000..32648dfb1bdddb8ce903825426ac1736317a0dc3 GIT binary patch literal 161 zcmeAS@N?(olHy`uVBq!ia0vp^JRmj;GXn#o1jC}|K#pR7Pl)U0&6`)OSTSeLoCy;q zGZDW@NTXh+`EoW-yX!*umf|#dU>6=zz&=#u=9wk{Ev7XSsSVbN3{mP6kg`KbLh* G2~7Ya-z~)e literal 0 HcmV?d00001 diff --git a/img1350.png b/img1350.png new file mode 100644 index 0000000000000000000000000000000000000000..e1849784ca360905461851fc4e15bad79ba082fa GIT binary patch literal 1678 zcmV;9266d`P)RHR400001 zbW%=J06^y0W&i*N3`s;mRCt{2SzUl;`TDa`l&@z#wn*BfF7$XFFOzfP zGMFp^FoF{l?k7Mf&}Z4($vN3$-f)hA!4O3=SdZ`*{-`qO;qWMf{3?isXkw~2FL6Ek%m|P+?&`?i@ zKbu5uP8`iXGkEwWfX%nzup~YgncV3jMt{!ABH5wgQZ2OHu-08Hjk12G= z<>u*BMlRm>1YuFywV6p_)&0U7s27^|k#3YlBetMd4K{ApmPJcpMx3z(sVrIwGyUPY zv}SD8tJMstiVMnacnqB4E`?dpcq+t&AP_^b zG?7khMo;eqZ-P*sq1pVGY$C9)%3ZM8486)s7O3<{Gsa8+=F5bztsrbnjo#5hVS^_X zqajB=Ws^ECmE25&?t})I%tIsdg~X#klW5M(6Lm@=?Bqq_1>E3S+&?Xjc`HvxG;DiV zbwT3!@x&X&?5~3pMAPx?cXiEJwORw;;xb7w!>nzTI|b#8+5P3X19CH|H1BN{2HU2= z7S>)Q!M8wyV{jp<6knw<3$EF38zsGSl-ed>#(9cn`awxsV@?TXz*l9_P71pYYIUHk z<{jFB@+!kBsSBqqmqQR@YI_u(5gf3omk8~qBStO8u4@*MU=OfZ+2Zd9snC-} zH)*`O%y{q;Gt*SP2plal-BQxgSCbhd7Fnfs*d9a4PI7Z}wzW6n)m`t@X;n&VY?}m1 zrPN=d_2vd{U=+j?-;69L@jutelWT(fA;2s6+%QsWg^Vy+YqLda{b;Qf5{wVOOBUQ7 zpBt&QVuD$-bG+8d2nN?r@$d0!|64G$^r!~|!R#4$=JDo-GLq~~KwkP_ zl%V`9Kt6=$lh4`jaWLdxo<8ZFD_&nFPhET{#3+7vbS|hp80E5uckp2RGY}iLv!fe6 zwbO^s7ZvZ`2EwKY`)or~V0BmKcE);)<)-6s}L5?yqI@l+ZD)JXkpJz%(Ksz<0 zW%#~Du`0{1z?Ms{+z&>+5t!&z^$so)66q}dY6rLkHIw02Ec#&iQ`_XD8pxW!FBv5CitTtb!>)@fM@Zzn5RHR400001 zbW%=J06^y0W&i*K#z{m$RCt{2Sif)6Koow7Q`>QVoGTU(Nc8}_S&@*8R52hyQwbq9 zj2K|U6BB|1Ar?@RzW`-IAc0zSfQ?3CMg+RB5hR3|s26?+NX@&8ot&LZ;u4n@#HaJi zyX*P$=XZDSt_Bzl6`aC=v)JBi3*s2VwFNw64`GhWs{|Si01C>wqrqNX z{@lJwsAVGpQT3P*6OB<}^;>iB0A^5>YC=VR3+2}1C3=e~K>R5QGDZ1rH0*Ay-6-}O z^miT@6waV~9-tisLu}re59jboE>uh|q|}KfSBJt&96n98 zZSV;Wa~Ie!UA9?PLR59A27wFS1qJVvkDn@7DO|yB7s$?VO-wzd^jv28t`o7lQrf=> zU9cfMO{`JD_MnA3Ru94$S%u>uqzRQ4ngwtMf6v3b8>I;YuS;+OoPwOI%_nfX|I8NH zx~QVUd-t{p*7GVTK*iSxHwfyOzR&WF=PT_Vf6hM(xp1P=j(JTZEZ?9#N_t##GZf6+ zur8KTd~ll$*9VK@!2;#2_SPB8KiJEEMnE-+DuKMtwi{eJR$>zKYDuMbqutVq?^d0b z7A8*jh5=E$Zkl#|whZ3A{Rh!nT$iew&5`k8ZDw$y_9$nQ_5dhFqz! zTe<$@FUOkn-{mW?Z`14hNj&vT4|Vfmx5j+Kg%|cf)Y50QcD>udXxOX_fWxGJqGb7}J&J&gCy1*`PPzPw+)rSh z7a2woB+d>3L33Eu&^pvDxgW#ei^(vyOpusfQdNH*L#j5|iO}5nW|}_r#?%kMFy&JH1jEt0paQFCuSyuyHi!>_^&E8)`DM37K6XO4EP5C O0000RHR400001 zbW%=J06^y0W&i*LI7vi7RCt{2Sj~$ZMHGKM)0ys>o$l&jU?V6Q@R);pQxu^Op2Wla z34ID40z04xUNY?(a6Kg1zd+}rCnbCEoHRrP5u}x%d)rYEbKBNEY*=?wzWVB_n(p42 z*)ZxMKiI8T@4KpAzpfsD`5>B1@Xr;*M^O%g2w;b?qIdy6XF4CC-##ahb2&i4ci;(8 zR<-J!Hyol*g9#hmgcca*_BuEtHV?-bl)})FdJ%ZW%45yuz}x~Q`vxFw2==!k4xS?8 zg)mq^=ZF-Fq+)1^RbZu<$0wO2+I;VDW`JthFX|P9nHDGw2FHK@(FvED0_m*+O#MihYoZOfiNzW zK;}L6C>15AAms|ITvB@qqT|4)W-ffVvPeWR_c1u9;@VVz?mx6ovyi4a?;iLTliOLh8E?VY?<2eMsY|z*kGa7M(#4rlVp# zGEXRXNJOk7i`Wrj2fO2WC#L2a?>R_O-_9krcT6FfnTrt4QANkuMYl_Uai z{r&?zY2W{(R_XP}J35ul_b2DLyexo+@UotK3?J0#_#@9qC5T(Axpn8x&w5h8Z*>bM z5WZxj0xu>r3Z7tGZiwL}tiCL%^VuJQxGEX%18nXY3Y%a2FjOY3-7-w)`1P)wX@xp@Qvj+n{xe?4k9O1nxY7*XTYR$})S)bZ&}yeVI}; z$f14r^oYXva6bi7Uw&wU4#tH?-*^lxOby%#{Kzj8`ByjFY`1usnQvZ8%}zdt?LV_|CGS!XLB1GnCv6gNpZT4fpf@!N@_XH2e^)J^x>l77?nw8j57eh+M& zDHRzEBoP`lF>A7=h^ao&^IUxvMsGM@2R>hA1`3^I0i|oJ&Vr#ma_0Yl@{0apRHR400001 zbW%=J06^y0W&i*L@kvBMRCt{2SkH?bMHK#ex~IFR=SQ^%NsNLcxFUENC5J^==tB^V z7(3u0;K3GM%xzl~Q4qH_NDwuf@ec^jNj)f8B;YL!c=42sir~qeL(rgyt++@;v)jH` z-96JiyE}n(g$VQL>8h^!zW1tL)q7P8un$?u%9d&h0RdmZpAcQ@DRApFduC^}|Bk9x6wygA{&95G0&l&@I-DoWbVrAYp+782xFrQh^$=t&edOM7soMCE+nh?2PM$!mWyDQd1`)FN zR}WFENk79iAQJRw>fRZfdScw4DC+Xj7We(8wV&1sCLCz8haPPj-`Lc7AyKtY+xbwm zWDX2SVe#9^y5#{m;tmsu(b{Nn^66{got5s?OkxLRX=67@HD;Qc{0j4~w`r-QTfkC8 zqpEAP*iIiEH}iEX160#WSXJm!f37ObMo27mS$H*@%(}ESwt#wDhi@ZED04v6hl(PL z#wwA}R>7BIY(2tK2TF0}eK>Z9tV2kOvP~gUSX&mI5f!Idng_$|d>$!Y7QtC3ODR^P zvGSSB>u*U zu0yOQ55?Y0hcuM9N(qV64wOi97ttvraoKXwN|FfiOD17e?uW}lgCfJynXH0%jvDGi z)<{{9SOROO%~})IN4*BRH#N^_xTAbkw`He0z*9%iuZeUi{k|OKE2k#zA{#;9sWoW{ zS3LHipi9RMa*5Sw-TNT1GSAtVx^Z~b?XUB)pT+n&lEq2Ic{-2pyTx`=wssbO+Fwz zOn?j0gS#E!{B=B@tYZ^ZpOuRat~|L>#8sYCIC_FA$MrK-Hl3`dl1Ua|UfjBwV0m+0 zGLu^tl4Kj0dlu%gAx)B7T`FaVt1krxl!MzB`aw8-q2J z!FFiE%4`XIr$;jE;T`H6(i%$Ew}9qj1$%S&EV9Tqd>3pK+HXTvyOQbRl<<`dHjUYX zGt|@gotfNXN7rZtL+>n3=Gf>UI2;e2q(3`g!>W zx=IE31dZ>wE#+zz7SxqI={qk>!i?`<2)w%7~mLw*(JdL+dS^dKf zm$!zf`NR)Uhu&TU?wm_9u)Y1tR+!l;sm(J+o(y)174WmG>_#r@nL^&v?Bck3Y;W*{ z+A~?{w)e0Uqx8SV!IAf3%293dACn?@y4wGd`~&2ddZ126oEP)RHR400001 zbW%=J06^y0W&i*KPDw;TRCt{2R!eIWQ560rnPk#5$xOwC=qBK@o57VJl`Nz_a1qxc zj0<%mB%&0$>gd83C|L{AAlPk-xV4=>&@xcO?h?hv!bL6?Y<#rWd(X_xOeQIo7Nkf| z;NFw(-1D99&V9@PJFs%C1IAH>0SiV^Lgr5LlJ*h|8pl<^vcb~g&#sLHO+j|LYEtCo zWz&YiB*;cu9M5nEDEh#2T*TM2Wp`KN_b3)yvZ@zClMEqgIm#k`DRj%SF)$DqJ_9+| zh=heJn+ZBM8Wsk8wQ;Lang+9!3;*d^BB|Mo5m1sk#Y*L8|#E`ulgaiABX2$M4v$t%Cjmdg}REX5KXMC)jGPQEIG>OFZ5Ns=tyzrL$ zi}^vP_BLy)K(#$6^_YbTIUBi!$4Fwy(6n1JwJriak$656f=Y%-2dL>HbKlZpBmzw- zQlFG#kxIu8NX21tVv9sV2cqqYYMeX46mu5pWkvFiXvaiT@!r3xh=5B<4ujd22oQ;F zoj;1k#!jAz+w)kjA#*VJOtv$1&G|jMlB%}b{@6UJ`V3FmARvYjla59R7cBqYC9u|+3;CbHGExbK1tGbZE#rpcR98755i7M#L0*r=rQPTKE%hEnT= zZ!zGq#6)@kj`aHp%!Vag2y7H^?Z&gfM&%wQ(JGm_b5_RbXv2#GOBZ z;tBP&op>T|uE;gXJ6N{+LfM};KY`^qUyzSs{RHR400001 zbW%=J06^y0W&i*MmPtfGRCt{2SY49*+UKl_Ev-R146mMOv!H3+I!AD zXXe~9=kH$ceaH{a%sOkYz2@6{_F8N20fxeflU<5ZjB1VUVSP9Uvv>>e^i@NdnzMoh zOaYCQQfAEXBOj;o`hNRS1Mcyis!Ot$X$bvF+85xzGWbQ7u%V^BAnUj|wUsOdjX z(DO>IVVE@CUMRI%-s|e71Cv5fW`!k$F)eO-e=8TzG+B3Lg!GT4rxtfo@=S2(`YW>e zrt}p5SI*ewz$XsF*m3lPba&eyzC5dp*HOHaM zX$COk8Jc8z{ud?^&D<9qUCsB$;qgm4c9Nvr)^xGEhebke=HmgT6(jJduK2i($+P%- zxJsIb09D~mZ&2xm;soP5l4tgtFOs8bHI9x1DqBs7-eDf!v5bRKUR(ee5f4i;m@l3Zn3v!>qIR$8eGKG4P@7D-HvqCkw2%%AAP3!6qM2?s1 zO-52^sGLnEG$Y!@sdy7Y!fXTd`}Z*`y9-7 zXH1E@Np-6Le+6(kX5fSKx5+IH=DayMoa1H|QpgvTcc8>a)GFl;O|;bv5)F@{AfHYz zhT@ujv06tnM!I#o6{&56HI~PF`2WDLa~g`Xf`m8=5;$cH@?ORO^)WS{Y#zzv!DO?NOpDP$2u4MBE)-RB|;-XUieol32p) zRN=q|%6HQnX*#!or{qf6N9n%qM zT}R<&fSfM{ca5C+ffNdIfAXdG9G0PKU7;m+;vs03@fD5(swX00y-nupTD?%dJ?fL@ z2gB>FUzU=CgFB~IsMzE{bnR2P|F7^?*<=fCTbMXQKNq#d& z?8YPKDuvL|LTC$e*SWU21e4SgyH9^tHxbFd+jrr$Dwi+L+pLvQ?#7yXVW7qI05en2 zx-geqs7AnE;4}WAZ{ju&_0nYzC$Du(q?5l<-t#uzzM$clG_w!qd@*Cj-zMc zfftn(>mjd=h@=DA-EFPRT88{+QrO6_`gNpjl!Vr+eV?=W*chj0M{n&}_=5Cn?uN22 zreB8<1{uq}Vzuh{S+)4&rfgW-K|ZF9&&Sxg?WncM73!rU;IlFXtfm#{W$fT^7AtVZ zQ=+U*QyBC+iH`}Tp(nMZ>=xd?snz$-L?~KVb=}Q;8|Ghw8~Bp+_3e86BhogyBP`xt zcyetN8f|fVp3T$fWwTaX6?efYrO?^#2e~$#({;zDb*7xhS>QicPT8Is*A$@u0000< KMNUMnLSTXrBLfit literal 0 HcmV?d00001 diff --git a/img1356.png b/img1356.png new file mode 100644 index 0000000000000000000000000000000000000000..e1dc42f4ad0dca4864c548a26e06408b39608459 GIT binary patch literal 371 zcmV-(0gV2MP)RHR400001 zbW%=J06^y0W&i*H@kvBMRCt_YU;qLhg9!|%pn-t_Ap~Y^U|?5ZzysJBm_U?16GH$# zWeC95z_NfLfRmvB$Y%Ty!NA2(@Bm~(LL(Q*2!7&BArWvfa5AtlR5JiAVr7U2a%w=L z2?AUostkw=l9@rC{{dtQ9B5!jU}tcG=ww6~!buaS5d>W4fkDObzkz{q0>heb44nTK zfQ2hIFfc?HfL+DzZvb*U5HN*&U@-9mGKv`(OxQj$C4fcQ8J@5TY-eC#1}Z9G=;eTz ztIDtD`3om RMqvN|002ovPDHLkV1l%Ygp>dP literal 0 HcmV?d00001 diff --git a/img1357.png b/img1357.png new file mode 100644 index 0000000000000000000000000000000000000000..9928e9f2245beaaa2c27e1c81b484c5339bb7533 GIT binary patch literal 555 zcmV+`0@VG9P)RHR400001 zbW%=J06^y0W&i*IsYygZRCt`tR54G&P!RrFpe=>ij=Hg6bnD>Y*g;pV8-qg^6E`~; zS04;UW1@^~;_iShy2-#U@fUPvu?aD{7(Ae~wS7<`G4Xq8@4a{5-MhP9ACQ3SOVd!2 z$_b}FmYy+{GJ;Mc0xhTIixDLUp&D9j>Or2YZ8cDdG$LTI;P~?sFb%&3*Hq&v2d%MG z4uO0rX2D*8+o^|mXrc~VZbg#NJxQQ#K(?byp{PKDlZ_vM`c&`fFc+|$fv3n^8H}YK zyh1P+SdZEEflAz84al!BwG!K*-pa1i_EK>YGgwpfoWd09cXFj8x|EEE0%)EJu+h&_Y_PjLP-~NR) z^xE*-QX6pLp`+Z78Y$Ib0FjL)1$_5G^7<24f%;cl+i{ z;+1!i*>Z_*AY&fss~lc+SYBtz+$&Jnn?!}uWl5Ss$uZGV&#*(QCa^)#+Prk02eqqr t$vXXVk=L>IW}=W*frB)H4^CWZ_y((@Z!774RHR400001 zbW%=J06^y0W&i*ITS-JgRCt`-Q!z`!P!RrJn=~(Nn)kYjLsqxUijcugM1O#wqhnpf zNdr0wVg_-}A5i1qY|uZ@v6C(M1AI^lQiXVFs-&1k#7VzL?k;!t?%mzH2V~IoNCGt! zKo%(pjg+VeZ!_#UIG>WG5D~Lg8aMuaXE`kTVm3cXyDniHg6#rggbr{P;95bn1mJ;% z@PTz7_aF7N0sh+reg=PhXdV?xTFb;%obe{4K$(6+1Bs|C08ok*!`u9+YGQLN>xZ7avYwoF=^2f9^Is=&y7ghMSADbyHmAN@**&lTxG9=l|gym4iyR TE5PYs00000NkvXXu0mjf8_>u! literal 0 HcmV?d00001 diff --git a/img1359.png b/img1359.png new file mode 100644 index 0000000000000000000000000000000000000000..d793dafcadf27f2323534256e3d22e0dc67ec158 GIT binary patch literal 290 zcmeAS@N?(olHy`uVBq!ia0vp^vOuiB!py+Hm>m~)6UZ?L@Ck9RHR400001 zbW%=J06^y0W&i*IO-V#SRCt`#Q#($>KoEVlh2r>=-JZtWz@nftqT~oj2+78Wx&1+9s-viE0Ujd&F~knJaThCvGgt|t(5^burZJ_ zrrAVZ5hUnRtpiv+V&%;^wQ5lll&DRPh^3dUgc4E;1lR1~m?+AbHkgz^m}!=46|gym zL8>xWc2kq}*|4)$>+`JNTlfz&ZmE`Jl|$(HZcYDl_X5IuKb@EIk@_eqn)90}aZmd* z`tQNLJ+cf(hzgB`9j%Xn2jVOzww_hVp`t0A1f~A>nPw&l>asCbTm*lcj@u&|N;okd z!$Q+L)B3nCuWG0fyh(ir?r(OGLh3Z(uC7TlZd37(SOA;FVR^Pb^M(Kb002ovPDHLk FV1l%F$B_U4 literal 0 HcmV?d00001 diff --git a/img1360.png b/img1360.png new file mode 100644 index 0000000000000000000000000000000000000000..e77add8971ce4316691988d6c60ceee1de064cbd GIT binary patch literal 712 zcmV;(0yq7MP)RHR400001 zbW%=J06^y0W&i*JMoC0LRCt{2RKIH!K@|S>_V=&bEi8gft`!xov57wtA%$S!7M2$G z7leraz@i8tg}YZKM<>V5{=S#}J~YK%NwLeOH1z~>ghA8qzq*pm}Q3hag`ILZtk1f>`P zUm@m-46iF{8vpzLe+f;Rb^*NwgL($#p}%xJ?TLAdj`M@;4lwlJbHsxH9Hq!qu>zks z2fzrp8v!>$b6_g9+csLZ{X@o331%b)e^o)Y@mL z5RN_0jx~qiJ6Za@UrJ`GBVpSnwyROz=DRiwUzTN=JAnQW zcqQejIEOU45Lk@bP}^{+>$$7It(bZSWZ5m(b97Im*tpiF>zR#f6$;`Z;_2B)n>kRX zvrh3Ju^l&tT275Zb?ZU=84T-V#OBdEC{Ol7rLn;J#6v66J3N}75a+j#9+x$eOvY1t zxJ<3zQL}*kPMtm!0@eGxX6#eDp>1{byb`+yd;xA(ltPe&5UzHi4d^jSZ$7{snoXWQ zW8VskK>5}^5}6vau|gr1H^naWzGiSnt z2`w!x6%`dZIXMXl2_YdN9v&VxHZ}$Z1}Z8l5)u+TJUl>6uOd&+15%77L4Lsu4$p3+ z0Xa)NT^vIy=A`x+@-+nrxX6EcsI2Ibo1c{V(2}QhZmYdvRIsF%U*hVesv9>xWh-Jz zPE67?|DktbhQZNy=gz%JVcgRurg=(4{L9J(?VqNGsAoLatj{Pp%2cz%S3;qKL(*C2 zWKODJ(xiZ0inn(@uu=&%+*5o`{-d3d=LRMB6;hvs%p#ZXHeFnLxajKb{sooQC-)|^ qS7sc$x+45^QugVe=6ADyx5!%s$`{p}ya@-om%-E3&t;ucLK6U7mu|QK literal 0 HcmV?d00001 diff --git a/img1362.png b/img1362.png new file mode 100644 index 0000000000000000000000000000000000000000..60108ba55c6bc7605fd46e2cef6e5a8fb433b3b7 GIT binary patch literal 410 zcmV;L0cHM)P)RHR400001 zbW%=J06^y0W&i*I7)eAyRCt`VlCMq!K@i4&ckTV*+R)14YD$nzKp;<`>EUp!L34s& z*&;9`aBol^0MTHO@CNV*r!j0o8ZhLT-4N2IAwbf8VrOT*-Pvzu7A%@>Z8MG00dt5M zusI)|MFg4*jOOIGv$Ge+J_^G%g>#iiGNC6vObK-L=W^uM%hiII?wD|O+EZT>}|_lYT24m!(?gt7KG$cF?xnI*^lAoP3+aXqmEy( z{T1yUBLldA;LZ`X^r*cqkv>5xOm9GKr*uq2{G?$UhB7+x)pW0sJ7!CAD`a|cRaM&0 zl5=()vGJ19kS^Q*c3+)cPQvW;qnuKB_@j2cxHc>wpUZDK+Ob?TfdBvi07*qoM6N<$ Ef{B)~WdHyG literal 0 HcmV?d00001 diff --git a/img1363.png b/img1363.png new file mode 100644 index 0000000000000000000000000000000000000000..baeec02fb3e7629f43e8094f49bb599e98042167 GIT binary patch literal 411 zcmV;M0c8G(P)RHR400001 zbW%=J06^y0W&i*I8A(JzRCt_YU;qIgJ`gFufD9(YGhhG?AU4JnMg{C3B7lM6LqkFt zA+@L)H!v|IG#p@9z%T*KO#l)L*cgF)28IF_1vUl)0Y)AUnDa<7nkWD_l9Qo;A;2Yp zt$_t(^@Ii{pl8?*Fc<)x@j!tK=sCs@5g<3IGB7c)F)(c62WjF5`nh02LL(Q=+(#wA zbv}V%{woFsNe0P(1q=*pz5~Vje}JV*K7*rp0>c3YUtk1uGcd4j2TL$Jd(OJ@&GKu&cJb@fq}t-0TN*ad=7!!1z;HypxHo?1q=*q3Cs*k0bFeieqafW z_YMr)z)%LJxA*^lGxdFC3#kA50Lg`^INjbrtw5j$000xxH*pQ9&9VRh002ovPDHLk FV1i%Pj<^5- literal 0 HcmV?d00001 diff --git a/img1364.png b/img1364.png new file mode 100644 index 0000000000000000000000000000000000000000..c0fa7cb6db270c4026d8956e095fcf1d10487a6a GIT binary patch literal 553 zcmV+^0@nSBP)RHR400001 zbW%=J06^y0W&i*Ir%6OXRCt{2Q@=~YKotI(CTZG~q@&%sR2&03xCk8_{Sh}evp9Q$ zxOy%wf(BOyvkD^OqGS9E^e>RkE(S!b6s_-FV{L1#MI03T;O-^&eed4AyZ3+;MF(!k zA0-S%xbg|n1B=Eak~$>9QS<|m6jYNyB7+TN{XS9V+uMJPcd8+fF{1R$Rs_?E z?3Q3IpeZslL^`Yg!>OoyHA`G_3 z7kYyzqjQ6Q;tqc?3ReLRZ-Fw(FI36LkF>Ve=vK_}R91FBU0T0aEgT}oJQe>AV4U~t z>O#?MrII3BTPux|mf96FKy?w>**X(P`h{o2sSnd^b@l8ySl1GmM!Ug;Q(Lmdhd9%z zT~;eolmlrazznj`{K7UC6mhN{_+wG3eY2O$Ox)FAQ{hl=-nE+A?t|%XKG(a$?6sPT rX8T@vgw^4fJCK&ceZHXoF#=uz-qK@*-c&&200000NkvXXu0mjf_?-3_ literal 0 HcmV?d00001 diff --git a/img1365.png b/img1365.png new file mode 100644 index 0000000000000000000000000000000000000000..48fa9cbef9853b76a246af5c57b67b38f166ffff GIT binary patch literal 310 zcmeAS@N?(olHy`uVBq!ia0vp^%0R5Z!py+HD4X&IBw!HW6XLpg^X3&RR?L|*XTpRD zEiEk-6%{!-ISB~~At50i9v(I}HU@x5)wQ-JU~saB2Ui)Qj8@*e!&b5&u*jv zIa@qk978JRBquO5v-7NI5ccwK2#~ikc);|>hhq}Qhk1>P5A+YaurCl}(`!4#(8jM2 z#?b8Ke3(tCSAoSs%wWUE`t-+)#TGvsk2y2wi%+?FfLGW%;rW9kRzr!0yDTMNut)GU zteJN}@W84A7s^GIzA?UGoAA3rbcXqX)-K5(pW_-@><_fekZv&f%$TC67Z71&`ye%e zg|qO_|NV`LN&#p8$?}|eUeD#Ao63ElfSvtpjfV&W!`;Wqo9%N&g@Nv8@O1TaS?83{ F1OPumY=-~< literal 0 HcmV?d00001 diff --git a/img1366.png b/img1366.png new file mode 100644 index 0000000000000000000000000000000000000000..66dab6b61ab86d5a83291060d24a59bd21ab8853 GIT binary patch literal 555 zcmV+`0@VG9P)RHR400001 zbW%=J06^y0W&i*IsYygZRCt_?QoT;YFc7{Zq?r6UV+EDkN8klOegm?zu(F^&LdsrR ziJ6^^h=q<3Vr1w>$1GJ5lPd;Vfn@IN{FI-eclyqE_uXA=#{iAwWcah%NbQ(KAXpA@ zY{JWoJ>F-)CjgU)loC_H0Sh`Y{39G8Wq5S>BgIyd6T_-hfK{va>oNI$pt%6L^kE-W zz#LUe4~CHRx?+ecjXI{}2`c)$*|xkOMxtU?6lm2*r4U-71)!7!i`W7gU9*h{xT&v- zP1#g?djNChB2#X#rL!rjw0+yx5rfd-$b?SlP#n$BxTyH$debg?uhFcExsB(y%r5Ji z1XqXKRqT-&;knA1NU0q1(BigN9+W9qP>}+~KZ9kkG;^f0c2=-JyWZ~T+X#EZdwg*6 zGHgkWt2=;m>q(;#U#XAQxFfiF(LLl7%M8xA9K#3f z%oMgUYC|=KYXIGsQeVVpnh5**3H6Y#3(c5Fkc$u0MaLC?#?-QxXaaw_q@G`6T75UI tDy0Fkw{WVlA(-`2H{0#8lzPY~z&BRdl4@aLeLVmG002ovPDHLkV1heF``!Qm literal 0 HcmV?d00001 diff --git a/img1367.png b/img1367.png new file mode 100644 index 0000000000000000000000000000000000000000..fea1c89f9d34fcb7916e82204cc4a1a8ab02977e GIT binary patch literal 595 zcmV-Z0<8UsP)RHR400001 zbW%=J06^y0W&i*I(Md!>RCt{2R6TFgP!v6mvHjw&n}MP2LT0Ay5XlRbIv_G<$}cEL zkx<5L>BPrR;1{G~>V_u@Q>#kdJ!V1ig4)s#bDv*o`w2HfBBBW8Jl*Si-?``6@7*T@ z8os|w*^_PM&)>o*_g9nA-6eGK!uz@t6}k82t;)s6$=<CCNuzu#NgXRI78BtQr36Pbpf#Zc&Aa9r{hkRpvz>HRDN26}ar zc9L8E9`^F@!^>X#bcUhr+kQUrV7vKH4OK7{&5~~jd9-fjfQcKVhJ=f-QRNANOB-di zRWy^hS+s%k3jdDy?y7b(ea*epS|7r93ZC2UT8^+Smq$)JP2s7Lr?wTC8o$PWf@YiD zn^TCM)yC#^B;(u)Y~H+r_}0^`N=wbGPA`CQ&^Gtw1+&M9Wh|}K#(0hsJkhL#)Pyk7 zTKzM5Z&TWxA?(gn4E?9n<&-olAvNO1<4&F48bgIRHR400001 zbW%=J06^y0W&i*I_DMuRRCt{2Q?YK;KoEUC-)(%pJ8y~2Q}43yI!k8o&~WToO*p?CxEXi$X%AAX4P5-t2hi&3Ja# z22N2%6c&F|HZx~^wWdA@f={p+IPdG)y!rRs~d{}y?%MN_up zWSl?=2+?(cSJ0_Wi4TPan;0q@phg{nK$62+n|8~caz_%7Qkut<66KUDlO49^FW?ZB z{r|AD+kjEfmIoM#E}yD^glw<4z&A{JY!O044at^cKpPp4$VsHNgA#HTlU^uStpuL* zj1y^H@HA9IwFyq?E_K*i2{mO?&eF}q*VeBfT0MU$5Ur3021Xfl=8~BB^74hwy{k9Z zzJUX}!!>blnqYe$fojFh{|rlb{HK}=?I8G~7E+!9FY(MW_)5GW2t@?1mNUN>`?;aL zQZKXog!P3Y_B(Q{@PKXfgu6I;*q1N%t#1TQGyxp6Mde)3zC);^6qpi5T z2Y>f)+5hm~`5)P5VrZQ(A49iSIhuEO{y-GX9CPIL1bLQ2~%ckP$dk_94`3s@nhWM`R0 z*BP+e`$g=VSK5hLe96m4NNLz5_;AeF+);_8kn4?4Bqx0V@kL9$_MyaHn}n>$Yg`zGmCf-KK=y?2=+B5Gs7f zUy2BQ_kb!H{^G&jQ#yK|AMtJmq%=*S&rkQ5&$GYn7B4|?2_3JS!+X9?6LQ=f3ZvYm z`~LV{Dck)qZeI2%Y&S2a7r}#pl~ng-yVUmoM3wC>*o3{IWH(EM;W>H~AJhEWn8|qu@geZZ#sC@&S31a<$Snp?>Zqy_C zs#I}5jt%)P@hS^Fq?f&>zB1V>;}ZToA?awv)D-%fafR5BkXC#-rL`sKF|O24qxWvo z8zm;;2^CM(gTc^$%{l~O6AvqmBh8Tb2}fEJG}8Pa{ArfplzvG9!kU?gWOiwb+9}+M zO+aW_CpIo0*(+nS)b}Y&g&MEq*>zo;8FC6du}FvoYmG?T{Uy zc!q-4Lnt4xod3^Iu!*JY3-MD7mT@GL<3;UiroK;av26VK<8V`^;MwqaM%Hjxn<;qz zItQ^1OV5~N?+N=H1be`&Wu{>9b>%gx&QQ43NHlXWE(dn4SNNHc06)i>KgU}uxEurX zY=+=#xPS|%U_b4n%?mEP-rH+LHhXN(N>bEuA&kQCSuZ9$LyYMJi^s>_x8QfLJ)Vj_ zZ4d*5XoEmZ#R&KSaUbvqTT%D!0Qfpc^e%C+EBO0M3gCW>kb>q!s*baGVuwbzF#>o8 z+AwMTAJZHJ8$~Vt)pC&KA-DkSU`Dm`#*fxrPLXjJcIx5RWP;6fnW_YPwu)IbmEn{A z8A-MT`!~5UmZ&5UEbaoX$wag%_$FkPgnG%Q;KOCD@|%}XE!uMlj+YSCqP?tIN>ABp z%iE_qNv}|qQl*2J4Y?IpC^~d9#61zCN^*qdO0L+X>RFgT;jS4V6{0QA6)M|a=qk!P zMzd%ubOlQ9SWk*5+$!|cq7%(K2|?=ePSgXD=7duk(Mh{LLONH5#zvaSkTer*X=h=Q z%TC|Rl(>C*{|({2zFetbB*N*_8!t$Pkpz#@jh!UI?%Gb|2ZY7@4Z)4Hqf}{aVliY# z2#gwn(=7NlC9mccqfMQu8^SF8iBHcdGr@Kz>e+M3PO#I7h7`Ku(W29T2Nk;dX2n$R^C}g zeFBxvHr(VP+S-$rb)0Lhye%`%JiultE&2%FXj{9Ua)|7iqEC?wd9~bFE+IuJK<+vF zL(9=(rn77k;qDI^p6e^~i1nI%8=mVRhj~SpeJ_WpdBm;lqH~H@TV2qV=$r%PtMbk} zLcdhHhy^I37{O+F7cv;yh6$3drDMaH!papBe)e~%= zG0)Y9ID)8oI+3m7_<{?kU1(|#2oq>!RMHx@xY@OJEC4;%F9?S_l z2)+bYLRiTl?7Q=y3RGSie?%2&zWV%aAbkcS>lHO(1IsIB{0?oX1#;qiUPYB(mBHFI-V2I>uQcs#~ zB|z`;=xi!H?ZSDdBVZzpux0X*v5%RT#JKG}t^PaBr;q@np@+i#BexdB=R=Fmp+Pv80?7HXxT-2W4SI=c=%YCEbYzp(#;>!Uk5gJ6ElX zQ`m&rT16xKgZWF!(kWbFFjWm3c?-$c{DhbG-&C6?>?SQic~2`o+%0s>08VxAoP@$qJ?*}uhkc;QAW?1Dq*R~Ys9n*ThZy#StE!`;oT z!w#%GcN@`s`t}b7ZLGrUAsNGqy#nlYeD}^e^PCH-k5$f|RwyF0R(6GZtF*4A?P-M~ zOlP}E-@zuUYC%Zb$z5yM*g6~n-)_l9H%n`#>-fOixU0&r0grJ;wH1anuCLj6 zh2ugiTy ztMF!Ysf~&$LRV>w7SpyluNGE^Bl5g9N#}=e&%A6dw7;g&P7^j3z=j_raae2A&3QFN zPHSzF&JVxB4*vj{HyZOuPZJ1urWt-^?TuaTd^PrNoR9{xTLU{CIM zkWcJM=r`oc>Y~}t*E3lBWpX`~UF!1J$6R*kaQS3j@qP$!N$oS)Yvkv&dgJHx#}JWv z8>pwku7_2so9SuN))t~FVpjl-d3|t-$pF!O60$e`cLwyvq}nW0BJ3cM zv)?nuT`9Rn$}z7%2l)itaV8~?uW07)?HK7xe+jE%$h|V z9IYA-r&THMS~q#I`EXgNLeP8x@|i>}Gf-O|KSqX&d{a1+?z!Uk3%hPv+PK z7H0tRU^FoJqDK@h||pjE&Be@u%ujAj^kc8jC}TdAh{oeZjAjJ$^_Qt27bS z_gU;XPTQ!yzFXPx*e>`e9C>5khGm!b8!auf5Jy1KIp1PJ#qe;WR8~=kBOR<=7C047 zm;gY^&8f=n4C0AL51V4w-X<+XY|1vpuGQ^%keflW%cN7TtlEI#bYQbo!JPP^?QrZw zPGwg)O2;D}(IwY7VoxiU&ZSm4de<_JahF)-czx-}M3-0N*n@|tI+s=DB%`H>#$8U8 zlMWA~5M4@*Q;dfr=v+dT(**#+jk|Ozr;m7q5M4Hnm8<{=*123ND_ZhkCeri$wmd4U zQdkC7=n`qHFzJE0V9`sp5(NkB3JWBQGyd)+f1EGTrBT_vFzw=*U#|&9!S29`$L;0N z*kpM5inAKgHk1Ux+qla?vZ?U$MOuSKOG!3QFXJwQ%65|$AZe52)C0fh-I~sYYpk$Y z^8L=KbHOU-kc&q;buQShb70uKf|b%mYMfiPCA;S?lH>vom@@Wu7o~D;CT+Wx#HoW7 zpnwEoOXDs?<$^M%nZ{j!%7q>wCJLBuEHo!xz<@F{6uB_X2$M*nFE{u~FSGX9-LijJ1w{ zls?8S7A^Qb1xUCv+=4Tvg-jXKN)D?Z;_bPQ&RXNnFA0Krx|YnY@cn_H`;T9*#jM6z zb-mV&`}!IKy&+Y`P^j zlm43jLf*A`4a>omDV+W5kk%>zYziMpAW;ZUDQtFa{GDL2SOCh=4m+?uZj{DW10_0_ zP+`xZva$+YN`=?$+W1g~ahFtKzu-W6<1Vejz9FEL#$8^8eeBx!Cb`aKRyZ)um$X8c zT44y>FqX);ORjKeWHYvLmtNuU_;ozvF2BM-&TDxEk!LbCLE&f-`wB6P%6XZR#I(Yp zYJ_fAcpyg5>-k<=EEMhNbe`4nz@X78X+j>MMrC^)?(~`rCE`-)h+8GX{dFizg)e3x zxhwq!(e%#CRQM0T)dX$?H|1p4L|T>YCjA5)mRMI4>Fjz#+F=J$k-Uitr&4)iIvy@0 z?uTq9!z3qpV--%S@}`k2FEO>%Ym(q8cJ*Hvbi<>nC^s-v)v zS9VV-SKFikw_R6d*>T6RWQ0mMFY}R=DcW3RfLk;i^L`Ty<=X!ovJ7SmCIf8zb*9iS)oYTPovi zzm&o^8E@%#Atps|_Ti}8Mj~%7iF9F{%_`9)OXGh<>6SMHLaNFyy*bz#FKxl+INqG! zB1d>DEGwq*K#Z(SYCa~t88v$#1kjJr7Rv{Ckq@Zqc&u;n^TQ%q&m)@LjszAH8A?y5 z*R(dN1uGnxXruHZ;4IQraSUuY5rfc+?k3hIHAP-}ZHu1|zHXvibtIb6MIRmg8-`tT zC9pQBDO&Qd_!W(m;h5fC=vAK)oo4@?tEc_>*>l*1Phf3Q3+q}&v#x13su@nZN7tbj z_21KF2@itqX;mFs;i^L`oD&uUSPfFVdsc0)PY0tn0emOTbC#dN;zNAV7jFzi|BADr zfHp8{U#yz6sb~)vh=uqTVsP<_=(D)E0P!uR<|V_!6W#=SDMpc}WWx{)5x0myB@asPHHB-vBtYEp8Nx zmiOg#faZ+(o`gTt%#Y^)L+kta$Wh^jxIcao^xKFLG{gXb_&z#&7$Okg00W>;OYlE% zOB?a<=U-R!zHOC!!W*x{KEs47Li6isiMo;{V58Xy!1OcWsSlAA?u}b_0E@Fz4^e~R zhQtiE4!hqElcUd5hK-y3(fD)TI6i^zm(Tj~kmm1)+3y#QPiuU4=ZpacLxw||PYj00 z#jiP%#mndX6ksv@oHdS=oG+rG3O}UaUrpQ`nll!ohtp1Pe0*LT43P-#4;E*}H`bJf zvoC$z>KUyk0#9DO1OL+Y=CA;*{PIY9k+4?c!7TFnmM z|BX2v@^^3gGNv_#=f=zDoJQkZGh8Bgcd`aUAiJQUMt<130PVJ6>!Nqt22F6qp$V=y zc7eh0<`6LAQG+4C@p+B!ZZmwwTBGFHfw$q!AuRgF{7na>{P%tadw<7|MZca#TI|BG zbqM|U^H;t|bqhW?P@XOfjA*bUjvzfEqlbMgcjcO=qn+R)YY7TjN3J1N&Yn>2ab1RF@|wsl4Jf-k|-@$3>{@i1-`lKCph;8}CL1|Nby zX3ZBafx+-tzIBUBnH9S_YiI3*|AfCV%StZOQ?8Y=`dtno4~)*U=GcUz1~0nC7XQ+w z6OHb+wX-(iQ-j}L08TrM9stZNJZnpK@~*+oi;W+Fx9E!O(*~bdTmBErTRf8RQI)R9 zB^)NjM3~#&a*j8jU;}}@?QLF5UloE)_{TiAbuE3x2sYt8RkfAQx|#$V@NnDP=d7zt zFvhsc?Y6heSy!B38(eOCTb%Xw5NyCvowtGGZ6nykvN~7ZS#K%9Mi9&qBdI9Q+e)wv zR;Noj&liom=m(@{1x+wGCXvIb!-wGB?78;w(D+mMnyezQ7PF4(wpS^|`tN^h0Q)v? zPz-zsz5_lvf+3fjyu4q6q2M;e2Jo4eh~c&`OH(8K)?_ViXXo2}ESB%`OclGT@`Hom zn%VDTdOL^z{%hTF^B{m5z%c95E2I<>;pel`@2biN-Y$B7*_xDiO;$b#nM6*qJU>_H zVNy84*V31`I%|TXA<}A)GV-hmj*Q4FeoE!GHNkNp5i;roV@ayBCO9r)F5N4dXH9Sd zBv_tVnA_F_CquGbss&VMO>lD9CZA&7X#B{fI%|ScA=O&?TwtEzBO6tQ8>pwE_(1jr+)Ms?mk|I_0x{`RT@!Hth4qZxU;16=g+)e zrOGI-BI{vNrm!_>1#zqi&Jjg8YfW&@$h#tIg7ZhN9BYCLL4M9!6I>WnRAeKa_xXwc z6`J6j;29!H&++{Mi?bI^aCs5ttb1d}SFX%Ghb;d442(l*f=hs)ihSot)8o$EGrev8 z4o>i*2`&eMI2J(texLQsJzuwse?co?tG*_#Yec71k?q4+Ql( zHzdp4qX{k>TpX{wZ?eoin&1+`do6vk%su`D4~9s#E)iPhh`MA#!CHC%cKp5=42>UW z4cY4Ujdx2cOd}Sgln9Zs)ctDk1?eUW{7`Q?t5+QXx z&KW7^CA<@%(Q070XjdY%(*g*t0Z z@a7|Mh^z^&1pGPH1aCSlhwkI7HNjPaM@7~IR}5~BHNjPYv)}D-)|%jIVp);>2o^y7 zZ%wbs$`wj;+!)XDuffLm+jux-rQlDnfct}OJ)E*S@H?DR0^(M4xjFE0?>=j?+RTBY zwKZ8f5!$A~$3^SIDXRiKU088wf-4S9aKXrWAAu&g;?M+F2_Ei16I^jT+ZLr?Bq7KvX%-Zuc_?)$FYUv*L_5$$xr}I3t zm;^gvd&APgOkAHHqv51+9B{-~Tzt%$56c~Xsy1*=yNy3Esvod8OT9n%W7d2@DZ$|< z@x_LjxIR7F^ZSFZ+u>{Yl@YNzS^aBx`q@1`Pg#M1ulGs)2IqNbscNulk8QU+HF%sn zD|+7ac5WR{r3_~AjUJBAIjbwN9f35?L)$YyC>6nkp2QaukDmZap4c0opNt-Y&KQdc zqsct&0KGBLd`kJi!TX$g>vxT>TfjOGEd{~0H&g_>o7r#fi{*V`q16@oOG^_T6>zdJqOj`>Rvg7cZwu#|fd> zx*EJnkbWnf-SygQj1Fhyp8lde**8vvHH6fEeMOg|02Qpk7e+29?i<~CV+QvJ42IO_ zaCAKwf}r^XUk^ro{a#+Q1|xDx>yE(?`TgIR=dSrxk^T*G> tx%RRuNU%Whlw(Rv8+L-fa;?Ac{{j5^d_V6RfFJ+>002ovPDHLkV1jdHd{F=Z literal 0 HcmV?d00001 diff --git a/img137.png b/img137.png new file mode 100644 index 0000000000000000000000000000000000000000..bf322560bfb676aa9afe3b9e152aadffc9bd00e1 GIT binary patch literal 226 zcmeAS@N?(olHy`uVBq!ia0vp^A|N&kGXn#oPG$0MAjcrUC&YF0=FKZste7)r&V&gQ zT3T8vDk^evauN~}LPA13JUnb{YzzzxR8&+XBqVrvcz~K-MV_7qq!>$r{DK)Ap4~_T zauPgU978JRBqumDaP#o|xh)t|W~?B8WCr`xeg7L96%R7#o&O>0@@YeZ<(V`88#m?f zD7<88W9H$h`7fzvuz-P&eLjoEP)xK5cOTqf9XDz3OP?hI+JI=KFdH8IW=g8L7S?OaBsix6jL zXJ+@k{iU&^gcNz8(R=%y&;0(e5v!FUFKnIw}&k`qP87_n;pXEP+ z?bOjl3j~tXwG8lc0Jl+5q6%pqWR4@N09_Ytm@vlz$1$y)+DKG%Fn*e(OOw1rhMT}} z?Bs3Kv1okKu)wnN#~h8Oh4Yg@*xsh-`gr;;$4@<4ORaGlvZz_Fj(OUPbOzpt^wG&r zNqSSblcYd4`cbs{_E_b|E#sYX4CPp42~hncw(^+EST2TSPKz;chYlex%)5?x*0pl% zRKyu?9qfsI4kl9-_xpcgDpNl`RulEwLVwy{pPzE;}W;2Nz9tF6kbk z)s%X=h)nL3WT=p#Sq@MtosNmztCL}vd|W*ekw`d_o$-U+-7VFc&C&J2V1i}2G-4U2 z*M?p|UwEa)&2rSJvSylj&4qu{)>7Y*NYu2V^KnIeABjZWwAqw(yGznx!#I5Q{Gkk- z-}ZUxjQV{g_Xo)Va3X`wbQ-2k5dW>@t<6B>D|!RU|DeTez{klKhPt^P1(j8IR_be{R~43bX(E449lE z-{G$U->1)BWL`TW!bTbPVV6ETRqy95SPO}8H)@l3>mxg3#~eRm`|ONg@RyMv`xG9= ze!MZuc#GoKIRtDV5C8usubx5lr7$)I9@ykJ}wCMPwXhB_FJunA0NWMMGLU%G87 zVB7~2nEYrngZ&I9(R>!Q5frQp(=BfTCs$ZnV`QHfV0)G}cUZg*F+7a7XY0?q+g+F5Fm89Py>9<+|5v<- z5j>3V#T)U;tbN`pz^m<{cCdk@ET@ZC(XUlYBR4|n0^BZtwe%8clCoVkV99;jF~ lm$C2g$r{DK)Ap4~_T za;iLC978JRBqum9ic3iR`2K!3!^02FoZnK|+3Nn4C`@iol#6-P#K1peV#4v0jZ5w~ zeza~mc$i5vF|GANPJk7oOTnM#zt7K?KhVHv5m%e=px}e2Lq|=*17<;w8aB3d3=`(E x8rVfM9cF6d6qwvt^Ni^jr@xAMmZbp$!`tZ+pDr-UYy-N2!PC{xWt~$(695gYSOow8 literal 0 HcmV?d00001 diff --git a/img1372.png b/img1372.png new file mode 100644 index 0000000000000000000000000000000000000000..ce421ef76cee37c4873029a761ac17c0832be93e GIT binary patch literal 4462 zcmV-!5s~hRP)RHR400001 zbW%=J06^y0W&i*X>`6pHRCt{2T}zG~NfnK1(^7T&6BaWV(6s@OnK7f5;2A;KqES3baGhMQa)Um`%0w25CEMbgPT-gQ=b=n@Ty6=kogb|H}{rY@Aa;Z?f? zE=wy6Dss@~$csx94=p09f*7f#yRc<(o)h`({oR90qFNMQlO$t8Ho9by@C219z+nN1 z7CHrpx^08cI3U)Q)qS||TOwe>p<)3esGtpZ2sP`vf1a=x(3niOD)Ip~Nr?edkJoQ+ zAy<$wEiDO1i|TV0B1>G}*^NPTc`>JL@~131K%`dX6UO~)4K~dGH~^0vbt1xA6m?Tk z05bGK)(>qIz%oC^YRCW&pn01LNOGeClGdfyPXQS|*ql+j-tKdC+^fG$OXMAFIBW$6 zX9s-o4qPFb7a$jn3rAcYq`m0Q0s)@cXejCta%8|5Y~d?3oUFz;>W3u*s2?;DY+W(H29ecP#-P6}ZAhbm!gt3*w96cGKw`y`l%^JECHhRw(#5**it zy{Zj!9h=Mp2^|RASlwVZn$yl7<*o2K)*hiE5xo} zRl(Nk_S2~Ej^*KY?pF?B3^x#v6ulIH0FKK8XZeD?mmrL*DIaLxoz(94-!u`t?*<7m zkea)2;)aNICHmi-xXMZl#RXLHk~ADY4`Nu2p_lG}UVq+qk78sal(fRcDaNfh4oIL$vwVPyzG#VmJn%=JMVsB=Ql8JPCz)OJuD> z<3_*Jtcg{Js2;c|=W#n|Hba&KIKjACbGieXl{){mHpq@`_w34;^ULGgwdT>ceaB!? zZII&c`GVX`x7vsE}XBS%* z#+QpD94!50vdAKvW+y8tiFtPff}E&FEofKdaALkM)vL0bu`RCOVmz5O)6?v;4n7t)~VFk9p>GU1U}71v~hZ-VBU?YXL^Fq z$Z@-Z#rl*w9>X1u>(;Sb=iL<*CyTY}?_S!;!_yqTyMo;-)4aL8g55uu=682GyOvy& zrSIBf-`96*h;SGn5QW-ek3*Ow#0z1ma|HtqtkP=P!>XBGdU1l>mFZ3o$maXKs|myO z5{M%uP`ineF{r~G8ZHPn4d%*_Xr#n^49+cH!EPje!XqK!2Laq>DsIetA9V>j4&q5b zmC$#ZeX=7>td*ct%()3pvW(Htf-;s!v=BE5i9}1~W`AMJl!k;vB9^7JG9=KZE)^@e z+&ro!B@#R1Xe6p1LZ{3#{Zv~6fNp*0mJycN%eZc@cGrG7T1CZ4<3TqcJT~r`b=r)3 zA2sfF_Z6QHHq9V`sTrc85~1?j=CAH>zTG5NmuIKQ5oXad&SPTX`1{`bw|6E3h}Ll= zgD`WRFe2e8zk8qFOW_}|NrRh5tTml@|F%Ko;61JayfOe5R z8s9`J5R~xrC2m8*0bM62L5$;}8oN#=A)FOt*bTJGWQ#1K@+Zsg zLdVKAcEws_3Dx0@Fhs#@8M~2IS|Ua)vVdJqO&iw_9a|z&8%DM3ubXA~8?Be(5|{vx zNF|C9T_qINhPKNZC(EmA8M}0uFVKL|c1twJh3uB-pbFSk4FmxAQsjdFLUs!bxR}$; z62nJ&U<*Xbx66E-y=_-;`q!$G*yT-k9Xj2eU16`D(9?Tz z(`Y`uXRo-9FZyZ7b9Rgc55acuw0wib;V$%>Q~QuS+HO3vZtxB82;F2$Sgf&4 zYQb!8n&}Dc>Mr_rrAS5MDpX}Kx{FQTH8&zWzR!!qy$JyaU$UZNJE+?W6%`c~6}!et z{n2XuZ$(8(9G>^}dfEPVvLrymqbL@Kl$Z=l zI*h!hY4#EdyQ5(|jT*B18}6=@*kun0QWBa0fg$%_`#Y6W5*oYo$yst}#*m0Xj}mE# z#z?c*aK_E#c-?C3(lZ#=OhP_`Q9mtJA^}Ar4cJKbQ= z+%R>ru=EP#rm(L=9M#+HV%y%HzimH0`nvzUZErt+Xny|BzZ>(}7v1l1eOIh08m%jC zJ&K|zI>c0zHcuZtHRu27es|`YM*QTa#`%X}Z5Tk~y0iDAsA#03d}TiQ=Kg2b-u}D$ zJ*{2HvL3R^K`uBQcdn0@F*n33ebR|@iu)>gy(J260gfuthtj3`72Iw5a4R4Ew_3u?2g01XHVZz*q1$6F3nN`yg!-cZb^(b@@q z%e{@y9nr^dLWEYLbpVC8Aq{BDS-#v7dn-?|*xPIx(E36FZ^?Y2y^WW&2@X+R{z-X5t9qI9U9trUA(!c2ia>V|mB>P^!+SWM}g5EO_F7cfJ( zbECXXaw#!yU@=V_(iLRD+r{T|H_BULqRrB}{CuCKB7)G{W3Iy_bZC!@04h^d+3R%5 zYlUfqfTAVnlvso1GA%$Ogv{IHu8pHQ)aRZcjfs5^b_qiFJwz`wLTG3UGQ1Z!+e~s^ zN(%PHM#ZhG6IaQ;*z`?HBLHYS*r1%AMkz>BWWQ3h=jqc>ZN2({Bf@*pvi z+s_VYD7Mvoz{cSXe%Y~#@SH(+3_!%Rlb%;tISmg;%;@mOAwXs&I(E_?Dv_~^qR44@ zK%>f66C#v2V^n~~3>gV^f~ekZ7uDOXVrM7qcXbyo3Gw(8P(hEVvpWh;=zb2G>!B|>EbkgZC)Pqeea_G-70U#7^U59^~v1zck%P_ zgR9Q9^EZ7!yQwToAOwdD??d?mz#9^-j+($Oht=juAhv>yv@sM}iU#4Mj{ z5u(fVK{wXhMKU+`E!Rw;T-lemixlNpXReu2!=NL1n@6`;g{WM8Gt>%c(15*l z;THnp2rQ`X=}rRFGxV8)t>)oGLpGr~}$ zm6k?9rI;$k;g$uC<;0Iq%)=hfOYH^K+wEdc-nxC=TdjK0XGKLtMMXtLMMXtLMa2nV zS2Mny&E|KtQd7O%GOD+mLH`1F^P{UiVAI}y{?M3TeE9vv+5h^0O?&&bF?arD9$lJe z54wO&d;66!_Ki6+=GjFTQ1JHc0>iSxC&C^-F=sEDcMs<8ByacCvv-9vpGe;8D0^_D ze*ydWy7|uAX8fZ@n=2)5&0KWgK9S5z)-G~Z?v|iIz|GDJWl$aB7Pwu0$;X+w_yrdl zj8C`F>zHUP=dSbKp`z6?<%d3J3cNIhgq!nIQ*FSnBFt$lcqh4c0#)a(M^8!BKe4LQ zLBjV|nXEoLU6K``LBoaVs5#LVaMK)MD?x(>unZ?A3*>~DY+QH?ANp$nFFMM|g4Ik& zwg3%|6-1xp=qTovfGpN770%!UAvRf@5Swi3jdn~L&{DDJK4=zMLWo5+U6Ocd2E3Cz zR7$^enIub=c?Mas$6=(I=AGmalQb1h4X4O5`d2c|fTsk|?<5BmCEr)ddMI(4Y{S~0 z5zzoOG8>`pFzk9x(JM{=pBwZG(@8ah^%k~50aJXfYYqFw+13B zp05C8#UltU4e`({Y=Sjooq()nf)}P4kA}w3JdSd1=Fjg`qv2qh$%>;fH1|+D@%G*! ztW%+&k(;dQLHiU@y;326|F6!{m^1n{m5Hi;mNU^<)Z39^#(Zo@sGL=qabcI~hSJ-f zV%GXmpEEf#_Q5`vhPuvl8%SAe3oXaI1vep$ti|rkmC){S>scy9-I5A2z5%6yeS%$^ZZW07*qoM6N<$f^!6e A^#A|> literal 0 HcmV?d00001 diff --git a/img1373.png b/img1373.png new file mode 100644 index 0000000000000000000000000000000000000000..c783c7d7e5393b2c39adb77a458b93b5e591fb79 GIT binary patch literal 2547 zcmVRHR400001 zbW%=J06^y0W&i*QaY;l$RCt{2olS2XH5kXAr8EiIBu@}0MBC&WBqum0E2w_X8XdoSt-VG%k%a4{| zihmtLnI-F6h|hk}gI2+R(IDfbEdQ&f3k=vnz(7zSc0v2X9g& zva2NdsZ^#7tj^RLT{E7>Pn!+O20rz!(;z6*tm%5hFfBqt?wmaAk4Aw^B}14Wo7hum z+S1Xr_NQPm~3{|0!~mZNo<0ehfLK4rafUUH1u?%4WoL%>zF zOEjL`QrGBfL%iEvjG7ykeI^sybBf1s#nC-MGrzQ#Yi|73ZTxy}(^d67Mo(Xz=tg#$ zZadbjSY#X1TxuqXvtlylQAwsr!kb4CovGyOF9f%&twfU~t@h;_dzBhAK9$#WMq+2NCxQ0uL8P1RiRcbi?Ad*Lv~)KN;h>yvGzLL)+Pq#!96bBNtU zB&;(D5>wb&#YQQyR@h1wzS}FV5G%zRT^8m^UE`H&+!WB?`>KvD&MExW=A__SY4wyR zgEcqTJe}~Jq(dW<&4@cBsJA!LeYTz^=l0TWH0*V%&9|4n`A9pzrm?{bH~*0tN8W1N zedSJZR>1BvcTKQh-5PqdF!nb%y`A8l3d!1LlW%23Ux`(xl;8FEO3iiv+p3np^@FlH^g&s3}P$aZxZ_;0@)fFusLf{LLOoRw;s>E&}Nc?bHd=$Ms z2;(6Hoj{1cafp9)0EvSwAq1U32slXcqkTvcYyqL-qg4nMq~g1ENE&PoA?~w92=Nf? z27-1yW`}IZPGi>U1y2w}cE1h@SF85X=U5!j2H#IMpR3=ZT&Hocj^r zNisEy@}#5q5}(qkf42@(3$eDgAs#C}0TLjy2eF>cYcRd%oe~#efVc>m>oTejBpR^z zG5U0Y3H97#Q@{*DDE}}?K5hz$pAF+7eDV&{gSmeJ?$b+uNb&!@V3h&*g1(Kuu580C zs%|iFDU+-?Uo6jCV@-VR^UFYrdZV1KVscGcIe zxk~8H5J$-@LwrLIkN^pgE`(ulr-%5#HL3ua6eONsH9S$*BE(9SpDw0_i5^=)sQ9yn zl+(gw^sa(%S!RZmGqyxWt`I0*i(m`M*A?9$=JaQ$(`n%kw_)Wl9r@QlWP}yO`h0*m zLvSLHDk4Cp3lguw6@QfeLHt}t_YgxG1LO=KCPaX=3z4=#b_0>NL24jogb8w)h;B&R zAah9afPWj1#H4MIoc99L93pLl6ucLZI!3dmK84gW8bV@BJ>zw~2?`MIyx*#2^B8;2 zUd#YQz8%*4Rrs`oRBng0epNm#A(h)BDATFGQ|Jd zuYque4O$o%NCy@mP9|5`P9Qm}%fJI9K)Ppm4~d*86M5Don58WeoxDpw-#PIaK-${D zCS2K%r`qoTt?YFL*@BIIlAkDV*)BxcwYp2R_r?J|s`p;8{{ikt^p4grtf~M2002ov JPDHLkV1j~ux$^)3 literal 0 HcmV?d00001 diff --git a/img1374.png b/img1374.png new file mode 100644 index 0000000000000000000000000000000000000000..b3c03c21493ee8c16e34ed87fb60058c98ce114e GIT binary patch literal 274 zcmeAS@N?(olHy`uVBq!ia0vp^Qb4T0!py+H*xBT|0LU>2@Ck94(kDFInt1Y?e&i^d!1Xc!LZ>q(S3f@s{6=NoPe_*3W2s z`$e8vqkm^(`^7Uj+aF literal 0 HcmV?d00001 diff --git a/img1375.png b/img1375.png new file mode 100644 index 0000000000000000000000000000000000000000..083b128259986e6356756a8ca8a5f783932f5523 GIT binary patch literal 15427 zcmY*=V|XS_6Ydk+wry);JK1Do+qSW>ZF^(ewr$(?$@`u2=lqzfW~#e-x~HqV`o6E4 zFabpqOT3UKtoZ)-sgsHTOH zw3chAJJBoD($>o4A{TYwt9yq(^~f4&PVVI=)36ge=)>&MLLtTgxjRIpt4KQDi=UwF zZ@-9uWE9@n^r^c}svFzEA)i{Eq3op=k^xr{WPZ)9@Gtr;**|+>n+KZ6LZ56V>I~6A zb$4?Vv{l-N!}e`~n@+MrWrCO=qU#ZO*%Hr1@+%5=F62SOq2^2Rc67-k;kGHM>V7Vt z=@Z1x<4I@RX};9weUM&k!qI6A(N}xN4(COb_>TdLgY@3k<2Zd9f5!4R zrdLNNsF?hgnU~5vK1cbgEz_{wfa~}*=4*IO&W!vkUj;+RPCjfds_W|!pUs)-<+_!Z zelx<9CD*n9_N9l}7=sF%_y>)K1!% z*R@a@r*2Qw3H{g-R`DhNZT9H!36~=sE9lKE{t)+L?k8mme^(6$1vy(@TX?DTuJ!Ha z0M%}N+GjW}qw!wGc}rgxc=FAKb1)e!L&9YoJ01(%<+m6yQ@pnrU?*9!V~Q+{wqkBx zO$V&K@T8AiTN+_#=u}Q|M10Rov1y2S+5%Yp$gN7>z{$c8H1CL>e~0o(B~EUFV0D<*#BAyK#^si6@HeH8cqv$P9bt)463Ps^qzIzqscSzs zR=@B>WU{iKIQ32ELv`?S33v9m8F8-vi6l^EJ2W|3kP<-|O&*gkhwvP)BVopl(07d5 z(Zr(4o=gMLIpI6WV!q^~vmxm^cAagHraZ*bas-jrZZbsn&w#LqU*TlSN z!5V$P?1BvFz2p;!Vj_%uODT~YV?=5JWBOGDhx?djZ=~x0J;Qs1_kwDF#L0cl!tn6A zlOf8W0I=p0k^ge>;JC0wm4@8$2FHCYk|*d5osh|zqO2j^|8O0n#9$xlQ@r)`#~1)rK1dA5gz>%O4K!y|ng!Lv-Zj6{vnn3|{dHvoW>P zU3A0Mf2HDX{1kMij>8!O85$FozhFx`TlT9=va8V>|g_xf4d-`)SKLyGt791SMQuuil_|m$Oj+CLP;#)@<35Xu%Bp+CS7c0>x`D zrrPcO99s(TGNw#U=n@CCfoxuDrjXPwVW@!b-jF{v*5hOvj}lEow(c-buyHcDSu=9_ z19Kjdl*hefESb;4rOw@QjOrtyDh4Z!n~2qigzsf^4Vtz*XS}{OlX=5fN|<|%UO0i* z=#NT@$Q^3OlK5h@XEKKd@Oj?{ZWo!k$B2O8d(iz`%MvW_nE$}seg14K;$9y;6ggCA^=@1}z# zVDtkW8U8FSRE^m#cP|ZP*IiP`CiJM8u+%f& zJ8ss+Y*zdMH-pE%g|+{{T^(R&Ue1WCp*%4ZIeX*$Ag7aRf9#UU3;-Rc>xQ4kXNNX^rv9Pk0pb7+h5V6a3{%Y`6U-D2@ei}&h%S|@yQY^40T z(&UavH(BgsoLlKe>)MG!@)K2opFnrV^Rz~GYEB~}ami9POk)9;;ufjaS`3#0X&Jr5 zjA-CErDEHO=k*mD8M_};EH!UG)PGE)XOGB!&L{@t?U~Jx)qUb5Lue?`&f~~a%4nd7 zXInXwI(B&NSnnBMheY(|0zIIZGlgY`HW)LxbCPCYReW&qRFxA1HAk4;(tf@%i4WFWwN&-#-t@Se+<#9TfWCC;1epm*YxEt z&zURNDaHUeBWFK`yIA|)0~asy_daRGT%U@$dzxpHqb4TB{eERp#-83?|F&QP0CpHw*A_Z>QO zG~jPfx3;1d&}8~i9OZJmF#|@q_R^779lAK~s=yi>Dqz=WkgtOCJkgngT3$e%#|xZi z-j+6aBz!n6D8F}bfxZ6yxpE{fqkWPjv5#+bZ24i_>JzgsmAK)3my)>C{IU`hF6T3@puN(&4YfWPQthxcb-0 zN8+umHU&J(i&EBh650mX+Uf91@`th5>TlHbzns7HWjz}rQ29D+57X!;Le>L zrc)TO=$0s^QWoFGitzzTZIO^8UsGzGsPkB z4{WRU!XNQ6ow9Qhiy65J6NL!3LaKI{FZ!)F`nsnq_L;kbt{SW*FNKp|QhtN$8c%et zXx?C&RH-{EdeuzU=C^k08u8_o+U9kIV)UY?Rf_9BJ$Y7HP&!aq!YZh3vO0)XL+94` zIDQc)_C4q2G8+vnekC*0{$)6BoCo5JahbqK1LWK^rD9eX)w`fA z3*~QPdR^w)MfGdZM%SznUtqIqrtXrN*-J-hDQ{eX4TT9MZrXdAy=hCkWSD$rf2WIQ zHLr@Z<(eBEOIDh}GIXTga-B>trL5{wzLSBN1<7;q8KRa5=Y6?x!d%WPpj!&|zF;9~ z@4bfjIYuiqdJ4Ma2B8vF@P1>2hg3v1stt^@`72Ti>9!KGv&jD43#TPBms$1SB6Ov^ zI+U+a(MWJvENT5TAU{}qsXB)!xFRi~$$FyJ4%hX|G&GNKz?1H4g`64G8cyB=w$>Nl z7$a~hTyBpKX*YvxPv}gGG6<7(Ymr@zqXH^Hq-|tb^}Vep?%|T(-fZ=o52U0ddGm5? zb*JsMBLeecyvte4q{epr1^D3-k7Scf{9bR^cKU{?vBDJs8ne9YlLGubx_$s;WHoI@ zseh3pPCZI!XceaT$hfoWYTfksJT-t6#AI8L-NH{K7ZiwDocv!r3l4b z2etpARYxU56!t^7ftHAVpfTqv zZYqPck;NEUSPk(u?j_89*N(MxAmt6qV8;0lQkukujhQ`ymWg(ahOR_ay8dd8gBUF5 z+qA=MxdImq(V11ObIXobdBQ^~+u~w-HP1>;yaE1MVD!^zh0R>&QofY`O1{)pCS5hO zQZn)V^u`Avk@dWwBmxPqQnZgu2rR|`qR3JQco40o6As#9>25nKVKjBfO~UZbr)zm- z(>-k|4Ity!JKg|)84T6)s$=N-Q&jb)H2Bw~W84*-SRc`_h9BsW+h?|5@Zx}akh;Xk zS{O1&89EDRnbm}&C|Q|FO?nH{mJAY|yi)HJI@7K%QuU( zb@&b05S8xq5<}~uH0aj*yB&@B`x7mAC&yBaj>~{TdtC}ojA(Ralz|tM1q7~Er`)0* z-eUTN{2xQzsI7%{+!>LT5|A&*%Du)kxQiJyU30)aZ*XKkXJlu{9TIhGkGo>*gQwV z$EBP?CjyG7sb~e?3wazAhFEEtxFWXSp?giWBvKVcYda%_P6jigMy-q5B_kT=(Ja|o z(m5%WLeTeNI`74#C^eYNi;MQTFYqj$`Z(gSvyahcW43}G5O}n*ar?o#OO(u9(scUV zF&@V6p8+j+DMz^fraYeHXoNnQ`gg+qmUHh5n+B(4TILs1q)Pe4oWg6$^GZXDAG0au zKV3&pS>`A9yr1mUmDl@5a^PIJgGH!HwlNk*g|QVObW5EaSA-nLoSK0wb!>-Sd-CH^ zm&vcUdp>!e)h)tP2rVp|0Rr$et~$hF$i}!44}2_1qaIvqci|0a^?jq8%fyQiGtE4Y z+Q1gTkVMiQ^p~B5OKq__RP|&iW0hh{K0J01Ey)P3(Q{u*iuL|!Ys#@ItrYwP_ zNaNdfk3y!MAhs_fFzMm6&h?}d>F(w+_cswKro1I6b*2oH=|zRH!nXlhWrq3tclyYO zHHcr`XvKwK6MFbHvrw8v2I#a>YAEI%qh6ZAgvW9(ihbi^8*(sv32uIc`aa3FtEyfj z*_iuU^S{Op@yEXU?*qMzU2QnzaZgtGDiLm|&ogX!bm~-v@yN~AA>zD%W`2uH5;~ zQ~vrIR7nEoGCLa+4PGOHf|oaNA;<*lB>7dhL{2s`hB8V+Ga|BpU{<%1O}wZc6^|%$ zrVI^&IuN}y&d6PJ@J;!(O{5vTNyAsf?<)7bSQ{FaCod6s#Z(PDzJuDs+acOh4)cRn z3*T@pwQK_}6Gptje;)Ft2%*!O<4|H*L*_yEu$1u%ChVDO^lVlg0`hPmYfp$?auP$A z_m#G9i1ERn(x4{9x=T6C5xYzFxZdcnh~n$`5Zx%hN4_Z`OR^LMuVfXAh_JV?eg3a;+eu;*{V^5}TbINhASKi~`~^`hPw5CgyNTpj8*tot1e&p(TO zhA+rdz624thRnH>XLN)J!u9*d@i62u1J~A(2LRQN5u8D8sAFgvL;oa_$DHt%Xkl zWYfm~Q0;NHkAz!_QS9Yu8Qgg9iFUd8fHcL2>DSIpbpO+-YXU+XG%lCDQvsRfsqjS) zqtN7I0(gM1q`ZM4ws{$hcu^hiW2k3IFR=>*!<@yVgN~C0r;6QqP9%@3Qfa9zykt)+ z)3Z;^>W2%p9eutTpnTs=QaMnQqzh&TpB1=N!8X_DE@)Y^)lepoirRL4@OhhPZ5C)upfx?H=d#CySUTL(M4ur z^&W;^2ng)kpp=xq<%25w*VQ^q8HO3|KLoB>%kz+A^O6{F452Vr$xqqe5D7@SyxEJa zGbw9#(}XSe9boU{7l-9Rkkab`2~6R(+xmN-QRNKi8N_-=8NO3Kn|FC9HcO-qmq^uy zDMIi60?qc=c`{#6g zTwQHyT43#`M**YNWZCcsy|h0^?eeJP+KjO z4FJ?kE0oS5=6R6QZL}W%Ccv&6H<9c7!vgmU5U*&alJ!soc_e&XC6ou{6Axr{;=8)T8yc?>nErn00?+3j$?gm*o+KwIKVs;u0qj%!rfb7(dl(R6ao22MCGL z>6%E#&qBiW`F;e1a`?3X8Mxk{QhB7F)YBm6{Ay2D*dLwmO_g=_!ephQLTI;jx(Bk# zQ8O&+AURW0aoU%T!RE9Qgju(<^co{Ia3-^zk?`jyZg-%9*|w;OIJpX6p<74;#AvAA zQ>yYR)F*)A#if6ycR6M@^-YZMxh@%_m%+9D%Ye=r;z#3`gMfS( zGj`N^;Gc+I6rM+$H`vqd-gQd51C!Z<3%2I2MQUr|apRtp;*9uAlF;70 zRE=@X5~;^%p|&%MV@ z;Ut5uYT;Enuvg12ba=*y!ZlCts>*YHN9f_dLy5@u zI5_pKNE(f>C_^v}JU}#&ce5JQqZy@$gI{!*+EiLAG=8Hq6^;^-#j7e7F+^b+91?aF zEsrb`TS~eQ?0|7UPl@o%wX{ogltv+k5mAS51~#wU(Q8SMkp|b`A`9!2CAtIYf6S#` z`Q{V?J4md#z)5({wpvJ@4j>Agnab0s=oqYw(+}Equ@F2+A+eCbUGM5;kyhno-LVZLT$%Z=_ zXXn;yR?lS4s0bP8cO+3W@W6Q0#VES4jIXu)yyFo{*(}I|?W&v0$K{JjQ^tR$=g?9g@qO2`<|`Gw_gI6}lF`cm83Cu_)(LclutOVb(+4Uo^Xv&>$I6A?k`1ZVKYM^F zZpz%c&C`<0bfj~2n(lPJ+Dv^uZTh6bkW6uyg?nb4iSK-)y7p9qF4Za-@|Bez&^|h3 za2cY!C29w;qXav=6O!sqi(?6+sr`+nrpX$qR{H|(Y)mVa+y6i`%rQ$*8*TQp730n@ zN7=;{J*g!WVp-SfcdA0r1y_=Fol=t$h8ca^ya%gKM`!upB$BK+GD$RC&&qRS5buNM zY!=NW^;L%UTIs&|DILr`^b-$U%kT1^hVI@uvquy<(%BtK^O?TC<7#8yajjqbYC}7) zt~bldAt>yxZ?)FZA;G=oBiPYQPdq)tqk`t)~&&R{?HZR?bwJimyrc`P3@ z^RX`0xcYQHL!7C0o;#}Mn=(}J{IV|N9ml>F;H_EivN@ov_aoH3d)?ZGa8GKD%5&7G zV?IFNaqN)w4R1bh5RW=-LzY%PpYgWsciLnbJx|ZUxz+?kUd~80N8y>d>gZ@CD8qF` z`=hX}uXu2PvnEmIVKq0e&bGV@4L2+c+K}6AMXoNORD5|h82r&e0y@n-d$-0O$K0OzI z4o2TlOek5x++s&A*;IWuIR+^8?t&HYC`yp%uU%qXCjIikWwHi4&d}&DaRytkYNeDG z7~|>B;TM>MA}Gw{KX+t33be2P49Z>WTrv|7o|0U%F?Q&7wG02XNN*M?$hj4M%_o#^ z%-Xrn!nwVmmisOC7lM1w>L!C1SgO8=*ShK4Gnal_gM>`3=w@5-s<+{b0y*0inIU^s z{qq&1By%{H#xP%-{9mC^d#-7%>2lX#aq)v1h$>9OztOIc0ds}OQ(*^uCaOmAwS3_G z7o>(%&wRWH0hH5~L-S_1QKu3AYWkUO zmy$qDD~*Hzy7vKA&$>o_phHIy=h&I8X@lY=EZ)-<&*irD#8z1&gX(;?>Td7d6ASs? zVW(+&(H}1SguNm#f$CG-)gU`yXD{T?-NOT2>!T*Na8?D$1m*`2*qe3vtZ+Jq-%Ga^ zmr6RUbb(!O8OpjB z^31PHVr;h_*-FDZ$SG8#=^=sW`}Y@$mEzv?d2+-G z=YhOoS@_BvO7}d(APV)GzR1xv%*huN&j(DS==ug)KE&s~P+KMIZ>wkc57!s-Np&=% z0m&YRUD>~)xIMqXI{yhZV$y$%=(63{CU5o~_bdI(frK@$m(4JpAqa40c$q!xKq}HHf z-ZJ*YSplkY(lthMf`7WkWXDXEa!UkCzHf`?w!2|wTwK<1a-{)UD64Nr3vF)ygJP~D z>e?Kh?mofscP*!f>kHG>w1kA)T;-hG%^gU?P@oMUt_m1y{-;3E){X|Pe{f;*7<}i_ z%*|rh?J%L|LC>|3w*Vy-wUi-%x00GG?hS>F&L4dni;yNy& zj1WT(Vkui4#SeTE{o$?WOBADxjvlUboC=YB_zf*-^jJR0{*skc?AH#x%n>_fTe$gsq{fP4pyozD>o%7)r~xi zT_=v^6$YOq*bYjCBx*!yUf61=oIF6HmLDO4h$wxG+76p}St?%mp~6L~8SMj)8_rBk z!xth_?3~?=yjE>CE1Gqf?<#WbT6-TJX+Tp}Ld#2odvA}Df{-S?En5%aBX;iJ+WCVg)V^Z2c2!uJAfR8@cDlklhX67y&Ufw-xbFS6x5Qn)Vu^%OQAYN63&ERhY=?p3k`&NY7cV9P)ce!R&id)ddMX8cb*lktI4@gdTG4tPt8EOzl$?09vrGPh4ejH-fIiJJ z9h`UA;LgQ*AmNi2OIgND^2)Hy$Ln2N!B$&!am{f?n5?T_3CTb$SIizMQN&$1QOMhT z(#jM(UzzBx&4<%_-|S+Zll6a%#Dc6L<8T!tKtQaFyVIKd6cD@H+48f?7p}Q zQ#s$Xk{%N&buxA!N4=PXycD3NYKrR=tre3*CL$@XEVI+)<#L9vb-my2hsa~YH3C=V zH(mRD@bs4`yMOW+NQjbw=l)Qd_)*HWwQW*MN=B&}lT1;Fm6D!iD~J(b0nq2-?KIVx z=nDl$jGiS{Nqw5~nj;oGIgq(l29Wyju{icO?8!T8VP7j%(UU()2k>IkE?()0PGc8YD}bGlS>G!lx$esi^g_m$ADK2%wl%!;H?S|2|guqdbk zJ5!;VamqQU3N;gHD}W&il>VnrA{1-m7(j`UaQa>`khv2EFDlbJ4wa(eIG&Sl;{7Db zConfjMrh?B@r`hTW-|5JIGT_yiOa8w^y~s#m9~>~0*!K~KJ<4Bb78#`DI0U;9277X zE7B@d0kuu6p^N)a$=za`4&=9HvpAOy2KEh;#_;-3WkN7wmT! z(y=mU;uuq;I_nV!IU{iXF1r@y;+|MOow6Enj^cZ6{9yDf)*`K@0cn^=x9Ilj1+vA0OfYN;~q!yCUm4q zJW&9u*QGN=uzSnog#qY~z3t*6@4oo)efKB~Z153T74zROy6oTfF-J z*#}F0dT7r8R&S3NJ_^aYnm%EB z6B9nwIaqQyD-ynX(oYn(I>4H$Iira7p0FufVs-=lg-d#4G8HGDlMj0+RqidGmqI$} zpk_t|O8{{}U#0fq^!Y76KLDpj*vuhF-YN9)Z$trGrZlfTt^}X;1Z_uEG&tWbQlc-J z(!)&uCVb1K*keSxS}I5z)!||jJEndaqCQ)^Ix%c%1oI&8r}CX1k3C2lS6qq?8Wyx4 zE#KI3%w;+R*Xf_QJiy6NlEmKue0uOG=L*Juq9yq?HO{`bS3vHL6(%TXTFOSHJA2!B zET{`yo=Cg*#%e=XuiIq8L^=JZNsh;4O#Ezn%P%(LZU?v@A1R|XuwF7pS~N382`RM0 zu1kk0|3&~khnhrigXdBF0$utBzG17Qm}kr9TY|_>I6xfj)3XPFkF#4V(N?%)Z$5I5 z(^%hj;~Ook?~dCyMr(p4H-b)CoGiRl-bnH&F~^<>uZ)HDP3N2pLts7|_)ob0p2un& zxonI2t(#dM32G!C`VP5t1YAJys^WD2l>fH`ilC1NXw?2Ozico~-s{M)_T?l_}ViGq0%JnT`8ka`P zmAHQ8*w~OmT>R?5eTjKM+$#~E;q>{MH|nuB23-N&c`|NRvIJ_#s2q)0UC9PiaBP$B zv~cMF<-}nY>r!mu?d@7b&ixTj*?$MqrHJ(U_*fpDIgwvK&cK}U?f5%>^|0%Ye)OPs z#~$R8(k}1FS=oHO+#O7)7a|+_fTruIpEPp`LpVv3Ger5v*@>qOfm@4@A25e!=S9@R z^b+k9n~?K;<+8v`Xog!G^f(RiRv;uBnQtBYjHp_0TE_lu&irvXGCu8_2`hU2R+pbU47U5@0|Fb& zTOE5Nr+e}0(N-t4;+92D*9zb4Sikv&<-Uu8z*;RlgMGaKP?Yk#s7FDd@kPXjDbG1T zkJT|)HK&Bx%}Q39aa$)}Xj(ft1OmW(+$-IFh!ly}GKIaA`4N;5Uyn?Ifg+j#D^tY9 zk7`=c<@hYhMmMoG8u6Tdq33^&63j(|nTc|W;^xImU&_Bk(qpPe6sS*ZGK-mJN8}^J zVU2~WydPL8a?(3~RxIDieD5i-1D%A(?#A!9yhKE&6GR>Dk=`(gH{9k!0nuQg*v((0 zRrCjkA}`sQ&BZ2~ae0_VGenL>RQwdAYo`Zo{7mB3AHN6P&_9DRr3wO{fSs~$MGoHb zJJkNd!nA;W25AvGt1}B<4J}dzY((ul%OqPwOVW?KG%by z{Q=`b|D+2|5={>fBI$SgG^Gz7RA9-Y<$`Nn>N!>~JXA}(R7Ztz_3TWv{07E~Fis_| z2b!67fD6bLU5yqkbVF}lupco>eH1^D&!9t@FLV!z`7;%_t93te($o1pHhOy(wX}K( zGkKrh-mM!XwBv+QWg3@ksF-gWCybXOqg{XRG0)YpvWdG=Kp*pmZ(MEnAfPrx)(%TnqN2%IE0~ zIyxE|Hpnr51btRlNCD42G1(w;(Y9+4h%4K+T&ZxCecHCL?d#1PxahrLuC}9Dpe2)k zc2lVP>PIdc<%X5aTsinAIn1I?a0x3}EDK~!Jv-$cSsUA+u1C5|QWppqwr{TIEVi%5 zk@_1pVzXpFk{6hb9tR!aY>8dLGM3z#(UQg(K55I#jG4PaU?WU5FuSR7M!FI2n-VR% z%7%5-J84b~Cv_mpLKX6IZT1+7=6*L}($or-V6%`KQdu7{2&`B^ z_1LK!%Ygp2yE#BmrtO%~G_=Ax&c9WitfLd3P1$;svBGHKj$9uFAZF!^820jIgh?jG zwL;!B0Yi>uP0M|=iBIWwBMo1t(ysG5yX~c>Y}+GcTTgcE?6g?J%3V=L9iTe2KQI6k0vD~xjwoXa1=9EQQzy|#qMNLJi9NzKV1f|@1%M@=QQ_%7N-#+ z$_kuLpjyzh)#1=T)XKrN)$Rgftv->@>n&VdJ(JI4Dx(NC%qGa+Fhk4iZ}LspQA>u!$obwLM6wIa6FkjtjugO8YCK~*=diL<2EJi z=gtt2n?S*i*(1%oA`xt8g*y54n1be$FZCIMJO;RKF$+ zO%tUww5L?4FIsC+?a}zD#(LGogRHm3M4<@2!Y$$pE_68Zh-uW*RzHle4u#^RQVH_< z(9xa_UTCO?fL|c~thDIzl9wway&S9EPM6gHDIiN%C>Sd4kyrKY*=c|mmH&ft&GBWT zxl_{Jj}8hZFmFX)VJ2;Y8$G;bLmy=7TOC2l_k~AM<*@(jJUERNRa?tkdG}|EC+84j9o$>bt zH<01&TAw31rpT zzS~2xJgY4&8b-!Mua~R>JigZ?v(@1865u3*xW){xjv8^)(7XBr^Rc&XTQVQ|Z1U_A zD~e{Ll=0Ou731F~fhrSje4ID+#K+-qLkymwmCStx_xnH4$8pkzLYu^HEYo2 z4ty->I$yLjzC zVb3p$O@2EKf&JD84aTr*d@Zv&+b7FGQ%%CM;MHd|i?!E(gi3s8La!qv z1;UN{v^LCi@Mc@&JQn>*M*dfWLXHw-&(;ghjDVv>t5wV}ym~Y#;=LKEfJqKHS)M9_ z6AaZk<}Ef^ONbbA!yOob`#@Lm7J6wFcsChU;OWH~Hm4aCAoW0Ufdx%0obTL#%&R!P z|L202^kqIBNr}IN3;p7#n=i@4`vWs!#DXoFjV&FGInIi@nx~9Xf$V%T)O%CNP40pW zTiHJ#LNt6^L{Mp>bc$BTSVjNvCCg#b6rYPfQb)KkxH&I#(Qq*6jwlNDb(OLGmxr;* zgjb0S{K_s_s+e5p;bcWyrGS|?#!Ez2Wo?fu(0z|nqn~0ML_}{YUsUy&3 zVIF-bk=stERO_=CN|M`W^$ISby2KHgtaTo)B$69S?pRiTF5wZ*aJhB%Y7o5Q1}6(_ zh@#XYuMC|med}@*O!?<_ValQPDOtO)!1**BhwRgJC&jiOhg(XM3jF_2jFw&_!lhn^ z$D1cuhT+1NJ!pQ7C@kJe@V;>wk9A^*Ju@eAID|v*PqvMW2HMMT|65uIZcBw{+lk;k zW9opF^{Xq)-IJDmGbk|XHA6zJr@7F+{SwP!Pjj_&rKO7!+Q=&X>-IQ!7G8XpD@?l4 z#1o@zi+Rt{tEB5YxR5T7`|8y^FY^iT8A|`g=IVK-pf6@exeZS5s)~?5uPUu3F`y~i zqPj~uV*qw@?vWGw7OQJrhTSow@OmX+Na#%Y%n>pRr2hc4uv`c1ivqHpCz+|lxnAEO z%@~_OX}t?2*26SK8WG#t7!RO?3DY1@GN;d(U3kd@89?NqYMn*l?sM<%D5GcV9e(3=DA zgI98AHi8;lKJW?62o1TS!Jv6BXR`XpnrTj?&2ke*UfW2Pw1i_>7 zdiiBzAeFiC=CD%++L`ZU+$Gi=3{Ettv4mJ(s7&g{#k6ui2~p#9m6^V3cYis~5b+qZ z_BYBXk#+BD8~g=y4u6Xbbo}wk{hYCG75{zvRok0?Fu@wAgT!rgB~oDd@qxgGZSVht zA>QG8K|E57(W^IG_5_P&Fxy9nYt|hZ%0?y`$Ya9T)r%nt5{zZ;f1z}R&iWI3KZjj! zCU0Jc&>?fGeE-;u>ZK1h-dB0dGAjNTelhl+G%@P!FCO)xndcUpm_6MxT>80IOS*!U zXs&wiK?GcP@Z6|nREuzC5Bl1<;3?fPdY@ce(l=J9J8~vv8MftEkqLPFLKY}d_*%{e z{h=Dg^}Q!{3Aj}D=7+h)BvjWu-s|2+me&VT;#@5@!CpzZM93d*_;>&HCDM zVC+kXA^$O6>+#x+EgeK-*#;+d+zaG!sZ2c*CD(-V#LU;M%P#Ot#o1&@%5k`72(`m( zY(JdzeFuG!0M(0g1PE`=Hf?$HWzGQWRzAvQ$pDq%A4Rmy|I$beM~(kj;?`-hFPA1gS!%zY3T(v%H@xo+(pF<&eK{Xa#uqKcy}SON$K zq4iVI(zk<98n>0q-jp*ItqkzJGB3y%^i&JDVk}rhYW?dK7wkR?vx|kd{n?{|Rf?*I z4tBvlx^8_KUc+G>cg_pj6YNG8&8G6!WC~Y4VC#kNc~X-5c73(&t$K}ydW*czly@HgE#Qr3Zh0ql;qG8?T zxmh~`$`?OXjMUg!`KpI&@|Qf1BPg`vcB==xn2@{tVa3)>|FC+FKw>K5lX_yPA4{>B zP=ZQR^jlS*<}fdwdD5(durf3}dUGMR^HfqAO!@F9%LT(s?O1YJ%T#pUgYQ!VlY*u- z#R_=Asc{B~=~NFFCFm~zFa7VN3z}XKlQYK(Abj*n7pME>8V-|!``&mQo?Yw2+^}uJ z_NHXUh}CV|TY4MVqL<2;6wukELopc=(r+GLWyyysSY4E`JMHGCeZN?l*_ME2=(ozY z?n}67NlDOT>ba1CW8XeM6&7&P_^~>$X}V*2{O(Qivx<8FbsfPDeHXAgy6^%F3r*l! z9&|(1wy7H6WG{hlp^VV??N}?=C8-MQj(vH{1|R>>v%a7?A2cF$lZuqUFwn55TmC~P zAC~O|szwsQ)bwwAUUIXoEV>O9Xjn(06$g)e&iZswg(Y$p&S`hZ0?P$Xp|i9j2_2`&X<_?Dmf4Eg|KR;qoQBE&+&s#AyrGs40N zfTU)oMdJ?u`60__!Hln9;}zqGaNaDV_{)FZF(+Fns2cRi@>A_!vOdtqO)z1=k8j;J z+xLhr%90XG2WiJ1L_UF+kWe%yd6fN7eay+bL3qK3g+50nO}`l)!(qz@gHU?^{0D=i zIu~e^UTH^=*<*~@#WARoDhD;A_Xe@0@` z4@IbDi+V(Y)0cC5({_aL)G5XAXu%!_>AA~fZuypPMaYi>6kN$1FS*EUq`%roR*0!v zl;XkWSFw{%Ed2i_VI(%Hh@LeOYSD@qO*-sdRYRFhnEURM^Qr%b9Sn#FhyB02*^dEt z`l{p?zH)sSH2uHi{}uUQ=A15@HtTLH#V+Q~X?WCJATewM(vKVeOaE?WU>%kNeoT0p zO#}HezOx&^vf|sWB9#>rg4=@zVYetqrSJ$3t3gpte~7FY*BfXZ!wH7{bq}#b_|v6 l8xzZGfXZ)K-PrN+4Lvylhp(|?^xtp6lA>}VRYH0J{|8#_A=3Z= literal 0 HcmV?d00001 diff --git a/img1376.png b/img1376.png new file mode 100644 index 0000000000000000000000000000000000000000..924d91ac43178f22d5b4f962b7c36df5836d6235 GIT binary patch literal 11330 zcmYkiWl$VUur|7jLl$=l?hqhIfZ(2m;O_43mW4%vJ1p+*5Ii_6PH+eoB)Gc<$(Q$> zx^?c4r)H*Wq^qZ==c$>FR8f+{#2~`}005ZaPts}t05I$yrqTWhfcHX$GXF{h4>cuq zz;a}E*(U&i8UU7-(D2DVg@~yfi(c&SL-swv%6_vw^Qa=WEwt{*8U@sZzd#k6R-cf0 zPzec&gAue<(&ZHolB=ZhZVKX`jDP=aaZqU3O;4EW^c6^5tXh!2vTIIy<@&UxT;`m? z2(Y?&=@>u*kchvX>%L$q_I+l0rblKT>5=#r-YLW`jys|w5dVu}eEf3J^4Fn09}{O^ z8ct!4+XYVPv%S~}jKG~E*%)U8mKS&h-n#kdIaw6JmVGakJDgV^4BZR4-hOH_63Y`( zG-=aA+?RWg0iYW0o%yq*ZdSOAHD&mGnE(N@0F^d9t+w%9B%-<1LFoK3&juyEU z6}j+x1HxjLDf6g($ZtKhHwHaljZc>a6a98~m|yk9vCe-VASQBRy?ITjSJ>iID*fc= zN))d_poY&T^B%AGfzB!l^7M9$3SdGqp^B~1wL6EvbUZlmLQq3)KEo@rN*6C$xIj4b zwEk5Am+MLr+gI1*%u%TpZ`D3s4q%If^o)vg%SHRg!`UjGEKo;_qhFZh)go&ES0HJ1 zjii$n*DfTel&raeG>;ZjLiJ5k1wQ5ph%)<#=tRbt*+hm1VcH}4BNCVY62WPmq?lOT zDCZaciip=r;!Tq8^$!Hcy|>)rqKLTz?y&Mc>9_U0@sjr7;Gi7IL=zKthokBEwxGAg z5jrzOfISQ@Bw#BvYDZ>1sl-tR(do>(+fLL*+%@XWM%0ko9{CcF$z2qzlOknN4^N_v zG0r9oSC`-qbFpgEzRnDpVLoa$&P*3_RDi1cIPRFzNby~O46`JsDB^kA4u4b{8yN~n zZ8fUpH`&sqL9_kqbqk>*oUfi?JW3j(02Yxt7rjZxZDZW%P2KNntT3mVQXw4Q?E7XF zLSWHh+Zq1IxqbPGKiT|)rxp0wC~IZ$d-?vA@~{O`e)n0^eYps*Xmt^}r&R1LWaWBD zv*zBa=^i?R2|P%TajILz_xSvw{r5MQ4Wbj>ubT8X7MVllSay6%WBKO~{y-G2ArkX! z4*#WSv2*Gbh1Hd+^Fc}vANqnW`OleCSdu-vSz)}h!%~O<9vo7tZ}d;(JSV!(No3|o z_F$;K3K9<4l!kE;U%W;QqLc5kr|pu_f|=6FI{C$W!K^8YEQxYiplTOd%tKeq!znG7 zW5RrT7xn(vzzpm*F6~QBq6Pq$Ki(b+JEG%2!peoESMuJuMh5^uJ3c6u@q~gG&2b|i*E2nybC%#RiZTcur>d@sR zOhIr2qwia^@7+JpwzMcYag8U1?$h=+ES1DE!Kjf97upKmYLiZ==1UMqTva1Q< zNQfyopt1JR4*SD&BYOC=WTss-{hU8U(T50&aHU z=fXyU#Llh6o>)X}r{dngG)tLg>i;v$5DZ&Lkk;WZ;6Bmt* zK-{01$-lc@hJRJ0u9aXl@AYd*$hx8eAa&0C@&-RL>5M-f3ttff+OGzwITiu|y$|Mh zy!7|1+KKcXt3KPp8F3b*SU#`D8J~(iU&w>;5w8RRn`Gets4@Z<<#iGW0oghiK?i}Z zjQa%@AUzz~w;0iF3*PZXoJMp(0$3;OXaR44C|+cWWPl~qHGy_FiwCozF#}#Az&dA_ z=mVyU2N|0jiU|nE?_04oz{23W>s_GF*k@zOw~OX+LdPs9GI9bCfx z*Spsk@Qbs8YqB8Mq2=#5n1-_D`8K{ zY(qviBOkJ)!p#|~v9xRJXFav4d}qlEo{W*-cUZ^cu+i(WVtUiAUKw)~1C-g>RYbX} zvznOpO{TI|REcvlJGCUrq|rgy3ehwqtf+|~ZT&fgQ9W8Pr4Wl+p2Ha(l8oZsg)ML` zI;L1Ag%j{A^eW}Y?~z*9yb7?Y{xl_$F*03KYr#E-n`lB_3h#>LsI$D%Rw?}o85a1p zIM#OM(;2y1Qd>Y>p{34H;aPNT&1HSS%c+F+`6=B5_gw(jBmLixqd)6AEbW`)ZC1?_s!GZ+?lrSzom$-EZaN78G!Ch+RfS zQMI#2Hz5FDIbz0$b6Jr@ERlhf8MSO&lbo27b{4eSfz$lo@V@b(9p6IUxEsxC(vMcv zXd{`lwK+R}ttsenUP}iFVbRb}x`48xQ4#2@mK4~gZ4{UC`}E0xXTj*ik=zCg#8SQW zFD;hGUr$tVvc=C zG^SVMLqmS&2n9s*^!U5<12je)>$FhEem6ll=LQ0ThE)@% z(PS3?d3>6_fzz-k{4Ga|^w1b-p^+3ze`xT#Htz$xy zZFIdj;^B4$_x*u8v(LkU;*M0*z0`%+4T#)m(iX;0z?b;gP!kGNBHVYV0ll(ai0O5J z>A__MYtNXE@MVSJHK{^>M1+xlBNE=VjL$iqy|qTaf<~~@%FpX{a<~pE-v(EhTx9G1 z==WnbjSTimsTY?J`jyLhn4HY5hgKG8lM647u)~R|+G*Tn z+2(52@l_n4LG-&AD=Rs2wgSQ5Q>!U$_wGYMC#&C2U-<9|jb+q1M+S38qswi6{@1?7 z7jHqqkOj!EVKfBe>$<=s2R!#wf;yV_+@ylECV>bZ%g6_Nj9Jg)tDfWUCmz;JktPE` zc|2}@6)J!C#y3gyLrD{ZlnWX9ZhHgc%)gTx3ldWy`R9eR6;>UntA3d(dXa@^TX}`w zx87|OAp-W6UFoBy>l8|w4wo8w9dO9K+p?;CN$*yhQqU?nXiE4JZ8uP;sinL$tn|Ph#m#T?YBw^8FDH9* zP;s{i6zLdFzic_#PA^JTg4fJqd|}R&u*Sz7M_ZL7TSoG0+EqXuFiAZkzkRZbWjxP^|2a+ zaunW{Xvl%zjbITN@Yp?PrupGd%DqsmK@_vHp&Gt%BrA+rd4qLG!jVWj%x1AQO5Aoo z+M_Tc>8c5JN|ixV|I2+UQpS1rKF;VU7xk8>Yb4!?Mx_V0f9b+$2xOQf{6H=)2yZ_q zfCJ-DA6U%ct)4%-+*%o$`dFr-fQugfZFI7rd~l>feK+zKJJ!Or{m406>1T#t^z_F` zBIC22TY2qj%&?j7JruS2$qup4L+u(e8oDSmC^SqVV=C0}ba|Sjh_A_h&BB#d{(+MR z@V^Xp{!A*C38WIO5vu}|W3=XPP8`njLN{#u$AxpE<%198TEa&fkstZ8 z#d9;7Px?O9p;5w!2k69iZ)*Z};(x2juhfJP_KFfmw(J1OZhZ{E2ry#1k&=e?-tDzU z_wKU$YO1^?Z3nTAAsb`9eapPxxg;6IKz4t;NBt< zvWhwiRdIQygnB*|8C`!E$rMIplijyRxtZYEj04^@pjOAlMPz`)_w^@jcZ-Uc}lVA24UBKFm8vY^bBa z+zgLoLw?D$xYH#r=+9~#ol2B&cG6mKa3++grApZT!WFSDCaFZ|nagFqVQyKkxpE@7 zw9$N0km8G@Nf4{0KlqDh5thqf-SB!SmD&Xxj*N+e?rY#p<{kJfYtj7*ihXz8DLx+( zTp<{Xs%bYc0jjT~Dqcf~Ba5w0T-(5d=ONhFjW#M$;C-IfR_zb+puO&9g8y;FgZP<+ z_>Hn~JF~^oDqx?wc??Zh*me<9uxFi+F*i<9-z99ZCspaQlw&22as!SXcH@HUgKYC1 z-81}*xV5s6QV>V%FL%@c52D#aGz;5G@RJYn(*2?Ty_eHRHhHwWz}i>8Lm=}2wEg1C zhB3l>6$qp)w`i>!py&P}lPBEu*vbo)%WNJuk5@3jGE`*#;(VhRYqJIYm#F8-8{!Z` z7yHQ>(V{~f+D_|mhW(0Xiwb3Bg>xUrPsGGmst@|tc1;twTT3-eEQ5l=ua0@ycaB>1RR}3HR%(0*@ zx9xU6gPdM!6k~6rBbAQdKxc+sZo|S}Y+}EkD@#@zZ`r#%ByfbVqr^8?SGon#t}ICR zU@PQ0+Ns{qA9wno(3qQ*y!)kpc2Z(zLT;fF?YY^Mf%$VZ2J(}~st1zLOAJoiA$9yn zW8K*`)p(uUW&SY@BjPNAlxEBZJ2EJYNM`a*olP}JTy{w3L8DyfB7_s3;4>o!*6r{K zjL)unM=Sl=O``HbDMXd#3+c{>dgBE24aacndqtnAJL{5S+=JNW-Y$*lbbxC zCaII3iU5h6;uZS?_a{pFe2=F1%pKh`89x8ffC~1CT2-HVXTtkZZWKmWkP!}p2)@VfRmlBYhVZ%Bsg!$TO1j zZ;}%jt!gq9dpV*l1=NPN`h`1ZXj;$%?t>g7Yfr(C?&Bgu?N-gyok7&s`}hPbE0?UY zpC5LuotZ{GH;AMc7Lx81CE?@d2|Y1Wp8hP zKi*2QcRszUrh5X6nS!YLe5-HTY)6WYKv} z2hC?Bv%9FbL76^ptC#zKs)t!KPjlkdo}G~&)R0##_hGO>P5gi7ZpYf4R0Q?uexsX~ z2=Hel4O&vfcBZvjd0-GnQt^N#Kak4x-JD!IJw)Q!qYfm$e8@TUW<#*EM{OX;_Po4> zmK4wvsP}zpzp9;JdHTzS8ugWQ2?xx_VYyDQ)qzQhkGjjam@y5%LPNe%DrQXUIolX zp&xmXL1fvw5`YFz+gt8FG>cmz%pc-N6gigsVhokZwl7ErcP`;W2-NL%txlo?E(`O}5op<|E~r8uhDy=%i>dJ=&DMe_a#Bcas@$ z(51AnJGHGF=Y(=H%Q$@d45abK`4Ba>hM#<0y@U%XxRHXtr#}RImSDYXvlW|+lcMJg z;R^*)69D9lDhpD98^N?Nb$E4 zg%knKePp%L4F5>m1}d0z%sm=R0p;l6%+5?x3L49AK9JRPdr?DWi^xgL&8l?X!ZUl% z#M;u@=$%x&mK|RCKvHe^1AMtOs)EUUB2fjveA9!t^w?DuB)P?xg!imrWVWKB7#KlvmIEMrqO?&;dWWWSuCzJN?Pgfm3>Q zq7^^FXyPr;J@8KD`ot%A_4ru-Moy992d9%vIefu{r|2Ic2)&@j!`u;bUTn2>n~awqb7iyCb>V4JMPZjrubk=V zVWPdg*?-q5T~Jy`Lb?Eq*RoD~eF=W|^(ctYZre!HI@AyldxdqrJ>ErO0DVp;s4R_< z%U5zB5~=5O{j+!(=$+p8ig&`BH6kaX>v%2`WboD2TZaj)aY$!I%Y$HCadK)O!tXb& zZ`%T@q4c+P3;>e1^>UKQzTDM7lkOqEc;Hm|J0c%r#5B8aysDqZr;*`&dzjBu3HY?K z)cL6Wt82GUB506l0%YB1BY)4O57 zQ}JZc34V+)4XFVFP}`LVW|yTUPFpM) z6aPRoN%=H@O#$-*_i5O<4z*in?Wbn2nBx*kK!;$gUYCF zArz=ztK-KRR$sYqW*JFhY%3ic8t5j9<`jFOLa(;SoU88^vdUN zSauwbO~j*kRbx0)zF0ykg7+WjEvSbiTUxoNrWMwrDe72XK*D*yx<(9fb_ZUiRSfQc zpT-lsPrvkiZ>6b2Wjp*753(5*1w4vmM7DOgq1^1QhwYGwnZ4SH;2unh0uI~hXQD@w z%O&M{G|cXR1n;DlzqhKUgR(|Np^^^gn0xE8qO1Pf%cv^QH9cT!$!iz%R_d=&@1Jj& zqCskR2tQ*e{M9v3lKj=FUDF~lB^%fDFm~=w>L>$Ddo;k$vZR#{K?x1|*X*Ac&;&&y zkWXQ;8%vax5gSZWJWq+3;OYLmiyWNUDum`Q25=Yd}!!%mtgwA>z|7q1>Kaahf# zFXSdxR6gpoq21Us83Vf-?;Z^BU%6uT09c&-ImsR|On{?P(fUsDmrJLh>!RNXHhDnk zd&2_V9#SEpB<^#iop)iru$D_j)@rBWpTF*98ZVq4r$*TT9)F;wTZ7rWQ}^%O+wCas zf}GvkMSW$u9D{Ys?77;&;~fi+Y%4ir(2VcpR7zCGWyeZ?kDb}9oqxr7SLoY7Uc0Abijtv$10}aC>x| z5@muy(BR|vppxF%*B-$rk(kyuZvnj*kd;I7y+_>Y4#8>RjeCCU`?Jt#`<1LA(X;L2 z_T|e^SBARp4b>sw+Wgn&MANXA9PoGxb^p*TPklIFeeJ2C(TdbQoCyHcYy^m*_lhlj zYkb50`g^l0j3-;vsP($(E2Iul*_fgqfKaWT&Ui8Z;Jwlf^dklV^!vG#;}E?O%7rGO zhoXBrs9(P^+*>??7{3RHt<&c^(mV@hBZ!y9pGWfn4Bqzo<P)8MaOWsFG{DzjkYVJLTx zm1}e3=Be#SXc}Qy5}Cu6$abPXKhM;`YFX^53Lo!t+451MScT)t$>#lmdE5&5Q)Sby z*kOk%`ipP!U)%PL37`^m6xB`Hb(2tN^!wGtbY$(Tx~cgUn3g!pM%YtDZtdeS3q{Y& zxzJ;~PS;}f*FNxX;f8Tv|UH`*0m?Z z#|Z8qYRJDb45(gwtemmAGtHROe5r3Fj_|=BSiA*GmRt%W_!=UL${xFDL=G7E#_#=IhgP|Z=6ATa$B7K zFxDzhb{~^)kX7B8T_(-Iz8HJIm*dF*0N$McmkW?&wjvxaZnOvue;QPHO^cv0KHc(? z_tGGT1_Gd$JH>{LZ+7dK^%Q>$&0qlTGUo_4WjjRxIK=G|$tXY%?k2k@LMeh1U<3>C7TX*o+w_h1cCT-u>f0 zrq)yOw{LnvQO$byNvc64$_<%TG@TKbc4==7*S`QR9@}eMpMs(Vs@llhc?!4PfDG8O(Z6n?}Y`^0IhS00%!EBqCOu~mH&a+~cDafLWt5z1(+U3pXT=rS@^ z7ONWa=WnR_!dRoz43xFImusvgoUC@)LaR&&rv|HvbCuMy)no%OV&S6)I9Hb#T|&{x z?fu?t5^O;^WUN8l^CoN9Vy2{S!x~z7+KJUSgY|mEY=GYFSDAgA=gr38`*n3htcmE+a@Pg>a?!yP107C%`A5;RLfup0 zYS?DeaSChDk&lkZ$R0B`kD$??fmtUOTixu0__Wv9fnq_;!I_$N0vakFU89wOm65if z)+r)jucPT?w}w%BdPQ_|hBB{r$i3BzK?o7vhvdcn&xY)fnm!?xYk}@_66?Gg_|KWe zTMbug)=@TW9uc!c^^ia{t6v)<%htzuHj=k0?qDO|^h4aLYGPm%QqYx#VWEY`nWsL3 zv3PXgrE2zWVImr^=f;)*(+XK|B-nXf!ZIS$fo+?5@)!oQ%5Q0MRk?*ZJC%;7Gq5FU z=j&=%(B*MGK$=S_v+cWWe#012KbCRtlVAN{8R4FTvl&)XWZz(Ih{`YL7kC&AHqJgc zJ{a&B8&53`{}FHq{bzZy1s98)!u4OM)n%GbBiuq{{1eRo?Z`(VhQ%JksKA5GzS(G4rQ@-XPSGVj8pwdirgLFy(fP508w)&Ua*_ov5{0;_PLeyTQ> zmEOSYcLl(YIA0(1N${+UoQJ~I*x=`AosU8#0aTFum^A4Qzpq`tkPPe;jz>YD&z<7@)R~^AOVWlrxS)?-9TIYOKblw7s`cb+Q`OkQW;rhP-X@mCIv-@6-X znF;BS7HnQHFk_^A>^B+p+BE@+q(gDTA6ci5LBNf&TmJr2!xvY-(3#FTJF_lgD?YtWU&5IQ-Yb5k2(Va3xNxvft`)jli34x9Id7Gq0K82A-LIrZvq7h| zSw$Q7Y|`$pnttxnwJ66PvDZa)$Af=S4vwtAy?+r;;5=z}how3O0i6i>N>mTsM!=9& z5s%LZ(?d%ErI0(I0b;1q#@Y8wT%~aJDineBgQ}k%$h`W|M6%+$W$vu8eF z!9q@yEb(zIB9Bv04)~nA_hrirdateCxA50Eh!@7XSa<#2Zx=}

-itU#R%85bE>L25ubuLQ&o)-!qb2AAt3&}- z=t`8R(^k>?z}Coo$Rk7h#0RB^VI!>kbq!)O&#}_|%;i-$rkaFCmQ_Kmi6c|iuq^Fm zJDWan54yy>ssFn5U zh|{F$WIa@8`EJ8EVyk_~Dr@p}^odEl* z6XyuV*lfndKF-IDbJU&Gwg#B2P3SW{^+gxze$V!(AA{TDZ-miEF2C?<)!_rU+A)8& zlb~`8B&a3AtA&-us%I0z7g6T9^up=%ECjvushsbcgyY8HDO{7eI9FA+821y^svZAa4Uai546$m+N5ay}8 z0mUMouI-NIUhP18hb;%2qKJB5=h!b;8%|vVeU+JJU2NLAGvaMicK}^>6W81l3n^oL zDSZ5dDG-av@W%)Dvn&p!Kf1PfRn-t3`0728&8&4jtH(ut{G!z)WR*zk>*WgO#{V7W zydE~!407soF9xNzMRr=^5zRzKuvH$ZCA$2MGk5O7c*}({i2V9k{d@y<^u1l+Gw45MLSE0=PO6e6V_*aEIQ@T!7 z%!N{E-2o3o0;bma7y^_G6Cb`?QbE_1D%QQ~Ftqx${!Qh#fU~N^N8D0#f>{2X8m|BE zIYC1mv#01^Gok2d@!uL*ULJq<8n8|1a_|Nf{_>|n0G3q}e?epMp`TgKpj+%K<1s`Z1Yj!f4+Jkw(z6PXjk_0Uh|RnRp? z;D53T*2S=)-ye(llL<8UcqY_*5ChT)_ zHJ47T9Jn&Eg*9_lRBd?(;@5Yc!FzC@;JuI@L93bozmDTFJQWT5HaI3%x+wRM6EU%M zFXAK=wW*J!_sB7Sqn#sS`L2MO??)B@$_JIbc+GH(?8*V!Y*kS^>4z77EP+>O!nbev z0KCpK@6pA{d+%>CNPe9G)A|4LF$4^9e$WNUT9jz;(;){lHTodtMrtgG?(j@r*0e-NfX#fBK literal 0 HcmV?d00001 diff --git a/img1377.png b/img1377.png new file mode 100644 index 0000000000000000000000000000000000000000..0ee989c755e38843dec197c8920d23b452099109 GIT binary patch literal 19491 zcmV*NKw`g%P)Ruf0``LTyz!!ODiZ8zS%@IGf5kyf@RC{MYwKKPY0_LM`^*lB`Vy1HM>7mdSjX)nqmS*l~OD2vKa<=S61MW*zxdjP!J10F|5F{!Ql z$=jQq;Y%L?e*uoXMkx0mK%U&+zp3j24iw@&{Pq|yxIL!vsP8QNOta9RLK0pl>3(wS z08n!aO6dl}K}ofa0IGeXJ0@D@SL9x(VsSe%=1~bFJz8Bt)#>m%Xh{q*)A(;hMB?dG zrhZT6Jl4knDBl0XrYYU={S$!pja%0wH>Wzk@7!*h?yc;EqP*72EWJeP@^2(RBi_aY&Bb51YQs1PyeNR?cd=GiMtR%_1teI z?=)ci2@L^p^NbNM|NQB5B{G&##=>)|Q=q11P)*%^eeo(?d52f{6fjN3T@i`Wbn>T& z{nV*jcbl=`{OVfA-k^+yh=4!`;I%(`_j;k@rS}DCdoTO?H}Yn|%Vv1xWI_pbvua;B zM?%3?W?fK1{!MGwJ3uabVO)iBDjl`5i?pBwJv_aUO+nO$aroQ z>8f+v61&0~z1f_mrC?FtDX(RM2=p65cVc#_ATk=!LJVZo72!kAAj^GONqYZ-l;um@ zASeVSssr6OrMvgx!*L2e)ozLI79L*W@#|&Y4kmMLP&hr2YF%D(x-UvME7Ue;Cz~CS zj#Htrpck7AEBWt!xLt02(}+6?CDnE})vg(2Ua%Jx$W-BP0eMZDw~Y7h1X`(U3w_h6 z8udE;kfF~2exbsr8>P47b2sI4@Oz3T6uKI>G70@nTN|iwkw{_X?(YymKB4Pgx1;^( z^_wJ&SHa~cOn=*U{P6RRuyF$_`ylh%wgNLJR2wj#MB6urO8J!!l9?=`1W*G|kP}dy zOWK2Zk6!Ow{%h)Lan@EX;8cuCian3KWr437UX+K)$#_^;x{$x zBytUAv2e451yD!i9boLf!+82_M#6ijZ4yK9+2ObCGoDPcEv$ZR$20A6N4n-Vb>UV2 zLtxT{27MVPpXAnp#b05G+FD6lTEkmafltwA@dhUJN5Usv>5tIw4wE!*nqhiL+``Rp z5|k)DpYMgz4ebGd%V5(J_tP0qhcc&a3A`d8ZuhJ4{l95<>YlOOVbHJbeCl34l4~OR zf$}+~iwJb33%rg^c}Mtk^CkA%QZvB9O}@K%{X7=(T$~6f$ro%V_F>6w13=BLRrA-b z1#OG$Hs>#d$rO?&k5UR1s>@}`v;fS2*OsDfy$N&t)x1tvL6 z3-v`~VI(3VW*0F9gR#*t1%r`@fe~cePTLxdM3%rD{8CaHP#QcmOE&^ncgpX2nAFyL z;>_GO_s6K|x5Hx(Q2w~OduUR~->&NWKl6jZYXHNHOliySXgYN63fgr7!C#mGC%@2=XOTV}% z8jo`NTq(RgHf%+#(03*LQnF<0Hs5c*L8;kc=`y_qFx%c0?f0oHYT1ocYWxbF=(F|U z)aE+oVC7yV@DtMDU}~XLZu?Sf>Sdfs(4mEo3Eh`3+krUtpgt2LtB>VV=C{)DDPmI znv=_jLMU)?T__Bco@kV~EZe6uB_-QdM(GlvYCWAjG${=fNac;Hr6k|OaDsVbp0pxq zg`EBRpT}OS5}Uo$NSSvsn%}el$Dn0%N&(VxH4i2xLc=sLyAJQS0)W)Y#;{EFimr8w#-ojG0g=#naEgp z{X4(F)IlM3YD?(F(0(UnH%Gqd^TM`;5c`mXC#yvnB8ZVuE(P!N^aahp?oW%a;toX# zpVU7-PWM|2`!?IQUxMA<=txR~Jct??PI=&p5%gZF4f4=@Xp(o7JT%>sMk)V>l85{u znDy>QkwMwH`M}a6atU5d?7=jA5hmIBv=!bIe;!Y#eI75tp-mz(qtTZU&?;g|+h_v< z(r5u+bL=b5R;3|*I`OK4rbU^FK1@@16eZORBWZ=XcjL(ZO%o2R zE4L(yW$2ASqghK=U9>_8pVIBXL_WJ68HX~OBJMQ+V*%*{f{gXQAbnlqbQ2#sd%wju zLIIfXBE|$l`y3H1lXh3pZbw|1SijF`BDmcZ%T`~ruHRabvEK}2(h>>eubV{1`7Mv) z9-y#^#>^nXV3FZph7C!#?S5|S#nt$`Md4ER~?z(BE z_;?lhxz^k3KzJA|W0(;tGp)%yvFfmzCP?VF%F?)qc0s8}!*+Ea$7c`C5}1}6Ag-jg zG~l6G(lk+>!}|-GHZwJdYr&KDYXxaTucj&tfr|du0=oz>q&lQ}BUG(w-CEqTr8h;c zii+2ql=8AnG@rr8cttRj_(c&aq)U^uUT)(zQnW#EQRyJykUswj}c!TD8-56VQKBM_d*^&oIk5`b?Ba6GqUtSh#xg_IYWkQMUj>tQz zdoGo8ZRsW`8usmVX+UY9B=4X=Zm$8QHD}#y1zSPm;<|XRD@y#J8NTH^AWU3Yc~Loq zQKgR!s`#l)s_=+Y9>A~wu9?_?7hQM=7fcxOVguM#-ZLXxz%ZR--yGu;h?--9rVB{`!{907!RQl3#$Mu-(&%-ROjiq7GFk00z)f+EV{hqyb&%c8m!i<8DVPfS4z=X^*6E$3@Hf@S_&0FHlu~rMqAjn!=_jE!?y>3eP0#+iaho6*TRUziKqs1XU|< zPIZ@<2x5+d*W0M;Qxt2yCPK|?i^0uGN9#X;>6C_LM}h62jGD^8yZ&%Ha~_M`UL z=>0EcJ9WEPR}^Rbx_^yoZs5^y&c@&yYYi_muel@QefCC7o@iQn#kOUd=63WSzz}IP zK9wLy8w>%YWeU*v6fp#a2((P2@hO7vFZE-V*c64~fQ@y{gb_n<3P3(T1h6e|K#El1 zeq0yp#hEa27StGEiF2s`D@D;Hr)O#KjfX+@4;sHLY~T&Qajz{gLR$u!R~6g}9T!4| zs?+8d68>e%)E)2VBzy#3qG_j30NB^FZh|LzY99$epOJ;BO+`d2rr>1PX8|24^0?> zAOoFEOge7)=xQ_c2OVHZ3 zG$)rCq3dr&EV3?C0+lz&V(+;uvVPFd!rA*%~ce2kD{jg>xq0j4-CE~s2O={cNGOP&)U^)dmDyWZD_%p4iv#>km z0Iea6&)}i?p%cf}OQJ6q=pzJi(9a})Mr{u&T zx~kwTmCw!Chsaho{wa{Cmz#{OeD2tXd=ElHpAFJAMj+9@bR=y)J?{KwC5tcfNo_VF zRq*)OoI<1Qa#e*;6gHG$4Zgl^HQ6>l8L-x%BtQR?24c_)N^UYHh}pU)PbTE%SUJGC0! z@86%x$7om@qL6&)Qu3vbhbC0)0S`x=kIK2>aJ9Um+BWfPah7%W>&~wQ-p(WTkQ4*= zg-r`ZYnbm%YWR-RJ!>2klNwKltzkZ1gq&gke)oRW%z0OjZ&7nSDyi26hDxZZh{CB7 z^zC7i8A80niJd}7q_ME;{Gru-qji5FRg}R@ry+<^28s(wbdDO-=s$P2HYBlUgR}#7 zIZWBQhIhxi({HijvskK2HprVZQ^g*^!$Y?=#WM;r&DkU`FC1FiI+QGQR805WoF`_H z_01C0Y>&VHLsOq9&4!bz1*d=Yok>lRb308ulb?oNc=TKP{*Q+b3r?SP`OoXBf0ee4 z3$cJxl=ftwzCki)HHeujR(jKo?QwnsM63rxd;RymEYu{<)@jL!(WKR0dt=k&0k{X7 z;?*JUg$m6uf6R+Nybs^j!@}5|34bo)N2qx0{4^bsWgNux+Abay;#Y$#FS25%?IaFj zc(h^6EOF6%%XHetypwDT2Z<}P(tp-EfK>S3C|tgl*z4u3jnG}5fDMWgN28r_aI%tP5sXeK`^r!^FF|}`6HAe`7*dMnK2@ij(>Zeo=ZP^ zR?60EGJ}+*781c?PZys^ze~ppRac?kr86?jiEFGa{V_5bOZU|att5Q5WIPt{O2~Q6 zs@>a4Z&Gs>T!J7IH+O4-8!u4kf1W4^o(*Ijp_x2|dl0|h#H}P!YvSVoE~IqBU5S%{ zxE=B!B??G^qGdfG$WxQMtHYNwr*z(a_J+Grx*s)pLXf97pnG0$gX%rFx7`O9v<$NI za^`3w%i9_y&0s7G4~B!$8%P0O9d~6|-sR=8ke?+*o`=;}r^)sG%t>vB?G6_9nyCJr z9$vS_ni7gv%RMM}KO4MtR>HSK{kEvrMsNp$JaJc9H${Xk9b&XX=5=IyKxl`T9jgtV zMQiAhLMfC|hpIO(R_annwsbJe$vX;Ycj>fc6k0*Gg5bbqUUpw8=*3Uye?s5H4VJ4b z>38XjWMYcuZt9FHs}*izzc#%?QByw?K19)~6%k~7<4FF7q1>Jz+KJkYBl(+-7eMoT zAhx`mos}rdUA`l47D^t2N=}d=S2Y{XfS0qgk_mLVkaql&Q(+r%_M%D(vC_mHn%BOM zld~P_v~SdFyM%?kwlxxnxB>abNa{7Sk0~Z%v_yxHoacXgEeL&{v546)WunjRrbvsi z2rV%>fPi6o9!pFa2Qt5|2$*6rX*5g>0aLmyeaG+){9SQ<=9{_>iXSL zq5by}J&W4yBaK3j`@5$HQ?p-sfc>XeYZQ9iC#|8PFs*7GgQuKnQLT?YmNqg>w}yr| zs0nBfJZ)4VWVN-5luvv;^=^b?Xj-xLnigsscJFC>jh)$k?7|v4#g?4@k$T$5Vgj~U zYPW@66aRFun3btX?OkLffwwcSn!bn`DIxfEzKe`Z5qWiexqM1+HQSnrxQstHsUZzN z9f66oI)*-dwK|5-5($02?RcgLhYH#Xe=RvY*IMR)t&Gsg^N2}{D4}c&xdr^;6|thD z&~(VDIR4rWV;5F~?}shW+I$t(okT3Hx$DY!6&6$g71n?J8T}X6YlbU^J1mZ3Qs-mT z7GRRzIrL5ZM~HD(^-dhO3& zj+9d8OAIE5HWX~8Txus*BYrdL8iK(Y@FXU_A1N(4@HX*dY{?mdLH^q2<;-@*Leqsn()(cu_tfku`mIsn!e%Q4n)Xak}1++(lEy03a#nND~NOh zYg6q^-snW_Pq)%*w>2pt$XNdw%5C5d&v$3k6@n1Xa@x~@Yv=*k>RMmr)!DnF>L?U- zr|q~R;@d|p{hh|$(}Ssn!o68GavgO~?Y4IYuF$$$P|pD8)NWl(F0H)Z`v~rM_}ZOE z%Dj@`lkCf|4Y|Rr=~HHWyN$~hMyOIM^?UpICXI$^%0%2B(xPuP^eh+5U|o6D8Y^9I zCF%Nc>u?oi8t=x$6fb_euPrkcQ!oT34P&fp?50Bi>TJ#4hsjHAYg&xU|>5xSi3&h~#UHoEh0c&NdPB~;EE zG#>G+5O*D$o!2Ha?6Ymf!P_)`DLTX3Ejz5)bsWHlntXLDb_~CifQk>zb1qQ2k@(O& zhV$RuvHaG&1C%m>S4S!89KrzJK&b&Jb^KIxo@NSuv%~aOaeyGIjl5JXswH0tRIrPA z=oA2{QvV36>$L}Nq^X8YK5xVAv4HY#|9GSfOxO4f1WbfH_S4zdU8evQDLB0s z<0VsbH-%pc$vA_pVZAdJp7-M)G8JY1>u`{H&X+0U&gHO>MKX%(wMlK&=dKBRIo=XT z4n?@{%|z@eZ3(1aJ)=%DgF{2q*mD;TN9mD*()?&*kp!=!;?jO{uVvZX&KeS`d1*gH zoF0n|on{tFGx`{6PTDH??j7!STAF4iJA0g;_Ve)D^}_Wo6RmUDm9|!amT?^SV-Mhf zd+B|)C@4`UCw;U2b~~W<#F^q+O?OD-?bXX&FJkxrQBGcI!&pAXN!+)HW51yLD6VK@Mkq-1%!0ZTmBfkZ@JsLb`1JT`ipAvic^bN~b5nkXrqW{4e-r{H+I6GeVeQ zch4iYK|Pd9A07VunN2%C_im@rWDY+kbF{p#LzD@r6vVptowudPu-%xhImGeZ9cFJF z=T_-{+s5OkIKF{-@w|t38eyl3U((SD(kK-jrCHo#&qbJ`;v;J3<`Lbrfz7rRDu6j6 zyxB!zE|(+2&TFx|ab4H=3?A-mxU~kZDR9Fk-}6J>N!}@68jjLt4SrKyi-yX%;qG_} zg#ne)o!-N*r`P5PR`e)MSIx4Gxe}S-o)ugJ$1|l~nvW=Tt&L~Us$8Li!u69ywd9xA<~9Pf(8f2e@>k1Vi*-^qwS)xn&Or4N4v)FG+)Cpq zjk~p_uvjf&b;YV=%+Pp@lKBcxm;9zw01t@yoZ$c@rj=i`3ClzdQ~TLPMOUJf&Fz(c zhde_02s@jqQe2}C(Wn~DF5&>H*!Tj@QPYcr?!r>t^X8*mBv)9bp6mbsAOJ~3K~%9b z8~L^2z>6zB(tFIKSt_V=&f|RASax*oEc|_1SOzrZ)oh*6uC@K`->z~aV^`1fEWUV_ z+7+nK-`&HOom=f{H%()~K5en6Dw9V(?}xG5ZUYYHc8i4mt`DX~=W@+;ZWRY}ITUK) zT%D~$U5S;&B|`D)FjU7balKb|(X`CyR1j8lnW|zJxZd$xj;*viw8@#&0_PNduXW#W z4Hf6~WB=|878gxv!E-atU)jhaF>|cR>G_*#ci)uZRFUGnQ7O4%!j?_XsFbc%|E^L! zQGyOux<}!DxwEZv=W$w-l5shh+d-w>i;QcdBn60)0nyM%z@-iq2_Sm@%84 zf6S`o2?WkP{jA~e_{F=@Dyt4`cQKBzhD>Wi{Ih`dIDJ2nwmV3*Ua3{#LP|GOT|a*> zHQcMR@Nn&5^oCNn+9sv_QXq=S^}S~bJRMwk?v^9d*-_H&DiWMhPdPG@FLi5lz@&ye z+|6bFBw{_IGnIy%nsc>n9FS9@Ld>7F$+>2*-d*z7;(*!BW%{z~>fP_Zo1MXTb>aQ3 zu|lV1BD7uQH^w4fyIT@|@8D3{1b(ZfyJ7477u6+-e(~3BEGUcoa!e1arKkP{+r1>r z>@%h^#<%6~bB0!>MC3_Zi8sCg^S{KX2|S%?EzRe5!qp$w>h?pTPWxKJhUR!b@$i`w=I64Cp1rN!#8_C$( z9_Tx)o^a;9ZzkJ~FT-}uo{MO}C$w{=?)jtY(DV9iVnSz@R>Rjb&S%WoyngzO1%tO& zmPpdfvm%Mx=(NRa=RC1U%@Qt|ii6k{^i@~dj0Xd>qXkn;Cf<%n-sKZhx;nk_ZcI!< z@yd7|xSvYjewPWR7c{vq-LYYQiVg&+U?v7*#^Je0-*W@df~uZe)?OSv({~H1LG8s6 z^>#bpPzi9YCVfYBMol$#<1iMLlnScTzEJ{p;i;x9x4G?t>a=g3-K)B#fP#`MUp{lE z`gXZ;Sk^)u0RP!Q)=tap7Qrhv7in#qokN{zaDlC_w4()pM{=%w#aq`uj<5?9-F3lZFkdH2fFWF}tLe=3`N(4R32oloF2UNqx$n zT53E3{P{Dh{k(H(X+9RtX;VXL%AeZm2uDKL9b@bion`=rV3S4~L={y{Yw|k$Q zRa~XMmQAnwcKSEa{_DP#ZYE70=?t9z@&8l(cr>kQy-|IB%GIz|c$;s!<#@Z*LIG;G z4`=uEDy`bXt@w8WzJ0A%q3$(wi6bjGRO++jzzLoHrn$z4`p`HW9=~)8e?!`Tx)SG5HS`C_yQj<5BeSOH zv=!I2Ifwk@ioHW+@1e;P7^TOFck+B_@)YPcJxGb-PzqNsHA<(=XS(N}_8-qqnU^!C z^w<_gaIH_57!{zfO0<@R=Ge0#beF(vr-fbrrTHN3K^6_Zm_uXO=yx4h*lBCnKgD<2 zj%{ee_@)cN_r|`{mcYK#mcYK#mcYVJ+ttZ>llVGH3)!;o8oqdVF5K{lces|&9UsO_ zr%xT;XN1U8DzTY9mdw_c)M)|@W73g{v_wQ?+)l{23A8$nobiTLU7HLm>BeyM zLBD%dD<_>j-<`jcCJ#B&s+?mu%jzR&Bplc?3z2=E&!`z*K~}KH3$X&C@kqthe~#Wx z4D>v6fAq0DCna5{b>Ap{kMNxfk;G4%?aQN$n^$J?)$_I3kz-WCzG|htaZ=&M{!w?J z(?^Vu=)6&*&GLZMO4E^&-Gq0L7^c@W~PPAW|(e=zOhHl*#P z>oy!+zGzXrZx7JS^hwQ4FAS@1I8bti)i=o7x5tuq$`>_ITT)b>(ob8s5EtwMwioY4 zYbq+_us94!;`I-On0Ou@3buA}`=*e~4<$-$csoZ)NPw>pU3bs53c9frln0ywQ1jC7 z8&>696rvhd<-C8#;FzbJwxrlXr>U4<^I>CycsoPSG-cL&q-FQ$6x^`mUa^8*%$Efc zUEGTP<2uak6mY4)p){;*tIsx$t*oAP;`GyY z7dx=I{eIYY+7j4z+7j53s@2aD1a7|5R^nfNPs9yRv#Xl1%qiALpKn(z;QajXWbxaxg zHs%;G7BL&9Ok^x#YHfi@!x)Dw&ZXPJRX;F8R_8`TYYq4|?17F#U%KPI(Fl|o=t>)3 z^`O-;wd%r13{&esOd5^3eHYhhC$8K!`%a-e0WpBW!mQw`9~>&QG5|d|L>28iIsF50 z?FRm$^cSpCx}t|xFX%hU)`I_&-l=&+&(f+15Y|z+QziSPcWMU83~#qZeAR>Dg{7Lc zhg&(KXK5V>Uv(h?>pc-%Hc_gl=-j5uAMibn{h#^Bk7>Js6Mb2(yjiaL08?}DVfcsE zI5;_$NhzevaDf%59_U6)sV0O}7hhUA9ha zqtgT^TwHs?-A<{zu*mnuR`_WOWgjch?g&HDg3xYglxi#5j%cyYs@=|F6DPW@bXp7O z2rcNC@aNo{NxV}REHGL2JLV=b$QQXR*~E$NOIOeKO~|#VR0faQ|ED`YkI$y{Hu6rn za;-gzDuL2z6Uvu}BJe-@g!IW#!k4NqQ)AI=G-p2F) z`J^t7m3LdIK~pK$CfoNvT716N=`Z=>Q!a2zx@LT7ru?&5?3MSUPR{m7ph!vg)>&^mN)r#sPQ!q;wY8;@(LW*$1H z8GU}H!1is}!?;RLN`dwu1@Ee|{yy6ZrTr+k`mmRKE`@!kErBfz&n#T$-5AGTw0iC~ z_QP`tY^~F@kE+Oldm=K{zp@#wekr!nX?^LAPZTg73}}fFlH506UR-xz39i7x-5hW< z=5%oI8A9+pPWz^^vC^iQ04<6BskhQ;cdDdMMu!US=~Y^-hHL6;=W=lpzxZzMAzdbo zhBo#U5G|xL#neJT2!DpIyz1M&S+W0NYL;kk)Zj`I`$mJmyb8WtFvdT%i!BY$lPOnH z1IKsyS2Ew@Wckr<*7sGZU3<6{9V_I$tA%udhc5_!hI93dU3jVmX2m`fingPiHn>8( zlisNb)(gH|P(P%gYJsHC#a244EHW|#14A&tupfQ?+0EOt%OaEMp)lLc?vJAFOWUgd z-b&ycDlLukgn<5M&}PBMIRdldDcInOR&)45Kwq}!!Szo)#qQhwmLrvqs?G-w*ADrf z;gIi1zH|v-I27+EXHMzn{a@*ZcCmakIde)k-M7M3GheYhxu9lDj+#(;%U3Mb9t2@T z-S=(S)q3Z{<-+A1CFPIO;PhEZ<-Ggm$_3y5m2M+NhgYMD!PrHx<+U1{rGRaahv z&>ujoepRDk>P*_lOIUvj2zi9*7}6RK270sBcsC{s^{Ybou4hl}v$dyxD3soH1!`Fk zr(bneekkDU|4i#oX}BI?+W8*$hYGz}vkOnPh5A(?eAiC9z|uZoJZCN;XDr^1EUI5M zqa!u#+6C}E!q}c3m)@)$=N9W%h44M%Mn&=Ll(i3-XQvDWsaBfLbU%ExEQr&uvd?(X zx?5h1k3fG4U>taa5m(8pBb7%nDsI_yQqt`#1mDm6VkIxG`+eFH_^xx>x5mEHmcT|k zZFb)?iE;;b5}RB-Cqp_P6pL?4ibFuRT-SzQ3TO|2 za`y1*d+d=K2k`m~P_1KHJXvqWi=&D4VHe7E7+W9C=`;C?g_@i>DEy?+oqh34rJ94j zHO!Yk9`a{Swf=eMtPt^KkDrSJ`1{vosMjs7PtV8s{$1rEH-46ff5X!r@6f}7Tu;DH zIy$l`^d>b+(Hg$w=)c*=<+lpQ`O)-Li#4LNH!pzz8(T(`!GTLp z>*7!Ra}1|iDq4j<;Ht>C2bJpK`1zxBBRm}Od0o8k-&Ia?nPNbWs;2DT-QY7ZSKSC23p zfc(SZ$Qn5La`g}iR!?uj^mFg=WAOEI&-Q@)?VhH7JieaN_V{n$SH}E1NthvB``PyY zI0N2qi(lD#T6U7w<_f{~w6+~&q_l0&+Pb5rdz3c08mlSH zQhBgYscq6tPlOfX%`U>^`NOF~z}Gdcd=Ct#cpnmfEd|r6sMltkV?GtUkuRCcB$^91 zZ7-Tjz;A%&@I}2i%{5nD2XZ~&9*R9xxo#~i(ybMGs#1V<&AC+%&RM%k)ya^3e0&%TEe5t#x;+dL_rs zm8o!?FYgJ>!*2ka963@uLQanfZV25E7^HZ>fFc~)XrtD{B6hB7{VToQm5#v|e{Bno zCmiM+a5%hFM_M$eQ}lcJNuj0<8N$iSG3S-Dk+ENe0~`R924?+z{kok`|7uiWd$$Js(HU*OWjWu$oT3{B%g&D&3gYDVSjNOz18dO6lrOSm;Nq^8rG&&bSEzS0{hU z&rOFy;q>wIO|%1X@4ft_kDzHU|E|%Zx$}H8Ni_GLggz0xKRfvZ(RdV@)fvB>H@h%` zblNvslW6Wg39ZZVXQPAf=lD|2rIy6T`Mmyb;~;dD+;`3%o5O)3>w36@1i2qgUyt=$ z;iY4@MZb8eaw`+c?s&HQX~-(~OhAYNQcaLCl7=+pRuEA95VNe^MR-oj{4JKBAQZBU zym855dwc^Ntn%UfqO&BILcA3#)mmIGy)Y~UiECqa>`8nTOzqQNpV!ozP5UJ`sWle` zjagf{^jKlu-V@qNn4+}5&ugl6S@G7U#A2J6xA(|~1EAr$&b>X>{aLzU+;j>y+#YK! z8cH|gYa1Ycdt_SV9VlN;{@Im36Dvl$Vp;LlhQwl1Slh(CMt`1SvMRgU=RBz&khvq>z)=+lfR`6HS$k69^pJe+`X)LYja|;=)|3B-X?kC-Xjx! zq1K?_9A;Lf-_J}vbjf0=APVm#1ts1q_pKpNt@Cc#P`El0ciu)JylC2LRR46}xcIYY z$gPN9F5lqv?<%#-euZVf%7(tCOKAXH<*zAUnikbJJ#UvPCx!zBJKyWy0g%5vY7c~jcN!zGx- z&6G=9Y##QE{;!88Bk&inwFN9{O>cJI?cy`%gskBb%;KiYr7kuP?!3LHvaiH1HLHu` zkN?%qk8L}m3GMS4^q=5|np-ZZSeDb^p3uG=QBBD8%x<0G(^kvv@!gT2b2~+DOHf;P z@HE3ze|-j|S`Vz@;>_YA<fgt)WAob$wf_S*oWtLHSbuce}(`}UN|^+Hf$`EqG8 z0+BaJF1?#>ZoWGf*%2(amL`cqH&t%E*lYG~0;w!k)_*YFDrCyZOBhKyz6#k3pVo}@ zwo$3cZCU2ks)yc%^+u7b;~OQ-r2{F<^OMyclr|&yn$*6Vm!phUcqzy&y8)?RZewd! zQne{`e3Jty5P0kIJzoXIyi9?gEDyfFEXGYohjH^C5>rt$Y5e?=uUPz#gJJojidDEe zin!M@Ei8-Teb$cJAQqhn5;1oMT5jpt455j~xs5pyv0daX(a5?G8-baWTepXEf-7nTQ~@Z>u~GC2KYE)fHM_&CYmXVM?VPq^h2T*#U$C} zp$I?@@=Qm**|O)a^axuPXHva@g;Q6ynQe1~<_?N%I&@z0oInaeBn3Z^f?wRv zku}Ui>~m8z{>!{|nHG>q^7{?ot)8!y#gne5RWS?6uf;%f%WLO?lS_)$e3`mr{ToeH zsc`^WVdDA1nXf14YgJ6cw7`*--E3}l?Svg<1O6}^0Q{MpkuM%G*AOVdYN?J@waS;! z8W!xzaF|7$6ku~Fr9FXt6X?~`s?^`#&f_dNCry2PN_M1KuWOC`dtk(J+m;Ox+TQH^ z8zKFPz-K|O|3t7sLJL_%C1XGDZ2{@|X@56n?y*58<7~xo8lQVY+X~k26EZV4wZ;W} zlSHZ6MxVdO6n=ko17JgwN`!!3C!2W89x1UNN?T=G*v{JdZuXyR@2{JB(jE(OunLv< zlIwU{Nku`MBD5Kq!vaRmyiV9}));iUwk6i&&_Spve%s1opT=Q798FP)a%}y_HC$^TQs8FJ~W~ zLrIOwn@}jfRq8>Sf2;EWNb$biPZ3W4uB7>s5!)oRx$yI@#hvq{2AJ`xiu2NbJPy!N zPxW_SMe`>kHp-=1q3TtS*tt37=cWC4c>A<`#k(^@XWchI)^0htIYL|N+!<^SwtoWu zkHDj}L`#6pxXRcZ4{7fy?VIAubUD7~+PTNZ@HLe7&DPF6wtzLoEM5v55pN~9Z%Fa9 zy?3FF;$X$@P37e;Ua5LR_!ji?`kdSl&ka!LBSl+NW%_cY@oe;Kla#hjX9}yeX3?CM zI-Ew_=o#PnPJjA?52sN13kavrRL-N`gS2#BOGq!Co$^JFXr{o8k)O%0+V?&bI5Y~} z7y0O0!+iPU;m}X=Gl$$4`87?yUg;)iQBZYIf&UD*Nx>`4!4@bj$vl4jl$Lz%Tu5n| z+cF)L&2{>t0Qz^;ItcmFMUEKnLH;gPw9s9}W%Aq@-TRsRs(tTAQ(lh(_eB7-hA%n# zcelr0(p`|*uORG4Nux99_5YR6!!7cv4!chZ!F$_<9k}Te!M3%kSEb%Yd-{6x+67?J zmiB1s#}r(rKV5m91d`JaOS=K$@KVKd!(9n`Y^Dzw;P{z>s>>G@-Ym;^Xr%u?o^Ti% z(L;uC@^b7ag);jU_&ZzyAG${=>KBrC2ocwL9R`uHFv^i}_JEygr zsb~oAc2R3xm{#Td^;yT=&_6=0ANfvy9;^>24X6~JK^YE}^QiYA&kc}ik?(arC|}07 z81md0`I)L-)#twVA>W}<$bFHA$-fVvbei{*0vAbs1wl<7wC)nhZ&6S_RDt*2ev{I8 zHrhC)nbhBh=b<>6)5&YZJf3YzO3NIsV^jDtH%6Po#`V*d)~a3xD}Md&6L#YVMt%GS zmc?tr>UKBFhU?fP4So!zt&q|h?iv5@^MZWGNeT1GB(d0>^7GgZHC}R~d`#|z zFOYy#W;Yw9v`s}Ah{sp)(gR}^{l=x681s|K_0aw0r|BQ18$R#cDZ#YJJ5av#GX=#w zG+ZvjZQ1VX+e$f9GL0_d>fmK%_b>LZO>@=D+TL; zv5J1>L7e$X&GWAnq?K(O3a4=FO$l`iy@30fo+EC#9^J$6weHzTt*QL-Ctd@>P0~2? zb4Sxsy?}3H6IkSAGrQR&mt%4Adhj)57J4tkp_m``KCdZXnikb+Q=6ZJ_+$M$pfsTR zKmT7Z&2XS#=XuyM#Ae2J(+saK~#X0R0TKD{W1Uz3RpU}B9!K`mZ zePdZ9drM29545y@y;zasV!7r|z>1W1tneJ&dQmBl6}u2aYo52Xg;?6ZUR2~r8oB1$ z@P&JWpCVz;jLhEBAdpo0@WqLDo;dP2BKw;sa*Pp&deX!~(<#`~{{3QF;uRZR>sKia z+#H2RFDckKN5!FA#E+n~WhD6-yruc@C6zt`aiS-VtVU#i^F)p@;!t0jcwr5J!Euc5 zKffgr0qKpPklSOi!$L?c&5RL;ZV{_d+IE#SlCVJ96rYeHFm?pb4ixO`p1&t`6(h;t z;&#SWDdKW3$fM_!u*mW1PM`$l|MZJ_PW;{+C}0o!CsE&jeoK4@e;5Dsw+J@Qep0Y; z4%`WT0alTFrr)Y;oDfska|Y=fu|wVHY>`sZIH`T(qs1z7ngZ4puz0K302^b2;>eVe z#`b`GwYrfOtOcv@)3R-VfT_dz(Y1lo17KvcvfS#&uWd-3o5v_Nw0se}6VzoEW}5tJi9{`M%66tXBzV~Lz>h#aF9 zkVY#YKp>x=73P;ueI0;k2l&PO+}SAYjvHv$4@dBM-F$rGp7S^Esk|u!Wt5>lyxxi3 z&AVNEe!g(x*!u5w@tN6PKf)7T`|Basz{PAc~51DJjW0@ zMlB$XRzLvXS~>EN%RmPp+5vvCrk6V#r46*)*Z~UR`>w)c51=^s+=WTa56m8u6n8VE z^XbRG^9Aj`Co$(Ij8;UJZieMdkZ#sF8ol`FVn3L0yqz3$y}S z_LO?4FQ1PH^D%rKfM^H!#r)jaBfO_)Eap)%@nG?O zTK0^4EJju?$3m;4UD%`T@den+J=cJVm;iL527F#p%$=Cr>uSgX%sLxbRLoqlrKZU0 zzJ|UDvaO!M{q)+mL12Pb-w`Fn<2XS1gKGK|mKTZFFZ} zJX5LWqE8EAwFK=RH#N&ErdTxS3X|s#r)r`6@}`yVf#DP{g7WU2dp{0LC^Cyz{wGkH zPY_daPo`WVEawIxT%Q+@BsSDYBx(vIM<4O;c)4RjtawlJlb#2a)0}Ccf`Bepelg+p zSRV!>PxE87Otsr{eLq_)8g!-mcKVm`wXOW}SG8*4U!`<+d+e2;_;u&z{wqY_Oeq?^OJ1yzS@i%&?Q{# zn8btH#}NY@V%t4i%zJEbXFw4SZG!T-szvGTt#s^{_wP)-_9GmI%Kxl6Ejf90*DiiM zl1Qi#qES<-^P-P9^Z(0P+uS z(PGh{D~z58lm_sC|K3u%F|CIqGbr!g@q?~ZLy=j$@;`{ul5A&wh)+nif?4b@>3|Sj#ahFmyp7L+8$qlpF(NW>(n8m|Fk`}haW>} zVeIMb8)7db*ke1`Q`#Qe!Jg9g*baWcK27%V4t4>lDQ(&)>N}Z0xvKNK&YAt`NV$4W zjN#OQE|)+1+(dKs__0Vir`>S_jD54KoiTyheGFd< zZ*1&?1?@0WQd)U10gSsLg#yDqFeq$XkNefSI-v)qNOuf}PlL{!+^ZZ5Vj^BG83b$6 zk%l==`;c__jHtXu?|grxTs<#`&4(NzU5U={X)_H9!76Fr!=*a?v(gQ@s#V<#`#(ky zy`*e9HsHWYHO84{>|z9iv}e!9(e!m?3tAI-*RkpFn4;FiBmNtL$~?wnB3^|&1Gu-M zE)pJsVqQ%_ya8fkoNI>${zD?61cJ=|KG<(a)crx6AB8j_3<9SKSwa|uA{a!2F=Rt( zF2~GdvW-zy{rCD80|w6&uTEfOt&z17ct0Q-$K1OWb&(J%<{|Jt5aaOQ53TM$Boay> zu(&+*+zig^fmABYAV@EjTh4~c{l2r~Qb2l8G+qV5mk{3xUeVc7)Am>v-!X*2Po%WD9uxl)_>LhAeh8(F1AE(X z)6u+T-*Wb=8@C7i7_FhhAs5OjD!a*{8#|dJn?mo&szFN{(rrmRLv@es;D^j<`1ZC_ za4l!!Z3|2*d`R^1`n+T~;#%}*oMIjC-?5S&%D7qFjjh5DIeUieZ9T);!;s}`kTEFq z`h0Z~T6BGv5+IyDQ#lWOVnp3lgmSwGoLl%lDLe-le(qpB_q=S}>*pzmI_HSGyXbsS zy6L`Ayv+rC?R(kq3r3xD#JIaKt=r?tS^0b_w`o1>f{D%#*{3Z5SJve&x?Oplgd!M!SlaIe zhnMPz@ZQdf?n=i&`Fi!be^x%9&7CBp z`&Rhx&S~%ePX7jr?t|}1lfqla9WQs@U(Y=+ z8~B+Hqs}=Z?k>*3wDdEB+{vPo?}eX1Y5uPTZ!<-b{ksi?eocd=ylli_R|xHAP#Swf zg71(2?mlgg?P5=9du#`LO50;Q_!0ZGlqZ6eo|IENT;3xKeugwE9Yv(1n^-5`d#s9| zL1|%x1E!{sJ5KHfrPCQ6drZ*9JyylfqqK0q)Wx!A)2gV~<}?R3F6iPk(oplFh{PEX zHyYwF8?AVy5i@G0SOs36Q@`Yop)}7vC}c_#4eL7jXIK7AtdPo@#W{bU-@+dxHt6Cs z(ol0;MB?R4+G0jSJf_Wv;zmq{1{}?`H*+ic`<%AApF?TBeNcdCSl4FtPxl`e%j!m^ zqUKP3HzKiT+vc0JwT3*sm9L$AZ#E)v$N(;=COR6@nCr!i7{37_!$FO}-0(K=hymTV zLh+KQymDmsu7nI&EN$hHG9vG%QKB1Luqr2Xd!TaG{Q@%8|oq5Pl=*bP@ z$L!PQU>hVLAYZ5&vIF=pP}(-IpU@WJXHeRAW#(tKJe_5TMQRE&@>ayQtzv(~K20Mj zLfO`yzXlRWQAc8yZ@yFf8FQM3v-wAOuANNR$(0J-Y%R?IfRUto8 z$Gw>i!d(ATK0KFN5l2>+evKiQTz(r@^*G5Nf% z6Q9@i8R3zoVu%G*`!#t#CNbe$wh$T%6@UkF7egn!*p7)Asn**xM28u^sFwZIA6>XZLB^CzbhO=PT7* z=Y#yy^^l^^lTy3m?&&{*U7gcjt*aAE8CRHR400001 zbW%=J06^y0W&i*JXh}ptRCt{2Ry~UoK^T7WvAeTL%ml&WL@*YDWlA{^Qdudcu+VNT zY$f0iaBZ(}bHBhv|3JXT&h4(T2>1uK5-T%U90vi%cXlWHIqR9j1Hn9y*=OE&o_S`6 zcV+`L;l~JwE3sDN=tj8X-8E)N4}Q!~!EE9Xw-K!caDt&64E~nK4p@}CTs3c})VMJq zRBu_z4<)rDwPbLvxD%;2qTcCtOuD_a@1%DxY1x;Bb<(mBwtXX`Y`|AQ4;Ttq@OoF1 z%n{)Ei=&d9XRL4M(VlZHO$meyoqQ1Y%kEjm8}>8WX|GLR(KYwyiEzTbg$7%XyMkg$D5~0>Y#~XRm!#reSf4w7SOV=ah@wkO?tOjx$Fa z-YOkZlZUD_HHEdx4Mt+=X?YK?P?d8j6HDiFM&Z%5v6kviV3>;G2vUl~eG-#gbqIrk zyOmV7rj9%J_2hJpM7-4QGt8I9#p~TJ(CyOoQxrG8B>ye;r(}tG%c|r-XR{UH%Ea>Pk{CD3 zp>w>Q3B?{6qQE`=;#?!6 zT5dX@J{EQ>5g!xj%QGfF7$k@CIN?U`EwcYXcz$kFA^W##&;Deha;6df4pFF2-fk1^ cvB!UfUz?`9RyHTD`~Uy|07*qoM6N<$f~1mNs{jB1 literal 0 HcmV?d00001 diff --git a/img138.png b/img138.png new file mode 100644 index 0000000000000000000000000000000000000000..7d0f15207f1da15f33ff74fa3ea96fbaacd64d38 GIT binary patch literal 324 zcmeAS@N?(olHy`uVBq!ia0vp^>Oic(!py+HDAMnv0pu72_=LD_-n@CmiWPI_%$YD@ zLQ6|aMMXtUPEJBXLP$u6hlhuajg5hUfr^TXgoFeS4-Zh&tH{&yfD~g%kY6x^!?PP{ zK+Yjg7srr_ImrnOOm%8(P7N0w8QagWNHp_$6$_c1QDyYl;B>>WiIIm}%3)0tr?^mr zq|H)}EOp+34-Fm@dUd^#umwDW|t|tB95`eP*~yx zpTu+fcH@WFJ{xR^X)v0|JnJXZ=fD5|%NrPo7_&5qG&)K)Gg{AP4%pPF+c2|{RcG3< zgaZ?fv5P!mVq;flX7}iM|NlR)j`WSjGM|)$-_!q@GaQx7SrNnWV8NB*5GIEGr)8x) T{Vjmv0~1gITI#K zXlZGwsHn)v$w^2^2nh-C@bIv)u`w_(P*G8lkdWZv;Q?xT6?u9dkYX$e@(X5gcy=QV z$ocK*;uumfCpm$Esg8}6&8gvHV$(H~JC}qVShPD5k{>j76$+V%@Wco;v@p9EGdoX6 zVDM)+%*58lq%f;Mv2p3dsSh8ju|Mij;xA~B;W?sEZt$UzBX32!#14xliHI5r2`Ps; zENyyi9SnRMSd5jMbq+Va&Ec6BR8Y(^fp@Nhx41CB#B=-hP2bELb`+$4G}sW+u;Ga# zOHqtre8Rr}|Nk?$@of|5;W^5)#-U!8!F!6K#D>k51_pJ;3|d(U9;pTl$D{?8FiK|D z@bSp-?(*S@;o;$L*vEeJ*!Tbc*{1Qn5pHPAD(_5GVs`$w`PXU*zZC8R56k#A)%waa ZFgVZ9sd(i-OB5Ik44$rjF6*2UngG4-gK7W( literal 0 HcmV?d00001 diff --git a/img14.png b/img14.png new file mode 100644 index 0000000000000000000000000000000000000000..9643135c2930c0cd892098de8c8b048a5f35461d GIT binary patch literal 291 zcmeAS@N?(olHy`uVBq!ia0vp^l0dA$!py+Hn6&lZVj#yLz$e6Y^XAPfR;-vaXU>EP z6IxnYDk>^+a&i(95<)^kJUl#XY-|h+3{+H9BqStwczA%CUPYds2c#HFg8YIR9G=}s z19BF6x;TbZ%t=l-z$sGTy>XLKf$<094VxbZ1)M!Rfgy_=oA{xmesUC6k7 zqeMfq?3%#FgN=+CcUdRI<+btiFeyy7ceqo*pmLp|?G7i8PLIkAKMsR)w+{pyJHSzD z(9g`wKH((mvx0yB&mPD>aNxiuhBI#&EcrPORHR400001 zbW%=J06^y0W&i*MHAzH4RCt{2SWk%DR2cteGn-^Glf2-eSa4~?n~3I8tX?`&us!%^ zL{AmQWcb9+6pd$Y)ZSU)#~_t z?!}!zLuWkr!sKYUOBDfBQWs4%C$0n?Z zQbZ5hRk{YEcyb#;aJkTRTS8r>2x_9jI%XzC9V03;dmCbiQ%lU3w@RUw53*DkK$U1c zA_o=%80ddK?mAGQYXNuwPTaQ=?GXHfM8DgX3~qdjMpqy5$N2woJ;duhK<_Ucr0(a~ zyX~qdM3=hmZdk{18#=KA2OdR{-$>Bb6@XqaLsffCAh8)Kg2U>HVU^?R2GXBhh#U;t zIxbKiBq@+5OT*Gkil9POD-x;nGbQocCd+?nH-yo^myaaRJ{tLYy-}UGC4C5HHyLrl0N?D>}3 z5Fu86vt3ZK2_m-xdSvlsw+LSA zr#7{zk$D4Uzc3x*-@6tLJZXcQu!3p%r=i@;T%Zr4@_)=SY)%tpic<@n0f{WPKmYc* zCqmq}#%P_#E$wY1Ib?h}VqiBK4{?ENm&N>#zRES^EyC|c4{@^s!Dnky^N3BG?@arG z%e+P9FHns6-2ho`Bb~fy+JDj!&VJiZrfgNI;`$)a1-49%j24RO2G}N;`w;g%x2c)} z*X^qtaS8#DwBRC;tQ8(sr(6*w?z~JBTkZ8C+;WAH4BnxM7o9?8)pP}1f!1^uYhq;` z9MrKOQkAgHT}9$;Ue64n;F@oc)Gr$Ctucs{yReMc^Bm#@ftH;>X1Ws*3KWoMnSYdz8ABK+1$vBRUvC@*0!5e;&JGH4z zZE92dkE|!It6TY$pgW^#$9;SmD?qlz1>)t2b)(F!V1?s$-)4dmZhS;-P9X4V^^1`r z@Kl+|2wk{i2sTuAZ2BYi1!k*+yHDO;n?N8e)aOL>R*A?6UHE1QR@A+<{!SO7**)J@ zB9Z=j4=unW!5OWa^}5AAED!c?La5tS{{kElRh)YB(YL)_1Khg1^p-eP%;g23C;;$o zxd>UMJ2L%LSLYTiz<$ft#P<2IqwoN2%luKgR1tyY=sYv}X4CL$@OaW89>6(xPre|L z{G_k0UZR2lHTs}^5tHh3zgC-fipE$@z=S9A0sv2!iwHhBBp~kl<0C~juq3+(uh0H1 z&j}adxem1Ppd58}=&r)A*>eE4b zPJ-5+iTpnIlbUi`6c6MDl%>1?+zmU+MTlSJBS)WfA32MAYyG2&_X_M`OEjzjXlK-w zpLU+Uy*Wg8cFqoC-O~TQ0S5HEy1(l0xJ(=!mq9Jzt6DFvANNs zCig*k<4%j44Jk}N+XA_y_!e;5I3zjS>}+V1b!C-4axvk6QK6$`bK{&XT-8kchgsM* zB-XrOlWg!z%d(iR)=>Dbm`STbB0?`=YJzA&Lxt3f{oIWTtuGWrU(~X5Z0^x*nAync ze3UuifN4WyCQsP`m(H16KFz-xpZcJJo#)p7|J(n1|CeTXHitE;oYCi?1KXx$JSD+x b+zbp&HOhx~EN~D2dWyl*)z4*}Q$iB}d$)BZ literal 0 HcmV?d00001 diff --git a/img142.png b/img142.png new file mode 100644 index 0000000000000000000000000000000000000000..54246beedb18067bce9ebe46aeef25250dcc18fa GIT binary patch literal 4141 zcmV+|5Yq37P){KR2Uc-3=9ka004hTREYop00DGTPE!Ct=GbNc01v%ML_t(| zob6pXvh2DIl^wXu71*IuXFqY3op}j=3EqY?r_NaA=rl7$Ba)>6|-&~PYbv$}1kTF_3#J5%} z<4Si+W6|DvB018*&sUgu#X9lSIf-U<4N_LP#K*0l<~ql#K5=H-(% zSYe#s4vkeZ`M-XoOe+D#2x;s4iXc#mg#swlGd>gL4;DzMijb)p*$D8pb87^V-b(b` z{=8(brXkSS83q7NqKvmN(LeKma>YL6+fbejW?GX?4WQU&XLp*s=lkPB-akyd43|mW z^q2+lW+A8j8;`P&spy22yxjw6$*dcTythO|LZaNhee(Y83S0s_l{!m(BeB&%Oh96m z1<;+p>cme+T`3k_mTwAJt^c6tDx2mA3)jgI#{>d^AjvR03yPWe)-nz69aVas7{abs zx93(lUttz2yI?Cb25eztoZObwSbsC4RBvM95LDEXzxQSeoOZ5HBEVvoa4?qCA`=Y{ z32s&;y>NHz7=Y>mgyYQybGk6+4?fJ{%OL!LzVPXnJ}+DT@oUv!;W?T3uq=OE>V^cx z6#)eHR58su6Yq_*t?E37yNR?4g?$6jmud;1S_as^RV&|_k2JP{3He6(v-pd- zbRbl$hdwK@Tra4{Uc@48$)SOKUp?kysz*ScP3XkWgQzdg4Lw<1ob@L)U-ej?jjN$B z<~yE9p{Tv~B>v)H)SH<0yz_w2;vkfw;G|bwXmD!Ql+uXjU7)zr@G?zhC|%N{o6B{d z$O%1*NND}kjHCcZWpfy3DUn2?z3{D(c?+pnezX{y9B*-o)sB7*;L<49iL`Q5Q3%}_ zX-mWWdH{G(nz`oaUA)xzRtPP{Mh1+KTU7ucw`@`t!F5OK0OsoyI*i_yAQv#9*$P4RtdB862?2%aZswe{PTw3Wc zF>yJ}{%&GoZskveP^$grEFY;8TQ-U7am4SrG_nD(fIKPHlR;Mm4{Bg|_# zSMl)BrgA|i*{i)@xZO^z#w_mmYxzZlNn+c{fO&M_0!oJ6O>SJA%)!i_Q6Af_E}DEE z(3Wpu_q{2Y8QC^BDeQ>}twgxvp>wT_vMQN1RdT!kf#odGKTv zO{hmK&{kuV0*KQ-*zS;KO^k>$zjuuqGSaWQk=I!>-)%7UM9DZ5@#F1_v zQ;^_DYT}y3Mj~Al5V+p)C0-DZJO`RCEY4cubvPj^;_M+*qjPU4q=*~gj_FTLC@wc& zr3U`gMAP}$7#dS3p{NJu8Do!O&FXZrzX}lG=aL5?p`o6N*X0&g!Q#~XGt)0iQ6#5tPCti51`+TyAXz|3{X*_oP|(_%I4?kymW z(sp<6SU1SV9-0*Jq$$)eG&2f~nZ2%~AGnj^$lhj~P-kYZYc1~jQnh*qP%GUk&I6|J zWN2j0tnCSpvf@H{>=~So`{SEV|Fk~o>vk(Q2gR|hotT)oK2B~0PWBBy`Pz|_6LX52 z;-8l4Dk1~&E@S7`JRx>>H3q{1wEP5%SG&B~0V+PMnon_4 z+!XiY#GNbe?D^ff;wC00CN7P+1UJP^aZ}uIafz-w&{ZV#NQtR)4e{pf_@cQa2pP@feu8HwU_nJR@%{wi5BuBXD zX)c{O5#k;HD8JU?sB3)Q8Sjsj!X&nwt}^k}r*8XuKqlWzVo^-~Q%lVv0yjn;&2JEE zP61oaiu~aTCew}+7eTCIEnB3>u}4}Q$Rj2;y%d&>Htj(xv$Qj#E*Q9y5MmXiF(8iK zsF|s&a+buNqnlYgtab7ENL+}Bzfm%XO>y{ggYHWaEOF;xiksr5IMa)4IOY=E#KgqJ z#Kf5}hu}l6fcG5H9yk^-r%%cIo7i4)ZEne)8~b6;MeXDDL2>P(K&Iu#VXq^cD~>LR zj1kvVzDu0O5HC4Nak11ie%0Mrcr_GKBWdCep86RtE|__mxZM7Hy0}#RIZIqH^Ni(A zUHNYk7fVe;oUS}sVLVe@EHxG4ecjQF7#grx;!N{nscDK+xRKz9dEB#AYJn-J77bU| zLUxIse1ZO&uXcpuj{p8vf5#&L$}GcfiiLPH5RVa;;pL|ieM;ntqfkko9FlD+wsxVAL96>f;b{XSF3J8rQTNwVk0 zL+_w7nVKa>Iq(kxiL!?9^fVkPlKNYuRigu% ztqF51f!gR;;KHsQF{!8gI7ZyI`YxwF<0^B;t;RBh8FOQLQoVB;6-AVq{u4KH#xENPV94b<0j~P~ zhTk}S<;=~(4SOK#5${ePo$v*vGWpwrmH|%1TB62##@**eF0SqCw|&MnsfK49^$c&r zy!y_;qCH7HY+M4bp5kCB?@-KAKGaq=R>tag$L~Q{>qCz8F*k}2?&sh&UAs6muYP<` zSjIK2&n5+o(G03qEp;>%fAX*vMVjBUEe1tsOMLz{mVP{?#r|0e8$;X5ZDo2u^W4td z;~h;D`<}w_Znc#@-Ufc;xRPw(=rrzyPhBxLi-Dz*Z(kt}uqmn)YCcqsFMpYEZHC6#&`oyvVFI;rg!^$?eOcN|3fIeD<1}r!| zA{ku6rC(|h*GmfRYCTyo<~({@Egq$Vh3)Im#ii0@z>0X+!ZR;UU1|VVlH=PD)Jvnc zFRobhsgdO#)yArq=R!2=XR#$p|1K61e%tcHKUL|*{aVO_yN~7NyN?qS6B82?6B8%l z?E4^2M3+C;Rq!&0qc^~`?V6ajT@%x`Yhv1VO-$Ra320j~4>p)bACkGWXj3?rC)+w8 znfduw*Xk)-6I>h=6|0tzmj3lO*TfI7 zP1%UX`@C;LY+}Dt2f0@$$JwE;(M>BEe2Wj9E;2r$4q4oTy3ejZZ*b?r?m7wM9sxq% z5yTl2FNoLydOsJ7zTQaAWSvd?v=!Rc9_c4S!O~_sgj_M$h%+XJvTNdmiA$Rpfhhre z)wbA`6fS{$0xdSQw+(B~(`I&(w+nh!c&d5R*_!ygkt$ z!>)+cn{4FQ@;Q+9vUEtb?R#F(s5?nP>7VNSZWA+k>r2M+^v1$5=&1GDdDRWbW`#mr zg%**rMiE-CcFy~D8b7J0M zE5tF#`%93hhZN;PYvrnJN!;Kp9bGeG5rZtZr6A|kbi1+xM2Ex+Ccbe-EHLMM;Qo{+ zi(}E>8q>CGV%m01Oxv!B54J6*54Ns+u4xk!6B82?6B82?6B833jS;^X@}?JFm*d8L zF?dVk(ttgdyFbhu8ize?LP+w~n74qkqZk6-e*At6*soQ#jlUn*tEY>_yJg(&FVwHt zyV{0bP(mR7Do3>$3*@oX&ElmQ7hW?b+H@;c;Nxh-_d2jUTL>;+v;jEuoARBCy{m1t z%VVEn9{OEK(g{Q?ASQ#|oP;7;c+%eaHK zbz~eqhVTj;=-nRi!-|O*FUz=?ZNQSSVlu+3GVZW#;Z#=++`IrW+n^FL&0ryZjd4kF zwa37RV(u)wL(&4*a#o31^TTfiYHs^1*H;M4c zsurVV`TJL1|C0oL*8!6kKucr!?np9?#P{3n&$Ly-@p+P#GIp5fx5+nJORk+hrup73 z#dT(7e=-%b#hMfjA>%r7V!xTB{iW6|W9SIX@w@9QJSl1@=4l6C^tjA4n(7x^qA5!W-WgDM0t~(Oht(S6MOgmbIRT?n= zeMAI`h}W+I;Vl!&Ilo)(yU#`8bAEBuzx$B&H!tv!%NUE}YiSSZHP_=z@ln}+76;b& z*zbrCM%_QUj-MkKur7ZWU%wUf7{h>#j1l`Oix`)Y4XEzcDa)rQ2JC|^a_GFbYuzl1 zcnD*}-mJVcZrjX0P=#~-w+93E)YXpi&<;eY{&Zo48WQEWSBr9gOiYbCqtWYM1H6$2 r96Z09HGWOD9RCHLzHxhnWU}}_{aYbQ2I?yCK zB_0g`-BVj#2e1IiEms5ps8CApq;-9BkIY`_GK!TmVCkXI(w)+X5|^e~J$ zN@_G83SLjJQ}Ca@VCBlmof}hQ9Jya0+r+I^@s>BdX+vTNjv)H88T)Y%wY0GMmgIi?mkng+mL*EfIy*gr+(~-Er z#zzNEn5Bu?YK3E=hd1IV;OHQ}ytdgQN&HmMkX2Gu*T=5T5oXj!f&*Fk{oJXeywF=B zV>EBHP*d?aRbv~6-3$8#Ewyc7D?y>%kXx z`=>f7H8*)oUQU^9G``pXYf%^7fO?7B=kbg^r@BMnw|YywEX zJ;hazIVO=5pJf|MM#-~&#YKt~0U6}6t)Re&AN-8a?S)6OEawZ3@21=lENkHO+>{~N zz2(Gbm73KtB)fNivWKWv94e8mcJpotGGD8P^7YlU9NiXQBR>{%5JoH`Mofxz%xs+g11 zjz1$BSeV|2z5JE4#Eq5HKKuK*dV5m;verKXz6A>!c1S)KeW z8%?io*-_&~5u*odOol<1s*ExTITa&FPDW{k+&^QHN#!S9v|~RIAgU4 zq9fddbknYktgNuPu)cu(EIESLI8V}XHk&I!fmzmmi`4^1UMmoWL6y|1?fH9k8yMlH z7r9Q*@_Qo_|CZ3I^~H)h6Z^iHZO>X|Ywu>gXj9m1hjG#9tdbE4@^E(Or$c-@TQJhK z!l+*GVwrc9U8^~kb%psk77b9`TDnngy9(DsDW`n-<#Qp+DgqUmK5xaVGWaL1*L#ji zvDgTw{M-$`b_rmS?rP!fOp)apUL92Vi?ZRYD2MmumJe=aboKKD_sXCA$_VG_i@AnR z8-f!28|f9}?J{e@tE|7(5Hcv+~&UUe@GgE3zvm*4%ItXXxiw9!p+~ZH8YTt$O zQ`;04E^PIMSkq~oZBvhKOCASmxv;h><3F+&LR{2Ktwv+O6V`E#%3HkmemUvAt|AX` zTUpz@c$--e?0vDRKG}8|IJJIM;&Vd+VTBR?)2J}nZ^z`zCzxtQpY2Q6^H1yWj$6Eq zmV9$-XK2&ch~V_mlkR%-#>;n0sgnL8Kge(ipDytj23M|P*WB@=(EOYV&jgRP?g=ng zoauOPF4Ok^TqM*D7GzP9qJZ5c3!^>3^lU^rw3mZ=pRWOyFfUo(T=Z&`#XKfo5Ixf^ z@|cphcXoBw*`ii|_u0yR@Pk!=T~vC$mS8^29x@(WK zY57j&<$XZ2Gx$Vk&Lq;WTc?@=zQmW{!YpYXbf&q1dl6urgBIOFHI4YqJU%?nxQ@@I zKNvgtX~(*&=!Tyq)$KIuUC11sQ3a=^rQmp+9WLvtIe2n!E^&#lcVipn`2&|CxVE?6 zu@jT+!6C$%CE-wt86q$kfp?oz7&=dG`C9rV)uGqDsnW-w}=8y zPVLc|b`z|l2NQlSzv6lcAvJb!<#@Zn9y|lZJ>`%f|Kmc@U6B}Ov#8BoKOH?dX3oIx z!-a_u%3AdI36+wKVJeyCoakPptXEbzf_@~UE)iB1u)EN^E~Xk2jd_7z^CMl0D%Rq| zOD?F$+EIzNQ0bcy?bu3P+Ap>8suKvX*{(5R4qthH(EYq=9(QR)d@kG}uylHZH(UDz zYV0sYXIR5CQ`G%E;(OSNVPVunEzv?;i0^t6LGZC0QUVM!BB7wam*B>^k5!?5xqWg~TrPilOv}MMqcqrM#+&pK`XVGwv zV*0ApaIBlrnKiDbvroX0@s&|mZ3*v)zxKgknVSqX7M~q)fk}=d7k|ZeE^@{YlV$Y1 zn9=Q0@W&!8r*!Ud%w&Y9+dHk~GQ(<*rMHMuDuC%8he2p`n$Y)IbJd~`QJIeIAn}tL zS8}5QuGLkJ@ib*%`JK00KFGVHD5jWMxk+nG4FQs!BI(e$b67{ySfpi^mcbZ(Lxj z7RITgti|Fc;aY8|=~^)%ClC{pS^UnF4CZ87k}sm{hH}`mxlQE5+K>!`|7ChC#ed9d z0lWc90;F!mfBG6CPEK(G)i+Ra^e>OGAKI1r2{p{|5Tp{`V%KYwAlRL!mG`Rsqq+`; z1bS>97%`OKIq+CkoSS}6jx|l8J}i(~Er^#b7!AgNprRaoQj5BqN|FY^YwbTpNaddo zRxdsL_T~!=O^oM{c}^03?M7m-YHWP5dAGUgKlXvaqi-2k!OS`wr}ys@TLp}e-Pnc6 z?ae^l>cLH#?EC_r!4@plJGKlX;3wkV7GX4AKsVwZQm|tIg>e0Tb)4bSDk{7?!wS&A z7>K&`O&XY-1rCtO`IHb-UgKNh;g@OXFT9B+?wtepUSf8aX?Tp;P4Wh)_0okH+++Tp ze3>fGkG@Cz`PwTOAc|0!IKUQI#M&eMeBBs+hv(Nv6nx8^!sct6|F%Rkj8EbZgEXiY z8A=iszxL#9#yfnw4sU?9PCqX^3Z z1keeA>WhC1+<8rFo#zLoQ9OXmGLGQ2@+)~{t3ljPstHfKwYj40PCJQ z3GB}a)5S21Q8>`cr_+I8{FK4w^Q0SdA>TV+Q#wHM@P&GrmTrGQ*!M5nHhLW6=J2J{->lhYK&%%iqhSB z*ZeaE=FXt}W3lOis?9%%g>rF0rFlJWzChnnNR6W78(01!a)i0J zTq|iS1|$pPFRsOO#OY=8>_57ZCwfkkPhjV^r1A?7hyh_ihQ8{WXak!G0~xXB^CdSM zpFF3VeZisZnA<}*kuZ2g(IzU4XWemADJAJ6)HaRvF&HNLzc3P~T(fe;x2EJ4*uBX5 zh!$BMsF5Uct5e6C-bUbJ8=lQyCwej+=Q0yuO(q9{*HDAzwq3heW@x1Wfa;xMPWGL_ z!L)}KMc6N9O%8uuj}c597aMNvnL9*ZTu8g;#x1^np#;Jd+=iA$>M#gC*GV4WAa{uw zkqOe)NiP))kHHh)M4~xp>ynY1<$NhLOv)@SAGPr(s95k;+mFZx6~U6GinzZjZ-v1p zos5%P(%w6~Y&c`(_X4JsvvJ6cd|{V%<4K)siGK01+#D!b^>NZzy)8+Kf{aZ@wkWw1t`!6u)-g*Ifhu!A`*wPsax*sbcTEf2F0L zP|WNeDni_r-2=ufrSRjtt}att*L`10om^yCF;m)NpRV6L0yex0tK*Czz%COF7y7>ZC+oFn%D-P&#*%;>H;n(9>trW)98UOHPZ*c$ONF36r(w~jD2 zslU7zXnCXWKugn@Fc4V*&QmQ|Y)n*^{G+zcm*R^xbOSAs9^rm} zereFZY5Z#R~`=dM$w}9}EbvGdIcbmg_01afbX7#Sd{hPs+ z^g%t7`qMDC^yTf%@}aPJJB!~ofB1TDRP`Fg`dlL!-|EL)x?iJs zd~Jm0hon^lYLfKhryj2*_M>t_2sLdsBu!Aii6^M4Z27|@uoAC?v{1*-R1d{H)ecX= zaVOa3hvH$7E(N~R-+bk3*&GkFK_^>i>wu}Dlc{Uib@ScshRumvBw}kxaFsl9^mNq` z@BFDV1<_P+^V;Knc$K)`%ir||=z9w2&0Ps>nqNT7;{E-FNc&uV9aJy6i=5d#5k?>P zzFyk8`gV~0A1eAsne&}m5-);Ih#%7pgLFiKyn6~D50?MK(bw9__GJ$JGSHDbvsED4 z;6g6gptX2PFf-iBKE{Cer#A}uTSMivC6~1 z;3&!Byx&k@8XA@pL`hc%5t*X0iE-g$zi|HqiNFI)th}+J)fd#q_dj6LGJ5@y+1pw! zFaIH;CA^?n)$yrp{_T*SD38AMNU0TI92vF#VB&<;yS8$gR`PxyF6T zlOu_uU)hGaqM(~Ct?_{$cD}dxhxbbqsXUggtm7{~_Jl_eW~{@5+vXNMi6m7WJl_S%!{=|T_*Y*GA3!G3T$6XN(k2E*vy`~NfpL%rPcwWu01-(G`)`)IEy{qCL284_I0OMB2oLIZU7EH zeoBdhDRA`b`IdRj=1Ww+Qn~Io0^k7_7#g&we=Wu2^#G1jJG2bpcnRNUWj_T8$*9s3 zw!bIK)hzKYtuO6N~`p*YreZF$ZQwKqplRahR(^W1s4SuwhMC>?2+i4STrs_raK8N4-vR@qaN6 zQjD-tf&w(yg`lY8G>ZDK^5VQ1{)!p?Vgf#}oysE(o<*$^q0q%{G_#04xR)tBBkU;Z zo3f!nNd^T`udK3>>V=&JwhC>9>RSK>6}n@!)?n&Hv!IUf(w>RGi@aw>{ibp^~uYM!o zzw*ko_nHvmWbO@D&Ix#wY^G3Rgp*s{Bo^Q z@*e%Fb$>8{T90)+0jKqzjg0c3Ty(J{w_U!mGw4IH3Dc6kwa-fJ1!k~ahm^y>yc7LW z6;yzPEq^i=ed_r^`V3oQyron;wUgVTY{jI(ko#0%sw$KR8@QAENz6vfS*xZ}>uU!~ zpngS|&UoPQ?2wzC9=E}8ajzB;ibo7Q&F3Z`Omzkx$IVTPq7ndazl`$2VvkY$5T@V& zo<0K&Cnsmuq@P=k_-yRIass8ekDgJ-{K}ZFumKI@m{}Li;TOS<*$2O*c;?9vAY4_z z(@1BlmFTTDovjKQMiXT!4S<~d>@TQ9tkWwiwfOc%lL|M|_GUq2e@MoF@i)c9r37kN zy9q*r^9^O!WsrBhw7nCu2nh6keK{#bqWAS%wj7i7rGz9%F@8sFxv5S_r*J}iMpj4m z(*C^%Sl41Vg}3pdJfNX$a;yp6i;WaK>G;f%6jo0G6ony6*m&({%0$I-@?f9LA&H#pQhD+Minjxlo8 zR{xR4e~b7B#{WUt|MRfOZo^gMFr?_?Is)YndNQJEyAjrta007Pi00001nk=8c00002bW%=J0NIJ0 zr$_(*9)3wgK~#90?VT%dDp8m3f5}Z zVm1Vr5$AYLav=NeW)p^^S(yWf@~V-(IqR3WyBbS>cjeWxd-2udRut54PUqKaSia2r z2-9(_nE8Di!Uf7BFA#D5&i{V82p}C9z`#w`7vLG{67BmG!>#Gf%Y=D zT7LS4zn!Q+b&jGXA4wBLg!YF78WGS9h8@9d{tasYKoL^~Kj#s((gMjR5as*LYM#f# zFbVBsGMl`>_fxYX+9FV#e19?{?;uVU@H+WEBLAl%3jbG1F9y>`uPF5Q1O=j5Btv@D z{PY!IIuCdL`#G5U0q53#cKeM&zTTV~6s7h}5S_jlqCbb1E&z8|a&v7rZYgFOex+tl zEc0ofoqX}3H;B0{uYXRtLb;+_*_LK00VTYj4oX(4lkTk8@Q#JRc;YsX;P;*0!2KP8_F0pDgvzTKy)Kws5CcK%(ZsWQY~=ZV z_-~2i(=dOuUoH7;tXTQ^9rnNf%d8;D7euor%G&g&i-BJKLjv`3`USMAHOx020^s+$j`S5ZQiJcu%^Uix|>gOzBX zKS@dEc6Rs*#UBkHm&-*WPUWFERwx%s6%I0>i!E{w=r-=MvCBZ94j2Gs%Es5dKX$c& z`ZMjLX-lTag|9@rr~x2+1cp>wM-Z`#$Up!QWZGP){MSoRafCARAY?zsgg?pVBjvDa zt6SHn4-FHPJ3ESUe+EilmG4g0L%oQXU8HPRAL{_r6d^(ozHGh_#0Y6P(?%PC>cu=& zmJ?GEY~^3cIhFH(GW_zeJYT-btJ+$S$ecC)p};nun~xn zY|D%E{EgNWCCP_E(rkj>v`eo8Yy5LZEiPmhbO^uR2$c;cwq zry0e+oq?Sr=~N(OY=2ld>H(lkr6pqyW%jhPK zBb{Y#>0S&TGYuZBD?r{JUyJ5@)Xl%hrO%78s>Hoo>6^rG1sz8ACZFFF7sh75p@1Z@E7&$^8*;OJ-!C{vcf>ZO<7G_xwGGoY2! zF{lfgSu4SyV?KYv04yz;BbO4*8Z{Y$&oHo{1dNl3cC{|xZj$?#q!|GVg?uB6`8Y;w& z_~dII^KxCL*T}QstraL+J}+1*vo`w2Qlj9Y`OM`=WGl_M|sox*)h~*d7R)_KGEF zQFOkW7;WTc(m-N+rANn)Z}Y#U^m`dKINxgN_KR}lnPnhTEXpI7zLFX?i7HO4Ru(CJ zC1e*A$%wnZvmFIZIO6Sa4r~E*!4?_Jjl4eW0O{QhAWg_ARS3Kn5e%u{V~7ED5na#) zLkx;vx=mZ^1KsE@EnFOXimX79%jUHtE)qPW1eC4^Tfah)=l12xQhACAMHBmtFH7Yy zubMfY)a_Zb^|W+{IYLq775bl!@#1QIPoK2borB2b*}25zKqk}{+j9=!7aQ^AM zm|hd1E$uqbeWYuk8}=60(+6DqiE^B~j)bQ{=#dEGAR1L{(SdtD!SUo;qq&==i6(1p5`o#?s%brITn zk>R&8r0yi+Ue}#S-d0pwFJg$?JCO{j-|qnFxoWdOvf4pzns4B5vo@-kZ_X5)(`f=ZT;~2cie@l=gbZ`%CNR+rYNgVfj17@C&gjt+8UC*N5%W&UtI^kLzKjLROhIdS`Jb*jmnLKNl1?Xy*JDyASg@3_SAXiu3wX5i;m`SZ7Xe(Oo&pa$T#~0BmI6~3=`*7a1me=a82%q#(A~#61gJUort%Rct50n}M z0w!%Dus*x}DTpq}j+-9Zmg^~E9fzg;r;YP^2=`#d{Nlz|$X)+X(z z72OPah`!0Z;Hko>@VpO@d>Fb~k@uW(?KOwz%taxp+j#L_$-7lhl6Z|^P#lWrBF$zf zhfv=}1>jAxAjsR`06CziM&{A- z2A$ZzPLN*6L-%3g^+$&+GLXJqEW$wl5JPOiE*2eAY3_C17WCy@(6bYyBhY$cTzt7k z<>65!aV#-#EXZ z*W;Z`KRuBoD&p78IkcZExEi_r>>0^s5Y&6YN>!?og_JOOFIcH0P=C*ns@$$H9Udv# zPY;(9j(nEH$`kYS42tGtP`|W-6m$#?^#n%4EqZFq`)9))a_nN!pe|+S^u@C-_jb{< zrZ!}NUDO8yLDuUv?lpwS^HnS_PTa%K`PS(B$*4 z@@}~aQh8CiHwr5GoQx!ZZ`qz8fD^C_lO>N^?J3;VjCH0+XFfl#?r7!ZJ=HUl-fIAQ z7XW9Fh`82OGk)^!lS-NQ#k$AB&uS8yfSGv9 zw9z6S^*waB7V|MNSf)) zXA8KzczMluHNL}JS6sL|0_n_W%Y>xqzCWY>F`C(#pX_qfpH(p88Su(!{G`8HV!oP% z#sg`Qe!w8L@t6id2Iz*fRyPZchgVC?S6$GlNtu6Z2z6at1LImre{+(hMf$p+BgjA( z^h`sjlMsViNq-w4av0(F5+NcDdm`0@9tGI;*_U|MOba!5=aY>1`tqLjr9ao=KCjn= zWAHsN8P1u=p`lt3hSVL+Tk#PbKWO*5Zs0mEZ6b9?TDUKNgc|frx`>JwirF<9hTx6<-(=8txh&;A>GbR9)9aS z&d&IkNOPy&srA6bG|wMz?7F#Sp=)OK5lCP{^#U9RErKYc^;S^#J)qoS`hDNW6AnOr z2<}WeD3tk%QjdVMws+i+oo=Eh#ccVN!e{=uh>>%Bn zO~=Pv3OivYr%$x;FIwIEZkDgdvPpMnm@9iGCH?x8fKUh@vx28%cStu9DTm}Q^D{gk z9BM=$TL8N=!nYK13ve|pV9nSauCIu%`BBEOJET8|JV2QVN5)RTBu1uWpK_6B%Hk<1 zXW{3L@E?gwyJXd@l9tIkUb;$F?My&@G|1-dzw-l2tln&a@AVF@wD2#arYJ! z$}u)P{hpV>$p{g#Hvu10TY(>-fu|n;XQgr$mS8F(dnge|RYa9L00{)GDWHtjW`f+*(^{i@rEGk8Oi4RbFbux+}A}R%5f(mj`xsk3vRAgHxe9MaQO&0 zs|gDTHjJFQFL;_PsibD}`NB;^sB z;*mSN4nA9RNZ%ABgo|FtMhBl097SY71Zl%W# z+{8nII@06i^tg zY~E;Pddr@#kIeOnyQMN~qMU3tO~6tRI721PynlXPq1-7r>25Zhd3*eMQlT20D2P6} zjW1G`zG8A5dEkZqsOB+z=ioaq!CLSKSk!~*5Idur3rY=rcyx>e9c#dZ;|F>`LaM$I z;1yEr>qvWQmU9rlZf+Damk+Y4d+HJFjvhV&*2|`yY4F=e>|BrUbYtvXSIb}Kup(k7 zeGFUt3cE)77I7ebA8{ak9}&AC8{?VQxJi!>d)(l6g7kO{6?TC1x_fu-_?cE88}b<) ze_yXBu8XhG?&U?bwT6}YbgEP|(K4;Kg0n3lK-T}Y7R1l>P7)KbQ!sj_)l|yLbLOh% zP_EgpTHEj+Kk2V6LDIRW*7%uL5zTGh_qwZt_J6Gd@i+Kr*ucJb{9KQS_0Ix7h3gx@ zkKy|IaUgvkaUgvkF@tp1D1Fx9iyw{Yq}%SXWv#oVs%#t6=k;<0T{E4n{9lRbT<^Fi z2!Ac6lb*Jn6NH}4%r@bA_1vuEhZ%xw(Xk;}o6Ssgd?YR<+j={je|}{Z%oyQaBbBw; z%tS})5>l!V;rz-fm_fR`a9*3uOmt}AyT#ZXc2cCten3Yan16m{73}7s)tyf_JFV^} z>08851u}8|~zpQUL0+^Y=_Ob2-Wejj~kam)2|S3bG#_t*5#a4Q#v!<-I0f0F|vKYW-8 zqXjuq6^s^|1?fM|f&R=b{YS@9Un6o;Cf4hbO_;Rg5E_caOW}TfChDhNHmyOk9^-4+Irja8{9E7$}eqJfVQ@ z1#g8U7H?Zug#_IO&vl9M8!?BtuwZB2f4FoyvG#UqmrO{edN=28Cq{AK1Ia?;;1c`qcO)4y zO2g3b1n}^-58+wRk;p2>PY^ zmzg*L=sza!*0-70h5Hx&zC!lf5n@u%upnVRHvI?Pf&^x-efQV>?19)W${=VO53V$g zR_*`orC#f~#Lb#|dQ2Xt;>8h)u5ttXmp>P4(4x`8)N(Esmd^SFEaL{Yv=6iq9avmSSvrL z$z)!RMhk@GOE4#I|Np>r80vU^WwF2IUCLh7|8h5~MDU|=;dZb~Z?in_?W6mVhPiu@ z$$5VNeO+{e)2mgFTRk{79;eEc1oQDOe9Kx)Z9p1qBeNG2!b{_Vr4RlDtnF&~6ou2(!;%L&| zZ>=&a$j$#0V=*FpyOAjU);FX&{J(!kYl@@J5N~+bEdZ@{=0EV&GD#)#4E}b=ws<@1 zH#(#`P&>C9-xi6)P54TC1`bSLjOmLX^P2y0%N<99xiuUFxk=cMJ*SuX@Q>|J;oxKn z9}zm#)=&5x1i49+dhhDpDh1x;=bX@&>yFjwjU9qb>9wQyK(po%? z^q2LdVXn4?t=RXD* zdFma@^C3Ap?X34DV2H3+?);? z-?eju#LeYEi_!VWsB*@CJC*d&j}paPc>FUKsfE#7|BT`>^!a;bzoO3Y?ioMA=(gQ* ze(o>uNOIK0K`nFdf+XgM+V~Z=e^JadsQKILAv~Y+k;a2x!-e;`k^=yl)%}1u9wP(B zkG|*gC1HTxG@yRV+us~n_)pNAJSxzk(;)e9NxD(8NF;8w5(v()wJVt7<9z~=_#KW_ zCbKo%C*%(AuJI#0_i7`SP5YphpXl0i&9GPC_b$Mn)9qa1)jNfm4Lz*+YxzGpo=@lc z4`;W76TmTkBuT*G`2=L<*6|Pj3gb``(!zfQzkx-Z2macQ9xAzw_VwSxZ(tGS%Bi(2{TmnX?N7B6Me51WR_DH@s%YsyeK`A+^U*1JUos!?lZ(swy zVLuuVm)=Ijpm2BPX=uRzW9QPNYfT~RDC)3V-=>z%o(-OQsme!V3kD@VffBlA`IV#F z+6^OHsY{?io_-0;uqdb5R(6b;sXXmMs#5M`s%L{nAyuh9cAmeJ4_nmQs436C5GU)V zPqP5h-|fqD)qMob>RwDLpvLbsa};$>8#zmUn~>;PlhHPZkIXWP;82%+hszWk+3H?^b($d*8qlMPI z?~&f*MdE-net((CC+@84DZ#VTPe1lM8EHqb{#%vXPd8y-Z-{Z8#|u$_U9hz3IZV0= z95Q`)HBH)g5QxXmVT<oDbR&Er8FtYJ3<0r`l#5>s$6jNA}* zwwrV4>3fNN@9BGa1LNKca_phcnZxkDhd3~O4{>1n9^%0CJ;Z_Odx!(m_Yix(WZTEP zR`*>wGmn`eCmVl04#T^PuKXsp&c=c1E>=1hXp6B_SWGw!@1a+p&b({Yv(xsS^!jdl z@qPP-gzXLvf}9GNG__kjAe;A$+Af9$R6}cuawn5L8#KOCm7&>Gz#gi0PWLhS5)!sE zIP`Sa+eZov_v+JL`_jK}%M)L!eMw{D|X@h%6uG_YabWr$;=uGh z#8ON*q#gJ*(92U}9PVfZfLb_{ZXDD*u`X{`ddM{^NiB{bvgP z=RZIH@4u|QW(RBx%M9O)b`Omr7h%hUwYf2V~NXoIKI0 zL%)^X9pBv>gRS?@18UY&tWmH^2w=IeWm*Byrad&rjhaf?NySux)TN-cN-QC@Sy9S5g@W^@Jz307q&yOCx z_pTn*d(^5mYtFe=gpz_J5u}3^=0@oC}PqnA$x*tirqJk35Nyv z6F(CX6CX0731mb)i#>|vGcwLJKDh8Q5HphkSPZbXUjo0u)dyEyBCwzfi)_OMLw$`$ zh4{;s*lkaH&!GZR)6Y8JSE3mo7QIT1rl5ShRc_{}%GFm(T|BLafWo+*#E0*^eEF(4 z!@mP@oN;jJ&fAke7w~)sCA0tmm3{Q}x*tP1A8Sw3Tui6rO*6CBt4IF?WmLiE^$P-7 ztBU+!0YrS^_^wH312Osr5JS<7Oj(E*PkdpU{TYO+6lJ&5(#og9C&?e2N9p`^Dk{di zw}cfOB6kTM5V9rERe@=+b`Gm%C%U?sv%uJ%@`MI`A!Ru~c3dej$KV?xp&wsED(uT4 zE#@Df7bZ%q!v==~NQ4@c=-NI{j={i90Q?}F80JKkf+yM&(pMDQj`*V^|8Axj_kAB) zB%#BO`NM>=ujE^J7-4L4(|$^lO_&5nmEYxd9NH3OdH|H?yB4H^B#TpQ?oh#njjJ%O znS1|n)*q$?ziU3N4X{724Iepd)D;^0W=pY^NkM;(!4xkQbcN%8?#zq3lbV!4#rM*Q z@jlo)VtTp~aeoBi2R6oj*EtjD>ImK^-B3)1=IMWW9CrLUhzT_l5Tu zBw``tiOkAXew7`OBkFsHLJkUM0+SLtCN-z-gSkpEwT@ksKcs0wKu#6`kDaTZRxX7v zjVuF$FH$fprHSj0WT-4_EDn?`A{4$)Da-#Wo)oY4SM=5B9X>d407_fU#Fmu`wh~Hs z;P%yrKj$Y!A0m)f$`p)c#;SFKVgkaQ1f1fe%8!DHRX=owFN&V*WGdxXU(*vvS0X8^ zGH8=U@lXoVEdmyqA^MqR%a>Q*VkonOQ`YovFj4?^{J`dJg}24mzs+0Ha|eU65b*(5 z5X7~O3K0X()s)N(1J5i$Z!u7sd;#D4_6Ny}&w76bY)i-c;{^lVw*?~1+Ww0D(lP(3 z&vq?M-Y?M0XrunVdl#mb8aawlOb6};O6(uBa;C<_9XBIaD=V3vR&ahcmL>aqg$r=d zz@?j5+;1s0=rS2l16-PWV`&dDx}dFfaDqznlh79={+5tnh$t`=?l9S}+ef6|zvsm< zK04CO|$bds5%Y_+1zk;f#B%bPOr+z8Q*k3sq z3@4K(d+`_`B~5g2RY~T{R5j%Y%Qb`yY#jZe(6oVfW3kscFBAiTqgNYGlHe4b_4Q! z$3%-Em`r-nCFQ;@_rqvHc{fKrj`lsYKNtVKyNI`7$&ls|tzRa?BtEIvj$K&n7FXfk z&)p;lNCOW{KQethirYq*TzNICtDMMp-#)`6;m2?QKRwl5EEV|yQY~{SstToov6LAn zx9X=o0J|?IIn9Na0cnf#=PM!q`U~*7ONxHE<6|zbFuS|(+&^J-&ol`BBS zHlP^D2xc{?Ge9Gg!(t%@WYf*)dT6pq4_1sa4giPZmas6k&(Pq zQrd4I)f~SM)TqK*?8HBiUKw{UJpmd>wqg{!y4>_8nfq67EVLs; z^2P2+jak_kZb5Z1P}-G{{`|4`UpP_32C%o;7ecwSUl5IY?;%mHC<7kQq5Ob?gYtk` z`C*d4GtqoO(lCfx+Aca>v2}1dzzkmIN=z>{R0g0f{)4~)#-C}WWXzL@%Rjk&1`rMX zGc|`C?$*Z3NI^F6Dlzlwiy{l_i&wDL4Zxg(7o(sV+~{j?+PTwEQUZWQ&ZtzzYp)6GE!3`e81{9Z7m?%O)}bZcl+Pm z{}@~q648rPYyop44hVl-Wext0CE-garTHorFJyPLZXMN;WA=T}P9XDbGS4x#!pMi< zYeK}##;F@-qO`omWE(t$(Cr(&o}X9SYon*g$%pN-%(Lo&MhW6klwAj!`qVb&er=IZ zi=Qn*OXJwL@S75uWL~tXH$vE$lOOgH>mcs=c6vzaqY;|1fQnsOq@Q4k!LWLWEwGSZ z;n0J(rJ+a=`LK`MdguF~0aDSZis9Id(l`_(+k?5~Iy1wDS3e6q19%}J1h26es#@sQ z7wPX(n@zX!e82hX@Gf%E654vOWiSU+g2v;%fEl^o;ib_?!y}b8I{d0|s8IPyOTM|b z_0jjfCDHn;G9Q10Mt~J|5 z@l{gWwdr6RG{8qvz1h2&(6?uq&L{h4BtPve8n;6A2dg();S*BEDdv_eU0y+CE8?53 zgg#{PzfAGn=vI8ROzxGNuFDx3?IS0UUgT40z!5=L;TJaVjDXj{`4%*GJW0<86&0=g zxgSYrp!B^BPb1~NnDe96`RlM>C9H_)D4U-w^rdhu$h#Qx zAB#HRv~+bbb3dR!_p-y2eyvRL%xDcnC9O+m{7GVdKevm(pGjG8k+u!TZ`NGKFNm%m zPO1+D6Rg-5JUBsBjs;t$vm_PuNOnTUCzlrEWZD zC8^us4!2Xld&a`qm%^%^l{Jj^-}m)+RbPHF>^HNpql*NTr@DtY6cPcaGuL4dA>hEZ zpf-V5xRKY~1K0$Lvb(4WAl^rIlq!O26TL0Q`nr6jg=Acn5^#34qN*R}i~LISn%tdc zrAlR?BEm@&WA0H~kn(DxMVeMKN4X?a>NXlmYK=PF>dCGUPBVIkqD9lCfzs<)c0p`z zyS#1#LsiHkZ49~PtwpxG5J^H%y-|>Y*ZwnR(c2+&;x9M{H-LJ^ZiXt7b zlREy04c_kY?y!ukA+-~-DvG-Av7>DaL$FgL6lb;$>zn;$t2A0K;B4_J?^8^W4ud(Q z2$}{vyJ+sFu{pQtUFJ_I9uKZsfE*_UzMNdoA^VB?|j;p^fDTjP8K!;CWdF?7Es zpiUyTtNsK>-~`y;{}T9X{(9OVbMB#?rD1pQ>SdWn_e=B^Zqahjkjzm0mMbn2F{_c;gH!N5W|9u<>p326?MWzH1ThQq z6mr+oBVkRvfi5)Q=L`tE4{5~sNNj#r4Ao6b88g>EK3=$__yP=w#_#H{VWR~Hm#q}c zjHbW76{ZW>=i^R6%F+QgwCJ?e2~&{@XF6|?OK0*%yRhkTkeE{@H+pD!j|*Z zZa2c6p%0Mm4m8N#X0?LErov$!*hK=!xl8NXED!@c-&?{rQ^;+pIsk?^wh^3nL?Kl4 z^IuFCQ|H>4mBP`;2uu7A`3I~&6;<)VOaad8JF%wLc~B14uwEhzMo$M7>+DtcnDmi z*iXmwwlB;DVLQDE20hVN(DX$Jf>reb{;IL1TZoJz5R}e#o^$9ASK)SGmXA*0*bmVG z3YES=_DBocxDGosbDrni%hBb1>dvIm<-8Tw99;{qj}TPDh6VUxG1V-wDR1W#3?FeF zzsq0#un(L0S((3f8r`?Ld!{9Txg*9~<4Ds8GtxM2ttuU`xILT)W(|D>SK@{$4MWz{ zf>brt+NQDzIHtfEMD2h@vviATP^|RP?19w}=s37);6W}@qN10#YF;}9cqvV7bDbNt ziuqe2?Bb=Q3Oz!F|ijU0MYa$7_i8*}K|wZ(inG>(A+%7q^kU1QJJ;=|YK zhmthuuzCIl{0ehCj@LEnE6X3}d>b0e^Ov4+Od35Ir4T;Bt9P|UtUt_?@a*%uj5v^n z;h7yM#5@uL^{R|F;H+-w!V;iZ&!4_zP{a4NI6+nsgN}Bj6aB`Us7bt+jVEE}PR>0!|7K)p z$>k49ch7gpZN-6WGD0L03;CMwNKsTadJ@F4tBAWCn;?0T9)uv z6s|rDRw&R{C3I`sehU?VZRSrM@_N*zAVrCrEas`3J#W5?l9aTx}8f@@s zx7IEysRCI=j?6yX_m;gK9G<<+BF&AnI>W!)c(yb{WJg4o^VwA~T`Cqdgo9o9;)L;E z5qTxxYu&Aov@M5{dd(K4yr%!l6nWP>m7MMe1{s$rJr~lfW8mhd$aPr!SQVIZctvGfgEp5eI_9A<(3Fi@z7$--+(b z`Z5A%^M)9^8Ko(_*7m_}n6c!y4Hh?G;%5ekIKNpnY$ZJCW%l&7A>xvfkYTVNaTz87v&-LP(kd0ariLM?^hfWi8Ut23rGdn zI06H27a~%wow~ksD}yV1$*`f{;ZJpQzB9tFNBwySsAZLoxvP%|%BW(h$yA^zWk)}N z+E#4hU${M33?&~4kFh;0C4hA})9WbJ(SL0_i{&it z;&e47aRmPQ_~Jyxe5ppDgOU?^PqswK^->9=OL&1C9G@YuaS;_aswzWoQy(fJJ>!Yb z*-L17fH^a7Ji!ky;H>od>r0bL}&wvF&?L^GQM}vhn{toC>xe# ziFA#bnEzzs_~6Y2wjZI2UGsD^((B?O1g|IL>`o#(K%`awPv-^)bz(F*6CV1TK@#*f z+3$s$M{>8ejE@NVzK^H#mjDCvasEmnt%D`LEFQ7v=>)e4w#vHg{3=>u#oCxrJ z8`%40`2`cjz=k#^w^gAA=i=b2N1WLUFxjvJ@`TM(zPac!8*7q>wccW1ryJ|i?#cLF ztI7Gr_%%D@#sNI`eQB`)mwu#!ivFNoAYJrPWH{=Ws;l0dyn;r{S+NACP}6LJwD1Kz z1Rqs0Zp_4A4(T^zXAql#Q5}13z|go`4>JDCT0(d8w$&s`P))qWMChNz6SsLTxo82- zj2av(=ncBJ<47$rr?tIlJV`}QPN7B@QZ5pR>li&lz@e68AzRaM-ih=B`O)xJ_$S10 z#EEt@DB@My4AIcGJw1f7_u6y8m?mIen~+Koqh%@8L=ipX92Z+m4`LHAYP5L{$I=;T z6+S!ZH@tgCj);Ldn9VCurqLskVQ3!VV{ob;5QV1(h^SST#)prEuqH6v*_qM+^5Mkb z%bfgM%k;R=328A~>?vltGa%!h)$``FdBJ{^mZE+am=Ar%$YnX4w8>iHDH&&*kbU0l zB6xSVQ}~jU6hp$)J@dTNh8~wD)`nVqeYu+kKtxNUgNQ&4jlhOyy6yvTZXxCJEnmTl zN2CRlO40E!wv=Z%#9%V|57gN^kjpjOd5(Hk>z}3i@ku2m>lPl&r+!ux}_w zn`i3$j#^29$YIlp+y^%!>O9u<{U?VZa}r%gwVbzi#J!#eR+QYY@;FL5FvH&Fo2W%&t$qIrYG0luT_;Bfw?Pu$=`XVxg`3V@*Wr*qm&-{~`81eML=v56h0b zyn9jmHhNM=px6yLfD)_6CyvBWeTweO;?r68Xf=C})KZNm>hU&zypfD^(-4pha zXluFp77-73RODm)a6apL$s7>%(XFNSS79D2*ZFrhSRm`ALb9NbHF!Ps071?sGzF*q zR=~&k2Us@j^YU08$FQ2+UTo8oT8lrnGIzJM&6}y}5B8Wm%Cf9)C$0X1;xMykQ}TA$ zN@vn~{dqLtDeU_U^Hz$2f%O$@qT~R2Q3&W__TaIRAAy2J4jiokhv}!4f<;SS&xZNu zaHaO%TgpjzN+^LW0oi#G>tz!e5IgmRg}oRhEHLl-$^8U16=T`1A@JB-av17q3ue+lwE2gE1-Y8#ZoAdku?$ z^cTvN;+qb(#Q=AJ0f5X5spiD>0K!IEfLs{Ew(bNaBPRf=OiljaLT#A5Rm67jHOUVW zRKd&Osxvg19+7n=ls?QWy>&pcm=qu9RCxmOS~hbL`t;%&aNxF2sZf?mSknz{M3oNB zQ|nEs!M^vVl?x0)lK*PP&U~E52A|clXps}|iQ^Qjs~ig-WLNo4z$lwCH4u6FQ*u*< zTTitxwYgfzq>_LGD@N_s9%b>J?NUrZ^5JuAlT*T&Km04I4^iVPzDT*?>HeZrn7m`0 z=5p`goJfyo_w}m8#@ykbRE>|=9%U5CQtjkLy8_$$c!ayhg3IyUUB!^CCzIr}uo%8g z_v_1-_)3^^*r@W+;b8v3xzR86T(c!Gb)J8heNI^3)l7%XzbAf2jVsI|mcow$1ctkI zq;?SZ{rr-|RISkiVB<)M>HAh$oEIWxE#rnhfP(YbC+7CkZBBmTjUYBEXC&&YJ7Me& zOZ!KKmgxwqFVWiF2t2uF0~ZXAfO6Pvb(lgA zL32i$CPm%FUZN3pHgI98h?f%j^eG@SrGC|~9N;S%#TtE`bRWz=v(lhWj!%|HfZLbW zMEh+>yv3XnZbEm_l#lZlCl><={6zL`cq0$#gZ>kYeu?Et;`jis9i^ zp@PSsA$dNQ>ivu#Pna+vQPyZr)W&T!e`JB#nN({-M+U#C;d;2CdL zVVq4t@OkfzTWgnD@);<`k-t%Su3thL1&^HHI{B{V^JZx6ZpC5kb-ewoIxOyha^h<& zCM=CE&urd)ngHHqCnH24B_RYWpIFKIx9FJ4$;Us#+F;nmRNt8-IYCG8Wlf*kRn9;c zRWZn%yOu~QF$Z~nG~CbSg{QJ3BRzwOcEhA-_qt=~!rji7N@@LsXn4KoW_n!KXKW;j z{&D-k`}^n!kS;AS?ETEi3xMkL!EiL*5L2v#fKM)%thONQ$zz}VY92Q)B7*^VsBEkq z+WevY4E%WZ=6vV6edFlv+G{$r8)vBTOWwl9yF5R77mxF$Oup?O@_HTiGn+StdGEgw zyE!=!3?3t@@qev%fADeOWpbB}PO+(`93&d&q&aouMKlazk>k+)LX4Oj_&Q8^HF!B^ z%oaF)8RnU&8=)Iu=W89+Ob#~$gVJvZ$0HTYL3|!bJi#*VrAkL%Sst-+H!Jz=g;U_= zI(k)5{BNJ%D^1t-@R{9Pmp8v-hiIH)db~b9`Nw|&ZrrW$#|5W(*wghTMGw4dJWLUy zs50Rl7TPp|G@l}E1#5^~86l-$T?GzhRoZWYNCmCD6lC(5G5fDT+6%DW6x~hq<2fJ} zS*wU;)uSQiqt~6%ua?DH$hcNfAHU|&FkjIubYEk(Da=iH^_oMSW}}W)qR`gX?F3TB zbNZCMM(%}0+i%>2qn)*0P(SueK&z!Ezm6&JSsZ!;{r+s%o@rOwI&O|U`ynj3 z=!Zq%RWx^lR&6W(g8L_`A=+lMarmqEOmo5ixT}Y(HZ=i z+jLM7%j?XZtC+?NKIgGJQt4iXErI0-8|gii8EF#X()s(OdwPde0c0fXB(V|u@maO5 zQzO};&L0+5XH#UIMQWaqfQjRC(!I^!x8p@sDy^~Zf1E8n*oAjdVXL%tlE{@W^fj)t z&Q3xz(z-@{UFm;sQ#74w+sRzsB%*Y1+5J6t+1q=J)1c;>N*>A(WEZ%zB|p_<_|=s? z$2H!0Dr{2qw)1(c2~{2`#!Pnpt;G((R{jQuNK2s9IstI*^7?v5boh%!@VTO4p5-ez z1*e5M7+5pfeHJ_ZbeDlO-U7$VcN@i5ktEp_mKvydW=j zi0~fYfY`Zy)7FAc((`rda-ZJQ`0c8MC^=3F>3{VCxcY7N4!>98fJGr3T?Fx8;2n5c z7VIn9{J-Gw-$+ucPDEal1wNhi-1gRR19RQ}I?VfU9mneLcjoikr2OtZrX|WP%A2G^ zJnn6u@vZWFfM^)+F8$B&V~gM2nG0tWCa2EXyThZ2&eNNMXnh!C;Z`w zw|Q@S+uzz#nzBFs5J9?&@)Y>>d3uhIT(g`JR#!C~#5GMlfswjYLIz{%1W27kOHVyE zK3j=?U|8o7=}g!QnC6hlaJ&eulypzMKK^_fuHt+)fmIm`vQB=%{ttTAlJPfC{N=Z~ zwXJLcusBh6FE5xG4!eI*2lD*l_wC;Is^kL?)Ah@jKDPtDcCAn?|9@cjKP!jtA5Sqz zYm{=IC{KAlzO-1fu1^4l{VGy+0r5)rbk`K>#{IC#t~Hs_*18Q&rJOc|Hj{ikFwb5w z?*Ws<^Wmva+BNM=4&*Cel2*kBwW))utDMDt>t z{p`G6%*O?0abDrfQz*)$3kJhfiu35_ga&n!gZ(bJEBp+u^;q@$-C>hWlj+$D z@P{5L@aeLDCy;5=;>j;&hvsAWJoeA5LSU21U}l~?8SK+PnP2_;=pPK$BuVi_ z_Qli`+4BGTgM@cOcG*tu9HV6YgJ;8n{b6f-^P@+~uju}S=o|vq9rpaz-WP6pyu)FS za=O!MPND>s%Dh`IZE}P*n_dp+11$Aea2o5^%Q-LP$y|)dArSuv-86O~8CW58G}ykl zsfX0tM5~~~Jn@5teE{8;{Q%e4j{r-&JWq6vci@)$4-~w-myM&TYa7q?brjK@A+v=g zkY~fKk7C+r!KCDtBz?{yWtipa#Uoz!3y3O*pfsj!QWRWlOR|z~wKD?DKn2G_?34!u zl*j$hEMdd{F87vRB(>`Dw&M5waT_IAej^{>8}c(@jYYeLAgsHqs&Up0wwRvm!OnjU zPH=^jByruJWmeo4erVwTdg~J6)pB5++5FB^8%svw(h6FaEv<*SzN4&*ef9aTy(?(? zPc(c&KXUp+u#z5N^vME@1PdVjsvBL(YFccO&Em@~PTFF)+ghuD4qe<}+EG7G-HjOU zl2yCvZ`culImBny->9d{S^jkI{4j&*CPZh{*XZ^`(+%PnNAH^(5y~865bOYOn>@nn z*ZlhJk4E@cHZVygZoce9E&5nu#l7U)acX3|D2et(BA3;Sm?8##&q0Bl+EK0MZ{X_WU=i`7VBM zeU+gX*`H^x8wR=u4@;q)xno0lcETF(UFxhl;Y&e8-8e{Mb+xN&!$keOko><&N0?@K z;?+KOBht#%DM$@**@30|QsY*ml2wQaa#^Z9o>zO9ksSL&8xkKkq^2R5UzvT5-0Jg* z<}7pA+?_TN`y!j9H0~w1ecybZ*5oDHn|U#0w2AOcTYXogmgCeUYguBvKbA$Q(k<<* zoCN0PV6=6Rh^{FjpT8COwPt4eBZVu=KdM@G{>H$8dsM}3%xWA#@NAIDtQLQZ0GrB* zf_uCo4#9Qo?oj&7EXK;vLLBZud+Vy!lv4dkE_@x%!gdK6hs{R%|8K=QOk9LvTE>N@WiU1fWt34OJht0(rn;pq$pnu|Si} zn=~e7t=M-6Rt!U|a^O}gx5+o|y-1hUNc>)WLUeP6)CATkHL{g95}zZ;DZUQYVo4{! z8^r|ZTK^X&x0*@raLq_tXOCfiY1{sDhNsi>+1c>GBLaCP=SmF$gn&2wKeif_5~H>2 z0gM%^2-1S{SSk-F#{>WY6p_ro)UkDT2|sS_YwDQ2jyd&Q07e8nS|>KTcRmX@*}qiQu#)5_@riOrhmBxL}Q$HSC_{D7t3uE3ZxHU16$V z0TR&(7Z7@4Sio?;&TzVDL~$vE%(jeL%blqudHvd8^25lk2=>HEKYiaHRXcu``>*=F zviuwLe*kpA*Uc)U^3ML}@rR|e6>(RlSa({v%8Wq)U@)lwsotmW4|4C@YMCP^L99S{ znhk|-tuZce+ZRR~`&mpjb9ik&e>lg~3Y(;53U8RdoC(_icGr4jkC^1&+lPcsD?4H7 zyw;&LV`v{li4S%-StY773+b{v_Y(3#tLj>Yv72x#%rqN=AG?DFAd>ej1k)yLl2@|_qGKHhab5J#hLOP4}5 zgWn!-+Osvaw#4)LA~Belnfe8kQYK?k;TprHE z(cj4yvrJO8y=RsXX1@|T*VyK>(VZ<8X|y7 zZ5QiP+PCW`NUM*d%91cBM(_6OuwQyFR2T(RI~ukr3S{0<3MNsAM8L}9nEYU!g-+0x z(6XPk{idR#AB$`B<&~`a7ao~asr!}eQ=y^!A$h$nNWLZM z@fX(a<~ItsK16l--#K4@&UdjAek=$kw^8Y8iptll&N1Ite<^u7nI1fvHSS#ihV0^U z;|&Kg5m#LwON;8;vCVE-CrF9_d5Nn6aCX(Et1a8!N6+G3?~d~S(a2ZO|0FEF1Ba`* zLv3JjYJdrM3o<8eZC-nhwtpV*ey3?XbA$EiBKl0k?(9_(b-E17)_(m;o82EeXJ_EU zwjm7EIal=TP$_H%+H&k)gqm}Gdxuz^#_Z#B@1NWElhHZ(h%TiAr-aDddx=F8JE4M? zx_5Q8iH59ifoqWs`6+4XFgsBJWwxwMQVN!c6_Spcv0=c~bxGwXQ<=u$>#IQkTU3S($4iS8K{nFrUv zKxzr7nM2r9`%HFcAO=OW%L}hov;Q|&4b8Y8peWIzemTAXm0@_3Hk&MrYZor@Y4W1j zN%N1u{ipTTB^h{7LIWGgJk`w{6tM1(sgnX&+wAcdGX-(W&R*IL+JK$G9%(C*$Uoul zJ1IgdUvN6+I%DJ}B54Cqfh>?Blx3zHeUMZ4R5r)!dI)p2cF@XFF@S1XHSd8|2=iEr zC85lQ6N!Rw5!V`+>@#I`nnQ|vbHRqZ7ccoG!Oa)RnB}KZzGFK;xS)-1&CqV&)1&?P zTUSgXQGKlf%J{;Ul|td^_!j}|CYD4_UAxV|o+<~RQ2FVyjGcVl%hEk$w3k_#J3<0O zAub!3w((A4eklFCMNGU95p}~9t+PYB#|wN)^I>Rc!UWk&#mVhI?j_bXFb`VVhO5Fs zGSEh1wMI|+5?(SNXy{BVP+9xS=eug$(gks{xJEZS7XQAwXLhuLXzmLSM6^Z-cNx1@ znR&t%dV%KZLKTH9CcSpQ@AHiM+B3|xqIia_=wQVD( zw8?}wH2eTiFZZCq>~Kx+IQx&4(FB1`zOkhpOEoT@U3=YjEt9fc-o-ZL#?b_Z50Ur_tiY z5JW_9q;j^i^eBLRBonuoK+$6msq2#$<#fNImFaIPbjk5r(}ksyNa;!H|Em zlt~??fxcVXf2Fe|{R8Lp*;W*#@5e5O|902nzAbS~dqpONTseo0RevIG)EW7OIWbaY zw9ogY-UL%f;eS)B+btHi2x$;WX4-6+#0oxlVs>>*dX4(6P(A&Z`oR~P8tWMD-LFZ{ zYc9uZsU02u&RU*?#P0JEw7!ST<)3|R5fc-mLM5CQ0mTf2THUok9TTw^54+4#nC)eU z@E9vU7@&Ix9)<;+z;ST7J@ z6rSRz&|@whfjLfK7Jwi83Cb7GTE*ln!+Mf!e2plR_!kxb1P1p)e_OwX{fTsjgJ?`J zv(tc)Ry*ie#~W7v!xG0KYLouMBjZI;b+SJSwrccq(P?dyycQh$uWV5_0mgL2uSMF= z9yQ&D`rF#v-e6W|VLR~(vHnTM{X1%Mg#m>)eue@^%p!{o{(Ad)Z(KO=h- ztvVEHK~Yh+3YU#<7OlB73O}FrPRD_eDc|w(9ijtr#74~l@EYrmfSsX)t+h^1-WF(e z?qP)`og=zH03=+jct!9d4jS5^VX=@W>$Clq?Zz7LYe z%0U!I&MyT;pBW>Vq}&;UhT-jgY-5QzP41unDKfMH)9Oq_dIkWWLHcYFTLQJ zFp-kPvMW&I-D`GkWGfs+W9Xhd`fNsLNRUa~oxLVePL+E`WrI<-as#n_1@*;{jq#rZz%U1XcP*V?vR*m_+kVkqoDQ6Wm+i0a8!DriZ~CMX`!u$0dom5};4I?h zS!~F^#lqM)%o-UZtt)DIH-VCppkah_u7U;TMh{up6@4A1@Rb$Ab*7IWd;*!HtZgRb zwm*q|ZNri>c*7WM-F7_@p$goFcBCx}yZ5LzaOq{07H{Y|W8@hP~0*F*k{5p?d_KuI+ zu5L>(>Yn&@mz{XChoj`a{SNxf9l4jo=s(V%AzW$&7aj%`Pz+RUA9|7$=il?(FHL?g zx59tAf>-$$Ip2+;m%GQZRJgn#x6L#`^o0`yptt^i9QS|L&*h9L=zJ?}J>x?^_~B@H z31y=DX8e|cKQ|I4kgJE64=jr688?=bRt+GLCS95Xh`nWLK512Fo`&f5pQobARj4@kw9kUSo$~&joVD&zT);qal-#hw71wssvq|FZYbE zl`wjm?Vg9tWl4xU791=KB?5&+vk#~c%$R&ziaL9PX z$2j^~{dZD4#`7I_2VKg8^6HgO3#|XusN9Yd!u`)itp^2;$xzP}clMVun)%~^E=>j> z#s|2s@xN!`KXyXX*hgIX+GadvdY1 zk*Em~X+ZObw6le=M)KhATGp`h5JFATU{0=E%$HxySL@Z5FgCOX3V1GAk_hXlN(ZY87#{c zdg8(S^IE1s2z?pVzvrn|Z{#_l6I6Yc-%r-SuI!X39j-tnp|y^gSCcECyDa}R%cuuG z33Z-*7Gj=@QwtWKz(_KT>~5Yft@!S$uXA~7<7hXC%*RqB`}YUppxL!MiNJXlYaJIa zbbUe2HOjtVVV%56E6gk8$u;P)h3|MvzQ@t`^TbyD?=sPUJH7vB0qK7l!58A3qzAVi z(`f>CZCn1Kwt2QXMiANQ^y6pzAcuSVZfr9&eh>Y$wz3p)xySh29UjkcSWA$uO}g2J zluHzX1H$M$MU|P61SHR@P--sZiK*5?n}-x6EtkvYs%IT)LC^k;g$%2eAoKg?K4`tp z^4hr#t=E&5f7kT3Xp#gf)=}dowdjO1R%!7#Rkpzf#nt|_qw)SHN#%P@kjORU;?$~OaHPPPN~_6YEC%h@isre3PuT-y zK+e@5kqIqN>7T<;e}@<1Y}RABS;s~ziIwizmD(%M>1=dLAGa{{&Pk4-btd1eXl&S! z;z7gNo{8D(NrwD=#{5PNeYd@qxN5tqWb1nm`?iEz#wyczn{b)V0=LMVB@e7H&r!yh zdT#EXu6L!MbAmM1To1BBPGeIp9U#iS(ipGs+{x9DLiY2BuTw9s+BTA`*$j_6)_*-& zR!D1VSrOOz>l%EjLS#~~FKGQr$e+8kH3&dLPu6$j?5NF3GW)abCzV)*Q-$HVhAki# z$6jnHit*BakIlrYcy+r^EaX!ZcZf}|MVwr;(1KAh3qvi_d#S(tKyHVVmsdD|=|Du?P;w-fl6 zYUgUGP;3?Et{@|RmH=An;>|HxNb_b$_NX1azrrdWuLj2N4Nty6PFt-N;QOb<9kx#XY`6R0<+A_A zs{gZ)_MefaQ9-D`JMfJqrtkPoV?lqN&_4hwUNhgPS;&q(+ zqh2@9Z)Wr)b`x>79chH?5B~}*!g1!4Uyd}d9J}K*;O#@!d8RbXE_W8ag9u+*6UOX< zYhpMjXTAze15`%!hxqAL?J9^~A_l!~#@Wr5kG9TPlkh|Xem80qJj5kDljHp06{$=E zZ69bZRdus=9q_ulbnS_+;tJteZcsT792%3Sx3g2|p4Tc+q?B*7vcH7Y$P1=fVAd1u ztT5nyrn%Clf5nX@t@F`Zzb2FmFQ4PpA38}0%PX0C4RaO>lwRF4>5XrKP3BA0X;U{{ z;`Q%_Ud`us@&8r5`R$zMjBAX^x9sWo&f0h!PjEb&qiLBYT>>19Z=CygX(6e967@Rd zsja>Yjj*CDD)}Y<8Av?U9F4oNR9ZV1$$b9i=^jK_U7_8R%et8xVndt#B6~CbSnWU)1=YHLUvjx4^xw|7zzd!Jw!XR{VoBGfRk^*?FnHPedd`6?-cjpo zt#|Zi{<7;u$J)KS!s4=hE3NsuXsORF&ie+af@eWjzAy`aaEs2Nt&kg3*=yDr8I#-9 zU>B;iKU;|$4kyigc-ta>t;;OvZx%ZEyi&)o`lRKDy&(yG)`*Jy;Vn+KX|%X<&n7dE zAeHblp&kw+7I!c(R!WX!Fsl@IxS{CJ=D^`nGEL2ds)%%G&K%(zx`RZ-CDome3(=Fg zbAZqGHl_tC^QkJR)Quf3LoRR5cFCtf(vfa~fki4z(DZBSrOqp052q|pxvQmmJh5g< zr{8UIgZ%>Hb>R^Gib<>p?W?N&nFQ&>MJxefhtDGsWhrzjv9X1$_9N3mA2q1hCAsDS z7TD-uNB1cg)W2Pfi-%4c=NCGW@Ch_wfFjOY+>pOWrf%S2hq-RQJ$vGsNIszcfJ3|& zE@!d)G+0FTPsLDE!uEi8HcXFC#y29D7nS8f^IJ^FA0aIQI@iO09I7`vRv(cZz4@x9 z@u&_)|JkLX#bJ{>-b`56!*k`x9V@R7hJX4LD|aV5>cnyMROiW#>|M*UYE|%JH~Y_i z48EGxWDuRh3;<<1=1>n4T` zdSVCbG+eFVDc6}WnUH-~Y~|65oo!HDWe_v-PXTe5neubN>i)(!u#@oA?2~b;I8}5i zmLR94)s7ilL0B0AvsVqE9~)!(wGIV?3(6{0qxNcaszp@ypbIZRPPt6ksTVGl%RqbYJJ_a7Nvv`F(3sn#ajnPXpGBFn_eqTylLquB`;@k2utja0YL~ z2RyDeugX9G(Z6>{iR7+#X)IDx%CRT$l3uT;<9gn15d_ys@hMV*W=2_Ag3-bfVJmC7 zv)mFXdT>aG8jcNZns&bvmi*Xs@zd)T`qy!WhXQpnG!L4}GNhbIZy|)*b*iD} zgd*FcjZ$m2FC;s z$8hsk_^1kOt^+$8AG2IO&3>2!U)U+1EaglX3*G#9AO9%&DQXA$fro>2&Kh#PIrFNf zB8d2*1?l3|*(gW0GE66Ec&aY-Iw>X!Ch$cgiT48+MCTycAC=$V9#y3b9ax`!tdBI)$QIT}%$QL6G}z1<^13Nx-MG5zpiNE`XYn|FY{LjdY zSS0>v=Ge7DJ@vqij7Xm~xmQEMh43`Y>#y6X>2$XTg)Z`>y&{ zsrjEjFm_q_KM@NqsR5Kh{k04zQj*{~aX`$<6LWtk1}(1`bvAxSGl}QkvsZD=?~D2w z=~@L6*(Qb8|EI9GjEbXcx`qcIEXWYtHMl#$-QC>>cMlNU-QC^YU4lEoHE3{x26?%z z`+nB?z8}x~{yWn>tE>C0>Z)CP*EtQ;bL8eKg814UeS1SbWl`qYr^%fcwX+gdf~<4~ zJqNJk0tv%6a3mvCg&eR~Fw@0q0rkJsU}mO0^oZpJ%Bh|5l!6pqW2- z7FwZ2Md956oxnaDHa*7+*&LI~w=Gas6D|(4HV6;9QU8GZW2Fdp4u#An2o`H zzeeuKm$-YWz=RAOMZ9h#pMnbFa4!Fz-qjW`G1xrDkU2PHw7Yb6cIlSyT9`4nM`p`$Fw2S=0BW;V zk&+~!Ci*fxuy-eDTKGZ zC@WF&p#3wCUz^P`^A;tfWjYnQB+vr)QCsb;RETQ*?cR}`+#HUMSupWMqI{G z+q<8)0ZJy%Y|T?vp-NTIL~`B=!-Zr0+Fr<^dMJGf4})-{;x9=JX#~>hBn-vi07(r} zF{eyLL$F4X0}W>pl}6+Lk}KE%jOmq5^B zLvKR_#JZoqKY$aW0eTh-ndqu}q$&Wb#?+IC+5pYT>373J<;Q_kh93#m-tyZi^0;Mv zcMa?5Yz$vw-QTx-d1kisCS-k7*tg%k|Bi*alI!n3Hg!5Wn0FFQ3|@@h?A)jP>D}Xq z0>~^OIMZJxkzcCF26Q=UtE`Dv;P2nxYt@L*N99ebvSV58;X1gf1dJ`6ABRL>=0izKz^+C_;Td z3TT4@w52_PHge48AI||p1P(->>j;u^*T0v`&zL1Ciiu{SuYG>O;;5r=HX#J%VTBH= z^aNvUa%2@@1-3z55IJwb732;;rLD2njaB54dN6bhh8JLm6;!O)Lu5pwZPu!hwGc%V zaIM!u1WIe-sk~!6xq;>cAIq)?RDIz}T)kjP4Us&WPLKf(oaV$46>>@C(mtqiqEJ~> zKb|e#m`B6>b1mhvF*hN03$76`J&A=#?{!?@oIwC$p_Xmqlj5Z4Ia&v}4OHFP*I79L zS5%Eu2<xeA`VDi+BTqa$V@a-LPq14$!mhB^G2TROcbq9r_L-Tmm>QiIXN10-#nT zUYaENDKhVtXN38aK>#var= z@dMv2UQOEleV(nSS{}8yEIX<6=-%IoB}^cGz+gJc#-3x68-_+B3!@AGPI=JdDEb>9 z++deicxjxoD)sMi6Oa>B#6}!0u|G7FJhQtfp0 zTFQ{_DS)`{96V^I=^(`~G{O^?OQIAH&>79&pyeSgWCOj;p5}!#RaFLVif`Mrf`)Ik z9aWWq-3TYLrsFQ1AFitFn#BDEU&mDhK&Bk`^u*+58}JNBtQ7+l0P&>tY|gs zdFaa{YOcetKBT}QYA7IDR~O2oK9;G}nCAedH%k_9%b@9-4WGFM?3qYBar}>OS!@8^ zSrK@zP#Llz2zgv$OVC^k-1+lVZUR?3(({v2=Mfn1-quZA>XV;DSuY42;9AcP0i6Mmo z(O4J>0a)FR<01kMjQG^}%k8<`mmBv$%C8y-u=zoI=*F?5)jPobI6^f5fO3)=rmaN$ zGo85xrqx8}fYjx^iyNW1^5l$<1H)4--67^JsWIA+9Q702OFSN{4bH>FskW~TXFroRH6KMT7KQ}=a+ zS$c+pRZ{Gs`esUwT2ILWyiYe&j3R4<145I?*{q&TLjN?*qC}HC48-HR08YDZS19#P zVTPcWB%mJ#6H!q}Ai$_>K`U!g0!V<3?F5EHz+o7z2PyF)5%tbGx&IoNO;F!q-41Ck zu2XCuHi6@;7FGz#(zJUw13@bfP0`kFJ({F5dw2bPs|L$C(q5tG)yD?d`Tk>YT7pmj zqGxHmM|JB@#uhry(<#S!^(Fx=)_j@L=9gNVo%4e^ zVKFVDZHCw}x{?wjE;975oRmb1oAHTY4YwBNQ)9HzHWFg2uGff70#C}?#l4_l$o(}~ zVk}jT?ZfMJ4@wyx{tE-bIPW#TII@LfU!;9%3iZbkL_<6(&Qst|+l#HqLYKMO5;|e5 zhs2)a=mk66V!aMWr@|Q3>8^&v@hj-WoJc2VUC3$wR)gkF=R$dN$Ao`On2%KLm#-X# zuO}Y|-DFSpc4dl#Im?j_Z1LmHM~8CTceGvh*dTKP2b>u zM2Y=!@=~IgBHVtHskZbgIJ;m<{;Q9MAiH+Rd_{njDDGOB;)KTu=*?hl#RRmqlM@e) zf;<@fGi3lMoJDVfG(}XxsW*m&e9~CB0FNLB!q0ct(1fW# zh>@0$xtY^7xK}3Dwh`&%09qv`7BB{-fIIa;rD%81u5dH%fE`Xp z=D_W)+&+R03&xNDQp5&x$fg)~WG0BNZ?>Y9VdJS2Y8&vkj~wzh}CTk8%r* z&ugP<+xP@`h6iIyf$WZ!==rDbRKI z#K(8p>*YTX9@g3;sFK$cZ?}bKUrjYfw#S>b|I+S9UM$ykFSr19d=nDL+X4R4*4hsC zBNTQ3@-MqNsOj8E8O-06z9K8|cH9H}o5;Uj(ujiuz=Mg<*`DWSsodg6R(@ta!}hU1 zKRLMa*+aeWzVE&~Si?;VNH};+Q*ZPy00A$Qb|nsQjNe3W0yIvmegfV8dLLVh3%&47}7tPu@eLQJ9%#^-(GYv#I%!2v)gA05*F zGHBsr0HQIUazl=bx{s|X3CLfE$9^56yJ+$N}MAGFnqUb zVq{r;Pa#Eae{oeao1$xc``Iri&v0vrO($;+Dh($VZQ_$dGvdxD;Rn#IQQs|Vg)9t} zKXF6NraBxhmb4yJA-!tZo|0ARZcaJyOIzR3q+$mFMLvKM<276L;=AC6GEe$L;w{=~ zk59%3O}Uu`NHncgM9Q`qC#8_9Tva#x;;?ziE_Ii!e9_cOHz!jzu42xZ&GmGZ35O4k z!PWr(+%akHN!Yg8pkzIb7^w6xq1gfgkSEYuC>Rg$q7_a(r-o*K4kxL*K-`hr^kz6G)i5{%JRWiF?ZTG(I+lKDe6Kkm(~H&6fE`QWRveuFI3yXM@<;jIJjtxlWp3YuF|J7n_@Mw%xO$m zYD*yS%bv*IIXpSeYV5=f1_`|51A<{Vg+DffV#=*7IY4pxC@0Mb7GFTUxB)#bcr_D} zS(!m;Cx?$de}#!UTQwhl$hpi+2}4XSdJWy`$W>N&Y$M{QdZ*lXjDv|U_LEuBqG&^z z6b_1yWst=z(uZ+E|4iLSqcE`mpq#}Uyi7VBw4g zmD#=0hsxwMG@+;qKMx*SRlYV*gNv?=+uoSF8gg$q^CbpL?>bR+zJ|I)dy7b(

JIMc5-TJ6Zmoer3V?MjS#DX72=p%hV$EL1VUk$ux=6uUu5}c&kMj zk*J_C$}mAMwSePl354WtrayYV;!-OLv3PS677J3G{2)@JqNriT>xJY@g+P5=fOhEC zidmsiw{rUq;u=J+)liG0%l&yra<$F_1g|*rmJ(2(e(IDG-UTd

Ho`yMpT+50@{h;?1@5t~G z#>6K`bUAbVLdAvWRZwZscf7W;Tj`mAB8#ZASi||%Za)msg44TJ01=4 z5#|h*`;|;#t8ts~5`P8{_hS5)Z*9Adet8h0cje+*#HgO~QyTl%HyaqbPfzQEd$;jA zg#A8h&3E|?N)z7B+Lm9dm-HqmY*c)pA0D!aZRJu+FWCLAKe-F>Q^ zbFRk_-JNNqKu5S__{Kzes>DTI1&2P-Br8dw>E=!dz~$OoG_M`J>9tYob28MeoS^E#fL^rJyQUwy}q)=)jRxZ9r1PDzQUGz)GI+JkJd$=ql5) z$RT@`>#rgA;5=fbiwi4E+=JkV7!4e8i2#HA<(I$M-poGo){a7j*#7(E8h>Cyhznvq zmRVU7FmDD?Mq`wbH+(%EMsiRVMKzOc)!;~wPH_rX7_f%B@K+@S5_(z`eC_>{6w5Mm&Z+TjRcgPruUsC$r%e z>STbLaZ6%oar$vP3&r!>{pM;}e?$^R>;_}}q{KRrH9kn0s@X%8=&aXq8W{!v3D z98IuOBNv}f9iD0mZ;$~UFKb`>=5pGkvBHXz=M|D5X)BTpps2EkYl_ZiRgBk@j$UES z{!z{!H|MA(<#ol{*5vAMeSK)E`+{^e17$FrpL(HSq~hFVBx<*eO)FoAW4DHWlzjJZ zl?=fU3P1+AneHTw)HjaAGg$*(jZvcuQXzPXB73(Xy8b6M)aAm`7JSMFj2;1;{MMR- zJ;I+MBTt9WvBm9VZw%3mxhlRS7-Z7Lch4(OEjol+lo{ZFjNcTAbvJmdlNDUPbP!Mg z=O08@sNVpa){eWwLbsk`heYt4jiZS#YGJG|IC4WbU!de(aPl*z%J|JjtWvS$HgE`Q z4pN?)btiW|buecc8HDdm?oaL@gNMI&h(VBE8)toXB57 zPVuLW3PQ(W3n2m0R7EHH#dtF0trD512XXw{crU^<`0E~Y)X1dV!I6yRZJUHUS;QVKtYQ~2?lctugOdyb*~ox1KedicoTD+fkK z{(2t+n?dh0QHV}=Zqu`0f`0oFHU_ReK>ksD$(RE($G(-f^}u8FNk|?QBF9jG=KI;^ zUSr+C4N#bv;@O3?qCD1TR8D)n=93X=6O8`z&bE1a@a&DKdq`IS=eL8Zvk5=J7F|NQ zAYaYSppknClT)&b#jfqz?2|Q2ZlN$EF2|YJlz-4@MxPU#+&67>vyku&*=UVDkML4( z@teh5?otW=!1&T8(otcPdhH&Uv4BIQTSQs}(g*03;`lB1d5Tsh#TnoG-T#bW{jH5H z(-M+rohZ6Iw#^y7E$rtdg=nd3i-Z32-TJ(-s2x?}GIk_5z#Nz~0-cbKTT9-=&Cfq5 zBVar2;44)_Iv)evVAkio5%S_@h1hMu(7pfqVSyfrG3Wq4wQUgP2bEE3$q$$bg|WpW z@Gs5-UWEmmEH7)&E{Y%ybzI7LYHHXn8e-0EJ*z*zh`$Y6I`V9I-*o@gxPcdHm^@04?7SdW#)rAbp&i}lqYuS6A{)2 zGB0KD6MW1rJwcMMc0ER8>>avU`P$*g|JE5y2$ywXk<0aG`$gnCJ6r>kVdMdtmUpau z>bLH>6>(vh*$}>t04Tf;@)Wp6bITUmYyjH6ha3;okIKngZI~3%&nBnaEbWhk{ z31I+IY{3mgiod^BMBtc@q)I77^BrGzGsQi3o zu^AGXaMN04>Fo!3JkZa1g6&KKY$>tFK`@_{%_4cba4yg7&7tNalSw~;iDfC!A}v!~ zCl>rPmNdn^`%~baCsFr$-x;lxlmtNLSWeyNeXKHAH-^@?nzy}9>FtPSd?+n(KPu}m ze$pnG$$XR33PM<=;!H2CdZ!@Aa=B?g`f!Q3yeya0k0M z?Rpfk94J|2EY3$_?b9|kz>ht*pN#5#L>n$T>GVHBPeP@Eq2R@-CjEHxgYhGO zkhB&ZDVlIt@%!>H%NktI(9Pq`W166$w?D;_005d;A-8&{^9sd^{=WXPz<^-obbbH# zr!`|e8!Un!dzph5U;o#V^ncGD|4Sju#1N}-`gNUR^Od$CQ@(@u?%~^}^4jVB1l|p& z<_|24_2b^yQZc#sK-9iM^uW8XzJai1hcENln=Zz(f<5)T{VgOj8m$8TCg6*Ye_N9) z`c<}Ocj%b6lsqh48}I>Jg)SDba9&{BWekEp=VvFY=H1~zZ+yQ}{^ia#9S(n+5VVH( z;N+u3J9pyhB@vNIaw&&|E(D~4v0`TkV+ZY9pzdpQ9*8Js@fO3RJ2w`cKLu9^eCPGR z6_S7G`zEE)kq}WzacI7kAK!lmX59kl5k7nXV7P%^dxBn}i+QRDAZeVwnj4?$D=eaZ zL_=Ly(aTZxUCFf*ojU0iyMBlmoHT&^@3g89jYNcV$+Aqs_exWTizKQztg1i7x*uph z4ayAmQ06&=7QCB(vLX9(Bo?TdQ^NKBy7qmc(?s6)_eX0)Du3$dVuCg(Wl!QT^}oo{ z`Vkw6S0yX(4+%Cj-Etm(HHwuvVRyL3l1r~yOuONuE$@t^?#g8`j%1mAn|1ifM|U=; zp=Xc0U6FkAkNu(!sF@~Tw^$976KScvwRfb|FD!q%GsbrBOgtkKB6XbXoJ(65?1c4j z+&A+9?=Sh^vg`RE>Ud@r#g9iEPTx8c1T;CnAVSg6n;Z3Q>DD1rKWffRxnvWGa$^w# z^5QF|lBD~F=}t$6BiIb`S|pRZS>{uzyYpZ-v7a8KYpTW12M1z-s5p_e2 za*q9l6ZGOLrGx_nlHua5*oU_`76eR(6>Gwkgt^ULZGXeTNE$ZueRZt1)b<%iv z?yiuZ9VJ`$HpO{VCKh{Q;eq^z6Btm`-AF8@-~+(p_f0JwCaZm%#*Wk$6o;01y)oCK z(iURv6C+if&sP->XZTKyN|xLJiYQoWzzMQqo%G+AAW&hz@Z6TYDo7yO@=WZ}V26Je zdN@3_zWJG>=#-&LBYT z0_8x&!CU>OvJa9bmCJ+7QH?u7TpZe0HnXrT7Lpda^Y9Yd%AziqhBkZg;l?8Qsg8pu z*!7#ZEBTO!RAF~?UyrdxDC`wZZbOOcQl4fdx}NoLcVgh5dS7$v|4xPdKjO~HB8Dd; zeC@Wis)ORVkBp5?dC%?YIwfegCb?b<4e{}eC{^U9nU7rW6LfAT->1{>E480KU+NGF znOwUS#|{Wl-%efeGqxX+XdM$Kv1}vdc0bf{S$0`_(n;1?f8B}=R6gw7)e~UYC29A= zPh#Pb^j+T6yr&pmko?BEJt^>Q+vDfWN+Z;w`6Ip==5Epa!s9O~L&Eh@rIBs=HEQGb z;~AoWQl;siv_P~F2e`JZz4YhO%9x9a!RMa3R=}ri>d~ zRNZFxt!oeUe)Zq^Y0a~f16~g+|xwH)S=5zSO12rXmN=lDRVF(lXvJf zMqc%T>3$zmof6+1C!Ta+Q3kDP|EXmN<`$`kCvzyUj6h`eO zF(Q8do5#yf6!xVuY%_K@h>`5|D$7aQihqkUsk7E^B3x{Vprx=f+yf0Xt59Srbg&H# zZ0P?tiuwQXUOmFlDeUNBk>*tgF&pM!1fl>3qHXP$!^hnPAa)irD|z4tDou8bF{@js zz6`-(G-KI5c!}ZZvD&`VUTp~m+DI>pal$HgPJRuiCx3&K*7!yotU$KK&EAV26qZs7 zW;j#8{Hy>yxv+T1{FqV*K0Qh{R=O(^^d5fnDk<~9|Ce4Klw5%KFTFa&_CM-_!Tc{j zO|VOmQ@S5n-WL=FyBoC5fLR=<=tY9EDUWw!QcW`{Vay;!q;P6d z=>H}d?2;h&1X{ch(8G%)n>Q|m|8`OibZQzk%P#s)h~|g3+`K!u&9;kFtip14dQuu@ zHcQp6ZQ^4!A=K(JIaG*;#APBnp75GincgiLdhvzzAU#R62F=u}L@ZkZ9+(Vy0Ne4A z-@m*u^gn#`<&~&w#L>u&6;#4t^8=6Y=Mx9%iWaq-(Oi!;+jmRQPPQ zk;*D^*0f3sg#n*;#Q{aDDUmeQ`@t#+nc<=0s6q)pKCgb6fncZP%iKYU0|>5WQvySo`NTgf+AfgeC1KA{2$-@n`KBMSci*w!jejH`J$pVS$!r+mQ%5 zdw97A-ZIH&XBdp^F@z8qf9V#o$-+V&N?}<#vaVX{IFGDUw4Iy z=Xv(9gfowrz8`UjQCVeYQa3#2TTuaWE{j$QZaK1;g+x)O{zE}CQ&5p)Iieo6=-#&6 zbjtpdJ-!Bf+#L!BT318gjU7UtwcKi)Pf6Gy%zyG#QM*!!=p@HrK{jOHQvKqYIRd~p z(OL(yF`L?Hh@vLY-a__qKGkH#4tDDF5fz%GZY#52Vt<_;B~tI-%=2%ZdInpZZ|4@z zPg)q`QiUE^ZX;vLr*uIR8*SOoZj@JCPO4dZ5ku#(bw0RS7)C8jUOw z<2!uP%hhz|pKcmc4ulU)L4x=+f-pu2vvU7Kg!ouWDnplFT*KlEC&rHm_z&1HNO#oK z7V;F6{buP18;&VDaF@z7h{WYvH6BP;MvnD4)Kp#SG&*{S*gLSDUDi;39dcpxnhesy z*~MnjszAEHj0Jca4*HmsQ>Gm819#|9vNl$d1oclY`0DBq+ z-RdZU>0MtkNXiEfUobACV?_ySz;?0F1m!LbUXZ~wR#(M2-qdo4c+YN%5qSrx@1=@JwNdgXd&@gSO&9bJg8Rdrv-&z= zdkulYqLH1N(-R>-eG#mjAib>R4HU@DS%44;>6GzRIG^JRzjR~dK+&y%DImPmw(w-& zsCW{a%%-q4*A!I=HHmcD!GLElRMu9~Qv8zsSM(`C79ol6q~Qh*ub`UDG-X(R5Kx$l zTCr2rEAeKpUYefruN|!WZ1gUY#cEf0x@o`=fn2L>F_BV>{};0cr)uZZLvC6B@uhgx z$Yd$MgY~iVz^LU}g3jI#K>__PG4acLK02Qk+KC#x&sJ!Xq@r2J4Nt>`x*A=KC@X4y zzPPd-#ssLmbt4JW9P%SR33A%DkNMFZm@+DC{w6MBJmg-MEBiXnN54g{a)LEc0$Z9& ze_d(f*uOgsWG_PZT>V!B@PM&nfFkDVRq^|gmDDzEGx?kC6%5(7Rb|-@Gw!DvH>n?^ zWlu`5p|_k~WQ$hYHw(82HTmEh13~;?i&=&CfyWl%ww~FTS;s8JA326#=f9#p;EBaBx3@47Ck3HGD0pOPAd27e_7I6yk{^mqBAq4<$TdGJ~ zX@6oHRi>_RK6o`q7ff3@&L5u#=Mi}QootI$@Jo`!0>YYg;8aeeyKx_ zohA%No0Y^*94B%s1;7Dn>eGTjM-YJT`xA~N75lOW|4^bSsxBD>7tMvA8z2llPDzLB zWIYa0zZe|#icqYo&X(ujOPQx;i#RqN?IH>4im{6J6E;syU}sF7iB#gm^L@t%jC5hk zUZgaMZt)?uY7Ctm=mOPKA8Z!P$P4FB7wtl9CS#Vl|~J&ku_cO=XJ*@0FApVwuBSz`n8=^wV1y`YZO-)mQHCMPfE~G<4$4{_ZL)uzHi3waM$NXj%8e7 z_9&4e!?np2&#DybqIGnF2p4I?dW)e>y4kE|W^E&87UE=TCw6GW_FA+LL1*-epaUmY zdwbD59|`l!Y@-Eg`W*>qxsdn+%Z%p+AlgR4PFLIv1yL4r?l%e$J%xIE+OAL1@~N7? zZ5QVG0PQytE|V}xvJB3Jq0W~~zLXTIm@_h3JG3?_>*VibOOl|2ggZ(F^mBD4H02u% zObq4pu>hM<3 zGH+^hV(oPIlsD~RcIj(AFQi|J7*1qSbKYTPjaWRrbKwqDRl2X(m=K#2&^=Y>-hLFH`^rZ-%O0QMlxa#<$MHju_wGWu?;={Ta)AoMt*)Q=aj6gy5|{_aSMkOph()F z6N%9Fjzpq`DF8>qXSMEb+*@$i>g`31@S2b)0Yttns z9|?B)6tSSZ!@-GjM@oTWq@~E#gqixtp+tT}d${SO9Y$Ra3mb=yLc5V$!_irIC^o04 zP+88n30(mq?rdFn2Pz79_dp@qre#v36Bl*Vx0@}nV>A}=!H-2ql7|@WV?moR|CM3L zMPz$XWoERC2^?S04#3=7M4JdmI0e&3u!j}+^cbgfkrxIBB@9dH9fDA>=Ig4O#upB= z=5ADI%NSiD*}L@3Gs&kog=+Vwr!UziMC2-b^dxmG&M6; z_J@e~8Z68VlxpGwN0_J!$x{i3QcTAQ)5jxnnPX47c~>gv@FT=Oh?AF%7blWbB>38E zhED0^lMR+y!$_$O>W@?AgcB01U=29fkRM9RyID%>Lc9XvpS^gEoKXkbZA;7aU=uO? zx3gM>q6e;X-xbuQ=!n?M8zgnJ&KkZs5B{yAurvE-52E zaq?cZe*Z@q{}(THY7zdu3SW1}#foIFdy0+pAXsbs+>C7S@brj=^Sa!Y`1y7l-87<2 zo3UQzu$8iyWUP)ST4qR0MoX8DAGO_wfu?zgR8#syv}v2LeS@@Ph+#M_g*)N!oQ*+w zM>Y~=C^qcdaklQ=`l4T@Ymj&Z9VJC)!3gWcPI7at=_qi%u`3Ni zUOJZzzZnzk!otq@Gc;#o(vGKnLs%l$I-5fF*wDLwP3)W>|Sk|KD9-Na9=E zEv>$|0-}h+`q!OMgM3xvvE8VdvreGQS`rbvrw~!ar>i%I0id-&ml@@d!I0 z(RyTcFo0MR+ZBr;Rss_+;`3lzks6#yAfqH$8=SdkqhcqB1W$_!s7QJD4Z6@BVbEX@;vO(0*9el;Js!5e~Vm5GkRY}IM zbote>Db+1?UYfjd3Hq&pU zzlfxzE=B|Ir;n+kycr+~5P?S-K>q9cT7w2Df^e$DHisp|j9~yX7G*FO{VdJ{*e^l6=lo z!Gr#R2S|(JY7KV=h}Y=%8wB1>hny1##!P2&Az)k_U-HBDmOKoXP zL|KiKbB#rdS&P)K=m*wBAcjgprCwj`adV&%75EkH4Z3z9U&w==$<*B`2L|VYO0bxt z+`FoKf`+22WrS5YunMFU&K_7XH{y#LY%VXa!x%DCcKP2P$fJ{wo=5W(L6kdIJwsdA zXQbMg6Nycnl(xnnet$XtktV*N_I>n9q$zaPPDhtSwa1p_kQl~dRK&s){qpNDQz5mY z1*e`xp8p)Z;1gMFlDQxLV6{SVzDIl&kA@6mpfx_gLcL-X4+xnENN`#rWe0bHnS7>cxzj zIPC5%34vO2lwa*Fu#yRnYPd3sZbW1Y5h{_k2z5ct-QzUiB-6p3w0;5?6RyFY`FHW8 zY{M$ki%-Gi%i|l;0bKoMaUL0Kx~P7>8E|>9&U0u*4|3mA* z+_xD>mq3xfY#MBiJ62xWcrOep?#{Tz#ie+vlNnSAF#6bIn@2{Netd{n%lCAn5Xylf zwli%=J6ne&jF#KzJbS5mI81cJ<^ZCMy7NGYCSIk*ul{S6?bxp6fP)9FZCJH|jR3Dg hW8Z&&N4%rtGq4o!a{54hd|nwKB_=OgBWxJ(e*g#r(~JNB literal 0 HcmV?d00001 diff --git a/img146.png b/img146.png new file mode 100644 index 0000000000000000000000000000000000000000..1f1570a4ea306b43ecd6e73fe1b09bbfac5f103b GIT binary patch literal 313 zcmV-90mlA`P)0000mP)t-sv$M0P zsHmKroRE-^goK26czA4VY+ztuR8&+*NJu<9JTNdYBqSsl7#Iu;3;+NC>RHR400001 zbW%=J06^y0W&i*Hw@E}nRCt_YV1NRCI6)-%03!Y~NFVsX!2cf%KHyMqq|FtE1^EqyH^dDLiasBxU@R%%ihN*ScA&xdi=BXCvFP-k zBdgpLEGMTLGe2exnYmc^qJxk`Rqgc)zPG*FxHp`5@a^RTRtC$UXt#{a?EYaWrjKad;W4gz1Q30D2Ie-t1hlS6< z#LLIQ%fR@EVF85CD986g5r_K02+&=H#%JYY2;g8~;93Be=Wqa$j9lChE(;%%Ar~8x z24)(#aiG9EJm3NTL`AeT^E>>yv85WgG{@aO2G2JM3>wds+5X_s&vY3JK z0Gjj>h6fIZz`O+v486xt41d%2qW5Lq1de+R4APNL15JW-M z1x3U`fyk;Lf*SFF59U=ty(aO=)rmXeiv7-hWH;Fj8&3XpinH0Bot^FNnd#~7>Hekg zLF}V|i^15jZ*^`_w1!5HEa2}(5TDOe$0r=&dw=0xbReMV9MBL)g zXd#hy0Hkyqbj`R|v}fbdvt1?^-R9V-(rS>HBpyUONLhb&VXw=xr@hyQvt2>SPT;NH zhebYN7lrv!A;sf=MD-g$zQRj?;9Pr#c)G39RXF9o!`9b6Q#NMjCJb~ST|H*9$j z`ci`65a_`?`QR?#B40RdP(Y<%9QQ>4q3z1o#3F5rKNpFmJrk|Mma;nW7TC zn7r)G)v^qv+Higti=U{;NDn#hs>GzO3RoqG`KK{|!GPx#QuxxNi$c`mav`4HQLx|c zhu0D^0|k`W-w&-N##=fieuqg>3ZUMiWzSG=EuQ8ZW8#+rK8}`XizyBoZ2<_VWHB?k z3;Yh@I1v!U5?m&8{~KlOSNe@_HEBLdfa0!s<6cWH5uH6x5qov8bUy-@^!PuPu0;O# z5y=1kzX5(}&w9hP8ncQ7sS{?qVZ6BWOaosf^PgyPTJD3Ir>>In6%ZFnzoTX>@ zxEcd5ETDmN3AZE$zT2(D!(MFJdnB` z!rHw>7yB7;YH?N-OzJH@s5AQ1=~FinHdj+DbMMUasoLcJvmKC%FB<|B)higntWz;)`)PpQ{ifYj%z3Mc6=>)S+AedTZB zstS~60c^vjOL(^rtZoG;g$inlcW#XP47=UtYFVUdN^9~V2$%L}2~g>VzqChcj&17j z6jaWA3XV`b+SdYg-ViWDN{Gy`fIiCZbIWs)s+8+9_>xON5FOMK8Ujf;76s!Bu*|v& zMI&To6a6F=@XeFAE#P&2xvGt*&~>M?68yT++PkyUDJTpxjagEk78;k2=u@o|Ktk(* zz6-xBp}*M<<+J&>@KvAilNrVRH~qHS_Z-y}cSVNz%yTZ`7YZxB6KnN7UzPilC1w?K zS?a%U$F($zRguZ~01tg*Y-v8*7n|p%)k&!K!n&JlUF!a2%}0xf<0z+7>CnOWZF<4P zoQ}+<{RU1+o6sFp>B*}QN=mnaRy?mM;6GU2fQi0Q zI$tV8&z@AzkS*IJ&`TMXY(d1ZIeePG5k>;YCnM7kZ4|=v4-}B6hoCCG*g(1%r0_B9 z$gg9yf7gxs5+HV;_RZ!}m}=Lf@!)cZBr`$umCQju-i_`VmC5^qGGB z{m3V$+Nzk}bEoxSrw{!J;nLVFp(8YdeF)=V&J0jxH#g^7rM2~B}7=%P-|3*Ru-)!P@P^P08D5moP+(|<0;UCY-wUKdGKzZ+K9 zuXs!K9Ir_N2kDiYYqurQ@-!PNIXd`KlH0_xlYGvAnPGpJSaVZThgn_c5@z*L&=xMA z?L$OdW8Ljiv!k{P^ojuVEG_?CA8Or3>k(?*{h&poXT+14)Ky8jcvr3?JR#HOUD3u$ zlu$n31-ZMyW6MG<>6B?#pQ!X0fWp--z>IfPr;P}{8 z?ScIuTT`!y_HGJpivoCb*Av~Gm=6fJ6^f5R7nYi*1FalM?hb~BUt(j)rQHI!=78AM z$MQ>DqOl(Tm)Q3!TV{aC$4o}{Zy90g@G!Jl3EJe5F~hCSURD()sccS|!!mYzh}YMm z5U_ewbL+-96kT;jH!OSJ)uTYDFLCB*(b7NU6PXw*XRj;;F@2d;8a?_}ZhOV@J!%iy z#RkZ->!X#pHuUD?-zd4)b6_n2q+Q0(BVbfa-nf7}lD9?q`%y{*jccb_Og|4?ZvV5> zg6WcB+3uglx1vPV>4GS!_WTVGeOgp}i{Mr{l}z?}Mfyhold5^H_zq3goB~bNq~Vuc z!XNlc*{>M5zO!235+pNQG3=lWwWzrcU5M<=_6G0n6JHRNSmWVRNIJfl@dmPJN?gBY z2Z~kuaHzBA0&n_&rYKO>T5WF6t!I1gOebW!u2L$nLBA~_EhdazUks;4yH0U!FOhLw z%#S#cQEe#W@Oo50gLX*NHN;%=oR0xfbp@O`cN+_90Y5BU->%mQ{>g8gEGA@=88 zVT73$kcp=A{-Ps1I}iS)p5CuJ&%sX5u0}YfgykEt2)`+F-wttl4uDCKaQ4zY|H(ru zJ_UDtk&zpf{Iwd9sz0VE?2WHc#lYoZ^%wXr zkccjeT_6>}!lnRJ-VvqEsk9UMV`kBt9e2!?{8X1i&|E1A{4vAV<7pxn{tPDK`alLt zA&zZG+|H0Q9&BgG1ZJ(6ZLt^8vk!Y!BO-@ZLx5YJ9x!}Yce#RFL*OYWU zy?bQF92-H2I+lAZ6R9(--}43_IuBAWi~&s-;r=j=boX=kC0)e*M!}0YiSXY|-ul@5 zGH<69q4`DgYw&6K8BYWd`5KJmLCno7)Dsaj0q=TSql%1sjNdIg>xK3S@XnB{vbCz8 z3RPb{p-9TRfpe0)?k*}42eEyLqb@3sKj+dtGv?g*rUA1WF_oRmAtqf0eoO3G(f z4)tlst}VA}U!5s;ut8g$>1Z}(1cEMavRr_^RCqTfY~UQQ7Hr!R467~vctq>RZ=gOA zqPJRx;d5DMeglF`T(|!Qrslks9EYeRlixgws6E&1h7KOS4#IAT!iuBK+-v-bp=wT~ zj9!ej_$9la7qgtZSvwK$tM?2am)BZ*g>4!D^{HZ3Q_N~C&}nCZm>L83kKaZNol#4q zg@}C3F0F;$LlwhNR#O-8p5J=np@n?uT+R?gF3k;wUHBRRHDzy0SSM!9`h+KG!DZd; zV=V#`U1-i`bFSCFVF)lp8v@nA?xSTJ)@txkMvu>iw^J$HQn(p&SCbM-JsPZ`1P(MF zQ1$wE2nDsf?kUB)0dmrP!47`hf)=Me(0ctjY4saqm$i>AOQ<9BBrfC#zthwn#H(rD z{JD%-bjvLkJYOr1WLbyqYXN*@$+S(EVorp1cl#81<5KF(L?-6-2;=d(C>Fpi`qNuh zYowtvcUjnPe)!5ULp3!-8teK@K42swZ?=<8U7vjz#^1?AX1aVD+aY8!k@%XH*u?^r zQ9Xq$w_aO_bE(4Hw1GHbWN6)$MT&rG3H6t{n`ieZh+k zPJpc?VTIPwr`q_;h!N!B+Et{AbbKPymusBJPezEN=2&|c#n-{d@LjnJnb$?FlPs~9 zoT+aVRPzUm%KJOfT>ne4g|U59zF%wTBTI%3xeG_e?8y;#CR?j*{M)%8_BRiZTQXx7 z<>D8|j%}E3ecy319~VSsE~7%$@=I7YsO;Q0=AdRlPk9zkn0t!D8& zIO)UJwp3g>YUS!kVDMZhw*=tZCzRw+Kv43RFa*ji8O%lrIk^>`VJ~xp#bwT5BoM{r z&b8x2Jm?gsx_c=E1)K)hNiq!?3p{^C#TRJ-!Ep~Wdzi)u|=h;+b|pE zS1bT6OOSpxC>b60svey9>t>{tW0#HB|LtY$XW zvQ)I0#brJd!(e7x%_92$XUHdRiGWCqSlo%Rvo`GHdlEL<8bee(`Ex1_;EQ~WUVRx>joOC zj`CW~ZegTGnfjD^_dzOGSXQ&!2dP{=Ak~J%>!VRAA%pNsfzJ5qa$0(~KI_th zV^Bwko0KEV5qWe0C&xnZdN1aab}#~lJX(2=R6RQ#H-z(imh;rUs&|t;!7t^;+5{OJ zUS|2WIXdY}?WFB>8vw@&A2_3APOBx}aA)a28?oRrRxH1!SQW}j&0_qD^TZu6z00y` zpB)CwG(1@}Dprn~ZBDz^Q+-o~C|4YOFY)Acyzjjp2Tm39ktYJMV-=7r%!#7J3Ss1} zTp>qVPcyw?C#UC)Sq<7+4aYXN`*}~b;jv5^Rx5V*AtIUJBDk6owyW8_f?k7B%_4c&>ioobXg`2Rn|bUC7v)hL8m>+h?~@bG+zrJ>AlLC-g~Vn0d+Ynl&(b8 zr`29aI9($!lBZ=Vy&!Mm8CE32@No;!oGPu^VAqH-^+;E1GJBzcdL-D`_{+7BTN!ig zATAqCKC~?Wv<8d!0qww(cB}!P!-lBOLdRMhtqg}MVsT`8wuBWB$6mPuXRQuW?w1CQ zve32{M=8LPqwMz&v?cg#iuI|YS?#>+KD`?zMV{VIjz<@TO2Z!cW*5`;o`8Dmm{}K7 zMXDQTyh+2%+?wtOeEe~}f_Y_fdVVxtk23y!Xg3N`JZZ-+e;cF7%U)s?@#wOmQ(t-QoV3IAm;G2=lV-H=54?7;5AH7wFtt&3O$k zo293vG1^*3-|ZGNr(1|_O=e_KYtUF^hs?-QpQ`Wo-U-E`ua%iWqzilv27HQPwh)}H z#EF7OMIlvHk(*SRkwp;4duImKk-e38A|DN!A~F+^QPU3VE5M}~zRP0k@&rT|kv9P` z!ez+}K1Fo0=Z@V(G&9q zE7<2>_sK0;{%i8}f88h3>_jg4ZIeYgNImp~d%2aPWnyBaI}_>E2b{1i1}1Z<6DA^h zQ#Vp{3%bZ9)CJ^2zA)ls3h1Jv%hM%%8Yys%WK~jsFs?sI%XPXgMz!dYj-Z$>SsINi zoUknhdYacSWDivuH!LfUp-=4sjMa@%K*7gUHE3}52#2ON#t8M_?X#zV;@!Y?x@%VZ zF;(fPq%w@(lCTp=Azi0{m5}C4wAwhEtC1*WaSn3!eoG={xy8~vMUf`y9`^7GvO@-I zBBhiH%?D({SpU|+S^>MfUoNd%o6-d9l7Kju3`n@s%!)`|oSR4d`lA-g>z0ACjwH6B zGF`fz=*f_@-sa=pZ5&c1OS7!tNmHGsnrQ7;caXB(|a1Dcj0bE3$fFIs{M@>tFVU%puy4DZ-Ev z{~uIGMs&&f*!5XqJLCo;Pw}{OgxspQzZYAw1Y%2;Kv-n4gfIPTea|){A5GRZy?CJ; zaoK~PZjq&EF3}n{>uMHt1z!kz#pNWGNp%JuLuGo6b1z{4x_&W_*XJ*9TnKIOFB*0@)t@n!SL=yzY& zz-jtk*0G_>Q_#nnR4~4n?_>Rju~JhsH13tUqcp4;roM+UI{jL*=kGze^4JZ*T1CopxT3LA@Ei|+84Yq zKBY}rXzyDQ-fl-11!Ie7Y7uf0VXRSnFIV2*kKhm#Bh&6H&>PV5kD9+?iVxqs-+eVa z^ebnr0qy;VzB@c9f?{-0zVd8AfPaK4iLqTb2O({$Y`U~(Ab7J(0OE9yeD`(5M1M-|VA{nH2HFa$)HcK=A1EOtmT zz2^@3F{|;icR4I{XEk2-A|Cm9zb1YQ7;R^+{LSfx{keF3HIh^|?3cS!=INoDI@jT; zId|`qv^Z24Y5~U$OqVB`AN80!s$`L)npq-XT&ZOi;&{Bvyw>U9q3WEr4+28)y_>Gc zEloYN_!#2+8fz~x_guwQ%dK@UNJ-a9bEoRlYz}NH?bz7&)xm3;T0DEdag-U1Y#3g)Y zSS$nZ{2-NQsaIBRn)L~cj`GVd@p}T;Bh*$epr19^(kd@ zZd)f+7P+>s0f!26FOIh%UGM2=*)~;dkj`SBD&qQ^Ha163H&2yJzvj2IO5BdHR!zbJ zX33mraXUglI>`)?hB&j@^J6M2bEAvP)kwU=9JF-%Rg@-SVWkhlyOaZ?ha+0Qk}@t{ zIqd>88g}O{R-Dsr_@d+Xl}lZaF=qw#px7y;6Jor(JFiJ7KmG|i{nYe@3`TbAP5DB^ zm5_5HA|nw=**|rWuTy%EKuy9GL8mA0=g=I(s~s{}iQ@d8!GSi`93A1QVpg*vZ-qZt z+`pEZnP)ZQ=0XK2J~qb`x_ZyJq-m>d*YRr-xExko3Iq##Y9i_xTpd~vb&ob=%ow;F zcfnlOTs&w|PxY$=7Q(MdaN-}DF%PYOqU8J!?fq~Tie#?5M6ij|1N`I4wFo*=hk~>~ zq(BRqaS3$Lvhv=}bUBbT&P0ILX%Uv=mFVQU3vON&NyDP#N57I?n!wQoa?(!{-FJ;t zS;Uo@@yfmu#WAD!!F|^$@qeFCUx1ae(`Gg3eeW_Sd9oBQRCZISpWwM#5xNo3gH%@8 zQ|4(9L6mP++Xap*D%EVgVQ>*;GH(;}(97GHrJ9!TrrXF=rH?RqC4Do61o|WZobgolF9mtfFqVP^Dc#yel!!AMDj|= zjIji)TqXhM*Nxf5w7vKAUb^LS>{=ephRO(1(0t{z8%31>-SbMwg-=55g;Vu@H{kMa zSFrQV_J&ezOa*1ILPQU`eea|jXetLp0rudW9>XE8*c(R6<<}m(LP`H9MbAMgZpi*t zg185;_609=re$7hlx}UM%l@?1rd=zV!oxarae2yMwr_bg&Bgz}1@>)6sN7iJbA@QC zptcFqU4xr^uTT3+7Vl&grlkLi(P_1FcLH?>m9fxwBAZdfjovV{6=szZK>v2X~Q~#23m@cC`nhF-8=7TKBVocxh-Fkd;(9wMI z?bNU+I!uyY?uCfJyTQ07!|`bCa33X8Cl?aon;{vc$~UC$P>L{HfX+FzB) zGU(ep)(u~rL?3?#GHtLc{nj@sflb3@Y^M3`+>;U9NtkVwfyft^QV)ObEF#C_Lvs>& zJrGJM!w+n63>K4D9A~qX;V_6O+?oUm2Mk@@GnrrR)n3Q$YCPBaYUaHj8@AlEfNOTl z(rLQ~nh?+bjy?ZebH`8hy9?^nO6R9$0-+*OG<<+e4?$5nwdFS|DYHf4VbU!rPDwU{ zi*oC19ee)K%aR}uBC;L6CWn+b)L>bptYZ!zNHnwb=SucV) z4=~`ZQ+Rc)Eo^teXX^$Xx&AZN#-AOun{GiY#t;e^ydu|!tG6qRG%jz!Sh~AN_~P4` zLcaMoP|vX16Jxb1NnxWsJMI&y_abYw{a&dy!P89&dL;ggrsxQU$mt@$yADd7EO}e| zc;0RnD)P*&4po}2>SlkmDD!>7?W|d!Ak;-iE|CxU(q$&pdSNa4JwKEfqhm_&_y~R< z-_-8fr$E=tCSFuG4R*~f0fDMnzvUzKwp&x&cXp;dzz(y}cPr%rRkNAuS6uV41g#F& z)uq}O^%q`hJvf&ZXmUqMn4pPHpyF}|jKnYLLySEQ=J7WPD}d6Rwu)xxu*E|okW>~T5JXU4Yh6s&QyoXyY4h)!;pB0;&ndA*`)2p4!|By+A$1= z2d}9bhUUlF!0CNX`SyQ8>O8IH&C3Bh z17@{zH5cD^PYL^UrEyxR_K$iB4i7)|##no)DQjA2Y3iYM+flB+UY`H}93x3YK~&2c z*A}?!WbLWp8E5_BXAJKQbfa!0MAnyKR+OPk{DD9M`im|dhu?4@`zKx*-ujN z)DY%vsDACsa!*ML<2fUf2&Q+A1iRjv=XNq|+JY{hskz;U3uSa6OCp=?MikC)T=Bj2 zx9%lti>C?g8pZI!8B)b%VFtciYTH*)Kj)AYRm826$gva~j4XMD4Wx&GY^Wm2PmXW( z7)*%uMZ3xsJz`l@)5ola$}wv!XjfLU?QVz^zZuB12iYNaS_3L)52dno!RLaoB(mbg zOsUc}rXgVf?`NgqALAwbE(icfVOky(#&?AaKpVr|0fwYro(`y#?oGEPrT5_F)HIDx zPNCiJEx$@}4xJjZqRK;`%SSupjy5h9u(SF0wIgOVXy1Dx*z&T==RJc4>g(p&TBuwo zUoo)e4H|zXlEdx=E20Rj#hEoW5zysg2KgDjz6JZL;$|wL;en zRP+Zh^B`hC=N3Us+bDL#Aj zA0mq9Cz7id4tt~-*JDyJ4;HwOWki*{g%TJs8c=_&Rp45*>%*ZCwc9G2aV1w$ZFEyM zYFt?#{ulKbb%Gld;4Im*Qya`y}}paFZf+Ua=i} zH<&1?Qbh$EZ6;ElnbY?Q`WB>06{OJabT@h(gWz!{E2kB~^eh5)g9&J@hnI6p)3)Z-#_9Btk!%}5mx8pY4>dl83p0D}gU-2K z`X0@QtJp!iF|Ld71?cx^LmmWUhr@$#`9<=?mobo~h7ywPunsTl30t`aWTT5)0CjbHcbb9|p9 z%Wb}pau3=AnUw$z5A1|15oq}})2@rHfRk%Ms=U&c5~FghG-#BC_I`|gowrd@6uwX8 zvUXkE~wa?6kC#bW{&)AzNh6>+~ zAfSyk4wO){y>+#5CixzNv39Cl3$)EFm(W7A>wBR2wSQIVM~=DY^f52EmeZBrAiRCR0+bCDnYQQVk*jK zo2)BJ4<=P+W)i2})Ac=C|Evpqo8P6m4h?*|NtOFs>P`8AR5LP1qj%Uvp5P^k-(_le zyEfwE1wP%R%D^(r6~ETjt`eY1Eq42Bd!!4!LnA(3;L}a2lxL>RZg3D#C>u-xipvC$ zPXh&v#MOZ?^($9RBM=wEH8lztQb&r|)aGugvB znB5ObC;4&sUISL?VvFxxj#p-+K6}GLxgY%bC#Th(=ip-ex;v{~q?xRDax(@f-0jmE z0F-X|ya(X!VD@KRIhysVuI)n)!`GVkpvM`{{vI)L{17g`zwjgLVSX4B89vC`V_Qrq07@dM$Zbk<6}$@stxDBsNniAf?B^)j_JMSm2beBKH=7OxJ6v# zRKMbA&wlujut{(S1k2@T`RO{>4Z<%)K6moxu}wKe+TH0N(DDDXSXX!7%C=j?#gM>&2c^G^`spf~I9SLl5rR{W$(M4|f^uj5dssZK#0t@rM+6wzM}zU4aqP1*)=m!H zrTquXamws;n(OYA94pO1!MR9t0>6>{V_fXu<(1aBz58*mJv*iS2VP9xEAiZPcDvuK z8%o_dHWsghyE3geLu?}WjqCyY=5K*MWmjqcfrGF9yB3u+1#p~gEZE)xe}=rgmv5$p zuK(KDF#Rn^Rg(~DJIBW2l?+^&@`BmT_$2NJn)Khb>Jc!zF!p4$HS55c>TH()3y!zI z<+Rg(FTZz#t{G7UUD5Dzh*-Rmfh$w?aJjFHI^`qatpkXAU>My@;m@Daty9{6U}Nv> zjLFmc-NCM%eQrKGyUW?;p$|y$(Q(8%xf#FQyr1~mNa5}a9kTymipgdcrB?6uDmRMIxbdELTuu;5zU)$No&cZQ9sW zZh0Q{E~bU@%O2zY6v|b2{d0ru96RSB`_>;)sGPVCJTpoxc_jk5lvgs*Yvh|*LgbYc z9}rVs$>7nM!r=eSY43($p`F? ztoKVX07q+pl}*fxS#7g*-#>B=5>!l|1VG^KAZ`GTN$*{|i}YW4>wvLAc+j6}m1AsE zjNYTyqxk49ZP{x^_v7;pmFj$s;anj$ujoBgeQJ#|o8CoiC_rvvjh(am0q19D7(4#K zOvMdmI&K5U$L4bV@bHY!`)LEq6w_$<7V?h0W{lRI)q1&}|Kj;Nb^6mP&=vF^mFk|; zMQlSRdXJahd$HafmitwD+V#F;+gvY<8841c0(GW9IaUCU-CHKTKU(#OefyJ!f7_?` zlge%ha7;0NIQAMi@Fgyf4YB{Kg=bel93B7D`^hnro3TQ;JK*!abZhClT7yb;Z_??P zZb8sa4kv{gue)-6D5$#8p^lbXgs!0D&(@t`6753y&iOHbSPdQ!g)_96&sErb8-O!*BaEj z+$eBto1279H7S$5T_cvfvhVkZv$}}YG1#-*NEMc{@Ov`ziK(!3T9XhP%q>7raJZE4 zL)Xkfhe;~fIA$^2#fA31KR8@k_;I`T+u>&M?6WEFlo!OCgOsesF5mZ6mh}zY!jG8piUQe$Vcl-yf~GEKO>Pas zHjzfyJl0_jS&y6$U$#}7GZz`83-?I~-BNVQcp666+waCtDL=c=6n*2xZ}S0XLdi}{D^3)AdWP2cQC7= zaEurpS^D$7+HeZ_#B7&c#3{5Y*70Eyu9-Jta4|YpT%QDRnFZrm1+ndXej|osF$^~b zdh8-ASPa*WacI};=5uIAMJ_V%EeusKjho>`_5yP~3RHmH{C3@3>UC6p* z*W=hlbf?fJAmJQ@XG+X+_tG-Mmo-HwQMi&3czhD5Hh$t7D2HVe;>lj9RHj= z65?X)1UB?17!B}rIV`=ugXTJLj|x9$4gwFuXj zub1t12Fe0Uj4OH0MQF5W%PN^*r8y`+Qh~UaK3i7F2FutEbB_FQ@b^N}ro_*XZN;lm z$vr!-1*v;V{|sIM?+mo6NcHoSx@q7?@QPbNu@$!~RJRT76o?zo7_8QR zeJ&T=2OEH2YQfz8UD}icQkfy4xQ7){K6%$fYfx>tF4=#a1M7w_E3;Gt+)2m;<+jyb z`m&HY*Yuuwn|-h%f_)X!{&YKwDssE<=M#Qb3Bx**kUjdckU7`vXkY~lA94J6SD>y+NfkZq5ue<&1>VfJwO!Azey1$vxu%zG*i%N(2dozsW^Bc=m$ z9n`C+lXu{v^f;87wmJKof@YwVu&KVdv!)1$jI#TPrhcViM)mT$zvR{h&Ow^2!lwG- zI>CA}i`KJH7neg9I5z^FCRetaZ6dRf`4s#E^tN6%Cy3>my+v|txZc(k%T~>u|AyB5 zaQuLA#XpSXKa|5pVkdQvm~}!>0jhj=w7A7Qv!Swy7i;;3JIa32=F)7QRaE@%|16mky zeULt4(Q6*bKJ|QDr`(7xG2cCqRU-UXLY!3sq6;36g2D^BD*U{!HeBHagOZN9aw`R> z3{yoS31T^}nO`$+&|GBbR=fc_UCs6zC!&&&1wZllw=eB=>y}%w3=IIj_TkzW@mxb@{XBF36v@EY|DAJHz z1FQ4Y7N)mV##EHwxyZ`=7{n^Ev6&|20HpgCc5U8~CS1qA0g{VyiHt$BD2s{sW4L7v zh_nagcyN)qU%{LbOZokSnI)p9FEI%0*n@fGBZ2&}j6JN(zqiUKe`gBMjuJKbGeGG* z5Q>j9&867gz;`K0dc+OgA0$Mu%D=}cVhQ=Pnp=H@mqH#(t97YaJ$iaKR7-*Ny0F3f zgX}#)KHaR6SdINr4CO?Iqc{{JK{kb{6br*H=GVIpxRk)*(verbZZ?N_9)V*^R9oQ-TM{8DT@okr8wAfl#GwGJN&lwMEvvuX`gDk2y1! zZtZ9qwxYr}eY>vN@P^f>Sz$G5DTLKn12)i)-xyXb1~E*C0f@O_(u$oC6*_~1uJP1E zV>}x;(KPI+7|!%<7xG8U$TF-(48$=pMywAvkXOKAm53oF=7!0=voj`7?{^2!)|qF2 zp@%*o#m6srxY9vy*x~IhMMd47zMVoY{e}TY31W;nW>^hLA*_ZMvzsC1K0u*#;!LlK z$tggg9eQVkf$UdopZC1P)NrY6!^pHApdU8dfRlvh+lhUmDq&L7Jvx08-gC_~*KM%lv`SCv0C%CAd}ESttF zV*CknSK%Mi$Od8W>Iw+cD;)%g?lG}xyaM(D$n$%P?6FC_B6I)GpAW#6jZ(xW@rr}R z9{yXTkB#D$n4^Tp^t^=&tI=blcm>lUV=zPdrr)2A6=&p4pw%zJJWK-n(e&uzg5VUW0&TZf2MJXsg{#2?CFN|>I5U`^lIAIViucjfv}P(pj3uN%kHpf#wR?CL$#=Y8d5chc#%_l3KISq+7A%3r1R9Qg`p?LF(@9qL^jp3aWSor@`&X828dI;R~4!4>?#f8fS5 z?76}rz%Hf(JpFwJhFt}KF$E|BQ<&}=iZBign~VFDze?+VoNx-ykiLVQUXC28{=$yU zB=%7NHgH@?Qi=DD1yK;}Vi!|@>q9#nLgj)&*VtYozB%ageL%U7V%F(T(X^9(k3v`P zQ8}|u6?|2m*?|?Ta0>QglfLC5%0xTJ$X_pi?7-jPapj-ll@!n#P`I1xrg{%Z%dvMU zSnoMGr8op_jQYGs@zz0o`~fJm_pH=dc=O!I{7AAB#w(jP2Yok!R_Tr0tY`M%5h>jY z90DA7;ONL2S9F6_xQXsTe|JKdVxxE^cJzaP6<^S7GkAd3ZD}9?Z^smnLUC9Wi(DsXa47eo$Has5x0&Mvz2L5^njGdjZmCz=QD_dlP zzpj;X)S7wAEB`!pTz|tEg)Oga;hm@d>pADW_Os=ce+BE2%krs`r&IqpHScKWDzuCb-do3cLah7q z?&z0ed1ZDwHOzFr&{FgA%Hr@TLC>(_EJW{LT!KDf@i9|;#J3>7;|je>%^^)&80a+KIIj*{*pOFPRA9%$&9w;mwX`4 zyn-E;XQfP?{*A+L9jCTc73(qXckS0ta$D|@=Q&7uegRAIiz_3$ovj_=q(kM**fyrz zJLv7*$xaQN0yczK%rn3e{Nnjg)?VU5$ut^R3R+_e zvb{Tbt`4ul&B^v|-tXLI?`8Jf6`X$_Z|S@v=W~!7R+zY@1sLyM;=bmcnT##S_U`1c z+kk*<@9x`-iURHm#KE%BX4j7m8duzxAOXKP8;8xk#99YbeM;r5J_RVW-|a2P_U>dG zt}VzG>}>DW{d?AJx>ZrdxyvqO-|v5H+;{m-`D`>|A4bZ3y z)gG1Vo?XbX2pECkJY$z%wLk0hr_~!HayXx7OL1^+6xea{M!A zPm}L#%(|hETt5=LyO&qqde?{W`BazY8^GSn;31v%qU!#){Z&7*UoDS*yYh0cCn03MySiy;GeN|7%y+Tqb7KFum4J6if_l< zvRSNhjDh)f3Xls06bE1biXXV~^0qr_f_L}wO7+j%F_mejLy6w>3`V_b`Z-{~9p(OP zmlgRHR400001 zbW%=J06^y0W&i*IC`m*?RCt{2Qae(^Fc5uqOyco3lPV1}J^~E|T^eR6-BZLzNRb1$ z;S??iH*iBk2&3i@c)#N1XbU+lOGudYx8cs6*3R@u86Ew;d*{FR5WaPy(GGjV%fQ8s#~q~CKxf>NjwZM>GORQ{Uh zq(?z!b$XNwH~p6p7GgGoh5kxe!KU>)OHEe;)t!A&)Znyq)YDJREh@2(qVwl(*8qLk z8^h1cF%GXHf~RfPBZRT=6<RHR400001 zbW%=J06^y0W&i*I7)eAyRCt_YU_b#M7zhG>28IWORS}^C9eg0j1X|7TpMie^SX2O0 z0mXnHrywH(Ljal}2NQ!p!3Rcmeg<)K?gs@>K}G?FhL6k~AWd8!1#p=;xBxaM;uhoQ z$128xCdSIo%fZ0V;2_cP;bVco2dFx321ty3_`r~F02X86=V4=zZ7=|fO}GG2$IM_r zw)=(!_)iRAATIUuldg{WKgWNf%;SdydINrS9Pj!W`08FTtpER;q5lO#{kPlf|NVa0 z{8g~}e;--h1t6Q7f$;*6%M0Rtgj(=nZ3{DYb^N@bvgQL+-G&7Wbtv}!?f=1cW(Na9 z|7C{07Yx1s9XRekd4FT??O*>7lNBxm)e#$SqW~KK0Cg&%zW?WC@Bjb+07*qoM6N<$ Ef-)hdQ2+n{ literal 0 HcmV?d00001 diff --git a/img151.png b/img151.png new file mode 100644 index 0000000000000000000000000000000000000000..4192e90e8288a2dd8f3edd1358ab57739b8d5476 GIT binary patch literal 450 zcmV;z0X_bSP)RHR400001 zbW%=J06^y0W&i*IKuJVFRCt_YU_b@j9~c+}7zhG>F!@d&nTK29hX+{H;n9Q&J`l;_ z2b;;ifuR&EV}M;5RRIn^e1J-PU!NJ6Eq2U7u3uA}4IroDC26+W;s05?HfrO77 z%pjFq9|cg1!eYmW0Q`)&Bp4W2u!*zsGYAwgFtYPAeE3)(@PT1BvJPON@dG73FytFB z2y8e25oZBPG{`b@fF&keKr)M&0hjHgfEe(f6!3w>G)=yG=Kl=+gta1>4@o%;4aBME zc-POs@cdoF`v1QfIQ})T|Igk2-|vUbUj?iG_pzzJ05X3AgDi-9fq|ESUjQfovT|(; zs3@4pvYCPL0#^0>KsFz^&;tuCV5nmN$uRU?LvhdF{vQlEryCghF9Y4yz;XWz$NeYo sZ|uGO>;GZw{v`^Kp`O(AFbb#%0HO%WRobRuO8@`>07*qoM6N<$f)8rA-~a#s literal 0 HcmV?d00001 diff --git a/img152.png b/img152.png new file mode 100644 index 0000000000000000000000000000000000000000..0d7d0b1dfed969b6e6bfaf399398d7ac485cef31 GIT binary patch literal 305 zcmeAS@N?(olHy`uVBq!ia0vp^wm_`O!py+H$jrlY5XjLD@Ck9(vOXonlYlEOOt8%hp^F@}n&=XNIGGY&m zn*TA}<&5}Qb0?#wq*CF*leC1IBO4gbJ+D4~;B}_v_c?I}2IqEbHpJSq6d4*YvRbHDNE)0-m>B+m@$-%byXVo9r+k9#{R9?Z%F#l(g=J|DkHdcSaAb}sD<(P0Y{}P~37i8|( zWbsq&t~d;CnI9HCc+eg})r*;bU{+9w_mTJ1^;dxQ@M)42WtXm4=Xe^2pv7-tNuDDM zOaWg|Z(AMZBz9=|Y!!QFJ^0Thv1jc3QL7F&YemXu&EhdNCd|YIrD%UJvA+DYnh{@4578X@hrOjR zQ+L+&?vjK(}X|Dgb8r_49Of2uH=-NzE7 zS#4T9ye8I=C-T@w5Y1g<_*MfezO)!ihQ+Yz&YJ4a>cv=tgjLMSeU4|1UD1{<(H^s8 z1dmLFc732BlWJ4Mlm*N5SyUf^Dk5n?M%Cq?&wg3a7c9g7Y%$Bey>$+uYp8)KG_j^v za~QHbC8I^wATp7WSY1i@dlrC4>wbcGeT9AZ4NfrP!cS^Stz`^PWQOet^7HX$_A=iR z)HYl)T~Y2+IKK|=0wu+74x*~hSr8?+{r*+ICU4jIez_*kz1kn%uU|om7nfyS-HeUm zfAOC$i1zp%L`nYP`c*PrDbq8$@^+c&#xKLJJL?|S&Ffd^*QJUMd08%&GjXm*hXeOFguObs|>Gn1mfjmwG;k%t^>O;z%A3qtj%Tg_kQ5$zrS$%2J zvZp{U3(#sL>&t>~s_s_4gcWQ?7vekUy=#Y3<1T2nx-zltsJz=PF!4WqZZ7hvDs)Kn>Jumm94MDE!8MZ>jbZN1Ja z1*K?Pp5duCHnSnIa2exZsaM~ewx;nJa#cNRud~E;(wy2G0nP$!5N8VG`oKk+q6yHv zakr@JGUy{W$iQBSEnkb5Y`X4RgIwmxT5Ml*l$1VEAh)gjIDaqYaZe?)W{r@GX|I+y zOJA2`X_bQhsI@O&RzM2W+FJL@<*c>$Ta(WXaJTE$0Lwd;pg7B#stNR!@XZJjkqKZ* z#Ew}s27n9z9Z53Dv8>5g05s&UAQX7N)M!@63g2-Y&{0&k?kQX6RHcS zp;G*3S%Gy+S!I56v*OO^EcUKVZ5wlfN#a;zj-oaPlG-x?P<(sC;y~oP&B^=@R1}cz zV9&{(yg$y2Cb8Y=SIy_^E(jSz$+J-CzgJX?VoQDPTfM1kaAS1@p zkGNm;W)C*-mdBQ6hr!-YV#RuI8OhWGn^9x9hD@{~_O#?>3Jk;Y+Z#cX%Ah zz!ZeX#7(Ar+jKK3`!IPt>I_XT@n(0+N^_6z&9 z&#+%u)Zgq~rAivEn*f1&rcOTBwFeDS$gz`v{cU{dT zFf#v*$&WFB8kaC8KhB`g`s6aaSKsH>t(ar=M80aKh>Ys)c2iyIQ%Mm@x|}O&pwtlM z>b^Mt_unvh-;Mhy!nzByviqq)jD~uU{+lh~j}?8hUj*&RjPnGGm_0Gag4z#zoOQU` zUG`Eal=Z^qVdDnxwQp<3RmabbS+85$Kp!F+GLaFQXiTafqKPS(^*SS|YH(AnQq>j+ zIIN1cy$HXN>LXOGh*|iS_C&s9VM_Gs@N?67DD?pNhpItVoqidr#$~rejWkpqUOA*TFyz<>j% zbPa{RYW9^lzMI7k98q>an<&hRa?A@g34w=~F_|mZq*k9&Lo!CO=k`fj?pz92t)a4= zRkq7Y%bmNdsH$aq{^`2~sw1crxVpLu(n@jWw6ey-RAuUu%M1ZBC^R+hE1*0Y!h0=4 z#=XvS;EaL$ybLWTPfQ1nvj1lp6lnA_CIRLC*l$vLOnwYT=0DG;R6B=$c4$S>AX2h^ zsrfy120|@EhCaE>0EM>k{$_N&rw$w+A{Mscdoa5+JhbE6i9y@jgYkRpKRR1|SWPGY zWL_K3mNb-r()7~sNz==<$#uC?*5512yylg9x$~C(Zk5W{rNUh@ZZw_zQ+J%V&dP9NOl(W+kX3*i6Zvl~b3&z-q(%nr?9mG9Ma+rZeAq*9FsK*t1S;1H zC&t8r6S8_GO&%&z&|ve?#IwlUjjdmtpkCfDFAGmYfj7|z2KAyO)K9QFj_avt9M|E| zSR8*7iVaq_7#-Y}s`^Qy`)t&SzBi5h*ruWp;HH^O&uqgGyo&m`C6|;A~6Xsa)mx zL2h!2E_9*t{2-@vb#5NIMjA4kp6u5s*a1O#bw?Mdp`N&T=o--NZTRjUQow6KsQ8sM zMphXBm?mIkt?qF+iRKfUo#y>!09$;AA1x>aYPU&dy@g^VsB#XlC2pwiTz0;NYSv@XjF8&Emz)DZih9-tk<=mLFg*C{iN&^d_Ls)Hq?0JhPtSZ z7+bc(kIUk7E@%)}H!BL3CqW9X&@tdYFFLAOeCTZ76c@$Pryev2eeF_$F_41JU6FI7 zJ|bsF>fQG5x?9gw_b|Tf+y)KeL3WVLAK|~5d+zyW5k3-Cci_p17{eWE_GaI~p=R4! zWOJ}*SykIL=m0erwr0?NDKT0&Z2!&gz>%A1SpCgDC}VgQ5DcW;nL#uC&Cbc06-M5b zK`Af;N4>0klEq^^>TvtmXaE2FlFB5ks%bG{k_*r)I~9&Q@C&TDP<5lMMw~(>2~P(D3Br~P`DR(xXTyk1?}q!X~eT=5V z2fHPjmFHaL?b6Oua*MQE!))*b7)XFjcX$hQ7r* zuqjyB3Gvq`Sv9ew2i@A!A$Ql!jq@2YQm|4v1W`@oy{uC%+zODF3}u~ifyW#mWokX< z#qit;@dSB#xpV4cc&}h5WEcBfXuyZ3E>sx0*ZUj0Lg)%8QP5HhW;?c!dGUJ3h0xNP zbMl&Jzc9z3cJVCm@2ZhA-YS%fr;;Cc@#k5zKS6zT>^3Dh87Gn-cf)fmHqA|FYMC%6 z(PJrY5+hETOZCMG5E_%R>**!LB4^Xw>?`8Do{)1rc8$HU=+B;L6#22`ZKz130HyXU z=6Zc6@T~-E?zeC3><2ln-qsExCgxx-qo#N1tdk z!nxVQ^Msnst!E1Pxp73}5cp4%_6@;gAx$*uUsaQDX-_tuEaWQc$(Ib6^!r=S6!LTP z`C#WlTkej+ErDdAZ$phoecI;iDpSb6*6bMe(+Z-h$nD=ive5ZZa<^1VP!yg|H=QgrzU0~Z zEhi6D4XWKOX9~sH^WAo`kOT|fS*B1NAH|N7g?2XSI?ivR;ntfySic0Y2giH3-0azM zVIRynwy9_wxrs(7H#_Zn!aTIQG3Z!tqLE@PQ6Zbe&df_;MTM-f)~@GS))}-C3xS{? z0qYzgL}`d6W@rF8=ZfeEj#+q<{GM7(1AlZ4lpTY*5?GidGO2lAeXBg@DsTN4%DAy6 z&3k{e`+e{!fDGUJAxgNha^<;d+M}`2uhPXDl`11>l^b z26q92+>d5Wa%F?B9h17^$OgMHK?RCwu5)D1&!vX0CYRlFsZqdMTf4fI2%->pKq%bX z^~Q=35i*9CPB9z7fnzTUQB~*)d^UJX^Pl?!4%Hg)VJM`gXQ2MZsb0eEV~?9B>nWscSsLo2 zSgYq@*#Mld>o@EwiYR{L^PA8CQ2LwJrCJ8UN9f--9%B;vO7>wT=^@IRV~j~OenlRP zsRw%gW0C@9sJj2l6ih&YK5g#r{NInEU|FT~lIc231Pi^u?x zW_0Nr!5H#m-@m7&`n;rTSE?^gUp(75l_)N)LpK0wz`eWHn4We{#W}mv&Im}N>NURu z$w~S3QA*Z~Flw9)7957=3Z*WGp|vYT-MbOHjf^hq4g}akfA6$2kjS^kPnr zx^beOc!lmediO0MH%no;0=CUfG-mr7@#%-Gsqai&%x;BoQ~uBrNA|U%+vgFomh%Xg zRf_S>Yjj52-JI8$@`aYTvaj}egoQD=ZJb9q4L7>P9c{l2H6C4dGxm9neqmgSrLzqM zbfo;DB~w8yf6q9Z`N9_9MVA2ZO4=S^9S#D*xQ)x|hC(V%e4!}yWSwW9D$wXm7n z&V?IY;*PfGL&@DfNEr&kBq)qaIXAz!#PE+(5y2c=4rfht&gVvK^!q6GaM>Beme2V- z?%hS>$W1i1c^=F@#Nj8wTI@d5hY!cGNga^@(Yp-hOD|U}#ov4W#c1{m;k#`go&BE{ zB|>zysqmg2Z6&nh;NjMp>439Y@sA&Z697#oV-Ps1QPZJ9;okeK*#{^!Mt7F)xscaU zlb1dUoX@^n)<^f)zdf7@`KO?J^dK=qQQdaRKb#F(hP7(ZbP)1Scu#Nn^dkDA1I8bF z%ji8l{fX0Z?9VjYn{v^yzoD!v1m%79&;672?ZFw7%Thzr-?AL;tWZKJ5|;-*SN@-a zGmoN!efV&k05qXO=FLxw)pBnCx}TMMW5^eVh1-_nn9UEx+J$mI8^Gg#8fdlBr;sat zmTKAe%U(#OJT!z*WNi-I^4J4Aa4us=J~Qm%Jbl6CV;44W5J?x{O9*>34O@fjP#avh z-AhWF9O}b|BiRCc6nnGU6zLE5DR6CF5RmW?xZi+eVSe#*G(%H7e*%8$bH&5a-FHL+ zBs?@c84k0Bt|>I*Fdsewe-uA$y0#G@TQMA1_5Hq-6vmw4QldCVz_ekwytd5LEdx_|eaI1JMi{ZNKh z+FaPPGlupMKb0Z>=EBhj8V>Kp9~rW-df>!Q9lnED@IkfIpwzF){n5R0e7zmB340P}7Lndb;m z5`}DSwPaRiJ@U;yL0N-cU?D}@HD}lOgM#|_J#ALzY{4a}HWU3b_b^W%$L#dSxm>;m zrrsOpiZxq%SfPWZSLWTYa1WZ!b592-+|&L9a>a7m<}*U@!dB&(ZK;pF zg?;BAPZD9ywM&y?w)$M1W1si~TojyN{<#-bjdCHc=g#?Vl`hhgPVf0N%nDD&A$Re2 zlIgn_-wZGQ@%7@!O1de%Zi>uSpQ}b=e!Jq*YFK=?O3&#@N1nsNH6HGU!>gC+8)Wb0voZZgo`igt z!Cn3-+qDK(Ux`)=`y6K>*F}1BTEYpy{Z~iNtb3b3+h{QV+_rJgfMOZWi=AtOT<+qO zD_tn$eWpD2Kq%KH*C25F*Sq+2@F|o5-d-w{Vd8$)gKAfUcH{l!4k%ol(#Tv-AKDck z>!v7HyK)=W+;(;La92K`sWxa9H8bd)(zjaNG~5=(LP_d)ffM_?fnZ*b2{|2L7NcwY zry(qZI8UFDp~-x0#OBa|V)+!a)3e*vmp=BltI;)-YhN#LVK~FhV-Ls`YlMzz_8?U? zz?$T{C7Lfipm5RC$#frk^OhlpUTwC44OW|NquD3(kf`khvGMcBj@T!xOGNNw#jt>1 z0hgj9LpH3y2{=+RAHU8IJRjB|r9h6v%!N7<pI`g59 zgO!b$m6Wp1{M-@_@fECrokM)=0Ol^hH~w^oyl=dk48?&XtlAuWTi7IyHlB2egV~dUm~&LnoRfk$_@jbm$ng#d!Z{`A zhaVCYQEgo55*Kbi3PkZSY$+RhRwaX{~C(opYU?{yZx(U0Yks0)~t5I%WuJvqG{N@ zjUxsUCKPgnAA2jMvQ?ZwPz*%Z$v;`rA(>*C*09(sqvvkdkjfVaq4jp>uVv!W(3@r` z>#?^*gwS*|RL#Ef374EYG9_WcCDzs9g*y>LGdJ-RO#XP%7WjT?_DkjLq|+<(c~8sj zUqJ;&?!_V-j_QR=ud6xp*t4D`|9~S^WH#sJxTZwzUeip`28 zvf-#+y!1;C*-7WJaDO@`*EK7;`Y)%Kx#$%euKvbpP3P{SG0B7pas2z|g>2kiG$tAM zYcIo#E?>|^hjdr)6g^JeySbK}6+cUyWeUlYIHZsLGrndyS(i)=Wm7pEh=Z)A$)ESgTHtLc;)py{OsxcVEJYXji+FVjLC*dZ*GYZLb( zSGHsD*`usmT`*;xx2*e-cQ@A((DWntBAKBngr#^iS?~#${BuT`dBP>0 z@v{mh?oDPDOjf8i`+?X3H^~)lR;o4!f+ZD94qm7v9jnT~GO-=M5KBflAB9R{;3!lw zjg#4+&?Bbs6DV49l3V;i>cDy10(Q*M+<@jaC%J8NZZmi1V#dkYOX%Z_lxdEk(tN;h z6SF3FV<0%eolSC!k>f^4lADv`w#8~QvvU#XG7A~or}2qm@=_@^ zYBi@tSr_{dbaM6scXNE4|MmDOZhvQ!+?*V@Emj-X z_NMC*^?f?u$+^JCIaj8636_puxy8wGBP7Yq$#FXoaFzyl{>Mby)+U%6%HJjO+gxy>OcZ|p?I;TJ2noIsc?i6_1BOO!Vj;i%ja zzzKxOl6cY^zeIUs5su0&0h~a%@`fY5@k^997U8Je50000gP)t-sv$M0P zsHmKroRE-^goK26cz9r7U{q98JUl!wFfb$}Bp4VN3=9ka005Kaz7GHZ00DGTPE!Ct z=GbNc006N`L_t(|oMT`>0A2=~feTO)iFRPP0O9jqxPT!~8sJ4?BY4~p9%FLC1O`Sn zUbtL?G&4Idib|S#o&>-O#7uA=4?=>MSB#gTzyZz!y7vMD5>KGOfIcpy1-Od?T)>?a zNSCsnfFZ?>&;gfXyX$k^>bAz+yAv2{k2BQXMK%zeVlME45*EV-6kQOh3BX7JN*zFv zV&8k@?Dp9^*>4*#)EsB1zDbtjp;CAPY6t@W+9qTA`#a^200000NkvXXu0mjfTE=bA literal 0 HcmV?d00001 diff --git a/img155.png b/img155.png new file mode 100644 index 0000000000000000000000000000000000000000..b6272204818c175610464bfd5523bf417e11f583 GIT binary patch literal 296 zcmeAS@N?(olHy`uVBq!ia0vp^#z3se!py+HD0|eV2*}Y2@Ck984V)4Q+dIbAMg6!DfmpgC1Mwo6>2ltJfcXU>CroIG1+OJ?;M shur_TGj?Y+Q(@n6tyc8~Z3YYsi=$H4hE34@4smdKI;Vst06+d}f&c&j literal 0 HcmV?d00001 diff --git a/img156.png b/img156.png new file mode 100644 index 0000000000000000000000000000000000000000..4c47c4b6bbab59c43a20caf9b2fab87889b49ae0 GIT binary patch literal 382 zcmV-^0fGLBP)RHR400001 zbW%=J06^y0W&i*H{7FPXRCt_YV1R=U3=I4X{2v(j|NsC0fdK=20Ez)+{-cTFWnl#$ z@G`(*-1eZdC0I|mYM+LNSI+ekH z{NMvI37RYwOdH5CgZ+Q*2FZUD8Ty|w0IB*9?_Y5JVx0d{0Lct~0fr3>`n*6PAO#e= z!W6*G!1MuG1p~tc1_oXQFa;FT7iZu_v4!LQ7Y2?ujSPK1KveI42G#`(41FgA$oDOp cicx?J0E9b}lO_LM4*&oF07*qoM6N<$f@9>6wEzGB literal 0 HcmV?d00001 diff --git a/img157.png b/img157.png new file mode 100644 index 0000000000000000000000000000000000000000..fc9c9ba5cd95630cd74db96f9f6b58f7de2b3446 GIT binary patch literal 195 zcmeAS@N?(olHy`uVBq!ia0vp^l0dA;!py+Hxbmeg8;~O%;1lAydGqEKD^|3$wB+RE zBqSt+goGFv7)VG+0OcS1t8D~Qj3q&S!3+-1ZlnP@VV*9IAr*6y6BwBI3=T0$DX_S^ zyECs+Fnagm#er2bnO8}97`HiPNXVy|ur@GDx9Z%#*mye8rIC*%!=X^OOwPN#l4+7m pJHsX~zLcqJM13uM8$Yk$XL$WnM)Kk%^H`t_44$rjF6*2UngBg3J1zhK literal 0 HcmV?d00001 diff --git a/img158.png b/img158.png new file mode 100644 index 0000000000000000000000000000000000000000..566e6a7b37996fce21ba10479b15421db3946f1d GIT binary patch literal 312 zcmV-80muG{P)RHR400001 zbW%=J06^y0W&i*Hwn;=mRCt_YV1R-T3=IE2e1Nhr!GCO`A8^pP6rxdV_Lzdi1AY|q zF?fvp6Apa%(4YX}aq>0@0C|EKDhCVrfQ|Q{z-VG2LjaV={owxrgxp5~hYbu44ygJJ zXzNI7g8$gT2b_^Yq73tYoO<|?WSH0g{UG^oV*Tg)4GbLb`jKR~Za5fhV9*D0J}_KB z(Zj{S{@?nkaQyB6L9(l1GPpx$C;|YJu!gwt1Kkt=0000< KMNUMnLSTaZtA5`A literal 0 HcmV?d00001 diff --git a/img159.png b/img159.png new file mode 100644 index 0000000000000000000000000000000000000000..d6c24337bc847468dca1b9e6909d30f01a3daba4 GIT binary patch literal 227 zcmeAS@N?(olHy`uVBq!ia0vp^@<6P}!py+Hxa51RBaovN;1lAydGqEKD^^UHFrlTT zB_}5*At50oB*eqR!^XzOz`#I7MMXkFf`^9(sQm5TqAnoCSQ6wH%;50sMjDWl?&;zf zQZXkvL4hqMA>qN^>hF51IC>HS8#Xm)={+!M67M{Cf;)9X@nVmO%z6pwG8_#?7W@v9 z;;b9A*(!O~pY~)e4`kSss&Jq?xMAh@Z>%DWeYtF0E0}oJum`YIROc^Tbs(GDmVrSo W$f)68`i&Z(l?Vjmv0~1gITI#K zXlZGwsHn)v$w^2^2nh-C@bIv)u`w_(P*G8lkdWZv;Q?xT6?u9dkYX$e@(X5gcy=QV z$jS0_aSW-Llbpc7#LlL%UCHjvvTlc+xEKIpNdy|BNSDnpt-69eb}Zsh#yq zV%op|jg5`H3wf4wDE2otzPIPLX4ZO8@WHcT<4*|*JB5@TOeQX^Ob2|-76@_bZBRYK g+9NEX_lb#>!A?%7;Y3g4W1y`Jp00i_>zopr0Nkfhl>h($ literal 0 HcmV?d00001 diff --git a/img160.png b/img160.png new file mode 100644 index 0000000000000000000000000000000000000000..7e379822da805cad82dfd27de9322d3f7ee4083f GIT binary patch literal 10083 zcmV-pC!E-cP)Ri+JfBU|+15bPruPgd3eshaa8v%-nqFPZ@`(0mAtthI9 zjcNr^t)Oa&r}f~e2M<1Rk9bASB#?wN-TXxxl69Ij>pZh&ekcSKsqqge6%nr~v=&DE z83;Yh!b=8GRpZLkS~m+K{#c@v0Q|FLJpKWRBPS9|7xgC~EWwa}0Hsh?e38TvXNxL! z8nGpCYgM=YDFuSnBo=1xMyz@7yxc@Ytnv$Bf($@RkWaU$P7S&LV+y;ImIGsfR+F*y zYHU?XRq8;!E-?MH$dt}{ifU!x)P2$>;L@mq|6}6^DyQj&uYyCeOs$_XuzuF3UjRQ; zG{@rD=;bI0ix^o{cf3o}$U(%dm;^lXYSmPUa|`B}v0^113j&psFf$-9Ag75Irt#ft z$J5r7sXiD_nbN5OE!`9ujHkf-29P|*0H%Spjqe|%bb z+p7+H78TPb$}K8BQulV%A<_amE)^~NzcnS2L@Q2nutCc(?zs*J9-^N24g@v z7VAX>S|-vF|G2cvwwgYo4g#Mb{QK{}-X~}2D`19)>>rBit6QP}!hgbvccP}2pI`vW z8r&jc0g+SE_G|SgjS<>&`iM&xby)-#9pJ?vu&_3S}={=E5Yp)u*O#RqS*uO$3qP|D`f)($qg?(C7f2 zR@H>Bx|5#$4QmJoMO9=VT)n}&SQ`of>eEh>s>L=z5cH1T3A1rGRq8LsY?0PIzJ_?H zW^xGDfGqg6WQKMkX4QH2rTQg+c&Gi!?ytJHPx7bJj4IZTBpX9tGU1RyyL*0uP#7vv z_DEQLl`Mu5B@~8l73IYXWhk?CxcGN!{G9(uP(c=oHKc7M!%*65$qbV5aOGfs07<}`g zzq^S7{)NcB?dlnhug^aw_VKiC3@3KRPKNboL7ON*vIZzKBg$SkYdmB1CG+~Zesvnp zoSE%fU{I0&vLOn$*=V-Druk90w;HC}5}DhlP`O=i>lALMPJQBtV1Ch>7}i2;mC-0T zv)pcE@7i9rKU|R|Y$e~> z(?qrAv%L8k`lQK0^{~xlIJ5Qk6pPlH@k}d~*?q6~drcY7=@xTmf2#;9?1@8rd{I!J zc)xY+SKzxcS&7of{bAdm;Akem1yGMoSH?**1Y5()Mr~HQ_6ij3K~R@>M4W#JBK5kp z5k0Z;)dl$y`+N~(oSKKB4=ERWGdv7UP@yp>)Lu5Nd$8*2b?Y;JS_++^VCflV!Qoys zl=E+uLw4W6y8pZ#-#2mOqIE$KX_U}WGNYY!_+)f;ipuv zTInKwta043fH`@nRB>TcZHFzLYe(r z_x<)XqJkRez(9PO;R`dg2-5oQZ-qOTPJx<_VqbL&=$~F8zs}$u5ISIrc$$R_%_l&Rq_y57iBS`kD`J!J6*}}+Mvn)PqTY0(-W420z z)vm&F&{fBQg|kIyc9+#p`r~9z!QX4>B6BlbyI5^;hMUT6&dPgs{jg4H*KCH$`V$mG zZ&KKWs79gY|GnnHG=hhIP5*Ug7m?wt40hcJ%Ma%->Nk?1J1TD`yTtu)eTbZZWpnw3 z*EGuc<1c{=J;7|TP;)7Y!iGCN4?6I!0q`ZA7SID>Fkoy7$ds>6r^Nu6ipYSm{)u%m zX^KppXnp}{)FSH1>G!RVOOfFO5FV|~zNSO<@l3cVK>M2EC8O#i!u1QB3B5el$z+AM z3p-l%(VzO98Gmy^lbtVwH!g?TIfWa?kLaOOlq~}Ox$esKC{)U?0_E@D)5S@&q(K8j z#1fPx$WWxw!BZ{$B(RF_wwQ{bi!{7wJAg;vm6T^c_OzKPN6ueg;I&WX;q}7$lYbae zd9bfrJ-)Q9Ve5%kt)5d*Lp^!Xc7U{ku7qd~oxx<+a4iYII%oL%_#j)t))yDsMu3B} z_zuMXH5{a&X}$I}DD+EDhr=c~q7Mc{O%|=&)>vF4<_$7Y=lHYBxr3m1(I~n=>nL*Rx|amU zOcNdE4Ph#6zw23{>^yrP>z{UvPOel{hz`BJnA9ZZHiAFWhtu|V(iR#k9tk-o0((z4Gb6%$iFbB;fCRYRo z;`{+H(_Z*;39K7Rt9KtteIC_i&b2-~=e38~0HF{9LS5Qk<@`lZY1MY;EK;dI>b9qnAz zDBhSAYs!DQHpsqK4YCi{P`a#7tY}q(+q0@sjI&<#?fam+l9{8(6|3JB7huN_G~!%-VR zEP;BtMWb%dUKOP-tk)_!fF}r7MMq#P28cAK!S7r>*!$y-ykk~%p)P_@70h~Fw`AY; z_o;|pZ&*Tb!IO;(RiPtd3DG+eu}O{{WNN^ZW1m!2QSffm5O?qh1h53*??&zG&fN$q ze|=bja#6f@voBWpH6_0*iXP7hm@gH&5B-nlo*k#7Dfx~1>M42E>(2l=CDeKfFkdS5 zt4pEsl7sxiUAX){#}=tOOOoATnlZGw*v!OoV)4ZsjGx3}Lo5ssq$fu1y_{G)j)RLB z8+&Pc!x!iiVcCg332~b-0hSU=5GcfyJvP8Lk&?iJXq5q^ATYMk?HzFtPoN4s&L8ym zk~m1h!T6bMZ;6BWrJ5@ z4u?31BQSKO@UV!3wDaJB5eKQ~!Ht$>BS?2-;bBm%+rEDs2SC;q`%_GG#}+7 zC{drIOX!sQAJ0xg^}^-*$K-AJsN^L#o7?==NV*;U&UGe8?Qm?<2fyn^>Kb14$YSr2 zavnT9eEXyO!0j_1{IA2hYD?cv-9Dn_gZ_r;sG|Ab%YU6WYri{9bG^4_{O)DFN9D;L z%24brKO8BsEbqwB7*hW^^gLB=mOO5>tnv^@>Lxm z)fkHo2{1dzj89w=t>%|eka=?Tv7*l{PE|(>-sqeFPo})&>f|S2WN-K|vP^(1O7wu1 z7I`7xqSk}zEA0xrRqom+?*uI{E`>$6&%z3^&YFb{HqkX>(KMm_gG}Iq9M1Y+j_=Fe zugTVhIrHGRq3`dR=)Wy~nveIbKKcBIlKcozdSOdf__u=}mL`j}%k(y$-v>Wbea0ha z>wFo{;CqW7zDpf0z7Y%k6Sg}eexo+(@NedD_uCNYPJ*5W)3<7$E`8T;Z{EF@IO%&r zh)?}^M@Ks@eUnTkWQe3QYk7VkohjBqYsaUk?H=-WoEu8=DPL59N>6;zwhx!Sg8o?u zern3)Ga@2m5xd-vsxU!Qm8PMLX46nc^P{o# z=Y5se;HUekT>VlIXs%~)3KNa|2O9a0V(H_f>^S`GXzsa2Kd5eHMcVJjkW_s&JU|YvZ31A4K}nP z-a96XtB=t5_P3$s|DE*zI*!&&VN3Y0*YHN z%O>FPZz`hKb!@c_#92}vIvo0PsQjdcdZO~szFHB;3N6wq?MWwfXQ3y&rLca%{LHUFD6_+;dWnvo$ zu0L)4m!NjmK{GVMuanJ0-^MVwM?5GxBhJqPI+7tO4~))vYA}m!+(%vT2>?B?8RQzjY$x_D7$CiY2;jw#$)z(%k@q_H8vP0PoI&z5^D< z(f8|5){@EIXZn#RhHikf;q^mQ0KMy|X**U$O-W$$Y))M`7DpFWmG5Kh{QGV84)$`rcC= z>yA|4_H&|BDcnoeC>ldbmsJDGy_XBs98xMgf*L%6sv6eHUNwgl?g8o(vagt~vH`%63UC^EEFS1U@beh17aE7{bRT zN_bR!@hYGL@5LeK08Fe6s>2(FY7M?Pz`Ql;!bI1I*z16CWs424TWq;~Zk^mc=zkl< zcc*W${zR-=#op^(#OP1Ns#U}Vm>EA445#bG<}INv`nh?0_x|VU&pTcnX;gjt)H$zH z1egbrc!k$y(^;Q7jXv#S$EC0G(7xc~Ay4Ds)$pu(&Ux)27{D_Z>R>7&;Is!y%rqU{I~&(_op(*tI#5fIi5<6+K2H-caf)xA=8*yr<{V zOc%RQ>g~D+=b+T-^^;ic>QN{v5ABN@8K_aX1;Eu==TQ|VxjPi;3txMP3vesYzC*ivMam%?U2biiS^p-E&iXI+l?!<*jC|3a z$=CrGVX^*1tXjqLdKUs}d`COi9P)B)aBGp%>X$B?L)s^;KJ7b$?5n^_PT-~6FAUY^ zpThn4jy4z8-agJO>dxrf68@U`;hQ2(zkJ0Lik+`dH@rUExxJk4-ae1?9X1xzH@EXh z(g3IhZt1rmPg;_Hv15js^So{R-R%?RIC;>0CYk&J+*{ZK=Spj^75e>5Y(?4`N1rZ+ zZyW0Rc&Mr90NyQZ_13i>0;=4;TiW@nKt{Hd#l;-IPgbo+;QJ!Ea2$O#xQW`<&I#b& z!ag%Ab`_M%MQ_{d-O?^T{jnZw>zkGpXI)IO+*wq5;(c$lbQ#O1d|7?jxtOhsDVSAe zENuD_yM9rCVm$xOKp;Rt*Q`6cCo zb~eyQ4;3Zkop-MSN))wT1}bXW8yKoJzAKgcq0%KBU+i6$?VaQZ^4^G;1%`QicEh;B=Kxg9f^9G?TzU&R47fQdmOjFML({E4fBgbba5>K` z=c^rH-kk6X@Ee~C%wnZ5RLwhkpa%nsxqB?Gn`>efSup+SxvqfcWYwz zw<=a>pRtACJ#{P4cM#NV&auFLP`4y~2SeTR{)1KuutlV$FTU*iL|t0?4vo5W^c@~` zsl7j~7GMX6wMXxozm7?0|5yjCem}s*o>I4_{lnf;w-(=BdrVzI{Jvm2Mt>F@!|yS5@$@|-ieJB?k6ZShx+Lv$E&&HX-6r>c`+@K7ST4c&Qnb?iK~R^7 zf4-HOdx!5ps9WOvY#$fV3$X6}-@akJ`@j9eI`@D3h_&ti_7rQ{|LrYS)1S} zmLLtYUI&@VxY85rb^WtyT8VUQ8L+2S-l~e_{4$uEOl7<*eL(BeoVBffsk&5NOIUxv zQW%HVK9%-^RVOvn6PDfbJEc|H58_%nZyL&I-az)r3Vo+Eg|c2xw3mvN$j3w8OQ`bD zzG!A&c^VjMGM>rpPR&s?kE5?H2!&B)W_#PQlv{G{A3uzM-uo%QGZ~DWGT`O}U;_CG zJ z8{J$<;ht)NDS~>tFbel0(QZ$G=a!V7sfpt4!YEuJC^RWQx1{te)e^j27=`<;VPBNL zlEQuanwMNt;MYjB+Y^6oSM&AYR+PVQ8+tG0K)z4%_XMadQb35pQNQl6vFiQseaDLT z!}lKFy?q|(J8XP+`sUn!w?~zE=FMa_;NBwY{`>5Kp!4Ltcm2fjpAD63U5IL*0aAR< zgtwv&7-@uTdHCkPsk_lpo*Adl?Bn@w_x=3oP>)|2E|^LM-YR9|Ljkn<^hqv%h`vO%+|p&Tz(b-Sh(5*ZJ)5tzz4_Qi3S!H5BfHrm@;5U)M}-KA`zb zUm;K3?5kOMc)W_rZ7KQ$L<#xZT#&$$20r<)R$Ao)|kob{(wRV^J z{0A_1hj*y>>Fh3__$Xb9>M-lG_^|O$-rijTm%t_Yuichtz4$q#U4gfrP@+!#nPFNH z+g{^`)}E1Ef3N=cLz(k5W}liS{6$ph%G{)e{E*bbHq33xcQ&WQ{6)4K^k_Tj{PY7PMk_gD`lPZ4u^ZD(KxOdJlyBQ$%jd5q4+@uV1W+xQ&u5y33ns??Ws90?ccxO52+A;7y#? zboq5^J%}S3H7ow7&)x*I+Y`r)ktYmi&>KO}B$L=SgS@}K`wKIl=<~Gq z;qMz^bUr{Uev}G#6mRq%<-FBJvJWQ%_o-@tHp#x4*AvJWM&81yYJkS1Q1Z1Td#t=Y zYxM#0Pf#_;XGgE$+`iQ|eJ+;g-!AaibgRTTsPk(9*Q)3dz=7QlICj1e0{oLX`XEQ_ zEyD86olkN{q`*PVe@BFH7c`#u^9+zRB%d9<-aZOI_Q966MT(Y=*bP$2A5w=qV$(S8-wzu{{v9@s z{5xzM%EB_;BQBS}db~mV$@=7#3m_GlD;l{EWlW`h)42=!<6|LF{7(jlnAVpK*sZDdx(g zDIEDZgO&8>Q;mgD(c|vR#OCOZ0{)b|=kG7)I;i^(5l}P#XP>`2*1$i>zWRS!cl&(z zFjJ@S-UYb&wQ9ls2CT|Iy$6OAZ+x#FPBAOp#QY1V@cTE6uX`!@H`4&XyfFTbZn!G{ zYV^vz0Q=4`|MXMbehsGpUmv6FZPElHn$Yy3+zSS34uP3mmO^uwM*nU$+g5+sW;G|@ zmB-IojUcbacloPS^%P10PEV2Rq=beWz}MaFS%81mh+M9r_ju`jdLs*HN)wrl;MWIPrb?d-*ygv9n!i{}2`O>kfdzeUgNtgXkXy z*}_#O$x%XN2-m2EZzbx=!nE_VX?FNnI?qhI{q{*?bpD&qKaRSjpa$+Y;o;P*plFQV zG7KIcPTiEeKvkn$$oI5gzT8XY+_c*-+()QD3lFF6+reYG<`${KTSjirgn}F2&EKQI zEs34&+Si|_t4}+rop8Cm%-{92pn=oQ@%GsOG z5}p^Rm@iB|{QR2$O>-WgM>OD%A=AS-LI6tWx z0NHlVOQ1P2pjh@992@tBMz&bax!HQ3^d8yQR-asTzcw2vwmdHL>WuH+lZ#DToDK2s!nQVXt%{QgXy@?gn3ldS|LXkV zDzj|pC@e}LQ4-Bz=^;1mUKH*xERl*MWcirn8Y68|8jW6jjC5?Exb3FjLrwn-QRqFg zMnK%UsBt+a)Fa@UUe_aSuvnS6DXxT&{erM*YS*-M%^xmx=qRk5f+*^fQaQ(aS9|W{ z3zJb-d$xpZ*p83JoXn`F`OKfY#?`z2J&O^G;$rD>H-e1}P zLi!Ww{QRx%6>#Mg{%*&F$NBHDapd1&{ynNRB3Zvg*OBx^#$V`(b^%r%KYOLx=f`C-QR_NVFz+Vk zGcwO~2`E7Bd{yX5Tg|(XlgWhvpmbNZ>)t8!JYLVn&$_NNaQ$R^p+X+B-L$=IT_4=Z zWxFfw9~KAnJF*^ki@)&QgSDf^iFJHQSSgI}4DemeOkad522i~5MRlaD0l(JPgD2bd z#I2$JTvR$9J z)$w@EO#J_OBmX4Yv!EjUWQRRwJ82J`Z2$fLjt}nSvfU&9=E1$VyiD3#+g$#I`hy8D zz6Nc15Ap(%$^g#tIQ09Qo00#Wtd`mqPj*(kzqy+5O`K$QmcYSdN8_jGqhQ&}S1Tv5 zWW4>tF8H@<&95Vc?}BafZ*9CgvJTiP|Bl^m1K1M(j=b9tw!pt5?>30d@^1|lf8^al zY>t0N-faUL;omyy{kY6bgjM(_zQ0je^;GT1yLjx-4PZVhX zu&!dSfq(jR$%v;BPXO4oExv)3DA00PvThSaTXV6uEB}kSYVJNc@ZT^Opm6V93||yz z#xl5jjocT_Gb7#@k$-9q$-X=~ft>hS$msaQvVL5+Uvx!1Y^xmWvNy#WH`*fF!sgQx zV8#2lWBbm2l>9I1R3?1YeD;z!zF*D_aqnXIfLU_sHrR~IblXgRUd3d3_256JJ*Kmp4 zXrn*Qfa)V)K5bt9DX@n7@6}TDMdNR4GdvYmxkjG=JCOhVMQ9GmmKS@ESrPlBKluHy zqH~o5INEPLZ0y+n#1SiEgZ3wmOx*&GjXS!4GPqL+QrfO)HPCy!^gi-eCsvX2PhRNp z-PbBO;If0tPQaLy6_6zrV@8Q(EC|(X8OXrzs zx8FWN(9X}M*^Jx%ywJkKsaZjJp{tg!ao^DBNneGR>$c_B{Oj)gckmNF$4k5Jd_;_& z=Jf;++9y%w_!UU7SJi6NV6OaDfh4j9ow;Y)`=gbAdA4uER&XZ(xqN>@jl0`F#Y+q@ zGPxV8|35=6GBli$0bl51zA*U+@UPr!oS#k~DFeAz%R|WYuKauElNvjejoAaF8$W$Z z85Jv_^*&n+j~_pQ>Eip>uCH*=d!b?L2#JfbA>bvp1oTueqW19@$sDN9ocD zed78W_h5~!+_K z%kAIo#c0YHKM!pKvCkU^8_S-*geSt-7~*DjXnfpbtZ;s&1ZR<%h>KpJ|3thyVk!KX zoun4xSl#=ES^dGk+nf5~;V3^kY#jM_*f{d%d`OT~GAF(9RHR400001 zbW%=J06^y0W&i*Tl1W5CRCt{2Tup2oNfmzM@y~ednHq$I_=z(E7vK)6>;m)m2^H?HP~!Ny$vt&->o1e*NlIRgVD(1AzC5*e3>#E6zt{ z93HOG&jPe2XFvxW_(Wz^Ie zE>PMb%!a)=L2D3vn6^WaeS$!NZ>Scgc551{-ctFbJFJ4cG`!Y9Z)rI-5~pAq$bE$< zZyr`#o!0ZikRwf1&62Tq8!5DQXWicv;b8=I*e7pxO0EtMSLy&~%gK1Kr!=5I@uJ63Y^uUeNkmm)t7QO{AiSQhtM-GpuT41z71#TZ4(F6(ZFSpxh z4A5jl=tDw}#b_lB9$%y-VOK^{?8bF9se5WE6WledLNrfOU#Q^Tg?3^AN}G zlk)teK#TfUA#NumJb>Zra6uG8O}YgyO-;7IH%;DojXezX!S*s1_N1fl*GIa2u3qJ# z$aB=Q^Yp(7jDP7iDV65=oLMm$;RxMq`sjMgoJ5R)-gNI3pkRTNCm8XiFVdj9vQI-T?=$p> zxP*C+$3{1cKEYBHyb^>M_6fn{!M1spLwy2KpBw}`{5n1lPDwWrMDE9mYw7$WDRTQL zqKYci&^RDl8pNL}bki33Tew3kg7_UwP4Hr29GfwiPSrjh`EBbDCxn&nxzV5TzwcJ1CcS(SlJJ^_+#;{%X2pn zI;a5@Tf=W7u?c>77Cj62t2dVbhGzj|9B2R&i@!n7PF67aGZlbxEG-JN6n7^`y}Hl8 zZ!Ry~9~H+PKlN^T53X(Ti|J*A%dMb{Ym4PQcfC5fo7<@5XVOTBt?o;7C&?<#hD8?! zwNIja(u%|4&g~J}V;u{UvoLR*TW#@)MaGiDu$f~a;L;=BBE&*V30|T8G(s*A>|>$c z`2I)G$d~W29>0UH)G_<=y2pY(g|{27yFWvHnJ>eK-=RzGm5nN=jOrW>~|bfA|ep zs^m#D7tInqq2|ce=u+IxBE#|!`hW$gd`MX#Z>C9cg<7O{T(Pa8slhD)6U1sPz^D__ z4^6auli^R2z&g)EbcjhHKEM@3g5fb@vA?@Y5I;)>>ib!;7#<0-UH~7o~tY=>?&fUL^(b3CD_PJsUm%BBrrsUjhuK&8MSczN?b9O5 z!s66jxWz>eEzp@22V|h!ziLx=M|NxcqJ@HIAP$Rf&xo$Ti><((5nrRbOKgPru2O)7 zuF}0#{OEJV1IR5(SkUM>#?Dva^x65t_XL*G;>A}lqL~V-M`VID!z?vSTe#bXRjOk# zL?Y}=(RKdja&Tvg?F4k*qaZN7Jl_bgcJoIl1AKJPD}up%%dTs>f2;&Hc0C2JX*b+`!FtaXYqjMhiKi+Y8K}#4IqEYmTNJ7XKbA-&$pRtYqI~;YSYc zkpjZ`z0n=`5kGtIM$ET~d+B~|qk@2K;*K3w6n9_5@%H5GSk#Mfq^XBago)NhvtO*= z$3@*{CoIs-#*?vVxAA?VR5kid3DfOOi<&qrg>+bS6TgfjJ1;2o5vRo;4(xN=mk7QtAPC`$G{ZISj8`pcAb5j zDa|c)4hC{<`d@WTV+yU#kvLV?d>n&I!ci;CaimUs3@CI2~ri1-KgemM^JSda)A&isum4;XG-38JZeUX|% z<)7D>!d2ih1Qp7gWY2j_n13aB?9G}TiwI`c?8Foc74)WsfGJi( zE1F^>0b-dVB*`4#rX}X42uU(8V8UMUWav#{IWl~!eZiglDMpwGUL401F-c~axINmA zVTzC>GcaLXs@&I^_>|mwAi{++xNwS#aib*oZsrMjkN;gRs6I?M#c2He&qy|h; ziD36-;_=A7lOuDLZq2#3OKQq&CrK8QTro+8C+6rPg1zAxG^Lv)3khx@NzT6sTo{)c zG({nT=g9nKasQ$s=q(~mUL5bSSKv5CuqYWPrU;!*ObPLNrWhuufmGEq#WcZ{$O!+H z!Pp{1Q|!_@Upi@>S?d4Zaa=hkrpUh9s(=#Y`yuy?t3}saZMvtSf*=P6znUY^-X;e5 zRw;?ziV1S}!jyz6_~rP2aBN|U|3?9~rX*3pFURkkcBXjQxUDHkROrf?rtW!Rb^TWl zt>oa`Iw4zLHg0DMS7EZfyIQkRp)1E7k}tTb#q6JwgK-t|bt@J8a(qjRUOo0nR8Vmr z^9Yti&H$Mb$W41{N??99m7~hXZB_7fw9mrCL?Kd6)LOxgTQ&e`nWCmkobLI7QkB+$ z)Rav0=g7tg2mXgPEBzg!wA@kw_h;PB*Nonu&+ewUcPJSOD z+a&);F<_>on&kHmDJJ>7Mk+~ue_+5I%#RaO`T-}V^dq8^{9}gWnLA2xVoE<^fJ`~o z5BdrE7(WeMf2`IEEz-d0CVTJy#?rw!S>;<3h3#IeWQ(_;v<1U$_UngnjPSn!R(h?H zE%u?b4MT0`haCJxsD+tc>tu;*l^k`f8wEmk;S6cl0B-hLC0mqk2MUT0d!k1g_*~$6 exF=eqfd2z+T~iG8H4{4k0000zGiSnt z2`w!x6%`dZIXMXl2_YdN9v&VxHZ}$Z1}Z8l5)u+TJUl>6uOd&+15%77L4Lsu4$p3+ z0XfS&T^vIy<|HRDFx9cyENEzK3{V*I?kJfG&eR(m-H}k zieXR-H*2_g#=g^}jp4zLh6Lk6=FW4RJO-yNEF>P})U~m-egFTz;bzZ$)&qxZ5EB0d8d;GgR$G-+wN5@mECmj01;Hv8}Wp_f8 r>8AQH1DEDr-viH>%1+rhXfrT4C@7q>^Xc0GbTNactDnm{r-UW|urz8C literal 0 HcmV?d00001 diff --git a/img163.png b/img163.png new file mode 100644 index 0000000000000000000000000000000000000000..d5149890c5a4e6ffd59e111289d280fa67ca9208 GIT binary patch literal 371 zcmV-(0gV2MP)RHR400001 zbW%=J06^y0W&i*H@kvBMRCt_YV1R)M3|Ij_5Hn(xVRQgXk_=WR00|CqbYceyT?`2a zfHXS;-~ayym;?hrf*%+d_@q@J3N9qD0m%gc$eM8YmNo#>vVivt6CIERm_T9q030m* z|Nk>^1Tk=dL_Q!?bV1a7U|^ZJ03ssG5C9Zu*nr=vVFx4`7<_;U=xqRQB@@8u_7a0N zkj*NG%JE0AySm zA5h5xh>{Bo@<2xZv-+#Zj$qlqK7oM~XnX(v-wZbYC*pE!Dq$}-5LPmT0RUE$Ha4ma R`F{Wa002ovPDHLkV1fk}f!F{5 literal 0 HcmV?d00001 diff --git a/img164.png b/img164.png new file mode 100644 index 0000000000000000000000000000000000000000..ec42605d881a798169e384d1810fc79b3af26eef GIT binary patch literal 283 zcmeAS@N?(olHy`uVBq!ia0vp^Mj$o|GXn!-o|QljkYf@x5)wQ-JU~saB2Ui)Qj8@*e!&b5&u*jv zIWs+7978JRBquO1rm<;69B5$3VV98j@l!J3Kq?!vz}H4bm+#R^Dl!uDm`;kzFNoQ& zjeEMpkN^MKjVdH13mTba#3xk9&)6X;QSnD=fz1X(P9Xn`L-qat|Cyf_8ah1rQUAH- zNG7w{h3)ei6(@h>Fw?A?aI?n2tsuY2X2PT2{4Dhkj1u~7lU^LS!aON){(&zG8GO@N colTe-Cf(3mdKI;Vst03|hJ^#A|> literal 0 HcmV?d00001 diff --git a/img165.png b/img165.png new file mode 100644 index 0000000000000000000000000000000000000000..c24b494c10ef881c02265a54b168e2849d809a1e GIT binary patch literal 550 zcmV+>0@?kEP)RHR400001 zbW%=J06^y0W&i*Iq)9|URCt{2RJ%^YFcdvB&?Ie%vop}KV};nDQbz_PIx>chF=FVP ziH*{J0hyQ>D)9kiKx{w+VkR>ZG)O!K9>K9ookv@$f&@Z6k?fP>bFY0J$G`x1g9du= zzjUNf0th2DGDdU^Wcd85#Z4t4ZQ(o`qJ47#}BTq|tKskjM#3nbRXq1@Jz(!mqdcRM1ij+E&FOG!yyEA!J3kKa4I zq3mp>V|4{a1^n~`i`n~(k;*iMW6GqQA-P=ObZ90MJMo){J7(G;t6+AaD=-Rr8B#ca zi}^$%sfyf5I#d4YIxK4+g-hBsJa8(o9JE5Y;Np}%${jL|2cR8Iv>Uv{S4X?7m8^sz oB5(FJh}E%wIv)&oP4G|g0oS5$?Mg@?!~g&Q07*qoM6N<$f}V%xb^rhX literal 0 HcmV?d00001 diff --git a/img166.png b/img166.png new file mode 100644 index 0000000000000000000000000000000000000000..fc4bef8ff2e4700c261d4e3fc8d26c8cd8dcfc88 GIT binary patch literal 442 zcmV;r0Y(0aP)RHR400001 zbW%=J06^y0W&i*II7vi7RCt_YV1NRCAZCHG8yGOb10ZGuvp6v1_&~$~kO~Ig3;Z9z zVq93vAOf(0h)j@iV0*x3B|#Vp|36#=vY6Rm;6Qh7! zkjZ!iU8r&c1G@r(%kc_p7W)9n>&T$sBwC38))?HIAP=PY{sX}uupmF0K6VDaf+S3h z438K(Pz5nHGJS0T(mWuuFTgdjPhk2`fTU~%Lo`EO0t4p(&I1f{Kr9BJtiJ+^QMikd k2Uu9d01GUvQ9uU(0MV^UgZJ%2`Tzg`07*qoM6N<$f;sr4pa1{> literal 0 HcmV?d00001 diff --git a/img167.png b/img167.png new file mode 100644 index 0000000000000000000000000000000000000000..ad74a37f2a5b0d261891845c4d37243b25f0e1ba GIT binary patch literal 267 zcmeAS@N?(olHy`uVBq!ia0vp^azL!W!py+H*pT`37La2Q;1lAydGqEKD^|>zGiSnt z2`w!x6%`dZIXMXl2_YdN9v&VxHZ}$Z1}Z8l5)u+TJUl>6uOd&+15%77L4Lsu4$p3+ z0XdzXE{-7;bCMGrSpOujB<413zIcG0RHR400001 zbW%=J06^y0W&i*IP)S5VRCt`_k+DhxK@f(2?}Y4mF|%3)EWAeuNXmr6+QLF?M93SM zN4QF?!aYK;(5H~Z2M_{cpF*(A6cz~*&biH*WG@%IQgGmIX8-wic4il_?Pd~;H9$a| z%b*GF-{r-n@mgGw#Tf8-8@z2ho9}k2kqq}gaVd+(St{Ohj4uCR^W1r5O{VgB6{j_L zu!@&@=0mEfOy7}ps4Uk~|6l`O=wx(1DFA-4Z`m_=;eY7u3;+NC07*qo IM6N<$f}J?hYXATM literal 0 HcmV?d00001 diff --git a/img169.png b/img169.png new file mode 100644 index 0000000000000000000000000000000000000000..11d50f55e39a549fbf9439d88e48b2cea2740ab4 GIT binary patch literal 790 zcmV+x1L^#UP)RHR400001 zbW%=J06^y0W&i*Jlu1NERCt{2no(}kKoEvUNJs{?Oka^eATE#|fg5lXjzAuG;-$So zkI*B~_f{(O0xjYd!60}DRba3k+ufP$PIos>lQjPGFdqN=d8gj2*LDg3@E2xch!Cm9 zT_hEo4Z~7O&pJ^EKH0wD^=6wW^dC#n&3Af-h>phbe-`qO;D!%7HD%` zx0pia1z@wxOcfLS7QA_(^4wFX*J1+S_kM)VH8Spm$AR$5GGAHdZqO|IG!DCdGHV^o z6`6gCj7+BbUO?oe+@+c1ZZBZc-J0YxDc+>sOf7L`l}Ne?879P=aCatzOo%t3H&f0; z)9mx9eO?^aGP~V6p}7KV(7E3Ia{S_)1Aok~QFZ?wFsZr+58c}R9vSBI&&8jD#}U=N zWgeeT9`Q*;TcNUOydI~IL&edDWbR#A=kfI6295i@Rqi9szztjqmD!*B_QxY*{kD|( zJYv4+SQ;0;N+S6eo0bcai*P=2y|@`=bG{XPQEr~R58Mr9bDCTwr^(fDttz(q_*&Nc zxc%8?eK>%4t|j~AYI5tjdCKNyWWQYfl6P%5@Lt(sxEO5?muKd3rUq`{Qn1|L;B)I7 zr1Y41`jk(OrtbfEMCfuK-hAS6Avpqma+tuqhEdHWzUX^a*131UeE8s!FZ@mZ0|w$X Uc*Eq%>i_@%07*qoM6N<$f=--zi~s-t literal 0 HcmV?d00001 diff --git a/img17.png b/img17.png new file mode 100644 index 0000000000000000000000000000000000000000..66ab3931ca382df319992f40d19c519635757397 GIT binary patch literal 751 zcmVRHR400001 zbW%=J06^y0W&i*JZAnByRCt{2RlkeWKotJ6n;)~A-A(LVt5h}?MzGLA2!bMtcz;4f z1i>b7Alk@qjfbMUhmD=vTU-hYZDjw1EiCNZ%F-JUjuYLBZ)SEkliV#LC@9{?guI#e zzBlj9yu1K4d<2{;bD0A!s~eQa4cT5{6M5!LO_)W?^cErz5VyJsn7ewDUk0yioIAG8 zAkfRKHHF3TUe5|aVW?mTE(}W>Ec}f@{S@N>yo2RAMm>tGy;RbZ*mM`tg5Q;yo#z&M zMKPxEg$kL0C!s*|1wuMs#l7SvfREf>c+r-=%j4k$xi5XDO>4f1hYa(StCyL1un@NX zROWvJj3RGT6kNY_@|+=z=$ul$IDTvx5-oE{28Ga;8+I_&QKx_yv2p`MLsA6eI{<1x`JIENLKNjsPe-R{sjcH(dij)%`)7B>d40{ zYA=O7UO_Dhiql7bUlqa|SbJztALrVDD%QXzWRq18HHRiaa)#8Tu1m!$oPCRn6l@GU zdbtH$HECb!9tWSm_IY!ACQJeikEXaFO`h7(6E{>1aMR+!@`q5mF+Fz4a)NIALlT<= z8t3#G5pLYXKnk=dS~5%7op*{tcI87nM$%)i4R2}^Ix2BDZAzPK^E~|oC%)dN5Z28Y zUxO7zZe;yz59~7!w!gUUA?1lTyl h@&F;jQMdRH@dNmvnYF?4nZ5u3002ovPDHLkV1n@#O)3BY literal 0 HcmV?d00001 diff --git a/img170.png b/img170.png new file mode 100644 index 0000000000000000000000000000000000000000..666fae8447c4e24ceca58511238fc1a79030a740 GIT binary patch literal 361 zcmeAS@N?(olHy`uVBq!ia0vp^0YEIr!py+HXqUA`1jsQ6@Ck9C;EVy<1t3x zj#@KjXF;L;`L-P_Y?ql!T5W^_oZIES7A&90)b>1w>xkx+euj(B{{w;ex(TZrOPPNg zv$a_|oTy|tlEkid*Plm1t%*@yOw8=SoraTAtPTteMXd&1HSYpf0KLrM>FVdQ&MBb@ E06A}d+W-In literal 0 HcmV?d00001 diff --git a/img171.png b/img171.png new file mode 100644 index 0000000000000000000000000000000000000000..5e1a016ac6a76986a9181cb9669bc1bfa0cd8c17 GIT binary patch literal 275 zcmeAS@N?(olHy`uVBq!ia0vp^xzGiSnt z2`w!x6%`dZIXMXl2_YdN9v&VxHZ}$Z1}Z8l5)u+TJUl>6uOd&+15%77L4Lsu4$p3+ z0XY*rT^vIy<|HRDFqyH{v85bnIdhWb5i`%39EVrT%wY!(voDKaQMki;BlIE58-wJ7 zCi%>B4u4_MI{1IKi}J>XuRQw?m~eAQn;baGYo~JHCM!oG8@rsvC3q6>)_>lYwFH Xa|N$=-eN95$1!-i`njxgN@xNA2=rcN literal 0 HcmV?d00001 diff --git a/img172.png b/img172.png new file mode 100644 index 0000000000000000000000000000000000000000..a17d17dd1f7d4cd7cf61d45403d57f39649382e5 GIT binary patch literal 2465 zcmV;S310SzP)O002M;00001VnbYI00002bW%=J0NIJ0 zr$_(*30g@+K~#90?VB%fsQYGO z)C<-q1qljiW*$s<%xfO=m^}1={71HB$4S$D-I@JB5=%!q$MVt9r(@;QoSis{zpeON z073c-Tt(&yz?ZexQpCb1xBxyi(`5-m08v^d{8Tl>{fJ^;(P_!%L}ZrqlNU*C4zajM z?AJF6d5lW z4}pcnC>yROHaCFA9M=Fmu#NP|2>Ja07=iQ>TwoE#^;OmwS3M{?jbP4fP;w;Fn<`cn zT+H4+)m0a7N)BrT1+mwS@+`wr^?MF6Kz?c=1U|5^Ku!RwAYQP>nAE5g^YT2^cXKGJ zZt6|lM5X%J{~UFerKL88wwtfA3E+D8Y0H^+hbdAm9>{QW6(vJibyHU+oy+86V9M`P z>HB5~ya1iC{-yx91L}#7Qo`CUAXCp;}$)##_j> zM+h690UQ{8FEtIlc#R5m)hC-R>kydFA7KM<0p6EVH{XzQyy&VwmUl>yQ($a*udN?mU@nIQL4^&(+1drftl;V1NuB9*M(|Ifg(5u^n+fDBgLEJpf+kP z7Qf02i8^DPi(Y+WQE)2(5E46v8|KP0SsD9gMUND<#;ntzWv68xD_~Jtr7~SD)&LLD zs0H{Q4g?QzY+&Uj3+`ZU)q8LStZmwCYIWg3H)3AAaM#i`=fI*EKg8utRxaj(xwCFE0c3;SvY+PF(j{Y>bf`AnH~y)Q>8@6C4jA$jwMrpk6ox4mGH6-Pjn{k)2!-4Rf6PRrx(zd)Ie>K>*mk zk@=t-?QGrLm=P0zpwk<#D}@H}TE1lr{MDJn+%<9;o$hQ6)cefprG6%B5iYlRZxulM zNiV#IFZ(~dCzUTO;v&B$-NfgOi(a9IZ(^w#}`QoB`bY9WcC6N;}Q`MFhzW$iQlNnx`jZdTJy0*1p#o0eCK6 zJ`%g(03hgG)6VzM#Fl8jjc>s3^AmzE=8v+}oVg}Gm}gwT<7Tpy*D)uCHA4!twTUgK zt4{o@Gi3|suiS@K!fi?VJ7)ZhhJF`<9=EdkW*p~3E-;G=WD{GQ%uk2b5Eyb+_9aVL z4sa`e%4_+I_&Nrra371^oVp?4eTOr(xhE<>yR;7?AUT; z_}o-bsvo4k9lU9EYA)rx6MBs~`A1@R(qDw~S%C&3MPX;pxGinT?FpGBEh>TS_t`d9vX%q}|9(iewbqt={A9=!4v@w^v8#OeLlWS<}MpxM_K5x4gZ zJheZ3uhnd0!e@dIf@}8^1Bd|#}592wfkIKsEuj$8mrlts|XP3$eossR1U|X>} zF-?}oi@RZj^AP2?-M$|h@lg#{foCm<8u_$9PzyC2`$ zsXyAul+V59I@Y)tlkt$K=$o&d=x1!#?6O5TozM23f0v%gN;z?Leh%SFdOoOLMYkJI zytHIC09t>4|0gNX6VC&A-M|0)ud1qi0yX;f&#Cr|#9?P2bf{FJAbe?@k&-yjU;abo zxMYZ~H~lX=w-RqcQx#29hA9s87twJ0_1oglK0ps;T=EOt!HiMnBn)eHa4(?)1XgLU z-q65A_nUB-zpSWV{jL7wsa<Dkj>t;d_QClk7ag z`(cT2y21&JBxSm3!TFA}H>#czoEH zW^i90z1_`oi7Q2;k-a_6+A|mkOfy+&eG}kkztXyO(CsXdPF&(YL; zx$j@am(w9|c7L1c)%ZZKXPp&UqO-Z$h&0`QYroQeKF}m@i5M<%lK3+G+NRn*pwoeH z%CPlz-6<6QQqLH32(B+HUxzlyQ15~8dN}afy1#F|D}z$kqg-aEw$(Yy>dLI?zJ~~O zXiWx~y<*Qt>ADVo_^uwu+D~WLXULrOKI5zQykE=x@eca{X>X%!VMW3*m&Yvi45%%= zhtkXCM!M_qe*2@*)}s{Adw6TD|0b9c5-j~tm+GnJLu(8cnyXXZ%yp}G^iQy#Nnwy+VDOr23O* zo_bK?D7p_^r`?yos?Kce$F~|u%S`1j<#h-8%jk97E}iRn7yN=`s1668X9&J?`)fw# f|AIf~JoNYEP z6IxnYDk>^+a&i(95<)^kJUl#XY-|h+3{+H9BqStwczA%CUPYds2c#HFg8YIR9G=}s z19CQax;TbZ%t=mA;P@eF$KWZ}DBdzviP`Sb6laFh&1~1q7&Y1_Hzpn`=a^j1WVtM{ zfmz|cK|%ck#!dDOH+kfLT)gQg^XH7Xox=^AKYw_*cm>S%v)Ee;`|MS4+FQdg$JU`i ze(oc6g*)brI~(UWKKH!OpOPrn$CkGso@bijjYTV-iGN@WIwLNjr>($U{AVxMk{v=4 z=cE)kjcuQM9N6;dKa&Bgmj}zGiSnt z2`w!x6%`dZIXMXl2_YdN9v&VxHZ}$Z1}Z8l5)u+TJUl>6uOd&+15%77L4Lsu4$p3+ z0Xd63T^vIy<|HRDH1YHF@B|#-cN4hA&NlDAyaWe>+n-DFLVN}W8#GL67^J^!e0aEt zVZprhJS=Bj&D$HL7o{#@4td?o&!fXH)nMeXubH9cSxQ324TdE@6{0HC9WtUC_<3aV znG+IOAH^kYU@NwaGm2o?Dc>L?aD8EOqPEcVhsviJ6`nIS+qB%SH)lAp^{2hynXB3v n%{#^OKGh2x{5xN5UIPO|%OR6P%{(F?FEDtz`njxgN@xNADd=L< literal 0 HcmV?d00001 diff --git a/img175.png b/img175.png new file mode 100644 index 0000000000000000000000000000000000000000..b48bfdcd2b1b76ddfc876eb726a65aebfc38de53 GIT binary patch literal 279 zcmeAS@N?(olHy`uVBq!ia0vp^GC-`r!py+H*fPiTIgn!z;1lAydGqEKD^|>zGiSnt z2`w!x6%`dZIXMXl2_YdN9v&VxHZ}$Z1}Z8l5)u+TJUl>6uOd&+15%77L4Lsu4$p3+ z0Xb7WT^vIy<|HRDH2vq{`NJb{fIt0{aSelzyq!S;L!QRjCe2nxI~5s*Sr_Ion6P{3 zYy8-tz>xEZ-9SmMrol3M5p&2BMuE=`K1l`*7tW~h@bF4|7*4DC(AfAmm*EhzGiSnt z2`w!x6%`dZIXMXl2_YdN9v&VxHZ}$Z1}Z8l5)u+TJUl>6uOd&+15%77L4Lsu4$p3+ z0XglSE{-7;bCMGnnBCYk9$Ah`cayPm?qMHfCWp83tOP;$RfjY5XO zEK8m{0=n-PMme5KuDrmoOj3qL!9?9mq?HYI5_FbF{bP|K7 LtDnm{r-UW|6x~;A literal 0 HcmV?d00001 diff --git a/img177.png b/img177.png new file mode 100644 index 0000000000000000000000000000000000000000..c283e1eef3cc08edb7e4c120785852b006d39252 GIT binary patch literal 243 zcmeAS@N?(olHy`uVBq!ia0vp^GC-`r!py+H*fPiTIgq0p;1lAydGqEKD^|>zGiSnt z2`w!x6%`dZIXMXl2_YdN9v&VxHZ}$Z1}Z8lJUl!=9e=Wq0QEC4mIV0)GdMiEkp|?H zc)B=-RLn_EU|_N{NODO1WN6bM^rAu9Yjc8EVgq}ug77Ti1{MKbjfM*eOx-6d&NN!S zmOHeNhsP%17K4-VYy}&q><RHR400001 zbW%=J06^y0W&i*Ic}YY;RCt{2R6S3_Fc5ul(kAJb^Aj?{mVvcW*$_g|kum&(h+kmX zsRA1t6JlV0{N(I3HtGr} z+oze#5UC=?KyzWuTpk~K4LQ1Svt|J{YXTk)f3?^WIHfjBOvYkcDnWIcH#UnhfTH=a85^r+TVg=dhs)RmtJ7LPtb~{R}QKAj$yA-#4k=8j) zwj?DSGumm&9FBs>5}d|T0rK|rL>l>2Wl=1${ILkb(>>UvR^v6N>W`zd zs7pfO%F}%!oT$G*6-Jtq#JwG=G&^|kWd}<$%mzxg%Dev=L0A;x5p8keXPl x4J|V7~H*a3CV#S;}b0$of z(9+UUQBjeTlM@mW;^E<8V`F1rV4$L+A|WBc!@~pAv7Oz#14uEJ1o;IsI6S+N2IM$+ zx;TbZ%t=m2c#zD%xQvzO4iirSgU}jALpcXSftb{U2Z?PSjRyS6%*>y;Tg0}pWwLi% lVdePB;8-ZOK`()UVeMqj$r{DK)Ap4~_T za&kOf978JRBquO1`LS_mB>Z4l_OtN?ab0tp>?zopr0I*9*MgRZ+ literal 0 HcmV?d00001 diff --git a/img181.png b/img181.png new file mode 100644 index 0000000000000000000000000000000000000000..f932d5324f9e7c09040c39bffbfab542a229bc07 GIT binary patch literal 361 zcmV-v0ha!WP)RHR400001 zbW%=J06^y0W&i*H=Sf6CRCt_YV1R)Ma25jx{{sYvffGveGvESz3<^M!-9RA$rxFyv z&Je&5;F2)W0chxN1}+95_X7h%0zZ&0n9#6+I75gAybKH2IC$82fJ`=q4V-)skJNt# z5?o;B18#-}knKQlfjc09nURYXtdS961}DQn0M7IK|26{MF@bUZa|VXKs}RwZ3=Hxh z7x6H#T;Nq;1_u}OM+S|B3=G8}<^`ZnK7a(d7BF@I`3*p383RmE-+*B^11QWH(ijYQ z85lu={{J2`tUt;y5g3#I|8HPE|5E_&1hxPy?&6@KpGgD&qYEt7={mfE00000NkvXX Hu0mjfsYidV literal 0 HcmV?d00001 diff --git a/img182.png b/img182.png new file mode 100644 index 0000000000000000000000000000000000000000..9a59b1c8ca2f866f20add2109eff963962c864dd GIT binary patch literal 6570 zcmZ8`cQ71Y*tO`r_f9r?O|*pQy?3H#3CmhUi{1q*L>H`*L}#(AC2GhLB3iIkPb7%m zVxuize(yK)&Ai{tow@h9XYT#uIp;j{%)M#mrg}7#oRkCv1T+Tv+Li&B`5Yvw~P+dw}N@e;4 z+It|5*d!zpPtD%s<;$Yi%zC&_>);Kf4f@V}$hYnZmR^3ty~S!2K!9lcltINcc?ZeZ z4Sg~FE?XB+YEW>D=3sNZwVRK%v9pVH#;aPMMBmh}#q4Z1-9|J}R&eE*4iIQF!F&?( ziPPQ2@j)-I?~mq(AFV&2l3M?k$-vSWC&ig|V&+&|{-hb>U!NGu<+db9xxQsyMS*)e z0bQ&AYeB3y4;YGcAr_vyG9CMF6B3N0c_%SQqo+K{F7r^r<$Ig+Gnr3=J(f7HY9+T= z&qS-5?;gF-G8x$wev<$O4NI}7IbaqT*7JA6&iBkJEyZ9%S~J#LT%O(620~{SL84g_ zl*oPS@YRSl3TtU=cIuFAbrLp)^RMa)*3)p`(N)6~Wpd-~9s!Utz5l>BbnvovvYe=m zpw-;Th~HaU%&(lM6=CJ0f)X}K;2h2RK7JcT){TMBXBh^kmL*^_(Key;mh5y~?xtb&06tcrjhW2@R6pSfwobVCz+}?ROuqMZYWuO`P1Kft`_MDR`#;YiUz@w zKP;83SEF<+SbUafi`@#Vht@mVb|MRII?;b_XnA0A1AC=k4yyR8EZw+-2Ho;sF$l~* z->I%PDhEDo@OkS4N&879;>!d+$V18RP*~%^P3!i{{3a($zm7%vIrS=$l72ReLMbmJ z?h`!{Ydztd_|w( z$VG%JXi2Qdc7@l3H$HkCDLD9`z!zBUA3WOLoG#HyBUP&S^QJGLZ>nWX5+NV{S&(!F zL1=<+kWds8ip$`bXB4B3>yZDgp4-|nvBcTaUp?$K=2c>MXp2hGD(qPkxEoSTeUKC1 z{dFBI6#56{Wjdt0aujNycJMx_el;!|9u%m^J(#uh$gs&U?X53F&R;XTpvW|zW9?`D zAnK-S4(d*|`Na@tH>NO`A^42+&nuyoh(^f9CLFK;1)bTb+N>S)qo5wqFvr+-*Y;9L zD?5k9`_twN2jCt>YZQ-RhAB!be?M^{lfn5(Z20#&z?gC zR8&4_XSJYZ&imcoaKITMk1jQ&VL0Z~D2>dBFVnDs0TQ)wRTXj1B-j!44(W(-kX*9m zDNb-}M6N%J&9-b2lu|F%A~NQEni`~4(Gr`RE=-!fCzqH^&_)#dO~=7&g*C4kyyZE&AaH54}m1{P4f1zjXsrqoBA=wNlLp;fLg>v$@CxWx~)z za}2WdWlq=BOQ9z3PdG)+#fk*)#W*x%(ao&5YTxAK&PU(w1;6B)God1>aLkVe;>=w^ zO?#2-S0&``=-c}5Rf8CX^2ZC2fL9DGW@<>e&_&{aQ%ezh&61K9B!%yOsvqIJ2Rv1K zC!=m^=;l%zQ}1Xn`3yOKPoQ36rMfpJ%xy`*5)%X^{Cc_KFqKeW@H^Mm`w=xHd(sI+ z*R4>>4f20hG8*jnh~_A3MOM_IqzdB_PWDuXSUsWlLdlx~3x9W#7!v3-;}@lv{0ApI zfVNX9yijT$zzAORIGt#Y=JpVTQS3kGjMiK0odHDFo18j%F4Q$wAHLGx>k45YkLnCyJk!O{`eUKNs+Q`-ze#t=)d1duRL@qZR`QG3H@P+Bq^`zA~ zrFk3Gb;CMn4!?9lIq>ssUz65l%_&bYO3z#t%l{fwzdfstpAzyS&G^nc>qnynCalzP zsN~^+XigD{J5bB3%NgesTlc|1qa>9bt83KEX*y3&=8Td zoTU9!AU$15KEj+jW%}56ZK@R26`zOd8>Ex`O*Xd}lJfbjsXSx}{WmNy#Btx`vsNU& z3AOP%w&^>?cA%=JB0q$HS}q$(9v2@mHxu}mJq{O;WpE-Ns6PFVoRuX?g`BAXr@{Hz zyAP`d!Dp9?bLP@m$GzfA*Y{ET@9;tbumfMhnY3|B+=?O`q$K3w zf0MXi_9Fwe80yiJIXnAT)j97hO{tbx`Dp!FoXDNffyNxxSD(4zD~~(*d=@uT2#_$Z z%pc?pe2W-5p`W7#yxQ;h795lKh7S@${d)eshG96-J~_)=k{^8{vrW~Fp`pMB#Y84t zbTj?(s^8e+1JqB*-5#qmmUIL`T!M+WtrdBY%A+nh($eHcRFeWP$jFT&m94IJWQZZQ z<1;2RE57~fH{Nge_4->YN=cr|2do{w4o&5uO{t`DUZOMM!abxj+EIqiv4xTp+a{gIq7kf#kAsL+-%Sb#~7Va;ys4M`|(TKL4sxOFa-cN`JvAki0&m>%M_bZd{ zpLMT*GHTX2g85oIYE}f5wWbJ{`N>Md8B!_SE4FLi;>?EOpXgI**?r#2!2o*v%SXPt zs84M!4|~qUy?%J-R@&GD(nWlUMN}ADZ|3K+zGH?p2yZXi_@A-H*Mup;STP=2VjCz6|IWB|RgYs@R{Lv%A-8WGn zmi(C~o@z~(n*ft;k#Q*Vc4RWqbnv?zC6b(;ru6LXJdS#75{c38@kvZ8D8`Ja)yRWq zjVr%^hJvEx;6;w+ns7>edE~b`9Um`EE&s{@WYOOelnRv;pr{*C`*@s2Apg{n@a+-jx`F z-uN=&WSLb&s*8ptB3ENF4Bvzut?*J|2hMkpSf=G_^oK_o|IdPBJ?C#f#TF zyN@bkt;;w$<4~KOMbE`}z06eQDO94SRpsT#_uHfM=@P<-Y&j&~%+$-$Lw;7DaRR3{_%q&fr_cLL3j74J!=rXOh>E@J%pUX`$7ODGk|f5)SAD#r1>Q@8_SRf@%E zBH#)O4jGhK?ZUT9Nm@~w%|=91N+)L(ryfQo<)+6^U(LQ_d=f7-`rMEA2i-S3{Z(?X z8ro%GKc%zwgsAf_@~_tNq7s&7J#%W6PWA%{m`ngqNZHs&qh{B2H`NXmvT0(McR-#) z65{;Cf2;Y)US@^U=lOhl%CnOJ7ZGnlyi>fQC6hxxdYm~s6SJGkn}90fkbQS%g~s}N z7$06Pk$hD#Xa7%Sd6;XGAg_yVU)_$t;~|JgvMQB zBGmdDlq6Q>3J{%msk|nm8~zWUCd9Sx?*F-#>YV zqx*8NB4RzBt>y0j2;@JVXj65@@x-gYA^dN%$)1uex4Zn)#`@1E<_{riMXTGEcqeBU&xgU`vip2HY5k(M%cV{J$ z;|B^F4&`Wl@v5`@bmM!}Cc9e?@4|~QdVvZPEb-nt!Yx#U?RNlZTY4iM)%$0G0@gMU0M+qnP6c+auwS-ZzO8zyyOc3ojB4F69P4;k_y$F0 zoQ~R9SS-aX>l%X1C~d`?qNZK$mD6dI-1#pHD>7dRaq-nuq!S-JDnhQb;wrb3W~ExE zE77LpA_}&~I(u{dgdecK0+nxe%+bgz9feR7E` z;p5E^p@hjsfzIZ z4hHBl`oNx;82q5n0VV)U)peGTU-w-hoZ!%vS4rnH^8}4+$^fjYHUjotAyD2DG4&+E>`)FXoJ03n3&y zjZ{&!ZIT@GQDb&g@7~dn#(;(jRu@*;04lmhDsn(BaW6z^i6jg3o|Yi*%#d<@EwXVL zed#pmAi=R727vma9i&v4p=VRNV4bwXNik-Qbji|xt!+s2@}{!zLT?PDghr%*T3*FR zM;9o{2lPTX`TShM}bDmViyz=}c>z!YLWTy6T5?wLd zMumq`WW2O5o&i5oSk$3#+@>QNxsT6Z9Lu}2h&MIGI8diIMGGl#HrUHHu>$P?1JBdu z2!^EC7z00e_fW($y3>O{P{eb)(;JO6ojJq^=<=gfRDw8x<%}mE1DOaZbonuS=Dv;U z2n6BKFeNjW`2Pxo0HK!YZy497AG>ceEQFr?57#lqb;bAoxxCuSN6NJRZXEDu^2pp@ z*YwHU-(RG%?GKEI&r9#Rp`{`^^ooYT>C&Gq(xMOjgphd8!+ou$>|Yal3~7?ECP(1m z#?=nJy#O8UBAA1j81RI2uJ3{%NMzop(}A-cVgk|s*YeiGT%s{kJJxS6N!AK-T0C2%N-+W zl*(o_Cs3S`52%+wM-eW^fgt(6R0B1E$G?OAnOL3w5}o8zR>u>qD$s6aI4q*zQh^;g zVzq#kv2rxQm=?CZNtzyC(4{_eO;nE5e*Wiz@U}JlP_7`F#+3Y_rW|}yTQ`VQ z(YVI>&4V5L2*xF^1O*l_^Oy*_csMX^Xj53II3g#7c}dH{2KENjc6qnbep1?gwOrn2 zw#|O5;8#?(sa@)KKtQs6daXo0cA+MGudaPi4$8#Dg}_;CyEf_^IIATp8WfzH6|bRp zy;k0T>$iV;u(1{q==4fn1VeeHbQwjC=vi#v3Mh2S^0xpdfAEl9d~0o*_U~3)F#@{r zpluUyMD5P9OZ@-a>VJ9c{{>Krw4wKt?{&;;%>RdtYMV3TdJEaQ&GpJhg#XAe){%(i z4C|pUC3X2R*|+RCYt&5T|1l(}W^E%ms(JS8b#tu2huvXw<+P!kYqzVjQ)qK>uKS(f-k=PeqC&DA%|Q=P+W z&SA;vCX+3$5^_NM=5h+!*QHZwP-l#v3N)l|PJ2k|8K(4={iLYhBCya<8XA(~L9u)P zW2_`YhrLjKrgh^JwvzFjyDZ`&4p8@1uQfZT_x7Qxa>txxV^Rft0iAK-F~M)btTHXqH;w~>a7ouoYoErggb@`hweSeR zF@DseP5cksw{()wNXf{&&pn4?QqNf(2g|Y7et26FKOmPjfE5tAcVwq6W*eo$4Lns! zVqE(7z-WZ{CLRUdrxCFwF!{D4Sny%yB%LJHppmx>jiX@Rh2CS`UE2nS57oo^xPR~~ zFke38k6b`cl+m96#eh^Jus%UjXa>u_wx$BBBnwYet_cQ!XGhO(@2K-ywowkE$Nqhw O5E$r~YBy=RCHx;&hqgBW literal 0 HcmV?d00001 diff --git a/img183.png b/img183.png new file mode 100644 index 0000000000000000000000000000000000000000..35da8c1e9f97b40cb6382383ccfb75f6520db181 GIT binary patch literal 4636 zcmV+%665WOP)RHR400001 zbW%=J06^y0W&i*Ynn^@KRCt{2UC(bMM-{GFuXo2@+vOY+W!Db35GiXRP;%Q9TsR=s ze*ltmL6A%03kOa+3d#Wj87JHjWcNR?5mzKH;s86B1Y8fbGIngIx#0*W*!r4`#iKu#0>%~Dl| zNVXKx^hv=%ss5A-MegqD_vs$_EmSR>AoexX7&6;MQ`2AGING+`)076MGw_B>CdOQ) zZDvR_Bv^a6s%zYekx6un-;YWuo*m&OqY(yrdd7Jdd9Sj!5fUk%TC&a4SjoEp_n*wb z?aK;=*UJ2+3&-fsoT>$)UNZv?R`sS+N#*%D;Q@+ z^+!^VYuP_Iv-bpA8OBK#J*H;9&6p=Pb7SH`8{)!h&urvRcWh!mtx&MphZ&SHw?aCa zIqlx688+HenOT&et{J**DX~?fa6_nuGpj0TL}YE2MkS_s3zL~KA}X6nG?sMo?gbrP zvKR+qB|2v8%xKRWUAk61mg}P`+n5RG4U1-meY*WUr_mX=VX1EK(620N?rQ0r;R;~=pLYir z{y8{i-NE8p%Nrj)xD|>ks!neXEAX(bc{B28!|35K6jzGHqB_A^U@kNo8|{5co8vm$ zsKm9g_R1!HY5y#q+AIOVl}5?c@%*`3i`8k*B5}%n7%+db zQ!*j8$n~ve)tFAp)J|u|ZN{6VCT*VMCLRwaJaa`#ykZfGs3R%@HifqHh zb@S|S3#{RSpfU0bfS%at5=`#~Jx{8pP?*(nYhU#slO$XDHJu6XtVvT~xh zq^euZweh&lAQ8>yQ7rw9qtj07Y+iK(h7!D|rY^IV2(X+at-9g3goZUekO8m~EwmTL zlfrRnT5d%9WuLTk=*ZPKUKpN_OM_f@&KlGuWmszfessB*H~^~SQo2wZPfGbgR|~Fg zje$GL4d*hEOs%Un7t5(CxoUuB91_5m3!yX1Fc$n#&ll+F#4fb5-Ak;p((YT)1Hv z%+6&pltF7;NMh`gNh_|dpWAgUxNg9vpH{8RrO0; zp2mN6~RQrH~BNNSK)6tv4fFCdP3AilO`*F^$SVzT zT^TybZbOsUbOxS`>_J!I-6L{AJ$>gNJ9KvE2Muwtqq8te(^h&Ra#iEFxuq9f*g1c? z`(z0QCv5l02Fwoo+=EbLj2sUGwP+;^8-5HO;!W3E!Ya{)bvQium;wWK@bNAB!)J%r zmIHC+D8wv;rYaicPMZ&3n!*~*ESSY|?ba@qbq1HAck=M+{u~@Fv8($x9*{rYXAc5# z4flN3Illh8p^st5*C}0CW^6wk7b7R+&y+sLPNF5hH*73xVrtXNiM<~l^(FQ?3c*m8Zr z7Z<8DM;+OWOrQ+&C>$xxpH^y3=1yKh1%a-<#4}4!9{Ug1*!F(jBqzq zM4RZ*B^(#wxzMM}g^M-8#k*^ViDCz?w9ginOK{f?(@G9pPQeY9tL#E?RF=yQ_73ZF z**;O16;GJq-8BxDCaiY9(jHB6z1?%wA-N29EmWD~xMsFYm9?5H8|JaOq2=4gHpMTOIrOyUqINgx)a8oLsU6qt zL33Q@3~ji?id(^1gDd7Mu8r!Oo`fWEsM5+66z_|`aY^r)Kyp>zU{#lk-yg>%kcH%; z5S%M_p?dL%7#nUcnX%RKSwSyy9R!=_;pbV<#2e7+zMmlWi9_X-^3 z`-**W$@kGGTp~Q{YK=?I+h>iIeL^^{_`S_#F77n?3cKtsdK(+ zC|h0kTXo~13f=RgsEW(|<&VImV<;R?zY!V8^^l3FA+Im-2vMh=oHbV|r7^DZ>ZHHD zaD3+Y8daIA>@~!1=$E1hG}N6z5?34*hHBF!uCF%7)%kR}ztsbpzp1 zS7lb?c?_qhjm7)hD|-#SGW+3mTFhJq28+g28(Jmt=z4QpS3l`K=|Zm=vXMq~zz-YZ z`rhn+$O{c|9g^8zQ_Fky>2r;7eP{lZz1|QPVv+f1U>IU9HAHoJeQ?sb+YHwddF1xW zHU}({&l=;pw0Zh?rq>Ktq^Zf}e%81GaJTI;_{U{{0qLLI`EBPX&wAv-N1wq1=p3o0A5aAA9GZ}SqwBQo(8++1M`$7JK?oz=y= zZI=^?Sl00O?GJ|=2b-OttmPFJZ$DZ{B`Z(_5jE$ z&_9W`UWdc}lg>7ru95y5ZI`nquEKulyBQe0H`Glr#Ta5FqlWqjAgioM7d^X02>_TE>biQok|2NG?48SeH6 zbMWl_Ugy8}y%X~Y?+Mkzn!gUp$%6NHXH=7i9SA)B*wAovP#Er7647=+?XdKW>_ty6 zv^_K95_-UW)G~*$k@f2JiIhbS+LRT@EzQHs&Ki;y$XpM_E##@#U zP0&e^MTJ#mKtsu*=7rz&A!ZKzdT`+lRG!Zk4fZyM1mfaKK^FLu)k1_Ky9izusVi%5 z5Z@GLZR`Dxlmx)vlt5W+S@dbI;48%Tze_2Wo z$T>%Uvcy-@LeOiA3i1?R>LzMzg53&xH zR}Km9!c$^llDN?5N0z83ge=JKB^QL~It^ZAQ9)MLbQI3mgRI@&+dGJy{K%?^r#;BJ zbQG_aZd6uPJRNBG(*Pf`D&uK?vTWf)mO8lL;*OBA{7(erkKW6^(2cW>r7X=jI5$K- zjLpOynjRLTZwUm2XvfOgAwb}q!Z&=oA zTkbjGtPGFPb*lshe0QTpU!XRBxP>)!x;Rr=8uGds=x{r^r(@D&rTF~Ga!ay9YqCI$ zcPy=JF_q;6qb#kky0U`b`liX9g_RZj*0*@<5vVKxe9CHRt*$s#7h?ou)jAlNEa`lC zlGQCe%Ge$uWod-jpREy+MPY(uaZ{laC94?h_a?`;&F)UH5gQwSp%_!z_0c6jt_VOIBq(t+KMf zRfr!c+mb9Lyq&H1Y1NY_E5RtrV%AnjR24g{EPE>?{LW|C6tEmmPlT*;;5n6Li_e`b zm*q!J!R_`vT9zKI4arV1#kixrZbMMC*KG)j_PPy0(O$PRaMOa4EC4&&me Sl`|{=0000^90000mP)t-sv$M0P zsHmKroRE-^goK26czA4VY+ztuR8&+*NJu<9JTNdYBqSsl7#Iu;3;+NC>RHR400001 zbW%=J06^y0W&i*H=}AOERCt`VQ9BC4KoEWT&Ke}@0fZbOg$GDsujB+%AeP42D59W5L|-v8`(}CbW*1=8Oq9Zi0_Sa0UDFIMKmk{ka>2Ib z;6RZ+#EmW%RHR400001 zbW%=J06^y0W&i*IElET{RCt_YV1NKV1_piz3rZn_1|a%?DGUNo;SU@@LIX%*(TxXu z;D$0Bz$P()*#-;(a5lmQioism`AiKA5YK@OoWQ{M0b=+CAgQpHpZUUv4-AuF_BCt( ztAEAB&&~u9KywGooWTM3kz{LO}q_0T9Wnz`Oy>)trP~HPcK5 z1dks=do@B-aQ?Pi02Daq@xB2p&ay%P*$6b%0z3{t0cNfQ<_p+V^D;1gKz2zqSi+Wp z*9e~zlu|Gf(%NTerqxh2J|Njke4$prexPZl%=YisX8SsMtU~>Q9$$Nts Z004#rSbMF{4AuYu002ovPDHLkV1la6rThQ@ literal 0 HcmV?d00001 diff --git a/img186.png b/img186.png new file mode 100644 index 0000000000000000000000000000000000000000..ae8b3083da3aff6802c503db56c0f5f8a3dd879c GIT binary patch literal 335 zcmV-V0kHmwP)RHR400001 zbW%=J06^y0W&i*H%}GQ-RCt_YV88=D;FjXYrw=6k0bM`?zYd~7!T|;bX#oaXkPH6* z{{Xg#Lx7<`0V=;BfJzqO1wdQ(qw%3ZGSLB*&+veOiR;4GHUWMHzW@IZfTaW&K0IjP zhim0qpzvYBcPPJM1DbvYZ2UnF_)#bb;CLH=Px=yrHHezO`4v$7oX7hH^dJCn85xcM zwJ~!gFkiqX&A_?=WU4I#uMwCJ4D$c~{{R^m803K@_tpC#Q183Ign!z;1lAydGqEKD^|>zGiSnt z2`w!x6%`dZIXMXl2_YdN9v&VxHZ}$Z1}Z8l5)u+TJUl>6uOd&+15%77L4Lsu4$p3+ z0XeHZT^vIy<|HR9;Czt&qd{+hqw3<_4G~cd2dBw<{Qu9tvCX+*p+lqBGhz0IZ|~e6 ze|C;|fANPySLf?P*UcE~*!BU{G_^WbckKWG literal 0 HcmV?d00001 diff --git a/img188.png b/img188.png new file mode 100644 index 0000000000000000000000000000000000000000..bafefab77ee716cf5cb961e34ffd1975cf3ca5fb GIT binary patch literal 642 zcmV-|0)737P)RHR400001 zbW%=J06^y0W&i*J07*naRCt{2l`(JAKorNHeGa)cXXIsq@r-Mjz&{P(k; zWdn4C1z2js!>2An#++7T9`3k2m~A3sDiW-#3s$vP-NBrx1hPLn^~Mme$+ c*5Y>K8grtxxeXuH6951J07*qoM6N<$f@c;d9smFU literal 0 HcmV?d00001 diff --git a/img189.png b/img189.png new file mode 100644 index 0000000000000000000000000000000000000000..f8bd61f4ad7418395183bda47145369a7a438ff7 GIT binary patch literal 666 zcmV;L0%iS)P)RHR400001 zbW%=J06^y0W&i*J7)eAyRCt{2RKaT0Kp6hg4Q{rZ?M!dJy-}OHZ9vv|B91e`aDbGucHCy@-Chb%s7T$)yf^c8s)Dq1>RoBjHA*B;>gtN7xn9hs5Z!ewg`$?)mYQjFsaLm zXilUEsTQTcY5tw=D_aR51Y$-tfjrMJ5m*WoceUo2nvNbX9RF3gUBFTi3((yDuSq!= zm&%E4M04zhL99B~uM?^EC}7)93*t?V9@CywQ}Czhw;^Z9;CrgS)K?+BRbS}|ry9aM zr+1i(X{z4a5o@tTI|dv{M8tbBsHQDj5Tgqwdp)h~abWInMeh+fsy};)k#|Ol7}W3T zfBa2gR;W;Z9-9Muyg3`-=DD=>|YoGVAJQ%SK zBkgw|F$Kjl&uhy=;MM0oWqSw@Ex!*>ezfQG z$r{DK)Ap4~_T zaymU-978JRBquO1`LS_mFgR&EsAo9Bzwm17TEz^)^ zWRHR400001 zbW%=J06^y0W&i*TH%UZ6RCt{2T}y8rNfqwvnI!fQ=R{%?B!oTe03os+2^7`{q5J@( z@DDQoAeR*@bO+eXYRqyZkQ`~miiJIzS+I-53JHlM5(`*>Ye zelV!sK*%2@MEy(1fmom!xaNW?7!c*~I#A7QZ0Icz#up0KUQ0wJN&wvvp-AiO0H7x5 zi>Ef#kBvZk6GHJ7e8MW{1}mEvu1qyEL|AJc#8t;AblR?vEu~*_ps4B+G*zlZ-C#i| zl~za%Rwiv4tm3M&&;qp_iL19GH&`Gzk}Lwp65{G}P}VfRw}dW=r5U&aJbStS3gO2D z-xCZqF%Z_T zF*v%3O{mmOf^ZsksOXfRHt%xGx;F&3q1-*Wk4K%EKtg$<3?Uzj^Kgd40KJtj6VCy( zxj^&N?Az^zmh&8~ifM(MMbAL02DhkeuU7#0`b&W?0)}56?cKrC&$nMvW~^mKy`*ZO zfL!?}G$eprgH9Qp_5pGDuRt;sFZZynXtVffTiZo>Ce>Wl5SG<=WobqT)FcEoHY_dFLTi2rJEe&! zYdY011-pCHI*p{s@S5?~ha^MzD$Oqyo6c(+UkF%Zt#w_wwm#hF;cf7cfsP;C3pX=g zJjL~3e;dd5O=i9)ynHS&@HN-SnfcU#Bmq?~2weK=@lJ5@Rbw=8fux=1uEqsXGqiA_{+C*ZsU`puvs0T*5?49Xx6IY_zD+a`Dst-2yIeX`UAO4c=)_2 zoqTOnB;U#!D!K$Q{ofwmX6{eJ38MLCoI`+ew!^^3JjKdzDMjNmHpwLN@gjFVoswgz zYjD0GsdxLPGQF=)n0rH)Lg%9m3e89mp!7^~P!!tCFf_2&d{&pRnFFc6)%#MS^%csL z3iNq*G@rUCV=U1)Gm=^!dI-mgNLWXIzBEk3NB4Rmrb5rYx49(6Hwk#Y=3~g2cmB+v zMFK2%`B1>g@9;PHS{wlaKD>tj%LKl4p55H+Fc$(=_+b6mdKFgCD`tgZD_!ydVoo~e;e8|Oz%@P9> zpJ3;!zw_`x`<<1~c@Za;uiFojEK%aCSAEj?q_Q=APuiH1K7h1*90T0qSyuqo2Vq2_od0q2DUZ});9~?Z3_v<1H{VcO zg|a_zZoa_wtJsQ}{qb`1`3a-lg?fUi%Yy~)^U`f+xbb{QzNiObWPU8f+knU#`tbSE z82i^I;d7@U^K~7SxhJpa`Uy6^=FYh3_@qNJ6J^5(mOYInAKLd%dict*Bg{u5B=Onf zoP6rcLP-mH1ce#835qp^7DpkJH{H4t^x-Q)e6d}_$b8i&GhYOqud2}-35~B;C+$;_ zKVLkZPed<1PpS~#d-hZwS6;fS_x$dn!8!?l%zk!$4VS!x{P3Knig2_ap2<}&tutR5 zUtmQddYLDnFS;?!d@5gTDUYTP`YmCF>}S4g_{!4Fn2!`c^NqweP=DZsr8k@T#^ej% zzU$$$S&N{BM~%6TqU~+b_~Nf0Xg+%I>FGiHoy4bSzzBT4{@!>fyO84I`CxMcuj6i0 z&;tm3<-@_XTWD0N248iHn~Sqtv~%!*9w6y+luLEIx+eKYVtE*KIgYP9S~s6at$&)i zd8bhtpSi8aJA|2$x}A0B*2U`YXTI~sm$YwV1bvqatL51v#zzHhAOA@}uk~s>pqw$W z(QWko{SN0v?bY(e(;I9znIGZ*xTpre1H@&q`p>~C#)}5h(NjZ^z`n#_kOi?`282f{mr9d@ye^4-+l(q7g${XqPX|N zgZ=IANS=npW6Mh@-a@=RzLXi45R4=9c6SaBVf2X7+IEXU4L{MfP(=EmsqwhuFw_YNN4%UE8GSzZdx znLKqvhWtvE5yY6#hY*6uOkO#`YGq)NnY?BpvWgHzUh?YOQ0iaU{;M##yz0f_wG7ZN%1YFE(=NQYRVQx}+-SFU=7ECG6HI0&HSX0WA##UuUy16Dfy*yClp(?Nb zI;A|<`HysJG@(3sUxMpYa%_2D$Fu!X{T z18kB{kEzFvPu@7W=XGlWe)5DdiHedZ2^>nE zmVepFQ`4Z|(WLSKW9791hm$8=*-e+{RnSjfcP*%|ykNQ{dC&k0*I)BqbDKO@3gd~8 zJ-g+~k)sXQf2KUi(wa`le@XHxfvN#ro}=xv$+M0h1zDaWRcUiBS^V*k366$@J2?;gZ7~YZh6v9Eqhg<$ZL08(A!9Lu2J9M3+ADTT9hrV za!+uCyoeSoiaJLs8YAOtdG<>p@(tf1d0nd&vG=e*-Ppl+RHR400001 zbW%=J06^y0W&i*H>`6pHRCt_YU;qLh5Fx;T0CNl&&;SPmH@Xl4urn|e0I3fROdoJ7 zLRPR;Q#;t M07*qoM6N<$f=}9bP)RHR400001 zbW%=J06^y0W&i*I5lKWrRCt`tkv&esKoEsL8;E~mVlIGi14>5<4&WQ$BlreHf`$sy zr3@DUQz9XeiiU!UIyr&`9SxwAh@Us6FbYB_5=cC0_wAdVoqanCLc}b5*l*O(BJD3p zGw{Ieh#zsi-cQM&&y8FSGLOtuE((dCweBw_RFZl8k=dD}>O2VOQ_y0WQfgS}34!ED z4ywe6gQ?kBM`jADx)m`lE?+#ZBWaT1}vpedFB!od*0J-T_t3GHGX~-ogL?002ovPDHLkV1jHXr9S`w literal 0 HcmV?d00001 diff --git a/img193.png b/img193.png new file mode 100644 index 0000000000000000000000000000000000000000..4f44e1fff87241d71ce5139e76af821ff7f707b9 GIT binary patch literal 358 zcmV-s0h#`ZP)RHR400001 zbW%=J06^y0W&i*H`F(4KL%kr==Brqcz%1N>XL<5M?55OdgBm*mp8v`ti7`cHyEP z6IxnYDk>^+a&i(95<)^kJUl#XY-|h+3{+H9BqStwct9q+iab3JNHLZK`2{mLJiCzw zp}?t literal 0 HcmV?d00001 diff --git a/img195.png b/img195.png new file mode 100644 index 0000000000000000000000000000000000000000..29e479ac628c2937964a8883cac67b023ecc22d8 GIT binary patch literal 644 zcmV-~0(RHR400001 zbW%=J06^y0W&i*J0!c(cRCt{2RXuOhKp1{vC%)J&aee>@FGbzRzz@j4h{&;ZGy^l1 zV6VF%Bm^~o0L+L~iHZRR2C~4~`~<7rSn4QziP9d=`J=?aB?u%Ic!u-&p6C6z_ujLC zCS-s&zR^g1hnG2y$Hx*GVmLM*F5C_zES#8xeky}y)~7;rN+%&gq+TZWa2-7b0VId$ zYfhexIJU8vWbe0wo(}tml~@nmitfUP>||x`V?7#7B&rOBA>j*aFenYY2s=~=^JhWA zBFI06^7zD#fxwE|N%3m48WG#;43etqy38?$s-|(o&bF!1mF+1-S_D8VTW7tMVm(uz z9I!FdwJqR9^!B`Jpm3FK#W<-8Ov|OVZz0%ps`NZMM}Ubd=W_1Xx6nmvaaRi``J$nt z{^Rdr`y=e*1g#j`pZL1$Hp~T*OeY6Q&sd*5i0h>i1rML%lUe^8J zp5>joGDLB;p91HxrDpS*OV-o~fLp-o2|da*Iz%opr&xOeb5aw9xX&mi z(+GRRYi?L01-cV5xQjyKBrQ%|$t%MPqSV(s3Y@p3_{EaW9bC-~4>UX039?R15PQfa zxH!No&c4ibyz$^Y^u2n>*#}E*9MyKQb};16fz?T%B^Vv=RHR400001 zbW%=J06^y0W&i*Ltw}^dRCt{2SiOrRMHGKMAKf*xJ6&U>f^aQjB6v)oaG8yXhzmD? zC}`4VV$_KuC|-*QtDd`Kpl06u0f$T^CPE9ViOH}UXd=yCAe_P0dUCficed|Ub@xnH zSMOX8q6q$As;b|s->a|pUezvu8ICNw6*>1tFqEwne**!j5Si*(RkeqHiP5PUVTsAM zSl*b ztM=`rWJth2h%QVZUKNB{-~s7%B{{h^zi_x!#f>Vw$Ej z2C9YFO@=cF1rZhtS8gNRDGf7(8!N8T0=Ta{jn=d@a~ykh=ACSM|28HorH-CfS3rI> ziA)ZTKzWamS6Ve}><~VTwQsiUw8j+9o!qklw&63_Um3d8hKoTGEjlQLU_4cBZr z;WyyM_trHkssL;bHnDYV|<`Ma!IWM?$7e5K+^p;@EcRZ@L;LA+rTepf(DV!%%RR_+6 zObhFf1}L^{dzpiamY+9bzp(7*lf!PiN!|hDmL*$18W#d15PR@dq)A0#owljS>8ZRu zmI!dRJ8VfFY*uzHX**SBp;NzvFieuzY~C^ziU6%Ep|#*e?f$EXA!?XEXZB` z=^$t)#PUVm&NBaDWig4Fm_OO;iHf`(wrGrFy02qp0FP!&_1o|i9Cq`2q54O%lvIg) zEm28dgnppglR1X|l;yCCd$MzTTt9M^$k!58?*sVeaZS_?tqIldzygXPFHWA^>p*vO0Gs%SZ=jl%m9;X2|ca-GS z7`l9v8E-;FxB;*{B+nvi*di-n4^LqHz7*)ub2gE1DP81O#odw#)^Aig@Wn%LLkd1= zL?ry84!#Ll;ylIYOK^F}ru1o>|1nWVB*q;0Oueb^o=mWgN}sQ9N^C}!C|zw$F89iv l*zje54(Tn8`5O`o@?SU)TgfO-Oilm*002ovPDHLkV1m54Zsq_0 literal 0 HcmV?d00001 diff --git a/img197.png b/img197.png new file mode 100644 index 0000000000000000000000000000000000000000..7dfedbae5ec139c0dfba5c72cf3d015f910a6297 GIT binary patch literal 577 zcmV-H0>1r;P)RHR400001 zbW%=J06^y0W&i*Izez+vRCt`dR6R?>P!v5)+9plfrgTyV5d?7%=^!{-#JycyC4)G) z*g-^aFoV!F&VqJv6Ui^oPHxiRFK`oFnj%hxK3_gcUXqs>96XTs?mL{^kKFqL1ZZkI z_zmZ%dAkZ@PW7S+Wp0R%m^cflX1Q}RgE^Lt$|N|b9kJjUI(@XXSGsY64R2&di=zlE zIn^Oc4cq2Gf+GSZlL1Z0ba$md11$U8cwX78^^MAu=YIutLWWW9l|5WgNfKvCO2TeR z4S$6RSwbiBF>f()KMAbrvk|iPo|~jhyWR-Nw`$j@Ib&TD2273t6gd>?t-x4S>2l-S z#PavzOc?@gPIek^Y-A3HIu#QVBNd*q$sSCJqo{BqNOgfj3W+Inkv;4GfenK$LXT|~ zAKo38-IQxMNE2NZUvS)Tyy2&-cugy}Q5qzK@ASIbm3_z!S15MNv@beji{ta&TMt9x zl1y71-I2dBzn%|>9EaOjj4@>!n&tMVucj3iL*BlXy!c~661O@AH8LI=;e&?V%o!Q| z6kZwWxcdyxPkNe%(=Yx7ibHIlG}iJ6CCIjsN4Nz%q^8ASecVRgmPPObk~49d7uA^6 P00000NkvXXu0mjfuUGG( literal 0 HcmV?d00001 diff --git a/img198.png b/img198.png new file mode 100644 index 0000000000000000000000000000000000000000..9286f75e454038248cd06dcb1f6d72034df59076 GIT binary patch literal 587 zcmV-R0<`^!P)RHR400001 zbW%=J06^y0W&i*I$w@>(RCt`VR6S4JKoEWQ-udH*y@(1buAoYFKjEZAsiNSTBC-%a zz%3R22S7oMX;LBKk}el1LWz>X;uoAmK|z5Vl1LyeyXNlLyBqr!q`YEw{PuZfJmXzp z4F3Y9TpZ;GXokNm4Fe~(JW3z5A(#bMqc#?#s6jUIh9wv;o_u={tXruj%cpD8wubXD zb!q!`WleAZ%f;_mws?;O=)tdAJcewCUpd*TG#CD;G?9msM8vUl_cWgPQ6q%*VSts=H_0u1eZ*|%k zJ6WpJ@o2SsvcsK{XVp_EM)cwk=$6RwV}x&_#wY=41vMrma`$^b`^ zx2&`*l0QTk!>j3Zry9)8GqES`d$iPvt3?~aH5eV1CDy^r%LRC@a_#1DyL5s%BtPq} zhB>$hlWpbP3W>o2t$mkHF`@?5*KV4Y+l;jvbM1F?>9H_BhhAzPH|&~gx6GyAF3q*m Zcm%-qZ|7Y_XR-hQ002ovPDHLkV1hQJ3`PI| literal 0 HcmV?d00001 diff --git a/img199.png b/img199.png new file mode 100644 index 0000000000000000000000000000000000000000..b56ac76f6aa9772953aafa17868eaa5f7895356f GIT binary patch literal 284 zcmeAS@N?(olHy`uVBq!ia0vp^Qb4T0!py+H*xBT|0LU>2@Ck9Y)XJlq$@HAQQ>JW?kj|P@*r^D=O0`HR#xA!Z2 zjhD20aINXCOxs_NYfU+9mvs20B;*=?@G<7k^stR(a z84da$t2VP9X7Bs|pZCDJR|z+`rfhCq^@k(mOJkz8am)33bA}Vq`vuNi*3NJ?|7RHR400001 zbW%=J06^y0W&i*Hp-DtRRCt_YU;qO~1}NYMBM55)1J8d3Y~TZo(D(q-`2njUgj%41 zED8-DZ23VZe{A?rpa5hreuYYr3O?YlkmW%GYnuRw+s^OhL zx_#t05Q#$JbG&4*05Z;byl(*W9Xc4cGJIg>N?^VKQTCDL0FYtJz-t8I_umZwGL|v$ pTn6*?3feHuhs4o-ysK?#=Coa zt67gEq$jLs=yG+)%w|+G$W=YCfNjyv#;nF`j11@5xPC5JF0~kFJcFmJpUXO@geCyz C2tf}3 literal 0 HcmV?d00001 diff --git a/img200.png b/img200.png new file mode 100644 index 0000000000000000000000000000000000000000..1ae224f20af98d1d895e3418311c72e8205ccfc9 GIT binary patch literal 561 zcmV-10?z%3P)RHR400001 zbW%=J06^y0W&i*IuSrBfRCt{2R7*|*K@ffXr1?#aJ9lyfETMauzfv#8^lS+o>De-cHko3ZeHHuI#*@s@~ws{_(3o-r@!9EnDRN z1}<#{o6Qm2C~+IBS3>h?w9LAVCM5~Bj9cxd^KPX`ubmroGj3%e8-1{495*kWcWd-J zWGo-r#w}19D@#+TAA>F9_U5MZZuO6lP#@r~lewu_KWg4GuA7_QVyr%sDeReP@mUOZ zOuRHR400001 zbW%=J06^y0W&i*Jib+I4RCt{2R=;o4KotIhP2x5`E({Dv2s|=Xfe8s!^1#4SUq!=pUxM(Jw`{ORekc3Iy!2uaB8Oe_EBQ5g5G_7&NPTMuD;VI5e z3p{2}8qKn5q&BklWe(D{si)3kbuq9occz|gopr2?QhnZ?q_^9YBaE z;pAJS5Ht{i*R%;cqwOAl^Zp~SMQ;mrbujbE?jo3)(<5B>c#gvg9BWIO-9l{1sV(Fr z=An&MX%RvxxIAzodEl6F@O8bL_};YG?K>K0cT0^`inzRX{w>=N-aK?F$zj97+ zf(kUpm>tskhB?H!iEoL5f8vu)UGXF+oeUI&7z{POKt;Z{SSu0#O+~s(73 zlVuODd%0RHA$CXNmvs=Me@Lsz6X2SnZGLcxw~f|*PDL~4f+&^j5uoaf`eb8;`YwG| z{PlTHUpMEGsU+h%s6GiVh;LB;U1WIW+ANMan-hVewkzWv8U6ro^zDH+D*K!O0000< KMNUMnLSTZ@3up)c literal 0 HcmV?d00001 diff --git a/img202.png b/img202.png new file mode 100644 index 0000000000000000000000000000000000000000..a1240e0be0ccdc544204c910fed9d3e540845058 GIT binary patch literal 123 zcmeAS@N?(olHy`uVBq!ia0vp^>_Du*#LU3JcxBSA2q1?uz$e6Y^XAPG5)we(#A};W zfD~g%kY6x^!?PP{AmyGejv*Cuk`o%5*%VR|1QG%g4)9qln4of@f!8u&6*B|BI;$Z2 SHJwtRS_V&7KbLh*2~7aEBOeL? literal 0 HcmV?d00001 diff --git a/img203.png b/img203.png new file mode 100644 index 0000000000000000000000000000000000000000..db648cd6f1364e79a7788c7160a7148d664299b2 GIT binary patch literal 356 zcmV-q0h|7bP)RHR400001 zbW%=J06^y0W&i*H;z>k7RCt_YV1NTg1{A;#Ct&;yV4CMYh~#Tvzz;s4Gc-QHZ25pq zJt6P`#W5@j4Igaz`5E~B|3ARmCIA%q*zlo10jgrccc49A(X`M8d?3X;EDsvMj^+RV zpMm)TP@jVU!-EE>qymt^32{3JurmP(K2-g@6R6-~x`PiW6iMK^tNBgYyH!ezH>apauYNB}kRHR400001 zbW%=J06^y0W&i*I3rR#lRCt_YV89Fbkx01E1~~Hte%+|x16cD17!w3oz)XGy4F+UU zvcU&5rvgE9!q+wdeg?k({|_)o3ozJ%K0RUv|$EE<& zc~C(f2IdPO=Kuc;Ok5YhUS?o0U|>*afT|N<`0$_sD9CKWz|I5}<6EGB2nQl98iwEl z3WWgtC=_w(><)%7eBgP~_XADc{LQa`3eI`FZ-6Qn0xB?A#$b!8j*;OA&>&{61m+76 zb*2ms3?G1;%L-t1@BjY?C1eH$)(s#FZ5eot!0IG8e*zRHR400001 zbW%=J06^y0W&i*IXGugsRCt{2RJ%^YKoA_0NH~yW%^$d=qM)KdN=b!WQoB|ARu*b z0OK4)DWXP&Q5lfD`hcgI*=A^%6=5fpu`=3ymuVY4#dFSt*;I896k^$iDtXbu+iOGi zuwCxZVC*WY12WBvT_S`rLx>4d#)c0PpN;}M*24>2=RXE2b!8W=VZRFc@;mz14T2Jm zeVm+`w4KEtBfFd=gl0YTeYq>@X%KK0<3YGS2|6@1X$PE4D`R9f?bprW$)>&JH$TRI ztOj<%9F_CcP8URq_>qHB@FL;A;y}jxqdYDbHBE+I;xM?t9k{i1+M1M$nkGXpalo7G zg>i`9zEe~*8M^9_3yHLFxO$Fcyg~QTaZofF+O{Udts~OJ-f&d6lA5ml*VP{#eT*@# f>_v^bB3d6`=DdfL8kJ$X00000NkvXXu0mjfsH@Pb literal 0 HcmV?d00001 diff --git a/img206.png b/img206.png new file mode 100644 index 0000000000000000000000000000000000000000..2edb7dbd0de2265fea7276547c2abca0a0818e1e GIT binary patch literal 408 zcmV;J0cZY+P)RHR400001 zbW%=J06^y0W&i*I7D+@wRCt_YV1NOB1_nk3bij{9!i6?K7(D;M6kh{|E)4JilcfP< zu`z({{D4ghao_{oaV`lUl0~86gDpQl1K8EV7`E+ri{U08G|jD`H|%SP|}ux*9ffU{r~^qM8}ZEU;xy1SplS`|84+Kav1~9 zWfXIO$#Vl&0>fDYAX~4X4Xc|m03^HZry#csK>z^w3Q|CLk6AeY0000RHR400001 zbW%=J06^y0W&i*Ifk{L`RCt{2RJ~5aFc`ehh^8g2!y9yDLWqe4sUs80$XFKUPRx;z zD#SwGfQ^}jxp@Mp#KeHehL~!EP`e=WIi}bqP7#y|agy!N=kqzAe*!qry+?-{9wTDl zE=2*3BQTaBu2d+M0;A&h;1$fY-cd|Fojds}Qy{0%$J(=WM@#a2EEkx_3?eP&vi9On zvlj;CuwrJYFtior1^G-j|=*BJb?sn+{T8ibD7!1drGv_G)LGn1cn)6kY8= zS8jyvF)qPt%^tRHR400001 zbW%=J06^y0W&i*IB}qgp})08S`o2*4(b4}4%ycmQDqd{8JR zRW~-k0XB>st{Qv(mFmN+0n83xr{~IVS22rEHWCD~=;D>ACPN0U>q=N?#ihTnE z0~-S`!vd7>GqQ^L|2Hs5 z{{w~@F#R!qWYAa$6l1=CVhBeA1H%mmpfHf;TEN%=65|dq00!rOAov5~@+klbd!RIs z(l=n(4HDz}C4g*76wsjan;94;GBEi6d(5!@D29IyUV_kUgfkKcK@~$7003+zKda2Q R;${E<002ovPDHLkV1mmOoqYfR literal 0 HcmV?d00001 diff --git a/img21.png b/img21.png new file mode 100644 index 0000000000000000000000000000000000000000..42ea97bc98f211340c22ceadeee988e18c004ceb GIT binary patch literal 203 zcmeAS@N?(olHy`uVBq!ia0vp^AT}QhGXn$Tzopr0H|v+i~s-t literal 0 HcmV?d00001 diff --git a/img211.png b/img211.png new file mode 100644 index 0000000000000000000000000000000000000000..2afbf73b6b6148e14abf7c8383cd986d07be1b37 GIT binary patch literal 256 zcmeAS@N?(olHy`uVBq!ia0vp^%0Mi~!py+Hs4UXe59H_u_=LD_-n@CmiWPI_%$YD@ zLQ6|aMMXtUPEJTjh=+%Vjg5_gfq{yOiiCs&4-XGe$98t}4j{!?666=m;PC858j#cI z>EaktF()~Jp_zeAzZE0+L$uwhYx5eoT2bfbnE6BKY ze28LWE92nSIJ}%8jWPCAGDFfv`?icIhiOZnG-w!{?9|!9>Z8PN^qNU!p=S)Q!=&4c z9(StQSvYxkF0OYJvU|i4YQ+}k@vF1Ppo)><^?3=7@M5-Zpko+3UHx3vIVCg!0ESgi Ap#T5? literal 0 HcmV?d00001 diff --git a/img212.png b/img212.png new file mode 100644 index 0000000000000000000000000000000000000000..f713a464ce592962616d19e867d2942e1a94ab95 GIT binary patch literal 290 zcmeAS@N?(olHy`uVBq!ia0vp^>Oic(!py+HDAMnv0pu72_=LD_-n@CmiWPI_%$YD@ zLQ6|aMMXtUPEJBXLP$u6hlhuajg5hUfr^TXgoFeS4-Zh&tH{&yfD~g%kY6x^!?PP{ zK+XbB7srr_ImrnPjDBn?9~fscPkH$Nbc1+J0K=-E9~>1K_ZzWPoIfD&fGP0o`2(y^ z9A+}|unKpWHfJ2z*wEP9%zo_g6X!`xQD;B@x1VtFzytv@%aCLULIjdi60Io lMhV;p9%=DS`s*mnz;H}W&a$A5-3aJb22WQ%mvv4FO#oD-WDNiS literal 0 HcmV?d00001 diff --git a/img213.png b/img213.png new file mode 100644 index 0000000000000000000000000000000000000000..0db34de73f3409d61e6dbfd1660c2c71d230257a GIT binary patch literal 296 zcmeAS@N?(olHy`uVBq!ia0vp^>Oic(!py+HDAMnv0pu72_=LD_-n@CmiWPI_%$YD@ zLQ6|aMMXtUPEJBXLP$u6hlhuajg5hUfr^TXgoFeS4-Zh&tH{&yfD~g%kY6x^!?PP{ zK+ZBx7srr_ImrnPjDBn?9~fscPkH!X`apxY2E)~w9}6Zl#EWuq6f~}gGic;K!MJgT zPeaK;7NIi=QX2|C9GEeuCZNqsfO+k+pa17SHlrC6S@JCye)2lFNp1?O-f&&=k_68KCzFVdQ&MBb@0Oj9m1^@s6 literal 0 HcmV?d00001 diff --git a/img214.png b/img214.png new file mode 100644 index 0000000000000000000000000000000000000000..c910d77a9469e77951dd32c851a6713ef016a06e GIT binary patch literal 277 zcmeAS@N?(olHy`uVBq!ia0vp^Qb4T0!py+H*xBT|0LU>2@Ck9SI*< zS+yD75qA!3VY-o&+s4YX#^D#wg!u;!95{XU)PZxJ(|#^t@?<+%&suPgrHz?qpF-Q0 z{S0hn%nFCaj_iJT;6MW7lAFQ@R=sItWaOF1lBO{G@t-s{zl05Y|NocHa?|Si$!k(# Z&2TqXxXfGFRtV@k22WQ%mvv4FO#sO#Wa$6^ literal 0 HcmV?d00001 diff --git a/img215.png b/img215.png new file mode 100644 index 0000000000000000000000000000000000000000..2541eb52ce1a27de9a66c116be4775558919c3d1 GIT binary patch literal 342 zcmV-c0jd6pP)RHR400001 zbW%=J06^y0W&i*H)Ja4^RCt_YV1R-T45;7$n4EwR05Vy4{(cLlEA>Q0nA)5feR$TA^xEBP2M^Z)RYa$iTq& o|NjOCOu!a^MG&eJr_7)O0Hc{B4|?K$g8%>k07*qoM6N<$f(3RHR400001 zbW%=J06^y0W&i*H;7LS5RCt_YV1R-T45;7$n4EwR05Vzl{(cLlEA>Q0nA)5feR$TA^m3V=w@cx{nc3 z9OpMPFid1%;QRl71Hx`@7=tZ<0TO7G A*Z=?k literal 0 HcmV?d00001 diff --git a/img217.png b/img217.png new file mode 100644 index 0000000000000000000000000000000000000000..b601fb410628520aca025cd16cf8c741dcbd4b68 GIT binary patch literal 6262 zcmYjWbyU<{xBksAgLHQe^-=C*W(lzvu5>nF5&@CYy4xyxUNyrQ+45bK2h{7O( zgn!cYQYEzQ2kpTcesjH)53IHJ0Ysn_L?f`Xh zb@N|qaFD5?8L*O8UZ(>9EE2jJYUW|(-|a<%_NJLG4XrqTX|8prOT0WySlNTAnwXeJ zE_uCg5Nc$6?zPlk*QiaSshQ1oSNRl=y}^CK7@qUTn=TI%Wq%bLcP}L5W%&0Msm`xA zh~R%UZW@AA`OwGBpN`$@tHG;z=MwZTO71cnojtEt4C9K4&5r#jQ&4h{eIub?_o zB7hZRw@)c)`7Wr3+&3a_wzr3FjIokJg5KW6E}XL>NH7;bYCvj)Xv8MYU@6(}1cr*s z1BNwmeCZE_g+PxaJ%M6H#kr)$sJ%h9bsd2?K__|ZtrI&1!LGey5}PA$ftYI|ao=Z@n$H{6(;b{{)a=(mfe!v} z{qkBAakn$~mrHm8cT8Vb8BvCFOq89=xQ>jED9aE-!uPH^DU1D);v?y@^T*Lv?UxNY|58 z6I*CYi~u7Y|LjPMzp3AjLAfSOjxI2tA=~LOw{@4CgMw4Hp*UPSOyQn;m;f{G>W42% z!GHGz&2rf1u)5{w{3iC+NYT`yhjJ6*?r8fav!RR;fUJtxa%H+Q6zjQ9`MDQrD9!-~?`H^8xy(wIt)m|6i=ab{lCXR&R=v|?_5@7o#V zOzoz-9-lw{4DJ8+duE5I3s#+Vd@hGNp!_M1yn(F(Ro;OiMpe_+-nqfSQb~1I6BVPM zGYsg8Tr)9#e{dOQThR*)FN;p7KM4268w})4@w}Vi2_H}0Wu=;W458`>0&jj*SEsQ# zMrbAM-Ux&j-Oymp8Ni77?7DoB`83EK7}27-&3=j&?wa3mR+ff-<^KQ;*)T z!yR}D8N;XJ!d(6l^BiFN)>7-Y^q3&-{@=WTD|bL~f=|>chFVyp5Y#0<|6qS6Y<;uS z+X0(yhYn&MGca6CK5oD~sBkp(=nJ;w&C7bS2(W!&=}IBDBjPJE>vg)E0^%q^Xs6S_ zl2Nk&GP#i8ZH`k7`enu$jR#>+#l^AXqcRi~pnJa>bgFd}l`ZNVLrH{`aLy@cB4u&i z@*0^wgvYx-uW|z5imCnO1FG-jYw3%LE@XRLO7=n^;CG@v+WVlLwL!x!%23|Z#>!4) ztn||-%O^A3X&{6Hu&%#XiUPwaNb*1~x&21|Q4060;nZ?wdE{R-kD;adnY^a8H;L;4TDrPQg7R8LpHr3a zLb%#7AMKto$q(^X;m{t%sxHRmYVY8v=}SjLu+%05Gdu`2JY*^sHOyHzCj*>Zh}4)I z6&Gg9r>yZ2x~FJrDpVzQlQZI#d&5{K*D3RaA3Ii9KVHR%4W{}}b*yWajoo_NS=D3gh_G`FL?~CLf`Y|6S8|N^~nEDey5R0_DrZYqAZ|gL##8Jxw zZZ&bUT=;UudF#FNPwCor0s#fOYp>s0)6}4Chi~oaPlqiwm?}g&)W&m7>UsKCGt>@# z_3D7BWA%2JtIz|uf~SrQ2`yx%HYv=Fu%!Lor9Fd?)|?ia*sU(^4fpyqi6$4)|OBNTlp#H!$gW^V(5u%4QMTR#a8uejb* z{VjaLx<34rnHYJb5K}DrL=_){``Dv1Cd|^OhGKyiga3T8fBeBt&POpP8Jp@YymU{T zo4(GltyYePD`EUN_!k%sF1`*f+*)$@)9Ta5fUM=a?`t3*Mzvl|i@fGlO>^m|VzajT z$Q)Liglo_mC-M94YCD_#U42{74oYU@B_(bGf$tR@^FkcdHCvZUjnpL{dfXtF!5td6 z87H(KZdi)3X3DeZTTr^yLpZxMr$mw0rpdM`T z6s7ke)mY666&4qB!|OtcGpJ`n@?X9;+SvNz8m7P7E3PJb`$z`QhFLlewk1A5+1}F4 z=aQiyA=;6Uin4d?H4|m=o;e-TKG&qnA6}R=O>EB*6V_ALM%OP z6sfJ8&_Af;ct(2!aWR=?uoEj%cERG>;BV&tSVkjntP(l<*7C(@KVF6$r7PO^mr|%~ z7##9#i}FeQ^abDVM+%p?-&X1IN}8cpp;tYQ8Z9wRBgG}7r7MsA3NyNbo}_CUe8Wn^ zi6>r&(h-}fDFl>Z^D1de=?#0M@r0;){$aP_;PWop1-u1`a{#MEV*H>ElDg14f-{?b z=%$7eob+_B*Cu(rilc>(kwe+>!HBs}c(v!6EeS2kz zZysye=IkQCe(dQ!d4f&Ew(wiX*zM=Pw$RL*As+D4^rDNGrYJPcFonDlz9G!gj4y>g z(ksYVHcK0m3}>>Es5NG6)G2*xQjigDP6?)$LSWJN-oxO+35<3sh$JnxROdD}g>raC z6IZC{uczRg2f04SJ%+?huSO&olldtMKk$xeiR%Y6(C{O3z$!n;bqj?%5AA;lN0F+X;Qb~pO~!4J9o8J+oUjo**qn9dy6jL4@Hqq%6fr2FZkEvRm(2QW|&L*#MP)g>F6zsUX`stAE``$FGbpQ?wB6aN(Vf;?_K zt7G7;i93klqs*%Xy?q2rM!gBi)%I;oP>Ke(=MsDB<*l9Bcg3?28Khz5p^YZ_?d@?}m!$M3&R(1PcVATeWXXT6R%Mzg z=G)JgQS3)BkC};G++AJ@MJlx&A)DLgJ?9>)iH1;P;Kk0-UtJqBjR(a0^aJ z+SfO`Np%)tZoMp7Rqco1?gGW=vr{XzR!Xoxb(n7%`V7IC5WGrlQp<}?*CkukFk>XX zn>*FkIh{{QSGBiMNv=sn#AecZ2D#w)Xh)Df}TC^-d?{HUt0+NI+P|HN0nd6q&UBbst#ia!sMIv8Uut(&*b|? z@l+Rg#*^li-|xQ3)KMC~VfH&>jVv$V4H^D-ff1L|X@AYHujy^XT)*h0ZCqeP9;GD> z_C{Q)=oy6It(H2?k4z8Y`>|D|ZclMqw|(!8(5$9Vkbk0Lw9S~(+G5|sb&i}o(}W~y z&X8BZ{>@Puvcu{(WR}%@4KfMuRWH~qv&*UEKQH8zsB6(ue0cjL*-qaD?RtDTZa}v} zn)Q?f6Zo4A=_=;ZM(v#yX&jG=#5;Kh8WBQf4gR*ClpVx7rS)GS6^F z_c6IMW2RdjUh*!1eXoN@EBIeO)rD~XIxW(Q?v!}r{*n3P9J_K_`%Y(`JgAYqn*z?* z?6q(UOy3Pq_TupJ19bu7X(y)Nl znaM1;?Xa&+o5v}mpV`|#_4gQe{=qHGNZ|=1e^n*f7wc;7ADiWB&tezLKg5G=T(xr& zI(Cu;VJvQ2apL&YQ4$$2~bG(A9&2QBRi8G6 z=HxAh>iHf=PQj}AkD8^RpM3Mk&Xfaet0L(q5>^NaCjK$<@CWDX<*+f=7E+ z!KrjOQZ<+$1XWH0d8kf6Sou z9(6V2`!dY+PWA9Pq$hK##ghLn9$6xenFg#fB~d!3B!e$V_5PtDHc3*zGH-}Elc;Mu zQ~WB#BuHh>$7f(jPO_5`Twp%Y1Cs?ue_EkaqA(JM3lJV=d~hEoii%gEXC-AIv?e`( zXdx!XomFjdHc5OsiXxXCv_fnc&JG%((?A%}^*q5j`fJD|a}DL@=!&z3$&%Wp*o8@_ z-Br28qdotlyL>8o$T|;NCnPxOOlgbTLAPBmO|Q=+S8beqp?1&snSM&b7fAXcb1DPv z8)&SWjvg8>0ZDsgf*V`k;A2IVl*pfgcO2O}qwPR*19GW4veZW#zrRYLLYpK`p00<- zFkU2Kt-vzUvvEHzCCk(J>Lk#R9-dA1@3(>)1TG}$UkdgwbgK`3S%1W3^J1E3=T(eh zb-lMYm#Yg+SIz zKQup-!ze^%QcOxe@x%7`B@{uJ9BFnO-$Y{1bSS+t%+*$mr?Ly`!l1?`2EO5?Us~y;9!u8{u1u;cKEKiQDhDw7fKS z>_JL!E;gXNdz&rpOu@W$V6F(48h)B&=4(|#%)XigAsOoP9}k7nRjt5QLIpon zdR4M4KUtvY-e0tn?Y^*i_aK93Hg?4~zVK163MwfGG*HrEx-eJ1{i*#&VvR*zoFfRB z8gF_6h_@4@LQ|6O*9)XYL6Qe=l8aT9jju@n2$ddRqHkjPuM`6i#uDG2VW^&VypYxV zbV$1=gO`ij|N7xW2CGYosmY8@ByB&NI8k`Enl8Vqz@z40cYKCJkQ%oM#iibr%>nM* zIHyN)AqjNnrB|of-(6e&e5C88xA2y=9sT4}Het6Xa{6|+QR=6f=bduxJ2QR5OnkKX znB(`D&s)~9yACq4`Df<}A)Az)DUR~3GOglrd0vEDW%h)TZIi$|F6ciW#Ganbzx1gN zX=UpGYn^&sKS4KmK6@?_to8AgoCwioasRXTr^H8ND}FUsl187}&`Pb*;QIrP=3Q}8 zGXfp+UfxpII~dlgfo*^|VpzC9M5X&D$CB_358;yuwi6V`N!aEX*JH#I|J5(f{j~I+ zJw-F;!8w%S&!{2~Nwaq)n*^%4#~6~Ed!E|_86JO?97f<%5O&mS<7Byx zPaU*T9eLe~s3Q$BxJB+FXU6=f%+d4>>!(X;WHbodA3*9TNgodtA3jk&Gmc&X!tJtA zlnoR}y6ll%Gtpr>pZ%e^aXeHDidv%Lk5rud9eEj~b$l$)e&f>9Ad+nP_#s2E&;$Y+ zcancr71-^%YFu$5ycTZc5c6lIuisFDLdx4JN|{j&d*HVFy|4x(aCHeQVnV(lxv}W`j2y6RhWNQATchU?1er{;=}nz@%LU9f|=6RgEk&X<{|lqHpcrQshhY9bN%$ zK+=bqE$OD^<$5!=^s41izM$37y2!6d*wK*BRYIL3yvzlz>t9-*wE`GXKD<>=ko+ZZ zu?2tQQ3y!7@=m$+jN(=R#4-X`g}YQPKJ-~;z0%L zrX;svmt_CImk$(#81(S82ZD;U4&O>Jqk-Drf;%^=EF6*40{*>TKMwS`@#3hYmiF7P z=5F+na!`?r2&Cw70p%?}GpVg!Ya6KOlvi>;{IyI}Zh>fSp9Ta`&RK56i7TiS&p-yC z-KB!w`R4Th3+4aD^;Kc4VXD|wIS!k1$2V0rhdy5QKRF{QD)?5WVby!^4G$sOuBy93 zoWr8C^aW(H_D)-9x5O3kvn)CMOfgDH(OqD~mjW zIi&?xD!wOM`L4?MIl2{uld|8llYzYr0)}j~Wel^fh{n#_`J;}kVy-_D09{Q(jTUue G{Qm$6oN?Iz literal 0 HcmV?d00001 diff --git a/img218.png b/img218.png new file mode 100644 index 0000000000000000000000000000000000000000..2dac367ee2ba7ef11ed09eedf37e06e1709246eb GIT binary patch literal 4172 zcmV-S5VP-zP)RHR400001 zbW%=J06^y0W&i*W%1J~)RCt{2ojr^uHyOvD%Oz;uAv02KvW2Jp`iig5Ea#}6w$Jwqls8V9d^@!K%8?SpGWp##vXg@@%M~9 z^X~3EO7`A&?8iUF9Omp~K+jD7HStLkWfd54S~VbCk4D zsn1Y}#*vx@P|Uu}9)0>6`_9tY$T8-rS=RoC{C{sK_hnrR&_h`lO6|vCyRt%=8OqGi z&K-B!zoOmnP!gdCU}UmucKoAkU|@v8$WSmthoW8ambXY&V!@uCfuFTr{buN(??8FR z^YTSrl6|P^50KYy6UxjihQ2v7vP7uE-anu#*PqJunrM++ri!rQ83)X>1mmHskKzgK zj+*Vx3Y9J6c@f&Q8X3y8lyB+@@K~a0I?nC(l=n32lu#B4^;&`Mf@L>IjXlnnN%t|x zalXEchEq~KOg~0Z#f9>dGYM5~*k4m*t840-d5Zws?u&;KqDX@=5`1i!eC#7Vk3ZTw z^5~4o=5QS@75M;^Pf%1(&|j3|o=keS1;tNRAw2F0 zAy3czOXijhJxO^oz59Rbs!>Ai-?r!IBvbbXx~m!QRQy%OQIL&ukz!m`L4=i(1X>=1C!I-zPHk+ z&tXsSd9vV0im`qqWqWqxW{;;FaH*kL8vvrZNZ__MGQ&1UZG17xYX^DUQw;zSx^6o>mvB|3J9-aSnNUG& z_`&TNf`*x^XK~LBvcufI7e8|KMSwpMJiLLg=XvhE`7+$Pb#&I8BuAl$lL~LV^9-Kh z<(Zj1qjSsvGk3X4o9SkrR4f!2^z00^P_&M_J@v_rec8gu?H49zI@TB!{Uc&#cn;@C zaZh>8Q@NEF@t|k7Qim?jFcZZ%Le6x$k-xa2Hn~q_wyVa5C-W9A_oRTQH@i_L^R=D? zPtW3d>nWFye4ZNh=S@$nrcLDZB-A{6*TWloiYe!e{YMU=Zb-vriZM%TXGVb;lQ=mA z28rXI;I16Y6Na9U<_R-X|ruX04?THf5@vY5kcuTj^@zW-48C2sj7SV$?6)Ov1EMKzk|7=G%zSmYx`p)ASU{ zMluW8E@KQck%crwrXq)sJfx9eI?^ofL?q#G>j(;@zWmPwlKN;Ukj)>>H3!+=5b0BE z(h^6tv{-kvkHl#mS7lYtIKZh3$hyRF3bK=DB2VG5J;(f#7vT^|7P37sK$3}sVIBcq zxc-oR-hpH~vdb^&M}Y}F3dx7wXdq=ZYsmC&!m(0hA9D5*W;FkV-3npD-8izJFpqgEdVA+aXkrxxW8a)2J?ft#B@40z)_laZt%x4Mq51!n=^4eZCB*NPVu>Y|6 z#D4aG_vMct{D9%LPaju9D!cJ!kz^KYV41fAHWL|5@vvp>_EwBm_ zb)>nC+OaO&-dP!q>~=SRHfu{kHpHn&gj}RK4<3PJHj=tXJyM@uiizk1B!Lr&ER005 zAG}FcITGo;ZB-NLSe{8j5>J7~BGb!OtvJY;e;nB_Mwlucvw5Hc+5hQ1Sss#nNWB0$ z9^3@>^wy3~td<8^HEPMLgBxo!`l`RoLzksK)yM7tI2K`?$nKMlgeVd$WYB_0xZp@O z3z8?U;7cR>l&c}NR81uKkRTp@9AQS{uA^oi3*SufA$3~-S=c7c6_&RJX6#;@KQH5N zoQ<{oVd+G}*_$Z8y;lY4Yakp}1?d~nJEk3F%=c)KJX!-8Ib0s;A*!-2zYiuxEZ=&< z)mQ@=CzeLKi6*0LRXT}7RYj3*;_yI8q?2d^C}ahQnN1}R=^|z~&b)OGhi~lMa1?sZ z8ibiTPfT}rO(YzWGF0Xh9Sa;}jfw&l;~<(ld(w!*QPB*<;etmN(TJQ(G$FGP4N4Xf zZ6d`YiQS~y!8D@UePp#&GP6%=l57&ShbXg%q?H zA*yw=93tTqqP&lx6Mq8m$YDKV_eUqPYws9K8G2I6S7l*HB#Ve-5_y|7i0y-IKlT$b zo5%)4xp_?4E5AbcQBPBjzO8HOXjguNZE$+Y2oBO<>54r|2i;fZAi{9xnj$ibh;HIg z<2M1W?%BkFC0!LAks_-H=#Mgi7#j|tJ2|vpw`OlhMf=VU#urJj`#Z>)i|B}CABy0D zQEDydti+YL5?A6%ytu?#wh}jn$kd-o#Ap9;<+ZKTe>ag|+}+>X|Me|)j z5fSmjZ|r})`EdKKgWuuTn(^=_-@9{+U#dymfrssweDCc8J|xAR4|dsyo~uUO$6wq( z*|wnAUvC5>r$Th}b1Cl9)2wR78|SnnFxK_C)?H5G51IO|+X&yApTmC$c1B|5hD~ zXwQ$nkNZ0xuSe7hT-qt_su!F0M4_F(lvBKbmD(Cb@%uA`UH{Hl_dX%McR}pG0P*~- z2ogW_U_8=`aEy1)Jyd8DiMRmykFu( zlQN2E*aAc+9leDzooLWK#4)z{#ObyYYuEzB*^#N|?FQNW4`^_2@^I)F?W+JdOU!(lm;6y+|#RGg>u`=xdNf2^vK*x<+3lQ=>DrN*cSL z=62>x<;4)<$iANMu*N&0C!H$n*dBU&WVuJBE~tW38NLgsNRrzpoy{mh|jFxk+=vox`Mea~R(eM%VFl zdG=F=;PF^(B%Hhx#mKMc(P1q%AAUq$!O>GQf;N*_V{#Q@v&o4LC`#Rhs zdga?qJ${bp=-uu6baGk-oMQFP$JtLiuhrAowA*TFXBk`IwbQfPhHf3MXd811RkT&( zX4up`t{OMPR*m)j=de{{3IF-uM?bXs8mm2Ml5EvAw$(Up6KOH4u2IOV^*~LMjX)dO zjqW&+5f*H)`5MiaAVl}es82aBL@sO77CR7Fcs6NF?Uy<&Cobs3E)0Xk#1_F+jpX^gZoiUjjcIoyM{M;>*64kgy|4W1Xe`lIeK`(Y z_uW1tG`8EwvwYGls!=^M6H3G-XQajomn3r|azLX4Z9GI{g>R@v>&Xg8)#xZ3Gq>?x zb8(H%({XV63}Pf}?9yIZBYHLZvy`EcN1a_`58?+%`-ul5sEkJO2;$rtjc1DZLrF|O zpgxt-2>Me`r7cOL@hDg&jpF&J#WW&=S{hM2s3+jwC!Z%;ibiop+PO8dWJz*r^gJ1; z;N$N2M=U|3`h^&~x78lA5$7_HHI144?%lrHwlzr_0X@Ld)-_;+(P zhU>D;|Bcf&%Gqr=GK2DW<8G=kz(c+xmt3>an$} zLgS-8C7$DDGy=?`F=90|4wG3mYU#=ZSB=@WYP64CVvYXHojZ-rAmeiAihC(E+Q%-O zM#r&Lqf;YWR3q7+;>l!c1X#2ld#kT;l!Y{UlPsYzGnpwi>gLJi(CDt>Y>ny3OtGRj z!7?@GBs0Y}QDbSFL1V!?P~)t+#tpDlW2PRHR400001 zbW%=J06^y0W&i*WRY^oaRCt{2T|I0aNgbc(#5u=~Jpmd7$|YA`L);)fgp|}2M_ME# zr=Xy@ODHK&-kk&zpzur@D&mNW3R^k}AyGKeL3I)iqCrB)CgP;KCU2bN6es@pvpf4W zyF0TxJM*92dGY+B_`Ns#-{1UpzQ30c1rEOiubAqh1>~G6SDCxQmC9{p#<3HXxYpgs z875OF^~)DXo3Uk32B)X62#Gb z-)j>xfawQO_ISS2YPo*^lupJ6dm6NfN}tlFJ+z-@&_w47dQac!(KU_rnxCCO34Y>a zit!w&r9P|P)6*``1Ek%W>UI!P=*VGxJqaGq65~IUZ88)UG#`p4TmP4QB^~j;m4F(Cl@cy{aAfbY!eYNg4f{z@0dqCLiSO50I#f zr&>Z{4DcNKgWhdG&bzds`DY4z%6L}IL7~OUpBO%5v&2mNK%q>lEd83Rm6E1CRKy2Q zxw?!1wo$Td-6a}j(GWtTEau#?C@B#styx(?n|!q&a?XZC)2=;6oU=TJl2An$7iVcE zOna!zwjkyMSZQw;DMxb3EdOv|)D{lPOOOD|8wZn0fpSPn&FPXr=_e&sEY7qMfvwUg zowrd!_f}i0N)V(>k^v%6)t`|#lH=-wb`7Gc!B7=n@t)Z*IhzZg^U)>Sb{a}~Z0Pk~L2 z&cYl#gF|bTn@4N#t>Y)hpRXJ)!r$Q8tBDb1cl1uFV-P5Zr0ia7p!7Uib#<>1-BQMd zK}$`pNh&hNlr5REU3Er~b_^+PAyv-+RVjgqlr_$rhiOv+D^n_Gr?e>}#tLPHljQ?= z8k{t)9 zQ-oiAn=?)nw_0dCm5dvTT_HZjb)ALcF;Z8IfXB!jF;cvzPS=OwGXfqXl-97}EDLnQ zNb%AmC5{;LA%1&C=7^CBKP^E?&X_GP#bHbrjbN6PX? zT7n&7y6mZ^52h#4Q%@TMQ*n%Y4uj6WPQFE6MKmLfoyb_6&rlhGLXm>Z*PscAvqC=I zCS5Pq6>+JbuRk$g)Fyyy%wN8+YfqSjVI3q29S&umbNZy5l z!I;%tg1dQ)fv_7e7i*!KpVXeOUZi9vi~#`w`sm)KXuYF*n?iPnY?`8Jwt_a? zkXSUx?j8nQbSK8Sj0|j*TN7l5iALOSTCxH={}+4H_j9 zn;FaXR!je$RVgKml|h0=Mu9LpF$$59H87San;1)ksmMAbHD+XG#-b6b&sZT$M4~dX z3S+juPMfht$VG~bg+`IG3nP;;#!Xo?Mw&>}Wt0#K@8Rggc;Q5wF-2Oxq!yC0hiWmV z`m*TJU{s*Y2ze4hVias?1LL{IPECa|kCGW8Df-O@`jPWh>^)J1;&nyic5x! z#iA|)M#Y>FD}8igBpuskZHxfej09aHZ((9U;ThdSX%vn0%#en=?OxT-1;$LTW z-~03;`N7Hkx2EHFEYGB|Lp(}Kk8ixS_M5rQ@4O(l7+?Jr|5}CXm)V7VvUYvr%JPH3 zHAeq$-HW<^FUVy^_ea2g@#ZgmPDbSXvrmVVxERIt+!Wx(=sx^=^}8@(bK3`SCI0nI z*qgi@ZNlLyncN&wV+Et#upOPP-vX=zed+5M7_l@AOw=F<_S^k`Lu#%ddzY(tw`Jk*g87}Zm_-t@X|t}rN;b3zv??P-i71U zWS->KZ8C|hZV#m~PK$|1TG`@0h26bHfFp7%x_$|cezj`s4=`rjdu3@YljRv_>CvKt z-9!0kJrvM`Mr$u-L1PbX3Z!6g+QLn%vgD7y8e@G~@mAS7wsUYE9_rFKLspd~)kJl7 z8+|p_OJY50tfqg;e(8xuA+9SWh_kgS7tXB#}3v{1&E6F z(cP1KWPazf$Mg4(c_;fJ`5Gk7$)FoO+wKO?tzuYAFY`WP-@+kcwiTf7Hbjo?xKwvfq^<- zd!UhVg|WuyUxNpC0LD%=CLTyMCi-%Xve2Z;AGjJ5%%sLbVWF`;Vx#3-Z8Qo;Ba>^a zrbVOg@_183TVQ5@?R7 z_748eFsQsp%ri{>8inKZ`Zb?5j_w}6PZp-1U0j$ZuRzGiSnt z2`w!x6%`dZIXMXl2_YdN9v&VxHZ}$Z1}Z8l5)u+TJUl>6uOd&+15%77L4Lsu4$p3+ z0Xd62T^vIy<|HRHH1YFfJUGlQ!N|79frIIfLx-!W+Jlx$(j3}H+3X4oeHv~YVlU%3 z%&1WJ|3Ckccl_cN33)#nS~7XM66;=ndfmtR___7#UO|9TurEy{rbhmci52&t;ucLK6W0ziN2^ literal 0 HcmV?d00001 diff --git a/img220.png b/img220.png new file mode 100644 index 0000000000000000000000000000000000000000..1332e3f3d16d9120110a480ced12aa6887846f18 GIT binary patch literal 8030 zcmZ{JWl$VU5ar?$2o~HIcZU!N1lR?FyDfp>x@d3>?(P~~7MH~(xQ5_vAvgqgJHD!` zle)TJQ`KEFQ{B`3-ka)h6(t#LOfpOW0D%2j7NiCMAVL5Dgaq_g142l#&C=_N_)Seo z9k3XlRU!)jP!oR!Nocrd9cQzBBUg-r8$P7zitY%mg^7p)quFt}R6hkAy-=X_dnrZP zZu~&@rp?6BF@@3;Fury3J#u(p*KF=1w)~b3F)VH?u`xeD2(KW$nwini*48#OmzR`v zH%9XZ&~xTon>WP-Lp=!Ibi)VhGSt#eb<@~B8}-Pt)7JTwbS)U9px_ABF)JJ(kB+E# zKmR%p%>LS+y2kP-=&}y<%9|Q#PZXCKO3G?|AULdVqNhp8>7Dco(*V1F%>bYC*+v_V!ecE{%t+EO`!;x}@ig;vBjM8rfljoXna=jgpn+ zmr4f}-X7kd=nYMt3x6qxL5c`tEji1|~{;;$9IRFz&4v-%Z38mSIzCG3xI z3Pof7O0aV|XIXqZKo`XXKxL{jyGt4^=_yTV+%5=Buc>4nnOm;%>h^HTi!H85R@}4x z`aN>oz_!TCp3=GT(Y)ilaXoe4Tq0eP`S8WAfi|=2iw`{fW7CMAnIhC>c}l0=tjO1n zh3}y{!ix0geV_MHO)LV(+v)qWBi{tbc@97_$)Hawc%-SAp!G88D1v>hM zb~%Zu-4(l81cj+hm_>n_i$TYL?z;7(g0oX{zr6N&irVRl@@1uTrNQD-DX}G&Ftd7g zFymTl1vY)kS~pxHan~~AiEZEQaD?*_GEH51@P_Z5OA_osQc<{ti%d6^^)~AaM0G69x0HNt#HrdrQxs){aVq zFDQW9{XMjAOn;wJFZ#V}goFRl703PA@UZ+?#syfhTb|@@0m=khKSV4tsKwF^PG>B2 zn)3e?+`fNLytuh*8BjE+6jHxN?<1NLPI|97UBq`EH&Me&dS9*ItINGt;lhc^(ne_T zSpFJ$3$1p`3SZghxZ*5(W5x*X_8;=!zDRH;(u@mlG^LKxE6heW?hA~crBXuh)0CM( zzpPvV?T2qTiVyw>6i4&Ia#B2MmMfl0W|ni&l0ORCkx&WI=@NQ-TFw5t`W$_Hl6Y?p7i8u^j$TQ*e)+;%RO3dxbB^^O1Ynz9lqN< zeTs&JLEF)KFfsHGZpx=_q-R1e?)J8Ep0#dvsXXcKyf4)VExfweFt^vpRTrO*C!`?p zSXEX_6`ogyoe2u3AMCbyGEMTTqh~;ylJq_ZT1+IB*~I&J8LZ@*3ydsSmkdFzv3bg= zWJeHd5qn6|u0jgfx~RO)JpGaU9E6SX(1>sj zsiUX)eOyFCthwIzvy)?!t<@Szcq%Lf_P{5ch8?n051lPd?cWB7qwk+7W3 zkom8kVd~cO<^yR1LHdFFP@RKsOgdxh;<~}C3@_gYqQYD{6r5WB183VP{Q)*5>tDp2 z`IUQ(KmH15RMcZf7}xKV2Cy87l~0_upd~9OUEBi2MCynNH{9z^YG}FgKCpN@Q>sQDl=4{hOVajg#23^|U(tA7e10`>{xQ>eP2hTG)E{ zCew%?q>$%SuF610F1mR+wd1B=59Wfs=9jj$4Q29dY9C766-GI}%lm>Ju6LKlVGZfsG zA^V~7g}-5Y$3$@CRLU3A73M@-9>)1H&DfRh-?fMg6VNw!l&K7Pn-K$q2a zc_Z5^lcMXQPnBbx;ve46-plJa;=3i=L7NVM{~fTNR7@@;j<0et{2_RJ&3$ZC&s)x# zYwc7%5aE1PS%#sj+Mc9xLq1M?4dzGNO%B5DyuqxP(e(IfO-Kea*}bV)Sa(mf*dT!p zswxrkSyfbRlyXu}y4ROhajsS|Ru(3-22HzC9AAG)Z;XNYu@cy5=Hpx*SpVxl@n>S! z{dw@;V}M&)k(ZLa&H{`H-rhQ0Y!%J>B#~fWiFhNpbJxy3?7eln@vI7_J*aWz zAn2c$Zhe?;tY~Jjq0?6G3BDugbfeN^!&WCy=2DGwy}i_TJ3YwbJ7J(!Dd%j_Qvb(m zm)KBo%FVu06orhWO&z;ezwSiR?1@8M-*M8+$4dC#Tz&Qxu6E?AEp9u>3}zYplaic# zx8zBRNKmzcG$Veu&%#={$!$I1dwJF52eWn9 zUBWM=*FCG33Y@NUw`Lv~`9$lQx8`^))*9-$PNBBHuDnV=nX5L}FXS#>t!{~*&;MnL z@e(JV=Jc5xMV&tb9(ww4tatREE$_cX+?4$3a$H$izKGs8m4|Zzcm_y6f>Rw;bhVk; zUMoMpW$BNEpNP&EEs{=M`|qiGf88qb%%f(K|6vKQ!PeuN%x$Lw@h!hi@5nN&GmujV zx2R6e%6~Tb16tLvC*A4{V!?l#x$mNCIG4F!^orgSZg12@EWR>`uy;Iu`A1)6hh#RG zF_bX!UVbOeT1IiTgq|OhOC$nfUGbA@Vl)XKqke7D-544U66DtX1MN|>*19{7jmj#B zZz&;|8ujsXCG0HeWeI*b^H-L>(EF%RcE&T!ru^GmTTACjD>_GO&ONPC4Xfz#N3|6Y zp(H~^l{ol`1Y3jB@C)eLgrBW|$Ys2L^iQwOqY~whPB()Xy_qYe91gLl`^0`U>iRVw zg{&ryf}9a%K>H)2*vF4tFZ9OhDaOcOLTW&W-Ort={U8HIIc-k5PFNG|JuvUX%=Rwh zmVG=2i1Ot9=%SAaAHL+=Mq5UCmgqM_dAWC5sf1TuxwVt(aw!M*_uf~mRrHEq_xGu{ zMawD1X=*tThR%@Vh?PmOe)&Hqw!0@p?h!x9Bj|S!sbR@voG&T<*=3-Yj>A{(?oCf> zM&{%}b--cC1+W+*k!RL_ODtr>ME5{&Y-$twxQC7Gk2Klq5MV@YcmoKdm3A9+;{h{# z`dpwx;hc&6dC&3`*Uqu;N^Pb$Gtz=u`(0g&GplhsZd;23zde%8DC%4ab_EBy4n(j9 zZu=Fw*u7Nuz0vGH$M)Na=;MiCNgla@){(rGx0zlmq;R<%IzDhsYLii$3CwL}VTa5T zVIK6~Zrj5-jEBNAF{cuxuGy8JIYD(9%QWu(`GJ4|W)B2BbXA$+G0kOuJ$^z$3cM(`MH@LJ0z;%Tl}0IZ#z+Hv>v_W;Wp z7#*<}mYc~uMT94V;@^jPh1~!rRCUp4pUpsos`7F$J$mV9L&56V#Jx^jKt%%xvO=T* zp#pP#rMr}bsb(-D6pT}?Kinxg&g8Mo8mnNVQWz_b+%T@jmAk|?a`ngDVzM-#99Xxc z_P+c;Y>Z}0DsQ5KODcWc>GVu6;lWbwz$%7!>HMqS8?MX`x;N^;gDK*?Iu0)cke2cr zjcw3G=+e9Rxs*sNO3E*!F0DHe|V>sq~#r2ZpySYzS_EyMP zJI3f=$%%;%x!wt@N1v#6yf57oAuF$AmBh5gw(y!x?4uE?M#)jqFofm4%e1ZE7y@1f0biCBYan*PaIfADv{6nzU+`vJ&CiBAy5D;gl!Y!|(x|v3J!IdPMaszdHxXxe z>N>054Ujd;s9nzXGA`xkv17u<w#x?Lwt|g?cyEXa&X3PBZ=iUFb9MKfWY3L_Q_ z!~OFru&S3>q36*_45EcLNH)v4a1G}TSro;$w^J#HQVa$t1do=ZiYnA?@pJXzAvjRs z&vL^M;bRjM*W_z=hL1|HHyh<;=I$_oou!e1g#ng`JCVl+Yu&zk8B;--I_6$|Nb>fF zw%*X?LUiL*vf3e6GIc3&$JRCxc`@H(2I~CSH4U}`ROr=U*ZuI|1fRdcQn@54t=B9@ z>R>ar?x`mP7m2tVxJ|<#uDE~WDK>AsLB+#Fc9jM zy0TrkC8v;-1%>fQrd(dnXFu0*HSD5_B_)cqiK)td!n%3Bn|RUvrt!}eg`1**4kp1tkDuz*K7lN%vHH)OTnJKFy* z82d4wa#J>wXMm!MB#qa1e%%ftmlPEGQy0;cK@sBhQ}Dwvyoa^#9DA*LCK(e7Y|+)Z zQmxEg&=ES8?Kg0du`%i2Yba=}wPs)cJYBwaQLF2;Kt^#NPN|`N)$;vIMP!7aDmmPZ zD@NrQEl(i#*DN@BeToI*w~gcfVO&k{>uIw$@j-(#4eaRIUdG zE8_qCJ$M?c-H+(>9+%~v(hmMW?sB+7(W&J;5>QF&$JBY5}+4vfZ$QY9LGSbTt6qGF z&q`DlC-%R|6=-&;&EsHFT=Ub@p6LJ~|9p zVMOWf)K1a$-V?X_lXGiU12Lb4w&af+uE<|+h;*oza*a=}*M~(mrmvFQk0**3d;$>+ zZq{n7T+*l94|iz|j*U^rP7mr=a$mzTs1V-izQ^^SUqJD<5Jd`gtNxz&Gc?u24$`K` zx^{n$4(Od+uO|g$Q6pYt4w7D9ubsSjxc50AhIhS)8omG7Rh<$_#k98?!$gub_Tqv3 z+pi1ftEjLK`KE8g{zy58-omB#j)nTs6Tk4qHdgn|Qv~lF<9QQO~f2d||Ja4N@D8#}B6qFJ*`z(ei~!6r->@(&M>NNnwpr z1WAfvk`)G>*0wZ=;Puy>K_WCy+G%_hnM`0n_D7=36jXfQh$s?4-$+Gy`OsHm6f{y1 zmUTOh1K>5T;BMp)tdtBBRRS8Daz`~SH1JjgW|X=qgQASb9<>tjAp#PGa;o8#5!`hg zRQtM8g?F^T5d2>ENatdW9P_|Ao%B9P$WJXkyJl>D&@`$qo0;DJ`~x1w2SlmDRVHAF zu;+659N0E^7S9?rlR0D#ZhK_W;o0IleeT)cNLFA$l3}TV(dy3jG6cG#?XM1?>u8_J zI13xFkGI2hhX3t6l3e)>FW8!CS zA}ghBYBmZahBQiJDQ4<$SR8PsJRN51SAFhQZNN*0_G7@UZL*hU9-9e1VFg3M+?Ae3 z>!PqDe_t7*AUh=H2ioI4rzbIdHR~byHtxGH&2@X96E{#*Xk&^{ty5Q zh<^6P;UYSbTTHl}+qs(iE&_@fg5s8PexN1Tm_AQavWiJLmbU9_+$Y~iDH)T{BGfXV z{0&j1_pMuzwN1ofd|vN(-lM>e*DB>h|748zRC2aQe7`8wi23L7@8UO0T7<7?saj`COrcqYY4#{n;_q zieUmN%d$L@$;b#Cn+Zi*9$}h4OuPRTHy8-5rR50*<&qCI5WzVZ-`W0uTWV$B_#fd! zw=utl-ma9L!B6*qicdE}0EdhtneK-LQ1=R4!^R0+v?br_EtiFtcwzxE{SgHb)c9^I zuO;ARqSyIE6po7lvTZZq(QB`|zp@GABb!K4aMy#89M@D*;{f`83IUqCNMis|)aH8~ z!qIHR=`1U%z`xdTa3N9EdtqHau@8uVC~1b>ITTu01i#1>#5ZysF(uUB3gN8pbcWHI za`B{OaB*#8Xkyk<>X%V}&k`JT;Mek8@Y}x9?%(Mta#yuQEqVEmKEDjWP?+jZIDMR( zy4r4&uV_2<(Y2-pKPgZ-QBQ7JJ(HO>sU`8}(GIGQf;m$}B8eM%dP)~X(0%c>xZkx4 zts3q=Hvt}2Rj>g z;tLi&oUjpt##kdLL&DG))KIC(#63ln!r`6q78$odYJ}Ng`df5xk{modj4!%BP@I*)OpgGb!8W+R5FbP*Ne*7u}3ivAfQ+k zwOyLq+&l>_3A`k$TX+g)IEJFC$AxY8I=H|0bIYz+G}KlC@|m>KNQ>AWKI#E<*nj)A zcw7*5&+qfyzt_o?>Q?<0<+?Dp8M1j~hzM8`4sBJ{(0RzHaN6##ips$BmB*AQj_t*j zwt!&nYIuin#C-mJ&mjT{Pr;$*#To?Yh()^|6^(Mq6b1+3-hX7_pj4&k>hHizNb5hp zz~Q^(8YH-U-g-gW!+vGW5{s`63APn;S~P#%Z6Th`)>xCB065-y@z#tzNByJvS{s2Bj@vI_9{#7%Lmc)iBi*~6Vx zidtis-}lFgWNFUMFQBcSyd9N>C+E?*QRKyc82Q%XL_l1(7=7CJ4}y~0#N?p%rkZt5eG0$mS;E}co`bruWLSlYxNmZ=)<^t;@$$hfU=a-snocwi7UEJdep%GTgZ zL5>G*!Z<8&MsQI29CNlxb@!2D7?SiYBEz{v&55d>Zzd--wY{&CZAN^Dj)7cT$f2fk zgsA7(Sg6z(BH0bSO7yg0v;#3Z&?V@TtY4M^x3)W*#bAy8?Y9p}SdV&pd zC4YM)S&X5zALp|k=%wQeQJNEgBj}?~oqLJ?CL5-r(fX{xm^1DL*Tm~-jUqXK?hRzW zE`{$MFzp!LnHoa$T^b-RM^`dqgGVhC>_7Aj8Sc}tqg+PDTki2R=n#7Fd{qT|6HbA$ zJ~TjS)DLhJ`unr`%cJ?r4b)9ro7JHK9}#YBo`^g%2w*CbT(y`Vx_e$J{=FPS1t*Cq zoS>l+#U?tLz8m;aA2^PK$CDJ-SSer@BR~Fx4dA)FL1hCf*GtHUlYfPP_c8+t3Own< zCHNFzWpK@tK1nj=#4wT_{u%hecNM+`5YGZULI=iU7eWgMyeW^EjP^lFC#hMNn{-g# zB$avf68%qdb;xX1N&?4L5;aI;T|-1Y6MG6sDB+cY0^VR?Yq4?Gph*5@eEaN=>%(n}ivvP3Y9l9UwmBfPMKnBN$xwIb8AScan7Dq%&5tU_ zYq!iktdIYjWcv@}hJN_H^428RrTTh@FScWfW$eH-{S4L|jWope@O*x}uqjQ|*^iF` zfkb@lx0f@SZdH&Ssiq{v_Km%^gcom{`Ct2k6eJK42^g+K%jNa%md3%U+;2>hgIcHYnfzZ6K8W&QC= z&v5#+KW%biF8LR}VlKdL*KLDh_q0|5X literal 0 HcmV?d00001 diff --git a/img221.png b/img221.png new file mode 100644 index 0000000000000000000000000000000000000000..145b3232daeb00956eac9a4ede0edabe1ac5e674 GIT binary patch literal 4458 zcmV-w5tZ(VP)RHR400001 zbW%=J06^y0W&i*X=t)FDRCt{2olR_AM-_nQ#j)f1Z;aR=sABICBJ7ZmT5nh(L>4TN zXmJ)SDj~JrB2}uP{4S6qc5Ir!9_0xHs)VQ`A+c>SU`n`d$k7$YGPz1hn!<`?4ZQN5!aH)KDH>`-Fmv4f05!MGFyxAqRtLr;h zS8pi{J6Y-IxmBLXLD-?LZ=omAlnxb#pVf^?JZ#>MQjQ35!gMG39JYgXWnVc$kCg3~ zhQHKf7aql?p$ti@PJ7u^fE$G|W&r(hUn>`Bw>bFZXHn=ftN%9mc2hQHF0Xdwy0qq$ z+h{hPLjP0Zu4Fm8ynbYO@y3*p{e1Dl*no5FLT z-ae~lN%X9~equL!$E`5C()ylKxv8}^0K}@dWGm`)DO8ejgRE7fXXvZjS60!6HLgDhskC|S_ZK%S89A?yzGj4% z<$bh-Ka9TVY7f52qw(}Dcm(2`?&a{gXhkhd{Bzes=3vARvA+-@bG)j-U?;hHlq#8RU_G$vTLD=dIn4I;vI#8h-8x*@_kBAV+=8VE<#$n#9e35)l%MIWHB=T} z-3qnux)-d@EEz8;j0;q> zrRi-;7=I0-mIn%$-D^yir+AWO;nfVL$j~)DvJl5EE~AzOutYk00{_*|`FO3qc4uve zhOp@4X6pfWrcQ3O=ES4Qr9|AlY;0);!nthnTE;_;5^sOc77-dT5d=XH1VIo)J_du= z;4IYy>;!51A@&A)0Gea9M&DsF%JSNkcu+cGq-jr6Z2(!vxe5dB)nB!I>s^8dbGfQp7A2CCwTu_-?=Yr07}MUx^$~ zUev6ilP;axk(KPC6l;&{%>+RZ1VMBN>?}r+F~#xV=STV`iMz!v6@uM2AE>)mEqf_9 z2D>}>`Az+wQh$)fX)P(lhMH-`3yxpo^@!R!` zovRwAh?Ol=VCKbxO<}JXb_+1eot%yDmweSQHZRLXc@=IMlec#t8e6<&op(pmiYN#l zM%y&h*_c{~oU6WbQfMxfUCu!J7LY4sDc)c7~twafN;eeZF>uI6zmQp%^a{3LU5V7)rE_$lNAr>O;YxwF)G;n;TTV|j2@`+QIl_Hk1t!#KOK z7ZL@TCf3B|>LphPf|jrN6$xB(&i7($wKQoAUyzSt;ou;7;CyH#m2F(xOy&5J}x|7I&~F25wPJ_ToE>zM$yOldYYzaaqj&mGkPx>Uv^sX zZpT#R`qyiian&kkm}x=8FzmXX2vfSfMuVvX*Z$~V4Q`>VLx)^%l#X|tF;)XM4CxO5 zPQ#=p8zy=kR10hu1l8ECO-Q^6!d`F{E^aNj%3{@l=*ewElWvu!=90X2=hzUT7Rcx; zVXsK7WjoX?9O2fDwJ^+{coqRQU%%p7HpU7xcVVxTMgya7@Uu!bSi$2e8ON-1HwQ!xyh8VhTfXT=mIof6P6MWZ6!8@*6% z*DXOrhCl~%PQwCuV4Q|Y#E=%+VY&CUu7Udp)05GiJVHEtYjiy@9Vo&hns9{A9qo@-xY009t*wWV`I~H#B z&8?W)NiOtTf)8CWzv)|HgYo6%zzO5ClOG1VIqQCkN!seUa1~`;7Irjcw>m zfd%Fk~sJC0k8OHzaFwEUv%#D|; zNIF<=ck2{q*p_V=thZl~lT1LsX8+15>N2t_O~FZ5M;Dn-)5NQzOHxZq6a?<-$RpKg z=`!uQgX$)E#Jw$DrW%IpzIn{O?OayvJ=?TFeiCXJKU9-Ys9FI`?4&qqY@?L`r2E2| zOwOw$p^Q3Yf?can}E$SU}>=G5Ux8STb305b8&No?RiAnONQDYS|oIncre zrA+$<4g|j9V#*C1wkuLcmUAu_MUtL1bf~787>tHWdMy5OylM01=y&gzsryUhNEio~ zVtV)eFfLDS{10~0_8-@#R4WL-OJp{@!!DfMlRIoR&8o@aFI1=MeC*U|dB)gFQtq?m zNC2smriUp~r}~Q0sYZ5db3;D8_XoCigx^=`l1tP{>At$u$ky+U|K8e0@2XwH^4Cf2 z?>p7VzBK-`gWgfUg5|Cg*Tr|Kk)>i@^36Ie-uoM4pF0EGBf2ohVDYe&nEE~UL@*dDZ+8D`g&LV`u(2sy%f{HdEa8Ry576jSfaiK>f8OeAZlVy&s_1l0U^R>oBc5MMSGET$mX%aPKM)( zTO>XAj7{#D!%m!Z9y#&M12R32K{E^3L|wGR5a2$&DqF!hrsKsX)Fnvo5uF#wv7b zuL35#0?x=2YLbzq9}lbrOn5o#6tB(V4;Ib=6JE{((y4}}A{k`*#&8Vy$S)rL1u}hO zsPA0E(tvraSr~yl^1Y`JkJSab?W-Y|hI4q339msl5^A$@=j<_P!b^7dBus@ueF%ae z2!bF8f*=TjAP9mW2!bF8f*=TjAP9mW2!a^!=ISt{Fg-VvLE&5;9SBgo+#kmRr{;z- zC>+umT^=_D-Wf$L|1&i=l!+82J;r4R($SoaqRwSnZYYaEg-X^*b|D?jt<6;_|NAg0 zHNn&ENE7x6%pUbER?M%oVT-f)U)HU=KiHbos?uQ&q_z8xT#2{ zQ|HIIrfjBD?G0eh#%ZZlqd;z0pQ^b<&l#27W4e=`fz#4VgH;cmJmry%gc~`$s{cG< zioLflW7{@grIg!ao@~0)^Oy*zOTx1mEm_gl2wXv*#Jtp(KKh5JY4o&I=}8B2!bF8f*=TjAP9mW2!bF8 zf*=TjAUaCfIEVQRl?%Y7ELkTh#he759E{&hci}(bVufQ&$KvP0WtSc@_R{%V+idG* zpj6o)Q=S?jI}=2m#yDs`~mARw)~O1fEm}8*=45q z?z?R1f2?;)o?T%t?z_Hr!~te>nJX_+_g%KTH~O=1YJcTP^pvYko~X?3yUd3_%rr}# zyyE9|SQZS+ZSAsPnzDIxSv2ojJD0_Rr033Mkf`r?iCro8dUxdeDdGVx>zxSpygc8I zmrUY@{1_}A7$qMq^i8%U*6;Vu^{v3HfpM38@j$S9n_I^aX?QN*9{d7{N2EcFy6m&3 z)(hL=YZhWIyZCSGB4uCr-Eeux(pjSTh|5-o%K{GfU+cpqVtDb_ zTOuwVyJ#g`r;Ad`K6~|izbcJgv=DLGf_%)DPX2|H31;E&$(4xsl&qwPOIpejqE3%w z6W2sRU6v@mi!K{iIeiUT#ATzeTjbP@m^I}YVLtiQE=h3MWxUPN7!uxhdLHBT|LvD3 z23^)(d~o+EwlQ9NEVE$5cR*~fa5Za3ej4%GR@R)AtqItjPkd7kX?~Rh=@4(8mG;(T z{D!v_?{pJLF$gWij6=KIrgl0fcr8y6Zyj#GkOYtMh?~@+c0uJSCA-53tKzJ$PR7O)!OA*8Xq@T?X%(GLUhC$&{1#aGNee^x%2P wIKeckQ@MJKhL9cT!E;V96;28>>kHlg0YhKys;3I3+W-In07*qoM6N<$f?C~x_y7O^ literal 0 HcmV?d00001 diff --git a/img222.png b/img222.png new file mode 100644 index 0000000000000000000000000000000000000000..74be76119f0ea355486d378a6c72527bdf34c2b8 GIT binary patch literal 1194 zcmV;b1XcTqP)RHR400001 zbW%=J06^y0W&i*LC`m*?RCt{2S51fp?^m z$D1HRdD4Thi@`%KNlz3_K(g&g5yZj6<|I3cc+(vakBMV)&|60FC#P(SK{v@}JFlv` zr@J~kJG&Ew1m>gZu6jRTRlTZyRRv6eCfclqIyyE(kLrI4VZ_R2{xsY!hj=HUel zVxqGB*Z?Y0l{OXJS_2sro0|(<)JElMRxqhUgrRsH1H1wGQMcay1WyWz!_vmE@9Nay zoNfY+ZzBG0I`}`KG-1v38)T7qA6h6p^5}rYY6|=iG`tp-9QX`pAeMm}dNIQnna5}3 z@u?^*3flN_v#np8if<`_+e#L}(b+N3s%Ys^2 zpkiBWL2Jz`N?VdppNm1G$YZEJWfWpn%u!xw*r{mHMH@*HBjBppg_fjihEn>FBx6Ye z)AAa^C;pb+oPS#G2W1-p3tSrmPs>?HM?r{%Z9WFWO68#z3r<}Oahw09 zGu**o+a|Q;1n=qu{Y2DDbzU~;n@{Tkt86g=bA_^5s!O!B00dGp!aiT^CXbU%BT4$` z50s*E552;ne^h3%+Dor0@qw_C=BYg*0fx3&VXD!$-c=id@e#cSc?%58aigwCDrpaR z)TO4lC$>42cHlY|3hLqn=LzkC@)|4Mmp9{crt&s@8! z3G^EDc?$|5AI%3ZTAO)B+%by#i41<(K--dp^-WvS3^U9y!xV_M&u&oTV-zZ1?cE8% zy_+|kw|7Z`i9^_CXeY+mroHO!fS`}(ryy~zJ<%lI+?;pO+(#6h?FkNs}5CX(Tzmd1YPL)bR*C zq;)yYv^1lI<+E+6%bcyNZ~U%`wC3zfAzRs?S@;Up=4;p6SVsMPZd+OTu%m)^xI|!t zBEGa$(Bgudv%)o@9{0AmGnC!|8fB*mh07*qo IM6N<$g8um|jQ{`u literal 0 HcmV?d00001 diff --git a/img223.png b/img223.png new file mode 100644 index 0000000000000000000000000000000000000000..be735745501b183f253fa42baf87aeea17033c39 GIT binary patch literal 312 zcmeAS@N?(olHy`uVBq!ia0vp^sz9v3!py+HC{Q&=6v#0M@Ck98ZJ6MWG@54qPY~_2dy*A}>)PI>Ven^33=D|LYGN2;dQW+`i*p!`!os8kZY%j!ihmF7i03 z;YDf!OXtR%1oo;-B?F#+|L-5D`KNwoc@EmdK II;Vst0Qg#M%m4rY literal 0 HcmV?d00001 diff --git a/img224.png b/img224.png new file mode 100644 index 0000000000000000000000000000000000000000..072b33b5573abdc24449af3c7ff2836f0b50e0e0 GIT binary patch literal 335 zcmV-V0kHmwP)~FW<0000mP)t-sv$M0P zsHmKroRE-^goK26czA4VY+ztuR8&+*NJu<9JTNdYBqSsl7#Iu;3;+NC>RHR400001 zbW%=J06^y0W&i*H%}GQ-RCt_YU;qPt28Ip%49I{JnezdxLgNDiF7SaHrVglZ7DU|& z+{!TkKSZ;%K!5=QKl6nTKsJX!!F+yxb|!`osA?z%{1BsX04A;r!ayn_5yTMy;s6Fd z4j{$1KmimaocskK2^Lm{1S&X%`rrc!g;jX|=2r;ea~|&-z`~3SM;I9Xy%320tHAJq znJa<$0z@_I1_p+oKLs8zegN`q8F-Dr!rWKyHvsi~IKTu_wv2)2GQ!IK69RcJ1aP_J hKbYK4jfkWc000LnJJL|m+VTJZ002ovPDHLkV1l;ad2av! literal 0 HcmV?d00001 diff --git a/img225.png b/img225.png new file mode 100644 index 0000000000000000000000000000000000000000..4be4f5402225fa4e6036162d61f6c922e4f3c676 GIT binary patch literal 808 zcmV+@1K0eCP)RHR400001 zbW%=J06^y0W&i*Jrb$FWRCt{2R=;o4Kp1_FpneL`YK0)8{xtVx>XHr5_2Ab{j^r97;uJjx2P^v$#XEV*^#{q zZOUS>HW3zS6nmm-?$lGMdnd_13)nCgp$aIPYp4D;VgiY7JCrds9Lr+yd(Q&OqVM*L z0z-4z4YFt_+dj{@G?fse5E)lTP4qMFg zliZlcYAx)t@mByo@oXt%mke2}H{BqylHng#6-m16S-Rubq^+RMsl2r4m~OL4_sL}zo`AbSg0?^>0`N>G|a8e=b)RC$*0mRd3aLJ zOUU+TaGDUMy}5AYe_Z#Y)7bse?$g7Vu=9F9lzg~((26)2EYoa)lUJ&vKyQYtzbbS| zb_3Nd)S^NQZ-L`IPf6@T)9#y2Cd)J%ItdB+dW%(E^3dXR(ZF3)Nx7p;=^!TbsN-~j zqa#mCYA9ce)MT(svk5i5xqYaddYL|5;LAdE3r)PQMuf#r1KJUbD+#tx+A*C>mT5M@ zNht?ku(s#XWwH}D``J5FqML4eX8eN+J0000!py+Hn7_L336NtD;1lAydGqEKD^|>zGiSnt z2`w!x6%`dZIXMXl2_YdN9v&VxHZ}$Z1}Z8l5)u+TJUl>6uOd&+15%77L4Lsu4$p3+ z0XefgT^vIy<|HRDFtM`9G+cDdmRk0LMMO?r?`*&UE~ObP%o1V-1|kLqF&+u26+2Eg zHmEIfVCrhNXlig_?znpN0Hfga)P&>@Q<#id1Fl?>F<2Dc%%S@1_y7O)2?-i$39P$b zG6WoGn0uB{U;&oZCbsQ5qfZ|Dxk9L9{Y ff`HrNEDQ`AEG3SX-1;sJbR~nQtDnm{r-UW|tSVxr literal 0 HcmV?d00001 diff --git a/img227.png b/img227.png new file mode 100644 index 0000000000000000000000000000000000000000..823fcfc5352da8d097b302ca064606a0ca03afb6 GIT binary patch literal 1211 zcmV;s1VsCZP)RHR400001 zbW%=J06^y0W&i*LIY~r8RCt{2S51iIL=^rq{gZSi-6_5KyYVby@U*h5MDU=X&?hg8 zn2X{;oW_HAa%xr(PrDfqZ!$q)J3 ztRl+J2dR4X>b+O*z4}W5hlb~}T_Cbp2kt!pci}^*9{2FZ_P~3VG#Ru-H)og)fp&$q zZgLRi^r+5@OP&`f2FpE2d)epZU#BuXQXz^($~DI|Nqr~#1!AO!UGZJJ*Bw|GWLfAs#1V>;a%81@jW}T( zg-aIPEF*i9)K!#2>Ir?pFy^8%V7M^&a{Y7)f|q^DgdgIcJdBQTt3p&3+YG!~Yt-ys zYP6d-SOq;*#XJ$-QnVsdPYq?lL*9ZnTu^6DpCRN=h9x78_BD&0=bd zNa(cOLB(n2pS_JTy&jJ|<*^Z~yh|!-G3&mT^&>gzvnTFE^sCbUnDy#;kG8tiCWWb! zUSz)L%~Nev&ntOQDX&3Y+;6X)aOYFvgE?gd^Ny5VcBSHEzhvFeJ=yuDugK z%hKTcs~a2N&3CCa9yU$P#~k1LK}otz#uRTh+FG<1=-S?2-9dXY*O|9;ZO?ip2e|%7 zT#7s2p82gV@#6TCx=jsl^48`J62FEH9s7w^FGXL)Q>t#q`>M;EU75gz$9MSD zPm}AIw27wg%n9ILUBjsx9)y1mC+iYl;=#`Ni;6?Uu<5ZVADQ&>=-Zb9UurxDAAwdc zMZdw@cwZDlmg?=#Kb=trUeP96cG#Ls{T%qc@X6g_;gc>C6t9m{WOid6sX>1jq;}C$ z5<3}zdMC!$101V3L<~jsJvsQmhM7v6DgC^0tzL?XF4w~)b#`W3W# zDf;XOdN|Xss~?|Lr?=jgGJ$h&E>8XITxV$U!o<8kX=`^4FMZGE?NvgTR+PkY!C1ch zQ^Uahjdm%D^I3q$>b!f^Z{Q+zg{{0ccCs)xQS#;>Q{{N?cfy`Hy`XQwYvCa32Q=|N Z!(TSKS`&XmFn9m}002ovPDHLkV1k-mL^}Wg literal 0 HcmV?d00001 diff --git a/img228.png b/img228.png new file mode 100644 index 0000000000000000000000000000000000000000..377e97892f918efc8739fd36ea42b0992c8b1245 GIT binary patch literal 1011 zcmVRHR400001 zbW%=J06^y0W&i*KaY;l$RCt{2S51i1Koovy(q=Yoeij79gGK}|UV_x{t_;a!8NpJSF9=C_Zo7#)lH6WrF*&?_Kq8nM!Rd$VUCQX{8bla|o z3-&>iH{bi_%gjq=<`rNFGjtVBMK&bY5=td&q(>odd zM>gJ89{h}cMpbZlyN zq1?RHR400001 zbW%=J06^y0W&i*Kut`KgRCt{2S5JuCR2ctdGBe3!Gn2F@DHf;a9t>VZ$U(%4!k$F% zU_4YjlZQ;XiZ^Y9cU=GrWHgq$`Z#8A<;Kre?)MDhlZv z$I?}gN12_c@+|P-Q^2cor1Ajg!9-^}5mcXJC+7~tw;seKz?d`fy_=;A4Qmo^4j z;!&ev{hM!lOt9N5X05u@s@L%-vW*lmm3=F5~s4SDfQ7ruj z;OR6e7=p3{&jRuZ3&Xq+nQIZnc!NI13}s17hewnrtPJog&b0j@bvwA8@CDGH*JNYCVbx&g^~~4OdLtv< zvYH8E8BJqF>G>Aik>wNIh1L=5sNrhgdYgC9xb5P-jr@noHjWc;FDgph65>f zrBI?6w#wftK4FPCYKDJH^@N_03%ND;q>&3tukd23R9e#j?h)I)Pb9|IR3Z%239CBZM6b;^50gf1=1`fLRr|hp zEV0BA|2dpLTaNW~UQ{wS`Ptt@X|Y9oD&6}0*8KMEOL8}QVv$DR%8sS>wqZOc=%cnn zZux`i-+^cN3_dg6N4K@}SK()?-_-EUp#Q_es3G#irSDaB<0jm{nSEiKG9REvTYcu= z`1lW_h4=7^taObQcKDj<)MdG(z)vr3F&*x(O8iTUL=NK)e|>wbMP9+v-nw`Zieqo+ zU5g`;d>j$t=p3FiL|(_I_>%8%^P2DFhpX*$;9W&wdx@Rv@KH2KM0nM>BFfaUn9&(Z z$i$`la8g)Yi_ER7(i)CMD|XEsQ>@~ literal 0 HcmV?d00001 diff --git a/img23.png b/img23.png new file mode 100644 index 0000000000000000000000000000000000000000..09a815f79887bd36696da8ca9319ae38117eed69 GIT binary patch literal 204 zcmeAS@N?(olHy`uVBq!ia0vp^{6Ngd!py+HSh_gd3&_z8@Ck9RHR400001 zbW%=J06^y0W&i*K{z*hZRCt{2SUrr~L=^sP-`Za9uE$g){D>`R5l#n4NRE_-KWU+$ zb^(F{=@ubHqTw8g5?x$SQGhEd(50Zi6_g0cgn&YoEh2PP&JhTqOYY2j zlvq?ft+tOpla(wzvoyM~tmt9f@4li&3OMqCH66Ec?);FR_uPaG$^Y;c9wMx+!NF6! zxN+N>XbURp?l7?T&Sw~ezyJaVywu-d`*HTY&BY9vNG8gTaAW(-i>WrX_{|F9(-@wA z=>-b>LcVzqnP%8Z#2O{^UhDj1v>r@X17>Z8piM8T(>OkS`=YMDO0o*(f zg~fIO^H176akz}w2|Izv^YVx>4U=?9;bKIZ@_>~@v!OD9TVvE`)I(b7Vb@q|*yz;>i}AwV1}4j3qaH%3{vYtcYeqWdgT~ z#FXKzC|;2k3ye&|zU__i$`h7eOgt@K@AsbI%tW+hJS1A=$LSdJFQ0t2BF^KQI_#_i z9J^eEY9(yNS)*ahx-@itXlM7|j6tt;C9IzY^+L7A8f&a^I&3BPGcYcmM9SEeiSdkL zvJU!)7jgDz<-#q|V=q*-=$Jt{Ay0xsYAKEgN!9EJ z%X@e!zX4XGSiDK!9Ox*rySzN*MYT^_YArqMn;NXrVZ5$Zz`h+yk9uR${g@?2;+)Wqd6=Sd?Gz& zXt;FKw6UUS^r^DK;`nvgyiQ|2r_6y2vSsf_ux~|Thjzm#z~&!YzrqReliyHZ!^g^K zgF9Z~_^44c59taSm1^62ILK+Ej`;d^$2@xPaMo2MdygtBSbqN;Mnz@bx}RHR400001 zbW%=J06^y0W&i*L7D+@wRCt{2S4)T#M;QKkdipWFGgGbP63Jsc=U^u%L4-a8iIBh^ zBm{D>JtX81vYQ+vdvP1};6a=bB)5?E;z@7=;!#^dP9aHyCU|T}FbRQ72T546uARTC zX1c3;T6R|vROW-J$KPLl_1EjK8eoSQPx4O@QEIy(LzYx2;Z8MGWI}F&LxkwiRbn)k5a_Ocf48W-`f!zRu%iVp-aA-uy*-06E zI1x{T8G}IBT~mI~W8*TXTmVkL3Ip%bm}uG=jLUMwgRcYfLZ)2gL#iAK{N`|5G>D;#YxIUiL>_!ttF2ca5^Svf8;qS zx*l11DF&UBDWYO%#_V8)n_e(26`49`!dJg2%`wO0pjE3|4V*!(zFez^v1motL;Fyt zG{<3FR(8dcT{~q9bfMl77iYs^Dm$+oVl1W#hacilWeXS>mK05^#vO4$qme(6HXJ&j zc3-nnJ~TR_dLj>39??0LO$0kk-4o=!#z^eFW5Vv_7-*=%M7C@c@qxz*u!WS{2^1g3 z`M;#g0{|~^Hjfp^uG0i?fBH6f0Ak%1Sw$!+B8cavBk8r((MGy!@73+UU2Z?T$C@nW z9=eMCDf>Kd()EVBc%%0DsKdnSb@w7`x_Zna=7=!F5mXtAO1$#RRuyF1yu0cfsXmWr z*pKe^r01Apj^_y4SHHpfuV#Gl!7^5(2DTM&ej^V2Bjm!Zw51HN&@7|hSggy;qKkHd z+eKA|))?=g=Qps=NPZRKBI@|EsiW9x+Nun+VcjV2vkNj;WtyNT=6CnKiqpVBe0<{@ zSsdPl{UFq@Y?8t~!8a%@$K7Agtt-l((>OWWk=mQ0U6VON|E{8|wpCD7U zt!zfdcA1pXoj^~@CVj6HU=>xFSYG2X-TDNo;X`;myd0!jRyu74Iuh+?+NjjqfcMsS zV5LHY_$fvRsjFLqQaLkezVtQGL(!YmKIUgLGQ&Jy7cw;R-Wz2ThL7+9Lse!5^d4C= zH$%j&q;z_mZ(!*Tu%B0G7ubJ=>RHR400001 zbW%=J06^y0W&i*JJV``BRCt{2RnKeGKp1`5Y<}#r$>dOw9;^k=VtOkSAqTI8J?kYW zQ7ASi!Bf|hc#-%QGzZaZ{{h)R@g&$FMZ6S(AbM(Y5~eZj6$u(+;#m~LLb1Z z=6`FC3QTl(2qX4KDVq#@hZE8@K1pfFo_P>X8A2)0?{%56h=6(tT8cT)&wC-W)EDQ_hRN7&sHz1)sStlwqdz`2QF~# zEwI2GkaoXAJ89P}pLy5`{=sH|ZiK`3MM7-Ca9Sl*8+rVqF)v5zhe_q5xbe$xXzpNZ zypL8*Y4aRUp^QJx%sydNcGCN&t68dhnvb`$FD^SA4spAC@E)b6%&Ion;V=DH+r$mV zC6tOo3lCr$xbDVM?n_|a%uWZBOD1ffx-uf^Gur^FnvHX8me{9o`_0GU0JkayFsD8B zbcC=I>BpQ>YKQk`?+B k>ZqDEp(lIiu>T)_0KA;D48kXC^Z)<=07*qoM6N<$f*npiQ~&?~ literal 0 HcmV?d00001 diff --git a/img233.png b/img233.png new file mode 100644 index 0000000000000000000000000000000000000000..4c9150c3674b06973070fdf20a1f2e9421b2e3e3 GIT binary patch literal 256 zcmeAS@N?(olHy`uVBq!ia0vp^Qa~)r!py+HXqXmw8OSjR@Ck9KjVr=hZ&b~8$A81&hjaaOX6X*eM?tWNUjWFR|#q)`oZcS%ebr zGN{-Y*d+Wpa9n{ur6_*yeFhdHZvcD1(svZKJ O#o+1c=d#Wzp$P!3h+1&~ literal 0 HcmV?d00001 diff --git a/img235.png b/img235.png new file mode 100644 index 0000000000000000000000000000000000000000..a7c0deed1847b6635e45f7f5fe1b299fa2f09b33 GIT binary patch literal 275 zcmeAS@N?(olHy`uVBq!ia0vp^3P3E&!py+H=(pWj3CPh6@Ck9AV_gwU}O_fXgJo+s3&mn+#kN(I${To7d&87cV_6woN)5o1cxndG7X)d z8K$TnIB-hffRHR400001 zbW%=J06^y0W&i*J=Sf6CRCt{2SHFuBK@|Ry+~zi$WM^9uyfij~5X3@|XezOc^&xC! zVc`V}!OFeH!b0*N+#+&f7qOP4&{7Q^+9t(;KMHRUJx~0xzPFoXXOg|WyLbi!KZe=a z_rCYOouAACsi?q!^sxd5)z~VMsDso*1Ng{`Pn^z4mn8I3eCMObLTr(iCRE_M3D^)4 zi&7v%@7MR#oEbry(+z8JVe~Fzm(Nw1oW?4DDfM}WN2X0xKjPgZ=gl>0SQP}{*yIIL zNfJ+kk~SUr(`nA;e$yNh7Tvfl#+7O+$_Yb+dNb~_m|l)-kW-^FrqP0E7-$H%wi%ny zdT0qUNCY&>l(k@?fvgD;#8Ye_4|h_}zhkP3!ZJtmp4936!YR!bXBW)9N&hvDe*mRmjBl00#^_Iyz?knh>yqpi8DqXsHboWv%F- z{c_t;0tI^StrnfuwDyNY-eN|y890**<~Lft9C+9YwugbHlUou}qUtm&!$8xC8qG@d zZu{JjQntQopIyCb`rc3qBhCD97meZiUh?2*fyvlCaGx+{3HqbJnITphbJzTjNn}?q z9iOXU#=AdPy|VKr$t*K#Z=+V)mXz8f0lNiH*<}d}y@Tl`sfsD?$X@t<&et>LdZo>~ zJG$N^D`aSTYmYx@d0$-I@{;tNQXLB~pBbH3R6_3!RM%0{^_XSd0+xSPs6d7cRWF05 zzyrwy&LeV`o9iih0fUcwEc5GG8%tE!dj(ZuZiI)p&8#0xSdIp1kdag%Lx$Erqa8NM z%XtKSPWe<)|DIf?fjNT`PEsK+Nwh5&&#PMhLKa!N*&Y?TsFRoTD8X$t$5hhs<*}Idrx5u%Df=PW zm74TW!MDnJ{vh~hOzGiSnt z2`w!x6%`dZIXMXl2_YdN9v&VxHZ}$Z1}Z8l5)u+TJUl>6uOd&+15%77L4Lsu4$p3+ z0Xb2gE{-7;bCQAD9waq1^A?B|Gck*Oke{uOvfy@6;hD|>je=t5~S2$U-e(FPp%d9Id?Ga}ZiDYG17{hD+o%uY_ P5(WlOS3j3^P6U3Lz(7Jmf`^9(sC??5c?m#@u_VYZn8D%MjWi&~-P6S} zq+(7oP|t&uhUV4+v0xqM%mWP%nP%*BSi|O)tZ*hPa(Vp*q8%1pkDD8Ej>| p`gdY|s=X$}?D(~g(KU>bVdguov)|bE90VH4;OXk;vd$@?2>^YOK2ZPw literal 0 HcmV?d00001 diff --git a/img239.png b/img239.png new file mode 100644 index 0000000000000000000000000000000000000000..ebaf14af42c4eb9937bc1c42660d0e39a859b9df GIT binary patch literal 124 zcmeAS@N?(olHy`uVBq!ia0vp^VjwmXGXn$T@-uE}Kn_oUPl)U0&6`zJR3s!MJUl!k zN{%i8iZhl3`2{mLJi7r>BKVR0JZd})K30q~ UyEf-#164A3y85}Sb4q9e0EE>ZKmY&$ literal 0 HcmV?d00001 diff --git a/img24.png b/img24.png new file mode 100644 index 0000000000000000000000000000000000000000..60e6798ab11cdf824e3ea7369670b49b666d176f GIT binary patch literal 276 zcmeAS@N?(olHy`uVBq!ia0vp^NEP z6IxnYDk>^+a&i(95<)^kJUl#XY-|h+3{+H9BqStwczA%CUPYds2c#HFg8YIR9G=}s z19B#Lx;TbZ%t=mQXl7yClfWcUY;17HN$fFGw^0nkBW8y)8hnpFFmT4*WBRkq&_JZP z$sRHR400001 zbW%=J06^y0W&i*J4M{{nRCt{2mcNVCKorNn!(_ABm|ub*HY!+)DTPBwAyyXq2M7)v zh=t(U2v)9z*d1$SdE43UKOm;D6mvFqlE%BMZnsj=#qrJL$L-F>xL2%L>=%-G^YWR@ z%jC^VfL29eCqoFhVVbs+%SvV*k_j+Y_t0|a;46-{M0K08y;U^(baY=LC@;R^+tfUX zAbQ?u16*0wA7V-{nX2|&6wYu*J!By1ba{T@{#3_ngXt09TB2NaY5pfojegh$Wat!z zjYN>?*SN53^l5qg-~_mKGSD{6xmh|Y75E$wB0t?DY_v8xX0{K~zW_>s>B!rF@rd5J zqH#A4>pnc`<%iWFBX} z|1|81I`85r`^2N%XBgJNBZ_l~v_}&=^}J**K20ouYFiYMEiVWfYQwpb-;p&_t zkaBGQc<@Deons9w{vuQWt^>O{_~+-~gC^iERcr!0dU@}m8>-F6&z6?9^xoIz8<{i! p7v)#jdJ;B~q5;6}&l33e`VBx7oaO_cG=l&D002ovPDHLkV1gW*EP?<4 literal 0 HcmV?d00001 diff --git a/img241.png b/img241.png new file mode 100644 index 0000000000000000000000000000000000000000..df1488b5e4eae27d2f78fe03d768b81aca178e8b GIT binary patch literal 283 zcmeAS@N?(olHy`uVBq!ia0vp^GC-`r!py+H*fPiTIgn!z;1lAydGqEKD^|>zGiSnt z2`w!x6%`dZIXMXl2_YdN9v&VxHZ}$Z1}Z8l5)u+TJUl>6uOd&+15%77L4Lsu4$p3+ z0XZ{0T^vIy<|HQ^V3-q7#k5RB=7Vt~XP&@p+3lOY^YAe8Ty>br6T`DcLDoS}KI9#v z+~Y!qK31L_9+?35PtL3d^Aa)`W}iPW;lKihMG}rm38{BDm)v&d*dW6Y$;cyrtWw(H z4?oX@fX9Ui4Tar}O8@H*?>M7yyu{$Zju?esf;Zg%|IbgD!I82-uR-#h7=wvN7~`?0 f3-*1!$jER`QLLU}*|KDyBN;qh{an^LB{Ts5F{xq{ literal 0 HcmV?d00001 diff --git a/img242.png b/img242.png new file mode 100644 index 0000000000000000000000000000000000000000..094a7a96d1097fb5c834b5097bd35ce097b848da GIT binary patch literal 6695 zcmV+?8rbEDP)jYW00002bW%=J0NIJ0 zr$_(*8Q@7oK~#90?R_tF+dkCxvz@VqH+6V2lqUJ&Y0` z!(U8=M_v|&uk$6_hraai%jEylPm4sdKDc$x@v;e7T*)>s+;N=^;)uU&phxKC^;`O) z*?HC$osZ|g-Z_kNDg1KuH8P52C)vTfq?h`SJ3*gnrwO@D?Pco$S91YEclNw^h=urIZtCOjW*VA1sH(hBpzv;ctq_UCrwj#~6sgVgO{~%#i>Y-@KRpgQ6aYFAW+Rz6& zgmYjkmqgsNQ7cOju{6`)ebwu+m}GgCjBU<^8vf)2Mqfi-FDuDzB$cW=RLRywKp3ch zR6AJII_utofS38Cy_C_A%csl%wZ6$6rMyt)m09oD7%F}JewjVFX+5-AcMl+R@Uuv{ z_MpgT+WDUy71MVETMEnNZl&4Ej;iLft(=z1jfm13Q{#~vg%!cMhADEOy5$Ohg~FvV zq)lXja|BnDcf;x$9U1Hb4T&~veDnAm+l~gQOb|?6CB9QX* z8hUCvN2!9=0DA0Mey$V!x?OAvb$+K$C0DLbxHjdJt#2n)dAsi5nw5T?A$xz;SkiHCflpt(^x}nhqp_ChrYq-2veo_Cdm7@4NY5jc? z|CT4I1x6t%F|Skk)rDr6TF=Z?+}~isx;L*QS7MbCMm@qW#$Aa{&;S3ugbVLY%wUQR3$idrHHjVR+r?`S=2XqHpCjL zRgx+6*9KDENTZd9+DNRo0=V*Je*exZRy9c$o807uLR;Gfty(3y9I+JpP>5LTs3^CV za@l3FYz1WzV#BbL8&xtF5e>_lMzDb@mEIAJqc}l3_tMeYb-MyMz8DNc_e#TAtV@ zLog|vGL=j~e-fSiVv%byv&vqQC6I^+74f_rD+m9Q9_H8DXgYUiB9ULLBGSktavs5E z&HRov%Pv?k_@`hmR=1h9VXmW7&XvY~+05V?RWD6Hd8=kT_Vwb_++t&^>r-O%1t(2h zYl$@z8V#Z+J5{Wvkt7jWQviRtf->^t)d7kZqcRfG2NmOq+Nx74UzCvGGNi9bQ107E zPg82yLm)nJTMR)Y=^!mVDMc!1vsGeA0Jxh9;O@VqSfoNInxhgZjHCa;vIi2q*UxIP zLMl2Cs(y`W{e^1fhuDbUDK9A%D4%4BA@%=bT=fyP%6|L;JIb!7EUgZim|3X;Q1}uT zZn2X3B6%coiG9-vq*|eicf+j{n+YWSm;#+8o-#rGNq-^+4+C#)?YpPv0CneL&`oM7 z17y{9ffK+ZuN{2vEIa|UmmPQ-Qp;K}Rn~gAa!}SPymH{QO$MQ;<$?S#)|Lcp?G3XJ zQ*GCC7WGuuP}@x_P)~K8l~NbQ}eTR{L0AMq6n;Q!U79 zNv@5$JoUCN>T+4BdZ^2!t*8gPy4t3CQngT*uf45=9E)?j(s&sCb?a1#N?B<0dP~81sA6`Di$ekg1`mVX`?sR|m#b2PjkVQn zTVxl;m9Dj^w)zdJbe~GSv^DV>6x(vjRM<>gGZ#q}y1W9NzsILWtp69N8FUa!P&vsXo^6 zZjo*SZ8f?*8Qx3^#%{{AwN2jZoT89!;Z%8C+x@LN2~s1cw%T(JzYzV*r78qsEm zOdxar765g6UqFJy@aHho6?Y~&OM+%8T!wx!A#~>~`ImG2{Ql?rA9Km;^lLP)n_p$N z*#t(Oqg5Br*yf33`y`81o7)hpcChIg>8mYu-I9LRv{FU(R&*OGMT-;1HlQB21^3K? zwj(_qaq|@qVb%gwXn-^~-q*f)mXVtAM6axC)kw{1yE@jY+?`(d4l9;bCMTK&L>%>X z0<|=vdYS7<{P`>Vl||d%gkgFpywG%#9%?Y{YQ%NW#+^p6opSQN>aAOQ-ds3st%DN3 zCO*xFg0v-oFpM5$PQZ+491avLW1?U^1Q8K|R&2>A$R<~0MN#?@p@k%)Af$Va)nJ7M zT%kIBlDYT&K>~&P+LO zn+tbZbaUafRX{e(ShJ#Ra9Xs*R1^hQl1)&rqU^YBF5D^aQq+9r)(1mLt`WHmC-^g@ zq9`~k)m(6BTc3){plyvRt}Dr=sE>o;xRoNQc2@5QQU$c{E3lf1qTot$bK!1PF^A=2 zPT0W3Z9UptS8p?+7UVK=TLX0&?+0Rw$sU;QkO68@mYtQ#jLMVCqb-$w#x)Ivyoy9LIf3Me0NnRP1M_TvvHve-a z%My09-Sf9jXO6CdcLIg+Y0z5UTmoog3EUh2z`)Zz)lT}f!iD+c*%EUIh~*y$aS6cR z?D9SBN+cCTl@0T!TeKI!iG75NyD5f02_#aF2v#4>ntJAYdHA$F4jBSC{14iPldFFe zrC$W3z}89;o=jd;sw2w321to*d&`=_in6QcIhq|h?w@2+MO&54Pfk=ea3!ngMP|}A zO^?dn{TtI(D~WnX&{t1gUt6<4$1kt_U-b9TB`}q`xZBrOAlUOR0GuSh5hts&SR{n6lB1EK1rop$ zVGIy(L3DwWql@J5l_|~X=dg<8?^>@_gx-QqCJpE5zI+CG%S-w*o=^EsI}^El`}?px;}b^K8T|o6B2P z{k2+>)wv_e@vrROTa6w6Y4b(+UHzig{!TR2nDRr zz13Sjbg2y=jIKdmaA%?jKd=Pi=61)}YP2=$-hL6M$LnjWk>!$hMPr~Qm=p9@ZrBA6 zx2pT5p*JqIX?}f@?KQ>*w}z(utV*Gdx(GK%!dkJ`=Qc%n!VIU@0@z4fY^x@7l;o6D z>8UHZ3U;G1o6Zc{Qd%!gcWFZ4T}1v-Z{Xat|IbX&)NKvX&lA4@b~sm}wi%&@Zcb-a8o#dO9k1 z*$if*=OIZ?qt+wKoeZj?stAfauA|9H1gqnrrskI*5*pTRu<(xt_15y(Z*=%V_niQ` zo6Yn`YHW`OZtQdhNuf7L`ZR!Uub`L_?(`0jMie2?j`o^6GZ$_R;Yh+@}WXd-BoB+tVQ1lDb}W@~L>W`qGE^j9mWeu(#V1AD5r zjeGxMZrvA;qtq~8#r;Ghs<)n& z#IuXYE{`Hh^5N=OBVS%_6IZea_?EICAi$T-Jp8rD_V#t8QwR?JXnBrW1^H>zdJKPO zX@NBRrUZ1a(*lhrt-pI(k!47^Yj2wir)_iLv~4b&w#`L(+OGF0ujG9SE29XdXiETa z9k^9{1^PF|_{rawz|C!Id2>K5?`R4Vc)5gl`-bSaTDLR#`%MslHVCZ;0>pU2H|ALk zw|^kS<=GN*;IH^kK=>DY?{^}hgqWXTAAo>ZLI`gR;OT_%bmpS^K!l51v=_i}>j4-p zAMU0YF1_}0Hl1SV-(`N+hF{8u06;DDC+K&tK#w}z1RWIAE2zlk`C>}4;rT|^ke}O% z(B`m%g0{^&lmJI?9F*d)?tm>e}%oI!3ZtWaxkHHw2Zlv-;Yw>IGna${kG zTK(|~S8Xk#vwFhUA8w(568jT;jYHJOp*ILJ|EtF0z+&U>sD4$w4`)3LK)MmIl z&Q)6*D8JS^ZY`k-)H+xJJGEJs&bVr81FqIK7S*8ERa*ou^%O|){J!;*UBNKS3WjeybHMkt8Vy$%zE(@wj zts75fK$WNs&-}RdHaD25<*RLu+q__=7 z<-Q+$!fZbE+P$xDw~M1`ACvaQ=ivfpBk!npfWx($`gZPN&M8;7HVSel@MeU68O-dq ze?oZNql-g=0O9^KUM@R75z1GB0AA1iFQ;EOF>FcFr@+L_hMi^yebA@h&!@e;E&yN; zXa&!wpD~9Q5C1tKi*=bL2os_N1$|t{t{Fb{ywM0xj=enAsb)$XH=*GBe)!Iz$Chc^59W+2P51G{y-jSD!8v$}I zl{Si<`N>Gkb~stMS$b{QyDm`@GP^wumkGrfmO~U4Z^DcR%tJ`@W!LDYqrjUmb2qc$ zZ_X~KV@vId#JgyIO56K>*_kd@fd( z3!rtszy0tsTD1FLbRyY(tip*@Td69WO@WIe!mzIYUm z-g)T5=t%UQ(_)b>D~Njc9|!ukQ8s1Mt27<=^CweoVVRICghX zM89^!$M0tV===o!jl5Rx1fdUj87otC<#}0L$FOP_e@PPx0}^+j$P|BKm2oW8k_ip+kFk#rq;&ns@?`o|HzYf-Q~4v zknPNyr`hCfK)ma=*QSSTZ$*UpV)pmPug%Vn&9yGZalb!$Ep~oNUd6QICX3+NJEFJr zoqE}jZKKz^@qHisS~JMDE3GVkxj!rq*LZfV8D#6`SVTKEV)JK{fbiEH(%;3fl_hGe z^(QwG3t>`xb^}uAZ&L}jL#>6OzJSw+Ym|M#Rd{U)NuI`J*N}f(2AOxZM-ib&IAd2g z0b$#mPI8@Kg<7tLHr-(6sJNj>0#PDdm%~5S6E-~Lthv22-Kv?beAZGL)3$Nv5mFdz zc*uF{kzvnMdq_DwCVvH;*m)RmPN4_206(=k_kWn@9pnBzf4)f7um`9M$Lt0`vy4kf&Z3d$MZ5Qz*V4#97(+W7LorhC#h%9I{AZw#>P2 z3w}!_=6aJVbx|kKgn1`)^kHR) zUoX<4{0+;sR@%M_02HaD(@u9jX0I2RkMiRS*y#6XX2gyhbVU&#pPU|XEkH<_=$!5O8sFEASI-Iq-T%NKOm(?*x z{ReP21%Q5zYjr{hX1@PZ{9Kt@`!oVTOiJVR(gS||;<(=aZn;1go%|62K(`G(gPhVv zRH@cFu%g&YP8|w_qqebd)HW85+Q!0B+gLbi8w*EmW8tW6EGjb^Wf`mE?LgPnJUU7> zyM_J?`M|5oBCsZnMhzD@8+k{)1I*@Auig6!j3@XzdG4G|CxCwmC*ICIpU6!h><(YQ z-Y(BZ==JwDcdNhME{>*sOxhQp3H=Fr{r&AN>uVv!?G)BRlc)vZ{xe=KJ3j$ncH2Jz z2<_9ux7J>SyzOT{P;6#`aC5LahS=^CB|PrY#UViuZVoWJ?e?~}tZ#%=3Jq&(r@$QE zZ+cpx8$9}Rh<#b6M*_ugfZ!efZgl{AK+FHM06JJkZdq3eDH9E=wZ1`qolJr59KHUz z2LKm`z`x1Tzb<{?0YK~CTL=2FezL!gXFNgcVLU`Pl)U0&6`)OSTSeLoCy;q zw6wHTR8)k7gm`#(*x1+@7#OIis7Odi@bG~2?mUqk0Hhd8g8YIR9G=}s19HqgT^vIy z<|HRLFuY^YXy!iAW~9w;U{GMRpy@O(Pmhj+6@!N8=>}#4&NCC(F7}8!sPMZt2{1DV XaIn7BSXHnOXas|&tDnm{r-UW|X!?fB|@AAg>nrM=T99tVC~4L zbi%EP@kqnIqvi{B+}d<`cmneeeA}Rxkg(&x4~7$utg6;EBr;!Sobl_RHR400001 zbW%=J06^y0W&i*LEJ;K`RCt{2SkH?bMHGHL(=*dE(>>h*K|yc_ya*w(dkYCkT2K@Z zGWQUiKOiIn34*7zImGp#JO6=A0=WejRPZ8cFka0lcrYN@2!hGMRB#DPlC|?*Rd-c& zclFNhhK;EE&F<8zS6{s!)zh!v48Sh&j&A{*LC`~)&4#c#L!kpf1BZbB0Za-zYyfMw z-T<5x%YT9+d2%5Z%D@8hKY~yZJG=K$k0cw>uPdZhh110JCL%}6XB5bQ;>H(4-5Saf zz687<86DBuUc~xrsOBXw)X$h>ti-kw8)A4nf!8)~th3dCjsi~vPX<3B2Qrq2nn3Qc z!0&SjV1|=re2{pmXX*}UkX~N9vDm;C{ExW#NjU2z@gP-fe@iZQ!>DZ$hK=+-WZlaHF z5B;Pm!}V5K4a67s@cr~5%wk+6gEx_G$yg5f&_}JKXBDgD$5QI?WhT-ntIL>tr>n>R z$4}%wo)5gij_5WQIHdTc2b)y=l#1LO^Wt5e3EH>BKx z;-f4p8r8Z|qn1S`uUUoXB2C_N(gy<{>qetD^Qf*Q){EIr7oTK4yeuAY!)tlpL+e#_ z!BawA6dL4nVp3$b1%C@xkg>7iwXm$EV7Gyl3Ye&f-k?&~h)?I0WW`Y!#K{bq)0kVH z0{eo-K|BI);NBGlwyu3AH((KK1!$3FJ4XRvR6|4)ao2RQodCaha$ zRt@UTm=7;))5-^R)}x)W4{y_B9$^(2^AY2Byya|+Yc~3YnG@A{&Kiq?i>=tN;FpK0 zeUoar%E%DI6}W|N?v@VdFM!X#ya({Et~|OiEjnmk|3u6dq5JrFtWo)9ge{az-#?eV zRZh7}8KH!wA*>)zKDV*FKDhD6KhtRvgXMr1PRKA&0 znaYXwQw^BQmi9&WlQoUXWoA-DC_y$`*MCwmKd=+bsd>lG0>J;)YGxIit~7l@+`+4` zW-;Y}!EcKs((Gj6P-!!#CMqYsA8Wu|Hf(X7(B%>@0eOT9XmfxUMfS}rzmBMZ>|V$M z_zLeTSV}dg@>&?HF?u=cBi#7V~#{4hDQ(0*-$l)gTC;$Ke M07*qoM6N<$f{Thbq5uE@ literal 0 HcmV?d00001 diff --git a/img246.png b/img246.png new file mode 100644 index 0000000000000000000000000000000000000000..3038f9623e4fd92a94b12b48e94b876cfeb99b42 GIT binary patch literal 249 zcmeAS@N?(olHy`uVBq!ia0vp^8bB<|!py+H7@NR+4ahMF@Ck928-E^RmzeChu<_yl|NIJS*1|E2K5q{&$cxC?3myHu?fB|@AAg>nrM=T99tVC~4L zbi%EP@kqnIqvi{B+}d<`cmneeeA}Rxkg(&x4~7$utg6;EBr;!Sobl_6(N_{dsv#zOGaK8B^jhF1fg75N$~38xqOTaNB)Zk%ne$`0yLY!)78&qol`;+0Hg0h AO#lD@ literal 0 HcmV?d00001 diff --git a/img249.png b/img249.png new file mode 100644 index 0000000000000000000000000000000000000000..0eddfbc657bdd07a174011437b356714457bef30 GIT binary patch literal 1081 zcmV-91jhS`P)RHR400001 zbW%=J06^y0W&i*Kw@E}nRCt{2SWSx@RTMqdsh)ZLG5snFA&^D)QV436Zj>fO5E1G9 zAoMSgfk1YWG7HJZO#cH5|9}lDxRErHy^WBC3vsfFx^V7bkU*GJ?!E6-y;t2mkzqna zn8Wn@xbNI^Z@qdS-2` z1xzr8jY!+4Rb2%q*Tn(37SONk3HGD_Y<}RGL$bv^RP2j8;@r+bhxQcwY z8rZ_?$M+x8JUgT@cEpmR=ZV_l$rbZbo(;6f$MWc3sqf5GikVSGHh15mItE^I)u(k5 z$t23oyo4uwg~%bV-9eX`f6P&sR7S6AYfb9W+AJv3x@ivDL7OC0L(zG})5x8^waLWT zZ5!7Af@Fm<@38!byW@-(=&V3lk}8(vk}1ySz-(I{bJgieq>GkczSU?x$3%DR)OEIa zeKV`bs|WQIXEPC#(fyyj>2tgUjH0%zj$T;4(RQ&LD0$>r?>Ieur!iaCUo#F&(M*EG zqp|(cy4Cidh9K!lcQQykb{Zk^ktvS`mN!2g*H(lsMPO(CYJjYQ1i zvTiP|5~K;9xrxcD3G(}wbOTf0%1|4FveYT*b4;eFjd^|OLGY9Abv-L)ps$5EC`NuS zc0eX0av3h{B^g?I){e80c=Yv_g}ZE1x!`CBIRiKrO7vC7{0T;D8o8NC9)3rVe<#xZrJ_?zWnA-;DgAfB#X||cZ<~w z?N!{JUC24Idc7z^RS7&BVz5Z1?NIm90^>XQjxU?_c%AuY-h6&d`Obc{co56scXrke-Th^!;Baa$$FFdEsx-d+=Kh+=v~7Wbwnt zPgwMgMuxpH%<%(uRj);B88S3wId5dBp=zEDF<3;j1GFck?W=fm?{j=n?mxymz+G0v z6~{^ANf(mOXzQ=fs@$|}&0CMmw3@3=es>r1ymqA(mB6zhMl0|m2h@%zY6XLpg^X55o=1iC{p{1oI zCnqN%At59r#KXhG#>U3Lz(7SsMM6S?hldBK{G8FZ2|$XmB*-tA!Qt7BG$1F_)5S5Q zVoowp+k?~wfipZjYkCySIv(vkaA3g!238v$VTVOLtUN0k+8I}LHL~i+RfjWp$UR`_ zlz-qFd}7}>wcB^B6Vj}ioy}$(EScE&kZZFVdQ&MBb@0DNssN&o-= literal 0 HcmV?d00001 diff --git a/img250.png b/img250.png new file mode 100644 index 0000000000000000000000000000000000000000..f5369499482d1681eb4077d870947d8bb4e48416 GIT binary patch literal 405 zcmV;G0c!qRHR400001 zbW%=J06^y0W&i*I6G=otRCt_YU_b%_{0vw?!Fz`dKueufJRCM*E+Ss3{lK5%k@gcmeGlso`( zxHzzSmL33XF>yXU01Ea0|39!OG%zTv1&KH$utKFiFfcMO1TZj&z!ZOMV0gs@VX{Fe zMgb6+fH05oD@86J0^kD{79J(c`#aHO`zA0q043&ceg#$1&QQq^{Z|2@f`y}jJAmN> zBf}8}u*3%-d}Q!|5oGTB|3Gj67{>xWAib=>oCA{hz>vS}T)+V)RHR400001 zbW%=J06^y0W&i*I#7RU!RCt{2Rl82ZFciIM)8anVn@a5T2SALB`2d8nv-As~D_dB2 z4YYqiCzy~bAx4x8%upe9V5q2AfDY6hV4^a15;u<~0iiCHID_qba_%G7b^;I!4f%jU zCKoS+#z^n*$r-wiYl6@Rm5aU@T10Xh`O)0c8ZlxX^P#Ft!!sFh(UNieawX_7tsGRcj{HE+db(h{GZ1b&s(r@H1$@h=$%9>nqb~Q{7Mc!Z|phGx>J-7(wQi)kIfGThcusx|IhtiMW+SBE%2N2)E z=XF;wVjMOPuWbsK9RFPn6q@paW8OShSAi8CYWMuk2zP)?dfcVddosb!bp23-u}(>Hl0469z-ZNlj(3OYl-7JmbT4o k92@`r->+G&^OcbyVv_jkPv@m#f%YXH*kTm&U2m;g6scr58bZ??@+fqzD0NB7xAPgchn0RHTFSE|C@py+~E6fItX6 z^j<@eAkx>}_dUDk?1w%3Y3|HD&xbkpIls9x6JuzirT*VmVomF4E{EL3ntKVmcbCW`Vg_n~_8w9q;PHEZb~wTfGQi zIGTxVRaC+GwOa;Vu6+v!b>&9e$fd|^Q_=yQt0F@|du(qsg}xpsnD#v@z6{(+wcBd= z9qTN`lYr6Dgy!JZt7to?(DsV!xF2zq&^J#A{abC#LD#<+lGDD1PP}y-++y9ODmj;jkwe1S^)X7MtG&VM zMBmkg#shcQ1Klau2w709lCefgoX@_5Lg%5nXn6x%sDZ5 zN9uir28K}%@wkoU@JDrVYZ<(aO-o?o&Ef;Ee0roOGLWJuK25NkCDy&mwL)r;yw zu9I@m^iHGq5uT(k_wh|!tA#R|9$CZ$gwc!Yyy@xv(ymufh2YPHER(9s`fCd#Yj@oc zM2?T_Ac#H1+M5YA)Ov*2Ep>;oMs^t>2qGxQmO?x?n_ds2Rgc)vDM3OBr4sb3HA~!mTq#=5ITNG z&1RjwUv$EKHzOTEh1hO7T(BoDt)88GTF9{!$~BnDmC%!(&8&MMoF3QhSuFQ1gH{S7 zpDK%K&csM&V$C53t*e`Rt=b`a>EHk(f+%Uo5$#)w6%#Ua)9Xb#)}9?XRGN$+K;=QdKxdxdND+(Xwo(ZJlS#9bg2bZc7bPt5 zqWwmNjbxKQWE`A!G=ih%zAbwcW3(55vf4I(ZkCJQBiXGOgf3)^} zx^d*8;!^L#l;Uo+k|B|{HlQ}uIX{kP+F=zpQ|M4nP*$sfv4W@;$BTJdDp zX{e%tKo00J(=9L~bpj7JGXjXBN3i}7iCA`%5+|{Iwls*`K!p=LkXTDiFfgt~iF(KL zv56wm^5|m`_MR^0&e34~J$aEgm# zKN%^8uOZntv{tPU`$ijGbkcCc;mBO$g1LqGvn-hK-(#M+ zq&WOdPaF@%-7}z@(~K%)(YJ9wGB);>^{z#ISETpXffQIqJowxrz>Mi?rUr>Sgcud# zj_<``0$o;@7)O*-(`Z@`6&tw#^ti3>`#TDknd~?H_N{V%1Wh$IB4f2lT zL3#f{;f3CZ0kLdTnv17w6WNi9ggTrc#4u%XujWU3eiJxAE9+#~ypRI&Rv1Oxs#33N zlw1fM;*5|jYvb{(#w(3%BJQYs9d`8zjSxL!(=vf zjw~@2cI^-XO9R1A^T;Nz@Pw2kS?fUdj?k`0R+-OKjGDsut7s5m?62vUCFbog$Ub}f z@1*RHpZ6meEoL%-Tvm+3odMlp+A^OW+q6m)uMXk2c$;Dl13?MoO69-3(%H2VWOOVo zXya`0#{_1p9;#3m73vnPwygwTjr?4vh^3m@$30YxIP%gwzp1wMLcTHUed*dX#uchN zjhQkb|M%_~c19xeU!6m>Z%9fkFR>BnSut%Ea(ZgfqW8ZdpXX6}E?zD!)kgB-sM#a- z!o!vvU)*>K_EeP5R%G*1WP0TA&2`Ln1VUac%3l#LSUwKh@6al>GU&pUMFg`O2`3`= zmVddOJzcEumWmn-_uv0B$MXC}U#K*FN+$cEkxaR|+4k{CbAi7H?NnUSh~igB>fKD~ z5<+6~iVByS(dO@v8e@d)qF$D}TEBHNUk(a17irBfXp_zRT@@SJLc@0WUHMwmR#B1G zt8{BSE9r&$bn0M>59ZJ~xuIE&1m&kLJwU;Gy)D*wAv#>EhYmMUzxwT9=mYqm($B4q}SZ&ox+*64Uf*+Or#G23f1p$5wu|!^!_7HA)Jizn}Ny=Z{9OWRK z4;nNJf^kUAIoq>yRlA%5zPizst6`%_h2x!#R}9G2;t5TjbE7VTM55~ll!e4Tw<0E( zP%-#rT)EuaJ)RT=FFpiUpzj9d%7XsqTlX@N)IUXv3d%QUtdGA*SPF*Qu@$f^D~F%` z8pN{#7{=;x%|M}Z0xR`--9W?GZu-}Z@%XsvSww->?14gtsU1I zNoPx(^_J2wJ{n?-9bV%j$JE>(%ZU%xYuq@od|av-egbqEBZ)WrT$;{AeqFF+((RD)_J4DWOf*{Q-TKT0p`Y2!&ub`FTyM!j$ zK3o4JrlR6J1D$#$_sV)E>3|qNY5qa#IDkt^@ngp1QQj}Jw6ddf4VJbb+AvCO>!!1LwB7U#$9j(+;5lK}WjR(_+P%W4C z&P?V?8S)veWMGk_l|b00ez4gVEWx$%&$_5bViuizg#$Bcq+Y^VYp2B@%zl5Yq>!m- z{gPd+Ld=TmeRvd#6w_{9nL4SJpn0!|w*TkUB5c+}vMyDKa^xS*`||E5vz-fGAEOj5 zKrj%$-{(U0isJVdw5Z#?z-#@78Ywpt-$f;cKNocj(Umy7`sh;7yslHs%*cAi?@J(t z%9s1dZ%QC0wkRQ?r0|b~ssi}Q2vm~?Bb7Rr$1Cl!nyEmo<2#frWw`(8qBm%<#caOx zr#j{W*3#15B&}}W{K+sXJ)MWYT!0~Iu&ELbux*L(=zGzxM$Ue4kW1i!Hnhu$ik6-x z|56R;?w_8q5fcQcJ$Y%(&|h;&xhx@VMO7Ln`T&SXcR! zM^X=-7As#{f73I+ z-)PZpV}IX4$2FPr-?aT3NLvMBME|0eVTZuxzq$Lb32qX_o~V+0L&_?WZ$u`vkA45_ zVVdkeX(8h6O2oK_A=?`VFH;T?G);-iozmCzl))>$+5mVFY>brX83K*w^UN2#7Ws`NGY zj@7LBGeKm`x|w5Ds3=(s5in!@rvg-L?I-2BDCpiHaa>L}bimSsOFMB9<@0Cw+q9sA z3td_j-#68q=qZ)xF!5M2n>o;@kKaw%8h{!!elFf4LDAE6#39k`RG5c9*EFs1OJa{E zq&4b0G==duv|EF>2~g=&*NgJWtAd-^4={p!il|vHjy!{kpXW1lgmS@BWxnPe>J~f6 zDAhb0>Yg#EMzt5&E?nk(wrRX{-$5aTn;@I)LURYj_n#-^|1R6jXO&p+^an$ZK!GN` zuQJfhiZwmCW}}8Eg&e&$ov(%N6&$S`RR;s@+CK)pgKGoiTCTo2=xSy_%>f6AHUU>P zGel!)DOJ7?TK7nPN%zl1QL9^e{3=wW(q;&#$S_*2Zn|B+%(IC=@XqGoy`Og;R?)^w zG#m4`yC<5rpUF30ipO@)%@lHn7=|p$5(b9(W-aA8i6Cx!zb<^0 z{nI^hb1HH(ENXvlbSf-)ZWUXl{?M)jLh)3#tQ9EYkpb<<=^lNv5+WM5#LN6*J@L5z z_nDravqiz}m53b)05L)}xqJbf5x%jfSuvXGak335_g|}WQtlvIekT7c>eeSZOfo4L2Ws z=Xc?A@nus%*Y)x4yT%2)Y3b2gc(7eH(4i!@#yf#`vDUVkGenTUJ$GFvfXTT^LUuMb zKM*an?-y2;!yK*aFhglN!k>!Uw@I*(YOb(xJhViZdSRK<)q6jlE^hWM-z?wV*1H;d z*x0cN^M~H?3^Ozg@L2lf9Mh8q(qC$x~%kauk+nP$)1^QKE6>g76;S zH)>*ALadz6lXx9%O$|n2-w(v^`;Si9P5psh#bZsc;_jz~PfJB1KKaGaRfW5nEZ-U{ zA@39xI+R0=J1%TP@37$*R{)}aX4h?N@`tT=Ba*3ob=JqWsqrqPVK(|`YNWi1`1-t~ z4R5SMK6v@hiFokLSQlx=i0{;&R&O6NBNpHHpX6rHQ!Aseywu+-Q4#kCVEkq0NjB=! zoe-XoIw{{4apu!_?7PKTrCZ;aY}~od>46N$Gm4y8p99eGu5G6m-pm22 z6A?XI+gu&ONUhws9&MwH_IkoW1CkAfv8r?Z`r^+9_ z021jzr7hOqUg(T%xpw;#xa7H@CB9~(*mB@pi$h9YMIW zm(<{B5WwijH6`mbDSu%~Qoxy0sSyFz8r6WlvY_+Gjm0$}d9!61c6DqF8oi{^rmfko zEAH?o5UIJ&3xLtKYhBQ3a{kXL$UcZ$>94%iTOuXjMa!nw?NcgF5}6Pf>ywh-J0-U1 z^a5?#B45(-Qx{5Lp&iP2nlgH{S9bKu7CqNBzm?F&xJv#ElL@E?xUGr=Di*O15VrI2jeD^KmmT3m-#UOi8guf>1hpk zRw3&v{ zD;-i%nmO%kq%YsnlkiM@!dBHZl^XkHgRUn3=rM@ok!%IeP7kb)N)*x|+ zla>QFs#+1b*)QyPK+(5KG-QsLs{p=PER2~0GIC``}Zx*eb+uIjz#KO1ZNyrahl6by>&0P z?q?k0jME1G_oeH9T91F-`2K5U@M%=hq(KIQ53D%pw=PG=oCzTKOVW}%KfJ>P@TQ3# zZOadru_gys)1z~Qq8lv8cSq9IFapsykRAs%O$}QA<-cW{saltt6XytU>6mqNHyFr>y(FzPCc7aykkD6(E&u+Tpf@*G#TRKtQhJLvaPg<(o4BVc!U&1ww;T`@(+}hh#6k&KbV4c8s`^cZzgO60S znw7+4cSNt%juV@YkKPnonwpeES8krKIC(!;BZ{Hr1Z!C&l9MX%Xe9BymSX@{88;l+ zNZ$5E8}P6UEyE1NdT6E6;Z!oAYP{G0sW3VVE*p><6`#8_1(wR@Npd12@U&eSUf#b@ zGe{Y!>)OU&^h8C|!|TuFYQUp9mvOAUgh+QG))3GsiPE{6^t&1-ngE%9J~D}pmmx=m zUlOkLmVB{Ze5zAKR{Da)QOiFp%$NFU0PAU)s2O_nxVX9^v3Z?VHoVegAIv* zaU=i}K5R_dopleU(_wSJB|md)0$J{Gz24p)cnV~9Yhz&rRyQ%J8-cyfZO#k>lmpA_Vyd8 z*c6UGap%0B;YW5P>V#wUr!k3I50gPUt5Rgcp)f>30mn;D2@Y9KX7x%t$fTvN8u~F4 zOLX&0aSy(3FYCPW9M@t!h!r32kfXj6 zDr)jbr?s56_UQUY=!%v#+4KaHo_r$dG#4bd&KB%|7x!0JZLEn*aa+ literal 0 HcmV?d00001 diff --git a/img254.png b/img254.png new file mode 100644 index 0000000000000000000000000000000000000000..f988e99c016c25209b525cfc5b91eb72efcb937d GIT binary patch literal 435 zcmV;k0ZjghP)RHR400001 zbW%=J06^y0W&i*IF-b&0RCt`-Q?X9NFc5uiQwXH=%Es1=Oo)*MDGL%}K=}kdAyOq) zG9eZSe?b3$NC=71LqDJk0|Np^Sn5h0Sin8kQRAqhDiab2^}?e1D^!Om zomG4)*sG}j5T};57FhhW81x+N9eb{ac7dC_58$ZOq6^$Z(E~a-fU2itu74ly9Ro(5 zWKaFg9?^8Fk#lNt3^hXn*>lVutesg;5FvPc;Z1eRGCRpRE_F7>K5(UT)N-qP(W1t} dDgE+yngEZeN$Gu6b?5*9002ovPDHLkV1hWLwBrB( literal 0 HcmV?d00001 diff --git a/img255.png b/img255.png new file mode 100644 index 0000000000000000000000000000000000000000..d7cc2245468b8c993a5cf6b0c4c6f5316d9b6928 GIT binary patch literal 1278 zcmVRHR400001 zbW%=J06^y0W&i*Ld`Uz>RCt{2Sk0>(MG&u+jx}`B#p;o6%+?=mM8$i3q2Es zb8tt_9GQvSqvO>0sNCXuqGAtUs&mDvISG{EGNolp^fm)zNALO(L@71N1 zi&4N59aJ&Di!YuO#(WWo=a4}$zS;=vu71urtTmo+C_MaDb4Tyu$VG;3TCz?5<)0^3d=&Y#RYXqX$&#lscss(=Qlkl$MZw)8d;Mwi6Gp-mx6dZpybb z#7l*zf|zs7<2uI!xOHw1I5k^IqvTvvNmO~{aw?HcFy0t#%`8BMR3`~91ARNhWt~G} zVxxKAvo;7I8$m%nnBYrq@mW%nTkPS@HW^Q#%wf4=ytMe(udp3eHQ;CAajD`hHK?aT zuMA#V{6oBb?2UZ^k&QFZ-obCJyfE~cWiLJa@?p&k2LFG!k{snIN4dNbe7%9&_&ojD z>5R4zl=y5Kg7fFf5Uk+zB6AR3r4UE)`p1Q$tK|m3n;kTUzXdq`bIAZWWwjRfOT}vQ z3}OoQu@{x(Z`hV$4$+Q3ZYMA*@l|*@HR^P43U?Hp6AC@n{rnC<$rj${%MiYuSUs59 zr1}E{-mA_lcQ(l$t-B0^9U0&jBxf&l*S*!CM8NsCFaIXBUlm;=wfFk@9e|ND0s!9x z&m4Xn$ne*bd`A)R%=xLyF2ij$U@jsHx3r89#pMhybpg%$M;GaV)TE+oq$c|L9e@_v zqUipPRxQ5(%U`GVOc5krOl;qF7;eH&JX8L9ZVsV22L!9<~ARD7JQ+w7*ZQjrC z0F;c10jIOps^!Na48M(Fh+eY{;6rzWxWes$i{3IM+VBDaN?CDQ<`odjf z6gRa8imp!WKJB(!{rnC<$twkzEVOF*@$zi=O=|PEaJIq?eE%af<$AwilsnDvd0d#_ zKY6ieIIDhjj^0*uBs1#}W&QjP09?SwZkze_E+Brtpv5h`{z~jIbo@uOYIl)5@`yg~ o@K_$=?*WvpPGNa`#!DuD0o@sVFU*1BJOBUy07*qoM6N<$g2*Oc7XSbN literal 0 HcmV?d00001 diff --git a/img256.png b/img256.png new file mode 100644 index 0000000000000000000000000000000000000000..f352038b651b49fda6b62848c0f9cf6e430f2d86 GIT binary patch literal 1135 zcmV-#1d#iQP)RHR400001 zbW%=J06^y0W&i*K?MXyIRCt{2Sig%KM-={~lXNTTPP0uQCWNTB6YS1S%oc|WlLXZc zA=?;I3IeXzF3c5%(_auTA%B1h+nw&5HQK+z4^7XbJCtbAqhrL z?7TPg=9_P3_RZVX0vpJe6Dp#yu5`PAz-=JsT0~dhbTl^R;-I+!6;mU$QE`uh-tL8!A%D`nMym#{0bwz^xB`%WKcd^J!sY`rkTljW~3w77-oXZhD z)58JpIDmDHPP^V(8P{r&vv#XS|9Hq{sPIsz8YN)E6iug#?XuQvR-hTGvppC@^XfqD=DWaV*M4}nSBc9(9Nf(sd<_Ps8Ix`+S;DUH*D zVv}N&ba6aT$*r@<IRYwVjl8nmI0ELO9EOyLEZ&a3grzYwW<)55VWLqb%B$k46 zs7`rO={ia{lw?#Q15{71uuyqdNy0H<;$pXtY=SA@;yz>)OIcf09ku78Nh(wppr$ja zx4O!d6jx~#TQ-zNDikua`5IhDMOXtxn>w<6T6jnkcxbB@y+8BA*4P0mSr4_9t!!m0 z{~x(Y*SVj(hE9Q2M!NOQ9J{I3PR{)`#kH*(!Xz{POG)w=in8C*OY z+aB?dPqke=nblv@1UNL>Nr6xGCyJRiSMUg@gja9mQqCHeLTRqA=uz0r#j~;Pg5EUl zmGgk7lcQh00e*$no_q{kqet^aZK|oh!ett-|K>{GyrxDjb_QIG(p)cp%+BJX*$A&C z${c}JQr{ys4{J-}Xe7*KW77U0Im82Mi)oX)kDoWKsfkNkTdG$svcGkI$Dz4~f zn~zp;oj5Lfb)DnMb7NOI=Ky=}k4c|5x+a|jH~jiX(>rdrUfB-)Xutpf002ovPDHLkV1mOI BA^-pY literal 0 HcmV?d00001 diff --git a/img257.png b/img257.png new file mode 100644 index 0000000000000000000000000000000000000000..77e3206e0fd1d3ccb68c75b3bcbb012f9517e2cf GIT binary patch literal 350 zcmV-k0iphhP)RHR400001 zbW%=J06^y0W&i*H+(|@1RCt_YU;qPt1}=sVU=|+(D)_*#fI$FRU;+}G{{t(K3}7Gv zY(QuNVrC#V09p1QVygfH6HK~+7}Kx<2P|S75Q>onM(qVsTo6I-co@ZmMJLSw;{z;$ zJlIsuhXfkuK4c2&BZdP|iuDta1bX28|3C0h-oOV6WN5tb-hfg(yg+*{pxMFpkYo=G z1;A0Tfv_SF;3w9^Xb{2o9|(Zq%%I4<5Gf>4cw15R$%BaVKy81aJWhrvumsZs6m<_) wFe;$(_@R#DC?Mc8E`|&c#r=#ZkBm$J09qU_(&)7Y2LJ#707*qoM6N<$g1FLt$^ZZW literal 0 HcmV?d00001 diff --git a/img258.png b/img258.png new file mode 100644 index 0000000000000000000000000000000000000000..565b9396507688c6478a4bf9c6e6e91830fd5365 GIT binary patch literal 367 zcmeAS@N?(olHy`uVBq!ia0vp^ozGiSnt z2`w!x6%`dZIXMXl2_YdN9v&VxHZ}$Z1}Z8l5)u+TJUl>6uOd&+15%77L4Lsu4$p3+ z0Xc6yT^vIy<|HRDFq^T}vE?*yb_fTw8a4i4m~r$Bn~I%*!Iz|~T}%}}6uz*ti7`$P zV{7AMYhx7*-ZE>?s2??%|Rz6;Y0X=%xi*uy{sAkejG61`oPSvD9@UyqIMoA6c{{R L{an^LB{Ts5I^BJk literal 0 HcmV?d00001 diff --git a/img259.png b/img259.png new file mode 100644 index 0000000000000000000000000000000000000000..c7decb4eeb551ec0196e831e28430cc0a88222cb GIT binary patch literal 255 zcmeAS@N?(olHy`uVBq!ia0vp^nn29Q!py+HX#POrE|6mo;1lAydGqEKD^|>zGiSnt z2`w!x6%`dZIXMXl2_YdN9v&VxHZ}$Z1}Z8l5)u+TJUl>6uOd&+15%77L4Lsu4$p3+ z0XemvE{-7;bCMGn8owt@dU&9nKVjDV#zt2LA4djm0sDl6)F1T?jg8HW%q$L>6P``> z$a(XCq2(3RBVLZc>C8O;|2La%+;)hyatC*T6f^5@>3|(N0+*j&3~`LPeDE7n@RX0U z8O65B@b2<)c=fkl!Gb~jY4V2MElVan{{NqshvBZbvTVE8Hfx|m7(8A5T-G@yGywq6 C+glO< literal 0 HcmV?d00001 diff --git a/img26.png b/img26.png new file mode 100644 index 0000000000000000000000000000000000000000..fe15ea152e1dbf2db2953c741f2cab1ce6908e0e GIT binary patch literal 306 zcmeAS@N?(olHy`uVBq!ia0vp^(m<@h!py+HnC75256CeH@Ck9^e~I>kdR=KkZ@^m zImqHP>q7%~j*N|hRpVrS52G$-&IKp;#PIO)IAm8;atqCnbo|s4@O93O-i0Ctf5Q_J z<{Ys2Z#gBNb5mz~<5Q-NF@W`-WNb$*N@bs-?$@cwNJE_)oY8lMZ_W%VU;f zKhG=vnRMP^y)tt^LIIPo%4t@C{+o*N4!q9$BvhEErKdmGaiKx)Jdcnj^JgCkiEAng zP8Tz-G+|>_So!f@W21EBw8#Jd^YREczT|Ov%#g#lBV|F_gXwZs3=ABz4V{h^Ft`H! O&fw|l=d#Wzp$Pz0TzSj@ literal 0 HcmV?d00001 diff --git a/img261.png b/img261.png new file mode 100644 index 0000000000000000000000000000000000000000..4b25195c06467d7fede5a0070413714f03f50cf5 GIT binary patch literal 312 zcmeAS@N?(olHy`uVBq!ia0vp^xzGiSnt z2`w!x6%`dZIXMXl2_YdN9v&VxHZ}$Z1}Z8l5)u+TJUl>6uOd&+15%77L4Lsu4$p3+ z0Xf?|T^vIy<|HRDFqyH19B4UnlI0OQ&zTol6BzjAnVHp@nY$S#)HXIIGG1_CzO%}Z z;WxWRv$&6mg9WQYx=o|khyQ8^Eo2gG59=G~@|(;!%8+!Dk)4gLnV(aD)j?g{;cXfN zm*oeC84mTuH4oZ0+&>&+^zGiSnt z2`w!x6%`dZIXMXl2_YdN9v&VxHZ}$Z1}Z8l5)u+TJUl>6uOd&+15%77L4Lsu4$p3+ z0Xf?|T^vIy<|HRDFqyHXv85bnIdhWb5j)SB93BfsetBl*9N56%QF~ym z6!V6|BA=T%?y+&W^SmVctXW8PnKjolj!e$da=0U^`1k6E_bJYrt+v zJ_7@b4+mN;?FyW4d=u6vXD@Yl%Eng4$};`5qtK%*O_O}R2 z(qB^Hkx#sIgUR`Ng&hn+iAFVdQ I&MBb@04P3ZvH$=8 literal 0 HcmV?d00001 diff --git a/img264.png b/img264.png new file mode 100644 index 0000000000000000000000000000000000000000..82cb2cd3cf66904001e7ec601bf2daffc1c5db00 GIT binary patch literal 895 zcmV-_1AzRAP)RHR400001 zbW%=J06^y0W&i*J{YgYYRCt{2S3PgjKp1`!oA@IiHX~xd3y9G|3`kJqfq^lI0VITE z1`1mHJ1hf7Ebf5^ z)auew3;4Y*C?gs0bWwOZ&Kwm9^Hzh#9Vh?HqePra)#o*w%XxSW5t>^-5-`$l+~i$^ zZd+-NChjl3Q5;^8y7<8HRlwlx8oB{j@{f?vk7gc!2x@jcUuX3<2nrKzXYa481zZ~< z7sNfOtwP}ri--CQePn(`B^&k2Vmzy*?;+qGE7_H{@e2G@+Ix#_6~rDT~JRp8!(RQNu$W}$?tSlwx&j`q~mIz(9VOVLa zp4jgE$p&2dK_FY3v#XjfHa8B|j|?=Zx6!^E?r_#!sYMebC&9}rwvyLaK^)^4{}tkb z*n?SAmOd9Or(mx6So%_7t7A?CR*f=w)mPi%TwOta+z7? zgkpz<3Q8C2)y*k5y-iPSf_**Pu>B~JX2CYmQyI; z_1$eQm(f@+z5?p0zR9eW9k=dr=Dyn3x-!nNaem;5bGqj0n^mNSG-tfNj~;zwBRj~VWdhSz|HzGiSnt z2`w!x6%`dZIXMXl2_YdN9v&VxHZ}$Z1}Z8l5)u+TJUl>6uOd&+15%77L4Lsu4$p3+ z0Xg$LT^vIy<|HRDFqyH{v85bnIdhWb5i`%39EVrT%wY!(voDKaQQ#6ga3%M^IvLpw z%~L)f?s=ZuP&{LvfkVoVdf{{-yAAUmiXWM(kaK}S-2BG`hIDa-7D<_k2R?oLcLdz* z`xqA3uefvIz&eIBT?Rp!^$Ya0ElwU_OssWSc0=+9*Q5RHR400001 zbW%=J06^y0W&i*J=Sf6CRCt{2R?lnHKotIVv(2yWZqlQ8a4!{)L3-1bAUy~oE?yKw zh~U9ngGxaZ8T9OS`v-_i4?PvylQ%Ud@lp-;;>{e22f=QnqJ`FtZ<5V+vdz+Mp@`5A zcHX>s@0<7XGH*7(KB#@^sOExy&v!!79KZmS)M)L;ZiithWMMF7MB*|Vfyxoa<9iPn zgB#CfkB{R(kXWC+kW3#9pvkk+ua^PWt&OtxVG)W-OBNK0TiFC6kC8Gap-nD`cahs-56oLij6NNIrHqnUJFiVFMs2iw8ktd!s zH;B7AJ(t`PzA-3G)220g-mN5m!JaZF`4s`p=q3HswB{zta9h4ZYmS18C@Buo8;z|5 z8p?E@gMpg%kOnC9v>?Z42<${?@n}k-iDkqwj`7bBX2c%M;zT#o{)HBnenIQD3oM_Z zesAQg>K`4v{5DERmBGUmafLcaxoYul(eo*va4v88!6t8CZTmu-Vtu&OVcC##U!iuH zwEQPD_@`4H^(g8lez*@z$v=t?P-@4{<@M&4NDgyv3(1}_PgAp(ZSs(GNAfcvD<~zim%j4jfbr2Py%Ah z6j658k@)F6Vd(GpHeQmyk2NAxIe7=1c`7I56tF~ zrbM=J84r>8&7;`-39RtMEp>y0?qF5?ay=i-qZy#=1FMJyX=ge%|3XdcAc{d0SF*Y+ zoW^P3Zaxb#8?MoxS3JHQ)+A~ztL{z}{1^BOqHEM!&@QXQ00000NkvXXu0mjfLSv4{ literal 0 HcmV?d00001 diff --git a/img267.png b/img267.png new file mode 100644 index 0000000000000000000000000000000000000000..53908cc668084afb52e99fcfa67d95713b8c77e9 GIT binary patch literal 242 zcmeAS@N?(olHy`uVBq!ia0vp^S|BzHGXn!-l=H;`AjcrUC&YF0=FKZste7)r&V&gQ zT3T8vDk^evauN~}LPA13JUnb{YzzzxR8&+XBqVrvcz~K-MV_7qq!>$r{DK)Ap4~_T zatb_M978JRBquO1rLl2D9AIG2VV98jAsNuXIOml+hZV!eZhnq`t=>F;{{J_Az`{P^ zhC{AR9dCh|^C4D?*^(J&fB&yPkfX=eVevoz&ap*}`@TlB9+cyH=R1KtsOEp;1OAvP n4+WjsmqmT!^pWSf;KHb!E%$rPy5F8ayBR!P{an^LB{Ts5CqYxW literal 0 HcmV?d00001 diff --git a/img268.png b/img268.png new file mode 100644 index 0000000000000000000000000000000000000000..c4bf2ee355af4dd618a9d84a6d59046cd94399a7 GIT binary patch literal 329 zcmV-P0k-~$P)9xI0000mP)t-sv$M0P zsHmKroRE-^goK26czA4VY+ztuR8&+*NJu<9JTNdYBqSsl7#Iu;3;+NC>RHR400001 zbW%=J06^y0W&i*H$4Nv%RCt_YU;qL(22{X=%*h1e2Mo;UYLEaA9|Hp?0|Scy!v}^7 z3=9hxKCl^p#5ds9f(+O{0118|<^}P18z7tlpfjE@KxFuT6K4`Wu%6);n3e|`%wo_0 zW*=~1U@-WQ08s#RazO)BF;K{X2f_sUo8tpFg#G>l1zW>-G3nX24t{7jbUK$S3pwFT);R1%>{!d bD2N6C)EFl5>I$n700000NkvXXu0mjf$&qg? literal 0 HcmV?d00001 diff --git a/img269.png b/img269.png new file mode 100644 index 0000000000000000000000000000000000000000..033494b512488e1aafa8c93e09b98e6a39d24c74 GIT binary patch literal 203 zcmeAS@N?(olHy`uVBq!ia0vp^+#og!GXn$TuRA;E0Xez>J|V7~H*a3CV#S0B6IxnY zDk>^+a&i(95<)^kJUl#XY-|h+3{+H9BqStwczA$1&S#&E2U3hBL4Lsu4$p3+0XaUN zE{-7;bCMGp8ku=&xEJ`Cv9Z}HT;&!_;|O5rHnK}jc#y_sG^1gLXa}=|M8*AsUyV0N xM=-leR7gt5HT;~zr!YxW<=BBK2W}i-U^vRivAxk}S0B(^22WQ%mvv4FO#s!hJ~03Q literal 0 HcmV?d00001 diff --git a/img27.png b/img27.png new file mode 100644 index 0000000000000000000000000000000000000000..0987c18b1cbe97cb636f85a339f3939f996dee4e GIT binary patch literal 188 zcmeAS@N?(olHy`uVBq!ia0vp^d>}RpGXn#o%-5n@K#oCxPl)U0&6`)OSTSeLoCy;q zw6wHTR8-{T@*cccXsHmt&NJ#MT@BlTviab3JNHLZK`2{mLJiCzw zzGiSnt z2`w!x6%`dZIXMXl2_YdN9v&VxHZ}$Z1}Z8l5)u+TJUl>6uOd&+15%77L4Lsu4$p3+ z0XfG#T^vIy<|HRDFqyHXv85bnIdhWb5j)SB93BfsetBl*@5JOc-pN;{!+A-fIp9*WPH#y;zO(glXJW*xI16Bq&u z8XFfbU|jWsfw`HPKW4^bX7iR@`^KX30QQi)goJR0&0-B4dhDJZm%03m3LHWjk{hBM zSY^p{k4E@5QY Ywo)T#+VcF9KrbRHR400001 zbW%=J06^y0W&i*Ken~_@RCt{2SHFuJM-={~m3BuuNxSZB+-#G|jcihcfXot77#m~Z z)&#al;Vw%I2j+}fhY&(Yl+Ax24sw+ZSGct;2n09wDLGO{g&|i(YcAM#KKsV+&93&B z_KeP4iiCThdGp?U@69*ASHOZ|e zB4JXiaxrlb)RY;`Y@o{ajs*#HJk-rLM_5B@Z->(`n`(8JP203kX(@*TvldMSf{|LX ze2=Mgk7zXiy3iPwvI9_)20yXAXv)0BQsw5NKcS+Xn4#e0fuGxqle8N6GfxF(N5rY9 z3~58@5JMAH0aLzF&MLeQBEqwLY1iB`l`kl$gq6!hhJ%Q7ajHJMlaob;zD++^4xLXQ8!}W*AJ|dxykJZN4_?Mz0oTAM5S_%=tQ&5NPUgr^EsB*F%+FOsQO|fP z^Pt($j#b%x&Ejxjq_*FPRQAHsa_U%)ZChI}amO*3U83Am zWAFSBVe8poC(lXjyZCVnAIm>s@^@wrJt_CG4LrRt^$VOXlDYwWs6Vf|k%c*&Sw7}C z2I~$i%B?fPY*uhMQgfv(#@|OP5fXBujDUSawzd0F5xC{A6P?cGlP?Io!9LrR0sdi zvk6|s!30Gdw2fU${0%%I(qpB_N@5aD+|z8R8C8^OW^bM;1JoSo{hZ~OXTtS&SW9`R uROO?C?gC+_^{-0Wz1;WwBL7tWbMh8KC;j=%@0=e10000RHR400001 zbW%=J06^y0W&i*R0ZBwbRCt{2T}_J|#~H5K-5Jkncc;b#g6u@zA>j+kL&*3NVlYV-axz9}h>*d?b`QE3a#=%;4(t$NFot+me*1l&dAhs4yM>SkFMBh*=-@sqve6Bq#}DD< z!#TGJ=Gx36bvBbNkqakl<3|9ycdmc?!3z2@4z%%sh>awEm(&dmTzHI1i~alsj`CqS zkg1@)(yFp?!QW4S%{T+eJ^atBE7+1o$!5IG9CI{5C z@P6Z6*v6$$YyxjTnF9)}6}dUO448XH8jCFzu9Ii@+X9@p7odiwaaL2$v&!ak_a?L6Ev>kTU`Pz@N~FycpQk7BQ^18#Y}K!b%BGczB+d#Ku?gsSxX8kANsNndBU1$z{}mje z+fpK{9RA`6TNR8h93isxcsnL8wB&ibMlK%X!ex3^vxipgi1*Lq zJz8%Z)9sB{8ZmK^MC!Q&0drQC`9WX}uN!*DJmk#J3>QggOl*ZCrkp`*+!@Tiw-K@?1i|aN)yn2|yF&SnF!Fo;yjDhifkDmxRBFGA>|P0fONY zMzrgYFc+%JZ8n{Ti|{CMF8zChht0vy;1*oF+RgIHI)eb-PaquJfF$A#xBWn7|^yXv{ft|CytWj-@<-DtQh0~aoqolDqreYuRr>ojp8 zJR4swM9^z2Ts9icacKlEzzN0W)tBUH=;9K3yl%<4R3GZ*;=G^Tr;5w@nNTG= zGgqU3Iw;TNu*l{xE-paUA7QIv)i2ydAGN<@XJSD6d-#+_uxj=qmzcP)^+tH7SAXa8 zuWyzKA^+HS4iTJh;C%g$@p5?!AYELp7rXd>v<3OSq^YnT-Rqkc0-W%QV24YCAp4^~#Y@R^IedNd z%^xu?mE^gQVi(;jcT%w2kD#B9wtkQ(4~BF-)9HcX!iV9)N9MT*jvdJ&HeGV#Z|;;> zUnxHxSt_!PZ^Ez=7mswo0ysp^b^b-KuXS3nUqv|Ix{K_MR(ZRfFukPU+#J;!f}MPi z?dDI*-#xMOA^CSlk^=qp>yOIYRF%Dz0oyIGTgJ|B)_&Vam|ar%HN3Za0L{}9H2b?H zphd|Oox#m@fIcd8K2MsRfq_BxpsBf~3nSKc-+5d;YG~VKtLDX?)PZ_gGONlrdebo| z<+5Z|mE!4Rr_+3+ij!jEeofk_;-p5EDW&b@1`qfy13j$u@Br(+mZ-02ub6?Zy@ zQH8HCs>XW-&;v}^DKy5mJuYWd!E10hz@!9!Z&ye6%C1o*xjM+G z;)PL#ha^-Hsq~C0Tr+n{_{UTrMXCq{OtyDuRN=v>!h=zT2Sutd=SCH-bE68+xeirk z$Kpcs^97$X%Z(lkOQ<3iklTvW@IRF3S4GHA6je0Hl2ui5x8YMyAcf%iv!g^W&m>e4 zEXby+Y~9Zdr};(|Crw~oTn1Fx=oWg@{1{b<97?Au=r_aKG+(tU{N?htD%`m_sa5wA zRTi5Hy7s7}OBHc{5?6i(iduvY2TwYNQN^8(VN|ix$@A&JsN&sXNLm&7_;IMB8WO+K zsN!cDq7kELCf`O1RgqYY;yul%;)SAhQ)6FqTRMnMX}R3kfe zA@iyL=1sI*s!TeH9N(5(6`0)^?G~=n4Xb{&zErBPkLj#* zTChVK|HJRM06yCQ=&{!kVdvZ(K)F9Xf4tVi3>_Khzao|A(UPjt>3>jyLF?Tn3|l{8w*lQ7qIDR& zS$n~v8cZ-Yr1#Pn56=Pgb1nGr=3@X|R0Y^wE>+aQs1oGV1*1w-Ra^t7GC`MHm9RmH zx|dY^-cgN)`8fJjQ3+S?P%Ckx3J*pV9*inH7*%-4sw!(*<78D8y~vy@*Jg8aH+00w znkr8<*g(Op{r)=Kwp(Da!Q?+^L&q=3nkqfC^#H95oCRR4 zA}T)65GQM@9F%kP$+=YoI7Js>P(hnV8scP4m90CTtb>Y%I9XE#J>$vR(Ge$es>A}L x3J*pV9*inH7*%*Ms_RHR400001 zbW%=J06^y0W&i*IJ4r-ARCt{2l(9~OKp4mW7i@dlz}@K5q{bIuc9GRM*hkcHUOCX-wF+2s77D7Z!_c@ ze;*~ISH&Hqt7NCKu@Un$X37s7$Kne^?I-dIe-%&RD}Q{5k?JL9qa^10d~Q3Y_pq0r zL~A?uUqIFeP5w33%BC`J_=Pr2gH3itk-a0Of3&n=Od?RHR400001 zbW%=J06^y0W&i*H$Vo&&RCt_YU;qJD1}uOF&SJ@L0MqOfu&F~R3jh);8IVmpf>#4N z_)x&@0HV2BfCL+e#rOYz0s|9Ch7b)nco;4C85p>L4wnSl#K6wW%)kH?VB}^1i!y+D zY!85R0+{pvKLZ0V0|PT7OpbvQZWupp+(;5&od29bcG=sQZ%AU2{~8%UQOR%XV zBv=gM)(=pc`2v@LC&M`dgbV}oWiVBSWDZn@=@^JiV=zFMxd5ht(X|0x#^(P-43~0~ c?6-jc0Mtw$*)7=q?f?J)07*qoM6N<$f-XpR`2YX_ literal 0 HcmV?d00001 diff --git a/img275.png b/img275.png new file mode 100644 index 0000000000000000000000000000000000000000..3d56dde65a87a18663c844b9d355c06b456bf52e GIT binary patch literal 14274 zcmch;RZv|)*Dbnm_u%f9KyVB08Z2noxVuBJjXMP0I0PpIC+Nn4ySqbhcZZwrKj*J= z>z?~^UQR#ssI{uAXIHN^#~iaIQdLD31C<07000bmIVp7jfPnx2Y!&jq7ckeuCnWz6 z)=gbS16YjADv<*KDnMRJT+=J-#DG=jXoSGveD-&a*I`*n&Z`M4i{2M_ChR=SAQtRA zF)*w+egqlM*6sZq;rinSUU(BteDSDlqEe!D`pxQ7?vz`t<#@*8)l!{hI5m&Wk)i6* zQj=ZUN#qkJ?7}dSPP;E-aMtREb}}`_ey`rclh4Tq9&GLtkDK8d(I-PBpV8U=-hIiy z&pfJE3BVj54x9SZ9}J=gim<<4>j#OcMq6^=E51#uCj(l)M5r}^HO_9v*4dSRdX7_ zKi{nf;KdMjV?&Z0&U{jlbppl`4#^K*PzZfDi70w!wh{I;oYe&;a)^u~; zeg1{z2av|Tc{&6^F=DmGRfj(j?<+wMGnCy$FBlb(+hdwq9$B6SIHE z%Wzf|fl{Af0NbwB!N95AZuNfdiogyHcDHMd75eZOvp#y!ckLs%brHB1L@t~}N5rOe zJfZhq-8s8x>3M(kxav3&@yOA!q35ZaBrSF{_w#9I10jUH_IUmSp=hcehX-0fVpDD0 z3~MF&z+wFs@cxuRV@(ClLc9cpy1@H2NVZ>qZO0MT1*$tfQ zB8{E9J+#crcFXB(v$&o_=0gnrOkf=24eDhyFrV~9-S@A1sy z6@Thb>96`&k-FE{q6$S=6&3bQf5(20w>kuMmU2a$w=uWJ5cI|KY3do`MFsK=fgs(V zZBu!u-QEAWG+FhcTxX`bEbH*oVW(3)>|0w4&fvVU`>NW`&E|;ud^RTdq=+#JsK7~3Wl7h|lsMA5}bx=)&6?V?^lnEYN0|Bd<(57{qka%ysGBn7@DKR_yvDG?d? zg#i306;U@;2gpOq^23Qm4ymhR4GJyC z5sP+&o%}AACo-uJt0PYRqHG~M2_+}B42`=n#$)VTy~=xgeHw3!IHZ10h$4ig7KA*u z#RD8y?3ujWlq2#EoAJS^r;i<@7m=+Lr);+ipAcm%T)(6cA$tj(9NPW84w#u-6Jmr^ zf!&u5=A@MvxTs7U8(>UU0^ftwHL~A_MU08%Q4>p19iayFAL)-bt7+ovP_9I=B-4GL{Z2hH^5eCd`9@!OCb z#8Ant1fMP3GJ@hA-aJp3u-@HOY)VpZW;9Y4Gn?a|Poi=hwenvH;=QvR1~v`JRZ?&c zng$W*Wg?knM^x0<$7%)BNO@G@EUs!CJ;t0ZK4NFYKWN*`t0nSEFV^$?innvYKqyE; zsvqo9RGI>l3hO_x;x8!Vr~GX_>WCJsO_IRm5nWx{Y?3Kis;|ZIe5NNAy?^e zAlnQ?+vnF5bEU}C-#R9z&AOYz4Bf-`JxUkh_RhT;bUB=R(o}<7jF-$32_@u9B_(x! zzH{&F;KO-G?(oC=mdLbP>9jdRdlH9vYJGf_aqk9nahusVNfb7uZG92Jm;zLJR zZ5y8^#mtd-lA4D{-p@xHiTT1TsW*W=Ha4%=Gi8#`i;j*Cw@iWwAo|@PxsG;z=(5t& zF^X~6*AGFTC4|U3KE(RK(^9$o$o3*ge&|8}IE(FU76n5PxHbROoz>Irq|-0kLpyiE zLA8e0hzMJ1%xN=9^K@h`LW79;Qu_XVF90rsxr$(+ytqvH_u?;Cfb#Zb9CL*P9^gBPHt9JPUsr%QF>P)M3zysWYnr>^l^O6KPac3=i+czJ5Mtf1u6(b}S20Zam3{cVMdNN1XX=DX-iVqx9JtPk*#I{Pg;NRD> zNzs(!pDVx2Us0(m4bh{DI0}_y>L0ud{{6(-57hTO%N5p{yLxc2BCu2)7qF7!3R0(4ztzRdA-g(UV+)ESA+f4lh zpQ*o9s1eRtH*V-4j4Xt*2OcLDu~D?XVk~~U{8*X7R}b}qM31=vA{s6M#NK7*FfnVu{7~3Wt}I^BT!Dkx77Qs% z4wVTJ*$)MuAp};YJ{5#e>skV1?U4~;th9I6OVHQ}d+g<9)6Q*C{WdmtA`1^JKhHy^ z6GKXcc^?ZAYT9Am1R}fnjRs#1EC)zaryI%R_VI#sLtkt(X}v`Z5s#o?UR#t$0E`Ev z5M|iwgT(@Cw<~}cdl?6TRmJ~S*VEIi6^*y8wY#$IN||`(i5;ZlkXUryqEZ36 zy2Qgl92KcJmhohzsxYFMC2K;^5;7AEezF1*LKDOK@}8^+=oGFA^)xS#nHnyIg3@C3 z5=`=MP}dvelknTq6q^<2wi$BvYE}Fg-{=}bQvj~caC?0&5v#kW-npt9We)TQ+3O|eU3YgasL70x-$EB&IqGo>dj8An@uKtN zQYzg|m)9%sTai&zyX|<~!~PIbXI{bN5m2Y3ZT0>wGleF+cM;U6wvwMzluW0ZkJ%l3{SC!9~FQh*pbgTZN~u#+byI?>jSu#Lon> zU;M`S!Wmg6iXRaAD%??j!EMz?j%qIOs=>IR33j)~Ep+c}{nCp_v(vk%ltkPpM2CqYu(8BWL1Ral0N3ldw{;2o)aYQL(#fFyfmNT7`lBXoS~;5@Y{bqxKqmH1Jd zp^KH5=R(yandl!2tC=LH)nhx6W$I3bn+}IYaFz#yad2MT$0a6)4DbDk@x7*eP&T(S zCZt2}yO-W_F5CviVu&Jez?GO;WN%#YvfnanvlU1RFR0#@qNIlY%BChQ{BY`f%LhSF z{v^Y=vP}t2JCxkbhcl}q?tLa6mdfG;*5WUCxN@A**wW+#*xH!IsmS)5bPMBB-w^(! zo8J^{5jp=cXXs$Q5LherpMSv%F1A%p(`rbg;`K=Ln~No?IS_6M4jA{!D6BnYQ$YFh zE;{?TiLy5=j@^xXB6#7#?(Zn7de)UnsUYo}yQ3wd6OzQy);pu_^p{QR ze7KPoZ!&ri@j&4H^YPLidiHkcDH2*5ZZqFT!j&j{7ADSz_cVIw?N-DBNBH1K4^Iyi zjA?=T2Qpx{lkqTqW4^Z$`Dht|r0v;HUapCDC^U%3yt!dU8NH=l)>8}}Xx28Hs=aa# zpQ#bR=bae&LbVc^^fR4`Zv7{2rVesQ+-R+M)?y`0UgLDh3*=((Lig^a;`Jj}rY9u9 zvnMK?zs>*-EF4A{J6YrGCZ+cjOmUzr^>=;>hZ~?3K5Ed~=}r&&MNGZ(MMI*N+J&D> z?=~+c5J!7Li*h9=J>vX~KGlSlEsLMjxrb!d7BF zQ!&1>L?K#rztzNkeS2l7AAh9eM?5Y~WH-5oRqgG6`l(K| z2&`&;Yyx_SW<;USln@!{+`ohtSaP#qdTH6Dr}c`wr;N^Igewgr!edzM># zbARww44>tkNiaD(Vvx@;ZfmN*t@jO_+m)_wD142gEhV;|%>q}ttYL}f@wKf$68P)~ z8sjU@-SmFbA_knh(+{7New;E$lh#W`++>&OkWbdgKQA@mpCJuktMb9YlLCEOPl>tz zDf?m8i;!#n0B3fv%!>*%I`vHfneW~y7N&E4v^U|+vq=cxxK<83XcInlcyp$xIn&s% zrtI9pwR-yzwwS{c(`pIV)C!|#eCoBOd?hFVCRKX?k9Is8dRk(Iu%=OsO2HkH#y^;O zMIO_*;QTPIUs2X>ftV%qr{?@jPI-e0lo;;>Y>IiXWXWlI|rAvZK6B+Sju>c0Z%P~KI=y5L+_$GpBinJpkI(k8={DdVtyfO zGn@%pOD`ad?e~JdU{of3i<4oVmuC&CwWu}GzO<+gQ`l^?W!8dkSvQ) zxM0Fdyh4ZUrh?7PX&5^4$0Q@)C(*&FQo%@#eaZcUZWF|bFjkcsgVtKZphZlfS6lh@ zFgVh5U8yUSN{%~SaXKQFFUWHQBZem7OwI`Y?qk6jAUSH@; z;-AV?W$V76R&(cwZ{DD3VxDQGr?nUlDk&Gt5SFAe&&_#;)0^fYI_?Ey-j;Gleh%$H z{FL}YIPAsWC@e{)@U*38!_SFErTbqQq@}(L=LCvXpJ(lI=w_Osq$|?B;Rocq&;XHy zD8({=;6r7l=3sR(U#?PUZr1WN-1;EoX2!MPh*;dyWzD>1jrZJ%&_POeA$UhN()a4MyxG# z+aZ=t@cEYwAA%E^#uOPRGZ5CaWp1L~}o8G+#-76iP_gr!|m{1UhG~qrOp+fWwY0qzIng zhJLcSL|$jINJXBHpZ60vPs&0FP6>_hr^GFeF{G<-S!<; z+^feH&)|EYq83vgwql(V=)~C~j-bPoeoi2~T~g zYbDe)lr-P9AvoVE^lj4YUBguNaIJW58Z~&ceoVI@EnHI=^^~GtULJBz5Q7^9k%{7o z_X!>;KEn0w8HM(v66uWz&l~|LuzE(1Ilg<)8a2bR{>rrD7=p`-nd@P7ae`~WCa4<=hiN_8Jsl{OU$YeT43Tg z&TV((tPqrB}^Mf8EIq>dX$iaflYy{&;TqL1OK= z=SVt=ZO+~)RY_drM}hu+z@g@wvH&4wMa~Dq+`aVucMBcorWdDlcBF)DpIWkrJIRqN zqBR&ZG+K0nDT(_vA$fBr2<|nGw>hWo&dv)TJc^&x#^`=w;SqCE7cH!1O}2z46t8O2jYy(Sl0BsLG+gRIAim23=fvA}calW`tbo`5GoG#1fj za@V1^Z2CBQ>qr--{#iS|JZw7<<7VY*34?`^H-FzbiF3zqlD?Tx+{QmhG@+O^J9FGC zLB2{r!Tr>YeeG@YZyKt_E0)7iDl1XET6`ytxvNeCem&vm5CMo5Rl!_M^WqGaxf`1B zPn8FdbYa$6;(wNHh26xL(%By}S45Gk{G` zo9tCS#j?sFV+0wHGiQ}iz?J&zvjHGXR0Np`YlETMv5CAr>jNc5hR|+_Es#s{?pjTUgTJ_4hP%;i7zY~1D6a(fZ03F zjbw0ZJ+4>y`?^Jk&BFt=Gm-wJkdvMmn+f$mgUFrfZ%o5C&3#?$vOU~9EWokX;}msl zlVNeYH_R^ zCWlV=SAbO!DQEGaMP5(C=wIfHYqS5geS0TTPv;m;Ec)C&YYT;NMi9o~SR8mH-w2wU z@8^#D%BdoDy0 z*{8Z6QlMi>gn*PhiU34KP%AReM1EA=^~(@CtrZBl-1NsowAEqx=Lnc}pVxl$X`g>- zik~dYXUZCPJ9{1ChjMVB$jwVHGEn!e|IuKZA(k!lHie^Mu0NK%Ed?iI-Uq~4-fwhs zuKSrrvG{(juHPVm-q8H?M*xXn?LidA-r*> zZ)M^60Y1Dj^kWINc7(){&R~nZhL2jy07_AG7PgRV@MVu|dgxqTj?r2@z5oAQhgNznVRFt>k`-$Dv% zOkm0p=imr>@?oC?tY{tsF{j?T-ytgnw zW1Pm)l$x-3*>=QP=+*eZvU^zt$5svxJh0G@1>?KAfZ*i0@oMysQ*(%`$FFXb-!8tK zIoT7p+^6XF-rfHZv3y*F%UQ__;Wt`)z3&l;;h!MR;;I9b5Q98@XNA6!2GK00+&IyxiTW&N(JWUgI8MZh^K;GK0^ikr!fjN9>ZvAlBg zPa!yM;E9rdZQ-6)R`+}&nk1In$)Ru0S#gsj6O8*U&UuY3_f(9#wrA6H;}}h7Ee>R4 zDzX6#R-aUqZ>yW&C#Dvchn8>JiaO?l!Vp0|3@eikWZBap*V+bu#x!LHc1=o2B|c-06Qoq^iNCV4+sX{{)i# zQD}W54;*IM)67SGF5rE(q>Xgxj|Y)%kSnI|8Xvn|xMp@B(JzW_ee#}mhvRjS`&2&y z3tlUKI=9NBE5>x5B+JB60L-{GxjJi5M)cr+ocDiP+b|4vPd%hRjrVeQ_KP2Q3pd+1 zzMKD={Z}(g5%T?)b^wPO_9y$?KbX7P$E}oM$EJ!8X@eXp1bH!~R=2#DF%MTPl9k%F z?eku8R_rwuG|Qtg?VemU;+!rwPtC~}?-k@Pj1z6tFwLK<2+Z)d-Q_W%^hwrn)1izq zMq1`tM1-0&HPG`Jv&gi_nn7uguu!N^<}UkWiyheq6R(8AL8-&UQw3BQfk7;4Xki5h z&Q5ZpRKA(ma*aej=}}$+5c1x87cjtpK&J1IwQlQTB>BTa%;H zRSjyB{1%OnMn1uZfG+6D6J)wk6@c+^WDK_IjWv}y>`Wvb+ z85F|XC$KH|L{CYp_w-P_BPDzP!7g`NGh#bbTA&sJm>dkN?Fyzg(BYY^YWltB!>8M! zUr)!OcEpQG{!IhN{>gYSN;2l0&fur@$H^2LHlYLWvZl-4cMhpUQajH0-{0wfPh6@| zlA9??B*ACoe$?e;KjMbuef1@e^UY|9OR=3-=NT>K*RCmIKNzs6Tk`kCsYu>+002VA z|C|M2Jfa~-Ngz(lhH%rTD??10hXiZC|9iMMZ?RL_j*plpG%%%4%a^9MCr^r{73FLo zJUAq;hOrlwF1y%QcflL{I6AP+{c}}mpln{Yx!Hc;oCC6|AWlesAUq_nwTJ5QQ4zlThEcSi~x}l#B{0${*+`vDSt( zf1-GO$XP?mB7*)V^;SgN`I*Xjz;c|Jmh0f~!B#>=55>i_bl7a4m+z>5*lb^>psXOE zsET#Hv&7@{az&Lo2QA#JV88iowFiGpp`!Y9-b;{8toHhxC~-jZpa13m6i}rL9$$tw z(Z!xV&n|vPXTI%0>st2&_Ax(BT@=S>5vmVE3FfkZl7^i8I`K5YGks6_30_~C|BwK)z z2q+Bz&T~#kCq&k+DV*E``bG4L)f@|ggJpaat;(Qn_ZO(gUGO81Yq_EyVe($=L~9QT zs(leR0CynG)F0eEE;#1==r%p55Pc)U#a$tAPGa3}TL7Xp@UQlZ(rX-c3@JE#-7$s* zR=e(sP=NXH>NQ3N?h~^&+fU-!NO0}BmivcZ%dWY~Zp%>jv5Gwu@Z6xt$0>Hs{3j&ZI{6i!As_BWd$5M$*(>TtC7S>Y2qD-Lx7P7Ow^U+!*F*D@ z^?Li{abAe8E??i^(2F(02;(&aWp6ZQKH`Q=T(oE1s=z&0SBGbvpIW~gFURjO4qqX> z-V+|FycL{@tv>jiT>ZwTc1B>n)7bVCVm+tprg1n7)u)r~qv8j-CZY2&!_Q}}!8>D8 zfj$^8$s)FY@pV9bS+C}>BSx_N005mZMEd}UJ>>`2RCdEF9lsdUPvmdhuI*LzcRGdjWh?a>3?4$hDmw50>IPd1 zYXL6eKPAS1^u4FDVGsGe;%ORcc7doFMHU0k1d_{(Em>VW1Mxnth>_;;uISmTIh=5= zAAGU>%5K`b&9NSyjtAnIk|rF-dqfH|fN#fV5_0m<{=BCuzQMcXJ5;Me$@xiN_;z;X z5x`4&$CWZJ%w5#h9ZP~z7&n9RzQtMub_vPqkCT^I+(DZ_XPNN$zcVt;%TNBI_N$m~ zD_L0qeBknC3%A{?#vtF8At?-^F~Qs$oOAxRvrn@f>j&2B;9KJxw}$6FjWyQ1u1*7@ zg{Nx!&f3zI>zuUSqL;J5i_7T`=Vxnnp`Rldp33o7FXT(sV8I@B<}vOk0|2;fw+A4@ z(%Zo4g#9D?9IzgYG1QU{7t0ucLDjj&fGVO8Phyk@!;Q21di2((<*zFyejh#LOzBZG z9+caDt$QR0?dnl-TlGFYlIY+jJ!xz^Qv`#LB==s@qq;1G{A`2AbOX0d|Eznujroao zaElyiow>Lx*I8$gNqtg?CP!52=c;EExf9QQs=89{cBcgGkXrE|?PmfL zUQ7D>Ty>MDr?Jp$=ll*y+jo&^`^7xRJ-*Q);5uF}p0{77-vT@Vi30Z;^~q0nJMR{_U!8fC`8Bb@ccE8Au?uF6|CPm7gDD3gshvOIP zQUf701Sqa?Nky<|XoLE&g?eh9TOCV}Xks?4ktXcgXejAn zKfGLud3ot>T7LYhk02vxq%Kv>zsr;PFAlfc>QBhHBL_j7gjy$MRlF(#wjV}I@qb5u z0iy_@QpolGh1WtOcf)|m9_D{j+ZwlZxx$5hb3nK#(0L(c0QXStNCc-5o zFWzm!Qkt~NsiZep3NtMKdLs<;!RYVRv&|R^2H?d9Gure3kTCF&UfFIO;*3|dr-0c# z6O1;V`~DrDYeSYkMJk^^L?w!=m5{amLT%A*cuKb}ofsJLEoZo}$dkXys=cELzCJdp zB4fDl%WrS;SY*&``LJnRH!gifeLjL5U)6}Nd!soW6*;^72GfcChQ+qmW>0baRN>W8 z@Wh|LWJTsg@kJ^Ln9EBbvh$4k_mb$O2;RK*0_|Fnhtry!EtM4F92YS|A(8|)$az9N*!| z(Wp>U)itm8T(ISx=(-f?7rr$_q#TdRGyEycs zJpFVEux}@s`mPh98}iME!xOlOOdq=c-cvbxJ?&HsOYrwJ%5E5c(Uw>w{uc;V+s^I= z)$Ooy-CaQKBgJQ!vf?k%$tS(RqIy@)fb#nS9iQ+JNJsh)lw)GRZ3T{K4G{}_zEx0f z+xe*T?hwYIGIx2ed@>*AmrRI9u;sjQZmzzG^E5Q#w-+&$wU4s|mrso@BZD3ncWd~% z1C=HF0#_`3RQ1jbI81O0JAZ4Zf%OkQ6 zDG(>kPx50%ydfW8$4-oF%bs{y+pN0%w<7G{HyId2YpyitAeg#g2Sdj^=p__DQ4#5_ z#@~|&XU)uZb{hGJt-T+1lx0jnTNz6CI?5&nQxap&wHUiHtEgS$wSgKa=2iOUu4w3*F0-}l_yYu0TI8pstjhBn1Zk(hn8Rk9YC5=(8C z6_)dkomaw#_!2!Wn#AAc)zI(A^n{Juq1^RplVas1=}d7tq1so9U$>dqnV5KLnMFU! z<;)yot-S^6H`(4E^Yl0K85)8)5(Ld_cusH^?e4|dXdSQLF|cfbzDzW}SOlC4M>P>U zo0pGtIn4=_2`$f$o$8XG-(F=c6QXz`eVx=1wl54P=kWegkgI2(l1AeH$>6Z@elGX- zX##s(#+`B80}Q5UH_Pc^K_meIq2s@f9{QRg_+kSm<+gnDE+%+OXhF(h{x; z!b+nRSC_Hw+KyD)u+|DX&bl&jR`oSkD{6P}&Omc#8z<$bC(*RzvGL*ZL9G3_q<@CL zu}g~b;*aIt_Pc`=B(K|kr8^p~yaUZ;j681aB9(rJz*0T%FNQZYqucym@)$MZEon1q zgDkpz2J6_V_yh_MD+!1$YudeIZ;xhZBq!|~uCnIL>>GCcSN9K}S#gpM3|IZDc~owV zm-*89YTJySGDpH12r21F%fz;_yfg^ec@tybEog!yII?;#zD$0o1nF#=|8l{!<75w9 z?O0x*=%)`2nEr_Ll^Rs)V))C2!j6rdmYj;4((mrmpHnXq&v931>@uIlwrOF3G3<$` z;oU96D<|>F5qa<=xN7D4^J#h2u9XO;<-d5@X2#a;hz?k-D6c5eLnKm-Lm@Ro-qmF< z?ZOnUoT9UP)uugy+uR=Jyo|B8X)y4P!(J!VhXVpNzAnCV!rzF6C}4P@*K6e!)4L~f z0n7RfM@@txpe4p>pW6$O_iuGH1aq;@TTybycYNuP_DBoU*Uh!7g~J$2fCOXv@%#wU z@tLhEWi7;WT|PnBLfZt&yKlA z$oVw-OWcP&^WcQEH|1UXm=s97d_D9{SaQu@)D=d1 zXoQ6{RCkU{aCe)2esb+F4MmP^Kf*;C`nS?DO;(mRgyk_kqPUBWl)(Z- zNlR^?n?f%Co^xKQvQCBA8>br;s8)}rWmtB>Ns1**h;3IgF|oxnRiZHAyr7vQsGCZY zxBI)pyT)&}DeX(BtKxmW0Mbnx>{O(tC1g;hQxiy&A6FEI8`_Ev_9>--<0|uJw#zbf zvo0hS*INHJeW|{2U4GrHgwEo~d2piRT(>1*iOtOT^$T87BE-ZLJC)BwMW#0?-3@BC zU@MPgK1^1)Srh}#mR_t?@~--x{tlX)B-@-?#$wz43{A#eBS64O;<-xs@Zx%IfmjNqYnd&|Zuj&}!GlBgA+GDC(- zXxgzFv$`{F(`?BH(!jl5GkX>aqRwo^$-br@uG8`p>2F$J&u3PGlI16@ToySfc|-Am z$Q_NpouTuoS{^D;8!1-My%%SC=2zhxi>s{)zPgkSRnRn}YzCvQYGd^QbOHH8%AuNH zR(TXPAvsOnmi`dRzs&tVs{H>7EW}-zEQgazM<@S(q)CM9)_*dRfBUfumJKC$fRoGn zjh&8nLg=(@|D`In|3@xO!C7)N8Bjk_fij5v9Nl#^u zyr;-R1~fJ#F-kq%>-)Cnx`yuyH5_3&0lxY16W27b?)uY}C9#?bI^Z)J2?J=Yq6Qpo z6? zCJD26J3GO}62#a+zq=ZYofY(fELmRlB9)-nX?X8m2sz;vApH2{-l?zVgJE=y0VznI zZ}NGxU;IguEh#zAFZE;Rf9@jirCmdRO^^`SfF6h zUwS&qWt|P<0khcjm)vXmv&51=#oP4tF#_e?yba}BZt6!LR|eLOxh5Ec zAog}BFj8ei1>bURR&keyd8f2>=F<})*AEMc4x$RN`7HV@p#0kNXrEV|zdC+eFaPES z`YtSmAhDqE)Ol^Fdz(_BjrKE?4(iq_ zl%_PG5kD)a#Q9SPcW>8RaqcKutf_3kQl#fM1X;3pVI*YgWP$fmQ*3=`T(KAyf4y^9 zmYyIB0#RmFB2EYc1$rD4#wUA!*<+{TQAx#%g3y^AgIsPEvY<}#o3^9N{8V`HEK9>O z?vlPYAg^_nWWw1iG&o9j-Pj^M=pbs1haD+tOlMLXbCj&p8x6nbEUm59l^!Y^NF8M{ zPvWx-s(FtV9|dS?K>uoM`S~=|5DwGizIl5iv{U_E)x^q|*h7}o`v)}bGDlR7GNb+> zII4{%B^q`CiD~KL73`x_J@?eFn_iLfTlCpD+xTrbsqZDTGvIg`{Kv literal 0 HcmV?d00001 diff --git a/img276.png b/img276.png new file mode 100644 index 0000000000000000000000000000000000000000..e2d39d7828d558fdcc7c36c0b86cd58c5792279f GIT binary patch literal 468 zcmV;_0W1EAP)RHR400001 zbW%=J06^y0W&i*IQb|NXRCt{2Qaet=Kop!!oUjn^b4fuYBzhD$fm=l5f&=&lNE`rC z&`=QP1aO6vNED=`ph!VSLkR_Fp+KgHmR;xPtg%fTfrON4)-&@)Z{PC*CTw)EkxtED)1K0~qrK(!egkzgBkm#GC?l|@6isy|kTQ&B z;xE22PruRnJZx9*u5d10v~C?uc|QnI)0y0WbcEP)RHR400001 zbW%=J06^y0W&i*IPDw;TRCt_YU_b|atPBhS7^1j<0yD!u1)^1>0OBn{fDb5aG#(3> z;Q*6kWB3Mi*&l{dOqDoHq!!@EDGrsv@H$lH!3Re6hK30ejSLLTnhf#^+%Os05C0iB z_;^8TWLdb;Oe5O^epJBoQhTTXqEesnN z7F`C*{Qtlpu;BnqMnGBMK!SuCNJgLmJr0?vC!v_bD7Pey?6<{+!T0Vfw8em3X=(~pQm%j#mKl3NB zo!P;_Food|1IPU@9QQu}MH%`|;BXl6fIKZ^B$!b^a{vH)F3E7`Mk}KL0000RHR400001 zbW%=J06^y0W&i*H&PhZ;RCt_YU_byiUIski13pPq!2cf%a2kP3^Mh%o_xxDo|Kl(R zm$f*!{4kQysE(h5k6#cb$kfmOLy?~Y%H@54(nn ipy{N7KZ%wcN&oRy#KyY`Li%WtAce%K`TY!tZYjF4A?ykYzE%@+#Z)V=Ss+m7i zGe6Ghs(q?^mY_3Ek}t^|}qLBvM{001a5(&8!r0EE)VGY9{%03ldNqWfVXom7CT zfaUOvVrc+?6d)rmqUM%ymMNe_u2BEr+t!e}8!vZhilINAyelr(0fP>UfAp(I+AdMt zYJOfikZPtIVPnR_DvI|vpKKUSo2RV&+l_}sBFcG**vd2AMdxKPfD2G zuC(Q}g;+Y7P&=kkw`7067Ey@pCe%3Pz@9FM&e#QC-?vPNSVE8kK;*1jI-iiLH$FYQ zMZkpZl061}S^Nr8@jF2?;G+Fi8c?<0-~%8HEu2j)xIti17ejJ{fkwCW|BU|I1B)_q zm3oMtH2a*{A-Epco?#rIZzR#Fw}7hh^K4{gfiqtAR1v?kHYi?|55|AyhJ9u^I7c3x zQ6VjV??R^Rg)?sV*je~|X%|J=$DdQlV9j|0L{g z{M7}T%a_vbzzDS?O}3fa!jb&*24Wm9g$uV+Xsp8l=ly9q1|smbla88iINcV@N)Rcr z?eZKAp003rtFYn@D&&cemt*DC4c1Xpx%@r^ht8V?3?toL4-HT)gmt3(eE zG0UUJH(wUT^t)N#+XRFgs$(@pn z>1X)elTCA`7l~Qi^iz(wBz{ml>c}_j@O687th8bJ0A3&lY>GMEQbcq=WdX$wl?I#0 zvo&tE`3ef;thC7Av4#C-vfl+%c$p$Bc&MbZ@OJwz$JtcEJs2*aGM+b6H?++<+wJy7 z+`gzu<^t1GO=pAY2ae0YwiQKUEfNzF1EO(zr2$J5Uq@KxCvTw`-9sG@H(-{Cw zQ5})%!Y7o#Tv`l^vft5IXX^__*+Eh1_v!D_?jpjhZYnb z7Hsuw8a8D2a;p{tF&f}UFX0`T4au#iHPTC|7zIGArU2>~~&%%fE zD9q%WZj)i_yozm0zxF5z+i*Sn8=%SGr8`FL7Xej-8En}JA00h#ZW!urqd=eUG#60( zZuPT&4s*^j#grKW^NwQd$FVzwFQmMnzan+E8V++0$)Ee!WUew#L=?=^X)Q}qcqd+3 z-vuv*dM*2wz6@Uz7rI|XMl4K-w+tNBGNZehlb;1n*GKe0-L}IWl6+k*FQkDMGMc?BDg;$&bc#Da5&tT#}k zMrmoso-88$H^qjp^LmPb{>(u|>cs1RQ7<_yVDIw@7ncC6!@kg3tmu!ZmvvW!xS%)6 zVSt0Ch9Z#k)+4c*XzY1bWl$ETDqHtT2WQni)SfNP7D=`1;`G>f1!VQj@&3M?Ck03! zK>C31etqUM+3|O2acEA>r+1EJU9#xnD_klJwFG*R;T0-530(Wl5lS~nUf%w&VHo2O zSh5M|j^@EdIMlKI%WRIih;tk3u-LTeX*KWzwv6KE2iEP#?R6v^phPKQrlgl~kG79^ zQW$|Oc#R@LXzcDNdbad$wDl(V&jc$Iz3Y7(nFXVAu7w;(*(0I=$z!4*wTv8jjn!!=yxnd5ti@lK_tYYT_~9F7ahB z7>|WYr5wS;af!FhW_tS-)e?4h;xsFdn{5^5R;n$ibq5x!h6`pltlU$-?O~giCS1B7^ZG zPp+DH9Do)Gb=!6+{vEsKQw{&*_-DHI1io6F4TpChWPp2!hQ=M%hLAD8OQ`jU(Tw*6 z=sCPScDY6%jfj9(*H)J-1VFni67&v9AQ7pmBri!g&Rp`o)uF$SO*Mrzp?Vt%Qf;+s zB4Nr|#pll?CKXFtL(V;ggQSnVTaAm~{0tTdlzxqRclrfQ-bA|a6!%JEBZCD!zZ z(Z){Iv^nv@n~!$>bOx$W>*RQcny=>cg%7U9Vjm4^? zCAyX`VRQ}cW<08G@DrVnoVMioMb>fG9xLM8C}&c3tzDs-7PYbcITVGXW7lK*X6nEh zVrIg>e2^_?0NfC^<)M{bt$vnCl8c(cspvWv3<#QSOz9)Kb?mJhQnUg>NKUYGNmm@G z$0d0))~fqNvZ&mJk?4ua>8uw}-5z{>+uH{~T!j_9L>u~&X{bMIhzFlbd?D*U3i?0^ z^eG5EaT)_;c_bB_uODoIGp-oA?7(Cs>6Y<31Wj3cHr94ii{$1WAoML zN@Acipk4a+^oZC8=r<3t^5`w5ila@SLrWAM-IV~3Alr$#R(>zQVd1qlL9`BCIm)C( z7ao^@i38t!vnHI-p#wTA+0*yXF<)nK5S5`nf`JXt^DV@L`2=6)fHp6CX#~1?Zd5Fs zQB}c%94WIc7~8b(;OY46`0~z$wmBzb2={h2ZOeJIX!uM`m5xeLVv8%{+zVeuAgQ#@ z5^yZpn4^1ixxxQ~(J(VZZWiSRoAJ0gCQ8>`f)OvUdsp0u{c1ZvqY`e7e?z;i6P6AQ##GTgChDYLL-B?aL}fOr{R-RjKfQ#Yt8qo; zv|e!`J#i$IcWLFvx67mruP`C$1_>!}oez=l(nt;B6 zgHwnw=mc#i3*QeXokHx%{4Yw6ghz0R(gJB=#33KQEH!x{jt%9jO$LQIY0jYd;uz(|ovIwX zR8m-`$)0Oc4z{VWNP||X{S+-&J{rSc;+4aW0?GoEe8b%K+)VH3Ta$?-54%j)`(7cxM;buSqx@$swJ8oYm{)8mv9X-2ANL8adboZUpFn@* z;i)+svFh>ei9}cD4v3%@iM2WOOSf4**Yp!uym~)sUARb^S6%b&xr-~&G0Q5_1e90i zudLB@x(}q$a@KlNO^CsA&J8brW~W|Zrx;HrGnYTWfSnooTH;LyDH1w@a50fPJ;&$V zj!H{>XF`XBVgYkW7kyXfl!WdBb{ang)z?V+Mh~yAP^#ZrrvyM+SR

%$a2#;U?#CCz(fa{{R=p&8ai;CL~bFD&zIuWq0`zj!5Lhml}qfDcvwK(2& z|I^%wRHWueQSY8elV)fA^Su8tvRB>Xa`wsVs?S;dky6>RtYtAxzK7M?4b%aLgX_Gr zr`q|(+no0AOe};nC_0n z%D@K$)lbuhrd-8L3?5-%km}l0){Ugr@D(k09O}W$UV9)Fxx$8oeZIPOd<=+3b*lTo zKnDtcS1tI)^s`)RMmq;hQ$U6y5GXuwZLwuyMRs6YU<_#S_2=_IhFi+1-0RkL@qpIG zLQTR$&2{!AcB-%z{9;!-JXz&hpsLZ7sr*=z`vgAU?MLrVOsjvfA7auL*@-iPxt#fv z<&eo$IXU@8I_KR_Tc*M<4I(wiCD!UDo*Is#;3quqsvlMJIEA`<5VLo|;;&AiT)*2S zaBvkmMe}__&_$RlE*ZH{BmBJ_0ILMqCA3OKX{6(Aq2%41xDv>2HHFbXTB9l;rj#Kw z@7=;y`qpW8b2xf?E%VFRvy(uoOAjhJK9>+1+i8H^&anufy(D16jg10sbxCWAJ-< zR{tcag}+f=$;f3c^dqb7bmnHti{N<*4CfSk6SqBOseP%6!@$I?f!797kli=H4VnG(i~-2`AWL}_Pf36;*ih0k{xWbo zNRVU;EOjAJ;N`x0@Ul`Q80%<+$eRJb$ogV=bh-GoaC+;kISJ@CIu`R~K{)`4p?6Hm z*~ki-sUEo#VLoq&-HxL3rLpMHTf`2gb}WXRWSCE!&dk!2JgIHZc37r#Ggj|5eLnIE zFcDgKED@9g_NJEHujfFDPDZC)QjT9n*uRZ@v+*Bs4pd<}z0BS-)I@N-esPFVJ!=7* z?SZ*+m0n*Rf}gB=$pTK|Xu5a4mQ45^Urcnj*-V$b+46p2Ln>V(%VFfRFSIwSJTJI= zg+0FCsfjn=&DlxLJgxEh!+&}7YxF&%ppl3^$eXGj3p9-;#zWSYNJfat4SI)|l)71_ zuvi{RPlXlCki{H~kP(AeqZPbATkoUhfXid^Y9``l&$iGYfsEWaQ9YufJG8;Gea^@Z ze;-w4S19KH7zMoUUc?`dmsPj-{7H`+Cm(fX%DPTC?=0cmuLyZ2rIH~Z0CNSW{B3qV zg4eN0W%KxiNvb!~QLk~2y;i%!WrKgzrg3bkrtrj@gnwzxnC$1*xPHGo#B%zZFpld7 zs^KsTv|Inwdi5azLc$?(3A8EAdkCCrMHohuy%+>2E@w*IR%5tW5doJ_!1D*em9^>e z%!uP!u!FtxUp)voSD-s$hKh_2r46hPa&Zl}j0Ochj}E;pkk*!nB=b z{K{%W+~2H?z{b?2JXBw~|Jt_xLxTKwaq#0mIvOSxdt(?;kc~BBvxt{QjJ(JzZBxeP z_iMV34nhvXu1gwu#BP}@O^<91{$oe-36e3v6RU`bf6s@jW z%?L3bxqh{q~d zwueY7?-GfV(EzI)60bqTKL;%CT&!{p?Rm3K*sC85eHT-wHXX02*P-tI9e&3=w=Z8M zuhuFcVsJKIydNi+^7F*>vHB?*hUA27XBT2tvk>c2iMwXV4K#|blqveI5WK9ZhAdV@ z=BP`OWWK;KBh~Kc7l(Lj(L@KVJf-RKp-spc(yP=xe=HOe4C<%>`g%sEyVe z0aNl8{}%=Je@OiYr*ZJv{HwPk5qZ&b=(Nb~zbLR08So#5Vbql5pcv=`CP9Xbgfm*Z z7WR7HP+|y^hhcmOw{Prf;&F#(**4rB5E}okq`IZDRJ{A~GiV$6-hV1olPChhA5zOt`W=l-&rKmd)l!VQH zsuxaPk#WZx;%f}}UpBMPFl2L9cV5orkEfha*Uc0s$Uf?x6qyuVJRFzE(~Nj5R^9dQ z3Z%3+3`*bxb?@XzQAM=1U@cZ!h_Z!9!RpJdsgi(fu)Q)J34Ne^!GL19vc|j%mqMyb z-Aq92a)MvXm;>ZX0Y#?x&w|NC+ZScnXwCvmOUDsrkA9x0Uxj%GW+bney>^M*JEpRD z1t-1f93IF0#Cr>PL|WF=3;I@#!l>$P+|_HNU7fH~lxO)-DK$?Nbui;Nd5=v^=w@ zbFB&r@15^N^dgNGZR8y((V=Af-%P*SGIBK$>k|jL>SY6te_bl4Nm3+fl$efjCAxWf ztkvJZa*myol2-K(%MlbSGMPbH^<_jGaQt$i>%(lNQ@(D*lgaN5AttXASgICudj5e~ zhF4=T3wfk~7AHJGD`X`3{pY#9xO}d}JeyV}+Yt6OpuE>~=+v}jqwOzZ>EUIc58KSy-UgpaNU>W+h5I_tf^ zG_#>rc>JzIzq5paGv|3dNVxAsRa=eK+#_Qm=r>!nJrnSRxjqR$NuTi+N|R@v89d>Pqw@xV%~Cp6m9O@;z|10H{T1%XQ0fWA&RKW%^T7<$po+D zF6jD4)js|=I$huHvtSqvtAi^ox3$6z*Iyp$yi=EBL{w7z&lzYJz;0TvZI@##>OoX9 zA)(5UcbwhphvIJE9rgXmMmesEZY=n_q-=SveU?p=Zm*IegHAAeFRdCIXw0>Ujya-4 zG%{)xmaSSRfonza_ib+4KM7L~4w-Jg{T^2&Me;KGQ&;TnKKflv(JHOobgbsf`xCg# zI-#5lY`DRa6n&7qD>O>_6dCuDBt!zb-z8kQcPF{c1fAhr+M>yYzCP;)<Wlg}2#r zF=yd3r|V)gwOClioHSs?c$WZA;rFpG$J*``lcIUPIm0wqD|meiIP5zlO6Ij_^PT2* zRlmo?IC`7eEJGa3=8$K1IsW-WQGEHPxUQ1pEay>aab>v)MuUr5W;vTYXH`62SUWuE)o^_a&5Mv3S^{rV zQgt!AXFs*`fXHsBuTK14ezWSlEO!68N@1oNXF;4t-kB)DLvWS+d|~-}rnteD z1GV>4(Sxm?g~4O4tATgE?kUt&cov@K6g7L*N0`4_lFpvK65{~l{2vIe(`04q!>m=~ zf8h+=7U;h zt`nl|LPB48T^>Qqw|SIHWG80Z6k_#CjTy!#cGng=(oQs&&k7yE_8pVY3U^$hkB0_2 z_-k`9E(40*TuPfCpCp=GZzHefrLP>E-T&CW5+zABY+ZhJs<+|2v+V!!j;w{m%(oqn z^x)~Gqkis%u<C#Z%9T{H)rPR84#}ZFUo+I_qGpyI2_co7Ik@aAVt7k_oW zWTh80oGNt16|#HoBYS-uEVizYyEOYp9nAa?Xe{4cUEHWsPB4PQ`hnM(ZunxR#IQVH zr#mnxg@>pft`+vXi{>tSo!D&HAlWve6tQCi%{nz8U?Rt*-e|exFIy~WeN?N)*n0bu-`hl-E-WfVFtxuSDnvtZGX}pS4el$!5tMO%5-!B4##8=K2U)K- zs-BDAFp&P(4jTJzE61@O?jjL#zfJTYQ@%7eN#W?RadJz-yus@Nh5Iz0e6r^>{(01! z&(d5OB^Bdhp`NL%>q!&zePaO#T-t4)G;Jf$Z0sOl(FeL?FMUD!R# z*5P7xiMTqh0}lT0oP91E&st}1*Yje@{>#l99{&=9Q4JS~U?jP-cqLDVBM+`s!aryY zQ7$npz$z1}e-;W>&t83-{LSwE54fX9wC?vHv|g1&d#9 zyQ-aZkFHc(LC&WPBvZpGJX7K_ypLl2hx-5TO}4XQ0RRBg_|IK{|FKmrkFDx%Mf&m~ zve!&YybUM&;#B5=SA#UD3V1lj#k8E1>xSYySyuW++?06@U-=-^Q5_COaPgxlq3}dw zA_y8Gf=0fC#1(fTFN(JzieR|4XAihWZ!^39gnN47FIxFvQqZn2p(!G8qu5BdxKder zq0QtAr`8QVMC$hg9O7$o()URP#lPP3h(5#qub^)<*XQ-NYHJt@V;`>KbKGvUy1k(Aj5&bdmq1ZbP2 z{L1|FqPxKTTj5Wlg7lJFIm-u)#bKt7EXkr&ZE~X%#>9J`1@u;El^`qW`)cfIAO2M* zrmX3sg2Joom^F>?!EajR;vqSCZ9ic?Q6WOVb6-O$!EDC=X*Lkq1L7O+^LcuV^RDpA zwYIDpD+d>?Y602q>BB(%!zLJQL?&2@pS{Tib49~_kIFSnO3c20>*qt=(}WzB1A8Uv zV5*l0al1JynxK59&#~Xs4JI-mjb*6Pyu7;BgpkPj)hw7OU1Eq3Pg}Jt*WRXp(|p~J zsp&sWT|}v8lnBiT-VCP&4>8VvS=cSE$J!evM6Ystj=e^oVaD|~!(yW2(1hLiW*PzA z=9bh__f*O=UOH7zjl&Hmz2O2fRM{m zs|CC7OXpfa&r(cxX}$t3NMX6sXSM2H#OgC?NU3YtuT52~K{9z#$9{H8$hc9!nRK>b zEi}cv;Kjn9(7YEgG9T42KgC=oXf?U;{}NVFF!vt# z@_{_=8f@|ji^v~P)oQCtG4VYA`qqD7;DpH1f~OXH52$!6@p58e-Wjf`LwGYh(I_z) zWZsZWqya*VR+cWhoMCRXY(82iXC3Ue-?XDs9He1+@OfGEeeroxv<5!j&G7{X20m=$ zfUsre@c?SRv8zCL=*7auhn%sYj^+(Tl|^8nF@s04^`XjP!CB{u_j1<~lI1R@R#@AhgW8X@7E%D2@Ck97srr_ImrnL4^k5nEDjtgTe~DWM4f D5T`{G literal 0 HcmV?d00001 diff --git a/img280.png b/img280.png new file mode 100644 index 0000000000000000000000000000000000000000..e369fbcb70225405bec17399cf59f47c15f3b62f GIT binary patch literal 428 zcmV;d0aN~oP)}jB3FD z)Tnv{IlNgcc4^F>I<$G|0+)p=!L4`!%pCfUR$d@b>$(Jz#NzKig&FXkCVMlzzB&SY z(!E)~{hLm7{?h$7p81vY-T|JcrcTbRb?Xm*Oqh1m z5A?uSwu$00LsDi$OJ3t1{=iEi7mOt^mc&KzJl)3Ub5_Y3P}5d_fI2+RgWXuAj7H?k zAo@IA>Pf`${POQAC?=cX<8Oro5iNrD`bAT(v(B5*e*PUU)^+bse_ZvqB3Ir$+pg@2EaiKso zs)(T0fG_7fviR0Mr})&rA|FlCe70$ua_29gZ8n?D?Ck99?9A*R#exvmoh5|kheF=U zKf7~RqpN}1fQZOEu@tIhziSEL<`z*i0?wBYY^h`wnahx$2bSn#p9drqU((!EBX8zRp3uZ8)G1f=Z{L`l<&bu#ZXDx;=Ahmx`T*J z%_|}re2aV{KXec`2SqnEX1zcKp@1!HEOG0?5tL7($)Y!3Vjj!ZHLlEF*zWM9c>!Jv_lbCCx8oiTBBnV^k z-&`$epx6s(ONxesV(q&3r`4Q*Hf?wvu)$garh6B%q>GkGEdk2557DD7DP3wJa`S`8 zC(>c;t2IyjGN-8qKp;k>CaHzW(ckC-iE0Ve8*OAm-NbYuiZqGdD6$4f*wfK#1MCpO{EwOR(GL7Pd@>cjAA;1IP-t)?9g*h@ zTe5)CZNj;4Cw7$=f*V)YdlevY3dG{p_1V+M!o{~H$WTsVD{<2xBf^SIzh}ckgsGhH zE!;%ERN9ur^`81Oza|P);UjHYe-`UtFFev9WEtVMXapAZR1(%G-|utJN+Jss@G~Q? z*sGSQ03x41rQo{fuW?4~Cwrew6qTxA2?+{Q3M zc-CsXxX9;yVo3q-hhl0Gq3j|ycc40bIrCjD0UX+V68c6h>#8XFw&~UVIu;^qErD0G zE{OV^G>yGvk}bSUrw_2hcgK7c`Jp3nA}~cnxQVcVIxzLr#arU~)wZxiueRnYz(ZSm zE{@R?W7a<^(fAE4(wSQA-$`qrbk%9tI~^&lPBVz0_N?b85(P665Zvw(pf!SR9rFlz z(hkr~REIf1Aezke)k4hX{~;3vf9LBbNipvW%uS>ByO@@!_=+TKtx!@BVu4FjvQxdB=)hkUUj(nb@OeW^dgq6(A5{pz4t*0lXN&G@Rfsl?aQHp&` zf|ewF9jWv?2GF>imM=yq?^f56)2NB0y%Tvg(d)z!KH17^T8_M&>~*5+NK{EI8>OL1 z=$j`rEj1#wh7?QMaCXVe;IK87TtLh$nV^zK*qwa~Vwy|{`$r)Szkdh-TB9NbLkdtZfg%VVDVId8FF@)`dmqLjl0QKg*lE$UE6c*~kX+GVO@Ff795I{Y?Q7?c_v2_;f1zqpVf-9Nv44 zOL;x!sVBFpQ)8$^b&N{g?5b9m@p&^uO^<9y7)|~pTheBSP;2%Mq5`$YPeH_9?j=w! zo083K>-KdjtRY~+2x@TxqTlBbJ0W;G%6 z)%^29+oAlWf>(Mzoz2yjzWF_7Z7{nrq#d5G7Ow;rp3@$KhEb9w9s=TV6c3UeNgNYB zEm2GIZ}2l^UY>jG_SWZ;RJ@U8uHULQJg z)BG8!Rvyn=I*0SMCF<9UNuc7KfF_CHFnsMXvuf30e&RzI=02Y3WHfF>LO!`sToQIY28|>M^0$V=FJAI(<== zg-e!@YMw{VBUX0rU~Y(S~^bd68gOMJ(fSqMg=6P=fF|)!gnqNwy*E#_mQIOxF|?e-pTC`&yDY z{2_p>S{V5mI~lb^R6@ILI5MM2Lc47^eqHY@zfQ`I zPrP3@*AmlKE?P(kZ4zW8Pom@V*V&Q`@Y}|Y$r$lo*v_19;g}yW$7{TC0TU-JlZ3X8yU+DawA`Ym5gNv6klJA5fS;}Tjb01l|F!n z4hbS^)1pabQk!rqOllRSQF(jAbc3lFN}kTC58v9VV>AZJ451O~L-l?*PU=LT4&!t0 z##C;kT5g2ePLwHXg$T$nF^vy4&lJ;6;PZB9ubE5qTHw!rP$7;|YsOBvpm;a`*}a)0 ztab^6ZeV=fD={4lM1gQOM3gMzEapYn(!CV6k{(vSm8Q?``~WgoxQDxIB`>;KWD>`l z5_22BC^J5q4jrCv5ac50KI^~cl0wVKKS921PnlUT(jP0TSFir7zMM>yqi=Qk-`7~~ z2})k|Q*+1qdmo;S%fL5V3V*_Q;`49Es1IA+=MUhmt%PbrZ(NFkhl(-Cz)8p7kc^f$ z%iXR5-CmYPM3oVKpNU>3An8O9w0ENGi*%w3Uee3h)LBiH@;askQyKFK`XP}ff;hjz z_}=+Rwc!-upBU9ONz5EsY|n3GD-aQSJqnhbCza zmt9^Is1EN;n%+w;m&=54uI`6RlAGtz=a5IQUOTS_1y<|zlXhR7+V#XFU5bIP9m;Nl zpX9!^uj}eDaKeMFHpe_}?rGNV-s~UBwW{Xc zM`mUGD?M8~Pp1Y1JuYA#RkOcy$i{{?_l^<%rlu?B&$04)_BvfNJ?`6?TSQ50s(CN` z-5DJcqkv<-nWF@zHC?X(uU5e&$&`T0=6o$mU>eiAkio8H(ss-vV26ImrDW*sN}|R< zKtq=67w_cas!&wqx+RbzOEk&$)t;N!B&NqQ-eL@XSdukd39b4U;5jV!$|CJS>O-J9 zxx21UCJKayvvPFk35-qzIQ6I<$MGTW~4atLyC7*r|{ z**e%LGhLdJ^v+==pK`D?f&RwTBDFfT-iv8QR-!~nOGlNm>6$cnd_I-86O&{o>O_IA zGK*RE>BtM*6&BVIqA}XLxX*zFJdt7v>U0;}F{7S^3(a+dm`h`kj!cCU9;UOOL7o#W zF(O+Nu!BWw0`TbC7VZEQc%x-hhiDDW6av=IFbQ5_BwQT^uCFqcBce=Gn?G%!uTXFe zneKARG4hijh&l+RfIly}^JaX~^ zwl!cGBvy+2*g+}O&Dcznlz}xs9==YHADIcsuv}1Hn3G*f%q43mQ^s&><_!rWa2(;&9aEG5AzD%FQ&uqPEoMb8y&sOxtqL-0 z$s#xHd|&_y)yk?J03A*`>BeK}h5e|xXhHOusLxb&&UhqaO-=FF_dRJtR*NK|z*)fa zz7lp}4Gr;P5r)f;hwlpN3?j%TBEVg**x5E);He4EQTQ!Dz6ZAzx@=vl>fZWJpI zKl9i<5SOl3iWXjlc9(x*O%B*Dti)MAsogBHjT{6B6mSU0F zs4+tnmTX7{BL3t+Wnh$80>3y0YsM(w?t`+#^r-y$3W<-&v>}>s@{Q1WkY|yLYg#-^ zouA7f9NdRE%4XV-E=+VP7?(_7RG+rFEZaX$LljjRG(fH}SizZWHdU66MpPeaR z^8C{=&n*CJM@kS8%l0!(MEeb*yoXFd%!q$0uZ5VWPzeIxt`N09w)?LrK1Zh@YT7p4 z=3jTMI1tlCxMF)`T|An<&0Mrrkc?r42yX3#9d#BkYEC8rw+K%*=lPDN*fxU1;lCh9 z(!qZ~;jbf*$H6{Hsd_v5$GL`~aH){-PKJUhV2bn2{|myH$3A=*kEJ6{s<2vxlr zoGk5kKy}iE#{svC@78Vw(m8T3s60!=x17Ps?U@)mq47bXPcRcsiKDwR3x++B6SD-8 zzA3ALQYmHQpZH*c?MA}zwpp>2Ite-ncVFQ zsFMkmzNUkEs5i`jk+#DbJAjOlOY_bz4f)o%dFJ5;`T9ZR!gn0e`xo*lQ%$DASUMWh zjwZ;DjHf3j@GR!p#>l5kdA8TbnmqF^V%cn-WtkK_3*Z}tW=yI&U?uJx!5f!<%htw$ zBl1cBqw_lrcwkT;b}QEnZXcw1+2Q_bcb;=TUf}OvQFLwYrvi8X zCREPuL0yc1(@X}`^!m{}_Q;*c#aN&sE6O}&n@aYLNnd6}b;N|)1ZWK>Km{e*i286^ zUS^-fLHW^&^|=zRU_AOuWdVXLYS;MVP%#6`$kGn6QAovqjvz=c5nP!jm#4`p36cg& z2}bu^lY}PTp2~V6j(UFLN4YCmfHvOQH;IVVjOxUmQ}U;ocuBCxWbV&2882dWg=9R- z+K7(UNFR1Q6l#D=Q0gl&L!8wMB&*mOayO;zXWN)_`E`@4U*@3cvq*`6Y6;+ zx%35;V<-tK7W=NsX=}RqF@aUlBTiO6`?iM85m%0(#D^qoyLiV1YiKdmZ*qZ`Y&C1X zlWqA4yCLvGDOAC5-?JtX#P3L^T;03O0`|v_p_sPgPV{kODq?L}iOg~zY9ecJ(Nr-W zJyFVsx1hx$4z!lleCfmYkO;z-V0;co1Ec<-0NReEIIHT8QLJkY=oOvOnFvc6#vFO1 z1op=~T!tn|FTtJy4(;S}rbmt_-g}j~u=&jqB$W~nkR{%M!hGW>9`T`X-FJAHya_8t z78^>5r^r&0;%iy(h9c?g;)3%060q8HUGSr%kO&ob^M+KP9eD;{)7;CtrCJ?uF6aD% z{IlY6X{jUNmlhH@fhMhNu@;t4@a`5FuFclBvZDv%_9AKNYhj)Q!$tfATk!lY7fQgi zSKkZVY#lkXuK-G@UF`yNyQ_D(6W3obY4iDyr@f02O4RqYb=a;0rKFPi2dj25gkv|FH9W^f2m4GO~m{GCtzHf}y9KA5e8lJb9wx8Ur zoAwPCZFDk^8es#|PFZ=Dzad7>U_?3T&XLNNoKwAvJ^Mz~Y}LQ{X?XE2k*nHhc>2)V z<7;G84=tAtdD@eD_4L8Gy%kd$mGv$;3Ovpn4govdj}DL#5Ava(4rOAo&q(fW4XNCA zgpLM0Qxz@Y(aRf=Bg>u(w&>kSJ@Xk-qX?*)=q_26PT5@nx)e0Vg$MgEJh=r8XQ+iUPn#P zBhxg)rMsr#OY$vQCG<}KH^?aY)lnVFf-e& ztrevp4%i?SvVwAbN+$*rN!GQ&qmL}nuuwCT2ceedjQrwri?DYKAyvt_Ws^G(nIps$ z_w%7!dspEcIMZ2w6G41%-u@W4F;h5)VkK$XH;quyp|E4G!o|c++Hl`rk6+0n-u;@C zi|Ay&0eOa-#g+S)xTc3(FWDaBH*@Ed33qu34d5?l@tg=t#*?qNF#czgpk z24}M@{>2yeJoBPtW|Dgt8g%+}>W|n?0ztk3>xX|w!ujE1WF_Ac6w@}ZyR}iJpTTxx z3A$ao3QtXW@eL65-FxI~)D`trQSxwU{yegeWK&`}z1Y7jId_&;w~3n-I`zkgL4DY5 z2v5S$_V*F%a5q7e>Y!%7EQfq$+gN_3Crj_7R*Rc>cGLpVFX2N15ViQ0CEWMlFA)62;d& zc*Sk-n=id?-Qnn+x091MTGE6L0($NU0vtFyIp0(Hdgft#aq_&1WqZDIZ$|9Tm5V<_PJI+KC5B@{6;N}V0U(>YL`z#U@!vey^57y(XFz$LIX za%4nxbWWB3MOAqL3>vNB2mnDCQD-_!3b;7(rH^?0+#>{naI`WD-`0#84_4WYTSAdF zx-V=8Mb>E_$**KpZgZGg-{y3FDS~UDtW*5wnIZzyi)2SNWr#degz#hvD@2|tvKdv$ zPZ2vc_1YVf8~7-4)1`AF-<)pV@yHu;wXxZ^GR4dxo=NW6t%OfQyBzN+fbW-0G$t4D z>#UZ6d-JX|8{2!$@mwQwAADCmlEzos{(6F-J-?@zDRN8^fG_J{262uE*(_kB|q2BxiF?4v;q<**pp!@gpyib$WmMFrZfZP*NKKN~>>ZUokHfX)6W_dHleN zjq7eo#^y$jocQ+MAC7i6(~#WA5x+CSWkP~zrV^8#3s7z-vLJ4{AkxXu1!&tTQkeo3 zBSROU+{lqdVZ|nAcl`9$QzQW%Mt3QsbY5oPRbrr~DN6rQa5GG`-V`O3>S%VyPfqd- zgh4=Qy6Ic5ItH}#*JEWKQvmf_fxGKkqi4O*4!jR(AwM#no}9q5NJr=hnrMurqrpX| zGqo~^1MgSRe+03eo_2?udDEm&D7q-60q=%VblEi>ci&NJ2ukh0)(qPuwF8H!E?lc> z`{_;;wI$p<=mX>j$O>Smml|)zKQS|20!U5N?oZ3tDy4c}>9l z_MicxX}g0DThusm?!@1$`tPwq1+Q9tB1G@MX~d zePhV8;gQ4&<&z_u-yB#i61<;p)T}XzbZxkhj`KOe`|YH^W!o@PMw;R~>2LYvDCQbJ z{sRO3Cb74FuM}kVOye%t7tQBB(G|PWLi%$ZrTDLt=Y<=YSnu<=`St*s1uyRi-M&ryr zhFn*Owf(dM7t(ovPnq&8?@UilG^Qt=ALK`ZHtV#n2mdhgeAmoG2Xlo0k%tUkF(qD5 z>KdhnyEUKzN5@LNox`iTJb#oqzmpw!q~E-ts@j~Y9>q{DocMh4LfgQ(ygcpf8uu7bex$cC)HZ=<4;> zm!TfU=juoAn&(0H>eC^X=~i|Qr31Rz=8FHZvs7-ecJ)(OkU_b z(Ci7%ljGhMPv@Q2A9K@qE-SljZ<|hm{W8NE6X0OifXh9TmNpvA58e9c{#mALRNaJh zG1Vow;cgEFmou{M^$FENM&>b5uk9AlY4UP&jZ~1Uzayz$JxQJMnbdDJ;K4ZN34o__ zUJ+Yr^ON)cdTQWl)bV2hh`Fv<2OSU5L?toKX zV(>@h=Xl>0^h*MK8CER2nfkhiS1YA`{i+S7^0qvJ(%{P?M}#hx3CWymQjnxNshXaTJ;nF2 zV%kO_ZG}K>Szqjv38?z$pT9AS9FiyL4_X79**7^!CQNAQwCYW%8dm~O=MPn`1hnqb zYS#%)U=@>LZ?+L-e^Ti+QB=JlVkS{q|WI5N^1W8XA*Icu_c+JNo4j!4B zwowj678-MTg~RX*ywZ$Eeh*1xDGA_O*CcW;avS?I&+`}AfOPu7;`rm9*wVgY_9V%m zJ~u%YP~yE>e4>L-XS#I;2c>3@rB`X*bxo32bm`VPnp|uwq_}(F_ukB5ucyGAOjYSS z&2KSEv&6|75-nR3Z9XdB_t|IP74KKqw*VVj97$HkMN9TYs0jJGZ?^dS_onM_ZFSP> zy_S_o^AuouPNUl~Z?4~JdaFBUABj~<)Vhv?Op73bn6GlL>JzG}-K7kZ>T4Tln2V?5 z##5C(&`_1zFGEen^A@AczHi6%dFG3qBpq6iOm%)Z*q`JVeAwV~BUZWv0rt<)G;fIa}LdCo~IqqE{$j^--@)tQ7{|PcZ zB-gw$6~kh#!-d+_uKC@r{4lRd2gGtCLROfx@G4_*tq9#7ga?wOYvt9Y1=L%Z2|hM}XalpSNw*)p#CdcAwRm^EYn)huT-YOYfM^jS zsF1s3rr#JJqxEWPX&#kCrY^*~@%|(EG&9B%WYL~1#k{eSys4-_g3&Dg&xv0m)-%t$ zuN6+dOvvW=r1XZ=Zy)Mm9s%jZn~MDEN4&41N0h9XUG8n4l(Qj61UQla3Dq*?{7H!f z-kWQbu8vR2HP!3>%#p-{6?+mU@n>BhNls5OU$-A#CJ{lF80rZ+iQURiDnjO4*s;dpw5_0HC`}KmDXCxl+JtKq zxfhnHn$Ck6?9>K+nmXNX*n{RMaxtp(=O4coJuS{hbMZ;0t6R}u-&gl=tn`Soa}*gl zDp{>L`?bY{3+H^D%^;0hrd)sBpY$O&x6#ACWQ|^D+sHxVQf7Hcx)P~v~7}NdCuJda0k;mfdC?IPfE}3 zuB?Si5`@Xje2>am`k{SR?vG|ww;cyT&ogwl1Hf7m{RT`j0;*G)++73J3FgMM`ZQNpn@En~D5 z!ugAwE%oFQ(5w=$H{x~-*i)i7T&p#}-5Q%+CQP`eI^x3m^&8Nx1fCuSTwDogFUwAX zbNNRE6ywofI)=OMPTyB%B{nrzIGBRzjA?^BnxkAA)Z#PnoIaue_V)Z+CjGfGtA%MRStRhoSGA%nw#%e6~d8YE#52Ml*DgdWP%)91G>0#2)LWF6f`|- z_*r?3V%$f}zZ9}} zg)kT}vrPC)TL+~c0`!imiJbPAG`oJbm1~N)r?2iZ%#$VpE5};=lE!ZLUALVmA8J2htO2koT`5ar zcPa%a${OGz#U|GN6>xmP!X4={NAReb(PD#U5O>dpJJJPWseRwjy0*w96p6GZ(LVvd zZP33eqem}e1+{YcTJ?|{*4SKI+};w)dR}CS?2O%MLkmm5n%3v*g#TrI-=jFNPH z6xCc{N3G6VXH&>FzUG$^hx99?-zi66al1zHNP%sDxc)EN^hA*YxrW>JXpEf znvz)p0Z-n5jUwS&itqn|D8Vd~`e4tMKp-DRq!fLg(OB96Iu9Vo4^_FtF$-Ks4n~a+ z?@s?aIcPNzGuOU5EA28cb4yr9`}W*q&Pmxo2jBj-G#)Y`{Q3GUYW#FR)Mxw|91a$(!lV6` z9Y-ZbbdgrK+u;pON9>OV+tE>?&c8zI5AfhG`LA!9z-1y&rbFm`>N-E^wZowQwkm zT}8l2gjt}(f&Zs`5=4;KbAwJ3cz!!J>bHT8V#|x#ZP3sFv!6`EDk^1sNIGnXhPF=R zmLeM)yIV49lIy2SQ*uiv0<0^FVLK?YPV;zf<;Y^lfQ^0`MKVA^5kIy=js)6A!pbcv zakhgZ>&j>h+dOJKz9f*@&TJPS?7Eol($TLMYlVvK;6oJ{_JlMDDLGNd!A^2IRkVMwckZ`4$$rXU$@peZ?lk4Ijt{~H&q zn}dJ$UH2*?4B4B_lCGo+4b6`&ph)1^TS7>$3qZ%YbaLW4=sOW|OcDF7!j44p99`}u zj}u66^VB+_tG;Mp~z%{PGA~OfagGuMebp zb%VUMbXxUus-r6btzPwAkAfn8 z6cq6zUvte`gCs&w@Q5D;Mf@lz;zzFJNc8f5O)bq8MRI{+)cBDr8yXJ-1>DTJjI1+M zFJC-zN#}u|;Sl6g+%C1Xv$eG$Ulf7EIQ_iv$dIQtyy-%d6HZ&DwXGmuU37$dQG^^T#(rrjvDUD6$|rd$$1PAdP6wX?mcKA2P+UHH)l#!-(-Q%6mY z4HVed#`lx69?e!6zVuP0F?gyR8?Em5z0vZ_QnohI9=yFYDyw;eX=k*@kBByX7YWoF z%9Z2)Zi>F;ai~D4E_C6#uCA(IZR1JZO=Ns=TTS5Vzf=9X zF)24_vS0C~urZ~GrbC26=B zJ-+wwvf(|qunS!dd+b{-t4&X?;_m3WnDH{f3+!TmQQp10!~kfR{%X_m6qsED_RZDx zh|xX=Z)Hw7e!6b@G+kR4u_G3Qw=yQr037wKGYpkkLQu}7L+2;!?(cnmj+>{N{_34I zq<)Lz%&dUVe@BOSq3L%y*r(Z2JPZI@-Jf#<;Oc;BZ(vZZ9_@X93~1>ne*O(<>Adbb z*9JP3zNXVWo&FmD^`kw|^s~Rd+D#TQyZ!3Gln|BI^7MQHwfg92V#)^;7bB<`DCg4N z_ce`6O{dj;{(x%ZquFJ846i<&`eE=^=KGr3C}N5wnJB42ygh zvrKML*hLD&VB1ab1y+u2x4{4B5f$~C%?wd;KV&}TRxu6b9^qXi+2mgM6PehuV3OQJ z6fnIX){g@AI5O!!TNjz$$jyAReWj3%Wdbdb6k5Bg>gUh%7gQDld}kdGDX?1ToN~y= zifZ3k$3qHiGl~_>FTmBk09Pxjy|j*p6j&_|R;mq@*71-6+l<1xS|A2%)I}Z!p^NnQ zUgQG)W>^n9F0R1Ju?`loJR>g$eD;jSSy{9FC>`&~!$aY{=k-LJ_J)&cwbte5++YZ{ z8MuDycwZK9VP#obO313uwzwF*mHGOZ>_WAV3{+Q#a$jI?LbX3_>k2?`oOwJ3j*V8m zrdMINZ?&*7?0@}hobq+wd@BF+WX}2JzX*lJ9l;!u0pFC&N>-UD$nlJH<%qESC>`%f zfI-zG7aFztVSW(ZpsZCauxx!N>lqs7bd^4CV zaxyW$-R+xGM*a5Z+^A0AZr_T}tl#o;JpriP?Kxqc(|?oZ->Ke;41t&)*Shh%7ZD|4 zUb4OH5^`~yxAJ&JLCX2VV2>dNHm#mNj+*5<%uELpfZf`_?C2NRg-2kFTbR^`TKChR zzs6*d7nA;Stw4bc**()oz;K_&WCGPAI7R`}_POfnR>a+T>+kbF&Z2{4?yZwEOy1L+ z*kC6lczSK82bl{gb}nf;2(?F7O*7`T;bCGkNO^Y6;rZW)YR72Y?Q78KKfpuF==G?h z8>f?j0gVbq*{8Bm>E&y*|E>xIglC3LKj0zk*)`O((_zYQzi z;xwg*0CU0msSstsi4W;5urStQI%Cy#ua|k(`U07mlALN*x6`|Zhiu_q%9fb|Gw(T9 zg(WvJwu~<8K~n061~sk{uDm`gL&;h)to%XShSbDxZdl(yThEi+*43PB_i8$dpYvLt zeG!8;GX&OYcd>`{%K5~#=#`Zm(e7*#xZDXXPsLq(-(Z&BaoQUgEr8wE_Ct<+h5|P; zs7;R6#Uakl{OTo%ONuB-m9Z)z9RI?ZJE85V_|MrlupJbiKaTqR3?@LirMEV#=8n(J z|3`<(HZvOazu(t`b;v%yUa(r}Uz$DA6k1s`iQ`{5b0@St75{;=Z(uqo4ynPewPD1D zcUbluLL}SFxP+SNhrL>OTzl4_j{LEOm1Et`m?<6q!kIgvlf!YW4~KXVYjuJ5!H7!ZsJvp8&g=WNj&+8gMOMHh3t__?vP?g( zkVWP=VjXAt&d1TLMkPs$y-hbDhnVMwwXAvrLakP!k`!1L8#@F%FdENfk}R4N!R9$< z!Ikeyq(U%%tk-nrdwgbAlF%wL%GI_is5~WlixwcOZe(ao@2XW2m3Jmt7#Y7*_@ZS^ zmj3Xt@61$^K+k*g0XZ@G=NK^>h*|@iMCBJz*%)}wM{nxQI1hTj(sloGh!CEUP*{&3 ziB2AoiAoaad0!wF3Cv<@USEoeAsL@X)fbk6mU*(tW z%+hNtbsuwJB|uBrC-;{(D$JK6^`tXB1mr(xgqzyRa!OMsH1D;qO6e z1`*FcB5z-QyEJw7=9GGC!g8}>d101y>Ddb^c*^t7Lh$)#%QDFV3BDIlNu=VNsi((= z*=p;9rjx5FW?fON3o%Goi-L_cfLcm{Tqp;8I+aAz!H|YKaO&r{rF%YfySWh`fMbbX zEz>UHz8<&-uXD;_?_-`tmcxRFjVMTbuwu7G3lE2UA76F7AO3@|Hu@JZBFsLnMeZ(o zl0+Jnq}#>I2s-z`&F$>Ne-6tzD+k}WqNB+cKWtBHFGXFQ7qh>GWTKCSnkN8e1v6f6*35i zQF9+wiX~6AD#Ef-VR`=8z`DueFks3cpx)9cTJ;!2jX2r`PN3#?&I9G7=8)(WY@bYI%jfxVwNgNj`(Rl4~mm4Wj^CbG%^gxRRNz? zifm5U{GBSv+rMj|el*LUZf8^n(xeK_j6pVHfzIj>*5Ak^W&4E2J=-+Ah>b7fEHTPm ztM?&Ep0q$HM`q{rin1m{&y*<2YRlFtBugUGln?XzNAQ;jED*|3a`_%4cZ!>PpzGU0 zE&rX!Sb!v`Y(A(%)2(~#598q^ot?6@L`+c-Cx!-|Y%3NQf0+spr@{yX1$EfRw%8v& zC$%1FStJhgek!3cMG=7~+XlyZIHr%I4MLdoILncKe$sND|gaPTmo4O(~hVFCD9WWH|${Zu3*lXbelli!Nf z2#^Hm`h#QZRdnx%_Z}drBCJaQ({nQ$?$chPz73BlvfKEQ$GzJ%VO0#Wh!fmj`*1T#pA9!*|!w$Zv~ zhRM^MB zj35t#`5M0NUG+M?9vg)-(ahy{un>^sUm)~A+ECxb1soM}izEWXiKqA)4vcE^@aKNi z7_`u!yHjn*y)_QAW(akRltUn5Kw3CQnYBk)ApxC3be zoB_5sJ?|WXJ@kBo!-=OjI5_3&-sp}vyOb*>=Sryc`M$0_LbZ?0AajkE3SUOn_f@&XpbP zF~k6@fi?l>I9e04<7m^yV`L6%qOtQkBs!5c>_FP`i%q%!XMhD96>^D)6^!6ob=dI~ zO{3SNj{bkp>0`N2R69oFZeN2={{bE@XJHr}1CYwo%eZ$<9pq^bZ#>4@Z6tqUh1Tpu zTK|Exp7m?uwd~d`dIK$rR_jAFH%m#0e#M(1mAgfxf)!z~?sZhWU1a9RWVxd(;Fa>b z5U#l?Q4%}Mw=LmLVO>p+2+i#`#+(%_vH-$0H}EjY3MSPBRFUuNSdI-l(FzJ@fTa zdOZQC-0j&XS~=%mX*vj2>ba#Rnt~znfv(PL8P`EnhiCc-81A>t`OaPV#hL@J&HkIV z&y{_mm2>`8x9gT7>w1j>nILdFzkxQD*RpdERmXrTlhN1Jy+9o_Pt=M9}A~C^QZS7 zK$crWo0cAHXHSboGD#n)>F7GOM{FMn`hup@Z0&-k^QwQ;&i1DIU{Y;#XN6p@5zYw{ zsp_8jSlCt1PNvYg+aI5QWV?HqFM%2E1(=PzGg%~?^pUfrlIt9sU^*MHYgyIYn_xke}(EPtXE*esG^ z`bYqmj|8KAYNkH~FR+UNMtS%0a#m>O8sQu)5%JKFx`A2MF0^^wownOqjr#z{kon7m zUC!w7fmqFnR$w~=O#cml`qAE49~zZLYnPjm0gaaHnMqD%{?sSbYu&LvfclW;z@R>) z);i$l+yJ;bVA>lPRI5kWg-*x4A@w0V?J+)wKR|xYy1iLC24~E-!<^ zy1EF$g!gaq;dW54$l{oH;$E>2cZ4dkq7$uPCC&i(pK+GLW}Udhh`XW_tzcPa06$y* za_#`4ow$FC54Q)&CmOr^1Et+o@J4ox46A9iZoM0_>n3B7pvG+lSNt|?g6I(}62KP) zTjUWdmM$eH=|fmlOu-g8$BO)@9k`^3`zgx)z6BPsH6lJpW~C3`3>+5ubw@y~0+u7_ z#)eI(r<-yaa<9=j`>e-s-q9!y#6?n zcD3M;{2^Ku`P9C8?az15Z*#{LX_MYZ`Ul&|BZ?y+wg3?`#fpwA0!NAz*ml_SfP;s@ zqz#(u!-6Pwdbb2|OWxHSR|Ex%Y!lM0NHRID2#SfOKrBj|v=%|e@sAuB@iMIl=Ei;SmQAP1ssGCE>tLNlF}uB_uj1E zqjKk25TNo}?Bm2DH77)2V-mXraM+vukSK9%F~N8cHa+|fGTG{?0QFn!+<8t~z5PJ< z00}*8WHzzKo_kz{VKIP(UJTp@scJ4eUt)2>qC$g@ryQz6bw!{dkZFA%<0n9Sx z*}3y@((28-2Xrui#=2X&eHfny^lU(q2itygicJ6j2;WIWK~&MlxfGlTVpAvq>?@$# z1zgEFLfJO>^s54M*i-Wpgr+yu`?)*GgA*$5T$(SlQG}SzQm57X&tjGg+0K}3Cqcg3 zORwMG|gC&EM3Vq$WEB|ldRcBWEoz&vW#WyGPaVDtPRF% zjUgl1Dl!bR6TV;dUDwy&=Xst#?(;nNxzBx_>wvJ(Dz(5iaQ+?6P;or%R4dREKj4KH?(R!y-HHsPpwOYn3Q=7)VaRh~tzz3<)&IRYckMP#*$RES}TN zbtzq2BUyK-l>Z{yicz)!0-C$WmYafcqlNv4#h4?*S|sB%m1;op>aL}&-gV-znU3Al zOo(?gdg1Qv*1gTaB~YvZXZrrSgqFS?%|5S+mTG z{?y4_-{mGp3Qs-rWYS0PrYlp0j5oIY1sN(@u3BT^VUd)LH{8!#4)yF7H_IWbLGe>a`hes($4rS$cIUC4Fv)kdh9puJ1iJEZ`~>kP4}pr28#&RY-7=Pfcs?K~Hi@v5M4TViB*6kH1_Fli<*g+-xkjPL#P+K%`&+8>EMH5R$ zExTvPy2@sd?yoa6)AbLTJ=+J16~n`h^uNuVx4s|iTOCs|qZQ;!;vqZhTfOFu-Yt)_ zik$4v{ZtgU#M@Xpe0>z3&*+vgzu}wX5lWB7xC2TKL+XgsPb?dynj4%#m$&P`8(aQg zKiKyi63jhYX|P_plJDEfG~^vnFeO@B(Qw`Z9K#)mHM?5yjQDLZrGG{$zil3Yl0;0z z-a5AciR=R2E&%Y5xK*Z)P&sXE0whi^M5Vs^0E!4tmz)4*fI+6j&}~1T-NG<+b;DM( zBt=S=XN@l{x}##%ysoeK@2#$NyM8MftMeD=gB`OrL&G?%MOcw8k{-}p-_ApT**s9Do5=MhUgIH2tsj#A3eY>V+SVj~LapQ@U!94I z*ZT~|O>#v>kF{M}@zf)z#SOL}%=Vx@=Nk%C3UxHLnpSE-Yg!RZezAS=WjpJ~BP?f> zZl9$Ri=r_+HOM7)apzSX zRIRG`;544MW|ptrob`3i0=C1;|Bcg5ZN4jW;ioUu=J07ULHF8m<>MJhK|fR{n9|5L znD*~u2M5t*J-wXg9W6CgYs!sPnvRF4k(I6|%C4BqR#c}{Vt1x1v;NWeK%Vj+Vj{~< ze@U#Fko4WiZ&IgP*wIoAQ~SU@n{KCQ;yCZDh6+My^og`fag=Eo?Cpdom7#*m6C1$3 za>J`8`cF509xS{UJN|UzW$*qu;m&E~Ned`|?3N`gXZj|996I}zP`+ckzj`*)ZIaxx z3e2$v%=-LNUvpASyJ3_NSpH{Ew&d`}7@J3VfE5r-;eRQ+%>ht5UEU38gm+4@%|X?M ze}-|!e3NIyAHbQ84`+*P>x)^sBd$)~0uIiL!tba2+0>I^32;5&VxDr`bjr>u5U(fr zwiKf9(EstsMYD=($!F6FJBN?FyOUA+0IU{2PV7`9WyZ<$N-|a@dO*A^cQi~8s5zP< z9EV0MY>GFOFc(>E$1b*i)dHhog24LE7AU3av(;NIrrL`|cx+ z3(<(K%}=?Hjt1+*aax>S>Yz&#?KkPm%drch?1lBaZg^p0F@#al*EJ13yN^`x1aRYL{2Vrx zWTgUt#UGv-WEcla0LNXIM09Puxm99ZXm$^mVyJn%CUY_8Pdv~FDf4N62EWK(1NtlF z7Z*PpY8~0GW*A{kzu9;#AOn0000mP)t-sv$M0P zsHmKroRE-^goK26czA4VY+ztuR8&+*NJu<9JTNdYBqSsl7#Iu;3;+NC>RHR400001 zbW%=J06^y0W&i*Hv`IukRCt_YV4w^~s7uL2gGca&Y@HSwO zMN@DItl+@{hB{#Q0}XtefNsV628O;D48Q&#CfAX86buId0Me0gHvO~HCjbBd07*qo IM6N<$g5~#i1ONa4 literal 0 HcmV?d00001 diff --git a/img283.png b/img283.png new file mode 100644 index 0000000000000000000000000000000000000000..ff2973c600ab853fdc9aa450a9321d2cc6603d4a GIT binary patch literal 304 zcmV-00nh%4P)RHR400001 zbW%=J06^y0W&i*Hu1Q2eRCt_YV88~LFhuzOiZHQZRSN=~P(=*TGtSoL2 z8wCRx7BH|v1TQ48GO%+JX#yD_q2U0GIpG1A;s^qf3mAC*|7Yl8;9!7yRTjuF5P&Kb zKo~%*?`Q@XCos-`jv>m)z{9|D0nTN<|Ns9328Ln~6CrBA&gK9VXaF+Hko2bU0Y$k$ z3RHR400001 zbW%=J06^y0W&i*Ic1c7*RCt{2RWVD$Kp1_o)yCFx0S89|4!Q`PbWzOeBK`z_fp&2= zf~(1@zoG?45&Q`qL;`{h;?T){-6GhWxg;$~YSIKM6!A@W-+S-A?=D~NfFxXiq={%c zRDiz~&<9{FJ}(7P9sx~Rg5r}Y)1@7-Aa*`tDNW3alu-aIgNbrdtSXMKnp#$X03%>2P>b;YZHiP`z+Ibg)y$OVtwsqnBc8ph|@P4~TTJ-onib-8Qz uEw4OWyD%-T=Q)xbkIGzp?rFAv%m&}(lRJ^4`Dv$WK#ghCnBp&^iyKkQRu@5jhAWC{1y${uRaCpy z6jek~R5XeTs*a%^%qXhHfEoj8Ofq`JNkRe%1PE>Jd++xFP~aPUwM*+HS+V2Y-!-y2k(F!B)k_+2 z*B3Ym7gl@?2V9%I$hX`4CW&dcTyyw>SILoI+t)n`=9kL5yF5^fCMN8Pqol)FfhbzH z-UX``MUmrVwc)<5UmL^7LdO9b)PbfWSWO~(Q3bEg=tWd_gj#O${1jG*B`&oECCj}R zD0&pxX16WTw}k5t7fIR`VA?3;)o!Tf16B2IJUC% z7N}5V&2i~Ay3k4V<<-i(4pqQ7wh1Rm-*n4yx1lQ(79w?baI~m@i9~EOM*ziZyRqet z7V}O={Q13IMQd@S5^^6&tMfjsE?_&r>k3_&$UJ`2P6BV-k?wyt9OdG39Sg>^~yk073KCIc1 zQ{Ksr0pxSzhMjOPKY>IWw)+ZBF8q+V1L)>AZX(Fb$U--DB=so%E-+9+&s}a;Bvx7% z9>$*+R$q@lC5q1%g|)a*)XGCv9u?O*05fy|zIhhK^bGUQ%wj7ip+9{a*`h~|lE{%#nn_anu_i=Q-*eim(#|DO0l-WZ-NgPLg zq*x-=x+;SOBk6mjr0@(tb5=55)aLDAExfJ}MR;V0TB4nkb6##&hr8RDMe95PiH|*+ zcch}$3dN2C40R9nP@^`*sH5W5<8hASeK$WFS6rric4mfyv! zv%B@jN#YwtIn}!-W%ZR5CULvyzFfdpp;`_caZ=yO6u_qdpDp+jn72lBcB?M=%Z5ip zZ0nX0x1%PhEqo@Ejv&BvwaVoyU(wZV*A-vCXbmYBjYjc7;BG>HuLI~NoOrL1yxPxM zUt#r$dauNDmWZdW?vY!(Z0mNjtmQ~~=leuR@6?kBy9jzSSKW=7tlUntvudu8VFf$A zY{h(v`6XfN5)P)MjZ@0oqSl=VPBg>hRE=)Jdauo%KpuMYK|dc>_iWJ*sS3!GV4?hU z0#~E75J?bt)A^}X`qyLo!7Pl)w`0as(%RNz{o&3Nc(@-%Mnm!SE5M4=x+eA*64$n^ zdSSU+m%nc_wQho6EM)cVg9>fIJ;r_d$GOmt!QEQ=Q7;wfg&=d@icz>ksVM{BW3`mA zcX(H#E+p&)!I)KQAiSOeSbgRG)z8u2Ibuob6g_BNDb4aJZy71i(;e=KU+9kAtI0JS zLi6>t$<+Y6j;Q5S3Yt7G@*wxKU%QI}UXiZ;h8`YCbk0$?i5 z=nZ>Y-K0L$$36ZeDGR((Eb2aA9kywR+#v8J0;r~ghzXtLn~n@EZFyfmXM$@o03W}j zilsZVjvz&~q~Eqw&V~y)j=bjA&)?j( zn+ZxE%LQ{}t}+WjSeoEpF5Ty!)a#)+|EyGU4nMZo=Y_iyU%@<$li=b}3HMVmKReD6 z&*fv$pkwNK3FM1Ucexh95|{@!lE;gyT%3et!E;iuk4Z*i zksB#kre60Q^l@_K_#fA{rENDf7vhO{q(WjyXYz}B*S-Dg9>X&e7bUFf9h0_gwXF)6 zpK|l;3C)XCC?IOa=0u6Y@PeS6j=2H7!p7YJLCSKfi%1 zU5(khS-oMYlIx4$YaDs?Xp^i>2P6efe>hw1R+oQMp|Adj-Byxgqyqxw(arR$C3KRU z-{KHEdKH+xh5ExR-fBvO8?9;ck*=HtO`K!Rl&6)ui6Ub z9~fg#j*FHC{t{2OQ8AIUERJrQZc9`yPL8zO#+6v5QkWli{p7R@<0IZv(t5}VQ%9yU z1wOQ%z&BPC5iI$r*FOb;2w$aiW%w!gX>bi0xq9*7&LgfTUJGC(NXuUa6Pjl1jL?31 zjwos0+t*E6x1wNr-@`q_7_^4uf!jK>{Gd`Z3y+aCuIJ5yQs~XLItQ7ja(5o{Y<;o$ zkfd$fj<@v{ZuO#@3Lj(1N8KM^;))(TgA5Z8J=UVMubUq)i<(y^qKdj0K-zR$sB2ft zZPa)y*#aHMS)0aTLzgN5rIb=I^)6e~_2oRR`4sAOsN+n%-l-$Zp|0|(G_Nn(w%qQ; zKf4&$I5KV4MYM;*naD_{@h2txJ3vQH{%G;^LEc>d2JIV z1?^yrss|+CpD!pz=iE#Rac+aFZA){aic0d9Ngw#v@RoaH(X@~FGTw*LCJU{!&obU| zpnxS!v+jtusfy;3WrRo_L7Go-R>B^RP;xgMLO%cJsomIMNVKtK>F!zSj<-}1*iUtL zWT>fY3f&rMZm_=IdRwg_vjeTY>EIan;Kr1em{Sw!pv9IVP95lc)J@ki(Wzt75x6m_&rRGP zmQhDOr1MdyE&+*1?8|sn)U|9RRO1eGYyOEaYPz8aut(sK1YH0t;W_9$Ijaw!B za@$(N_I=N^uZI&`iIP0UTQKcX{z?=`yHUCo)%?>)a)Q#0v+}>;vma*!l@JG=3!AA} zrwhK+P?T`};_rJYw{7YBew8owtnhGauCRWIhEm#Vh*sq^k-25j(JKaHQ$!1-rmd!k ze10KL0&TpwLTgJt#1b5t?k;6XH-KE~=Y^s=2s7n)=5 zylf5ff1dLBe4^M8%ZOesRP+y)rE0zIx$1RyY8nb1_uM!Dj+P~~Qqe)VE&EE8+3O4xH?!Vm zpR0t=+XgFpeMId+W>U1(qSZ%ru9)8!BjZ-4WxKLHW0M5I&Zu|g&s*8ZM|sn(Ly&G8 zthGh0`*o#B`>QODL8Klr0mMCAj9Q-T7)UrHw3lie1G1Ja3H}%tmPp(v0*don^pfD+ zHa!Dt5-r+O(7JZ@JWBL|LqJP|lok`NYg!2F$J>$ueJjMC@z)NECE1|gj%`-3@4!M| zuiOFhDdLETB_eg|@Fl?`aKffpAaoF#NeoxT{}aM;tT{nl=oZufy6{U8J}a*qZyx$J zi;uw-jFY+UfBgPfmcykk?~TBk>NgCdl-5Be_1;UHh5c{fLRzD zU4eW)Kg<7l@=R&X!q_n6jvG6F4Kw#pxPit>L@O({>Wi4^yY1Ool&FQDM@kU&@%y8{ zBG^Ctcw2+5$J@S-3y(=FbXm|*j$LdRZ@NztIct17^!k=s(-Mmpl62MzPrd?cXQTBk zeQtv!g`+%NP9m`_o#b<;~A`_#$8CIHa%ni z4mly`^?;9Y6WrHCEaPi$W|68b!3`6&&vAPRQEjtoQ97f|_;3#jNqqg1AgWLM zQ|XL%sLK;cMl)3++gi_m+g#XzwLZvRpH7{T?)CdtoyDC#xv0{~C2-^c$3!qiI-@$D zPAjF2-}zkl>ByWBV13G$%=rQ>cAT&EOgILry^f*>m8Uir)xEZ@z-cpgfp(ceVA2{` zbovDb?FRRVATV#duB&UcL#-_Yo(DySchU@Rq}guTVcmDaNUTx-j&a({MIv_SCOd{_ z-s8QGsW$vt+;yn0EBq3%geFbvlQHl>rzK8oP0Nk(*EIPQgwKF*RRBvq_!2>oY4jT$ z1%eHGrdjn;pLU}>wDZLwO1sD^QIap_2bJ3H@)|a%$(AmE^Wu?M4MXZyvl|AN+Ggwp zsb)oWR_JUl3fa#WWDBMwxUNm;dn5fz!~*6a{U<0;Ihr)TMCONHb%ISBV^~b+BRr9x z0gYD?m`Vp=DjhLJkOz5q;{B3JRE6u^9216N0S++@M0sh0B05hG2R%48S<)Y7qw3Kl znpxHZbp*j&)6q!3Y1d6K<$)OWw*d5$RFtK4Z3&T7^FlH-zmTb=BUU?gk+@_sp@+-z zPPO#&>Zcf-An3eZt}IrJ;#I*N#{~n<&fpQa?+V-}cxe^<;9D8GzV#|xZmkhwWQ@&v z*PUegLdUm}+13EsZO|q&$Y@!~AzT6621PVr!^6TQ;`6P?VAJbw_4KtxPEw^>TxE4X zH;U2i0Mj$-T{lOq*=zk76udZr^={p(B;|EYq<&Ku9edeCL`0@E>1xJVkQoD-oPmMj z1+dBtPiy_0n{sis5Z?xy<_382CiPAXcO_rwV)G8z06adCM<)7L3qIfuvCJ`o4NUsL z%>=ju3rt^trl&!@opY0Q38>bsK&2*XbiU%dl>iItzrb`IZ65^iNCERp1x~e6YYhSN zJur)7TZu9Ydk4nd8ULN$cft2GZ6_yyo}n@0br-Ewx>2lFwxGq#-*NHy2JEtU zkmg8>B~J7Y>)U&%6V>ul{jUqB^G$?YrrMs%ZonfjZwEXAr8rifrJS|^t6$&iSlXMZ z7A&zh5q(LoZNS8rTuuykCHYd;tPiuow6Te5D&X^2>8qP!8mz|(Ibxl#*5Cx7(lAC$ zV3IJQ@jHj7rz~8L6era& zuF>a>3CI_KaASeUZ$YHFjqWBwCB2HI)#*fJucu4^uKW7*s#mu!Wx>R7wlJfr1`bi4 z%zE~C4=8!OFAv-eDp6vA6O@Glu4jmPc?W;gDX7%~-?xNkx!M(*_i6>k%wXaQ9V_AX zN8#|n<$`{|t3N8FFhQaJ3CB$#Qwv5A$H^mr?usSbjLkL=E>2RN?@N{GCU5q6!Z>v6vE{odL0(S-9qh_DP^m|&+8UyQ@dm;;KC~cr6Ux^`Q5otLl!lx6p`x>Z@;&EsjwInUmN(;a-W%*Qj0-TGYhXef@Kw)qS*E|9p z#f3Z$fYZ}Qp5C>2h*4F*MdZ3%t8oRV-H4x};8)Qvtau>>byNxQT~e>ZMlIZHwOnc1 z=xK3f*-UpAue7yT`zj{@U&bZxIgr=BeXDij^8WPD9M`~n&3)aM?P2*Uan6e5SWDDn zK=O@OZ7x5t^CsK_^dIEGu%J-o2|KUy7M;!3mzLJ$bvn>Ws=J;kV$29fbc#pI(XZ!7qST$iChgFoK-1>496X9eO8^<4so(jT2~S)Wl`2$` z{v`;^FN^uvhU)6|x{hiiGIC8Jc5d3i$6AtDc+ohx%wzXgPgnGp>RSd~yn;_ilr!kC zSRQMxA#N6wq{krCzeMWtB~6hWj?i+HfZ4jSz`eemJ}4EO0L=OruFRvw7)!6d_AP{E zA>SLZDpuwZ6*P5Q>=%_dR_5V}&-KN=-KhF+Mc>Y4DySuu{M#9wQRb<5orguxY?} zO>?LDpY!uu_xmm@?BZ#@r>k00B_y{s2%im7P@m;(FlHdeOeq8>r$m9(k1!HjkN9b@ zV>4}UFw8)1Ag86_6S&Ahz({OkP3Z>Y_OQJ0Y>}oZ*tD41VxAdsEy<0$ERw4_DmN;) z6p9qyx}rczh8N>w(-Y#Fu*>L((Cj^H7UQ{dC7u|v=1a5YwvH91K1**#xzSzrZ1g=B zb|$coBptf?lPHJ^{w*rjL3(>65iCSMM-jC`*~sfDizLKBp?FN-r#SeW$5!tdUs$0| zakXbk$A0vM;#(Ss#&8~SX33j^tE<(IJ9qB!auYlvs_^%OSR86M220(D#o`fuJAY## zys?B^8pj$ZYtjaKp5QP&`&@~#Kk@w-Dg-u`r6q9XVd2FiF~K4msZCHWR-Wp~u++*g z;HF@c>(%O%{v#2$Mf;p}t~@TKGGw+YoR5HKOA!65F}#S0gQ)Y{>5esvvtkXauSC_a z-`rTHOBpDxyf;!SOUp^1R|4(O@!w-R#Er)tIYln?Ps%&UPH>pc`jeuQ1M;ik)8if! zYl7m5rMH}6Ug<>!r3YBp$Zb=Zw|GR0vXoNc1PjTRl1Mf=+_DXkF^^rVJQcqys90uv zrEKtFdpl+wGwpxW1yEkdBTQN%f{E4HDx%7^EB}Vl$DHMVclB)4@BGNCb*oVHunnk( z?%%Mk`IeA^#S~|n$ay|stsHJzzz{=;z%O#%G`{+cTG9vW*3=z9K3T;jpANL3!Wq?u ztkqMAAaj`5!1ao5E_`fJ8+Sf^-53JuCF1uU7dbGXidb;BKBAK5Q?4smyxcASy3Bbb z9q_vF^5s;=+VXDjtumPP;^L#^VRs|s1CgA0a;z_Xw9FBG{R&xAIaLKC&fSO{n^?)k zF0%g-@C2)`>eq-ei^KAO!bDYQUFZDEAmuAjUX+cs#&Doqt#+cmkPuhAQsW7=KC?b~ z?AzfCCPk;JZo$25w1Aml+Upt=e43Ki)1)I->8L|DvmQFEPY7FQ*m%8v?9bv>D^Yqh zBoSs2HM$=BmF>HfLZy0#w{)Jjt8#yvDmY{{6dS1N9? zt|fS6s)kc1+w{QJkjUYZFt%*^fkFjDbRJY_L1%FpL@@pHNx;h>s-i7Lf18@M<31I6 z-;b&^bgJv=XLP?EHc@;ml>1kq;OrvuwiAz-smy{@7s(S=k5aL|%v%nnJxeSW4-nTx zK$)-O^QloS+rxJ+*y8#0%*q?1^J(LCP2{>z+xI{01^FDk_k9$q=R&n;=iSh`=F_<# z{qgKvD<{^#T>I-*@bi77w0LMohc+Z{2wcX66D`+(`( zLZ>Ai4q*Gbsc9~j`e9-FYSBt;`x?QO6d3S4{#SFcI zG!~NOpwheBA!XWRI8`&>NYw3~=ER*w_p{Wu2WooX+dOpAHAsxcOx0B#;H}Jsl#Pn0 zUIH7VgL-MKt9x_k`V5b?v?IT^=5pgQM*H$d$242g;bvKF`9dG6_~vTHM+B)|dk zod#2(?}KAsG0<9HFgYGlvi3}Q8Z2*9`yl0MP))I}3>zf=d)Boykz&)t!b(#jmSWQi zphNlZ>k;Q7YOIaU6U4obybVY%?{XB?&XLm{lGJ)}8Dd+OIG~M2WQR(MX`Nj(5p&Ds zI8yX?fCVM*1$s}846kb$Zdy22-H#jc2XXwfL2cGTsRF(U(r!lS2f_&}3S6t7PoAy( zu$aVX(B_w6(Wlj?@ND(VljqS(zB_H?%QdG#X*|gnZ=HtSKJ5&O516(aQrWZ>PQz~7 zjeL2h;G@UrNg(sN>pe-C9*mkWvXC!Fnw=l(=4**QN%xKLMp{EXQ{(EHr`NW1Mz7D? zV|n;Y&!|@)dzTa*$Jz`?q4bC9WAE~eUZQM8D>%|a|JA;yZ8xA?ZWPD=^Z!TTxiu_~ zmE_BP)f|6=^kEe%o&j4oqB(9K#$oR8VF-7|a^%ts?FVj-pzJg#hz!vwjFa?b9{&Pl z_#B!7cHhM|m<<285BZh|zs{2B&t7}|7B`;|Xv`>Zqg^SfSod(CwQ z#Rs{5dHiMd%U4c=Qf+>TvicOB=a(p~e)+0id3)Vo;wE`p=YJGr-{sG1MEgi(XZ;Kr?k;x0O+Udn^w*RW9drs-SKwqdvRnr6CNo^ImGo%9v7RT;me* zC@g^?027P}Ho`Rwm{D+DZzs6g!!BS?;N5}Bbc~UApfU~LJj1PbLxc9?JS3kWCTnNs zIBa|GQy~l1tzru#NFuN^61~-)!Rx}V%sbzl>gv6c(=khXLkc|6Vc4oTeofqiuGO#9 z>Xo+Pg~WPUG%Co)H7TtcNYMC{`Jk9I)-|4Z|w~O-<12`VsofIb|E)B;5!{2ar)5F zY@4-nYb5ltPjNR$wdT0pV8`IhNwH0%t-j~EDIOP=+$}a>%fJ22vG@y4RC;j$KvlHG zL2|RlK*{ZIj)mse4tRk7_BecrD%i7TJ=PM{F=Zs9-~|(KL?>bhp`ZW&AOJ~3K~xk5 zn)*Y%4vtKHM}vPNTv@KFlb_}NqZ+s_()Ag6V^SH=3#Kv$!0K0OSbd5Q`f9!F{@g6o z^vQPjFn=zze}6pIR=w#kzRzeo0S7A6eBQ9T;vUr&KhJGgu-QIQ`L-M$SKgXhrjQEf$pM= zA}d}Nn{WTjb+vmqxZYqdsx3b5Qp?^H474F!%K@zZ(n40-MS#oQLk#-;Z?~ER!+CmW z-VOT;S!%OT>^~sN8Rnn#X7!nWQZ(;|{jLO4nfL{BR?WX$@A{XYLe*-doJ%8JSbg~O zyKeV%{JX{AE4Y#Yg;OmUV_Q*GJlvE6Z&#?zCjdF^_F(pOc$P(>%GWQa3T?lj_Q0%s z{Q|SMxIbL2Mqq}@>!qu7y_wOIeDPM4X}25sa&2)O=?sbw^GlaqaT+8|WUvE*GjwUT z*4w$|`Rm3E_$=k3?unS~F)pA!%d~EV2vW^A-+BDy!hrlRM*G_)oP0X zAbFRe{QZ{k5g0)+1-^0pgCBvCT&iyp*bP+RgIcw_s>yI;95BHdfA@6AMHjFs zRmPXVT^?gH0oNui_Z%5kydqMBQ+4+A+P0qQ8Fh#cWVb7hLSaEN1yRDE-&?J&OKbDO z-yr1^?Fld+XOxvy^7gjRa*=j+Odlt}Ae%(nLFVyYVv=LFO*`;cB4t`;*j93fVYAIG z`;5xJ&9@~LQr5eBzH_#{H0n~P?gbndR}{oZ#NtzAYKh24_>NDJDW4ses}0{$mpURM zw9P%=`6z+|&j@z#blm2aect$(K#$yr@F_ACaCC_NdURy@AHfc9d8naqlwGC9cA;9g zx@GykZINNG+6-fb^N7HIbX~?#P?8s8KldM&5t8MGDfJ%>W3e&j{D1U{z|H}X55Mtd zbZZCCay~fT7P*vU5g9U?N%tAN2qrxhgz`EqKF(8$Rkkw%>)J|ivViKf3v>gc(hX$) z3|w5m*>{RfI^!<&8N63POC3F%Ky4-H+1so7%;b)Hx%^7v1z#8;Sqv*waJDBQq zTS#E>xS6;HXg8C5&+0D=YDTm1rl4Uv5^X6_j5{`uftua4pZ%C`uIe>)&Fe0(DsC|A ziLw_TYAXad|NWpgL|RKA(p!u%Hbtlwn z?x??(3Vc}lLr1ttr+$ID<7j3+YB1_hH56nL4psBdSl9M=M6+P%41e2H7!i##Q#dSF zq(b(T$#JAIOtrA9j{oUEt=*!7vOGh96%u(&)?U$zg7pWnR9}5&xL)a>_HTX0b$^MW zS_IwqR=sYEAeR;3Jho3u*G%0^<`|abK&y&AEeG0L^|}i@0xdWX@~*L+e7RB5WQrhl z9C7A?F!~Z_E|`|{sS7=fX?AEe<;w|)#6)%t6?g)xav;}WGAswmrRwL94F0InoQGW_ zpKrUajQRVL`{ShXIAXgK?+|*l>7S;!rIQT$Z zhb;THthIL9pI~e0zP`(jL#0}wHEwBNZm!E88nZaA$`RauokaP}gs&UETt>*WoX=*5 zRudV`xv6)yS&$>3l<%5yJO4U1gde2+B`7=CM7PqYmQC z{q_p-IgSnRLvSbI_+ucxAB7Z;-X z3Tpi;>P7XTBiR%l?{&f1#f2C}^-=dF4{wjdK@IP6MJS%plNyy>QoAiT`r~)tyC=I) zt#K~}-^DCy_NK#qZ9hceRNH61OQU~cY#OEe^bIXOLQeimlG-I8@+3hMp3&U=0A8W8SG!DK#*R2cbBA&*7Tjnzk2M`&*FV z-5?MCM=Ex+@2*J5k4GrV_aK;_IaO#+JpZy4+q}ae!xpB0*9_f=f7yl^fsLBI zAMEknd*{$?UZ$ET_?!%U!xRBT-AquQFSO6TGpuQ5!?SEy*J4`zO)r!DF$=9p!UO-l zFR*r9%V1Z>99q`R<^wFlp&6RFWxhT$x}zs5eWeq6X*WJ!F)9kEcjfv5Ki}8N5~D!W z=!r_LJ~O)MEHO(nG)pVVwqe0!)f3@ROUyAL^R`v}Ms~*ErdL&~0bLF?23F&FYzc|^ zoD#N-4fajKtYgqNgKI1{Wi&_RX6}C*b!bg}Ye*3hZ3~(N$zMw$!L?&US^ZD4*wT9s z!Bv^Z(xew<+T1OiJWQLr^UlDy>#tZt^7&F+@>mk1>)hK#y*NwzOq4wS(hIa%t_<_z zt5zk}e>d8DItxfZwLNN|Uj{o?u3sL1NxnF2H=sNl(?07AjJq{dv--g>B@IK+ixw3ewt+9%(5!;P+_yqjho&9r*Ndu*kv#FeCmF&m)r~_ia>6Pw{^nMXrV~- ziACZ@TQZYa6*J6J>87aJAE85uzS$pZi`*2lcK9gZ;^HdwU2(3^&bey2Yyd$ARyIXu z1SH6PsXZ(cB5$zzpjyQeIRd#(9?bkq8=Jbuq><26TlcQ(u&L;@0e^@tGPw6)4 z3|YLeO1`2cT8Ss{?gt9%3fPp4KDKT2e}QjI8i_5vG`2jjoGIY9XUwG?SU>C{n3)Wup%M)LB?ju2cff=ywrbBqXstxOIu;lt`l2j5?W`$o{UOW=M zd33Qo`L(6*D(3oTL=M_Lnx?51W@U~b`|xX$OzyKAY4_@n<3$z0gPT&y zcZ8yOB<#N#2le3I zmtQ-e>SRB2h!YMdu2Spf{*F)maoHNUV{IWtj9~{uZ@*O9`&#dcYTga|>&|amB1)Q* zQq{``qKyv@!Jna{C!O0}l)UG(n~fh=Paq&v3zv4AfNGnHhnsSUX!{S0P(P;0^zKzv zmc2Bz`h*2{An6%rt?0jenLrX>umk&t3ZpNX&jtCib_y*N;=fbv;hIvnM8u$0ubUfr z;3z01q1|rqO8&mYv+p&TA-FvfIK<>OcTR?_nTeDKq&7qMxqBO`?XZ9CwGbUR;7+Ri zT6}HaFI(^t#}dW=ut;Sydb&Hu>fc2KB;6IhW-pTvP+HM0Z_T#2GK>4&HmC51{(g(Q|(KL^X7$UH9fgpG-JSLs9Xb=H zXHDb_IG}F?L-h^1ygd#FhOIyze>wG{`l!z?E<{xoI*4nnf5oS*;OQM}czq@MTdlwQ zDJrwW{zxs`u*BHf{lFV6%O$b{&3TxC6)}UH$BG{5r=cZ9KalWY8)S`W921d=BNlOS zU(FV2$9>H-w&Ofz7rkoTRz}?yN4-6khtL~Rx0O+^h!oH0^`VkN65jZrD?g1e=Mlyp z?C<_@Uv&c_pFStBy*p29bpMCi*^WW|L8<6K{P|?|DXT~$QL-$>%6A7|r+#``U#uzB zhef;^(E$J*k)YuQ2v{QWF%q!^+;4lVB1bNZro51_3k%<$w(MUPpT!K3dWx#Vq&Nn? zP*{FQ*oEXJ|NYGg!x3b<2#6GoA0XP2q$pDwgl&A0zZqefM|Rq^Gn{^KNnNG%{3V6- zamS$4x)dcpjKqEkUyd|8w3>cu6Vq}&;R}6PK07+C%4s2mEW8>`3D=Y4m#1(DkCZK_5FTRcK*$nW1j(U>5P)T+?$>(|e;WeMxe&wq3` z$g+UUBAZm3)I`+~dY;*L zAzRA5Y*KBEvicQ;$vY;Z=%=BENDm3uHBod1e|~3{75HW(+(Qd=4E2_d!tS7Onl5*I z&{JW;8CvzYlvs)e-RnJzXa>x_TKaTV8R8|LFOEOHg@EprhJF~fkE|4W!`8Y~i zFq5tSA)F*6#*auTLvhD4giN2@8}ILpL$PM%HSXjPt?tq;cX~E$WjD`zf2@w73@EBguGAZ6^!i-B@A%Gp z<6-a?CFFQ`mCrM!)bFMI_FZzF4}f1exTX(7m_cDyDi4;_Su-fi__bR)>f=Bi;uIMd zn85@(fxtk8ovKa&y=X(>Q?)z*4YB5kP<|6Sm=?UOUn0$eQX%ExcLMu z!{{uzp@*XafQ1yEt$um(JbKA@r;U8M<}@gcC;8&7)3Dp8ok8&d6R6Txn1Iu;+jb*g z-d{g%^<74C^rS84m8j-e2^1gbjJ5hH==Bw}u9v*6-Ms}+lDA9tnDUjtV}DHfsyU|k z;N3jGgmwd#6KF*cZ6zqLQ@z$MXYGcYg}K&OQ0o^foS%=Z8a=69mMg<&>3!WyUb$3* z$1(H-9XzooP<`c6(Ubj&R_nV2cv5`1li|Um&9Fy(2FjQj{8DZMEb!CJyn50fg}`eL zfx#6D?qP6M8uJJ5=1YZBWo-gYk7z5%sZPJE^n*e;2YD}Qd!ABxFt~uR4X1D&VRDg{ zbie84+%Ah@-vL%Z@<7XA%A?$M0cOl-4Y_$1L{<7!JmFE*lXQst&6pMPAQg;RA0%HMd0>w zIt8VFKak7s&ml(2@o}e>(N4XtHOAGxaEsZ}%4$ICmp{f-0JNeRfKPGsHwAo*skjxH za~(Fu5{uLE!C&lUuyK<8>A#@$(RJNNk9ONlhL9AayW(-9nY%i1DFQEWqga8r#FcOSMzTZJg{ zjn5VgS2J-WELr)m#m#ZZypF&%J_ED`7_iv0H^M@0cD^|le*w`JNd=1P63}~cvU_VN zFEr}*H^<^HAld?Z#pq5k!1v!kG%v~vW6?1aT1ZmEvTN}aAUoU~hsJ>jYbZ*fz>8<)^-yxI-L(*q9- zOMzRPZ4gB11f9*U&eYk(Qwl~|v+syVDs2dZwf5%yqF|oD7zS5L-gCZc5TNTO%yX)R zw=pmVZps&nJOBI^6_AyAJGyh}T`8pEbGgPuIwD-mfby-~^0WAwO*>x${+n zUafZswC#JN0wpJB+AqTgKM45S8+xRDykXTkuki7PRcavWPPl_{DjJnF(eQq0n{ z8Bw{-Jw(cjVt+~e#Q4g6WShASDjZxSYVZEETT8r56K#uSJ^uFnUNDk&i9L&V#h$Co zzI~crC4pKpJ<>9T!1DTco;@SP6jObGTR;FuEYR+RP5r??<#kpI*6aS|=Hl{FwXirw z?I8jF{;}$;%ErtdZy`Qdlqjn2Gpzn^;O1F>@K1SpkM;Hoj@mP`r!U_;FD}2Wve*9E zb9alTU2ois=mQ=+J?K;3%Z$7+sSI@fn57`{%{CU*;zO+uU_-4>;FMSMN#PYdA3e3v zm+ipih}iU*Hh_sf;K6ut%9H1MzkCIS-~kTwDbF`NrPX#ngbLMXpcVzs-y2=Ow0}8V zEfBw^g~rc^toiYPFentKqN*cAfU4lMSix?Q@L_^{qo-LzgJbg^7fjO zKX1C6)1Xu{ZG}Mb!Rl9P-y%VcIMOX$s<-tpT%^Ye7U)z~41imIP9qA^`g7`*UXvqX zG16)j-KfP+syM??)fzc;=mGlgOhx45veY){0VS1x&}JFmf~C&BL-+_?@m8K!|4Q(k zuU3tw%coHVDW7_!*NlbWnsy%iw5&~ttYRVM$et1P)>z-^8Sz-j7WVPd*be^g8C&8n z8GzqMvgMH$@zlR#om-G>9$@}&CayYiKi%*O_7@Fh0Kriflu1l{@A5)9&F3vfnx9zC zv;#Vz(#jo~Ly%+wqJ+X-_^?^Jm5Y`8cE^HfRb1&)Po#Y1HQ{!c;=>Ms@LHx2g<`sN zKu`IIyx`Lormd)AbNNz6A;MBZ#0vOP6t1NL9~Rumfu?5=0auhPBWlMC8jxIEpo3C8 zlPUs4GhF8r6DfFc8?wytekYR=Mu2FZ9B&avF~b!5L6ZHoCxU2_eOCazzmjNiqfC9% za^e#$);u+H_{oW>akO9yqfEiRtM8%^J=r{xMgAJw%jv#^OSBb|{d{*uBHXN%4*jM@ z?Zkap$Q1Njo}3ULZvi5)p<&JwJXMzcdOfZuQ4r|k6QNr+|{qnIX>pv=5JqNw_e zd{6Rr>9$pjk|kJ!o@o^O<;inr@aMN&zdRly71D{|uMOGTEOq!e;ragaU?!gzx`|mMoWPg`=4u(9k5;<~z94SIu zccxD0;)WWGYtyF29x5Nf3GnsjAXV>=^(0Gj|6y7X%nO9#^`$5N zXpSi_9mWNebN{SEUwfh@eTyGOe<@VP_Si5ze^&5O8uQ1O0r}ogr-cbxP&9_Y648vA zL8B|z`kR-Y;IuH&wdtVyp->q+z@47U-cQ-U8^%2sSHA8??r2$<6N3>mW*8KfBc{xl z(Zvn0qFt)ITi!74D^Mw#lb8Kc$tLh4$O;z{(~ci#`AJx){P;@}2$g>X;wQ7%;-14$ z?Szm}dHgGhQ29r&Lpu&B8ghloRv%-+EP+t@-;SfrI`p4f(~|B@VZCT#?D1A7WM`#c z!uGBDMw9q#k}S*kHy)$*Mv|~O{|&_@94QGW!26Fvn-SbS|D#<(1kFc-#M>rt-Mz@MdxNjKuy@hN|xO-|D@Z<^LbV}RQv64+0z|ZaMLm-gDdGw?wvs%sJJbOxqc{+hJ zC5qpkWopqfTxCVT9e2r~P=SKl!kBYE-RpLk53X^l(0-bEBnahjeo}l{z{hG1XBA!= zoobkbU-!jvBAT9nn`6zjOnorv!G~SrW)kg=yNj@XH|W6WOE^_?QQ@8vSmbani($X^ zsTA*5ayWkxTEBBkyUQ;glFiu-ac*VFBzI%kpTKSp76qcG?R|ds`0Hk(r*->2KYO&F zK$&*T{`0r69BZ)$J94Sid*gb>n2Az=QjO~w<8u_)DyBCQ`Fm!GM~c9%BYcs19b*Dg zG}p^ugB!x`3OWWGsDFN=S#GAnV*Ao@}#@x5Zou4m)1T6qIM~N)5tDr$G?`?QL6u;6C^M#Xl0`P3mtn%Ms`y}at@LPiy>L%Ho^}y+CkUdz2Xif zAJj}R_Q}P%4&(dSm41QGY#^_mePjYT0*f~7jAmS+IggTl!v4c!9K(ra)gGInbf@zG zk;Di(lcCNd-#FtJeo?D%do$G-0TY4IQ6Um^wQQ|;#;U4jIY8m93{@kI?m9YtM*FvQ zaT*0;{pOaN-?J!0{7~Z4+wR`matW7*DgqS=n-|&?a(6(U(fR?}3W|c4;=E{*OKacF zoADPADcJ&L*O*{@+fG;{Q0`n=C3K~1xv+_JrS}A=`g(C7NwEUcB|F`$zxXlpa{W>V z=6v&e8dfg<9sda-7!D+mE&I(ru!3A@EIXlvl9uyIjAQ@!xV@VDg8oWK{JAGm{F9eq z6qB&~L(@Z_ee&JN)TDgjZl95oT)VNz+<&l^eh#Cg)3NkuxDIIHO875Kb}CLei;-q; zI`y;*SMP{QzvWumy-A&d;UB@TrtJ*IHKx=z58@s=o!M$A_)4j^2V*;RTR#OVLi_dX ziQrI?CL*7&q!C72m9>9NpuW*%ODxb2M^{F)-HQ&XYr`+VvYf7~Ws+;n?$!vDn{u@F zx1jQ%WARi}igIq-wdd3H9-xQ)8^khrZfoL;pdODyJ@_`$2>JdCK3OGbeIn-x*rmtC z(2S-O#ZewjERZL9Cs;_$;A~PMCn}QT>l5~K42K5`XW5Fa!~JY|FX%HgC@EGso=b{) z|K#oFw=6Nf-Q*99hSZ+ne^E4^yIW-C7Sl0ZC#rm5zftU6Li;^9E8h^}7lRiX0z{J; zK2AdpjHCa)T~e$NwF?C8TP`CJCK~2d7KiK{Hq{_v$mX;1O#O~)^m<$Qn_}QGR z5fbO+d+pb{OZb`?8Y|^~{@^P57({b8Z9`M`)wagpMX&Uokl=FS>#yxYJIOA(U8PJ{ zuGUTghOpH3IUnJrIu{vfaa{D)7C7bmUJecJ)On3yC;dr@9(+MYXqCKD(t8kc2uovL zoC%}nOlaF!6fvKt3JtB>rHu#w9jX>UshVL}Viid+7P0uHnCu>WF-JKt2`V3kCgrJF zgohpc3%DJ8^I4~;D*0~3zFkW8;iKQ?yl2&1ZdLw$MOanh-u?vfXbF_7c%R(5=;y8f z((f>=d5oa){fkez_&Ne$_EmUv;u=zG1UGTI1B1+?Ta!+;Zt$ zFx&5-;p?9Y5y!B>g#_Zoxs&OwYVSD6NcL7%8bl6kzyk4#3bRLZTH=+>d*x8FR%W-V zN2%4KPmO&E%v$$}(({j59Bu>uZYAe9l=vh^)YK|SyB3aCFTNP5?;v+SS%sD`iMwqQ4HFH0bSVD@t{Kf=fK<4t9m z2cFLU1;m2^$o!{=X*?0aC_%JE-WcdTp1O)^IKMrI%s0V*_)Ck3xFLSC;6>n(%8d~_ zx2~Z@gzb`TN?pZ6ts67sYBh++9LZZI$WO+ZL@3kHc<^)VRY`3U%JC}nS2InwAf*D< zGnW)55LSFWWVbv8Nl{1{N?s5X7@2b@bNJ3TxnTM>MH=R=gB&&?&Y|Y>O$CM!$`IVZ zwnV)MtH%K|>9t_g9yCA(?Pq>oBhCrsDQic^IUxxsQ zqa|&d$ATaB?o#kEWW8q3cMsaMQpeA+%r5l>k?69^6~rl6?#8;@q>j_IOfeG4{vqEY z{wlbX(h-W|3icR6So@U%WlAU05TC$DaDj7eKwJUGSj$WHPV!K)*?{Dkn~iqU@lp|! zy)nzs-fzHaq+Xiz z;YO4oi#)o9kF?2+f=RxDb4%#${{5EDKeLFq%xf(K_qZ!+4`$#TkCRF0ioki8M(U_R z`Hm^qEu75q!v;W(0`qxal|fNLQ*kyGRHXU!ogZrgyas~XK1${)CHK{iqXB+B8hcI1 z=--&dqHU$VENjt=2nu3wkQ_R z=!6|4)X`M*DvGsUhHC2Ea@#G~r$)lX`#Kz;F}$YWQ#7JyIg%a3;IAr^3; z(^Y5#%dza)o&e^#MQ`K@3J{T*RlY@Nzp*3&(E|;P8 z+w`YfQC>?^tTjm4hIQjLjdxMz-fb5NsmMDGS_-dGg+)6)JDWa>0Dtchog%poBFy{R z75UWuH6LEpO(x;Sbd=`PJogQn-J*@y{${IJ#kZ1ZWwhs zznG-}kgnsTOf}YKjeH{U{k063eXqp9;Fo0S(>?ZIE#}G165gDj?6o-BRR5!LhRmxP zbqT)9vs6dafIMXT`Jk=U{IC6&ZR~ndYEJxD0lMD2)w>Z??r+zyWS8KqwX82{e`U)- z=6+qT9=KA-BM=SAS zt8ENkuvd#7KfNj0bjuHu zY~ub$m{S{0DCN$4_r`+S?#bHoSXAgJ|7NP^mS!a_y)PATDJ#9-xnu*tAh1~FIxFOo z>@!|YGR2*~PD9}klt)cm`%MMm`SC+>!F9`R6NY$dN%)UPBSlFzzoKXj!EB`s9E$lF z>EEvMt~1Wg2c=+(JSg)+b05O#yhz@I*cBqp%_iCEN~7=9aKnwAOL{Di;%S#n_2^RM zI=%r-;u`tqp;o$Vgx&dd+Ty#AC6lO)u)eiKu>(X9t0|FR=wDxWfXD&!hmDTLh~QOe zaE|*;px7y_-|X#fWK4z8_&}Q^f5Y7^nPvG^i*3%z944R~AriHDidOJ4>z}?aO(I9z zq08%%$TOV&jW*2Vde0q+VXH)W-7NS@uU)3_~Ej6W&&u@Mh?y?)AujNt;)KY~NqejrwIDS8G{# z=j;Axqu+%}so7{3n0sZgMY2vGAc$GHPd{-Un`9*H9!9^UStS2;sX%PPq}7&#rVIYS zs=(H^b<4(R25+1Sp+jOT7A#%BeWTV@!aev>(CD%mE;)<8Dy2lAlV((vhwoV*GDVe# zY$LuM-#^_N|KQ9i0}!oxkdE%K{ai_P!K1T(uE=v}OPSRM3KePZWE4@owoN(AH;M~n zUS1khHXs~g)0cde643i;g%&7ZFw2pi&%1B=rTnmZmf!9FK;f7V!Knpxm)?}=lfXSz z6cUuz<$QK^)I-VbBYeI-exx1y7FCoP@`g-o0?Xj|QkXFX1MpBKWywOMAXA_PWiVn( zM1V)Awd$3mMPY7Cna48bA?LI{jFqKJU&yMH0d%%pL+rp{IGM#uKs2#>TXf3eo9w{Z zVJ{Dd@M+zi`wGj0(soHgl5Wn_6J0&7sP5)1oq|O29CfE@HY6 zMVk5(6*ItllUxQkZJHk}3V7=q?jUJqXX=V&>zS97XnV zu6EbnS;pzJ~AHAI<%c4R$^Ugsv(v0pIQT0>na=bk2HcaIsGrxHSm|8Y(8-yWgWnsBd zs`DoAp!33fLNL79kPxDR4!tmpB>TtJk$Hg%#`6VWDV{z8>b(!-&Ght?C2~&HCEPFT zGQ20Om_%qr+SXHxBNouXXdS0Y9rLh_bUbRj!e)qz*E9NB+oi=;+JsvT%0=w3E;14(EVF+G%ZJDp?aVsex zyIAz5M|x}!D$PE+;GL~54z4I4YS@p{Aksk*8c6F8amkIg*8~M?T`;ES<^fs0p+hw} zi;kK*$h#uxd4&3Nm1g*BiI!k}wwCn#lUKqLoO0TJ*F5zvL?;{2()o$VHVj8F zpq})1d95KHw5x1ju~{paz%89_ZU?8wh0gZrvmQ=Qx~QpGP>Gm_>by;yr-Og1hl zB)O0tdjRShIyjFHU{(9IeNqz-AOQPM*mSw)*y@+dLgnSQ4L)g^s?S{xzb0c%?x{b~ z9~xqbMr3Y?r5is}uvI#wC3CeF+k4<_bZGfY-|h@?CiMMX-LKK~s%0+{1=Wh22W%QI zm6Z5?$np8$1CHcB33~L3#QHh2cxe`VJoM=!x>m}yzgh0cFMm){%$zh_m8f-Lf=B2h zQaOPit!2@`54Mp5av*|`!RHkixAd&hICkX734sEC!Gw9nqJe#xN!NU$!M1GpzB%C; zN1P~otkOe6{>SX(k8Dy(JaU}vdv?v}PTw6S;`KcsyESZBy zZ)pwOBi&wXFjAmk^|Y*%c748bi1uygY5q;UroZO^dy>m!Ny6`SybUY6+|C3@*XsF+ zcA6`z3$?Pqex!^e{edgOWUhmP$FdXk2VP-s&uc^U_m{K`{UiMGC?<}%X1LX++uA)` z58bM8EEIf4ryndc0XRnY-^PZ`ogsSZ>+xBaqL`kbQ;}LRwq0}^N=~8x->nU-nywry z*@(3uCnq7=Cjsr9k!MrbM2i0W^y3HPKBv&`1=4%ba(}p|4Gt_wOG|iy;fq!5cp_cL zZBkz!N8DTRI8BTI%GWh+T;zFr-Y>83=*r2;O7(H=ml(=ivZRe*(0s z2c5hI>S>BGMuh`;P7(ip=a+Y|bc8^nMHLXWmcz3sXoC0+4I5khYLvM)0cht#xr)M{ zX=vC`u7~=Q-hB(WOnMb-Mtb|BWT~6r1Fw+h9)A4zd-DQ?qjmjIf<03|QJxODLs4Ob zCj0f#P6r5v$WIq0kLTUw$+YKgW{N#0PSa3bs&-)pPRdchY_@lf2UOK!)E*Ywz?jN% zedI?oh9x4pjM}8NtLezGRQ$`8gZERddne6mUoIDehNB=5huN{xf2k1Tb^4ZZJU{XV zu_L3blQd8982*=m0P6|-?1(o+$~wk_aHqmSnWB1IQnoCHcKKbPE1CcAGv%lQ;l;U1 zs$%CNn;$srj#)Ro#J=}lPx}6uxe*3(K=wTU5+e>LIFrc0`uhXA#`uov`6G9pA7BuaI1(Hpo)2CnO!MN>7OaMjf8YP_aLNjLi}78! zoS(}?7fCb(FRNhT8((=}T+%pus#xVGK!7(eEGpC&XyLQ!z7;=9QFcSiyr+ic8%Ng$ z7%C=D`yKGqk$QsyBtFz$U8j|Q&OO0aBk*tI+j}n7l4odbf~OR4MF#iMnLACQDDfd3 zHyPQXXRsD(UrSIa8|DN9mLIM>0^~IsszX2EyZUs3i&r6GhqzUkpz8xd(Yx4{<$zoU zJ&vjE(7z*JT+d{jmvbOo7w`;!!uwv_F2L3F+(KRDqBS@Kma|tB)VIf(wbyWf&Dn~= zOr3%yxxR62{urJlCR`e^^r5@t+$5&fHpNIXqGc%1Ta&xB1EMIord1?lCIRba(G^^@ zzzZ%K9Nc1cV%lcEFORo={g{Z#5rR!Sn09v2^3zw4Y{yZX6(%%vJ(4_5V!M`X!EuqK zGXy7O7G;97rmnssO%+r<&LpYZDnTV9JnqgP4Htn zo^a6sZsRw&(_FG(LuzG){n2*gb+}4-g=Mm04RWV%qNhfAh5I_mi~(;s>|(oxqV zsM;g9BSZIi-68)Ai4fZ4q+N(I@U(5zG%g#&F z(m4$Ur?LWD-NkLYmWu@-fV+4^vE^wLNzg9!G7*%-rV$C#<393lC3h;ih0w9ybf+Ei z;o3JSDc!cmO}u~4M+hJy8wt{+pPRs~A=E&>shGj0jnk|ahsnt@8x$TZB{* zHjJO*t=I%HRn3|Eohki})oL4BTW_&lw)+vN z$Ms$mscKu@qBN7ID_@KTrOo~+S=pf`G_Ev5rXyd7v_;JZFDSKAG7T?PjGDH$DYWe~ zO)aUlp?w6Qe9^mmyUKC~BeoQCKW}$s z{U!!dRQ*8q%y}KwwzZ_HluK-M?c%HZZfoGB(uD0VV1Amv;uKT3F$)~Y0F>Y=9IhhJIQT8Jm2R0Etk3axv2c&K6@jZ-RZMG*cj;*@b}tsZ z>nzI*JJDVJlZU+L>H&0}BCT%mHJ|Lt#=_cx$z5YP}km;^axzzaq za zKA6N>U=$fNGXU>?r|xR^)&#eBNXAQe{t`4m9|NSE`e(58H|Q)9H#|@*TiHOl5y~I_XL0RRsq)@c&yGc+ z=_b6Fj5MiLYpb!}(lHx(7fxv$s^&%_lH43BGdwtzIT7#7=*8DtCQHQx=H~zUnSg-r z6c9A~SAIX}m}s?mhvmg%b`*Z&=@oppm+COL+B5&A4C|D^-(y{^SfqmSv~`rS=20r3 zFRxRct4XtBb$iLOa@XRmSyq{|Yfv2qDSkBd+P_+qDSW9Qjbm6}e5<|TvdBvEOSjaU z`b6o|==pj<2^`){RVB6FZ2C37V6dDjS##i$2JZVtlz|^i2+ZSxq5Nx_CE$s|`kv$n z(v9vcrHgGAh;WTJOC2KLNORL7c4;1cKSMGl2HtUB!%;tOPo7m!nFjp*o4;NT6Z?dd zxBAfhg+3DyOne*O4+hHxbu9}bi?+V=QHu_S7PK+(rjQP6)%6mzR zl(V73-t~77g!}7sTKX-s6s}}IVX9Qi0Xiq*d|HuXr^y-ql;HuZIz-=72b|=da@*&% zw!+E>-}*Z+F|9KP3g_uLcA`6N>z{iX!Banf-0?8P7sC$E7F3_8D!ul(w#J+me|@rPXEb@-}v%*H=L_*C&N8RY|k#R`6~r}Fh|a2)oU zjua2cm9M+RDXr15{ws&lL8M;p)wPx(=oYNj#|u?{i5-nD28WV57;2ZvU%(z*vx5Aw z_x=|Y{4KGZ)aq|M$J4A{AkW3la7LJ*5qBlrCHpXK(hqY{Sm z1CuqtR3l8r`RL3b@10YJ-tNIzSvXzAx%#Fs7wU}bSy;f|*E)UyBkiq2Z<1Xay7W6XfS*hcWQ&uV?eIug3iBUlZM$cYWR1@*^F>5N z`swBNoF`oqu1m%)NqI?Y+C87(?DB!v79Hwi#fV|~srx_avKiFyOfFuo@X)(!i^>)Z@k$qpz!#T|%tXkkM5t{+j6-Q_!3!XR!4 z?A_Urm=M8l4PF# z0qYUrV_J!y1~4R{TY>J|lJfNb;E_Lvgtng(6KX;63J>b28~lAeuQkNm$vz;YmZ$er zm&mF%@}!O220ShtW;(xZxs;#sbNhkiH#~pb?NqZsV%qLbP6xE_&yKsQTqTX*AR?O9 zev6;zBH}zqM1Z%C9(&b|yN_>AN_Z|-g3;!?`F@J83FS8=8AQG)bn6J-!SjDi z|JyZ22$uBDzQ5g9pgrN1*hkH%tzXPkEqM55@24c863sgC=F>5Z4O`?adOA?wYI(Ryd0ZJu;msK;}Wj}=1U(z+e~Wi`uEt^fU2pWKpyZQ2!*e9MT^#l}-GrwQx)2ZF1j zJ_Z%)j#&eAw;NzBTW#aWmi7lsc)|5ExJ>a>zXdMEpn&^GEMOb8-9nZha-UkSKjjpaVN2y)1keP6Zkjki=Qc?`-= zCdPeH4gra3y8pr=#j;Ucb&2E#X}_ou&KJ&2=FhkrkRX|gr*4R6rNFpYvW&l6^|nQg z_gxT-o7WeaacH&=32bgB)ubi^Yn?df^_4$NN)~=c-X8Z*Tbi&Z`ir3_fFZb2?>ys%k>=plo6zR;v>L!sV%GYg9izg z!wsC(cZRPeaTT)Gh|+cwm~s*tgwf?k3V4n-{gq~rh0kioT-u&^jrD=^3ZcZ3H-ur$ zDXT16t4{A%QEb+PedYM-#-y77IGL zNXC}nmB<@D4S!1;HpJ>qK}8;KC;tqmEVd~wH`?XvCSW^>q9&y; z$(2xV9^{7qZT}`AWH^&)&jdx`x9eq64;s&vam;0|7%1nR${IBIs*+Dmqfs4Ma?bLEq?sbikW=c5U=f*%1X4Lk?y;U7R{>dnK+8EW16nki(1}YF zBh7u>j@w!m=7&lnF-MW88!S)OjzW;3X?IEs?P%mb2PL9THQAC(y5;?k&45v+`vtg>#g)oD)O$W8HdHpStakX#*uXIYU`W-XcS=y{j)>^ znf#v(CC!?SJ_J9+X{1klr-7V<*Hkgqcn_>E=%ZxI+OT3-+vee`-I0@Z$xhKUE5wPH zXYMdlvUVI6Bd48&i_YgiPe_?T)}>aw%L~BV(pJA+`8N_Rn&SV;lxai;4fk#_PepEX z)`vn*@7J~2W26!xob5#o_TMjx&nEV@%l;iX95VU%SA>k6KlsLLQZ1)IW@-7G*&S+_ zZwr5tf5b7ARUUZD$rhfs`d-_7{FqwxTdF_&Kd{p@TgcmEub%`+d&l#%{vWJ?e#o;1 z2j1wsPpkcKrd2v%Mgq~;Ebv%c7}i%Fy|uG&f4!^%aDuK@I@pe&@YbVL!N0R52#h`5_YN$}eQKRhrK z=E24I!c-KMY-ZP4!%t;S0vDUB`vX05iH3;1t7j8;zx~P`<>AiRiue6)h6j9b&RBLD z{8sm!fG|~JwxaP<%9i__U|VzKmb2W!r#b8*zWFa=g6HxF4pV9`&&3SVkEk02W z@FhC!#bGtcN&kVdKFXrCtyprLg;dg@7A6UR!{UT{)_z}=$48kvEWpQ zvV_Ya{(CKA%rCMD6jMG7{1C{I_1Js?GFQ=h+I``S){(&| zxR<3hAd^U&`$+w3ONO$W7-2*LG$j`)`#01Zthfh%B>OG~vXeGIHX0kn5}M=PofpFC z{!$}5l5br}teVvscG!+3Y{nUOKnYy9@V-bp$Asm|1QmPb1;gPr8kaHkE@VNg96xy18|x_%c0$0U`Dwc;2TcB^8NQ^8e?tqw*N~ws)&}D+3`{Ex?Dl)F);0R+aAG6G@c7tq#O?^LU zNV+Lwe5Edg-M@l#^=>^cc^Ls1Hem=rLapF2#IL378JZqt}>|V4l-8i~GrH zZ~ozbDWps=XWF}+wN~oHDCmC4DYzB!@NxV8cS(WvDi}Y8~!G{SeU_|5B>qGyh)exD+0+}ZwQ*$>g-a{WF`FDjM z<`C0h?es<_Q_h)=9Mxv6n9lt1N8QDW%|WB73!NX_&cUG$Yi*hhgxSuXn$bLQ3Mgr? zo|BvWToh!y=~M5rZM(h5RP7Lq@Lx3R$wi%~9}E@}@(I4aN84iZ7+npI{3vm0@W;4g zuFHhQFY&EbXoGo3DH(vb z${B%{;v81e&?3?YOHjUYbeS29TGr3q#Tz#{AE)4&^?hYlj95x?HMwgxkFG0ER2r82 zBAA}SR)3<{y_tlq6mi(WekqnkF%$F3_#GFLjlH&U?(vr#LqPJxlubCkfkwxMmjS6$ zN-R`;WeFoWQuH55cQhjE(60Tc)NlB~1-1;L5RE`$YdQ{OryYBCy}jzInTw!;BBMQM zoH@HZkNiro3cRzij8!!SawHP1wt}%x^sj788nZZ*sE$JmUYM4VFfP)u|KX`S2D=B5 zDZLWsX|5qtI#ZOIbL%Q3cTsh}$}?d@-;^0lC0 zxb1A@#}U*@P-@Ub4}9vZO}2}y0Bb_)yMd_=eq~L1F;mx<41q?igzifdnIaj*Xgd!H z5HvM?*YLzs@FwXlwRmV)yO#W|DJ?ko1@?93f@*ut9w*D%Q3GZNY%BZioRZCq5tjsn z@O#qNPYW&Ca&JF9c!BaTb7Uc&=OgBYzpo@DktOTF4U`g9<8e9X7a`%h^L3m452M|r z>nK+}+a+*T=}AkEGCsvh&0gCicQq+EYFc$nw4=JA zTr=j~1ePV{MMg>EsJlqK4LX|$?uL@Gy*fl@4@_>D@WcMX=J~$+PBN9V~?bBJ<)iw&)oa zSwFX@pYlfE^W2ER?1QZZ+^a6ycR7wG;t38Q^ROom*o=${Xi1Z#=>ZMx;KDk%#EIvD zR6&qjzh*benKHunroYa*OduCBD)683UzpZ%)njx*R8ja#{f!6(E~k6wl^s10xMd1z z&2fQcnfaMjFwEqfw^*NWa*@J0K40+&CpaD+6cyQIAwBC-O=ZS{{S86yU;@h7NAAk? zq-JCrvsR*DgmE?CXQP#2>4Bwjb)V`gJP*(J+zK0RgkkGK(ht`h> zxVmP7oH|?7xT*s^CL{a-j)Nafn0J?RK^^GIVid{ip@oZ_5Qa3kdCJ2*5xVCizl}M{ zNDE!pKNDmr&7gPNa-y$$W?T`_Kpj|gb&$oT$A*irTPcg#-A5b z+b){VRrJU++mT6VArlSA{d8LP&{L{S#`|fxmYMy}e`m$aSdVC+`;?DppyJm(u9`-M z9_%(OL7}E-V5A8DERU(P=XE+pkb>my#ajdi(ST6L zD8|hcYuj)`zAUp>RdgrptVK`8$I&&J^s?9836#=lmQxMyglDFK7qC2Q&-&OkJQ0>0 zz>RY}1(~DGyUYcE+s5^;qFiuV5bF}r0O0Pt`vw)OC!(gOY4Z0izgNzO$Q(O37vpC3 zOxV-=85_X;4E7H|S9;s^z;F}{ywSH!Q7zu3t1fkA<3m4Q4y8K$gOg2I_%Kb_?=UTq zHWWV;%RBzyZ=dJn&;;DG#ENx?Wkqor=8OmBXYBgjWO7rY!JhN9y?PUNCQ%ilHEUjY zAUE$A%l)~lbXq%Qb6qg`)ue9&E&#HH-!!a?P1^VFf8{F&Q>E5$91uS;=a`fD6Z|{T zELr?yN)lGqa9r3&q8rI&iVN*GX9z;c3gVjNXj%Q1(B*s9Ffw4&U6L1_zE|l}#)OYQsXY@I~p)( z=3GU8T-di4borGf>diPaRHWfy=h1$7Ga8)w!SVgv`$!Nl|7qao00H@8F@K@LK5Kdl z)`T2Q9o4@DwqO+*c&Ywcj9<7@8og1P&F;r`8h%a4|>YmDcN>aBaXin%)31x~e4 zZi+;cl0#n%4Ny6i_E)VJA}qlJlDh#fa27UzW$HFyuJ7$=4VrS4^Xb z*vz`W@sB19@q;!0Tl>pHK9Wq~y`Jet0e6`3PYJG&`^H~|%zdK~nJ?Tjq_XMzf0V{E zc{=a%stw64mUvaW6%8cql`8f9mYI`(NL;l(lKBOB^JCVqRzTg)R4X&W1O&o|A|x7K zbgpp%>4KdaAFQvIWLF(>!Fz;AspwTCG)nxOzzO=EyN2+*>^<;;-cKWYHqmy3paKJL zA`vjrvC6hG4EPT}N$xT~XDd~~E7nq&J`kc=y=%Z7{N zZ`?psgbp;$mpIqDzhj?GxP5nrr;kxT2odvHwwtp?-DVOzp7jBZlly?(b;?0yjGQ9M zN9p&SZV5m>_aVdv5pjnaH(c1v=$cAa0KysbZhGYXYJk~E{y3TXQ_~C2iY;wk+3^z^ z{esuGvR|;w&33Ho#}+z8z*&98c08g!)bhud7cs8x)E#a7nr!a2hnf}5<&!GpHL$uM zQCy6)hK_ChPql-S_=PjmlrH}5bQy1zT~V^%{qkuZ|Dc&AM;+S_8ffx>0+cIQ*XvHj}0eT!@_ zrjZKd`>pStY{;sFV9sl3?i!qSNn}eIzWMcV*~_JQnXi}!WYU>6+7WJ4|2VKlv{>go zlzSZw=-ohk9ty+=Ad7h$6V?iFUfFa(UQX`{9&Tgagt&vS8S8gASBE7?Z1_T5nHwoE z(TVF~2_8sG|D#72LYX^jRRoCG>#bQZQN~wimyj2^ z?{#V+`IwPNEcfu?B&w4#EQn^QdG^@~xZkYyeTPaZxc_>C1z_KO@7#@~7Xd_|y2Pwb zKW?0uk?NmqxP7STx}b!#0I#3GXOIJI5dn?j+Ul}kco%%BI?(IWHIL_)6h>y#TQQ16 z2h|gJ3gz9Hp>Sz8>M!VFs1)47*NkW zQQ?135%aJqCTTgT!u^D!SKI6Sd%(jrUdOW(6B`LWjT5w5IcfkSLCXo3ap_1zwmY$lm0^_ zz?fKtz=tQ^folC9XAM-<&vR4Lpz@Km;oq4_H#mp8VJ>aUT~(q7N~v&4Xa8BJQr?hajdgBu+eSxVR!qKK2KX zP)}+#lW2}kUXkY4pEt#(P)-W?Bg`55i|E=j6;GXz?@rM++}n_i{EjBkCY`*oAbS6I z$v@gr5E1580Ps((Rz#nEbG$k`p}tBnlmuel-&efBV~;A#x*dWrSI&sIhGE# zTen)%B0~xT*Yrn^w-jx*w%H>pb;^5Y*|ehnVuE9@JxJXiFCyUhipxk*H^49{tEj@s}UB%%-cGG#KH2Vede z=_w_EO=()9U}L@3w5D_}3nYw#V8;`zr{5fIf}u9K4RyY}FylE^eoO&ZPU9uli$XUh z|B)51)3+SoF`_KKrK)<8k5YcwjO+wjinmD1OY({von5lJg#9JCJij{l+8EpWsN%Rc zU2|w@gNX(9W9*Tv%~snayTe~uu8T^DJk zH~DnklU;alMSrGRZ6$(!vEiAhPYd5~XNA-&hcQGCBDd8vtyPJ!A|v>f`+S+WN$f z7Z(^zNY4S;L%a(L0=luZ)_&wf78shr+y5o@6Xp0v;P*}GMn$v)ARBlx8YI@F2-ofq z?0aS)AHM9iEMg=Gge0hDoH31>UIv=HQbF3 zjoKu(M?igJ-hkRG|6?=}{jW}axrEs_6OlAt2o9jP)-QetuG*DqJ#4@i1IbrhG;<;7 z7CU?9UZV|mWx4`Sk0hVML=r#> zW^oh2Mo#nR;g6@V>v#yd#jCoL>?VCxoBO;z#uh|>9X^-S<&bMXq&RnjyEo8gUP1v(e+oE94nz&2@PLqr{DRh=R z9}KgAliC`7Lr6MSY{jXHf4w>FILJ*Ini-2!+;{I%&CifgM+8fCqb- zTcFA{GszRniSiJYWyH{WoYv?01#jym3(y(Dc{F8u@L$@qI>HO@XN`u@db;Qf6Mi3Q$4DzlkBsA|{Za}QfJPFEyiUuHJZ&P1N?|1}UjwlWLM)|^m-&mV z_GyxLC4k)9DDAlBb^ev-SR59qFI}YlT4M8iKFOg7i`0i=s1WiXz!)lwbPcVzd6lJ` zxRFxrDrlqp)UKtZxgok8EWu%DMbO!?vx1MIl?L4rNMVPdx zP4sAYucbubN0G$O!ejL>4xY4 zJ~ac)dhbVD0?ifLOB2l%>YdZgzyz#d4cqC`gsS#I3tj(AS7@$)=b8{w!G&+#mZ24t z=PIq*90IV+t7Z!mO4CyJde5HunZP88YE@E%KJk~dFKw-~me19#wltJhr^-`z2H(6N zg*~|~Ny_c|qk^x6@v>@Kia@lTJKfR)SUo)a;>F6DQSr)viVDe<{PfLl96Z0jwNKt zuR*q-L1~{>au`ycJ!h>X(|oK{K4spYeaLTpc>=+O-f@iL>n6Whw0(BL+skC>b7RHR zmOSr|{40^1ey7ecP4{`t_+BnlzW@fn1P|cJee4(QYqz_cVZG6O5K{RtW*QU|Xx-8K zX_ladP?*)tN{4>bH1Q19AVF@Sw8)@M@n+A>a-nw4#F+Mu%c~~9ll#n80Dy&h?sk`B z$$fY#A4X5Zdj$~gx3dH_cwv5xmOe0EUj=`!04juo6D8{+r+R&j&Ff;^c=Np6T5c;m zxld2{afN$%4GW?ZE|0xqDuSJ?eDOVAfD%Q6!;rcbaM(R=_a{j$dUqBS&?8>Ub|Z=Gg-&V4AbeOgXrXUlO)^#GSlGthG# z4ztjDOliPN-nry&F>a=4cPe6L8%m@!IP4k^ z=5RpvjS_#98b0sjf!^2|wt|w6YryFI(?gxOcNvFpP^SWv2gK9PGb=u>S_s(b) zo^65#sXtPJgEKh>yvhSM+Kbvbt9kz>6%zpSgX19(+`e)^0~J6FxF8am28Y*8OCJ7N6mwF$I3 zH5Of=wtZOwX!dJA+R9W~o$5@3GM{N^UqcAEVAsyVGXzCvpw|>0%;A7=NgFq)g&Ob*noh^GEJFDZ_LgS~`PoG@UrSXz~1S^~Ti zZH3=~7`#e~Ot_zo~5|>yC9+NT3tw z^uO)Jfx~-B4bg$`AzF7c4V~WO5&-H?bg}Pc%i4trD@5v1nvMdtq;=~Lf~BoaCC&a5 z05H>@OUoFFkF-QOk~~^T`vQ^vZm;gFG;Ah|;vHSQa-4+vIX`{ltCQ3nbP)b??{v7KE--qIamyn23 z(vm`y(zrVgrFC~=%)A>=EJ{f$ISi$wl^ljr(n=0PDQStR=iPu}QSLoU4nsMnl^ljr z(xNj9&c7y&x44{?mXJ}gQh(bfLgVQI^{3Z`Xv9}hE|1#OF@$nVi^>EKz}50u*Y)vw za1A`+8hC0$*8yE=1HI-j??y^YDQQtzS$j?&loD_EAqCocDQNzrIi`))b6_(tRl{~TlO&!}i43GUrmgA#syB55u;O}`E9AYI zkuP+4u)a-qlxJ)9Ax%kZt+qgSvWBW+{e^Ocygz@n`%}z;86mG50M+-^W8Q5_NSb@k zyY=9?A{e4RuHRFv{V36zmh)({hp)@#15oK`onpE}rh3Zp=2X|n5>KhXD7Inmx`8_E zXbc5)hx|AHInCPs{l69eQvHgRMCD%=|MIWs{$Jo}{=fdqHGrT0);Vmtr_?A0000mP)t-sv$M0P zsHmKroRE-^goK26czA4VY+ztuR8&+*NJu<9JTNdYBqSsl7#Iu;3;+NC>RHR400001 zbW%=J06^y0W&i*IP)S5VRCt{2ls`+uKp4iKG--2C%-!ZB1jJQz7NM(~AE7u4c67|3 z;AArTE%YOFcM0O))@&j|`;Kvl=Orb7d!ex)DEL6&-XG7se=fNIO*z9Aq}5>Pdfl7= zuZOl!NET|{MwJBGwMf^rPZ*TkRL`{TmmO+-e~KI`Y-k!z-OO@0>ml?a+7@A0V3YIM z5YsV9SV7^g>HbNJTl@GcS~kxOJX=4_O@=}O`20-LONXesRN z3L;UjU@qSh!$jAXxd=9xMQTLr_x)1orqPS4pZYp&WM-9{YD)Op3`OSZjo>ZiDrWZS z;UpP@&3)i?o&~l%j&YRS1Wj{@tqg=|<_GL#0nh$6w30c5gJ;mFFsFesyO-~7W58L& zROQ=`i-0A5jPu7VxSK_b7hk@Ku1Dvbp%-;EYfj@Q%>OF&1rfHxdPZ4f%>V!Z07*qo IM6N<$f|PyG-T(jq literal 0 HcmV?d00001 diff --git a/img287.png b/img287.png new file mode 100644 index 0000000000000000000000000000000000000000..d930623b178ab82849d1e69e3da3267726796d08 GIT binary patch literal 301 zcmV+|0n+}7P)RHR400001 zbW%=J06^y0W&i*Ht4TybRCt_YV4wheIDl6co#y|*59RYCixUa>F}R#OJdFH2j2%!e z2P3;EKNpJPe(ZXw20jqxGHaSF5LV}harysn00}skg~D?|J=?cMa_Sb2p$$ZeY-7uuBHRHR400001 zbW%=J06^y0W&i*H-bqA3RCt_YV4xVV8n7{ZkUl^_)dx&Q5`!KNDUtv`7LkUA2@-w$ zj79|vyP+a{yg-uw15*QyseYab|KIll z(+qimISd61`~qMeKLhgx1_sUv-UbY^a20IFI4Z!LD-0ii@xcUC!Og(H@iqbBjwuX> y7&z{KVd(prKY_m=i!B&#Bi%2AR1gl+!2tk(&3W5f7@(T~0000RHR400001 zbW%=J06^y0W&i*H)k#D_RCt_YU_b`{KQIsk#Hb+=e8A6Qvj>vW2e8Xh0QiX&V&tE2 z;KPRo1qSX7Fd? zMO-%=3^p+6134cUE`UwqoZxN1Ad9Mqf&IY+1`y{HR1q-kaJ)@GQN+Lgj{(P<#@>H? pe;YXd_Wz(#5MWV6RJ4qE006KukJwE`QjY)t002ovPDHLkV1hi@g_ZyS literal 0 HcmV?d00001 diff --git a/img29.png b/img29.png new file mode 100644 index 0000000000000000000000000000000000000000..0cbc48037633105dea31f2453ac4bb0bcb8a39ff GIT binary patch literal 214 zcmeAS@N?(olHy`uVBq!ia0vp^+(0bL!py+H_>*flE0ALl;1lAydGqEKD^|>zGiSnt z2`w!x6%`dZIXMXl2_YdN9v&VxHZ}$Z1}Z8l5)u+TJUl>6uOd&+15%77L4Lsu4$p3+ z0XZR_E{-7;bCMGh9;7xjF!RVO@JwT2GdXbLz=cLVHYQGS35gjSJrx>{u&~7~kdm8V z>TssIv7yRG;o~+@kD{D}3YH~5SZ}B^Xg>R0%B9e5xK`n)3PaUf?(GqBXXAn9GkCiC KxvX@x5)wQ-JU~saB2Ui)Qj8@*e!&b5&u*jv zIlZ1Pjv*Cuk`oj}YbsV8IB?*NW1`yWG`3^hD};F7@JmRT85n$tb-sFV|G$35%xTG!C3+Yb>i!0=`*rKe Ra-hQ)JYD@<);T3K0RX#TUk?BP literal 0 HcmV?d00001 diff --git a/img291.png b/img291.png new file mode 100644 index 0000000000000000000000000000000000000000..d24a8f9724d238299aa264033167e9e3af0e4fae GIT binary patch literal 399 zcmV;A0dW3_P)RHR400001 zbW%=J06^y0W&i*I4M{{nRCt_YU_b@@4D&(ce<1k4fE|1QOZ>;DglvE?kRK15pW*+9 z`VZ0vP{scv03}Y~$1aEv=0Ou??3i$%fs==ym4TCofqMf&b%Vf$3`Ty2MI4Nnh7huF zL;-#VqZxe6ngYDs%$f}H3fyqv|K}O_|1fZXhzH`TaAAiXiY!1y2UxgqnMlCC|5yOk z)AB$AY@WmpJ|Jg2LVya2nKn?*WcL5L8zlctWaxj!0Ho?a@cnC8zW^kF)ntAFh7An* zyaEg$3Mj_wpbBO&a8B?xV30*q%)oGgfq_>6OaaB1J{Evk48UZ^@iqZPF~|Kc3>ra+Nfus#3)002ovPDHLkV1f}Xosa+k literal 0 HcmV?d00001 diff --git a/img292.png b/img292.png new file mode 100644 index 0000000000000000000000000000000000000000..77a4236b5aa94b62e9102bdf8a6f052667a19bd5 GIT binary patch literal 248 zcmeAS@N?(olHy`uVBq!ia0vp^`arD6!py+Hc!uSEC6J>V;1lAydGqEKD^|>zGiSnt z2`w!x6%`dZIXMXl2_YdN9v&VB1_mlBDiRVBJUl!=9nOsVcLOQLk|4ie28U-i(tw;w zPZ!6KiaE&%3X(A)2?-CX*_kqg_#If}g^tQGJl}hG8Kd+A=QJkE9$B6uu9yJ6E*>%2 zE$j}b!xW2I#Bvl4N=`^%Zf4(7ARG39PrHJlSD(irpy_YyIi@#OKUf-$_)I&>)5Cs2 s#epRt_`P9>tjzOy6EZB#IuCL%2p4;(s|A~{1UiDj)78&qol`;+0IAtb4*&oF literal 0 HcmV?d00001 diff --git a/img293.png b/img293.png new file mode 100644 index 0000000000000000000000000000000000000000..ec84774d14d7b9f0a6f92a8c092ab650c061ca47 GIT binary patch literal 172 zcmeAS@N?(olHy`uVBq!ia0vp^U^WXg0|TR|+@%FT0j&U^5ZBF{H?LT+V#0(8EiEk- z6%{!-ISB~~At50i9v(I}HU literal 0 HcmV?d00001 diff --git a/img294.png b/img294.png new file mode 100644 index 0000000000000000000000000000000000000000..4caa5668d2790a36dca5c4b6e824a6f4bfc121d2 GIT binary patch literal 395 zcmV;60d)R}P)RHR400001 zbW%=J06^y0W&i*I2}wjjRCt_YU_b^R7#Jap2PndPUl>?`6h8x2z|O!1BoY`HE@GF* z1l$Y{`2TPpU|?_vU=Uz{*a^0=fLIf701iwcP6)-s%kcjHH--y9yJ6q~jKNN!t<(a1 z2<8G1!GYqT4RHR400001 zbW%=J06^y0W&i*JCP_p=RCt`_RH1VXJTY;JDJd^_`xKY4D>>hq~_$PN`V>8Lmr=`D-mEx9P;raT=h)| zrMP7Fa-U>M2+cAQXb(dk5nEt2-~zep1M}Vj#LAL0WGP087#pk*@*wxl2$OX9)4R_i zv@2=h`s@ z1X_au_0&z)n_dkFKGrlX3jbR+wLRa3ldn&pc>ATZ*xx%xmRQVpRMbVgpG+jvxOZ2W z2kFzh5i_64H0}*#2d>)8OOnFKAPl>q&jhKG38e)ez|E!*(`K~c(LxCn6h3YMnr>t} zh=z~He}vjOf5b4RP2iUZD?h?Ef2oq}m&DxQOXU0{yx%i5u(vDKzL$R~X~RzFcDR}y zq9Q=J&CQ9=-TJ8-_0nr`8NXJ*WoWQPz$K;h56@-RQLkDjN{3i-X}KI^D#|CTofRc$ z$JQ23OW|&!&iN0w+K85`Z%J!K_gp!5B5kJ+Z1u{ODWf!~qNV=4&;cZ6LCl>qUyT7a z$0_zJ8mF2D*4|w;>BC!Ore?B!H?HOgnB0rRR17}dSO4|e*Bi!qqu?*YyrPO@-m1O; O0000Vjmv0~1gITI#K zXlZGwsHn)v$q5Mw@$m4lv9U2QFi=rZk&uw!;o$-5*v@X=0i+m9g8YIR9G=}s19Eaa zT^vIy<|HRDG?w#AENIBQxQLafX7$pgtP7ZGPN)blXy&y^8L)8MGdQb=F+$7v4h e8t#M{j0}^nsAZpi+qnv8FN3G6pUXO@geCy32S-}~ literal 0 HcmV?d00001 diff --git a/img297.png b/img297.png new file mode 100644 index 0000000000000000000000000000000000000000..db6040f6446b26962c754d87670e9bbe8beb5f40 GIT binary patch literal 383 zcmV-_0f7FAP)RHR400001 zbW%=J06^y0W&i*H{YgYYRCt_?P`ge8F%X<6y3279Safu>bfJghJ^+c-{0x^a9lAeA z%2aVrku=b9;tL{CqgzCS#KX+)>4Kp^nbmmh@z~xqU~tX}Iy8s6NH~+X^nQ(0MUnh! zj0gi8b35(bM<)yZ#Q{ponPj47wGaC3ULnO++ZFqmSxy-Zs-h}%?oI149I#>F`V|O4 z_T8HxT2 zPUev-;pZsZQk{{=XT52B*@PR)Keo{+ZZ$W7SR>;&CG9h6mQ!0vmtRj<-o@9gXd!RH dJI+I8{00+VUf{CWg3kZ|002ovPDHLkV1mO+r1by* literal 0 HcmV?d00001 diff --git a/img298.png b/img298.png new file mode 100644 index 0000000000000000000000000000000000000000..405adca48b1c7fe2e4f6affbe090a17fb6e84b25 GIT binary patch literal 631 zcmV--0*L*IP)RHR400001 zbW%=J06^y0W&i*I^+`lQRCt{2RYp<+aG5ZH_NCXOjszjnNm0%1vc*Sl{0y$xna_AR}>AK!cLuDyF5P!47T6+6;; z!V*eaZAKuGw@1YGg(!ygnE_MOV&h~cxItHnozTN!h`gRBl#@#i*Dx2Tu^1eW^poEoIc72lcA8De5k2!dfcj`p3t7Ol^Q?jkfu81yr7DqXz3L0;d& zH9P}4s)+YKo?V)S9507xG|foOYauOpW70eC0a{^&rC{q-o&x$u!4i)BU!_w~?dPH- z55R>IlV9$Vu2BLR)o`?4ev(em!#m8E_9wNqZgD-yn75uCb(BoK8WXP8Eq0OoHm0bG z@#lJ$BV5`LPb7F`7zG3`Lsbk*c*p4^nR*RW3hEuvb%(l(ehYdl=C}&JY4vZBDj9K@ zLwWV%G!fP2&<0;kVN|N3(e3_`NIQzWm!0l$$x@1FRhBSDY7FP$sAuf|9zUjmgh@RG R=sf@c002ovPDHLkV1j6U6@&l) literal 0 HcmV?d00001 diff --git a/img299.png b/img299.png new file mode 100644 index 0000000000000000000000000000000000000000..aae7f57cac742cbaadef36d6cff3a4a378df91ff GIT binary patch literal 371 zcmV-(0gV2MP)RHR400001 zbW%=J06^y0W&i*H@kvBMRCt`#Qq2j%Fc^K+)}~fXPvS+$2pyqk@!$xKAP8Q(^eA53 zKpdeXbcBvjT)=`i6=Hs>HEKa``XKcEB;S`W6sSe~q}i+_Uj3ODIAt0CX1J}F!XIGS z0c=gzsw$9M0Oy7BdSdnMYI_bB2)=LgImnY@$fueg#G=R$J6co7=?kzfdYq?9J1AU5 z%A6sk0jYFszL7tb!yDFb!`dcTNHQ?}vHo--kXWgm5$hN6_!%_Bh95C{6Jw=VGrJpR zyjRShgb@FXd~(h&RqTk4euVZZ!2I#>Ml=-{8#17gNW+fmh9hDRW_9Tw;tH{KEJGwC Rh+`1o6XLpg^X3&RR?L|*XTpRD zEiEk-6%{!-ISB~~At50i9v(I}HU@x5)wQ-JU~saB2Ui)Qj8@*e!&b5&u*jv zIq{w@jv*Cuk`o%3%-Gs^d3fIVB=B`;B_tFycy5ws2>!#%v!X$GNmpYclgFM1jZ7UO ztt(uDPn6m{;-g9XECo+~0@Y|aK}tHpC}wKAwNu6U`!yurDm z!L2bvtc}S)wmO`_NB%)V!-YKpQg6~iW@SBKV*Y(=c24no2OqYorE?nx^v0000mP)t-sv$M0P zsHmKroRE-^goK26czA4VY+ztuR8&+*NJu<9JTNdYBqSsl7#Iu;3;+NC>RHR400001 zbW%=J06^y0W&i*Hz)3_wRCt_YV1R%LP@03E0R}i3a05OD1qKFo1BC=UYCwRUA%G#k z1*nSuHv<;~ki(F`4l5_M85oK|Ot1jg z0>%y?y8*~71MAQ?VAu`uN*aR!ko5oem|^`os%$0E<2$ Uj(X+r`~Uy|07*qoM6N<$fEP z6IxnYDk>^+a&i(95<)^kJUl#XY-|h+3{+H9BqStwczA%CUPYds2c#HFg8YIR9G=}s z19G}OT^vIy<|HRDFom_Tv85;+Xke@mmXMG!Y@OJs)MUxM-)oM;fyRe_|L3P<9b*<# z*l6#d(Wjs>Tef4jgv7u9{|_8J$(C}u>FCcTp#fL<)eiI@O5XSX|9|F|0tIGf{tmN* z^kRn;;e@tlkDPbXL;lMME_l@v`kpJHQr5lns%}Z+?R2di|wo3@936%T; PI*Y;6)z4*}Q$iB}#VuYZ literal 0 HcmV?d00001 diff --git a/img302.png b/img302.png new file mode 100644 index 0000000000000000000000000000000000000000..aae2ce5f246d58367268b265f81427a59d61b55f GIT binary patch literal 1112 zcmV-e1gHCnP)RHR400001 zbW%=J06^y0W&i*K)=5M`RCt{2SIvtQM->0{bWc~$M^Co_L6ZnANG`dwo<1~!aE1OUhC#POTp^9TV0uyQqv#C2igd;$+WKXH8^u@WCf zO!SA}j-VC|pq-CpR2a&urP)MS-0OD%4<9&dKt~#We;IBJd}fJxbVy*ZAo>pi`nPDP zTRbhwa8X`+XRwuStVxC@M>^y*uboo0NaqTrW64brcpu{rvc3*R(gB?}fUdCm8Eb03 zyIsYrGQ|a{q5qy=4lDBa7~H89GyS0`oO)o}rhVvnO9jHy5pcW9VkRRzj`#zF@XBn}+H-QURq9{aTfn^#w{X z&@5|AEN%g@v_oC&l2xwAYSN?AR9X+2m^+ps9?k|inPH9+={DF-Wlc2*KK4&DGIGAo z_!vfWo+RlQD=MO$Tbt*6(FQ!&PXtk4)}vGgT+)2f%Yw;j98{x4jZ?9DX^KWX?$Ql0 z)&E#@gTYa=B^rmJI*hg2w^&1QoZ6k$1i{MWSs7l`b2x8H#@tZ(EdIBH<<8e?GFETR*b zK~(3V|DoExu5U3_>+|v`pf#g*IrKEretmEbuMl~fsy{8(qZ{IoPSl699%K0t_NDhg zjs6MDduci@qig!Y$Le?QUwWpK{x-os0&@6^zd?zSLla_dQVuPEc zgdvdxBD!81Y^f9t;uLTN z-8--Ge=3gxgL3$JIqayLs4Xi(EgFLgQKua09vaaMyvDyIk7?9=Mfq0)+jEP)RHR400001 zbW%=J06^y0W&i*I`AI}URCt{2RWVQ7KotI*II%Ht>cmg*(ym16 z!bDB03ML3*Mr7(r2h_33AE;`n0(HX!VyRS4>Ov*L@$TZ_bGV=umLl=#>E+(td*8i# zewPCbxNsMMXa!6fu~cg&H*lK+odl_IwTeh-Tj@lq_xl4YQd3=E_AeOjMXh3q0i_g3 z;yG-P-OEUQ23kL3-~F}}pPlc;h$C=`j`I>R-Zlh6*I93@CyqP8fF@!}$ zY`bU+k@$8L=%KEOCw^GsPYku9!zNHE`Jh#fn@W4iCDwda8oD8stZ<#mDFjEFhwGAZ zT<8xGvZX-z%v!xs7tx*IUyAi_6yx^6Yc72{fm)J}=HG>Er$fK?ZeQ6}hO`?g9%nDq z^GTYMN0Rwe?_5_qrPc!0WaKmcBRGi^1LjT6uu?P4mJ$>C<#7Bb;fy+djGc41*J=H5 z$nhH_4Qk*)xm-ULBF9U#&bBXgn$3e<*d@D9Q5k&iN6b|3;}ty|aY@6RW-MdbM=WVH zTUHuK?+ZboUHwSXv^_Zah$cs`(&ew)MAJe&!}qA9;WP65TGo`S`zs9&uNaO%vU>jZ zSYxq2IX&PFyaZoaN%P{*S_p?33%RJo09!j{@q*ElgJq*LU3w*V(Y-qrPJb-^9XE>f Vb0)+jEP)RHR400001 zbW%=J06^y0W&i*I`AI}URCt{2RljQ#K@|S>M{ef!Zg46YZ$s{QfEX;|WAhEJdieM@C4~Ppkc3vTtW*|)jFOxUB=4Osefpsd&t2%lW-| zaJ}3fK`$7$RYWJG-Wu)+6{4<_ZU-vl$n^|iHEqMzMX`O!WOJ?QW>;@Oj@kvV=fcT{ zJBd12ymO_qN~Z(@U*v!MC0L=Ou6zTRJsd+Iy(*mOE&l|sd@@L!?)De(V;SwvR8CL* zA)-%OPwnvC=E1y!{^zGhuFB@lGsIRsrLwP)CLhbfRJ}sMI;HjQ3?uXG=O|ud*-_aF zWNy3%#^WE=7kHYs6@3FCy z&GCa7-Reh3D!eN!f92b%0CNb7a1XfY8$ev1q3B5Fgi<#^M4k`Pl)U0&6`)OSTSeLoCy;q zw6wJ3-VDMqX!OELlrVc?4ZHdgxVjJdslwxK!KkVivVA;#5 zQ8YJI%B=N8gKp#B4P^|~OcPF?KA>>-z<~lr9j#pkWRHR400001 zbW%=J06^y0W&i*P%}GQ-RCt`ln=#TPI}OLZRTKdMx&d&6cNA_wL`1+59vLBf66#fv zknIsDZm>sCLPVf9({0QDza;zXo^J~Jz1``yq@QJ5mhGO|CT(2v?s+To<8dj;Mg2ik zyM|2_(V>Zj@Sj8FM7IH)qA6+7MQJ(<5UEp3T-$XYF6w;1h9>N&(#{qHi+rn4kGS{L zBueX}WzY~gjVBy{MJE}tzK|Z&B=)SlF z@`?<-L;CARb6;y7Ts#34dr`O?$3D*K9S?e;mpO>WzlFI!r?NEC(?c&#zLW@p%P!!> zljiGLMkcflQ!eR~yU%XLc`Zh*I?HI{Q_eZX$flfydFG);kECcMm@WvlPf_q(7_}0G zO@4QOEu!-0PAvp5D#ENOrdYrocNPl}9B`sZFm29MV8^GisK6cf z*0ti|KdRDZVHZGaj|7}g(~Rq4o5^aA8`dzT$LA=O!~an)&w52GnVF%+X~0Rqv6alN zX^9&`$BnG9#0|A#Ho~6J+C&rKEF5Nzt0woDj);S@`O%H-ZP$bM$I4%YX(MI(ycsis zk1f#m*8cq)NO=io6;1_k{eI-rfBtE9u|=F{iNly2^AM9^*YcUGt`){F8jL9Coa00ln%A$=- zoCFc!P6gjCglnezLk)LkafQIi$-CkTcXY4{J|hlZA9P$nYk3!=3lYVuNJ(q7=`f)c zf4Lud>Ro;G2Gek9!2OL!-^6E39b!~ zKuj!ga*nnXq5_9j<2^jhAE9kY6s-i!Rydz{*Kkq@s(B0rI~)jM z^kB(qf?0+qzOdDN)E00zla}M865LIxfYU-Sm#K-fOSrbfHNfrG55U3l1UOWM)r}Rs zq+5;W=}YqW%3_H)AGU;(MmYJu;ADkU#(B~I3OCf|)NlnMhGG#fVF3Rej;tn5YMd8( z7Flc|--}B*PAlBZNRBJF-|!;t&A47-ifaAAP^pWmW6IO`@#n3_lvF`)y%yfJ!aF!v zJ)XXNrG`~Fy^4GM`PJjkzrJTrUN}XLSBF}R*b6uxX9!OZZ9g)Hmwh3`C(aL1^R3LB zv@f5)Tl@20Ce9+xYMg)i`+>0a>X?YT`??|ElyS1cNx)f&YZ2Ej;*@a5y)<9rM^_k# zX1%cZ^ni{h#$h9j(-NnM^9m|lzY&ck5hsL;M~+Y8wDIK{f;c4+;kw*XJKGeNIM%0H z+6p&Q@}b|~I0jJ{&teJR{1iBwI13`ispIk?aoWhlX%G>v0WQ+eMh8xkh;ZV#aD{V?e?cI8cBN#2G5Ew)&XLXI zSdAy^^|u6%6S&r|5(EzS&*MBE=;_>#-wQk{O>ZjP2V@h0>nFAqG%HI_Ze6~U$+=^B z7w|#i?wOKSmp?^|F*snRE1=#59__5!D#dS1hDghn9zVOVC9wL@$^@38)91qPmBCu1 z?dfYSCo82^gGX;Z2tL2LP)tm+v~~WRMQcDq|EPo9%lKFgeF>rSGu(9V|On zsoZuB*#TRu?S%-PSpbWok44C$--Rt%Sw!~l0G7^8@hz6&&FjD-Z)>D4DsD>=yAptD z$Z}+@Ma;^>|FLtz)&Xb>s||4FTzHdpi8T{O;T$HJXrBs_=r9Jk1(&ix5J?F7PXpJ^ z^_JdXL8h&oyARwrceXU=C%=LSGxv0^MPSq_oy(%QS)f#q4Wh_mJ3b5CI`?epbyi;T zJ_+1A*NhIoiN&J4w)@78fW;P|c#JWWS)$}nFklhwig1rfK)Vj)zR0Y0gT-g=B~Y)o zmV^aM_y-AF=d!5#O9(6U%BQaQ&Fm*&QJou>tScRx^9*cO^zaV&*Y?}53xm?R@h!uL z&Q%^%&h3GJU$Nfe9PLusIrv^=1^nfIo_~M&_K&P%l7lX-kx7q3>2ttyRR8w%$FG@H zOxJ=H=GM-+mw*qMRJkN)#)4(hYU3O|u7RN=eUdRZCD)S`olc8a>FaC2*8X7j`-+uT zyv(v}wQ=q~aLq~^nZ$}(A2^quYhZEy;nLcw+?GYFcLF!8xIvAqG><-V?ly483g?c< zN+~o&%NlqT)WDB|Za~=X{GwZzO1a6O1nybWuwdEB>TST9Rp0ne1h^ha$}Q`R8^aQI zu8y_Lnk_aE31%V59ky}q0&vk`8y3CjAeN<2x#Zjx;Nr5tgqB*PGgLaO*27YW0?<`H z=(v&vQwW_)>*QtUE Sy3j6-!>JSv(h>K;YiYycH)u(`4 z=d>!ct>&3gSBu)fZnO;qi_`WeUe^m;wKEKI=U z_XM7zOTMLTSHF~;OQ?m_MkIUS;<9>tj)ZjnBZcxy(e-p&0o8#Q|6#&uR0sC?4fG;B zM3-SBF9BEHEtDVS$N%@NHX`Z38@}zXw}Gw#e+E*SQYs(K`KSN@002ovPDHLkV1oTT Bk9+_C literal 0 HcmV?d00001 diff --git a/img307.png b/img307.png new file mode 100644 index 0000000000000000000000000000000000000000..9a1ecf96d35c2980742995190eb00d96b85d3584 GIT binary patch literal 330 zcmeAS@N?(olHy`uVBq!ia0vp^@<6P>!py+Hn7_L336NtD;1lAydGqEKD^|>zGiSnt z2`w!x6%`dZIXMXl2_YdN9v&VxHZ}$Z1}Z8l5)u+TJUl>6uOd&+15%77L4Lsu4$p3+ z0XZi;T^vIy<|HRLF!L5nb7GwEz-4+nQ`iEhJb~u9yq?@@E1o4LBrvW{PpCM+q4J|4 zf=A_3L*v{=M~40|nFeMzO#>Sb2BRO6dIly9Ji~%t%x%nnm}CRHR400001 zbW%=J06^y0W&i*N3`s;mRCt{2Sj~$ZMHGKM-RbF`kFHq{YLH~-pdK{JfEN)%TF6CB zV1oZZLxgzJ0U^YT+gUX660%+d6=cMm1li3&k8wZ{1V0uuDtg$7dQYtjX7jOW>!Yi? zx~r7!?deiZe%Q13DfC?m^~HhX~kz!NM_tu+I3qK`RdE zXcoYpxFLici4aQlW}((&wKn;U2LL{2-`bi6tGox6GP;;?#-?zIhFkRH_zwTUzY3K8 z1o%uvSv%CQv)*7KNoy8P=$7U4w5qp_<_Y^fI!XR2t>MgeJdp?Sz{w{#R$XRYbl`+; zc69tG0*n#{(v{a3hAU(0C~s^Azn(xgH!v0EEX@!!$P8H32?Ima<@;W%_MgTcgS=su zjdF=!rl7p^OhXQ*^cllYmaT+TChJ&c(~-vNC4^8Kyi4i6b2os>pf4X06l7<@equ%A zVhsFLi$p^}H)bj;n2Eu^i69w_HT*+A;SG$S*Ex?{#el5^@~`@ccsGHo$*oe~c!Z&W z0^i#+=?@G@JGRR|Ij5IO{rDgKQd1*fM4o9SzW??X)vS*kdQBJdZ z27UADcKL-@IN-X_TcH}VHxr{}&16`pcVCZ$+>pdeKRqs|BTQv4lNbu5i>nH;Dk3K* z4Q99HyICl**%4u4Q5}&&vll@uq`b8Gc*{Wr>to@vkT{2kxOp(s}OW^DUN}uVg4$ zmPq-ZL5hqy+s}NmdC^U#RzDT>p?pQzpyCNdQo6#@6Kdd8y-4Y9n}-!iX(LCeu46t# z^%;$NfzK6MLHerD_A72OL6Xr~S48GyS`D6Uq3ZHBPe&c-miaFJ|JdEG*%jQVy5E`T z+h=RqZ=^@hN!WWkKZe!U=|>^wozA59>y5StdbvRP%HZvN{c5c;yqM%mN7Kd;`S zp3h@=oq6&n9ovoUfF!3Lw1|_~M()gck?WCi(ZN`naUgDE-UByih{1#B)LekIfoc^2;o2y@hU)+(mV zUU(!@P57nHVrL`;UZ_56EopqdV7;pf6&{JfOVnI51SJy)v{P12LYO9l{=2-{l8TG) zd<~Xo{+LM6lFyOG>0=Mk^0PXlS6VW{{k9HmzS2ZgXj<_FrqZu7e5EBb9;?B5r=rgu zS%pNo+xw9gjVpTkHY}MifoErv+?{0a`};dk`sZ+JM_My7*gK0^Ill>uvnh89Zb%+~ Y10h4Soa<9?>i_@%07*qoM6N<$f`%q8hX4Qo literal 0 HcmV?d00001 diff --git a/img309.png b/img309.png new file mode 100644 index 0000000000000000000000000000000000000000..0a04cbee9f02e3abf01b14a476fe4138c6e44451 GIT binary patch literal 267 zcmeAS@N?(olHy`uVBq!ia0vp^GC-`r!py+H*fPiTIgn!z;1lAydGqEKD^|>zGiSnt z2`w!x6%`dZIXMXl2_YdN9v&VxHZ}$Z1}Z8l5)u+TJUl>6uOd&+15%77L4Lsu4$p3+ z0XdzXE{-7;bCMGdFw6<4V(NI1eISH^<&Td6lYYhd0|E?T=MEgbrN*#`SwgKweF?Yv zgNOqM+Mao^J>!;l2w`q!y0Mh=O@h1OBJIUm36>0-l9=ZFXS}K=uzg13bI<$y64Q4! z9!!vI*6lgXT4Z)Om32Y?zyJ3S7zk=iI#6(pVbN?|hNF6XvwkqJGBC`@kzA?p_I4@I OQ4F50elF{r5}E+Pyj~vw literal 0 HcmV?d00001 diff --git a/img31.png b/img31.png new file mode 100644 index 0000000000000000000000000000000000000000..50a8bdebe2321a3b3702fa5164cf51e5a32d1732 GIT binary patch literal 237 zcmeAS@N?(olHy`uVBq!ia0vp^B0$W?!py+HxazH7D3GHY;1lAydGqEKD^|>zGiSnt z2`w!x6%`dZIXMXl2_YdN9v&VxHZ}$Z1}Z8l5)u+X9eU=aEI^8}B*-tA!Qt7BG$1F> z)5S5QVoowpPXcpN8ylOPLRw;CLj$|Rp1F;Urj3kjW(CbB-1r#TLM|LQ$RH9m;UHu9 z=N{=LuNmcMIqlod{pFrn!9HDvP2~m#`w|k07&zCb8QeVifFy^gN&odtG^4ERZJWVu=V2F;;svnVuhl`rLee{U1YIBarecg*y6IdYjKLZEl}L86n8IBtVrSi z?)(38lbf8AlT0R)OmcGOVc?qT3a@afaRC6pD zYpZ_(EW@+EDFOhro=S2uI~8XC#Tfp4MsZTAJ43AvM* z6M^|%I6;SDEleixv?!?ox@AZTbI_POO)qZT6UEX|h9jD_=_K8^n}`4(dMIYD3Z_5H zfy|S4AMiEFU7@|Xcsw&#y!z&PG$&7Rr^d^Do}v#A`jbz9<=ddP1E!@F|5=T41@~Nq zxC<4M-8wyE)apQh^pjYkoZjmLmMqnj#v7h&EVv{te*LL0JbKgrE!wTjwpUG>yAj|p z{B?u&DFPLT?GJl`3YP+-AR2}s4ewpbTXOFf!QUWFD!T)qg;>SY3lpv$UXU~VY-bb9 z6rpN%l;b>Q!Nq}bjuJF7<_MQ0uF2$xK-BD1gwhfYqH}1(?f#Nlko@tezlY6jsB1F% zwhnur?bKL@JMPjJQ=FKoTW3?67dM-O{V_JLmnR(IEAsMje?iu|{wjlBqJ`C+m9c$Umy(0B!M>Bl0oZz6#%cZ^006$iFA?_ve*VTRAp>e#flA|Vd0JIyzHq6zIs*Q!g2!D;6`k zCfD)dXXSx3*_4&$cabZ%hmvW`^h)({{ryP4gI&pMVAUe}jbYHw_GFxxgmk`nnLSn^wjULV*Mi*g^u!FK zPm)J=>0iGN>z<`L@aCwulWsfu9WF|Wu&!c@^t8(Ojsk2Y&0TIUlBaXG4;kA^6%SW6 zJM6iZ{jgQL1SI&?e9Tj42GW+Z+ zo2p+rVue=o2YMZzr8|>I@EiRp$9e)Xw_g_vZ&<;ia@&Np@BfWQdKt!A`U$QRm6NW9 z5|!POWg$Y~r!{3my0LEyX9zNx^{GWXJ~#6VF`HE8Nv3i0RfLcq;JHRh>rOH+e)2K9 zPrOL5elo2dTGB~eG{-;(*dP4Hm;DhWHAWtkj|cqD|M1lF7x;9*8r>M(^~JWhQ-%7| zVSSsg@|PC%!R1fNFwaZM%wCzgm%f8b4tF+}=ah8oxPs3l8c`-raH;b)YP+z^iaXy2 z?N&1`L+DF-(Bkh^%+YAat44x+ezSSM^+-};w|(Vz=gT)t8!;X}%D*%0zVQ*#bBmD> zc2dF6!4sbI2s_b(@?;`1z9_DJX0;&Xz6QkZ&`iA+nd zhgrkq=_(QP#oYBvFBXzSZ3t>@QsHiB47WB$+?%o=VucOv)x_GQkv~ZEaTJ7+XM!fs zZJQ?km*j@1+-1)|wMaUO_x90o&2qBQvWb*CsV|qi!alaqD6J3Xjc1ipLI7Hn7u-e( z5c_Sx>@JQP9ifJ=Vg^cL0w2^Hm~BIxi3g+>z-aD=NB%(G$sNq0A#<)s2QH|Nj)FTO z)KYV@W=}X~v7~M}U!G2$+H_dg2qetXN-vJDF0tN`J1*&(V*>4=f2zpz@8Qgi;}q?mRj!IFFHC5 zu}a|%l#I>LKpTPRAt`d!tH#vSm?UyFC)5d#v8Z#{yUKYz@0k-ElKb zp9$9JfLK=OM7vA{2hm#R)-6P|iE#k_m-W_!sZPk;7qU4ds)!y`SP3xkGIGagZ@e>2$ zY4T#a#AX1bE_wg-JI+@)NZbodX7O|M2 zQ4By;5*E+bKOuTv@LPs)d8#|{T8TkK4iXTZLZcgRE(#G1G9?HamN^oj&>~gFwq(I} zO;BgimZC1iHhOP8UQIYrmU{MigdxpP{_mqs2ClclHlIpv`?@w6&1n&Cr>y+#Z7~ z@{N02=7Z`mt!m26iza)tKug0dZfjyYm3Lt0CfA8b&obYuKllfRnQ6Do=Jr%xtPOXv zr1f zeLJ1kG!4Znrppi&upjeI3iomjFmTMMvl8&E9me7T- zh-zwZV0th0M_mNES5|~I5%cJojcLN9EJK)vSLL^Oh4}F1%K75Rf}mHX$a)SNvaF0s z9VM{6JVlC5nEFtPNX4?i+OR>hvcaGwb=c-9p73obK#5F2g^ zb&h*Et2BIR<~=Se<_wPHU_DfaQko}G=DSXLPt}W*g;uJA_d`Im=ZmAS(vt~g8G0Qk z{z$)|)S?L=c`X|~(^=RnWwIXYR>?i$`%@GS?t3lD2^v*Rn1Z*G*%8$S742d53%Ve8 z?p*PdS%>}Amp(QsgHlZMRP9Uti}_{y2>Qx6Ci^-nv;K-Q?al(O;M@gm@FDBMG&szx zQE5S@h(k-WPJiekyZPsJ9ZIdg09dQKWrZuVLQ^2h;Fr2!M5qwbi%Y1;$-5MG5k;Zx ziB#ULSP7Gj7Y;nHSv@jn%wIn4?7%j*eAR=z=w!Y!2HB%Phj+T#?KEo#fBRl7&hgUl z0a`y-?!3*$kctHTpopfB;C8F{w{wycPLk}BL*H#{oc6YkKs2=e-?a+z$o+1wKI|51 z{dGCe8X#6+5)KAJIU8P|Fc^Y5FCN^+B=&0kh^78Ax(A|5odNG;BBuE!H${1dem;6> zV7-+20t~0u&rs2Co#Af@4{fj_7a60(Xj#rHf^J-a-j0c1FbXsLTYn-vioaJ^->@gW zHLr`(|MiYpC<=92r_oZtJo(jJMK%6(g(~>LYc2E#af;&odMSS=gxZ`ZClXxMnX${e z&Fjaaj_~WxVymj1E>pgkiRc=*upc01F}T|?+hM=392F4~FnYFAB&T4h2ZC#eAWpIM!> zX!ffIRolL0AK|rCxD)cjX^=4b@)Vm7`^I6CwS{1>x=QKjw`&|pRpUIV-60O__hbid z0(l)OK^|%NJCYaf*Q!ug?IsCelIl3o*PlMOE_VCQWTOT20c6wT3;kqRO z^T^5eOUB0#7@-~z;v(pP8mJo+R{3Fz+hX?N2Ia z7DKy=K@2#3<7^T?K}37@D{Klj&#;@@Tt&Oyje(}_fI9DI0(T!p{K;V0o6WSLmZ&0K z(~nEN7g@GUyJp^FP|Koh zjH)T=z`zU-i!DhBSnaKrudUoJs!ku{1y>lBk%=Cyj(mcSJ15dwv~VJlO^{g0W`b8= z3pgL&TDIi~%6(I7f|*zs&dzDpphr@emD>1A&ax!8T-h{7TLCUI;ZP zHodAK9P*&(ERB&$V|{-QA5h+j$LvuY>@<<7dpA$%#di(r$L?I2KjoZnmDs7c010Nf zDE5KcYzGl!pmc++y1r;lkPIrtSt~_;l$jiNH-`E8U_~XX?d-kDC}FY-cz%)1wIU>> zXP@3syrW*8&dng~+@SqTp5zlF8=`@NuP7UaSfLtxi)(hyH@PuUMto<*MZVBdwO;FB zlix=wi7^ye*W_U}k}N4z^qE7yRllayS2t95=tb}@n7PQL&NEn_Fwy=W(22oPyhF1z zsvR3$csG8eaXB>&*llIpk`slPfT&N}?dd;TbX10`l`K8gGjuuH3Qazb!s`pBMj2WP3$jyrqwBRh@ z**6YII(&X@I~6m z)w!{OGUnFtp9y-zq7+`I8?s-+Z?*B|;@fC(aeblk6tD8@5&8{v0%~KZ=Yk$edj6}^ zaao&v!1p=&iNT1~yfCVN1L!JS<$u`9tKQp@vAT^VF4+sC-m(h+ZTc(LH$$i)*3gIU zOR~9Ti36C3$XRx-k6B=R2EJIq7$)nMBvHHtBR6$2^eW${>pJ?72%HC$e&eJ*ae%;A zu31Vy_9QID4zFb}6{rNIeG_BT?+a z08l5GoAu`@hRitBcIf>0S40Asya2k@W?g=!H}{Us>d>PLtPGJxv3WIXhzcuSB716! zXFV(O1o%4jE6VMA!)K&D3?ZRB?~w;^F4*MgJuUT5?6Q2S z7>1Va1hh8i7}0}SjTd)l0Q~$~l8yj?FPJK*47<4pi8S}^d?&uh!6m+T?Ld9@?pfVv zilz|12T4QC@AhUVLmzL4y#N!)b6k|@@+mo^jd^Fo%Fi%|*p{$}2p`{aAJeW06c*$p zZfSca6Xoz#52jp)TeRo?25Y&S612o9-+x3s$@S*f7CRGTmr9H{E>eRn{ZAg%}q z3IcgJ(M8GGf+0WO>JtwdglTzAK7^NiKG4;Jb-Qeo4qA9L$LLNr{o&-wP@+V$7k9e> z@mhrGQ@lVYClz16;>kwcta0cwIMaE2KEyF*0lp}r_pfQGjt074dW8+NutB|(wij~sf zBKBYUo$RDPTlCX}^27SG!Q-q~#eYfJzZJz`T`e93G&j)Jq5)dj8iDtN2?m45mbd~8 zI!gsTQ!D>M3xRv?G3!qSm(MLXJY)L24JuvNDW$M9#a}JnB7rtlaXetJJY{c^8{>H> zfZ3fdhwSoF$N|Eu`cX)6iaQ%f8MH2EzST9)v2UFp%tf<6W$M8%m9ioGM<1o5BY&)R zd#BYwjEG|;CGwVYD{+yrYh-5R(Zu4>mD9;4CK@rPW$D=KH`0_mh3mYYYW>@YwA~*H zXHiI2UapaAG=T$b^j#h$DTNl8GiX_dXjDY#_N>gBQv4vjN*2gEN+6#!sboRD5!||m z7{zl@O@ipUpWQ(hwJ+e!e;z(oszU?*CsDsw(dnwddN9|iLF&6iO@tD3BqXmo&i?>X z>Egf}2d_tFE$(~>rTD6KWg2;#H@N4Mdk7PD@RTPIlR>wh4D$>R61(qzTrQM4i-~)0 zZ}ejLO5qA}VAu4fB8ImTn;O|Q(r43uqIE_8Z{fNm*yY8M;(}TF%Hj7kO6}mk+58iK zq{quJ83Uk8(QNL08KTX|2pUnr=kW#8P(b9UTZ zRYtLw{v~!a3b~H3_3_IpHnsqLo|>cvh5G1+fl~akdKSwt>kbp_hA`~NK$>0}gNuy+ z6Rdj3Rx%C$(I~&?IaWTQ*zo*}b2u;IvfhVO;V*WCD)^{+|IGvk)_&?YLJ2KnbGB5y~0* z08lQl_9c@{z6~I8sFa{16e!L2#u+l5q})c^p(&v@(@$yRs8#WHrAMz zdbo3HAh-`Z*q*xC$km?Ra#fa#Gy9?UPh!|`;W7Z^^bq4QSL%I7BJHG&a$vrS6=YXJ zBiK5ok9fQ%^-Z2UM||Iv34qb5&75XeoFP8Ys7`lly0==TiO^F!k=+%gh1;D?>_7Q1^e+54IVH5yl9}d{ z7?K_EJXg>FJAZh$2RyD#Z(@R6ey)r^mv``~LwwkqTkFy=_p+IzK~VH;dCS|Hk^L3| z;_@qrXK60BtSoAuJM;ae6}*~DZ%Fj@QBbQwrRGUp93xl?pA9U`o7W3C+2wEwGuEau znc`@SvUs&uZo&|Q$c^g0udp|(NYqhwsQRcCW^f+qYPQCtzXw0;nm8s$)FPbACl1q5 z4W`s**e7;X*~YzRnv7$8yC5V{^V zUvEoQ7WPs!v3gLY)vi^ZHw+>aEPH-sJ$AEYQOM^F-r~r4TIwY@C6S!3l4OSDwxW6g$y9?d)N;+1?Ll${FWBv z8NYwe?{r^Rxb@)LiMSkLfy?>S^e=tcjpz4az~SE_67sBzyVa z^_g8B<DRmxw}#NO$mrG4Bn^+fvBFZVRB4u%i7 zL@pdEBmP-;MfbeE+Botmh)G?s5%6OLNECTQAi)-%Y;bOJWpH2^hZZL7w38FszGiSnt z2`w!x6%`dZIXMXl2_YdN9v&VxHa03MDiRVBJUl!=9ou%>bpk2Ik|4ie28U-i(tw;a zPZ!6KiaE&%2@ilcAtm8KN_?K)D-JZUR7mg}7;G@|Nk}+R z&G1@w@aLvb@IRh_C+)0j3UgMmWmm8zGiSnt z2`w!x6%`dZIXMXl2_YdN9v&VxHZ}$Z1}Z8l5)u+TJUl>6uOd&+15%77L4Lsu4$p3+ z0Xd62T^vIy<|HRDFxAzu86?#3t5`HzG&c55W#ru8sPT{gPrXG$2{W_WgVs(i21Dz^ z>;~2h-A*lh$G8R90(7+xvlvWfK5_2RHR400001 zbW%=J06^y0W&i*I1W80eRCt_YV1NLA1_nh2{D6%Ena9Dv0wm`ffH@!F1W|w&O#TPr z15go3B>gNTnMDXFY=AR4p~mtvpx7`0>MxM+d4UHU|2ZD;^78QC{|piSk1&9q;3)$< zbk6^R&VuGn5=870<2&y*0)DWPms*0F< z27EE7;yXWl=Mh=cG`Y8=ZPxVr`hKSA<=xBw{<-8Xcac&`Yw@qlehtBQjfti zH4=Jqgj}hh;ZV`18dcCLnkkj|(^=epGvXB3TS9q`8<_VEH79mV|0L2rId?0?_LfYqatOl_?L^z){NO z7elMU zXz2_>?X(Yr!;^%ioPA_ER>_;1-1V2L67T zf^v8Mc;=u_ZwzqM&DGfnV@^+JJ?3zT0Ixuit3$bGFb3e~!P~_;J7Em$PbJ=;47nZw z62FI!H+<^@$D@0Q+mm*##*P>>+X=n6NPd;svhj<4xW-mZ!?y`H#=wm+aAOSI7y~!P yz>P6*V+`CF12@LNjWKXz4BQw4H^#t?G58PjVYzdTbAB}d0000FU0000mP)t-sv$M0P zsHmKroRE-^goK26czA4VY+ztuR8&+*NJu<9JTNdYBqSsl7#Iu;3;+NC>RHR400001 zbW%=J06^y0W&i*In@L1LRCt{2R6S0^Fc^I$rTMG!bwEf=aD*^JSEeHM2pPN4i8%*A zG#r5wFfo%0AXS_o7l2w~1Bu|zcAPdSL8=%);tl@3XFtEsu^j_#h-?@2L$hVS|6KCCTpiCaPTqz^5<`$&(Gi!PK-*?`ni~} zM~?GO53ej^QV$N*)Osw+S9QC_-Rl^$+RHR400001 zbW%=J06^y0W&i*I-$_J4RCt{2Rk2RPFciEts1#c2tZW%!gN=oa0U?n33Hby1355|5 zREUKQHa1w8$sf>#y??-ym;ix!&vp`rq!a`aOHZnEJzp=*^K%M}N4>)XA^O5ng=hrK z|L`}cnUPS(=m_2|Lpv!G;VOQ-mPwd{IwK6wQD_>W?_?-N17>Q$2t(&@V)u~HZ-D(O z_luF&XfFQ(zU^HlrINK7@v4I#J1ZZ2+Kyf`Bwf;3=7HEiVO@?-9 zJ*x0+ieJIoN%Co{yuVli?_->#ln#t4%}g6HIhw=nJZ01-?n|!|hz#{$&O>DUmKy&l ze>yC7$xsK=6t+_+qgnnOr~#WV#w1_A3USd*se8gcYBBW&1nvKEL!&F$JVi zjvq?x!pC$bsZbZ+d*68p*3TokY;(dw6x_I+OjYn&blIFUzMJBcvy-MTpJEJVuFPL4 zPV|#`fs@JcR4;vN&xlQ}S43U6=}yg&>sO2DsfX#uP-_GQNK>!)qAb=o8y#?o~p9B vHj8@bt1|lPm(ViYeeOLPtG4tvLjM>ayU?k>TBD1s00000NkvXXu0mjfKg1H7 literal 0 HcmV?d00001 diff --git a/img317.png b/img317.png new file mode 100644 index 0000000000000000000000000000000000000000..fa514c8485195a85c5bf054bf22915df4312ec2c GIT binary patch literal 773 zcmV+g1N!`lP)RHR400001 zbW%=J06^y0W&i*JgGod|RCt{2RXLB-KotI*b8^^|awQ5<(~zD+saF)~S4b|mps<9L z+O#0;A@KtO5;dWqM4LZ=h>+<02Y^8|z)EZ0n|VIs>?R8mqRA)wdFIXcj(Kw!*bMC( zl0#!VkrwS}ixpsqI>gL#J*B;^77hzMH_(r$6)5YcVbv!K65+Fp?(J7-ft@8Z6w$yn z{r(vSEE?#eOWzBf>jQdk0Wuli$VexUlt3v_sgjp8655Z%IQhic7&nzB%|M`ejpH?=j<5$-T4bI*XS0S7l9m&S3fU?~ zH9v81-HGn75wWW$Bij$EXlDCi1vLb^)tAoc*o5G%1M^k5Pf=bj2cM37vC@fYl3XfY z{lfpGVxv)WHr^Y~&iE_?vAN++&2r5q(%Ed-hTEniHj+RdanYd@J*D@X?l#d5@r3Fz zH;VSw!VB4E3gzO&3DHjIHnIq~M%G(Wav8g$bj8l3D{^dY>Y^~Q;ycCKWcR1K+k2m3kgZGE+32jzK}g6 zkC#>N9{ym%yXh(WdyJ#R(O$ox{&9LvvY=5N?Q#mOa9-e$-r8JJg-z`cS<9&#W3=K5 zO`}3HIqgcQAsbryS+U1b7QGbFI<1#tl}2U}{s(>o$9>AWWnxaT00000NkvXXu0mjf DZ5wFt literal 0 HcmV?d00001 diff --git a/img318.png b/img318.png new file mode 100644 index 0000000000000000000000000000000000000000..b2048e872c0a71499f306e8937c76ed47e6120f2 GIT binary patch literal 274 zcmeAS@N?(olHy`uVBq!ia0vp^(m<@h!py+HnC75256CeH@Ck9}O-k;hMl;?{bj&Ux$l;?y>VH z<3BJe`k6HB`oK6#TT~*)@z5I{9v>NnP$nK$E|nQxj6WJ&el95Z{l7l#$AQmF-m|xy zu3_|$)=A#bTCkIuN5YQbsGfGi&Y1ly5_Scu26Ids*pIV|bUn16amU{)VImiU#tZGn UQw+QEfNo>(boFyt=akR{05V@&>Hq)$ literal 0 HcmV?d00001 diff --git a/img319.png b/img319.png new file mode 100644 index 0000000000000000000000000000000000000000..ca05a2b9b537097dfb27458cba5eaa48b733809b GIT binary patch literal 1100 zcmV-S1he~zP)RHR400001 zbW%=J06^y0W&i*K%1J~)RCt{2S22&=L=^sZ?Oo69d3Rhwh092h(Dq4TB$P-Ig+-Op z6{0}VqKK7JF+oBgietkMfNRpbNI`)Vr=dX+D-gXqXh=pvB8sBmy!Xaq`*uTeAc`Q} z)7d-oz3+YVW;}1~15RlcNM;(y(Qs#S!Wqyt3QsH5Np67%3HZ+$X#@%|t*Sb;RGKkY zA2zFlOTZ(IS%}mo;T#_TYPMNSnN`s>h2BJ;sgi~tA0b>-mOZyoAihkEP4!P_@gG=N zaJtYRV+8zQ=ez)mgX|KemW^jLFGtJCE!kpD*T{i(@)0edMhwj;qOW;U6f%XXallXk z_1%qgH7>_AeJv<2*RmbmtoWWFla4$~bkE=ww02i;)@H|*`bO0A@b`3V-O?&vQDu=D zS>Bp9_hj6K8|GOo+UH;$9VjzKd?8p`W@j3ir6n!}m5`12J?E_9^YCnCm{( z4fG@0I+k}>^#zIwrfR5WZe>D$h_^OS$L@?E%WJfoej39a;LUY{X;eUCRoC~eEIBF1g-jM4CyWR%+Bo0{)I)w=$l_%^Bv$d z57LcKlCS9c6z>Xn^b1DD`Pbs0y38l(erQ+;nF^DXJw^SV57jB)^}lXPm*`&C+vjw| zgzoI(lkB(!X%If?44nt+GtF399|jK~n3EB3Mu1*7$o2LUxjRuRW8Q7`LEmnuZtX9(UekY>tt2 z|H26Io@JAo7Q>q8Rm(3I4I*w`vfxC^lF98>x z7zTqMA18>G%skA*aUa3mZ?P9j^C_7eZ&}$>E;hFY>Kwobb(!Ak(s=Qff6lwy-giG? zhAA!3dF&X2Y;Oy5Tn>FN34I~uq;7AY3_GjmfxY>cwo3PXFA04iCE5jEL3;)tRHR400001 zbW%=J06^y0W&i*H-AP12RCt_YU;qK${~taupn(G*5meC}1_1_^1O|qs6VMf-0geVB z@t=W#oq>T7#An~Y&_O^84ghoj8!wPfxB%la^8smQ@=PNZOmtvqK=R`Qh6f4^42cPR z|NkEVxq-idffwe24-5wi7wgLWIgCszsN}_g0sxi+H`r&El$-zn002ovPDHLkV1kC|fBpaf literal 0 HcmV?d00001 diff --git a/img320.png b/img320.png new file mode 100644 index 0000000000000000000000000000000000000000..43ccbe8c162252177aaa103e6dbb49c8af3ea8c8 GIT binary patch literal 346 zcmV-g0j2(lP)RHR400001 zbW%=J06^y0W&i*H*hxe|RCt`dkUI_mQ51&1@fb6NQR*mFOsld4vxM0Ji3OljQtC!j zDtZNt+AKk014JVc#<}AW2@(xoan8wqp7%mX8+zO^9uelvZ}~)qf)5G1(D+#LOacc- zSIev;Nvt3Xt|g*tIA0C;f;65^T9dPMrY3QYr~C8}{q?7f7v+y!071bn96M@cmjD0&07*qoM6N<$g8jgXbpQYW literal 0 HcmV?d00001 diff --git a/img321.png b/img321.png new file mode 100644 index 0000000000000000000000000000000000000000..aa9a15c2982258d16dba19e21022b78917f90160 GIT binary patch literal 12927 zcmb`u1yEeiw=FzCfFx*epAcLJ0>K$92?Td{CpZLWa19=u5C(UG1$P+;?iOTl_rV8w z`TbwLd+)pT?z^w*`>NKi(|u0$kv_e5ueJM}NM%K7oR<_Y0RRBbCzUGxO*NhxUg2T>sNiXrABMY6H#vn=F;r z#i-TH_}L^9#BAamsM9~KXJVK?8=_=+pH`gQX`Zm1zx!m#$dfLgk%DN+vO0-Z9L>zk z9G2fc_$46Q)95tL3Bm-Bbq3K%OT73Pq>o;)GkufbcuZ4Nd4spRrl+W!7$a)w6?bG6^?p_@oww;7W7`0%Fz2H}{lpGY zk~8WaqEeYIJcEuy=0HY*lWJ9R8Pq1JS^0u-O~+YEqrE=sq49d=ef&Ly=MBU*C-d!< z(hFI=zSw=ZU$w3ke(6arg1zWfltS;8rPdF;cVAsMRVZ)+%virh#5L}JDi-z8W5n!? z6}b(Ql>e%3*r86L@!le+m_&z8;t#>6yS4g!y(wRbLUir4Q3AnC#64C`NXFj&?=`Sm&^MBwZ|b&FHoBp-CAQiZDCD;aH>7e9 z?LwQg674~(>nq>vQNz-S(Dl^7*H4N9Pq*!_AC`36dp@Z->^{>dOdvn!d<*5fqonSC zzDyJ3__kUfaTsrr(VzRVT)jp6&F>d$vzz?+ck4ri4&e|C>}V_t{iW1S0kecfE}9g` zgja&*^~c|#Oix*le62+?c^)u4o;7W27dGSreIKV*DsQE+Et)4r+PM7h6>>rfT+ypn znaKDT-gr-y0U-SASU1npPeZOpSz&W;Hnh4f5twbKj@8Z418`mK(5QEU0o|;vYkays z5{%R)O>7x{w$5W(Ceqr?=$%-+>w7<|SGjDacp{qSz3XcT6ke2;Zvl67gVdK#&QZ0l zuli@ctdDo^V5W^zrw9Yz@=nRP^`s+M%%ETQa?x=4QZi@#sG^QAxR)!O*xlPAl~v?| zL|(A+x93bVtI-i(CX+AeCIrdns(`J66$i~r*Cq>Q1T!>+3Uto(yxfhQ_ zu!wWC!9!nRmQ6uIR+<#57gDt8h&L5XFfxRvR!&6FRl;fbu5iOb(l=g~nAz*IGDn4b z_pzt%N@k(Db`~C*#P$ItRAwyd+cAHb%Dp!USoWp+dfkgW4YOJiDDUlCH{rA!@-DhM z+|DBb#mw~n;C}zfTG!1xCEmAyGU@FLdz0uK$$h2Yr7EoIaiZtyS1B4Fgw@1&NFEb~ zfo>y(V^1KOg5L#Je=bio_DL9l`2z`nd}S6_O_P+$V&> ziL)+Q)}*9FFv7%Q4jpUUJ3r;L&+|O*QzguEzPU#={-jj7=RMU8t+JXcwFCD&`QE>Zd+qQU8mO5iRL6Ud%krdN7_3mSDrw1!}3M z`A^oupZt{1>L2O^BG3EZV1;Tud*?gvoRUep1u^fS>t?s8d%*Y2Xao0p%yczwi4VM- zvG`_ECZtV^#S!W5_dAYzA%6X76K2mlZVfdIyhzvzBeJEpqJ2%J+N!oBt@Ou{Tiy4O zSm9!*I)|OX?>-*dkkM`Y^dRA=^D0KIcr~HK(#xyo*LM7)^*A4Adxfp6y<@`byO{#du}5rN&bq z@n?F>V#uk{QUqK&2rffsc7Bw~Rw)3-WmDO@8cjTtz`z)!MIY)`@YgPu1#L5S8O0TF zX1~F+uP9J~&0>XXr*cH8C9kJyU<+#HohoKOq6|GcCwxR@ zJfEqb{XxzOnNPkC7oB;V8My9iWTLru=)gc(8tz&yP$@H(L!rvQtoAP33vM(LbTNVO zy5wd%SOj$TsX#8ZzH5JcddG>$@X#)G0mdgyHrvXb`UMuzM-HAbXx&|fV^wrgI%6Iz zHNd&uw*lQRzi8={7F>E+cDd;E#VV|DG*+es{51=u&V~>~lBp8Q}pYAOJ1}5SX~czR0&dPc{%Q?Jw3* z;*jq#B?L55ODvC7@udFP>dfN3Z8!apcXCE_-}=*9q(JAOgMRw$p>4Ha6^YL~4$Ti! zeQMbK-#<(3iScHkink$)pTWAtwj6Tn_oN_iHyGIuv&MeJ)e~z(f7dS3+9Q<1cl#D^ z$V@gd82z1|5L%0cp3VzVG<=QY#rfzf2A z%S?e44&o+2fb>^{i#jC(0Hn!ZxKcZCEV7u+OtSN33+HVCcqV&x#lg2C5FQ-!*YOf} z)f7IQuok@ckt!DH^`_S-;<~+^PHWrO^)IfOE}rClvY{{siv9&9!28F-SY;@S7?V8! zv7qU`c6N^cy-ogcL@o1u@*mCAPJi|TTuxDWIc}M})>&YEsncxZ!$HQ!$djm{PfUM` z_?DgU7e5S~t^YoLr9bLV%2Z<|@RE^xMNgrUP0e4ybBP%0($^-n)<{V0*Sh!#s%S|< zNJ4&UGMnc_bw#_7UK9-()vaLWeYDchM~7S!QhSEQEk3SPl1V^KL^KM z&$lXefADuNyCXC6EaT%OX9iFo_+3k9t#3l^tzDN42aje1x&_fUiN*C7<|0kMnX!a# zqor8=DaOqAcW?=Gy$v4G(bcO=W6xfL5-%iNmVdkRd0kY-_zJrXCgJ{ha0yk5a1>8w z6?^`=a^Kv0usd@*u}~_nR9f`>j%|}tdCi;m#G=6lLxXja1`OV*@0oi0i*3&vcrJtG zLWb5S->j~dOl9mYCs1J>H;QX$$Jt0p>`1^`!;`Le!QupHQ5rZm3EpH7a$~oiN5X=< zKh-B`82$_}^R7mey*BVF&FD~hMWt!vOa-Wir1(sC2P2_mZEtN zfoO}MPG|mi(xw1A@NVUyJzDTZKyG80H4LPJjp2+p?6MFXVf^o?OliPv%b;BLCzk6X7~o#MZo zoj18_K`5|eScyMjv+k8j;C<_gYXLbry9)5;zGwpJp1H&4(Pk3fA*di#m33uCfq#kI(NA?5+9#Hv z!@MG#?2eBI_N9e5t9=L9bu)!H*?4vXd3;1B2c9zmpKojC3}q=hadtZD&|Jy87-vER zIJB}1MeM8Qb(3w+RNrWXTE~lB0!dVIADhk3xB_oPRHs~EuVO=IkX(FOOSVHifXqLz z?`2L9kI%Xex9BT)RSO5*z7T#c0646+tosWKs~#N3oxc2pxues^kk_6rYVFQ}i_4c< zg6AuJ@E}l>;l6*htT;tEv`*R5&ogJJVuH12zoTPbw_>%<5Q-ci@zkq4`DqJk4>LA+ zELT}DMXm6kGt&d>v7hp#*fbd~cKD*y-kJ@tI_7PxM`HIA||AqPYEa{fka1Yj01|uf&ndtSE`X(y*O}1Yk z4Fu-~vg`|aN627Kj3vjZ1BE@WZ6LptJGqLA3tpl(I$!Q7LErt2NotRR`+&qNy$4FR z(CvC*4PxzC~kjv}P!ZF>0tv;8&2)E8x=l+qXC*)d+qQY&5%0_lB$vwoGp zKNoQww6whRm85un)T-*G`0rJ(Kv~2}4wf^T0C{BhSMrmxPT75lLPhUoF?lXHcIlUPl!?CWiJum18l?l9ng?6Pa|h?-7z? zX3ZLvznZ;FjSRG-dtBgr&B6p1Xp(8!9W>Tkn?_CUzSxThf~^N{+Ps<>8Y?hs3f@^t zRUTrO%*O8?V{XG&8K-ZH5R;eC+h=7yJ`KTme|&^?-kPkbo<`P-*=hYM;pBF znnZc7aAcMr65j2za6r7shXt3klP*YEMjlJ1KM}IbNJv!P3-gA(7Q<=lHM=r2D$# zZ8n#}Gqdz6N(zAhSg*HXMH|HO`}dmX*e&avKEQ@E_Q#X{Z@m;kPbM4peFy=JqYRhPUlVvGH%{1@bN=i|fM(dUqA)q8#4_Q9eI7gqf^v-H>G4jeQ@_sn;w1##j2_uvqI49 z!!!b+7xO~R(X2@xlkgr@SNk+c z{(OC-mnB?g`4yTYERy%UU_aG@u7kkfHG*#Aj3p)N;CYIHH7k8;j~Yul`%n_^C;Cse zw<&)|sVa!~&WZoR2#eq7aVL81nkDXuMfR8FFVbP(1_{9IqUc>lr7GbOou5jkY_CfQ z+_GJkD<^`S|3f$f)1|iY1H}1SJ@aGlzjp5yo%wj{yQs#Y&t7>6*T^{v8=>ELdsrv7 z_U6-Iy=(`aYwzJEkwu^U&{im6rnw z31H{vp$V!Vv*ur}_8LaHZ(>W~QaBvc9?ULOIwk8oM#9E6hZ_t4{d0fH92|qpB{6@J zJv$)-m}A`@MjTBgyV*Ik6TjTG-=ME&BfU1|@(G&Q2DT_QgnAW3psp}bH)dLKG;dJ7 zixmGCNX&%X1xC)uDUH>#@M(M zsWqfG@G1^Z@s#^1)*So#3_Z1@5Y{##3@{uEHXE=!6$YZSI&km_1^~qX#v~t0g#-Xj z*J=>r0ANuE9xnc@^Wx$f_)Voh{vN8aYO&ud=cj#7cL0FwE7*LzgZwZNPo4=r{yli( zoVE26hLiqwp1nl~C*M{-bIqapTWa);WyzQdr!0R@?~ZivgxnD(UG?d?a59Gz6xuXD z{q)1E;BaFFJe-mDTciwjzBo1#_HU$emUOqI%fA~p+K-pkXSgrDJp%o^<^<^)8X*$9 ze}Ge&J#CG__nLzYS$6RJg)mo`-g1?cRi|UZag@M1=^aQXC0%FMsvLS8tHX6g>VIU) z_TAVNI^j@*rOu^QM#uXA%F5z=DI^(7`_UdZh`08zsBT;C>Xvn>^fS}_c+1)ja=@sX z#ArBp{=2Cu^k*a1v?)-agMen*&eiqj!SjJ5!{%M*q4o%s8B$2XzfSO@nox^>hkk}&aipnam+$#*Oa{|KyW?i%|7@xLFiISp5U_y z_uK?_;vL&ps%sH346=SiHo^*VBDbk3dLO>`z2<=V8if+k%=DOh%kJ|7DAI1cGq+{_ z#D2(;<`4U)&{P`!w zga7uBx;0dt$ga$Q0sGBMT~=j<$JhU&fB!B4V(MNpss9ze-h6<794U#gEjz%Zo8EhI zN!jXS6@~^|rp2unB=g~jCp*he3w#?IKs*wi&n_IXvxUE>Ui*)hvO}BJ z=Z_~p=L^KAsCxOb*>KW+bdI6IHh0Y_j$)PTvw1W@nSPv5)44yMc6lBSSV=8{*~oH3 zo^i?BPnd|iowdN0Sq3prkAGx-=jXFq_vrZRvTGrFoN*QGejeT)Unfyo{SA!{8qo1y zxWD6%f-aFVyJ72BwM<>(=Hmm z_Q^r3NJM(xfDPCX>Pt_xekiSSuoF#9(*q02&K3U~A)&}Hf-S@jH|}6B|C9V|b!7)Q z-K+Si3GkPX@59G882mg+0E;6DAX9VT5MZV2-8M?=(YGiqo!=mG*dlX#)3PubBY(&5 zw<{j>@S89L)J#XB_no7dM0_%!zCq5HRX<|NDjJeo?n8ENowvo;Ur>HPsnzqs!9sKC z7eqI#kb69NdXxOk6Rt6s+KY@8_)RUt-j*Q7A!~y!X7wfnVOR6zPMh{rUgTI@#wC|H zL~1A9k)%s_a*8D_{r*P&04g7gQ*)CXRCQlDk$x{l*lmO5=sVg06Ig0ZZh!KPWw$81 z!K=9MRgt{ak2Z7+&wrpJBotYlHXCIyYX)AvcZ^El3_VAPv2Kx?5_T*W%GOMEYqoma za@#8d9I5SjSpz&as-D_U$vb^;*1!AUtST`s=arkpKko&&4^##^3D6MY@s z{nT&kbGb+Mfj;Jq@(RCL6>&SxMj#`2p#BANJF4SDY=FpU?B|RpUcCQW?EE8wGN9Sv z_tJO^|DO=YgiL}a9CD>D^z&LPovE?DRW?9TSCv%NnnV^9VIbLk_}>=Y5B!V1^Y(y8 zmhq~{uXO4Ir$4Am9jXm~W1q(esJ{L7Ypa?Hhaa$-vSG&3#1F**%v!Gjtem}SwGo!R``k6!xU zlf=d$g(q^3{IE!nD%cO0$|Y64h8H0jaPP`w4>(5!0%%iZr5C%b0y zssu&sOii;1mS{=b0oo5a%FwH_aOnj=8-BO1cXRWz3h22@4jsS=4Z#D0F&|6-zW3`WTP-053v zXSQ>sf6BSuy24_EqWPIx@2B@13$^krsqK8Jh9s->x5A`&AL5}i4A|MZ)6z1j&y*7e z8(w$#HZoQqzJYP|@T$hD$ScBkv)dhaqXFxAspVDC%zq zr5=hDH5d3&_d<#J&J{Y~Q3q+4cGmTQe(-Y&Ijc62x+FOLA2J8GqitU8k7~O=GOrJR zS`$!`IdhfWmN~i$-nRyL`J!ONo^dGReoaK}bRxR2T5(+5GgpkfdCMb=N0F(I6HT}% zzbhetQrzFfk1$5l!q(!``qIG8G>kJ|C+o!Bhv7KR{i|9^fzFv)r^!sbkT6=+QSH_Y*OLv^f08u+vC3uv zW%#l-%Pl6sJ)BJeQI3_JAE+j-q)ycr6`>S0FE9jc#mxU;JRDDRhAo9#lWc-R(EhWn zH6m{w?Az-c1t=q5OG;iZEQ|KsxI6IYgx_2|OP-_iG1MM~(1G8r4IgJ;EI{!vc1?MW z>XvOD)COcCx0D0#e-+qugp`@=Qy|{V;w#EEM`ce+OV}6SRr`fR;SNBaV}90gtZsyy zWNprwE5NO43hz9*7KIi@puqNlvGB6>i1^;}o(7%kL5C+txqT<-nl)6+=+H`k%dMU# zpcisiiyWC-tbi{d%$6J#K|;4xoKizuUhX1zfYouSIPHrxjY>H|f?8bZWj6lplW0j&lc6A#HSPDAZK>?(c5f{$6uCCE`v^_4{1#!9zIkf22 zcWECAbVET=bS*Pm?#xE1s=b!WNA0Zuz2p}ul17H;>==%SQNv3&@#(@0!!eY~31(l( zV<`b~#6LZ0ja08ay0iMz3UNC%yn80~_Gez{Dm89YatCRQg0P5YfG#(ufk~|2&wac9%~z+@$p7rc|=@X7SZJ`J)6rl$3qivMjgb{>4pi z{y8frPSYyKK+d{Qc=x-l6q2h1OBRfL+^_N^7zJt}o_ya*A4+~bzSXPm)x%HvS$p>x z!6o-j-UKIBQx2Opt0{OKtaFPUirbs(BFJF$IlI#ltNk=z$0b&?4EEt{fRGqB`D$WG z<}^|BsaTnB3c3Rca{Z-S!lt9M^CkOqh%LI*fe2m1=DLgm8zYwtb7PXXq*B-n`Cf-) z1*JCOXF}sIM>$vg(z@&Nn3*R=YbGOC|2VrxBQ3 z6TEyRbA;KhPcS2rs1w(?(M?A*;+sEG3~bbHhrJu&F;NRs+v~gC@Q>L39l*P#p3XT8 z*3*V?*^l0$!e=)oW?>3;rpFw?aR+4v(Blo;zl~R<7#85gDL*{#$B#`TwBq!F;+%#8 z+WBv#9sO^ndUr5X03@kxqQ~}FIfC2QN+38S@_L|evmiiiR9I|wvcj97;&RHwm&Gc3QJ@s4VF?;)3=3i_Dsw;;3ve>Wgxvd ze}v*Q-T72+@XBxwy%n_zL+Ko=1Sc1V=e~Iu4VyOvIc*8QjcPQ096aOk866O zPa<(Y-2*qQyQWcg?hRkjvMXL}jUf%(bYf2v;TsHz)p%_i*L> zP}srG&rnLc13u|$)yTv55IzA;_S;IGvaSF;A@gGq&>z2HKw!8nXUDx@Gjc7(pGkNG zd7xDlwLaHv@@UQ|r_MC9(BuRQSWR zoXt6^<|zgZSOf@&0|DkoLD)vyyN5r}{-(v!1zVlp$V+pMw9BV-e_6CPirQ&-5u~>A z_u=kYr_`3BTpx`v{nh0F$19IX6Jl+q=f4naNmp6l37Z8}>vQui%X<l*<}{0B5gQXPCS}a6Q4u? z=@$!P98p#`#rbh5jWqqp__!o~S!q9p#YDea=-%*6ds$L^@uJWx#B2>!m?={%)F;mA z5xV3PCau@%bEfV7QpWPJ2euh0HUd)pbA6rWpYj7Gs7w!I^(8YuI{n{Un&;%8f;=?#Aw9Bv^1eS$(ARW% z^WHefQz*)*hp!LcPG!KCY)t)fEh~LHM}h|}f0GD5>K2cihEX!@`|BKUvuQbt2k@Q^ z4FxZc_@E++&GSA+8ErQ+T!?P2YWLnLb z{PTU6l?Tq{hM3nx^v66X?p%7gtiAiM>L3BvDDFRrsuPz_m(d)V;0M3MKeI~-_NoN( z)nDr*qmWfv`7m#bVVSa=HiyZJsqLBR5H+&ahOnavzDox8QV{gY(O=V26&IX;-QdlS z%oQ^y$FtO9s`+?-s&Ls8;VqgfNqx*ib%fZ7dWbG-9d*Z;6exIDc-THTnmt*<`=8XO z$#c0$hJyH91ONchR^~NG-_|G5#o`b;B>SC^>=-JE8X1bbXw5=O$UYg|_4a{Igm(m8 zmlTd?P~g;iBmREL&E;&BwLkQnLL7&JH|<%JjOSq26-LA_lP7xzN}~=IB1IS{kB`@P z`D}Mv_^D8&fauRoch)H8Z*|&M9VfbQ0vfoyB?_Xq3AamDqf2@qy#hEdoG-$$rw#;9 zPsc}u$N!-@?lncBG88keA!0@(($e4|>&wOUz7^{eDrvgPV<{s;Z<62!FRPPYp+DlZ zDtVv1MKOb3JI|cnpaO(D0`^v^zcshZ{{BmLteeT!#5s<8SjjI-KfY99c-M#*_2m4m zyVK^h&SrWQEb`c|gZplp;-jcN@VZ}dOOdW558mIlj!G;tk{{VNYEzn#CF$Ae+M%R; zdV0@d_S-EZ8a~NHPNc5f1Mx(`mcR$jC)ID=p1)DKZ?EJCK$yd&QIZGh)CSI)oE z(OP_}V|AYb-W0XP9r@?w{oG?u;+-KC>MrVtGX#vSYZ?8E`b5Ky%-5wI-3G#&!s)`$xML0^2SazrT_EbRKVAXbI~CbW(C|HkFz@N_mtQ816n*h+#(2)TKY_ult7G z`4rsr{BRC%CYmi0FXhwxIKP_kULiJG&Yv`FjQ!(e?%~UmPQ}(f&Qj>$9x#esUd_-~ zXZQ{h?Tg99{t#6_zGEf3g^C5!%*-pIbShYu`CRN))X+B~3oM2T=qoz>a;P8_u*Px#Vjb%gqwK`~ zKHs~fM*^JFYI&^hJZ%h@Z4FFz=_!@XN9$3!9z0OQSeXYjpY&{KeQC4c?&b(+j}w&v zcrHo7PDn&P#U1zWo*tRPdpKzx7XS{1n0c}Ng*`Zhq~iVG?~A%%t+oE^3gCPDE<&#U zdm3rSnG@sfzqtnZ%Wyubg{wQ_dN0Oh|puPUH7W-dy%VQ}*r7i2jb3yr!di40X%3B})w@L5+jWGT9 z#A^I^8&2}s-hRxlw9S&|#TzQ*p{Ew);>lKOa!^YSG20YAoZOOQsq$wr<*jx)9}`xX zQ!D|je|_^G|D4S|FO5(##7t>|utHRQO;1=tmG7dZ6GvCRj}-?&gOoJF7>->9z5evx zSbRL*7%n=a$vMw3Mm+>W407N0zU%^2UwC;pVvLKP;S)RCh@MV5Z4Z?gs3**be%|1h z!|gj*$c&wd$E?QwjC3lRv>K5GPHW!b+dkjO{-N=L>2pczKU_HRK!qaqHRwZs1Hj28 z{x5?A1R(S`S76t-On2H21a(Q^qS~Snn2I!kO3J`;5rR01u1Q)RRPSe{`0(H-aJ~x; zobrxP2ScFf+}ZuX3$p_b7A~Q4=V$1hZQ*fy@w&25a=z-wCg(c?cAAy^v4ahZ$)>@q zmi9l?f_p_)AyA_tQjkW=*nyo@01sey?3mxk(be&TO>A6`<1*};W2``m<9G@Jr0K}D z&GhqbbA6P$8=9*$CM8ddcEZX&;mEjzhT9tNSk0Iwvff~HQeKsg0?0;~hUJ>b)s&`g z-MCH;caGQ3&;jm#7GwVUXnP2A~HDDlMJXaC!a3SyXu7 z-7agqNZY({IOz!8?oe4gY}I~cL3lv0g3dYdpLlETD5vvn&PB+xf3&Hi5U&Yu4fS8~ z&1zh72GWkr@;-E0$UEVp%h8=!9n@tqKvZ0@-U=t>1|Kh zdyZo|;KJKBl1-r)SOfBzfV;@KhiQxl;N&TS8cie3j^(}>Xe9E3~&!c)Ps zA_sKIaw`mTkUG!0gk49p4Dkz3c($hg4YUW*j@KolK4}+D8ohJHVr9`0W2OFGs$9bmBXL#q=o573?oA_K8!iH9hxG+&{mzaw90P~XtE7|?-%8l+myf`=iM{%-2 zHfk7C{(xm$Lc}b1WRfrl9$>9W`>v5g&MTkmYA)^U?sd6t&P_#b{Y`YUchTsG3KIJo zStXh(Ta*#^ z?C#+%75n~9l8cRSvp^d>@?h;f!4O$-SEl`Hjn;Rn&pRXAQYmYA3>=1{;ajSomFz%irZCPk| zcr!2@Ck97srr_ImrnQtTH?m2N@Oq9XJs1fzc_MmH)@VDNHjSi8p+Z`0-J?Cx`LS8-9W3 zH4mBt<_L5dGDdP1J`-a7F|n7WD1uMHLgxQ}X@!)WiBoe^-5#xp?>ORU^!7hf!h?Uy dmt`MhVDN~N6+C^pwGe0{gQu&X%Q~loCIHJ?Q6B&R literal 0 HcmV?d00001 diff --git a/img323.png b/img323.png new file mode 100644 index 0000000000000000000000000000000000000000..ed823c9fdf30bb957f830fa9bd80553b20425fce GIT binary patch literal 447 zcmV;w0YLtVP)RHR400001 zbW%=J06^y0W&i*IJxN4CRCt_YV1R=LAm#v*aBu-8jt=-482%?PFgRk7LIE5QiXF=R z0487X{bvY3QuKh3DOi94stpc6vm+8ABHRoNEDst47#I$4@)tlAKVaYlsbPU?;!a>_ z;GMuohP}iCCJd1SAc6~s**5?QHXsIv0zX^0PG1ELXxjxED12#fslfQ z;}L|=0ub?;f#*rz4`e0t|AQicp>G0n1A`Zc^?|`)8G|jd5{?EC$->dV9RLyfz`%Tg z;j#jf5d@W>5W000O(Ii{X;L!RHR400001 zbW%=J06^y0W&i*I1xZ9fRCt_YU;qPt2Qc;b00TPsFabm$_#8mY2$f=DU}A8<(18wk zftU}7L1s5F%w|vk8^;Oefmr_;E)X;WJ5bobz@P~=8R#Z{u%j3}7{EreHZVYh&I^DQ zvw{eq>i-+aw2gT16iUyAP!7N_U(5 lvox?tgTcN8oKnLS005j3G)-uZ$?yOG002ovPDHLkV1gL1io5^- literal 0 HcmV?d00001 diff --git a/img325.png b/img325.png new file mode 100644 index 0000000000000000000000000000000000000000..a08b7bf557d2100c87a173a615af611d2b899325 GIT binary patch literal 511 zcmVRHR400001 zbW%=J06^y0W&i*IeMv+?RCt{2R6R?>Kp1`!Qj<1q5=RFizd$-VW^i=K?3AC-$;IVd zq?7d**!}?_AWkk79NZK^a1n!>b!glKhx0yi=_QS#2u?n5Pu|bG@4a^k&;%1mVZ-zL zHOD!p`^FqNoUYii7pf562F(edqr;Y)aA~!$#1^B_D6|Ygf}{-JkAGUA4zq5^m7u*k zE;xrrsjPlYbGR&enrj;_JL7{e0`IrY{Sinh73a0bsl$gemj(xx7ViT+PEwY;Zy`Jp z9$$G}7*OWm>yY*!4%acU4vzg&p&Y#gE_g>EFj*8*djVthK&Qut4#lG3K{fHiTRv8mo^ zs7ijx)ha_yc{IeCP`!}dwe;(hCr(qmT2rC!uuF3HNVF6;!icw0qBUV;_c3~iahT!a zR`a=n&9qVi-F4Oowy-fc09FW^;DpOIyD{>c_y7zQNYAuDQw9J4002ovPDHLkV1n1` B)o=g+ literal 0 HcmV?d00001 diff --git a/img326.png b/img326.png new file mode 100644 index 0000000000000000000000000000000000000000..d7296d0c7cae28095f01f4df530272fd573bb129 GIT binary patch literal 424 zcmV;Z0ayNsP)RHR400001 zbW%=J06^y0W&i*ICP_p=RCt_YU_b*OxPZiabWtRrz`)?};RBd?0aG>yOg4Z?eg=l6 z415sr31BW6U;&tXfUu9R;r{_Jk4pir=mDI?iLjp9-~%2BupA>W;QoJuh_Nu@(e!}I zE*n@d(E-X>fSPc+K*R$m=L44b2ZfEa09=kmp@HH5{|_*^10X>VA4nZwIDiPqh7CZ1 z1EG)MV*^yC4ApE9U=)Bd_%Phf_!Y)7AmGDMfCf0;24I))!J&cW0EoQAV2viuk3wOB z4-f(-&-vSK0XA)Y6PO!tXyXB50Uieo+koOM91Yw77}_o{$iw*2*d56)0P^Ph|3Gj6 zuFdBEM5y%M*dIvh`~UxjigWzEiewkZ|Nk2}-eK`FH!7FuIY$Dzk_;@`hyeg4u~3^u SKkMWG0000RHR400001 zbW%=J06^y0W&i*I^+`lQRCt{2RXuOhKp1|UxQQD#aTbP7TvQLds0HN|o9k1FfngJ>L6BdRMT?5C#OVHyV!Y)6ZK}%%_pR{2-}})W(5@iA3PoSmjr`zR0UoY7-la`O9$K4^w}DiJG4J%1 z7VS(ut@p-E4`c@KFu^0V2gIcov&Qb{%{^Cbc_A?^!YG>_<1TRGu2~1QAksa{GTU4x zcqy(V(9r4oo~BYq8vbU+lf?!9&)Lya2tJv%1`2qVOe{u1yCb3kYMr|?m}|hjX{k0aH)2YO3`gZZMg0XtrFJ<6x2uI`#)*%1b z!7ttl{TgXTju)k`NxN6i91*UE`Z2C9m?6FWaAt`b2A)`q!?ZqiHIF+YX2^yt)>TAw zgFo4k8b&iQ47yx?z{2=v(V0krhtmBh@kfTVl-Z)1(MakRBkDe5;BeE`z zaI9up8<~v4;a6sfYR07)-7yeMhSr+aKi_m$ikZkUs;uRHR400001 zbW%=J06^y0W&i*Nu}MThRCt{2olkG%G#JJ`Oxqbc?RXIq7tn669MJ9sq~!oTz=caI z@d4T|fK(3LkaoBrPE6qg>;i|qty+$7*>Zpzv=<~K1gZo=0>n;sx3FEN?MssR6FYt# z+hcn&8T_l-CeEA3Pn^WDon(d(1(c8oN#&Di`Zvla6D}EBwn@l~x!eY;5KtN8a?nm5 zImxAp$rN&o)ixEm(PJIYwj|k6GAiBKMQ10h;mPUh(KtC0rFIBe%w;wx6VkPFJ+vc& z96aM>)?fbU86Q4P&h40$EL+LZ?3k>mrjs8bmy$m%b)5F$9Fb_a32MnvEF#|io((IG zE%X?#KoK`9$LYV}j=xtRK*&-@o~KK6_qnPZSjlm0UYwuj%Qr1E7aWYI?lW0c9m@TS z*cq}-v`(iP<;`sJv(ZFHb6t}f%j=P@AFGO1oDl3qA$Rf!8<@okCz`Y{kdrbR*M~zb z)+(-`+RA~(uEfP~<*RJ0V($SH+jv;4J4={YGKe*)OpA{PK70FEF@ZnMOk&X%rO@7z zHs8(3?9rpq)Xsf0l&O#x_Q(EDRJs|_zlP=lwy>4RsPY`{nmQr-Ok^~Qg+cdg&<9iY zRDE2osu=5(%h}{xqY0#kn6jEp9*$$JE(<=cDeCK|F*F*)>!f`>)?W3 zaao&T<|@dl^DJ&GO;;8QM+UT-cBq%avwSkyB%p_+TgqZ-%15a*K+2qJHfy2PzAXiD zn8_Hd0ekxeA?Z2+le`w6Mxw>htEDZ&dVTAfn6@I`4Wz{EIlCIt+!hDLlKpNXyWIao zC#(UT-fVPj0)apv;0?an%FXdJeB&g2ocpEtx4wkatTQXudLUpjGhiDnM!yanhai@F&L`hz1qAc z>61!$9U2N=UBMeF@HzvQE8(@kkXNsZH_wHJkBYLq#%}Sao=}vA)Qc>*^>(c?USEbj z?CP2<*{hLB7hcti5cHbNE^giBa9H1@h)^Hg~?A2%M$mfg7`^IF@3uh0d_cyVp7g$E-Qs) z$&OCedLSvgSg!u(nhRsNxXkO)2U4%Kn-?Ep>9+t5HURqAGJE1P;cq|6fk5E@!3=b^ zwFzDwGdp7$YJykCl-lPuBzSd={eZ>vsDxLmF(Lz8Jmoqquk;i?wsSf~uP0<{e^Qg~ z#tHSZdql409}<{JuW?wf4__At&Bpkv-ssz$cy-5IjlcS*c3AqLO#|Q`tw0))?wTs7 zncNGY0PB{nWYo{K!WIB}8Ws|-XTRAwl6$!Gi)Q5W(!pDX*z5B4#>AH-4S5afy&o>= zib=8wBU&|D*ZN~g0-OVD}-)zh7*m` z`~)LVGIIM$=;#|1bjmdnzJ~={YbXg;U(JNMAlbKIDV3x2M@W=Oy8i$YBSpP}^7bhy z!K)vFS3d-=eh6Ou5WM6aFC~ zF+*IU;pQA3UI(K@;~Afy&1JNFmdJYNz1V@9a~zfz{Wfd3S#!q0>LJ67vqyI{HqK;B zT5e=uutVa&qciX00?$fbVa;KeP~lGye9oEhUO)`SkJJ8;biUm zdwZ*yAIY(|F`u~oMtFvt$O4J=g;Rg6TV~F{P_|h`im%aR643Dsp00i_>zopr0K0c? A`v3p{ literal 0 HcmV?d00001 diff --git a/img33.png b/img33.png new file mode 100644 index 0000000000000000000000000000000000000000..d55f444dd50450b82512539b654f04ddecfd3217 GIT binary patch literal 404 zcmV;F0c-w=P)RHR400001 zbW%=J06^y0W&i*I5=lfsRCt_YV1R=F5W&lU0`3DbX9I#i0nXy*XZX)+@PUC4;DD)T zVnAZ?|0SpqKX?yxuL2*;dNz=;3|tH!7$72SVhk5RA^{8spdtq@Ff>5avOx9Rg*%OQ z0Pbgo0$@li0J`%)7fb}=4o*n0g8{mG4qRXa(+yzq{QnOO2^SzT32-%z31D*=5n{{` zb2!0vf{p#bAV85X1`Mzq01}K77}ygaOk}{=0HHzA3-oITl!*ek5K4*}7(SyZVeGpR zz`(Kqri8fxB8{x1n}JUOCh`Gd9=ei`43$6<RHR400001 zbW%=J06^y0W&i*O7D+@wRCt{2ThDJBMHC(z%i|)3w|El*HETn{U2-^XBc$&V;c;0F$C!%m+^}t1Jplw|a2ma2op_FQrU zlN$85_av*bgvketIog$#VuSO3V^`)~7ydzG?1iVb?+g_kGYL`1aPxYSrH9HAZX{s5 zI9Nou70=tIQ<4d?XL{{ZLViCX|d{Xa88s1LU@n+82D5(V{AJXdy$)mmR zvWw3G$FEC7Q63+`HBf8`dMO$xwz_=gGhQYf8D+~qc|m?*X4sw0pGqz)oZvc44wVq1 zhZ1Okc}ba+!0X~IN^6u!L2y6t&ISLosu8^Kf{35RdY*4CvuY*`UI(WOb`|jPeO}~8 z>uEd@h97kGn@gNg@)1F=CO@DIZnW~rkyKbH$w8uc;9b({h<2#F=`*K*ZCU_q#vG-8 z@Y3NJlk*yw#apZE7JO9ac5^gusv)Mgt2JOdnB`m~=n=fC=rJ823XOLF(nwPt7rJ9T-crEB`ti$x4H3k zyC6uI;?wARM-xh%36fh|%Y5GcuEs4BmR+_5$-E+0G!l$|1F%@lUxKoH=hz3hlZE)N z01xcs!_4KCw@|F544m2L=YLpsTpMQINg~61=X(h8AT15d>qaoH`HVJu4FQ_+gRV_V zLcd9;3?RK>+3OwG8<5|cvM{$Z1MUdK8yMm7etY{1hR8ctpF;Ne!Owrp?Y2{=8n0)T zh36Rh;o}vxg7QDF`7Y>#(U%h?0F}`i_j>fNW5tVGljRktQ^iy zNxUfrQ{}h3tfs|pj>J2=W*=yIehJQL)58XIEf}@15>KeBgYZ077ZAN#peWEJmZmoH z$)vgfUA;>|WU#hvYwLQm{SCPILFa!hgyP*!u}08GnSF4D6|uQ6k9aWaIQ+Eu zlc?a;FI&ZaX_XL|c1bWK2Eue)Gnj#YFR)_sOn+(gIf3%zjo!DkSxwY&J6URJ89#Eh zlx|>LPvGiMt80`AC#W8Daozwc#e&19=kyF=u_dNpYNo0}eY|v~9H9^Sj0{b!ug+4a zG`VVrC+tVN<8S=bN&sW2R!q+e-3j|DVtvZ4U{06X_3rg0(~sKMv61ag*ulwuuOOO% z)h0e}e9fNT`R@#S+5UxH+p#}m4_1CNVaLA67ArS0Vp(u7RLPsy#>z%_!oISf#BDsgJFxYO*s8>zcVk;&4?BXfdW@zkXo~ZYwdS7w7BtNk4OYPii&ovxH zIJdj7WI~NufqHh$h3$B)m^2rfU~PKL3vzTzKszhMvNFStV0P$s%++y#u`g#JvN%m z8qQ27@m@flwBys6n(*<+9k^gf{L?uQY~_LxrAqAl8wp2kCb%j$7#ppZB7ZR>;Dl#( zmmR}8=BI0+=#m2pE#D$bZU!Tt-kUpj z=FOV8KDit4T6ZcB8K7dUUGkZF21<^i$(|E5YGw(i`ccJVICBJ|lbKK$O zXujjF_BFH7H|`WfQ^xy$_?QwC&Q(V%V?~w!R|*$RBoP^Tcq<~PdCs*TX|fG775zF-80bdw5Yp+Iv*zB&-5ZQOMsS z`kCb^6GGeTGQmiks^Bk0q3wdGI5Ke6gk2bBk=r!~Qm|+3#Ey{@-3x-U@>1!uUSmb6 z=)5|10+q1jGPT-NxTUfr---q(D!q-AJoh*mlG|wX$a=*o5+_Jd%Xe?$$lBa)ExanP z69_y(DA*AZ_iVc#G4&Zh&I)wf)XoYmypG`h#ERW2zQ?nO_Y2urfX@l2^ZUA;Y8W<~ zjgjI#O{3!nJkJc;#2n*(>=MRfDz6e8osvpYggh=ktvph;##{K@jv;w@Q|n= zhHzi;{GRXX;`P|XiHSm-)F6>}A0rT?l8GtaXW>vb3Wo?3jVs3<0u1-1oQ%!GQi=1K zCvhJtc&(Fk%XSCLm2Hkv>+Enz&l1jGZeNr>(?>SMVV8(nHg-oA=Lyh8BmVGF7`~&j z|04|#`z#|gN*9h~eqVCcbxbB4oip3S$M#l{&JrvOw>5yJrz~$5U5G_Pm4`ah6;db5 z>YSXHt`wVOVaZ_CSTpUU@z*xUNgbj(nGlcFyWj8}s-Z|dmUkxZ(HC|T7oMCTc%0#} z0^Zjh_K$l^`y?G@i017M9-fT&aEjsjekZOT`{w{Brs}MAQRtUQ;pBMujBk`d{tYy0 zfmW6B2zW=SQNl9$^IH|S!Ge(=)Vjq@%d2EbL_`OuGvK?61`<5W-@|SDxl00)#I}AI z9adQ~!yinrt?Wg=T{Bxpq|4E@bFd@cMY_;MYpY^YB152FRJe19cO##r)>D=F+>ymG zh6aqWP9N0+oGC#<3g;~Ee~w@~FeV}76+)txJd7bD`P9_kt&4Mm;A0nP87guvf4d5y zuYIf7TcGI^-NXqbK!4D7bNS|ZvNbw68<{H0tL$g=9(fUaPg7({syb&HD`z5A zHdWqqdGU=f>pkc%En{pg_FLaN|25iWPUg zdl|#_|TgGuAON}pAW@9 zlD7_E4)4^cUEVKZx;^8S-xTYo$VmlPDQojA=H>muFVZ|b;OYL3FC*gz`U$dx&tuOL z1NMD4DJ$;M{}|6&vSgu3@{!4Pavi3+$nnu+Mb6IrXeCYwbLMNCa6!whf@5i$r8ku* zetU?dtxl}$*22+_def>|c2##Ir7%jku^TvAyNUvHR>!R`pJc*0nts1oXbos45{y(_ zP+o$*_;%@H5AMHw>7jgdj#$OPdTu=>3}N*>{scQ_D^mqlq!>9u5>Yy1^^n5)aNdO$ zWS*+OhpuKejC@JXhKY{vT!~Pc$(jt#+A-(WB->#CYpN zGWglW30t0HD&dgLT38!t$VEiQ?r6VNwy3`KN>h-O{muWFoXsrjl_WS;reyV5QQnN= zNP_}0%)+f4Rap3`g~?K#9KH>^%N%b^TsUoogWF@X>xymB{yuBC~YGqCX->GUm4{k%HQvOA2U< z*nX>p`Tfd7?{kf0+tc=(rKj~68|+MjYQ8B~3w2s1H=s3^1r zb+o{_^oY4pwJVqpWmsFdvo`OecqP9mT010?WQ!8m9fUBTXL`mpdV#vhYg%Jmvm z=(4b20@pE0UiP{J!e*{-65vt1mND&WBJgAb?~|v3^!_Xm&#JNAt--?BZ{zfIs@@Cx zEwPEQ_Me)cTczRKHbpRA2dW-mtLNLphK^V zUxBev+tyo9%JY8V#-raQ+D(B{4|C@l5Nt)E=BQYTVQoh$TV+U z@iYGCq+QEz968lp?>uD-X47?xvS!vsu$idIa4X=67B)b{PaDZkE+7zbO9w*#2<#dG zY!f4~vz!^B$rsjY45GihC;3rgByi49MFQ9b%1bYD=j**)u(FtKtgdy?jD1Hfli~%~ zrA-+`b$nT4seqtaN3?*1zOcanc)nz`8xDtT=va+Q}D{&UudC!Z<3+er4ocnuH#5Icz-0y z0O32f=^b)ZPTZpZvX+#K#Bs*iP@xavPr}A&JvlNVTgL0ZZgc4^>p{CoPCqdgE=hLy zexLb&zh2@WEInq~Uf98+Algo8!zn{%7PZCT6mho^?4klv<$`XFq#-fhoA&SkzEQ<7 z>;YdqA9Lb+zjZBSynQyx8kF!m9mw|!SPH0D=m;FLN8C4mq(B8|V*7{b_FW-urjhOz zPx8Nh7qwIX^hsGc`{oPXVQUW|jQ|{|F|HO^ogj%epn-?FL4|~hdO7Wow7!aLP1Ujs z-&!4Xb_@04AYZ#E!ucFre2&k{*sA_0@H@x*li*!;CkOu%(colKZX26xL(u}KCW$>!Jr zHdIOqYUFEH;cIQvgN@(?R!MGSJA9PJ)!yKn^IBrY(7`Jccr7hupLt;n#cN17XK^GMmw7r zRB;fYN*u}Tbfucmx}*|{mfzfnOh~A)51u1pMa@Q9^V}HV`=6JkUoNw`NB15b)oTUw zsYinzVhY#tqKZkwL?3_1ss!J1>m)_ebag+q-pCD9_EvpG{L1Z5XG-PxR`-Q#n%jQp z#J3sh%Es%|kRXhgp|jB+(LCef{-Kpa4e^^K7`nx9D}@m6{Um?X!{A)0|Kmk}KGayj z7i&VYCNJK#U_x?TGYpeK>HhAo_E^tgCnE#7L^fFCHWhICBQ#R>F}ot%KNvOn&iQUz zRwgUT{twBeO(YKZJ(E&MwT|ZF{7vBZtb@KDZJqr6JEGk3H`v$KK@TF0(iKZrs#W%v z4b=N|;swNIs5gwh_Zeq=jiY%KiW+Vby^~#uPSbUMP*V6ACzT3N!)eamI~&cpVV5(c ziX<=BNwk|Y`-+yhDuv(!gK8@`sA})MZn3aB!(WC4oD7rj`TJ5tHA=-`IK-ICek(|O z!=xwD#(<=S?{s4~lni(cz7QW`|J|s;)(C7%t@+Z6gr0eeP_X-Q<9^t}8I1~o5Ie8{ z`!w**%Ok@Ws@Hal+;f3h%eNM#*#mY#>?!Y;HyPL;K$a5vC~rvWwd?qMkO}cxskp6` zc6%2o=1G?fROeubb1sZy3mJ=I+ag(AB|n1>3|^df-R^}CgarWl_V>$mDFnOU1H0Eh zt@<~TLVvcWJmR`RzTiowS4|QbujOoxz@FFe3_eX}dZqAxA|e&!7t7)u|AwpHv;D(c z(5Egzw~ohYg?~@FQ?uUHl~E#7R^zE+FvXI;GURO-do)jDo^bV$Rwm_`Q}h6RkRlCc zbzgqZ=t398QiSSh6;x3J(h{NSloFW6GqJusj=8&J{?H3&DW4K|2U$&snp&ho1**vK{KhuC7F~xoXigNiX`WwYV@OO%aI}12R znOlHo1-7K-O)VP8>!2I9=LC1=GaueSgtm^%RJVD9<#P0U-I5y%c)*=~dUrj?*xcdi z1U>Kqh;wgv;c;W}OZzfFDa%ij0EJ~8QoTDyeWJ9hBs5^iwv`@s_qxh+U1M_9E`!na zXAVTVkNTaa;*rL2hwc^5&{6F-whrePVQzS>%z|p)k|?RT`k`u+Dp^+#+S|TZTY>dO zXa2EHW6ZR1k5#vzd&!?hphu&jXH}T9FX`*w=U~56WPqIN+jQCe=k7**KOcjnqe+Fk z;e}oLZJvBWC&pIu7}+gE$Gqoq#r!V|k=ig{`^F@RRGHk^*jwsU^N+leU3Rdf%8H_f zyD@U_ir!Qz5rhR2O%A4*mf$Jjm*BZp{zzix_L(1Dz$A3!=?m|BCrL6{szj0kf}Waa z>!D^$zgPGPx`9q%r3#k+aJLK&-S&jXreIA&IpXU(JcVQ{ZIR=YexN>=v0{h z=d1r_3a;kiQ#iU5sr_YcGe95uDn9PTYwEaDwiROA**jjbbL$IKLkYo(>T)`c$~%3S-89jHPNe3bNuV|ujdSG$vQQ+~Z73h@o00)J6e zRAD$j!DHA_OyjKK3(~;%Ol&3=NXyW0xU4n0S$8;N09nS3=eSqt)uk(i*?;mjrn;(8 z!v%9KiW^T;^kvA>N_>TyIF)ub!VSDyQ|`}YphbQaZ-m3yuQ$}$5RsL|$!br{$>SFr z{CB>h8_MA88T#yhit#RM9&V>!^(Mbk>E`T%cX5h5z=*&;~DUv`DdM?NT zkF@&;@y@w!-me#q0v%^C%&PsJbN*+oi$FkYJ_j+Ucxl6aZc_w0H95Z3PxU?TR2Txn z)9$WkV4-u){?jOXT4t>%sXF0PWKM|3pgRzloPwmP1w1Y

sPla3gj;0a-qv*c@g? zz&#F=k!&dBqCh^kW39A7**t>qL3(CN5U=ihVl75??VGu&-BV-G3-l|404+btox;?5 zamLYTvFu%Fu8b_m;15IQ-(3=AS~KyPDZlw)Y6Yi3j@_js_pcdmUJ&C3;eoT~jW!LZ z>v1{$i~-8HTl4c3w1Ap+*;yMDr)+U0d zJ`v&~MK~CtjTvwti-t+;PngfXeod>@8WsDVE0dxDemP6}&CV9yX3E)D+-N-;o9I#j z6d;XQjlIAjJm1Nw#qx}^xlab99T{7X+{k*M?AT8IhR?y)t2Y3Ni-9DUWbnu9Dkc~$ z3K!oEU$_=h3e9ftT0$61`bB+?6v<7XSxguDVjf7r&C~h3D6gutekdCKgiU=w*@6ds zc&7P1rIuFOH? zqp{l)vE;K(iD|hK0d4(vV;uoC-A2^!1$DN29~TV8#i7OHlJk%evSjhL`9XXywSf^M z#P!0?A}3QYev8~Eu!T}?U8EQLe)^)>WnQ6aerCkp4*i%yM7sJwCao@>iHYU|mmOSzIO)Yq|E=jAuA?oG@Oc z+~Fs1!D>j$kNP69M%79id-baw9r^4dw@BA&JPzJWNrcbjs0ap|TwTvenUYA3nV12V z!U$U&GKz2~YM!uzYFv{nTPFD;dP*q#6Y{$rSx(Ftz9$_+X zNt!UfEruLO0HD1m8UF@&9azc=gfxvx;yk_~#IT#mFu?A;B*&5Lv0#B|UFUt9&m@e~ zf(CM-Cd>Ugp>d0{TP}sbd0YD9ft1O*A|~&>Te2n^aIg-tg8_oA<;-dg{`hNi0oVRi zJ~#8z@p-$f@W3r}oS#dA-LORq=%mtO2YRf}&K>66G^)Euh^+YS^}&bhJeq|1T3nK0 z#z+T@ZOo?-*n>BFQv8Jc2k!gKTAfxOD&+Gi_%ZIeUu5YlK%r)F>ppn6^}fLtUi;hD zxybzb=C%iAWD-jkny_Orlp1zvCccG+{EGG`3MkQDbHPEEq z8ddb0AI9(8B6F)yz(!&0sl2l$5xGU-P!V~w>(DGvh#I_Lq1B22>xl`)tisX84BL|e zU-~DHugeNV>FcmuwzLTH;9qJhmi_Xd^*Iz2#B9UTUF`EC_eLy3NvG(st}5*jcQ}4d zT9Ndpkx^n+wm7G)#iDblh-8AxQ<2M{F~#pfz~ zYC!Sg!8DxJ9gkRtCaLAizHyRe`$Thv0#IK>r3!;8S}XEpRZaPvih&UnSIhrm#-!5ZAlIE*`$Zcj5`N@H=X6?m z4epm1`79wdSbxP!ZKz95LIgaw&20tmP-IY)@c4HhZXD1FB5-Yaic8Zng%907@IgTL+Uw~HZZmKL=_-;U zAQL6%73wVLG;J1Zfw;b*ps9bF`E%*X*P{Oh)9@r3(YO6p%(^%oDXIx4c*XH)gDlV% zSdu_Gx4T+BRV-@u!h8rGs4yy_%v=r;dBO6yKLe-?BiI81#y+7Dc5C(YZHM{pxr8aM zv}C}B%ozPe!&gNjj7`TE<4(2Uf}>xGF2(rpPacG^qw{AbOen~wq&2{C5=btDr^i*Z z;bZA!C7MwBirc2gkhoreSvO>U&>OgQsaA9cqfZnshSoooYR{Ng?f87PqI|#yL!dgl z;PlVIBYe6z$hVBi=9p$Zmu`ZYv4*!y?$G65681~ivHdCf=23LE{=c>q!z+DJ0|_at5zxV| zxi32nwN=rbnJfjQVxB#zW!Gro6yAwt@n@b|y{Qf8#@@7DrBI&IS%r(+gK~^o?HU64( zYO^jNd~0T&G`zwX(2HK6yh|3Rer$QS0G|6cV7xFbyB6Fw=%rp?pigKzgfv25X)vOT z3Vzr2P@piPg{#cSe<#}^H&aw39?;Fv>*G})C<__UT^%?ac}!fqPh%)Iq4hT+C@#6< z%#&5x#1sw8XKJfF*M2>Ktqj7qLK0mWmx5cjOQ?La24}D2%dI}#@<9pob}Y8LTCN^X zQw6~*e3b5n%I)`IK0k@AuG=jFA^&<10A<7io;HBZYskB7H$#X=oxwv1zr*W8+yd~c z`;h#_WAe~I4c5?zmMK;9hCv1O^hys;6u(F-C+KRp_r3?)&u1Yoo&n|aBPBp4TJi}1 z5Q6@37eLg*S=O8%Qq^Ga1pI<@wE&?{y<79APsp$c ztcW?|(@0GO7la>YY>L9FBi?$brl>ep7@xd`!H<~y&-leP7Dm+~{>2Lf4gEeWIp%b1 z4Y#j=9SLB%6)^p#e`aCM<{q$VL5uA2wx96B<%K|>A)+`{br313bJT8KfKZADz8g;#KR-jH%p+2uGNC?+`N*pR&LiI z=ki>clq2vvRES$^&4PExhrrvv1Fha=!y?UxIegk(m(qmaWW+tDF^I&6|LN?27W&MM zz{0aU(!s$h#1<)9aeL@tfc+K*Flw+e^j<`)LM#7 zom5xNx4`sLg7MgX6ypuY>12x?$Lr71YmoY@v$BO{S3`yKpKbYm zkS;3;@$=%_*O|prUYyNZAn`AAX0$C?>Ms6_vijYd5`5YOu25h=Tv&Hlo^?s@Vpq;H zpbf$@aLF&%tltF*7sXf?hoxBsp57@;isDW*L?qL3b)Mkr=su+LeZ~OU;g6Ap9P26D zeg3s+#C^n_lZ>k!W7s=+#NjLt-&lO;V1$G`DWa+G^80-l4u3$is2-zOC0}yiSGAhJ zBd#aiIftGk(p)0y#qv{kR8nAIo7DHU}r_k_^wQd*F$a%4ORxJm;5ELc2{J0^-1 z>|e}x)B~<~6>_pRpX~^j>n=>X|0ufuqrj;MZ|j?J<2d~%=dAxAsllXLHiaz~=I0`PO2r<*ZsnCHB|jzH4b)SFYGj%7jS3|tAzvB9)7>^ z-t$Oj42OE20(}Ykw1MgY#Qd!+X?fm#-O*9oFESD1$a-V9jj#8#02v7d@hVZnp#K1t Ctk0nU literal 0 HcmV?d00001 diff --git a/img332.png b/img332.png new file mode 100644 index 0000000000000000000000000000000000000000..575ba8ca61e55d2a91cc5c0e841150cd4e90913f GIT binary patch literal 318 zcmV-E0m1%>P)RHR400001 zbW%=J06^y0W&i*Hyh%hsRCt_ikU0zs?;zq8lrQYD5F_cnVd&^9^=a)254rs8ch?x(ESIKx+8)0r2ZJ6PWXW QW&i*H07*qoM6N<$g8WW^<^TWy literal 0 HcmV?d00001 diff --git a/img333.png b/img333.png new file mode 100644 index 0000000000000000000000000000000000000000..98783e20ec238d5eb65179bce37c63fd96a82e13 GIT binary patch literal 8335 zcmb7~cQD*R;P#KG34#zMy5l%equ1bYM{+nsOZ0X`joy2&cZlfakc;RwdPI+Ui0Gns ziB5vo@Avk1=AC)pKX!L!cV@pkv-^CWXTG~JT5vV;`;7Mi0021*3PAt>_^`WjkL0cc zPf2jy{jSA#N5FLeGcnnvPym1p0D~y%dS~zFD7er_rS^7sq|8WBRNi0tc8OYrP(AA8 zQU<*Dz89Td7D|F2&1O)z5DcRTWk;+Gx6%2%>woFANjJ1~QwBP9*oIvP>b3lQ<~W>H z*%64)u-~S8AVBd`9ao5I5*sk;^ewM43#F*WQ{xy>L(bBVM&*eN9-$O8eepX446o#)nhaX8Nk72LzmN zV{5KUlME13g`x`XwESh4)iG}Rx@{w;Hu}XPZzP}A(O63dIt3Nf^VHsSly^X$Hb0&! z`8yRid);OVOXFcEn=G$nEEjV2Ej&tlX_IAMJoWcM#x0A{q~PPM zchVp4HI10J9l6DDULbfZW}t7^mg zPwFm>jCpdH%{&insU3wGTK+<8CFh77jLUv*;?D*k`aCw5?u%(xn2mnYw0RLH^;iQ? zY8$3>bm^IJY#2~*v)|l-+TBpK3jEYV?-YB_MnS4v`S+`~_u%Yn_$Mcx#(Cle=S$kU zX_B+8Wji^yQO$;3dPXr@ir?K8n1Wt6Q~pW87YFQTU~Ih-`}yKq4Uyq$0VBnP5YEEo z1uie}LAjwVY*9EdJ%H|)Y7^n!sk6B}>nlVQcOZGX{qUFTIlS`RU-u|gpVI8iN0MLIr5R^v88zVoPxgP;f&dytd+85p|XliNA} zSvGqHWbAHCNgeknl+@<>(1(4)TYiETE@{(Jl4K5&lH_)9ESfbZDLuQ%H*q}2vPI}9 zgh~!hG5NXY#U{G|=n(-DZfSGD`8s>aJOOg!#uSJ-@Pn|v!vvqVj}^@28IF^_#+6^r z`VYFipXh6c``KbQ!`s^3HFo8f0@NmLX?_H~RX^&z_Nln{bGPLW13P!*O{iuo*F!m1 z07ZMwdHdl9Fg*u81y? zm>+(y&qII>;cqgb1w|p-VrEBa$FPgqLq&{Yqeh#Wr0n9p;PmE~?WbK-I{R_mc1-6d zr@*01#9tv#vcUd0!e7z>BE8Fo%~}oN3A~AZ$CSFn5;6mZ1K3K?I^j>+iO%i#uq_!c zac$k}z#3TSY|{2j0#-0(ytVzs+$g`}SfYfq=~gspM$SlPldQPI>I--tER_82;|d5oIuIlSMcS3rBx+^ z9~-ED9?{xylgETcLKKw?^Vzj|IDqQc;&x*_3PAm0N$){}V0A&Jyv-}WX*@h|z}975 z!MmN{{A%&eHN(37dp1rX^Dy?` zk&T>en|%>XRQ^4#BoGE^;Cms|b3nB|+YuyL)|ub(y!d|h6_a~ULYZ-*N$e7z;ECt5 z&G% zPLxjg2Xog$Pt!&z3rf7I&!L*@d19+CM7K+|`?%<^)v~WI=ASp*3|^_LZL53|{Gj_x z7dK;~{AT#)aH}!Y^)PSWwAA0E+_wwIxU;;`XF@5K(rA>~0DJRDQ@gKO?M zed|(c?)ppo=5SQI@pp*8p9SLYa~@P5}I4w5Y00 zp_hG(4f|vrOHNGVuOsDsIGqe`aXg$6=>+WFA_9m{MCmwNCP}2EJi%?jVu4r80dz zMDwpT+fCRJQ2;WVovR)(pb@ve_`%`LC1B>*7&j3k;pDC&zY_HukvL@vL+fGf! z#pwjh=?JwJsPswXrkubKQ&$T+U7lZ-;jcxNW+!=Z(nRJuN9B=IXH zLr7Xz2nxa4T4_8V)oFCO?th{t)QbuI1X0v0%m-`tL%AZK%#LvseoQ^s6;5Mc)aY#s zcvcV{0s_aX7hF@sFxM%6d_VNNQes|FrdNMJ1|du_E8MKkg6#P%X%{}SP^~*Fzo?uO zGPIKaOQr6Ss9Gbdj$Ut@Sq-!7q_Y`A>=s3sG1n+4pWa5vnoN(NrvqXLKNWrjjq2(O(2Pgo=}u6nBst50#im@}T3 zna5w+ywV(?&zQ22CL+3^Q&8X!jP&nKz%z5KiNZuq==If`Kr6G#x*rKN1ywFpzfL1P zOldhnI3N#-Pv)Au;?EU>c%rDTz)$7}7wyddKMKZ}=cyyX-uA^j=_lS9m5DO33^zY}z+BUP* z6O;%b-m52`KD113=l@b<8E|;Q5mTsF{0W-EfmQ9)BCuR`1Wyf3)E0H?zWz~&IBn5X zjgdEceCbTZ`w3xT1e0L|*UJpl1)R9QeWi~D6G$o3!Vhg6Nkw$Kh~N8u#7<6V*++}! zJg8{b)IoqqU(7jBoV5V`jL=-8S?)SBob@1mO(P)F-hSfiG_D#b%E{>o$!l&Swy7NX zPbU|}L%Rv*NanLCRTZ+-6Usuw2h|-;v$yXJf$Zg&MGk+xqgmQ2`hOKoFm-~5X=GJ-5vkyTkMlg%B(JlS*cN;S!a==8r5ZO<`FC{VqqkYuM#deZ|NK3Co(xsOHJEPAo|TO0A}ehie9F5Z6^-U5M|80M=P_RN z_jKK2bi2w)Uzrv;PesTx%#+qprT{vL5-5_zp=Hj;>3qFcJ_7)ir6_k!7hBN~h=ZVY zn+?2Co#^w@_ssZXT~0v{QuLv|Rleon2GOMnKhstKQ$&OG$WY?#MddBwo(1XO{p0RR z@%(QZ-xYq-pKH31w|bKdSrBtk>@>T45$ltNm9U=AV&% zcAM0#eWX`hE-$6O_0{`a&xl4it~)8e)oQ={AW*sXyw3f8<*JCu;A9paU+zq{e(&iw zznW=XfM86>)Jw5!6u5Ioi*IYpX5xUooCIAzxWm<&-@kp4ewnd zaMCAh!CIIuwcO(QRRx7;wRX|h2Vpb#gxmzPYqdqypV+z7!v2DJKa=7KsGmf{s z^M=Cfp$x7M<6es)EyM&NHuNP?|k9k)h8*c?0?Kl{+{v>NW zO@X%gAjV$-@MvR#V>Zaihr>UiY^Vvy=V!KCE0wCNfR| z2dyu$?F4HBYgCm)sM<*6Q=(aU*A~B(k%^~dj(*u(M7H$)j)541ReC)(^dr}el?uMN zXe#pY2uWeF&xJL-GpqJn?AGkFrPKL9)_%O>V<7J;t)^ zo7|GhmZP#h3|9JYUwh?XGo_8T>LmNk8on~6Ho zBQXXU8Vs593xphR{#YUZP4ob;WVX*`wl4?x=m1&yWB)8eF2>W9 zorcbnHTz{*@!r&`AJmZs{uG~uNXC?uz1=^T)ta~yjt5%L0p>(l5d`tL``jgt3r zveKO6Wq~oZk0h_u0>^sm1j#eGMlSGpq!UO=!Y_y7Ns7_i)zj8-gJ^HxWx!ITnzl4? z+$dH#c~ntr`lfr#lRD(yKv<+wu3Z;Dsa}Tri5uq_7i#;`(JeV!)HR_Q!Z9e460Yis zu&o@=pm^k}P*d^-6XRZ@%`OR}b)bb=V^=&;;2&Vb6{Bgtk>C@f9LyqirFH(q{yzs- z-4J;eXzf~F#8IU{F&$FvJ^F__m;MU^@)Tby*pes|5(GzZ;@QPoF)D~IWipY2PQ7hw z8g|;|uPPgaD^y@@P#JrU)8hRBM(i}~QF^hu9#9OyCkJ=y7h#_Qb8v~HTK}eq5qn=Z zuO64I($Epdt)ew|^ZZ7-+@GKTE)GcZkslowqQFwCy2Y5{!B}HKa+8XnihkVngJ2{B zX=5Pmkt5fkF}0)u(kRCNF9dMvFgK_$VaAEWwATrmzc>DXY^nVsU@?LjGQlt_a-<OjQv9iEV;tQ7KNs=O_Aw;m4=)t%2VZtknw)`$3L#?3t=n5g#D$0PSFIc<8k*fvZa z2QBt06pBtQgPb%)#jTkVs&A`sC_940KAraL&_0VWIcy&|U{(_xU?evFJP+aGOU@9iPfGMj78aY_L{&=S|pEEkXn;J*ijiN zt&85wHwi{s0r%ZG$6M!TQGXyz6Dm5Gm+DzG(8z~VroE!F{`evc=#5Ki2 z^oV-k^R11WB;*rjiFfB-Coj&*1DoH-MPLzQmFzmfTPM8za-^29(6Q9+c#3DmGxpMc zvT0sAZQw$NqU0BbH*P#a9PfV+Hzb|Ab63LwE)X*DEUYq$DB~q^z9Zo=XxJpP^4vVA zr5hVS@iXcBhVVpT59~a5IJcw6;*xfA6EHMBy`@cB#1DEiTtXaZq%IvrsZn$A&=v|7@tAaSg#!|nXhRi3!+A)22V+3D&9 z{0A^BjlZ!-F@`4a(5BR~*lq&vT}dga(1)n{Y%)fYj9B&AJcwB`^kBZN-Y?sqx1gSm{6`Vi!EzQf1TV!Uv< zxYK<6FY~NhF7Mt&&CO`U=|PwSlcsmU4QT>s=lVPFTg~UPju$>(>z-Hf`_f0ifSux- ziI3ko^l?+a!vC<4RN(L;-0CycBWiCId{4MhW&9lVhi9w3U*CxBEk8zvImU77tL}q& zAw}9MU=_}N_aaJtAbXDL+8qdX{+p|IMsuvsh9Uamc@V;0PCw$$QxU=(U*k717QH0# zQ=1DUcKfRTs~Z=_q#o~eRX007S(|?w+eD_;E|<10#(fGK6-|BB!f@|F*0IIQFVy9p zap4PpJE+k(Hx%l=2dXPf8um*u2lG20j_}q3@ydQg)38j!?myfCMiBr157Qi_;*!4e zNyQmW>pQ)KtO>=s;Fk2g6qJL};RZaz7Q-r%+lo5?%+tCY5i-ZS&(Wly+XINqY>o+7 z`7uh5C{?N8z869_w)Z8yf-{7)qS1vM>+__@OviE0yR~irrIl)elZAFZqDe@wW8vZB zig<8p-voF9ezujq27Y2l@>4coe4vO2!jb{D;rJvxTZY{{xqk%4_i$!b!{6-zmM8iQLz}A+l{bz97s7{6Nhid17@{8?0zH(W&e-CEc zAZH{=oQAx$hovgTo_=W=}`Z;uDzc&5#TORIuxE0u1|ATHNLtSbs5%d}$>ElM+X>s|) z+>)_maR2%|Dan(oICq^NH*_a%8 zLaHs`X)r>0?tki0dDc&YR6_bGiH``_nx6L^N_E5g9&l>aXH+ojwT=l*GntHWgn*rUm1pGb`N%agI&{weB4!zNz#|WPVh_jK?-EB zef;*oh{csxoG|3-ebOQdF;MjrB={_g3<5%`BACXqF{+5y$^TJjYh{b}(#J?wiISW< zrTInlWyN*E8lDySv8zB@Fk23 zXWWA1gt1Qq9Euw`$PibOelez|CWSCwRm*GC#l3NJN)dPEWbxulkl0Lq80!q{Gdq#cA#wFqOYj`Q|y;|+gLEh>m z)PI2+Bl7}E&oYnCLg{I_snnX1sHu$O01=F^Z zS*A3#mMrRR0oJFG@kqs7g`ao6%N%CHFD7S~L+=#sr7UCU_eZJcntsJosrrJDabL)~ zvQPF;s;C06Gqklg+{eD|}s zZNfinIWEYw?Vrac@FkRxO5~tHwqA3@*rf4*y^3p*Vfl22P7DDHuS0L-lx0ij{2@}v zy{87SV8AZ76jSy(XhJ%?S~wLoBl6s9)$5%2;{I)dctzMGk=c_4yjUUpIhbQnJuaIa zQ>zZAU+qn?tAj+h-e*P5!t60eP!zf@L6?m*TU3%Asfz9a3q!n6S05#xl06M1mEkjg z=4g1pIuB=*CO7!g4G`aH=aL=h?y{57px)Jx!3`cPe@0EJ78>LwrcAdl-0~FLdFSZn zp(beuAry>TN~tUzvF`hQ3;%4w(5K z|H(hp4P|nse(yb6woLeIeXfXr?_tUR76G7b013@X*CU%d0tVf%1{Y1tu$%Z3!$*TP zHvx(8&DBV3bW|#uBIw(k&b_#aTfEN!E&c@l7Z1)y={je2Xy23s?Tqe!Iur`ir zdEdd@?jIO>9_%BMCl^4leDb!syX+P~mRt9fHiK+GL{rH%V4kR|H3f__+Glc% zcx>X?U8-oxo^*BfS~zhK$atFhe-AWfTdOQcXKOA&`s~RK#se-i&7XMDgNCEzE2L7q zbZE;as9t9qlJUR{k3MHZTRO!i&0tHqDB_WGAZn^xS5(-x8EFCj&@YD$fB8O5HfFKU z(Q#8$ip!QdKHbg;i~@kl11Oz{=j8nK2hx+p7Ji7+vz^RHWI7kKO;bNF433DZ2$hYQF>`pFgF);<*zHT zEA6B!aR^gtj z+@i&C#q8rShqG+l>?X~)2BBE5nsOET%#JE*Q8r2X3dln7y%80KX54bjl@#$n%|e-) z1OID&WuKT$fTUv0lvK@eN!51$Ey-FLwIClhvc1xCPQRmFOjj5EPpi?Eh@#Qgu|Q=I zm6MgoKZKzrAj@*!#-q7{=c_?j`Q6I^+5dP8aCb$9O@LHOKbd`y|G&v1_8o3x+hyM) u_C@ZwlbnHNzP$SLL^-qox0s+Y+3iEEl!@N088q&09so=Q4yjNw3;i$DLgI4( literal 0 HcmV?d00001 diff --git a/img334.png b/img334.png new file mode 100644 index 0000000000000000000000000000000000000000..f80e5af833b31c29ef1c108e6d3069aee8b05c9c GIT binary patch literal 4856 zcmaJ_XEYm*7S}&btCHG8MD0~632DsQjlEZ?87on$X3=3bf`p(&jS?fMQEHUhja^kj zl~RgU&C=Gc@%qmD^3MD4zTEM<=iU#$bH_P1!Q502bOCaKfq?;Jps#Dm!0-<*1H+jD zCdR)q_anCLZvbv?Y<<11uCA=CEH^ioOeV+0#f621`TF|0y1H6hTkGrVtEs8M;cziA zF)$bm1Oopit=hkR_E((=wluY3&|I4IVqoA1HPF?v4$IweQcV%p_&RW>PpgGaupC^uY9CHzM(A^tjZ@|LWLe4r)Y$+6V z!bfvn4`01cTJ?(67TCLNxU)ES`FGQ{b0hZ4?`OXx##BN~KC@p$V?8gXfSZM?gf8lE0J@Kqe9A;f zKcQ0^JN*mmC<|-MBSPCKu>{ii-M$VjeuS^4{#$?zM07F5uUjT|YHR%RY@}cCQYel# zX^=>AN>i9*yTt!%gi~Z?^Cd;Z7l}yrTfgU#c)Q5mebU?nQ|L=<5}09BFM?&9>@?{?EjO?>lX{dd>ajU|b62j)pE43}ydWq3<*sn+irSEiJe&5x788>^( zAfdCV!kPi9C|KF;Q_nASVxjex(Q5{Cxx(dbZBP;r?Q2wvrm9Px+ln62`}VH`pFS5- zzTD9l7oe52`JB5xde=?FcR5T~V#w5Obz{0NmBLY=9Ld;k!B-1vjMhOdt{X6JR7XC! z?U^;FVqI)yOxW)Vi2UAOs(p@ri?iR|GmK?172Y?s9jNMur0bm15}?d2jKl?}ke zdUQiCko@8#1Fme;nle5*FBTW7hVlDiSNV{r5uJQX*%uk>o&xfG{2=qE5Nix*zOJ?- ze|P@~h25e)^6mAc?afKaE3$6s+!^Mpb9={$H!4?6kzO0q^YqYpnwI9nlG|4t0^O}& ziL*_E|3;TuwzFEj0F6JZE2PB~Y_wPC1w0V`X7Z6J#Re(gbVQvTn;RZ)cbI|rv8S}@ zy5^uw1K#y5-VNG*gdPNzqtrBaM^Vj3C#D6!k9G0Ex;WxiIBV~wyQ4H!zt@g(t5=$N z?}OA(4x$9oY;@8zdDU!Ao<#JUJV`=5@9Iwv!roO31W$nvG~=9j+g%kD{9K3aicRr* z(USt(cC_^C*V}6_k<32#5~h0X%7p_S z7Q@IqQ;!%D>{d|KO0@x6VhPdgfA?0o#w5NEpkgtAN}Sv>W_aiB?hF6uXgQ;#+93G& z2Ww(2`wu1ADpae{6|2;JhTq z0}n-pa5$;gxS6S8wFIFz8UUNUINA?OD0&SX>p$?#ZInXFU*nsD7(hq{Qz3JB75`0% zTV+TNF=1p5b9D^!?Ai6~c{ReV-wWc(s!=uIRa%q(ZRG7QC^5sczx9!HgnVR zNY@fq|3@aUY!qTl8I_e(P*gV4xj>pYo{jX-LXvjHGJa@g-1pOkfU?v{`f^8v&qmTE&AVMF}yQMI@JCL4^@E6ZM~T?4sb{pc>La2?t&9za@K* zG=XuSylvmVWf2D;bZGeC!XfnitfEe83{J^H8FWYx!mNKWRfs4lXEnet;^7;^8^>KZ zyTeF&E9UHm!{vYC$5S73Ne-U$z=5AOqDoqwFKg0Pjl*weFT>IoYd!4RNG%z%{Hf}y zccvzTu2G}+_AGLi?+oa?QFMTVTJQol-UQO&DPe&Z-&E!pZ#p7LDey~M{rVS3sp%sI zwAEcG9;d1<+m~> zkjF8ao#%~&WB2d2?MwkmyGdH@JQBC9tFsvd9uQC=QI?LrnLTsEJ*^}26{<(Ll$i0yKPKi3q$ z)_HLE9^T^NVf);IP4FPJ9aPH&Gt*Z0c80R7opwEG6iWE%c1q3n7j{+c1KnK|fswx^ zw?1PT(fk-?nfcC(u{~Pg=b85`!N-8rlIpnLTwN&tWCb-l*LFz$kCc6~P? z#|E$X;nhl{byhFO`7!rCER9_aq(zxO5SMtZmz^=|MwZgqEY986?dc3)DIsNqtUaU zVA=TfWY)o(rXH0nj;gC<3mW@D0~dkE5Gl;2sY`*FRN$hXX{v)#_27( z`6HZ^eo-f~UQ5SLTjz0!Tk^*XmF94))S`Phq^Aohbh&V}@T*~AQGu3VM_jT%#p7PV z6})(ekI}hIZcRvlxEBiIFz|NnRzUgOh~Vnp?RH>}#Ard~8^j0l_dllZe@K*nu-f$d z`iQg5J=%2f#jmBtlN)Pyx2JaW4inxZpWu^AM<0Yso4@dp2mPW;#o>>(lmF!|Y|Ul{qK$~vpMT%p`P%Bz&*SUJ?$gsYN| zqDZ_+QD+erfvWQNk25MZT)u?!^5iDza=j1=};jhbz~)k7;w z{j?r-K24pOXWlRGwo<__a*ggVqf1a|pTROFNuZ~}8QCU1}JozplmrnTJ=!1|V*k4gLAo>_4okMV?I1$T^RBeb0-#3|NyE$w! z6bKfLyITqDZ`TPuLi-0W4~`1H=fqqL*Pu`tSbpRD*F{eEH*O>0JyHen^%56K z;Yt8Rn%mer*~ ziG$%KdlbBu!-LR*NjrQ@NoUN_#A|~IZf&)G`wpf+VZ#KsdhAOcM4Xf`eyVlNFUf8D zt+)ZOYDpad(ru^&?^ej%YZ_~rnSPkTO;cMp;*=Q?uPp$7y8m>!`)>RD=x^PVG6*q; zqzgT47-_`rtL=o_&Wp;96?(*LOT0zWBD6nsEiMe7L&0a zDMevaJ{Xc1(3B^J#^MfIvy6aSubxDU^tPXK2z?n0Kpei(k7ad0NIT^X2?3~YRJyUL z7DU<4)o)%(BalZ>XNTES>kjZ0dBP~~c{^`+Bg_{8vk^%r68N9ZlyF*3zK%)xS#v61 zK2)~KfXGvh!Ajwg-6Iv;Mb}%wv?_QG5(90owj;ug5t@F+ip1Z+R)GakwM?_=7&QKj36*HdYI9bwM-PI(9iW3rk?T-HZbY!_6|F~@Fgn=@802=HglSUHb4IMU1QO<* z^AUx=W~P_&YEi!vqCa1?Cr$t_YJPJ%&ip)gclP1p68CZF4PYNnr7=e7N46LM&dH&p ze(m5+CPF=a4X!Q9Rg?50X+f!5DZEUBeW6cdu9SSaS1Uy);**j*VZK?$2{>k~PvqT9 zFbY^R?EXp=ratt+JqJgZwBazsA*P8)c6LDiL(SxVH4o069Th8B*gq-tf#=#<^{uifL8GEjWx%L zr!Hxq{g*m!anp>^RO?C`ASVpKkaXrh4Q6jC{0Q}bj)RoM!gWw3=AVVDGnf+;SvVPc>s|lIS7d4AqNQpk`V#P zIY-GEMnK|>%iXQJRl8r+*49_`be*cM?mnlh-}C;_;aVCh6lC;d002-xRh4uA0PpXC zBDtBsE7J@Kyova(IvTpbOn7>MDgaQug(^MO^Gx6W#P2%S|Dh|>+Q&Vxd3xiC5!G>G zs|oVMIIB^75FwiNDSx3hKGittmRQy^5OO#+x!W?X-@?&_6x)M;p;)Ujs@lK-8^nIf z;I8bRG92;^Xw?l z$;UImG8?e`{q2DHncqoFlI$(#?3fB!aA^iVpq##3eVetj9K2ZXH(l}hFkva*R=7CG z8id1dYa_TU5IU9UCy*Vg{RCd^C@yOY@nhYuD7u8SPO33BLNL@_N=pa>wolEcpUp1m zVjMa{CLMonD2@le*6)!K0Em@5Ldpb243&u+SVLajVMq;~9m}t{Iytu$DGZt%%Nkik zvVNWU?3h$C@|h}fwD@;UCD+s2#Oi$Qq*@6bou*BdUsUPl5hz>81nedBV)?aP>?{cj z)^^c8aie$Pb!rT!0~<>hrPOTYa-WSO?*YRE3MBKy9v7FUQGtY} zpjLeD{exIOoutAN;}VOUvLDbDyC=1kkI3?p&r{2&Ka(U@JjOgm*?S=p`LLm6BSRbOPo!Q%8Dia=FJ833Zq|j$*S!EK zkp8yV5Hc?i7j59y45keci!Mv)dWA_9aVd_qSPjc3W7m4;{7i&9)HAXnV#3>qBEks0 z9uU_w0ccggV}-z3@qaYh>Mat{4K+E%54GJOOzASOn%UV|kxv20CLSDBZtc3RF~4t8 zjl)0@91-J70l@HK*P4(op2Fd`VO#oyzV9)q9%Q)z%-oIUTsbSm&SZIC$O&pT#$_;b zVrr7z!UX6Q;1~&o3_WxN<`*Tn3vNMVSkv?Av7|LXVb|Jd8+X1I$s>cZ@BZ+WDQ=i9 zv6@B!5hS%VZ;W0Zj1~}t*|4aAWT3pQLZ?ujE6OW#z4sB?a?r@|{sP6*d>`D0eM1+Y zOE2J>1!XwkBgTu4Fz9Y`e~*#HK|Y9dFW0@J7%FDac67}#H;}}HrbjoA?E4;>VCy$9 zqUXW+Z}1e{mPHWslatHO4AS-2(o1_)*_Z3w529b*0L!$7w5Mqp4bD;Z4sQkT>{qN zNS|3k-^Z2mwb|R+4(6se+--- zcC8ixgR;qydtwn*Cii8POnP^>J49x)Uf0qREffcm{bU>rBdHH7jGY?09g}}@wO4u@ zf8bzih%&;zs-Cp1n`@R9FRr&FM~auk@Kw?>-Dn)pdv`SxSLb?c$lmSn7nE3ena89zmQo>nGf zQn&7xguJwhwIw3qpspeR&B6uNj9(o8pxaO&F!FGj(pu?23N9?Oh9J(!c;-i(fuh#) zxSTTNZoB{x+0$9zjFvh54$qH?iraTiLI!B)0*$dnYkzcQ?!q^{4s zg!>irSwk$1I^x!|W@yEa{qr#!_Dih-_SQqXup+)i%M;m;)!gevUpV7>^mF6ogAIPe zZ*(n8y9SDLrS(cfXh;N?q%y;H{QSS``WGJ{gh;9jWvpk~2i}%XgS7#LopDbI71Die z2W-w@HW1RN0z#kP)4cc>zNQT65m)ni6~7tiRP zHLb8j3vL64oN4uzKnAb52a1|D8KI<7k#14k=y3wP_KOSI0J&iiMh`~+BTH3O@Wq>+ z<$2q~itGY@BE}VjEj2yBJX;)c$r^zyzw;ff94TtbKkEf$>Z($M9&gAwU3>TokvvDi{VU zS;yguNbgpXyITP(M^pfquwMD<;SqZ%n^kEp6>smUiB2WGTV*weU5FC}z0H?veT(X} z^`i3Iuhcc&ETgbYOizO398dQtrHG?4vC-HC#sv4`&1f`P5J$ z1Xfg}g98~wR`a>Pd%AaDO!47IQD9G9ynq$`K>iey7?9jeE!@{}_Yb^=KQD1bMRxuF zK@`_KQv!zC0Oi6I!S;xjw_kR-c!7DbPSDKzCwx1DS4RPM&%{aN!OuFU1~S{w?Hat4 zgJ?YWEYR$@yqm8iQfTR!#cwG(`Txo_@O&pHkZc{B$h*wyUG06Vgzg#bQgB9p`wsc& z^XPn{XlXl3$y48;U@Me;0VbcZs=@tz*hpY0NP=0(MK77dQ8&2c%hHQq&#Zp=^R6J= zxt+bd{hQsaWZmwFZKncRbdK_cqtLSG3IzoZX(Gp#qQEI)x0Y2=K2_da1hFSRfNsjv z+F?L8wH19>{B9kJ@to=2<&3dPx^}osUjcRwl`odipw)% zuj%ZUWrTlnO;t7`q=J$c8LTx4^CII8VwWJXy80bNLxM2k@#3GIlq};7wU8^(fOY=-aKl|}(VMc96?l0JW)_M&^b$%){Xzp0Vr&y+0nhi-^KZdB~ zOXB)`a`xX=Fq1+~qTi_UEYii30*De})U%oAo4lJt+TiK5{rwvwkFk6qfkL33jXmvE zGK5e3o1N&f5b!A=#Nz}EZ|OSQPh^Xq{I=thyw3_hKaC(rpr+Uz4}ibG68Z%#B~`^Sel{B-~JuK$A@Tl3T;V&*+85|J-zl`0>8uQZ>m$WFg{ z@+!odGjT8h`3zs7(>&mn{$1d!!0@~6_k^pLE&8a_ENS`Kr;2!O3lvxH33UwdI~Nh< zSMi;1l`1;H9C6HWgny(Bn9W(Q(lss2vp42H(UcOQGBb`nE7=f(D$hPDO8lDi$Y!^S zJxa$yEw1LpWif0At~IM?S?RB=@6E+MZsT4jK3>3HMloN&MlQP_ZcS7Xy)+9I$5H#S zNgj)&#yH1^3o~eYDNp!$yGXXb=3(CjH#HsQk768B;E*~1rEJ7ANj`h-dgS0QBY2A$ zI1w;791y_%eo!xkpM8wIpt&rFtea<3*zz@%min6BI)*E%)B_f)PPRbLNxD%wWQ*5U zUw(5uX2=A4>8pVNM_b&`F|X~eiw#*D0rN;;OgB15QXi$WWT?T6ul5sSR$P6vUC;Xr zA0@ri-L^nOgWQbyJ|l$nhAGe>|6Ey-xi(ZRtWSNz1d8WZWYG8Kln)N{!b+R6-tP4|l`zA3$l`#4R|A zzl~>|>D9#*Qi=HEEV=1S`{wAvi=TE?FtCGU)>YN|{`CHF-A>d`re?Us`xj+6QDgk9 zs!RRNVk2W{?USL@`z~HDdWuBN zR(Q-73#nx9wlWiN9CkXLf$?qSGUok8i1=QP-sb^o(j@Hy;7t>kvc5#iOg}ND1S~OS zZ;W9U({i_vzP^DYWdUSaBP_q~is8YM|31xmu@GO>54aluKBX@K73T|Nt>^n|>|%}~ zjemW>VKLhr+#NJoyV)Li&jn7Eb%{1J+@+in+vEpc`O02b@qt$#l;z|_MbrY(Q&{Qu zF1l%#dtrHddxxW8pV*2Lnc@;Zy|KGC|LAH5p%C95kD|99En@ic!rDME?_Ov0`1#(8 zcv04==%4g$ahTwreKi-^OK(E8+Eecmd5{2~)=7*948o{`pNtW*+RGii+M>p3!h zCI362XwEbUk)!0T*{>QU_#mf0uCOjnb+-yyprP7jqrz!b@LgTn$towW=_a7v47vu{2NeL)hjYJD3H6X$5wf9h~SNmNVEkmuyQY0`DFDG6m$ z_MmE6ePcPqleH~_UWl_SFzv5=ZMsQ!2tnmc-f_*$^q5Ow<0^yLD*)9WTthM&!J)i4%jRL}m&vEa#N zREeQ4ZarX&iGPU3C6x9~$9B+ZqZntBBjw`9k+dac7fI!-ZD-G*LxoM~X^ZhEd|O#I zZyDL)t=8ws)JmfiX}GT2Dk-M>7<|v8doC^0JB}1|6HCj7F`6uR-NdL3Y$jWp<^g5% z?KGR~9~b5&tDTdML6lGlx`iF@W;Y=e#@thsy(K5{nU=;cyG!* z{g}Tmb7LU?1H=v#0wW#dwsPJc*?FV;FBL(n zTxzS>TZ}N>>R8Jj+EbY(>>_S{~~T% z)}1ry-|v`zbVzOHf6*0mWKJ=I`y7Qi2tE2m@xJ_r7m~V><(rIJ;j$du=bfF$ zu08RFv96M)B>@1EiOF)4s^bW=2REm+NPh0bdA+$?VUvYX2BFJoB3e@S?{b-#^F;Bu f-w5ts!Le{M!)9VW%FEpRP61G54W;sDuY>*r=Q>z~ literal 0 HcmV?d00001 diff --git a/img336.png b/img336.png new file mode 100644 index 0000000000000000000000000000000000000000..4acb3cbc1adf14ba33659c5c4fd6f9773c9d7b87 GIT binary patch literal 8152 zcmbtZRZtwjvR&LIkO09QLKb(I1eXMd#oZQI+}$N4XmCq_;EOJ>1oy=W?gV#t$jg0N zx9WbpSMO`;bWc^+^qe`}GZXVsO&$-M92)=t;3+D+*8l*J^Z)?lSD1edNPQg9On*mY zcMUa7z&9m+%oUlg_g2n6Erg-bh2;OD|`g0jFp1 zhcf1@qPM+~UzDWvs{)P7Yg?F-&plKH@#ftwZWezWW~QZmuB1N%DIFwim)CT9 zD7o?zWaO#KSzj8ba6YIWV2S!T#o29G5b9ds9PJ1!SS%gBwh1zSW?|_Yq4oH-)<7@L z%VuEP`kmuFjn(BlYXtSb_gCvJDe+It-4B`}p%;BIKR;M%O4%iYS^Zsflf8gm64Gl+Bw6&d4CD|q`< zKoOd!V;X7^X5rF9Djx)6LjC$^9%m637l*GSR>8rR7jv^y+!Z}Pca2SLIWX*Ei#yJV zNVA$I$oRU``MZwLecH#*oOs;ZuS+HiF#8&Xo*LCM?vTh)lj99<@qQKgIZ(oJ-ua%n z>3!SePNShzi=GjP|9;)sxGBTBE}o@{?6gM4F_Uq`I2wq0g)D1-Uxa;@av zt9XARc}ujuRoq^jlat_(1f$KvaZS5_PfeT!=Qy1nem3*{-9&lkl4V2PNJhlK&xxu( z!Z*q3v_HMTdOvs{*@jubLv7J1L52=awD~Lxekmq_-uKMC6a+m~{jel5vq+ZJJM>!G zRXI?w8s-^o8*`+Z|9u4+@Ru)y?-B9%&EkM@j5fQ4CD|`pz^OeOx)+I(XbiOygZq9M zy{vk60~8wMcvi8t!peNV)IdGeD=lA~(ts%SkLnsdGh_xyTU~?kDKg~hPc){O!fZbIw(hjGShZE~ zUKuBC20{zq{Re4*<;8O#9lohc=IzjLU3PfOmo0&*PdlrLl~IKY&5F*g#|^#+L-Mf# z{^M|s*z)2_EP+5-hl+KCvZXe!f$HXnHH(OjsleCb2MO($taX%4UB?L|`c%4~NkRwS zQll{|3~z6tSVibg2@=dhTw*l>WHRuDXADZLf6Ow`lDhM}7f1yeEZJY%M=F#`(7~W= z;Spe~%$m+=d=-?Jzr;bixp(u4l#__P2 zZh4Bj^K?YOb?Hf7YMSIb>60PTnB+%2ODy)&DpH2Fgf5Y(HZQdzFZJ;e6SU$7T!j(7 zQooUmZ4P!Ju(shQ?|Q4hQ)W6``Iu2r(!ZK{94iIpM&@a0R{se}|NQHg?Boz@RQ%(g zHiGL#ySRxW8$|Mo+>*#ur`Z;t`*5`lMLaj$&O|`0R>s8Az6b~t8i+OL;~C37G@w_u zi~;@){=*Y!L6lrd8mx4rNqM*Mj%?yjS>v;9`b`dd^Acso!45?fOqY7oCnA2lKF zR6{;)6cZBhEZD$rjLoV3qx6Jd4u16rw)zPaB_B9&?1S5EYz-P$OxD+t;zV2#>HiHh zn^h4dR0o8SzXO@Y+%rEbMVh2A#p|3CEPyO|KMpaamn(UvR+h+uqkwe}(O}!qc?}c* zZU=-U5$^^w=4-_7c5+Yex6k>3mc8f=bHjnFvge7-zF@f2d7|(%-v|8Ao|K-ag{F(G zZSB0Z6eo#<30x~;cl*ds6k}9MPpmnKg4-%h{Dbk}_)A;^k@Wp9?9W%N+TQwkVD7Wu zU_vt@vlbaT<&P_sL@vORYzlRG2zM$!;sF)(VHr&yo0(cLMq zw`zb%ZT?M1m-}0n(O1lsl*^U?$O}?RZj$tJY2gr)#}bp-s8OBI&cSxGR>?Cx6;*vW z%(bs32C9_D$AnDebu|(g&a5~~pyiO=&RH2VlJ7DbXo=>z?m89d+r#8tq2ogmElqfH z?k>LAPy&J8BW}1}cCJ#H&gbdkl)<2Q-p6Hh=!naLpZOndk1|vA;JTUCn?8)+2#O;{ zmQJqh+tW_6<+n3?;>Ifge|LuR)+8VX#?B(9vSct)l3}miutB>BIFv*v6bQz%#1iPS;k87C z)(qku1fuNw^e|g=gGxgp=`-RX39& z@=AD_qerf63D&?7h1YW`U)Pr`S$T0uIAnY;5C}}5Da{$1dFxeHKdR5(Pac)DC-=cJ zj)_elN$+J8&?BmWGXRw#{lTd-#oYH5_gQGAarJhqt=JXIvIl?Up!s)rRr>OFv_Ql# z1R-9tx6L$gq`x*qTYdjU!5WuV17OV1UK{C_V4Zs_`A+s0IQ@X5`_i#*z$(14_WS!K zCDon#r^5I|jq8f^FEh^59B;couU8#xd&yJF4_n6cpn zlpjolw_2)j1q;-PSjbRsaCf5CbM4^tRB#g3wMh-%BXb}81MsoW>9SO&*yvmhDu1gY zaxp5jKD6Ptl8Fez<1SW=hGKU+!2KE>iw zH)Lpv(W^|nwFzAxu^MCAu_XRtu)_vDG?XcPZ~v6!X71=ATlFKgpYELYWiu@}2d7G< zM}7+p1JVO_Vy4RjkzMmQ+AY#=QdfOldH>tHeA_$s+i=^YP*`6);i~CSTzkD^mwYo; za{W9sxzW`mH$Paekokt(!G4;5qMKDKjF|`izA-tLcw?~a*UIZ2+#eWd%)62N@YSxA zN)ZoIc|d|e-GLE$pQIYVNo;A~vt4`*rCK8SC=H8rzjNNH?3kI&(#e z_w{k@rHH4Ie$N}DqIVve!yH#HEDPZR%hhH^4Rj3lV_j(z`z_dnqfS+Pve;jC-=bOUXY0!h9K@P% zQ7m>C+G*QJHr3-@KAn-I;_PQu4%j|-$+Q9Yt4dC;!)n%EBH<81A8`Dk!E~lf2?pf= zWouZcXx&8iSaE4|2h~DWZ}B}v#L+3%&v)4$nVm0?vi}^1 zT}U({K_vRfytU7| zjv1H&oED}0W)gEoNPqvh`jzVeN;g9nqmhhC?Zl_c1!P>+W!A9WzcakQ+8+M^tK&&q@V5gR)nHg9oJ9;{EWl{lxg_|te%=G=KNR4fCPq=*wY-6&XlAB*=3w5V66J3-(BoeGRWF8BQEE90U`nt2 znPr3s_dW1X(+2Ga)&??$t*5qR^jA1~+D*lnXYExF! zpGy;h56ID{jMF1z&=d%krLqB2_KJ0K>+K+QbG176fM<>U>D+DuD1`Qb@UkoyU}i6XSFDxo;h>4(N>jJBz%y5`jr6*EY8KK z*yoY;>gEf;CNV8K^tf>8PmIwk4sbiGC>LM!|Ih3nX`cR1$^BQg=s$|_Ur$7XWh31& zxzDafj{;j74mGEJg2TF*J1M?(vc59mbYNUt5!srI;JkerA#oFRT`e zt3*>_hL1&C1fcE23Znek#)xBZuTB%&%5dz6%p-e|?6NX}OkffAKC2h>$+VfvzAr0_ zm*2*JcBtGOFlzH8sF<{i9Sa@7OYq2G>1p1hqS~eZp8o{BL}uyzb?Bid$inW}{U@ zmg^YybBDr%&T*ILq01D~w#*KHlg>)^jsbI|Gk?t%VDgqYvFqVqb`bx)Yya5XnWXv1 zieCp2O8kr#;bP%(rRYwRcP(#PaZ`zaYVgz8)B-vq63uWWyUh&^mgt1G;t?kJ7GmWM8;u}5fYxXzylT(DZ6 zIyfmyf53B>`K%?BdjnQXr|H)x`Ebox?+&9_0@uyV8dj$Q(~HyECCaZ_En z`t<0RpIyinn>~n3FyU1~HO|X50b&+;>%yGqF{?j|nC8Sty|%Z<==EManU;tDk&NmZBx>ytVM>+;0F^3@2mj zhRfh~&v%Z-$yEw*R!eVo^Ty_|?)wB&Rrv}0FMYA;JP-FWayD5bNB1lUM>f~t$f#F* znr-^l-Dst9+gBqen$aq~zTnr>IK;=A3gBdjt!oHCzq4+SVx@W^>&-Kw!rWvK~J0 z4SjJfq9(|ifB7H2fowvI$EwF%Pr%hB`biLnS3KLyl*em)nQ39EG|WhLkH%mbAQMHx zf_3{`@v%)Wn*e=yjJwi|Rq@fBOweixiY4ES9Mo#lel7{GVu8IHHwHy29>oh-R)y6S zrD1RT!|bxG{4JCW3)gt3A#>ta^yG=*I{0I2T(yN^*@ zMc${b`K~PiaEtOA%fPuK+{F%^6Av1Ar4tQreIAMYyM(yG3lh2NI>(ZumG)=vuKq>b zxkb_LUF#M3b{bCZ-mfXI(fK=+6HQAcuXmr8`VSzOYv4bYzDo~i0C)l1D-;WQ)9SFu zf%77O;u{KhEZFb5R!;NGJuP~4MB7lyksxOvvtw_=r?zBa_4ru$H=b#e^# z2~ESJ5MA@Rd)3?!8&?}~cd!Ppq)Dw+{=uBTP*Qm0;1h56+Ys28{ z*@a0bSG+K?4utim7045g2YPV}Pj(i}An>$I4O*p&Q0_iuKI7jYZUWg)USKDZ9^!X&R(Z_>F+c13IMQ53-NMlTJBcIb z4jyC0S8-T@5~F?(aLmYCQU9Yye~M5}we7X3RCx%ue^!Iv5U+|mpxkS{*^Af$&%qk$+5rnq=vDDm+*$W0ODIj z)ds<8JHyg-YpSH@0IstrnFT(8phExvY$SQXQXmh(ABHtDVVtLQqd;@==MUU%s=Kef z)^J(8+HW3W(pb_D%}<2kc-lBcq-N+A_4ov;nQU?o-Yf8xCm{?nNOM$sPyz(gzZJRv z0}>?Y`sadL#_HH%l7VBi0kbassk)Wy$^HWWwj(BEB&!FT8;&|4SXtzT)EK6 zxdnkbf3>FQ@HcTSOBSi)Mf{J%6;<>P|pE97HEU!o;dlIw36M z!w6()*BEb?KZ&g{%2rzpFMXhzh+=i0&cUXy*VT0I@k!Dx5Z;cF%(C{|e(gu62;;P|xE{~% z_Kzg$6#QWMjnekE#B3jJUhipZt~$t$wJcsx;V-5U`}7%Xu@FPvT&d72RH6!&FQ(!l zsQ;c++D>0&tQlej=>OhzH^;sZ`z5%!TkPPunD!g43R)5g5Dh`vEmiOH$pgw+s>t$v z?tDYe!U#e{WUKJC%k(wWs=`v1PVTy!wEPGfh71K=quj1>fV}BM|0{ereWz=! z&5<XjwCldjGKK8Pb9Bq7eOZD#!GgEi!Caj>1 zP~;CJ!Kn0BOktjw>)d?f#4k3-l)Cs4v9tA49(tXhp3_q*ttIoxqdHBN%v;W?jyhaM zhH|+2TLexPhkV!7#n+^RpX`lX05TA}A${`V$0`19ab-`cGY8i|SgKIuuIIU+i>{aW z-_Bl)nnTm%#%Gd^P=!#TR^;!~FwpojQ%(aqdzW{p?J3*vjvPw5L=Vn#wha*|SqmYR z+sj(n@KV?S*>x88!#oD#4AIBiR-S95Pqqu=5auL4)%^5HxjVo-&swUEEq~(cR##VL z#>VH+k_o+vCM(jG3rmgBOim^pz;^WyUynG_z?2K~j@YoM;>kFrf_?0v?jQY-@sXF? zMGfB%%HBed(2Yg*^N=Xh5PxKkB8?+_(G5*l-h91hV)k&iZOV7R#*V%Cm!#RHMEyYf z>Hkltzi0cOXc(StY6mw&Cg~aoA4=BKgwBx^tn6I%nzgtv7uAUA%q3-gGZZ8I@X%@q z-QKLocpu1N^wJ5+hV|D1)^|(ebCp%k%N^{iqQoNQi@o-doh7dyQ#Pr^7tlN#Ho^G| z4(i_J*O0uq38h7yLV8-YKa3F$tc3iGQvn(89iMO&=-a(mZbvrF`7<$;@0)#r|K zAq6;fAhn(#OW8c;YU%Ga`r<<;7rZ=ms#-DOSBGC5Zo|+O{4YsisbN^W6mczvf`B?&P?hbDGa&iu(CDg0)1k&8#`nItdGS) zA87wuNd6^T|1T1!-+3P$XKbRUz(A!t9zJ&{*XbW7?>UQG0AMa`n4aqcYoGT-yIclH zh-=MTY*WyI(97$ch-$AF6J=7qcMErnOl3EP(a1IVkdwfmwRJeqQzbn!b=??PJL=rs43)J)eV8V~!b7tu{hGzi+cHCC5@Hk135EBHVf#>Y`2<$YBqISAP<%<<`ojzh=u$V-1wHxDO zV@;lOMpmQ0@4ICBmT5n-%vyvrit41^)$8G7HM{EsX1fY`t@gxi2h7IEPkgFG6}|*v zdmK^Z0+aq!ZVoQL0=ekSqvdQXK=#(3gY?V)&iRAV=-4?yn0fH{_p2VDD696qO2#zw F-vIf3s`vl^ literal 0 HcmV?d00001 diff --git a/img337.png b/img337.png new file mode 100644 index 0000000000000000000000000000000000000000..5b1d4939f19b820d6778cd6602a732754518542b GIT binary patch literal 5080 zcma)AWlWp_ko|TScP}lvxH}YgcPmb@;_fUiOL6yIq{X370g4wdlmf-26e#Z2#kJSF z+}*!RZhpKs$;@PukxViPy4ouEIL~kZ0KivMRn!Lnkmf&q73&{>#NY7={bR77zP17I zGoi3b6#z&x)D-0mg9?u1G8YyRnRZHh+A8*F$MlU=Ru(%j1M=aq zoXM@Kbsqj2+0;p^GYMz$Kei&&WzL|J)!j!}Oa0h4&b4#Hv{$0Ae~uPVb*=A#vPblcq^nvYf6Ko9&^wq} znq~jd3>>ahand#=5Ah;Uy~Oc3U9oJ&%#b5KDgK6Jxs2sSa0sa(XdU)f~pNV5Z`^Qdu86*Vy zF_Qq~+KkL|5T6R!%$Y!Ip)lYwcW?KB)fxl;k9OMX$n{oYHRE_QRBp~%qt;-DyU)V= zklB{8B9VZ2tBG0SL->0=<0+g9GfeAW%}vMwkj>*CCzr>&%+qU4fb)2{Ph_EjdQ7gc zx|6?7Ban^VNc>gWQ+D`uXe?6zx|$(QT|HaUbsBF=eGjzQI0A(*kVbfmxSuEZ0@G;G z3{tzPnhAp2AxpwH!jVScq|#tpcfO%pbU=XWN*bO+b@KI_!#wf6%(4`*=mLHP@!c-l zxrB2nRtuDJjl$-C{^8k`oDE{{7GDejDymDaZ1S}t znZ2$qHJy|cKro$`#QBn(GTg-;kB@Su6i-0LDm_ zcA!J~Rg69yPK()`p$Q6|vx#y$#ZDp`&-jPB=_wLs5P*yBtK#r0ew|OO{{yyHqr*q2F$T zUUj^%?iAU@XO5w)?$7l(_oL8$dqVcsP}ZXo?`r%OTB}uN+XwxGKE)U1{n^Ffj0?++ zo*$N*sK@;kX1ZOZKze`kbWD4~U5z&6@Y_M0{mnK!aW134S{1?Nr;z6VvRpZve&d*A zWZoUQGhwY@_p5UMLz0eHgGUz&nVRmO5SwhYhwxHXinnXiYpe(kP1 zlb~>q$md(UR6GcB;@i?8bgmFjkzp#E!zhJ4m7p9C{K619s%&dtY~88-F2yPrHd>i3 ztIgYXELj7bUOQiO>lMsft3fa+X?t6_0;Br7Se2qo+;jU;GiGXV{0mjI2d7^z5l?{A z&#E4mdeMfVXn++jCyt4EDiB?%@+pOw-mhzRjB|2pjT4Jc0w2~1^1>WK?|VZpFVd0^ zZilsRS#a9Efyz%gI(pkJg0kN}K|!~to=bJ=n#X#;VzCrKKQGtrw25uU)=@q7jdh2x zQ;y{|gDjfAM^rB>TqlIIINdjvs#Zp$1op-#4c%%LzgDXMH_a?4gqJYMfbzgRdQ>*! zyyG%YE?s;v!QUS~0l&{QV&0kyoiefVC86P>ddQ&BxG2FIxl0qO%%v4nK08v$Ps?je z>!hsM)-)HzHdsj@y28n`N9t#@P$jK2z)p ze5+t$)KNYq&qaHl^3`(rz=mKoYnAvJ-=x1?Wm-#P)==7Iz3?C@t;}MbxmzGQyzhpe ze^PMbmZp4hAL!YpOVvq%fD3#4Z+{^2Qk4mC+=G*bpY@PWMqYTzV;AdSxi2qUpN4{) zjy+5gJ2-(ty3ONJ7x;bC0Wp@P$haBG8%&6+c?+m=pAT+kyHN}Hw(@@Ej5YGeEw z?iKGh4HsLL67!^0Vd5i42oy_-FTG$d5z@Z?9CF5t9Dw6*;qr5nd*xv0MQ2)d59QbQ&h?et zws_u%+4Vr3@J|b=;f=1y=K7zLE4nw=4Dw$0mxK7M4r^nkv`*!6Y#GnCsPCse#xDYV zYGN8;64|DL;a(zJ6wP!9tzoYQNTV7vqhgGMx6o*lHK%E~p1x+Xg_oQ@u_~#{f${B5 zitoHv2O&Aa$3M>#3OiWX=$16@%=nzRCu`e4;vV_G*_Eid_wciBnL0ZKwqhPox8jZ*aS&pyq++2%@ zD3~xTrDe^$JcyLu^Jv#h-I z|IYN-6BNCD5bqd{!TIpf0K^Fx4#f03Jl)1_H-eO7%kEe#HO7(|*mQ?W>H$Hm8x~8v z$WJe}F?7y@HbzObT3e^d96Md_90WHU+dW0tuN)Z)o7LO`S5$sH>5e!oujy?j-x<}5 zU$(`hg3gE3^za0*IeUfIkm*y~7Af;M|BE8ud*zwdyv-wz z!)vj+uT_8@k!issMV-enRQCN{fY{JmS^qff%8(qP2e}`yzwZ($L`kO0Yz>$>L^gVp za_vf|DMcN;LtEeLe%{7zAlb({Mt^TgEzMe*Z$M=l^T;NBd3iuaKeJd|UU$x%wcoSu z{+cbV*ZlbmZX8GGF50vZkKWMh^c%v_Va7T-neF_nwll`~&9T|hZfV7FHlE`*U)RKw_H2h3WM<-l4Wrr>Yyg+17HG<-8AZP(!T)i*6#R1 z81uHZ0}QOBX^Vaw-nI6*YR^g8EsEhP+WHO`^8Pp2EH=&Y=4%L|(NE&jr|3(odr{}b zm3jF^?-Rn^Uq&xe4xYbXa^nxRBz?GT(%_SrRpWc=Now+8yfmW=oUDvBu%b_I%e$Xz z$M(L0i^=qEz56IuSoY3{!~A2m{Gxr*3o+q`6bm6X0p)X_Pq-dNi?~}!yD9x^!O%5w z+TLe77Oj4rNcxbeDxtX!#h)bbbEDUV|9LLpM)8~`V&&o*J0*+hD}Lg}5I!Y&5ANc> zV$b!zcuQ@nZ`JyY|E;5(hNpx+CE2NXmD(phxlh=PRBMQG)9JBud;S(;LT8`wE?V;{1|(lcbMEP9`Y@ng zI00^fT?U3D{ChEk9@`S4cyVUe6B;l)S<>*Iw&Ci0E?_Tu0@I3N_3>28jaOR3*)4^} zt%rUm3lee3eADOrXHnX}?3_6dfd!ekKg+OWH++jVuv+Cg^iu>u!N~%F=TC!0X0b$~ zvo^=ccQ)SqQ!}=&9p|sm*e*UQzV4^Yu-~m@z~+XqI2<~LS7&5Nz7lIXHaJFGe3y~^uZ;36@h>cQiTYA8q_!QFyQ=jRq6 zylOhmMaiZ~9{a{STNT44ZGPZyn~vO36P5%*Ai@U~C52NRs$_*k{9Kv`_MiMwPG*CB zGaZa?HpC3_-hDMXvFvGIx>PB-`W0^LSM2{2C)Zhs_oS75?J_cqDHjj>?9av>rwA^o z$;y>O${6mSmJ_)u-`K5(fSKL!bFVo!Ru%D;4T^>2mUir=B2d}I7^vy6n8Z&R-X@PL z$`5jja^KiArtd%57`l2{h7TCG7A~JNl`0#%1FSMB!jZF2Bj@&gKWO=S`k)aJZ%@yU z;4cCNVFz8wEfW_fRsGz+RN+N4FRxSo!ppT_~=Cgr0!hmdqeuH zjkopo7<0+JFb1DQPTK~iLod@1A#Q>ev*8;ugD?7`IgUFCMKp)@G%&{y9~Pl|+Q?>sC5PjN=EVM_q(IA>c06WAtqW(P^I zaX}UKOZ^Z``g$^;S;@m-v8xcA@+e<;A`$)65SphN82iY2l!%XOV`$g<|PI!-UFF#0my=M(4 zRIwrW4%Mi)qDB2Z;p3zSE+GdKgEU@8rUS-`67kVD=x;T=hA4-Ryp*I;-muRwUOgX258D9B zVZ))wtQq_NHQtBmVK(Shd+Rln7M;hpsv=^&*Dw4TI1;lKhZ)HNIFjYHN?5fGav(2E z1PZ>d_#R;}vI@r5W33F=lL`-SP3ei5yth;i73qWV#C-Iall7&r#2B!j+>4xHk|Q@D zc2_~dV0N@{q^(7(Svzw~D&H)VoR$vr8EP;Lx}4eDk5Deidwz_&my0LPZK37Uc5b-% z?uKm|H7JS23P~NYLV66pQBeLbg8;ARD7wT#4C~=)y36otRLbS(2$gS?sY<3Br5cg~ zf$+$BMekc}(UGA=dVNZYK;3K<&c2#%8)Q`Acp*%vodzy3H&Yqn$5_iX${+fldOhk# zIJDn?Zn!n?r1HSiZ`W^};3VKL7(?4CzezfCOf2sE!q_2u=}xC6tsUUH1tdO<){nTW zr4;Vr$X*#+%$d0oNlX+`&C^_AR%h|OH?a|UX;+&wkks}Kt>c6jn4r5cb>+6R5$Sj! zm5Df7inMuiVXoNMdW=T0RxC+K8}967APSBQ53~czo*nzOgCj5N4PtjKZ330!cctEH zeBpc^!|&B105EKSUO?-3^5iX|@O^L~D>857@`xwm$cfDSmvRTGCOk>`_pU3T4Z`sW zR36pP1?H?ZJ1VhvfAd>`0O@nwlVr-tkWS7h!K*ib^!Sf;*q0&h(BTsDBI|jy$gH_O zyv+|OD!xh93>JWs3m_de?0J8-31gb<>>r_+7(>oK_Mw>_`G*85Ysv(V_k#iFhs*Id zS8{IxWr7)nTFPfFaChq$fq=}ob+isb+{iaF(RrUQ_eLl^k;^-zXsG!|A*@C2sFlON zXW_)E@Q_>ka~+q&;4^AVfvdT=ujY`T`$$fhX0uK~N&0;&ULe;=x7D?Z)y89Wlk(k% zi=erlS#ls5kgO{q9Mz*NgnQeQZ?BOYZp%8yVh220+8DnqG!UmBMYCt9aV>u_^;YC5 z`-GTm_kXVkR`BAiBEb+57dlR|i4ld^sIs60tfQgv1=CcV@kk%c zMlaHh!&{(tY^Xq$$MIVOHsw*ZN>NU*3tg~DtvvY literal 0 HcmV?d00001 diff --git a/img338.png b/img338.png new file mode 100644 index 0000000000000000000000000000000000000000..844d07cff26d62df0972c155f4cbc0d256831fb9 GIT binary patch literal 257 zcmeAS@N?(olHy`uVBq!ia0vp^xFS z$q5aNa%@`7%n_P$^Oz-?T$tr_WZWd$dpqX}>m5F(aje6YKbL_&&WxXD;ikyS8CL}# z*{CPxh{=iZ?XWNwe8$gV(adX*&>tvw=+PO4y*xST23I~Wm?%)V?XD%yqvhO&N5mO! z^72?k92HM6ejakpaNFF@oNP0Jmwr5jF%Jz)7#Qx%w|QW*j@upRCI(MeKbLh*2~7Z! C9a263 literal 0 HcmV?d00001 diff --git a/img339.png b/img339.png new file mode 100644 index 0000000000000000000000000000000000000000..520eb206af57010080a036f3656a4ca825768c72 GIT binary patch literal 367 zcmV-#0g(QQP)RHR400001 zbW%=J06^y0W&i*H?MXyIRCt_YU_bzV27G`g3$HX1U;&x+9}GTVk^X>(!O!qPj{~dJ zf7}M*1{gkq3NRuIa4<0#P2l5aMF=noIBekO|1c5F3@!ughSD6M+lZad50}8oXXWSQ z;b#co<$%lc|L5m$V28=G@N+QoGZ`{$fXOpMG#jAWx0fjQK%*Z9i1a57!GC;!0V$nf z0sO?vGlRX#@gJ8wB5JV8bG++kV4VL_fSRHR400001 zbW%=J06^y0W&i*H>PbXFRCt`#QZWvKKoA^MR15*_)CzxKX=7q{KR7gljJUl!wFfb$}Bp4VN3=9ka006F8+>!tQ00DGTPE!Ct z=GbNc006#8L_t(|oMT`>0=x`Zzy$_|yB97%S(s{hp#)aFFavPXyjaAE1Sl3>z`|uT z3S_vjpkM(^mMMYZLPLT8l*@g9f$aizy#ork@W}CU@iH0(7!|;{ActSLy8y=J;05~8 zVFFwh1>}OgJcz+vT;KwpI3Ze2lXQKocXN)h-erirb|!&A{7xaNK3)dq4WQ6xux6OR zpo=cY1d-Eb*nn;yZ|*U+y%!j+-AQ0zJC%s855_0mf0%Ok!gFW<03@_+A8~^W_y7O^ M07*qoM6N<$g7cAgBme*a literal 0 HcmV?d00001 diff --git a/img341.png b/img341.png new file mode 100644 index 0000000000000000000000000000000000000000..e0393a6a1075afc2cd84220902fc03679fb49eca GIT binary patch literal 343 zcmV-d0jU0oP)x70|-fbq4qk% p%Xga@YPZYHdyQrWWquhx0092dfwSL~{eb`g002ovPDHLkV1gQ~g^~aO literal 0 HcmV?d00001 diff --git a/img342.png b/img342.png new file mode 100644 index 0000000000000000000000000000000000000000..e94076cfce7cbfb7b6555444dc27aa0b42ccc4ff GIT binary patch literal 363 zcmV-x0hIoUP)RHR400001 zbW%=J06^y0W&i*H=}AOERCt_YU_gNX9~kg}{|E5NGVtS-MFt0 literal 0 HcmV?d00001 diff --git a/img343.png b/img343.png new file mode 100644 index 0000000000000000000000000000000000000000..fd10c3bfce1a1c6e23948489ce4b21a2ca1650aa GIT binary patch literal 268 zcmeAS@N?(olHy`uVBq!ia0vp^T0pGH!py+Hc&u((0Fa{_;1lAydGqEKD^|>zGiSnt z2`w!xIXO8A2?-$~As!wcHa0c}1_mlBDiRVBJUl!=9UuE9SpzA?k|4ie28U-i(tw;^ zPZ!6KiaE&%4UOeIHyHH_+3aG31U@iKPTA@#tjP8uag)5m&7K-w>4Y4ZfA>j%`a&c_McA$$i9&BjfFur)Rg!R3_LFP5*9xA(SdB+&Gb;Y7HpYPdB zsJPvscB=Bu!34%;xm_B}w_BMd)IOZ8&OK1Kd&4u`k9y7>N#8#vurk#Ciw?>9(Cq|t O7=x#)pUXO@geCy?#$rkU literal 0 HcmV?d00001 diff --git a/img344.png b/img344.png new file mode 100644 index 0000000000000000000000000000000000000000..0408d8411291074476b21175394e1f406628f816 GIT binary patch literal 17027 zcmch9WpEr#lje+=nVG?2W@eTxiN)U zF008vXGI6q4;mv4$H zfTi%vVrc+?1Rx_W^4%lz%$GsuL>~LV|Kh%>NVhK3>sU=0nW&OG0im7=#}>S#^^umJc_MBluy&=$X~PO|J0uTWZE zyKZX1YajTTuM>B>Jau$(hu{+}r8q+5wUz=3CUb*UV&F_p1!M7`4Lfh~J@iX*^GTI# z^Sn*{EKXv@$lOZI_J_TCHC3&%-4>2QjX^}dAChYtHK>O9cpK&c4>yj~Q^l>&Q$!(3; z)qo(HKx)p>dFPk)g!XSlXQ^+BWO_w^<5f5kCz6SutYwS4Y>D-!67FOY9B7gY=0t=> z*u;AyzTjjq-)#$mxs0n&Np5|$q&F35e9B3hP5M?}-$LN77&5y?9Oc>B*P4~?`QmO; zO*E?Ej+0&@6O(vyMJHzrQ342#QRL;Xp0cy#pURAMQdGAAxm}8+WCKxtgnQ;7vOAH?dX=&H} zC;bEz0_+3Nk9S&Ho*q0EAwo1c7_6+0g*#}F#Sjp1N(x|#{uYs8rb(zcT~hLLd#JaKeC!X8kvb3D#7xH2N&6=pt4NW^x>Y;n}-Gse#{w# zMvt(?C-a9h(bay(CgulhTpv?X38>tT z3`dgLdd%fc+y<*O&HLW%jgIO45@L3?UOUrJRQ^>;A-3Kyx53RAZj)#|C?u~=dGV(k zbF^ zCfLxjRyg?<8GZgk>^}E+0XCzo5aZUS(x^ok7o1~J-xGQ5f44 zylnIp++SfhPb4j~Elsy64Q4BSzU;Qheo-=oqsEv#S#&#R5*MMb77Uaa*d0-{@_Wb| zcyWa!8{9N$YX15C9t-|%zYcB{eK#NM!G!Nk&L8ZVG9^4N!2eisB$#VG(?XXnqCTQ_ zU!*5p2_Sh5xULm!Zu}wF8PCqoC}`&UL!L^=1HC;G5%&Bm9qrj6Wee)9V>;$5OYKdD z<#2g`onY@=w=mr|;dQjfvyNYkdN;{tRIMRoZtrbWtrFxhl`{gZFli|aU=Hb3@D)P?^MysPqwW_ zt5u@uo1=?5wAjKVhfBi@<;rN+2ew8g9=mGvgerg`YSjuiGv?5dq zi|o;1ufBxCx?Jl+yjI-Hx`Bx!ZvSbqg`~RNHn`TZbX3X5yHI~{uULEpE8$;v8~iXg z8BT*G%&ldjCaWC~Rsr$Uz_|4kQbg2F-0?|T@@c^;>6*Mdu3E)3m+!Lpy4v;nD%t4* zN<7pX>d^D5{`uF4EULA&cEZKdby3oX92D#im zQpB+u1&rlLOmvkur_bu-1(0Y(5)@&Wkiu;wQh|1gxjm3XWN*}2Oe zg?r$-9P>FhE%%C5X5Mh5btdG72^hK^w^)E<{?BZ;~Ej1yq7PYPv>M%(|xuxSTs_-LHYRX z3_%ad@pW--z4=(zm#kf6MD+6|8Pb7&X;C$Vs~~<-6wfFzfbluLXz@S9+6X-&tDt0| z1H})pHtYGz!@CI}$c~X=+_4}s){Ar}eb`CB#-wt=?RJTVNx=x(dt4Wg(k_+C zT+H;+HI}K!prJd=E|8S>g4{K^HtZH?w)VzyEp#9(%OmtQq$C=K;TuDpF_WO$?UtY9 zVtkK|)sEQWb4`gNSP?Ls1+R4o*7ZJ>cc6b+fLTa)z%lh^`O>~1p+3y34p`H`J9lhT zak-w17OJ|s2>xmuaGy3c_M@FR9S7Kp15^Gp*3O2fX*^wD1CU6?Y{v^N-Uh(Sadv4n zE+C#(0$Fk)tYJ={1(x5Wi4{pq+h*0)c{5}2Hy5L_+#RytIn@~*V#OpJshS?aolDXI zzEb`!e6$V#Wo1+8{|nuSx}OCDvF-}l}FaZS=8VH5mGR;iHc&>nd~JFby4(?VK4NWhz8@F9FmOG zPe>-t&SXaZP~E^-?2>>mGMXY-IlG-NKzcVyMwRLty{;lExD=Y^WVUfUEZNiESTSm@ z9LXkMGyK2?4eB$>p!B1$bURxAPUrqSZL3F<9#}Rm@ec{1=8ur31`jE={8EUT1W$|S zr^)2*PdD{1K{#CeS=Z(ksq>lLE)u4Fy_CGwT5wv&u%p-~Rp-hc#1O^VCg(z;r|AAA zJ6E_JX%G-~O*M)a;$Ruahc8Z*i3S_(O_Y@S*9glmowcy(+s?88;f|3m%Z!Z%vda9h z>oy&zn{VhQl`ySzqF>em8Fyf2bmv8(Gpzb1-;eINoZ6%f60eV{%6fgBOk=GH7ekTc>is3SdnKz5-eGktJ~ zmLb?KEAWx=BA!aW2B0;9#B@L95&Q^qAPqL&9l?2JbN+Ua(T?e`MFfJ`o+xypr0=e_ z`q`UY*OWJ0TaX@acL_@*eV9_Bfu1kjo<-qNB?A`z72;t~BFLO>uNU8){q98&cIcKp zmdgmQ%_2VX;j4l0McxESo{HmDJdJNC&m|>V7N=i0@XdP5JU$SUzw)G`|CT=fW$cf> zqqiBEUVuTZ&0y!(WCGymkC zC3)Vv%{jr&)r}G3i7TEjPjUGt9b-P`*_qk$v|4mK7SGxRIL*{4kYRIW{UJ9yd*5X1 zeYTbzB6J9}oAidL@~s6Qli3Rrc)3KbV~v~^Awl+Dt&uuuJ~519*y1_Gd>3E0N(2U4 zuJvl_F2K?@z!C=oO1+I{wNQAwMi(Y01)c~RP%Ou;E5ZfAq??sw(=x4|C^n$`3e%RE zdQq`n94Wjf^Wh+j97D*7qMY_#pJ)_+dVWxlr?5gK@wC1;F4!WN)uqe|5WppQ zwlBxF*yU5drpMO0C7Oeou9JIZYrCZ6X-FB--Vpf+)UMD14MQ?kS82jZsVk+zDtD+U z@+4RD3EDm4`X&{~h{OcWk$8c+e9Ry3_VP}!mQY)N1k5BDrO<^Jd<^}-m<_zlE&v}* zn74{nTrd_*p`%aE>-WDIIIsZebs2=BC+lskte`soSYwooRfK_@t_rXBHVy>8e4ImU ztvYq1abiI;W1yR#QfiY$eF3y5X)t$6XH{$rGFt+M$cxXUKzDqA-D!a&>)0c~Q{onc zU$PXZj}ks7H#1<~X5|Jpnz~JVcfF}^pdM<~g59jyGrbG!5S^R%CJ}MU7ZL{o+nP}3 zHe^CNq1$-!r$kjjC5k!S*jGcLJcZnngJS)zr9T&HB#!CCx9b)_Vi<;; zgd3~2tnwXv`CK8W6RF(Uu^@W6}?E6RoAz2yoOs>i~R%o>E<~A>&ZA~&I4pl#pAN&P+VpHwzR;%ahsU^GYMBRk$5Y2d>QSPaS>YXyin_%*4|FejV9hlVcdl0A$#2^wSazJbWp5R z#@CaM{ktdX9BfS;?5*bv=r%Ch>pMMmZrX!<5_Zj{iVrDqROt?rMl4jm@n(4XUR@-+ zmX7+2e~G^KE)gK)dve2`dc;7?N_*2%rw{{(6b#R7;)U&^J!Hc}0Wg!~J)F?-S6x~~ zGe@zi8aK>#c?Y`=&?&ST&!S4XjA>{2EMdXbJmvJJAR7-X1*U59_(CaeM3+m0b@@k1BdE3 z{6n5R)9*?Lg7$PdRRc-|k(c%qqB99MV&b9@!?TY!Bshpi!Kf$5X01WSlOiE25Ph6} zGfIyht0*bn0WV=b3{8&h58fEcP|>9k^ovW)*p5S21&cYU9{4Qn-YwLD25w96*a&*=|@=vAajxb9=yUH8h6bU zOcrVkDT@0%J-&|H=c;G2WmRYTBwz4K+hakHPBW>GC6?R3O?o%`9J&$xvhS( z&KF8t)M7EUR{S1i)^8K*=%6O@@hKmwgGw!B;~K7?xmQ{iSgxY7t;StT(KBEfn!@J8 zlgD6@{e9(wtCmv3QDJ1-%SM5g!-`YVDrT~KrukN`$3E`H5Y&(}7izdq#BooE4`;DS z>QciX3^z+yEiexH5c{%6nc2AaWf|DGqS1yuv@X{BDZ;)1-E!>uy2JgPkX!1Bk68u&K4$}i`(6N znVbN_%iDJoe?!W0sM52Mju&I>F-h4)A`mHf@`KgW>{I1$sh0Sb(u9&W%|u2N%V~wn z$Y1J_u;0j}@7gdj9NYHv8qCa#sW~vNcX4>?EdAryEJ|}qz`o-=wV0#edZ-aH={`j+ zduA9Du!mZ#A%_C^#>@{?ZGYn!Q}9Amx;4Y;CJ8Ho+bjuKg&GYwIG z4u9nqCY6Yb-kD8VB0IQ8)pYrsmjxdvp_{H;a7S2sqsqD~RZAnL0qF|GJg<!0jxn5uSA<-E_JC zc>HzqyF^z~_2WpNi>y^x3UZ7aOc}xWf!9(X7p3ul)>IWF;j9K~;2=@NdOZ}LswU}U zWYLg1b(!~}3cbjh82X`<$6?v%vE%d@QzlPRubuQuyj;m9FKHK7 zq$T|~0%bB9<@ZO{)5>{4MT9lT9?OG0eP8BN>Db1?*)LhT+q@r`xWoFeX=fKR8<60j zBRAQ{^RkgIEHC~LAjoAL{2^C$WtMMaGJ9GA3F>BTo(R_0!x9ykET=^c?mG54$<_^S zDI-A?;=`jX@piD7-$r!+!M&8Fi_*1UgQrc`@hzQ9dUBmO_r^=UhL|qVune#E(VZ`Q zUn>=s%2FW8(!b=7*3+<@c7Qc24`zu`G>j+*Ci*8k$s224l*rOG0cvXr@bh(oq*-P) zW1>lo76? z_bu+Lz9AuCE6!ln*SA>lwH_8{~0$c(^hxAo zMa!m@r||b1$9JCKX_L(&LqCc~f@Is#pGDO0EF-gsI zRdmuFA6Ei!L;AuQ$8}=P*5LD2PEdPRE@7pO5rBhYL3EYc*}%gs2m=e(Y#_ZByT~Ur z9BT9rq(ae#%PToGi~sN*Gj2UH3#RlkiwRtu*dQlZruu!yObgs^Op>m}r}#qN@n?xb zvP+u~;Q-y9*tKZQ)5lFkYafUh_6tzW)#bbUi!yB-8iK4A(66;wSDMsQ?9L7}fB~RW zy}k1WgguWl#d4>viMzo<9|DO14!w)v2dL`3!QduCW;p)+?Brd3=I=~Hx^8={9EvcB zC8Nl*lEfAot{~S>`w3W1`)#HI;eP=H;>hA={9F(U`oI(>Yg-Ataw2PdOD24>p$ekp z?F*YIH&ID$W7D$Sz)&i`C5%UwGLs{Dcd*4vT5`oSrB#@nDBAYiS1ztAUxG%p{$ft& zpC3wTrLo*gsdgd8VHm#W)S^R$k>nJtd@9KGN`%q^f6JH=Sl8>aTsXm3%a`ZAnbbj; zt!3K+kus7_NE@U3qlD}5A*>&h(etBELYn(}G-xY51N#=o*`0=>&tI>40G^MN4??$= zaKRk+F`s{flFLkCIc6_K>GwS~@=u#~7vz39q$)pej!hvF_%^v;B^VOg9SwWD=VUM( z1ckL`7|70kO~Z@wZdpxhzmmx9DB9kLI>KQ5lN9`UmV7_J5G{~S81;FrEHrTPmp}rv zY9iw)Pq(-(KGM(QfZ=XUjkk3fSZtB?80j9h7FE%3U4@sSd3AOxbTYyxoinUIBx>u7 zRl9Kp1m9aI$v$JNOmz2~4-gDUqVa>TCGrbaHzXh=i zFPK9QNbH`uzLU6{MN)C`Z%m_JiBp^VN0??iV{MV2KGdltB`Zi!Jm|ZR0M<5Q$`boCt`dw}0DY0DnfYaV?VW@Ju z-asYvgJp3L*Vhckt_;4%)-`v?t%g*=HMHRb#r%YTp@ginuzwBz53F*NE{Tih7?sFV zItSq93Pg zHED($q1|FT*`k2`<7QC|lj7)2QEQuap}^(Dd@ptqfB}L}*D)*KrdH1HA;jYytT7p4 z7cba6D6_OJkfQz6IbiXlCm1MVkvI2?h+z<^8SC)pn0YrZ6^@z9SKU{7JGMneP8^{V zoym!5lg}YGY>t-l@F?@!wrW>C4k(8`m$YaQ#A%=cXo$VZk89;ptgKi^;bgo59gstz zywo90%SdP(M>g>PR^PYJ9V<`o3Y4vr)dRrxsnhIBvkSGEX8XStPl!CMUG>wCfCJtS zK2%`e{6CZ?-#WR>HHkpD)atmQE60Bwv~@p~9Jz~4#|g^{4$anD@;SP5AzO{D%&ThH z|JmaoGcf$u(Eo26`Cn7*o<7hI&=IH`MGZM=Sxeh5R?Hj_EFtR8~)h)Lv zuWAKZ_yM`O@?41w1#pO==7ccYc1g$-O>m6J-o!-2RbcnddWZDUX8@UvxDjW5yk&B6 zN6WCLA)dT*ONBR4fq{mNC`-=``Hu?5A5ru4>PQ8{iO$FnBtE&G) zW6MNM>!W76&A;hfqI;FMeesVzJ+3Ck$k_{JM{9A{Jh#B<7iIdU9^KOpB4p5by)tht zP09+Cu-eL#Dj3Fy?E#^;RFjy2M$Cdb91#z1hGlWSUapCWVgJzo;okpleF>|6_KS_d zIMPmS=)-Iz2p^${0`|-2goBnBd?!~Zfyi`&#Y6>_Q8a6* z8g2y}ye}OIKIKqC)^l`)>&w{I`|w}MKK0x|?J|=qlE_s;$hNclFVK7+hbv=S_`t`{N9W}c(*loNMM$nk91 zGOGT8ri5&JbW=9khf5rH{I%*~QW5)m(Npt}vSyM(V>Qvlwd8o9?`MP!^2;{H8kYia z3qaDRFYC(=+VD07VLxEE_2n%2{r&tH5zqyhy}$x4?;Mu;Q2A~;lMqW+y?)ety1C3~T-knJix|5-P#;Y^{Wd)2xWOGCndK4!u>2K;y!*nU#cS z;p9m%TnTci(e_|tG&L|Z3SF~*&X#0=o4&YW3Eudi_;6)eJH=`+Ra^JK!f;TY-@?AX zCTlfSQ+k#y63yOnP@U_mG#H@=MhPR#YMc@ttgx0@;WXf4vCDZaM%(=)1b8&T-{=cm zq%6tj!*_RyWKf~&20mAB+Wb5NWN|vIL&mf=Q}7Pgn5ucIZ5}$*N6(Y!7(u#=Mx>w4 zEm#y66dt3kBi|IG!BZ|thN6muI@f7G9*PENU&YZ*((R4fKDO^Pll&Z#cE+EGn6TGd z8jPWh*yoh6VeFxs+9UWv!9ypFyeE%xEvv5X)*EM$xQFJBcciM3uVLmlGZ9rnK~H2x zE8JMkTARU}V)P0@U4d(8z|u0wUuqatTTt>eDlO<;1_}sn%4Q4WYFKx}MmXHj;uJZd zk+Q~&Nv7ze&maA+;0Fn^wlw?NG=}>d9PMWPKh^>~p^$0%K*0TWZncw(PVB7e>afe& z`RPwV=7Npj7u>m!aj9jRf}-_!%rWi~*NW>{|zjGg>NFlTB6B!K6l z*A*Ktwf-O>qit8*OA&4+&-4e!VV|-p4(=q+3=+O1Km8cWS>$uinq@|BtoC1(Mx#;B z7;Ug$`*AxWKZHNJ%HgeL(q{w)zk`-|Ni0!w`LQNf6s{aFYM zZYU&muF4Vvev|NDui)6Ilmu2Mc%@!PHN}HACpxunc0iT^o@jE)eXQ!aIW`Njzoow& z3d}=qle3n8py#6m9`K&UFew1IymhO!&iT z1rJzUgE<%gKxL8gp7mHLqQ7VZ?Mr7mb>3`KTrqXYrM57v6?iM4uU7k=>dCSg!5mkM zm{sD!A_W7`RP0sdTj_5Zl-L2a$Awo`iLf2pQTCcKA_IqN*4VXh)u$qO=rr43wc>qoa`hff3rN< zQ*VNot?a50k+)S0{=QCnf8ZJ!NxwozM=Z6&WXUPe*{D>LNIE(lZqV&NY%@u6R zI#5Xg{05g5C!eQEVMi>vEem#m+f%`%18HO-PCf{&q)0uaozyIfN~vk}$FXBod4rBL zyaIm7U_rvw_ui;rC6VXlH~om<#ImND=Hs1F7zfXM&K4EQl}!0NToLeR4rxz>I0aWI zT$7zRegcGQ3LeEADTe&-FdM(*mb)Xzk?>N89@JaX>ad?^aS*G&ld79&h4T+r|Maz@ zffZ4Fu`1l%cFszo5a~2AV!25jT74ntE-~Ad0FZ`vc^vYQZ#sI3`teXC!$78GIJR7-}mz_F~HdhIJk|!(-ik;e< zhuj2&>f|juduNo1Hq}J@ah^CL4;2{hp*MN@v@wP9DCY}U1JRk?`}|#8!F8}L1K@}u zYXiW=76If0x}!KHT&uNBdIIR+EDIs`yDVD0)Clva4hrq0;9XJ!nl88;MA+C}SYpU8 zFT%uJD;;!LsSy19-@q-DU(#2mTm-#+ks4{YYcO)R1^`>r?q?V9F$`Z&zJqqVCv~AV zi5$igS%cj&98jD_@;-X|)TuPM6Iu&yIeB_sf}S71hRM%q_y9+m0eB*NIAx+O_kSf& zzbF3L({Qu1ZPwW*G?jD0r!gAR{Am=01Cb|tu8xQ>_(b!iR+Z6^DX>)@s%LysFyEeV zE4#^1)=>QXZ9hydCK1=z&zQR5gBL}lA-SYF_aR~7Z#N--55B+OANIs};qYrr3QQI8zX=bV0g&`G6$ zuv|~Pu71fKhCjI!TGLKv+LD;hko+<#fw#Q(WKu#n%*r1|=_{+)IcP+KY2nkc6PZ=P zhbmzb0>FFtD+T}OSMLZ`nSgpv^Hg9L=|vbx4fHlOX?S9#a4`HpZjky|zH;(Z2-;r5 zc@V-KE}S)F_hqfd$tX#R2Pd75r#a6MP3l;Ug-t&J%;kyE_DMZ04O>(0oAd}?3avf3 zq_EtjJu02^2}X?%>_s#{8S)J+yV_zN1wnvGe6=Mx!T~O8IXxK*0GG!X}D=fi{j5xcJ6> zCfb^-$l)|$7zpT@!I(wnwB738CVN4-a^W9aS5rYs2b0oWauYN7%fiBoIMG zSYN!sjEUz>+B21pWO1LUZ`wIMcU=9ojRe?ws}?zPvk!B-zIwFRFuq-Z5M~VIO{u|j zk2u0vYsv@TOh`{{Ll>3ewvXJJXEcOznEwz@=X>9a%!R@GsvWW6wP7}X-An9!JrkLc zXGSDPdkfBSzClm|Y)D^|9PY8y%Uu0^(0#P4O2*APG*Fe#5V2E|o;6c=@=Y9Z8X54y zGD}t>GMuSd*JIg9TQU2n=}hwPc^_xu3N4`Po1k?={HmL6zT}%YhtW?44jGb7GbztK z%3>R6eO)l-35Obaq1gFZ2X#8o0S7^C16a`)>{TWJwY5C zm$)+WpbkirW!k91?i+iYjUB**I&-hIfr2B@O)BK}FENQE=0OAXck&vn#jFghZ2G}4 z6Hct22?dejfT~h8Z#=NO40c~PH-oQKFi@Uq5_J0r!fF!g`_9PD z&`ZD;I)BM^B#weSz$ZeAoVoIf-h+lVq1Ynittry7$ zkMft2VAwd~tT=mvD2?%myUJR1YJAHh!? z-Ky;o`OH+M+0-}`*F77w_jN%mp)64M`>(O?nGF}zF0<@;bJ2k(XKOH@OiVlRM%P*& z0LMj=Eobgm{T0G%c<1UU3EO=0g{T-p5CzVPgsY*+Cq=QOh7B207zOJ%M&q*4r?gh` z9W9NsM2qzYps%3JS{0*3{Ct5e|05=eZ*LL`y~PcasVqA~;Si1#%FK;dy5< zXfW+))-4?a^?PKD?Qg3gN0oTRaw!tNL9B{-&pWVNpWlJ1`jN`XtA!(kOxsHry;e?I zpefwlKQ>R?robo9w@wP8ue!(PU-t@peQOWvwR@->1U<`kPK+BvF3LvMNCBBj>2*Ov zz5aQOq!Ru!;|piqV!rR9$SZBtL{eEquNeL)YW2nYM>~%>=Q^A`OCs=WfG#y__8z@5 zffpRk2bOLV=r(&-gD`EtoAoMq8XPf4j0`HE8h~|I5eaYLHTUcdbfA4F!D#3F;K|Hg zJ68BXo+HrTZ4q#fQ!&n1)N_?rv#=!UUkkYBUHQBv;M6;}$h>Pkgl6p#V@ekwykj`x zh08E$L&S8d{e5{M0K;E4L#N0WyG+#6xd^+TQT1OsqSMUyAhk7EQqHuA7G8+XzB3x1 z2t2Yc`$s|lVQinKix`^P)@8tMP2h6uPR{Dq-wk=G)d_tL>_3H_p6{%Agfs#dpiyk>xo2eVedBCAZ%J*#y?LMI%eOS#MTAST zH3sGc-Pn&#Oo@PRgvmM;BAdLiW0}YR6;MyF3kR?WS=nl zuY&%6sSeU==ZTvi+B=oRnL7ogkr`h?L{F(U`sKod6vXpwlveQcX zUjKm(a)yNI`!@=fTnoYADr~v_>G8aaC_~h!n>&^H;L*Djh$m^c&<^EZS`p?Hzgjl! z@>P1W_`ca@&v=DKj91#TBqael$bh;q_M2Lqz!>(tK`nbtGwJ}y$WX|oFJmF&PZ|h3 zV)T{4JEz99V2?JXjk+?W*W+oT#)i~=e06<+X??E*)?Z3pcJZjG;mH){RK%!{yyiuf zqm!v%IAY=t2@P4OugC4t({c^$$Q7~Zf0w8v#H5Ux#UwLF#5!fF0leZj+;WQ*zFL)V z7Yl?N{6YVt!d~fQ+(#`6gW)E`GOe2A6A-T zAVNXB<=i}Ayog7?eQZH_506GlF8!}!0Ep6vk}{#navVhv`+87KH2SR;gQuIvlaJn| zR#Q0fl$y|$%7MV(>uAk9>Kv1gc1M|YvF||Hg?ZB_^TLgp!Vix{H1jPb9uF@Ez)_qc zt~Ojl_1fCTo9DdQE(gAe>3gi?Xn5c{Sx7x%_2=Ci!oZae_a=TFiI!7AtB68k+&W2< zzR2{+71)1nsDOpz2i|P9U>>uu<`58@@AYzijF?8uKy-yWjI82FwoZ$!oJ?}#zpo@d zjGKBRo*hi#oEM6e+p=Jt6Hw+)&7H;Zp*R6pZfmyiqp#+|0h7vF$NFT_{tk&$54q^l zZ<g6Hg4W;S$!==BVsSJ5fQ(%LE6HV_*e^)7F-N|6HG=3YD2b`qU<;ks8CwYd9a z>wgV5I)OEY>re*{c)NnC%O}jxu^(UnX!~ok0gM5{@I~9tgO4$0wAEa-$A^p{Dzn5Y zUBJ%%cq^MKnT=CMlnVc>=fm3J#(eAbH&L5<8x~tAlNVbnhS;%`3K29;PkPfhg#Y3Z z|8E=x*@B>yEOH)1U8fY?^_k(^7lfOLcC&xx#7VjpU?KYq7GgabyR`7SGvopKtFPuM z;c3^W1Lw`0cy+7gIyPARvl{w2xutsxAcW!|O|?QpiM`_c)xX^MO>p>NoUByW300SU>wQDyR^_QzZkrmGffJQACN%lz~qIrAzTHpE@ zQW2B71^Dfzv;&-rzGENY^rAiUpUK94=OS*>?rz^408DM0nAuv&t1%zH!T|lTb@Gqu zA9M3kZka`JA+v99pHF}fA~X2MYZEQ)vj`q@>fkjG`bw(EFQuI@l7e2d)-)45$Tt;M~U_E-V!ISqp+CYj})%-8Zqeo zW|ZWVX_Eu_4@TbK)u8yN%EQw-ND%3Sv=!ntw9r_>jQZ~N8AMqUlEv(nkV0WF?_S^m zuWLVCIe>V`+LwM`qm*CcuEITpw$WH%NFScGg}*P()a|n=n%ldclw84mq#E>#N8Kn% z_aYk?={nIAD7?R?u`>qX9+wyc-&1kOJ{-s_EpdXs4iZ=#Y~0~9!=Lcae^fo2HDfr1sH+1F<+8*eaR=hVYZxulZ9eS#Z;cch*P|eTb5Uhl|*^AdH#w{^XRXukno-=oL48t~4{B=F9n4wbA@3)8rev-}qJXnnCDo>4f9y&d6FwKfo;aReD?%}G~-ZRue4sp7!Cap@> z)!wz@hl82Wu@SkUXotvg6b(;>l{dUit!|jr(}{f#kt5L&$kSYS6ftfeV^kL+%a%07 zGi#)}vP!TOYtizs9s zA4SeOX)-ifX2=&67XQ6!a9?l0v8_8qG(URWIsR6W+1gw9Q&pDkcYDjp*#g6A)cwF2 z7y?fSdYD*^wb~Jbg5A+U${C|`Esv140fK=S-^)v2km8!RfC?M%3cR>G!OaETp@=*BG<()(S)S=6R#O@t6{fQrR8GNhMyrUiiH;z-uD zfk)T+1QK`qRlTITex`Qg8YIAq-=;-K5OjV5@Oa+o{8gIVH7_jxNqU7;SDFprdA*Uo zZ(i;NB~~z2Tp9Eah0`t#JhU*_&6Gg`>Z@*0YBz%2KCTRO$6_9GW1*cl9LbQ7#fTgA zL$+oeJ>>w5Z^)lLFCR-BsSHdqFnO#O?6_MwE3V>{8rLZ*N`885L9iNwtCbG>X79AB z4VWlzen~EJQJk=BQN&@m2$YjYp9j z=u7q{Oi$-ZOE%Uz$noWe^-QTTW3kn$hPdxiZ$?SjG;bpp;w_npTX85>Y=qd?ERe4l zT_DrkrIbo@sNs0k7=>u>{z@NROd@0@zyV|GA3kqq`rcfmFpeC+Z%SvM`&T#BrX3Q? zzmU=^+-WGDMEJ;4CBDbhxArdfL;JsGKNM&SC|rCqb+Nxbz|HHLT3ua=)=VmirxB}q z|CDxZ)p9P~4?uHi-=rqqb0}hExmhnlj8ogY`uL7E=4tD_3+MqW@Xw`2A&1Jvv+T{_ zRj2=ya&K8BGPu9`SIzzMMaXzbGpG$(YiczZ89{xw)s&JN{Rp`Cn4~*`9MY2i<~Y|} z-4gf9*{An$=i_Y%Z1KdV$BO`H5y?5H!IUpye9?UV5!OcHnFTKrl9m8jiam31oLC{5 zB-)7PJ<$VHcW3RF0#jgvjtD6)_~Y;-1x1>nV57G?J2c3NIzMCt`2){L{rMX?#qY%N znVFf4g*|2n zJ&-S8N9VPRfb>0fa5sq|1c~4}@%D?3g&!A~aE1590GES1%O{6Eg<#P@ZOaet|6V|u z6iQUdNc>=wP@^rHB;*h?*d;&~)Za6J61~uk z0`0%K!AK*)T4$r%J-l{sNCw`JO{V?!m91eYA~H#*;7k1sKDg_W86mBzPqnHj%`m5X zd!*X-bcBa1yfS1~)YtfmekfP)Wy^lKrpeWsz*}i2`ea!?z&(JC;jCpRuH8vfEg1=@#B%Sn7D6@F-X zLhHy*xEB$R_FbpaB(`w*wv z)E4!Pxu&*-%ot=F(y~vbCG|t?L|(#tuTDWwlQL-2q^fe8veqR9 z>R~GVr-mm7_(GnC5Uuh$(lSczH9%HC0t71Ml9OCD(Bg|*jmN@*;;v?)a-zMYEUh@} zZPOoGA!)IbdsVo%x%lT}<B2E1G*^Zl(|ugO+W`^ZYNMxba@D=zF`W(hta?|F>v#DnHbhPFbC1Qiek||l%<6%p zTl;9^S2ZH)56D)7#U)K!rEMl3<;>S03kHTD&nY!=Ar+4L%-MI2+}ksq8~PRrc33*o zfx<}43G2KvNpvhKfMRT{b498iek?lIy*>Jw<)J;rbq9v-SxWeqLU@ACRZXmb; zVO9-kwX1?~)xrGdYEiIVx&ZyqKJy2#;%<~tUQH02* zL*T&cu;;?!k+%er_^d#(uoiP$e6E!P^qd+1cq@E8UZQ$cP3J1+Bduu|&LlChOXEIM z{(ZwoeN-83@DE!b{f6^=y>LE*PdkHre=i|b_TR(2`!(s+_n>;xfqkX21R|Fplg+Ib z5PVl5>40)fFoyMu*kp7FRBaON$hVEELGh%#0L7KuYMGgSom{`3B?)2)t0cTdWk~jW)od>*3l-Rpg!OM z%-vBBo7vbC;l;5#>Z4L_*AO{7&tcgvVPgO4%^wnY5>D`17-X0EgD7eWtdU^M5MXhr ztn58aT4oceZWJqekWYg~*>`ih2WJZ+3Izb8gNz3bo^MPS~Kt! z@;+WUB_prU{qiXyj+g;*W*2OOW_%z70Wla(l-VNRBCI4_7?#|um1YRvqTDKFqc|c_ zg;rd73ahfpHa%}4m=w3B#4XE%`$lLJTfzCAl3ij51qN+7;fQdte&Vs8I{{@Ypp$S#J2aMW7VFf{swRg0 zl2<2Hb=#C7;15N3k`)?d?j$Eh5asKysxH{c+R)9z@Czh0WvG!bBx`Cs%6MWPEK0I= z+wohp>RWTcRU7HF=)gl~lZdZI9qEUpH7sRll{%@Yjg%8!N8@pkm%3CE36GA0HI+nasMQuZCqOILn{yO)Qp0QnogfS3+E)QDc@($27ZD)j^ zU#5DXu5uWQj?S>n5vsJozIyWTfzgO1UyPibsmrUv)4d>?uW??E1Lm+n)%R~~ow2HR z`|V);C}}HhQX^Tu8+NldnVW)!iH2eXMrEjC+CJWH-NWIP+{Gj+U3G1+`fz>OY~Rg} ozGiSnt z2`w!x2?+@yAt4?f9tH*mDk>@x5)wQ-JV3P~4-`KDDaMi@zhDN3XE)M-oavq}jv*Cu zk`o#j=P~m{FrH_5^N8gjBS)jBtb@3U*awA;4LNQqW)q4ZGz2p8hn#I>=Hs=|c=eK} z!eZi$6OU|q8sE$@FcX;XxZ$qE%V##94oK=eVED$NqHw0H&5?O_mfV_Ek`)o>4UWjf zO+FB@IhMiIl;1+M(7-_UfQa3Z)~u(qaFYrVF9yYYhgv*1ZIXA-vhs0 Tz3J!%bRvVNtDnm{r-UW|RheGO literal 0 HcmV?d00001 diff --git a/img346.png b/img346.png new file mode 100644 index 0000000000000000000000000000000000000000..0cf7c1663a7ef6e36e4becf26f62c0a275e40ccf GIT binary patch literal 352 zcmV-m0iXVfP)RHR400001 zbW%=J06^y0W&i*H-bqA3RCt_YU_b^F{&O=B1pj3St04`1AiyesaskSjhk2;eqrpaG_naEkErV2Gfp;pOJ%XDnnen!xypVFOr%gMlAJ z|3ARTSQG$JegGum;IM&2+wqDF3Gkl~U?7}i`AJp7@t;APpgGtB6t0HvU&HzZ{Otc3 z>ObFaV37Pb5t})@4yr&NKZyH*VFQCc0|Vy-ZvzHdWHn453t(zKF(@(KRqPO7Snn2c}Rx6{F00=T7 zG0COm1lc}TsTOK5c}@XA1R&xXF`L$Yf^S4@*s4XONN&4<;Kfp!?c0{*WA)CgdZJeK z^8DHLLfPzO916(r=V~Y|1FQjvju5&?KxM?wN+Sk~KE8xdb4A!)>?GCt#xWX;OLE_3 zkIUHXidGx4#yNL!Vula6W+P15QOGKg3UD8g#VS=mIYq6JI5C`G%8}2asoLGP7)W4o z7XocO_Xhlc(z~8=~h&S_Tw- z@Xp)FK%(nDCS<(beq(slE`kTDcYADwmEfYjq@D;ORV(K2-DZ3rfO6;*2Z{Yv^iiI|?RtFZz$!p>#;qC0*(@mge<}=`%)3H!uF={+rnB@ZvQSpFd zCI>m0$;5}QQvr-DSSN@&2(~hK_wWxqfpB7Xg-HyLJ|x23jg}I773r?eGKdE|If`1} zuc9*YW+B*C5IJ%mJ25Snm@rD94wFpu82+HrOui-zt5&S{y#mdzY?)>xD}F*9W#R90 ztEY`&)x(o%0#uP2M0o!;a5qd-<}Zc z0QU|g)x=#@nZ(~%3c+c&l2ks9;<|h@>j}h{r~VjcwcM~W)F8pWj5t?8s_mDB*;BjZ zJ5ow7aU`GPUOx^(8mLrh!&Ij(ZJG9zD#xodC{T<}MUOSlZ4u~r zP6=qiK~0eLc@QT(0D_xOY#=k2_n*s&EEuZF0Y3x}Q6OTd15_Mkwl4-~8AwQ33ZhHq z_LYX_qiqUeAGbyGuPp`f7Mb$rgB+}OMZ$PvloHD zASPZ-VcFk?X+@%dpY1)wex5Jn)P|6RdhtLH=$tLZXe$|1xVh_IYKt0wV?6z#Ch1{3 z&s9hd%ziY`3ex1}R9KJr+^8ba$0?QO_n%r#@dA&eVHQkXU2q3`T|An&Om?ae5tVs{ ztAp|qL5Y}|edL7!{h_>%DcG7caV?z&K14eAYo&auAAgK;Pg;xs^zuWy$%F|Om$bwJ z)3r?NwWw65S{RS?2{zy|a1Du7lN#Hhdd_=^#(I}vs-tL$ZhgN3iL@adPeFs)yd`g3 z1%^cU(iS7C3q*u?56P8Z1)L6!K<9be`W$}fJfjVzOG;vI$+n6a zWVgq;Cf)YLgasDDNfT(&tb6YC#1zZ)DMItk50GxSBi4a%W7W#pTcGtwIBkqBvhq-Q zq{56ep+`;y*j);I?p?yG7?1F>$bNNtw-HIkJ-zls2CiT^fDkOA^_%>6h3?Ux3=%LS z*vGW(h(~9S)hMx_T4@yh{04=(lRs%=QM|9e3knPwe}>A~gs2ZOaLrx<(|Lg?ncFXl z*Lg5#4oasU$Bgaf|7RoubzbUFUeJHJ_E4INQLz||8WJ^95+lt|W zqY1<5==-pugd*h9v6GJW9Yy4)5*XqQNZmy!&tsffndRu6+oURIklRkwRdNcHB`GAe z3MJ{>4e}34)Qe#-wKyB16f4Kefr~ew2`m2Z2*!vj0Ig?Xq26b#UXy-C9-S$doqQ=xCzb2LApnqYfS>WnB0p zlTRp*kKB$Zn5Wb2J(FAgH4BBTHr);%i`=mQYbZ;DN#PSzXLuHwk?bPi97p|_4_6-T z9;*?R^4q7Z1OF&4&nB3E2&c?e=MJe)jP)}CB3J}MuZJ4_rwB(jY2>E{I+c+ z_Bg_kdW3HAcFi;VPqXv%9}wV716mc8n*Nv%e+?Fgyn$j09sXPvw-{WRaD-hM6ch@I zcU{WUR*?3kak#1!VFn7aEzz7*8DbTegDE81lO&b9o0W`eKT{HP27# z?47OK>^PffPPO*fuU#DVPBpQ?;vmflpF_K-6Un2)*Ia)v)PR*_B=-;1`Mw$fGU4wqowrQiT66sLt0*=P4_fwsPKkC8o$%nttTXV~PsZM9> zJza1?I?L810^Q3sdcV8lh&R`#uowF3d%Qc=}LXZyu( zDKs<*pHFS?QkVN?0+(IZ0CIgf`cQ7b1k>3L-rZpzTaDn zf$e=dH)d}|k_SSfSVif~G-Q+NF+<#g=QU zEA(n9l!u`KJNrqCA?kYHn0Bh-*xNeV$we%}qeBe>vaT_(ESn+ySGZkUgz*w(QK+TB z2o_sXPs^|YdMLlcQgKDfYq`v8hweZ9Qm?p(1>Cqoc?Z5e6($*3RG)N`iTXlM&OnQ_ z@6C;@^vd5T_8@r^m)cv|Eb*fOl->25J8%$c;L(iY9(2FNMfv1uSHnQ8)B=4ubzKg( zmSQ&Aq%A~fzs#+|pFtH0b~O2?GzcW@CR?J-4|V6Dq7T?^lA8=8&{2Bl==;od1%Egk zI*DB=%18iScHC~uKuUSwU&}}CFX;tNWQO{R{j@x?WxanbhPC*as6rRAb;MUYJcXO_ zx1>P^bBW3hhh0@BFJIZS{`-i~y3x;rMGrqLf0AcMVLL8kz{1=-TZ|Oq__n>D6s@*7 z+2W2U)?;N;RnPlh7x}>xhw?opTP)VsyaIsM;25wU|3zLElGRH=@%=F%JEt7M(MnU@ zStXC-b81aA{20=m+FjhQgpPM8PoUJ2_avnywNvtgz&7#Yrt$t;0d^hlvKBBTTUN`aIA)l8kemO2KAoX>H7@%q_rUF5dH>+l_a?S)>+)9BsCn?0?Q6^ znmK!sN(Apns~KkBZvT9B!f$YV5vzgGsd4e+VS0h!D)@YerE!q-xmjnP&Wcm8IPn55 zjP;<*taOs#B_my9KR>-~gXZ#=1*P>mfy|OKrX8V>a>&^S(%>$6i{rmIiJ-4&70Rx5 zpx8v<-%ZpxGHvdjR;Fi?TODd^g8ZZ-o>y0B%{O@%)|5d;5Zo!$rI6*}o+wBVvJ!o1 z#*>%liwLk<(M^U-mpbxez`7Q(7}U8|!(h9d)zG#@a+qfGE5#?Np@Cm-wz#A8zw&j1 zTOx@fj7OUOCL-B}&7%UkNr`>*2rRvtWkc#1<|zKwJmfz;hMk>qAQ!&$J=yj@UG))Q zNdWH(R8K(`YbS>@jIj0J;WdUSd2rao4*u1u_z2$Xz_xB;a-2t8h^4gtDcgqpgxd_a zd#JVlu|FCiJ6f>`@_DEP_!(P%AG=G9Bz}9KVMO7E{S6L?0q|#I^d!)+*muRQsFEj= zwIDpyviS_aT*+hmKFC8jLg|MRNh_?Ohn8VdwUa`a|jq3Vp62cnLH$_5*LUZ()Rk24$&X>`ABW zKxcc{2&iU6+kq+$aY#fN5Oor2;)iUsRWZze=+!-cAPG`tg&ON~g;{i5i~W&(E>*}~ z4Z#ARcCV&(AEt`E{)`^lbr~I%EtpaclPJ-OsC*yFkbQDBN%WUhtko+;CL;f>x(+U` zv!QYUB&O1bB)uQ_^s|UsT*jk(1RahURcDxPNA4(Lnp42-wYe+B%uk{5pNxte>cTd(Msg>8uEYIXLpu?6$MKz%plgwqtg2q4P6c%8K>*KppqRY6}r=7 zN}9zIGHH}rBVbmToEc#PG&|b|#vXjG@{I?C_m7)QKQSgwH8Wj&S7bZt%f zxRAPI%04DF93W8|@@|b?VDi%U;UOwI+^ocV*p3$FF|gB@yjIEmcCV}2*l_H8CA>{W zc5GJ0w2wXke?zm=6{#soVR%j#0+tEfju2yx4>ry$4F&X@SSyLKpqY2K_o2`3Uww{o ztrk5x+C1(EhuRlUBNf=&Zkz}ZN_&e8=5%gCT2dS5=<9k@Q9pjyLpF{ScOU#t7wH@P z$^R(=C?7>%50z#jNI-HdpX8QnwhBXs+53R%$;o8bx(NE`XD~7Hd5bw@QI+!DKKwL_ zi&4DV!;D@nc=M)~@DA|#{aQqQZwY3rj3-!p!s!;;k^}kXGPGkR_}XO>^M>1bD?zG$ zq>*~T`808{B^iCMYhzHLT#L>+%P`E4(WvElsWV1#J*bvQ|B|22T%6~TP>LR-b)ppf z@gvCb?*o-)pKd>4L{`R1bz_www(M^i?e(P*9!)a4GwEs90Hq1VnImq z5Z@iGd1m2o?(L~$*mGerrW%iyo!H2pjCfy&1$6(hZ?YEKJg@_gBk5=6a0+v?R@ajQ z&pzC8v$NBx`XcWbUI3O#{P|8ERRa7G)2uq!nKt^64iOnroc zpkQLs4fKZlNN(EowJN?h;6YZ`ulK_b1M@9}$3I0&c)AQVMtU74iWyN|f~fRgy2rFq zG?@(`sedjA6vva6UN)fF0uVS9&d;ozaW%tcIV2v_GN45H`9G58`3d-tFe4>9p_ zWYAgY)5wg(!>$TKzn86Q1|yClw8Dk9Nxm&iKHS4gA<67NpTdvqS{D~PbV1Py85_Pj zg%y<=h&JZ@`?m@dHr)mbnDFMwR;o?Ljb5BFbUhwM_5C&c4u=rW+92mkc4As#O>Dm~ zQ@9!w!|RJR2Cx8Y70^l-K1{{ICDC+q;x<2&gxVxv_DIM=qD{lsbl-jf9&50vJ5ii2A-dQJs!A0Pw^02O zOv4J!6bUvb137iONoA5<4$YkkEDYV!w{(4l+%AM%tgl#!Iu3Ah%v9sMjnTtV)gpf ze0m#NOb5$YVqLzwBWzpr=XbFP)ZD5Ngd;YF;ThJ_a z<92QFB?wcEJu}OaX_HE+(_VwmYnoBei%0lOrn~Q}NW~}Ourc(Mg(dunb!9+W4Jp2d z5}|_flSLYnB`UH+u*<4oUr6-DgSl;&rpGSo>+F&lssgC}8VbV&(pJ22g>Y-^)D>I(RU4-Hs?OhCdeG6X$hkFCF0z zy4dbaq&bNG1as20YKo;!M=E{%+-RW_x~ErAD9f%;e{WBBqQjMP#>*!+pB2vi<>^|4 zG_y!EoGhI4CP#yaOE)3!Zr6XTn_Dzu-{@^u0r%aq`|f6dbV{H!`vrzrkQYzq#+~qB z3<;5yK&LLQHTxCBGL9H+_}sJ6KT}VAuXcJaK)3xroORB#dq%fQX_RBH9pgLadC7sc zIy>(3(aGsf>g!L+gM2y&!M2<&JL`OvZm|Zv3*$g51M``(hFhGm#BdQ(V z9JMh4{uiavO^3meH`h-gTVJ=VF)T-yhy(82*jY`S$Sa>XbZVcB$jx`x``ob6h{D@P zCHnq$G`l={55cDB3U0IP=*gY*ErsGf_0F*cNCvI8Uvj&WuAc}!}>oIFFvtT({>_Jw2?DyxDyc5=>J~>n}Yn`f(*2{ zRcTv?CkzEqb*xP$tiFTsFD7E<>^?!=?fw7*|C?@M80GT}rInURawizVeV-EiUd@gX zLg_5rB5?fpqwHCLdI^SH$J@3C&qAn>rs0s zp~Kl)IEq>!e8Hfv?jJ)wEhXPJM7Fy3I#vcex2bNQBc8XPJjDxT(Ym+b^xQ=)!XytK zOMar4pm^s8GBL|%qb}LHZD=sG<4}dpt==eoCg6?X=LR}K#^O_Z0_8T1+0AgeC5-dL zLTfKP9!>AOY{iDRY}F^UN3Hv}mI8Tk5Sp8Im!L|!gcv0Q!qJmGITx+*+wdzmW6+<| z8!rkCdUC0ehlEwW4G4lMlA7N8(1qpC^SH(2M+4P{G!T!0+sx=K6ZRB+dX%J(slB18 zvt_^X2uwn^PqqsWB@Ajz}c8ZwdQZobAE<*^6}t zMWvuIB}XFA4L-bzwm)>7JIO`|G$H1S6#4cL6@2)mlJ$$c}%Q~~$>XfboI?kyR+rc11R3Ni4 zt2sAdsj-@%J=xwvQBhL z8or5~jFf11w82H7yQF{hjA#`tdva+wo<`=x{_x#KxlCeopK%{uImNLSpf>7Ui5HS4Kf|f?=Ys)Ou_oGS4K==x+wqi2~fyBhhE>M!=Ux!k=si z{b0p)B|;Pt39J$4-<(_-}np#8g7OnwLq{n3lM%U1@xr9s;kox^5tW2E|wmC>U` zmS7+Y@f|+E9tcL~xmJW$Mk5lLeoxEiqwu^eK3LsF{a{+9ZS(N%+*QlTvzUxxoLRJv z0e2))p+?iH=}>H6*jJvx6y&7iJK|8T{V4a*m(E4L=jF5dWNYp_YmbllFFvM4Q`75O z*JQl2Dew_;L)pFmZ;NU#g#Pk2*ZfcW zbtS{A*6vzFv~%_TPfCyJSRrlf7!KqQA+jI?=n)XWds*#DAoM!FZ#SPOIuOzhr0ClQ zTFf9);a?AtEBGh<#--w*aK{QNAk==xx12ZH`Wvr`vPcp`rj*PZ)wdsn7Xu+78ya9W(L-02WK4-yRZcqt4ujox0n$OQvdBpX-K z68xLGL_axQ0Ik&y3LMb|ibu+8jGQA#X>623> z1gz)J?+8P2ym_ik*mCMMKj9!Aw!(xzx;*WIPxSd39RY<~dxtU&Zg-V^b{@TX(g#|_ zpJ-b*Nal9>^k`8%N^IyU%z-bhHo#%9ZJNM(IRf1XOjk$+LqdhhqNA(R&03XFi0!;H z_OOx{OjpnZWwhm;KoJW=| zbb$rrKdw7b2iFRH>eCMLFK=%uHO#-JbAmnovZa0h6_#Mj(=?X%3Ho&RL!~)yb{lpL zDm`9bAg-K`j(0IKU6I4Z2-V5W*1q!p?gbc%84;eH^z)OIx{gO`#vXUVZ5}=&uZzyP zvi@t9P{XS8FW^)EQ%EG_%i{HGJ54JC(U6DOWI&%Z0{TPI5g5(EGF)1>fRgtw@M3}8 zjXuFw5$fq#&wwV-jN~5Pw~Ll?7+njyN97G$>5CNQWqwxJcMp(`(BTh98TRXeyG`1Y z0+a2|=<^0P7s>NPS1oPMy6+7)=r`rE>?~byTG(2Gg+d#_%$FhQJl8vaJp+zx!0B}> zzKF%g3suH;4teHf+7RJCv{kGmuGj1S2}B-Va$g^MeH`r43C2ZCL^fYN3S~rn-|Ayj z3%=$7Tj%t@z7?_b-J%nv{@K#NiT_N^RK)-J%m0M6{=bFc7Skl8M*?dM&(;)DAn>d6 zn8FTM{B!GoA>V%`@<0A8aMngcfwjXnWYt;ncExll5I!?$Ou%b>=IJkEkc7dLsOr#$ zSOg{BS-CGDF*l-Zxq_W~<=>ch_gty_`u9A0Lbk>Vr^PlVf~4qtxsh;3=pZu&LEWV@ z+#ZwjUY4WKS!a<5Dkm_?YA3WU;ARs#+xdGfr_`G-8=ASyef=_V>B+XGS7kYr*nvzFSO}&w(v&<6=O1Lb;erK<&s7Qm& z4vTU~Q;EUm0ZNmRS7PyiV19-t^5MNifiaH?e~hc?XolQ#;!6aCHdf@lUUd-Z&9!`2 zo;f^^kdB~Qc)3MBYQ{Mcir-ixx*_5-i~gYho8tCX?}q#el<87PgO$-SEX-EMSB;`o zIJiyQ8k4}hw&`YrqzhJdkkiCz!sdB_!eZbOb%6s;x^5WMbkXw{s)0X2(3d6E&rIs! z6-~A4Sw;w9^I1k2e(n+K>I;hdK|caY8ps!^EydF`@$N4Y#ckHO?d$erAHDCNBVy*U zEo^ngGT{YGEk9AhLfiW7QyD|vbn->QAF)y8OXTnXHtDg zQl)-@rhWwmF&c=TsMNn({^;+b?wiLW)n%SJ0mOEdG*H&T0+lZcp?dL z$cZX(O>xJP*-1bU5X&4UwJ4SZnwOhJRS5HQL2)@1A@QGjfL8>2dCP8hs!by;jIL^U zgp}tKY%%UvDpV=7El=LEJXMkk<*MyAXuYWLMdd#xDyz*S$0e_4wq@SDYbH02zrBa) z;p3f6ONSQ(=x{+5%V}B;E(PK;Iq9>X-o1$or(ADU?IFh*GlBEBY1c8~7WRWpt+4w% zW+|v)I>&$X;5pKVZWy)CS(3b&gSYctOI^Po?x(&dqn(~Tx(Q<4D-AQyN$fp~$QcnL z58HeRDYUis2)#$#ioZM|j5aRfhBseZ%V^HSD@&$inFyg3{_~Ytl@x+3vI>z)>@$B@ zr_z?47KhXOgPDnLa;V@Dc2<@uuyNKv;`={;p*J=}D6}2t(3j!G(X2nvCWY7-C#m+) z;s!-K4t1pM9Wh?`nfNaJp^DcFhCYs5eVE~jCi>MU>-T9xdWljx8*3QZk>J@#UgM2T z-*?o!O*{vVCo ziFhrKVam*0iF||Ei^%-tRr@1RGWuy+$!M901S?{~-q(W4Jj`3T7Zo<&ke3{F zfMrd5_gZX;i;SPCL9*R}h9!261y`zCxhZo1z@X=^2GWZ1Q>;c~LN?-)m(eta^5aZO zhJ`_llF2FI%OiO%(GtOUhcH|^+TW4Erqy7{pIASS7$wKm{5A)23IUj1C zq_M~VwHjMW#9HDLh}i^zc9)z%<>U#&_%w>#RC zz3BL`GC7;mL`m@=J4AGCgyl`_1NV-uib1O0Oa6Z`VXrm4?SH16YjUTOd-Aut)(F6; zGH<`5!`|ysMWwZ z14|p}iQwru;sjEo7DIN>JAaI!KSP^Rs#{{5M$&cln%*C1EC)6PWF~JsrH?T!bAZ>7 zjD8k}60C+$Hb#2c3VowpEk1F)l%f*z#?Uw;?tSr)0@D|_R+7qpEBJpdE(>%{UL0-d zH*y-omFheJRK6D}=ty)|FC3&TwblY-9h}DK*GPMmw_+`O=LRq>bAuW@Pg4zd{QAHR zf8fox`OCN3_x7v*#jjl4@8Q>%k?;3j=-6-4kDc7_(c15m=iaZf?=k-v8r?H?;1&P3 ze=EiJ2VVS^Vqy6@1NQjwFEV|g&%BFJwBgGaPP-qq@PVSW-3xb?-GW%1HGY5K1|)hu zrR?~^7jJz!B%gD_*CQ!f4VB8Co8ieO@JQ!2rGJ;qc(pusL(~R}n{=7KdwFvNLm!)) zxTxnWyRLxDDeB44K1@ElVGya0K%lxYa=xFlIa&P;*s;4{?zN6ILJwcYOb}lD{uG!w zCB?fSp;S<1{Ki_cnv|P1u%Hf`&^@WQ+RnF$-*N*=x%q6@WTm}PB0p?im6>JprsbL( zxQYK>2DPmWxR1Z7g<#FVh``mA3K*bkMnsO)ua!r)>yB!`ybi@Hl8r({JS^Md?Y=B6s*Rg&INTMtGt> z2{gxOeg&>!2YWqS&&lHurt|87)OcEeCixHfpU(p~ETdZ^L`|2|d|EbMA8}Nyo{05N z!x|NO*Ap&wesx6w(dh}_9`Ih8+CG#auyp-L`=}Tc`I*)*%FSkrLh@cLsl*t4`HTMT zKJ+ry6hi^iyKV+>kmOt|(P2>V(uv}s#3JKV;OtWvkjt7*pzIKGH*P054ZVm_-pIXI zD2D|9mZDB5gRW&x`OSi35p@$%a4B4|`nteW94-+anHR@l{Mqav!i8*0A%<=Aq;Hkz zX=&IQftFnF=bj^S$=I>)IQ!|PE10YVu^RBb49(p(g6WPA$NIV;7+OvA%jl9sX)r9+ z0A4s_x=hvVB6^N?OvTJvE{={I*FoQpduGKM;PsO;8cW27gxH&ppbhRn-c|P0tN~An z`r+G>NR0sj7yPVEmyg{wUB9)rg?(?BvT^Zeezvic;urnH|6znJq_bprIvJG?F0=P; z8PfB5dkYvu7OW=@d#!s<=;VX8dcKJx5J9yXY9?iU(*iRpi@B>DyzmAc+ivfKTM-Y5 z<2hAYDZoLn$;W!2oxPwgU-P!ePwDExqzur!4@t;yi(w-j#*<)8r6Q3?&!Hk&1raW0 z^V*1cViB=wX5(}9?1pjRtl2<2u>jXYl=-G z3SsTMSm8QyEi-Gdn&fp~jYDJbZv{)~=m077qAoCH6akgac7*ilP#aaP54mKRFPwnT_3vO)K3+=#CnH^h+t1%l4bY=hX#uJh)MP6Rn(e?zzm4-C%yup# zBUC!V2LE{`rSQVFFuR8svnF4(PdWUzv}n~aL)* zl1e_F7GVy0+HNp?^;%y#^rV#z(Xn)k5nR1L~(KRrkg9+OrwX8K^x*Jq~U?P6Iq%-`xs?{CyH9vxe2Im1EIau zjWE}|L30AFiaKtZXArJK!(Jq|)y%Id1-=rmhZjk)+N&83-ww`5pGulBmfvXYwyurC z%gPHvoMmjV3j+;f{O81!+O$^>Kv;!Jh#v$&1A>->erNrmvOi9@US{<Pgnw60UTcRve{C6#1y8EdE^$$meDzybIdG33OmG9}d7YTb->wxp9o|;pJ5|QC z+l@uc-K4`K59gSN0_E>m)G;qD7TM!Z!)3kgeVUghsAIuBUcQ)Er7xHB0>3crO@glc{2UfR?* z)w-sqQ1=Uh)H*1vhwHE74*bSg3$t`|I?h=uTW&7U;QFUWvEgce@sg=D5QK|g2Ug*z zQvb&P4(jH>{6gc$lx8lF#y;;PYOav^A039SX71@Es<*Y|%2vkJ2XAGquTN{b-1MVO zD>W89pJ}&}by_H9PQLjjh6juy>V0zW=&i&zpOA7CtsK`|a>+2*{EPjSZ-3n(B7O}N zg$;ISM)iSlLU*3*9DknW;c=@`DGZN5K;U^6<*x<9&CaY@3)mf!6}?iy10Is}K06b- zuTua*k9;}mTuS69bhF%)p;ZJ-cm!)R*v&*WX>k{_h1?QMprGN~lq!w}CztF7_t1OT zV_44%{UJs>fd4`8vE&NU@bx14w}}bXZx3tGaOZZFJEES*578|>EDH^bEWS(emLxF8 zc`jf+9sb})JTi^P1balr867u6Y`@sX9X=7!O=2(uwEM*CDFa#t4`j&DG6OfyZai`{ zWTpI_?`|BjrNAy44(`~-TPUNb;MpjXMoTGE@sLb}&CLtdyzhVu3@sKhrvjc_?NNlkfd) zrT(p*=W61#Vs+!!(Z9xFzV5G{#-VAGk#>`qetRj-FgQ0fcPK}IxJbU;VWwNw*g!7k zKg@Vhe#k$e9rNPL2`vl-b0U; z0G_4sy}Ij+3PK-@dXd_9n5d$Ht+yX&{%gU#VP|l^(=tZir}^&J)!dr1L372aVeJl% ze#K8uwgvEd52BxjL%eujgp#2Ot9jYM*cPuRc~X`aSk-`^2Tq z&#}s)odK|FjJkr@n7)1Tb9+^IzP7vN6O5lm@4sI@{X-|kfjr*5^o!@TjQOZS~bHAn1yK5TR(Q0L)m6Uh%IXIbZ#-17xvf;Mc6r7q9;-^jd zf75;z#UHIHz34@c?kR8ECgQNlpF7^ZQ_5jUxZrY_x?e)GpIMh1rnKhWbT*?i z4h7M@d2DfsiWN)h2N8#mi4J9|Br1p1gF#%U5EDf=o4}!KYp)hlY2Yl#RZ_AXQF%{V zj$=@_wA4xJgI36zMnR8QQXA{uk8<5+Vd#5HQ-uCVCl14ZHU4~|;J8(;@afMN8r10q zk+D90OxPnhvFb?{y^5?d*vwo@IS-EhtnQqMaNLc*+sU&4Y1m>TE~r_=jm z2K?-cE_#?NbkMd>>K%;!bC4dn?CL90eiMVn+#Po;-Uz*Bk4PVM6-J33yo#w84fV1$ zaP?7@H_x#RvgqHV|Fqkj%3D9i4<$ZxO2c`ypPEM8;j(vnh3pW)aob7omaF#kv6~K7 zLcKWgoa5CXZ>og7|)j z!=RQK1y(`;`iy(fk)*$FKM&OHdAR-U&jqc%%R9t>z`s+~;r83t8YI47k^4B6xkOD~ z9^2mEE@0p$IGx{AigER169x8d!g;o%u5mcsxB3xfHc+2LS*$w}H~n#v7$azi*8d;OT7wE=chh;t(^I$FX0{8~idE`GB85QRHbOMy;{v6o5!0bdbTTBV7;( zCcR8=)5~X?Xp7@oi3fUAA)rY(4<`3!W!27&vPEH+aJWn9rcmXL3cg+orp&kZim6o= zuB%NU1_o!RlTy_$YU!y3u6rZc;m?J=Tzv{zlEDcD;4B;hems8658CLBy`{fRQ*S)f znvBk>6@Fxgum3$ai-#@m(L~8+Uh;r1$7I;8OW%nsFwx=apKz$xgK3@>P%6CIZl}}R z{a+2)YLf66#$V)mJXwi-M&lUsS(t;1p+* zFkI@4&-u7Hudu!1JK#Lu3#<$1I4xp30{_v*NO5QezouHIn>WXM;f@c(ulI5`APCjw zZ?z#8y)G(JdZ=E+e*0B4u0v^Yh}kD2D|bCXY&R}*TJVkh@N!p@#H4{!-M+dV(I{0T zTr84d4B{o>;s_$s2sA)3eB%Evhoky`gdC|Ugn%7CymtxxtZn@#kd^Cye12Wv+q5y! zh;y0B3=;T%Td}=>yqsu-NnjMenJTa}l@&r-ICHxRnW; znp}_h{sr9ZlYzgRdsl1h=XnL)GCxEY7dn57b5p0|)4SUDBtMin;e36|_1b}#nj?18 zxjX-Oi2#I^Yixe<;X*jh5QO>+x;9O+CZz43p2j?P>jo-c?TY^|9kf3d0*n`dwQ&vI zOkp?%?@CB?F9%*&l&z>g9p5C!xb4#%!+n*ea>qfmf6!ws{dnCI754XGiJ>%N5C}WC zK7#M`aJLAW_Xr42`g)fFo#ZRpX(-UxZ+rFH6TSZ+&&Vfm3Xi@e+<{W$71^AWb!dtn zWY=^HTQ!`(^=;fU>e%dB3`x<4XrzqqU30ht$53K1&g~AdCv_3S9$3-!KT_91j<%um z1utM3K#sB}1)qv8x%}mKq-k=dJc8-{O_|nl_sMFWs1gQUhr%6F%NAV>zh~HNMx}3t z5y==r*;+3g6!Lu%5x@kTz#R1YlhV`Y0N@uYXY!Bh8g%PfoXUvA$6zK^+K#8?wB2gx z8G5A}&)#QpmVM-iT7$Ta=axEggP z`^&R79CpR4%K;ZF<>0@BYWdhk2y<9zwZDmcg_&vA_VIY$Vuvg5@QrCk7PI^6l#r8s zOCqU;%pil9AZLO0ZASVOJN#O~5dyY2cnvf^^J7@_tPL2>fUD|Z=LVex-F%tEcOtq? z(7(#l3Y_loolnG}f4{(dr2k_)LCJWd{~TNt4b&c?(*Jer9jOr`gPobK+&?)HaY*$FpcC(z4mf!Yi(!#Ts(S=>_vvY5JK+DonCxrBn(wd-9FAM3M@RY`Q$E#-waag2# zR@;)D3BI$=LTT7&^R_3A0m=D#_C11EE%7LwE1e2Szm#|6m@XQN1 zyNpo*v+mykhGFF@I$+m%+PeA95uG9(3h2@4@F6X|UqYtxk^TQ=aq~Hjz2|Kmj&|?8 z_JQgjFSXBK7Y#N}YAjqLMrA+iC{P{V_@flPp>|vbdYjD7%v~nN){|!4aKjKd-?!XQ zLu}HltrW;Vl3@OWy7B@B$tWF)=QR%`ngKG>oniAvaYSS_;)XSI-&1>k-w+ z`tY_Oo}77Z@>P~UeT&3^9tPp5__NF1QMq;!lfL|eN|3>4ChK7ph6q~Q zb&=qUuJ^{Lc}Fk=ct=RkMN)u={;}Q8h$l{?v;K2#>)SttleS{qB{>r9H#ykF(9y$b zJOeP2=2aavVlywy>r&4>-oy!2viXIyE>>@ZJwP>js%C|s?}5&xL3W(!yFxQ+i;iIs zk=XXu(`)@-zk8yoj`lu&J&X09-|f9URU+k3hZ2M2#Jq7;B{U{rcHg*clhX|%95Xci z@}*0IVS&xR#)~UW*eWi#crn_ybt8Ym)8I&)4VI zv!s9OxPz#TRbuWJ77>|s^U>M!Nu?ar&v%lhFs7dCy&RfD=Vb^LqD02=+P*qK$vbF? zlU$+GvZU-vhUNI2<0f3#dS~UD>=76L_aKX;CR}PqOS#=Cgf9`EaOUxiT;xpCIUzTN z*i8Jg4DsVFT=tUUUNni4*BbFJ3x%*vMcFwQ@mhTi7|^B-`Z4@@CJrZb=V@f9*~ zHkpOW(o>ilAubacaOi)MRJ*`R!?B|GqUp?HGM)Sx#KjxBhayHF6NCWC>mpPgBogP} z&Eu+KU9UVPKT%Dh?YlL9NmC2O)00*u(e=CB*!#-u%f->~+zqI81CQ&f4@@?nTd|5x zny|3-#kGev=xZcxB@v|Sv4@U;ajALeD9w1D7K&}v?BhFcdmg;4E!)1|pQ*`8$DO4R z-y>MlUsvO^r2CC114+}WGt_sTs_;~@JgqIkeC=V%Eh@+j?4DgaSEH?J12M3vsZnk- zF?SNm5*7*N4$fa?9Ac4f5@8Nw+lP04tprlL+V^0LvPew#psF6* zMln1SJ`0rha~pBuFSed*RVeS=0Kh*zYJG2HqFQ}0O;0zw8<}DIteedZ7eyZPTpT1( z+^T|m<^hma#h@8R#C4WLF1Bqoup`q|&jWL)&kMW6XMq2qMD)Uuvz++O`jQ zP;~8twq|6%UzijwK7mU;D+_byOMz!8O!x=Eybm9x-~T7i05Jb@)BKGe_Bn91@NS#z zVKKJu6$N{qiX8=Jaq>Q-^IG~2W(@OS+Z6Qc7$Ka~e8u%4B7c{uH_1QNo8w2RgZ*Ic0piV9(RBqp0#UWrOpf^(~BJ pQzXESf?jS4Lwx?s@!?0}{|D=~$y!^>)V%-z002ovPDHLkV1m8i1j_&b literal 0 HcmV?d00001 diff --git a/img348.png b/img348.png new file mode 100644 index 0000000000000000000000000000000000000000..a80037d3c4f3d405b7207ddd8bcd30b217cd9697 GIT binary patch literal 466 zcmV;@0WJQCP)RHR400001 zbW%=J06^y0W&i*IP)S5VRCt_YU_b{S96m6}V2I)a8%R=(1@Qkz0K5u65ajTIIcx?T z{A>mc|6wxxSoQoT)>@(fKXEbwK+K9H!^kf#z!1RC!^qDez{n01*bS56_YyeAeKlt!L?EwQn zhz9B5V=M{)OMDan3jAl#0MQKwj2DP?)jhKOfh>WX8K|2=2MfUAL0o_VE!z?V{8ZJ! zfi>ju+5wN<25dT**Z=+g-}VOs%lvB$^*`P<0Qn#I^L_v`^b3ad|9@lA!F9vIfFI1| z2Z`9i_`D1Z7r-hwCwLn$$Rg`tV1EEqp}_0F&jJ+Dh4X=Vf#CyC88^^lZxfJo@UQ=4 zasR>l8yxSa{bcy@uK~tq=z9Tl*=0gL#~0qzjSp(-7zM-v0FvR$VXa&2Bme*a07*qo IM6N<$f*GyAl>h($ literal 0 HcmV?d00001 diff --git a/img349.png b/img349.png new file mode 100644 index 0000000000000000000000000000000000000000..10298a2079bf3986e705b3aa594a9ad61d4d5bad GIT binary patch literal 315 zcmV-B0mS}^P)RHR400001 zbW%=J06^y0W&i*Hxk*GpRCt_YV4wti0OC>x2LAtG@BxPkFoj_7|Np`8PytEgKW^A5rno==0|WO4D4+ii&<_O+jNCjB zJ_|Pk3zq_shC!o%oS>u$_>TvCfF}#AfLLkCe-rCJ-*0&Tg6kJH=?x6};AD4&2^h!> zGg&q>FkV2Cz5rJHi9uf+qL`uY8nSMVH;ujj`2IGqE+EHgIHiXw008bxa<6-&0t^5E N002ovPDHLkV1h78dKdrz literal 0 HcmV?d00001 diff --git a/img35.png b/img35.png new file mode 100644 index 0000000000000000000000000000000000000000..93765b2fa0e7054efd9191c5ebb1a4d915183f3f GIT binary patch literal 1059 zcmV+;1l;?HP)RHR400001 zbW%=J06^y0W&i*Kp-DtRRCt{2S3PJHK@|S>?sB`?yWLqu#7HDpi^X=@xnQ9P;bHJ7@)A^K&Gf6sgbr??dj7eJfK3tfTM;9mgrf2Nz8?< z&;lY&lg^+R0j@Q-Kj2ps1#GSM{Zf}#Qw#m>2<5HC@TYJ-zm^O|ZVD(5N$!*&sFlMw zK|*ztgp?@0OEKA*eyc8U5_RsTaZS;rcF01k3;}i-7o~vXB=*z7=ATZYa7c2VE6q3uLn=SK~e7nQIQ zSI+stI7~fd#rg56)f66l?L*wtiGd}}SpDn}|5qed+Px4u2w`q$t#vEywG8mjfNEaa zqg4D3>itb?RO&M8aw3GqWUV+f=t78Y>%Lp36tY^BMsXK|g=k%%`6HvN865-FQqEfH zpz!=BdWL9B6@LiGmiDpJiHSGx!=O{oEut`);?Co$atufjaL>|bg4y3vweuVLY&wU8 z5a^sb?4bKi5KT6lDI_T*_k`<%_n9a@nu3Z#6>gfwa1}+uJHuu{HwcqAd^Bfvqvdf4 z74#5A`JvuvS5AqQ3O?%s4g1UVw2+;H3)3K~W<-w~9*kl>t`x!duI(&9*XTByYo+@I zH~oB9xq-5M_FH{;4=}(0eW3a0sH_^d;b!K`+?YKK!(DO)dg8$DfB(7VsHYxky`}oc*40=U%4z~ z)7slP|AEFr(+O0)j5fp02ejZ?M#K4XhPB1{XDX0(3^Q2_Go2W`WBI(Y9vO`*I3R8q zE&A>Yd+8-da^|nz9vwqKKLe`UXX$Q|`S0LJ+{~6TL`&O`5vT+@x_XI!{|+^WV-?7K zjO&2%3+w?a+aKB6d_9}BPH8Ob!$cVQHG7}9pxRxVSj|AaRIb+^zuWFb_**dh{0TU~ d00aE<_zA@j_8wz}`hNfb002ovPDHLkV1kVz_GthB literal 0 HcmV?d00001 diff --git a/img350.png b/img350.png new file mode 100644 index 0000000000000000000000000000000000000000..12db724f608ac7562f96fbae0e5e8a85f33e9406 GIT binary patch literal 21165 zcmV)}KzqN5P)dd$QwX2T!#us1oE&gD(ItWly6x9k)rvg-2>$a*DMYW<4 z|3yWr#!wG;T}eIoaCPFZn7m(1LIQ#2x7PO^3dzju+4J1b6Gm`>K^$ked%eF>blifH zya(WfwI|8maJ`!HMc@nsB%{%J6$~JdtN{$&x3=E6B~-Nu0bpzWmA!d@P(+IJ6Q&6jcBKrQ`ekgoU+M zh*xLc$C6Ne>V2F6xMRS#=OH8T8c`@;+mlF&`_HaF99k2PMPIE+$~gr9tgUxgoiPSk zs0IAhb4cdj{{XNzUO$bkmV84Yf)d-{Bsfhwf`L=OKc40xkCEpej*|@|HwK(m``sj~ z%?aByVdNt{S?5ULjp!ahcT@w5HOJMjJz+9;DegpP1 zURt4VRX`4NFviGXjQ4c=qCvk4T{?-8^bmCd!D@iO^H z=3g-Y0&nu+uXKVxDCqP@+65H-mOd-1i?$?JRfhF>_s#vP*|v1gyY^H~~b~0N<+CwEG4>H^qX;P`+RUt2nu?^->)!w>l$cGZ2gSY8VIe zr8R2IY(eWTm_zpe62HpGI;dOUY;JJGCYq?5{FM~Ehy9=}YNhQOJpSejWyDxDV1%Cu zB5S3MyFp|(G3I;IIhvUN3iYr}3v>NT;>-y&fAgzh$9@1{LbdwI<^^qjl{x=d2RM$D z1Cgb9)uB1jtIX3`DH?1Qkl}~WggyNO0K!PWvX;={qNzfzcZLrH z*4AYW0IJX9+n-C%tG=?tFP4Ert$5o{ee*W~%m#-w^GTY5QL|%D)Zqe*z~U7|`{X7ARhP42SfiLu*FDKtY+Qw>1m^eG1ij z3IGzmTyKI^fG+~k7l3XT0F0mDIc0ZuI`_l-Szy8hWWvJ0)U{d-_8oDQuxF!cO)l*6 z%l*Tii73<~`ANFxc>ktm2mK`&F|>8o)vC{EPY942o$(aa=i%LXTjxy)?_r9N^Lf5? zH#lKOWpiuhJ^Uj)9Rkamdqaw!RVVHmozEgTV{Ki23oO5F{j-9$r0Y#|K+?;3`|gUG zDw-WfIO!Lov+q~YT2H<8G5isHaZ6fL%hpcajZFs67^dnHs67B6Fk$)IF|n&9U=2V4^??;}^%00bTm(qgxs?B1h$TD(gr>^EPB5?A_#Q#PRiT^gg*aTEC(Nf#AwQP|$WEUtyp}{^u%JK%(c7 z|5>lG*jl5CNh#&BYD_As3S7LB)#~YUF;P{BC?JWbDuv86vLw;9DP*LI)XLx;SV$&r zby2zpajUD*NnT~%yHHY@scQxZ?&_Wculf2G%UXJz0g4LXv$7u4}w<4T7Bu)%u3gyF~$40{pcy8Y+^_$hjI0bqP);0dY$k7ft~} zpZF?8b21H-Kp+AU6#BCMaX_FU5vc}1+K>!d5fOF!cp_4`aZ{U=Ie~~2Qa}m~!zuL? znlGoL2U7Cx&Y)6%8!~LcDF7mx6KDkkz}QpMkT3=m!U_QT1jA&vIpX=7{9(fx24u~L zZg)<2;x~NrXY7g6U$x*9Q6J#z?oZ%>6##%}$W5NdUxorABBQGiEP+fPP{ts%F(wec zji-32VVdrxW{BaS2Z|b3?g`6%DG1^eU@ZNDuh18fq3~7GFlW*?x9cQpb_HN{Z-lHG zcf!)r1n^1tcLQh2q}E@is?@G)XVrQojsBrbtiNO+Fv9&K7^peZ%saxT3ibLgO!;#% z)|>>LJo0C5$TDd6a&AYbxV6_d=OKU}hC@!WKUNc;)*|&0uvvOc@*6SqwW_oL0mRx9 zfbfY5K(z%>s{$lVfZ0F#Y&BIdVpLl+JJg&`fVQMd*NebN756icy7(beCa?_>y`3GU2_|=TJWX&Z$)?hTb|RUMUQtqil}KlMP{^m; zD|H~otb^q#h5i+@#$`~cZz(bt31UuP`)ki*^x6tUE;$U|0yE&L$fE0gX0shvCh*E& zc0771xuwMRVEfY)p8|l<1))tuMt9Z5d~9?#y%q}L{d5c4UlYT{ORq7T5E#Aps4V!>tLXF**0FF zc8gfVUx6RYFEZq*t9bK&k@WbxH$~6-ceapLFxPLy0+j~d5$t|qn7+P7dbU6TZiq1~W;7;XzosvdDWe^FDdz`7SFstq9#*!#x^(?aLY`J6DJUIOUOP z+Wc_FZ4Us1g;C26C%hL8RhOr4U5(l9q$^n@a?w_m?iTyuY2M1b&`Nh-rFWk0tfNoC zEZE@LGc9**J^95i?YXY^2*0iEF^|=z06aeV{ z5OwK?p$#Hs4Z@HBNHKzrj=4;Z0ieoy@*K_*q2Ud>3}7ku^k4q3M*Nsa5s{ zo%%YlYUc)kRs}GN^j>yNnFyPi>%UR&rg)5F;~7bCbR`;ur&|~!rN$Y*%0(XL@~V_e zA9lGKIs++ry~Kd0>+|H5Is=LEi`tNH>>t?FrYaBEA&-q5RXWT%Dgr#V{oT9t|-!*)bRvCMH6MK6QC<9e1Yh&vLZ#-67J0U)nQykg0u0T@CqQKFR+x0h)#0C%eA$Bv6swQAPiCW90MU4{Ap2+CL) z1E9X5%)218(QTvMM-0xu%wt)5LhLpCe9Qpw5Kd!;2~`+?(EvPxmu|Y?J&$kcv&%4n z#=7z09}>*dBqnI_PsG~yMh%_K!#Mtl1c&YH=5t73^K?j3$SI<06*-L(fZ^H->tXIQ zt3J^WEMJEp%z(w=7dCT=6b}p|2s3_6IIUgo5+xo|MiA!O%R-M~Z@?{({ejd8{l3E+ zqrJ;83bB;5KV?g+=K|#`I=8LXy&~;Qc;;CKeYNiB+#5!#TPEfIIc3-QV_Jn5tI!uI zTn6^-S%%;^ASOWI0u`xrjY0}01h%%sqbUXBgQr0k=?UsjRCUM^)L9bq8ogoX-rR*~ z;r=pS39vyhg}`nptqJ>&1okfBCw#kuS3Lj>ipm!J%l?vYze)#fz1cV?v?pEecBZIY zc!b)5QEdTS{{^VFK(#j289~;XDx=y%)WM7~)4fAy0G`kROd+tw07z(e0A23f0MJR} zFD+s4x3nti3pAO^zr}N7f;OO`1JoBtl&-_2U^ZGCFSUsAQr#j)NO~Nu0cu%kvPu>1 zpFKyH+CeYwoGQh#O8~C$!m2s|GvWggnR2E%5!sRYK!J!4@klgfvYK6qV@YL!GuM(G zwU1`LdhE+Av)@((4Ke54RU2&r&_)-e*wF?+=&p$X1^qT?Y!C?JFCtLbmUjkRS3l&B zhDfE4pOpzF1Q5drP#L}%OnJxX1`Oy7pAChzs|WuCei>m%W)=iFHdH~qBJiupbiwVBP;*h>l ze+EI0oR_IB;-ja>-l7J%E%)G(+(b`|1XCu=6z~*aV0PvZ$0n2jV7vwZ;{SjEe3L?7 z{5b;A$~=Ms-$Z0Pa+?Oe1k>BrE|vct$x~v0wU?&dQlrMnUIx;^I@9g7QsFVZeWhM4 ziI8|QYn}>?$J06Aq(Varr+^R*XIBXxjzmH`ms4Wr=6l;9S({I-$G7Hff>vkf?Im7o zhVxXsud=C>*SEvPAq9R>5Q#n1nXMbX=t#RU=!B~#oln`TT_MsJa zRH+MM`&*6!Df*0-`9QKsjX4))Ua9MD6nW#!B3wq;-^45iQ;^RYRO;_WrxH^Q8K^av zfn=vSi#QMOW*PJis$*VzyiBgD1G{RrDzY~H=%N$RGEUFb5 z?lNpMo2@7FSR5i$zOJuxT#=$l&n;9@4uA}OA{g74nQqrLhOX&me{5z{7pCue6!(;*wSL)c2+qCkq!VKU&H9n zlhWM@I!r`P7eb<#S5X6*MgC#G$-F-#sC4^dxm7|&-AnfW!hY~0ui$C1-ID7(jT%im z5xp|s=jeeXep+zHlHK?uVk=EPSmWOCoL=%?dqW$NS8TdiW=GmFgOK(C5;pS zPfs*eQB_;j2c4vcHXfH??3v5m?x+cXfKH94u01gPnmKCP{U1NECro4?JOb?H3ce4V z@O{-UM>#$op8||A$@R@AaKGs-;f*xlU+s4YF~a>;LQJ?^AD_OHYm9j8JsqwM6L_@C zCRmxb$z_%g*Wct7dwvtG_#0gsTMruKeukW{feH_uJ10`iWX<-I4zXs%cIf7R(^oAi zp~3BC)oXSVEl=65Ww}N43Vd^sw5DuZme=a=%l6S|-#e{z!Jz8qd++^7@ zJ@-(~XBl)NLq_FV%owKBh^=pUlq+eXsHPag-uR5cv%({K5Wt2DG#WjiwqU~rBmQvh zVg3j^!f^=bv%G0=2sv@GXly z)#?$MjOlJUWhB2D6@VDMTo5BvtvmZrzNgWE(ft*GwO!oLf(Ik3Hx|JB5oVnet4WHA zB}mfidSJJnKU)7IW=85F>wS9HdrcM9=dK3ni3Q7!+NTRV*PdmjJK? zKJo8QCF115X41^T0 zVYrA4o#sR6Zf&&EEQDzV*pbS{qRLLw%XN!NQ3QUQTsIoAs`Id+8~4^8ahA4G3~0Mz zkt-?~`b%l@*~0sI0Z$FVq1!dA81ob#Yu+Ob?l5p2YKyTO|C5SebnSd5icSV)Kbl3q zxd=67=CV37Q@ybF*cupvvvZCKecVwKtljnu5dxtB0E`Qw+luk+DdnG|b>=V3*Yh!+ zR=`{te?d0C{V`}b-h$-R+skGnSMWnnqtUA^UM>J)!v)@77kIh&ey#D#Gyx1xv&L;( z$Nd!mv~}EHji>UxI;$<%aKYsk?>ACIWy3}K$)EW?%6~21VsygHZcU5=5)+400AR^u zVCMxxv?an1ny^krNxAADy6Gej_N|1f(&DoPFo4+Fynb+r<1GN#SE?QWSp!CwAO`#Q z&9Ed43<+=GzGvBLDp;cn)~$pT*4CK;G*{{jeaE^-LzU|Xmynk|$lCvcb+tDF^rsp6 z&-U+|;W_IjAl0fMA;wFTn?ZsEaq-kS&40iYvnnL$ri} zv5kq!In#$xZZ8|&Ztt|8;#3mx>yoWieIPQWww9c=+5&i53R|^0T%b|&o`EI=bTvql z28>kkGfq0h%ZymeDVU+!?m@oJ1v|G@sD#j=k;w zvCU~+71%_t$I9CI-hOaSq`3Yz-!O=H{@@A-P>AS@tk4k5ii+y9qQ2j-{t|heFO$sC3cGMFm|p~CMFe~R zALau+$e1qxC>6%g!3`I&cO;l5N4h4fsDkmUCxI{p`W*?9^>hvY2Q*Wq<%vf|`)JTh zNRACtxBI(KPW$L4FQMJ9T@gY1!uVJ2qZ^@wEu}_?8RtgR4cBX?U!G_iP642AfQDl{ z4cm(G?O2-l+JJEJClN)+Md#KH#Z1iCH$Wg`&A+Uu0JqAp?KA-PkJf7fb@^4zP-y-G z%oQj<#&|x))2gCcWd4{los6{rxu*ayYEkV$C+VT8wyJI$O*j0vPZlK5NQ2*b5q+)sPG&$6{5~QYNf*+%Jsnkxc(=#sdx6#4=D8>fcu;2XXeey z9y#r!#lx?;z5KR))V-e+#^xwfa78cxMyTGO17V?%%x5y}fZY#{GhVIIak~_T4$>^! zwudoe4qdn9Oqg^U02HD==It&(G=@UsJ`_^;H)A4T?LO)m-L8T$eXWUZ~e^cU<$1vK+a(Gm>Peq*{&Vz@xiZ3kkwCy`p`!ZyvoM`GdjR)Sa3AWufdzChnF}GG2z@YA+t95pB@mdV znif@ntl57pfzKXf%%?yfOUO$DXs(v1ajC%qvSj*M%1hYpl^z>pRKc_*0B8WXxU}9} z@cQ`&2aOJHz`q8Xi;e`zcHgwVPBTaC&4}Rkj`aSOJ4kv@7LntG0r)Dqv26x81sqBH zF{79l@1(vS0yqPJQP!mJL4(LAG8fJ43?fe$F?99! z*V$*Qx&*-5lZ`L!4%rz*o=6jr6-UUH-tGsvs@P7izwp`ZexgYYCg;AuT>qh1)Vu3iCuMD(6gyxH)5-OHjIsuAG zXyz#DVwCxER2+`xtdA)Up?+jMOAAA2aHM8SX<-NrL8g=znb1s8XhO4OX;BEx{kC5e zLc@_EON&it6s0NXF9@NLBRA}7no8bMJPCsze$OHv7$NbLE(S;A+wI{hF&6krgvo_C z)NkgGqr!8{p_u2xrZS4b(T!l{s^lWaTBppfHbeqB6pjL>sy*(_*kX#m7}?ltw--n0 zfec+Cu(Lh z_2ptgGDg${YJ~OYjm{k)Z|j7Y&l_F9c`*%aH-qIfG0Mx$Aon@y9tI+H`P>XLgT>Lp zxM}6p@da3Q$$!`Kf3Z2Pn?MnVu!235~|!#XISw+8Vy@-@q-ABK%(vqYy&( zJeG+Co1MIfAP!;ZZqQ7KbxV?XMoz^kpU4EnLWXKQ7!rlz+Wv{C7vq{OMv}XTV5Dn? z;tgG5NUB5&?TNsbMI$sEag;~=i% zMZ^=D<5C+AOJlTsNq));I&`2cOoZDDG7{xtsp~pGa^F1 z33tcA5DLIcSHfvsY(kR>HDf6+3ZbE`+;S;qaE*Zwwc*}$5}pZ{PA}mz)^`2nO0-&V zgi)TLGm0{F!^Up7$UXWEMlo;fUlF_;T{}BTdHC9U|0Kj&x)vA4;z1OJnV~tuqH`02 z3?eJiu$c$zuy6|Wsr>|elYudP0b?4%=(g9OwTqzM=Vy<9YBP2bQCNX-3Or-d=tE{L z+_Dc~I;x^Idbt4xOtv$mX_bl@hEG4psL_1fE_7T1<1YZXg9_jrz#A&hZwb)Fc(io}47~>!ZvzrXWIY9Zm(PCaeZ<|oiZGP{LwA4kW^Yo+ zYZCx?c!<0ex7bv)1s2W#Uow{^Q`WqXS3Ll%Eor06w$6Akcc@iTNYNPRhQVktkJ+up zK(<)+yt*`Nvn#n|#NP)VsKr1~V1-&AQ7!46=?px7%`;YJKxwwVG5hKVcm*CIFFDJf zWd8lr4E=ioUNiz;dOV$=NvH;mzi~Z~n~v`+Q5s&Qdei9rxBgVp6Sjh%uy$zjhdK45p5ospdV~ zCN6{3w~#XIkc>;fc9e?HX+2}Kc9f^dZRj^#Fa*Z$&md3sv_7{_(;|d3IGy`oEkkZn zvq@;9sQgC8+LAV^w(PIbsy&dT*YyP&jUG^2u;GFcz~+zE|A-N1I>Ahx*4E8zZFXKC z{$R{FJOdO^^|>u+qe~E8F05*&0HL}B@Kmd#0=N>n1uFu@rVE``yxaf)AOJ~3K~(Cf zjNc#c9J6e6N6j>6C#U2oGdlG#TNM;RmoXpURqy1u(tU8K|S4ga2hc=-f|3 za0+z5o^hvP0Wj7B-r2teFlAK$O8}@XTl@-B2d)(WUpiyxz^v$s_abAL3m`(EF$5V+ zpjmr_yu2rVX$BO~9B8#6qguNs0;<$T6KK|c04NRWKH{@&YFssFkWsCf8z2EPs?LK= zSohNqoG_rR*B%J6j0NQDD}prXYE@~e%i8@T0B1C`byB$W>x>isRbBga9l=XlrloB<&06mA+gz1BP0~ znZZlR{9x7jMCjZ6bnfJy>ooAB03byG{R8sAZ1ejRK)-!Y)OrDt1c`>`8yqKW z^S&XluOzeKHCm$Ucxctb6qdAS0A-M1JyFdhiJG2=`?w-v$%uo<{qq>k32DP)9NN9* zEaeG-9oU`w?BH6Q4!^}d;kVGa#X1x-v5Pkm&bDcB*pCGjschIkk74Tsu+{wZ-h;^W z5$#iZ+cxEaAf0wYDPFASl@KwQKB7yeXV|>V5Tw&-Xf@(W#?frnVY`O{aQle*KmdMR z4;uD8Vz@~}st_<7#y=y1Q(#3zU)~l20P4@Lac_1y|6sd^0`T~VnwYn{z?cAZ2LPc> z7}F3f)vW7lfu_%SnAWs1x?NyQUohGL){6yJ)K;)2CG{$I23#-ze_eNE6aPfsw{Bwu zVh?Rha7Rt&*Q=|!qRXrcynz5r2-DHRiEi=tg8{8~+%OE7!M__YqxGp1yS=5qEw)y1 z&IlKnQ0L}TO-rV0|Fl|sM@{a~+Fv%r%V7Yw-~Z#jm(yo$xwwO6YheJmgBrM1na;!f zk2h4HpR=+2*ZRppdJo&+IpNPAaKD5QEpk%STeSrn4$ST8z10Lh^g1A$mK9H+X2<0` z46H$5pEr8#y7z(c3)Qe1=x8?pjPG0Z)GgW7{yAJ^a7dykGmp*K)%`OQr{OJn>J%}$ zlK3jwA)S>@{cbv591K(ty#Wtv0tzAO`?s4eqbSs=3Z}o ze+q)z12VRFmVk+E9jGy;zk#uV0)VR*WystFk%4LUO7Hx>5%ztBZE0O0Sf2-u-sGL$ z`Cq02MgoZL9m_=9J+BWq3Yu8UMK4@-HA!tNJR@CE{n^g9L`-36>T%saS@QkG=$i(n z$lCgw;s!{Hf#<$wCnD4!(5m-La`HMwz*w|yE6qX7BTq;|XoZ1YIO@?fXUAQ_dyZ#F zu)na#KMDxHe5g1lhHMd#gB>ZMA?fObhVJ3%KLZdy10E3PL+x)xP7DX8H4W7}q&P7Y z9pU3QP` zjcw&6fDK9?@n}t1AXXk9cVh5(jdJT+eSt=k+rt8Q`fRyeM~U0i`XoV~_)59b9j~{K z;i$)JRJXlG&#M5Ii~+M29M@4U$q7h;ZW#OQfw3f#o^;q?pAbW+L_;pJ0kvT}t8#l- z8p3D-z@J;rB`(SFNP?aSeal`piKHhTHu_!V?~xOib~iJeZX#m``^zrY-OYA2xf8k* zy_!+aITi^_MV7F{>`#vwB2S;WSI}ESg;(-yG z%-+OSI2{~>>15uIep=hQ^?(yv$n_2n`4a|WzDT!Oh9q*r?IyCnjj^nq06w9v=iU`- zKJ?)Ewe^|W>dU`Yy29-y7`KXwC!cL20gyFja*IF=ZJlvX%S!;TV+Voo(z6^I*EayO z!^j}I+aSrfZCtxz;Q|2q^$v8$f%i_sf-65K3;-VZMVMK0_`C{S zfQ?)i@d;r4ZeF{igXnI9B=_tNfIolCz9tZB>#ws1*Qhhqp*0v4nD=iD8h}0zxa3JE z!!P3Y{oKBG%UU&c=&Wd@y_ao-=tX=-$myIwZm-^upYv7HhajzA3{+0bow!wb5;_F{TVc zY?v6+7rNhV19qT|IgQs)NJ00zZ785VjBXcBD2%TKnowvAg~ol0D8iV&@I;`#(d|M3 z@ra%i&=^+?fI=~_>5dj19fxlp#q0aPS2eo_t%J-NT^be4pTQ4K(fIZ`Ca;*TYHUxmV z&a~A=I?a9M3cxuJR`DE+00JbxfAV-1mw+oC2Cnc8{BtD%(a)JH6b1lIMs>>D1EBee z8ZW3hubWQ;Rz%OL1^~KHgpw0R3{Nw>V1SqNwq6&CY69@o7+t(YB^_P$fW}m6sBE|} zJL74Fmy7XKzVAs5m3_a~9*i5^6*2W`hGyq!*0^o!xaX7(t9A4M9wpSc(Q6OiueFD# zS#2Tds6MxKNR#nYzTX)1@`NQgYPug)REFXGOnoEPeG@KWZ%De{K7AWps?Y)OP?^;M z=s#JvDtjcLvrC|m`{#(N>BGqE3?`i-+t3>WvkhuNAhegS!!$`p_ki5)p9MpC?mI60 z7COuOrw`@*^B}zOAxLlE&{a+6}`eR&4p zf)NV~Jn6xKbD57@39tiCj_qU%#{^ENJJ{AOW8p@Eb~M+p@v9JE#1Cw7p;Zn@u&=aK z;?gZBv<`{iikAE7F%5YJnkR);eQG}?5L)Gc1avYmE|fxz-2ek7w_ZksTlRt0qyhZg z1CAZ?bX3LFkelkoc_+tDXdVIs4G-sJChh(|Mp>du!`xPnIMgw8{ay zxo0O!Lz4$`(trApNmSUa@LSIDq5KTr=MMTrv?;&Cu|W8qec<>l^Yd55Gu{wP(Fq-F zWm@pYnu&T@$P`nsi@(TSzY7rwCjG^p0%0jBJaBv-Ee}SqSTmVDWP3P11UKSfg2~Wx z>>0pyUjg;5*XL0IRiA$bVBtQG(!_C9l=S*S(ngnUokw0^!vz}GEmygtR}IpH00t{> zH%C+OCUyUxVU$GCSBf{(%qw3tZNgbx+F}go5)r`IrN)>J8L~N67+ZKk7hiyl5aQu@$$%>`pvRbb zAK3(&jFuDfF!{At0heyAusuB8Z=lQjtbWY zQxhOaW@1VZ!;{P%9{~Uwv>(f+)92x+&CtIFpxoJ0j6keP5*(jN$2*fC{lIjLOr+1| zC5QVwCU;fb4hfr`c>j#>c}(G|xDAH!_MkzS{5*OU=m`V3`SWq(6z~bKjuXG@e0%&T zCY=eBaR{K8bS6y3A%HVr?>Fu6SdCrt44h4@#scs&B37fun2yY1H5P!*kXViGtR30J zY81(zy+>qrPCIEwnkI9s9vYIZtpe4-6vA!#dj zhD|YQx4_B0=C$Hq&2~(uv!uG?d1YP6>6On};bMR61oBIZQh;-U1=u#EJjQMz>C6EooyUce&f`K+>CAe;EfAe7;&Ub_4xRbhf)s~NA2KGp zsB~sMaEnT3)+p&bE)g%LlvDF4&0*98HOweZjtHC5+$9-g_6z!Aj6|yq3O(UXDJAs5q3h^?JNbMGYa7& zHwBjqPG=}h8{EV~QFJ;(M{bJYTy#2vBR3{@c?^m{XI#?*gt9an&Tjnew}LlfS4fwL z*dZ5!pBuR2w#zWd^fFYyaH9}(rU*CBJfv?n+$aQ{8%Lc@1_i$g{WE|<(772l86mUN z4s05SBG4(ccoGo42$^4P7!yUHQv|`KhWX=v$9C5N>?<6M{M!fj=VZ5hw}8CwmlG!o1d^*dh~Rfgce}j z<_!ia1f4qxl34Kg37O&e=O;%==W)TNb4){+aqp>3Xp^1U5$LzuI}LE3L*@XR&grO% z*2{?cGQ$Lzz|QQ5{%E4-7~tN@9Iz%*x_M;|u<5*m3h3u%a&yCg4*a{oWd&F+@yY+n z1y<&ObFiwGSLOhF|NPMF_`K0;Z%+igx0?8~B>5ig2JqQJ?IFJa_jcw0Gvr7vnFB)h zPopL8Gy!B=um5|R)fO*3Mqnh>{)wl%6h`jn1ow&}P*+}=0}62N^B}JvPbQs5ABfxH z=Pr)95jJdW+b;y(V8uTV1$rkaPZBUE+CQDXMut$4MVb4jGk~qFi^Bwn1*9{84TKBH zMT7fF!VT|05Tvu{v=NK9LARohe2oDKo*

9w|@IdDi)nt^3_{bvFNn0g-ADIV=X3~+2hdZ6g?N^V{ej~$U3u9 z4uzlFu2A{#Gr#;?X-hs7e)=I!FMqNabVltXG3*l^$mVm!pfi6Ii%u5!koeVzHw#54 zg?>!*a@2c;qBBPv3Y{qivWK;YLTAK)6y8q{hR!XK<~+22;dJtf4~w7fVVZ13PQ%Zl zTL6aPu=p8=_}(uxoyl$|u>-jvbmnK{XLeOV=;X+D;xmH7B}pR7bf-SoH5FXq}N?8Y;kov{43 z&djx;B_eT#{5#nx|LDUP>>a*+-jsG>eVcpYZjejv*fPXd606-dDC@Lf!sQ)uwwZ+KWcN!^6I06?$#XZ(u0cvk7qU(lLOa;BsN0Gu!ovkxlw(g5{;ii+k`2V`iq#ueH+AZyZO z{s;h&Mi;{c0O>u9jr^heD*#x1)c*kH1g}10pVx)o0-K*Z>FJW6d4r#a2%xV$x1>ZC z;QMDeZH@(nk@uCz1ZOCvHphe$E2U7m^7FV*^7FWG$~RADC94a90v}2g z7w-8Pek3XnN{0kT|M}I35~~}pGpQ-2NgFO|;Sv4kkH~sx7_DY!!%t7M*gA&`0Cll+ z87=}$BE#!f)bJ{e!4j5WJ4cxE+i$JtygO*z{UJ_k=6&r{)uq+q1QbMAp7aB4*+oU#H_?co4ai$0Tz*VC5j4W+~{C1 zK4yAT1>=>-bvL_-zw>@B&YLta`3d7jmqr&rP@{?AqH+84sE-DoaYy*9(EXJq$e%y* zjxiN)7+o5zurv(AMWcDX{+QJsoKJ+83;YbK&%x%k^=7TA%72_Xj8;>AZPXq|mzEO2 zE(msswtj)&JZDp5Jrt^im_IfVLIj=J^@Zmw}q^$4i8--WmX$ zSE0E+0W)9$J>>EFT?129b=6U6s;{-_W9>3nq`O2{L!ufGfQt}|wz#&rV88&dKovOG z0O){@^MA}`cXP?udqZ#J%uaiL#=uagI;x|J=ebo6(uBYWY^BbC+5(N+whjQ&%T$Fl zQB*V>GX?9X^Od^L`Fd-AB4gaG!52X-CP_!$m}XK_@gw$<>2`$N#gyD2J68Hv50t z?A~LSmUi``*eoA9qV+eRn@pkrJq(!q4CrRtx`%Ykmi`N4IJHcS1W6L2D3m1O^_C!CU#+EuNB=l~Y<3*o zr1x1mC~}Do~jaoS!Z<$P=TbGMFSywWa-AGJ@WKbLfCxIsf+$V#BX;zwX`^5m)qKx7>eFETX}=(FP>8p9|h zMdf`(6dCEWW6r-GRPr62C9gzo>Hm2UF?Ej&dD?@O>+kN7 zzkOf1{_YYxve)#Se@m9;hs^Y!VoXYIs8n7(6Tve-6L($mp-^%sUu+l8xQtX>H2C(< z4Gyq-M^dlYpnq{PkK?^4yti>w=KQqXR{zcL%^hHEMW|PiDb<_jjz%<1Yx_&QPwN9+ zn%H4Z;NZ>Rok9hEuk^>%h)x~+1LQK*urm!XHKGVndv3<{KzkoduYn=Zg7jYD z5q6<1=U3)Ne2+Ka_BQzLCBs^sHZB2qsXIQmu>Ex1t#kb*A>fb96|QcDZ!B_Bcsuo1 znks73Y0y!bljMA`+aCsde)9F!c7Sa<4z#u+)AEFMG@=d?%+J{0gEPeQh2<5isE{W8 zrF&}&X`StQJD)C4pMfFZaoh+vBfAEILye<~{Ab{EeAIVilh2VZZC;dQ7L!G7iX5I;BJ-o<@tt)sBNUI z@>`jIw7$dBYke!)#}sho5e-WyS|Snx{0!|;#wKZFMgD2NLaP1+jHmuL48=Vz{&Y+s zzlvM@#nkm-1Ad5n9|T}LQCC?fXnSO}LmF;VOlI)g_l4+@LsGN?#B;r-g4*bOPj3aY zhl;{(%w^Q}5uz<@;j^-m!X8dqZBZoPoS#OItJYpF#QK=QO#Ye*9pKL&AWX;k^#OpI z9o#<>fO|L}0_{9uSgw*!>Xyh8NVh z4XgI&k;fo6Q>4}&Rs$XZdFQbi1pEbEDO$}8t!?N4>i?1}v$oNG1>Uu+8f>Em>p_>< z0KQcXknb--=cgxdxX}W0OeS2J_yUmo zxC;84Jk3yh7*A0h!5ur03mbyT^MWxG{Z1)PV!PL1Ub~R@Gl2KLlK&h{u42szPV7KC zc;G)-ZQ^=XznuqS2M!mF(fRu0ruIyzPVh6RJ_jGNLl)Xm5SO_7NB4|+%ziDT0a=pe z*RSwIy}w{1^`wk5{Y^T}!ThFv8JChbg%5QVy=moRNP31jWA{H_7 z_#Ee`)UZDJxH+Bzps>u#C4>;GUts{{B5$2U{SfApT_OQC*@LlC4tP-5Y~NRM^pGH8 zf13+O%K?%LMC0FPcOfnHpLs&m-Xyo9QHe~Ez`v~ANDlxuKSlUdaV$rs5EPzlR45_q`lhKy6dp(@8fFt@N4gCf1?6JXvr8mC54n)y zXheRuD;|25FuKJ2(TQCfmyq>maDT;%2q;iPQlu*C=+d~U-_AWHT48a`u(DS8-=_DW z1DwO#_^)hvH1dR=b&`#4OvtL@5y0>vM1dc9HN5};5>81(K~x%&P_%=={i|scpQ{LX1(6 z$EN2H=jXQkM6zYKm|YZM-BZlQ#)Gf7Y@4gr;TzT$CHO%G$Rs{kDF-YJGRw~^I7iDI zlKCPt|7`G;drCZ?4*k@H(wr#t@;eCdpy)3`T>`9BbbJf&{WZA zo`?KoYu*$m#pB0J=Sj${O6&}c4)&Hb((Hh+q><)NT%&9GId94n(9As(bIJ#xHrVwPK(F?^q?R1D^g73Fuf^qm(n71pOS8PXlo;1>3Vwe;E5=-Ff^D?AKLI3

KT&wZj?Z;uNlKaUF~KaUHU@1NxQe`1u|?zYJOe7glt%A@htDA(KLLT>tOlEQ~Oq8 zgKB30M#TVtdbOraRrwEsaJiSdg1BFJHR7S*W!u#rlvC)g^<_N5El;fo0JR4gA2VI5 zU;E~#OULW-`~;srw*J`C2s`TEKmoBq+=Kda1hw6A9)aF-!p`}*)w{z5HlCbf-`-6S z_dVjU@G({He@gx5{%{7Ay?;bFtn*L|q6C4d zVZ6@ddQ@JnEihbI4K;4`%;(b4@H1d39u2WrEG>LiR#NKrMAr6TZ*P@J_Gb*6pIkhS zkvz}sq74JUktfy}5?g%{e+}A&5)B1D*t3`M=ZX{F}@8@>ec5QaEVJ1-Q z*&XF>vQ zY6~=-6~v;ZWArqjT3cT0*3%udbyTJ0#Quq|M3RSF+$rz=YHoK&@S&dp-Ur(CU%N$D zd{2Bohf}syoBhyq0YH+p`z!7lQ+;+lyftioiXaI;qf&eZ^`CsXyuT`)Au>R2=OI-M zXHHQ6*#ZNU$Ad~6Sy<%4PoWf_SC;;BG$25NR`N3goB`PfVG~O6Y3n~P8P@8wk>J8n zA`-s&ncaOTD#fRj;qzyJ#SKt$Tf@w!s=1$ky8J;KM3eQonP~|I4DQK)(~57R|~C7Jbw^y^D{~>_^nkxQ1bI2 z5S*VuZD*MEd5L1e;-~5AgO`hB+Rgwr9Ip0=Um>lq_*r?g*4sDW*1NcVeE=X)v-IE4 zYsH0oy^Z3;-|hA0juF%b*k)Z@d0ysWX>}OLNj~IHmL%+IU};&Ds0^P%s7!t(Gm(@2 zGtLOgHmkCXpzLSdW?fIq&lV7NIJ2zOtk)zn@-XDLuIW=ay7WDriKW$HAQyhd89`ZQ zRgMvq^^D7`>uH7-pmah^(JU)9tLP5EK%-02@WyMUK`xe7hXJ2HJ1a;!xs0He^C>`( zB-~>Nv>?4#nlo+$RkNSDeT$;x?_p>759~6(w7lHU;A#vo^dq(4)~=P6dy|c=W!vPpW7XjN{8Ov zBif%giW}vuD>9<>+4h&e;#_zvaG!6#1X2{0C^qc<^INNae1xWuD{(-u`6-k_E)q__ z%9uot(Rm&dCwh!a@0d(C6JL@r!g4qY6)ljAGA?(fACAAEg3kBy7U(wrjHhrV+Vbz8 zad{p?5v}rC&qxG*b_cAqJ&$Z*n@i|s%Etpy zEyvUMb9Af!JY|k9F@LN*g#IR9U#+DIU`E_@YO&&L+A%PvR#eQDo$-+;YAF49H*=+fIIR?!$P8rK#7+TnhbhYmHLwwiqz z>{7e_2m5IY>EsEnJdYKTJdeJpmbbWh88m$M4$DiP=rQcKH{jeIFw=$=U(=3(X-CDp zuxVUkd5Npf$}0ezS7%yyR8F4WF(jC#^Rz{_W|!poU>D?vnK@E}1XLsX$mvNZ&*UYp zLjAPd^_x#yNHIU-^E?I#zz__;W6_!%j<_zke6wzfd@X@=Uvc#7%>mO$4|s$@%V9no}QQYhK$Eqji8?8q^1 z=`U=g(dt5jJb71J_}4@e*HYtoVf|!3JZ$MB_M+bm@eEWatTE`%0}t&B<^Bn9sV&a` zu?yG&(N1$Pzp3APe&R5tr~Ka;uz((XXkR!f`i8I@SW?@WOCYMKja%1G7Xj(1r5tNq zA}ICU6HXYEdTc9y?-ekMZUub?GAlcDGAJIf=(W+(wH zlkf~BKP_x&b{okn=6fov8Uo8Gh)TKMn%LfoI&9GmmKt^{vcK70L{ak7!uD%jkQ-rx zB*;+rtlV~wE&0ij%|XR0Ux?UJeGDb?M8ZiRq6kCD&urnEqLG`SpJOck=R_#aLm9)4 zBNlVEu`)Be|8oBvbqW?h$AxHnt(ns_x`I!f{J}RePam)R)kVw6Umi#Ox z(lWHe%3V& zkguUE002|@gDYt802MfYAUHq$DspR6*1RoS%MxCn$gdG(gl<9u@ny-IB2#>M{WN z8s~Ra4Zs2y0Am<2Xm0>xjA39uY>n8j{j_xhMDHtyDzX+rTL)xKnzVI5hE{7x15}?$ zek0qm`Tpu@1_0G(qo)DY+Vc8hpG}T}7(Z7%9Kcy17aZ6?K6rUT)EOlsx(LAa0i6ZP z`${|xZMb{+nSVT$%n{Mz1Xqg#xP^#*@@KzrcbkFh7rH9;U~3)6c{fMF@|oa(-?PxAWI_Qper7R=inPRS zMrM28Hj99Ta()8X=4k1}BF{ibW46l!{2YIgg^e55-$SDF2N-~ zlc1n0vWwv*KMx+BL3Tj?_64%Cj;cJlJTI`CZt3|{&QBZ3byXqHXTBmQlp!C`{4BWe zJ`B4LMpe$w82Fiyhs9TNhR429^3y?b!CM+;c#2JHBpTU@lAmrQ>)vAAUc9X+`I#yF zEAr0w{F0wh2s_IpWKT-v^)^GI0o=w(@edPZvkm0m2irh8_zMd`TX9O~~195+s=b36p^Ybvq`er23eq^$E zC+xX$ejXP}ex^t0)Y)?!zmlJBWD*NOoEe$>$CUi^qZl&wO>lVVZ*R%ZaO5y`;=fIZ zsBu^FGZ_->ZP5=VC?YBIOMV^~N`9t9Z4mx&JO2oMu~TvXy0H~WN(NZj>4e*Qw%rA3}yl|F7px!!sq%B7eN7u|znXJ6VP zN`Cr5$S8qEGz2*w*NUhjN`CqvkhYP;rjJm5$E^@jM9I$(#CJ94c+3+Fv@N$%7var^ zei+hdF$nL3VII`6FK>JRB=EqtPlP-`?C|s3Z;jyHVdHIL^UT@3W0{Hn2je%c(BGm- Q#Q*>R07*qoM6N<$g0Z5hB>(^b literal 0 HcmV?d00001 diff --git a/img351.png b/img351.png new file mode 100644 index 0000000000000000000000000000000000000000..00202543768547b4ee3739a0ac1e738b1efd03cc GIT binary patch literal 19888 zcmV)_K!3l9P)00002bW%=J0NIJ0 zr$_(*AOJ~3K~#90?R_hB>RPn+*N!^ki7&qBzxd4+Qx!oJ6`)!Hsue{Q0jh|iiXh?+ zDpIu!_3&%z!3UrCD^}j`goHv5-#Dim!g^+|=X_o;0sw#^3$7pt>SqaZrrfy5R;!6i z5I}omX8=GMORySG%>0wCb^suN@jtGX^Z^j~UDYSe?yucwY_e8eS-I@= z1Tdk>hVFT!LV> z+9pDZ?988mjR5c38(idt_jMV61#}G6fz;6y~1tFCvzy&Ii?=(BEia#H4vg1sM8kX6)7-72*ZM zZv781H*b*mk&xzQ9AEE-nwq)x zEGJnTml;Q^l|A5KmL@v@0?Sy4Yt$J--~5dqNQkJ<&m{zGCm`o}@q(FKiEDLFy3}9d zn@RxCfpL#Dt8FA}{6AjH2ZN&k1}Ff5fSxg?i2#`h5?Nib=ooNB#xC++<6IOU7JeqY;3g307Nc)%>CffFI%`{>Rm>1K%P&@8l9aA|2E-AN1Wv zR4+V@bvB;v?;NMnMAw50f1(U@cZ~9MEU)nw0jL4yj+%-Tm)Ca;z!Ly4fJSwIh;(2= z9qa&Io=Bu)%Wsu{PP>lHRJ+K0k>IsEcO*Zh!cL6l<4b03X--NJ0O@~;0I9c<`{)pU z^lgtogm35_j35EjyI>%UudO$>UC$UWTBg56X1Nevn!O;Ff$NjoRVW*bF`u>mOE~U+ zsV|WRyU#-JE$QxN)y`lo5O_nX+_*q;PD4=bEbt`U2k|2hbwGd&l1K)=WDo!Jg5mq0 z^-Xf}M^m%BvhXe(aPN0N06+juWMG6J5P(%g?dfq*T~{{Qi?~wvs@~i9J;p$KTmrz3 zZ)<)gZo&A~o?F*v?6=qKRk;C6Qh1QcJ!>>y@R_~qgpC3{fw;R508&H(N9ATU4EC06 zx5LwlX2pKqThW&EPLDU1&;!XM0zfP3Yea-yaOD>a*mfQF=ZW?dE)dKn;0{IH5}B$d zUt+TP?*0#fmx%oukOoPY=Rz8gW^c&EwvR%B;}Drg29|g4eU%5yYZ(AYvhOtjVFD0# zM2<7m4+xVl;M*!@=Q!#FAc4HUxCM`M7bjl;c1A_sre0ci z0AjKxXb-@5P0l3nFGcTvL?=gByF|;j2KPJow5H6O4T)^aaWkpsB^DN zY~sqLNI_pQ4CzV>Lv5d&m} z5u@o)O(%s9!xacHigF%VEM||Z-5LN0<$7kBvKtY)JZ^X_msJr?GxHc+u*_KvN z2OTaD?^xPlI|3$Op2{znsm1KVVVDzFjvI%wI%YH>xDC7ZxC?&bVpQ2wpPP*850ErQ z)mM9(0_Z%xfMMIMEg@)(7*$`<=d-%HzF?r~%Ro_Id2PN;Ty6nD!!g}}4^A7Tob9T@ z*zBeG*Ilo&$ot$Lz)lF=HH*G91hFrQ!X>u!)v+Z7c9l%RNDs@F4}zG02ZKxfr@*sf zNaf5@a0%f>dDo>pD>r+~!VX*Oz^8fO%6`}UAY!v!gEsWMD|anw?4X1Q*gn4yEg zKtz2)&$^D`n@`CJ7fa|e;TzbQI>v@Rw=UBTzz$y~t11*1A#2J(`X9ywj5Mf~z>Cs~(dLI)DIQKFy%aKVgY(=MZy+? zE*&p+;B%DI?!e-J9*PE`=k`O;!5;0FdK3S^FXy3eA@t>t{g)yW!pV)YZwt;sP^{;*IXA>L&~lN zXEdcta?4{!>tp*e|0f?(UU-cC911_VN-J#5b8J9Ye`1(KDTk<`S+)~pfWYRr1d_~> zoYg<}0VvPFD8Gpqv#~@P+(oBI0Jr|I?`KPo+8%KBC!MxtHtVXT1JFT4oIP&k2|TGK z*-|}bg?sBZ^xjfb?zuwbcZYZH=b>XMsTKD=m520+SPHw3%#{b%VCu2wUcE=s5Y%=1 z{#u*}+f$RHL7%d@?Bu-3COJShH*<7oN482lO>_dFOW=>C9{>}sCr>?D)@1-R(mU8~ zJK+U;1w4U$s}q2(xDo_2l~iE>nv9D^-XP6^%7UT8I(VBr@KLf{GL*}Mpb|O4Igo(} zF=M82CeIW;(N;jo@uMu`Sh$2Kg48764;@S>)3m01VntTILTO)b!s>b7uZaKv9lwi( zJf|8F5v0)?L@NSG)H8K7cC;l`h9zDkL~1ltZ{mq{z-~JS4%-RGXkS&cicvxZcDZqaKX6tE-^@Rr&it}_<>ij zSWXO1o)L35pb)m)MU=^!TkA7_MBUFF45(sS5MfSVyo@oOq#Pw@32{~i{xvIW<8CL;7{dV8_W*>Rad*Lm|g7>SYWiJiBi#oomw*IdllCJFvBY~ zy8u{406^$TdVV*Du+eU;x5Vgq=+xcG^$lDgi4rvfzSR~$mAcxJ=6PKklBpX9sVe4x zWK)fKMT`0H-`%f0Xtyj-<=NJanwC9pvv@`83r46^9^k8(`92j7W= z`>7^!>j&1H0~jnlbzEf8lQ6DTnGO)1%7gXW4{^xgZtGaU%{T$Wf&xAnNVNR~-&jn3 zK-fel0HQj$fi#yD1_G*U26P^kH3N2SL+>7tH16jd4TW_chjXsiP~FTyjOtg88hs0P z)Tj-wPV4Ks!S*f=_6o-kaFWYkF~A*B zm7(5>bA$B`2omigTYd@o+w;ii{EBw8r9R)-7?x#V0HF2o&7i&j!!hosT5D#QFE76t z0K5&yU>&?QKPC)ww1F)`alvG5?c=o*7}eMJ!*N%b2N6HoGeu&Avce9r-Go|g9q1Sp zTnlr|{y@mF&5Jz;U1oW!q=Wk}ryT(L!D@x=&jjeB58~d}dyq>2etsgFn1SU@1OrcIe5SMfYT#_bNmrs5+Bn)aAwc@222=o~k@i%VQbekuKeM*HOiU(+{ zaQPNMg;0XCa3$I5UqCyWHJpWiTf@BzK9aI)%T;&S8UwQ zRQ7^7Or|>T`BP(6fBV*$Pu3mT`4*VTSP>XE^t*$RaEAgkVYf!Y%QSwZD(*EUm=pw+ZB>JJ1A zhJre{fzvj#w_zky)~G*#7&>0Cuc1%bF@k2ORA8VC#( z37^uZXSPLLOVf?P$f)Sai|Vf%1*`|Ak*Nd8%tjI-bkZN;wLXfqo>E#)#&Ule_xR|u zdJ0OBA$~Dr%*RJ!4^u{fx@# z9u56|Q0k!QQAX^?JX|Hk$qf_t+_-iTKvo=P59A+xvYKGD1w@ixH4$Jxo0!p}fB8hExdUCDHAI^snv47}qss5GnM!$^BoS^#}&?Qs{lpH0zb zk%1gI_6oB3OE4%ttmAb=^(TnbXnnS|>NNvU?P4k;0ZS~D=EwU!61rf^C}H!=arZ=W za?c#WeOyR6_4;eDh|-)$XpR=E>(lAT9xhdYl)0n;s|iM1N!DGeX6(t@xOm@0~;Gce83uIgT7Y$v1BQJ^su{PFx7O1hoC=n78D|mR6BKR7oceQbOvbevqPcpIs!{xFq{IieC zMwLG=V6uYB+iHmX9W;nnq|e<9L(DjkigG@e9&imbSWlbo00f$rMQXGLO;lw7qp%CTwSN0ABB68Q*w*#T<~TkNI!D*F zXk_bnxF8%jkvCw3wN9t}kRWxY)4(BNQru=|_ScauPP_0P>l?TN=(EX)DJ}HHhmrQ` zSIBZ8w%gIVKS%Tit^l+FK%~a&i0V%xcon0Zh;4b2u6aD`1ZQ!cTkY|<8X|~ApF#3< z39vZ>!v|~Oi9O(nMKg)bV9P54Iv~i<-L^^->ceKS%OnFmNwPIPIk=Gb$9*Uxkj~xt z1Fvh&UbjTX0DxO_CoL(?LQ3g<(_f`rh)omje*iF+7+O3`gN@4I1>dHA;kU*B8r1GtY0w2G52mck{d;nx+|G{hewh)! zYES%|xJtr(aWN~R5*!r!UE7b1;;SLRIx2*^g36nvF}G_2<1SD&0RP_@1oX{mHGo{+D;XihoWT;24b2gfRU^MXe~4WI?&i&!;JY*6CJDf0_eRh zGy!Xf+7B4Xsg}131`v~%Dg)KUJ7SZ@a)Ii@*W!aOWLsC?i4pr2%*ZdY!XRs+`anta zCXn0On8&sK66j;w`d|QixC6sO`R?Q60e2rp;clAW1NdjTBx(Ur9_|*NR+0S?1VTsG zd32q;)`C2^09Qa7-=uej=Q*8G80}T2dQFoHVNAb=WZNu?zrS5a0=(Zz0$sQZ9J8o>) z_7coMzK)-ASKY7|H)F$oZT++Mw;=H!up#A zsQ>0oL$S?v+s0M#2xP0K-!en_j<%+bIRKC@6W2li(aFfR+5uScK5$jOj^QMXKt>_o z+_5-%I=BWP{pcoFq63|FJHD%WH3 z`H1RIwCN7;+19vf`E#?zQ)5`?A0!N)%cEs=-Fl?z>$r>Q4k}+;WdIYdYTK`j0RV$0 zs;?ueKhdxbK%_<;DzR}FQxIrcQIv6XM~nl^ajRw(0b_CFlCZemAJ=_+KRC9tB%Qa# z*f9wcAVA+U=?yQ3TizAFLOFNlu+Ecj|BhK7yoK~OV8ni2nC$?;(Rp%Lz8a#@`hGX8 ziF@K&Ybb!n$@^-EM$6%B!6Mw7?6pv~>}Batr8u>PtvCSqfuWrYM+eJ*|HD z{_!KD*O`!^4dK*;2vy{AQoW<=M$lX8MeQbqEeR?F7f?O?Pnn~f8FJ0318*;{s4hfdLEIso1|PL_IZSdO4>pWv&wg4J07;2voa zJ%DA!X{fxq)tiMiuQ*)7@K5q}&y7&;7 zMZmwE8Pl7wW0Gy=5ASy7_`-t8{zq1I?{?-jtVzakKfyQQzn1zt;qH6rc18edO9qbu zuD7hvm!vB#uMLn{m)|KRxav{h4~cLI#@Icx5s-#4mc%_BV_;7X1zb~-XSr(HTHRjB z=;h9P|;5b6NUVQ@z?bR5uUTj;$=^DbB43HTvEr*EPy zIw0O~nIOvmMiN2d?wSC=a@B+l4M3pXh!zS4O{&_CG5`P~@%*+oj7REYL<>a%Dcljp zXS-e95@9l?cWfB}Zyyg?s2=E8J`5DLw4LB`mr4hQWf5KXg|JxmNGQy5`dOl2g5K2*P#GlTHVffKF7gq&?uY(5p_+8!gz-2wef5Lk62ARg-~CEU4vb6m zTc&z7Xad5d^#0q8Is~pD=%oswf(D`f&_UH&938><<+1HrXXJA-qOx<$*WN~_m zf`X*D1aMP=3Lc9C8t`OnZ#P*kJtu=p0FsOkjnof_B>w|-wh}=Cq(WQ`9ShFe*?$fH z*^cugtEoKg_Zkkt+F#dR~wW0gi6PCa#xuY6SYHQqID-2K>2$+^21NgcF@Ieg37@?&w zV94;}Sb!MFO4w%5o0VC*a1AL`K@#`~VxfdLZvjTnKg{Pdh%a-2s;?jjKvS4E6f~-4 zrsvTTy*GiXuXPf&X8?u|FA~sD(5Q}<=sgoK)?UO$^1cMm@hCgsIODvqpR>%w0|Z_N z;0z||)poS?ed7HZSyBnfPDnJ$&@@7kMqXEdp;NP412U*$hD`@m#l!jNCi)ahci~~dmkMS z%*Ac(*9K^jFbA}9&=Q|4AWFp-YW#R$%yCKmu)>D|Cdq5SXP5dQkVh{jLXBTE+yP0T zAz!@nio=pCE*OXfXi+6|C7ygg@HoS;(T{X;9gcu7Bk-MIBlO2F0pOKo(gsQ5x-J%B zEsHC84!~~(orI?#pylQioHObi{>NNvSeSq*_{ z+wZZYBCJ1~&J*l4InTRPsm(lDQhV_8z}xkp8w+{T1CBE*z(CJKtXp6Njaf$t>lh25 zrSNDeUo(cEa%JOf#pkf{sK9xG+FWhl4iL+-vHupLhI%@Z8}s{AsGb|e$+?%G0M+yA zxNAK>g|0`g>dD8tcON_c0iO%SDfo(d)H0@s0}OBkmRW@%uLI1ev(t}#bh{AK@x-%y z`5}0i01-J?{>avTz1g7r6kBv+lHzL|dstKLL!k5rKMor(?vhl4%0;Bnc9L zrb5uk)Em}29a#qTpm(GlXh&PU(*bM)`ETN`zGa&9lKA`%Ku$Ca%Xt6*AOJ~3K~x<# zImm6sKD&=9)&V@_CqQ_!*wuZFY5m?{u3>KEF98C-L$zyTu?6;q=3v|gUYOV%4`?DX z(I`q}&6UQ~Z41@smB!Q{muxYJ>v+PkZpNE^CTfm{5H|pNk|$APRkPXEDo{~38#r#E z^=*xRsMQx{2%Iv250s#l*}4LgU43II*58&L8un=rv#RI2t`mda)~c_P24Oy0)*tjH zs;>l0%N>P<4JysYH(qW>}Lm~VkG@qqha5} z0ANd!480@m>>RuRn%G9pt{lcU;OT3PMEY(yQG7yu-aups##}*jFmBs90OLYu89BRh@NW!^mzDsRfHBtkeNL|coFR8A3oZ=hq<4aIRN8A=P+`1=SZm)eFDW;}v4f5jt^jB!_*?#zi|>@w2S&H=zMc{YulT{$rBN>hG0Ml!y{1%nxD z)r_@646F6SsBult73(#|EbNk2d(zvQamVD3P`J~ueGq&}(SRoaw}C$fVGf|gSt-s( zM~q7tV@)DRT%pY}p9igeyLrVS(E$eddxx03Bq_nFPDlK*5>q@nS-_7+K15=CJ$aB^ zf&b{mrFl8W@Y-n}d%pwSj3JmTf; z%3=B?D*%%Wby7w^^|1|%yG9s5S06emgt?4n_0_U0a#_Qv40M}8aq3{W1Zu#23+xRo zFvbsDi~(S5-Dd2w%V22GI`gTFX=s7HTDL5#+r|Ny1g@QWq__Z+G*O#NTtxF(B4fTX zs)@?;5Ex%mMV&U$s5#{{1PF6k!Sk&>77Q=zM?1P*2wc@OZozaCT0aJY84=m0CIcwY zGyO3lUnf^bep+)PPi7<05wGH2TqYdX2@(-EIX)3wSVkcGmPGkz>K_VMa9F1`uDQp1wI51hpz3bG{ zUxTfNNZ9xiBVg`+EeBaEf>}@LNbl>vFVl)7uT1Z^6aGqOY(z}UsXWBCMMKY9DOS6`2ghwbQiAFqL~b?jy#V5jo%+QM3%s7r+Vy9CK{ zL6CEd)v(^cw?E*Ff86JM2|eUqe+2+

+nnKs85vXu%k_zdP+?@#5F7KC8u7`KR0 zc8Xf>kMfij1f%0p^+VDi%^#`yiW*@I$tT@*gAqbQyPm=oEzCJaEF6Beko1^#Ot=EV z9aKcXeLCOwYWEAsC@uBSHS_J}_mHjQLF3t6@=j!|2TMz%+a9@lbH3a0cb-!`h;tB% zxKqn%jQguSm<|!hg_~6<%sK9KJY0*)kjhuc5tIH3yEYoj8mRK7ceQaj#_L?#rR!)( ze}yvGN@*z!Xim{)k!;e~VNRh7#Ice73V`8P2yyzLp@K1&x8|q4b?<-Rb-+wJ^b#vF#)x@B2x z;dXv6x4_=)LfpR>({c0K-U9GiTGnu9uMhyZ3AC-c-W(4ILsnHiR@EBtbnP%220(fh zs$hJu;Z6kS?*WA*$5pz$W;Aww>(&1O-;b^owfbW5&sJUMAKYrtA~jkY5}(yJ#{3%q z)SA^b>l6RbBG7aJV4}7$#v>WbbplOm&FZ>knM=8UPmVM$h>6*OtBLy=tiFPrB@pYc zF}}7`*M+uLeH|?^zV4`vR{SAARt~l0CD&yIh)o)S8=kY{(FLSvS;0tmEqy4c6~BQ0 zY}l_NIv(N3`isrs~f7d|jq zRA2S3HZIFbed9R+$M7Iof_D@9az-KySGqlQE~*v7g%p7+LmQzZ_7|gHfYJDx7&kXu zZCW%~w`hts13g#DgvxW1deyKJ zIL`;Od)}uZvmH3t)k!+E%P??&wQ*fka?)no2GFof$?v>jWFkr^Vt+~Ddh^ljNzsQ z#_dVxFgOx{wxMh%#n_B?Khfq%7#ZI-j2w@T1XrnE;D*qErK+TnPZPkH)R z=l?`@?P&V#4!rI{pc{a|h9~Lq(IK7PnY-gB*H4QExoy9vkp=d}A-Y zg1_H6nQ9#Yu3%b=SDrn>f=AI4PbN^de{2H(q%bcj3|p^|kV&e3*(v zR3*+Ys~kP}xnardo8tk2sAqZV(>ooY^DXJND|N0NAnkf2jbOV%A4&Xo`vuaDwwTbD z=~iuGyH)FaOFDPxCqe2Ny_@XxjtD01A;0} zn{HR?&B3_+hIzebxkB#?bG$Xj1F~NrUYLjnHUk6WzWQ3Ia`uKQPMc^B#_dL(9`6AF zLsnIrgK_&Ba|MQji|TV;Q9bUU163hbpoc^3&v#Z_#T`PRrL%q6Y%6w`5*d?((=w#s7! zaX8I~FmU^ED%_igN3hjO3tMPK=JKFEwU!754n=>u4}@(FfB>2A#g<6e?> z#!G@acmW`)X2zcvKE;@`N%X5JPxr2BSw}K|AraD{gzS&HjF#b{kj9d zt?EUUi@o1EO8tR=g}dYB$_A*daSs4Sc;9IWsBC!IwqG?-6^+`ywL2NWSAY&o$U5hL zl+yLd5aI?sUKE$J7$J6fFkXPF_#Xw0Dga2DsIG2RGZv0IZ9j-=MSv?ZucV3UY6kIT z4zpM^g}G!}H5qS#Q5(5|r;kW{NgA(;cHtKKcjU@<`XTUe$L-+W$<9Rf{ z&O%WHPgU+Eu-V{K1uAN-zEB+3OefXD`b`A)mE6GNbKHISw{Zo0Hc|Z;QT?Oe#u(0P zX8duEfmkwr-LWCwbzuZYnHXI0t-s$JEr1xlX2LWkoX&3}iOVSni{+$ zv+sghb3j~%->?uy@CGW-d&lcDJ`pYf#=yL$2pl1cw!#+ZzEMHW6c2<;06Zj|aT|5G zN(furTX?_+*uRjUPXku~w}Lm}qVY+u+tG;F&QADrk^tcy|0`$H5JX)||1!bDuce{v z#X_5NI0UL~vxo_PLJ>hC;hy7vg`5fC)K@3x$55(zRAx?9m-WJT-R5%86YNSlTmoE4 zlY_A&JQnu_?lhS)mw-&#$bP`tOEDTD&aMtlb8uV%Ed@`o_0{8T?;B9j)2a*JP?qP8kmQI1nI0B8T!xJbqqIa#0WHIGOq_r`Vn32)m^GB^G)h zd=$4=^uJAXucaZm4`pFY_tSqPUZYy~79QC3zj3Vd%yCbr*x$XkcyDJOVkSGno+4tU zr9Pt5-&pT`($e7NEWxaHC<%oN65a8@JO%hfkd_zQzygV-Qf2huk~=A~5s)U~OlM%g zH|dZ7hn6JmXsdTR=#exsjl#Z6%dw7aA|``+Jileg*Hp+zEz^!$rpY8@C3S!a0cd9J zwlUQ8xGp7`=?nma$eNhL@Jq|_!o=oyKyR4WxwYH_n;Dj4;{jPFV%(js$eOl0TLxyN zuCg}p!o-!v)a~v3UY>|d#LqJjBK(TQCGfp!#)>~(L?@!34w1yK;-hcf@#0KPPKSfs z50nfOGai1&v@W~7fmUW76R{h>X|QId-WUaGz|%G9Rjeyep$yRv7JkL!3iu}pcNkS` zh*HU8&RaU;VYazCd3E#7pGzPHsR|Hi%DwCY*nz-4+gkP248Jqz&MQI{{{7!*LVe}?F3&8Ytj(X)8|@%Q`$2SL7p z*Tdkl@$(-|<8lPREFh6X*&tjN6%f^l-FnTPA^^^#spU9#SrXNh`%P6ELNl%bQVbw4;{>3>UaX_-6Ck{m8Mupu7D~?Z zZ-u?!fz5a!y}?`q<`HpxBJf-O)o+a05B%E_u#dKll@*N1IE&in-=%%xR>W8C(MBjM-Kaz05*0v$aWG=X=PI};Tw#rI6ZixO z*tM}M8;iJ5u6;LHBh0Ke4vqBBg5&7k>Y+dq!IPXAf@wRiq(! zKi2W(8Ap%M%Xol(PulR9XB;7}0AMu)090RhFDd{CgQWrxDsMo44FL5A{0ueD{;*R2 zN`ueX4_5$i%f(@9w7~%A%`R&hGhF6gix%SD&D@YWSgFrAL0kdA4={R?0r`1I03Zwi zL8FSWnKzayP^oUJ7%c%%<;_n0>+WRFNRRWi>_3L{wd_BJGr|93I1~Ioh9uF}!*Slj zPYxHh{e(l+%VB5d{CdXe!@+6u7}wd4=`RJy_^-n;!vo>c@H`X!^bx1n#ys}K_78 zLqWY!c9qB{lUc2-2y;NvDsOqb13wZHJdMw?92l`V(catWZI}Ohe`h_Cv_`d}i2tm_ z{dK)j-p!WPR}jSe+nrEa4eR%%-E8UbUP2gONxDSt5Zss(o%Y#P@o2I4H<0BB==}qr~bhPWDVjSi&2th@`bgrn~n4SgTakg(BKv zA5;J+SC%ROd;n!Y1GG~4$-Ol!ud#*}P{{_H8{B@DV0$}q{(6H7RDX$9wWWrF>S9qX z$_ysy4A0<~Fb5Zo>2;_aIYvt$c1iDVG@#bF2EG*))k+InWvvOdMtRrO0O0u+&}T~x zqImC|;l`3KX#gOM%T|8m?zf>U1M@#1!LefxOqtdvwOSJNv)dEy~m6gJLAq5lM zIEc6rO>w=g1(0`7q6ZVazYZu;e_x8VdigMFcKtPk!7;g~N{;9m?%jd1UDva3>V}-& zn>jEDG(JmPv2@m}jDfv}cZ_J>gB#Q2K(?$AOptjlLFKK#hA=Hzb_x+NH}y=k@HYZR zan3m=D?syX8<7AmjTi4g~#_tW3+sZNxbD=E|Odr(OPb1TH`486E@IDV+e| z*)};atr5)Mt)qHr+9piPK!BY>ID!Oi3E*i2&<6;DfM@#=Uk9FVQx*K5gl~pNBNrFq z$!Gdrr}Q&|V9#&@$ia~aMvCirL?K3Xg|id`SeY3US;)+RHDU2mlQ31I(}Xc~Ba!?b zZXnMv0kKnk-x+SPGNW5zBwDSPnpnTXcBnqiP;Zp5n=OU9;y5xoIH(p27LFe|FV<$9 znrv3HXrn^r`2YYIEm3`)EKnIBl=12)(#O=*+ghXbGt{EVpTSvMeye82O+5{&Ev(x1 z={r7MsR`~?dD<7z zMBlqI&dRjD1~6BxM3cpRy;S8-ZcqZCLI5hk1-n?V7CwNogB5GCS)E0PqlK5}_u4}M zE7wt(gLCV}1KQ)4dd%{kdP&cBQFj%)XP_B>Cu~+`1gu0`WeHT*s0#{&xvZf6uv)B9 zbBj4m4k~P3r~#W7YcWnuHY?1cA8cN%&6KqvEABuRQEd=~5%=_XH# zrx%RnSNDGi`?&2o&#)83UNb!ZZQQU1ixT{2RY3^WqqgeJUjg#x#aZ3g>^LUKeoK1J z6t}FwZcSF6CHS{A2xJ9{;?rVHfYLl-6ELZrh<%@s$M3csxtk@)Q#|&JR+lfu@9sSB z(iZ$%8U(fqLIi9*>Y-1K+VTm1Z8&}p(#s}P-o9oovlXt8U469@*#*f81P!P?nM&LG z%O;>z1fcqAd!YAaOZb}h!oJ}N3zehTg8yV11Qy=(wt&idTDIN2Tff;p;fG)Ver|B% zRUW~#U4e$FQ&wG5RY1JA6FHpAE0~txa4tWyS%eNSfYuHV^uBCy8ijcvlX%pLydrE9 zb6A7<1pixGgTRvadmHWguD3Nz%h0=Ajr#uDD7^A!%xhtAJy`%^ZBcKTKLL^kt`e=c z!Kq8gnRTluQ5rG!?lcK z@5@=j+;*~DkMo94pgfD*7gm#UZCh>xFXlQPB-7M~>uLfnWWT8e$%uJIg1hWP2Eyf{kkEp}_ z8*ft1{)+59++H|L&jL{z13}nJjzY|qK)PO_cNP)96|gv7x)~nXay#^`sDSu<9XK&v zUX1i67ziGlT(e?V8c!Xb^7N*W+#NY4rVjpFnBRasVb5@T;V=f1J-ZUtxVLqJDS^yI zUg!&tJktPCeVGTi39@_w**BCv(1hR+m?a9qY{7Snv12hu)ZzHeYEsVrip&|#2Wj;c zc3^lIl(yYm_(k`g()JjO#B2$qEibeMmlpWa`g~ikwCu0KUeX=J@-8O+mCLsld2^=5 zv580jD$FI_UN|g=Yd&{v_R8g7iwyih$=M%6Zj2WbS?Bn9h93q6gp)qYH;)-P-orUE z9@XhQP7Z_I37&Bq=UI|@|2#{=_rL{9Dz!+4JxhzDX4LQJJv<4na-J`at6iq-k%IN} z{Oz%9c~+auc_>KUoP3GRsAWf*Q*j$(IR4Qn_< zb=mLQj!+p`a05fQp z19qq`)AuYq{$&Frd^r*9lGY3NBzNxIA6uoX3AJfi2Bf(ROisfs=J9~fa9{K;+fl4# z=4FNIk}cn}w#!#5XqOe?D`dXeSu8`c!1!WLPi+Zj?slvOF{87!IL0R0V3B$J{{Zy&ay$A$sUQoQ@URQa-g^9o6mcz!JOei z^tJ4uln-6KO^x}~it-7NFi>Dv5Wvy$)K-*)_i!KObMI!vW^HQBN4eGu5V!;c3iL+` zv|Iq*dc7Lh(ju4wB!^Q#qoAiHzGqtP@pOcCX*FKV*P8E?kK(BLO>HcD9HFa;DloVS z3^MKy6o@pD0^bOgIhPjsf&khD0pc9AJe_HtIU<7jAqUDwpTzyH7j2IPkIDwX`Xc%1D6@X^|I>_<%P-zaKC1Q&Y~m*vDxtaq|aDW8Udn??nSdsMY$dNkE`L z_#*{I1PZjIMeqj!Gz(fP5ay$$-v;Ms5lrwQ$e$a~insbg5{5=Ah*S$DyrIhb0bB zy4(Dj)Vac*;RKMwXGKwP&Ff!d+W&W96Z{abI`p7cJnQxhj{J=Y!;xguE{1h`hK0is zJl(n6G3CkgK zd7Iw{UV`W5hSVyrFnXNtbXjl(VB0mmh_%3|d)Zxm9)^K>UhGrgf)RHaN`o7MKv&abip zhgLA|?`)UZDUecqHOhH9{Q8eOQ#Eq?!u8o|_vRDZ^RVSTJ<1KcuS7?hByQY`K*0q6 zd4F_G@K(zt)!+ttb9RSU0N?NR@FMIH;deuCJuwwD)`4%$671W4xlK>q0XmXpQ#F!D zZX!Ivd}75Rwqro~qYnE~_A6WZTaqYF_WmfA;6E?-Aq)B~^!KHq)vv$TBaR3bY5ZQ) z?I)&!#!bjui*TOq^PVno)yU22@tr(RZY?<{wG03N4N*x%K~z-%+YNez8+J3bo!=iP zD$0#}5lCS@ntl)8wFA6)af)nTDvu^FXSALpd=Iz6IQzW;Fb&W0sM}Ah$k28`=$z!} z{HF4Ekh?c!1H=O9Jy`%i*AV`gFSsI?^tFF}KNuVE zje{E3$2)`mpyq0k1W$M$JL8Zzqyj_+r1sT&_6!q)!U&$XMB_}!e6W}M?3k<>d2@S} zQarLb5_aJ?tTh!o~X*kN~Wwsql1#IreZ9MFBW-ZXw^+(bDNcG#VpFcaC? z9BnxcYjZ9hH9ex+kx^I520)_)GeoOfC4$E#>@@yO7I^#@Kn`Mnt}HZ&^*dWeX2W`< zzifE#tq;x+iNB;Nn?H`m+T0{K0N`18LG4La&{$Z$6--vP<#yqkPkL8e!eD|EK1=9x z!ANL8-;VlO(woBE{@^H#7=q)4Z`bMroWJ=$9LiMg#9;2>%>Jj<0_>xwDZIJ0Utdy& zBm16hHmF4>Qc*$)n&X290rA4W)yfPH&fokWj%j)y6D|R6NBEV0*?pzabKa-SVW@GQvblzt|7Ag=g*?3hkC z!GX)p$Op$LEn~=qt0OYi_zHd0N+Glh=|9!{Gj z;kKUm!!{c<9Na{m%JQ)fKO=Ws0pLbF0LItd#=prs;*_cw0D6fg&>k9*XB3Dl04RN! zUq5W)5Chybz%u}BXSII-AVCA-#GY`Oai=k(Kch&*?%@tO__aZ^r1p&tGw!0OeT+U9 za!0P6Jc#8h=I22rj7^20$mcHx!e+R1|u+;2v2TXu(@8ob8-)z{tzmAC#H z!gT0$4PdEQ4lR95zyAQsqr;Q=Q@{YUG&KEg8(glfcp|fCyC5sk`v%iR?L`yp1<`a{ zAew1ZE1T{A!7TgU)*5xclKnQvz2xChr*vjVA+kUGm^yO}%d$JHFdobZxWBV63VOTp zDl5~n<2TneLT?&sm>@7$B3^_4Co{9FHm;#*>v0CSwz3kr%C_BL=}oYnR#^(Q1@k1r z&yAfsR`*P*|L&}ba8Jx2%Y&}QsX z+0BEF1JNx%^8!4lbaQ>rWvZVY+aDu>6(I81)X%c*qeQsI%YH<6tP#gWc}HM)liwR` z;x8*XG&Ny7`gBObrw&aMqvEtj$lxGjGAD{8yb%w6H{8^g4JhLCyKRqe9^`jjgZ;pdb1(E*Q>*U=FApKaH}L=LH%|8 zzQk7;f_Q(s6H1PHZBEVL#(l|j7G%^mTF+PSwFg)|Nf7fS^+_%+A+u7YyAve#M&pPF zUjmF^4&nCr4(KHvz#0{xtU7J}1B$Lys_Mc?r&2>fb+M@4eEYIRHquv+3IV7XUp|1c zt6m#krvtu%fTwTiehx=ZQn=4HKg6X^I53J~=>h<@Mm+fc_x~Zxxz)R6j~^5v-ZaeL zy|2+wFfDIqYgE_3SoGTbZ>>=C=x;Qj)^JXKs=ms~_}X?A5D|~wF3DfeYOzLb31$bq z-}*w_FZ@mitb**?IQ!k$r67v;Y5k?g-nA0X*|>Tmbm`KMm7}r8PY79o+i!Gk;7hts zjB{-XW<26cV|@=LYw8<(7%OydT{;&|jpNcP%!-y1-1I(eN@%*wa#|fAzKqz^vvO?w zQgHU$~Po(Y~Ac@R8! z6^|$SdG-GV{VXQV$OoPo?w49cM4L-NZ&?8} zD$>*c8Oh-A06~d8Kyaj)-z_K&rS=5$HlkYJY^LS-JZBUEOIjATq+6bgJ?yRIxXh5}Oz#uM6{Y2T zq$hXYfrii61F0h-q^CFAU;cVVZb-YN=f9kvN5Vnjl$Hgik`)nF}DhG21He$_oNy-2OT{OVr|RFvKr&$PCv_IDllB$R$tGDwnHEh zFP(4S-ZNZIxIQbw91=+gZXeeQqWKwzLp;Gfr}Hz-PaBDrbmsedrunHNi7{c6CxCdG zpE;{Xg=pKd7-mc2bNhKUI2uGQ=?OgSo!9mgL&OYE%3O<^=jS#3m=He06Z6hv=Xqvn z+1Jd@n<>=Yo)N#C^~a;XPMZ4Xg{RELVRK42GMlW5+Ht zV8tM_olf3Zk;;5U+A+ke`u#!B>}Y0o+1xj%Gpw1J%}S)dY|Iiyo6jZ?C{HR7wlU%U zwtfy-st+q=Bh;4TvaT#uq1Gq|I0?64L_eMLGC^xcs5{F;q>Yw>X$i1{-+dVFrR{LI zRPpa+J-h?J~1Pj%;QkGYlCpTA~Tatsq~Q1%eYi zFIzumI(_hxytnx*VYN`-*Y!bpH)~g4+uXM|Y;!X^_3lLlI)m~LFnW>!xiwk>pvoI& z8X&4K&cWFSnh>U?#*)V#tHM~9o?&J)VvucCx2P`&Vr@~kQwJ0&XjBn4bGv?L*`7pJ z*$aRm2za(y1S^}B=y^y$6_6WM5qwGa2ly=#hO|r$we`y&!}1*4c_h5S4WO4gYQ0g$ z*G&AFRI2J`W~x1Gah;=z)7e{GI0D3@dD!|nX-*8#-t{Az zH)T8l^U@pe1~A6i4CU#1^xF+RBOhD>O7#{{@OF*z8yt$1h8F-A n_#3!jz-kzy0d}VM-@*R@?VGr*n~>&600000NkvXXu0mjf(J2q8 literal 0 HcmV?d00001 diff --git a/img352.png b/img352.png new file mode 100644 index 0000000000000000000000000000000000000000..842f5e1cb8a8e82f928fd37ec8b9ea1d58e61f1d GIT binary patch literal 346 zcmV-g0j2(lP)-8%+s;2karBEbV}3>GMZkAZIkveY{Wfb)q0 ze8dPaCb9!9W!4Z76M(63XJ(LL;et2@L(71G2gD1o0x?R^@gl3><6~swV`$j$;K2i! z00_N%fF!`o&L>bH02d%&E#Es7fT3d0fOmKS7QZ0_J~HLCaLKb{*U$FO<~alV+XBva z?-nrj-4J^R7C_Puj4p-)3_KtKE(WFtd|&}od4&VOIOk({zynpzr+|=WKX>8YarV0f s4D4?V7;3kRpL-4xAm4vT@*^7n0NvwweC|eASO5S307*qoM6N<$f=u~RHR400001 zbW%=J06^y0W&i*IG)Y83RCt`_lf6#EFce0=kU&jBxR#ia*Z?7*$a zD!c)YP`0ia89R0&9?Jr*#1J8ZYbS!XG=FLbg!rcGlM~yyv4Q1CfKZ*v=T6PbrIA&o znN{ut+0qnclvdm|Q~Wul)FN0tPJ7lhco+6*PIrB4qzf151mU6MEzWRTKkqN6a8p(A z5{U9@dk)37wf_Z0R}$pGF%feJcTomCVIW9HTS{hd%BKdNXwxPh^13ZOt-txd5Y;Sb zdI4w?^Q?i%iVXJCv#NXFfOGaVO9N%8*1G=B)U@ zNDn=1$psTFp^pwBH_wfEq)h|;rPXQh5wP?keq*sj@)@#NypGYIfTaQYkG!NyMSa_- gpA}~F|Neh71N;uAqSZgEQ~&?~07*qoM6N<$f`HAo!vFvP literal 0 HcmV?d00001 diff --git a/img354.png b/img354.png new file mode 100644 index 0000000000000000000000000000000000000000..4b4752711e0434c3515ecdb4d966798b7ca22f5c GIT binary patch literal 380 zcmV-?0fYXDP)RHR400001 zbW%=J06^y0W&i*H`bk7VRCt_YU_b>Q7{~#Pj4&1t4?)ErFc~Ze5sn@E|AQIq;sRv5 zho4vxiAG)^;N;ynDCxBrwb^%sk6rc$3fe2?S7Kru)zWT;|C0c z5*$CtDzx#a;2>lM*Z=?9|L1Q1&tUzxV*&_E{+n3;?KZL*{Gj*(#UT`KV9;my$bhQi z14t1=#cKsHz5ta$a>rkb`(HTjf9U`JQUHWG-Zb|9cfjIXz9a^wcR>7r{P4i8f^fVH a9{>P38;a{g-unRn0000T+FKte)-hldBK%6O~i5g^4_666=m;PC858jzFh>EaktF()~Jfk{u` zQPj}}o-kd8(`%Y8a4RHR400001 zbW%=J06^y0W&i*Jt4TybRCt{2n7xkEKoG}QhZ03X+_;1)w0Fgco=2hJ5#SNR69nGi zTB?ggL+88%5(QHDXb_Dj0;J0k_~Vb*-d)db)*+DtcnW9z_s_HA@$RfQij;0d$)}fG zof+5I_ruj07eC}6cQfKkAZsLcRNlJ+uKJG()=jg`FRMAP@r2^{O=e@LjE#pk+oZK? zjJzsgxoxE2PuiMO^1aDf$q;>GAU?g!9w7OWw%=9$malC;E}wb`bv`})JIyr~ zoSCZyV?YGB`5%lRK5?5@0~T^hxk^!b;A{|qmliSJHm&8z+L+`(c6v}%9*&~gObLru z*bvHD$JV^Bin&lq8ZV8+pz@K>LC(7G@K{w6=cY>y_pp zg`|=Nm#XwlOP1%V{*kB(9z>NyO0U17s+D=&Es1Jf=MA;2zSh@0OR7Tc#q3XB2ajkx z{55KC|C+J*73$c>IP0*8hAy)$ytddhAIOSO$CL6ro;k_i^rBV6$yzJa=z{Ct(mPD?|7uBKS+kfp*Xe2aUSk<}uAHY4jGDA_B$ z!}Vn41D`B?Jefn^h;M5anqIoCU4h9-;k5JqO@wjcxjG|ZgCv;tc_pM8p@qHJlW0>HDz~1io{NNkJbo;W zlRk)0&=%0;LDu%0ahmE0{>xTrE-k_vT8^;KN-@09o)EFr<+S^1ND#bkv}YiG8~;< zPnj53EIy^i`k>eF8k=OD_)qdq#fpOsLkTAjo|vU9#CvR$L5RNjDn`6nE!QV7lc5I` zF!}zjHZ{-_KT2~dW7r=_`VuWO@7GAbCYe#p>1?LYS=p2KDOZy$(I5xZ6x#7~Z8X|G z9Ka|NVT(wm8t+uWy_rZ3Yeb~bG=-M9_qA4e4Hlbeb<`^i78_ITF5m$kRUD7MhXE!* z;D*h@SlHRTajPzS674*u^F*sSoH1^3)r09dT~4)dTk^wibAukAA*mRmvvcxzfq?w0 zXzH_a8|acX&(hhW2MWA8sS67^`1+<~${@pZ2CRWwPrOBMYU^=+C1#sT(VeZ89`WKE z;7$ET0WL6lyh5S;5{m&;3>V*B+HG*YFbI3yC+H4KsnI)jC|QgX;i_MnVp*%S!#!H` zc4rSl#J<_qpoIEjYG`NM%5TcWz_tk*e7~?So*=hgsQ2yXW&YvC??b882#bIPIN6Zg z+>V@J;=4If4p@ySuC)7l+I5$!J;Yr*6f%bI7JzuFKJt5iZHkf}x8vEV|A} zthJceE3cg&Jas?pejrgbJ%ttuUO|pCU)A!~0jB3W;npx*fop>veVHKP1oN5bdl+kY z^L;UdP!0}~g*-y>!hqkoV_F-G2kQmD`_nABKw1o`t%F|6V-*c}k^1|n*wHoRq7(Tu znD0tbec}&WYqpTS$+&~6a~$+js|F5rn6tEL*IUDno$V^NctvN1RVwGXU>}TUy`*tA zE0f#i1OiqPyxj{pAQbu1r(INS8>;Gd{*W=~kzRWqZ1#@Y zF7Abw1Sih5omTwvi+oq9-Fp)*b>S{egzFzHP%k=MW-aJIx8Euv{Y>;>ok`mD_Rj#avv#8-l9qixQfNd7I=(%k)BvqAmqEKh z6f`f3j&>pRcozIH@olKeZl}SO1K|@(KcB!}GQNHBS%k|N{lK#20jmxOGB7*^Q;lqk zfF>`W-0pb0vVAV+b7Lg@TNXMX$?i7!#{x`kR2bgE%8`$g{%Pf=wf(_;iy$>g}O} zu2D{N+&f4p**d!Hj}mDqBoqBCwU-amswfw8J`ZO@FC)f*3g_sdY^Yav6#^0F%b<4m zwEWXyfyBupZAmIu@#f(F8MFC)_>|0SFK<<_483nQP0gjTeqh{L8iGJ(_GbQ}+arAS z3WCfv52;)81#-@{9VraZV|&h-iKFun3gg5c7}If(*FeYmK+qOm11(nhnNG@~^TC-4 zGxOsd^>!*iNp4Dt~=`|r+hMP_Q zXQxOe6TQiz3`11bRIT@!<&6teWmcMP9X6MK%6wI=N*Sl}^sk7vJlvW5@$GS_V~X^R zyZjo9NQ_TEle_kop4(J;8BT2V$ynT21;%J`n){3!xwEj&4R;Z}fq8SX zKcU|d{V&Oq2_%{e`O4%}wBVa_Oz282;MWSP1gs}5nYb_d>zIRAJ<}hv#m83;;FDs3 zT^s3V2!j)kU@aWajI?e|ciUn1-)sxyQb@xyMvuXrW30^YoWA5V4))$~Ng4|-hfx~R zoe|P9%1jJB;hF;z3)?mdfENlgPADA|)NiAtgcVb5YhtKFCVs!soK}W|Xxz5J&qYpEn~;Js*Y-#;xt6H&E}Fn=-UZLT<4tlo z5p7j$;g@SpvRugs9(ZWs*!#L4i!ysKx>gIQLUwz!L9w^p(qE?gLTjWw4nGyQdzx+A z_?rU$)%!w4V!WWs^+ief@6L08<;v)Jd=rT0W@V};Z7nc*ni)OcH@@vHU-Z*9YyR-@ zx$qeu%v8}TcRmz&=3nTiN~TxS@=9@i&9dW;GE(t^%?UO;>S*FKtp}Q3WfI>z{$v|# z(9){phpwkcMp>=Xq=NQT)Pt<_lSFc6hF3t?RqRGXgE~W3!7l(qNl&tK1US+NHZ zJ7XJENHmV^6vPJ8v8O_1A2zQ!K-kM8s^Nu5oq2%3YwrTnZLsvI z>ktQ-Wv|W?%mh#I?T0=}YLPb*PU;bH-d)Nb`r^%nv?Qi#3ia;YJW zj(pnzOu4RnTgkWny%C*^?sr@QiQ*6$1C?7^A241RI3O^5BQkV7`Pn3UlWE1A zJuLznax>9{Yq%NX?Y1N{y9F;^Cza+>cOAJ#`bz+TYW>qsj!3a3A!dRoRe{iEm`-P2g@M77knw;i#!#bDQ1oS@Y$f`7q+*o9KTC z*-D7EjU$Ck@98g>c_zV250w`1h90U#h&1-PszB#^4uj> z{-5SjdYb#mc=C`hJZhTGTrYr*2iIbr8Qhb;N8jaoOsZmvn|P5|^3 z<^*=mKC<6k`}zd9*E*Q|PsO$fU!J){8p1 zS4+P8?X1-~#J9|QMyMS}>FJ#xxh;u^mOIbF4*C&HR@O5vrR;ToFhGKmvjqSz^c4m+ zvyr6OzFhCq`_8I23Gw?L>sHu6tf3NGL{p71#$u4_*c-r5g|k}a(*QhW%j$&6PZ;62reukdPl_P2YEJ@n6IP^}S$U%aAiujeSYQcX zn=sW|Wo+MquBCU00)@a+#z%!sz17$t4}dsD=gKag#jM)EkzJk@+-s$ysK9A{ybLb9 zBq@mhT=>#=kJm41q4jY^Hm{> zp$~cAM3`K%;`h0%!6zOYN^{pyC=xr> zX8Pd;namIH$lb4n1-Y3c=0u~GAGj8`q`z7=IeB3`lr4?BkJT}PSx%YD4fuYr1nn9) zq9G1YO4roNYi3y~;@c#a-r6YDid16Hfio6Yb*aj|N>gCrn1KyUG=0Se+n)DYAHO?= zVJO{Tgv)dzOoh_VfWlbZLQ;PDsq4&WTPxWlD1Xi*Xh}f@YS}EG-qYb|#oacp{ZOPV zm*GZpY|<^X&BC$Vo*|Ud46}02jYtG0gVg(96S0BGbM?dO-LmpLLW^b(j6Nnayi@q^ zyf7I%SqT#su~clbjI$4d?g26;O3@^Fmmj*G%lDbsv%)U@jB(_=XP~sL%|7EZHCI$f zfVQ~z95|rcLzK0E_X#oD={O(n2S^dmP@4PgMfz`~^5~2kvt%LsgwXZ+S6|zp{Dsp| z@y@XoqSH-GYpf0@%D{<{px;7%twl7M8u^@kYICp(+3O#T|H6h8*b9@O1xTleq{$4} z<9UHI7|@ep1sbVizL!LL4+y9(O|w?)-=QbRM8?9Ds!tvtaV?Fne^QyY;V_$!rZS2yEAr`Gt8RVXIA0I} z$pxeMvNtpi3TwA+i7R5aZy)R1rRqds*%3$lWq+BQ%u{TyxXwNK%p#FDbAOdb*<3O@ zx<1DvLiPEQ%Nh6CBYN3xdffzqw&^S&4xK;JRFBQn*qSi!n^z%(T`wa-7GKO(i5zj2 zd?)7<@Itv+i}~nm&%3uFsOI#q;YTG+&VpDVhFUA(LQ2D?w3IkU+%BR$*^x{WgH;E+ zlA3}ueUDNYKz!>RqVX>(2o2nDJ(XN^%V`GHM|&8fX|T{$wg{$BHCetrw9de*pVr_`5KMtAVW&;wmFb-nhp}y~ZPUS4L5jA$pebW7c z^6EL~g&1@JsKY}dk4S1gq%Grr|DOW=cO%W39i1P~BIaGo%AldxBEg#XbTb5;8#4Rpf}&YsZ*9KaVsiBfPl-u z!euphE}v-N_8<+`TpU#-N3l4MT&*r{rW(AnORs_a9i=|cwj=&sg-dOuY%#B3vMc)x zAVdhMJ%fJqa`D9Z2?!G6n1feW5Q`?gn~Ukr5pNS!m9^1KQAhhNNB z>oQ3QfJN(;l?^arnHgqUR-@;Jty?%v0YmAfDATNqq^yZJ;7JASx7-=xB08Du)i9c^ z#ZFE<0$7T|&v)MK6PcJtZ=!NkdF{0gHyiRTg@`+nZFOefxfchSMo>6ze1TDP(M^_@ zbXw}@%MF zP|?kxyecKRgW^Lk-Uiej6|PWIEopnEc6u>pG^>z_{jlS-x$usB#jp(;mz`*-Z(oD< zH&MTF7!O6}y721W$^oNOW3i@6r#rvhlxcJE5#Ge=XyAQwp|xll%oJhHiw7O0qHDn( zM%Mkbq%r#9{}C!LlZ2pwd&2zB9a3r8o@6GYDfY<3s~E{Ny^{l-rne>VOC=fhE7>JW z8h(N1?Yc4(XFL5hh7oz0=LrO}3~>kpi&{`e@Yc|63?sUNrqHXs`wi8zfwOKQY+z*I z-Yq-0fBH|7qSHfpkZ2%3kEmqFe${8whjK2Nze>j`s{f++%E99Jy=!prrCA3ba6$Zx zA2rZp9XfY4N8t#Kfi<(JW@C=fs-w&|l-uK1r~^`(IAs_C5_C{jTp8&t0<-tR0zIO8 zWo`N_(Z9_+OLT5)b@Lew4-uJq1EfFL)wG&vQ(#}+!7@_D_8N|13EOwtM=5oh5W6e} zMx~o?x#Yt+5{H~hBUyB)(X~`9hS==OPSHB>kdGf%IUZmF@-OXP%x-W4r#2z(T)rZJ zt!IR)bE}lAh|iobrmh>JXtDUgMdEKI#}ge|v1jM;;-$RoF~Z+ugV(0|aNE4Lh@(&Q zL@!au-fkk+dxErNw9OhVl@X=#1!azfU*8pj_{M9VvF?YSKEh9mP;>wax!KQsa=Ywa z-Bgq0LR~tehLGv$sI${!YgnzCB6u_F+L?c_o(bii9_gH_ko)e95+4E>KK;L-%74 z_dLhlCc1U;q(&+3+S4RD*2tBEWT23!dEo;8t99=@I5$PHPXkB+?BVwYn_gHeJ#y=2 z){d_+Gi3bHYFw$CIaEqmMu-fF>2uu^Rd}U#n*IWu#A;-mBcjg|iM^{ZC%Ng<4Lju0 zIXI(HI1PIep6uH;ZR-NZn3SzCg20QcE>k;JFL&MnqRt(E?}uRR7441=u(|Q*%28g~A~j(M0~dfw?n$+mheLvfR_l@(=D>UkUIjN{G{sjkf^!~-t21uo`J%FRAn z784y{UWj-)8j^d5Y}Na_Ad*$XI%}I$A*zpX&OeqoXa@3|j7(`nG&=$?atAQ=MAiKT z;Qaae5*`m+Um4Dd@fKm-Ugj?EbevzOk=WK%&d5pKWYyVKVGzeG0LL+^4wyYC9(V!q z&Z;?ZU&&S@JBxEFs^^uP=+jtRF%iFkjZG;^$AV6$(yrkrje1T{DK`f$1L)axzRn)+ zM~u`?cO6ySh}#PG>zAza{ieS-zk6tWN53(obtM#VMx9TEk$xNWW_x!Z-jkKpr^BQ# zG+2YV>B*gpiI%><8+csL-5o_7{4kvRcM4wU^e>egU73PDoP^GA_1JIc9Q z=09l+r7PJbLs4kte}3*a|8go*%Tf??e=|+3!1;sJC)DKOs=GX$l-DfQbVR59Bv>Dx zTNRh?d)t^$eRj=rW;N_>Dv!GVF52?FwVJi%puLNnplQ{_w8)`6tvTSF2djF{_ zF)3|}dGX0rijr!UdEGVn2uaQ-M&vo!sg$l z7uw4%DC)jLA%8AR@lm7wdgh|@AgB#r`N?k z!>T_byPZgv{odR@#ov;VtFRPe4MDC* zoEL+vK4#V=ES+t~EM%;oo4tVDu+Wqf5IN0QhKK2{2ig#i&tOoZ@yE)w^e2fYSU$qc1UNjUk8+H96fty>} zmnU#vYv8u7Wusdi%L;&4jpwJXR1a? zYY$x}(9p=g3jYZ=-^X*I$xxfC-N)nl$Z&f6MP*czwlceKCNsUvC{ez&gqBmUwOO9N z1fTOklOZjapx5%2mnAXx#9ZI=cDnv-)O?vqW|twi(tO#Kj!o*)5^u))kg+w_-rNdG zMeyWijlbJhfZL_svYJb8S!m zNR0rnJu&vCP^WNUfnjJz%Xa?l<_|OtEmHaX+H>LX)+kdOH$_f;UjteND2)O6%rHFt z6rZNSTP0%;Ho$mv@XhV(&}2m+5|%CRGl1i#LPN?~ZiY|SMPtn<3aJMH;1)=jFxQ!e z*<-DTMzc1X>LE#empuji?R2(1VYwYMA9pR^=(R^+i9agp^!qZbwH*j!d}uB~_sRL0 z+k+AkjW@SK3MbHn;>$ohnr+n9<)klcLt*M7*5)fwVWiYfH#EC~2B@Eyr;tY~N?Iaq zTtfZXtkW#=8bnnZIM8UO*%{Tq2#tL~Q!CgIVe(IHcj>YRGaNs9d2 zWs3WjUJ|pv8v&)QMHJFKGy$p}{lgM=Np?U!lP( z(h`2`zi&1&yt_^_^PkqGsRc@ms*F~p*>V&T&AVhwkMCEKEVd9D1yGOAWCzg3JwlR8 z=C9ru%urHA@4C^>$YDDNunXHZcRtBNK&st1OtMrZ=Lix1Qc9tit6+$KX#K@`xAi2K zsQUJ++0}6C= zA;vUW*5YKBIMhiKcvwFynDrUOeV1Q7M6qh%m*i&%D}aS6aCYKXK9#H<%gM$z!G*s+ zTZh2YGjYRx!^=zBrB<4_KUvRjl+F#F#Q+PcLhnXuwL`mzHHg%0lwV zyTT%GsrmN0?`ZZ~i%z4IG$x6LlkoWJd%$1Dp&pH_gGnQ8LI#)Y|%hiC4cX zoyA8&kftfjI+2sHRbj}%{9o4Ij~cUOHfqe8w9QC-7!D2EcRF|VrzhVhZ0lh>s-6hZ z@Yjw)CKvg3h76}n6sZ@A^Z*s;C>+0jP@y=;#}wI>v_PYC+q;4fySC;$AsSu=;N!3@ z2mf=7{0kRA840b*SAT+@!s!n^pqSZUHfg*r_UOM*m?EIMAbym*Cp!TdrXt?unQ zAyhg%mkNMqsO(waJ%>65-f?9Y8HzGiSnt z2`w!x6%`dZIXMXl2_YdN9v&VxHZ}$Z1}Z8l5)u+TJUl>6uOd&+15%77L4Lsu4$p3+ z0XefgT^vIy<|HRDH2vohIB@*sfl~(#Y~(%lG(Ck~i06-V1IuA{HWr2=`45IB4U+OV zW=d{g=wr>X;n~B(t+48*gqefH*ZGORb~^Itg|%_tVZ8BWvrIz5i`_s|D(n8=ciV7+ zoh^06VX8-$t|3J;ZRHR400001 zbW%=J06^y0W&i*I%t=H+RCt{2RJ~5aFcAJinl??7rf)z-CWx3=kTNi^(MQN5R6=6K zEQkrxHwX(76IqxT=)wq8LX1e2U}35&ga9E3XXDbEwg`dP_y*f|=g;?(+yO%fs(^v< z@a4+Xt{Jj-vRvIj5h+sOdc#5E6ZXZHr4fBe-@?wf&D=SzXsR7 zpRM-N=*2j&)1pi1r_qQlY0Hd@$QTM8CJF{W&tbNCzsT!%AZ1iThbdCPY-Q_Igj^Q2 zRPLwftrp-|Xjkgwud2DL4NA%2C7LZkL7gW3;QvtI+BOU$!5Z~I3)sG-4|9I}vSF}q z@XD~6w0MC@!(tzph9eC2Efz?9w%lbJ&%N1xq-_;`D0!mCVD>Pxi$Y48XbXqnrW2cO zjTi1=5ir%1QamR$w)%1PD0ohHym={ia{{G9&s+o|B*pV!aLk1`BB>=*J6Cm5@4>y$ z{5dgBLo|U(1Ut_&^Zco{@_LPf6Pi(EpKWYTu1k?-+En&gyYz9AlN84zJlTwPpex68 c=0ARkH#?hy#wTU;xBvhE07*qoM6N<$g2W&Om;e9( literal 0 HcmV?d00001 diff --git a/img36.png b/img36.png new file mode 100644 index 0000000000000000000000000000000000000000..bf6a805805f17211c1d45efb53c716ad3c418f8f GIT binary patch literal 227 zcmeAS@N?(olHy`uVBq!ia0vp^{6Ngd!py+HSh_gd3&=4D@Ck9Xkk7 zPW~N@M_Au6q^Qn${{4S0%jPg6gA>ge&-!_!xE*=cvG&L&NY*m9-Bq~t|9*1YS9eK< Y1s8?xzw+v@1X{-6>FVdQ&MBb@0L&;&^#A|> literal 0 HcmV?d00001 diff --git a/img360.png b/img360.png new file mode 100644 index 0000000000000000000000000000000000000000..aaca998bce7d927b8f7626cc9d3615eede508b6e GIT binary patch literal 679 zcmV;Y0$BZtP)0000mP)t-sv$M0P zsHmKroRE-^goK26czA4VY+ztuR8&+*NJu<9JTNdYBqSsl7#Iu;3;+NC>RHR400001 zbW%=J06^y0W&i*JB}qg@@ZOs)$p6K(c`Uto)tg&j(dX>yEmPg1& zMmw3piS!kNp)KHT%+IPp=TJD0~z;u zYNv|SVJa3isN=(u=laNhX%&|T_>QM$)tQO_`LVe5_`YbGmfNiGpAIOer-Fs zr8EYa6%yLxTg3=sE5ys2)py*Y&`)qG$Ad!+A` zOh4+U>n1kivJ@`D^a*K4oP*JOqZrOl8T|Ad1bPn(^_IRLfkyTh_ye?6cC?2ie#8I( N002ovPDHLkV1jXXJHG$` literal 0 HcmV?d00001 diff --git a/img361.png b/img361.png new file mode 100644 index 0000000000000000000000000000000000000000..8f041a116a4d1a2636f4663ad7d161af666819eb GIT binary patch literal 641 zcmV-{0)G98P)RHR400001 zbW%=J06^y0W&i*I|4BqaRCt{2RXuMLK@ffCT<{V*-s_TdM}q_u_!pops8YEGA-SZC zgp`INYbu%`(NG~J9Tk!hv`9wc2cSsMP}n635m|_YKrvZn=FU0ahh11m2#Kfj?9AKQ z*}0v$HBg1q$h{M#pAxFltq)ByT29S+r4uiXVG^|&vFy@sV2N6Z6MAXJ%7qaH5xl!9 zx_=6Ko7jQ(9wk)ol6ypHn4pm8pM@%)NiA*Jfxd{_xlUi%9jOHpR z61E(vyGYvqFluGWo@-Kz`_y{Ch2k^<5u$t9?gG$%OXLevIHnGC`$s zYthn`kz2P^sRnZaCM#X$L~?w2BxZ}nVQrFWFBzKb6ow7wDW`2ozFT^^>5jE6>F%v^ zADeS6K)V#4);D_=le&5`{^#v9Cv;ox#f0@nkKik=0`(ryFRW9 z@fGQ3(~3o*XPHxLGUW+lp1h42fxhwmx@vSNK?Xc|D~b3DjrWu=?oBUzedk9mP{XL< zr=iRHR400001 zbW%=J06^y0W&i*KEJ;K`RCt{2Ry}AGK@|RW?`MZx_IB-J6Bh&<3(rnaaf>wC&LK>SzErLQ^A%$JiSc(f;3Ry+LLP!vU>F(^32xdf)1QN$LGkdqUm%ZGPB8B=L zH$QLQ@9dj51LPs@8dt_SLh9?lky8PpTe%V$jCPG9I1W$%1mJ#2=|$BBgH$o{#RnXN zv~oppq>v#;WvxOkrvj4*ZNy+83lXQjaqNQmunHj~ z54{ksq&`fIm>8=86A@=EG?Ex|5gas-zA$y?4#{hEO>5qjSoW1<9`qIDDv8<*9MxmI z{(&eqPxRS}XIXymZj|U>FKGpBSqD9E)N(7$1!w1ko-wl8*w-;eQS@E>=Mk#5Z~)24 z%c^@$MPLX7+372+Lw>*Zm+|ssRN~xG>8q;&9-t93nFC^{lOwVo@ll<9;BlMmt5#Ku zdP3sZypBa0Ecyva<(;WAt1AJevnA=B_l)vY2%an^&bHMt6XGYW8004>gmH=3=#*9L zsv{40TVYPIaQYwl`6DIxHN+ca0FHi@?X;eZWtNID zFuOt(?=hM3p2i)sJ*U(nr!H_Ng!r7HGl7%6=8Qo1Zxur_!9s?I!}bbMp|@{uZOWSBogzIW zLPYGhio>ylCC+cbm|u4*3|kieP5Mam6if6OgP(?}S;g#tFH_x3&3e*@PvE`^N@<<~ z&QM|ZQCVqH5VyOxl6I@Gv_1HB^%8irDrU&pb;-_YP)RHR400001 zbW%=J06^y0W&i*JI!Q!9RCt{2RWWbVKp1^ao%q@&IkUllFhXL0CBFc9U_%v|L5NJO zbZ4lOsS+yb#M+2I&>%4(Aq9ya;0B3>#XEu=LPCWW%y)Ob#AnB}RBZ4f-*?~p-uHaA z&kj%p0TF}woTg($l`@TSOX^r1t&G^H)-nX>QRIf`s&QrVjK;M<&IgSZh#H%maMoqu z%gFn5DC4F&b8Qr-;+o6_v4TILs%XoLOe8t+&s`Rm`XFt%@X%Klonc9*1Is73vsgZz z0AdPtlMi)h%>{`ZHn#{8{Ueee%YwYJ7r6H~OBGw!3D!hiH-j)b98q®NyOjX6~*ScyJFFnO`jb z$Dbqk+lE)f$r>9M)K>L+DsiG>*@5kt32oHI`Q|rj+|FuiCADiiZkGg$EvlRMQsw^z zSUtKif;-Ad6;l8S*{26yiW%I!ci8&+em_0h5@0`jSu>09_(xY>n%@jzzh0WLLG>wp zX}S9P((zeQ0tYb7?EtvttNC4-Pl!qh$1qH#V=LsYvXh_kY1Rzfp~H*u0(fsCwwBxD~Sf~CVlHhcPQCk-)tyOV;=B5H2Ncs+%)|Gk6jS;Nips%$9X(m&v0^FWQ> iGNFw@W#tsjXTdK=eVDr2vpg&S0000EP z6IxnYDk>^+a&i(95<)^kJUl#XY-|h+3{+H9BqStwczA%CUPYds2c#HFg8YIR9G=}s z19CQdx;TbZ%t=mQXfEe@(I9+o7DIB)kA{U@k{^seDhIkWf9K(0d@reHZ8BB9>!a^GqJ9;O999SavBv_-LfNn?*uF z5DCBaynoC+&%N`z^WJmM%$zeZS{h2^B#a~g0FbLFE4%>!Tn_-i2`9z^oTH#g9PEhe z@kT=jScu6%C<6eShl+x%u6NFn8LumoYWf|NXJnHa=`&)(nyS;R_dGh;toivLJm<7v zh9?he2%alz;qs-CZX1vHZoKen?RyKZCm=n~O7^w;bDJT~);gE`Y6a1C^#_Li*l-Zu z=D)LQN_W~O)q;NtT&mHoLZ0?p9h=6U*j*nyE?j7?>NbP%7Qzq#ja!Qam z+2=!wPpq=@zUwg}kTVST+RjB1OiJ=Y?>LT*F^?6miN(CTicbqXeN-;Oenl+5{Ir92&Al9@Nnqn-beuj44HT!=v@O>?5NdTqLMaQEEw%Mb6AM+-_e z%RJ3hz8At>1#f+WEHEV|F{P5XDq=7MOBXrP8n&NJ3nbfFIsRA^s>WL%;J2vMYgLB! z(RWLrtQBc420H{Jmj!*-m_21nQoF}op4fwBaH-%q)zqYw^D&?D z-#jKR>hTkV;CZ2;7B9%t(xx!mS>_>mjiw(e(haQ4Ivnw}trQi{j4+9Qx9??+>n>fc zWYt4FNZT|He>QF(9`(#>;@-oJCT{glk}7jvS+3$VdT+=j>{1`9d*QxQ)-txJQlmK` zEgnFJYHQGNp)XcM;Zl$4=1pIGm|5PMp=8#iobUc+8=)$8$*>Z_ET)|YiKFK;ItFOU zVFvr;12JdE6iX{AFJ@hu0xpKvj_YRl{EVwS!*))ezwr9GvFPN?G=;`MJ+ELwhfc2m z`nVenEm5(jXg*j~WqB;84r$H!J~}36?N*CaknU8t^~fqqjJd=;0>u+SEJKw-WY1#9ozCr+^|>D zgb~%51MtDzg_m+i9_t${z=+q^5#1I!MqBF}LDA*RvCgs)FnA6%YGvH}c})s$yesP# zu(GqvA1YTOseiXSC;lMrW`{MTA&gO@i9jew^L+G|nc=n7P~?|9xa$@y*h(tdb@gm zUl1oAto~L5fqsZ@Be?fa?|8SES*ib<+2acdBbHbt#G6L&>gzOI+kSl=+2q!y3th-= ze~FEm5$x&F?=rV-ntJG2DVR`2#Sp2Uqiiih0vNdz*tVwffJ0VZKq6c!3w^%lzWOQa zectgBvg1F#SQ&$+tQhiBvBWQZkxV~~W?UjUuGpHf(VJE?rSFREF}qbw7%|f^j1ul~ zpVMMefPLaqYx@WMCF>ISt{jkyE#-nUF_7I|?;Ux{P? zoA7+PeF!=h$u=zA7Md^P3rI-FPeJa@NaVt84;rPfNve@N0kdpgzNDu=kCZyArk0tt zezYP)D^2uxSucBXFKS{dT;57oO+mMKRJT?oZjZQUx?Ejy2lX>63<;0%Y9AcU)P!%< zeS;>rGu;f8^w;ty52p&+eN9GNNM(x(;~z@pM#`5i=1XN8Fif1A;>C-i=Yo#5M;U1m z54OIlvhK>58X@Q+<+38`IkHrn>k=K5?4!KciQG{!)c^dTE>FFvPG5GnI3S_AIUQ%`F&eD*p=zq|(8OLP z2if@aZ2QP5jP(S)=ga3Z#h3jFuCLB~o+ytq{u0ii>EAvQC_MD(hOVc?S%O_)Cx$IQ z>~4|(7=I$W?mP?$6`+l%fD03x{OxAB2$tE`yneXIfEiyFiQ4mR!E0Db5Kxt=B`$k* zU2mLY^mVb$VTE`zCEAs&NG6>9Sg#+&Gn?r%F&vrxFqjC)pa`C8C6L-w;ZNQbediS) z0M8pK3s+yxRHp;meI&X4lqtk$XV)C77HpWU&C;jC(md<(tWr;kIL)9ydH%eg*V!0> zXx(`#s(m+-;5gq< zuQx$sM^Ej0xLQV%i{Z9xZnO7zTK(8&V|iSw1){$GBKhM^hMU}5FA&itYU0qH>%#B@ zA$h+;r5YYK!Ex}K_I~rn&24*bK{o|{I3ACBY>At(1Ob&J`SB!4DJ!)~eyj$A0u?TY zHOtKaXc$FKB$^5*(amV3QOo5iYk&EK>ZnBDd_E^M=Q3T*jJ5>4`#( zh%zI`%9HHg4$`M#6`uT62=UgQ*IJD)K!5o>dK`==Oaca{KaTgB++-_HhPRt=%V_`3 zE6*-&FyWTc^$q9cOB3bmMO$(jC1Er^j2;XnR%+OUk+~cLM-7;)wusHICVuv9uXEoZ zwfqD9=3rdBRd>=N_uN@Z#%%xQ$D?Yr?OWcz88SsIN>oD&e@k8+#MWpbmiXy{jA7tX zTF|VMpF7B%rC`j>#QTZ63u4SyGCOeJk)q-*1Mmm^1aEcchG- z#2;NrGT(po^hVgQYnK{Qrs+n^gik>WGpe#)xs{H^AhnX~_8^Md8-+e5PpVmOIAmt7 zipen_K?8{rwe60CJVWI@5*Z2=nikKZWx>;^3wm3l-w6pIBG$GDIO}+T=m8Rr;}F)l zoz#wz+b8Etkzbs?I;JOia24NA&xnJL(9@56@4(wci!b1P^Sy`DCcM0KxIO-Htkeqm zb!tcd-L~a)e|OA7OA&lmkrNw|IM2}^^^c&!}2Qds9kqR7azojYX zl#E*@v7#luCZCxWg%|GO9j)qEb%KvyenzU4WbyHzsTM_%3;FWyIo^KWou;1PC+-jb z@toTARnSp_jsn?gPE+|AiR7hRUSLNb3J9t3s;1SKCtECFJ!+(Xo(|vSqeWqQi}?=~ z_UZMnB;@EYo4Pvtk(2Ks-Wcm2yBV$P(|y~ca6IbYvzvzP2h|c~?DM648=T24?)2uI zcRkBS%(Z!p=Dvlve?cOQE{47PXCK?_F^@b+t!qSs7W_Kv#Im{`-gJprO!uAB`p8GPeE3QCRH96#vK)#{;Y3_co(u zE??3l(!U~py72$hO~+LWZ4$?nUr$K-a|Qeo>3*gk6qE4RK#C8O9~0q=Ilfz2_@kD9 z{HX=ey)nC-s^G~cYw|T*i24-4Tax)goo1h0<7OfG@nq*Cup>wP)KkrUEiX;`)$apj zn(4lx5&<9?6e@eG&wiBs`G$o>i*4j}t=KNKhr!W{HcYidlJj-4gz=cs=C;+3iG{u+ z7u{?Q@Bs+vu9bIkG*I=bG#4FP`S#LHK@D906Ij4@1xE7xZa z;7hFH8>~H2a1oXLlAhk}JV=7CT`2)QOh=dEIO zK;fidhqBi1V--_hV#RR{;f&nJk+hbWwEB*OB;G2<*CV4+Z}f9XM4oT~`nfbB8769B zbr?qNW}~d~cV9$c!w7%|uLwaN(pE$UjMX1~H!-h1ARlDx$Yk5S-l1 zYt}P^TI!}&dP#a*ven!A7WJ4GEhSUf)2#9(h|Xi=-6vk>2aE_mBelYz}J3=6XddSFiV&WCAV^7a7ruIynf& zIEVEbB+vO`_+nDgmhMd*Jrb?y1w0|1m19}0j1$c!aE+RteQVK;;8ux==5z^z^jclS z2{B&jjVF$aqiNd65dT<_ zpMvqk$Jt^BB-$kd1Q}TUzbx4P6(qi0MWQWyTlt$Z+tYN3fO!z$$^$))VldkPXd&wo zeD0$G_#72+-lVcPlE8%w9z*Q#PFLl+xf@9Uev96HLBrn!A-jKZ5+>FjGZtumh?C6X zg=}v`F78U>rjXY=mT5eYK33pNHWMwRe3q_~S`?Ua$my|uzz8kHWHn=6QX`hF->T;J z$E|?|hnstRZE6CgilSfY?PGjn?bSE5v{j#})XZAZuOr`mGXaStgT4n>=Qw6g>6$5T3hk-R&TFk?5W__CfWl0{QNC^| zF4@BhMOeOtlv+>+-or8(qj~=y+yHK(2J-?Utf1Furgrb~IzjIa-l==$II^!~Z6pGg zH4r8KlIT<>Lu#D{f87b62H*EDR?HS_YOFL!5*m4?qA0Hz_t2Kcx&Wkh8A zLlRbc-r|?z8Rc=vUu1wZgxDVl9>#-(Ur`qeM6-)4WkNk^X)R&B-1tRQdpvVKqCb+y z{uARE-&11Tm|>mxqPVF(kcG;S-xTXbxn~t696qAn8()bRt{KipDObe3${F@AE(5c= zgQ;cV_0g%TKdnQsM-RuC%WNU9vtI^j722UUB>b#B?9F{`H#lz@C;Ex3k@pV?okcET(QuSl47D zMmnjOF&(NwCGU-8}-o+q^0M^co)L`P2+15|f+j zn>7}y(_O-^l4_@a+6=>6|GWZDm+C>#GE(0QuSUC?7hQp*mia(DFd`kIu~y&}zjk&O z>fyaN{hA9TV(Lun-0Z;QL-cZg7XlB7PIX~S<`!VC(!0-T2(rDkZ+}Y(TvVJvrEw;$ zqP9le28AlmU){m$qp4Ke5b}EyBN%gQ8pc=^n?04>!i$-={-qU zjC}SYt1Q)9gs>MxcvaEm;(S$9Twb01OH^8mqh_1>Ah%H?ze$`?m*}Rg@rTL`Lo?85 zU3pIbRMy`0(OES=sgqV}YRGKsSf>rVa7@>-5>4?qGehHwJ!W6RC$wCUP{*F^^B9A~ zwAuK4HcO@z#CZC4{xAIaTSmJparKo1lJtwu7Qs1>bG%sJJ^3*7A+l-jTT(lufa`)Y zzB`Q8MgabwayFU{+*PI!I!&E;?>r1DYZz|XM_I&Hf3%2Yqn8$Wu}s8#a&?=>`@=!j zCe1N)<$hUKXa7YOr$z}b6hD9G9y)z{eM|@>Jm(y@WDWh5$XfIETbB9LZCvrh!y(d- z^;H8YXa!5Pm8q32`CV1xcx8dr=>r-BqF`$f z7YsefYPoYc&2qBsC!XI}Ns5I5SY(m(DlscevHuisjE>Z6>o2lteWj?C1h*J2vJs1T zJ^q58emO&tYSKg*Ydg)GL5xbp z=~;?#XVY=t?6|06C*f1n6jq^9lNI~t!`tFCdEZz~Jb&$4+KP_O+uMn zXR*15K*r2DVby`0H4BSctjyQuO-AAVqC<%s-Wnr!KD5Ty+%2uwO|n>XtVf;}sf_$V z!cA|+wV?`A9i2gp79FzQJk?Ogx@)=-o1b`Z)DIf>(fH32<(~#ASO96`}vanrW>-h;nQg zDYY>S{ST0DfDqMKP)RioM+iKVE{GA{$IZ1=n65x(fa*{ zSIqrZkAqzPnTp$-P^-|GT|*C_M>u_%?-CW$*;BM~BCr6(PTj|!D9_-CWgu%w3Ian1 ztVN#UxCzYvV?>j0mfd{Era9=%{wS-%RPXo9V{5UgtN{~&9^&$$(~^_6>LQ!5N`sHO zIVplmNuLwNfmKQ>#JI4ldJ^pcvOjDAe<@0}@lOObhi%;LSw28ii78>7dX@%NwQFMH z_ddQ$N&L!q0q$kyLvxNuOO2HZND~3)fm=UufYY5PdC)&zI_E*SL7jLIHVbox-BeFn zqSgmvIF=K_HhW7&qe}$%5FN7Jtgl=l8^i!7VBXc@!*akoR=As`s6>?}!NTe)j0^Gp z>w7yV<@#fXTC6S58~;zhdGN%|LHER1-(!eafK8GCMXYE3J@x3IV>Fu0iZWcRb zpHZzpD3yksKbQOV!v;f)B*i;1=iM(hXzziN7`%03Y!iqLsK9FM_GT?7B9zQy-9;pk zgmGYj7dkm-H6Scg6v6&mO`CqO;(dw*VOa2of0RJ(Q|#GfGq!$I1G=z4G}gPvvcNN@ zGe=UlfAdJb--^Iul-bbZF6lij(U(eWbpw-7n-DD&-#i_k#N~h)EHGQVZa?R7P@m8F zLwd^zl)_lzSCYVgY4#}i9X5l3f727kY5F1@cE1$4hs<(A!Q$Wk!C8k7o1aE={!Z5I zJCBoKGm%V=gecl4iU`9Xt#%ZA67o&zFr0t#YU9#I;ykrZ?1+EcdNe@<3M`BcCmut%Ob32DyQQ^9#xgPHKZ_6YucG zSHAtSsr-@_B*QQ5cwjOw7Y7mzDy1g5%)xdAm}^Hf3L%Mib@puO4{nJAVyjM}X*}$& ze|x6o`xgYkhwk5H3NEuxf7ngR1Q3|M#03&H^nnf$4Xe*9!N+p#iZDU7MSfdOmKg(ev*g z6K~#6QA8@-&k`$nh-%m;Bx-9=`fu;v{J{ejZBv>Q-Z-dO8e)n@_W`wX}v%Bu}^-%MhrmLOoJX3$l%=NRMm1i-9u0HvhxoLn@`!sPN#RHKewil zEP1Qz@Fvfzp2jyZiUTY;h{I2tZ_-TX6wJD zYfQlPVJI>#V=goW545mZjV`Js2F$jaYh^U(#^dX!FgL*omh3AOE;?-3bW1grRG5?P ztB%XD*=W3PmRMr)=zSl%*Tmbodc)#YILFfD9xqz$9f~|waZDdJpzpDwV_M#ud0$3p z;;jZsdWc}G>-RzoIB4iso%X6eoy@a|otH_^zkKd7E)?75kT{9|CM~7^wyyQtx>M6F zWMdXDeO`Kfyoe+{X5XI|`qDqcnhhWz;?>nHCMJ1Xu2$pEVzv*_khI!kp?R4Vvp~0N!rvlb885GdbQ95n>^^NeU@dblVMjOoQq2h0j5>;kh|_djCEMCmkzd@ zgIt>gO{7{nzprDgNWLGj9qrqh!#yi=WAS1<6zARy4VS&-o!^|~VuB$0a-M0q3+Wv? z-2G8gkTxLv%#HrU3*AT?P;I4Io^loH>n8s8mlC&Mhu9M4wGPHsKzdc}qSK!Z2S2Ct zsriFew>BL`x1x8An@&6W(2X%pi@UG|s^1p4r`dpIfY*8yWqAK#?iJgaMU~n2=A~So zNgA^_PKc_57E{ZianOs!rG-pfAkTb+{u|v1MOC}?t7A_@xCe8Lz6fm8sgkirid<>x z?!X{=VU&g91PHnATM3zK>(>Fqego@wcA2>a`y43gBgd5X$&33@Q>fP)bUZ7c^qjiJ7ubsau0>HFZv2wnojH-i#a%w zGrGMK-HZXRaY6&$eMH|n*|aA~m@iCd>?@j}KUY^BR!-Gg^mDhcmp<4WodfDq%gWgBdrY zBLE>G3_34$J|Km1wB$;^Q)i+t%Ek>I5-|#jO;sTcHVII1w<$OJBIiL=%!X*~*1pvd ziLIQTX70JHTs!5(9=?|BXv(OywaxW4bc@EWm=L!k`AOE|mlmt47c!^K!zJgn9_Hro zAm+(f=+{FqE#gEQ6;Kso=~9ZL$2Tvy@C@sVkeVzfh!*`*f~iogef1Bn6kGB`9J`x+0ZC~7Fw$XSN|4+C_kng9R* literal 0 HcmV?d00001 diff --git a/img366.png b/img366.png new file mode 100644 index 0000000000000000000000000000000000000000..3e7777779aac3bbdc7da1aa2173a4e4af8b77ef0 GIT binary patch literal 599 zcmV-d0;v6oP)RHR400001 zbW%=J06^y0W&i*I)k#D_RCt{2lsj+JP!z|1d0{(oW3$148l$Y@Zj3N}YRJVDDf1UZYF_0o2)WmUq1W6x0 zK;Uxr*V883gx<0gqt?e|I{y_v2WhnyPXu$a2vdp+Y9Pbny|%F(2QNyg9&z0yf-@~X zobd{kx{!^0x8aPt9z#x1TD}4ieVHqC41ydL>&xL`nZmPbvi3^kB#G5V(RA1`>P6VClXZyw$3Wc$#b2=YMRj`S1QkzxMgg;?(`4Wq1+mHdMd_UVQ^C8I&ff8#zC z{fZ2~%{SswH7E^onc6ycqe~NsD}N4i5RqQvKjpq~P39J~(=ZYA6>*}SB-VkaYFdQP zszY0Gn@26-y4VNVOcho9SE>QK4a;SI=u=brb#{3ke!6la>?fYg&&I;*slMz_R*9Z} lWP8&1sOM;^2rt{*4(CT}bMI#^nN|P*002ovPDHLkV1o2@5+(ou literal 0 HcmV?d00001 diff --git a/img367.png b/img367.png new file mode 100644 index 0000000000000000000000000000000000000000..a7e30eae3dec30a1128fe5e3f094bcd8b2a946e8 GIT binary patch literal 3420 zcmV-i4WsgjP)ZwmW_~1WrN$&q{_IB@flib^F~T46O>=|xQK zIl#mO#_4YW&&Q&S5~B1Wd%`srC2?^ABx$Ey@05ep1JY7CE?cH6QM^!wNyQZ$@ov9MvimbOPZvh=fZJOInS19D;yHL8@VDElp;3S+gFefMUJQntX+yw zH@IkoQG}&dgrgTGco=s&FMRekIvKU@&y_?4T%ErF42%bO!5dDvcmg0xlz01;K;E2B zyBMN-rS7rZ@5yNP9o+2{ZMvx8@_W`SgQBlnYZ>i!h`t1ZmJ-U0OL7`|WpRG@!^oIEtW}yGG-_ce^Ztd6S4-TE6p3Qs8>G9$>XmrB#xaVIjpJg$Utov_sKY%&f zU3Ag@Hv=#~dInkm=C~?10jq#~t0KTNHSSb^K~pyegO$b{vXnCPvZ)-_iYcpTl#*hh z)U#bJVpu5k6#qTXeN|pFmmv|Mj1rwG{i#1i_}zp^XhnR=Kk-B5NEmvuGhcs0lv?`| zp({nPEQXPI`|SWxPW!1CESFz=j?jhDTZ`gb@?y9A3YfA|ddkID3t?GGSuMYOrYu!P zmuuhbK7N5I#!KRd%9T2JNnA-9QEgV`kC30AREFo3^W}H)j@80Qt45g-a+s*wvv&Y9 zBy3U#nzfH6Z+pP$0nSYtoDr8W2avMPq%?A(t0eGCl0RDi9t5AL6wYsc^3j^>YfYSknQ~o-= z!rZG;r)2Sc;|C(#0pA!nSpG_2;O-q`#@;br$JLfa0LzCjz0f0Ym@wc^hds({x@TDkK&2ZPy zpD9>4?LhFNUwqN`+KIUQssr^CSfA)c+elqbY&oK`m?;-RDlJWuMX@$EWxMGUGG#e- z*aEa!q2HFeeCuTB zb|GHlP$$GpIkWJ>R+rCZn{sh=?eHma!RFZAS1Ntcg|$({?%7+$45#%aDin?#w2$OE zWC!4+O9;ohNNuKaUNwUyK2E$IFzkKI_Y5fnXcynf=n(jrqV>&;IzIH28sg*$xcLcm z&8Xu;PpKaGC-4fOlXBioY3MRVe}Tgf;ML@69wSjfXAfpQuMwqY2gPYrV8nSE*2#U3 zE`qqLps|ibSt+Rvrl=q`Unh$%Qz;k6eO7yXnIq&{wTPkM+#pBd(W5)^RFi4B^?jCM zRw-Es193qSq;Dfl0F{c7klJAWa65x3(%a0o7`a-dzph<<=pZXw-^}y0Drox>cgnXF zE2?5S!73SRMwdd>!d%oQW+JI0*<>)qpoLZ{*~Icpzc=_fbe)P9vihemDe9wC(#f>p z+bcA5B}8(o-J@q2Y1qPK2l)x|DtB85AsftZkdwKM7GJ*lUyja~zc6km0MO|_y`VF= ze?jMPb?I^nuXq1~PXBrev@!R3r*p6O_XdZ;L!{h8K`TS(-{AM(Zi~S9^K1VBg#JzY zZt~^q?d|~hcfJ3x+SY4%2_PKq_XvDCAGH8{w1DTQ!%6$GRnJpZ0MYBB&j2udn{==I z|Ib@r;O|PA*qPG51biRf!r#0S{@E+X#{?VOL6|~u)ob?;fafQ)`vGf_W=nVeefM?fppxvE#JzP$K{k!$GD2)!@{YxKD`|YatQgH+t zM7^5~w{adCea@}o$<5BWi)e@vLUp}GHCn6z8jBL5AxembC?Oi6glLEoq9IC%hA1H# zqJ(IO5<-EfIu~fW2L+wDvtN7ew%g)8Q{Q-*Bdis~!m= zBRC#5zIiC#UvU{0pUJ~^bgj&_dK+$1MMSO4C6kBkFesD#sLeJhZKAfspo)kJ(NJtK z8*Ng}5Jm|7MKRk^^NMy04AZdPb+4&swadVQQK4V@`;L{ zQ@zb~uc>-MXc4tVHBXVKEv|bNSG~=7JEKEXan0MHx~WLi_SU_o)e}O4sI97b%0z8# z-K(OIpd0Pi~hJddwF z1AC9Jw-y!3gH5828DRGJ7aMm!13=50*xU;(2d+5t_I<rW)C>Nz^R?L_+|8H+=?x z+1PV*ZycM>{CjA_yD#k<9AkFjS=s4NfTnvOgeyMEc{D@`Q8`h@r&}ZfE6B95C?Oi6 zgis-hRv%jk6{6VK$sKD5wGQXDvINlz&@z`Cgl4GL);M$B11?-9%CN<obkFjY{1Ef_7E6gyn0-@rW3fN$}0OuarhqqRmKDQ*pF?a{va*J(13{j#15=ZBpLH5l zb`4P)!tnAVq=*e4RaKZMb9P&$;LMZXDuQ4{siK35BhB8m$juI?$+A#vaI%cbHKMFc zh(?f6{|bqU76)ZtG6eJ9M_J8Os$8=u(Hf$R-~;Xb(SEiZXwQU z(WH)QQ1?;dz9X(k)!Loio&95H|Js@FGtV>Mndg~jKJ(0zVgl3WVB=#0000~YP#pvS zz@UE~u#4vggT7?V+IeOSM8He|6Dhf6Pym2^+(1XuEF^a;?@q`xo;UFmMP9n=zFJpP z+dNnY%cLa1U=wJN%I6o~BB&eu`ObPAi_2%8l+C^8Woq-R1@qVX3kaFc29P@BI`uI0 zM6~wVKCONcbQ+3r(E54yc(YO9x0OYd>`v$v9pK@e7}?VF1AOtD))vwD2mfHUre3O6 zNP5c+q`P8e6T#Wb0C8c*3o7S09z_5p5Z&H4Z+S9_~*MSF{MlBeGUBr7Om;@2;Eq9Y-QA&5|c8 zv+Mjg8N)xp&r6NJ_Y3T3LaL#S_%E%Xw3>k&50XA#C(@oD&0-4ZR4UqeQ>jlh zRxTKxNLE!==i%Z)NVQR_c`!mugVy$c-4w5H8va}Kja`Ybq>cq0q-X$5Na6(TZg-tD z6_g!9iSr5UAIKL9c_8}VYVUpx=7_+sqqP&vtgxG4Of+f#V)NzYoo0P#JJRqfH=8E> z8APZ(=jCs0>$z_0=L&}v4VQp|2(-+NJ97iZzWesJ%~R8UaUnC*d}*}=Rxa= z6(OVcl%LXdFC$IwxcYmIn88=a&2~Z#O%^)vj~v4~)LIRX9QqN^q}QbnuzfDBHsS7* zf`CPe(Oc2Qkh9_e*p5F_PGqEN?K8`#a1Fb}%oH`gXJH7SyQ@9!R)2qoSt1&3A~qpr ziPESm8uAtx?1(kWs?H)|Cwk()?9=w=0Pe6s=RI(Yn_6|Wz~+{b)&nT(Z6Ps?8#Ey& z>#8>qDE>)+l$cBQwxnB#1SE-Si9Nhsrmtnr+5tHJAi7n2Q3ij?b6_H`o?}Q1M|@eW zzK|I0ndvfKclA$v^jlwObb~Lkuu8sKoK#rYYNqU!LGop-ZUFbJEu?;0bD2Z>QBobW&l3a7UVbeW6(*uhofIB%QruQONSYjAC0le$naB2t65~%H~+LwmRIo#rK znsb~^fgc4(@62pj6%1?NvNHEOwEfl_+!%CrSN4tP`QR=d^n#?G&^_AE3@zv8oZAK~ zJ$}8;PbxD+j}qsVo9pjA44#b1owh`Oun&O3v`i}-y@W5_TDuvxRysHG&-P-AA)3As zA2&ygjY@o)wVQpm-oz+uASn+?om<69a%J^C-(jxp{Jns%+O^fe!ezCWYiKLivU>H1 zjz*E8K-GcoQlIc<=33Wq>s@`>=on*KPf6Y1^~#oGcB+vtZK9N-NYc5#f;7ly`4U@k6?}Kz1+9XP1#$s6+RDu94~5BpAoL!%(P zKK0_#0)rdUbebHyAFnE;@PZ$1vB5~QoZ~(DK6`2-H>STwKMR`rb$iZ2K)CsM^}~$oE0hJQajd!qzH~6u?Wj7_dknl- zljEM>m3w2G!|jlj9`Q>-ig=-5qga3h)xOL(aG<(>ui2Zc#Kk7hfcMhGiyMB`^ZzLH z7O@whlKIV9foaGm!1S-5Wv>YHJs~>uyc42jb3b^sNyvTHY{{V=kS(kt4H{PT@jsIL zys*9K{)i51Zcrqo8`#KK?72%k;fqj^>i2WVy&u9%?f+b;|AU z;2Cz?8&D~Fzq)`tBb>jYvze%Sej?&4ldLyD0?B%OIwBlJC>9bl-W{WVYke?zLj;AGUX zI2!o*A~cU+9d&J&8GR99DVUWlX+}=YXN;iX26? zifmYqMRS`%Pipmq0dvgyZ%>~&ZiT3ooE&II-{fZhh9ZCjP57@>uVcP455k!Fo*s{X z`7B+|!wHL*MzRWy5)WJXQnI41FEqm#EA_tG-$LP_IwD*cPZay{eTDd8V)%emW%{;5 zu-}R*m-Z0$XU(S+1?g9}VFxE3dZS5iOYce+4uShCSDdKoEX$tm5@use&{J+c_L-wd z+o!a0t5#yA(bveSk}qKi3<)xq;ojG}mX}@VdzRK%A=><-J;y~CPmt7xt*Cm343!O2 ziTtTO^+&E}-iqq@%f%4%DyeZsD2# zPCayDNdMCav)#!!zOUjh*{S2}`%6thgcWZQO}mHP^y@+HQ=+J(Ykz7x(%QYqPSZ_g zSC*m!?F2$qhQO(PVEUZ>>>wmm%!?{F(n(Im$%$86>Rp?YnFAbg2KTM4*#Ii+;gB$l z=jqk?MAsa|zPZxLqOJqgy-q6nXpH(408Z85D;sLiXed3N+%w#p76!sI0Uf_1{lgk; zzW;FBvvRZ89Vug1u;-RtM$W|!zw!O_!Be^e08b4iGdC}aIfFWwZZNoGGY7gvBBLWI zL1*+~IxW=n-J()v-Kt=D!&Q=+ahh#z4AxQJy{e+25N^ zSxQ0Sy+4*!f$Lrvh9h!+k`G^4O`Al_o9}jAf?!e&oe9T(RKssK5eQ@B!H_ z1{s&vFAjP{`&o46(=0;?2(a;=hSc47J0cfFs0QS9;oJZ0;^eS)m!1V3b@7i%6B)|K z6q1quDZc~Ml*F$1`0;pSJjQMOIAokRFR$DyqMsiEX=pTjpK$c&e8}~u-mE)Tc z)9F+9g*8A_>2!WV$-a8B0!!4A9K2hfPx&OUI%W7T zJsF>L|ADRDim^CZ{++SYS_F6sRBiSn>0^mnCf*9rx%sKHk1ke72{;W2023U;LffpT z)#31uo?^+!zuw;D841Hpeo7lzx{=VgF`QbQ<#{Tl2vTv??l>&1V)`b&%F@fM`eDzHM(OL8MN6|^eg+@Sf z*v5OtyR_5mE6B5NJ0~OH3pZVJK)BH`+RaXOgrGK%yy)|c`7s0A8&(+xHKXV?8}p!- z3bXUb;=KaM-08%z7zN{u`|u@EZuekq7hVRUqh2dI0W!*y5alAjj`{N)aGA6!of>H* zP#7{K2pRh2Maa-ipMJ~xA#mEQTbHxZ{6V`<($`7Dm8ZzJP;k_N^~Ha!D{?G|{9o!I zLrswk^&QLg{1N6BeVDv2lLrNT*?@D@cPXU9hgFYXh+G5JC#52n8PUf6&SaUw%RkyK~`yh&8M*R?PYV`<4k!Tph?%T&i*^I$(sHA^8)||x-gw8t$*VF E4I>ehssI20 literal 0 HcmV?d00001 diff --git a/img369.png b/img369.png new file mode 100644 index 0000000000000000000000000000000000000000..59f78b8ddf60d9e66029a399da636cd483c4f108 GIT binary patch literal 2387 zcmV-Z39R;sP)!Hs zPYeRPbx~}b{TI({9R>Beqc|_>qcZL!t@1I9>%IxbRliAHC5yk67a1xo z)mLg5+Uef2)w&u0qVE8}1F!s&lgFW1O?_1iW$}VHCk<7RJE=%q$EF2QZV--bMT?Wd zWb6QknbR^Tm1ZDZK_l}18Nsd2ElnQRp&?&7X{;)rS8HuAv);;M4`%uucu1mEVm9$Y~g8DvFA4c5|4AqC$FNzfb`s14Ov%G&$0-IqmB@O zwvNblXz9{yhns4y~p2O~Rt}jhR zweo@h@>W0_-Eo>(dnpKDT-@>Z7kKvR`u-KJoy^r%Q3eAafG6PdZ}{zvOUfU?8pF3b z6^r2Nin7nVF_xLZzNe^yR)iK$nepWesi9O$kq4jwt-wPLr%Mh?|lq*_N+z4`j(u z8AMaA-ccm#O6-A@s!eAU*<3`Egc=HVXM5XayO1C)T-#Jy51sodq2dW!=&jYwSK11+ z8KF7}l?D#E#+QLGqumd+p6%A%n5yFj(Wzx{B1{3zf$bhUZJzDOMV?Op2z)45Z2SPH zfF{FA%s4D@>@K0;eD3~X$kv{i$9@HKNC;7Y36-%4B{~o!q(}&uMAr4Hd1K*(k&~>V z0gR$CGav*j#%j}XoH8WIh8K$ggaMNYHE|q^s^Yg}ViEmNnqnokt~4bkd*xYIjggf; zge>db(w^bGJ|N*KN}ix3`9L)VEJ7$F*uY`ENOY;x1Ju-Gv`r7>HX|lGD?4^pcI>R| z*jd>zkJVC-xih0n+$3}wp-J4iIkP5_xaQ27M#GyiYZ|reE^Ren);^ZnLTSrHc;_-( zF78~*jCkp2conl_`)JLOJdi7cz$Z(*_Am>?`;%7y0)Wd)Idd&mH=x(}etV18?{4TT zZpeL2Xf;;9gRk&}fiEvV@~h8x{OzlgyV~uY5sv`e0e`t^tJ&2{y2J(H0v7;&2L0jc zD&dpC0*6ewolUL-5wv%d`yFiYPIND8{SdlRe#pgn+hb8!hGZ*tC%=pn|N21|{W~jV ztirK^R23?+gz-#YO~5Oi2Yid z+Z*Cb?GgV{lBH&-7s@NsmB_ZM2^f?KG_b02-B!-NO0&u=i4PM49DhlpfxHx23+8p%m?k4;24n0)@(y`!SQ5@r=jNc>V)cx8$HiT$+Zx1Dw}rqt9H{X$Z_f5($}yr5lgRw=IKdwWo#!3ocNfJ;hnf4A0pu9EkTLM(4oh02r( zDV5ASf~I;NH&~>p25QYJLTf|TmHkb@;+|X9*h~{Ci6V;-MRZB=(fN2GwuBu`q@k&Z&|20Al86Ko6$v>iHgtL zB{w|$NRG)!1~IcZ2Ol(%bUchpjo5;s%P`*m<6taU79TXkYN?+G^0 zmSd=eSF9>SqooaGBlE{sRK;zys(^b@^&5%1N7&xQy{+8lh_F3XZ5G>ng=CZ1Rb|Gm zDl>LfnX#+Nj9pb`?5Z+jSCtvNs?1pP&5`M{?GJ%4R4{tztgTJ+~MG%0Kg)TV$pU}_1Jz|r^5S4t$s=B;A|GPl^;i;-R zbp6m&b@LGb&aQxe-`)X?udn)?r`Nc=1%O}vl#4zzRmC@-2n>4j6M;K50?&UH3;tlI z^#*u+M`w?}e89U;0O;&F@cIhxuK_&!^bI&W|8g!D{12eLO5+9!nf3qx002ovPDHLk FV1mR^dTsy! literal 0 HcmV?d00001 diff --git a/img37.png b/img37.png new file mode 100644 index 0000000000000000000000000000000000000000..1206511cb78bfaa747fc4fb029cd609ca4f1f088 GIT binary patch literal 211 zcmeAS@N?(olHy`uVBq!ia0vp^0zfRw!py+HsOEA|3dk`C@Ck927srr_ImrnP&Fltj%FI>?hXoj$*aQq2XY*)PFodsRFqt{GaeiZCe1rUv=jv-D z**`R1`upGBS>lYi#Ew^vJntBoJ9ftGXL%r2aR0y4GFOHrTe&C9d1Mj}G@QZH)z4*} HQ$iB}&KN`D literal 0 HcmV?d00001 diff --git a/img370.png b/img370.png new file mode 100644 index 0000000000000000000000000000000000000000..9c620dafa0b5b50ac82d6f3c75e7bf5e52f52bb5 GIT binary patch literal 3429 zcmV-r4VvRHR400001 zbW%=J06^y0W&i*T<4Ht8RCt{2UE6D9Ng1!sB$-Y!(_dazvT7#tBB-#Fun)3N>#Ps5 zZ!_SFim>w}45H>AknK@?675zH5yS)pADzIWxDVRFrv<@@I|u_Z+nK?KVMV%<%*^&B z>CaQ=(p{%cUC*UEm-7wNIbEmfSHJq|tLscK9TTT)68n07uy=Vgn@zgu=2KLmr^# zLB#+N1I!o>0qF#S+H*-^WRif(gDaRp%!Z7=hX;lzNkz-7M@XWJ<13iO39nUoQZ8#4 zhf^V1T&h3)pJ<^Q2CgKoC_3|&p?q}i;FqrxSoxYhnxmL2i-;wrmZ@@-pn1eO#3f+)rrdj;rUS?TeWRnO8RF#aOUO>l>N&DK@BL;4Q=lwRgs98$by^@hii;*MO@M%FQ2WykQP(~lrw1NC zst5X=4y+I8(F<1m8#~RTp}>Lb4KW#}klZ6A=RFBkgD`$dvq;P%95|$iaC*epF=dS~ z0d1ORNQIZu9HH8HAe&oo5$gM9yAc-@f?(}F9QAwZjIIDYcu5CCZ65WE_M2Uq7FmEE z1-x~IUf(%zV2c+Gk01i-BN(%gMjVe(!O{zbaJOuX0$dhSV3cPQpKZx_#KKS=Pcbxy zaVeKtl~^T$u~#1M@Ap^dSGHtBFUw+KldN=qMS7dMdl1e$LgkvU-o=oRyjbaxiEZ?h~8XMepN?H7#q4PM|kVc{d{&v&Zq zLY;*wTiLaq?70;4AZ)REmoA!N%u4ZvgqlH<#$8OPU9+T_xipjFW1D0v)i~61;L!r+1_6EMy_q z3GCk$lc)^`n~m|kL@d{C-5x;B$jy+fqy#VmWZwTU@AU)#m+p`qnMVTb23P%E!vw*$ zS5^|y0)XP$8X$I4Q51*0S$R|)fXLeD^-Lw_0AM6Bje%^y(r#Q8GO&~Y(*ek2RV9G8 zG(vAmkO6^aWspb5lFgLP2S8?-eh*&)WCzeJ$j*jTcR!$DJ}ayR_|KPfX%Si4WaiPW zaa={(AswtCMcQz$RtPqAn0ug$pQPYZ8!X{6GS>ng;E!4d?g*i*kxI5f?g<&D_img5 z$=W8wr_D z6fhBAxiu~au-c1=10?TpA|Jwe0NFh&0F_JuAgvBYhsuOnkON3OVybGC0*Kzm$VK9d zO%X(&q;oZjkB2(fg6Q$n!3opxk)Jab9CJX%6(pWd8hJ}&6f|}qs%8wpCmJi!xE(n5 z*ZKeUL1lLt_y*8yhPNo8M*weoW_Y-sWFVLp6>4Gr7LeX1?ZW&m1^^}iMj>Vg zwLUyM!rsg0wSJZM-+Veh5CFu^0OWQsj7O1Na^hHxXAwY-B>-4XZFB%q9+En9V<3*_ z=8-8qfFSc>f>fh3JNWT!X-qvpwYS@-uRf}F0hLv&SK^D$HGlW)Q{PzJpk#Ja1)!T` z(fKC%#SiZCLzh^&>TM1WpoX`%9=47aPBz;0&qn}OwGaaEa>p4!g=<{|TR`1S|J={g zju`yTsJk`oMSE&EJX)uVoxgSI>K?3bgyFQ>U8KjWd-~1nz<5q7guV~3LJ!tqkL~QR zYNX6E_7B!g0O3=>^bx=-^e~zYF1fQ%N+L0EF*)k?0^V0QvSRh{p-k0IELGY|8o~hzV2xdIji5 zrV^k8C;&j(BAfuEZPFe<{;Z1=fUMh<04$M9cgUAy05W|#Fp&5BZU7PrjsVG5`Pc(+ zw^5AZ3cybc>;d>}ad7JxB@v;Y{3Vgn$KgW?Rp2p~#k07L!ed%is2gouKI0y34rw@+Z z`^2%p>(rAh0KQ)*Lq)(>G6GZ{FE^TvZhC-(tkt8dR>EgF38^9;dmmpo-nfC3%-ny5 zyZ*;Y`%w^FI0L_F*;VW3RrEjRddput3W6s?AiQedn?wI&zIUA{oE~}0e0xy8 zf%t-S5TDMq`bhkbS34)~`N0#G2KK^_QZArO`&Da@V&Z+i2%N>^?xo}_kr76YTAXyV z3<&^7V6s*@bqypu&gHUh;xg@?P#g;&{2Kk$z22!10%CJ4yjf12K;ry+vI>gs7pA`U zpE3dTmhID}Abq}u`?h?dIjW9z)?y9#S<_z z!~6+=V05{)0>ivR*$Q&gfLJnH0*0={o&f4~psa$t2>8!w*ga?{NY z$cEz_2`JPkJK6|^Xh30moK4Eo=SM(oda@(Sb_6b4JjEjfD4$0$j{2)~Ob8|+t;$+r;e zzLhRyOI{o(3ybK0TPRj$elp0k^_OIfiX&@lhE2VajNM|z->rO z#)i}cg0aAF^^GC+XT8#0>LB*t^z3chYaBg4c$70n1Xy2j1$SG+&#*Wd2t@q=OMMW4 z`%`gbR~|3igabZu;MWN{4RUR#aovxjAz*s;Atb&}KHLbyzT2!e`5*HM}RuA&=2e zbdi`-6ivW|g5kt(3IYfY&SaB8rP6@YwA?%#yAUw^ibP=x6G&X7ku0m@l0ZqIBv2Ai zV>mopQVaoy-I9U`*#EX^Ap}?r*fJ=D0FFL#BJggVkjv~jk;~m!Bn3ve4W8vykl8d4 z&F!ri6hUBg#?ppC0R*I-fYK%lAfWgKO$A~R1mw{b4Du(S?1oj-&%6n!9qp!9pA}6& z&LDRJx`9x}Aa?@#HGC2_ZvuwSC)pHoCt%u56z`wYDOpLNBv2B_fq={IP9X#&lEz_? zmRm`nBv2A436um%0wn<*fr%U=C<&AVN&+Q;(?}pZ#KIPB6L{!cLLfYI0639{ZDmz3 zda`;Fbs+PDsn5?$gaFmwE(uJEK)4ZmQ3=4P1zc1DWZG3w642eg00dla7f4_tv!Rke zN#Jx7$aH+wMN|ZeDzUAU1TH#(2`x-D1SYdE)iaoC{-s=SVNWH!io09K6WO4UNPC0a z+GCGzZ4sy;D~6gg3n534b9UT7w3qV2ir*ra^l_gPOUMqIBMD zQ44C61z9ALD za3;w27k5m8G#3iz5=fGd0$-hch-QqGOOZ4JQ#@BQ?Lg#L06>B==$!Ev;{5(xuH{I1 z03fUv(${PeV)&BUNH^`=tq_hk?=rN~4n)y>y+FRGKH|Cp0St$0(NzQsC4l%Ox7_#> z>G)rbKBrs=Np+!qq6PRBD|8cQ{1=u$&(o=hNJx4CeY~jFM1~~q8X1=qDN>Q1f%hh| z5~CM%4&c@f^tf{XFb4@IdgYmOMgSNwaju9|VXD)BMDC9qxV%FN7X_2WTu#L}SE|k> z8Ze@el;{w8*N~mdCoGwZn3!u7_{PKo6FS@M`#RXAv z6^NY?3m#{w0+mb*phQiaFeYVE(ge34jb_QJ$@e6QOa#dYr=iK`OCEPsG9kWMG>StO zO+Uj^*JGy94hOh~{h#nzQuF17ts_8_ISuncQZfI1_f6m>I)V^pIbXOmV?J&C3f9z!YH#hrl0`9TpTY8mVQ{TF!Nubph;`5HZk;ZnrJ^_t)!J+s&B z{{XN6h5*d9jg}1n_(8D5@?GfrOiB1BzHyKWIWln$D|YqQgRC}6y}HpToU)=-G@G=y z#MxFyw0t7f6k}Uk;mpL13rJG9mPSBHLlf1Vwut+%9OU&^3zo4j5=kNSGV64!<5!CtGFf>WTNek z;Qz~_X@C6WZuqMrmwGx}tKRArAaLmy3_5d80>!5gXc^g8|5Ip6fVyQ;NK6=dHO{a3r`N=zf@4c&uM&?cjtJ?PL`$Qo>M3|X zH;WYri1V=mq-WwBj2~fC=pK-V%x&i(ZH;qV4YFwBk%_+mIk9Pv<$9YF%AUHSR^9dE9}I9nGWDfghhldN@dWaD>R33z!1gc&6cokzv>{ zX8k?G%2|my<{r$&Mf%|DX=(s7o3TA+049u$EdW1~C@cFqSp;c^yUP#T0Fm+uL+Zkv17Un*u6XtPou^Vm)*hhbxdmpWSTd<$)4>;4F+Js+V=JH*tL@n>R5R5~ zHIp6_@sWl9a9xUBaQ>pHKN7lIB=ng02jWt0r^6XbxCCXk^Mt(WHC0_J;E?dtfd*6J znvNpVmO!eDJ0XO|yGuQ5b-c0p<&YG!ECW?P?mK=ijUZ&j7 zT-&%Bf+K=8HwR=iH%xfPS3{GvW@`(xsXk3u)0|=I7!%Xy3TQHi7@Ee%R$EU*(*R@+ z27P>oHHRfwvy4N2mZ^fnwJFuNn!u^jA|$Qm8>72?ZXD)I+vu8&?Zp1_j-Gj8%>ke_ z1*|#V=8M*sOE(Vyx5pPCX}I}*fz@O@U-!($?tR&QB#f^P*Usz5ya>H{)7cplFOM%N zzfR|2gALI6eq{qdqXiql6)wWrUOQ-9@OfMmP)mnzO91Vg%k6xKsvoBo_FHPZcEBPCx|}lvIop5N}YH#F*jaKg0=SL?MzG_cN4OJAs@~ zK}lsg0Y#MO1VExhL2`KwM}d!+M#)A(U+1u@6~A-PNCL-ZGpvIFXB&9ZwpTKC3{-TUYEV`FwK&e`X(us4(5 z^TqC+o-ebh2tn!u2Ij-+bN3E{jVkUwmp!mY<15QoQC#e8&3ku%zfr~8r{e8%IlM3T zXf|(rO)m?;*`ee^_O5tYa)~n()#M6#?^==yYDp>x{fTA@edd8o+fS>3T9OJXC@Gf^ zE;){JHU;D6lLDKrq?BU?6QjwAp^#Ch8Uu^GI<|FZfE02~?d z7#nZy?|>=pfGK)l3}8mDNJX)(au1-%C)_!=_*1_$T@7+4aCq1NKx=$_v1{)R*ge=l dbKEFY(!VN&{H?{36Bz&i002ovPDHLkV1lyT%v}Hg literal 0 HcmV?d00001 diff --git a/img372.png b/img372.png new file mode 100644 index 0000000000000000000000000000000000000000..2ac7433d03390ce069de888bef081a34be0b07f6 GIT binary patch literal 4165 zcmV-L5W4S)P)?axPK2^y z{4e~GxTz7@tq>E*o`ybcu3)^xQkyXiZv@NB;`hF6A>QewAkdbgjO^}DtQ1U6Lx350 z!eLpTnS?Ar0%oyPzO1j8T)?z~8cw%wUW6RBsiJxy7nlwG)YE+)*Qt7a<^f^>*|D|3 zX3P47A!-c!+yXklLLB0Jc^nc`DU>R(2a2XC zH+7fH)l2Dm$s`x!WDUMAnOy_3r32#yZh~xT*$DDpBOn_t1&jAhmRLK|J}N0Ua6JLb zpjXV{6aX1cyK@mt)nwHGnY42EwUb?Mv}5eY7CL`N|00^o0`7?KHFT71KceiB?Crna zqN%37p^jMc)VnVD?6sdE|!}f|3G59uhnz_j|&IP2&pe;vCw))u)xzweowd zry2~wt{@PNLe#JkuBXY89`>1vw6gsGk|w%mp_4!aTTyF90O7-(C5xuiYtRn)5vqtl zX3;HUuXA~kNdPI972@hAa-472zvOdogxQp#q3e7DOG#~UOW6`Dx=jB zNrgqQm4`F1^-iSc3Wyaaei&^AM7|TBXep zz{(9vhH7cm-CQvM*ffE!Zvx2zcvef2W-fuSnni3i?!B40WD&UuSrKLAVd>wk0H2 z8o%rv^gux8`xP*~0WlE3#%px$(P;@4LexgYKwxkOj2Ns1aB2L+GFoC}&nFIZ#!Uub z!aDZKVfI&4EK^)}LB`9lh4$`TY!|49ew=+8pe3mHec%$AaM0V zC>h}N({!CHbGRLN831=^Zm^=+W@Qdxfks|Gb%*BWi?&y6rT3$5cV+D_))~xk#U^ZJ zce^X=V!?nWqir%?=t7Psx#5}ZCIEELxXB*Ub@m361qieOfi}|{bB-R-S8p&`;5&_B z5==~Q%(;c_H3NTh-xRjH+W5}?p8AYekbKz#Qwx#(OS<=iWjwbl1dF@|@%OZQE}g+` zmBD?LF~PjH#GAZ2Y}r|CEhP9FL~Tn_kY4ptwWYuoNNu)6kykaH{HX}+gs#e7_oMN3K^*zB;SRhm zqhX)F(q7H1I7XekV=lSdh~hzQd2JM5dPshdiCa@pXME{le{wp_bqBKy>WnWv45kkX zb78^$9$$KZ)66=yM0m!R9$s%~TeH%^JXFRw{uj76#%e^Zvk;vrr|1HZu#<|F{pfY3 z#|(1k8iGjT8TO?ZndW{O_aUY2lXQlC>FD9b*)QXsJ@%D!Uff+>+d$g}0DOMp)d6n3 z9cJd`MZ&klI>Wy7^^PX~GVX_SCH0IzEa&-)+JBa!Q`^j41u`ftG8{RHqJkcCi?1g~QLxV7Qb+%69>OB$#>)aHe^NJ^x4bdM(gNA3Cg!=??Ay#(r z6D+WPDb3<<#(X5vWqTTmc-xe>k5A^eq5sc zMD6W@oN`TvcrF?H1fH&O&cM!9RVI}E8nK@`%z#kY+k`gygmVlrl(}i1k0R_-00NX6 zs#Kag-;_PiEEYc^jQL*B<(#{d_?kSjY+~scXao3~*x#RV-fzHNEN!FLZ(0j17HB^K z?qX@TdKZBEytZ4d_Qn2d09YxF?mA7^X##|YGj{+sUZ3}yo9AWce)s6Nnw(!YHqXoH zH`D2N+Kbjdfv@F3mfCDI&}aYv&d>m013y;~FLOCWK{Ru~>q&X{a1;#+y<|bD zG}T+Khxb>G@sln1MT&^=}m~ZgBy1Cvi0v1FaRHC zu+{*8_tw9MqKU@*iZE~D$AkdDc);Tl0JWcR{!VE1-p?=kOB-l+KI50FM^O4Gq?T9h zkaVJ^sS_2UsnsF5S6lxbcqfJNx+5N-w9;(s{CD7;0Q*f)se`BnnwuM^Wdjdqy#L+p zM#|j)+1g243xLpm0{lVLm$p6OeHCk<+5Eov1hD4Oyz)m%e}LRcUtH{J(;r0l(%z}@ zwXa75P16Bdus>H_e>C*R#r;UR8zA3(X&4T*jn9|;AnHqh0FSp8;9m(>50*Mn)6@xN zn&r;q)k_3AQOH9Ee>pl~ky>i)x`;;SE(9d(Opx5LP?1J2qzffCI&U{OKRJxLr|U#T zXcp&?_l5Yl9Nrb17$`DRETcx7~i0 zyb>fK{NyJm(3Co=z&WY#j}*h~NT4ZmR6+WrLUA-@jwyVZe4bjv(Q0PA`Ttf z)5h;fOZg(Xj5I}Ys3;J<2e3p>m1S0%qBv9-h`M+7rSd`L?2RsnLj{58*PR3W{3-D$ zm4K5&x%WEWJREA8I#I;$d=vma&EPhog!kp5B8^_t)QO7FEN~iDCJeQfa$#tJG$rDU z6{d}^8{;KaP!CPjn_Ifw)%&{rJv{?GG}Uiz>2}@0Bt59t)aZ&gw>;XP=O@UbCu*8HQ8}6v-#fiK ze!{;6q0CvklW=gx!rQ=-ZjWJFerPZQP9m&0hsya!Cd-{eJYmQcn4KnmX}6;8^TW z1ew|tIQX&(Sfxfke$+H|qNb@66``3HdgME#uMO$fHtD~ENdfg8hdNQy)CoaPx0beX z-f!S>31fcuiT3C2KjqtVVr^Qq{=uf}frVS(rSSwj0gN4}(|^wS%?N$Kzz4p{Bo#-p-}HXGyWap{y*ozlvH|Pe0igeQVmkg0HS~Ew96zpF P00000NkvXXu0mjf((WKx literal 0 HcmV?d00001 diff --git a/img373.png b/img373.png new file mode 100644 index 0000000000000000000000000000000000000000..ce96e6a7e990a0d7403791dd8b294fc46d7394de GIT binary patch literal 2832 zcmV+r3-9!aP)eFRl|3#vdA1%fIN zRDl3B20S%a6<<8~)?d+f)5kpWT*=JjFZh*`NfzI%Sy{;>Gk-<+h8BN`XCt$OUirVW zP0*@8raYyUU$-Z@cobWHy}iXEDfY)Ulu|ynWrKRk+7o+FR{2$PZTs6&`DJ6HxNkRr zXTq0o{Y&~U)D$iJvREYMd{NpZnsI*DuIRb_AE}4U>3lf29#h#ADn&r!2!Q=~B3Zv= z_1+Yx_~L2T!TOn!47908#woX_iIzV~*3M{q>KRfpX3!I?c)j+e07(ml2wx|C05)x>wAuyoO+8}--A=J~ed|TCMTKf-wF>l=5$NEjT;+3vgnD9S ziDdh2Ib?hJSQ5{SQti|iEGU)%tstzXn(bMw%?s%2o_;at)}Ahs5uZtH(@yPkk|S{3 zmr=rBk}BD}{MD|H8?A`$&Tg?7))N(t8RaAuHPU+|mi0K!WJdmtOSJpFF9Lm?02oYk zT3bU)nap$JvF=5xodD`BeqmSla8?y+Z|i5NLH8uGvn7oLTP(v?MsN^kv-ar3X6?9D ztX)8N1zqN+%Kg=(9uYjeR_Wbl?HCG{^KjfGjK8&Kd#a}G8N*_|+UdY%?bkQycUhD? z@((-b>3`R;-TZxEIW*6z)!MU2teuh#BjJEAHIk1K{*rilMS8yEpZE$lL+0&$h7im?MDD^fyltD?>f0YtJ#%nkZrrp*|r=BR{ULmoVQea<6!FV zKM!vKbWHhW2LN8}>h3Ut8B>j0d3py5!+`^!K?up3NBA=-kz?>+V)j z8hL!ROx*I;MM?EjR537Zi8M;8KbW>c3A;hSDmlJPO_**r=@f3pl_Prwv>ofJGZg82kYT6IDcsTh%UjNVYAvpO5m7hiYafDI6u==5;e!TAs% z4Blz-H8uIj>oNBRB6`62m@4N@LKFMctvt3`bpSw*&<39Sn4ZsP(TzWIBoA6{=+B3Q zuZ`W1QMpf(x_dJl>C4oX56RbSCa#mrN+OM8mN1dSP^6Fpl4jm$t~a$2>N7}<>jR=^ zz3Od}8rSz8@sDHsQb>*Kbcjx3TqVGKN+pAdNou8g@A^0F!~D7ng6S>@rkiBa2N?D! z*kEfun@1SXpohzZy#yYbjwK*ap~t750lLxzfmzqeW-(!`3aWu!?;1(F!GkGZQavK zQDRY8YoW5U8)SU$LVmNWXuePn{l3CMV4= zGy$O9Y@$DZ}S(_Qe(r#?j@+j%&j***v1k1Ay)6ucOiK;~VhH zsZC;Rps^2JpEmD6ps&X>>iz(oOgA9WpNE5d?`xGn_MnuVv@u^>TlKfF|HsY)sPh{Y zrF$ZkKq+#J^m!@Q8c{zm_n-@oV-_(q-=dPlY9_vBG*@}^jqclW4EedV5h}xzW#=mU z73zYF{M_RNJvBeS@VT2x&Cho)8?Nn3CN)2AUT-@yES`_ikJ*n-T7LdMZms3#F%SOY zWar2H$GNMFOZ#DD1&NCJBIM`%1k3pemh%%V=OI`@+w%cC%_$j<6?yY(y7{LEx-W6B)+@!YgT9#1a|lAkNII0Vi4 z;mZ{V!?$tuz~cwnv%#nN-ri3Py5l3Z2EBzXw)E(Ef;v}gUc=_+2jlyD)bTVnzVSbI zuxY;YD-X*zSqOOxKlc4R|6>@_1p%}Wu_J?leD zLC~BZPc$!bm$`-~niq=<4+@&|<5}LK{O}HQQwH|KoM)P=V@fK9`JND4_z9ZxQ<&H? zXYe$t?7w-p-G7myY2F?^Zej59>9giVi!CFJfW1fOZwODLXny{9a|WP(?DPD4(KO%6 z!4kcq#g;r!7(dU^z3ZZAo~Mb)5L@^undV+Zppt3ML)q5OdEv?F6i#z--d(NJE3xLz z<_C(BE6OoB8#!#foSGj_SLiuvy_}l=?h;T3`i(6It(Q~tJ*UIg68E9b2%7U#GR?i1 z3M-lBJcPA#-ceG`ozBXXRCA{U&G`wM^Aj}Zr%+@6*=xznzX#bY9GcVY(a6@7h(P4M z;ta8cfGC>%wA%~-M3LooOu!RcOv;e4{YAGaJFmuFBJ`pBBxv5D%y)R;TzA_DNf+aCe|UaH|y+6LIb*4>Dn?zVy7AR;=fT;q}m zpf+#-qLY5N->3qpHR=n`b$%uSX0N6F=)5A~gDot#l=2_Nv@BPe;Thai%D+Ce_$2swXPEFt;BN-^pVi|%;|7%g<@xi@ z=k?ZWx0>*3??4L5^XKOP-muSZZ~;)CKcAd^9+%=V&c@lq)?JHmw>{g~1XM0?`38V$ zS2%bfRQF#F8gHLKtv>pmKmRxz12;F*sQ+=lKfP@v^^9IbqMzHj)FpNCvA zU=v@)M0^8L_d{M!VoRwAv4x+YIX^*jeuC!w1kL#gn)4Gh=O<{+Ptcs7pt&3(8&I+c zV}B9M&PE2!v*|wpKLWcd^^K%#O9j|%IP`h1#{fz-puEr*VJ9LI30011SZRYzs RDJ=j1002ovPDHLkV1i#1fk^-W literal 0 HcmV?d00001 diff --git a/img375.png b/img375.png new file mode 100644 index 0000000000000000000000000000000000000000..1c09a603836dcf1643938a609064cbc4d1c8ad7f GIT binary patch literal 349 zcmV-j0iyniP)x{YT0000mP)t-sv$M0P zsHmKroRE-^goK26czA4VY+ztuR8&+*NJu<9JTNdYBqSsl7#Iu;3;+NC>RHR400001 zbW%=J06^y0W&i*H+et)0RCt_YU_b#M7zhCV0|ev=8Gy?^R2B=I^?^b90Csic158Kq zV;Bw;VPq_1_+T`Ffq{DiLXE=*hYhkg%^66588SFTcz|AGU|_{i!-pio&(F`m$piGD zyaG2ug#SNK~mV69OE64aoE~UL{0Czz75Yt;&ML8O9a$00000NkvXXu0mjfDoTZQ literal 0 HcmV?d00001 diff --git a/img376.png b/img376.png new file mode 100644 index 0000000000000000000000000000000000000000..0b2c98cf662b768dad1d27e6dfda82b22fb3d666 GIT binary patch literal 347 zcmV-h0i^zkP)RHR400001 zbW%=J06^y0W&i*H*-1n}RCt_YU?36j6I9_qykQ@(F<8J>d;pUCf3T_{4`4c+9~*;% zg%QMH)kKoZ~s5f7jOjO_gUK*odvA7Co@ z!2KMHz^j4-Cc=TPg5zHU`+tV_ zT>t-XVEDi||D_a&fuiC9122%r4-w&JVEVw1ZpH;*f`F*_!0>?=EcF4+mUj&d9RK@& taQrps{m0OELIB91z_%DG2#5Me0syQ!cvd*qhK&FK002ovPDHLkV1g3=iT3~i literal 0 HcmV?d00001 diff --git a/img377.png b/img377.png new file mode 100644 index 0000000000000000000000000000000000000000..486e8b73b4af60d76cc3fa9f2b0b26395777857c GIT binary patch literal 397 zcmV;80doF{P)RHR400001 zbW%=J06^y0W&i*I3rR#lRCt_YU_b&Nz<9$41P?dhXFPyc9-{jJg9DmL_)W!BgvR8D zGJ!PzA3SO)2mDyw1rrV6M-$~>VFWpgSraI*8zIWfASUpUpM{(80=fyP<_0|Osp5zH874t_ocS%wCIk7&j+Q`O}gUQKqsVt6of%4NwsdTq-&KHL(9@c+ar@|8Is5jPqYg{r|rKyUGg;yui%H z4-w&JVEO>gd7Klx4S?wgO(h>xB|pOlUItL!2TE`QEqj}QX8XGa29E#zKN$Ki_x@w( rJ0ZaF*MOkku>+D+5+9qRfG_|6QR1ldyW}{U00000NkvXXu0mjfbJ&*o literal 0 HcmV?d00001 diff --git a/img378.png b/img378.png new file mode 100644 index 0000000000000000000000000000000000000000..10692de96f59220f9b6b41669a0f49ea7d3a0bd5 GIT binary patch literal 2577 zcmV+s3hwoZP)RHR400001 zbW%=J06^y0W&i*Qk4Z#9RCt{2T+MGA#}yxn7Db5?ACp7j94x6h1qc%98Wf0}ThRis zZV6DJ@}W5dMO*y?g_$6S06{{wmjXo*3&=4C5jBb)@^R+Y~AymQ!$G+(v7MmKM41j`tfI%}f zm3CAdSp~E;(7-RZG_oSR5QUqRuKFrwKQ<))s0tv!A1p^hIu{r}FofAdV*PNn)muI* z?zu-guB@PeOCG$tuXK_QEP&dqyh3K9qD9CO+yK(4X+;ECj4#}B?C>8;wy8;GNFQd` zwcatP!jB|dg_KPdT@d^+a7Jl@me>^5dv*FEsmiaD}Cw z=i&ax^yrRRD{7x%2}N3q_3nkx=m2A4SE2nI9VT{ZX#UI6oeBrP(9AE4d9Qi zzQa%u(m3+6Zv=5q>NpC-Ny}j6CNE2d6K1Q;TvwR$8v8fD6Z}vbi?T5Hzx^d4Up@u! zzs|S@fVrRxNuMWEw1ChzV!i16N#gqdK}(qc@} zBO3=S^)%|bl$ZK?_$-z{si{qmPB)O8It~=ZK$?v?wnxd50ArdbTW(eMr@1gkk>}AL zfGX&@buEf&v9rMsjBXoJlo|0Kcn8=QX#BWDK8xjmcGVqq%CU+IoAgqbk)_kY@ z&z52h1(a4F8qLNE@MYO6oyIAry7DDd2e?OQdBE(97jR*?qhMBAJuEeU3;bRN(zlv~ z_5mIft68twi;tP_IvY|nazp;iY+g5?okd2WMM?SU7>FwbM`M{w0AFT~C1wuF)x!uZ z)Uao*J4aw{^XHwyPC{lzy09AK!_>ZHr6Ee&yY2DJd}3$vQ%v!H z1u)nnNk{BIxgf-R#17VWOs>Q;NdEl=p@q9;+{;%nkmD8BEj>;(ic?PA!S3u}RTm2D zW-(iL_7k(I#;5`K!(Qt*tt4ylvBdrpHSuCca?FSL>lepFym6F@*#97_iU0buG{k|~ zw3@g*Oh+8K#NhW!OdPZBV#g{Kv5Dw(#Ifr+Dc~qkE{WtpY!r`l#5upe5@-~aXw<`; zIGO0^8%5f1Gmms6v6CyjDXeGk-a+u*HSkKJ=A9dZT5Xp5$E<^?(wl$Ax2tsN*EQOk z=h@@*x(P8Q&jsyOGUpHLngfqmT9X^;Ma3(| zIjsB56|7_A`#J{10`f|g%9w&!35!^}bsqgl8{Eg~0Ft2il|obEP_D{rfIqgWvB}oF zGWSAEPBtJ`4`V^Iq#CSOzjW&IClm&ervk-h`JU<%Zq-XRAby3GK}j5ZbyZ0W*1pGO zw|Jp0uH7m6p|Z*kBZ&*2uhL%Q)ZUup#lvgAVzpL99IY6hq+$~fW}EMcR99)fZ!i5G zu8E>I28*a7Uc_kPRn{eNVzK23iZx}wJOy;b#qUi$wZ%7Uw_2nT zy$xl6vc>SkYF46XEbS3EA!{Ad$XZe1TkCh(c(*zoN++Z@#7{|akd>*@CC{EAliSWi zR|K}KS0Oj*S&5)UW^W_A@W$1wRF4P?hopyhhnwW@lU8DkyVh%y3;hY}Fh|i+9J{AB z#S~LaF~tRhc203FCmS3WQgLNyA20jYyUw#>-wE}8pJTYg7~0}czT`{ zTi<@7_Rj_)ZYPT|b$^gCew*3_kOdymYY)p<-$mTJf~Rk-SMhJ%go<5^U2+b&BD^3z zX34oIoZZ4kOX2cI&g`!1%8>#i&UY;q;1?y>w{A8`Fo|-plfpwUrxefTLO# z#VR9>IFpMxpPRmRYyBq=X1+01lf_z4gW~KHxfmt;Ea+FooQpnXrsH$&$|7IiU! zbj()BK{#hp?0nh&a_?-r%o|**xbP1ChfM`(NHO^SBKZ}bts^=1SzNPIDb1+ZeNU&x z{~NU^#c)XeB2`Gm!?4L`iHkTw(!>3)aqkQ$w}=U(W9|z7?+|w~Dc<0-XK`Hm6JA#- zE;5f3>-g2%_f?9Mr;B`I{L$5G-RKxs{&i`jQ0!cC!g|wzmprhKA8*_z^L#Bpe;+@^ zTHz*ZY*nsETyHuAN>;a38Uknkm5WVMv06i1KGx0@BQZ(EDWaTZ=mc{8O2v_rxko$& zFu0@QDwrycL1x8?S7ZGnp)_Ap$VagY1IYo8#F8O0)rhN!o?}Sg`-+zwbVw>WI>I1V zAXiU`81UUdJ}NP3GwS*pNKk9?q0qzdr(wmx$%YkUQD~!MCV;xWN(nLWyIVsrckD?N ziqZ2U{x3#y`%gY!H&$%>rc?Y3;%J@E62umhsGLm~nhiGIu@%p-ImTCIoM}^G3~WjH zV+`tdWL1j&1JuNdS!FBKnJS3N%VIq2#hBR(=u9O@a7#)k76ZO_@SB>cV#ha~;w>Iy zF-zcEOnm35u#cbJBE8d(ZN;-p-dE%{_NXuhwxr}-VHV>=1roR$<%*=EGHJmfiQZfk nKVnQ3k01KICifPL_MqPbx3(YHqt0^v00000NkvXXu0mjfee&C+ literal 0 HcmV?d00001 diff --git a/img379.png b/img379.png new file mode 100644 index 0000000000000000000000000000000000000000..af67e78ef693a57a37f9a4efb38936d6d5b11c8a GIT binary patch literal 5056 zcmV;x6F=;UP)1vf{J7a5C9hR!N?GsivP#^$HeeQ4-j6-@6kN;vZWRv@hF3#grK@5@pbIlc<^{WGEr>l>SjlnG#XOK@ZECc{C5N zv*Y;OE>n7~$M>Yq?K~p$--QIPDS9$R;cH$l9JXF)D0iE_DEaXoj`Z=`+YUx1y_Fs? z5D>&|QmIl_7Dc_NNovuef+?ld1?1qnlS^$^6KoC=rO;-`|F#!zMcn`V#2X6P-~C3k z)PW6USNYh|%iN?2hBzwWtcGNoQKUJ<;D7$p1p9yWk(HKEzc-}R=Jx2vMPtgtp%NA; zg!aIYC;Ey^SFDvGh}mRS`)nQFZV@&Tu&gd5s?Xb>jZh)^g^J5)Lyl_>jg$hcVr z`_NLL`p>^k?nSW()MYiKzBbdMk(j#5g%fUqv2*c~XmjF?@6og!Z;18};Np$if%%3Z z*AkgnET$Vt&~#>zN-nyeO2b_vQ9DkV63XsbifWf2aUoWy&+^SQ;t(jD_=*sdFt@}k zC`ZSP359IM;$TC)Zzoe}6UIgxx$0Ex$UqQ8#b0GFjLZ8fG7OD#d|`P}Zb(aoP2k7|5E17A1aA@Q3yh|#zXCnwKERRU%8B&_ zmY7dJ(stdOG0T=XY-sEPVVNotrs8cU@$#YxMZwWbL7!(Y>wS(FxlvxZXyn}~;CNZD zkAqcwBdMWjB7&2(Y)UTQpKh-0lM(u@?_a`cqT!)+xvuL>(+@^gKPIJP`rX)BW!%It z4x7+H7>LgtD5lOmn63eI=`O=`Q)ErL84A>mKa;7_-NO@{g(5^m;Kh_K_2MonFBdkV zjX8kS?>!}4>rdtx=t5q`dFY~CGEQIfmZy{MDQCLJoawT|Nq3bq-8bMPTe=>I(3k$t zZ0Tx9qb0{2>+B0=q})m2bj;3^5+nm>2jMIaw4U?xwDe2XqUbk7>gloc|xU92^)>I zl$A=Q!rYXvH0>eL9OvJlO_(Yq1i z*eC2VqH$}VSa;XcS~IKtG$PL|3*hnU_4$6Jp#88VN`?c|rm7MC`k6GX4(ZaH+-++X zkLl{Cq??ZWaS5O@7U+gb*2|Zr6jbpv8drsUSnS2d^V`IkUE3ng1Z^zx#Hn|BgsRNhISjHe?L$3$6yoU_6&8816qQ-G$J!dN+XXL+h)H0Eyesgq-185bn<*wss6D^ zWHCv8d7UAMa`)qPC8(?CxyB5qf3e*DV>Slr8Zt%4QqbelAC?1ddD_)Q$lEtPr6}Gm zP~&S*y$Sor_Qma>tEV-??XRogb#o?h2+wd@Lot}qm{GkYv$){=dJVRb-?@GdH?vjC zTa^rxyg}=R)1&@Mr5gLQ6;+bHgpf5e=S4w$X4M3sjqHg&yV**NjgS*gvahK-#*iy51 zfU%`!?>obT0nb+r=T}O3ooSshoOY;5k8A2vkikGWiIm#TmIY_q02Z8Wi`|4DjGSL( zxA%_4`A+}2etuz58}^^;=cCu=M0Kp)Gy2c<^L6(xe|mqNZoeveGHbQ+m^*~?BzkeF z!LW~(Ql9H{n7Dm3r{exI@yQ~N#O*kTaBj|6$@OI+XU+S6#`65r+h6MaO(0GEbl;ni zFl~F7yX`L#m3eHw(zb_`)RiP}<5coe8k3d=67wc~3VD*`>*qzL=~@%z#T%7ECwU9Y zGfK;#QhIq>X_-|@EiXKq)ohk!7HyVim^-g%ywyo7V``33N7=1rOX&Jf5!2Rj zUwX7h0t4wIFJ?FS4D!s<;Q6Y7LeaC7)uW*<3d@U==1j{0X3&_Sbv#c%==fqnop`i% zp)Rfa8`-~?x@7ks4Eh(O*s<{i)rK0v1o)15XRYtKn#a0yO+OVFj8L3T-PR^2Wur_#@?{^k<2i;%SJ|$0soLV8mGOh@OjEO zp7{t}0mXw~H0&xY4~{^m3%6HS^2N zJ;&F(YaM|aI&M&ddb1xSTslXop%WdT@%7iSEo0Anxa4(rS;0mM(fD^b3Zg~|IS$YS z`j-T=fP>TBZYoz;Jxy>tGF|cnPmegx5*_R3>t)9R5TEzg5?+=&mKz>`!L578vN@bY0|yHWDh63y&&Zvl~tHgUdkRktFRb(F-gnndWl0OR#?$%QUZVUy^-STc!mZ2@~zfk)~M8YcYkr z+^1r3n}H+G=Lcw8k*nR5ck59JbL}&mt;tkL8gsiZ7}PzB)nlD$3Yc4fdV zy7i-Ogvw_(uK-N^Aq}1Pi%w@#Mq;rEuxs-q3~uNG6Roq2E%`1o3d0%y{4O_IcUol_ z0W(i*ocigXW5sajSPFsWrGVn5xtmcK-u%V!PS##%;>Qp`smTC%qB(6>6B3x@IcUew z-3X@$0yhI%&}y=GoTG)L^XJQO*+&BYbo<0_^B>IFl=HQ}JSp?xx4yr~|QNdXatHq_BwXjOG{u)-O|hVq}K1k492%aXSe*zHy~ z_z=O1hRT zZ+zYA`m*59%lNw0<#hV1%J}-~8$zx5Bi`aL7*Vre_pCPo+_G?3dLbVtR(%Fn-`tSq zTKW`+@6=$2rfdlel%vl1a|8{{lFJj z?%R7Gy+U)s{xL738O=r)?_n8b|9l0S2a`uo9V@p=zJZpwXNjY~Q>BG;S9m z7Z%i+HTQQq7Sw08A&aF2=Q ze`KYS>QGG*Lw^qEkTt`lsuws7H>VPFI4(WMC662hR%+V|sWVSJl9-00ufVeN``lei z`1NPj?{lkH7%Nq;gtk`@rK&e4@PUvrx~)p+SH|)xx99ZrmTA7Bl8WDwNsgYgRP`!; zmgUq-?^t-+!>QUFm59Zp;@{xUT&M&evS+p|^*krR!rl~q28yC?pJk|5)R8`*QMv2S zqUz;TZG{>IP(;0Ks;x_-0CKCB#_R02XcRy$^^#R{Is}t5m6muV$gEyQU%_P3*kip# zkx9LB&S?f&uC~&qRe~Hu_SGskhk$f9 zTI76dyR#Y859oH?w|9sF?DmQ4w=EYd?@f~~v?$Ql9xbTPE{0IEq*0p=&#wibcIC2; zoZTrOM)isxSsaF+c6{vCGzx0fEAKR>9s+XkeRceoh^V(})q?C-dQ&4I_12+U2wBef z%LW9Yf*6oP?~Ca?<86c{5M(T%98)u{QR8E7a0{@trtojoHFKTr7NQ{ z;I+N?$?O=wzMeD>0{7_`!bk4J_8Keb=5ra zJF@j2?^Nsh$QKo*2_ZO>tPUe(kb`GVIO^?ncbuOij`<$=_VML?l~;CsQBj&D>{I6} zp3oB!5q*ZU@hpPm6@z^-JGe}wa?$qg)bTt^>e|UkCZ0v$e1qrd5unv&d<}5EvxtAc zumGBu%cvzy^wYxQYoIxy_0Ru>{ZPoovtZ9z=o3+zFDDm9x$6Dh-!o&KH>Ko5vA4J4 z%NdFz`FgQL6gl#dA|S+;LBVtn0qLb;5Tyj#85So7sLWsz6RI zk!1N8`iVpSoP{cBv5Kj?Vj%~^V46_Rsg$DNJIsfYT1J>nbk13<84gB--oG>7I{5C^ znyYVMUreEPx3zpQzo!L>Uk8WJGD<__!2BJ!97}Gm7Y?dd`-a_i_T3w^gFWDA_N!{Q zYs2M(UOiDhT7TXgKFcU0ALF$+NEu%#19q@~zP7r+ZgcPL;`I_{RHoq_x&UW;G?)NQ2E5SpJ(!^(@%SvGjC_(j;j_F#QP6*e!1CwKIpWp4 z%H-{)(P?b#B||G7y&!y$BE<4@_s%0@yLFwiamOr)pxs^6sv=;=iJfD z+Rm4St)bJhwrA9bc6+48*ZX(Xk4L%N=5$)0?N6r!XIR(0#_ z47df}S9~p@1Jkgc?GrsqbSyw>cU#`WGjxUn=pXMso>+k0Ba9jGgZ zzU{rt8jp`ZEUho*mx5lsJ^PSaV;k(Bv;94L)XIMO{O5q7a*p=Z!835uyq!wB{#CWp z^_=m2#~;$Q{2BPG-dBdE=lpzAtNhR(PmDZ%RhZU$Wv)P)s4szx4L=40*cv#TWHVQO_(_9JL6dr~uW9qFPZ@E2yGk zQLShc6{#BWT3^&NpsoQQ)H8{?6;A|6ph*fTNf(yi=d;_%oXng#GiT1snLi<;5KshS z58mG1KtvzYK<0=U#h>t>;FSBJ6qhKW#EgO`+jNWMWEmWycl9oSZf8OY3LtyoG&kE& z_)|JKLBtUVSY(5UXQ1F)RJN-Zs1sI4ON+7^@sGd$E&u!PzhdyrC?ryaKxkm-^?8x@ z-9L&pCf(&3M(NK!l#a7B+M=l6fhZ>nF#6_Xqw?H~$TOc@0%*1Z zI6r?ULui-$Kn9~8LW?VVbUO$Xu2xQ$QNW)NWg~*{t{nuBULD2}24%ueAhc4W(#1ez zHw(wafIW%8z%8#URr3V^9l&UU-$EJ9*yWt?i>kRmC{MoC()#K}#te{NqXYC1iOk5A zPn7#F4nMV0L1VVxBwhK16%{S6p6!Fz1S{m>)#qy1n=u-%mhJ{=h#<69N|#Yn@m6p4 zx3{;qx0Sffx4K|-5JYaosWTphCfi?lt^zz(a#R!t2TO8O?thiiN2128l9(D6vm@*i z!>U9Ndmkl3lx~--ynQl>73I`yH#Z@7n*~wsB&BYVyUn_?brfCl{pyLAotXz*4bQ#e znGVZ+&a7;OfY>#;$EvpLv)tC5EWGd`$pjsVurI!3V-W)eb%6nNQMIL#o!x5|qTMMt z1VR63suI@T;ddI8GFd>H@NCj=?y2M}sAkN`#%#=aiIEKW9xvHym>YV7K;2(>pH^y z!6fSXu)&1>^uX!&#!%}z748ofS04qT1TrwZepa28Q2`aDY7CV%<$Oks2eom(j|(k_eWv@Q++I?puP)3PX~qd1i^0E0`Yaw=t%KB<7G2km}F z$1t_r9DUZ`(&z~?lP$)Q&Fb)acjy}C8u2y#&4*=&ml#zMz-`HF;*5ELHR;s#F&$|_ zPdYv)LIlQ!P&lxZd8yB!E=)KZ2Q8v(0AG%nYOfGM3S}--jDr8e=g8LktY*G}g+jifRLwDtDlu zsdZ`B9-(I|YgDCh5rf%>>Tu^S&{^(8HIEJFz)=idQEhfAO~#0z3;Nwq;G*)%ccebj zkzNdD(|-2nEM`BrpBW|!p>z^RT{E+FV1MCnqVTyITQ*+rn5_i?<5_Z;Q~CHSf6FZ+ zraHq4Ji9daJdH3!pdmVrO!h&0B2Vs9L-gs};?cdQ3EgAX)9da@LZ@Cgkg>Q28D^4K z74E|0+2iAx8>Jo}+^5;X@5?mK$q6zJ!%D3+eh**F$}g7M<+V2xVJ_XM~@oiFCxo}+sTa`Rf~t7abx zeQvedv;t?FyPaq9?U$eBDmt_EU0!~cU2n26ES=2g?y*20{cE*xYnaV#F{HS5 zyc;}s%-$o_1^57F$!X=U+h)3eGZ{kH#>|k8JA~5Eec6snKm~kb<>#3-ZDluW#oHW> z>#mJR!yV>pRT#u^0;8B&khhAZXOrQON0d69oLLkwTf}#;gP7gfV%=G_hYKDrrN!*Z zgaWQ^(Y!6l6|pnKYeAT~N~BH$H-b>fwBPo&*^b#-Fz4o~#b83rQo;P?w$zxt^eRuO zG5h{g`@zkNlc0RQYAhW?VOWWCa&1ZMoWUKlNX(z4^N_H)+Rd(Z%p#dxr^zg_9b-SU z#hYK9oUN)o;q0&Q`1m@ixPQj&uiqui)ztM>4|%A>Vd`nhnMCLCXdOqf2)wvRIx5 z&YOLJ(uw!-x(XkOMGF$t&)!=Qug!$VtUuDF2x=BEOqYE8!~b&fh^LL3EqQI&g(g(c z?z7yy0+Mf^{+yWCS)lxCLB237crT}dcy0CpoXVt4XMr!k`j68z`)K8|Kkzl!-jOv1Sr+b29kQ*s*9E$o<2Yu$7goVg6l))a_Huc>tYqIf?cctKXm59 zxc~Va9KUq^ay9xT0k}R4PTza(=TEg1JyJ!i3cFltgIqR|urDq{md@fb* z;AFlr3OUUAfSbW*u7j+IrRI(6^+!|kZnt-&-buE3Sk8iMqCdKnWNH)L(e2g7on)Jb z?UgM2q)RY1$BZo6#t%xqLFRvZwK41$EaKfe|CJClQX3}NlG4%9#1JG|6|-y>&!I8Q zS*79dKCuJ*N#etu!O`3=6mHPY;fM3a6jz(pi{H*RZUMGevhY36&9N21Sdh#;CZ{EO z3oRuCYGe4fXf~)Jx3{0|B-=a$N*3?e9ey#S`=RkPvAx>3k6~UMf$?f-rE>P>7480V zNWMKAveo!3|Et|}Tn2kj=EV_)^e@zHzhaz2H`|6b?x&#?aB$zh`RZcEz@Aw+0+aSP z4%(O=Ve-iB~^yl#paLiXLS1f12 zc(%3Tu^YfWAUrxNf5ATUXOU68*71+XS2j~H{tvRx^{@Lo={NuY002ovPDHLkV1m8^ Bfs_CM literal 0 HcmV?d00001 diff --git a/img381.png b/img381.png new file mode 100644 index 0000000000000000000000000000000000000000..c111e138f7315cc052ab1b8a705707f00c9e0667 GIT binary patch literal 22628 zcmV)wK$O3UP)17-u0<_qq?1|@qZGJkNeYf7wx1_qKbK`LAP1I|feLB`)ISU0t&@%+SF^DYqZSpo1f zTIeeV5TLIZ2DQ$>UH~jn(xoC$Ca$IIbpI!Mi2#QzK}wlK1kg7&CO~9hV*K}$p1pqO# z;|+U+8Bs-e{sUBa&5l=^f%$C`KwvC5f@DKS!Uardk^s;pXmjV2OEw+wx1-N?tHaBL zON6Ddtc=hnR$-l(ezU*@=5;4f>Kg#oL&@8jUz|Qa2LF2`oplUl4if2 z#B|!N9sV~08E2-9UJA37Hr`mB=(h`h8G3g9{RRdSRs+}=m5#Jep$`T|*XK!HblOXu zr9?Jzznrv=fH4+nf?&EOpg!?Zxm?F^@x&>lm_{VV0|;^jzyV}T@1 zEZS(`cjN*7+d1-xh?ekPEjsTBy$C`{!w`qA^N-oM!RO+>)$yLFrmGN3pSRq%BiaDO z=OI_@`e3fm6R`~bnOA=zG@Gll!JLu)4r83PCHjz0Ws*MS)tvyJPR}q0e5e~Ss#2N) zm5okGeU2N!l2!mC`c?DxDGBATrHt#h+G>@dOJ%LiHx+6*dWI{V)msXDy9$`AXRsFZ z)~BavkTdQ!PDw&fqV>p-gW1KFG8-EL2+-;Jd{fEUPLbbEHd@Fr7z_c!lU}N-`OPm z!#lq5If&p0S8_?t9CC|G>L|lWWP#a{t$!0QL|Sr7d|imw2!J+DU3LE9pCN8>!raeD zOk{moV`}`=f8op#^TZ*pdhas(6LGDTFU@-Z@G<~Ej4`>0y1K$U{y-Z8gSi$png*K} zM|C>IWkpg2!`ePUZxyxpMJukW?g%pVw+vb|l5cAh7EtShF_KeZbK4%+!vK$ey)I$kPDeE3|Mmg#^C;W575XG&OJZLa%NuT%*l^>V`r16MQ5XK&oIq<(4{IaZeHLaX z2?CmZQo*q90sZd8xYkdow%`v?{&oaB-m`Tzwt)BTTszVrt|Vip4Dk(lEe)pE&sY*@ zZfv9lQ~R#|b__^d)nr(k6TNMgM(llcOBMrwlXxMWb=o1_eW1%3sL32;I%QsY!;0NT(Je91d72IzwZWIDduULR!AfE#;^ z9tdO@1L|SkPY5d#+n1PFO8$Up`VtFhD4v26{)DPfsi2_3F$$Ppy&p05IRX*rTi_j0 z>k4xezxOSc@IPF?HUWTI?TQ}n#fN#}Pg0vj`YUBE?^9`^U4m&?XkVy_jd+$K*;FfB zb3JYWRX7@tAT}-kjEd|nm)f3XEiB>rd&F5T5kvCiE(Loc?S{OHAFdbo%+zo9C;FBg z5tTG(?g+R6oW8QO8BmS$T$wl&MEI ze+TJw;x|Z3q494Z9Ja+M#_{Dp#-p#IeJNfj2fkZy8i`#2CST2B@{+IMB3I>J4)w>V zn7mv@a6e-}2j*X-&%;LvB+RS;Xbo%#;%B2iIX+F!pOL`4gf4vnTwlH(;2E@Z<_+GK zz*-E1W(y_&^Z^hpY3L}|TGTbcUKr!cdmcDD4$nUM?cNUKgeJ7e1+lc+_lu=c>OASR z9*PlWkOb4hU2tX41md5l(63O4egysp2Q9G%f!27&W^NvCEtFm8M+)!Pth_e))na(>AjJ!ZANUtM=6DfS_rYPnrz|(B%lMe|f58u!>tt zIX5*McTa411yJp-`+5RGea?*f)DKxG-qS>PPup2mvv>y-@djXR&?c`jGu)*am(?@i z$7^yEqejKR23U2>Dh2UU0g(C7GogeJr=#`3_=1IjH9oVxbO}`2w#6;Fw2a#Yv?a2B zI3gmG(EFLuNvtb$J7ni2R_g#OYpySwv-HwAa4=5!UxmC&Ch&W40&=gV)ggxY-~pR< z)4rXZ`F8?>u$+%Br;=`h3_K9pz`}SEdm(~%vcKs$D~2yZZ%qU&4fOC#vmOWrXt*H& z)W>>Bc&4=paw5TG$jILG(bXIF<;^>>Uc=peNen-yj)Yuy9ons{riIT6F#yKpIXoF^ zTDY^%6C`T(JwepeSGsnN^?gcQPShXcUQQP9hb{z4bLR#iA93<=wFCbNkm8= z;SBT)5PG6rX;)kq)1@(1V*roBVwSKYX37+NxM%T8(jJkM$3Tj&vbzL0t9x?|;S07G zz<@wJ;F3T?qBSi6q6-2Ioedt;CoqhSO%nvd@M{y<$Ou4b{HOFNg9!Nt0AB14 z@Xer)M$PZ|y37|+WlDpzkg82P`kU)1_<{k$tGW5mj=;?XsgdIum+eR zH1x15;>|>*Q0oL8u z6HtxctUmy~>wDmGTAygw_iDrLU-;%?Tmjz3FSr*Ykhc4M&WXDK08QiZmJ0wY3t+~0 z-688!r9*jQ;c|d@-j)o$-Po37_sZ7>vgRWbTwBh+g?CZD9W)dXuv`4gyD@uWAb7j} zgl@z;PmDi;P+V8mh&_`p}ZX*fj5|pKK2jM>e zaLO2PTDf5K==UH})Qj|FUZE&F9*Vk9(ugV#^<=&&JKQO9lJKR_Xp8}&PeeQb%OI0L zFbMR6XYLIj5*dU(_mB^W2Ha}>GoO*9OTqp{jTKBL(1SgvRSheK77w$x^$q~T)`2;u zz#Jx4XxTbeyqyKG&^y4&nm}VFkR#q(IXor>@paQ;P9kBZal59oBK~bs17i6ncN^fc zptKoRsY_sjis^POW9E<;#I>Okqbr$EoNJO+4J-`+rs+nMxQ42}(+@I*zn$A|Y1J-y zK`a4|jHA?;@9eZYZbXS=sKSd=4VLh?bK5NqKz)m|Z06rmipN#|S193_N6gi@Q5 zS0Y7PC`mu@yVUw-05S8sgQ=Kr%3C5yo*xZV4Brm^8UEN(%dz+2mXnEQGkTp&TGN$~ z!!r_C7HpFVYC+_~N-nXuKYV1|I}mOqxDFMIko3EXtBJTLtB1izu6UgZlQMl5M#BAU zsQ|p+;cp`Oyzx=Dlo;mQ#&oHINb#y&Tdf`1r@@!gR;Hrk1+5iDCm z52HLESiYpo1Qn@~X#t+N9uNj!Oy3lvtdb@aw}CGLu$cvKg>+7Uc~|8s2dLCQE#>5@c%iPVpwHNWy{0Rhm+5n zcW%IK*1f)NVeI)wWf-s_!{rCJ(gLXe2x+0YK>+~tx$gFe1S#cpQngEe!04k27>&tC zwfAbv62wMcH#s&|WX(L3`saG^dIP|oe0JBX%FTzQOr+U_9)*T{p5>KF&V2P(O)yKV zH9{;g-kT&p6PpW-d9OMJ>}8UQ!L?nI<;1sgC3eay6nv`xSDG0iw6;r}c4d2SqR@qI zfq>Z;F!+I}Ii%50jN7?ln?_J7eGx9IeRnkxq7ngzz^{z*FQ~k z(&n}p4i7KpR5uU>=B|`N@wb$QU50dCX{|;~&+3HA*CnLAYGL+)Tq(Py%S-pSJg;Zy zn%Bah71?u|Eg;qrRpRhro(|hLT426-A~?ox<15%}0(>V#O^jE`(xo37KD#{#*(+f_ zJ1@Pkd7$OekK=4J01b_4!S{l{RkPF0(k0W4Kq5Q=3ll@P$v~$%w;)FN!gY%mSUeIQ zIW?F8Ksz_;Vt;~&GEUC8%D}#yEF(mEHP}GWo6!QgaAE~&g+%vo7ZAA$s`p$QPswX_QCuQLFso_v_M!gk2Qb`eS~I2q)F zU$m$l781)yHV*QO#$@bwuoSMOF)8ITYt#s0*-Xav#`1Id??H^9nQx}$z~ppuv{{Ek4%~|N41?3W!i(gby#X-!!_eB zmBtj>82FwpYyesQUQn%DeDu;+tZYLsab|x(rkFXW%k|3diYLBdo5WF)JKce zaGv=%phMq`wj1n(O2oq4UUGzA!6^H?^+j1eBc6`&M^*dU6YSx5+du4~1lT_uiKKuG zMB*oOu4%a@0-g=(ugN5sWWuCj?4I|(02zqHSC&llXm_Wl2T^U<;Yl zVGLj_=@1GKV<60EFvRn~FgM?`A)c3px%mzhyQTp?yWKjp`xT%&Hrr>AiPxK(k2O|2 z+}{K+{Ooq?4=VzmX=3rx1X_3IqpLH}!f$bn6;%v^@vtJ`uD!w;XaNIHi>&Wjq6$D@ z!19I>*z>e`HJIb|WH{09Msvg-|Gl5s!v*F3p#-B6hY%YY_MA$t?Keu|q~utFLu0ax zg4>;2{X;yZ=_ouJ<#h_|7qZW8^s{l?%bPU`GqzB|js7?^j)_AyA`xhfCyW31>~`z^ zj4c%UyVwXN$RsxrIv|(MQQOk~BhwLI^7F)lWnA`QpDiIG2LK>B{SmZTMlYs3LTod7 zEAFo?kZD=sWqyl;D204!_2YDR49vu(6ahem>y_U`%dl^j_;&$q01EH>C6I6+1^IQI zzY3!e3Lb7j=VWi? z=i^F#V! zIt&}ecuqQ&H^8uFS+6H^a-tj)!;wOF9Ze}vtF-JMWh0wR8cymDn;X3QeA9bHcbqB+ zoQO-e(4i44+XA=tc#n4ATtwZ{Yw2&zqa6|tn%`$QoV4yj*i%OUgK4!orqx`$m{#KX zu8NEy?iI#?k;>7Ns@yc|bp868`L^qx&GcSueJDm)id13Yy}b$5g1>)B^n1#rZ@>o5 z&jHVN{eFcDcQ%(Q-03t5uXKIIohaUw>qh^El}M1Idjjyh!i4qET%$)r|4L!Vem-;d zkrLhHPqo#UH>TNz4ZL7{m&#GOs>r2rXChRj@S)9ZInB2`3Rvx3504~Kq;irGKOPk5 zBtOUTu;w(OMe;2X5)7K&<{3g4_J7a^dt-=CtE%?+5oMkz0$2EnyYe-Gf9NVNqI&> zC=?P2tU|dSwGUF>b@q#Gd)=No5gw4QQn?&>_-kFi;8g(O};ceLS_RI00FCvq#gB>_78uHi6 zPJ^!h#laSvmepb*V)^d323+QSPTPduFqx!@P=sW~eib=3IBn~93lJcIjS{n@?>n{) z;t~u3iF}pCa8MXxKSRdvQ$(;km*f%g9J!Dz@nhjunYon%tH(&hRPYI2h_d{?TD(<3 zI|3Mpr7uf@%a<(anhAt62F!+dUWQ|$f)P_eJj|VmD(1dWTiP~&!iYqS1sEl1WHE;H z=oF!8(AoqrGzbQdLKb48q7hTqBm`v`1j7U{l;023jaJa33%_yl1d5<2i`81J1ZZ3 z0K^b!5Lw_DHp8ZkB)&=NxvLpPZ=|yxg#(+^w}<&_qV05jPNa1gc)bD8vQT^Zxd(Hv z)E^9O<<4rvK+HLbEA%?@e0=bG7ehnoY$*n}go}2kD{vHm6e^YLjd6$DsneOyHX{iB>u7gmvNLlSq_gz#>kL6)U$EOP zjWk=cuU3W==EazoX(*;C7JYWHOJ{Gm5nFd#7Brg?uHPObDRYZ@dU(Z^G}glW5msK~ zx7z2N)nfKTY_}}&cacIVc2ZI-ex)wC;f}mC^(X76boWD?fS6=IL{_6)AQH#xOKAVn zmsh6m299nF?lFrFR-vkAiZiK)JK!>0m>-x!gyii~S!rb8X~B~QxOTlI5r#FZT{{CU z3fs+1T#gazKURp1j1R7IE?i}RYX;BJG}FLPztBOScGpjwuh$kh`)pr?AL5I|L@Azi zbc_Mu>Pqe>Gc3w)6&1}Ay$W7(BqN_!^bw&zc6m|9Msq3 zoTRbQaQ;J6nFaZ3PAmHCcI(`l3IO%RHK+~24olA2PA(mjg2xKSAAZWyN7W(!H_kyH zRsK2r%jF>@+K@%$PpaXd_%3G>+>$TH{2TfD7Av@&o9RSQGT0>dA+CyZBUe;OjKMYM z7gSv2B~}P%@OgURT8DfkKnQ@%A-J6tZuljl10yd&>S35oDemFCWBGdUKzt2-#t3{C z5pL$4-K4evCb^adi3Tsx7&q>p#u#ilxr!P1xxbQO!)O8+PHhI@*p69E$=2Ge5UyD*&nyQbCZxaH!S+kW#)^NX!gM@W zzKzY@;=F)`&esUi1StSOEQ@u|uZBbxEO5)a%sj2IREeA3eT%JZ%_46&n?ozTJqHEm zPl}4E%(C2{qQv!!x=T3NR6+AdIr)>qolE?vQmr|x2`P3`;(LiU7T1T}47bRG(^O-( zToPDniAec)EN|S~o3@u$&KScvG9(tIr7H^!zIa)l$aJczyqhLJLQn$m(FNG-31ApH zTT|NZ{AgM&0I(BVFD5?8B`D!7JQzQ06=|#x3jpqPOE3!0Kx(nomkwoBr3a1HBEup z%l*Z~eFK#Y<_2K?hg%Q0G%CX*x(#8gm3rFmx4-~2*$aj#W?RQSDD+^3@4Nx|q| z;EQD?k~F-8!+T-LeaUubNmxW2G7X|)=>s5zNTvm_!5qyia(6L%;UxgjTRGdATV3u( zYdD7=5yN1P=3>D}t0irBRtp|fRwj$54}cVzv;aP_LTv@0H4lcD0Khu|_6oJt4fNIQ z37Fmj!1EOSmlbNOmkoVXd(L)eY4?TI@pk(KNSM03OWMb1!c`4sv%PM~v8}?Oygv>hGHhW(zCEf4$Z0Rv>Ttqb`#% zDrm!uG-~|M0JStnbtC{F4bYzfYIVMxlTO!I5qqB2=jZ~!;^r~b&fXo#LGGv!ugQ!h z<%l0C_KrvZB1^V#aOMu_13-PaNyUQ9ZNZ9Ad)=i>#AcG<9W4=w3*0{6yece82_W~f zaM(}(*&uO&S%_$Mo>%z^@0LlN#-nop!t#pU3?3uB5QaVEn#QF;`V)!}r7Jv@3 zZ`$6fk*f!v6<#CS(0Nq(2_l|@x%X{scs$2WaUetjH~Os3$8EG9-vR%u z-W}jL+!TxLRikDAjMt* z2SFs_o;ZOfev+W?Vfmyw0GagL66ruV>9=ttk^+8bxc&Zwl?A(CB=Y{};*cm*x|7?` zR*!Q~?S(*W?fB;KcnWeIbO(TvX>|RBdBXB55ZS0U#j?6lw7b0E5ss;dd zl>zUFJ3uowrpm*{67vj-Ios0LE5snl6(+P;g#9UlJi4X<4A2Y&THm#&cwZ3kc|(JB z{C;zVF19TKOfs?Q^-L4g=a&h%g-Js`z5&N$Ym&(a`jEc(_+M)85Xt}mAOJ~3K~&G@ zcqTZ*UTCo>v5WOc-1>#FaG6$ z&Fn!3^*aE-O8;o{f}a4c*a#i47gQN=3urIx*GKZIqJ#P!#sIpXz(57zO#O%eEUqnf(|&yIV)9r+`}L79d8`G?>13XRddpRJbmyn*B@o_iTD=<} zXOoO!;vCdl-nFM_jtE0O{s{&;PgnT7aqH@2W)};wD05Bg_;DHGqe|>szi0GO1-|wB zZPTl{UUl`-rj>sxEzvf@>0khOy}<`Yc7q>+GO`=nHl6KtRm4IP%HyNN{L;Vg63T!Q z<Eatov_aaNUd3eY~qxF2wH};<~@TI!HOc&sj=C5F*Y&5De-~?ly#cyV_ z)zV+4i}W#ljGvX*-&-N7T z!wSSoK+!aExkrIK13UoFi^m+h1a`}#S>`p#LBNqB(Vs@#e#D0d0Mqxhq&o?ZNWNE? zK+Kl1HO3Jn+b(QcsByKxGa6FM61JB7+(S6DhTxoo;>B(ec-9JLS^(>Y%p(m9oQCyoRsMO5~w9;POR>z=XKWgYn?I(JBoGa=rZVPq<7_)_T8Jn8`z5wuQ9aMR1?_lg6cz|4W%Y#DKYjI+tw&MRT#EZ{_ zz8}E9!U}gp?N{`jyw%@tBWeMy`T(>6h@3&G(ExZh(E?g^08TaDP~QNE?rLN>1&crt zW6irAkksFATyrvPZ_w4}cd?nUJQ!)2qEhhNDWp?qR7mfnfdlF&FfWRW@Z7(JQd7_e z+>S(L=wyyO;wkKV{1Ka8511J}U`PYyEzy6EULA(ZNB3;g{kH|!$ZnHI=+3a~4-Vl@W`VO5Al}MRr)M!p7Es2R% z<>i^1Q76j-_X94Ci1~*=#$wgQ>&b%jyL;PRGI*!@q=A???hXo$%ruaR@SApuTU z9({CqpdPSgmXts$e#B>A+ebKjG$!C;+DO+Bs@KLauOV)?Ps{I83&;CeG22mEYU#`0V<7P=lE$hR+`RD?SYK>80WB6bH z9d6zE>Hz>MW9RaTYtNBsita)#86j3PL9P{*@ETid!9ZBKiy9tg$_S^70Da{IS@S)* zPNB|xH0M`7Ec+v^SIWrd7m=^H(mq&tGJEUp z;%S5()23nTs~Mhk;M4fT<-OiAY<)F5n_`O~(GW7**s`xnqcsd?1vr>PzkDicO!P(b z^`JnZmD#_Rv^I;a5`sH=ixj?_w)hu$$0`+oJcqPVCMxYn|EZK`V94VaVKU=T9QI#D zOhrClw)%kk8=^<@pY^9mrD&mpBU>7cVvdG@B9&rB+F^~q^tsKC+J#iI3ZL&yCk}jv}VG#(zy!OP{W3>k042=Kf1sx=SC5ad5SUfNu0t7y4 zl5WG+S2GQO*(BZmu+XY|2aI@#obVVgmf}d1d$9eE^C^>GWOIWCEYw~$H}>n(LaX1p z-bq<235Q|kW~N`^!pt`RbBh7(4|Exgf1LPr=@ggYywC)M4iWm59A%mG>_&6qomAd76}m5HewT<{LY?&rXy$~P*%{z4kJOf>Q~PQTt5AAqs)6K6-)CrQd8RC>g^n5F<`*>3{PEd?`RhqcXm+%)!fmyu{sshj6gbN|9Z|!EAeK@{qz>{9IQ%_$ zV{K!AZzaNvhU=Np!-inQ9$oDq^xBM3G+`!3&S{&mUnh~zM{TyYxS#ro%~oe;GqVF| z0YjCF`_SQ~92VXEg&?!5uz}kX0B5JPsRPYrAXx#Ezk3)A6mu?;Sm=-z{~nEAX@DB2 zw?uUBEems8elDs+YevGiBYsdZ^5+!Fh*jUR+ac3zYYst@6@g43fc5=@ zOMN&_T4E-s_OgziE8br?)ji7(h&kS9=MJ&KoRQNG&&+JtjK_sI#q!zw6U35F5O;kd zB~b>UZ36gu(SY$Bn22|(HSkR$JfBt#+^7Rgodv*xF<#xX`~dL1lR9(&5BvuM<4tf* zWo+&i%eP-7e!z(Y;p>yFX0T^MpKlELpbzM%)ghb_VJvjafW85Z2K=uk^`4e^bhAp) z0RIDM)tl6N;-x>0Pp|bAR;ZD|e*k@h7akbNj^DLnJ{H@+bV-OxMr68)=Jt zY^uKhy_)xf?p!r&lOrlhqzE|@4x!yE(j{V>{j>^d5SXmofnmEnejzm|a^K&9oIRV~ z{$SgEkO3;i54}tw0{e#T_lkON9~DO81+}$a7_n92OfV_c)Y}$N!2W(m+$56-5wUbQ z-r7R;95W`_`7aaTd3edqxdds>rAS7mP0%dpmX+UE%jZHT2saN8aV+q)im`PkV$tMINe@QlX*fcEPni5vH$8JU7- zkdMX6k^6z#k+wY)ly8JsP~0RaL|(Zp0?9LRgi;#^5SNkZH06F;+r{t^e_NkLl6A&R z1I{2AfMEgzT7TZqz)y|L@0tLH2EjN7^_I{{kT?Wd!!UWl$o)WVgxmH|NWNO1B+jpN z4oS>rD-??>!Vecnyt`f70*V=HqRmL{_vo6tl`LIKt7 zh7uZe8Fd)9fr6pSsDmmP@b)RB$PaZy{5#ef5=F|6|0KmO_W3IJS>oL=qBPoo@N*jY z3(J$)S?pXLyh@p@A#nwT&E9dmrjT_aNxMjnuMrrbWuetEEwn5!!spGZX-_X# z)A5%b-iARE5;@JJK3ov6PL$3Nw4fT;=f={ zwIK(EwjFDfNTRrF&J7?acVc_*jmWS%pQ(2_34|^AC~8HEKr-OOIV-uO@Ei(G*g4)c zFNF&A9mP-5{^tjRJxvh#fy+si;`Q}b4diCLLztLxvJtFTAw&H3vfin_uYzx0Jt>jt)OWu;PD>B z8K$>_cKrl6;U?Y#{oDeSLZZOHQr82-m>kL5Wu4E8@P2X{tr%!b48(|WhFLMt85p?- zfjjVX3y7VKL`eaW*OTi3veg1}Ee|YGEXx~*1$};aximC@a0m2PW8&>=KLE^$t*>U& zDf%x2VpTV{K#(LVJ;|U_#@Sc0F-2hxbU|h-v9X(5AhJWtLsIODLKKB7qa`y!mT^`P z3jq*iwo*jBn_EEkYJ5kKx#+#e9tfAJc>9xBgqJd~1r_Vz^l7BjX6#CUT%Uu*2IzF+ z_ueMFYH*ehPH`D>OBTsO0CMWt5(;?V?Yh5+-W3bRc(f&NCKk<*PoP)=A%6~pSXl3A zraj4ki+eMdN{Wtz?bp0gg%j;2?^IIv37D@=^Q8onE}nIDEr(OcRLnHK-$0Ke=v55(`%n z36$|u@|3f92Z&*FgLll{G=4z*<_7OVen=MyndA~5o!+lldc?}OP%(1#&tw+L%=YS1%+5A#iOpiuZCcEJ%QL*_p4dlf?o3vCA z0o)PY#oU_Pw5bEY*(osP*XrhXo&U04fMs0TRX?);$Dr{zf^iuPQ6VB>6Z9@)1^)nG zFfI2OIiUVvTCI+0H5V`5Ww)Dgivb4G>bK9+`kXya@p=Qz@x>YL@@?I{J|~{SIb3^r zQ=h+1Ci>mI?c{;pSQh)amwUR?y=H|+5dLArFwn1_?FRsOzBR_P`PFmlgzjo@-sP01 z6N}fWT)5@{wKoWwjm4RsWP}U#M&$_^@Gk(Ybkz8U=UZd!hI*d~mt)}fCOtcEwo}yv z5`|SE3J$ok7i$3ifllVTO-{O}flYJ{>Mae>%)cCi9b^q5LNFCWkR}r0U3{=^wz)rg ziTT$R4bHN)NUYIAawp6>34B%%GTR}y^$un-=BX{}Ljje)PowRrr1+57_N1z%RHkQn zo;z*2Ep04M^~e=}B!7Vdsgzxh-ZHs~VKekvqmK%R0jAaJ2=AE7cf_P`QPeCG5irgp z{XY{Po^uu%6W`~?0AOab=cTY{+9rQ?qSG)Zh=oj`PXYqwrPLs zg;eAfi7_FyFahz2hPPOsc>CN4v<~lc+cJhdQz&g5Hf`4kYK#HXV&V0MXf67Dz+wJbMv(cl&6Scpd%=W=ds8<7pUY^gI$ zv_}Adnl*pGv!9;GqqW7HCDG->4N_2o*`$!YqO#bl44=~-T4rZ`GZtcpq!B!c5qvp9 z0-a`)gndzaMZ+D>FyKrOKWcnIXrbkfBw2k%N;6m1Q(}bwhZ+J<6dyUyh%Ci2FLZnc z$`{L@YFx^L;%Ed($8z>mZZ%h`xAn6nD3nGLW-4H7hq|*!ZD&Ph6ilOHs1y$2ibBy! zTMU&7rx9cpo`i>FAVKPLqa;#mY$x+t5aC%aagLMd>BW6E#gL!!zeT0WTfOI{)l3Z(Sx@20K~9cP(>%2gU4 z0nzzM;YIUxCnoHUSZ@V9K547RQvx1O-OUKTazXXW6A&I{j&m2q__8-9@GJ>o2xk3@ zT}c^ED?}gek9F*l@5{U1C#Ryh=;4d#J6iZ1jNM;N zTZCH}&)D>OPI4~?3RE)5e&(&y+#bcm~PvjHZjlW$?u6nPBz7LEN=EAFz}aN zRUigrzR>um|8h1nJ5Ox3s>1pVwQ${E06%ZiNCa2fFbGMZ&%8b`VyW)Y!t${>u&WF> ztpu(GhMa_#xRa5X7eV2NQn&~NTp-La)(e2scZuDER8B`rL%uyV%=w>}enh7h06c$o z?fL_ZX0#_hGs#bo0>guWF+k1_F-4G3e}8V*=bZ-Ob&fIFR{(HLPV~(qUBk4rFngh( zV6IZ+%kMhIy?qFPW+FSd#I6|h?xiL?=@R33>AZLB#E zsl-$)ANc}l3k-1IJ&hnbp389c6yET!&`9{oWl*W;JrWsdBuzZR;h&%ry)QYEr!*=R zPxb8aM=Vap3I=yIqYxEOrBZfkCF+o**^OI*coa^!NBlHoLt8zbdMD_3y``Eq|7^#0 z+f^*f3OFeW$$Iujg&&18V)zLr9^qgh6TsK?6XvIw3Ywe=;Oq0Lc5NXXB^#_yMNz4| z&3=hvji8M;ZL}Jb2|on+ZaU>#gWW*_e74bQ+(6eaZ(eV>FOdMYX`|IRF>LQOT`itfjOp9-BR)5-7^IB25A30%Pd8rf=SI3AETX(rV zjXrM1;CTX`Z~e;vU|P+^%W!hph}liN9gT_Py`DfnAIyc3;FP?p zRXI&(PmI{lD9H0$*^dew{|v+rA<5WgqLrLBU`y9X@oH)#0Oz#_1MX!PXBg@iK+JC9 z(ro^j;cfRH#9ZtYe5ZXedChJ0NpijM)<#Db`$@So*f6u zK&5gPG7>|~p3%tBtJ2@TyqP|Vy`zx|m3B!W>?Mr=B<8BwF@=zxDc%= z&Sd z^xWlm1izDCH*;um5+6N5U;F?tL3L~@&I4T6a0?b(kMruId-Xg;|3#zv1D^G) zy@-Wl7|1!s2(R}MrY8_jH9O{ip?O6BGc9iZk+`Wc&TA!kFp{4ccO$JY#6WjXXm$8< z#C?0mO6a`Gw|!w+z~u$MBuhb%jYfpaI8)I6VK9e&`2<~mAhck?v*^@TV}ip+-*1k2 zXEev>{HX{&`cIEv`vvX&THvN=OaSs;9Ebim0#YSVE82@ z(r8Fu{8ZbvMf@-H4Z{y?ZCeBwz?#VH?S8)56%uK5#YTLY%E0(v{l~ElFR+z?0b`&F zR$B$rg%t=QS^ByiB8f)BugG7E1wIiCYz4GXy08MlfQ&2tf{{d{=7=!lr`qadHb;cv z=RG}rVQe`G5Op#^p#KlJhcn;&g*b$HZ70dH5^w-CQrS>cY6lKL&rT;m$rAk_^z0yv zT~Bg{MI!=)41v3%)gjPmO+-t=fJ{)IUm6e%O;8`3K1$bI4?rHF%dlw!57hCp`pkg| zvlwvmPS<5W{}5<&N5JbFX@Exc2M~zqtC|Ll>JRTb&!KDG7c1xyP7YA^l|?-qcWwa^;V*D45? zBQ$sCbovkBu=xl8W>2k7%=S}$tH1cHVD|KQ3W8R@uEex+#5OqSxqnDs8`RToEwBL2 zK6%*dG%1nm5xH^D@@Q#If%+WHD|}lk)N38MKZIMGw<&=7<$MG%!#+-IW#FLs=!m_+ zLCr+7$y3n4po zmiA+@d7J8uX0?#E91P~U_Oj=!Ry@k#Bf~~bTZ}Q71JFJyc%A}4?dAK87hv9x&CLp^ z)fbm1USU;a%NPbE1mPr1#L^_qpOvLvfP*FDu}picEc}KY(#xnRNv)X$*?0ZN@R2_e zdy_2xQGf7ng-X{Su)bdbfcAJ2nUZHua0QT828&L~?kw)LIC3X) z%&Y}~RwwuhPGjBLgK2$Kh1p*6zNKml`Eam)5k9Fc-E$7~M^8Aoq9iI@;`zv#i2X^{ zumOFgjr}>=1OG;MXRgq3A1O}BKlfiNztr`A6YtMn6FR z1#j=b-4g+T_K1-U=&Sp2Ys$xD-MjLuea2u8t<@^I?J^&dgoBhvu6|OSessi^I6!&y zI|&evNW|gs(O#QT{`j<54^6h`}v^7!b~kv?bqs1V^e4U_+#=og)inmjrRqkTtteDpj8K(&`2;Q7`B z%#M4-cYFbwO+jzE44F={KjJrV0PFr@gwb)`Un=&0-5(G>6!=F8NB-Fb_MMNy!Y8|+ zE3Pj`#ADC-NJ$eK%p;{Fmx8yQ<>O$E(qot16miefOrsznvs}Wh-$E(+Q63o}>qk@* zA~(o6R4y)r+SiK&{b+sT*h9ZYfDB;g~W>F^^AyH&4Q`Z)&kW~;g$O=a7|p6BD)TjL6|r{-m4J(|9r zfS_NVt+k4@n*XrJQxKR?&w)_Q58U^wy`JFbzV;HmwLjS3c`a^PCbc;+0CW@4q(Ya{ z(Wuo|6H7nG3IM9L=}J=Q_S?7|1F!+RQoZG~;yX}9Vl}u&AqVOK2vyruHlb?M6U<>t zZ|w{ARvyXOh!~}sN4JmvibJ3TN{Zk{4 zNI`&)yuILq@a}ToMZfm8r$_g#7K6PKMn|Y2z(*Ym9~FoWdH0TgrFv~G0L)L(Sgip4 zQc{}BFap#Q%7iz%$CW>tr}q;9J{kaRXde~dAs=FRUe81#VYiZd}zWvt|@0 zpN=Zlu2CKzDXHNWu5dA$@O$}ZqA))l*=W}&kB<`6a4CwAA=gDrt;%QE6FK!v{);>jyaO`zlZPtgzwGkIZ*|N}VRkLez!^!0Z*7qwW4Vw&y zKl<0aXv+|0Ppu9JkEfe97>1LNDtfisO}nMPHS150r(PNNR>uDB0Hv(^Iq6vTeEVA< zWxXejqO5l?>*kno=BNSH71H7#PeXru(Uv}jlgnnM?iQ~Az!kc$_stF}EerL@q<-p` zac}J(%Cu)QfOe#^HxjIFRdF}YkY_Xl52}luXRko z7(WBgw}uUXwAbotY6FcxHrb{<8leu$)&OH{0>dj@X*bvB06JFv!L%;@GXAZ-!w%vh zcOaHhgb^_y5{qissLxSro$Z~xb@rEfq#u}6)KUJ)P&J_XdM4?HtkrP z#J@|zt>4Cu{In%baYvu*K45qL{*uJfk&X5OyWPL$h^6AbydoEQhKM7}m4si}cT^ZF zWyuP7|qoh1Qt9R$Xhn zZ?gCAiJ1;gf#`~b2P6^3)@W%W~x> z$MW<_5H3f>?K9qMl*dPr6Q}*-rTz1r!%tV?C3RuMQZ5t$H_KHkkQ{6F)an2Pt$w|O z!>acH<=G+qLt&j9*IQ5{u`+ne%W~zajGkVpkN7F;|A~oB&PPA@+fh83j|jl!MOrx-FKxv|rSQ>V zWVtFIG4g0jimR`%6HA6!NsWz?0&M>~3#c6JZ`W&tQ@qh6RMwcfTP5`|zX-;_Vqk8iUn=bh7wFDIDWLIk|RTv%FtR&=K zuMKRKeDX!Hl9PQr)$f~bdphz_Dagl1n>L`T92FWMlHfm4RiBDvB&DdC)I#1C&4hD9 z;+!mTyLz{Qv>Pc~g3F6z6R{mHg}%MCvD`-PZQ)qyU8l(N6!nMU1hq#bht~N16VGuZ z?A7#rD{iEY#L2Q5P3@KiCY)CiiTR1$g6r<>^-e7juQ=WCd*L3*B7_hHu^T?Z7OWJT zK_s8=tY}6eFo-9OnAYRzrrWp*93m3?P}hILgvJ8*c%;tL<7w2%;_d47ALW+S9J4lMC^`-{14O)4oKxnP)gIx*kPhze-WpeuLqtLd`cLBS zxsf^m!cG=%SFislNz6~&7F=O(uXAciWVf%phfWAl2s@KU4l=S*s;`Yl%w~CsA_bBc zH6xxFVp`2B04bq0SbA|e{uWL5hkwtF)R~W>PL}0pj`|#U)!j!$V}1abmTU{Ican;C zYKecgiqj3DhweK}ybz*LbGzmvWMUA$vQ+tn7_U*ID^k(ZR#@hS#^P?i4@ zAMFai#79v0_)5Zv`9BMef;%D$e(xN=6vbOv7^yXPM7j7qdE`L;?Xz-GN^{{dzx~pG zAAX&WAp7>|Upk4=()}kzdi}D(eRhtzp%|L{^|ySs1p9D4ZFovb7e=Y4*(7EWC~yZ- z=5{DJ6KAVi*rT_7b`<--M?fGjJ5^jLOnMCIf!>87;(E$(ie|WO#sfIFdGxl=4q#vS z2)-CeXCt+Djn}*j-Vzz{UrG+-iR*N@ZicGcK3e73%EaCyJ_5i%Na=evA(J-66#y@J zy%RMmj&V1nl;@GIMIvq7x;d(*R8OzJRpkiwi;pO6M#?c&l|99I$?MNJ+s^%4UP!4l zTdq(yN7dx&3iY?D9Kl}kk=yCG87Vh6gc~e!V)K&M{{YXoCSZ1=r)au+_+skjs4A~6 zIlwcne*Ckc^zb0|VcqW_!X+VA+Fqvk+E+nK|Lol8*Vv}+w$-h+tvirILDCyb53E&@XDgXw$WEeg1O~?NPg50s3PVJSmp` zsCoDPkN?L8wEDEAji5bhUB2PqDSdNNwlp=xv62v6uNG71frW2n>5%gg3z(?$G*Jc% z0r>rOzq&9ATr7YTfzKbem&rp0R*x^{HdMk3WO;lU_+>syrbRrH74an`k}jBLTloQL z$1Me$D`?G-fsJy_-r4Z0e3VSlGaF1aM_CVt5;l1SFfG!HxC z0(WvE)4Ga)B%9uD_OX<^AWK2AJQ6aPq~t9Dgaj?AnOaf=K~A#>M@Au{&~oYwk~~e8 z5c?E<)UUD-fFK`jtm#T?w5nc?dOw4So43R(Bc6feWj6^J_gHMwl$5<585AQIOuU$Z zoT|A3$28L37``n^!qFXATX~D=FP|Idep7I5Nc!m+}B>baJZ@yJm-~p@XkPj zcP>%{mByrrQ>`9mqugASDtCf2TtNs=aq*vyqGF=NFT5u#1R%giD*&k0rYpEP>Z8TQ zGEM@Mr2H$Aq$x=uv+h6A0zMBVQ!a~QqaKFjFlgfQ83h=rv{>F0mHt;C&TC6+ZflKJ z6<&^dFOiCud&Mo|pMm6OH}MJynOZ_gQxa&a?0Qx!sK!bej^6^18X^!-_DlN8zqBAr zflSXXEJuALX-cAI#P4k0rh20p$Q48yj}KnXS69fwa7ZV(%4RtP+DZJ5WrVnd`l6Ts zddHBh`_tBC$~cLr3+WVSD)_8r=MqCwZ zKT2xA{o&3>0TqWi|92-A|Mt4u>NxhW;lw$K5W@SByvZz`N;N|4sW=MAqfOTa0A^ZX z>$f>xZ=4%Cyc4doKVi?_UBxVJq6GkK3Ddf)&j*($z^tZqVOhYNehOSoaN#!Rwd0Gs zY!XRXHQO^%iipS~J`|Z_eP^J@QxZ)Cv;;mJtzbK(CTcg z=?Z%NfBiq*OfHuf!wG=blXwTNsQcB1g zkX8zv;>|&v5poXml&}RQLwPpp?3Rr(rDqHCk?af-Y%$@dA!P9`m{2MP#e6oJblH&5 zZr(@kTpFoAGT^7Zab&urJ@|U1Y9BJL^tZ|AlGJ$G8St4Ot5}1iZr%Kr#gf^`w4m8Q z6cm5 zxuEGxsvKl%+F>Nuf3hVDl|8EsfHt&`il2)un%d3a=MyhxXCoWXSNCJ@UU~K-VnA>8 zS=qFu&ans|r7~88lBU(X3S~4I%v+tG`}zY0tJli+oBp0j{s2nWCZg z*vH#0v!wETZOQ>_`5lrT&eWH_9fK4uFq5 zb1wfUY=``QyS#A2f`H2lICr8ww>o= zQ)i}prr#|f*G|%q#O?jZO3sdu8>+cWY;h#pujUzrVsv|%yc91ZLQEhpNP;Ddf`JVi zYhpuhx@KIKc}=v_fTbc7CE*FX(G$1CKAhvH#!OjOd|7dE5mp{OCiuC(JCpEHR7`X_2nIF`R@YZQ_oH)c z0ft}D6Z2pn_y~X^o9vFH9uru20x$>|R@Aup&Ys-E-F+JhLQ#Ui+dDLc{9(hoi z<%%Ajx3}Rdl}cyQ;!{#!8%?&SZjrS~ihZ=ua_k=;0Z^LdO4mRoOt4EWCC&o5pS-lE zd<3WnrZQFUC{*@Z7uS(QL$<_!^2^vi{YZi|m1!GR5)3=UDB9_O+o5|lrw=fMgONu* z5@)&0KB=^<4@s+h_m^r;ieh@C_N=c_q~nrZ^1cs{0KVJwFPBF?67}ybER~WfQURB& z|89>Ajd&+h35QP2tcBK?zFu4q#9XKVZdRX_P5VY%hx+axpticqk#5hyKJwAmD4mu` zOSN26+*dOw-ZxM4P!oPu3g>_dRj8)8aN-5bsd9!3|70rf(5e37vx3=VRRv%*uEm#< z?2`9=fQ|b3&;2y_Q4V{>M~+r-F;Xj@B$%@C()X%18eQ9h@tN<~YeKxzWM4PUtLz6< zoUq8+%4^JncmBl;ua)JEa^iV@GL?Vm)B=lBoPBcsnd+j;PqIti_W|AlHHeXG*|10Y zk$-9+C%cfPNgC-XAXY0%SC_atu<6?2jl?XZ?UHcC{m0jjk~3Ton!ywo6lq>K|6(?o z*RD^Xq93^@Q~8HZZQiB;>X-8ozzjPuv3-whEqIEV=l=PcE}%6oD}RB0Bt~p9faXHl z21%r+2yd1P^Ngyc(rR|TCqi2Fs02wtN`?!C6c_&a7iVXi_S3t{QwPB4@dUt$=h>+^ zzfLX?G0C4tVh=p`&&5UfRyOR6kCvmxdFYpa$$=BG>4kOr!JK}iXY2!F4Ff8wcgH6( zFDc}paJuPT`5FPBX!eV^3>TfHN{S0N4F#T83)E3d=&X+-PNpix2e?P`T49Kp%;aJz zl%z6~b}p{_OUQ7s)w(}_FAjZPD-1FEcdF{WrF(_8&2W+N*$NxqcZa``j{wAJMl4=k z+RpF!OP{iY$L4GDujL~kMlea$rTq)UNWxAxlBnTt)Q=>PP~Ksk0`f%c(DR;qXL#B8 zkMI$Y#7l*=UN#~3mW2TPr}zkfgqez(Bg*8X{bnHmW%JSO3H<%NA1aWzs+H<1KP1dM zMetHdd~^UT1Yiq3GA(>qliKwOHr8~-k0o(j%~jv|EEq*X))C)T?bY|I5iUpJEY?na zxAgNA^@rgEwMTf*&tk<1f1qurxZ?R}54GudKU4q1=I>lV0%hT#SO~y&>;8A33fO>MsoviD zu4do)oDA-&_UZ?#1zpu1{HJwrfA`k760T%N$S|-EymWXh1R(#sw!X0e?lRhprZ#l_ z^2BvD!*f0xHUMa^Rqu!20(tYAQ{Stmk0P#WzrOc0e!d8V=Sv=<4Ds{j`jiFCYpT!X z*$B|Qa(;mE|{ ze$(GUczn`cr|0lBL;uonI_}{e7|dJs8tkfAI&{2`fBf2|6ZWEIJe&B}?Ab-QstblV z%k6B6%eNpiSJS!^EnrvtpozYI>s=a7KtTTm4_Gg(iS{m*j)aN0$FIQ&d+7lDY~mI3 zB4Uy{^k1_dslgWy%Dj|A9_3xre~q9$o;**rrjrPz)mggY<8s9R{onsz8`tMQ_s|~s zEq`8Xb%5DZDDGu22cUgaoUoVr|MHpbY~mvy#lhnxwK*q8?&JeerEqB-O)8i=!T0OuRn|4coYu2A0PZ8d4 z2*Ts(E^}}wA;?Rivmwjvs}YycTb>`Ho$ZL=Jjgk(i9Xd+Q~=CT1FEY~xeU98D=iE4 z$)qkfzvs_jP#PRg7pJ&gNue>pw9sr-Rq{ia7A%XOEVHquE3MHAcsT)}{@_RNcmYAt z!U@PJkGy@rngwlaT4-J^M|0HYfDpftZPzfU{$N_KCxTP<+ghPs>zEd_@$(doTu%M+ zvHKlB#5aEPed=kF-jn2md9zhrkEX)*_UHL{_SU$#S~vk^ z+K=|o6^8$jR zg%fb(qXIxIZ~|xeaL$+-e-(~)$bul8z`2JZF{R_kM@2(&IH#A!Y4f&fo^Pzy{usiF z!au*=fxix?V?Jk{0gN%s{WCega8rL-P+R}|*yt#aih_3nXY_DRKaJBnaFrz^;Njq? zXBU8-uh;euyOBq-jI9C`7C1-jH;Uk+xGl3jBpF-9(nlsbc;w}ywU?IFv;acw#s9IE zrEJA8n6cF>?JjVmq+K6Us^{Y7xoJ*kpg12|TU*8-CoJ}Qv8*603 zalKXy{_A{nv_l?I1dj5k02C5`bl4`PqdmI_95f3Qg5$ha8a8A)zh*>4G57uw9OtzH zK+F$)HZ8DC*9P-;osHu6G}6ofATmN@(%_T#)(0Eh{p&+E52S{6R4 zeps}(0me^C=-mr6a=1A1Q2{9UnCwHualLj#5jgVE5k=t0M@JNa<9cm-P>CmJ9SZ(` XBIqKHkw%bT00000NkvXXu0mjf{+VWe5Fog_Yl1KCdh_0| z?w{|+)O7Vs^_-fT(|x9@qcqeMu+YiS0RX^KQk2yK0FcSQ;fnUp0Sb;LsQx!2xNE6t z1B+2vC5iw*11QN#z4y+7o3J@t7$*m==~?qsZ7TCPdrRvYmeLj=V@1}}AY<9-DQjYo z%_uJC6TF2O;fCm-8@nsA!fRv=)6ZoM>pnG&65j@Pil&WT9KM*&XUFt!ZwtHajAUFy z&{Fi4nj@vZ4Fcf;`3cnQqSt3RZ^ld?RizEsfLux}n%}!FqxJ)5@4@~B97Yz_>6k7qd93Xi%Lh9B} zN+r#w8IKV#k8!QsZF}O5=e)e=m{-NK6LuTeV4Sw2i{}9lN`mo3`I-zu7=Fup3dG{+{#ZIIaMCStwp&g<9c^y^#?a<4;3raVpXwkktMZQ8xX6rw zd_aillA>j~HBU5i!(ePNx!ekmvwFCx)*wX@Rx2afHD{$GZY^nl2G{GXpd#LwL`!eU z97#+XZp+tRR}V*Wz*KG_>cTvd&e+J>sx zJ7Qlklq{StdR@-h7shR>(B{_N&>8%o@JuM99%GOej~utVA5?0NA?Xrg;ZF}VeT+0ZndQ-E6Q!;v<(TFa zcMVvPNanM&Qv-$T2UHYzvNVeQN)$!F`l{andtRgy(&|z`+?e!$Wo{$a>p62=_(@_{ zDp!lGW#e`(j5sM!R6+#ZssB<3@vNm5-&^n@A!ABZ{nsAFKr~r8rT(ZT$t^;+TkRY(IDeh7JEPR^L;4W=F87Bb&T?CXCIr%kCzWe~Bqu;$NPatj^4HO+G`78Q z83#f!!vAbK<9j+uxaXbLw}92I6KT!!?2aVHOk*BN3ry8vg%7T*IMQrag7f9c={EeZ zp)-Hcfwfk|CmMn(nk2MP;_k1kW|H34lynexsfOyr#_7?A` z+S}YH5>%OB_L!(iJ>nRBv#W5$qtYO{r7ixC^m|v_D2SKocM)9YTXqg*4Yy$%jIUC? zx@8eIl@OrMy?*T#Oq#m$K^p!n)a&0@4!FK38HkrQuSfT$cu2Bu_b9PF0;b>M=8|FX5o)CgP42k z;$hE18>)V4$So)KfCj{ZV%-aAB@N_>kc=@t$0eQ3pPq>yMByrb!KQr5e`9peR`97N z#3_G;qq5-uYT)1QA|7x`*`N+D-5nYi?Xa7xJ@iD4B`lb%%Txc!WN*uq64K(V;1J{4 zumhW2_}a{f8~B!mdz@xVN~Hl(7ty8Xt^_yovti>1j)=lk>C{AM_@#`2W4;5p9nccK zsKD7lN1itP5l~MimS~sERDPe^?%AdUUKmjG^z{QY|*vbAq-XJ^Gj<>^-bh44GEssQ$1&=ysV*Xs4>;$p5 z9kHvjh|gR%^I97jPFq`>Cox&L{t9jNl8+JLP5yKEv4)`G{dphrwNg#aV0Hj;)Gd*C z4FBEEZ!abP62>zuX*_?0Jby}OCq%l-t2`1IcPJ4d(igxOI7MlFAtU~+N0$i9{Aw~o z9^bhSu|2@1yS={O3jt30tq!CDzzWDf5_c=GhldM75SMpBt`qbv@a#Mhe~FMQ)MW(g zn-5;C@%m3&T<=XB$pp7esHp#mc0;D!ek`txc)NM>*1tLFHoS#c_>KtYTUC!8$zm`P z9m{}u$(B)wjmS6o24Q+|$I#gPrI%eC=KS{zXkp~6v;4DsoXcjGW2?;GB^bbO#(6yl zkicMF0ZgVtxELS#JDdkFdmFSn6dd@>3)jP8664#FPDY)W;!j1R1b9}!h@zQx%7j@7 z$~+ix5BHlA=bYFyDgo)<^Xw|-(jAf3A6a-9^Xk3~ zB_#+ueW4nxkP}Mb57NYY-O$F(`y{1B$TNr$#pJ8IB$$Y_G$ns{1ACRo7M9phC`yHY zzxG<`$?x@OlVL(z)zgHFoW!L|x!yq&!Xaq4VvRB&cbu>3qI}GN5?~U`%nsrI!ei66 zX(4(O=zjn9C#C4-jH zSAh4KkMa?1ehm-%n{egSE;wufh5N2Wlbi&xw3Z`@c99Q7lktjqFq_z@BbVN&Cpcz1 zfchpuvh96w+jaB~62-UOq+xP*3@g}o=RnbfQa-+>7Re@icJ7KoLXzH#+6t87iE3`;x6@FOSu2_NUj7%vGOxv zkxw|nQO2|+o8JPW)G_*Yz0>$y)AYRKy-trf3rS)y2SFLkD~0jm9;dHOh1OIGA>rgA zngZ(%E;IM|2WjBrxciY%$9AJB&-I8C&LGASL{)-rnEtJA>oab+xV5pE@Ig)Oz0=!!{_f65fd!G-B4zDk|!wxx}>fnl(J7B3k!LS zq8Z+Ahm(xZ_fWzFSK{=_s3XNHUJ9sk1`;`PyQ^))D7*2-WwgTLv^h z$~$K4bAm_}&JC?q&+4dipHLjF(5Q2GKJH87&^2x{t9{~6v=BY`jZH==WakDFG`#@{ zV*5S#OcaAy*BRxM%8+e{{APfuP-i}FTeP%4IwjEA&}_w0T4uv^MBlwa>tXpxjF~AW z8(e^awW)M~x8NFRHgWJUAP`W~iHBxDo`RBiZntV#U{kjzb)GU^qZbd(%S~(4!ZKh`3GX(ZW1pe(1_P31Lrs95l?TOxv8ju8NKdy6n6n2 zH~4GCv(3PV>SnGexvDJRWaZy(W%OPFsyGz7hQ z+Q;9uX8>O-wT4zQ{o_}9y80z5)2RQ=gc0^U?oKEEt9nw z3xJHD#4Hzgyn)ncs|4c*YC{{ zn*`94Sgu;?q87pq{p=B0Z*oE3Vi|MLM&P~x9XBePH-j&Gg`Nt`C5U-H7#8r;Rw*s< z?z)YQQ0DM=-dQsvI=KgEo+TG>ht8LbhTiH#a{EV)3$ zwcY7KJm(v;LNu2e>sco1!s=-V$$6*2V)aN4q?toXdIiGAEsQ3YTmtO-6x^PXHdOCB z690NZOG~5I6t+M2a=CwRmud|O`hBBEOo#S*^VuLbu)?N79qxyoOD{u$FIX^#a9i@? z;C3$gIPTHf#ju=nLqHygve6|^gu0`c-OGWG%H-sc?DXoLsT>#jLfTidFOdf`B(Gr; zzL6#8+f{cLtmZm&v>Q_SgW?QH)r6fUjg3QJ*?&tMn=vj;;5@bT{yWqBe#6F-lQk zK8)a%@}S-ose^q*QS-`Qmnz`hh#Zg(-pgL@>eHXCW3f|C;d%d(V}X2qqSX3 z)pqFaqOIK27(P=upSXh4HnywzV7n`xUMS#A z$<}u%EabSWY1(=T2y8W|lRkJ8o>$G;s89=S|2r$1aS@+)t#ndIum)U4$JtBTy>#B<+6o+JWp58Y*llfP#f)iGyEuT)AP;pv#( z;cQR>jBh9%*4Y=O6Hdt_$D}O=buU1D{x_W)^w+3~##)+-@wmHNvhC#l%&IzZRw?PM z5uL;OtRLGaDn7_xzFD|Ro2Iv-qBBbhT%&U0bry3*{l-!-p4kXO5KsUCj!<1^Uex*2 zKOzVljwp+s9pHe(lQu=@Ug9q-ycw#CxyKvwY&Q?Vs>3n zNqr;t>FIjvXS0Xpqot>p%XJO6oXWn|AEK=-c?f(VZ=1c6_P$(jC+@EGt?xi^k}u|Z zT>3z0V%hI|6Y%?CK}zskhtZR`Nt*<%t^2UU#p>z!uatQg?p<18Z&lET7pi)T@v0B%k}L)= zhGk^AJjh#c2rbZG#4%lSj{NCcBcxf(ye|R#cf=}6F1~T2mE$*Rpz>-K^{)1eagP!v zDM2Ci*2z1Gs>4L{9VLi^OczJv&bvk7?Q{{E``_PAvn<-MyqnUyL&?)}C56K62=x=^ z<&&ju8WDybbhF=oApR3Tu6b*mZa;L?A<6T_v3@mI+-q3wabZ1+m)yzj@ z^hW0>)rp0AMNJ`mVD`A z>gQ2DCJwHwWa)MbNRa-%^|PZ?l1{%o(&D<^=NRsA2Bq9QNQzhY9a5!}oKAOcX4;6V z&eeog&cV$v9+>ctjPCbU6|eKhvZaPhZh2}d;|kBWiHd9AH!O=B8xfH$u7VveA!4D( z#9kAg_;YJBgPu#CAci#eS>*4dAO76H*8%9MvK6ySX3+WRj^$vW-i zAVz(!E?i~Zb_IE*J_n0&opx*U7{)V?;L(U62wq@cDfU~ zYki1D#J}l!TwVRkC;N)ZF1!573tv-Ce4rE_PP6&C=))0%IXaCM`tk8ODR01A)HzQ! zLcRP~b%AExNlc4#1G+578rBD=#aDgXVf+N5O0>vjk23^R-EFhk<6N*}`u`j=#}Udy z5&s^T?B@^3EbE_M!c+Ta$|=*E{C2_e$?r2P>{_uhB-51xP}sr}D44ZqwTv}6)|}EQ zYNIF}2Ux#L;CB>@qhZ5eU&1@GbBXyTg5DbE1=yeey(3&|L<(T8ZY760qJZD=tCtX` z(Z=d#`Mp5k5uJeMsQ z9HWO+z`HIEnBrX`7iyoXYxr3ED2z=nCaU!0iDndeS2Y_6F{&&@S7Sz5lT?blVkt;q z7iy-SjZH>nz8SWS^kBJpx1vw6Q0(c7+%ZM7&xtOqk^4DWW~sLb9DO;!`)(K-8dWfc zHD9y#1I;}-QMh*%6@wxIarwBP=w{a~!jd73gVRgjk4M1kjocQ_ZkLEfL{rsM7tM|! zHv<_$Qu97O5Ww}u{-$Js|3luX6D5BXlb1U_22tH`B!iih_grzp9Ab_@&`WAcj2kLUZ-E7Mo&2og0Dt|R2@fw^HW@4NCqV~lZp4kzK=k2Y)DZ`# z8{DJW+#vwN91{h*y+qN{$hh5I#7ZA@0kW#Rm&O2`)e@7OY6uX24f0CC2yJI+EoCP3 zV)c+JRmY|$mcRw&FQqc?VG6+=wR2Ww`Mzou0E`Aea&WE|k0(`)zzNjCA*qewepq7^ ztC~+7{ws~OSo}JzUyr1Wvc0LQE6*Bv%_nhHmhfs9$01~{J(7>1fAbzQ0*Z*=m{6_g z0q=yW{}}SUyd#$>n!Ui8Pk_H=Pr{8TU)9zxbjj+b`^O8B&4p^TM6`sTJz5r%2^Eo8 zpBGY`Mmy0X!y(~*8=Qmp5Z_jDVC3tlIgsJ^3O9WO+z6Oc9!VR^tE@lSBaiH27QVAr znJ3GZsy9-4z#}KZ(*eI9#o9rS4u{CYED~9(x2qKm|9H8w24LK^MnU`p2t%d2=}`G~ zm#x}30WgW`E^c44aOh74#M`ocqaZ}M(SzK-&mgdOSy#f}C55%7MT7OYv?^8#ET zBR`(syJT`h`%y}Z_NaACdp~4Ec^j}L8S~?Ugxg@`{&wQ!)@N6eJA)55eW4{ximuFz zpCMZ(K6ssX#uhjPbun7qZ<1&f8kzee#|S+iV(--p_u)X z{G|d4=WqJRUCJA)GFByGlqZle^`zm)?S5y6h!vf)OV$Zr{37G~MqhU#Zemg5;w^m@ z>Zc^P;CL40KH;upbNUI#pIAp&mj#r(w_9Yl>_Ox&DEi?r*RIQ|j_IC5gl_LU%WTl| zUFZ81lV=Iog93`v`ydk+=fA|?#-M}#p)BL@Aty?&s&Kf|`W*~wW!kczdM44{t6%72 zqe@nt5tG^y2Y&zeRWT{FmpMEieTo9l8&n-)u?3d88|3w9r6*PbCpeX&ITu^YZJA>e zy7S)0)+l{PK_34)1>+BZdBu(yL@ng|9mF4j4NMsCxzut;XUive&XXrUo(!38_TtsAU5L1 zoq+k8PasBMdhjTyeJ^05rNwGbP$2mXj(re_atoBbE;{i*n*q6r03R}~M2sG}#*G0o~?zzFc zRg!_bp>%Ui)XXcB7b;FE0vcUGM~Mo$-{-So8Ke0?e1+};(LOS*Npli!24z9#A!~Co z5zJALjW6C4J`)x5c#T;~O|KlkpV3^Oxy`pwGOzia-6x&0z*;f(XGOw6Mb{DE8Rg=^$XHF9;ZNS?Fmdb?XJ|HR{zRX9eow@qNHQKkVF?^`1nGO2>}wTsL7Kg{Gnx7))^Ro-ZLOeBI$_o74>a7# zDT!$()z(XdyLAAM+fL<-j-}v}W!g1%C=WJW7zJ_P(TJ)>*Tmt9V83pV%Lo%6)B;Uq zoAT@9f`?Flk;&=@U0jhjGonjYNY)~ZAG`d>+LXefOQws%0dhRUM8Bg>WW6Lti{shI z$32OXGb($B0Vxu_u8NJ@%D*!Vx=sepc|~u4pjcSSZ%7f_m6qU4#R&QwXNC_8kK=rY zu`Yd18BirQdc@8oY7(Wbv@tifCMdsdka1UEK8O)!?=hCAs)s&~A%uitmuR~7#BhJae~Gekso(;BS$yVS;7Jxd(i4ZVUgcBNZW<(CZqTZ!dWEHzrHU~~SNHHU z5tViRUM!+U1E!10z1{6WGs|g(2eM?7$jVx#?RNG$-02#!^RAC@$Y{j_ZGGDA2~)fN zYoXg6E8oWV8CqDf#o z?veApEq@LCrnWHk*UhrHo(tI*8xmh+)ZOAoQuQ?cM^Vj`fMhQsgln?(FT6mUmXfeeZwYFlXQWki| z)?qSy4T`?#|HLCI4?o6<9(Nb{72X-n0yks){6$gho3lw=?(lE+F5V-ZC0hvsk&_(Q z;$&q#yZf3XTW!ItQ{Kh1K?dayPmceVk_@1$gpVcIq{Mtr$xa9{JPQ}k>!frnEE#vp z#~`_Z0*$@4AYGe&eVvX8|>u&deKXvpK?3PXND>TNHa@T6%^B!sKbEyYWrb(37 zhS2tVfb#D7-tr+BTj=VhyK0!#evSxgf=b2l*i1=uQ3?Ra3;*>3_;q#!Yx37>BNjFf z)mPdl?66+8mkESC8d>PXO7k_;@ICaTa?K}RbVhtPwsL#79p6SaHg-fJ&MQ>289m|R zY11$9TA+kTY|)62N7NIJz*+R?MN6AUv@e5tDgD2NIBjiD1TRBkFSdme}S>Kz@ZhWFxL$xyZg%{Y6?eajXS1l^#q9? z=qu8z4IYueog5^;>}0s{hz>Ov{ZSMmuC==MQa@Xra)~}kjnejSe4n+|`gen1{pkgk z>^a=~e@Cq>t$O6%kOZI*d`U>lS#)h&HQD|TLd+7DGP;M^HDyYu)l6k9*v-H~-R<9I z{{OA`WUv(p7N9Hkz{W$bwzzvQzXc(!zigG98!+_h8ab%+1|gpMX>NM9_X~ZcX}v`i zEc?vb#kPW(EZo(&1JC}<{i<_BeDi0+YH<-x`E#0SX8x2%L5V2`k#O7A|Dk&WciN<1 zsW5rru@iJ^xASnC;;|zJ|8cr8{hd|_kry<@4P z!ss(Lb%-rBcJ!}1z82rl|4rwq;Wj*saP%d43~j(jo?l< z;f(F$DK}w8wIzN{gDOvHssHp_DBQdC!c{-7S-CZMo_;x*SpvvcbAXaU68=M9@@vNTbkb?txJn`ZF#%Wk*HYIerT|LU;DamVi`uUoQi|1Tz|LqI*C3{+>*4Eq45o z{Eq#p;1#%!M2I@s!AE)IxnwR;baB_x^62UPm%HU&-_hu9;5%o%do!n>Fkis_!sDdAj%RL z^pf}#r=*eSiPwmszUJsXW#5Q?#DHLca6P?lom;SQv9jz5@0lJ^56rSz8SV`<47d9A zf9(I4Xcpof5(`{#5vp+(>H5o-+tV|JQeg%F0=$yJsr<|4hZMgdA{IjCoII7R8o8lf z7Nf%dXAB;vM*X9z?6CtL+e?qcso8S;O2PqN?&{1UUGS%XO^H)e@;7GuKSa}!DJb~Q zZ9k{qQD4JemQ4SI9|3o@awCs84_!fyT%Tk-p(~4Yy3Y~c(6%~>GRSL~Yagx6acbn^ z^jr7o6Y9G!T;lZF{czW<`^h&~lN}Q2XHQ;0^XDHJpSaV;{&jx=N^)wlmD1+H{{s+9 B-OvC4 literal 0 HcmV?d00001 diff --git a/img383.png b/img383.png new file mode 100644 index 0000000000000000000000000000000000000000..91b4b69263a1eaf61583749b947995d30fde0c9e GIT binary patch literal 392 zcmV;30eAk1P)RHR400001 zbW%=J06^y0W&i*I21!IgRCt_YU_b`^pZ+rt0{nagm4LwqWQzYk1bo1!6dx;r;R1Hq z|9DNt3-}2MeSiuv0+}B^9C+}d;lW1%s46i5pwNO3|Cm$&EW^J zKY*bvSnwi{{Mf*NMa?H5)@8WD@WJ5{NU9n|4afifAHDzh{xD|@UYp=Ds&WTY~mO)1$L4ksTLYI@3REL6szWHboNFM=c%{7YMj~>QDU0DNaH72J_ z77B_AN>1{drgzSHE~_r*)We8q3n6;D$MIarme9^8WQTq#xv)>@DPLvhsE&DBg8=QMXJ3qIM2Iik$8(Uceth|hY{y=_klxmgH>@ z5$)_kBjAjh#ukA_jD#ZA@+e5$Rp`~q=Gi^nq;zO4`|y}pmOA(!80(0fN?x@vY1V%~ z_urxONp9+HZ#>-zuo5mmvHDdT`bf?w z6bmO&%^<;1>4< z^2mvv&u@4|aOb)i9DM{M5Ft7KnKJp3dUAuQsy*=+ohR;pU z^MlEgPtDtmD9LmWc)RQnSbm)7)%s3_PvTnq;>l2ZXd)onmjN+L-YEOJ=uAIwKqkuZM@~lMPvZ1x1yHm?nBv-6f&;?4MN+(-#*Vs}O(107GA;S(W8cSy4pD&*2gTNs@w!l_yU2 zdHs>tTq_lXXxT+MxNTgWUgQHE#V#xIwC4l+M&+Rx^GY1rzkIO2|9E58-HFAUf?{~XsD+ye zw%rvmygw`~Yqp{AI)ncaP19SPc4K*4N~xJG`YsDEVi!juwd03-&L&yanxBBR4Yvg{ zw~uUS7q+LK_>qKCwQA_n1VhxlK6M0ndj~CFR)R>IpC1)orM>w~hoOkQ{i~C`%0~{x zOtXUR2FhE9H(>e`$9cg^ke~Zcd0(MtZ+4<^`Esx}5u9zm4*vQLMZB%N z#toaqg9e|Z!mIwL(xUrmIZK(?L_D!9K~^P;#x^8`R>$(b3o=AQPxeh9OsqNsc32W0 zGp+Z&d+wcy`*fGh;L=P1vE?VY$90<63r0g-x0ccGu>u$Q%v^xlYM=|uR4YmUDv5jI(OHKH%I=5imWM>T2V`t<9wB|cw_4xubLcF`Jv z1S-F$K`<)rNx<*WBQi zUCZqs(c*U+QCU~VZkA#lgc}%(>s%9O3Ci0*=D4s$4HJ#EfqLWebvgxN_QkiwTo|mM zcw5kP@;AI{31BJ}h{k2adGN*Y@f?WlR%Y!!33DU4=>*vAm}z_*GKQ_v>sEkkVh*&! zDcE^el-y@Cj$~MbB&~wstqBLULJ!QuzYH-gdkK1dYnl(eY0UCJskq)ewF3^ZTbWHe!VL}Az*ND>D&J?96%N#FJ5V)-Ekcb10i98XMg zPZ63N@4Q*OXE)|Q||ofUQKd+_ft^V?;rjO$e4r?+SdUGkY%2^ zCHJ(;!%#|!!ywLU)9j#ZY)2*8*|U{jsUwEX?$ui2@spy|fS%+9fN#wW1FkjDh(@~I z>K9><=B1cP0L7cw3F=^cXUvOD(faOg!_)9@2BOA_AJHg_)O`96Xv;I7?~hEZ^H)WK z2`?z5ovjRlQ{J#@-DVlytVM)3?zW>&h2&lsZ~^Jbp#uWkL%2lTsQWV-!e7c*gR&`7 z_0v>fvG+8rY~;>oal=n$V60Q4>tQw({zg+QwnLrZwMM}HQS>3SzPwlzbuiGx5Qrca z(Dw6ij`${;%PmE6`334b)gEdNbU*1Y98*T`j(PZ;XC9M?t36q!3$?TfV$iWn$6Ea- zT_S?g?Z7FjhT3XLT^+74Bh;3PrmkvUbot|T>f43JL52=}c#maH&(}2k-dyHuqX3kJ za=<~=cy09(9H@!8y?9(qEN18|=D z{wkFOTx(?i_j99ruy$w~<_f{nJCdaU;}Rj*uy4^*Wdkx$+j8uGBR^K^h7uq@bF8wQ zl4vCw028uYtsoV|J!pYW7&S<4j{gVJpu4zO?Lwf60JZ@FQ@v$%CSVTI#k&DA`Z_e)Kb^aUA3W~X-N zp$i-&iz?;N=B?xJ3ni>bvPOl*0*E3O)o}q#+QVEcpqhn zi>!YOSUPJ52RgF8>pPiG3*7CjCu+J{SQ@y~Q6vK2aCHkSr2g*fwWh~i7!}}BTl07T7t9B^&Pc-H6 zN43?7(TsD8XolB=y{n zFCkprq@n03Q+^W@J#<}S!DaNN?dFRMucM=)t6Ji-aX_J)J zMp(jBYX}>h%CHiZ${??*wvks@!3KG8Bc$_TzW}_KG8>H$VyfM{>yW!&c;VUV%=>)? z^R_N9@9uje_o$o16_eZQC>+<99pnX+o{njbEPl@srSZr5%UfhPnZ17O%NcOVyj~cB z6V&kVOSS9QDnbRdZfc%lCa_lS4BKqYvug?a>FlLWZhg`QT>7Fmg512cjDUd%U-HlKN*aUW!#9T;}S$aPs*xlrCM z(9`r~izyy{gv?J&$H|Z8E8;DklC~lo@z*_&xQkuw@w3Do+fOq_EN{Qgj>42OETm1C zPp|$DR}D+PqA}l_q|%3SDD?@VJ3bw3)y2WNqavRO(kTEITW(LBG4~`yY{yAQ#e8XC zBE{CP41d5Z7BuYhk?}iAyr3SA$3+v-YUiWMOS|Eg{$mRHDZOA%FhVh-vpiMli*Uaf z;wD7q{&0&`t2C<5+O@R`#DFK+HPN5_oFFYJjC`-j8g}VIr*W&0HsJjH&aQJBq?)pt zllHIE(H#~?@kFKzRVk|W;>VDewt-)jvyHYvBT+$-MB|qEK*QRGZcz0>?qX-f?6Hy^ zr9~f1|KVU|3nK!J)goSb2$RyL0YnVDe|Og|uHbgIxweiFOlZnd3-1pQD2bDqp}dztK>e7ffQTtA&a-hv~a z4IH((+J{)=BLW2H{JO>Y_kLu{`A6S&Qrf~PV*B8BNngDX2(mX~RfdCV~2yU5c z=ZRlVm1W`%UfhF~E(d%bm#iiCF3BVu4#7>drBwm2nE>qyOi{AL*SUcvN90lSb2H$K z`^unDG}AO0V&B+R6vt(ymwWsYu^nLp!U*MVN0`j9gEY|W;`U(5Leu4d4@o&v^hf5j z9ck}JijSV_%ckU^$?Xwt8^}cMZ>CHPll0;RaZceLw-O{leW;@#j6tC0x3C_|B|c@M z5Sc@Jle3lLF9p|tSpSPaw*kn#@YcRDNT-O>*IcRzg@!Hh;MwBp?))^a-Rv4!fWT;e zs;MJ=&N)B;KEm=$92F12)bhC{sv8#^24FQ0@Os8nM(cgZcX3-5gj$bzJ@XE`qB&V= zMXJ~KY99egKX?V5Okpc3EtZ2(>l^!~4Vm2#ctSxy{Wtl2r7r~-Q3T6W7uNW{AE4tq zIwKCHC9%lQq;ll3l!uh|oiksw@HvvSgD6e6o0zZ**yf5^X<)IBV`KyP1_o*2-;fG7 zM42C9gLf@vHW3#FaS;(+eB^$o`SckN7X1-;jHbASUk!we_N1N8Q`_5b=|xm7LZ8;ED}a zO9S>!dT-0?YKiGfIr^(<6DnWzRL1aDkTad9^SA`LMuY2PVcN$Nbn85J^v;Wd<+?8e z5dqp<#q)PoO?jffDor_d)&zJWNDkFwb?a_1<-HmzMm)m}dYHG_fOgqKos_ns#QvwFAa~2rg}ZUiqg1G!w--J^4a3$h8GJXS?-le zbjcO5otYw!fv-L&;Yuc;DmZ~A+;tJiT0#@ZG* z;C6@8C(!{*yfr9NicO-t!ICOg4_F%KKy<2V`_?TY=0Gu^h$EjU%A;_hq@C_ za5g$o=^~)z>Z5e!DvJ~OiFp(=n%(NJ?-<<>?>#@;lfVI^U(ZQ&6g?+l7^`4|Ve|5B z>}l8W04BCXLsb(}65BiP&a$NjqXL1N0z7=u3M0hYkIK|OV4BJ{nl04r0=sO>7-|co z)*T2-4VdZD2hm=6n5Fsra2Ui^HIystNsNy<5x)p>si$x0Wd7B(OtOwof@=bjuriSv4u5?yAzuKYOYG z1tVff3*%fz`vmV!e_``Glt`BZSI78)G{4_q-8FARrYJEqcx~Fe@#gv3ovAPTxILLE z-}aIdDoT&Um*16*?g(_kV7}{YMQYh}=dd#DrA^Ac^> zE`lx*$$&N=*qhQV<<&gBE7)H}+F@|xm|evUAsX6sla1eV^zTbQ$sUdr1=k=^5pXFKuct8d{T!Dm>F zieDm*94Sx!549b1TcF$+@@g=88Lu@iDTkCX5U<DxmV{8|_}p;dfN5^(Bg1`9kUM zq1mKCu-o3paP*B*(uy7H0H;*&PjYOEJO+Fcdys3DEVLAuT&K*xubnB%#}-d4z_>{9 z6JV=*ULa#)(Kl9~H?_w>)auPlf5?eq41_5l27cXp9EGeIJ&dcm3`8x3bb9aK4z)RB z+{@6UuyCIFVw4tQ@8k6s;4r6$3Jx9KI2-HAFaA3!^3qsTDKoM)+#ErBM0rTm1w~_~ zV}(Sj($adys&_%)(iLdnXX^I3x8M_ANT<$zvfb(y1GjII~{bEqa%N3ITz)I;hRv?lKo(9-N;dGGD5RdJQ`vY=rU1fTBONb zDT(bAR4FGPPjs3&3(%2|FUQz>28|6i?e(@F$5!cfRm0aAbybsRCod8>>1r^5k7}`d zrWL$aun?!PX-a7~5Kb)2q-U+sq9%+pFG_f&k>uiC(C7)_41W=S%`yb zf;IZ0t%MB^WxNHmY+{0Lz7D475#?pdb69*aHDIN~{pJ_1=#7Ha=W~;48Aod~X;(=b zztnkG?5Wnk{X*JyCL28`CL$<34xiR9c}oSx-Pn4pBx)??A&!9WO(3JLVGp{74)qg+ zC6}0=?S7BtOK($nO`4)64r}Y6K#I*ZBRy7^yqJzmM?v#Um8Te@kT8_a?Sjr@E;Q-< zj0i1+sANhg48>G+=bZic!#_me)wWi5c;a^|n7e;($OsvWf_G8so@Y;~5fu$D`ntEt zK1qdZQR^Lw@Aor}zr*(~L~GQ-=977JTyv`|KXJWbe2Yjaxj#g&>R$nmC<;-c0Kdn} z@dwcocbEbg3D~K&)b0{+RL=z;5*e9TWi8IHF-xj}5RX5l-ne8# zl(sd^FhSppMwIf<{rhJHZ4*sZ-m79Z!K=UmJYJVDifs`@mon&$L(E`WY)jaBRB}y~XEbHP zBt}dbO6GxTXO}uslF<%=5UP4O&hitzFY| zPc}E!n`&5SuAgc^NzB@6z$?T|s#pZq0;t)-Bx;Mssmh{f3vUVJr0YimUWR<~~e`EqKIIo(*o3FHf%|lT!zR(l}Uqm4D2Rf?(eZ^wCYJHw^ znl1mxA}Zqs{OACDLIirSZE}Zm_}8`SmoTICqT05ea=R$1IN47 z#u9o!Pt5vLkVZY@zOCgQJBc2^fcHcDR;sY^K!Wh*wq#;mb0Gw7aX3GI`Ji<374a#^ z<1d%D`sub)y1MRo_&j_Ds}ZAe#c~yEsy^EXwMK>eVeiuB_^uQ&)8tEQiEu~_O4|9y zejzIH6J8oW;Vr-V^IhZgY=z09BoCJCb*o2aQ$u+$nnSdXtotg2j%Y|v{jd7+ZeJ?) z;n3%g$#Ey>FE|3)l_dvwIJYgQsOiXvAic_hK zk=?)CAQ(#7K|(h(_1k;8jifqi&ppS^^3njdfEEZSv!uEt6@SEP0 z#xvTe8|na;jyfNG&}=)tkuId+TK}NI<2oyns^|}~%xr~?%JFssrTC<81PFryRyP&5)%!5auPCr|hzuj`MTns~$|k z=7jG+p9P-ZcY`mI9$J3#`Oj~$Sd!T(FDU-CpLPanbY=Rk ztc3q;uZRzTST@<}wvuHZ013ypVUh{ir40=r&karZ>L=b2cFrs;%}aF3f3P+O`E6z% z2zOo8iUJXF3aoglveN!On?PBkb$_%!xFDi!JVT*_;az9dWlcixz%W1BTjoC8 zcFBHFt47jcs=Mb7@3T*4^jkSW1TCspbS?oxh&kbBsJD?nS%Mz*?x6*FGyjn~z5<_U ztqb_v#RT@Rg6|1Rr&9SI2Tg-F4j|Y(zQrUQPDTFQ@Omvn{p;m>QQ9Trz`@DUE=Q2X zilr0#@0EIF-?M-Q79y{mxkgSE--n@Xc*$#@a}T6|Yb%{w=1PFtjQ%WTBI;^9TW6?& z{}`dhRz4}C&%gg<{Co<7vDQ*_=F$@a)_QJC6YX@j=yDv$@qBj7ZrcY2y^T^-lCI(y zlE5&N1i6;btS7;`f)m&eti(#IM1T_tQEsDTk^EFa{d+Snce@T!w@|-9zm<p_dd<&1o zZo_wB#TlxTHdIsK)}3#NtLEZQp56HbOcfH<9KMwn@-cw(`5ntrm2pci$4JwBf-zyrvf{5@0zo|> zB=)pj_#`EYsvG>&j=h{xV||AsX{aC)yFjv3Q^)F4JGZQMl@HFlJ&(TIuQFLyzoJZC zJb2tTVJchucxb&){IO>*?344b2e@Webq40VN6e;faj|zdAVQ%Tn4o=_3BSH?i2U<) z&>e+;h=!``n<}NJ`QuHu1(sXA1G=u@+ilR%b;OE)&?L&>T~OZLl~+8K(LNbVn}^C0 zOL6vvQGmWF%IHs)B#gcwwtVInEPm>z6#^TnGQ7P!Xd+ zjj9^l7KD@-vv;9{`qPXBjr6CPAO@9^{Sy#--LnILqyq1$0$<_{?ND+{iR+zxBJGPY z*s`}tEks;y59|6(i0*R$k_!29&%nRv)4a)B2lR>YCvd=qUbM4lKFnCBK#=y}QktPp zkhY{h2(+D7{${dah#Z?vdE?*f8*zV4Eb;UkojwhOwt<}v@vXZ0aCF4Fy7A>ge! z;5*}cW+AAbLh?cwAXwY+D#Y}3VTKvKy3<4|Ucc4tw-Q!IyA@e?hk(PXPQ;GXneNUX zpqa&dDUB!#y%-e+M7{7~&x^6cF~}#HHBTg4Nsu2Wc9FgSTQ@XP7av`zM(QXqs+T+` zPSaqJwh%Ja4>ZCs;kpN)_bgQuNdk&6k2nKXtLDqlmjJM zeZB2eoW}12UK^anBLTTDW6{QKP}Om)4U0gN66+!5TAc10H=w1hIJ(Fy=eMrFTX$g2 z6b46Cp>GFc0uSsyXwrn-pH#39NgAOP!des8RwTywx(xdh^;6T6wdsA-vSJ!-u_$}Go*l4?-hNO+SkuDF#7F| zgpVpbqrCwPIJ!L!5LLHyNkJrqgt*x==p`!cBwk2D849l@mE^Nis9kO=) z)NZidczly&9R~Vt-8&F}g7uSBZK#5rJUi?b{P4kZmfXGf#gSSE#L0rlknB7 zXqEbDp?69tjF8o|mGp2aq{VqXKdOPoHf~4aeNp6%?GBsZTmIK$pL2hGM34SmuVV_g z+bo2_;!lTtYh&|NNK9jUH(W)1z>bzST)SPV{{(APLA3UeXI%@*{9uIc62^hq8`5it$D3% zE5ynp@jy9830S?9 zZJwfb0M<|1w`U;7kkLv`7AtY;eGD^{chLSA)&Z@LXC-Yc=sV5tV~M&MMQr#0&Dnxj z3cs(G7EJUHaS|&4X0kyf2Rh$?)c8Rq@Y$XsSlkJ-Hg&v-we2aSfq)=s=lf$-o0Swb@-Z zv+;kM=q@|t=l;d&5r2!BL&6ZN&iL0TA{qKq|X6DzK~58^s_?K$Bkp_hPK~r zvCDr!iC$kC^Hpa&kMHkT>^RLA)%aW@%(5_9ZuHlGbG2k#A3hB4 z8}3+95!V{P3!a%^nZY{jhYCj9QtD&!LEro?_g-j}O(f9`{!Nf*jR7yMj)ujSF{WBfvD5>D=e{J+$}pJS%4=e_=_5{<@4} zT{%IMouqnpcDKzmb%tUN_ZU&4^4 zzHwN;E_;arJk6fDgUpiH_t{7wYqrDv-Zr>PYD}EN`%Jaod+ovL7r`&W`9g0Ve+THN zRM;<7;GT*@cb>Q3=Jqsg7?pWVw-`QNA{%Py+K z@7d|HoV7Aj#Y!m#=^*?JcFLkg@c@g!ZUC1~AEAMBbb~k-KeOawBh!va??F(;|bd0Cqa0UW#%Q%uNR-S zpxI9?1pVng-`FMyvXDN(3Vr}G?0)60oTuWXClM)+~h zR?T6XojVZ)WbLplP*mw#)Clzi@G3g*4s1OU=~o4os;*%&_9f6>Wma&V4&7fKdp`O2 zO0ol%|N0l%bmxxftg zbKdb!&i87=m+#7=;~{)q0xqK9&h1^Cvz8qJxh;zT%44*z`@W?F->`4>GP9{;7I6hQ zJE9Sq8}fVl%+f)I8RKOC&F#h`b%ZT^<4hPZ3fQLJWo-R-0eCc^+8mB*0oQFc2zY%g z_aV)cI46PS%rCL+gGxl3-GPmxonQ6w*us3= zS@Bog5Kc|e`x4|LPpnO0WqeXO+)*5u*4cp4dWKb|qm@GGrd7$MB?U>4y~@g@9{OuD z?|vJYudFU3-QKMuYQ=Y}-M;3yWvlFgYI~D&Q3$+QOm#NguIvX5{oizZiX*IOyx-E; z&Nbc0>BmZ&uFNNiSMKEEryf$x*BDf&9fHZ?Z&^{acXH~rLga3~o|*OyNbHIC(Scn` zcL^d!!};%Kyz9!f15O?5%z1Kd z+X*eCyZ!4N*NQ3EpOYCLtUKfLhT84b_ffm9vLOc7tc3gqbRqu;j~34y{h+OOcrzS* zK9N=nMr{oiJ8rK;_~3$Rhno}M;DDA0F)^qK{T`rBv7z>%#hgDPc{%mPv!R*qQ!pY6`020>&RN|21*ixS*mIE!R> zMXwZET_An@W`tEtfc(@DTq@7N^OwnhLtonltj~GUXo&Y)1I2V&A`CcOgSis_VG@Vl zk$TXD%h9a(AMf%YQBRoA>oJ;Sq+?A?{LX{s6FpU{lD!e_3xZWb*VY$7r2&$O<{=CD zxe40-L*8kcP~Bd=L6X|h*nk{4(!90QsjlVYL?_Ygs=)g_M(>>-)4A}5S0M^pnol;d zJZ6;~i_9J%z89WIAn)s$^yq_@h;Z3)Mohtc5w>unkL&{*C;MAO6jo&2W{_;q2E0oC zFSN1!MB?;@XLO5W=g`KS+Q5Yb3s0|w?Yg4ZFiQu<9K)4WkqruSeX6~S9kBAl&puB| zD);psi?eupDU?5UqKF$-U1+{O)5-@6iC<%SaH(Zv&L5O7gj{y02gAV#Hf;=XO33Bg zB=p?vHGQxv{U*fxD6b-xDlftH5;^L1rti|hu|pap+Z!h^xf1^JH#5f{4wqf=NjwDR z*K*kYUs>pPvib*oAL3iEQ1X0$=$t>F07?4g8$7#}sW(Wp?TH>vL|;d&NQ!upo05Vr z#G17J_2Y`Ly&ZQnOmEyX0!@s3+%j)25?$~4LmgQ7beEcW@YN1-&|EWX#-_M5k&M9CpZ5wsSa+feHXJ2tLs-ZU$pM<9z=cNxU zskF__FCarE<;OA<5bpVt|D($P@umUC2WJiz(}gYi|Bq=nYd=nPRi+e`$%U4@Ny)bT zr(psjXJ=ubXN@P75_P7>=VzJ{_7;TopUW$zjm|+z2ty>N3@Q>t)5mc3RIFDH=mxJZ zTEWtv?;r*3T*dlq)#5K`RB_) zPjQ-dXVcqVeEDIk|9b(^&g~@2I!vh8jjR%c<~sMqC9=E_6S#CW&)mco+c)13_zX2( z9`MAXdzfGKaQ0|6xI1&8*{5}pp=0Vj^i$SfsPg?oV?nZDjiV?Zy-nZUL@ z`PkjGD=IO9E$cFgwUdx#GvijY+^@z38j~>4r>_FXnhMGHz{CEAvACTmuV2F#GB!`7 z^Mq;YrL=VJhjViaFw<7TkP(m!8)KB>{_-)@Y}%cKLUFT!oSs0Zz@vCL&f=(Z;I1_J@{5ITs^bk1Gq3 zUSu3x5@g7B9>z!wG7cV;<3%yyLOgWI#Tg^ZXtUqv=+Cixu6K`xnhByG80;Ks$%iJ< zIIzC@f2Q~rEo?4wnp@8IT30Jc)0<^yRYW_o#AS zI?{3%*5I}&;TrWJmNN?4m*WV6T|qv?IDTBRlURfyjK4RV3RFq>(+nsd&nclVa>1a$ zOI4eK-VPFx7Ki%P)E_~nk5)Qoa%t?rbbp5%ga56LYT;cPQ6N{WIc!K7Dwq zzaQds@|4+tk@qg0l{{KPEr)e|X>NlJMDs5fK0Z)F1uId$MiT^NIs`V6JC?kQB zeg_bnXLhW}W@@CkU(Zd?Wu-vG7vAv8U=_(b@Anbdqsz;Swk?P(<52;C#4Ezny5y&M zW69N_nl9|K?)`$^kB)xa=Nerb%{)F(eRzMoCZ}eTGp~Gqr}qW6eRpjFW`bgq@K?6O z47ZX!nqQ+9QFvk*7t}H}#|IEOj$F$4?M+y+sXM>lGPMwdJITmnYAD;$Nl@vB;v55U5uNLcre1Gbv0WTfkIsu02gaYlWh0z)k3nCITb0|r$&!&i z>W-xBhhG2K0VGCl2G}d7URTUpZM4)D+!txSSXDvG=vJ`o!T(A7;&A|mT-qgB&i=Y} zu{GnTXs#UNyoJXLs{gDeQ*UE+La)Oe*N}SqEDhKLM7Qi&^ruhCX=B19^n8e-Q%^@G zbFNJtGq>Icnf=(W6|v-&?d(mX?0Wu55sUb~cbqb0=oK3B@L0{6cJn5eq2HB1ZW{XM z)k90D9Z)2&dv nsLgZ>^5@|*lwX@fyhBsYz3KtM5AYv9zCg)IDN9z1n}+^BIE)^K literal 0 HcmV?d00001 diff --git a/img385.png b/img385.png new file mode 100644 index 0000000000000000000000000000000000000000..a0bf12d2477c184a3059e80a503cfac7b7031f31 GIT binary patch literal 17549 zcmV)uK$gFWP)Yoj+`Ni<@Q}Q6a7SD*e;Edtfq~LK{XThmhWWGi?Ad#-z4rS1OR)ux zR$XiY@?ijoMBVU9fvD!46bfgX)vdTg{fT(ku9XHb6%hMpsO}&{IsaXs$EZ8}^nBeF z5R{{o_5o@?ObK$i6OpbBR;u5*+dG-^LHG9xZEe z%>N{OLO`MC?!fD@=ufxegW5O(5J8|ZZG8;U%xtqWGBU*LP`~Y z!I@F&Zma*D)${VQ*A1Kx!aH*mSkGEKFbL8Er=09{R z&iD_l-wU*{aCu^wHv6DkkiW^yKh4K2N^(yhr?X7(`8W-a=&||7K5kc(65Zc%XI)_R z7n<&&TEZJH)?J&R&@Cm9FZPCs#?8hnFyOqo4uX8NpeeI;PsFZ!wr-ZJGjnSRt?-0n1 z6wM*1X7NmT{vCL_IRxG&*>ztS#=qx(|5`}~j7sY=gJ{;0n|`r^jJ#j0d6!@RINpLk zKV}R5e1lmMScmRWsIIm*S42bjaIKWc>3cpNnsu~q&Jb|cL*_K>{O0sF{ z=6eIUv)Qd0i?b{m-c8OoSHLTQStj_L#5{}@E7AIT=f)a5|BjfB!Tq8vrBX|0=(3&G z`vr*7yP^=abS3&YjnNew?dCpC1#Zp)d*HC7EZN?FqwSv;nfUpy zwzxyc53`fE41#8%m{#W-^h+UXI(+ds6RH6jUQW8s=-n8uMG);S=F+w$-K<`Sa0_7XgG_CZYgsgUX zYM5G^MRDW&2XE#ou^ET88_ac>|KN9(SX>7{bA$jN&Mr}e$Svv${8I9d<9|uT{%PQd zfAH`46KZxo_!ir^ZL0pC|M{Q)iT}OB6DrOl4M32_Y<^vGN4Q}sQ6QA;NtWN3)!?HV)-vd`t`y4FQdk{f}BcKP5Eq7;$vgS(StgWg%FV3}6L`F@V_ ztyOZT`x3QUpy;SJM7C@9gfytCpTn{JO0`LTs6YyTq*Th(3KbAldzIWsyT9$$mRX_1 zLoAWXPG*?9<-ZR}K$CuOyRY?b3U9fazMhlGrd@Tc!U1SyJ19}D?1kQazW~WSNxPaY z1Vz-bCad0ErZY;6W94YUV^RrA3PT?I0ZWdUkOfuwFNLT^zG9Q%9Zqs7{6PTCDp|u< zr)uX?aP?eKf{H5mBc_7bT5>@I#`0(@&&Rco`FmBm(|)a7dUseMvP&lC-JocPWuzfGf?>q5hufy=(F;IJou~;4Q1C>%rm!l+ z+bFvl;N5#eo*yP(6WO&%kRWA=rke_OfLY*qE~zfaONZRriPUDf|sN62?pHEd<0xdnE=Xc{H}CG)LZ zGJ|tzlW(1j7qd{Jpha0RCl?5|+FktCiHPRxel~|Y!bL>v#jo)(Y@kcnmNWnr_?tr2 zyit0jo*igfk0lASh87+4E&~@ykDWa#6gN8(GQ~w~7+p%Fn%CvA3k4 z^r}vdrFA<-UmlF+N>(`b;EDlzmSf()OvUYM2XV7QoIc8 zgyi}~L5r(}w@A2hg%?ym zq+s^YdXl$H1%;KJILrFdLfux^o-+Ug&c?q5H8>kvx7-Xja^ISRuSf{LgVXBiBm=fl zG@CD8LjSL;{&(benx9-K#&xjG`vk?b`drtn z@F!Mt|GP)g@F!RJo+FG$|F#@h3Q8ke-t))^u;7s$V3ng%Qi;wQU+^XKItq~mt+2G|R(9i*qSq*5( ztY!#^7<0~~c6sru4*1T6U5xBfTr>RID?%}Q0Ux(0U{+36(_+=iwuD(!LC=vCM{OUo z$e8z)u#I{bs-D|v-o>lA`H@76KC&f9i&}t9*6ZA&M1KYD><;TL(4mdCdr4+PfLewg z+sRHdo>|r}#jO9Lh<3wSR%p23_$FZURd0d>b&2h{BdRg6P#C7tyHcu%N;u5iksaSm zt7S7WEyZQ7T!Ko4F695J8EmTc~|$<%$I#y|8!nzzHt5QPnFecYQA3MF2x=69{)N zD)Mm#U?S35*rLu?y)=s0y2&=8Z6K!2_f5-r7|Z_xdO9%88hNfns`=#wER8}I%}=Fl z%n49?wyG4bqpU4aG3W* zSP^<{u0HqB)-!}Q&7urznHFHnssojK7Twz;HiI8Vs5n?XvEcsn=(2wBO_JfYP5 z#8yhuTvv|~a-+Ah0-;@f{_V=FBI7_UlS6HUBVd&O|1d!198sbzv&veD_BY9~ILw;4 z9Xideu6l1+VVAN)PHnzw z*n3~ks@CPj65=E%XmYo4(2AJYyY*A1fHt=pAPfW6U`Wp_RL- zmP}=srHWw|N9p^-ekPoruArW%aP>qNsAao6Ro`;_wN%AEog#D?$RKobHqQk_^y^1t zUpJQ-Ij=%AAu~)ALQ;FwI55nT8&nez%_>+!idP_NTD4V-3f)pjP8+_JU5=zNf|A*; zD#L`fcjLz`YFdToI^^%-QoZOoT~P{@+CiHcVH#t=nl6z_n z6Li6r7{pAzunqOLCRvjayp4cAIT=9?HJOl`Xef+|hQ^3&Jl~ZR5I5mOI?PFP7~3nj znai7ZMnqJVRnY+ed7EtFXA+6Ip5AyZyi>6^3%N>m(NTE^pNMczi^4GB@&ceS3L3)cU7LGM^2%PHs)d73 z#NG+nArQAuRNVqq%CR7a)=c(SjActi{YnLgL+ zZ62j(axISLBR{&PCCn!~-R+#NU7v~)JIb^-;(P&=ErxsUYn|ucgEM<&NW4OBFsI{q zsqHJ4+Gg0G(MJG}+39SV8I2C51$EmYVIjBUvfF$d0n(qGWE4zAWUSZZ!_R7GND(S| zGyQi>4N+DN5#~`rxPS&@ zy&MK};;L=k71DSAa!Sw?JI|G2zEfLcYV%dc3Y#*rBAQ$ z-w)okS*b#9p#qqe@X~cWqAOt1dDY+paR+ z1Hnee^RZGv|Fu;Dwz zf9QCbM^KEFz-1p}+9_MwAAliXQtEiL{WYn;TjF0i5TN=R&elT`8>zaf!w=G9McsMbkr zezU{-laH==jh>Yg=Lw0xuGrk>ko;vG@;TF`imS2E=%@z_lM#knqHZ}>$W7Ps6@mNP zT%i*o!-&_=S($lS62_{{#)#}_0^Bv>4JEmC*$Ltf?;<03n?Y%80Tr_fj^(Qu6(|jr z9^M)OM(J@rU7D^v4U+pu>{w0(mo(!L`tgLxDBx_ZAmPSrA>SQN_e&309<1c7f z+8?p9=3URy=t1LY$%5u66{F)+MdFvjPs?kV+1DM~Meb@&CocCG#&t|vHJiAtDBXinKQHE{BiN_Z3JY2 zR_}Ot@2wKMKj_nyJS&G726v|}UhJy48*vM4L1LLFN7W%BQIorEpd zlD|WcCOp`l62Eqx1M>h>!3zkhb#_vTBa}8o%24H0>lxzIho6d0A(Rqa)-&%ysvX>|G0FZan~X|)J=+m?$b zyE&*SvtI7KMZ*KlJ*bv1W^RalvyEFG%$9O6%hz$db=sEvk+|ivPX71oV7Pe~2{LktE3^=OVWb2dKlD^f7O1d&@mw9-@sBog}xZqs@xj(h7|5{lk7pMgDf5=~gbAHJ^Xa$6Z`!MrPwsD42s|sF(^kKNrP`LfR*yNu=D6n3>J7;@2l4-kd&|*_aLv!Et5p z_{3DvpN9qNJ*!i|d@HxBl=@mWYd-(hEk&)=X=fgXmL1|iC|-%uEj6oCIIO*L94z#7 z=f2plkl_TCpN#&Ps!kV}oOjE$Y}d_jr%E+uZTs#$zi|pkG^ZE5ufHhvPskExN817R zPREQ<4I^5WV0-GxTok&Mxr8^w-rH=dEERWf4fGm~M?=O9(H}We*g0{^reMfSnCam7 z*{`$qOn|+&`MTlfgeoX#@K zgA==RXhq$A0$3;M5}m!b`CbA+84BeG(;2n;CCai2|x`(A2s-+2rF^?KlI;o-sF{UtM}aj)?{i`S4Gt0Rd_YS&#I&bvP;( zeR|${Zkw}WOc6mBbZ*LhUPl6Nb!kr1O;IOGXg-(1jrK;o0Nll(DfUZkLebr=)vNP- z7vPM3k=zh6-3^Off#x%J^a}vK2Ml04bqtZ*)5k5UF;b%ChEB482!9SF_k?b#fIo+R zA4}~My;do8Wyk7IAD4G^XgGV&3Q8H^1m(D%Fsz`SI92eZL3ao}0Lu2u+yQO%$Gg$q z^eJVX*&P;7)3x{Yxg(&DUhE0mL}n!@ zwkffQ_5m0)rm|;8=Q_^(6l^PE$A9U4vWs*U z3z)@QU$zkLpV)cC+8IP474wAOsE=EFek#OPt!F1$xL8wEN{G3nZZV(rQI-Leb#OMm zAMk=bKOYT%hR%cu4E7n8eJy^aFn_)?t6B5@XcQ>Co8$3J%33w6&QHwsj1nH&Y!@K^~ zm*g4Q-Fk9)SBJB=2Ot4Y;)qV1yDg=tZ~_j!R6|hew4Jls@#0+A9~T#n$L_;IW^#9rv2ZTgh~I66LTO`MbwHji$xd=k3M4^P@NPiB{`Hsz zq(r4pCC(!KD;TL!6i%KM+m1+3IDvlUEt3*Ekq%E1?LvMBe+z3@tRtHNbbd8-XYFyq zbzY0$Fo5N>1dr)7Ir8Mt0B!vuy=twRmDT(Q{U(ap6>F7fZ#0JyPVU>`p!FE4n@N)R zDJG0jEtvD$)l=-#8smsPJ7t(E3uWiWOa}}xFpvgxdK1-7vQXAXB1j?opOrS2CB;kyUppV9W`a7mDV~6nC{BQr6u|5k&{NvxhfB$xz zW8|Q4?4(BeFE#qVXe0L1=Klu%qiwc{*MBI>+Y$dbKIZs8)MSp~-+!u;fnPh^V=UE* zf3mz~r<};1nkKwuyxp)8-ZG7mW?gok>$ymo%%13WQ^E%+qNwVi(25FGq^RnQRQK(I z`dhRZYR7GMTj(icc42(hlL-pCSHKlLnE+(q@;3VZ-L^RpQA}JTGfCCj4A4>NQ(;Pt zn*B=?UEax$8j%kyqha%U!p*3T%&QChKuDi#`o656{f+&0VJI55DxitfZsra?5h1!Q znq}*!zzIkzUT}e&Hhe25Y`%N*PUmw{g!{Rz{&>p3>j^{KDzXc_X}PuutCJ0V3545R z)@}WiXS)Oq9YM&9%oE#g;;UoteAod*soA|mD2fUB48K|bJMXg1`&Jjk#kZFkL|EP| z>t|tmQ;OvwZ&L1lp-`9$t?jv5%&OMqMVJR#W;XTX=erx z#ZtYPzm4(oQ8X-F2>d|_7-sQ`R`2qnj1v&Q{FWIkgt}cawrw+={LR2plW`-f=t7r) zr6%J^wq52y z$&ERj#B2JiC6m`;$IWyIa5KE^F2swD$CE?`hFY8DOO&W-^~TO9>DKc2#}8p7PMj`x z$0dqZFXfRR3|{9T-ddGW5wWmhCHb;->VX^QR|BJjdX{_>rZa?(RQ;%cNHgl)uFt+s zT@c%Gpdm%~>LWr0sdJZ;npQ?}i;%KJAp&u2nK$96Hpr5>A(9pNJ@~L>-|z^Si4pQ+ z^AYX!_O)>gl;0-4%{V|%j1_5N9uo(!Z;Zk*7?ksOU?&)Qu7WZUR~jC)Fi(p8?W+>c z=L*V}QcaYyPI7?lqXr=h^VE>~mq0O4UCGZ;6w?3`e;wG)CjECBx3*oAOJ~3K~%J4 zhR5OR7>u8|J})R%&Q5$jRc1l?YH3hdVFYTbUZRS3+~%f8$YtEO+#b~!h(0+@4*czn)DCmxt-zk<^8|8}`8jGn!FUyU-5G*(do%Ies<(bb zN)u%|g}9N~XLak@s%u5xGiG^5Ev@|%t$CL=Ijd^ep0c-U#?_Tvc!Al=ZK{f{_-)>x z!um#A#ZIq9XgkBsoLx6NxP4|Wb#dVcs`#6f4q{xI#B^JiOc_uMyGES$7}Q$dqMKgI^Sj; zxj6%Sktrgmx2lzYeH0)sOy8l$92@2;rkgMWqqCT)~d)< z?+Fq!Cuet(d@MJ_ffCIsWPQ2TGVE)8-erepCt2)FG3^XQq$LmGJ9rpPm^dS;taZ_% z+1UWLZu15m_z|h9-#qxDvj2C~z3au&pV7~!;SKTa^~W&+z33^9}`8^jI48YpZ`Kd?_>=V zd%y{h%?>GExuziFIu!mOcKE@r!1Jv(xj&6a>Zig7hkzq6#Clx3;069cp(aDAn0z(gqvl&W7(7%rA^pg4j`*x}bJOyRI+=Fkt=I(PsjN=l1CsA5{*1lZQ-UDv9Y z+{s?jR^PWX2=saixfAZh57_#k?CjbLO*Tv(mzloLwIaZ_M(?^-^~+B7l7c8GYu)T5 zrxgXri53VzSd^^QebX0Xd{)d5yW_<8h5K7X8D_hxbZv6)x6|8o878!=pggCxHM_3( z{7|(1dCh2#9%u^z;35-hj_@_Kw)xqEtD|uMrzRr~J7q$`M8vg=CDht03gPB7<`c&5ELsi8ak;IsOpB{-{}wp5-JleJYW1$EDl>37%01h0EAi9C zEJbMC?QmbUh}AZ69woG$R6N7O>zDgeB_K+-RIBGK5wmI$46{@zW7^5qYo$&*V;k^= ztKFM;B)QGHvopLI-gbiyGRlpC(1qT;V{2FL7HvN(FUiy-+b$0*HQBvWK_sG_xK`sB zJpL(D(FlC9zUw(M1FrFg@?5A!fK$R}_6$)l?m32W!aBFFc{_uP;E$}_BgnK}HlcIt z=$d`E5;w^dy5V?Ug=VG^G`^@{E z^W!f~>`A7-3DRD-0%I|0(R;Tu*m%*NpK#j*2sp-5sH(vOsK@+njr&yWMyJ=v5RPG@ z5VDi3Exyc;UQ#PPniej15uW?Cn{;?!k8MF?!o(I|o}Z`YYQAnxA<}pliPlFfjmBB-?bRtd^Gy%o5ifUxD=5w~r>yFzz|8qy9 z)%E7FUwbgBh#F|8;s(<3B1F8EmGEX&cS*PR6H80p@}q@cXFxx^qt5_XCu;98O%*Bc zsSBPr&$Z<53g!H;QV^c&XwGoWN~xk-=;**()yi+A$A}40vvQ=l^JmAd-Kn51qvB|K z_l-U9VY;OlJb-ErDPHZG=ZS&&z2r`WS6$!?1w-hOAC=S0CcO!48&`Yu1rAffW1q&8 zAnF4!vXh)fiabvg)=NDXc#>3ClKsV@NmleR1ar$O+rID6s7?ZiZuSrLH|6ZNH?4LUg0wBzft#)C2La=l=5vEj^SL_E_lorytKON3-`6|gu?rP7u&kV z&QU2P-`eFD3L|^Y-%%)7Sqcm525!20!3sOT^jdvjLuRGz{%Q}G zJ5gS2h1fc}jo7pE7wv+_zq7-#gifHB+@#gTOXBPv*9AutajpldH#X*v6X{~@Rwt>e zat`NL^K)XVzl$L=ftI{uNULEW4W`2(45Vd;J{{;a8jpsI<*$68fa!4Pr_v2X0#1&E z`e&8G4y4-EY$GeKREG-rn+ocQ69qh|yzRqv*1a@F*QTm_CR-=U3sl$*m~3tE0tP`Sz6!!gz_m3)2M zIp$^hXLcO^jG2E>PmFD;Y@yieIi_7&`0}M zotgPuCvT@5*d@}@S1ljn>-Ump4wLaprXpJR@9r(ZQ?q@H9O5C-c?1d~V=pEgr9!kN zc)Cc{|2edFi9)A4Cptd}9H&W3ZKgEX>|&Nwt*=tSuhd`1@9aaBhox`JeE9mVUDz2c z4)Mc6`eWO{VTtkQ;I~=SGQWBVINy7d)V2v)fx}c*5uVSkj&^Z6E^cBY<01y3l(WS+ zG#uM$VRL0{zj^=+B==OCIHno8<#d*PMx4YUF$zDx_5vK)X<^Gs!N~2D3hK#;83kDG zX*Y_LojBy{;@EbszY#Eyyu%-BlD|XTt)mk~O4(;bvpw|t{ly3dUjwn|_NPR>-yPzt z&!R0x;rPnf+4_9I_#S!6lHsS#(O6Iz9`p`kJr>&Bk|u&KjYmWNw}??=Ivmn#J|mr49}YZMK6obQxWn>JF8gaH8NhU6ZOuzVoVTYZkrG4qpiiZNA2|6E)c4 zoOy}1+rZJ>-Cqq0>vP8{&@Pv-m4e)YZlM=})=k+pu^-wJ@99a$`gE)N-WitAIq4C6vV;v*_H$3(M$vyc8XqM!( zQJ37vmK5GR2;{*imHHFNrCzm3=_?Q!XK9nVSH$*CCT>cuZm;{KSQWcw=5hGeZV$-zK)%g`*I zG0;v!uWgvL&0g;M_sr~1vW1HKfC2`?zLhOr1eUUC-Cn^S`{eIhJ#zO1AG0y*^sSPK zGECI0YT0`(yOPBcy&{>J{fSm6os1tQ*By$b3}E!qWZV<BV z!0e?zA0%AJUYR`2qH>Fq>$ zn{2O=Ok|1nadTKKolHCZ{GD)rx|2DSVE=r#aPSq-oLpah+;+|x-{!6t7{yn|H_ghN z{0Uxc^)8EpihKbfSOo~@bt1%lG51-V}?qU^KB&VIe zRy4`wou#e)Fe>y*nAsa|{q&bFf03JYhLdbIR{;hO*OB3__0r+WBbTD3rPfZ_h7QuW-Ty&9mKb zm$r;;+Ywv{7nZL=EuOpDft$0}L9a{!p#4&&1pgcK zF1HHK3!S<}Hhb9zy=y@03a(8dpQ|wGTTmzgymz9Pv>!PM{E8m~JRuU7YnYI}k&Y)P zdG7#3uizfGmyR}DiLK*&AxTnK`VM96c+hQ z2IfdB^q;k=RjPbESfxrz0+VI^9Jy~vB&9o$eh$b&weJRUHR+Mdl7j($sGb8xR5u;Pi-ZETKeZDQGx3zNSb5J;EBcQqR zFS$}Wdk5ql1V*-h_kql3S5AV_v(WO_eiL^gC$ZH&rAkEEAH6;$6UEdKp`3Wv`kr`X z_RJfOUTzc0noN%-yq>1Pf|PBN=c$iA+> z&j~ASF9_)fOnxa*fsyUQ8ODK2-hdwTh7|fJyaRV&YJq|dr=NeYA;0bIfL3jVe){>4 zu#r5hQVAa%G`#S75f%Vn#h+qZe0#fI&mRNN%sPm$KgD-7gbeia_awBQKL(GZw{q}` z?@tjlXbd@B*w#km?}9!TUl6vw>U(xE5b(!vw>;jJD1*iYrwi}k3;0~D!ndc}oEZ(({}^BdeJ;KrzWsdW`>wf3@Jq=*=kOT3!=DfH&2a4h{pbJt zgYSl8f)n{4aD4pJ(cce8bMzYE-}mRu{)0GzFs1(K=x>PsV$8JvB7XY$zk#C#I(>Zn z!*PE<90C70_ImpG_-AAF9dYbzn!S$x>Ev&T1=iX=@x>#xM&rLM_b93-aIQYC9<&z*PmURedMncQKg%>^Ns%xUZk&u62IDbfg@ z>VhF|I^`v24iU2|rkK2Zth$z`IR*w(K&f0gQF_KN+|LySN`+IgRoVo!L%AMhWE}K zG#|EetX!WLo&L_0!xDOdCwxyV*Z*pzLt(0LeV{$)Fzk>EI2E9d_@!@V=~z>FoqS zyZ`N`**f){Iejco&J{+Yey&uU5mhm1X8>aeKreeycbpIJFyZ7*g4aNS4B-ItI2>Jem5IM`VKKD;mMqH4!qFW1${wK)QYrwjLhEz@<~_*WtEd=_rbXhIpS zo$;LrZysE7<9Zr;*F2ZQO0g$o3%z3Ho_;fZbzVD z*+JgmEd#n$stg|X5Z=%GvTnL8=X+}RUYf1Jndi*uVR>?{Fw)&u#rI5XT46;~!kU!l zr>^E*(8KQ_0QaZiHVO)+Rjn)BKWNYWbKQE&0J99x>UV3r0`Hwdf7irdyN|!n+}-c1 z#`TylJu3sowu`eHpLuSDScC%PHu|+(j?&7U+kxEd6ws|60*xoQxDaAc#ZN@cL6T-a z|BgE_GpUe|C_i;SOP~uK3s}ff-LfZo@#-CJK`1@nmO;z+OQovC_4&u`NWcHx7(wm% zz!_@&Y|?c5K8`;Fw=smR0p($>@M9g5w4uoMz`m^O~L>=`G9`8u)N50+v-3I=yR zJK@12?1DTjnpe)uo>h(=!~6%I2)m!X@Zg?ZkeeYb%0S3NnYRqhEL>c`xNh#VpT7^` z5bsZHB%l3uKVMvgwqea-@&07mspjv_&aN0dSd~SQ4XD4J(a7dyKYAnWCUNbXLvg^I z)uvb@so$pPCHpEbL)xl<<7;A=es7=hP(=GGts~?DqKD zc0*elVGKHx?B${b|Dra|6Q@QfkGyM{c2#Jfuu&w?N`?7NYkp`{{w_70PK==3bBAKL z)FF=B;9F*#&9F*S7G;D{`MAyB(VRSI{=Q^i`CQh0N!@=tmgXe9aT4vddH}hn&FJ>m z-JvWPVfa=US{x&cJD|U);y4hT`_hODdj+`KBKCLMbbFrzW^qUFTVcd9!kFDoF27XL z^3Cy;*XIQz3_L50I7S%bTMJ%ZV()#Eq|(@<=V&}Eu_xIhA>XX3bd50L6}Q$}X0t%w z$r+?i*jIf`B>hfaDh)4hhQG;Jq@l0Nqyv*M8RdMm(G}QM@lq#+@tGCHs zwWapi1<&L)6>KmllJ@h#80zm8o{3V)wPy7;*{inH9=qV1yna>-R;|w-Y4T3n;<+e8 zea}w+&PZsezv244$wMpfnfvG1cW&{LtLC#un*1|M4fQ*ooqlC6hWcN3*T0CE&Dg5B ztNPg^O&*pT>ic&3dp6YnK`f-ZuS&47@C@}gAEw`AKCf$rYp=Dl`J5E7?etSJ)c;19 zb%v8{HdkS4_N~i~o%Y*~^%P;RwE;fGPCq3>{YC72hVQC^s#VJ8%q)%3WtYFurDAe> zc{SCd?6o$)vVQ(C$lfaox%{MOX3s5v!i#fF=F>owhANWQy;3d`|dE7hZj*r+;R3sJ#XhFXt)POMgH4w#UGDXJ(zg zRkE+BS=B-XZgS1j7sFS2ChX&f$#sWfX7EHYaLO(xv-gR2IHf$h-uGg3Qx-;%Z_zrf zTcDUej0*h{X7+9_YJxn`&t?2Fp?YZOm_6Q}DV$jKlI5L;W`RoU)^f2xW$q(UK zdl^zPX`gsEjs5tQ3*jrr=Frj#r4z%nx3k5o-SI3t=Y{Nk{yWJ%aBW2yqDH(yn8FEf z8M!$VZoB}!y1gIt8Hnbvc$x8-p$Njr;K8O1P88rx`+2wcvi)qw>pd^Mpyd+S8;6jw zLqPZedJES@dZy{$F+qde+(QmwWCDyJ$7E#`;2&%Qhu=1fmA}2X=7jEk&T-OdfZpX+ z!Fi!mw*&OL`#}${gI?J&tz7W!@nWI-PCo8E{{@4F`2LbxO!~EcH>pt+!z6(-N*pX| zUs5c53BEADy(d(5ueONRz5ReMo$uzqf|(@BU=)q7Dh~@RYGLt?gid}1d?mf46XGPj z0#_okBLn-ruZ7*~B_*YA;)OVg$cE$&(xN9|b}t2G#{+Yu75dLw)hbm!9;{fwe3wag zz8ZF~mrRRy@k5-rBXRIhe9lZe^8DfrQWG*=0q@f93EA$fY$|As-ZBh&lhZ=4$f=fJ z-_3s~xlSiqy0Zd{VUs*8k+!bWb)}%{`YgTVmUx8|EU+>sfBq00q_%+ByM!-09x*!Q z>@C9;)#uw{jAotBs%W{D$#epOREJ#j+~v;KUU@fp(UyEH>bl~nx)STUcCMF9Ene?q zAD~o;%7*mO>r*mOOkDx9d#Ufsj%P1@Ab7pkS;@I-B=H(qdamEfK6Ohg;a{xb*)o%?NQei7xClJ9G3hco)j;jj`GQc ztC(_$i=T5XkZH}ug071=sxG2*U2B`NOUdMle)a+#*?h=X?B_3o{rO8S1O#+4sdy;{ ze(;sCjNkTxcZRg})1FP+d3tVC5$jiA^Il#l4_i^F0NnU-empP#js@AtZ9te4m950}`*$Dn9B1Q) z(n}h&`oJf+7qLDnR;!blX;=HI5CR#O58$gMF)%;ybzB@%N}9zpi1@rhZgP3PwLM8v z^I-wG{B**)^ku{JZyRd2Hv}TqFQSk?|G4dM=L&S3Jl)E{e71-X)r<7+z$deVK*ah* z{DB->#wtopFZl_mPu?=Kay=Lt+RNBcseCD0121BIs|WLm)_Cua(2AGaRq$2qh9ELT z^-B78z{q4Oz0x_6v05+ESR;=UaIS|o=_5i^ucUv6jkOW$x5|95HXq#q%NOtdc1&&F zIAj(5`|?m*tgqisFB!_%aagatfaFZXX6^aP>vJ>?EsgK0o>Y4yl6F6P9;&`St7A^} z1A$Bow7(KZf#}Ldu=h_i_)|V%ZQFc-sjkXBUxEsXh8&c@$uh5gLaSTCoCfAPG zH>Y|6#;i1|{0t-#fyB}Gt$h4|dU9M}*`8&F#m4}ihpJ~s%-hQ?j`byn*UOvWEA*r< z+Fq(d_#Kg$J#h0f>F8JGw_)*(R`=w=A|l6~cjR63Ls}ygd)Zt#Sa$9SFOdJZ?p(^g zx(fZT+RvK^H4mx*0SwF$w#(AueD|`S{LeYU!M=O<2~jW1YAPniI>+vZ0z{?=nm^UC4Za4djEan*q-JG zOVd^%;P!TK`JxUD@#*&AjReo_>RL-PSyx+#dknMDBUw+829nw!Y)-p~`vo3`Z}y zf`2`{dAt&~+nVoqd!TZjePc;{PXKQO9BNN{LB_lT1N5!|tt&5*8GLCuk7Mh(bvf(f zhdKWqSZDuN_-)75(?c+rs;hJId6DJHC*O}wTcXgj`SC9q#pfF!Z0mV4;`)!=D5)z~ z=M>~c9OctuId(rACRnmGR*-Eg==}fF*ZV|-t)~-AH5j|b;YFf+`5oB(T)`}vg+H)@ zJ9XS=4rO8=usu_XSg`dRd%;vaos%C`bx!#-kBIeoo;!^Qe(e1F+28j|#QZ-LMC_l} zai<3~vDLD`fIkRfLpjOetk`ztKfS#M+sMP*&i;&vyro?h}(CiYV4&JX6XmTpzS7Ha?i1TINLK~yK|vHec$HPW3Q1h50W zQ#k&-!B$n>PDRb*L4VSQ_#7|HG z?$XX+uluf5(w*_G?IfMgc>%C|gIU8wv!IZ5!(F-7u>@>sUAT{Fp5-hHQMSD27XxTT zMA=HC?J=;+`Rri_2^15>_jFT-2BRwnjcFap|3Y|W-d8`*M%eAHT&CJ}#{$I~> z78asxc?Sytv?8Ny?FI4e^fyMJg7hZ#2Jw1#v??C1y-g7F>+^eOw=bRY#FhlkkmLGp zDAr*_*;)%{KF=*ADI@ahrof8_h1*|YN_{GhA;1`7f4%&j$Aw~hxQg3jRy?H0OrTnO>)*)&>dr6(W3$rqchL!7Ug`T2T zI&bv|rYiYsP9S^p+k4(;N7qry%_sKUF5$=MU^Se6)-7_{sQYnC;g4Zbsx*gy*3LLv zNbUYNAGfq`Cy{HBZb5dUb!m)1v$(${_axcZ82thPnl3Sqze_R8Cw ze`DUAj$YE0gbY1NhPz-*M&zEFL$vn8ekB^a!QuGbe2Tv7!I6ZVdJ)7cChZKstg4Y4 zwokrCOz^|$XV_rhwXI&#lZ1GZ3{Py5X;+2z3GrisA2JSyZigOn{$2L0C^uk3q+ar8 zeGVbDe6cAb4i(>>Uh@0l*P##mB@=rWddcsM!&;vs5SKms!akAvz`^%3{MZ?$fG^R{ zz(Kizd_f%i`n-rZ0+pZjIfRIQ_R`dc^3|_Mc<&()0?2`GEp*7@P06utlkn5e^RWBb z%UnO}^sSPK@((=t;RU@Y&K{s{V2}vrRK2smND#@FWwpdo_vKtHGk(;vY&?iU=BwBEqR}jCy=H- zn6EwzCyFzZz!?p4OYa#$j)_;v4?Y3E6v6cNUYdH`gTTJjO;7J8rT4E4dP53*l%KiY zyGOUk56P7RdG7u6_CMGcQsTD_lP|Bj`_}k^`>G#ofTPcTfgkJzKmGjQKw5IowH}7e z;m?-&6S2Sb`A0PJnOHlYmzrk(U;oEB$i8|Wf{s~T{?7GKoHO0fhdEP)RHR400001 zbW%=J06^y0W&i*H`AI}URCt`_k-rWBK@i42VsmoNtv7IL&mg&HP%G{UG+scXJ_@C0 zp%ASrsA(iB8Hs|zt-BL@YbE|9h{Uhh?0);r&g=}Jk_Q1?2tm+E6e0-aHg+aR50`$9 z`&>c^X)a~QGi_ZE}^&Q32h0*mR9rIM}hpJjxZeheuyHZ~y!M Zastj&lW{^otXlv8002ovPDHLkV1hHVpbh{4 literal 0 HcmV?d00001 diff --git a/img387.png b/img387.png new file mode 100644 index 0000000000000000000000000000000000000000..023a82142fe3bd22a83197833ba134aca0c25c34 GIT binary patch literal 361 zcmV-v0ha!WP)x{YT0000mP)t-sv$M0P zsHmKroRE-^goK26czA4VY+ztuR8&+*NJu<9JTNdYBqSsl7#Iu;3;+NC>RHR400001 zbW%=J06^y0W&i*H=Sf6CRCt_YU_b)={S533ga9jE*#`vmqks=^8avB@pMl|_0(M#Q z0Y3&GA`-yBAb=2Qc)-f=frF1jfPwK7!v>H@lYp|oM-D{>78G5$%^lPLH2_&qMH={k ze&JyF@PUDQ15}7953K7010y#NSYSgw{|8xawhxrV#Lxu)34jlTlP7sfIR4{P(f}s; zu_@vBm%uXr8pHbkzd=m?ydRiKE}GdsJ`w69W=A~WlC9;;E*0W56DC)Pd9g}f zGO1C(q8uyB$#}>LCB7K>Rb{#tDF0BEMIBK@No-n%?FL4=yFU*=+qsxW7nq{UHbCP{ z@OmA_z=93{hSH5aiz3&e+`4{`Q^HRfnJUMiN~0@^Wu%i@a7_^~*{3NBIorrU%)vX% zF=3bMWe;O;+GBcd^xtDj3++Nw4;KB+#o6QT?jumj+@+f|DyLHT7!@M#iLZeBsF;V- zShP&bTx;6;95oU-&tU|r4!BE69e55O%T3sO2X_^!I$FrA^+Ibgfk9kX^GQ6d=RkZl z5k3f22f&!MIlS3e$`crN(wInkIl%F``Ue+kc@ zfMf%>t56v>K~t2`tDN$ZR;h#=otHm$kN#Eert%GhrfAm5rZUa|0000g0As|njp5r-wWjo*d?sx8e+jkvJjy(!*B1{2i{b`O3rvfius4X6j zktJ%q%7R)`=&-`sdCe)I+XBYhuxpI`i@e^O(WLkqZ{Zx>r= z7gjgzmmzk6x4;JJ@KFHat~1Uv*d3A3h=5_7HN!Nfom3-Gi64Zgncs}@2i;L4 z+Ti18@-1C>hz5D^fL0%9_07qH*L%JrJ)TwdxELpAH87X`S&>^bec$`jN^#p{c&k|yL@#{41JPyu nKQ842qpY0%P%i#`e#qwy!|{I0jTjX}00000NkvXXu0mjf-bLJJ literal 0 HcmV?d00001 diff --git a/img39.png b/img39.png new file mode 100644 index 0000000000000000000000000000000000000000..531ed44fc9c5d8111ac40ab71140b8588d8c4352 GIT binary patch literal 225 zcmeAS@N?(olHy`uVBq!ia0vp^0zfRw!py+HsOEA|3dk`C@Ck9cm{@ofl9-r1v>X|_ZMt?Q9OZI2bFLtfiFrT6 zenyYatTwkkFv)A&{r}&%^$>NoxQA literal 0 HcmV?d00001 diff --git a/img390.png b/img390.png new file mode 100644 index 0000000000000000000000000000000000000000..fee1a55e3bcdf8e6237c22636ca8de402a57996f GIT binary patch literal 355 zcmeAS@N?(olHy`uVBq!ia0vp^20$#w!py+H_`Y{T3P>QpC&YF0=FKZste7)r&V&gQ zT3T8vDk^evauN~}LPA13JUnb{YzzzxR8&+XBqVrvcz~K-MV_7qq!>$r{DK)Ap4~_T zavplRIEGZrNlsv3`p3?r(a_!4>?n3@Cc_aQ9-cD}ujHA_HZZ2JG272(WIn9MX4l3x zAxljrYa;`@MDt|E3`1%A8FvF1ijMDMGf;o6@p0KhmLC3uHU2z2HVMbr71(YW*B}1O zozQ0+z{!4^iP2zr0@I1d;${w0Gz|<`4AwNi`1!4&@i~)*!vQ;ak%q+#??m)8&ekxx zd{Vx0U`7n5g3+wTtI5o#8CzO<9CT;gJ9Xf|@&jyF{`|8SV7MBW7{Ml#UUlF=fbxXi zlq;^&xLFf+OG?NsyvfLP=e&f(tA7Cpi@z{1OtLWay|jTB6aWmKu6{1-oD!MrB`8f3R?^eAl9$dg{SneZ^L%f+!GFfdF+7RDl2m;-Ekf zRYXu@z_;d6#kam)>yfR0L_XW5ZPF%b67pa7eXh_4qocg~NW#-|d)Z|rAXk&$-xPH1G505X0J1g?F47;-EO>_E< zSbvK9?=FJ;=*}xZL~Ef@u^uM~B3#0NmdK?xco9Jpv#eyzeEY~7II3Od1im)~5c_{& z(hUrsbOU2PUH`cJvbQ_;k!l=MrO|k+sB#&UQYhssnVW9wZtmsaU`3v%@))Y*f|RqU z=BwZDd-FeOV<=beer}b3f))(dPInP@R|g66?e`B8!EAK`=)#Zhw<*eVvfql`6IpFH z03s4q3pw(nyeOiD-v&rIo_e*qxE6oA zI@4Qk3x1dtdFJn>->TWVJpJ*iJWq`#GsTxcS^1J3@LOemKb`3ic~*A!U}J+m$G7bV zMZ(`Y60h;CQ$o(zy~b2&*&JyV1@m(T#i%o8+;$fajqhsZv-cLUQbc*GXepHQ zKv^xAw)@oQSAjO5D6eP^I|1^x@Y|JjQcX$=Ud`uO_!!<+dno9B^()Bn-vv!AJ#%1P zx&xsL!nJPEJ@EZDJ$X*%TbEz421x?9$|%ap8JB&U;G$kASi1gF#8J*cddo%ME?d@G z_3f&df`99ez~A~5Kr(awd70DN1|wX*nyT1g^X$z>Qe|b%t=3L=s&vA9t3v8WbIC@d zFC<JoAkWBoB>UR9Ss2o_sVY*QZ8;Xb6J7$!yXugCEn=sYL_oCKKQdubLVv=Q+{to5xD+tFOB}&TUWNKE#+y=!;MQ{q@lCZ+qu_{@R z(dyJd9tRp|IPK#aMp|plWOo$WQd3$y*rZq90Lwb%4Y&)CtPJ2<14Ne}5qTL2UBOke zM@`Yc;b&s!Ljal+-I{1m^w2q6R>(2-Un%6)hO|TwMC4i*eKZh(ru;O2tnsD!V-~U= zJlS=18aewDJdt&ijU1t7HS_g#V*c0_K)$0*RtEBj45W40(ggV*1kex>DG7{3{sC|t zJlQN1a*mUYu}A)0+)A)ySC@C#DNdkd0}(N+5^kQXgUG7cCTi;Rix`s)h5%&}I$5~}O=Qz2YhIn@i1(=@uk+bQf-d#OUR6W>LHkO5&Xb76QQt>@`oRMGbRbhWP^WTbO6&HZQ{ExdLGpv@)zgi5328^xX*L{FLe9;H7)O-ynBUKvw7qP}SvuwI> zK`qUS=6n^3AlcQiOqEEJkGUNk3-LEfIc7wM)d@NzJQb~y2$gD&I`bfl5!j5=Ak;QR(h9*`ht@# z(Za0B8!lX~n{46;Fz~II1g?bu?baP8tPa>*>D;LK?#lFeBtM7_a6OVEur@Sz+q6^w z!_^|}@o{24Ew-qZhk(}B-ZWsO_->WQ|HexAI9a#!cULP5( zNWQw=hAEA}60EjX$5I;8$7p;pXWmfQ&?>JCINLp-XdO0CZ8npNJb!^#tvS{=Fd3uffBC`oq`b*JxO( z=pv6_hz9yNM6#Lg977|u4X8*q*U2t8SF!kkgHsLiQ&%5Z$5bM8G{Y0SZ5qxFODaM~SePLk zCmU`{RCLKk$8m%jpU-p5$%aPgWTRm>{5Gw{uVUMR7c%lFlU-GrQ?a=vx@5Ps7cL5{ zvjs02i)K9OF7R%&L9(mTjbm45kaXipHbCQC9%9{^JVjmj8U5ND4!tQYOf{yRf3l>$ zDwfoN&2|tiF5DI6o}FH5If6B( zh`LHCZ|AglDIlJjykz%koXL9NU*NGOyI9`XrQOy>;op|*mi8yF?PF&%sQIOqgt(op z&q?pb7W{T&C$q4-nQy$z!P@PyvB)#a*t)TuZCJ~(i&AjUMAqLs2-bmt(a7?JK^^$9 zJ!AY#r1i3*uCCnkIPJrtLUKrp1u1h;IKZG^OcH#Xc!;M;kHcsT23}iHMjRwy(t_zb+!5 zJpJ84eZH69N@&Yn^lt}~rCUZrHZnvHdx9R&HuxT^Q%>$*X&x)w2NPv= zUaAl3rvRs@C-_gDe2G}Rxp;c1sCRf!7yAljx}!b0Z=WB~ zHk_n)P~ZP}HaEnIa{q@Yehy_zbA!QE9R1zY?%=$4Rgri{3tHK?U6#vsLfcsHz-TZe zD*vz2di>6&tRw%+SM3hqx?isSom`Ed_p!S<0NtSa)csd}MW|nZC?;3-cdD~wn!<%47iE2J`9`Km#O0;^<%Wp{9 zCiZ}eQK?21-?AGJwvIjE4ptrD&IfiQ+-H?~_|J`VIv(wY-th^{%px*VGv=6GaK@t* zR-z!`C%QLe*VdWz3$1czkv79822J#0Hw5I$F#6nZ9KjjXQf!35CM3cwaSTud| zjqr2bec^F%J#iNHx+81ptSbW%`9%1+hOUk@nUq}ZtE+Ql*Ra#LTG1}hr($kgzdwIC z`$3_PhZSRtsz4PrR6|3xpfVf}D+Y|qe`jN<8YflIzMhVdKKCb5<5F5^JoKpv{{s&k zD5d^@_Vx5AU&e@`l&F~Nh@(gOGSI|Y9(@t6V-YsUnPQkeV+qs(ZAL5w|Fk!2-* zmDUr*>SA_>o~RJ01pHmxv?kwS4haWGG{Sz13=j}qL_P)ku2S31CH#nKhY`n^l7%Pzb!%4|daB5tDQDPtUV=6f2;^PPUDf`NF-_#a+-OPY#20{pChg63^qo=59FfRYCO5a>+1wc{NuBgz3av1MINg~KN8}+`h zt)ZAyI7o446Ba^HH@#EvsS6Q#@-?qWh_9{%5H>*K3Zl{n;%rtCo^`Rj01-uo<58p{ zKG@?pKuTr57t?exof|b`JF=xB>$ajp+&96bsy@ek7%$Z3>;*w(@vCr1lZv;nnJ>RT zB{dC9wb+d zfn_Rg5{hra!U8@k7;7r5q5FU>2s@KQ38$_qXF)(hJ7U=W3~HsQQ|~uw*xMI&6}IH4 zJoCu5uptNTYzrF_X%$wP_ZEBp2JF#z-61)x!h%v$wbcKpW4L;pUST0}JviOMqMSNA zuOgZ?I!tk-Tv!j3$G5L*3J!(r2s;H=(lFF!R9LlEmz+^yJqST<_Js|B90(hn+8hWQ zy!GZmSV;GMMUg`Vxz;Z)!rHs+mIld>u#oWO30sFN?KH>c#5$7w##!;s7tK;?Fe$cf zx7>@yUtKm}GCRFAyN0yghuJu^arz2vS1C2KOuf$Xz>xxUc`;qoz6i9j{u+p;GZKAi ztN~n-FTuq2dpiZwtCRQVUF$-pYjGW#uelh~8mn>ZsC}ltR8$2}wboJlOh2G)aQ?AY zlwM3{>e}n3sieU5GHwSnedjqpx6t;0Y90EUFZT>9RKMh-*6&?11gH+>qh{Y4JnjFl z)uVQ29gwQsoH)M=<>zzj=d&v~9``W4SL#UhsX4R{NYyGdhj9OIID2GDN2*U+d3b+_ zSnhpWJ?a-Vj`!gBuWam`PaC7PAEo~Kcv9=B)-6&-s;`eHwI0CB&B^gp_~RaDI`D}? zPTU$OlDWNlb|g^EkMQLD+SoUG+ui`1arl z;J*~QnQZkM%U%ngf5Jt$7s(X>k?r-K!U|WU;S=18B9B?Qi@;awi7Dq>FOW!7yns77 zwyp@|OrKqj0K#rch%Q}dwHCjgewd!)PIP#j&w+T~`@Qo`FNrHW)dPB^_G10j{MIJs z1sJ;MOf)foo0Ek!wc1o~f8L zzct5MoR6@w;CUGa<~>7VUn!)?~U$x%fs>)IOOy~N(Jw8P}v9Bz}WLSA~XWsL| zu44{7K;5GQpJw83>hHNyA6MqvyZ%(*!xAvwS7Z2l0Q)!(Hmbvmb8Xfk>v-Sn1z$b^ z`oJZ&W7$_qGO0nokE>n{p*l2Ev#{scT_=Fj#tK0c0{4iebF9D*{G(yesKNEH%}Kd^ zBk&Bsbsuho8#}O8hmZ4d?XEACn`fy}wI2otfQD3GX;iGx6=?uGew>fZtkkdGd7<}y z!~6IcD$=MUsN<7b@ATt@+TEqp?i|HLw7Q$k9Yu3!dYYKN5&FJR+fDnAL5yROkJAb81n6hQAc@%nWqBc&9P z-^FZbJ(1kkvjMS*7E&boEU;#_ldbAFD*T25Z#n{e)X$Ns$9oPxHRQ>?{L-VgO%w04Q zH+GpeYORUk`MagnROJ43EW=j>896sxP!YZUF1*l_8#F=t4`~iIO*SNU6oC|*rSMu# z!g=OPb}|z6iLF!*LceZx@luxBRPuv8A~0&Dy6$?gqav|vWdnti$-LrM2^+;Y8J?i(+rzbNUH2PbAk;3c9d-P_{{@sN zX*e70bi*e%U-vzzDp4mNV^I&PJ2VxkTQz~U^zTpXxl2`vy10-(r$()@Zz$MTVyX4< zV;87kT6CT&#&H{^dizx~XX<}Z_W+!t)Of#YJjO+G zCMT=I5U^X>?id$9*ivpr;omhkUav36CfS8Pn+n9H2>cRkUsy*Ga5gP=r5jIDTfJ;o z0PbuPm^0mYR}XRIC@PD9_*`Km3$8HY&DJLxNcHLG*1pupK|D9@5*4!*DyBb_9(;jP zht3{GxC4b6Hbn%K!qF#AQBNEy%wJqgw3vp7XqX)`G+C<*t7VV|r}iGks+8dxn=b)v zTp4!1kdIPXYIlzvu7~5wuzMudba-$Tm%S^xaW?8(lw%M$!VW6Xz_``zVbPf^GobZs zf1FJaDPAOx9=}QvNHMcpS(aIejF~@v3E~oVGxJAG4I`E2kGML`XoUT`uR>Mbn&+w> zRBh;-q=Gj6OG90Wh?s#c)H|otZk)4K<{>N>kL5^mHHT;0gf>HjT2C&_9|2J)0_j2_Y+muJw4PtZY$0r3 zQ3#t?6vE~eg|M5TmEu+8@WQUxqZ`Cw$+oaU#cTDb4To@lD4@CzmIYZipkch7KVM;~ zZ9c9Y(}xwp9``sq5QQ{=&v(Vop`k2~kH$U+sGr-(2|S<9yLL<;RtWn}<+hD*Q!{AP z>QWiE%Tl{*As;2gbf9By_bW^7?tx0bg;Z{qN4hlx(R$KKRA>ZpYnIU7=h#u`vw1}! zY+kW^=<##-I(^>OoH#|)@Z<3>>tb~WH8(x<`9dPeq?nEY;}bWs-Z+B6*t%9WK4~Ls zvzuLQ?u{tooBuqB($*7AWd;@3q%BIP94g}eDsn{Zfy8pnnNn$E8D}GFzY!yzNkxpE z%qECy29-)_WAxz`Tg+=CwoC1!8;PPrY{FV2QL4m^SL;#fs?0H~c&Q>b&T1SLqEq~` zpu9)6aWigVQ#IaZf!WAV2%A^LE^L|_ZNY4$ND;N!U^b$GHUVLypf;M?kqu@eLK4EJ zrqveA<`roYHg@GV5nLhm9BrL4jl(UV>WD9N9SK2j%2w!T++h>)`Rpm9w4!wzC3&v{R=j5M$&(6eVaj&>QELZ6%N7{RHlUu+p}d`*pSGguxmH- zj0tO>nOF}Q6LvFXSlIBjIlIEHQJ1qT>>5a`u)*qR$k}mPg$0TJ7Pa&WyXoD|K1i>y zo3CojA;rR44L3r5Q!T8QT$%paehS5Xx`lNyeaLUk>YaLFXAYcigsrbs1Vt35W-=q} z!bP_b9ax5hox)l)r@qblW4#GSMuk;t4ZqoUq!WVVj550(3Ssk#>L!b~g zTL@l{b0BPRY4ad#V2vmj!V*w1$ceDQxXp>Mrt6+n0%u!l{z(#u$XM4**YXPqg7r^PPryb|-US86ZqK@TC_*Qlfjrnypp@>>a*JoIX3^B1xt zd~wO>b_h_uFJFx-L%2Vj-1gnqGX1Xm06^_-a61Oz`0skj>V~&=Yvc7cu1roEr;FZQ z_f@OsA8YpkvvD~Oi(~X;Z9cS_h;4_qUg<_%eO}cs=F^Q~`_*EcqkzfDmAW+gK=1Gb z(+jYNg}hGQd&5elddkG;3@gW{3?7D;@6;P5ChwhbV=8c4&<*O1 zeY(BQxKjV)2|ar6lONjFeVj8l@B<=5)f8~da8PR%oTOvd|@@jm7~RX?}Y z@>Ce7-~|PPEAx-DKU0i28F8{EC~!qG6WOy%0=eD3hVa*FYe#lg+^eOX%sIt$H1+QE z6!;IAoGgz2xLO;28I}LWFfQ$zsU1=RdQ@S5I1|2qNR{Es*IB((Gk-Bd4=F>{8>3HR zLxBBi#~W#>M5zQo=YSsLu}>Hq2XlOQGh$}VediIWRH9VcL4n2?b7V4`%FWSilqAz) zH%6;Rx!x!(imlZj!*Sz)$$Mu^rE=CWD7STk`o-YAN3DnF#y4$Dtw*(SG%z|)>rpQ| zp}Su_jyotfMi0J?A+_o$1EV*d>53g;?XK7jqm2Q|&->29T#QaeI(F7PpV=Z=S=k9Z zLC6HLF~v3y-2nXNB7xBAQNEA&&cLj0;@dV(7fyVGAOV$aCwS0!+d$Ns^7bbT+r^F| zMGLE`$w>B*o~~G&f1<%JuOsOp*2M;txE14<^BQK1U5cpg{EG@frMo;PO8vxBVFnFbED;{BpN!fUp*Y{=5fB z$S#gjDv%J&CC_385+x30PQ6FU(n4F@CJTH!`y z2CCgn$yXl3@tG6Y&iH-L3H0+Y2IVo53|-k~5MYe8TK`X&a|NQn~T>1Z7r0eTOBugchdc(<3z z^|@cBV3{4>&Z~@hbL*6wKRXd8qCc)&wza~I=y*7U${ADgy_Epmzz-pTVxVjE%g3GPza75c$H$kY`B>LR3Cc_@e0uN-`~FL? z93CQ9ids)U{iZhk*$+Ja)j>aPbcRr^^=lRT;pRc02KxV>`=#N?)dHbh=7#-`^9~|IXd_?_As2qRQPn|%I9YCs2 zHxB|(zISDtElG2&c-}-|n;)KVdU(6qT=zdpbRX^y#q3=c+ET(n)ZmJ8TTp^>7e1|J z($Uoz%vJ39C0PAyOu2Shg75cnxqeD~qke1r6i>uaV-FUXC`|K%&nJEQha7#B@SApQ zf&&GZolEJ$9;5y=jS%v7}T@%^D` zJ&^MAK9`12tDf@l?-r(Q}d>|m7+s;HLk#cn>zbz_mSj3tp`J1g~ zr9hOhh&|eR(~vx`?`;98>58{rvvP*LqN(H)mIJRG&-;HVGPqV;AP5R#bBdkBoO1z- zr%0I^3Nn$|sabK{8O}tBL%g8}4H6Ss4HT2dzm&K~(6~ zx^C)%BQmSNlB0>G_U!odJ*>WyMPlcUW$8w_4cfT+($<2{~{h(gH-u7u$|N6M8L#Uh`jmitX zYJvIY+ZaOS=DDbHu3orh4!&Ss(qmhKXCoTzgO_s-R+p%vx&}Ub4L?B=NBDQzJt$qKmr`DPYtXV z>*G02YInNve4rbY+m9WN8@9it zWY5ds3a=N!MF>W$0B4bGNQy3|>1eY+Y&6!Lc}JZaAiB7+KtNn5mK1Y}wAf<{(_zHe zOGk&5hCJj8DY;N7TMafHWwsn?>58*ZRyHzG3yaB9PLY-t8x(Nq0M8}C}bYuA zX4NepGC3hb8^lsXtYe69yu!J6$vEENyhZ@iw%{58EQ`dm_r4m}zuc@zV$KNQhQVhs za`LZZH}Ommo1(7RV~DW4!nrOLJ>KA4*tUg9X#zMFiK%5UGo~OWiK#HN7~EDbv*o8O zMJ?7bM2OoJ+b$I+|2ja;&$r^}Uyp`C>&|15aH6$h@-s=;x8v9s*Np8j7tGy!^K%P0 zC$clqVpBw{jp#0=iRpTqOc0x*uGmI&Ug3W8jiiMhn^P3T<`gL*HVdOxwvdv^Q-P?F zk`|kZb#)t=$ZSf8Ef6(QsO}_=AV)m(&aiUkcVBW^kvU?wbHt;|b7^o@ZqJ5HFH%Ho znvZxK9d*BY)yr7qjt4236=&dx2a^-4&J;_E;gIGd9*@I5HLA%K#>Pldi*^4fj(BX2 z6skMX`A_`Ko)}Zq727C|ctn8|w%7tuAT2F66U%g2LP{o21)@gL73UNMu{lLSY)(-S zn^P3T<`f07IYmKiPEin>QxwGJ6bTSJ5q*=;+U(V#1%hC+CB^8^D(g;Y=Nz)oFdeEE z2!YLrjp3~FlyTg0w(4=HS|A`cv+l%lR@sF29J1+9b)%gAI&9WrV>qj9hjz{?cWj5M zn`HF&AsVw?Oec&BtdGJTn^P2eY)-Mk^x`Rm-P{t}%(k$77u6#c zY)-7OoE-E0!aez7?yDD8M3XS={7R~F6#|PNZdDu?>~F zwu^GQl`J7`#9ExDtRR&=M@Uz;mLYw_0$9gdNl{5UIm!r9N-Rusn%Ozb){tUiy-=jC zdrmnrLM&ijrdKrFfXEQBX0t8YZ7^ib2%spoKm|gUS}c%B&0{Ob9I@D%ZZ;Q$5%_*?WYa{^ddNDl1s0$n zHmAruvGGlx{L;z}GEZ!x%w`DLCpJ-Lvr~t1Ky1-w{g4M@)52`3hTvQfn-*r%gnSUY zb!MF-`>8=rh}}A~sY70f-73;pr*cDV(PXEQ8)6GgBR|AO+hkLvx~zlz5L;jhIU+W~ zovAq(u5(1JyEC;wzKBJobZWefJu|r?cH7kY&$vXk(UatiSU{y}PZ_YCDR%yd-Re?> zPs;IJb-EHcBo>7v+-g&(_2!XSl#1z4UJ40Zgj^DfIg3iF)uwJthx`(|?Fq62L2YH& z&o8lS7w6KJo`$*-2$?-b83eZG6KZG_RF=llMaVU=xNaH)Bl0G>rAm_LuGm7@9ywAb zw$^q30%8L*Yp(qz(ZVEtMLXYJu?5FN?c8rJ#Hs)r@v0WlHTyy#F;}5qL9B_Xaum;h z6o~2dAjYEh`lk|>)Pacbi-?`VjGN@h7@hGiwxxw)e#aR5D^U;|0oH1jF|S4y#BPjq zE=Co^<`f07@gnlsSx^+j#tB*Q48+ZKLF^V0=jdDzyA34JF&D%pk3^=?1+h6rL2M|j z+HVtTK{3`Pir>0cygr=O`vv>{7jUT(zNVreHZ*KUBAXKxC)q_;ye{01G?hD~3S!qr z1boIg$`-_~50jSJjTtia*P=JEqabz@_#8Lz@E73r^7z;;CQqATzCX4$GcWF_lWDjG zv5~{Q?JQ4pI3#NfK9SfEG=OlqTBswi4) zYM>%*w*|3jLWIl~U2&=~hC3dHh3(H<(K)}S>4)jksd>u?vr@~x|FQ%d@cg00zFmZO3n`p*k{=ciKC)cis+ zWSWa#K!4Jo+nD7V`3tz_c&W7W@e|Z?t$wBy{e>e40s@06AR;uMo?0Tvl(q;W&_-I~ z;vyhzkY{OEQ&R}Hk$94%3RB99riY)=d*l?dpufhsr2x<#gEMF|?MN4)1p@ajA`Upx zLOS3GB3%aX80QS%=!MhWtIiA({-5d#=>h}9p(XAV>B6JvNlpJh7$eXP^53X+xnf(Q zQc$zsWR+L_mB_Px7nv_Df_v|Z&=mLni2$150#j%qk1n{at~^d%0%Yn6&}kwAzzkz8H)(g2Ko$T zEP~MQ0NbfIihDPh{9gNwV*EQwG^Poga^_}YnnQDnY!kh;|- z?9B{4WZtMvXAllqhpln9g+K>KgrNi5I0B5v9XI<%FGMsN!%f4QNPp?>!T8}}jk41H za=`C{b=vY;yTjQ{@H(CI6Sg&>h%if%OCz2!RW!8LYKzQSUso&THONly4qsYQb_A?5 zw0{u}Q6)<5CPyFHmUlW$H1!`5J?RJLPNpp{niWhbFUBj4X=x&2mT3V7AcL_CRw!ko z-U##?=}o>sO9Y|QmA1$Lmw59pGJrOMICN60QtFK)^CNWxG>#RZPQeMvSc-3_}+`Y(M9XQz)B?>|D#y6NC2&-;4aaY8LG}D^7J@bcT;8d-i{9oxLk{2=%uIf zCeHTk9Z7K#qLX3rODEt|4xl}R4#(4N0fH?=v#@Gn`3i9T11z09-Mf0KTK&Cd#*sih z@m~6r_Y^&K2IFZ5dCH8sOk38Pu(E9lKX%a3HwKyK^Gk_vgLFY$*s?oqMEJ)T+Oz|3 zI#`USAR@EJ*3iCqMFyw zFH*^-ypT`!Qrdl;dEr&?I-mJf5Rb%;<|VZepaV-Cie9%VA|j3m{cR9o=p42KvFX5J zd+Y#$Bgj~!Ey&oBj4OCfNx$;tib;VOTBtIx2l%TAw~ zS8ISkt5p# zu&+glF2uWFG56MZyAAt5 z?=^=#gP)Kq<$(mGj>Q|>dsf~up=|RT^pmph3SM{qStM~Y4mR967Hmd6( zJ=?xmvhfn6nj$J7{Y9pNw4miW(smeVnW^a2Q3RNZ2#lp8U1_1^MQs5@p2QU*ss31G zAd8P$^O?CTA)9mcveHcn|9;F@nq8UIO6-<76Otq@+O##FJ@q_f$m!dX-xMO=PXIK# zq8S771RyOVtkAqn4%?25r7O}F9Gt1s2?U_UBOqhM88WOLww<9%H`E0Yq4f`B4Ei?R zrnHbbwDJ)HI)_{HQJ5LbkR*Va1vY0+f3v1&sKiyw+9x}(A}0NSX}q220!*8NR(KN4 zzKR}q@8tDYGS#>BR$|c6 z8v{oIaaY+Sq}uS_lW(e56e>j664#m2=YgTX0Wx3=;xGV2Lb4SX^d@^sGXNMcb{}Q_ zCtOIjSGWKB|EOkVV)gy2-(rW_SFEE1?ds0Kq#R9e*UW zxaX(|yjQRMP>5<)O2dQqtaV;fV#vvbYOk-!`a=9n(ZW9%IwHZl(MJ-ohP?jsfnP}P zS04X-@U{t}!TjfgTLC0!<-cCRs^q03pOHPv) z>miy`l1!r2(92w`hgbYMFU01|C_gtv%8=71AGHYmG*yS9NzKem_LFqpsU;#JQyI$y z7z;xnh*)phF5_6H-Htp0-HrtCG<}P<{iLK+X%zk%ojV}Z%K!*RH{pFo=M!Yg2oJFy z-r{VyIYPRP8pRue*_JGtTsrd%f#yi}!vgbI%{k|ppSW7h!mvNk@+L>ZLR>-GB0zsz zq%C78LBJTx4`1DaYy63arAoScvn`pgPBeFs zA0It04#|;`?fuP5m}$udAhD(X;5PkG@6FPhho7Jn!Tbbs)hnKp1FgE*(8>o}p-OO~ z95=yxcjev;a3pYDxi`;RBH+YzN6H3It2X6_(JWLi+!04jTlY(E&e-|&?o8Nu`1u0E zf!9T-F0%o<>PR(xaZ_frZvr9DzG#)#X%fu1qlgW6BcczsKvd{hqd8F^wXmW{)kpyh z5iDPUVEHvqi5@p%`M}jtrC&b7^^}xHz4lNalFKJ`73SX?AE6NJNqNZ0g-XgPqqb~? zzZ8Ue?}|pkBEa&)m9z!EzUA8u4=nx52WlgZ`y*(0RQiZz1JoJ`fbO*BlVi) zTOu=K91&LladbN()j-Ewj>8A-FroYvZT}+-k=8)|>J@q_h|E_D&a{M>EB6?_liq3j zdP{AE`n$eh2aMtTBGAIJNvQ##N>9pVqKjx**3f=ZE?^(o11u&y(w_CO6XJE&;&!Pq zbLWLhW*>@_F35+fyKPRNq}4A(K$g_Mo}bDX#dSin;29%F$7F7UQ6EU_87MV>V$t*WPU_h>7vAajO@R0oV@Iy;{T=*^1R zrw^jTIOfFBdEkQKL?;*tE?uw0!_^U|?3cljvxj3S)m=K`bOb>hIGF&4?aqTEXW}pd z#DS}SwqWhgp_7kT2=h5PuizBVV z&{<1z2mUtq7SE^ie9$>m(2AFy!xcb*7fR0Qj zTSqthamSp=8BD6mNlYAzzRs-v?As!@B{NQ&-e(7w{yJT)a6D6UPDAFf*XMHGmzce0 z90xvR5;&P+o+Ol6J!(bxN6}tlfGubS=-UIj9R_XM;A%=>88D%0KF2KBjT-DS zOGN{7txumxS?sfKxoBonN+dfRJkXl$9!Pw!1l(Oy{g5ZnbEq*D?slAjr?pxFFxa9^ zTc$FI3b9?d+Xrk{NE|E?&jFe4m%)KkKsmtCjqZ;rqf(vI1S2kug)5*y=~9#^Ik}jp zaQ$ld94D{$HDu57sDTgRZ*BP35x~6%0>_<4>Tlf=F_V+`7ud4AciZ1@&eusQ4S#H- zHb>I*6So^QBg?*zHJSJA+bU{%R>JV^JA_|EOoiVh4pSe1jA82#2*M)5vv>duXv#C`TLP15o62Kc^lfKTTU5Ph^+`;7wSRDUV-{7~^-;QSQIXPdG{z88K1 z_|`FK6;vM|K~Zvm+K@_Z_>s-~5Tv~Dl5bD)-RLBFF8*e(J{KFX7H=FjXV11dhyx`O zUuo%*JjxSO5nPcLv>XRC5fB$C{Pd!C6pWm`c5b&2ftZlKo(!aMczUZ^UdP&7EWeDqa={a%#@Tkz{Hfr%>T)^&pTRgJO=&BL6h{y*uicK2s%>t3IqL z8-t%HrS=lq(@O0bT?-a>kt8o<_Spja-2Boav%KZ(gfiLYJzw}U7e9gEHfl|IOjg}d zToJjCRfMBE+3Hibw~&BH!&u^M(XS`NYYf-Bt@IqMD}0oY)AuOaYRMGx6gFtQx z$0$B=e7Rq*OWUbz<3)wE6Sn4S*0wx;#OtmSP`F<8pk>=${!ZMnCg=VIs4$3Va$XLL z&=Kkf7jUx=S4U7jlae*OtAlbqsCkqwqe`!=eNcl7P*NRU1GpZg%jN`qv}jJ?oKuwR zQM%L#-*{6Qhac7dHGO3_N5`Hz0Ri(^$tW)a-LAQ0o2BZS2@JC zwA-6XZHSr-6;Ko{JJxbA^L{c_&)gnXnt(oto406>qqkRm#cffe%YV3S7*GKFZUin9hD=Z6~!w{ zZa)Syel1ka{!N_F&!YB%C^Fts#BM-ckrqxlHYIK`?ga z>$!x;@qwvkyCoD80-;;Ej?gkCH!LjtiR}TFk04AanYC2lY4%Jih6yb3jX`9*AD(cN zO!Lr4SD&!WQ8`syeA^X~`=ISk^)X#{Tv*!fmTe{S3Gyg1P8_vi!Mc+(j9%Z4G&*6g zaFku|)VtCNe6bbYr=J?u!gKqRx86r@BA&4%QhY;lSumeKe9Ze+)H0u^q|{yLmo#A_ zn1|UVCHL1#OJ+LTa|)t!mhJU7n+y1CZk^Hmr@$=Vx2bm}lHwVs^wdCjO0cq99Vh;! zSLi&8+r({2_0#-i`zhf#XjRM~JIeJq*c`yTp13;N{kE8kGe`ud3R-DcJp zi}VV7n^!X9*_497@W&J@{u`)2!XzY;_-WS*}Ov()FsN%kIP8-|>-E zZ3IVDh9j$d931&q+ueuqS#YGCq=HaAaH{1~1rQujX^2%mp6;W#zomvp>2kV{8XsBJ z#&o~t#gz>HS=R{F0}zGl)wC}ZlRDV1ddl@`jh0pRdMnJak+YXjzqmE3J>Wz6%&{it zr@;U7{{u>t)I6}R_CqdxBp0~DYluSZ!=0qx7*TZXzoHN&s$1(nT#Iu1lbdZ(kM^n3 zI@3D!^z=GX6ABZC3h3s42n&+C;YD0YSoiew8c~m<*s?E5t&qdf0R(mKwpLnqLOt`a zS#qoYB{>!hh-O{}yQKR@dl zZ(yGp^XHQssArFZTc5v2inTZobI&`1dJ)t96JxQig{G8tUe~P7AD+#`!cO2)K`xS#O;I z)W$<>D-@Ia)^SNjP(n>0!{U$I7Px{0(^=|yLIzzrnjP=B!DEZgsTKqk+rrx9bm5FFUp9oK( zOt&db%_VM1xc<%t8~9Qv=GZLWL}ysL@_v*6H`EpA2+|6gO>m{#az$F&`{F>l(}B|@ z-q{AtrklPUG^5R-BjIy^z;TU*8r+Mx$W+Eb)0wt9t|SZ^0PUy4jZ{FS^++=a=14o9 z;ZZNdTuM@al0SdsFjCMtwg=S%x!Hz>cL1J(Z6$D_VE+y`9*ei<{f9>CcHQumdJ;Yd zs4F~(oIn1(Rlv4FZnlNXjMG~sie_2eH^bOQ^2hejLXQ2qdO}9 zdeOa4iAD0_ayi)xnV}+yzt5>deJU(ki_gvyFFM;JP16m}?|8+PsVjlR(PIR}Ou+hA zSMF&(I)S!khHze#sf-0DnOaYmZe-G|=S|naY00Am1kEO6aTY{leFh771t-GE{HNE6 zYemLYbQ+cttMBN24KG6Utp%$=}JJKcc+owobjRAh@Z=sSo+Xqp$RIZRX8} z*Y+>v&mU3sn{9s6lePCytI9IwJe_y%Q(|d(@eF_Z3r!yxeD}3D4{PpYS2;E7snY4h z8&VO0uH1uGE)M5R2sgZX3ya`NAaS;-&K4S}n0;u_bf(BOxpQ^J)f--udKIj_x7S;1 z>BhTeSGujKh})cLiJpIZed_1e@tv-%ZUI$mLg?=S;J7xZUS8Z>=^kpZMVxJ00j2ZM znUU@F^*&VllGs*>IDWoraC=_u$EjDrnqx-`S(O&zDw^ek`-f}IDSkRtkM`+j9$9Pm z$s4p~Q&8B_X0ejIc&^@M9zHK6Ew87v2%q=;^RT3zQgZb*?kJmF>tA1N1GiW32*ie#L8wzOuQYRw%XxOKIr(PYOViA)WF&iN+;Wk*5WVURX-GT`qhK>kgMOFeynUc zmrA}q`7GqKiApFNM;gsvzfUrA>Cwu`)NpjuL(6Lh%&Zmwz+-gtiGlA`<$BwWLi|nio$n%clJXNX{o;?AWq4QtQq) z94C3mUw6JYK7Mb%c_{iMi=W@vSHnEy&L`h|0V>8$7TG=tB(+PEh^s?ltq#%~x%StJ zeHHad{8IJ13J`L3aDciOdKTa@-0{}Er1k&(kXq;~pb1?OM{p!z)7o;JKzM<5>-*v- zV-XP-Y0(sMaH-z{a7nM)qDN?`b)m`=Y*mNwPTN<$W-I(fHQ-d)^{aDf*@_|e>i-1I{C>=Aer>frG;KI31<#X%b?So&Xm@E#{WXQ9cEi9 zA!ui2&*LW$hjVv;aTLZ*fWJ9eNIW-JGYO+Z(+cQcTQjAdJ);$Nb{1w^kWf+u<+<_A z;s@%{y3k=x+oiI1_Gn#bpFNS98>&5|TD}NJ)c6Q0{*bDb47saJ!UJ^P@|kNq6Z=pL zwco;m1kO)Om0JbSoM81NR+S4&dpb==V*@UR=rF-J;qJcNhvIgvAuFkzJUj0Q@% zz`d^&4YpGSDYbJ`@^1k2Im>utGNtV(z$R3ov$45GsZ(8vQad{;OuZA87#5(|F6l<7 z2I^8jKb)|v+mD|>buav(s!4Bumb7^ST$@taNWTt6z@}8jioKk)9Fq_L7a7n-f*RDy zTH_|n78WF~yWM{X9rTG$Mc;{wmudGG7OwBLfS|skk!>&hqf@Q#aw22rV#A_C|CCRm3Tpjsm(R%uA}KrFw~H~SyK>KTVkJ46nf5H;N= zbg`kmI{6Ag^hpnSV>_y_PyXI2?M=LX!@kn$+Bw)RjR1wzBNYv;G^r4V@Nf|8Nh+8q zWEUk|I$AsY;eeYhj?I=(Ask*X+|eBw%1)Fh_LYg1t`K?>dDx9=drM^fZf%2B*M{-v zk3N-*M_T*a@$Jcgj?IZgF25})pV6_wo|LR7j3;oZfe_xgksItu$%4AogVrRBr)Qzh zW=IVWBLZqoP6V#>kI>z<(%Ga29hpw3&Ntr7&)^qCyTpP}LKr$xlDpEpfO7j?<5|-|X{_#pJr9)RH=#jzEw}+ZOU}e?Fww;w5{fM>0}zl;aE*1u%{~a)~NT zlHB;O2`ndBHgIL|eCpZ#N%nl@Mgd})BJ$J}nTdiW2veO#!dL{7*Ryd)E*OrPdQIKDj@ z?56nvKpU}7F0e;h&MXj%kfAj>0o+NS)}^^^Pf8Xk?!osV_T#I-G-_nlE zq_+10Br8uJQ~##ZEPZ;N^O`Z15UIa_t{2U*eHAQt3WW0SXor5|AF1Rq^?WCqpIt<& zGYeqbk-BwjRC}Nl{W6DMQ(`Qjj|OjZ0_Qt(MC$n>`PH##jzykvI(Rr?7%M=RZcmAi zsrr~1K8n?u6>4JCtuJk_(lft&r8JvCrLv*a&;_jqdW}-2v4L;;2(6SKs!J=i16ONy z$)Y~V#NQo10`2I6Nd8SrbD8$~)?Tatjks>?ddR3Vw+OYc0hru8Bz}nyvKhh>wW@Z< zCBc0VISJLFTaH$q?ie$9$B5)zS2&VHYgd`d7VKkFi_N=;kC!;~zDGM2%qQ=@`Yv(k zm5ejDH^3&z(3kiK@A91r8G05A_p#q;^P0fovGdIiIw9uv$@e4?pqNkcuy{U6K(XfL zU{e(1md9c`QEDBn^Jn1d?haP6^2*L^68|gGNqh1(NV|fXIV(%f6)epw$W1cGAUjv= z-IaUoTq%ge&2>*erZOHlP3>}Y**m&}8 zJ~{y%M_O?uUAfmzycG~Mn_-D2byxK5sUYJ;eKONSc{k_mD04Xi2kMsJ^gQalYE+~G zPL;je+jE)NH+3G)OHfj$ZD0BA{mPX+@YO_%aMM9>R0EoUFwv6FW)B-c^M@GnT`cSs}zhSL{nP#0wQCl zDNl$a9i6+IFmBvV7JJQ>1Z7}n3l8z1AG&I)R3AJajzecXBZz%69paI4?v%jJ785IZ zL)UHO#F3XLlX_TUqHo*U8Pxnf8H-5LOjAJHF#`$4z;-E;Mk~}rORGb%H{7W3yk5N( zx-QVYk~aF&+u}|Up;Eu_w9D<=(+b#fe(lTTda{43-EQj=hH}EeQ7F#4J*|M#0YRqv zm>hZX#&NkGnc-`TTfG&!4E1?>dUq6=MVr)~Aa_U7cKc_e4)^Y|zCJ{W4miWz7QoY~ zT`ip|sXh4iq<*KG6G|f`%AwaDV((pG+h>B+TXo$LYpzp)<$W@_-b?mZ%lFB0jOwhk z`m3$QDJ<1>E89_TAXecOEaAia)6qm8R@>Wuk2B$lyn=7hDJz|ezr@IR9?OoMZ_*vW z2lEOxbR-u1lPs3$lf2LQB<9e+2A z$+3E3`4xXiwYCqcH3B+!p)q=UNO_WS6LyLyv@fum{Wv6NWMQsA$n#Dcc#Zg?)6Y!o z=6UvZBDIhwJr^~5&M>7(+Nf(joitFFTH_m~e7I4^LwMLO0VAcLAKB+uU@z?^OrauQ zVB7lC9EiwR5$ceGQb%!B9YPkE2L&g5TJC3wW>aa^VcBR`Q zXgbqY$JK@rF4EF`D8r|k$8cIOb}VUYr(TEy)E#U}A*fK}-lRT@E|kfbQq4D*lpu=QmVsdb9TJgx z=nXv1n}=P1ZAhz&?95iAgUO8|{*=G1UT-a4&P`Z8u15lzePl;;ZEF{FotOm_GMqFY z>h4I|F3{ENqbPOQ6v06TTpc+#7;B?LX@k=t!Ka$TaQaaHu~E%0VFA62eUyuh&?{)X zAR53+^3K81GOurhLSCH3nz|NWS`%YUI$1(N_48uQwRpVP8ufEyy*_!IJiKx{HVO0B zVgc;)eYm9aUh@1@0@b_g)SAKrHB!7H}d`zq-Xf ztwF7<4|~A9eC5!rFWB3EKB4E5coTlCh)8F_Qk_*Q8swYX%-o(a01`wJegit${I1DA zYuxihYt|Ws!Q1et6*C+mX?G=X#nl`kqf|u8ap=lDyN2ev(w@0(ctF$PFnq2P0xIJ5 z8Ag&T-KmJH>up5Ex`^g6g}<#GMk*DpEP*%a6YbX^$q}m6_Nqh8%sExIQ7USk_k7LO zF?cvHrEkYPpluaC2k6?$2C3JgDm5di?JNHuDiwW=kfT&TztXHD4o?=@X}s|nFk<~Q z#Ogh2X3lkj%`+P9+-a_k!69BFb$f={6tR|uhfF{r$#d~86PwaQ}ZUfxkS~pvd|7s1U4>_!cZyuAV zdysQ;O`cNj$ohnRo7W{P@Cs7o^a)>oc`VH=T^o`t4mo zxBS~+X}!lUE4j#G>3wX<3I12v+UH{h`{G2We3{qJMIkTFV$D69NUq=9WQx?)9D~g~ zYtFce1!cke0s7rQxdv1<3XRWqZ-AZt1dkKDQ57@6< z+3E7zzVh1*%88A1{pwtJI4|X-UIuITNml?@rZGocrZR4ITp8zmolv z#_9e+!pJlTX0lbP4>PLD6DUn!H))RQZz~S*a#AmYb^AoK&C6;(!4W@I_UO=4M>Ah1 zt6X;|?a*2@Yt31!Xd_buncmdBL^eUDll|M1s94RizxHKv?H~gH9Kqr4NZQ<~7Z!dd%%5YM6F9f`K@BcI(H&l= z6ExcM?9M(p=J(09C`6S;aG`jDe#WQI*%w`m7s~-p9N(S{s$%=+oXg2>cw3`2O8)vn zSmb;8yDmNR=h&B6f_`rN$i4erDMUlhC(nuaz88Mv(Zsi%Ni+)nNftlRf(WDfUw~gw zzhPfJoDXT8ZwW2G`~ZvQl`lWAegSO9s{dRvJ`ldao6pBDxH{s7Tff3xo$^`oxc5!5 zVBL}R{c?Y9EVLUX;j}sS4E^Qt+*%wtZ65e)GHx}y-(gGlizO!1$m7l><6Ps8FNU8= z&11($zMiKzZY16R7W3~nxAV$Hny0js%jqu<%`4Cyk(fWfbA}e=94Un{Ye%Don#UA$()dobFkUrE?$hEfXodEIR{_J zCr%!IphSnnK)D{M<^;uI(!(o)Xn|&pKeGMRRb)?!u^(C2=KchGdVSo!J zO8J+zSLq#Hini*jz+QuGwD;7eh=k!T&cJ33yUb0;FM!tM1aL>l-4=qyE zY7G$XwwTEjUdD+sMT(B0smz6-kn z>)~AhP8=U>CZoY_8|qj$TVVN8vPL~ReLzZ=#EHzU2v5*CcEN3wMuG)T(7NQG<~1N# z7ANKY1WM&mnYfY<#WJ%=xGxLpGdn-GS+m&rqlFJRM|V;Ek+G|LVBUvg{Af~t1w2av0|n=>KL&ZV00hqaAkd zws@Ia@B*I)zW}C3AaIh3#BDo%<$OoG@<*(zZ4N!5TxxLl?-VHS^}*?Np!30}wE}OB zIa}EF5bJyev!!Cu`P!IsApYVi6a`j9A^R(^1b!uBaeZV%3T!f7MQTn#VqY9TR){WC zkixe`atphd42r|dH^#4*P7)bKoDlc7D;6C5>)Vy;_VWn~ygz0R#2N7(gfX=%a|(!P zWL7lx_coh$q4=!M-PU+c)bau!j2}wW^kP)$*YNChK zbJTS(%06zSnR9C@GbNg5f73cXJnb;uuO7JGO|f{rD#Ar)3sUp_1Yo<=pJ#}pRdk3I zag1tC^+B*J57n|!zln2&X-+N#z&cM9=z1WW>>53sTBMm1rUpVi9x%^h9iOP$#`fKQ ze8jQW6uNR$8AJU7?N2utmP-WY{d_GZum9V@nY@AMj z_f^puAFXp5~DkwyM z1(v|_GM!?^`Nmjq(rKN~V^SH(Pr{&U734^cqFakg)Y7Fl*3iyWlGnC*63^u;3G*IpV*ZK3ln!GV zTq1vzh*#u;YBJG1ksLw7-4^X?6hU;xV#`z?8FURUs(V}0+y2#W;e010u4xaedt0uT zOq19ASfn#sVosvS{A?H{`ZwD9%j3U<;3uy|#tyCfaI;Ob6u)m$hLvsHY}?{{j$bR6 zJUijaAifh>#MMkoO#P`cRjQU`8uK7wTBnVhjrm>H$~{i>ie#esCXE`k^kl9MZ(B0V zwdP7gzm5+++sEoRutRFGnqWa`Ce3Ok=HYsm?JbkY2czo{5X@=Oh!O1G?Ql@tA3MqS z4P{u*I+L3K)EleIMK2>w8!|*CXK_WbiPg(nk@c`EBx(DKcAPOec|aNzbrw zvKtrq^w6i~p_u*~QuDak&S_EbuMd>>euL{B{z+DEWLTz>MQw9@0PAYIJ@TPaOVDzB zN6exVHPX~?@|)VsokSZWLASrP!o7*%vI=)wV|#0XG+>3< zB$7hK(zoEY@7KIU**S8xMPfuF7>h)8ahgt_@>%zR(m9c+Eh{05--4P)wYHrUl^LO% zuy>o}2f8^{ZV_U^TqJ!09?MZ`B8rQ2H zfXQ!VC1epCpYo7WZ8vV@K~(ne7L?Zrti{BGG^`V^Smn>>%= zq?5uX2P6Qnna2%YJpkIY+;q2 zQ3^^akV5vPqg_}nODZ36JT8vp?~eQfaWSbBNMSDDWVK1zg&jA3NN-A>r-C5ucr3pK*pSb%FBKgPDA&n!B51o=_}U5y+A z=a`_^EBiI=k~7ezr-y$CPDd}Z*m;gjU@@uWM+!7zQ!DE@G`bjvGUvU&DYA)-A7cTo zpde{0nr>|*tk1Qb)fbV7Kh`=hcFm@ktflU93IT?ovsx3e@pQ)0cs09ZGe#CDOW0Yv zXaL4X_BGAP-BwVKt;Azbz`spxSxe_cDa$bHm)NOfA_az_0)3e0I5g`|t^2T7-HPlQ zM>`}Xu|D`)+s9dF1X@`CFxlSSJz#L*=ZV#}dzu;adxG5y>Yi#3t9M&2Bs5Sig;I~F z)6!*BP@|Dn2zZ!mgWW^=>6Vup4ED=sQMQ~)_O)GcB2QelDKctgPU^u$^=fN+D_6(1 zS7WbVIWTvAH#|=F4yM*t<)O-sRZhSE)5FL*feBk|C4|`9BMy({M9GngYKu!uysg2K zGMz;`mE1^yQK-PNcjQ}@o9#GcU>rNpAPgc{^>1$})fShScw2*I7M&PbN||GU{H9{lRGpEqo~-R` z=HkI<9T>ajM5(iux(ACD0yK<9LXOsisU&M@yqaBd!uooFvP8x%8u!5u6|5d_eJepi z2~WVLwydQyvDU+CWTLw>Nh+U}Z<4WVehbQeC*x`0t?i;$ClgYX@>$8Gz)Dz4-z41A znjK4Yv%puyx@t*^kW>r`!SWZzOSIRNCXHem`TAI&Obm$>$_HN`Ym!NlGzvN4*T>3a zA~{#7p9Q&mL99NTEGC2Eu=*vj2`ba`4Y`vx+MykH?z3z`v#DQ-oHnj%B)_~N`ih3| z?|_xrYZ4mMlJ6CK`I3?@lSvzbyPnkp$1h!G<)=x5@ELKfJL_{fDG1H@td1+mK6@?4 z*s<7oHAD234B_7cYmrITVR!2B@(8^l&l+I|^_u;!TAs1dp7p|JMJ<0m4 zHkJ69XRqfNJLMpHc|-IS4dLG&Yb`o|6)5#GOV~x;khf~yzw*OHInPErX%N1I{dOn_ z&GA`nD#<>3O~=@C?a&t+qOW5J|Ats|(V6RnAu8!vL-d3oHpl6-l+Rr6>UWO()W|R0 zthjd8=W^@J2tu=1;00t-XbyZItV|}cDpKw)q}ZB#Nfe7tfhF*EPPN{1 zO)BQFH^%CU1S5`DbpqN7+|#=Tmg>tzkPr$@d$LCehmD4zwVqnSjm2SVu*To22K%3d~` zmVr|~Yla4@=XT_9`*-vxOf$o*6`e>ZUEbd&S=A<+PE$VP=^`5Ot_Stdy|->#^vtwq ze5xfw3E_lE9ly7!f2P`0BQs^kofM^h`Zuw!TO;dG+j73{-b5j(6(HlQAeP?uc?_lJ zp{(3U{hPf={BO*sdxD!b=+1G20Bj$6BVf40u2#MrQcs(SkhI@zc-(9OWV2D3Ou*jb zS|^s%&< zI(~0czv=OuMrO)3ofN0OrYV-O5PfxKJ*lnBtgnK66#*?PH&TD13uVGerzGn$5t|cD za(u9vl&iZ>r&Nwzk6P&hC=aP6A|!+^wDr)jZnko=H5?!8iDf?I36aC?-_fJsXac43 zXm4idTGr%bmtdce2$PMQSiQIoEgK8xHB#=qiJqC%_CH-rs{g~(<^>*1{Zam$MrO-4 zo%A37OPHE}qw-nz!QR`2@oi-tG6|0KM4V@eD2h;hIwX^sl3kDTkn&li52Camf}mb& z2nsph(S#=FJNltEpBDE1GTpb!QQ~CLZ!1Sydn42KFP~4eBGQ2#-Vf_6I$Mi_{VJlp zY>uyjhF3mwy**rTdL8H-M}7$YKX7`SDo9)$SVxC{z<4MaM@|cBxo!~N00Of2_xW@) z2n6qwyZ-n)1h`+|JqagOB@iPA=pBcrJ zxB_0=)V#o##99a9tljk@A7Bm-&6`Iy#)~Cc_CT_VF;f9jiVao1$a8YZ-A!fgul!?XQh6zb@?(qwwly%QQ5-X*4SRszI>@h=EQkd^B=y9 zy_WRA9Xpx7hV9s0wn-C*H21gw+DR3vga>Zp?S6rC?AS|wuoVEtrhGL|_%RYnKaplm ztRfU4c_-8?%2E1>)Q__2PsdT}So_J;YiG+&)mx{078f)Pb)^3De+!e?*U7}sHgZ*k zruAl%ILLQs3Ehv3qo>9>c4T)QdkIg3G#?+$xJNNQv5j$dj&tm&+PISGzace`c5G7~ z7a67=C%u%17Tno)4wa8kq3TCwK1wDtZZT9MajIVIli!I!Dco&AqG+Q=5!ah3JHK8% zT*BZnbrMP!D>c$28h9h1)=0KQ|C`MA+7jZI;{A-X(=YO9lztL=Jduh}jPQ=p=c(l= z{TPL&jQW!)+Bcd>alM(cV=V-uv=kK-sV7?h>AzFD6#F_wCd)K(MTMqKBa`<-&Wn7M z($7cLyFA`h^!KUoQA$4_sBE-6ULyM2@DZ>gUN?T)=GVIt3ejJICGbI_zYU;C{~+KiZvFU?GcB{ zE2+s5?Ye)iuKfKr`wx}#tCG#2?q8|%iHyyi0$%{@Ejm#U+X;lxsI%d07YE-h@Tsr{ znT%uO&1(~ldeZlyQX>v49o>o1eE_8N`j)i?-Wnex(|JiDub>h%*ALNR7elM1Ug+#- zzGtG96p+Tl$?~4C1uZrtxEPi*(cu^4)5uNdn5O^$2xCb^K~!|&K(@DQmk@oKxu0*b zi=ow0FJ!{+5XBK;hL|F+NlV~yQo3b^Octsl=|`?tRrg1$d0PK8WKw-l2+FB2UjZ}- z%lF%+HKKIc9%9{Gm`9N&kDc*D6iMUH?SyJh2FAzHg47Ef5+!{kX&BE$e{WGd{!2y2 z$S5G~&DTF7yX}j$jf`uj|2zE zH`|Fv#v@Y34-pqA;Aw}1ub~W#kE8ji7da$K`bg49x^EIFjk<{sX8a#T&5rbs{#&Gf zl&5-^&AxA3JH-zbAgAjs*emZ%)<~YsyG{Yq(+Sw;+Y7aAf_3nBcOH#>ODH7yQ8FAj+=U-LfX>+l( zOR_gmBv^1JTb$QCEhImihF3ojFJZ#u&Tx+e;Cx3P6|Lp=R0ZA@Ymv!<@43tl)$?W( zl_q;Ta5TBw3hGC_+)U448E5gI3vX$Fx-!-xlNWr?@ezb>UJWYcKToIqGbU`Yl^=}t zS>!p3e>Kno?UL9i@ND2+rb!(jQ6w(Z{07$wrO(Wik^kmlB0nIonsf=Mz)~1 z>^9V~ZnjLdIb}cogWFqF;#rjKVh}Y(u#BmMs5G#$maeh8WDkP^bYl&u(t+nlc^n;T?PZ?qOg*)-au$`r?eqaD zUFKxly4e?Qwqxe(u1UR!@oLiC`e08^lN?;lc|DoEfps49bh8D;m6#$EWsh$wZ)#ro zuDY<2bZ|L)m6UHJ1tr>@Wx|W*$8YGqAKrU5Ik^xhgZsbCSdPYdc2GS*>ym%hkT)s| zydU0sHhDRU+2jLIXx0~40tJ~ASONu^6j%c9xP=vvkP%z#FFqMwl}r|~l~t05_7W;7 zDC`5U9+~9RgDSq@SH*h9p&G9%$SY`UgYnUkLkok@Pl4Co!rtFz2q|kLs2y`0{#j^0 zSYU&&j%Ixv-7}8L8HM-UM%cSe3DujEyRD#Z&G6aBNA`8{S#kK;WUMorTneQgPp73z zc6SdLT=)%ic+ZE)HsDnblhW`!8^NcCk##cXS%J;Nn(Vbc4Dsp8eW0y5M~q!Ekbt0Qj1NXtlDj#kopB0PF zCSx5kd6Vd#1(|Fz*4dkUis*C&UK2kNB0)=T0?Awy_?Y#vzWm zD(0R~j~_}Du_OG9BmbBy7Opg_FF3^#_4)A&VAp&|BcIc8N#^+YN}9@j?TPot|EMc0nmc>UKdT zUje^l4KA56lQ&m6z5uRG;I#su9zV2OfaMRZ#YyKoqOkfaumpa^F)SCMm=L}e znfc4dc-AlQ!Fc9Ctdcv69GWTcJz&U0W-TPLC}xpw3r!}j2fpO`nJiEsB9jJQ&8r+k zYh+KVqtQ)ahF2hoA1cGv7?aeRFSs5Ba<{OrZCX*_^P^y|6<7iVnG{$81(_6B0tqrH zxMl_BVPy$%f$xZ7(J8P5eyB}ZYl``7gOTK$eCUVT6lyJyhi4QC3KW27ZxVAb^UsT40IrAUQM%-~&*QCMIo!haxbYrJhrbED{=}-(wq4Kaf#d7Yi)jS6!-;K| z8m@;5_I=d!VpQqZ@az-A`tJ#@N42(X5}9o8_qqkvLn!)-RMLd=9sNVF_jae&R(n{j zZBK9e<&%2N{#PwuobP1C$c|qtmpuDVlvRgelapQHDvZ~+_g6UIVQ^7CGl@(#3K8RG zBP05YLt|dUHcSAvOZ~}K&7=JAP~PE^Sut{@RGvKO?;UIf`rZ~;!0*K8AMH?L5+_Pz zE3nZB$>h)z%B6-2POk%g+t-yvON8jXQup!MTkc)x~TVM$kWKv)W6l79h3H&UWumzsS Z{{?xMo>6L`Z94z}002ovPDHLkV1lH=oSy&y literal 0 HcmV?d00001 diff --git a/img393.png b/img393.png new file mode 100644 index 0000000000000000000000000000000000000000..606687f75d48067b78913ecbe354000420bd03b0 GIT binary patch literal 21013 zcmV*bKvchpP)o4>ER0PBX#Hus9-g2c?e1FCNV8f^4 z@pG+s8$MM4ra$ww23H|MZ^<>fBdcfo_6Nm-5GE`VbM6^-mmBqK4?zu6aBpsn>2UW)1DHSoh%U|D`%3LAx8B>J{ zig|)uMMeFW3&@YE_DX{d3w)-W@?gD~MGYxYj*hxlx z+Fzi|PQ;MmeJZrO;gh3~ywVjo;^QR!u<|NuJy*@BEfnVBweC!nq_#j!Yfp{YLsW{J z3mjQbR)IwZF~yDOY5om-4q>JZV5#3ne!TvD_VOAkImtftzKHHpBlxP?Q~A^f1Ew$G zgksYwC{dzTXIw6}Z;0s%ocL1#_>C!j_r92-)9<@aL$Gs0Gy!MWTtzHjwfYTOb+IY? zRYVmy(EF$QbkkBLF4qLee4@8;DF})9YX4n*F#)Nc$C^QVZDF{5C2e0v`F<&2`g;jW zuaP62;{Fr7CmR(gQ9WXmPQiKIqb058#h3Xil4?%^S*o}%#nYWcAiT8qC;?~vyXniJ zGlv$KSjD`E`!c*GhzcDs>_@&l`yj|~{s5SNtQB?S>Nqyfh-}vL40+jJ3+j>ct|WP` zP4#2*^dr2YQfM1j@o(p`T!MyZ0+)gJqsVdTl!i|cB%nSoTJP0S=tsdXy{}eQAzMuG zHz2pZPr@$6`%(m%F1Zvg<-=RS#}7>Z0axZ9-~k^S;;SGxI%BeRzm%oDKw1ijHUJR` zS6W!fCFkdAi}3Y*0*xF0WF~%+l4BdvO@x7~(jV~0RwnO|r-`8d23srzLG<5t7ICd8 zd7k~}{xhJB^sXpt{1m_xtpC}q*8Bj0C1@5`brviD48|xJY|K+op0XftoflUIPR6VM z5m`f8W5Vs^o#xMqzvzBFMbzwgGZFv6St1EQ?b&XvzWz31@g2z1dtulZ|1>7=Ts0~y z1>LAq2_+zq`@aA95&x6BPIznSU z5|q@8n9+R|+pn6FC_};Cu&87yJ4FP9<=D}mddltm&{AD`sQ1Z>@Y4wm&O zxXd-r?XiQNCkUZWUl?wFv)ptZFi&g2yR@`B$kM)bso_o&llT)Q$mpd9JYKZk8;FAH z5mc&J7XY*z4QQpBF+Uxtwp7^R!@j7U>(<}ZxoKP48uyX%zp0X}?c?)HUroEyNkYx5 z9~tDCn$)fGv{$r#bw%J$D7?2*AeRUtLwmxY#4mSAvRLD>3e>If zU{5O*@Q+nf)-)ULUwTj9!4W!w8eU_JA>zw{$#W&&z3e4Wfx^4D6h2ZXarcYqIdA#p>i!!Im zb44%g%q z&cG}oOfLM2nFK`Q(mB0*98YWqECI_K`OWB|q&{y?s*!G|tC=V1m(tbkpC{fr&>kzT z`rLoEC$?+ZY^dlw__+y=Cf|hqvM<08KCBIN%e9Uz(g7gAPl)2Ag$(t5iANZlPBV5( z*rv>^Kgo#1rBkl%Xv`Eydt7^#_F@tXuPX}{pw%QU0PXnLo_ zQj&=3|GZ{3520#U(%bky{_F8ViCsABcodSdu9^zmUE!Cd-fsveRHzJHKRk z%I`kHhvm3td5^5V9hTT?AG>*mlukbToZSIR-o|6gxBpc{7S4_3x zI*Zh+hgjWPh;=xG8sAu!44&7ej?hOg%|4)6zgJUlHLhy)_T$f6T5l-SRqL&$oO}~w zt2U$s9X--kZh9NQ?r^tR+wwTP2R@>9b!RiFu=6}}9Fos}0Vh%0!NceAX;FN8c4`w~ zD2h#|%{nnRy|@wSePMT(mn_E5;LohrNZB9@n~n(Z$JB=s?|17U6Q2kL{E${n@h3^O zm9=ia^Zc@T{sy1xkQs0tvM!bx%IBvbm;9pv9R;YKeK9w%q{+JIWs_$Eo#FgexRu|d zAt(*dlzs8DjYa3rwtf3+$Y*5l=RVjy&o!6iD4mj9qdVpq5`|}TFTbPBHN>pExqU*?R zo{@g~$&fBj@$oS1ae`u~GBd!(ZLE?0 ziw@GYA?GU8K#;ifUfte{+5gngb$y5+=sM`a@b}WvPAR2qe^ljZGJS~L@)VP2jn4D& z2&3CQA1c7;LRV3H?bW&UsEKkp+mxYOM}B_lkb>+wa9zvM4{D-N;wf+C@lO zafMkyTK@z=b4&!#cl88J&0i-5~(~#2_$9ND_@F(3k^s4hN#~=R@uh(^8L5`-s); zTYbD;k4h<9dp=CzCmNb(eZ~umYidyW>;l|90!FucjuRh=;k}px24icp(R(|+9yyTb z52Y%+E4rvpD?*8?ps?NJdwj|eVb1tQZfg2l4`?(u%;7_dl*8IS*bfCeCyAF&uYe|E z676ladVeDoaXVxMB`C8}fy!4bSI=f4W^17~{X?5a3iN-Yw7V>;b#2?UQHe ze={o`Mw&1DdxJ2;co4ad_|LYMEH}^o$A}6``4kb+?J%Q*|3^M&Ozpi%_(E*}Keo)$ zla$7-Gf*O{kpg0z68+mUyHH$$MRbWnA3B~n^+ z5#s%CMQQcs);ax!n*5T6b>Bay-oXzfG|%P)r^~f;U#ohyK<56!Zu%jLo%xw|qOf7EnGBa2 znyn+mbT^x+j@{H@NPivDO*6rHFH`?x6w~e#o&2RbMSL{yb zHv23beoEj^2qJupQ_8E=CwOt*?Z5V+D`?gYcVmi()hXDq;CJX9cHpO33D?SR#167z zov{+ka)`Yt#|=*`fr~z5;BTTeCRGElRM_w5@T_;O{>zPiEiJ72_*{S$z~BDZ4WMt2 z&{o_6AK#n_u2pC|#JXW^>$Aqv-vBa)`vy>RK5V?(biM*x@iU1|J{G(736AX}&A)lg zspBdjlX;)4|Et3916j^ZqBdWxyLj(Hr?X15bz`glM(zwqm*q*e=g&WZVN`c5YNPkZP}C_cZIItrfySZhEkoJs0Wp@nK_$+o3wxlx502Z6TH7 z-*x4cA)1-EeZ1iG(tmz9+hytxno+%)A-C79+Twhb9Dk;X#l)W{(6*EYKY+!!{vbSv z65fFsR*oA~eo4dxh-pKiotG$WbUy(#n6-^|Psz*mb4c2m?xXuSF~?m*A!=CrM-(ib zC{-zTlx!m_D+wnjaEClMlw)JYwybE#(Cq70Odd1@4O9Enf-lF+MAOh}(`k;!FXP%j zAnNxkRv^Xo4KN#Zo?17j-m%wo!vwbGG{aVq90iLg5VOX(ZD^wqseujSTWkP>xt+|L6-gWSq9fgqJZV~GxAn}kL$Ih!gUyF=f#>Tt!jHl)kNxk`Ge`L+%HaF-(Wt#~vx0 z6a^u3$wKU~V0U9~45{8w6a5sKXOjM3BAc0n$JrSIS;YVg$2T|kh-@a3G5AZkS&*Jq z7gP8YO-KI72SfP{mzswBwi(?wZAaqu3p`KLwF~E^Vl-O1;|d%zk}eA+t(ua5r^Rl~Wt7N{vBDi7ENsg=KU^J=jaWZaCxc2tIav}bPGBSTbFrr-dx9hIS9 zcLL?I4(+*}S#_Yi2Y{@O`Wuiffp%&kvU#%*c?FIKX!q%+--z`IfzyTvJUB(#bIUlZk)GKKghc{Q)8yYe$p7yFMZqB@u& zOB6irK8@Xs{8lI;S7ML1_A;`o?D6(f#`3$PR1blml;>2K+{pZdJIfyXC{I>wo}qAg zip)7yRrQb3G{qwU&3SH0}FF1Aze}3-#!^r;saiGQKRhIm?DU#YRESDB* zr;@D>7nC!Vxo~rs4j~i zqfXyYwZ1|@=hjYSQ8R_!cqdAdyjmD*wWt{Rj1$~M^Z1NedmEBWSR*U%xxext z)0dUm@&B6Mo&957eZHUP?_KI6I-;jti&94DjR^Ebqj%? ziuE(3#CJTsfGGkWTspb{H%_oQ(3fIGYqtLT&_(1oSR0p(Il#Se$(#0OP3{eBXNunv zbsBU|$YnqgoW=>O4cGV9+TG{@CGcyDN4fO0!SYuMFl|1d`_n$DKb-s1)}ivZ!69`) z8G4F@!Y8OXk{QRW&5TT12g#bmMl$a;xitHIbdgIt;iY_{37DF#-7x#wGT`Fem%hIg z&Y0tiXbkS~vs3w3zKN=wOSZY~toK0_q4~D{=~ryGm3?-gN{HJg96OP`0S_G|jEJ3$ako5VIn03)@t= z^4y{NkPJ;srda2`npPYM0p2?BcwyVoD^Q6DfDuwFkxw#(FZshNNpiDJucluRQ;`jK zOfp4mW$2}7Q5Wt@>lfZj77k9P@No%K9bx*RoKOxOrR=kO=gNq>a9>)#@LsZTc>AW- zc(|W5X5FUnD9o&OrZh*geo8y)!hLD|!h6ZWw`?ZBU_EfqNBF4uA(7+hJ{BtfL8?Y` zzM$F~zx0%V@|<7=)UpSU$5>Vb1#mf6Qmrnijy`7AOSfak)NnbsKkF~-+l@O=mvca~ z9yM+>!<$N_^XE$ozsk#~{#pQCde$Zw6WX8lTXoId=yO4hDZs;m_8xoi zXspSeK;uT#UAjnN~NKEz7!nO0Bv=o$ItYezPzB`EzAGs?Xg`<`$U?po$W`3p|+eax?`?_8tPV zN3%AjE>)<{l|a=nq5V0BH;)T*c$)$LpVbpNSXjjqr8M91>myWxac$RC4 z;91Iw2qH&r{;6Fnd1E|QqJ(x=6jB}a8|S~@pPfw#@^Z9Nyc}4`{u*s;M3rz7(y}jZ zbSi>udgV(%*)~MxddhXu6_$_6d{{|>F6c5%pv?i==9g9wPNmx1j-$rbFa)?M%CewK z+nqiG&|lP^r+2ii&O{+f8;KJ47%5Q%HfwH$2>$KV!MaG_Xfv6I4%W`3-7J3F6S>W} znV3rX(1EEgrXcc(pnsUd!I1j_H!~2XA7a`Yl_NUa1jHw*_8b+M)$1nrlg5l5!2IHt zu0A>EURu9218vk49^ZOK0}^z$L17IiJ_bb?P_`d86Zht8jaKu{$5?yWiUg2+Ql9Y5 z2r5-LhY4qEJXXk@>LZvAG~N7Tr!-vx!lh|P0(R(uKPeJcA5Xgmn=uAv=HQGJ>|KuQ3RH4!)eG^6a1iLs%Kxw4Xi$Y!2WX(87@I!Tc; zD=EUbxtWz2Y;p*aIeb6+$LzJnYWR*?_E7ZOuP>GRnNfcL&l!j zf@Jm=RBQA0JFYL(vImbBYA|b$sXqvy#QC+M?As8T3oBWb%?0p4%NSKr)<)7fKwaim zv;)?E?TnnI(n89U(DU>P&5f0$H5H}manrb1kS8nIL3{9dtQk&W?&r55(MamI*WA6K z&mTky3nfZPRrMR{cmG)l+$kIvi+owhs%9_L8yd0uoyQB@&QlwKC z9()!Qu@K7|0WzKCkr!z$GUpwOv|%BZIRagf<@g|2k>(ul2hXN!ZRHY%zp1eisa!1b zop}VtP0c`S0mF%bHhSwB4Sq`Fram4&0+y8*V0b=wO;Gn~Tr6^BB?Zy!X*fr_!bCe+*^+ zs^4Bidzn05U?F7QMVdzYIY|`*Vffy-nLbsYFKe~&rBVtUtV zS1))@TjXs}3}5%$Q3zl6{85Z?Gj|*)UeLaA@VE#2!Cyk=Um}}1%xOi@H(s75Z=L!a zP})KJSPR*csaZx*HL36bq8ROC(z*fJ%jVf{-unGF+R{Q7bUxdgKgt`0kj)K4&+bJ$ zyvrVJa?jj7{l8;4DK3>+&Y%iHr7lA&9^c}NNW7$q9hFsDeH>|Gsn2~fl zFZ9${LFdiLWFRUCm0my%3(oq}ILc%UC`gOd5XK7gF3ui${zfL4ozhe z8b$58XgMsE`#LV{fK(=Jsu^fYiht@`7E9~{^|2Ct!onKTvNGiT1MxC>$y2j3tbreV zyc~FBgrD7=MgMd#Djni{6W7V}`rfK+6t#z$jr}JuG%328AeV&$%P4wpTTW&`No!iG=mx^T+@1h>)Jl+ai+p%L5 zih-dF+nKeCvKCb0MnvkTT0QPC?FlswZKQHO=MB&K_{33K7)J`8@pKpq+;apZ)ffCS`bzM9_H$G&xF+&o_JLPJ=hwcw{TZr*xE>Fz3 zZya_ujI3ZIl@$dXkFZwt3cCFG0hJN{0zU)4e)+%K!32`MVkEEie)K2|{aFiJ2^F)wv}x!jBUP{!ITcti`4;Tz9pzO**jeX-%D%-p5)zr+zJ` zeIZa-;I{9{Du;+LEDDb_LGv*q-HVZO&I#pINig z&N??u<@|P{gco|Pn(}S??YtSH#9{P!E^VJk=eDmTzZPq)Jdc>w@tu2*aimbrVzb$N z8~eY>s~^gbN&y}(w3p|xvu+l|*&W-qoUM7)EhRT3S zE+*uD6kF2X&km7tY4-cNE~aoP+CB0|K2U(Be^^z2s(_*VCd4%D;`ch6);6krV&=}w zNGf~H$6A*PJTPiqQdidiG+QU0%K+!yNsV1?k?=}p5~b;hn~BK-!y%MsxLSlo#`-sqw{zx$Bf3d-CjK~HPpi5 zx*@{HRkkFBAd<>O@Ab+uKcg+4smU#ZENP!v&ox17y$VA&K-SW?3aNs@;RoMq<46j7A+8 zK3?#`Pifrzm`m;I7~ru}=jQVwt8>Gmki#DLOoqNVvq1V^#hCl#jf|+g?=L;Kv_m4i z9c?rB32BlOWzu=G^{#16JQ&{QJ$Sr8lxJe@FQ|?LQ92#Vtf|sUrpn#U znSz%J=_$;P66>tR->nWjE);?iMR&YyQS*=doPx^x8dn03aJhIH({5C3x85oiFXifV zQyL-2laWr!$*EM(wLVk6@4Y)~mfB>VxVbk!C^GKovxO(Y2i)6QRCXr?=luA=%wSZe@ z6gY!LJNv0wR|$5`WUAK-ZLt+4FbdH!hPR`&y8@{G0xMjm)SIsg;P%2%r*y}wpX7^G zD!tRA!Ch8ydskiDo``?Rbvaj3tuCmJG{bVCydBRRXH12#aN>NujExrnUe9W;`NX^1 zgw+;%RQLZ{C}n_BCqEa=P}oZ@fQKrK7D^d*t5oV_2JhB)B7jI0K{%Sc+q%2gJ3HN+ z!c0VBm6w`PTTCYtE+1^pRYBT}sm*bhTmZbti?{3oX;WL&ZDpLhYEb}nn}M-mCh~xr zO)fgT;E*r0w^)<~`hXZcUCglSJ<4V7ldqrT7Wi74$|z~iZwJ)oy!VG3sPrlLoEz&% z>DaX+4%K2+)|(GwaX7hDdt_%0REig&AQmdwYgr&KUKU{Z@L?Y zNDgRam)2CKV^4L$uupQMQcgU5h(8u@oqc99BkZcy&{TAIoz6pBjEng3F38=xt&jJWV#TEFmK z0uE25{E-ia@*6HS?H`xUG{?)uo=Ruo&{R@a*PN?YEAAfSx0S~Uj+YC=%1Z~Qa$;{~ zu;cEnnr{;vFBgWDmkxby5H-22Uc54V>(FR065|}w9WNJqDxHNxk0eqZZGLHI9Gc4g z;NWt(7wkr5$P_JN)+Ps4KCe(IF~35Ps=2Q#pZA9U=wo>4!Q+J*%-R8Uu#VIpT(=#q zy0|?7ka~6Y-~S69k2OPCOEPDwZgzmdjMlke-xg?Gb%2j+)btM2=LIxlwM3cY-(8gI zDfM;%H`Xpg*P*40da#{gfS(Iy0K8S}FaM>~+XW-wPN`ehJ*J~wAIrn0CY2x}Yy6T%G~?&;9F#@)}9v*VJwxOW2F1B)7Rw44H$OV^P`HV4a(lHim#3 zmC(z{(Z^4%Fwvkp7heA_;waVn_Hj#MpS#3VoCM;jjF+H6$m0zg_sn=_g5X2fzw}i( z4t(x~my5CkXv>u~Qq|R)Wu)RxISIs58Q-G9#y@{N`4CiAQ`ALdDI%Z3Ky>7ifjDv7 zU5>kkqwc_QhV+8C$_D@+?F-ZX>d7`3R>j$)`ya6NjTd0;xs!Tz_IBa;ga*dL=^ZG2 z{L*{8z;f()e4Wucm#SfnfI6MVjZ}^1d_mO!YR^D_0k^dtSZ6_t@}l5%#|lxH9k`Kh zgk96@IhAu`bNhaQZYAOD5HyUpo;~rO*yEJpdfWU5pr&^IE*~P^ z%L{v1c?E5>rpzPX%n65GMf>JHmJEf=i6X93ywco7 zetTg&9%%rV3r6~QZQoD=mZc>!M_%@tk2TKK>k+EHcwp4J`~}sA&h2B55!Mk}P5`cS zqh_>FMj<~co2~b;9e%6|Ff(XRo4CQZ=5yYB0k}etkx-Ini(T}1e83$6jJ@l00~ zj~Bck$je)Y#*Gz#D}t3i>>`xxO;b6TJ;w0N=L(c^W|xe}eOYPaO(db^%SrL&m{3SFZve?)vAZvX!@8ab_H8AUY^HL6 z7XLz^5-;yJB)5)K?R6`mWTnOS7gT@Vf%5k4G-xuIxiR9Pwt(B~2t#e7<||uLF1t-O zulBk^OZYrK0(E_Z%&$W<&|Ve+?vRh-bbi@ z;2K&Tyi&Wys4e~nJORR0jG=a0Na$r2LdiCBpJaXKhPT#34utbeHn-O#@sLuFBw|@i zHY452D{3mcxxFTljnpHFQpt!+wem{RUbhxXinH?al{KR25`LXXehRVjiWEv8BARis zvJ_+GwQ=dSQ+qAQ$}42630V?ZjFnfuLP-dfZYt)wvxh(qu95!!H4mX=h03A)23?j6 zWk6>vAWQk2YJHf>(2DNAoXtR&A^ks^8I`KzagYq5?KPv3(n5gBbM*=h)#LrPjTry@G_MpvNO-*F5#ZI2%j1l~)ErNhB{5 zZ0`N%b?Zz+S6-o)SqLR7RJwbCjcZE@cYEU3d#9TUrCWLBD3q+USa&b*i2_jS#J4oU znhG7&u~to+sy5xqD@UPZg_o|0`F_IX1JbrP{a#*KOO;epp$t}D*$5>G=RR8cC>U9< zymn$`vRT2)4jEY3b>+1ik;%r(-POxmt-QkD*aiom;Xx8dpB*#E)!T5VkFpslEgat4 zaI-mR*Y;Y37Mr_J5>BN6dZ;7aV6eN4tY(%fb(g)i zwPSiYvjfGL7c}E_Bgt1@p_9CnzFC_Ppz`!|sv9-cr=yl*Mgqr-q}zM5t(iwktX=HA zR(lebnh#m6ymsz+V5P;1*>kU?ibIE%Fpf3TgB5rIAg0-Jf4U;+0nMy9a#xFf3*yrNRoL?JK-qq%n zU3*>OWlv#t>aR0ApU8zmy5l3uglmm@&aaG+yHK)1<(0srab0V}y|b6eI_DGMaxp@< z^8LyJIggYU(v6qN^Au=IwxQk7ktx>Mfm41%Gbp`zmhXE#>`&jShE0k_G`n~ITgW&!?)Png^~y=1$@&yx30HWdBh@rB3E>Ht#eVD(H>KO08yA1JnLg@$2;>W z`C((*ti1ArPc8>Fbw7ZSb+8Qpoi{_2>v&h0q&QM7MalCQOkaz&VxX9Ta5lz~Roa~$ z?+yzemCuGOo?kj+_$dPrWchX>1AfYYMep^B&vtY=DY1us)sHkYyfl+dQL#2JL-}l8 zIZt9qH7XR?kIpYXb<>1 zTI@HKUkBe*?uOgkQcjQjs65&H%HHsIwAk!t1$zBdAGf{BM)AVPxYCa z>5Lvgp*Wglo<(Y8&&vj5#e?hBq-bw6kL8Z+d1=tT z_+FDZ_+FEIqd55H<=4SCFTW1H=RPh9x@t_0@41g3#hAlvi|;=6>)@N0UkBfPtOMV0 zS;{&Q^*#4-QA!T_@y*Mv@p%!#fAenEI6F>zC!5c{$IGp893seir=}Vg!<2V2`s{nW zbRY_Sj9Na;P@bu)Z--O6tz8(k1>BxE&u&i;TJN>Gf4iojR(1y`xs%Cf-{WNf-7y^9 z2tHHSvsG1ct$vQ@!0d!O6!38ZFp1gnw0C^-(vSLFEZ<1i)YY{oxL2A1H5T*fY3p66 zHQ!s!3%I?2t5Yul%QEHggI2|xbk zWtuqKajB?-3-({l%WT+arBr~i>Tl&`c5Jj#D*!A1MqXyiMk~d`veM4|ui~YIUdAE` zlk#WfhN+K@zlxXX>pTg|4=t50zIAxJB7asU?L+=9xdhBkI~Z9&GeVd#m=V~z7mdP5 z<=@9keazSjb?jgy=wn)K-=PP;Ujf=lqDd5pm46*CyWNo5Z*-aV8eSNpfBs3xq6EkD z?h)VPB`}9Ni}c?Wi(5QR;rv|fE>VEHl`w7VAKDH>VbPDnJ@$$!y;O~%Q zuYVV zK&2RDXy=_LS7G{?7rkC6xeedY9O}yJdahM z7uMagJmT{n#xZ?Uu3nw&&P#X8w-@=?*(&bt6z{IbLS7G{?7rkB6qj%42zk7=r$0L! ze2+mG{Ds<`m(G^&t{3^(*(&baDZUm9c|C-(8!*`yLfMCafmi?)!L({C_bJNIc51XD_&%a26jfFGYpCwIPvoSvq6$*1NGbe7gOYnf9@JhPNu%tNuk$6kRY& z#mmE;=$mi5$*75x$FD#n=#>#yy;;kT*PCaYaHhytE@SFDRZCaFe?lLNum6pHYbz91 zn@)hLM7;dGHUMb;a+Zhg$}wccc;-YK3t3e<@E$Flw^uW1#27?knj~_X2yP42jETDFloR(ax`rxcgoO>c({(Q3e z?=BC$mE-z~(Tg?~cfyYS2={F_6J8CdEv`cxS3StSWOmVuT25|)mamW2|bcI%iqYuEGDx7@v4 zA!o;qIp?3(_j5kR?a4*!EJ`d(z{=p9p>(`F1|{5{$ig*qI#!bqcq?1;VgU%gpxOq; zBb`aaw7CSVTtVr0`2hk?&rXDDs<(?ffd=SpSHyn50@C)aek;!od)&y@r;Yb_s72*e zHddC8mnXIvQF)aea=64lwuULVvbEkjbzhH}IPX^~v&pMGb`lqRsAh>+ydFYSljm7N zUgnQI>+RyS9%(cp<>O`kCd5OlU{fGa&XSFn;`=wpJYuZeMdI>GJ(P==`>4qBtwkJ^ zuaC_cJPtP!{X|?4(lY^H64QEMEkDd+KJ~RqK^|K zRdA%|rQ=oZ9hB{zkL_N#Z@={F7`z;g|9*SB zorJiHcupes^S4gwnn;B`2z`29x?bh(LD|^D@RfIQKf&6IeDv0v@aAWW^T_Ako?zGX zF(~BrL>9hAfPIkq`ql_supy+vJ_i4j~&MTqlu6jbwdnv3Aq0 zw1F)4xC>Z;JKPHwW`~3aeZ=RmziEk+Rn)QWahpElcB*gpU8-kU%wuB~0F|=O4cAa8 z17;BA&=vf>NYirmV~bupL@OL_khJ8-X%z@LjHT&P%z>AmcZ;8|wAvNS@nlhLwvW6+ zw9N5jQELYH>b&FyNehjZ_Kl6mftSY%Y9q5VR)bmV_GtOqYuq>sgXvxCv9f%X$75%` zcs6ria)YF;M@v)WJy4a%Un>&%^sy&Yz&au8s6O#d$}+&H9R2#`^G|+XdujhTT&$T) zkpnMv&_+58pFhVJMz#5JxIg+#qQQkJHKsV4f5(^ zBm35<_2riSmfNi_(=9#AFAK@Ym}zXP&&t6|asSyV+NAqu`$S@uuKTp1gp{Kkyv#(Hyfg}>-Oa8r zCE;Z_rgucKIYd97?U^$LL~>rb6&F*39uiu)91La~!o_kq=jW@@Y@PTlE2s8RGiJ|d zcR%h7UzTHTPd+c+{bk7L%$edEqc`$$I-3}^)<3uv=UupU%5*%hHYblq?#nS&uKNj% zo8de4Tb%Eg7X~vsJ3FPd&mM&Oh>z>~gJ*tmo>iLfEl#Qp-|H_=*H90hit*L4k(Z~Z z=S=U65FzvG^m6`IVfwx}a$oMQTe+Oie$~cp&L+)s@B1Uy{n<%rzV;a~IcA0tVt(PA z-s5%4U&anEM`ou}SQ*L#n|L{VKWkMQp^v;eoijh-^sN%|vS;OT(dGK;sd*m86E~$l z>z_eQGn%(2KFf+`08)KC;=FqC^N0W4x7Q1!+Byr80vVh+Q(SDalYEXR(3sIW*9?H_ z9X#zCPa9@T$;{}a+7xQ(pV&wvT+&Tx`@7)yLl#YX+iDEEYJ>bh% z$P3^xCQ9K7k_>rUgdyGMqp9K6gB%8Eky71>!1Ui$1LS*A#dc^Xpia`4iJ zEGj?2M5*8iZPz8?Wwv$hrdEh~Qf9Q3aeZluzIJaQgKa)bj{-~bzU9(q+*&;y#)bJb zsWn@xAr8#f*`ijfcYQV(eay@Fz5esqF|^Bkd1e3r5w=N0K~%VgvGx5)ai*I?BCcyl z*=};+W$gZ7pOx|?>YWa6mCx$x-Ja2I)WPd|YFTl%*EkB*L(_wspKh_ffU@u~(eeTWu1$URY5&&W_Ox>eaa~OvqpcR)ClL2|)c}dIvOSwB6HT z?8rQ}T*B32z$TYen(y zba$AP?B!_30w8=S-Ffb_ms3u^kpw&QazCPwt)`|BDuV1$4!w_WrX>D*J0urO>`P!D zyiDdRyD1>d8t>K^k)FE+R^n`dta+JI;gTpIOa#^$kpXv$gtVp4nwMb#Vb&BbqzVX= z9ABQhE<(x3p^r_VaM@cxn2p>mE^lMT@`y)S`&8;)iEzjq{atU$V3ac0iac zLR)TzuSQh*Cy77FHlMghJTS@L@_n8l6 zv_ldMOIrbJy!^}OJ_7Rl(1pkffBAS>TA>WX-^|PMyRQck%gZ=pRmz|* zA=n%T2GX8?XTO~+X%An+j`<(YVc2(SfiimrD$ZCHd}ixiZMczP9E5~{@x_6O3;9m-%c6Pd~-pyL=qvh+QapSE> zJ!92bW%(LhZQ0KT?q`8?r+0p_)yKCdX0Lf3eA!CD3IlU@Ypi85d_Vh#<@G}O@)sVD z`M9pP-CM%#iP=H9Z+l5Qj~L8aXO%Ds|5CjCH^B2LM-|&h#R4!f{Vy3{aP&)sEu8(I zSs2Q1lVD_+Zu@%L^TNQe5(WlN-%i#unNf$M#Y+AYm|^&DSw=SZZ9l9>ET}>~d99Qa z|9ZJF0Ip6w`_uAiMtjW5QEXrr=b6v8W#Q8o8OFtG7#J@OOhgzMfX~+%jTt=F+(+W} zvG%QrXJm8UzP6KocONl*pV6EI7SMtS}?R5X3q%e>2Cvj-iGf4!iYI1bo*Wj^>Evv zk4?LX3qUiHEgN?`aW6JJswjwGkwMIU%@s}Vw0eTsSH zt7D-(rqw?3YRauvF9o;xtyVc+Le9Hk0cM>l4+${q)WDW2vJkDj`7~J(l#lnh5g6S+ zuCGp4zPoSy__+29h1G^uQZhTivEF=|K>fDjr^KgQA9Rdc^=R}4#|vtsm$C0$^IvV+ zoK;&77562MMs|@d?{3woVJxN{<5Ar%g^e!th51-oInOaHzm|XY!)n<|{|fd*h|w3DRDcxp2aShIvZH zh6(i&GAmXERd5b}pPx`?5!l(fwlmg;XE^fb?q2w#geX>F% z3o^N%n^00dxy&sHg>rADl%|3RB_)*0OxvDc(ct_|!-E0|B_-tLF4%0@iJI4DBCJ`> zsiN>#@p7YyF6|PfKtf45dFj|@m-arps$+|&IZk1>Czo^T4}%%i|MuUU0GLjYOmA17 z6I;_sI29{X_pkX1CFSI0bFqNh8AtX$yDli?_CyxS-GcXE_NvrpFGtoLvvZ-GAerv2 zJU6zcg!QFFoPqh^spRsNPye z7pXtcdKYTV_f~si#nx;%ABM8BBtl6E*Cg@f-FgdN#1S-^%wjTHnr=iH=UyYaBBGiRF6ScwKgp$(nQo^e}mz*+C8|+ai zDc{_OT?r0NFvU=ruTbtp*sgMUIah<(E+vT8tL>b0LL@g~7Fj5XRbC~~jqiXGi zb5HfLH_|R$XXGcx2RZGIS|{n85yFU!gfbhgY;r{Qu>+qYx3wcR)PLJFj!feSH0x9! z%WZLb*X{~$6}dVUl(YTyA?1!*C+QW69pq&5B0Vb$A(X_(<+|&0=y^Mp3Y7}psXoK^ zvsT4YqMIizBbSKD z`B}V@>eq`ZltlA#>7ENf-8DGoZGpj&M)+b`JH{)(#QqdM^de`-bYRaZU4=KHl!kuG~7= zU_F#iC@JCk(!I)};Ndo}QVJy{T$5y45nf_`dCylU^An!Z@p2a=S{#*BC@Ci|6ZoTq zg?LXA;XSodwlG3TIeFQ${88Za^qlFP(Vg@2ms}~iP(ppg$94VTS8d$pY|=dU&N@DF z>?D>y%KKvOoO$fCuBK7S7D^~7Cohxuqr^F+L`U!|u~1S@UM?mEG~2X{*H;>h{}*T@ zuC1!7X-4z*1n6?tItMRkp=JP5eLQ-5x&|6&Ye5Ush+ol!l2|`HwhzL4Kgp})@iwpR z{ZT}vo%9q;D2bFyHwdpARyQP4uRC?{4wtcK6~89@c{Q3p*WKvy#V#uRk_#mxo#J-0UgH&3CKpLdnMQGB9&kiPY=*%X)JVXI256tS6QU z^0Ij)7r$Z(C6RLJ1mSgES(hP^dL36*+{0xYFW1SK>gay5ebD3EG2~$O3J5? zWsf$mQVAvHT$5ys4AcV!5K77?mwU5$l}#uqpD$WtqH0Gn6wg_0OvCNUZvO+&0kHoQlUWy<>u zY9nN_ExCuVc@^ppT*;_ptE*GtksHA(a6BOUK2U`@W&6kA|N-|tu z4y$`P`L!rEuavj<{kZ}TdqP*Og9EIHY{ zN-va@P%d-8mk>%4^YY``E~v9@_lyHH4DneXMVrUg}b3N$5dsUPTs4V&u}@ zOlw}xtvl`ot5J^{H=oxA5OBhDUed=P)E~SUOFI?#fHto}3nekUbOIrrbg)$-?geht zqf<~IGcN3BK247EQn%~S>cm(oI!Y;&#PqT5{#fpS#*Fs=_Gn+UpX}|id^p=;Yfsi! zzSNvOwBD{-Z!_-p$UU}UO7(hSgpzF6BxWanxSHU`R{g;{b|&N{l-V;-ZXmo% zcdfVnY$s%2m6>>l93IiUbhpu7b=tM3R^#sW1n1b9^_OnEAa@R}?in+zKidTd-RD(U zp(L)4br)up_L#=|d*cM0V`tW10?dlJl7zF?3wu@=d=a4}wvY8rgptOLK7KsLJ9cLM zrRCF%_L!F={)`ti>Rmkl#`R}gqmVYQf*`;3WwvL`ILP~~8T(iHgpxehmj!ewNa*NL zN}=Sd=?XR=S@SBVP*P4_=6D8Fd4-a4@-n|Oph_&1#PBjh6^#%2`0CV>i$@S_Hfn})JOirS zLP^}3#HJv4Ah3(+onL<36NX*oj(5bc|0}J2<4fEhge|GhW;`zi*zOFd)HbgIV&izZ zZkP9&^Bp*reta4p&(!asYWRPJ9$LH;cB%A|3ng)K>8NNt^^c8DcXO0Gvoi*H_j5uv1feQdVlrI*M`awX(siG8;+sp_aiO3BLTK6ceUWcG~R z33RvQ9tOMFyb6y_gL#Gh`i0QOqV;cO$O% zy|)v0XB@)jRR%=x(y3 zV&tQ*F2I%db51`q*&8s9R?V2RwaUM3WvY@nUl28c9 z@2x*BIV-=I-X{l}SBdbo{aa~bAa;YJ&(PU!t@-DvsKg0Xjo~!s8!_kfSquRNMSLW4cAGv7KGp%zkvHT`g`$IS{ zJ;hgjF1Bl=qp)*zVe!hmS?$0^kr0$5pzXHEYaV+)dC6t+v!DH!l2fmJ7BWry3v0n$@y!<-&=H=HxDS25xbODNqGR}Rz5sp&IpS&_;X8GA3!ti0d$+}NV%R@QAeVRCK!5V6 zl)9Z?oWld>@X$gjP}LT68`p;}WD!sTUe2s(s{zz}x6iFv+vpsqQx*@-JW+x^wmC5? zJYHV|)Ng5z1!&ohpZ(h-is>k}f0SWO(&sUL|7~85VkJWvc*$oio|pM};+78oKaK+W UXPJd0Z~y=R07*qoM6N<$f{QHCssI20 literal 0 HcmV?d00001 diff --git a/img394.png b/img394.png new file mode 100644 index 0000000000000000000000000000000000000000..5d4146a2bb598a863d08a37cfdaa7e2cb46d4917 GIT binary patch literal 29664 zcmV*FKx)5dMkK`s`gNgB)^`o9HGcU%Wv_CO{DmAhH99mg|;@?5fv} z>|ha@zzV*?fgE*$bEvu@&LM{zqx=g-KO<=*jefxR?ETc<%R(BBTCJX*o}QkbzZhvC z06^$h5;MDL9`H$m%-%nJ@Ne%d?v>7!eh7UCdFBW95T^`cP!rxfPA?K zk{6JuLLzSZFNI^w8)o@SosM27r4LZg=XcYEC04@?JJA z;Yo-A*cgDTsq`qmdvXJS`r>~g1%Rj3%smVssopd>jHp=xc^0l zX-FmkH-7?WRQ!p>t|mR|4}jfWVqD?SsJ;K;4PLCkvb5gV(QPHpK@abIgtbmFh zpNq89a{fSNAKtEgrJz)*N@%`U%upkt9%BZ&eSBC%I9UoksYv+lq|0MKMbD^d<)ATb zTv^y2E0G=nhfA4;O$ydBchac|e=P=0!d3N{8888w07Oe*0uXEvV1EJ>aT-g`x=i>R z00<)hfGs${N{h=GTR^(#mkP63YaAFyjX?vL*a3LQglHrifq5Lpp}_=swXr0R3c>t~ z&ECglw1SNI8;d7Q#vqW5jp>o0EKH&QV_!;8G`{jY~(8a;z z&t?L^piqBBaUE1ZAgNQmqz;2|jcZY*$}OURY`}T{i%NI>`fJ8s&tq=bv8AF$8WwwB zn0Gb#-NGNMB%L1L<&ok@zZ!QqYWt@cFjM-`NHxw&awR~S3kFv1^v95*eROpc1h+=1l4RQvAwLji7-+ z&3h<#npAD7PnaXZEGA$F4>e3YgZ?ij2J!MDR0T!aS|T-n3#ZhDcp)NpELSA}12JW} z0~BN5k^I_!10dU(K}Ex3NxKT517HHwSoncmkJy(15T0f7viO4&U&@Eq|AgHeQJXQz zI~^n{aXvhZzZjrq13gUUk#C`L2CI#exVg-bYgvbyFk(ExNtKBifTcMmfX3onw73zf zQ2qlzv~UJ40PL`$`YV9J?Xc6ssEI{&{|aMY-(v78ijUSEi!r)dS?MnogCzHN)D0Zl z%d)Rl6RUBe2s*n|x(LHbnp?(&!~nJ>M*ey0w5wFWw5G+N2(bR!Rg-^fO4P_MGk+jN)JVaZ7?xtoF+re;9ri67*7=fftHg2fX^=?gEsWPpveFPV@#sDRmWKE z2(-Bw1Hg_b?Mq1=u3~&vJ|ess$v>pA7`wrzsc_t>1j0ZJ!-zlxdLnN~29ifZFoKyBjJ{^k`xk+IH z$%Iv_SC1VF4AAWbmXGcL*c%CZrxU3m#`40L*fj8;n|Mun&Rn?}Gq)UyWCeMErazT+qoX0*{)`bhGz5h)NQ2iAk7Gd`3A=2^c zmt1Ely*TzNy;lNdiJdc=;+$@!C)MMOIoUOyIpWHVo)Op>80=_d4*(1>FogW2ht0*4 z72AV`8({ddPLQJ-qh@Q^c<9fvYuv2so^+^5e4O&E`|f!s`C}fIcCY$r%o>v|*{PAR zB+$mOU+F_RFGBL6M%;T=YNXm80i3yJ;mUbt@M%oIhCYy|d-9;srlM_0eUB$C!d-=F zU(9R~Q*)(9U_3P`LKwO%<~d?p(YT?tAV<%eG+r@4&3iA*oZkxi#)f zIp1POFvd^gkcXHs0lsW90hnW8{OKHstNDc}F;WTup}rNmz408rmIEob#>q`U$+9fd z@&G|Y3z@ypxGIUDgoS8xH?|FcbQ&>;Ll%CYF^H0 zI`0u1je9)p8$B@*?T=2Px+Mwz6j?4?EiN(>0G<}nTPBTPVl~I-pNBgJfXTiyyt*V7 z(Gb+UH{7Lp?3^G5>{a!SQ{Tp+X1qej0)U&vZP&lyFix!4#VJYl4g9Z_Bs9T$ioJ>c zbOi?qiz6a%{s1GG$g{|q@YeF#X7?tUR{I)`9NLyOtkW6TKeU8c4d_Y!d9Wwlo$EK)kT;ZPjMvFr{TXT zsnw0e^y1ApVT`BcO(Kx(1XxZ05D_*2K8b81GR2f!nt8PX7<}<7$w5%|4787!FO~S^ zGsWLT9;iO8ews18dj?JWNw0qh-ViISJ1yRn6gU$?tf}ck2%ss3`5=1$><+{mO~vS;t4No0FnZ!*d3s1mdq!`c{ZANi8YV!Es z4)>*i$Y?LswR%`;BypjeKk1J;;Fkg*f39B|@0~l`H1Nda(y|Sz<)g?-4iEM-;=wEV z{w%l{5;+q6S>9=iiI)dpoA}#7T&FoLc^&t2#}E;U7U^`Z43aW zX%?K^OeTg|hn^bFW&rlRp2H(Eu4HgxG!ieG(w@GEL6jI}3ims?>p#C>Ve*9K5*z37 zv;&dzdxwE-ega_JgJ8%p+9||Xw*++VGtCR$p>FQ0#^Z$`WJ43I33$99+>GD*yKTj4 z08a!mK#i`LrX>>-{nnH)_9$(R#^sC?Dee4lc_(qCw5fLuV%(&};_($ZSF%KoCOs7U zBl#9r&j`1rGmGl`FM}UIZ;n7z-dKC3P3!6su#g}%8SzALJc<#Oez;jm` z4s08s5x^GUr=kduBM0PoVfthDmlvw{(f)?AQJ$KkI~Vp)KgTEC%_l3bL|yxt>`GZg?PY}x^^ z2@L$UiI!?w!qUf)g97*)0D&xY-}?aiO(FpOX6sS3k^rNV$@33L{+Yo@O$*QuuA=z5 zi%f*8J ztgQRT(=D-|D=-C?O|Esa%yIB15M{cWmhivDi3t-V=I1#;l&qIEocG0u@d%RAka#J@ zB%;D>3EZ1bTb2=J(7GXsHYds@DL6<+g7q@+%fG_$Nb+yE{durf*Y(NLuL8tGLJcHo zaUJ0lq)9cg;#Xt#6wK1+O!P8>FC1P5 zh1#TU!ij@Vz1CFIlPqQc76cb_xC8W7X(dq*F6u1hkGVau(vlqZ5$@-5lVnI7lyo98 z-5*0svcE!Ong;-VfJ_1~p{0iZBeh5jsp&aF8NmA`iM?;;or~~wr<63X%_66q9LXnJsT}v>@!K*`4I>Mar|XS*9pROitLi< z6RK$rr4l1_``GbQK8Ta`eUJ?2p&@SVC^dUv5G5r`bIu1xeYef-%dj0tWSRV#boMX` zk`Xg3)JqbaTtIumlmhYDQCi9{lJ)eAyGdnyF(=1l*o{xfGSiUpGi529omuHiQuSz2 zI9juRxV+ISi+e89j5fPoFbHk^Zklgz1o(|aFet+s)a+q?Q3&0qnjF928#=b#{R zY2f%pw#AS_%wYR)SH+Cb$+J;WR>U-IS72Xh59|q@o}VyVLoRX>o?=|l)dkD-`)VaY zE6ea)#5(OU<})eP3Zgz`N(sqz3Y*sL#nW#9m|Vl|;`U;Bv3rY*rT&UM!0bhd3D2a2 zsdVNoqWzS+mbJA&b> z3t(~=-4lS9x2rRGVl)!W6JHl)Ss|jTCq`yQTZgIc%3z1K_pZMYfL#Hctx4@Jlh~YL z6pmnbPS_O<8IIAw>%B~T%R683el)NG(8CfNqAufIoPG|sd_fCU{Q77dryV?EzQ`73 zYyxo8fuvBj-af!Kun_0hs6PP{To9PqK-Vpz{8r5`Kk09Mr6$GuOf((ttFxV(*TO@{ zdywV`3NF|)d+@rBkIRHRL&SvZjR>%3(j^P9w(3=u%#=PNJF9i$SN<-w#c!R+a)P;R*lr}=5&3KRmVqz*$JtHmy36R=Z z7a&G4h}N18DGbOAr;9)CdMLJ?1ea0W98-ZGL;l;bk1sHKHfH!*EgzZM`+6jqz&Qe;JBLQhQt7uEn!Q;x9ET9 z0;GY@e)BADn`8maj?%WQX${!bKHhwN_;qeuJ<*tgn-dFC;{~`NF$svoJFAJ&LGd}t z5^WHz8ULtc7NQ`QXIjL>_Uy_NF{Mjt+Hpu`Pxz|TwBzs{W@jut2g!dxpi#nQ27t*2 znIo}lkx2ke$R2!)K~4;Oyy4;8+j`aRKHPziM+`-K?eSG`m%ZbqsbCl&0^!M9Nq-;O z@$Wz~qdGa-6FN3FzbkR2%g756fwKK_;16h81HKmXX${!*@o+b-9q2P@%=NtYO-xqT z?|oo5oMQgoKb)RXIlgj_n@Wcp2w8$XljGqzDn3}#j);v$6z&0)UX(YRl$}Hmnb9uN zq|$aZJ*h-Nha`rRygVu#IMrWxgpjOi4%};JYv2c#8R<(cKT=B{Pk`5#pJ`HaaN{b= zhdMZCvIJ|KR652I_Jk=I#V#S&XW9`yZNMIAW!ch~8XaONoKmj_{OSVT*Ph;UjPxRU z#0~k-GR6S$tnGjUI2aEep zC1w`a2Z;%|QYp(Nz~0hIlRkh{(^eZt-f%A&CpEl1sWiB!5haqkfcP6wNM_1Z#AC-I zSbFOH;DIyAD8L!9^tY_wn)?+%AY3r8oZxAbpRjUJOlC})a+^MgJ`EdB290t{zdOq#%?$q1&~b<-z(VL~6`^n^ZkMCJe{nJ|e)um=NxcC@hv z198g-k%=9Vf7&E>ddwhTLxu?y(lf+#bxG~|rC5vsu}CIoRf!iq>mu*spn3fU8?~NoO&C4NlEFZ&8Rd!QZ9@+^Bb4=s!!{Os^VKY7_Zzbst+10ihCIQgffm~03pt-(OmuiKxbnu zFxsNNU0%E!@BU<~7$fYff-#A)VIrii9QF`U0~0XVqWaQz*E_h?-xJ~GO#YxR!|8tL zXp`}Z31~JfG@id!0A}RXih9eM_WjyMYw4*0&anHB8^R5{>n6)%`MOhgWLL@{T$gJZ z?0H&X^t=TyM18wtYWSwdnkVh)U+y_`yoHB-;( z156EL3UoGWG*{j#)FL*pj&2~$wsm@XCOyxU>X-6LOw<$Lc)1RiOZ_kibB1h@+28S( z**ocVXtxW$907ozDPlx~-NbY}(4nYMR+!9QH3yy$%yCa-c-sdsr4DdI&HMNMz9~-M zQ1kv}h^hQI*JM11WWi$4b>JWg*-EQX%m&tw(!}}|`HK&t zit|(|WQG97@=x^@boIve&{=U|5Ah1Gx3`CQ#qzP;>6hjmQdm7F(?|W~e>8fB)uU>= zM{WWHao{c_^af|z>mqdv9o`j_gWvgE6EOhOg0o{Ebu7Wq;6XZPRGZZ+M`UUR6)l`~ zVRj4(&QbRKOfXfqV~8HafYcMxF&ketwY{#(pPfywiy4NbicgWkqmE6)35^J@$nE;8<0A5}ffa z15n8ZDYb;drf@3$j7bi{S_W=WD9R6S#el=^QHd@b*#OdI}@-Dopvyk z3XG@vPP(qFBV2}oFLJ8$#Eaz{z`w4Y!|O{hHuGUmx>)ne=aiY^rlx6O9sd&$b17+L zgv&%{%&5_NUt?Ed4; zm=QX10b*jBqA%3b`(8Srheo$uzjPD+mdu&b#&e~?p~z`YCV%RwS`Iqk!d@>yEVxD$GHTM*4!O415eIT*3|&T?U_CxBFA2a!znbklvaFj4y_S0 zJI-QVnz{b~?swOJ&72=9?=m#aprIueXa%(=6(rYW@0D=gr*EoWG*2H)(vMGyvpUpuTt?BDL;~fcNEjf4t;LPHZ z@}N|dATwWE!I|ZS-E|UNyMz9_XXkX_h9r7jsfoBD4jo7mL7u)T_-4D+FL6*GR~UOa z;pw(+lQ^vpc`H8o-~dbTl2N?Zp1UKSvwHwsVR&Es?01F5X&EUZu2|sxEx}sFIaB&# zJr3IU;R)K3);Xl&Nb8$2`DEpUssZ&fASZ9%$Pbtkg+M^?Tw&zsn+kcYbe1M~gPiPI zw}f%3ixT=K@9|zAWOoBm)Vmr+>+0;|4V_-n44!BD!*K&=f3FhNbaBp@9kG`TzV^o_>Q^91w`# z`}-ysW)C;i0jfa2E={oakQkocv#x>ev?kpDU4|7~G(WQIne1&>k_|1*q1p~9AHG@7 zD3Q=o(r$DeGg?FHae9z#PL#@-)RvO^t_1dX&y8md0hsoIm;DM@K0MxCleh6M5Dq7*-H zp$hz#5$6RiFOoG2vT9(hKxBzs$)0=7z^J^eDa6v8GGki6)tf(V6fr)oQJ-XnIADZ( zn1t6jSpKsllpr&D1rjHGJ;d@f7i$VJv~pr{!kJA@(&`SD5 zv;hGijBL;)3@2xNm$@HvfHm(!2ggLQUfY`|U=cNy#G3W+VKW3K4_!1rFr)T00I=Z> zK_dsksS`LjCNk<74JWR$#P^sa#~n9?p6$8pz5ikg#;jpKU1TWJzhVFYAOJ~3K~$5O z#Bp}qJ@7_9esEBhhvvt3Sb8p!T)FV{kZaOKyyIz=Bx5qax+H*23ytUHpQ>0hT_d!w zh+)MD~xvYPUDdUWkyj1;aAmJ@5A1aKBFdXdMok&JFFf>OzXkTIkC5%n%-gc zG&4Z`HSMFbcqKOW9SeS4J2S-+lDyu z=r?Hq5Ct;Ck4W}~n>2vw)@K{^;pDhsxujo6pV=~JOtJ}sPs1KPnY1AoWwYD6#A7Gs^C^9TryBd z6M@#`=6?Yb6W-BfV!%tF5duZMZP9SNk4tgv=jS#wItFh&*RFr_>*K9DmD}X!A31Pf z*T4BSnLF7jY|G-WJ5Mq`|A>rt!9toSS_~A;?7fa%dTe-1kVEI^B(YmTh zwfH(WVwh9hRpxmi=w>}(ReoYsLm$y`mMtm{Xw*b7Afwn z(Vo@QM!t=KwCo8W-)s78%67Muz@&_Jn$<(D(OIHQZ)P@~q>N6=iFnS0C*9JhE0-g2 zPe^@8X#sm-Kd?V_@4hREbla(qJ1kcq4KtI=lto9_Kf~fb1{h)`FU#Xx4F{dHP{Q6s z&gsIvWA_zTLFPI$-k|NdGW?oJxUh(b@HugPngm)BnScRzcByja(PI+P2LXf;k$1be z_(`;JPJfZ_Qzat8+!};m$sW6@ncYb)lZZYBpw9q#@E+&XkZnVf)7XngMtl&kR%?>3 z7t_QiwSNJbB#Y2(VJfZ zC)pAMxW0zGi>)Tk8Lwgw0nFSgJ*?4O{l7qc%hWJ##JPR7vqC-7#=W^S4eBu8nNrbr zXeaKI<3Bp7P-#)cd80%U+Lez>r>slUXx*6u)$PMMHL9!kuCp%5*$)ZT*-V7;9cHAF zvC;ze3^TJ{B$Z3kGur#vep|P|+Z6-oY#0q=h&q-)bq@l;208_{&x>8Bkkzs%ZUZ0c z6DK?{Yir6CKTt}h!NWTsvcMjq)tk&wZCmYiGowY|qm*@&2jEJ9G0)q>V!miI&0t*v zxtDU6Hg0m8v7u_uCdFKk?x*lUUR>8MUtce6419MyaO>6nE;li*e+`0y2|WbX-nWL{F+`U38k${z9BKuFb6fB4Lsh~-uwIJW(Z7P zsEG{|@C-OceD$t{r$uuma?Y)X4LllAO(n_9 zv16bUpz5{rX!Mdeqk3*evF3zdnQ%(Iwi@|gF5NkmRCh_e_P1qDPC_x?$~7)80ULu? zx!2B&)AIwzz$ALgQa;#g$8lEd0Pp_q76$NxIMZYP4UL%*)rd0076M^OAbgE3ICudx z`9K|H@94*H#zE?e0ksZdPbfA-_+Q`=fH8kI2nGnW!wrowB@@>x+R}T!-#k@&CIo#w zLvglC)_(hk$P8y5PRY}k-b`v1{1BOewjU^Eic@T|xfxd5J!;nH?-=40Acj5MzdWw1 z&EM`irjzWom0(b@0hNR9w1zXxsK-=gf9XJXS|g^JIoLX9evZrl+JQ}Kq`&ESC9Mhj zS)9>oQsj3;MPBZQaVA}CN?RHJL;5Bk%;~+9B1>9!{5Z}e%$vBNJwP1ICWB6sq&*Tg^p-Gj*w4d3U0K_*b;u2QD{AkXoStCa<7GloN868ByaqsTL zdKLTVKUB{+P-|kN4?KO^cCosDa%%z*Z8D|x+CRB90Z3?4Me(y+695gHI3JG1nUp|? zLUjj*Ql;_fh^@&>rta^2TwXJv;Bg5RACWWn1kgjH%ibmt05IA&=f&US0Gg(()BKnV?4iJm+@LzC+gBsSZ0=w=vdJR!DtGW82~WQ6CZd6;McFB zPxs*Lo4e7;V5Ns+*)z$@vWqI5L!@{-mYzw@nSF}p=5b}_fGGVv3d@W=L<`n?ciKm1 z@z6(S@oMZDgU;Ku^0eA}VLhiP7Ktd_H@!Wy7d=!^12?xdaC3_pfbFkYcTk@}j(0ld z%DLh=XlpX9KsYWjO6@%ki=*k8e_m_)uSE%*A)0_-5GFK^E%a@hfaFFQGQ*t#>?zQA zSjCnhDeUQI;Jfrpk!8up!STl0gDt8vZy~X_ESUhtQ?rFgQrK_C@ig!j02;JLuZk+3 z2qW8FE{Na1DyPPne|zm%{M&2C;WTDdVmqyGr0z60bBg%4HO1j%I1^c5YMb9hia-H- zri@Sw4+bE7I!q#%8QuI#lS)AW&M;6k62r%gfNgy$_Ac+f?}@)SBWYmzxK%E?l z?ZLn_K_l1$V+Y#N#@lFMM8*@A#sHulZI;FWqbJk3-nB?ZWLSEt4}*^y2x1D05x8py3G{;w40BQ z1?oz|wvQLwQ1kv}i0KXle(&#_PWXV)e0}ORS8Wiu)ord|01(&f)ak9MetQSHy?EQV z#0?}u9BDfAPS;877-8&T%wV(ulxhPL+6mh(rr)0D*1+nLa#8l^;OKdJ4u+7Pag?+o zBZ^I0HYw|@nD`M;>zP^f<+|_ToNIA5@WCSIjtiMHb{Bw`&(IJ#%vx^@04BQ4n?CTe zu>9onP#IwCOca#I9J|};CFGOy6;x`{IpP!tw5050&U6`s6)?XBfSX6G&ZpLX3IOO? zEb3*~Xh{?eE^pi*#5E|zG1^)o>cLwWs6^ARs%w)ub4!3(-!`fs5I>^6Mr{FMADN)r zTLNCjZu)H?dEe{O1jj^IbkVy$@N!q(KCD2E=kW?o&rPV#JW(HPQLV2#bIbsk*0j&d zM}P^$0hy9ge>%0bue$PMWzJkMAQ<7NnrJv?L$BwYy4Qat29+T=UcSpd!|vWbV%4)4 zXsvMNJ;xXIErXs1mS9uQssR^Z5+6~PsWb4`9e{i4Sq!Xz`8+UPm|_FdDzQgOOAK5} zPi2CZAP{bex-XBYuTiBj-cY}Dh%|sY8cip`HdV2m&fOOPz5tlO$N+)xL>K|U7w`vY zkO5R_j5-?4TO#Lg$yf2{8bXzu9jr z!Z>7S007)zc) z9~^nr*q(~Tb{r>#Xls&Ef;)a62U`TveGAYS{{wVHkNJrD8t=xtxTH$dnXyrAys|cJ zLI=LnHhQ2aof)Clv;ppbCSg}|{XT*C z+ung$uTQSk2a3|!5#r1lgB?5f6;A$ixW9h?)~L|#rWR3*8%%53X9AkrE%5MI-9DTz z9|6W>6_=RQV$ikvpcIrISya*aMv-wt&#H;jObohx#OnN!@dYe0=d~{j-?ff1(x?c) zQyl=|_7U|p+Em{^;DK&0yz7C3Tf%M3fueMF6q{8^FOpcj$~Hck5G27FX?u?dVdE88 z{NqB}E~xPGn=o$(SC_@AEDQeu029=B#$Ls-nWNun9NZncI~@gYpUN` zpib`zj@kF#Mf3iK+zCS1mNQxG4Yi{OsZc1J=(ycKm6q?I$X4zW^7l=|AZgbha<@>5 z9wb+z+dnx4BYcTua*c2`-zyfJ@t3xLYR*3C(N_0-8o_wLwj zcQnqW;~U0JDdtN$%lIfxz@u{}r3Iv>_Z5g+Vprm*s~Bg3pDy$v72h@0+KqcNW#4>Q z+qsaQfq4CR#o+w)il#kGmoa_@o8SfY{okW!gz**g&aOfTawr}#V}z){NGj)Gf>Tsx zyq}1r(4FL!GcIY>>D`}Z^?DK%M?wB^Q*k&$g@lM2_bSE8P|TnpR$!!OA3$(&@6;JH zItg=!0$Rqu8fZAIu2PiK93LiqmRvGZ7H8z&9+9NtQlQHUYL=*}pDr-r>UD_KLRmXo z$! z6lq$)=AvjMvap25Kwb;uAcu6VXNBP8X-;LxOeiZ_fH0-K<2Nf+!}C-$$rb3MB*7_x zGePlD(4^vyq;nY29-jh2C*9#ym`Ft#8mBmCg6$xV90hlL=1};$#NU7f1r>JEyK@XR z6nTJ)z?2#augH+5jNV>)5|KnS*V2_nqaR>MM+PQ-srf zyrI)Gt@gEPwb#$c%^A;$l;`$XYtX+O)3gF5LW6uLWr$?HP3o6}S8~_O0n2r7(y2X( zsUu>H>(@{Fd%A7ZP)2LAyUvWJHXJ$gxGMG^@+410L`Xc3ym0ul$o5a@Td`bVb%U+H zUXI?IYg|*+kG9y>(U=1w#Gv>}_U?Nt$6Xvz$bomz(w|X|aol}Es$MMuy$@*&0_|Ge zM+@j&i4spB^L0<#R|B*JN@z`{g=U6`dmm5hhniGf@F%gBEGo)4l!fL2<6VV_TU1xL zHTCi?xLvTF@Kd#*DvJ0rNy}Db#1mh*HJOg^Wd(sM@jn3*-M92-hsxMQz?f(P05Ash z1%lpUz6c6)rpJ7d=ROX8E)IXa9yqm;M#^-V#j+Cs;UL_s__kakq4B_w0V#t?Oj+&m0Igt>vHF`m{UV^L`u%kzek4yE((mLU-nIrfA<3Y6B(tM#@7t z2>0Bx=cLFfIfTkH9SU+LIf?cO!e~Rp!pkA@zt&X0T>zN8P}9xRo6ph1D4|L%+B4&a)8KiN9R>kT3mP5FBN6XQ62y(@wCF5qkMLpG-q~Y zmE$4z0vRLzA6=-{l*Bfn1jfiWOK#L0v7<#fv+JX?c=eXdeXP*YxlO@`a2SXhvcn-2 z366|(&5x+1JXQO<}(bf`OSpQpSd+lbKgTaE5B!HH;tF`0wq5RaF$ zOx-NUI}wiUA}hh3`QwPp0|WM&rTGzq`3w))b%XN!v3-ZdIrDYp9GpLOV6A1-YEL9i z>qC0~o%mxCWf>5ZhT@#LyL1kWs~%ddcRAngyK_2#cb&XtI- zeV=f)@4kpxwGR_`={Cga93W|K?pu;%71qFR4r`nj3bIKnt_QUk_goVLU_7fxwJ>A*GjRB6P*j3q{lay1Oqm%}g0f}j?aCK&}lb{#V3ScpC&Lpyy?jx%! zi_lh(GrA*62|Co0GZ+lA{SEcIS(TdikEpMKZgqw#HSeDm7+nD{i+DGp$l>h_EZE6D zh)%!53wzC6yWNdyp}aUP4eav-d9s;PwZs%KC2+=Y18U_2E7E4bW)F53(;6kIrD*JU z4)d;5l~bPJXnFu zoQW*XCRw>AvqfjxT1QY`iJh`DXH0%y{RV$&cz)qyJI zTbUP+6B=tvE1Xlo4hJ1p_F~e(7eNVglqLC#R6L1M!sP6)a8MjmW)f%m9c85@GDk6V z3d_u(l;pl~cCS{?eHawx%xh!?WDdBDQ3lO?6H3rCx{Qf$Dal*$eG{^B<`CAn7b+i@ z_TpP`0`b6wmysO?-#$l4X~yDrjk!zdwf&Es)GsTq$$5~!*Xs~Q;juQp?igd-3+`kU zA)Oh5ZxWi~GII{#K0HX z%7it8w4xD+!=e=0rRc;&CNF2|+eTIFno3RBfApdeA`MR0)%7hxlW|rhmBdgqLj0YI zjCt`)${E6VO0z1l(Fh4E*X5Qa=M|KYb6{CW(#n>Zxch*}Ja1S}r(8a^HC!rZ%<{dl zx{ogB4jF~UO(so7Fv$ca^a0yQzr%sQih4vw+<{HB3mzO5g*ekg^H!v{x#l-Ht4$Om zGM=zB2EdXgJBE{_3v1rT9Sq;!hrxrRqTpEjqP7QqpG|~cwiaLT8MF52Vs>TXk(*nf zmA_cdo?1?D!fu8)xF5HBJfE7_Z{8Ko);?d3VSt z%hL1s5<|{`f?N)W;(PH-`@qZI9c|O;4GnXmc$7$=VRzXbZO07$4!v;W04Toh;Ff?F zFZREO(Kb5AEIIss42o%B-9-eBB$bx8Ob_3xfs-HZW*=}@&bsU=kwe6C{xJX_Z=qWA z4(5t+CUFYiyR6s^*^#8wT9UB*Q++i-jpr^b#$eBAA z(bmXhl!-IC;u*|T5w|&n=Um9ipo@#8*|XSbtJl|bIeMrNV973`F7GUFmuFmG(`5yy z>ZEuoJ4z(l3B~*4Bxe-^nHfayO+Sz8q<#r^Cub}0;x&JlXR#f0d!v<7UgC^x#jrA; zsOa7-wJyIJRZU^Ey3JMZhMM=NQ>Q(A!{oh-W)m~o`@_{2YNFxp@_aRX!{qu}?|uGi z)a%yE!g}wDeUH6l!jt*c<)HI6txV=Rp`~%DUb6HLL3t~tgyNsQ8S2&fpY=nRiLHug zuHJs^xW1;#ZGGBpr!ECavf?szoWa(WQG&E_rdid05J(yC?3`)g+L=wm*VONur3AcxDn80Y`b$l0g^!td2OH@XRv|9qm1F#1J0O$+f_&wi9esv%CDDgyNB-o4TPRCgOy*2z zzXab^eRCVh-=R2#o6!pRdX&TX8uT9Zgi(y2O2kWoxz!e?v(4k zs9IbH`28(ZGFV6xGG_<|ZOAZpMCQOGo6xlgVnPXk?5h6NScPj+oPzZX;QUp3lX2_e zE%fd7HHMTOt14aMH`=51{6{VxoJrs}l78KcR=Dt{*1eL!LYfH5%nWCkSv7ED+d~Bi z?3V!C&)zr+?FmRqdS ztHSR&89+r;+5>+50ub<{-&z)9v<}Sh-5Z!;H}6R$JQwQ&-CziJ*~+~;`4B9m37Ip~ zZU-iS{{`+8CQcr>td!>6R2+;$rB?;Q9sdkrPJ3@$tNxPp$xK;D6Xn`72St`uJ~5V0 zmRHE)g@}$ClO5kByT!8)!3tH8fio;dPMmxyHzlWr9Bcf=9}b@iJI@R9C05|HBhw0I z;mbX*9f^YqoG8YZIA@P{S*z}Xda>y4t^ic=zxiuT;fh;G;{o5x8J7qEzUPVas$MOw zxDQD!Qt-{nj1mb6P&WSPbHy#6Qu>rQBd86wC%tqt>1ARbmT(rhRUD$$JAkv)n|I&6MGZsX!gXDy6<}mDT)jfgyR4Jk3U7;LzTv| z47Y&GnTpkXWO{F|(OI_q9o@x*+}ibhyQjtDGrUk#tw>tgZD4s{Cr^scba;A(nD}YY zTrr4Y_xH_v47Q!t5NOYvtJ@0#rq%vF$No}+_|zf}^1WhceO(!h%DIQBwh^D@RkatU zs&AHBY8eugCqJ+r;d%RISxINRk0VD#keM@j!(0^ZbYfP=CEwyGuTqpw#@NnuLd$h= zX0(0M@>*s=h%^53fv>wrS9qYIVLJ5r6HGf-2=Ou#dO#XqN;3D;9-;Gf4#633vHoZ+ ztPCEYx}8NQG~8q7!Z%I0#HQ{pW1JbBy*+2(0t~E~VFLJgg%>O@*UE}>$4A`LOQ9;r znJ2=?S-L;Q{{WrlsNV9!^lVBGFq1-Jo(4ON$9}YoKJ3s&zR?N{LbeT6Hd%?#>zk6( zuLfI_e@yJeSLJAI&Mn3)Ze}uboy3QkqohW4^I{&y;&_Gj^;5Hj z3INlZ_L+d@b_+Z_R<{r5%SV7QS%n=1iO`L?dapL7LI7p}z`Qa6d<>td4ghE12h>Dv z`j_7(fDbU(-@R!C%rC&e%@(UO@Pkle0DwB`xY=R_25;e}12X}9EUv7ZZg4N{=c+rE z?`g#qFh_IUtpGp|H9_DjnD1`3SmBZR0a#>Wj5cQ~YpaGQ!UzNco=kLrPV*J~3jn@= zKQPvHED1yE0G%cX?v`Wp3K2Ce`AAOJ~3K~!xTJZ|tn%PgG9sApoX zme^|_w5t5Q_9-A|Y_+PQk0Q69P!?Q)@238?I?_EMnjF&Czzjc%;~z; zU#eiP2hvg&0B8YM{-9t5%mL=}99gLuyzQYTqTKx|gD9qrGukt;P0Ajk)ibS5uM2nO zxW!|!DVm2j)bFO2GjibiwowJB19irPM2Luf0)Ww0ROwOD6_=`QP~&;9MRjJ1#WGZ{ zub{mxLcZ9}=xnLc?kuXS>!;3{C&-`kb;g0e=JQjg^;onf(WFGkwDXg0{@~?IlcMaF zp1Mi3+H-3U{FcJ-t&%r7(S#U)k^xj{3=mZ@2H7A8q1CM??;K@V<&9T(Ih)Muw`YT` zv#xp9zxg$pqwJkv^4c@W-nS_7MivEmqkfo?L3xZ<4A|WRMzdz+Ox|&mMlYqc*NI!n zJpfd`*Wn&S?y+{N;imvi_rqx);L)0?+E}4o^)`hDLF5PwYNE|iRL^LlXl$peiH|r-nVu)9l%U4qdwykCHwQ&&v=sO0 zabRBZ)Zh){G7EJXd-3S>;77!S#@HDj1lrN2Yvm=a6c0J4daiQRnfuQ9!wP-=1aQZ8 zet$$sa|frSX>MTkfYu-275Vd)oZhTTalGwYc%Tk;ATa9G(aD4sMOmB)E>Z}CIDR7p zf#stkccxWT0A~QsdEjiRoNY2&LRs@oU5iAXc9^sS?Pvp&Op$qfLI45*4fbGQVnQD~ zB6Bbz;|UiGk(;AeQp0>LT2EP=VK8vbZ$Oj#z#Z3@d){s?W>@B<&UJj<0w5ZRgfRWq zOC8tzRs%P-&zQAG0OZ^pCx9~bjI>B0vYouO!uX!C5lP%z?fHCNzXY7z9IHJL%*~M- zF*b1aE~+%nxY_=&db{0$z`xd1zioA!D<0p0cr&cR%M`Nh;|0SvCpQO-=Bu%XF>Fh!Kgvx}uCzGw@bUyWlNpKM|6ArL6Od#5 z#Hphk&iFf>B@LgxgKMz~Y*SHIYf`**gh`2m&hpqcnK$ou!_FJiwEr?h-kp;UsAtk$ zZ;22HxJU?(=#J|UdgSo`qE=rlZ;vG&11 z2k|wNyBJ8y-D-*l{TR-4IxUO_6D{^66d4gMr&R-sUcllEY0;pmkAB0N3SsfOpKmYk+zQbF)|~dHz<$FjL$2wn-HCO+*WmB z>xi=-#u+^%$xN&JXo;-!b$S4Sb_T%!>SUrx*uBsg4bWh7v>o(HMWW$m>^XhkI>1?2 z7mFXGXY?^6=s11SMB>M^rfj|T7ZH|3gfY8uGir`+%N^Ttgn(*U8X`E~Zs>YI)^&-v3hqhr;S<1qeloJnU* zNxt--r)R*FtZF*gVzh703pTu;);9ssRh&wQomdM*gZ;eLq^X7T?#1QdCvv8&VRtfq zBxjDonxDy;W3c9jawds2RL(-QpV&76Na&!na^-5^r^-yyt24?FoF6MQvBPfXbm9Eg zKUQX9RSi4a**NRSb65X^Wk%1B^^dZFB`8IrP*O?{KbkXYc`)BTmFF|!M{`E4YC34- zo8u4SXLCl$8jEwz@dxpvH87B>h5xY{7&utwg&)tEgUS4l=gh%|-9Mi*hhojKG;p>g zxtS|x|FEp8e|+Brggg>u#b*5%w59`T;Umh7Yg%||L-Mcwj8q-^UB*itZzj$Fuo+g{ zy$dE0N7&81`ZJ8uruiituQkm8oM9$X^)C0k-LS|W=HwSSHI&4euk?+b0`L>>+q7 zprG`gyClw>%Rkga5@=@vm>2{@#0l2PLBcZ4U-u0bb<=(sUzDv74kS#+< zL73S7_NMtuNeEd~1J@dBV9lVeXNod0`l*SnN=B9?b9yMs8Dn4HEgns8!kn4RoA<=VzEQ7RFMsNF>!rGKhK{>_#~U(+7D1j;KH(S?*1+?J27npX zHx>`qHx>_T>5ctlpr%E?L_XZ!64q4`$u{qn%wW9;-p>I z#1CLn37lCwe_QQ&f|;8tF{d_^D#4yvz1^Zo*lqjY;rcxozAF|Yx>@q6nZ@7HYZD~1 z@6;NRhof<3M?@QwcH~bdj)^8FXjDe@ZuvNxA6U%ISv4_J2S8-!VvB*{E8QH64s9Hb zGtS(cv%T@m+bp?C&HL9=?8Q$f8tq>V{8R8RXX5ZLXX0=y4Scd@ODs-D1AjZRcLAr? zX&eXts+oV05hofW@_iVunt^BqyTAVtZnop$TSO*f|9#XC7LIPI%v9Sc{gY+rd$f$4 zuOXTHM>ZF}9)(U>J^}z_g)?3OK>He|1rQnqHq89l_^ys=ymBTIh!8I}bnNM=b4RCK z01VK|zha8xdHu52`)OLn{ z0)XlR#y}U33Mjfp|CD>1M2HJvuHRnx-L9&1q_g!3 z`<=A7@NHTq1$GxW^6=UhRNcoG*MdLIkOofFl{a3Y+UZopXzEx@CFSA4pGk5*^&@bq zT1J%fwnh0-D|P?Nk*H-%Oa4~NN9cUJ@d`lecR{)U@i50T^Ydb>|9cTDGWOeI-vI#I zT5RjB9&q6fXqKzRzTUnB?Eb#f`+D31frCnk}Xv5(%PsnZi4;y7=$DpJ!H>}6cU zX_*xoKy3@`fqkX+Tat>&{Hk3MBgJdv!-;1y6TBhB@B(kB_d1D2$Xu)2hw@WAFRhObcxH_h4)uw>NKS zcPjovcEdeZfK-u#-Q&8o=)kJqo_Q5Ww7JjsdYK4f&EL)23e6SpQh!_QQLkT}8G8Vz zzU-|9&|C>OrfJ;-_SSt`ILzBvt9`ZAsqKb)0JyyfR!`u(ipHw}<;zWOE#vFoh?a$` zlif1LzSC@2^F+T{n-fayCPRR_(*PcIF(^lv6PT22-H{%4wT7 zo|ct#vWr%uxt#|@23Vh?fvrNPdlgkW7Mk;UGmv!7uGr4ec{rOw0xIr;aJd2iQlH}W zGEsa}Ag53=C7|R{cupDibgQe0Yo3! zYi>mVHSbMJPQ17KvqHzhv}RhU&P+>whWshy_ABsi^PcbZGLd1+H;POd zPbR-RKpArLuU{q|C+Ypofz$4${;Tj^BIAG9&`3^eOh^Fma2`I*z;P!T{*lNbGD%Zu zn$v8q9TW8zMjeIP`f9q3I0OKVW{vI{stOYAsPRgH-|y8 z$b5P6J!q`S8O%q*dn82SixTm=dAmaspqKZzp%~kV!68*&+WWURG-2(paa|n-{e>Tk zHLC3^o%i$1n*)f=$6KUY`)(}{Xq9KQ3gx`*82Fyx2Qf#jS9mi-{5AmkgW_~`L+rcY zJrDe7jhnZ9t9|ZI#sW)gU2QF1Y9L&_g@SqCD|WX!OFE-fD93HbauA&UAp5KwPH1&g zJqxJJ2sqoKKC`EdnXunlSN+X5tyGLOE|c2EMUl z@_*;2A+Iu4sT*S71wZ#Z@Z@w%lH=e0vjEV%TD<{m>;pa1=i9y-G}WVLv2=H- z{pG0t82DPoUof}xmhOSjp4S_{6>huG(!J)rv@FlN<}9>(SOpg2x$C_=9KT}<)l!s< zlfZX$Or9o?m+n;`&QuHi%;?fRuLl2``2BSr)H069lsc1LLRJ2uqS7=0Ph13*a&w_4 zm(ubwLGGB`1#{lgz4{P%7y`FZx1E2+UySD-`PbTWLcKL__kxS@65egR3SZSZQy$_f z=9F+{Pj9M~Q4`-PGV0_$41fX?nmT8) zBGc-YtdZ@$+@uOjYQ0**dQ5M{H%}Nu@(p+yAu^rGhRkcB@+*F(cs-&gho|SAIKD08 z^58p0Ot}`$4-hk zKR{#(t;x;aeq-f9GH`V3JiT5C|Lr1EbOm>26{Dj+SUcwHGy{>3Zp%okKFfjn1xi`& zpRti^I9S34PFiv8=O0lYeV>*I8HdVPgcK;(1aMi&Au_6%wBkwwCyCaAYt|2j@6$4h zD+0c6ShvPR*<;m|s4kRzqty$K39!+FU$d#A6lTPUC>orA* z_u%x~!;B9IOt7ms?9?V%JPy%AX=(mYr3SC8{8PoiUr>5{T)WF1Qv z(XJ|dDOPKRdK(U3)3_2(l~g{qM0Nw`>rO7IxwUG_YP9dwGO6=Sg{ad|8@}KuI+LI~ zI-MH7NW1{0icprMP8zpHZL{?13GbCnJvPDTakWfp3vx;+PUe7y)=AJf@z#nOvdkqZ zpg6%)-Wv;FAI6op@7B&yWD#0mp<3hl;|)@ZFw+9MXx=NftrG=~t7RfGpE6D@m$-s+ z=Uj?XJZM0J{CsaixxgYcan@g`w(GaAO=}wHg}gfv+_uiaDcCY4?yZstR;#b*M^tLO z*b1@Q&t$B@hBYYfr2|iref_=i)VwHrTHxQ>FGDk+TQqxd*WogCq zdK5WsQ&QY&^h}vmWF(3EF-7JiR^=osH4T+lmR8iLM`KSc#g8$U(--jc z+XPH0+k0$oc>hfBwkBY9WMAJgU3uz`>4+ketkY679;Lfv^|y>K{HVC6AEEOSCVBq^Z zCTU+e#h!6~8tPI|N*b|Wb|2M7Ab;%B`n?-Ia!X4OFI!;B*1?)M-iS#V%zV@llfK4E zTsvc;_qmoF?IPF>ot}IYs;qQ*5e$iaqkoL~doo~35U(EaE3nmNvkohKgw0#)7o4aV z!a=e*m#l+zaWpNX{02wWGMUUGwOYtS1|4Kx^pdA^Jo3Jgk@HNjjHeZxJYh(>XVnlN8B1x@a1>8Ky>U!CIDd84itf2vWn@{ zcTDlW?l!m)k`6vaaN{HNu$%+=CHJZ_ltY_IYSP5Yw-Tz5>U7jW}(3!%Oi-&)P_=s zzu|L1;p0H;n+W?P#eQmZhHU^FZL9PyV@e%{mnPm`&?AavDD4I%hBC{B>M0X-E+}*y zhNqgEGmFE#h2I_&5;z zhRKuRC`{0Bi_7`y7SH3c9Zcn5$6Ta&UPPeXF%(}+T2w#FK@R=$bjWsNI;INH!R zZp+iZ~9$zM=L> zH|CP7!M9IYJ_5je4uC!60yOc!u_NV_*#{bI>#IxlJ8cWVIE#)iCN0X?G38D5RbIZ9Pa6euAn` zgptE5=9D+tVrN|5vq@|lZspnIzMmANIr^66A*7@U;c^n%IZ*AhWdCZ;NFe^&$op^; z?<>w25@~bb#+jhcLz1h6ERfnPS!~hau-KEhD4sbubHByi-0Jquu-DdRv)gZleI8tQ z2#FzH{7rgtLJ$3MurBHG^<=M|VAjU>SZx};erq>hcb-@^)aM~fwWlopCL#G(7n=Qf zIsC@dlV@#Ow_(7t0HCF=P46Y!=iw+IjV!|(g&5=6Q^(eG_~bzd%C*&fKEsbTvYOq` z7HHm+6>z;=0PnZB(+E0hDtV?V3B2Nk$-cCR2`X7+mMK6Pl2QkgP3XfB)^dxq*$1EBikes>6@9Mir+TR$P)LL=bM@>CNzN_j?9~> zieEO*RBx690FcO07yt6cY>G0+2$sX^svHQWOsb)zCzQg`52D}R165`@hZ0#byE7k` zxYEaha%Y*nwl$Nlp+ai&ztY^J?gV>c(W zwh3jqztZ&g)o_X3+62&A+EifICPwd1V*!M{M`9ih34Mq!9M6k<4#U5QGo@0-0<1>s z;Q^r5egi7dG6UsuMn8ygR>(FdvwSMjskpVxw&V^au2$MrIEN9sf8R_Gg9i51Xm|%^3)K zD@A<>_R!Z*nr{viDnrbu&_Yq2EHeSF(EMz;VLz_zPzc-2l0s!E{q1#xe zp*S#w4&eI?0M@f#v33YWg|m!+_H?!wKEBaV9Ov&VK>R**z|O(C>RRKNrHoFy{qD74v zY(vOCw6fVbSYUEDW;wf$)r8L*6&83U3g$!^A?0P^uCqbNbAqd+O`4nK#cgCSsN0*A-6*1;G_~L z%$uvRv4|^K#G;XPa3>bOD4+kbLjnO%J{B7E-J1cOt*qe`Hf*hRmdwr*H|LgglS=Rw z{!cD;>hU)v5rGb1e+7TunPT`aoj?b9J|oaQP9F}7J-#dy)Tf1&i*atro;xe^sF#s^ z&C`~H_~TC=i0)UFI`Myf1NX0r-vem?026gdL_t(|`v3rSOV9+sR#w-Sg@UcMP2lBW z0W6}NTZm2%6~+HD57n~g#US*pFH6r$n<07(d6E_}nWv!a5TnXF{2)mht$t}KR?>ns z8!0VE70#EWA-NA(>J%_g0`)Rs2WkR4B@u`xJVz+KC@n?8F+74G%_RUV)}}Iy+E924 zMWi@Qk=fK1=IrnS-VUXpyPmFKHV|FUP-luE%nossiFBY2Emx80MbrJxiP6`;N#_Y0 z%o;zVW@Pv@Rw$g}G*xC(wR4I6l@jQ+TiR}wy$fz7-onYJ4=AN02<%+i%$--lLxHF| z12qXDj7Z9`DoZ^%sF|#Rvuk~Ye`z{@mSswZF1nUUDJM7XEfHk@Y>P)DKFJdUeR5VomGGywT zZVK%U;7bnb;2IVX_~|sgXmY7YY>hd99`Isr(XnGh+?%sjbRkcQ(?HV)GMnz-dU0YB z<7{e{C)AN}X+JiHhmE)iHE~4@Wd<71dLqEN?SW#n;izv+c8S?V+}G4w#d&B1qkhfh zWtvivc%skOHQ0TbpN*J87eHW!p-ne@)05q6Pv;x4Oki|8z;X}&;wc?|cj%>`u?4)n z`6GOVU&w@-_#$p$qAHqiNB#1@uKFg0_NFWZpJp@2n5aVB!032@?%x=%sd4 z_2CyXp(ehlMlVBBY2lLefK}*aJdGY`-@WWFxakzL4cfJ({qceZshUG6>B64M792Hw zf8t7>7qlj48xcX{CuEl4+0!^ndsWbb?Z*wEGb0=;R{nDWqdfupD=qWWJ?ZLo~SCgtxc6q zu~kvVi$jhA*;g)3$nVM%TOE&@Dn39e17&;&@P|16hp!6kIEP6kq3WWwR(<4HI?A{> zaN>wRdpJ)jNzD{n;cCi+5tv)NUn1gCLG}ooR1#Xu*;?g{k&iNwY>6r5K##tVx{gYQ zASY|8XN**o$-5%5(j167N@ zKyJz;ovDKW>Gj8`=sILC&V9l*preqQZObw%iLS)y4hXn?isiJjrz3EK3m>% zaJ2LOgK*w|BTmhEA&f2QgxcUrRXuxButpBXgemhq#^=}^US6}fx!B)W_-tW6vOTGW zZQ$C1=g@hlw=w`Uo95&B%NhXGS8r(_(rt+{qkvHB=TCL)Ilvl87*pp7~iL5o5$rhRc?yTAhAc9I&4js#kYDNi+b-l$jWv(2=XqVfYY=vqiQ^ zB?CAsnu+ZJBGW)5QD!%?b^k1*0QU2>)z_e7udPj`JHT$b?L7URQx#qT=mqbW3UpA5 z{-UCTB7|v4XR<>X1>RS~C3b5Qn`v*>*v-kT{X8~a*6L$0*khb?LV`a-{Ov~v?|K@m z<`F+Ag3d9eJjQQl6fmFyEfcT+tI>LR0HACwIEN==e^hMO17_zVXG%0qZcvga6Ur#? z@iQNz1CZID`N)Ez4A&Z(Pxsra?nCJA%@p+aMu|je@pm3IY7+xM_kmUIX-pi#jeO6y zN}onrI4tCG8VTGZ3%{|fQQ<~#-@W|1 zeg#}1kNp^agMx(yeSc#?XNBEVR_-uiqivhr^{mAP>^KhCKJ?MYu-SX{oFr{6?XI^? zD9can3Y#lyraznH2lwP3@_tWttmqbZx~A&p2Y*x1PIjsROz`aI0ou zg;-;(BDZc&O%yk)?(@DG>@`>@iM2BD%1`m| z7P1@jR^-$jQBzm#m@7@W@RV*a5zWpT71c=V@}J?w*FPUj$P+Xu*f;jx!mLxC{%)~7 z!?_bfe60wJ6~cRA09Zuj%G1x4{1x$QalXN2aGKqr`K zYoKGGr_2HU+Vb6HTg&@{a2qXJXiXdI(TaMkZav)oWNQK4e*4EM{XhTD3KO<4g&Jww z(#&HUKXU^e15W&_z`|5;P=MW=fxd=Mw=nG#?QicE`?ocK&d^{3CTL;ePnrDpN|~!I zPu8d~W%40*P||g(+D-QFg^*oMQB>L~*^(aDkRDuTnWDi|j>8I>5v31`XuAtf%GiFt z$o<51NGi`1fnMA;P3q4bTntZCr23+qzs?u&T~}xi@%O3F2^_#ot_rS zIfWm(Ey1j?zY-VqGzo{>%`+B3ZwapRjgTFaGb`qPyK>zXjM&d?0InwfoCY6pzjCzf zD-D_km0xPK2zV?O%mlDt?MB!O3P9vsEo{f6>pB2Jh?o_XT-*Qu{C&6o4viAE0YsPw zJj!`T%RbNnT^Gj~0-rU6nE+V35xw+dK?ttdVD8D{Kx^V4IO%cDCCY~|8^ReLBGx2o z1BfsWxL^6S?Bd}XAzTwcuuBox&(~HTz>;90q1SKuC#Pn&-vSmIKDCv4z1((zg{C~V z**wb^GMz9Wx+nh;J)g@C^Lnt*&{4ZI-$cxwg4zJ!YU0Bhf2w6~<4ZHq;Xb@h7j2`p zYq4M^fEH^v!d_tCtmAz(yu@y7>L7Lk?amW@k0wU1-`dUBohN`m8J_Q&SNL;<$8!Sx z+Uj>yO}XH_sVG7Ft5d-y4Q;xn2`EE1F9OSy;6<7Y4@^VaxTOZcW$3F0d#^7_T5kP=P1t7p!2Vkx(pxfu& z9hnZ;W|=+%Q;*#0oFdX(j$am$v;4>wCKs8OsDoAUKu9feZPBVr@eMsjlx@i_s*zXE!cl^_I}cijZAx4v4ri6g(W9bRd68CyV$)~f?)_C?dFyqi zcKW`}v_AkA+Vk1|rhB`Y_J)n!d_8OXCh^U*Kk#fy=nU^EowsX67AE#7y;(9;@^}{} z7g6#sDX4<-4^^YDp|e_b&OE-3)S)u01o66i1~w(>JV=Fsi>;RHyijdK&agbp@qHkj zr-e3adwd<4L#3+(anvHL(Aq-BfZ9KIl{m2~lk`2|GRqtSZ9?>M+{%Nv29_wfw>~*h z#*WF8XihL?DtF}MWL2m^A^gmL<&=T2UDWSD`B5QcpbX$u+0+Pu8s2`!_Gzll(?Ubj z0=f#zRbC!sp$up&OgWFPQ&b~rQN!EFnUJ3_&|s%ejHshS zuI#MfVGEq-QIv`@QE;;(9K!e5E}13*LoA|FF#H&%xD(E4KnY>zQz!5qWD1(|#jows zons1m@uffIWyfYb?}52r zu|oUtme%mH{c{BX`!}<9vDf+@hdU}o(%YIN=Ym3&z0YTX!o6Dv_oK;%cIB(LWRzhJ zRjoU13&1#ovk4#ROypzkSC_QV6+5@{vc?s#7+}=Dcz?s4*F}>`k+kjspo2W05mR@3 z`^M~fxNQjk&Bq4GD8s}#Cp*G+vjPa3O+30HA9KHAg&wB_=m3j;M}fUCeE>l}H!4Na z+x`!@f5qDe0B5p)w1Y|z_0@IplEsZH-Da(X4OHa@0}m=R7Ni~Nd|fQ;FrWVJ5-1~` z_*)4GK>k+UiDQ9u3sWVKXsQh&t$wq-DY~XiImrJ+Gu>E*E?6SU6m_wxQ4S=cjKGuU zi7g#Bez}dw3z2SYx#?ID*J?|)SX9k50kq0s$u5D^r$?FG;Ka4i?uM{`^R|%Ml3j{0 zSW~7rT(8?mPI#Phb0Ui+TRdu29)JAZA1;#{wI%!H@MWs=`JE-qnwf0L&bIV2h4CeF(|+dtqoxdRXuZML>K0Mn7db#8 zKW0EG=b-PYGu<$MrG*B4_hvwMU6H5ldY0h`A+t>8n-1Pl z(8f@2vX1~8Hx}-MOp4Z4)H$eLn0P`^-VPQWX*aT9;6O&oLnzv}nlk)Qcz1IUq0HrO z!gAbi6|=Y9eg;#Pb4N`XeqieSGUUTxM#{*Pl<5(5~(9 zPX~yB*ZoZss`1&1IN)~!9l-u-#7+bDgJo*Uh=2}Kfrn)@*de}e;N@WfEC!9w8-mZ4 z=NePyIW9TPXHbP-$BpxDqh6Q!T>5_~3_KtOGZs-9d;8L=o#nn;RdT&nn@ri@?|U7bW&$BUu1 zWDAB)gC!M%P#5%Us3{{HI>HeEv*By8nO}X$63wJm<%vgOZ7_Ei^g^g-nKGd3#U>i9 zrw>;EMxEC!xl$@+OfCMFg}h>LE&l#ma1w(hKuwv_P+Sa_12tvJ!--5Z^^U1b?Ds78$eB&N|2E>%#!WpPIb?%rc4#cusR)DnaY2D zwfI{Fa+wgKogd0aJXn;k!55l{Y3N>Xa zgig{OYaKxAYuyKwcT_(KwJcLD4(_)@!ixW>el5%VI%Kz1w(|ye;Dwqp73279l{IB5 zM^Tr(vQbk;0vwkoO}%510ZH26+WA2&ifkY%jtCRKcS_2cT<@5EG4icW70~=77p73! zj|{;BtAkv@ui|l%lnJGY@uUQykR`~J3pYDl*l1l=oX<2kLCUbSA1t1rdyR$)WEnx^ zIDlv)k`wGpX?9d6NSQM_rJU1vf($I2;DDv^|_0+Ujf2-46_QDj@Y0 z*lTOE+3m+#a*ueEZMVO_v6|132llJ(9z*4`%=!5(HdAZxz8WsETbp1XT(D(iV)UL{ zyZKF09>n7Y-<)wmP&H-VSHoVT1Hga^v`o*32$%rSQrFQ}PXPnq;sTItz4W1K%Ji)H z935!Z$IpC>4nSt0A3Rq6JB^^D4nBUgk=5*0>tgiVQMoL`7ln4BGRQKyFPDd^XBp1W zlPxkeIN-!6bJVClq;D$x8p=qcJWT_sJ9{jY30WGWL3Eb)S@(S_8dA>-d~s^x?~#a* z$BfEn8QW0Ud0J@DcW(w}Bj{h4*re zqBvU0Obj%8A;%~}!#%|~ULWhPl?j!Lzj=|k<*u0_5S7a^HI5B6Wol%E1Pjx|s27rB zf&`R#;;BTb6*9sh!;Z;*%+2SuqX5>KN;qe268xqUh6J+=oWrFfT?1NA1VGm`0cDuI zBG2)$qW!560|_WI0SKB+JVMW3RP0iI8Do;s`EJyQWMce#a(z zPZsuvO~^FGF4ahh6P#t(@wkNseSc#?caP428WZ-~+Els&_%3-WsSyhaWEswIkH-x( zps^&LqjLZop&B@HYBt=Z!W5DTA#&#2L^hh0o%n|$<00000NkvXXu0mjfGgv~+ literal 0 HcmV?d00001 diff --git a/img395.png b/img395.png new file mode 100644 index 0000000000000000000000000000000000000000..5f0b490e84d037f17db814717f27987ca59ada4d GIT binary patch literal 289 zcmeAS@N?(olHy`uVBq!ia0vp^MnJ5|!py+H_=!E-2guP1@Ck9pMicFs(Sn9dL_b`8jTv;3Ld&BA+WK-bj#3E;_{0*wVmVu#>Hs zshwLx>*R(h`x>T)_sngb%Xu#Of$I*r6Upgm=^_#e%L94dC9#VaxN&tFZ4)neOf;{!Wlx$&Tqf% lW>wiOrPgd+(x$|~aPvcI@2Ssg?ST$v@O1TaS?83{1ONqUX!ZaA literal 0 HcmV?d00001 diff --git a/img396.png b/img396.png new file mode 100644 index 0000000000000000000000000000000000000000..bf816cff3f698fa94ef895017062bf82f174a9fa GIT binary patch literal 267 zcmeAS@N?(olHy`uVBq!ia0vp^DnP8s!py+Hcw_sr$3Tv5fKQ0)=FOW|tXMH;&YTGo zCbYD)R8&+XBqW4{gm`#(*x1+@7#OIis7Odi@bK^eb?iC+A`?h4mIV0)GdMiEkp|@S zc)B=-RLn_EXkfDAW7BG2Pw4To^KcMVUtP)RHR400001 zbW%=J06^y0W&i*H&`Cr=RCt_YV1R-TAp8Nw!T|pZun2yDk{{rF{{J9=VZsLj6f>L$ z*8d-y3(x^SiuwF-7L>%pG zVPJ)Ez>Zu2<#2HT18X8o1_T@+oPH3&Wq{WdxgmXRfY*9^8m<|H$$<9A7m2H#NK}lEE7;= k;7&LoL8^aX#fBK07*qoM6N<$f@x)g9smFU literal 0 HcmV?d00001 diff --git a/img398.png b/img398.png new file mode 100644 index 0000000000000000000000000000000000000000..6e38eb2247cab8564a92503e4c37b3ad9b2a0c12 GIT binary patch literal 536 zcmV+z0_XjSP)z zqSmAy)EUl$PyFI5lEAi2uF2fd4mbDBB)i#t_T4XUc6QTH9HM!w(gK3*28AdLrcqKi z#!4$KKnZ4;ys24+92J{Itz|Uz=wh}ozhdDgAnXJ7sZ z8jDZ8lV^cno$bdj0b}9iY$yWB7+0G6Tb3L4|s$#GWIWJEF2%)?nt) z?E~|G(c~TgFPVZxkFM%I)2$F^{@wm5wvJ~fN}--?<*mAM$O*Ik2-&wC8YTset!Ga? zTWdG6e-JFOoIx9)r*XbP7{!;P_H=b=t!(cz1d;ao5H9!vUOxvip@zadtwbUD@wLBJ zAa}Q;3&5XrVEi5Ap^Yf~Nr&WS4*Bo{0Ej9v!T$x>%-#Y34Sa<|v(7F60uy+htslE9 z?MB>j8(YpM{`52bg;TIz#P;B7yuo&saNh|c?GD=H9mf(7^}>X|6Qw5nX`J1j@L%@4 aWS;={H=hG^H6J_x0000RHR400001 zbW%=J06^y0W&i*IGf6~2RCt{2lRZwuKoo?>Nx%yRKT`!dTB-mI4TW18#1V3XYq(Edz8W1?k`VU#iN)`|Wh_BiA#OlklR^l*dnp(Ke2vCaChz-kP0vrU6H9giHAX)#i!GGZM)>+5|i_R3+8{ zKUU+mX!LLc;gad8&#^jD#t?#%HZ`(fIKI8QL-)CL5rpF*yFWdf*%9xKfZjD!`;Ft7 fXVkvJf9CK87_zxTT=0_P00000NkvXXu0mjfV!^kh literal 0 HcmV?d00001 diff --git a/img4.png b/img4.png new file mode 100644 index 0000000000000000000000000000000000000000..4a5702737a421fac7971a698d30992561ce20898 GIT binary patch literal 194 zcmeAS@N?(olHy`uVBq!ia0vp^+#og!GXn$TuRA;E0XYT%J|V7~H*a3CV#S;}b0$of z(9+UUQBjeTlar8;5E2sN;o)IpV`E@oprWE8AtAxT!voaxD)KZ)FJnoNUoeBivm0qZ zj)SL*V@SoET_g1I=RaboFyt=akR{0P%)CH2?qr literal 0 HcmV?d00001 diff --git a/img40.png b/img40.png new file mode 100644 index 0000000000000000000000000000000000000000..be231f4d788cf3c6339190c89249a566b6e153fd GIT binary patch literal 225 zcmeAS@N?(olHy`uVBq!ia0vp^fx z7srr_ImrnQ3}FgMY@2ULNLE-#NC+hu?cs?@sAOkLIdHgwVGZXJgNDY3Oo!Rn+L*00 zyd*5X@2xhMJT&LvfdfGdNe1>w2?;R_({d9M9&j;i{30STgTGm#F8|(MO_oaxA9@AE UFSQt@0&QdPboFyt=akR{0739ZTL1t6 literal 0 HcmV?d00001 diff --git a/img400.png b/img400.png new file mode 100644 index 0000000000000000000000000000000000000000..1cbdec2958d2b3995f05de9d3a8e8a51a5cb67aa GIT binary patch literal 419 zcmV;U0bKrxP)t0000mP)t-sv$M0P zsHmKroRE-^goK26czA4VY+ztuR8&+*NJu<9JTNdYBqSsl7#Iu;3;+NC>RHR400001 zbW%=J06^y0W&i*IAxT6*RCt`_ld*2XFc60SP(s`ql1N=DRh9e*otZNCDR_da5{RV> zBTqq*`T|IOfed|sEM2m+>c~QN2KUbAAP7aOvQ>Oh?7QC=-JR_KJD%`6dBZo+iNL=R zLh*C~jf9N~h1H{(mWVnTxUX}VdCE6Fbm$ZHEmK=4fU}zk9 zFXSE)6p&6F6RJ|9>Rc5AB-Vlq7fSn=%0||W807KNND4A|n$dHJ9=R=R%Kw^RvBFf$ zo1?YzaV1tigPM7D*$f-I`vnd0YBkOHnuzzU@-sy N002ovPDHLkV1nS)u+abj literal 0 HcmV?d00001 diff --git a/img401.png b/img401.png new file mode 100644 index 0000000000000000000000000000000000000000..9b13223ac2d4ea9b52abc8f8909b5bb51af4e6bf GIT binary patch literal 165 zcmeAS@N?(olHy`uVBq!ia0vp^;y^6R!py+Hcx1+{WFSX6z$e6Y^XAPhEiEA-AvQKP z1_lNyDk>5Z53*pf6{>zV@Z%-FoVOh8)-m}g{O;SNX4Awgae#h8#+uC66Z89 zcUW5qS$tS|kZA_b1=k2`D-Vw%p+hM9LPmyOCXQ&^Ic}GLW-xfV L`njxgN@xNAcVjQ@ literal 0 HcmV?d00001 diff --git a/img402.png b/img402.png new file mode 100644 index 0000000000000000000000000000000000000000..396a03c0643560df3655c552fcb32063eff077ce GIT binary patch literal 8540 zcmaKSRZyKlm+f~BcCg^V-5r7lcXxtYg6j$H8r(GyJU9e`ySuwf(BSS4lmFg%o0@s( zTGhQ*@2aj^-FsK{3Rh8*Mnxh(0ssJ2Rz^Y%06^*gMl9st0%)-YQ}`c(oz;}ofu-<_ zA{hW617sycHQX~!445^xm0I4qbfg7u^xWWXW;^sRipwprA*HTx#gZy;d-^Joiwx)z zt1~!~(Vqpmv~boR=XqWuWT(9?5)_t;{yb#fy+CC@{1CVr-MjK2iv#xP4oYKtf^1@) zVbL+d0LIOLZ@p=bU+LBn_4Q_zy~19XD;-{>y3*(>KH6wJUqLL_yL3gd>98f$j;QC7 zwCOwrHE15WLaQar)q78ghkpeeVL!^suA>*p2FXRZ3tFLy4sluFBFz!87EJ!VID1Mk zf&g^d-w%&401?g~Sj?L!N5@_*`e9&Uh(r!GNU3Zx0CLTN`7je)CL6?{y5-LgnIn0J zBgZ6aCC=7#^VgecJ?XwZUkvjxFQR#J-GW zP85$Q*y9^pJWjZgbSEXMQ223gJwF|H&F}~C$jUrIwZ+cF!4s0j`hppfc=;y0I&8bC zL5Rd7_w73f+wfaGn0R$v)f0tLrC+?Yo?^!L@k5$Qf99v@19>`1Orzh|cFDuN1fo@0 zlSyiY9XPqtr&Mxt>W-s0Qi{(*bmCJ+P%?_#3GE*V*FldV!>NfkN!m?fl9x7eBu+~^ z2?P4KMe}_#`zfWPZQ#w!ZTssfAI9yo0tlXa3TAxg3^I6wh?y1i%LU=^IV$C6jz}16 zyARCQAd@?}tw+lI)uA^DF3*HpTgM$aZ*etJYE!7K(_O?)eMG^0nVLz=Y6v}zIN@qM zqq?>76tS>Dxl!S5pc+CkCS4sftIh3<>dQni~2IN z+28!0pAVFLBd=UQbr?}v=&8kwx^d>1$2Gc6WLv%UKRxX#b64$sT2>Yn!m(_a^o}^+ z3F3i~+>gGbeJH1RUFj&~rlgCW$!TT1Rr@KC6!VZXx>SZD(d6?*R>j<`U@!BF-i~8; zHxo*s+iaXa|5xuik|aL&!wDW2w*F)`E6YLLu(GtpWT78_bv(6M>yA56XXps#wvW+CJRrO~) zC1@QGkq2W;CG2umvP~^lfc8rHbU-3^rF>naoE9P$&AC?URV00`>3*NQjR>&IjY>6Z zs+`Vofu3C(w`M%h$jGU-|M=RQz96pm#8>uUGKV(py5(PI7xoWuB3C#kPS@EEQCCj9 z`>l6K>Pw!X_l#es4qw0_7h8rcs4S(`WL}n5d$BkiIAE1dcWMOKoSPBd%;-rYPTaeO zcoV&}=jLHoC* zQVpc(RVKU`;~bKUKqk09Z4pPyFVNo!3x@p!d|$BJrWP=ya{eYl@eUq0_V3GG8~LMH z{7d$ltYIF}#rAn8b{4RNCi-Uc2#zk?JWHjb&5j&whN~B+HIz5p--}{K3hY%mdR}8o zFe2^WAlFt8d$5%K#>cmpB(}W3DvCDZG;V$@VMBd&_kBYfp?j)uDXug%k|YgPuXG9og+(U{H` zoC(k#UDCYmlP%8rYS;*l_hde+E`f`gYVFrO-8#82CJmqpGKLqZ^`Llt-O#b!1WgEeM@U^FwQQ4*FPPe7!vQ_&&W3q@eywD9%G z@;-!SP-k8V%V#-<&+_VeR(g9gWWcY)Xz_0SpmB{*w+GhX`#v4DGEV zlgkP!h9f29)u)X#WpKI-Mk+agT_!gRlMIisj8y59C|**h?^{+q$uIF+@(<|?1}-Ld zZ3ogvL!T1qXyYZ56r_ujCi&NG5*1`85+<{e##o%kKrGit%W{Kx*r8bzoFk|sBDA6? zgHy8T$c~pZ(k|zG?In%Rdx3~T7;>uZ~QSZV_T`rCT|~Cgu3E- z@Ix}38%rUKU&)`La`Zkb)B|p21^zLtV0j>$EK02Xd-l7b5j9#~odj_*T^1ORsd<9C z2$iLpKK;$^X&q8r=sH__TUYB5Za%I+2FTsg#1{@l`26cPc|cjqy$XcVfwjNWjv&bJ z+P&N$Qpg|jtK!%eUo14ry0IsgatQ!3{y@aQzPk}mxW+-oPa8BseCwD1tr4n{m1)KNzFLw4|hq>3t90B z1_`n3eM%B`3grh)7*Wp`Zwv)+dH%qHLfk2_%R6CABuj%*Th71K&PN zrnYn`;Qbr^&A0>XwN~y@=oPs3wCL0RR|hg+cyLohEmS;k)$dQE9EBl6Wkaf8hRuCF z=2tT~`tDD|^U}dC2m#qfjI@ai;Vu?fQxYP4X%ctjFWDM!KdUGMcVVob)XWd3Qg6q& z4Cr#MH5Neb7nzsLxg!*x%^43#^U2zrwU{Ayf5b$vCmad@!7n}6CGi_d(L)7|*6Uvk zYwc5*KX6(5_Y0<{7k)bZCc`E0V~wT31;1{MEs4l=b~))2N+XO&UVjRV8?gTcgU~Uj zk1$i(La%3qH;HLHny3leLn?PVP&%0xGk`8%7CK(cd6Q76CkAPXlcjYURth<8H!&G% z<_4WC^YF}_pSL_;op5cRz^opW5%}+hk2y}{pz;`QHk5^)U1R0>P*f5`J|$k&foOu} zv{$oLOy(Yd$zE_YDVqO%YjR8a6IOJc&5k1SeU*p`5oIeQ>lQ6+?-%mkLu@dwgR`g8wXl&>6qe&EUh%W;20lOP*_Yzgh858=08K=UO1+0;km>ul5IUjvaQ(NJcf z%_)ttwCsZq=!99XzA z*Lt))CAbd^rAnzMF%_$)Xqd7s{ofZG@j&0FRPgxMxxYF|!Z?TRS|+r?#y^E8{ixyi zSfnaWePv#br;t7D8UTBiXP4LA6q<;~fDyCHM7PqX8o$=90O3mADtiGS)?9^tp7s+) zhG1napw~E}=Io&F$AvjkYql8RM^K)^?#}}>VsB001jXHPMBr|s&Yg)a>DT_9y7uN4 zJd2sK6ZYMB4Dl~wbUd@b*81ZDANAIN?XJ7Sf&4e{rjnUaHTYw4akyIr^Zjw@Y*A7X zgJ_CQI)+5SLg}d00gcq7svw2?(%lsn9T8ad=qKBBcu8K(C-1ybr!0~O@|7r2;nKF5 zk;1IeETR^=lTFrArDtE3E-IQmzcNinY`ftP=n(>>H`)_+UYVm)Re{0aiBQAhYgfB? zf$PPRAVowNyYfYiw8lJ2N?=R%+NVcmr{Rc9dO?W3*>iX)r_+7*0{^A}mX1hS+h^Zh zKT6NzP`3&5c2d%)Tq0&gA^};JANk0k6wz1ZVqJU74L@s16$-=kIQUsKI_t0ghFCO<)q5;!PDMNY;(+hsOqAA~ zi{Bk`3m-Q=7xa}Mv-L%!-OSff$&MBW{0d`g!rhTZt#nPn40i6Pa#yPn(uXV{53IbH zl9*Y|%wlUGgx~mm!mBlU$NMCKS}|Aiv2h$M1j)=EMswOj1qs^`7|JJZk;h9`Lb#Xq z-|C1IEE}C6-#G_%l%i`t+pp)`IV&$H24Juy^p8gF%A@@gGB225Ix^Hp83xDzYZFHb z0i7VtPUVT@zu3I#ZhxItJ;ceha}Zzkr#3vKI_05JZ~l)?+T8i^7k7*cUDgBUmPHHR zF$Nh%9`Z*qs);bCg5`L(F$BILIt308xV!VrE>WqZ%s)N2nGwz9CTHdWf`LCnSW&pV zKNoKzi=!It=l5r6!x|ri{v~egAgQ^ngCWN7HYipX7n;t(%Z?EdC-NdU{ytMOO7ey^ zPf4RmnnV3U8viF$QJh{(SE*=Pr;UMHBtB0>D@CO~3s1HT<7@yuGy!?{S)v$U zgATs=GQJ|`*5Q@)T31@OUw>r+1j25=IL%5#Rj4P3mIFC;0Op_9e6&Z77=QTpA~peu zly9dc-v_CzA1t;px)N%QIJ9%-Ir@JK4C;1$gkiG<+>fu9XE@Na{PhHcr*j@I&CxhALxQpsMd_EvoO~ZQ1o}k)YFI(S$}B!+!PenU}Awhuz6uNMRkgWSTdFyTE5gm#|Nju@O%=}_g!F?2(&pJ}` zG@}$#UyE_Eme0oGoR~KOwHpfuUrcc&=1q)TzZ@Ol2+#(znv1I2GO;Yu>bY!jiE9O4=$WAWlM9~peYZ*v zZU{m9B9FB~$cNv&*nue^aq7Xw!4=zTyr4+U50Bmk>n!*6Q+^9#CE)BY%W56{UrCdizHjz)3;l*vr zjO;G1O&0&nkZmr>dA@NKx{SEgYk0vh@bV7@kn~ZLb^JTcrZ}vaf|9d6G>%A`Rs1s z;!9MXT{Ym2-_hX9Nn)NE%hErVUNL@eGPUm(JHax z2|ak;?m-emy_n-mj(`@Qw9tMeAmn;C=fo&dfKrd^di07uCKkXaC(;Hw9gvX$S_t95 zC>xB@TcsK5y2I7oT_2CJ&?~U4p5Zg_TuK;$XdgR;C+M3qbCY#oSPpFLI{OCq%Sat& z#1{RMD)O@Z7hN*R@M+KlCfz@}`uYKuMz*ZHZtoT^;S)n6{dbh2xZZ&K%YL#2*GXd= z-eQJp_F`0oxcY0CULNk^5LSHfPxOqDUQxW1i^B$bKkwk+1R54ub zd%$G$Q$hrJBF6sib^;F0)9e+82D(&9X`iP2|ectOL$7` zyhHo#k|mBXZryLxwM|)!Hi@`*{Q_*c=6yq$bA&}x;hhDW7JR-3(Qe4~Qk}>!FZZW; zU-Jg{+i&x(=E)J@aeoFx%8ek;)@8+WsnL^Z7zBVl3B(fS*3Xa0U(;(oMzg`h-2gP! zcLFiwsP*X{Uqc)le_Coh)A3fQBM|iU+w)|4+ZLHQTVEr!25O_M&0-; zRv{TaY51H#{Tzzz37ji@BEoF1KuT23SVLT{)}aXH_bMVziboNij+8t8M5`zp5Sz4m-tJ2Vt1XF=%j zpO?w_V^}eg@@ws!28Pi%csqNG(YyS>4Bt~8bhPX7f>(5Bw+|@6?8_VlB0KZ zQr~R#Et|A8^uE_s?_J`DJ73=!)rHta0M$k+^yPcxFifug-bOweuK4 zvqra=IG@PpX!O%6yKsMixs>W)@m)O~-c)xwxJT6ARRO)WO?j?LnK5HINb5dQ!S+hL z16Js#J{o;Z2&C@(!^(iB@J#lM#L%(Sjy41Kw>Mk-m6!fbPs#||?9$3J%-Xs})6&J; z-ye1r^VhN&eVaFkr^32?rv=wxJH!uu$$ZR8xqlR)ub&}+=_hkQJ9(rw_s;ySY|%u$ z(S=KP<4qaYe82zf>Uu>$+D~?M{G*X)vQ4O(;NyznGv(lSWQj#}>5455=TrwNQSL(s_HB++PEN}Ox`wv1?$w|LxF>387+M@9F#Pf*gs?SaO2d;-Zp=PzpN(d@y zs}(gO9-~7K#mEchXg=H8gESDubtqAwRJ@J@=lw9kr>QsQ(GiZ6Cv2^V0dv2{&S?TM zzZ<)BmGKO1R9@q)QGM&_?;N$FH?F+ITgw-NHLou}A3Uc)ZV#B!bT@U+3yi)BBSV2k zbXmxr3jL(Gg2gc1jVwQtK}j&)62F24c{^dftdK!C?0I{l(j&h5`f>7G)cu`gZ!HNU zc_kXl8#227mp+*c=CS_l8R!*$IUl)N!2xpqT#9i%HLTwEo$w1MTp&Wqji40}8bPsBFr!l_d9^;sUG#~)Lxkv0`1d1qchogY?iC42-Fe@?<4Iu8kZ(M`F?LsHMZ(iU z)r{wzmhw}l-OXokb_grv;P)PjB5Y^d{?~;<@3)Xs;RM*u9mrM(IYao5HwM(qtYqJy zl;|tt{`jMY{{P{0pZ`DV|AfWM{w$M?^br0Yv*Q2|s+eC#va5MSdpNT7-~n7G8c3TP zA=qiD8JWTP#KHIQxGfQKxT`peNHLo-XM;cbOf>#Mbl#YN<(T@LQ94$Wa>LnoUlQj9 zwh}=XWUezP?qzhO3;UTO$cu_*(i$c?*ZTY$a|!=};)=q?=c#r{>s}+&uP6ZVlzc>Q2_?X-Js7L6wG?R=B zNR>tP$_HXobQNNB#MRsDz^ync;rXvb@c+9@Lq^x=d3C5+}Wj?WC22HG-TdD^$q3jc<$KN4=8cS<6jtVn!7qra!`+Y7D*Oe}O^*9gW@f1n@ z@TkqfAfH#rqPnsGJ4ZzUxe*IGgi_OF)?=(NNj4x06AZf19(b zH`D;eZC;%ENwC`|RoE-_ydOEkKr=tIGp$&2<(;kQ;yL`ZX#z|wVrfmi5Ci8F$hk-< zAbGDW=hJG;CBXu9%(NUiyEBUd_2Ft1)9Pm*?pSkCKbJT?r#2okiTbm(enz3J*+lO7 zcNbd!ci@HX>~-!U3xvUN9O5tzf&su(yo<)_{>Ek@tdg_mZ9g1y>yP`H zLaBNd4E8rV?&;u69S+qf{!RGNT^!CQ%`pLe@Ht)cwKK ziF{(B?H&3Ew}%jX%ozlNeZ}hX9y!NDH7H|w3FSdeS6Hr>{}L?s@%Y#?Hu9IGsc`&2^MEu}dC43#KwiUM<5@FV)zTo39A z#fbyd{|o|%|M3ER9^X|ZTi1<##>lrgF3X!ND328S=ISpT^~L#@x5)wQ-JU~saB2Ui)Qj8@*e!&b5&u*jv zIr}|b978JRBqua5)UmZOv56EkG&W{3H=R~4SUA7&Av1GX0b_4HL&^j8xVjaLdli~k zT?*_R!oD%4a9_w_V~Yz()JRA^mMG6;(<*h~fI|NV2K@+m`x~l!1%Y)cmlzhY`F>3@KgTD>hJOacYSmcW-Blk2i~umq0rv!&m^|h;kEn%D>;rI8;&#C zyZm5q(w%Wq^uPgz?^?5>LW(7C2>4krTx2$CT-{j8+_v)!YmczO8CC{SD`lk*ACIsC Py~5z>>gTe~DWM4f`mSoF literal 0 HcmV?d00001 diff --git a/img404.png b/img404.png new file mode 100644 index 0000000000000000000000000000000000000000..7638918325fe4b2a22a8627730605aa20eb582c5 GIT binary patch literal 615 zcmV-t0+{`YP)RHR400001 zbW%=J06^y0W&i*IEII^8MoJO7>(jVN z7m*W1q*PfN5Dhy1fg5O{pvS)e8KOuuQLGdZO~^(mXduq)n!7W{o&cSYD0q@*$8Tq5 zXJ=;@Fu>!k8iFAc7_7RvN78MXB8o0}sQwWOmI_flqjQ<(EPz z#yLCzj-hTut9}{=)T4I3cH_UYZ>;ibvJ}P{1DJ0h-TQjqh5ud$r{DK)Ap4~_T za<+K7IEGZrNlsv3u48L!V&*x~kjXsfq;kQ+`Hc^mnav6qd-+XXFzeg9IXw7FJq0w!_)kNmJI=H zX+^9Fp>0`G%+e?PRHR400001 zbW%=J06^y0W&i*IB}qg2;af$lW(?Rs0H)A}1s4|ZF)(p(^D;9iG(2FzRDlB=K;bO_n}w;W z;KP9n)~s!s3|u@Bi7XF99DvSEa7bWcc+e2Q!pFzKpm2eKfrrOHgrR_8!iTHOf}H%d z1{VZ~b;SM#A{5CJV^U}TGY01UoeVrr`xl(^cwcRHR400001 zbW%=J06^y0W&i*IRY^oaRCt_~Qaww%m8{JwQItgZRuHdRA(jU+uR&=skYoX%Rbf{R=zUjSpk9UvbfDDS2IKDj; zaE@1S;0a=6S_8--3c2aNgrf(HLLK2=6VSK#<%#DB|Bi^$LOH>&h<{qCOjQJ4AR~=@ zlFw5(f0T?tWw7U)#j=Sra$S^_ieu zlsKgFvj}@dMGKS!^ESDmVU7z0R>dwBK|{0!bqS4d_SLM$%!RpxA~uPI`~qC@aS~jk zs92cdf;OBT1=&db9aR_&@pe~ys<+<~3R*y7)FP#MAt>%yjl+HM@d*&QT>wwoNX-BM N002ovPDHLkV1j3*#H#=R literal 0 HcmV?d00001 diff --git a/img408.png b/img408.png new file mode 100644 index 0000000000000000000000000000000000000000..01ddd2c8bfde867db7d16e5320d94e5bfea8960a GIT binary patch literal 524 zcmV+n0`vWeP)RHR400001 zbW%=J06^y0W&i*Iib+I4RCt`-R6S0^FckjMgxXD-pMi;maD!Z+QU(qXZs3iPOsH%@ zAhj$|#D;|0scR7zpceo|Vqrll2r;4{7LaIzot7qT0~H_^J`aBH^QULO=Vt>GumBIv z(5_A{37;Xr95CEy3^;}lX!FDq=%$C*U8dOPRwD$#&WU0*MX=%C{fJM+1nLb(F+cVd<6FoVy()d9pezu{M>^Y^MX8XUf z`3X-T1+y%j=02L2B)2Y~?{WL!0dx?^oql9GSOdx^-|xR<<+bJ^loo2(0(46>h^}6{ z4u2b-%x}$Uqmq%=rGOg|A9oIPTgVL+q-VlFi8rGh;>u3tQ3-YN_BYy>9>6!IkAc~F zb2PU&SnqpK87`buzVuqPK%ALW3#U`W=;sz7dv~A>FXXXo8A8^L(QdCwVe?*c9IXIaPVeU}9tA`~UxW l4dmGtL>zXsmOsG2uwjW<=aEUu>wu1B@O1TaS?83{1OOEMUakND literal 0 HcmV?d00001 diff --git a/img41.png b/img41.png new file mode 100644 index 0000000000000000000000000000000000000000..690624681691d891c04267016d09d96e61c51a3a GIT binary patch literal 187 zcmeAS@N?(olHy`uVBq!ia0vp@Ak4zdz`*$Z(8-%Xj&6WYi0kIfn^&w@F=x)42@@u? zw6s)IROIC3BqSt+goJo_c-Yw37#J8xNJ#MT@Bnpmp0B$Iq!>$r{DK)Ap4~_Ta%?>VU e6O#`dU|=}c$su7K-=_dHhr!d;&t;ucLK6V4iZ=5A literal 0 HcmV?d00001 diff --git a/img410.png b/img410.png new file mode 100644 index 0000000000000000000000000000000000000000..3003f1c2cf20795489d1b42b4cdc089d20eb4f6c GIT binary patch literal 366 zcmV-!0g?WRP)RHR400001 zbW%=J06^y0W&i*H>`6pHRCt_YV1NRC25dk8t0+SO0|PHu(;p!IfL#q%(7?cOfPsNs z0A%0GhW8&h8~%U5ZZqki08BD*Gcd3*vp|Fzp=JXqw&xch?3E2*isvJhtR)HX1z-qW zFkoPXu{$S#DPV}ggg7`DU_v0k|NlSGGYt&y|NmjQAi%(%4>6DNJ0zm)Cm_r%z_cAl zYz{qu>^HUvG7eZ3u^1q6fGOYskm7)9e*Yf`4geXOIVFH$#s}j50jmN9^a6$n3<*e@ zc@7QuRb~qZYEw+yxV?kwTcOfpr5`XC+`0MF;G}C>nkM0QCJf4@t)~AOHXW M07*qoM6N<$g6?F4yZ`_I literal 0 HcmV?d00001 diff --git a/img411.png b/img411.png new file mode 100644 index 0000000000000000000000000000000000000000..5d37df80c3b03cd14cbf4186269e9ebbc246c805 GIT binary patch literal 1129 zcmV-v1eW`WP)RHR400001 zbW%=J06^y0W&i*K=Sf6CRCt{2SHEi%K@@&_cic|)Zf~~|1q1g71hSRbhzkm)FnE8$ z7ItZ_unGiM#UKbttVFA;tb_zB3&FKcku{hm)rB--lLbX1#;k9C?9R^IUW}I$L-2#U zH}mGb@4cOweKQL%6i%6n0Q6{U8%WaMzl19CC8~E}xe4Ena6AS=t?Pj0Q(4D90>Ma} zrASJ(u^pN#VB6j%H^M&Y0&Maj+PuZ{GBb~s&J>O>#}d>=cRkjEP$L2sZTiXp?~%;N z!krX9@F&qBCCTF$(rl58Ooe0lAw)0Q+7=)@%qrj&mhXT zX$i9D4**=z?9OMKaXHC}x0O2LHMvy%k-67fbU(2^= z80C+)mgnfpCoAkL|L8r^`}4^zh3Afm=nSJdE~2qb;F%zzRWlUrAj#hFRK6I2kO|Se znC#`+!Z5)XvZn{);|VY3`F78}eEPQp`&L?o*LXIF+JHr&z`@38nPCJQUXMxPMYUM! z-_X#m4fZu4Ca{XKjfaM>ykKnHfi5TVlY~j`#k2r+g{s;%J+GaX*UX9xRu|Yy4+Ie# z=k+R~l_vt}#g8St8USjS;iL7rR)5*4LMvQy4jQnZ7gh>3-hi)tMz9YaliZ7G@zG-N zgmnY*idB)#>p{lGOBh|m8ptZw$fLD9g|;)s~=hT*Kd>`~)8Xd~yHd zKU6HO{_6~MuwtI3{&-m%>9KDbI#@y@dk@DcPv}1T?`k%r4az6S@PwG93Y|=gHDIey zPH|E96|+hN6KHz7gj7oiEi>>dI{FDR3p7mWil;oVLb)a6L&ehWz%&X{asp@x+0ukx zV5W1jfeX!+)~_VoHi1XbCvL5~19!1wyfg8*p2YBB3+};g2FS-kb1gPI+p|8ZsZ5bwdwTRlX&nL7_>Th?kY5P{d`VI@{z}%rnM`1yo4*b$d z`DLW&kMaY&0DAF21l-S2`h{5Bwn>L#s>i8dp&qx-5w9A4cPH^eV!N}rduMQlUKzmy zxa>SJ@IwoBCRU&pmM>YsA1&Y4;;x(#>NiuEAthFB%g}P4vB1hMSQJtXO#&_y<%Pq6 zS0cBR2}rVmJ+!DRgsnnp`b?bH%(RHR400001 zbW%=J06^y0W&i*KbV)=(RCt{2SHDjbK@|S>SZ;)P#>55&G!YBn3R@B?I|GHWluIa0%xa9%ahj;u$RLG;2ue-ZIw8A+82M{f(kEqgPV&p8tkY4Oj^~l! z^czC^Q-G(m(wCSpXpsX!EH)y^O*&r6mAB8$;5$WGVgmOJn5|}-z=*#*8``DPkyB+n z9TawwT^I%$Qp%@1(>UrZ>@gs=CKcbENX)4rXJWwx6F_%FhNuGBq zOnVtq3aVY!D#1lxJtXOo644_GPF+?~tH5e!t#{lk!CmG5Vq_H#p`X*yPy zmBe}MZH|R4>__W(f%5*u7wzgC(1pFLU!8?L*grU1q18;t7CqYvAuzd75D|H7Q_LUM z4)~yl$!BlIB}&}+$lh#kZ^%Ghc}DZ$YC14I^tOb2qnGyxQPM3PXiv#(w>s!{>Ey1z kh_lCu?0PTsSjoSzKSdfQng7$w-v9sr07*qoM6N<$fRHR400001 zbW%=J06^y0W&i*Jkx4{BRCt{2Ry$}EK^Xq_c5^%T*qaqBB3P^zX)Ii<>3iz3*_U87#*Eu>M=tp7f4Z*JWa17c%7 z*m->O%|HLlKaT|_Vj1tbf_Zplcz_nOikRF3_*CR*G1K7S?MM#&clrbkxRjQsfFg7! z82zNFHULkz!Dc%(fd7%5Js=llTI43771k@ap$7RqMhUYi>2wAjEPfce1r!dJ$i12C z)CQ4lxc9d`orJOR-8j!pQX9hpMH4oQD;M2)ySU)iqcGzVBhC6448^9EF%v z#zVp+>-nVSI0<=oZ*%)EVP%m*D$9qdJf?D@EC-fE&me_SmllfBWprWOns z%2t7g+qFcO1y)SEexQtoh)FtqlHYmB?}TO}F84uRAbEY+x+s2uru*JTu&2TVw)a28H_B{a6GMigy1cdWV;UPeVp>U*Z~gh3I(su4TRK# zEq*m|o(lDkq!w!PhsSMbM;5nJN-an=$&2mqD(E~}RY|~HtY1`%j@lXZU}BmIbh8*{ zFlnRsu4?n}aIU75>aD&sS;FhkcCUe@$ijw+(=bkqdT?yf63}gCSb^;d{Q&excNTb& zQr5y^o4$chXoJzLHv9PIzr<6h-8*OQ<1xx_Mm?0~!)4$G!r-ybf;Ye0r7Es=-y)@) ze?WRHR400001 zbW%=J06^y0W&i*Ls!2paRCt{2SUrr~L=^tKcGj~$Ub{j^M0D<;0I^*{C}IQ>p+VbI z-~u60AQ^;^hy*c2hY}%ji$p^MF6puo6%DLJdR7o1;u>2B278iEt$vaMhU$3?hXF|o3-MiToDJt@m zqptOgKMi>JT*^K;eo%oO0(iJCA`WDcUIzCq4yeM&;M2lNmh+Snxjcm=mKAjK|4?hv zaf1b;x#Jf8j;(jzf}lpC>TW7i-O#@(ew?H%D_Uf_4XBK^_|5Jn)uPq9>)>yoIyfgU zKb5|vql-SAlOZq=jd`OcG*MFKP|*_8kzq#1$`;k#Wqt^;53w!MMb16y6$-cPD#n9C ztm^Kxpp_DdtHpIoi?JpNEHivRzHHxvjdpFQSRNcW&1X}Z0yxf-&Jm-^QRcVV@XP>h z8y_p`%A1I;Zcxx-K>kL$NHmCi+#KCiZ3e&%iitO%==#!O?xLHj913`1uxAO?K~*3U z&%JP{T-4N46BvbhDlVEfP}HnKK@0SZ>B`qxDD)bI6w089z<6XhWuef)!jQX2x(j!4 zggFr%bO3vVC7%fQ$psr}7gaG$=4hp9A?n$8z{<^%L|m?!8+tX@v#*D=T;jEhTqiFB zuJ5L~t~PEA!=Y8yLDP=U89pxKPJJYH4p>cz#JNAHx7O9&Hv1@_Ly^_#j}86wiZJHZ z9cA*w2go*5P&O_paxS(qnc*Vv;5{i_Bx^)c6_ey?yGTR1b%)YGN|u=XueF5>m#HZ< zc5o|e=V|15yhXcZj7D6!2;~w$3~#F}5Hvk6RK{{6sjQBa3xx)NjcJ;QC`ka_kS-)uxIoT789d&*)``@m6}JEmjxrf-1`M9kk=G zNOY_})f(AVYZ@ii)IAug^`t?QN>l{UbCph(BT^Efq8BTtSis0IAA!|!0c(|mWMWVj zRMrfoggGcngu%3~zWAp*UbqX}+K)Nv2uIjkup4}Pqr(rGgg^TIpu^Z98l$n|QxXRh z%D=(?BMBDDV+Lk?n0jZn+2)_H_K1AyS)NFu(wB!u@%5;)ifUALOnQ5t3ETW!HY}!5aONY!-L$?Jv<|M}? zxsgN@&S2WrYjli3z51?9#pFii8!*B8B9&&-mU~P-Hk|AkNh|}#l6W1310000zGiSnt z2`w!x6%`dZIXMXl2_YdN9v&VxHZ}$Z1}Z8l5)u+TJUl>6uOd&+15%77L4Lsu4$p3+ z0XZu?T^vIy<|HRDF!8auDZD(uz|7>(!6bEnBUVK6gQ39(W=;PNE%rNHg-nh7JUpyx z6V#+nG)PZNFnb+tbmkD-FF~I&H3h?d!82*ASby#pR65A`=_s4Q<;M2L#-G2H4XnR2 zIjv`!I>(v!!l@sO-5S=+w^RHR400001 zbW%=J06^y0W&i*LI7vi7RCt{2T2XG(KoDKE5)D<$@QVb>0r+VD_(kFXa0B?{7VQD5 zCO610f4xF(P~ZYB2Y`+Mi6SBmwqvhnXJ+lSvn3!gl@j~;`DJ!?c6Pn4bKqLz$AwX8 zi0c!q{#rwJi^rilUY`O~$5@jZ95|mJqrl$;zQ7GT{$jff*M|RQ)1dt&%NK@;kcbzXwpD{<%iwW zNB~I3z7_-X3aw1`SCg9-bk?gt-puR8@iIg~#h?N-YWM z*6j>%@TtT*7(+DB@ktiA=#x>SYTz~b3o}YW-Bh3ID5l21kd>Wqv`A`D1lymqsDLC@J$2p2n6C}W0@g_di`rhcsHK0sRGu=O)V5fK zlcq)Wp~hZnU?p{T9=&Yx)2Ju6NrEHn>|j=m%_Jwz4$fc5Nh)TuU!U7~v&Rso{iKF^ z(@$!ssl|V`x_FwZn%S%wCt^lx*xDsn#n>x{F4YujT`DBiUWr=}G*n}irq(`9HPI1@ zQnd#WDj3cR1cy-NWb|jLe!4PNmIJ6__06X^r5bjiF&lO`5T}N0UZ#7fO__$xsO5Yp zs1Tu2IU(z&u{pNIiy`R;Dt1!KxF)Njbc)9|6s0aIzeHgKTuq7fSd0p}sSVz@VD1_; z&RKMPa{;5SRckaga(y6m_YU<=ZrQ>=zo6^el039$ZZ`lq%T}&_2 zHa)%_6%{_Ms}bbRLDaq#u1 zMf3M*`FdMh1Y5CZ^Zc4`lR`K&%t;xPEZUT8enV_b4HP{gKH@TohSnoWvYIMjxG13L z00oQ?C0Y0tFite|EQ4q%80LxuMv4ZWj0Grmv-z6CGOKbYdla|bLiz_2?cdu=x7Jg%{$FI2Er^z0 zHIwFlt8AZW^@x^>mAOD2X;;VY<@<8$ec|ZAJeTNmcT|by+|GPlH2>j@XufkrAG0X_ Y2CY5#?vd6-!~g&Q07*qoM6N<$g7kwn7XSbN literal 0 HcmV?d00001 diff --git a/img417.png b/img417.png new file mode 100644 index 0000000000000000000000000000000000000000..1de517fb12124579d04beda855d366fc302d6386 GIT binary patch literal 725 zcmV;`0xJE9P)RHR400001 zbW%=J06^y0W&i*JQ%OWYRCt{2mCtL`KorNno5W-`yV;52K@UQD@NDqrVIe{h5riB) zrU%hmBL%S+8T>)R0$08{PLEjV*vVF1W-#6vh8MFThuIFcVSU)g9d?j+g|Qss6}6;D*N;?daM zRqwDUzhv#I8&a?a*m-&EI%x|EqjSmGxniqH>8TA^*P?P$DpAVl51BOjQ5lVf#z$vq zpL59Jcj`#l2xDRDxym!8=A!7)YIhd_M28u1=3}6VNYsP6lWJLpQtjU{<3PrFw`4Ue z%4P$Y%?_|gdlwaEfl<{mZt4|flU7(jRZvwVEFBcA)9{A5^aFG`3XO?jc-!O1>??B! zI0Z>al(&Y`VVT7sB?jampK|1msxnve`O0yy8Jm3!2eywqg3xMr!g%>;8$HqFIjh}B zVI(ij+)=}v@sx2O7s~ZNzTf}t?=Xpzd->$>O{0IJDm$Nm9*zu%-oDEdT1=Qvz3E~E z-M|?GqBp7wd*gv>m*0Zz3486U@RXov04&PZa~JFyv?*P+a~5^n2_ZjB2YC82(bK00000NkvXX Hu0mjfQW{Mf literal 0 HcmV?d00001 diff --git a/img418.png b/img418.png new file mode 100644 index 0000000000000000000000000000000000000000..9d4c90aad6bb06ae6ad53d12b5015a9bad3afe1b GIT binary patch literal 10685 zcmb7qWmFtp+HEz`SR=vR5O}$Nf{!T6IoW*JFF{r`GwPt_sD*B*z2*09!#`Rucd~5deUUgZ_8}Bp)}% z^JtOWHC0~$un!qU@&G^!D9B1_d1oACvKu`WoA0kIk}x`+2`i$${S%c>T&+!8Z>Jk< zhRTeWLkz-1(O%9gPVIYTEP7V%e8*yP z6*Of7bZVza0xlI#eg+B0zK+eOr}M?2`}n+Lm^g2L`SmORxoG+711$~T_d~nROnR0K zy<@kyb=M(QC3*6YCzk!b=$N-pMxgX2b20{pazq=KS}z${_))GvdH56PchBQU3xTL8 zW=b@lj?{Vi`1p71^WUm=U*A|@PAXuT#_48`f213p+X$$?J_w!@|DIhk)372>(Kx-f>ulMm;4|4Ryx-qRe?Rec@TJ85gkMce z|FkdyJv}21bb@Cf6YD~`Xn`Yj^`pu7>X{z(dvjBNH;#p3vZ>X+@?_(+*lGH@xRMzp zdJnU6ymwApf?3>=6P9AK2D@`I1%)vU)YnN@^#t_7J@JApVc+;<$PRqY@eBcUyNQRz z8)>B?Ewb$j&yFcm_AjaZ;G@QKQ#TRs%j)|8vuRl4pq;Py4_o3ahUl?id9j3p!Q_(7 zeU)3Z!h)zdO;mt&olj#OZx~CKHOZfTH#B%0+WGR(3L+I<@WQ&4{yS|+b}H7p?jG`BkZYyd7(mWRAYboDn)g@*~Uht>mq! zy-#R-)%-WPT;j$vI%&g^a|H$~cG=DEQrR+_?M&*Oa)kB=37~U8HCyZPi+~ud@(bUC zfi9tUa%^q*^m>W?aRQah%>A@+P#&h8uaCi3iHk$OkZOL69vaZ`RZf zS<9*n_r*>VbWQJBERB>ercTg{3kHLY^Z@ra7z0p|cjufnABHplATzMxWa5$;liqJm zk+AQjYj}kYL#C;mDPNSm=z;ah(?l*zVBv*$6!RFDlHMSh`|-ClpX!&04$U9! zwmrmBPnKcr;*B=vvZkddd4h!%A4{N{AWtWmlOe+4k4(5F4G3Q$z90p>c=e z@xPc8BINBdM54Tmu$}&hGsKrWH*)ZX>an}GM4nm^_mv62XbK}*TabcHeF=XP$xEvg z=qkLlPI7%=B!O9)g!ghi`Kq;)IQxR|kR!ZfI{vwm#BeNE%PhoDENotgKFYBUjEfzu^0jRPYj?*uBJlvIdfDj9t+%J-4Z|szk9_Hjt6*RFmS! z#BV;K*TF1|StF(NmD!=ynW43Io!Lqv=`3nuya?yh`}bdh1(wsF$oqBF>OiLFv_Op~ zdB_nvUHvmCI{YO>^oqxt(5wkI4lwr@U-{g9qXg200Tb>>a88C7%TQuYCaJ2hF9Fim zrkPHMMd=@$wK#^PYylEPjJ#Eb@aZ>5*w{2Q{Gj&1Kc7}KMS+~>vP_wtTE0e!4n*(+(Rbp)Et{iOH#Ul#%q9)1kRzr$~ zUnO5gqbE3|RzwD>-1U)Hv#amUX|9OdP$ls@6?yR3dVrptuIx(GuH>M8SfNmn?JC68 ztX+7%=ckGdJCaNN*z8@f3VE%Ln+a=;&VAr0?jd0^#w-Tvjx71KVRb?S2oh z6tBXccsjn1F!dP}{axA7uv9x;WcYK?`#bG%uZ&j7hL^16hb{?vyhWkI7x8GrbW%Sm zQp-11HR}zo-1(jukdc(jEG{P_vZQ}R^s3ylte^OXR%sWLHApUUmZdxce~@B|kS3;( z;UeUUZ){HZevjPts$h{zmUGTMhfwMGZ0cbO%+hF=h9yFG}7S(vZ*6_ zgJ_?-N+YgbX#5U{O(qRzTn<$Yk0lOMpYV3+6pzOzwyyuWr63{8X`53QA6)Os=E~@& zlW&erDHnZZlzlcEa+L9LxD8|@21bPZxZooV88U3mQbKXZuye&yozVCmE*2Hu*XRc?Hs+tej9Yc~}D= zem#KMf2KdzY3$` zZGaUHzy}h&n#&G7N_*kV5z^p~f9e$>+A&@IW!i2Keyj4(nY>;P^;6Y4G3jcNS#tBj z0Ox!%TSYI!NFnIL2gO&oYE7@jixx~w^TvIAir?*#eULJ%lGzQYBp%Mc;dX?TW^D-- zJCyCWF!ALzIL$@N@bpS{R$Q-MSCREBI>yhv9lC1Kl7?Iv&)5D@5A$q3B6TQ(5gIo% zi*Jyu|7a%_P;Wxto(e8T>t;fA?&`jMxJMDupi_m8ewYq1^&HR)U8?V9Y40Uc>n8VG z4Ue3P^ZI~hhK##wA`@{##QWPJ))}*n!xQ^PSb3ma+M03xo5G6liC6a7b9Stx)u#@C zL`B>E?vUk>>yjCk`brTpD*O=UVFrP9cjIn^Prv(>gLBaHbQ!DoHZu?E+weOTNpWFM%3^ux?wuyF>vGZGQY;e_XmryGmR@w|C zMI3uT{)|RRwoBMPo)q4r?4Yw^LzMyCmER{l13?n!?RY#lQo-~d_sQz~n%TJ@aN2vvh37-4&JGoni6hK{=J zvoEF#m(^ZzezV`-!sWjjMla;vlRUvX$V0-PnX0qN5Kxo$*Y@S(WoAqBP*(?LmMIh$ z#;Y}>afuH#=K^!J{DmVGLz+`39i+FNSM3NxtO%TmcKyLfriB~XUNH^_W}4y2Mml73 zz@g*-lr-@gv0WPw00kD`4FyRQ9Z&}kq|?|`B0e+cIjMN@S~bvDOXxPKPDXR}HQ@5T zUvh;atYWqMg2vNO{-FL;Y0B{D}y)3>m?p_JcG@y zQ@QK}RTKO2=r4=~1=o2KVtNWKxa^t**!MZ#T%sIkhTY`jYBJxfxDs7+m|bYo?JVH6 z=wkqceY(0B#xU6)ux71IPwQ-M)yY}v2+m(e@?% zL{-<-vJ&~X1LOwf*qq%Bw4Cb=K}iRA=t3uQb;w`6_>VZtw`z}EjXe`{J8eU25Ug+1 zbc*>%<2?baf;)YR5(A(#DSxJbd#YenGTVtQ=s^%Wes} zDEL>dnR^gw)id2iUliL9IL}J)1B&``6Mlq6IXc)L(|~Q-l|Yfs(XoWz;5ZE7aoP;+ z`DFfEWuF>!9o_io$7e5aB0cI^y3JO0%OXl;D0J`6yR;%F_{9~M*>sVt?o*_R%2mA7 z*8HGU%{K7 zA^(U~T|<{WHL16Xl3YF_ptB9*+fWNHl4Poi5mR3(Sh$6UKIaN9%+k-x*@q{I`&GBQ zX*&qB#%ei*+-8jHrXpW3U8n}%Wf^aK_n9+mK2_E5?ruOr=#ZgS?&oDl zS8Fs5pDm4Br}-ee@X=$QLKfhZ^v@bxpRC5@bL#j~bhSCD)Sz~5?yAMJX4m63CV!Qs=-E8=V8eBb3F*vrdlZ39 zYuw0^s|-~(>wmI-{4|xRXp?yUTz)Q>N4t|q`u;%TMcOk_NlhPb)Zo26^|K~p7hh%c zHl@Vu)#Q1bPwO2l*(vH`6RXCWx-uU3sN#JlQu2|RVt~5(MtF2j0BVNh9jXhqKT9|@ z@Wy&en%}+MfD}#{jF^gdfeH@rzc!5(26iwX&?p-+3;1GExkvLPN|cP!JlC+Mpx3LS z#Vy#{ECdQStfgkMQ|-eg%um*wwU?U-t7qDjby5FSwKHAdy+A5P2_@&X@;&${TT+w< zMXOJ^X7xQs+hU-Jum|%rws(4=#`@?Kc1{fzU~^x4();J)(h+oW9XJ2$HJH3J%b4ac zd23;U8{1@OK2j#;=cuj)*d!CIEUV~5iv?kx$6Kd*-^x3O$3yjIrd;1W_7n_Xr*L{+FQ@N-PT9x(=`h6?B(4^6*J3_x zT^8RLv1Sfw;}|M4|NJS|8F0Cx+R0daOPtXcVOZOKbP4$ws64v5l~2;W@r(2_TehSn3Iizag9Yp0`XJ#?D&{89HyL+BX8K$oU3ws-_;R@ZN?$s=i&d9T!VD&Rc^_*P zO)Zv{4;51uc1DqooXDqcMr4wKPX&LUitDy!7Uf=Sp9tGR^w3uXbqbS@zH5hxY(3T_ry zasb@awoOru8NMiNAyY3{V`IP*&gl|R_i~pBfL}pr)+AS+2#dkvY~F25C#&n+u8_R+ zqC9r!zH_=v+-;cl*f~jdGbYZ32N3oxso(m1)?6(N6$uSrQt#%YvP_E1D-~Z7jtfio zEbCChEES>&3QK3$?@+Q6>qG5OMos#y&ct~y$L}Y?5Al$*` zz%ruE>S-AEs>xRo@F@Y_m58%JCw1D7Q-bfmehyb|u}JhA5l~nZ8?v~leS#(Pp*ZXG zcI+(A{U~tm8HTUXf)v?@MPRKBOdEPhtrfC|^PMH*Up^kx{&^KA0V2MkkvpgjzjXA> z-Q{G0_k&w{=+lh<2P*$XEB|E6Iet!2XMAWVVtSbLiFKH!29~g>0xPaIncep5*tc+Q zyHBlW3CJlL_P^@7LVgtU{b^UiF_J6S*yFE|=JgH30i_y|i3dyht?tmYhEiAaxM$+O zC3gf$0>aI)&5b@)S!NBm$;0Tx>ow9VE7x#|E64`hLGUlr5yBG2@%QS)(3{r;R2aSC(y?sH}RM~tDHg{ zM%X@$DIdfp8s3uRiZg%Hgg|=cC+Sy~6!{+cRqf#>?a}nR(`RV4gNi=yy<4MTi$%Am zy(tN)8*Ov;;7sn!xOvPEYss%LY!*!RTRK-Uep|S^bE>{)Es~nFqe-oIe9O8z52#nI zWp|62_z>F4=nFKH+;SvqHWAy%U{F_yx^*Zie0aW${28iBMd{sUz?6;6VjlI^=ABlh zA#IDFBIAXXQi=@T3?I&z)3+!GseKVs^p!08#3WfQQ>l^+X*s$tQ1SDnVWrGdkzXDx z+mn7LIw7-Y0#*{iH!F3|*v6k1+3Za~Y(kE*D_ZIdHqa6k((wBxS*J}?TzrX>nN_bv z*RE~8EWI->!LDZt!=!Cfe%p{kZ9XZypnk?jm_sf6s22WFTK|sgf7RSS7Q)^&-C&l9 zdiU`9D?zm(hO^YV^D=A1oT$ObTJti-$d`W*Uk?$DsvqgF;o}q>NsHwb zk?rgVKIvq!)7gT6V$sJp!mRDeLT)FF5{WdM1Q}z#+%Z}C%PjnDP+OH^%Mkzv(L~dW z!W+$CoO7z9LiI-@wqB^NwPNsi#x(ImCRl> zXwCdKzp8k=aEX@$tvL(}GPnLIi{$L1l$=LSf`l^-`KRe-{OGk4Dq(_r)+u$v*JQU%}n7_Tk526+U(_iI<@y*Ad-G!uxNr9n8FC`J~o5}mFO zaJ&1hd$X&@$7gU&RYagG6sLl{7#hSr~sh{pm zQBsvZ^|V@4tM~nvl;6XTwD=zt@;G>2`|tf?y1;Qrz*&`avaT#BAWgjII6n3wf?l`u z4ydu`#d7X$HWN(pR`K@YV8&>A+ZUE}D)zO~pe`ZrgX zdu7<#(`+O)ooVw>TakmaLBwH*{(wihm0j5UQyPA*Yc7wr8MAASHl)stHU!-Od(-*- z?f2v;|C#(Xg8;Wx%fn_tWIU?I|Mrm82^o~!Aob)?In?av7Uh=&dIsmPK5$4$jk(O2 zJy)zyWA^>^J!DAd*Sot_luy^mVNa@0{0k)Qn&iCh>qb3$B!3z)j6UQa6$-XqO+HIT zLwKxN1-Ys}hO4FboX7yrS>{so(D|odfch5+Zk#h!@~QbpmD(95ybw2@4S*oc%1sXF zR|@V>aVk>5bg9EXon7x*H$y^DuiQ2Ii0Q{$j$jKnkf9a?A< zkO9{)!x0fb-JWy4U|8%%;(MC&Yf1yR^Jj#=yN=8kg|B0V4(8VfxUS13aE&kTxWz;l z2fA9rvoch;P$u^B*9KONPp{Q$vR^Tqod4kx0|)Crm@f-|)KoZ!U>G4#iy1ajtIn- zS@#(-sqcKl08bADh*&`O?C&H@HQSc{fLYy}5~1;cY=i6S?jCWV8%odoMOQJC1#nnH zJiqVs3;KAziou90LwRxB8aDX@?|{x_&G#xbZ&sLy>gV8$tTA?Vz*8T6z$5jz0_3sd zJ`co)pwc5_jaXS2t;MU0D1Wi}BVZPVH^+H0T?zDAbmdZ~YALdwN^~Jj$<|0(n1l>= zBK_khvS8x(kmq=0dM4|i>+;f^Rf>6t;@07C5^%$`f%87xm<6?gafbN5aNXwmPbmNO zD@N5Z%r1BKFQezy}gpXJpxi8ya2rXVH+S7^(?*tn{4}d zZwua?XFSa5EDGKNxHMTGv3nH20SW$5%?_v-lH%4 z{M9X2;%&YSmW&D6ODyuo5`zb!RBw5E)F*)lm{I9Z7#E$)_^DiR4#<(TJ|rjTU*#?Y z5mLJP6mu_uxrcESZ>>M0RTIg8EVUG)*A2IR&^+xoN{cjov!4Y{Q^^$buf>TSCN&^o z4|~8bIg%h@?)86i>8ag5GEOTQqIJG5y56x>JUc=>_&(H}b7WDcQBE5YbJe^{hxBZ~+e-Ut8O>+H~ zCNUe@;d|E`5LN-5j8e9XK6)xyfZ51gKaYkUgyVvG+j;)>u?rykbsdXAP9$e*t0blr zoj+UD;D>o=r>ZgcPYfa-VpKivZ?4uc$fEbAa`=$buNjxT<*c}wgZNbRv)o>j?~h1` zkcP#Kxff>M0TW8ALwj!`qVj?wI=&q%r7fCEu`BlEb(QU-=wn-;<4%_)6i>y^Iu-{$Lipb%VNG10MoqgJ>5jd_1d+htJFf$B><0P7aPK!@cR|oMC*01( z!yrEj8wU4P?YML(5b!B*gTaWeEjmYptlpQ|`%Pye%ZyT;+I_3=gaH*~LT#3Bo6;jY zBR4yz3%#@dQawtm?d!;KjSlI#`HbpxY_$mWjnMH%0GG=okOCWAJYXl!6GRpifn zX{MYbtj~zX67f_NxR0u`ji*J6YBhN0A#l*cS;VK{D@f_<%g^$Md)O4AT8e+6BrSK< z{|=x3y#TR*?|mt5ws>>S<*xGVS%L=Gd|pZx{2y|TGT(4YXLiemM`HiB>FdbG-mC1N;Y_4L*De4Pb1GO=&PqfC_kYB85`t{>oS8Xx^0K0-%o^MV&n|O96}i`$L`c3-f)(u@714K-CTTjky3}HSyi$ zi{qG@*&?a>Y$9%_%fjJCxf-3pqfe+W-SxYWTjcE-|sc)Cr84fg%siP!l|Qp>_7GxPd8kZwx-7r3LQr(J^9T`mU)$ z=1;WC<5c_=BALk>yk|)>T@mE{rV1>W9KxBcHhgZExF$Rg#jsCKkgCTcB>Y{WQkHYc zK}~7`jqn+m%xOROWU|0~`PKEfFA8!(sXv~Uw-sQ=V{%lj#qw<@BlonOp{p|WyLyqn z7*PK?K#MjVYQ6fP*5TLm^8VJ|Lh|{rMg(e9vn^m>NEgS~!j_h#e)U2^tM~1ItiE1p zQiA>7jOglqw~2Yg?2nX%Ryxf6*;+|Qo#jwH8;Z~DlD)c|#kT@+x7^PoyKNch`VSoD9Ts#gNmOq(qey4TKz=y%o{*DUt@B_=zpvz^nDuLT&ue6d+=2!rZgp~?>hbGtK60w6q zS}z-}c`RJ^dRYLOW;H+*QSk1^yeSbbE}M5xLy^W#Pd*lj0?gu8Dwu#qo&@~(@#+zo1&eKrz+?f z{x?+pL+Ae8_AVd2R^==nuf`=X1$7}VOR^@H5h0Y~VfLFD>~V~buC|;ahfj+Z^IaEZ z)A_hO98yOtIfY@k#%)aQXF1s2xm+?Cn1PWS~m&03!7dMdl~XuKOcL4FuBz>pBU_uQOU* zq5asrI&My%TlMiwAB6>)mxhB9b*}lMSv+OwUy)vs@#FkUuqQR{CoU(hw5r<0{rMaq z`mj4m;9G6%fLW-mh_X5EG4aI)kk5n2pGE{a)-}BZ;l$E9Ijez8 zmQIX1CdqRg$k5e)sW2b3a!6>US4e*lE8LvfQ%v~)(fP9*kr<$8N+tjHTk%-q8V6%I zNVFBjp&4vK8)gG=#!1Nn7Iv{16_yJ-_mlV+Vho@|r7+-;8$w}A&b1zSkf`8;)&DY!{4da~2NM+{4OBLSt~rX@$yC$#balOe zJf5Fus+a?PO~yx^lcM?U7*U^j>cGse_%8x|F6zKjP1keS7am^Zz&rKI?4N&zodZQi zAgG^k{x)h-nUtIAG<+Bbar*6hi%n#1uV-%XI?`gFE}?a9#Lkrp+kyU`R)n=FpvX(F z0GWM|i1|a0V+zZnJh|Y#FLKu5jjS&4iF23c@w?7!e|7j@GfT|MRdP>$%?AE>^jB*%fyiNofZ)mw#^O{P3JO!71WjNNvP(@YES4lbR~aesXLd@_ z8bE1sexzZgG8p&W()-rScjlC_k11tf4P@fpbm2F>4gT@jRES0V>UVPRxDq4?>0qxm z$D{vHDHYg`U*&_A%M2~cwZ3_{7P&xu46rfu?>ZG z{^doPoj5NvQ-?>{Pch`$#$5;%xD^`A&QR%71|ty;2JLwnrx@QhF#tgh1rGU~J5?Nh ziayQ>Ns6{HQnq?qnF(xx&*PoBWmc_}1~c%n{_^|LVYnv@%BUZ(tm=NV;rgUI6H-g+ zkA7%zq!o7t#!Ybyv#IKIR8!D8a^-W^nT}x&b66?!o6%tPi-fgyA$idJ>PP*Z@G`rK)U&v`Ogy0X(KocmMzZ literal 0 HcmV?d00001 diff --git a/img419.png b/img419.png new file mode 100644 index 0000000000000000000000000000000000000000..cbad174dc7e7c4e4c4e93b3aa48f2b1333ede5d6 GIT binary patch literal 311 zcmV-70m%M|P)RHR400001 zbW%=J06^y0W&i*HwMj%lRCt_YU;qLR21X$1zyJdRK!^ewzzAIw8SpVM@B^VINEJWC zC~n-U(E&e5+Xn`Qf>tn_4P?L#OE8=DEAhtQ1^oynI}?zY#|UOK)q?!r2$A3bS-Ans zbl_oNVE+CH%+9@l(5pZt=THO|K&V#64=BPA9yBA54W2Fl7J$002ov JPDHLkV1jdIZUg`T literal 0 HcmV?d00001 diff --git a/img42.png b/img42.png new file mode 100644 index 0000000000000000000000000000000000000000..4e0f52b5d53cb9f32bd2efe19c3e9fb9d9f03c7b GIT binary patch literal 256 zcmeAS@N?(olHy`uVBq!ia0vp^0zfRs!py+HxZuL(EkKSzfKQ0)=FOW|tXMH;&YTGo zCbYD)R8&;t3Xf<_lMb~Z7_HclR%N?)cI zlRO$8t52{vaN)p#lLt05HqLKUY-pT6Us^-#D#N6Iz3$q62X?hO{!yBcR>h;@koJ+C zq0>X*8+)f5L*(s(l?6s2mBzCfTLkw{l)3G|z|d?dye-RSnmEuU44$rjF6*2UngA+_ BQ~Uq` literal 0 HcmV?d00001 diff --git a/img420.png b/img420.png new file mode 100644 index 0000000000000000000000000000000000000000..f43246e85509c6b9942ea3092e7a010b87034807 GIT binary patch literal 402 zcmV;D0d4+?P)RHR400001 zbW%=J06^y0W&i*I5J^NqRCt_YU;qOS21bStK-z%;6$mg0OkltS4GavdV3I+Ak>Mg1 z1?Yeeh#xTU14&N?CWyg6yA}|klNcZXa(V&71p^@23Kn4ln!XT7gCuTPf`wSW0trq9 z277ECq7CSWP`wBdc97>885k5cFfhzx1Pd|M0`UZ}TR9jSA<8%ySQ{9?Li`LHz# wF}8sjP@`5bL}NM$$!4YoTz*TyB{6IP0POlPQ(dFB!vFvP07*qoM6N<$g5zg^<^TWy literal 0 HcmV?d00001 diff --git a/img421.png b/img421.png new file mode 100644 index 0000000000000000000000000000000000000000..0629f690556ed3fee6c36388afcce85f13b6fa44 GIT binary patch literal 886 zcmV-+1Bv{JP)RHR400001 zbW%=J06^y0W&i*J^hrcPRCt{2R=;Z$K@|S>cJFp`?q(MoBPeVvY%DyjM2H+As92qU zfG~|pJoM0Uy*6Jo9by5h%##;$!5Y74C{<^sz#w3VUzT4f| znQy)~Z)V=UIbdHrf&n4j!7|`@0jPFRe1Z?>Y;zVC>ZPpJJg`244ULO3dvnDDYQPI? z(E_ZYOTc+Ruixd8Wn}D7B$F+Tb~GXL2r@H*?W(pNCTnS}!lbkejRGkwI;k_79)y$`S`;}F-ni=`EFj7> z+PUl4nD&TtQP?4oVF~IN+f-A=)j;~&5jz+_LW)s&iy zU(>P|ld*Dsx0@L1tDGgXJ+@3Q7owO{irsALjf|AzxY$G0Go`gBu&|A*txeEZ@0Oq~ zZmVC+=&9!(jJo}i{Wa>Uc~V+?l9eQ*%NV}Ds_>`xBxRFZcz?4gS-HwN3c<@MosTQZ zOEa*ZC?k=zGUc7p5=MaZM2o;y130X7BPFGZDaDa0W^YrwUKD!3%C%^utvVhgBZaVD zwfh@o*d8aV0P8-L)YNPd=w&S$X^@riNMpd8wvrm2dYrsR;9O=UZ8+w)@uT$?uYnU~ zjOXFj=B3Vf?y6$dnD73ygbL|;0fhE}Mol0Dw6QY4m zj7HC~q&9~BAX%R{W>?t@lJ!-l2jCI@)E*tb0duy!z*N%vYybcN M07*qoM6N<$f?dU&5&!@I literal 0 HcmV?d00001 diff --git a/img422.png b/img422.png new file mode 100644 index 0000000000000000000000000000000000000000..ebb98b3641708ff6a430d57316f243ecc03eeb3b GIT binary patch literal 300 zcmeAS@N?(olHy`uVBq!ia0vp^+CVJF!py+HXmI#cHIQQv;1lAydGqEKD^|>zGiSnt z2`w!x6%`dZIXMXl2_YdN9v&VxHZ}$Z1}Z8l5)u+TJUl>6uOd&+15%77L4Lsu4$p3+ z0XeHYT^vIy<|HRDF!`~$v86mX@PXlAqd{cD4`yb*3k+(KtP&Dx44Dc?d5xMq4xH#u zP~YHi<}t%8L3xI>+t)P(vW3bHG(LI5q_X*neuL&uwhg@kFT*Cd^E*6|mXx^h&S{3Z zj-RHR400001 zbW%=J06^y0W&i*J-AP12RCt{2R!wNsKotJ6SvS+&%?~JoA{f1TiJqiT30TC7Sn=X9 z-n?~1sCv<kkNmbT8JEw1Njuy5QLoEr=KCA}Z^}M!Zz5jW3hUCY!X2g1z-4 z%)EK|-g`5Xd2a&rfCM~*%#57t!3$LihuzCW;1S1LFs-uHD@S&rKi&UV@~*Adw0pu_P06#WW=GnT(B`9&8fm=X36%x7bwEeqJ78bc7&PB^)V!$+ z(sLaygUR9ho)pl!QAo&kBy{$U9Ng%&stx=VSaP65f|*qgI_Z~1@zM?l<%GrYNZCn4 zx7`PySdPwC;uOhdq#SCvOp}ym#gld)8qkGFNvau?HF=5Tx_jcJAW9RIc8mTp9TVFL zc%`PNg69}?-$%}AB6INKysK>i+a2@(2IFezol&4PN zR>GQ)zN=?%*g-%002ovPDHLkV1nU1mRRHR400001 zbW%=J06^y0W&i*Kb4f%&RCt{2SIuh^K@|UOc9WfKve`ui6+t3`7eS&IQ4ykuh#=-q z*rNx(_CH4_{=WK5~U@HpRz&LY5Ir+9FQ~C{Ox$sw~ zx2A=iD!qBhy=Ln#lz}@!G6JY#5(STe_HB}|@!!F{db&=p5unpzVUu7v@Y}TZSs3fi zcow`OVN;}*9r8+~*&=v7hfml&16TokO}=cOtJi4pk-x+<1=0?=x^Tt+*uqvtEYssL z*VKm&%#d4&INF$I6pcM(!g~hN9uTBf(Fi3ic(f^>QtO!DIR?x3$<2-my8f5YUT}3s zcrSd0mvcI08bf%z9vsPRmcUyG_+5=Y92}1P&AnTCQET*1Q7+S~u4G`dSJl>zCY`cu zTa>3wrx0+-z=(O0%IAO@NEP3_%y+SYiEU&zWJ9LC*oq=^eBVRc1!tNf?DK}1zY>*) zeOy{jQR=vYQ#OKC6ul#A)7=28tAu0YGyoipIUO#O1Ey9LQz$~|3C=VGPOH?R6gx~g z^&>7uzy>--PN_voRK2Jg82=iGOLVl5F+-5I9!#^zwyEqBSxyG00;l!Hu?fgYcM5XN zw3Zt|KOGMz3?*~>DoN%arAOVZ6s_KYVNp^#Hr8m3{$J7^Z2s9-;38E|N>Qe7lFu?8 z`^*$R+~%q%l_z?HUZjfL1qHL%f-JJFlx(2KEDB*}q(`XFu2IW=I=D55{r($36hj<@ za&Hdy^sz2ap&%6-U9giGPm1Qad}7&wd2tiH^`4w^b>fGYF+*&owNfa?FiP!=jII0N zk{V1%F&qQCyxwqBH-&3f9yKg=vdRl4-oE*D_{E%tXKI6SW2Z zmd3r1C^{{im)e4(3e$%a5_3-mg+=#$9?z)D^_8QO&UV-^CKUs_fdYCLh%U7#GMPtjM_pS^6OwEkrftCi;LOK zd9aV%n)qJJm?1W!oA(r!rk#U?laVUA--h2i1rJ(XJSo{Ak3H97GCMK^f}o4TR7#($ jIpE^5yjkyU{V&ol0RrsxAe9g^00000NkvXXu0mjfUEI+L literal 0 HcmV?d00001 diff --git a/img425.png b/img425.png new file mode 100644 index 0000000000000000000000000000000000000000..32ca269dc3ebaab6d7e54fd48fda7a3dcfc6cb71 GIT binary patch literal 219 zcmeAS@N?(olHy`uVBq!ia0vp^5zGiSnt z2`w!x6%`dZIXMXl2_YdN9v&VxHZ}$Z1}Z8l5)u+TJUl>6uOd&+15%77L4Lsu4$p3+ z0XdPLE{-7;bCQAD9@rmfU=UB}VRiW9*uZFAa6pmo60_R>|NkFMV0b=}QR1ki#E*af z&p&1QTv5q=!nA|oN5i>|{|p(=J=92WFZdz(W6DFBZSj`=igS2P3dI<{8;V_f@$6+R P&=LkuS3j3^P6zGiSnt z2`w!x6%`dZIXMXl2_YdN9v&VxHZ}$Z1}Z8l5)u+TJUl>6uOd&+15%77L4Lsu4$p3+ z0Xe>&E{-7;bCMGnnwWVw3K|(DISdlm`7Dk+eDME2Hy>w<$V29yM?5?>|Nnn3YOLI| zhjogC8`p+^hK%Q)X(YH8{E+-H<)O^BcuW7xms|`wV!Wjctv`){1~YiN`njxgN@xNA D%$h@C literal 0 HcmV?d00001 diff --git a/img427.png b/img427.png new file mode 100644 index 0000000000000000000000000000000000000000..5c8e1705136f27e56cc43537882c9451ffd297fa GIT binary patch literal 298 zcmeAS@N?(olHy`uVBq!ia0vp^8bB<^!py+Hc>7CX1(0J9;1lAydGqEKD^|>zGiSnt z2`w!x6%`dZIXMXl2_YdN9v&VxHZ}$Z1}Z8l5)u+TJUl>6uOd&+15%77L4Lsu4$p3+ z0XZu?T^vIy<|HRDFx9cKv-x~rbP_%AgDK*Q1A}!$*Jj4$OeGA4les&je;)KHUT|-! zz~A@|Ggk2jt_JE1h0j?GgkQ+=@pWX#o;aOw`$pr8kJdMS>IgsJOHN2W@H}=_15=9M z7Rwn)h7LlT!x@5STdJxlu%uR*GkC_eiY#O2;d%Za2*h8^XWJlBevl=*Mc!h8+eQ_I s+lxP%F}Q48yrZQsp1Cq^ffNHnV2AWI+x)gEKsPgZy85}Sb4q9e02Tpg6aWAK literal 0 HcmV?d00001 diff --git a/img428.png b/img428.png new file mode 100644 index 0000000000000000000000000000000000000000..4b43ecc66eae3fcecfa5cce35ed5834434eed0da GIT binary patch literal 823 zcmV-71IYY|P)RHR400001 zbW%=J06^y0W&i*JwMj%lRCt{2R?lnHKotHq+1*UDn`V%L?a7GZrI+AIgq9q|Q~eL} z2Nb$k5WMJATU!y@;?09}PxU0N;8hHGwv6q?OW8$4>cys1w1_s&>=&5# z=6i3xmkBSE0DVER4<>BEf^sRM3jJ5KQ4<#xRwF2e&S0>*kwxr6!GQ;?CDiV8#RZ0@ zZx;tHF%X>e#0y7Cm(N4zB{$g}WthKExWXD@*Z$l!s@9<;>$DmkJ~wEstDc064E~r- z3nXNWCSX>Yev!C9lL5m)AiS!G?*~6bhRifkK7=6~Pl
Lx#hF8W zoV)B&mHS3+na4el;eytz`MLqG^oWY}jvGa1Y;Yp1#YB$=LD-QVg1{FUJk_;acCC*Q z5w4V(y~@GI;A@K9c&6G2=0Gm0nVxjpTgmOM8c$ftZ=se7c1Lmy_I@MJ zaE8-_=4R)kClR@moA(e|$`kc)H1l*@z8{h`V?pU-b_VUperX^Qw6BNexT4^!tFl zj)_Dv8l$r)J`5sCY79BTF{nHR4gI5Io029ARPd_qs$Ay!_+*F2%63?*S;svw6`4<{ z97WQOl@ac;FR3v;x+w%KS!-B_)-)weUP1B`Fs{nGn_1tQ3TqLu&*eS*3f|#0)W+iE zQ>mo8cyD92e=Vu;Y(aYBfs=2{-1u!*984U|ezhdOj_M9#kvD;pQ5cU*rSUy-icz@I zS*t}U^+}eAD4RLHn61&mgY2}=Z&Pm&>l8#zjK5GIyFLn1$oc>P002ovPDHLkV1mn3 BgQoxh literal 0 HcmV?d00001 diff --git a/img429.png b/img429.png new file mode 100644 index 0000000000000000000000000000000000000000..62caa990e6fefd03e1055549eb7072a367bdd564 GIT binary patch literal 680 zcmV;Z0$2TsP)RHR400001 zbW%=J06^y0W&i*JCP_p=RCt{2R=sZ1P!#@>82dW1si)F0fr^EJya33mc!2T%NM0&+ zU)d6+sT0II>ZgdmgPze(evPoA{?VsMMNQt#K&)wuJE!Uu#M@Ow6jor^$)@b zm5=_WeAdPxj?*xYFz`5 za2uUB-;mIht!uAUgis(9#h=yihR>!r0NYF6mTpQ0mP$(~5Q;(x!?dwRNOHtY^FpZD z`?*#dFGZAS&!Ipl3MIU?@vf=HoYJ@l9OKT}lkWqvtpDKWHrNkP3YI#Y0UyN$TPS0N zul5>i%qfkXuV2j5he{uVYHCY8?w+GyDW8+A8euoT%NuG~O2Hf8((nsyRj2TRB1mum O00000000mP)t-sv$M0P zsHmKroRE-^goK26czA4VY+ztuR8&+*NJu<9JTNdYBqSsl7#Iu;3;+NC>RHR400001 zbW%=J06^y0W&i*Hx=BPqRCt_YV1NTI1{5%nf#Cx({}PDcVPIek=KIgUz|VjOFg`%# zvoY}h0W&^es>KTu864njpk5XMh6%`ghP);L7?=MyiDnZ996#Yq79c*r(10Y#$-uAy zi3<#m0AwydHv_}}|8W0CA++{`1gY;>8UWTU4B{6tL^)o8eZ}+`NN{7(1(xLp1x6$g zzyA*e2he2wLHdyd8F)adE~j?>muA|jw80000)D#{AF002ha-9erV zj6r`C&}9nAO#IB~D1wTEhPp(2&vsRGE77d9G8{`)udILBlT!Q3hy4zG;ea4`Zg&zY z;(N|#JHz$h)$V}u+(+I%zCh0k#HoLHDW$EWkuFV6>I{N}qjnPyC0-6=epx?tNS9_+ zw9^Y^?_jf@@`VR&XyW;-zfJV2TFW<>Uc z*>{FSPD0#9cNLxzyv(^{&-4y`{1>^}25ryV>i>Aw(AS`y!F?erXtvqMW*UuTij#Tu z27?m{c&fizy4t6)>cabK=Ioi$`KIvecMU3&vifnR`5?uq zY65zFv~HDa%f4`>CFXx%QuM}V!d=x##ZyjaMEA8p4iE@d!SuW5#0z7VjktD*Y0Ur^ zP4*bpuRVA%SL^8WpaOc}b7{m;pDH7eE>H?YySNR@up66>3N&?kI~ikoGG|NHI3b-% zBBKZI;)(7o9{If9YwwZ#3gO@TLFVfvZ9t7}CrIYXStbxBG!f1M(VI`iyN?#>+5Jr) zz6udh81e%g$bcI8sSMRJNAP7`VXP141KR4YDT-;SLB(`J_$GA%ljj>9Q-4M*rJp2R z2S<9||CBXC2sFlKsJ^Vhrq4F-qaXX=8lxQI#XQrwA77p|{fWuFajve-$&AQ!+`NIG ziVDszBJcbM&otGn(Xv#e4LPFh9@lROW;ALXu&u_3@*JlkHI(;v$L#_ZV~zMk8_1Vx z-`oqUwK4+CI87J?BYT#Tg0ZZ#r!Ur zNGl+0gXk(Hwwhn&?OPH{mQ!ExJiKwVy67rs6w2@wQ{i!)fq9ttk*|GBpZx3nNRLaT ztCb#84JCqugNg`mYX7&Uol~q1$AR_M0HK~5vOQJXB2###bky3j9`v=ETfO681JW!v zV%8E{6fZcCP*o93T8Khmz?`aY#?8uS>9Iaf#3^(Amg`%6+7o~KGmn*JyXYO0)yX^jX0H7lI2QAFBjBjvF+U?_<`vs zLHpx|Ap`mdR{YT5cgO+6W(D*35~YlSJ0L@WIuXB@=5lA#w}%BC#IT7z)PBHh>!KyJ zf$=0nHSmu`aq*0-Z0358PVBxDEFvtcA{2nTR^A5v9C7O=$18*K(g`@@!b3>is808s zWIK5f?-L+A<{RWiKE@Dh@?7VkK|@q=)8xmb{*h}<3us&E%Ra6x9#M+ut!jO7nC=`S zZVz*cSO0XhY>};$)Bdrl&!I{`Y73GnfOQoIoFJ>~ujY9r79IHzn)q4aP2c2J6b|9i z8(6m3`PRE1Jy4pz2ThOqkj<8rUhgM_jMFQ<8XVp;vvd{wU}5EG(I7O(!{wQuNFTPYz)SGuLSu5U7y0i8t zeNcQ;G33BWrGI<^nU&e=TFy3qnY1M(C=tTuMZlt!rdm-LXw84Z25}XVI=`FqHr1+6 zt~Y}-<9HP-W<$T2zH-l92RErRRiAn(_=UNqf0dU=1f^`5+;m8eVejHZ~81^rm!)pzq+R?rwGq3qj zZklQ2kiEN&QQ%wGH3Yo0(2*iI^CO%u>q@3eN{aGbD8b}3{fj)u*q-1@?$63JDcC-~pUAkR&)6aeMSJ4Yf- z=LaBI^TV@OE=mUlllDm(8A}$0LZ8(rnQd4KV10DbtKb6vA11mr{(UC<3c}+*OeS2A zJ3ZOhH*nX@ILD^}h`aL*%+DNjiB2j|3o|QC1js{(ju#*CQokXa_n7Dx${oYXD2(yl z+qW-v$x@&HI)qUN`W1V%NkETthP6gFZ{%HVhLG!Z%gGl*SKb`@eFS9c^gu#G9>IF+ z!f;ALqH3t)U$6x>{5(oNB4tTE><;5TpH@)R5OBPRVs9&rAg z=0)0CrJi@dmLoU@2HGEthWyIlnW@PP6S%At}DHP{3xE=7ezz@WF|NMFH`P9J$$K(V8zoAq#Nt|cU>?acN z&(Jk$GH0z3R<}ElW+7*{one-8)Dl_BwUSl-K6Bucp9<&< zq(`A1w~+Z*s(+Pc;xvS%;*e~f*ib4tcP5pt?Td9(g*+>%0TPz8(ppCyrn*pYe2i_% z*&?YYXv=q4^0Xf6aE!-nw?Ou!xR#X#Cg|5eZ-z0^EjiCfYPqe>|rM{&Z|H0^+Uc>a=^rndt}vo z>ctEm^Di*j5BWnTH{m)v<}3QU(XN|gSwgRGvZwQ7Eo8rsDzq2&k3(J@P*Oqb>bnA> zqK?L^hAe)y7eY1pUVk;3jUIFkr7j@IUdHK3>&6o=$ZX6%3A4`XI81@x84+i_{gPwN zNF3-Ur-XM>S*uw$9vCRE@bo}XIV~`hoZk%pRkltY1$cNz%BFxJ;jQ!`#f9g|^!7lW z)&o^FkhgK4%{)rvc*x_I-g}-!T+ZRDeD4K?Y_1PkuOp57MuepV0 zd4fCG^ePk&nLuQlo5vSv9Q|a{R%DJgKtA&*q)vz=kJP^6<7~+EaoXcyD(*6^~DjVy$8Hk)C6_pFyjVhqQ9ajE*Y0O}4HpB!Z7 zl#dj?v6voR-6KyL>(u0b%^M_w$P|8*p8k%0eTn`<*HxkjBJ8Un(VEcvvpUtCf=_}6 z^zZyS_!h&w255M_yqpBTK5%pj3{!3>nw<&I;Bnt!mXwqlKt!OT4R{V(@T;spTKghv z5M)Ot$KqK?);F!}!nEP_8hu$!_iywXAV&)(`qg`%;UnyIN>kS{u3WR9&Fz#BiY-D3 zLZe2$@2y%QY9YKw+?Ls&cb9sow3KWbQg%x%R$MK+v8{2|Zx_)=R<|#H1*qQ`(M-{} zBRDW&3V#RGkMz7}ayRaXvo%|7d`R7{?(O={$0)zt&>#jt7pn!;h7VdiNVM1J?QKAi zrw79~MolSf00WG`3`-P^&l8U0@w|Pvn~d1;l;#`FQ%md~yvuWvUF#4f@?YyN5uq~F zUI{~8L=}DhMzH4Sg%v9lZPxq$G6LdVh)~tt^@a_L&?bMOue{~Kp zo#+(Do(1yMTfoAv2nefMw6%TPSyF!pm)yrr`BQa(w*2CT-^{f{FmqnECO7E)06jej9AbN~VbYm?%h4nlU%Fi>M!$pC>l zh#n6u=g@NURWuN=%cS_YwxssRT`g#eQr2Y#@lj02d>wGi(BnnrOb+5PQGjn9)I`#Q znwYs>rd7j9I*Jz7K2D3Mh7RP|u5>rmW%{oI51;IRT}qp!1YXAD2-$t=27C%wY_skQ zX`o2s0`nplt`8>%L-nHtMnrkWicGGRT#>cIx*5@eP5#B1CHZVDj}4PxazOoMKmlm} z1WUn~T}~B@d@L6(yScvZczYIqOQHdlH>R9etZX0dOzhWJir@2a_G!Qfbcri&5mwEb zcR=Qp2*T|TcaCPoG>X0iPrNgl7`gNM2X}Ae8RSc_&fcTvhmRvB@ds)wYje(l&yGoh z)>!^MR4sCK#3MVc5p~4>j}ZPVx^hNWo^O~+1ZUlFiLc<*?fuCT3CH`eYiYH1kG_xU zI`?T6SGs0Q0x#+mokpgA_oNrjs)Y^GAh_0e%RV`W_#9Ow7`DCOoEc^?GNrV{hPg{Q zayteNTEmWcr~)&w02%H;GL=#ng6w`5{5OH^5+R8>FV`=RdN3)RaORz6 zyUNFtQ#vGK<-eCY%gGuv9SNqlf=eO~?Mx7@Br>sBhmRw0ez1LS`ehsXL-X*nT@8$J zzl1$m%}7~gl^W*DU_|qqk2~2=}SW!!Pm125#=`B^0vAxP=NJ;A09F@VI0fT%^ z44B%NCU71UKMFK#Bq&W8bb!``zxVgD?<~~k@nS_lcn8?)fJJ}cc02SvL9}0v1vTC5 z{=Cq&MKGLSln3>tKG07qnt=7*2nCY#J!nrDXnUWHkNiWMJf%1=)81Qd9BTJ7Z4xNJ zTI5`&xECj`VT{z&5i~6$#IJhQJQ{3r)Ygcqp`NaYHw;l+l;3uN{-Jatp+v$~9WG=+ z`h(F6mZ}GCf&l#?NOxyB6WpL5qIANdD>9~M*5@B|2e(|fY zeWu&BEy|et9lv|AzCCP`_RPn;4G)3`8gz(-mFPoPWO|H{CBd>f=<}xB8t4AJ*s}N# zPA}DpS(!KW@ZW;f*@JmONtO9mK7*ogegk>@0-qUjbZxvqcK9QqI6L8&c!lUK=`vA%VyWB_+PiGE*v^*alWHGHDvEYGr6J?hvN_RlmxpETxBK_ zg4lVmTCeBXvNQWCGx1Z`=R-Ob$dSt_J5!YSQh?2-os?}<_OUr|KBMjmAO5T3J4FCA z$=)gdsl@x_Q0EfIx$mkBejpgv(XkMez_?4kf%>(qr)w&G3IMzhPh!N>wc^InBd%+W^64_g4#V{m=+gzEaZ8PH%D z=+Eaob9Ag^x#F#GpvOP8s~eqJJHI!i-${&Pg#>4Wh>^9sr5LuxO$M)X3%Oax{=Nv@ z)5a@bp{*^nsty3crYsB2?tgy?BlZy&Vt2tpW4w$H&$1yUZ@~y9<}&SD)O)g;vl#nG zgz;jMW;RX3X()R>`k~}|Vs(hI`+c>I7uwaVCa)#C9)Kcqy<(g22-(H z&M(4vpq(vg4PkefuIt}fZ9BtEO7CS~cz3qc=snG?b2UxG8Jo*+<%%AgyC#L~Vq2Ob z1E`qw9_lpgqhN8h-!E1O4!EA>t~;BKN1ZumYjZHZkdNCQ+gU%0V`UxX$>iG+?aj}< zD=7T#|KOQ$h7BNg2jyAS1Cr|8O939|PG~j){a`vN%y$XiQa+(^`k z*0;CZKf@h5b67uBK0_Zevyk4NN)RZK*PI|8tMfW6Q4GPT8-P2LmUJQq$)}L?JI{pJ zh%qIdDO$-x9zM%(RPRE}T=}*PzzA$r9|n~&4eCC-@{5?dxPJ^=KMUp9frel+z7rS# zThc?~qBcf00*^)V#@s2q8dpS3o@qF2E{`q$Wnt^TD0md`WwF@+(mUS77cnnB70X<( zu2zg5I>nO=`5*iYzat?0KT!Ao8-gGA+G{`-UN)H1+^H_uay;6CkKRq-{`eUvG8GxM zeKNK6r1ae0_^>)o%o)F9+p#5PX=Y9LR<*fIoTbQ*D1qwq*yB3ZHj{4o2t#D*wyjB~ zl6U)F7I%c_w^=%TeZmm&S}Fm}0vIm=T$hE;v2-a+_v`oB``P068m!iM;2PkdHg~p( z-2gpSVPpL}B; zBP~DVu6oI+C>9_#`(1oEI}!pxdb6E^m2)U91!Q~JU_OJAah&TsBL4aCRkGQie&=_N zsGFs2bj<^#GfT{K!??zLyKy54`Bk^4{cZIl#l)4sC!(bM(8FWtoZ!?KNtIq^tw@jV z8E!t0?oTExCoht&IAW9lwf3R!PS4j4UcJ-gC=0CmxroOh6x~qnxMGn+6^pVl;xU&3 z<|$qskWc~mdk+Chp+z#o@3#s;j2b1z?nvisxL$As=s3wJ;Yur1x&s&e@PPU2w3qRB z>J+C%i=yb)6mYTzkHRLUj~FN_;7>2~F~8gB>(5aiNyiaBt+7;xzE3=$i}_!*vR^tN zRh)@EA6JH?lZssqOL|`~Y)!oR-EhXsXgWyHCdZ}7*JDIGXKCoq6I4-x`fNR@Doo2q z1BCLK_BjiD-SS+uU@VpThr7A|y?kyDD$#M&pg+@^+4*A?P1|!+C3$QM{il(TG;<1C zC#O9eBm8Hhv!-8s&S%|XMcYvp7>(sA)*4lO`Ze{7*v2RWV9hL@@t2Fi4Y!G%-cC+S zO<_Zm11h!CZ83U!h+2uxXh`oJK4jbxA*i~v^b!k0?@5z3UHTCsvr$mkkS_hMvPo*q z*rixdc^dhXs#dEZ0&-EpA`||jZrQ>ks3S}U^N~cPbh4FQ`ANawza4;zqNYNvoK?hs E05M(cVE_OC literal 0 HcmV?d00001 diff --git a/img432.png b/img432.png new file mode 100644 index 0000000000000000000000000000000000000000..36e6a14578c51f350aeb75b0ae38bd3e2b6a8889 GIT binary patch literal 1293 zcmV+o1@iidP)RHR400001 zbW%=J06^y0W&i*Li%CR5RCt{2o4ZcjKoo|D5Wrl*p`?feeUL(#l1E6F*T^GKry!Rn z$Q!^LgqDg(NkJ1WWu!C*L?l8GCpK&EdM@Y8*dDXXX8u*k?)djN$K&zbY%8Vij@3vv zDvkj1e~Pf4)SQA7`W`0kfN0xIy=OhPmXjBd^OD1X(~a)y6aU5wsF}!DzvX0eE0#=j zBr`P-5$Zoj$+atKSjKwt=<3kfO!6oZjo;-??xVyRtgjIz9PiD-xsiH*-t0YSn7r#s zwgk>(aMoS$G}%cb#pr0j-RrI)vf~?2uoaGHy3!;=O^T_l*SfC2{nN=uJyr68kzDgq z(Vo;dnjLG+YYmFgaE-k=RX2nAU5HmJ7OH#g9#$_xlFo&>1s~)b$Mm+9KM!(=@iyrV z9=lg6xene@Bb?V|ockQ+&Hq0(H=<#!#qh?i@47WKUI_O>fVZewFj8O)K23wybqS@B zQ=sr6+Cfn(bb_~Rqo*sM=%6_V;*`-5o`wbi>Mpn-KwZ8J_c9Y{TNxdP$1u~HhAzLg z*VChGUQb1SY+mgeZp>wNFvp&f*UTEtj9Pm^TYHhcg!zD7^CD}%pZl9$?(m9wWO>2e z-xXe}d29JwGmZNg(CGyOY#p04g{i`dN`An*4lgWwgvE!w0HgRf!cQj0{_>hyYsWZPgFquc$lBP>NHBt#HVY}tm9qSw-C2Vilyiem6Si4{q zal4Px%@xuREUPir)A^(D(~h}@l?$XL)_j&F5|-TCB`j5cd|2VcxUe~rWNcLrSgxxO zs_B$neMb)}FuRLbRZh~tp1kS7>RHwk_DQxn(=*SOcj z1kYjl=`nXI!>}B6{B&3gtkif_+!oEa*mjk9#>SQf-yG{{z^f;Gn_`2MurrQzKMoMO zs5T>`@lN80cHP7d?Iy3#F=N9cNZ5o;*hyonVO4A_K4$FP;n}uQ+3wt@4p<-)3m5Yn zYVMa(@Ao=j%~$p^qQ6S5p8H-KZipQg3LNDbT(!l5Guq!utz0OzCa&d+ShS-Z>c@sU z+>VdUPureE6|hAu;ILi^SnL5?#TpxnJz&Ssh}b%`6P9rJ0mr8`wu0K99x9lwgiYB0 z0NV>8VG}lC6V?muXJtu#xv~Sd7iv;A__=X-_nc1k7qz-lZ+CaDi?{KMp<+C2G3=z_ zOa8w57EP4h?(JN!U(H9xs?EXKhB~Tx&ARA z^yamW5*!Y%sHn)v$$`OO5fKqSK0c0)jusXcIyyQ~C{$WnT1ZHUot+&70ud7vKPK%N zj^{lJ=0`0JZ49}c1#1ip@=R4lc^#je15?vvMseC8P4R5UZ_H+`FH2YcVfDIWJ;6`S zCr88L7Rf0>=6avlvd>xLbpLBnpSy*Qs?X+jcV_wvIK9> zkqeg7R}-|dTEg&Qk<+VVhn{=T5*CKscfv8FzRC*%|B^Pj@rL+5r=JCK8Auu=e6NDQ z1wccg0Q`AVwbyf^^@{vy?XK!^Jc!nahz0e@9XkSBYg2Dc?o3{7!Y-b`=ViAn>^ z%Adu(>s%LXNTM4m$Q)DmntL#%pXM>M)?2Dvh2zVaVEj^(bLPR*Dy?9n>*%3iuE92b zmB^^22E>z~z}XW8;{a*g8_S7Gf?%cU!mH}Hf5! zb2DvRf&R1M1x0X(0t)J@OnLIwque0A$_>!vLG`url%IObsg-PHK#)Z}B1f1?*J)?# zd*w^w+7>)rAny;|kr>>U9Ktkw9w(ecW7F(G<4S#)FnuiNH8!iBe>{+cIwWXaSzy>2b;FADI}A z<&jfn-1V@sE*av`Jn2TZzpFQhwLF zvE|SYbP`P9G21zjWSS-JL8OgNHxH;fvdRiw#N(DRD}zf@1zxfbynu~f|4`OvB;#3~ zI-K*Y*((tCA|5VnQ`TiEi>X|ayAng?S0y(BU#CM$GIo|rl^9!h#PhpBF@TQN5S}gi zAvs30;KOAhf0U+=>1^yz|AB(gDm1s1V5*a{>&F^TGgganSd zaoH=0EE#v+h-}zn_b_-x1w*heIRsn}^=UiEhpcoi9Q-d$h6E~V^KEE57dWmScfwKoviS%iB3i7X`B-#5>}00$X0nVee!uMl-S*-hTr9;Ha;qO-OB zouCM?;RV-Ff)+_g`ZfY&ekS3FF+pk!mZOl|`bjuAmZH+nTf&D_I|8*0<|zo&)BRjK0O7YmGoclC@->kyx*a2I^xJ%t+=5w@YN+8W=Db zh$v2sR^KFi-a;sTP0&ZWkB!qXmkn*}fK`sGp5V|9$#9|w^n+hY9Bhln#rsGvv?R6 zN6Bov5wW?~pr~=9YD_}9Kw&rXR_qs~I%0;5Y`8oX61Ep4BK(M-;^HqbmR^m9galy0 zFEysqcC%B4CI1SqnEor87>R~v?F(NXF)XfKSCbG5=HPgUXr_A~e76LA#Y>}4r=Ka- z3p(FEQFZY$yzG4T0qt#WcGu#T7eOC%`A>dVIW(O=OL|M3?Gej>KMqx6tD9@{wawLj zRnJ=@Tj1eohiI&2iPwtgsL_Bwkz)wS`j@a{--- zE~wy>ym+OY-=(8cmh2ktu3dp`#XRBCiG&}~-!OGAe|oQ+maaXbtN{0IzWa1-ve#bN z;N6Azz-WYLWMhAS{ZSpoX4<6`=6JmHd*KPO{bq@=QTfl(W`Kz)hW0oP-#fdxrK8oY ziwI(e3NOj^S3Fnj%sbuWeL3tTpzUaNxIaKNnFiDw7*cYj?m&@= z{Ub$t00SNSOW^a)j z!Fn{zA_by-12g#(hvo70c2OjyZvFIqp_?ySDHkZj7(R%y3&?FrgO5`(&=oW$Y7ZOL zM2|Y{XSM4&;sz(q=vgkriPf8;6q1OIQ9N2}jLDs<#_QW!Qu9)3OB>b(Gb%)8na$1U zmwcnjC!f2T>$U?wQh(gOF+s?-4b=z2^A<+@nesNJPB~b9b3_r3whyqC!N}T_Q;=Q% zZ0w9hQ|srUuU;sz2TrCykk(fJgQENxBVDeU*4c1gqf9=`SgkvUx5Ga#DqtU2j*Af41ua) zb<|-7lj4gA*Ox1*XMOw3E!}GIgFc}`_@bSpoRcZJQ|QRF+rrdtlCw|v{e!ruGVIDE zDY+iU89ynC_nWP;%;)fg#(NLEr6dLR8k!{FadbA1H9n zjg+QN=$oCwemv(u*_k%u>cWHf(yPO6V%i(%gUzEsI4m04ckEpFCFK)!Zxf{cdI(PW zdAE#Ls#vMj_Cc2$$6rm&<%OxiJ=Z#Sq-Y&Ak@=)n{Vn!x=6>V?ht!G>-3e8-tD1FhX$Xn^!&cg+s|V8w418~b^+ezkfLml;i)ArbDIk=w z%C*ijptKiDiM_1=MeqcjLCaM~JM#(PZLxt(Fl;x&F9I#K@bud7pwTc9>4(0;tnJRw zFA7lCekjGgw!t+atXF%z2-Kg%p8rfG-ln-b??~#ChFl=y%$yLEtau8fe9wuKHLJ+H z{a19(USWhdFde{`L)c>%se(Ua&1#BCF{}87iJKbc8Wz!kdk*8Y$J_`CYwy8nFa^r{ zB(Pj=^URc}vRd=wHdCD}_kVB{f)KvivWil8&MkPZ0K*cQsk=jT~LsZS8`; zn=*nXUzM=d-Y>e;HG9|w{1UDOn+Wmp#Mh|Q;&)Yvh(ZbM!?{j_qeCTUy(p&;p;q%$ z*T2HNHhyRs`8Ixle>puROpx=v1$R8p$!{|(y~{BZ=b4{m7mYVGj)=EbI+@wFAyVAH z^^Bu@maRM2uE19HTmru(oBFp+gI!aR%M%{k$fb$rRd z_bYuVl|zZfdGIgeMe^o0on@@oZ4!z2MhEjmo_;y~^iBK(thY~nKj>dZ-{t|1$tm_B}OuArj;Qdb*N<3rit>Pra{fc#ZsS(59DD?v|=Uc~pXRkdLSw#jy23)&%d;svx08c^*}#nbh@llf z{NF?|=GSW}C}Foir=F*K%!2%Wsw#bByWyvsa*NNx>AQ{q!wD-TZ0#)7O%Jq}wRHR400001 zbW%=J06^y0W&i*IDoI2^RCt`#QoTw8K@k2li8(L1yDcLYZg1lg$kjGpttj^hfs|>E zRJJ~Wd4vURg%f;$AXsayg$Fi*!usvrCE5I4Dfq$6&dh#0%*+ljLk@_@2hrWaLYL;fFwfX*2Y_JspLPy zX=1c=LkbvjBJ;*=VXaCmK2l?E`;!2n);abCgB^;Pc4iL_JsiubFVAq=*jXyzl`%WC ze~$o{)O+t}r`GSSQX1D(kHA&sk5>o@=X0YKK6%`}0VnS5?)P!|!ppc<+#RNxuabf2 z#-$NT!$6ClY1Z3(lh!}x=DebwQSQ)reqpYGo8$iC%bpKUREK4(8E@`;WOaWtp$@Zk33-vYt0000RHR400001 zbW%=J06^y0W&i*Knn^@KRCt{2S3Rf`K@gtHU2>bByS>tfps}_vSPAmv5D^iDXD5oV zHY!#Jf*>}hm6b*;v@?~RydYvH=7E-K(8e;NSSXkkL6oQOoY_q-cbCNIiSY>zd$+qY zJM-=A?(7f1Oyc;30EJek*tsRE$NK81)glqa`@ z^!Ct=d&Je})1oh8VWX!4&;cGrnQk%HuzP_dOTps6r=ocSJOipal3f;i8bt$r40b_{ zt33&#)f5G$O^fbsCB{Hz9#G^?iaNH%WFNeaU4D7T59-RgU2a#&PkUTpbCBKk!?>jS zWvSrqjdp;cyyIs#0xMNRp#hT@X#O)p`jpaXO$$I+eFQD$6Kje=2!Wk=e zcT@Cfu9%Kr5pxA3Oz+_M1?9JB;T^zPU6jLY!?eb>0IM@ab`}=aCZC|1AAk{3LVAch zd6>bBZ;V;GlxmeCMmNxd8KypQG(S*BAttyPwShOFyt=D}W}fWphh%O46wHrV%qwqz zt%c_DH_2&(UxY(+<*dEF{5gS1e0J`O2Ud%c@)0Fo%||n4MVMW(mVUU6NMvU;f%a zBmHQ#w082_5@2jSZj3OIZ!BNGfc`cptvo|sp`Dx}%q%|*#ry+86}FCe?M!zHSq4!x zE~#kSqtd{p8VJz0nFn(072wAGxj4aa+Q<|#H14kidL{2eF+Y{W+#$`tXwGi6j_Eu9 Wl;wKou&OTr0000RHR400001 zbW%=J06^y0W&i*W?MXyIRCt{2UCoXiITd!M)tSy@(vH}{2$3g1*^R`8euTWitdQ6d zmaNhXSSL?F7@nXd9)P^Tgatb!B6f()5kr)~BxAZ<{yE2X*)CU=>t0`fQg_{3uBzkj zoa5u4Yr7a*2w=dY$>TqI&FA`qJT1&87u=kckKp6uP`dgD!};MK2S%>}bq%@FrmCFD zWZ`9ExORMEh$9D^hfv=A>}q^Daf`k6=rO^ZWszINpC{yRB=$6sQZodvxQCNHt$zkK zc}RpQAwzK3q-z&;bVp2$>zGQ2|_x-!Og>vuKKL~k3tXA2cw3YMZjS&uc1}IXErWav-MS7|w}G@8q!@A9YUcWBsCMF$ zu|r;CE(8_5c_2wW7j)hbXPxMgu~L0aaC3#JM>%E@1=kgx$-#7WHE}brl$FA_=45Z; z=2ypExpmCNGJD5+y*YQ=d(U!%qHr;s{Qg0<*ykhzGx5@9WB$z@Rj|U4K^dMdxf%H6 z7*Phetc3HPaO1k}(2|pF0yV%Dzx~R&d915Ix9EnFk?KOBo5dh*$PmbXvPCgIOeA{~ zUL?o^Z5fo{6mKraz4RrMm~I!Q@k~FVSoDA*@pD>lZyXV}eI6aWk+^|t=T?0$W2x%- zHGOuhX`j-8Z71sw)^0qZ0NX9m&2mGVD^(;-V0#p!d?2cbnm~6b?7bXiiH%S36_D(V zkY10Vzcfr-#hh*m3k*~F{TSM>(jhd|JaL!>`aqF!F*}rK1ZwlJRAb0wjN#0t`;92C z#vSLkIguA+xUwsFt~7OZN$?mNrYehbgO(hHDIHdLnZBgsps-{p^a$@Q{jmnjy$c>t zaIXofOM1qo_t_XZ4|;^FQ1p&|g|qx(#+{t>Q{H@^cUNfm0Wt>zAb7mWyBWLVT!o#z za~?1Y9~RtewNMoKxIy%a*L!Ev1t9|6E@wH{YIF>?B z7gUF8#)4K9k2{Lz`|!F1+x@xY}s>51yp9?@w4MZs?OpHZjjhXgV zZkUuRlPg8Xuv}aVt)k3?T&MOUF?Xx>mz1kWEvatjfID(G7wE{{OqmhvAacM-PNDBO zIqWs=QoCEatK18*6W{ES#)QS+X7W#v}MfpKHfu&)3u#mKFsaPA&!)mK2}R;woI zSV~2==HCCBg7=6Ux(68Ysmoi7UtDb^S?F%9hx;sZ#&#y$M|pZy7d&{#*k_N{lk1|g zeGTo(@p&(~J4x$uyWB?Q_I`0kM?Ur{FJ12TxB#|f5>+{*T-a$mcAQF7n>OevOyeS_ zwZ^T!xc&QWTrM|qdCAh4iN|tw6;&aO%a_!;CAC|_#A>A(7}kFOF(sFUP=2clAtEyy!23`cU2d1#<#xG8B6qKT{VvVtr#r}GV|QT} zBqxP!DOb-2t|xYE71W-9tf3|#Z#@0TgEP;n+V54diO-90!JJa4xQA$n|I1=}Go8X@AW>-b8jH%b#FA)7pt1aA<T?exP#q}+(9UXL;(W`#5sBoz+W91ENiD!I9Qnp7w}ktkKL zlp{jQRc3KmoFNyH3O0Pynw9dt#SFQC55)pqxq%`WY}h8sWtrTt5s59=>nmqE&&r+i zh!NLnwua>fyw&N5Zz#9YLaRKvvjShKT)>A413a5Ltq)^6URSQMovNnmj0p?7n@a6L z=$+)wT94fdR;trxqq0kNbaZsIg1y3akJ}y1V7EmRry^HJDF~daAeS`gYc%dd4pl|x zzK}W(a(yY4T-y_~liXVMzbmKSzJbxNwdB@oW>HBMM z@%4T2*T}A+n_-yEwMQTIYzLX!Ay9HIs&#fy|1Sg$W>@QT88<-q$PrRxixTB+^ zqoX5){_{ddM@L6TRh-m%=Z=n+aQ0#!xxY}$2dZOFxtr{|6vwmoR&Mn;z48WQ1#;K4 z^ciD!9wp^+y$954>VCsg&r*9{al?ES+HbhHx`|)n?7Fp%rEhp*AGwY869fMK`qezS zt2p>ySi-(?C7ru{8!UG4JE;q*Zy=X1caxA}<+{7IVFzEo@H~_t=N!xg?8}BE;mDv&mtG*ulP+{2yb|GsH zQ*4{uk>jOMQ+$C5G9DyICD9snpgS1SodmgPjPAgWu*LSIW^drtZ4O((C|k_%P@Mev z6M6V);zy|vfc|Je*t%xN5p2Im{^?tG{`-$l*`5E*zt?AL2_B}CUk)}se}8M^$FuL1 z{ex+?Q)Z7k`L=lQioN{xoq_G6+4o9^wD0JKC|gp%C(XXGliz*EekQ&XFV5c2zgOnW zZsH~yI{8;m<>BYo^KT8XHF;Ir8QY|o*%|t_my;)vWLskPX(!*gxgy9y zQ)!_H+v%iOY{R9UbhxThr)<^!!6WF3+mzW!QkL0waPm>tl&$(U9?7z5{iRS5vDj9{ z$%RiT!Zw^#=KrxOZL5x_K>r!t#W^Jz^WlTvO?kweLEL{0S@R&P6RN@>C;V+LHo zT_ey0O%8Q-=2MFJq{kK)M>=x5=`W7hoU8hz$JSEX*j*#YWy?@fgwmt|E4ph0gsshu zQ|1sQR%Afo{F=6txt`VSmhO)&5B-P`=yK4lP ztvyQ(cx3Jxz?Uz^BVtRd$K!QZAHV!c5kU3K;WY+U1NYbx4?T8k8vIxY@z`g3^zItL zGa;_!2U5p2k5k}iaY}6YMlbF>P#j}Zp`)XtqobpvqvHs`PpMhWPh+{R!6|X=Y+J_3 zu$ANOr^0p|Z$A~bmVO8IxVYcj@#6umab0rl`0)VOb`VcKb~wIFzcm!16euBxq_qHQ zKf<=9c&tIn=CMzTO9Pvb%#f>}l^Q@3Aj8Dlf~89)Y_|&I%w`g3rW-$hayeZ2$-g$p z)OOI5l7W6r;nTOb*FOL6BleR&Y?7^onDkGMwgHJuiF6W%ov*~z`FHH%+ja7{Dq@9E zu8|lP97L;Gn)cw;?e$MT`N%H*y+-!dMQWen#G-uv5qICQOY!FqPl`5!+8oJkl~a+} zeSq5es$`$913dVtX)TM4uD z0K;edsSw8*a5K)?+jE$XWK41+jh~}wucKr-vrV+4BHl$et6Jq^=#v|2Tu*#arfX> zmw-sz6XL^gG;Gz5!cCKw@0-VLRq$%GEL*lg(!1p=jElGOP`m_XV5{ExIlf&)y-nsY zP5kT$JOAdN|0rI90_t@OYL|D))&#IaA$@DpZyuiir+5hps23F&w&Sbr2k>c{6l^7U`oW4TK!E@^F}Ta>&+T)wk`FN1;QHPwDt%qF0rF%&A!}@U9HOk3-J{{gGG(;h6DilYDk002ovPDHLk FV1n`IJ|X}B literal 0 HcmV?d00001 diff --git a/img437.png b/img437.png new file mode 100644 index 0000000000000000000000000000000000000000..e7b2ba100ae95e4db3d40e8b264409ae5f4e48e4 GIT binary patch literal 801 zcmV++1K#|JP)RHR400001 zbW%=J06^y0W&i*JpGibPRCt{2mCtL`KorNn+07=|A88_jc;bUo5?mVEA-ee zWM=Z_^XAQ)9|V9%CRp7b42NmPp51 zqZ7!av7i0~kHy)!5po+*kAgZrs@`@gov&EBR<62mjf9LUhh9>*SeSI$H3!LhaSoQA z!$3@1t5KO7k-Q>PPS;k+WZQCYfCiR+*z@A!NMUX6K+d00000NkvXXu0mjfd$wz1 literal 0 HcmV?d00001 diff --git a/img438.png b/img438.png new file mode 100644 index 0000000000000000000000000000000000000000..afa862392971596d525c728ae8207cd2d555126b GIT binary patch literal 970 zcmV;*12z1KP)RHR400001 zbW%=J06^y0W&i*KNJ&INRCt{2SIukGKooyTb~m%x%}&5ei=fe~2NzF*tmIUrSm;p{ zA>PDOpimGmLGa_G{SUe)Z_*XSo45sg)u0!T0YUr#cSO)iweij5bF-xB2DBKb z-uu0Ilf0P;z@DJ^xBzn4I}MaU0E`IvR9H)!Dm3B-EF(K|GA^2$b045}ELhTu8!j&z z@sK|;^e=F8QX~Uw@p?BaRHK>!5w#vpz3yW{L_kIua1c<6Z;Lj%;K{hm0go-TYDTu< zn;_{5A-uvFBGJFV^3)c}uX+VPa=D5N!|+pKwK2mHmi?&LChf3cp^k?20Kj}q6^}6q zIzccDM`_4|oTMgUQvs+CLJzGl-#R3TDhMJ|Oi7yu+wvLMHDdcNFbbpK2XrvshyhLNOoq!nolwX( zW2iP24c2~Q9t){Dse9ak_{fXk<}~~?N#miRmF8-Qcq1TtoKcl_XuE<10Uy>Lgyl3K1+iuo@9t6`JH)m)LXYC~;U zFt!TwyV>Ju4#s(2;x^{y93?lXJnoNaje+nR*-}>0k9maZdN2Umh33xrJ_=r47`a@& zSm5Y;-qFJkKz3ba;}4^JXYGNs{t*m8!$}rXRUQqVB1YRnfuh-p$K^%8G%V*xH~2ZH zYwxTsH^G&?2jtEXL6e@uLbYRt-77-S1N{t_^DF0wA8Er9M<#dF(LnW)q+u)khu}#_ z!%5ny>ScUd7CgVY%>|F3{g%sD3L<(6B*3*!m+rwfkgqP?_}xX4QLqEO?Uhfapy4Dd ziR$JXEaX9U*|Dlw-~?z)|161NLNO-T|s smF~>i^nW&$(6DFYM{%UJa;-ywzp!@J>f|^vtpET307*qoM6N<$g6~biLjV8( literal 0 HcmV?d00001 diff --git a/img439.png b/img439.png new file mode 100644 index 0000000000000000000000000000000000000000..842af125c532792caea1151ddecbdc836329fa49 GIT binary patch literal 755 zcmVRHR400001 zbW%=J06^y0W&i*JaY;l$RCt`lR?mymKotJkq{+0~G&u=gG`$HPEP^1)LJx~5tl(cD z1LAq(Wx<0IWD!r&v!|TA2|al9P!X@1RXlI~2kgj#iVHiwndV2EcAH(Yiy!klFJHcS zGw%@~$DM2xr-O-v3ve7CAyB7I2uO^Z?g`#p0-@V&G*s8gS56m>UtF=4nZ?s@-&f5& z$So;^aH$Syen|@(sNE~@l)zbFc~Dudh8>ZHm9XA5N;sTFb<0r4gxV;XwOJbtPq~O^ z7OuJ^BYNzYP`24yPUgJW&x ztU2%6>sY>yN`GA>GmXq8L6^BAqo_`P+7)#vtwvW z+9yTbj?v;qtSv-2#TQM{iSSfeTHL?}@SemtS1D8IQlxkbCgpHuBP5vp2>;3tSnJb& z(g7aseFI*j{S|gk70OjpSM@i!9$e1Zh6Q)l^@8bV3mdwm=w$Mr;YculZfY0vU904W lp&S;k%3uVwQ@r9Q#6RIrnm#(n%Vhun002ovPDHLkV1nKuQqlkb literal 0 HcmV?d00001 diff --git a/img44.png b/img44.png new file mode 100644 index 0000000000000000000000000000000000000000..11f9f63a4e45a341a92e28700879dc57389c9c5e GIT binary patch literal 347 zcmV-h0i^zkP)d0000mP)t-sv$M0P zsHmKroRE-^goK26czA4VY+ztuR8&+*NJu<9JTNdYBqSsl7#Iu;3;+NC>RHR400001 zbW%=J06^y0W&i*H*-1n}RCt_YV89I&Km;3_ARiF(GvUz%1{c62GxrB5A4(g1z^)t* zV09?u2a*j382MRHR400001 zbW%=J06^y0W&i*KeMv+?RCt{2Ry&B)Kp6hAn@h&rW+y860LA#|EDV;45=2C-w6hUn zVJ8?B1RIHZ=!xJ3dtoa((Zb#pOHtPsip{N{V&z2yk<+{Q&m)h$UEx6R0rx@X&-^pr z|IN()^JjrYAVbC(2W$thl%qnDEG7ixtR67qqIs}z8U{5XqD4hevOds(ryUL1PDL_8 zn0_bIrD+Wn(C6#0L%!LI6!r8Ndi=cZyXn;V(n|a7>qjk!X}xQB?z5kUFT924CG>fh3ElrN=2e z-B!syL9%i}ZzYa4byrdTVs2vy3uz&(7FvRTmS zvV9;(EtQcV!4=|s(5A*lO1vUUm?2u!?b4c``{EyHA#Tkc ze{antQh*MHeM*U#E(tCr1ms!qV-(Z+OgB`aP1>z^9RHlAWB$A z=IFa;2Tp`X0a+Ptd>||83D>v-Y_0Y0i1qt=7pU365Rj~`3w?W_53aD;!Wqcx9Y#tQ thNhtUe;SV(6u9sUqFvd0!{UDuKLNJf`c~*W_qYH6002ovPDHLkV1iEG>23f3 literal 0 HcmV?d00001 diff --git a/img441.png b/img441.png new file mode 100644 index 0000000000000000000000000000000000000000..52e106c61491df341e1add6201a0962484782f19 GIT binary patch literal 692 zcmV;l0!#ggP)RHR400001 zbW%=J06^y0W&i*JGD$>1RCt{2RXvN;Kp1{yUWxZ(MuT3$ZlbK1s4Z!fF=J7*U_}>1v8|TjRPYx>y0hyFHhq*+Q0H|;Y!@cMIG*WH+Nf} zCuE{YN}eg^f+n((qZ27mm?2@AC`P??)e$H3lcAWqQR-vDc`oP5admC)GSebWJ;<%i zd4aqLR3h04W=IE{HiZ(2n}}*;W*nw^Z?H1+>`@kp6Cy>TMij0kr+z=^dc_VZ#Rb_F zoKMy``d#Q7wxE0w=&g1uB?{KyeDZo;BOv3Th#JDW=V!L#sTX{!` zBNjW|!qY~iz$8*9@wy!ogqPHZo^B1!zryIoGfW0p6_?tfn>Qi_uF>-Zcy{B96~n&m z1GnsYOWk;u{K(sXO{;zIDsDs)p1-8#w22oN7gpY|1g=?l172-*W_GU;X>hkAx_1}- aN&Em4KbEzSJCRWU0000001Hc0{{R4lAHRHR400001 zbW%=J06^y0W&i*IWl2OqRCt`_QY}vdK@fdQ?_=8@*Ha*=B|)4);Lg+`P7n-;3Pfdp z!lr_RV9sDke*y%9JaGbfA;CBB2S`XjmYLnV-nDQEq=tl-?Ck8k*_qjy1s2$3@zTXt zD8=#)e*1NW=`EBN34v9<0fU7WR6+Qz1L>Bf^qG)93)l>&tI#cKrC`Z5XOh1Eu5EIJ zDJ9I=)-P_TN2I_o8YVDqyCd3D6s)v?g19Z^#EYd>KsE)}GMc!bHp5o-LbQ zEtB%NM-z%@KL~0*8Lcx~PAsFtAzPk+6WaE5cMI6uQAwX^7ry!QEV3hSIiWX*Qiz;K z19W2JW_YP)RHR400001 zbW%=J06^y0W&i*JI!Q!9RCt{2RlkeWKotJ6yD_gtG=%I?9nO1Q)N7O~P|M=V@9A-*@0Y$kiLQ42vo2yf=SH{X2o z=0|{bL@6LJ7)8ja=l>*&kevn8cgjVNdJ1#Vo>x%_BE~l7C)9A@0ev$hxN=wfeibpz zUg4G20+lTzKq6l#7ng9X5YOZ{ohE@H=A4zn8c1^R`8PzgLUJuDg!N=3nWvueq-p>= z3naLNYt|x|W=oJ2Lm$JUNXenf5g~mMRLAGOuZwMSmDa-*v{xn1b^CN^5B za!C+LnoCwTq$4_sv2B*nsddGe;UTd5l{J`6ZP6v|O`fA(x`ty+nCg35RpdYZQk?$; zFEvfo7FUjJI-I8&?l%S~oMUqU?4S|A+G7zknfeKQxyFPE@T|!2h0KeO~e5&H1UGW=@dS4*Xooub*y`&63GN!<3OqJK- i^RQaI0000mP)t-sv$M0P zsHmKroRE-^goK26czA4VY+ztuR8&+*NJu<9JTNdYBqSsl7#Iu;3;+NC>RHR400001 zbW%=J06^y0W&i*Io=HSORCt{2RJ%^YKoA_;1e`eJOc~Mm6H-zD3Oz-7gye=6YC7`; zm@gpEQ6MZKN|Y3cIufEz>NGit1_9#OJ3BtV3X~KyjO2}XclK^I8V4xA^9+Eu$ zN%R?N%;8DK%Y;b-SiO;Nj1ssE9-b((nOk+?S)#)iJG+M zsR=jI%>dYRnR1=fu7P7ZYbL(n-6|y+SRE}Pd}5lwD4vWJhwU=MSA`*Zv{Kxhnur~z z7Yb2wY+n2dJO5)rRNA_Y_V-yui>E;jt_+dM6+-o)R1NOSQ2*TRlevWGq=VL22=WIN zte5=Y<^7a6=i-fsZnG!lVyBxf`$_$>;Qzx@-i;LWi&g(cJPUFMX;v|St(h&-+j5u0FR`zy~ iTp~&xSs5(;G5i2bN_J&57n>FU0000Il0000mP)t-sv$M0P zsHmKroRE-^goK26czA4VY+ztuR8&+*NJu<9JTNdYBqSsl7#Iu;3;+NC>RHR400001 zbW%=J06^y0W&i*Inn^@KRCt{2R6S3_Fc5u7`r&@4mu_XEBNOV_1u0@iC_fBfy!L$CUMgYMIBf;$@cSmcjwdP6rg0m&~YFy-~&ln z(?%fb0bz<;75cmlG{`_W@Cieht6!OKQ`_U^#=I#R@cyN9M!E`yvT%Id>KUx$vMzE7 z1w0TXm&&T43hVFQJzA&E?Lc{XxU zFgzAyy1_1O?x)0u`o>|(O4J-`p{G>Df?LnNK$nsF6xSEJNq4s6=Q$IWPtU9~tb_-6d;xvxuRPpGt zyMJVSnZ0=l`MAHc;?8)r(x1VDiOWqao{TSH|Mb%8=OlMIvD>#a_f15r{ahd7*c=_T e)=yc*ZfZXT)^5m23N_RK0000RHR400001 zbW%=J06^y0W&i*JB1uF+RCt{2Ry%InKoET-RnV5KWfM0pq7&FE-6YTfT&NEM=mufy zj#ZFOI)a=FIE~9dI)X0{L~SaM5g;&pA4&9&&?&A3$0GJsBy4_ zlCTmWN7Fx}&kBFf1lQ5A{2943znq%F9&sc6%%3PY{eE=NdyB#2ol z)Jz=eG%Q9@ZxVBXT)R;xL?MJ9EcEII=Si7CS^t zKE`7_P;|U0L#X448bf5i?g0sBp*;oH3cYm%#f8pdC5e)-_wD%-G}oUUoqgmNjF+B& z!YRL+v>vxpT7{fXs3cJmiot}@?An`SoXuK&P2S*&U7v+1twPQxRFWw9@`a%N>DU{1 z5G>s-&#rKl1u0U9A7@&B7sUF6N)jdE{mVP~ll8Um=<}e^{KJ%8FE4_W)RHR400001 zbW%=J06^y0W&i*IAxT6*RCt`#QL#?LFc5vI5}M*R@mL8V`3n#uqh}^QA)gQliG{@z z>PEi+@(Ga;dk1z{7!eg4OzyzMV0@RfjvycgmcGc(ckgoN^BMRVmPxK%MO3os?ENo! zT_nr~0y!L+!yRI2{+PeU`IxtgC~oWSN$N3HCh|_^SIPobhW=P$*ycv>kl!o*7t*h; z3Qplyj)x#n+X8m5%UZlN6Bey+FmtYemN{tBi>zwOjJUq>Ukkb?M8QKKOy(iB1&FR{ zob?5!%{JCZO;BwxE25G6Kz;~Z-@Ju*`idjqn1vY)91-q1`Fe(1mOWk?BdNRfSMkE1 zOjhDg5gOw0*>vKUPba`Bb+@m8K^>Z6^Ps%&Z>cw8s(S8M_Fa0r@Ch@7IT0YIWZM7$ N002ovPDHLkV1hAQu!8^q literal 0 HcmV?d00001 diff --git a/img448.png b/img448.png new file mode 100644 index 0000000000000000000000000000000000000000..2468729bb82bf769847f92458b8d3107e04c8e58 GIT binary patch literal 820 zcmV-41Izr0P)RHR400001 zbW%=J06^y0W&i*JvPnciRCt{2R=^$JY)(>GiN)56kpI91 z!Nz9JLasXZKe%9F9Z^fU2)4qaTq$lLh+5nnqMUdV-8w9Z_fplaHxRngkP9E}3D9~3{}@T$#(!d^vU z3Qbs1NaQjIeBLNz)!}CinFQ~HGQJg}%5)~DmPkY6FxQi+m%wE^yWH=qe#);T(75u; zjF52!miNc)`Pp0@olifF)OZes7r1sgwz`NJa%`2bL-mX!YTT7wxLD6vpE19JGrkg( zSl=O5E>6F?YJkDSTDG3anf$d}_zE{^&~Kdd-CjJBM8~}bFH6*(W%C-?)@CDgYId4# zmx}I*CS!Lo&u)?78#T|q81Z%{ErILQ>3`fgGW45#?icbfJs6_%>uRcFdY^FxP6}Dl zOP#9E;&IjS98dH{;P2V+2{yI9h0DwJFr92+KQ_i5Z{r0+S<;oxj}&NU=KKWV4f=7Q zPHT#Hkuh)iJk&u!lF#XEyR|THhfdDEvZO2BO?sZAxBo#HdA#5Iz+LKe6TBH}y*pX1 zhv~f-FK-{2c^RHR400001 zbW%=J06^y0W&i*J$Vo&&RCt{2RxxW7K@@&-cbnbZ-rcUHgy8lz*I3wu6k2JqwL!Sn zMy|J6tO6F^FVIB`tB?gnPzbKz4_E|i4=Xu~EC?bdVSMvuZuaf%8Lm(fxi4g9-uu3J zZ)SGpB>?B5P)!v009$J0bXA+FW^n#QgTVCJfz;zng~PsM!i-i5gYa~hKo?x*!j+A? z+MFsoC^34O0JPdPW4co<;&{pG0)@kBt8bv7ai0?(AOO6jN*@HOzj~n)g^eb^Hv9}=>4rxj?Je(V56C=yl%Gyg< zV~u|ag)?1F^x@TV;^G%@M>G;igQ-J2%Ag4*yIOmRO#bHS^5pLT_RX-{U<^!^>g{qm zXvnUZe{ve~JFv|Oi^np9uK=4TJ1KP1MW&W~Q=X9j`HUwwvbnb*r^xk9Sa=EfLRx0I z!0eqxe9}HVE3tN(tp-+h^E4Lh04n)|v)DxDM6Sy#c7sU!_KX{Auau|CKxQgR9_bGbPDF>DfxxKFLSjQU^k6ZPoI U)J}n+%K!iX07*qoM6N<$f`uA=YXATM literal 0 HcmV?d00001 diff --git a/img45.png b/img45.png new file mode 100644 index 0000000000000000000000000000000000000000..955a97bd1c5291799f7f40e4ca3280d1405024c3 GIT binary patch literal 303 zcmeAS@N?(olHy`uVBq!ia0vp^CLlHoGXn!-vPyzBkYf@x5)wQ-JU~saB2Ui)Qj8@*e!&b5&u*jv zIcqϒJRBqua9@UtakF;1zTIlr-y*CSdkFTsJG&EpOK9}cs424`mm=EK|_lJXJ~ z{}{i^f2%1n%%|5lVUZ|9|~~CI$KU^cb#5 x)h)}oRkkwvZ1Q)Q7$2j)l#P3<;Ko;ZZ4a(LjeYc)I$ztaD0e0stj^WxfCa literal 0 HcmV?d00001 diff --git a/img450.png b/img450.png new file mode 100644 index 0000000000000000000000000000000000000000..cd50791fbb92e8f59f8f890baca2535d8b9acb9f GIT binary patch literal 410 zcmV;L0cHM)P)RHR400001 zbW%=J06^y0W&i*I7)eAyRCt_YV88jL1}(`dJv!hL>3ea={G=<|`1ONIz2HXy8 z|I+^kFmNR>oHbx5MspR@1|$xP1BRm&5bOe?!eHz>%07*qoM6N<$ Ef~0kk9{>OV literal 0 HcmV?d00001 diff --git a/img451.png b/img451.png new file mode 100644 index 0000000000000000000000000000000000000000..c132a3e95715e70116c25edfb777ef30b4df02b8 GIT binary patch literal 1584 zcmV-02G9A4P)RHR400001 zbW%=J06^y0W&i*Mu1Q2eRCt{2SWT$iR1lurzvL!2H>nE#QH|)%O%w!cd5{M#tZuFw z5#6K<5kYKF5JYIxqF52yw-gsPAiSNtprzo(Ua{`9MoZC+G%Z?+1z+T;lxJV#%sD3~ zC%Lz^wTPl`xHsoy&dhvsW|GMy0M|f0fIbeEWK6XQ6v#9Hc7h8K>04n6y&^^?r1+0( z<(v=UwEzl2(16bhc1$xjbmUS5W5<9ZgS}u2F98O#R&?_4ddLuCSTU+V1l&AQhYn`7 zK2nrj`bCvUki!vxVWOkzcX;kO?&$oEB6d*7D~xR!EMA|le=D&pIMrE3hu4*5PtGu6 z39wyPp@=Qc<_U^oJW$elB*!gVn8&OvP_7uEX=Aa74N9B~6XP_QdV*U@c{+TJyW>p* zw0nqMaU~QQ!EDPGhqS0e{`QS~0d8Qf1OVGZ9N&4d$5q4Hb-HF@3`_^Kn%@)IuP^=o zA;n^Jl;qDPj}E##P3x7^Xi6&aT;z8KOOd3)Zix4#12Zo4n?A0Fa%DBl_+-MbTy0(I znrp-amfYIj#DO5hI)HRIJ?tL+N6Ju zKA$^fWc(_pRyJ4J6C+;dNA=5M|tF?YUd*8RrxqC=pG9AT(7H}RN=nS zeVWk3ubuGmRwwFJ47)ZEad(;>Qon&Y>r_!qS~aeecR5aFjbmi4N$oomy9L9h+RZq2 z%&b^&s3BP`FM=#FTOvp`FvgmmM~Dsz}?0Lqw-!pU~{BGK zpTvYInwoJfa74~}EfZE)OYys;?w}O|B6Klq(k5-vCjDzD>*rU^Rmg^q=BZgrSBHA* zdC75~4xR<$QrunHC>$Rir>`Q+3OuUpvwQSSHVP%< zQV0jn!9(RK#$AIxrh3ZNdPxgN@t}rcrUl&bM^@tsuDwr+MFB>nlbtDj{y0WH`OC1t zTq|0_Pj7g&9j>+?%sqHwyVQ@`=C^^5Z^@G`HWti^*daf@0k3dV`=R&cXYdvK5R|?D zT2~l-2Ak!8s|jcYhVD#@LcT-w{3d_J~lzmkq<*`otPEzwX1?Z!&}oclqC3??K4kcw^+?#341%H zCSDE{AnpM?<|(Bqd&#jZEVpKFk_`;_a+;0g_J6Uaq zsr3`F3B1^hpJHd_qHhI*OV4ghxD|Lw+2^k1+GJB zLQO!|K$W|Cra&>D1>7=>PJn=G?ei0iDBRoHyHbZ9ZVSI~j(4&0MjdVSz&iCyL%*Ze z(q6y=s0xtM9qe7AK@CR)bfYYz2inSdBleepn|TBf?Q5MoEE-k`S9%A&5*c1Sk1i{9 iMMtg$`me(M=jab*9;w@ubaK-G0000RHR400001 zbW%=J06^y0W&i*IBuPX;RCt_YU_b^R7z!A$fe(BiE?@{YfJr7s2v31uhJgdCW&~IO zp{67-F!2B9cv!%|59V_SH!^g?)UZI!B@tk;`T_$VLja5ew27bl!3QAy0aX=Qwowr< zF#yB-J+jDwgaa(lkb#1L4?zC`Mc)7a17tKf2z&tgf)SzS14F(6*k4c)Zng%42^Sa^ z1hAmmm4FdWz~~mBo?iwQ_~4RYPhjY~%D~vbz|8`8MZJmpZ_Vqz;1xY!`cwa1&RHR400001 zbW%=J06^y0W&i*Ii%CR5RCt{2Qn5U(SYr#wx6Et?D`P-nO@e$lpyGbrW8w`Ms>N!{O;nPS z2eDV3%M*$3OI3m_6>O;^wso63V!Ue#i5D=mfkz?fHE_&|bSP|LD$thsYgaqmQNhMt zIcbcUsQ2+6+@fgZhI^k?G@*8Z!+E}+ZN)CK6`p~JH`9hp%rSSS)Xc;e<_%>~EeD>i P00000NkvXXu0mjfXG`D^ literal 0 HcmV?d00001 diff --git a/img454.png b/img454.png new file mode 100644 index 0000000000000000000000000000000000000000..d766485595e7e41b28ef0a32b05d37b81b862004 GIT binary patch literal 801 zcmV++1K#|JP)RHR400001 zbW%=J06^y0W&i*JpGibPRCt`-R=_@5lkt9n952qU@rm1 zI+b8$u#f}MTWbqrXSeHLZ~^ZR2%=&m#2?@y%1+~otT;}7ZDx|}C31Joeaq&}d-?Ls zo5`D*0JOj~x$55)F!$vdd?{j{ie>%qrKwPYAs5dPjZE`*| z1a-mEJZP!unnmC}yDA~rpcDez1}uL-$XX;GP6X+&@S)|}6746jp2>|K)6^QvETC*g z=?xaUFeISw)aWg6bSWgDNf7MKz=uv8)U*)*rG#g)iPe3VC@30xCaSy(9M=r1PWf^c z7-d$jtwa_F|%m4A3bJ zc;ZI9Fr##f3SR?!@EFmrQN%>|CZ;tfi=W`UQj=IQn7kCdTzr~YIVbLBf$V{(NFaq< z?l3P|zmiG`PHL2WNl=uwIcQ=YV?3S+F8+4#W2Iax$4OCx8(<{l9{o?n`=YDn4fJHS zRn+(CugT>sVC#y*1#V@6w$h-uZnSSf7jI%4PWPUNsnqpH&M;AAdj_R{)+=s9ga@+w z5$+}Nt{orkZs+_viGak!hO6X0F|LrKL6f5|>0tr!K}ad&8w*i(KgUhQVRJHO>s%jU zFTNSQkVdJZI^G~|n^8X;ox~>ceh*Hu(+0WH_{-MIGZx&1b1KMQk&j?9Z2fh4Md{hs zQcn-cU31?ywTb~;<=sBWp(vnQqAz*Sgo~n!!g^YJsE+90IjErGAi=-g@L}DIIbHHD fE2HT;>Jj1}<00000NkvXXu0mjf4RLc( literal 0 HcmV?d00001 diff --git a/img455.png b/img455.png new file mode 100644 index 0000000000000000000000000000000000000000..77a84490e3d9bee868768b75d9a68c6558ef1272 GIT binary patch literal 1187 zcmV;U1YG-xP)RHR400001 zbW%=J06^y0W&i*LAxT6*RCt{2SkH?bMHGHL(=%H;vpqA2NcIqSyyPH)4G9=>NsAY6 z8Hj&CA4CumnL{of#8xx}#LV1t>5vHCc0GF927_0dV8n~i@dqp-S{I`sO6OH|)pS)? z&1^SgvMl&uwyM7OeO0fkt6o(vKn)w(VS>Ls{0)AC&_`A`#>S(+;yPWfvJFx4j(Va& z+w2carZ`*&8NVlCyDFTh4OeZ@vYM1t&m23nX`Tf+6pzMN;}cbS>P$IJY+_(68WH|l zMRjD3_ax1k)@Axubg%i4L~TS$T})<=kL1Dk03Eo+q11~ya9LLI1zct?vYT+^+R%j| zy;Sra(F@d*)vf1KUZ-r<7c)OChmsGkMgbR;x=Z0W+LmjD*Law2gASE7L2^-%`xTs` z80Zdx4j;+kHt!dD#Ln%+FqkR*KOoupl|#__t;+!0-@uX3A9FR?lVI+Mds zcOqW$Gcu*-dX3ZuwK_CZo;YwL+x6+4gR(!84WnJk{4#9_rEnm6K&z+^DbCsfbzzH* z)b+~#97y3?pOHg9=z2^>RY&N*7W-8c7w!bwi1U;|{q_*^W}YxY3ki@h@*)crO5s2> zy<0`uADpl3w*=>^Wky&lUJ= z#+bT-aXV+fbLe4QBwYH1AEncR?_g*WCSCbBN{vB3aA82>~Csuxg;J-cCWH&*k z;F3SsBZYQF!5xfAq;pvT8keodRvN<`ZzBbtLiV{cF5=smx9HS1^`DHNBYr!2I6BF1 zcgzN_-gxGAp@7%TInfja_g#1ym-}jNf^2vG^Y#}n1_j@Z%DDnl3dVn7NN9#1>B5x? zo!i%`aJAaCa%-~3ccPjCt{CB+XrR!!&P->*MxeKy$QVtxPU8z%6U7^Ae^h_a_y}sC zAft8TBe=t&C#IO?`QJ?=s@i_T_!=qt>&JKG_85>`U+^OVrMmzC002ovPDHLkV1fdS BFwX!0 literal 0 HcmV?d00001 diff --git a/img456.png b/img456.png new file mode 100644 index 0000000000000000000000000000000000000000..61f5ce773d665259df8e10dbb4a898c4f7eca19b GIT binary patch literal 1468 zcmV;t1w;CYP)RHR400001 zbW%=J06^y0W&i*MI!Q!9RCt{2S#Mt~ zx~pb-W}@Pe@S_fEUV!Zh#b+O+Ps2Fl7=@@1eTjd8r5#A22Xt)J!b_h7@WT|H`Jl6(- z6+Y2dF`z6!LlTtb5_#olsk@9#B5$r7~U08&@nV4^WZk4X1C9%CIF50b(+C|YLeFClny{&Cn zNyj4iDkOZB;c7Y=!-$nGfljm>1}^lHJd$6EQy#>8 z%Ih{Q;~QC1vh$iNM?|3ulx=i;-_>sneYYcO}SLk$gxb z&o2Pou4#c2_hegqd#A}=^A1nbq|_9vc_J#McK_=vjpXA!$^Xb^VMVP0w^0=L*wo>J zS5GrnkX|(5qBEaThfU^-&x^x~T@SCRgw#W&>}Z)+LQ1>^s0<)pz+;(fq(3Q9U}Y z5>$Uz#clgNQm-?57^ZN>!6;0V33@ zbT7kOqSqH$dDg9-{GJy1PQN%BP49#la{6R=1g@|T)@m${`9~J<9R$Nme+Sh3ijsc; zoT4jcn!N_`C??rq7olT`B1z4eQwbrdZT`eFpQ7t(89LzkD9ob@8Ib(9)hFZqvvkB03zxM!`x_5Yw#?XR3G_wpui3H zTgTX225t4{qnA#!;SIRI4wbMtH@cp-Rn)6NS}eL6f(Fzn4wfNQ`)Q3Dtok6|DAIbg zxSey`^lFecnh3PpjN2dt1~HRlTjBXMYYbc;Mug&0xI&OP{O`QH&ooV%zBY ziAmox=I$KuS#rXt5!-gpuZLswMFknFv?&)gV%vD~vU4sz`;SG9*tWaA-x{vEsc-}L WBH60U!3MJc0000RHR400001 zbW%=J06^y0W&i*Np-DtRRCt{2noWotMHGPF?9BA^&Q5m?A|Vk%#)}70Y{Q*p@m6&Z` zb#>QN|5VR(Z=$ICV79C4y|3P@>guZ3-3zd8q1kgiE))E@LbJsF{5m3zg*I17hn;Fe zv{~3gLyc2ke>kcD4H1x#T3i@PmF+R&vQnK>{Qk+_CoXyE6vns_%D(jFVL0)A>Azi53L5y_RU$D5^^IYs|+Y0My&=8zwxNsU?i5UXV z*y#)3OSXv8iVHI-#UL{*|0*%6g0_6JtWrqg=T)xCCqtDYU-az2x8n=xrWC`pA)gio z{D6N?!x6!Qm_Ois(;Ux|G0K<@Xdd)I8}X_GqyhEA^kshLuVD3aaDUhe(U0tF*BRmUq4T)gNc*9hUxN`M zLuiIBjUH|{K}6%tYYqodDN>4-J@DFMYw*4XDVClQ-E&shk1+w4Tj2rsElUc8`=Ma^ zi!LG~NQyp$*P^1lq1s_8@;dTAy-_LMun*e zs;h22Nwj8x(&?AQR0M71<|`XASw@wp+SQUk&OFUX(Za00zIsPdKZVCip(tl9)cvx= zIz#CyH4Vk6sEJ%zOV}5Lq6bQ4BR{(-AaW(>((wu|ZC3c3J#(N zA@eZb4npg02X|X3bB=afB$jECSY<@r>UMCaZ;wOaeylY&+UVJQqnaUyQp26}tQ7)x zIhL&%azAh!&+TT`TD<{|Cvmvh8pnV-*6yK|APg{&n0db5*jZ=eOcQ=^Gw(wkk#IAm zR-J$u1S4)T!!~t41W0BN@1e?M0hqHo?)%c66Ycv*VE!NzOo7DOtd2QHXB-Om0~DJK zQ;u^k>V}C?(W&Vkx7fzsx$^2;Ff`;$V*xMFZ!CW8lGg@LeowKi`@v`l3FnI>vCN1w zn=W};hov(#;m6+PUi%#po(PSnZB8lyVwGNjB{6QX*!h^6u#0mU4CQ20K}9#ScL^Ey z)lI1sSOGDN3vrNxltE!qL%?+uDg{*JptmCaTBuXf+N z)jp;tn%(V6UByvpWB$a0;+8G?jT?SnYi4Q0@T|d@ol#%MW|t z=@O%2#QE0=cvP-`H~d>LLyerott2#!d0tpW-TF4I)%$Sg+@~Jrp7_Yw78>AlVi5e9 zv^)U5-faxd!`tIFw6FT?nWDu>*qR$Lg0K%BPJk03-8C6xc3bR=6Ekn__>O(TQ2LO9 zi^GzU%&15R1!HhWpXKHQj?{2KwsAA$eqtY>Wt0S5X#4<4wUZav@eEepK!bbRFw5Sk zFp|}W<9RI&;*ZGSWQcGGURtvVaC5V#y9GX^;6zvgSz&e#`+UF!5(s7Q4d@US!HEzG z{;^t*k4kHCh7MFy?StMX-Kx8PbhmW4&3{Hmh&uR`r z)^CEGGlYED2TcLBV`*d9vAL$5(Mf|C_*)Pz4{jgxfi3Q%OO` zN7er*akIgaPz4_p+V&Lh-il=*xDNWynLPUzfhD2xKJ*}1g847YMYSQZ`~^7`YloFJ Rwm1L)002ovPDHLkV1ju-W$gd} literal 0 HcmV?d00001 diff --git a/img458.png b/img458.png new file mode 100644 index 0000000000000000000000000000000000000000..d4792c8b8eabf9b67fbdb8706ef61d7b7bb0567d GIT binary patch literal 248 zcmeAS@N?(olHy`uVBq!ia0vp^!ayv?!py+H=>42yJCI`#;1lAydGqEKD^|>zGiSnt z2`w!x6%`dZIXMXl2_YdN9v&VxHZ}$Z1}Z8l5)u+TJUl>6uOd&+15%77L4Lsu4$p3+ z0Xb!!E{-7;bCQAD9;7=kF)1W52^1SIXyO%Ut&!p3@u}j8Xk_kq!0`H6(u}THUZI2< z2BpdaZ+=QER5`jC76>@uv<2|gB0y85}Sb4q9e0G5YOk^lez literal 0 HcmV?d00001 diff --git a/img459.png b/img459.png new file mode 100644 index 0000000000000000000000000000000000000000..e7a821c23a8da47131895a1e0a0dca09ea519bf2 GIT binary patch literal 758 zcmVRHR400001 zbW%=J06^y0W&i*JbV)=(RCt{2RzHi>KotKa*<9i!o1|1k4A^ONjfIVDEf%RgUBe$@u19GRY>~7S|~E?lSY{{obE>lQ%C5 zj8UWJBn|-jxA~&9XxJImADEU26TEwyk24aSXC=s&Q{GJ_4m8MvBPQ?Z9!H|M-pc1z zG|PI+6bp2F*oD^}NK+=UJb80mzPuh_NNyc_i#(Ms-ozjd+(Q>=YIKQ3St>Z+2S)FxXpLO;XlkqC zrh1iPips9CNZa0B%|RtoNmFh^S2KO9ZAtrj(i%h7ZlZk$WF<=sSzBVr9Emd~j6y^d zwn$aIMLJH6qhninwaKU7i{qJ%Pb@@P8VUNm&%v~*#mVP-VZ_t)0hjdOPyx_&Ha$#7^TOvi~PFY)J6%EVGQHbT)Jx zUW3F)N}5#iq1G9tLfPdT<(-uJ8)Ii&hmhK8j4)i)DWz&Z%y(D|V)r{>n9U=4-Xr+> zjk0<=L@Ik_*pR@=#=0B0ssI207*qoM6N<$g2M7(?f?J) literal 0 HcmV?d00001 diff --git a/img46.png b/img46.png new file mode 100644 index 0000000000000000000000000000000000000000..5b04a4d03cfa9581b85e0b6d443c8ebaadbb4c13 GIT binary patch literal 372 zcmV-)0gL{LP)RHR400001 zbW%=J06^y0W&i*H@<~KNRCt`#QacWUKoEWWmX)Z`7`3qQ29`D^#MXw`n{1&ytsUOL z3m7?qH}Ep{dH{5t1r>v6Y%uX9%j}yslQ%;axM7QOXvKt0hr>L*sV`uSv>fmOhkw`e z3hq9x0^}?VxKe^oDd7>1qfG39fpk{zuM(+&|oisgeZ@j1cNXiTK3}E@GEWrI-H4x4z z41tw;7%+X*skRHR400001 zbW%=J06^y0W&i*H$w@>(RCt_YV89C$*zwCVurhEka5L~TFtD=$S$IG-50GF1>tJAz z7GMODd_c@001|t^0J2AbfL*u%2b@*_k_kY}&u{^16F0*LCaw#-VBQCy4g4TaF&yAq zpa9a<0EA$`od9-Q1DP%$4KU8zz)%KZN`2PR^002ovPDHLkV1jiGbU^?B literal 0 HcmV?d00001 diff --git a/img461.png b/img461.png new file mode 100644 index 0000000000000000000000000000000000000000..41bb94bfbf34c630c848cd7cb59e95147af4f19a GIT binary patch literal 479 zcmV<50U-W~P)RHR400001 zbW%=J06^y0W&i*IT}ebiRCt`-l)FmAKoo}mgk6)pLg@~Yy_>;`cf4-BG%p@70r}YjA%6?R;bWvw( zcr^5S$e-)MgX%)$vZ?%`I$!BP6~1J%h1dWA=wUETICQ6&tXVsRv5McbkAFAwf2G5B;Hu@Fyvv=NQgcO~ zX<0id({BDewOo>0Q6gGsHrbyP7!~dGiP%eSiM-an^_Ys;pG51Lxg}xJ%E!5EHgxU; zNe=L)xFKiM%~GBIc=18I!vZah3+9GAy;98W>|Cdv*&Zhix5Q7HjQ+0H@FDVzJ^{@i VOYIX0tor}}002ovPDHLkV1gP$+0_65 literal 0 HcmV?d00001 diff --git a/img462.png b/img462.png new file mode 100644 index 0000000000000000000000000000000000000000..f88767ef16050fab7147374fbbf8c03b34cdbe9f GIT binary patch literal 524 zcmV+n0`vWeP)RHR400001 zbW%=J06^y0W&i*Iib+I4RCt{2RIy6LKoETicV6x;CMgvW(%ak@ND3>f)QWJQ5D;u^ zf|XyP=LZNW#7>A{@8K65wiXw#5w2Kgce1%XHy+wq_#ito`(}2Aw@UyEw{xU7D5Tr7 z*}_Ey7wFiOgx7e(5{a|{a%pA(hd)IOY$zv_O9f0JO6g7!ml(vHMRu&a27vRM4quVm zTP{mbZPsyWa4DChA)ZC$s1XU|OX<`go}q?Drsi#F^>-1gH8ZzzHs?ND<1OSQ8DCtN zHw+0_##A#q5ve2u>sEvm)7=gs_okt)Azw-yN_~U+#Aw;ig-{u;ZB>2(Paih{u0?@&&Gi@i6Lcna zQC}<&j+nZipLi+dn*|Sc9FkJ6S)NkouuBqFfv;H%Qd`Mne5wy_4ot}4^c literal 0 HcmV?d00001 diff --git a/img463.png b/img463.png new file mode 100644 index 0000000000000000000000000000000000000000..d8b3df1583e77ac45bc4159cc15dcf427dea34b1 GIT binary patch literal 232 zcmeAS@N?(olHy`uVBq!ia0vp^l0YoW!py+Hcq{PL1t7;Dz$e6Y^XAPfR;-vaXU>EP z6IxnYDk>^+a&i(95<)^kJUl#XY-|h+3{+H9BqStwczA%CUPYds2c#HFg8YIR9G=}s z19H+lT^vIy<|HQ^V3!Ep*ez~gu;*L;fz_fcJ1lM{_>{HjvP?~8mC>-7*2&!>ZPzfj z;9!Fdb0^ChCLSL42YW);nAzAZ-ZLI%X=A&YnxDL{vEt|XSL=-o^dE$Ev}ivt`jBGb dF8!U6;eEfb)8Ecz=|CG9JYD@<);T3K0RVX{PAUKZ literal 0 HcmV?d00001 diff --git a/img464.png b/img464.png new file mode 100644 index 0000000000000000000000000000000000000000..e8afd0b4368bb6d562fcff44b1fbbb36060f3bfd GIT binary patch literal 216 zcmeAS@N?(olHy`uVBq!ia0vp^!ayv`!py+Hc(%Ao638(K@Ck9k^%8Q&Z;51JV zO-Qg{NL*$lVPN4fgI_|;z{KE7K7-Nc`B&pp9|$*OC;X4~V9jP+-pAK{`uop`KpPl5 MUHx3vIVCg!01CuIX#fBK literal 0 HcmV?d00001 diff --git a/img465.png b/img465.png new file mode 100644 index 0000000000000000000000000000000000000000..dced4f91e503c89c7a148d4bc773f4a6be355131 GIT binary patch literal 374 zcmV-+0g3*JP)RHR400001 zbW%=J06^y0W&i*H^hrcPRCt_YU_b*3$ejBiqJe>dA4!ZIMDX)7{72V`4RB!P^8e+- zsf0+N!1n>lVu8{h7$71MJd98y4?smY8CX~*E@(hf%fKK&maU`!CJd1ST`*Pxln#K) zv7)K9X5eLDD1h*(PIm9BFhb#vJ4Me+m&;j-Y29^V8ViKs_ z4h9B>4`@ml7NGDxqbcEe+P{Foiy;umf(d;RHR400001 zbW%=J06^y0W&i*H{7FPXRCt_YU_b*3$ejBiqJe>dA4!ZIMDX)7{72V`4R9cHKESyA z|M@V)NCXOe9~c<8Kr9xxNgu!tjo@K~8hHRJ!pXqGGI2ozl3E4^0kUi*1u$WV9O#0v z5}EP6Dley za&mGK5)wi}LOeV?Y;0@{3=C9MR3s!MczAe#%KvYUx(}onOM?7@862M7NCR?AJzX3_ zD&{07Ff_9X96ZFp%EePqz@xFbk&(6FCKD$+8=IQK(Sr@#5~)Ty3>VoC+FWB&U}WIi X%{uqNhNDJ60~kDA{an^LB{Ts5WzaF0 literal 0 HcmV?d00001 diff --git a/img468.png b/img468.png new file mode 100644 index 0000000000000000000000000000000000000000..3ecf2f3fc07f9dd572b93052ba9f19e49efc28d1 GIT binary patch literal 828 zcmV-C1H=4@P)RHR400001 zbW%=J06^y0W&i*Jx=BPqRCt{2R!eIWQ561?NisLdOy(|J2;EGHw^S8*-E zY{Z=%QA9U(ilTO-@fR4B7B|x3LRZ>=YwKt!h#RApZUi$@sMXqz=guoLiHTF_vR}x| zIp4YGanF4uzzFD5-MhF36iLnj8X%7v9%Byf8jVMZGbxip4A+0QBef8`>gYfw)67k- zI?t(=@%y+!Rxa!Hy~WR3K>#IbP`5a|HfmN5?1T#oGXd@5(J$eoYaA9k=6pMehoqLD z^hfi1$9*xk-&KzQty(o%Mn0DG@SR#zIrK@D-iU-^OxZ~%n`WfdSm@)@=M~_zM4-|J zD&-QfWCpt4W>5r+YD?uYBSAP=j*-Zt<@=K!U{BD3cE_+Ifn^RcxOM!6Y9*C^sIlb4 zQX{$Q4UBP2iqbsKrK`{3kz536yBJ}WID?`h|5WR zdP@?HcW|9RS_mx6;c}Lz!*~woS>^qheYw&xux5OuRAD9iyqT z@Ahx+HRx)ZnqQ{7mij`Jw(!Rg)cW))Ch)A-MBsfnF_+y7I}LmW=Ao=0wESoF^NT~N z$AzZyH4qCy`>MS`(=T|^0?&Ug4co~~&p=s2oJU#q7k>eusmIulp;)Z|0000$r{DK)Ap4~_T za@ssy978JRBquO1`LS_mBs4JpV|O^yz_La05KoT7Cxw_PkC`THn9p#PSxH3V-v9s2 z%f$J9Fg-ZK&BnuHt#F3lq4>r_pE^6{w*UX_4Ppcm5~7&{`8PKxB+OQL+@Q%-!hOM< zr-%KfZm&8-Xrj@O1Ta JS?83{1ONuRSCs$& literal 0 HcmV?d00001 diff --git a/img47.png b/img47.png new file mode 100644 index 0000000000000000000000000000000000000000..71228d52780207cec2e282caaa27b3d4df14cf5f GIT binary patch literal 302 zcmeAS@N?(olHy`uVBq!ia0vp^IzTMP!py+HcuD>u6OdyN;1lAydGqEKD^|>zGiSnt z2`w!x6%`dZIXMXl2_YdN9v&VxHZ}$Z1}Z8l5)u+TJUl>6uOd&+15%77L4Lsu4$p3+ z0Xb_tT^vIy<|HRDF!{07v86mX@PYAQC4*X|#1H!oh7TBc6D9>VG#-@m;QsUf0J~AM z$AONNawhH;J?2M07&?x=IU?1B0nD*oFiH2gf!!20AOGtc|~{}U6K zH{E>aG^ME6$iN`*1<$I6uw(oYE;l7_s3i#cB|I=lNOIjoAuZ?o-q!yejy`#BlY5+?7qrfm?y@X7F_Nb6Mw<&;$Tf>}@Ro literal 0 HcmV?d00001 diff --git a/img470.png b/img470.png new file mode 100644 index 0000000000000000000000000000000000000000..161c24969dab07857565d347234652a4641c7353 GIT binary patch literal 12042 zcmZX)bx>Ph)HWI%io1J(7N@w=;!vOkTA;WTDeg{?7Aam@+@(ly*I>mZSh3(1f_s2K za{0aU&Uf#8_m4Ac&U4PJ*>h$dS^MmmciO6i&*+{3002UDH6>jD01feUUE)3gXx@#G z>!*tDrK_z6Sc=ImRRaK60P0Gw_5HGsbNGU`J6oVYVP82-GB4`q_S7Qw>JdJ#$MSe3 z?9qQ{>P{6BsZCQfmSORI>7{65;mks(j`8yA)6320nB>r8xZ=WRkPc~a8cSd}M0AS8 zm=_nZGctAotrssmVt9krk-^1Zp|0#9s6jUV;`rB_0xa(?@C*N9P8hIEow%|dEFS$~{k37q zfRm|g7A&&;Ew&0m2jcS-IxGSmc0$nF0P!Mt9l{lmQe?Q8!>eDd0j!K2 zG|01%-FRZp!oM(PCq_}|*a^~w|3mCfaSL@}z9% zV`<5}IqTVV#(lcARjq%=(&+62o_1);(Wc`BUeA726YAcM8FuQjfRM&+%m|w`SLq-P za)SRnv_^xe0$P$kY9)GY?n?7*p(e_u=Y&^7$t4Ak|nygS9BI?JSK)fW*+ zXL1s*hf+;&Ze#NJ_E|NO2bBU%#3@DEy2mKIPrO`MCv_$H5W>!=1h8lxd_#9peHBL< zuDp7lbLXO|Zgj&_LCx+D3k28v0N;2qTea-YiYLc>GlVa*Nt3dAV^eo`v z7taGHAOdx>BKtyeWR>=%=B<+BCsNWdw{v9!^Tywl95)9N>^ZWYH}mL#aUHgZN>3OUrb#P4{l&Gqqf-r(T;IXNn+FX5%IB?swcR zTR)s%=gyN*d+(XlK-bzup0@%R@eKRSt32{+q8D*gug^fVDhBC|xU+Wc!4W}_`TIpR zo8`EDJUOkIM~UScj2DWJ>_4M@A~m__;im*k_gC1?)EsffR_LGCEjM0`IOGSV0V2N zvp&|q2|F$z?c9`NGm)$4p?l`MafEC%Pl5?{?xU4|=Z5xaItbzEhlI4H7}cwWJVFF4 z!aePFZms>!`taz1D+0Y|vBN>rmbQC2ofI@&ONJkDIx{3Z)YxEu*JAL7OX*p-oyYIPRA#k*rlXV?e~n3W z2)1{?aw91yP|_WJ47+-rn^?|~eS2Svu{M^GxohQ-g3ry+FE^OAg3x+lq;}9IBnNxN zC0Bq1Ec_ReO5E6;qEcTNqlqzjCfvz#6%+kgHfB>gLmcu`|Kf4C#{e}wzdd4zXrk^bZ#NJUcf)oU1jr}Cnc$QJIjFH5>r$AE~;>rb^M1{Gu zci|WCK!?xK#4nJh-ps&p5g<>(KN_`UU=U1Tky3Lo4OwImm1fN>=uI9L-Cn= z2vJp_EA#Ve?iia{z&zgxB=`bK#6$>q=soRvC_huaz$z^gci)Tn_5#sDhq2F#=$fZc zY^Z6#0%za!+#UuUws{POM2!G=J03krGLA_@c>s@pq0N`fHS(t}r??h>^I-&YT^+~k zKi`SF%%Z|b*}bS0L(dL-K#7?ib1LnO#mdUXsa_M9dJF548ZhsV;F;SQ@i*0Pa_IR*;a9DJ1$v z-or%<=PckVi{UaM#{jeRC#%igFXggFQo9J;xXj;8Wyf0!TF@98Q7wZ5%pE&)I&}WZ z-pWa`&;s$SutWE|(~7`*w;EufB$nASxu6v_9BP#|Fz~CpL=Ge`kF^G9z(E@k963S?m&J#+2Hy<5?n*?RO)$kJwC`5Nlr0#@=(d_ zg1vdQ*0MLv02CD{L6g$0Xeyw<4VX`fbW?TjJyqw!Dk>s+gT2|E#h17F;mqtZ$s3)d z?##~AAAHB|^RUjS4RBpr3c)J}UQ~GyXxe~vn9gN4$vxN8l7~yXU@q%>Yp4>#&MioH z2=U7McQVbI)(@`4lfYrdZ;Pd}t&4b1RPFaV-Cn=iwrm=iz6TI9^XT(BEGc*l`9IyCvR` zhRR$QCb=MAj|_i6>fe6ehNB`^&Be#aq%8`M%#ChmP><+eEn_&Q_UbyIX| zMG;mzP=ha(NO9u%vWWSK7Op`4k11G+d$X(L(Uf^Kd&K*RH!v2WQkIRovUG{RHzBpL z3*^`v=T)Iel0xqIjq&VgS?FJDUANQ52bX!T{v=(rxI(hVeg4c@RVF@cQGX}vo>b!l z0XfQUZ=$`n$U)Je6Fxsu`7W~6JWpzCpgKeb11)l@z?%wK*Vu%=>PP#vfHDWa(W6 zY+t4d+?)S|$0B#CzLLM!=qY)mGF)gCG(uPjGFt99O+KF8RL1w@PFeMQ8(F3vl%MT2 zv*KZRxtcq)8~oil_JSp7OaP5!YQ`&cm4E6mKI|lXm7m6l{r9Rg`blC;j08EC#5T8w z$Cq;6FkhN|8tl*xBECAbd!FnYYQQ~yC-FKKZ!oU3TQrRbqePY<2|M;dN4I5_cp%5F z7NF+~!%XNp!PhGd&YzD{A8jYwqF%9hTqawUqblRTBcCYughQD7%babO-YdTeq~nBYN4s{nu!nacb?2D6$t0hFaAD>pGh;O!a*MV8;_{ zc2+6b!bWCXJNc4s`{xr6U?{UQ$>jfK?X)i)* z1t};}p7@H_Jg@@F)G~bg_P}|1c?n06OH0?!#W^h7=U(YmS zmvE!@g`G~UYVTh1D;XmS9%Yn&2jVh+EmLfW9rZn*r6UKDjDquEC)6bL#t61lVFMD; zQ9Zi~))33!s+m|F1zq`vss`mX1AA`g7Zq7+hQk}Ui{J9o8!hVQ zI5=6;c;$px-udPV75{DhVr&ue`nLW?tA41oN+MuS-Wa8#pQFC)+r08!ef+rOu3s#| z>55dhEIulD;>c>?V-0#`xsga_*5s{^U3edA-mxO z0qle{WRW~A67GMfP!fB#YuFfb%XqjQ+r-yQXBiHkMzIPVF)^tESiq)E8a%pbr7YGKD+DacFt z4ycB)zii459Qj>P_FbTE04gGeAw&}+JH#$eOBKoyed=)&0TYOj-{~^~r~v3Q70iLs zc4xeR4p_GK%Jd%WxST|DBN*e#fHRbIa?=l6BZ?qVDg`rLUZ` zJ8GJ`@PaKBpQ_(M+<$# zo>;h~mZ`=CR`qfoLKY$w(t%x-=jlRQZ_a8k2>NpFBFH=N6lHjI6f{>-&^nVN$*0Kt zro!|B?9D=ulqs+4e|0FW8d$)w^LAbq9!f@J%i!Qj=k1&xj#V(D;^wBZDz+|5Cy{2b zB5rMC1Uh(!_vfvRTNP^W#~LY6m-HOtabnX=uuH^ZJAIYjC!;Grp1klyRTAm*S&(ug zKBrUU^ZxmNc;5y5@mn{J@fnWB&E^L2%3reG5@dA8=||%$+T7CqP3!b3W^>2#b=&?L zZcXu8s8_@Oj&D?bSK=H4@f>$mf)!`$hl<>>F!mwy#Y4XgYO#BdBLuAjXd!T>_|Kh4 znV6F2%sQj5AsWm!l70uz!BP5lx(dqo8MeEB^Fmu(H

JIsJM0-5#ZG{F$w1`Gtg) zt{rkKhC1(~V+-_y$kJRo7mCw<-3yCVPl)uJ{^#x>{iQTU?%InF8BeAl-*DI$gb)s7 z_DX$Gc#>=yWW^%pxKW<&BDN%qLJSN@-_J!*b^Wp?+R|D-zy*leX5iHRQm?#-n$OjY zztk-xOR)VAkmXG(pfh~$$cEmo{B?ZDwgYM?L>K)F6!8%UAZ4zMIWf@Bs35|thEX>o zAZXGoG*p=0(Cu#suo(Xj^EL~#cJ88Tn>IhscA?AX4E+|WD30+L@-Tr+qy_mkA*o(f za&|RzlQk}wzo_q!exd7kS0X^c5ghz}W`X*tBpcm315XA6DfV*hgi^Koo6ab#5OABr zC3b)_jXj7EK+<6<*t2YyLmF*q|H_2M9vMKAL^1=*4Wq@j-s}0K>TCD7d|=UGJxUSU zo9@qcK|{uTGw$4x`E?q(4r1Y8d7bj`phCEEe3>RUsyb1RP10~0fAd_};L>qHnJ_hC| zIOp1NQ`8UFnjCCegpXK6h`OzE^F0#)`&31pRsBU*C-+l_Bk=B)Y#dgW=ZD>76mP{Kc%qRS2=A8r?0qYg}B8dzWVI0ui^PMEX*>7t)jUe z!O?HOj?kzq+P0GmZiLkZ9)ig5u4^1vtt8g7E_2>4h)HQF*|ftqJ3>S6HjPz(#C*M% z6PY!Y#l!oAzUA0i`?iIaf;=UdrKrY$Y3ADH=l35V&<`ehISU>1_`o)>3At)M?~^8b z6T-u(%)dGykaUE#-}?h;jqZ#YQlRmYfVVa!*KN#I9i<17_0?QDQK`5GdA;#9y_RN7 z)>f;-Yz`y`p^VE;B8LtoOKD$VHjZXZ4;ntD-nBt_BXkAcV!P4imPXKDi9@(!P^!A+geewx6I!<~tRPUC+fS*o)00`l@R z<)F;EY{OcoUInWW--n9F+9hV@Uz%<=7DX0!czjUwjI zzQr-0-5aNYcXe!BM3gDG`T@^^FaW6^nIxq`E-$wgc7`KAUz-gtpBB0pemvDJG;06M zw#0D!Be@(T!2EwG>W%BVq}O*n6k9d{=U8#)6jkRRi*shHey(mFb~8R@!;&8;3vlaD zIK4pEvVI1j#?G8g59uk+7Eo4odFY+f16Vi-S&T2UVAa%qjp|KzI3}jnwrWdz1OJ-d zaDa;`^QHBPpem)Ye{Ns{H*})g+HJAtmnp)JCkbbP%xQ3|o1%sma!OMoPou7*Jx*r@ zpO!?`*gp7@hH}qJ_L^Y39NLcwEe(bOEMFe3YiP=2HwpUQUivfwFVw~}g$R974C}A$ zqtYL0Yhm;~TV*G~b+cG;aRuZB@KW(nRx|(Olwg$PHU!vmK%U2pM zIx_B90mlf>jXN;e)K!b;`rw$kxW%F8hChLqqS$B6><+XHy8}VN?d&@E`OF#-k(+C0 z(0Hil;M$Od6X``z_=);abe(-Qz=Zrv<~P3>%Z7U-PrnoWCAkUh>=12r_WH*)osK1{Y?Ak;V|qeTUwwZ;dlhr5Va0vP){ znnavUxY~>s65+u4kI#i>hA3|+-69N9;uh@M2P!lTBNPs2dm|Fey<%A{Z@>IF|89u} zHTwQ0es}Iaq5faJ-gMYx;{Qc6@gnX^ob3+#r!b)z1HD6oepa)647x6pu=&P5lAgUS z^m%dODBJ7mlTuFpB}{g&nlSqL<^;b05Z7T=lwwLq+h4?uS7{2>*%!D>I^W*CZHhz! z^=cKzKkZ_%EVOnz>wIxx_f^StqKHmW@We^YWhmts|Ks|e;x3=njeF;Qj@lnZkHj0M z-xGH1{pzZCGY$LMuBS@egtXdHqq&!#Au)53W@9G#3-lPPSRJN+^Sr!pJ)3#6x0`Tp zA8hia`xx&M7Q%gx^$M?ky|@THEiPh0+kYp#SzKgt=~K)pbHA2TK|HbGY51*4Ppt7O z$l&qrT3OxP{O8sG7I*yy>$J3hMBBNA*%Htl?QGw~+#tlUUvL%Ac<@vLCS12(`IGx< zJ+bZHXOFlCBH1ItXfY?E10>e6<$G52+y7pAs6%t3LSFM|Ha?>i(R23ifY&rfBmGCP zJ|gRH3I!T~z#^u-)c((UQ8QkH^SJ!$Q$m7FJ(6f6JA2|xy}CNS@Gn&pYAj77T9v2o z88>J3j+W^dujzL zVdt?oz5oI$W7x)KbeNB){(7IP*;&*gHF164*?Q?@?@ZIuU~{F{!(O(I5!RKLwYs2+ zKE+YF4xVtq=@~-+Ry#D^opT9XxBQ;heH)`bvYiScd}yV^_oTeFB9%~?yX4qm3}5z( zuU%w}Ny?D{>UJjEbvwg`PP-1q?`{4@c*Fh?fH84+WYbE@qOT+w$I6PIDp6;7kAb>V zmDyaS-jZ#N4P=~6_nGE>_XIAi#4xCP^~=k)KfO(>H0H&8up+x0sxD6n;t^xOUvj?i z77+2+#{wf~lscK_+w-&HB91QMLw%3()|hjzl{8-1=PYkJmb8zB%tTe^=uM7T_wFly z7r9S4V2=+gFeba^{$k=r?Eb8%-6U2MmwyJ63z}M$%S7)2LjHN?plesQdrCabAkkN3 ze!l+E`g+4m-Z<%(lCq2&EG2M~yu?3jvMo#MmY1!Qz0FL^HA`b(Vy&1ux(F|QZtSnD zvTT!U_g#h38hsGEy4*S~<6aB2`}N$rAest};P7Mh6yNHYY7VDuWe6jg!%uA*zo#x3 zyx{#IKgV#cY0ToZRWRQTrr*dnYR#s~T>G7$a*cLffDZQ3s{)F5oaEr%HKX3+s9;~u z=y41OuWr}20lk83bHH_~nVgPzwv~qIK~Aye1s28(6`7OCBpmGb=Sz)`$Om5d)TDN?Foa=bu0aT@!@tn;Kpg}8 zg6VGEb^53&D@zc`UuC5}E5UGnQ6w2+N}9=Asf6&_9PLq1a_~UANvbisYIXlJrM}>> zF@=BddcEw;r>JOH{_T0p_{nq-!+>>uzzVztIXu@N~!}WaE zQ_2~ZGY7j^W4y>O;AlJXbv`Ov)$(L*JMoU>vXizu-_oo`ghLkV7vPy|%$CtDgHyZ; z@THQ4tHYGlmg`neE;hOE7sDne@>hrC7RXn{vBZF?mVu%k`wuwrdo(AuL^V+@h&U~7 z?{Qkdz?q3%#D?^5igf=E*zSpFSG=S{e3~30LjjT%N#1xGtOl zO{~!88^%Ap3=J-fG!eFswK6%^1uZp+V)x_rxi`j(Z*6Uv=T$_rJjn?p>U2ud1#E3Q z;N+P^rm9dp!$d7!Ku<`>wZ%hb{(|d~9zUQ$M;xy&Frr!qcU8G&{gaOE>J4;Br_wd< zn9ee=;LN4>?4dyZB6~o^qNnQdfpHV*C!AyvZ_b^C+7)ujDp;RtOP-%8DX}CRr2|YI z^cd!2G*)gd6N=>qc3slSNPsaU29fx(GpT{7FSk7hw^nImY2Yt$dp~<{ok|48_Z+&v z{j&)>LHBb(8s*n)SA8qM15DWI<)N)&1*F~nq2KpWnJh_t?EGCM`OoX>1~jHqc4Dx7 z9Ch;;j|P}P+&pdSwf>H%LhCymCWpaL6rsmP6M3006IlU$y<8 z(kmu*yL_|3sw*~x7}J%nWT)Jt*^tpkxXJ!t0T1NGUhasTV;ooen;aE(AkFnH(~y$5z0 ztg84z11=Nv7LYF={(D;sb@U+Br;1-!?+*RL%2*ue=2- zkE@v#zS;o*L@ocF1z-A_{f1UY@Is_R58B`Kp*FB$Z^a}{i4 zEI6?Lf&M>CS)fL1mtWcTB4YUPACJ0T3}2Q$d$Fq8aPOz?E{^fR=}lo~2kC%$k?`vZ z|G7X}{TCP&E2`&U`xet$H${HsiH-R#D#Q2bxOYfy?ytsh_S9vYy5qK-U-jNWK_qA$ z{~B@BPVPbJ&W{`$P;eQ~2#&HY$ISEJAZXL}iY}AdfPw|D85O$X^0Fs!t2gQm=G4En zEnULwUHdv;{rts1C*Ew+p>5s$K zuhL(_SND_UMOzU*hMj_tqD~uXadBF+&cvuZ~|2Y zIXc@EtMRhGm?lUR>+<5jyv^@ioRamIXThc?zeZYOH1IS!t#y7{T<%uvP!Q32<<0DC zrY>Qn@C)r|#B}Z=YeloLbF~HA-i3r{b000*P6u;K8&LO?@RjD!%#_ znAtCyH#E~BZE9`T?=DtfaYnSP)KFosBk@PD@<=(-a7JpuD7n~`FVK9qL%9i;@VHhV zh6<`_F4_;;6ih4aI^LP2+hyAo9}ZSKgZiYlA>n#Nv^>`|Ax?wXp#*lc9AidRKhNI9 zRz-!hPWm9y0r>~HX60&8kUfMixy-PJ_9n?J2r9Zn`Dd3x>{~tS0eqD_+ zz$giPuO{`5K0=D;B^Sk|);Q_<2xm+T*rgn;7`JQ3fP{~TgGuF^7ij6$<1tvy1o zyhDe?Vv?g;3TTh6aCxVv>iP8d#k86e-;27(Gw_x0v`ZeNgH-11pOOw;a~OVu|FY|* zJGM>j9j$lXdhb%KuO5Kk|CnrZ2b&WvxR4tpOLWTlw{7Hjm167$z_Eu^w%vth=bf4v z=VCuS*DT455`odPeP^WRDy25MTR z0Wr2dMfGg1j)zZbxt#t6n5b`}eokxz=H%XC1l`#QFUBzLiJYfE79h(adkCh;zsfAq zMyqSr{TE*IQEMQ%mbi)X-?&HThM z;g6hD2yCa_&xYmc!4oFnAKkrYLVWD1>#l7X#0P70n4Xk>F!*!~YE&~#2uy?!)^~Er zc`QAc%AVf;-2G-Qp8L$w(?w;0fUOiwy|SpqvI!2eQy>$*O^&As@uj8f!K8RW4&89j#7QA-yF1FZoHm!RN= z#*i7W+UvY;#zTj7OJbo2Yb_ky9IlPS-dA{z2>)#~0815LQo4sX5L0mKQHU0r8X-j^ z9lw=K)OaG(WOtYb!mO28lav@TMh*Js8uhEk>h4MqygHC8inzowk=+FIxIHR_esICt zNB`8_Q0%NTxlI7@&W+@pimc1d%XiQ%ZOfKQ%Z7G`4z1JWt540>&@3GU5&V(#tD4^&oxq?8t+8J0U!sBeIRX}g-LRWQ z9iJl_9zA{euuB5lV8LX|rFmUCb`l6Gn*6)@(92%h#S<_={;a8w>4Md;yj^UkC}2p! zwju(r;wxRhR^^2r)7$(P(VdRI)$@4RD9O7i$khVrz>pVmTGHb(ApB!L=G(@Q26l3Qb`=l36Topo>Qna;X*QOTCT~~@+}h-3(x898Lh*;U zWK zz3U+Ma?J?b+2Hj+c7*=PGJ$dkok;-BRzgt2upegyLNiA*pyWNs?0=KFyWhi54FX$5$J;Swh52uh^*6La^5Wy#E4Jx(yhh)t@2yI z&jaVx4c*;A{FV6vf%~hN9MA~Q_Q8|l+Er0yqEEBx?i^#FRS1~EC-G=*s#zxGSW}MC=zKfKMSKFIC8De)0+Tv(d@Z)B zetWBS9?<69kC|mz<^*{LZyi0`IwG%^#lrv`k&9$IcKlCQl`8lp?b;nNCJzJRsP+e) zq!5v)E5Sux7VF1Fimr&3-!^|*)%V*L+-ukz_hnW~dJ;V*AV$ir%bV7UjfP*aRJl0f ze$Dwe9jfVgz6>=%IB`_5K&F#QQ1--Qx|b~{yiZ#Hj7aIfQOg5YuggZP`=B^a{ue9m z`wD|ykUb``bM*df-TQU{ifPE$5KZcp*pTz3@R4_><@YnoH@U<<0TfAsLauM=(>qq| z77u@h%}wJ?M>9=O87{G}Eo_fAX`BL%Y;YlVx-3ij%;kf+hk>Fc?9{X$nD69#+YAD8 z_DbHdr+>IkPFrbzx*Lsi`*#UHzTLC5YgbHWJg?BvTW|2I`PE}c_{Yn4S@)`>)8=qC zW&ykAVvbsAPcBCy-tAybH`t_C2c(!B#e1*yq87I7r_qEc2pwhWY}aYNy8&N`0Jd~DX0 zHv={Jdd3m76N}%A^1(j*Rlp!j->AQXy$#8U2N^!Ams$NLb|1?>$KXu#N~d#D+`6Oe z!V~UWD2`yanGQCrlY8*UoexX%Biok0aflhY4*rx<)9$-MGLl6#vTL^d@Ml;(QY@Ey z9w$8XCb(9&%>Sh9`&or+6!S?%2iqvP5YagB$;!8s!iG{F*hcJ#Gqb91Dx=Yv^vULIgaupLO(|VXCpWBQH%hT0NLKE=-%Q;em^af27 zMVYP6NN`?YY@`)&nY+w;{hDxnYe}mztESS?V3mq8C+3P3JN7>ZpGRL+tSnHIdN#gS zR#jzHfJX_x%c9#u7z-)Q!6_+a#UY-$_1UkUV~sA1soIKaAZf=@|&te78gK?Z@gK&x-!^9*=zY{}pWC zO_W4wz}e1fnk%s@;tkC8+y2iaSLQF>h8t%saLhw_R;1qs?jJbH5c26}Fh|#E#mo(` zAh4KN0~HO1al`M<60Hp!XpEcAFKXM2&=sJd0vKSbqcO4$@{48=iR!7zo6OJRHR400001 zbW%=J06^y0W&i*KCrLy>RCt{2S50UWK@|RyY_gl5&8~Q`(#wM0yeyuiQrSa=;wile zB5Y535M2;Fc&OW2#8aEIAOwXXg0vKWPHI3rs?kyqFHP~MJ(-mr8d}@7^gT%-i=f@6DUHZxdh_7)v!p$LQQj4mF?xXn?$%Q2-^+lj=zf>na?W0fEIPclQlE zK9_w95fqzJs0!)LyOIvsf^u*idK^E>cly?i9(MkFc%2NxCsKgA1~kgtKV^>A6%SK~ zppe8y#if%HhAQ?Sb}BX`b0;VWE#p= zp{1W|Qff<9X=^3v^coD;H}!Bu)J~r5f7oVwdM`9sHaXC;)uvutfu}`ywTTrEMi~f` z@tjJqGWYRcp^5ux!R=Ntd?M}>PE^nFrKvV6*P_ZkAq5&o3$3avkX#^%Hm?bVg6r3D zc9iHw!-HGZ$7Im}2Q{kKp%Pq0ifM?k_uI8}R&)++bxV&yXUEL@g(eC%lTL{$#dWYW zq}HHj(5&xL(I&FW^Ff^>tvSMULN})m|EL+85#YgdS*B``E{x!V4{3xE6lwi&T>B9#}D#jb5B8 zZU>_jrFFX}R)&xC=BW~Sdplfn!%nBaLD_Z_vs<2KVx-v*b6=+Fz!^p^@_4pwOs`^~ zu>|_9a7=7f5OvC8Jk+gM&lJ8BeikqYbT2v4q!f66fR_w4UXRzQhZLVH=gNy zm8>YOV>`3%OU2x0K@Rc3(ctsTon9Hm2t7K{S`$66RHR400001 zbW%=J06^y0W&i*J(Md!>RCt{2RxxN4K@@$rySKX+?{+R&7)jxQc4-bPi3B!~Ld4?i z1Pj+n3(s&W*(o!s7k2abG$=IdLP^>2K1ezKTh;xnL86aUxUUZTjt*h9>yu2YRdv-H}b@MAh8Nxc%(u*4XXh{eY}>EKSD%9^J0 zDX%TH`sX|r_R68KDZ)leys*y5s1fi;4k2C)QDQoyn_8CzpZC{ss;%!aGObFXy|fE4 z9T^i~f@M!+nXoy+Xf=(MEkmrEeixppC79IV%5~Z-K7zp4>(pd@DYB@Tw36p&b*IhG_Vy+zuP?!AWgmng9AQDhJ z#&n}P+T^_wveF%p-YsVbgHEJaVSbQGJm%+GkQ3 z_r>@>39^u)-D~~=bz02{x86=&p|@w($F0WxG<{T&Jv~@7(%EQKDGPZg4hQ zykR^~mN1X>DhxVn$Kx~BT2jSV@~)=YU1oY{f8GQ>CWBahpTt~C}o$f(Tp3M8b dZ-oCYe*hTEuP?z^-;w|T002ovPDHLkV1n8Oi5LI? literal 0 HcmV?d00001 diff --git a/img473.png b/img473.png new file mode 100644 index 0000000000000000000000000000000000000000..9a3bcdf0bbe3bdde54a23d8e27114a07dca36fa3 GIT binary patch literal 465 zcmV;?0WSWDP)RHR400001 zbW%=J06^y0W&i*IPf0{URCt{2lRZwuFc^m4G)d#;&l!;rlDR>SkeO3-WUPe5!jh2* zZUDVOBXNNa9H0vl8xaEo1B4BUA7jUHWk*2_85rP=;?Hj$e~y2FQDT7|TQws(^g*^U z0+m%d%|#5R9no>5PGV7b#s}?v@$P00QqI>XiRVz|fmFOC>vF0?ca~^hL(V@ldh7e& zRDZq5HZoDp4Wd2825Kd=w2#nC!c79oIY{aR^+I_`8!_W{$7D&PT6>0dx@79FWZxw( znf9f4Y;``Gw|imIzW=*&E-DdtpRHR400001 zbW%=J06^y0W&i*IdPzhW+H_l_s5gD=W|F+gq+Bwd1Azt*U>Z4si83^Uu; ybLi@(nw~}}U7YmR94(YFjm7@J`PcM6X7K^z2ULIWPFrRG0000RHR400001 zbW%=J06^y0W&i*I%Sl8*RCt`_R6R?>Kp1{v(&TCr6L8SMq2TCJoTMT|P!Om353=bX z8WbG$Dk4srpHLCpgi@TP;I2_|acPT)-3&M=f**G&`Do%$aT1^5^4@dr*S&cXAb~Pm z1tK#fz7vwicvR5@+!X&k$`giwyl!L<57tPJF%kOsqVmNufq^ZMmJJFtV6dbk5*aLG zn)hl35ei@Ej|(LbCCG=C-FavskqNC5fd_bJI!sFk^jtIO-#_pXU0&wN+(I|`H;@mE zuyH#u)U=ZXt7Aly3S~nWNr@!r5Qf->nuh23*)qFKFl@*=XMk%plNnarUl2Xw`#KZOLIh%3I8tv4)lKObQI+_k#JyP^>h!kt75P40kbm z=_o=|6o3B}kPiz7Z4^Hncm^h49mFZUfQ3kZ7jsV(QU#dDmH)N6Cp#k35U~{&7NeNJ zN@5@avELG1E;UA9`##MIHrZasz$oGrBaj6V?pAIuElfch2kN{$VRiT0c>6rZDde~1 z2gIqIDSs@!mrz74RHR400001 zbW%=J06^y0W&i*I=}AOERCt{2R542&K@|Sx_Rcx)ZnLXRKnU61X38LlTcoi`Yz2!2 zNqv__u<-^Fk`$Wz2f6CHphapuNF6y4K}2zpAQF*`3PB|1@@8&#@7OIwQ`qF&w=>_q zd2im^H*Xh6;irPbi}6!2y^K1;bFfZEAERx?oEZaLbQNkCJ~(?VKV|p23zdWgW_(&? zHJSTf0CUa+@N6&o^?uXuE9R!1>9 z+o~Y0@Q=JI*9S83}PDFk?l((gQfJce#>bEkN%Gj!e3b5e{>y%uf+fW002ovPDHLk FV1h8=8tVW6 literal 0 HcmV?d00001 diff --git a/img477.png b/img477.png new file mode 100644 index 0000000000000000000000000000000000000000..d5d162dd25bf8ef1c0ed67caaa2f475cff5a28ca GIT binary patch literal 511 zcmVRHR400001 zbW%=J06^y0W&i*IeMv+?RCt_YU_b*O7#R3LG&8yc3lY3GQh$UqHx0lW=58Y3xpd!lmSCjS|y$XXu|}C1DtRr1s4p^LK#pq|^bHI~Q057#I#9WLSZ@DiCBI zK3!!Dsla%4K*%&Qd|(S;W?;dl>jHy3m`-CbcmPaD4YJGL#(V<_aQy%OzmI{FfrIf@ z-qrI7sJd+aPh{u=Chq_LH{?I7zskV8fLkGwf#V%eYXASXf9Zb%7_1mJu}%Of;sJX7 zECZMV0=5Q(DO?7g4Cf3OGLQ^j%rb%JF^VGc008vRHR400001 zbW%=J06^y0W&i*IcS%G+RCt_YV88(E3F+zwF21p_`XgPmauwVgLe0gEJ*!T%kbG$S`m8dbajLa{x7rbJ#YtjU!Z z8u;9(!k$u$7X0i944e-)xqfJ1c)-rVGI4=$!-q141Dp&zKn3i)%nT2}N-^UG0ubrG z0md-E=7Lc`Wgz*l5lw_6fK`D=%^%Ry5e6R_unI5$OG5-;zRVEF08Sq;&3P{{6v03$ zFg-XR@tKaX1u!$9lo8Aa&=tYJ1BM9<4YJGL#(V>FFEH@)0ZTOw##?z;&nG~f&GZ0G z5gg<{tG~*?yntIFl7ZtL1B1=~iERJU{{}EvF>GR;z|i-AfqDN9bVX-@{<;9BK!D4@ vli{2JLk5zei&-Y{JZ4~PK!{*bLRHR400001 zbW%=J06^y0W&i*H2xDX3h5AhXNF1;Py-rx2U;qFB07*qoM6N<$ Ef}m}LPXGV_ literal 0 HcmV?d00001 diff --git a/img48.png b/img48.png new file mode 100644 index 0000000000000000000000000000000000000000..d3108e22633e257c856f9476e29cca83b0736feb GIT binary patch literal 440 zcmV;p0Z0CcP)RHR400001 zbW%=J06^y0W&i*IHc3Q5RCt`-Q$0_^Fc5wDsN;mB?oy!+Nc0~tGJq6yg&|@`%0Tz7 zY++>p`U8;q6FTr0Uwx6eoxt~WHGr>uGgG3GA=~5(*mWOgFW`Uh|F4DBXNAA3;Iid z<6(3}WE+;uPZ3kKwj|6czM~f`eRHR400001 zbW%=J06^y0W&i*IpGibPRCt{2RXtC`Fc5tuY2uWSl#z{p(6Uph6B9_RNDQ73W2ep) z69X#!1+)`$7goq0K<&bw0f~)fD~JzcJ4x%%q=^uSrEkdjId{)zpDzJ2apXpWa<)$r zbh0?7k%GYkR0(t%uV~p~U*LI4R?Jmkv>DY%?ZL-DMw=NB6*3D(@$ZljXL;Z$RIZ#^Lp& z9>Cj<*h}1_0tR8hU9~(7rv@+P2=~iO|2;ho`o$9cO{m^tDR9fmk{Xp5n zfl9;n+t}8I3bmn+6G8T4ce?wMtKC>scH<9u{KM9g%Jpj;qn0OZ(gMouWDH;E2Ir#7 zCXB;N6*g$14WrXQDWQBKTXv2L)rYw2C^Pr`h{n>)Fkx@#`Z2oEGfDxyNSg+N7cv00000NkvXXu0mjfl27u5 literal 0 HcmV?d00001 diff --git a/img481.png b/img481.png new file mode 100644 index 0000000000000000000000000000000000000000..397b6051816cd022a83de50ac415540994d2d61d GIT binary patch literal 224 zcmeAS@N?(olHy`uVBq!ia0vp^qCm{Y!py+H=&E0p4dmzs_=LD_-n@CmiWPI_%$YD@ zLQ6|aMMXtUPEJBXLP$u6hlhuOfq{yOiiCs&4-XGehcn~;-9U=5B*-tA!Qt7BG$1F@ z)5S5QVoq{GL!+!fmn(x8v!S*?alzqG0~UuBb9rQVG7^|)#4xDEnt3v8-DYH9Y*0`v zsq^W>Mf~cx=tz U`*Kgr1)yaNp00i_>zopr0R2r!{Qv*} literal 0 HcmV?d00001 diff --git a/img482.png b/img482.png new file mode 100644 index 0000000000000000000000000000000000000000..c8b20faa6ddd9fda06193f68d6b444ea7a4c126c GIT binary patch literal 235 zcmeAS@N?(olHy`uVBq!ia0vp^QXn=9GXn#o(S~3TAjcrUC&YF0=FKZste7)r&V&gQ zT3T8vDk^evauN~}LPA13JUnb{YzzzxR8&+XBqVrvcz~K-MV_7qq!>$r{DK)Ap4~_T zaxy(#978JRBm=c2m@)|QbPGuwXvj5ZW@<>a;1Xccx2u2fmw$uyyZf;P;up>a*$7zWjuQ2MGdc4vdTi*F4$O`10D=*xo!~ zn6s7fT#@CiWhWPKTse5_)Q1I%4F?+<8{2m$9BNRHR400001 zbW%=J06^y0W&i*H&PhZ;RCt_YV1R)}Aa-Ct1p*8V4GatiPz67L2*&pe{~4GVhz4LY z5_lM1b_MYN=eRe6fq|Ksc->e5*c}XP%q%bg#sn~j?fC^RrU0-AAD`Ou3lv&I9N=z1 z6JP|BtOx-PK2}r#egi1y+MNW3_y7Mea43L<^8*YvOn}JP0y!Xh!Gs6Yck%#&BZL&N zZa}a(fVcq0;rkB+e}D`gSBC>InFS0J7!okdi0KS~%RG_XsO1p&nWKRp#TgtM3&1ik i0rmo3hRqHPqW}Q4-!bPP+>yWl0000RHR400001 zbW%=J06^y0W&i*Hy-7qtRCt_YV1NL=uM-%s0Dd-Xq6`d-3KxJRs}OcsETDkl|A8h3 zc81rkK+gPoTZq<32yk)2oXE$)ir@?qzyT)z|Np>X%cswQBE`hP4Wd{kE@*%V6bLfA zOk4nBeNdpA0|y+i3NSDnKo#P7()Zow2V5qV!GOU5RfWMah8PBYxXc5F2@DMk{TqPH z_y2(asEhdm!&Zh4W{3;}L;kb+s|k0{Ub%w|wB(;dzMTy$_O+*{)A$BKgOV$x0LjKo<7Qd{ zCfv(Q5};up;bo$6T{7PgYva8g<0jso@b&kX1WwJnbjOFnCRfM(;iT75pA(hW>+_o+P&s(2~2+7NL)<*E?vC-u;@5ndy%+`raipl(JaMhguuBJOBZu zu%it@j1<0h$^@vzh5{SdP=MK4A&{F>EZKqAbu1>KHI~l`o{6n50#qMp5;3!YUtA|7 zNE+}maGDKD0X<{0KA>K0R=~|4H~y`U2>gP0BWF^uD~E-SOPOWC5RCG^F#x;M!?AqP z-?!0}@B{?$V%R?Mo*MBEzTT1T`+}M_f@eqciESM(XDTwaocxXF{OL!?Iq_cmuS`{! z1pz%B<~_mh0-f@sEiO?C5YM(^SR30?qtPcsSDVoXP=DAea84Q*8j#VlE^X(+(*a$R zJ|Vp+9s_PN@U95*ILsDQ*xpeyy?`l(7?W0~-T9bvW2m6o078ikenhYfHyp>L5(2-+ zw@tkT50cWz1%7#@dY$9tOi<9CUtb#n?`VmeFZ?hvh0&lrDw{aC3-6|v@HXV=gkirM zodJPcX`tUxiqsu9@8H3u24CZ|$;#aLtU}da-Dopo#Un@>ro3Vd6h`XnmN}I%A>BE) ztbrTE6T)P=WErDE*EwY{S3s>n$iF8>(155k5QYR#T~J7jC68WC^9PaP?J8_GO63nO z+>2qm`EJZqyCg4a&809xs=pdAz2Ku%KwOcQOFdTxcb>Q8n`=nxSBZOOW}TD5{Iao@ z2M*+i`ej|^*J{?Xj`CH(mTU?nh@>zdaaaE#2mq^N9Mc3CJfhM_B{ck*&6=P)yLvfs zPZTAs;gjE0$JuvTp#~ijnNNPb&JXb%bfCLIY|#3a-`DOg+W$iGO|Ayn?`P~V$R&PK z7=s0@5u)6y`{=3KQ(NSno@7^IT5nCHhcX5<#{+Brr>%^?bf?b*2Cr2Pw zzwmp8w8uzX>Pg##lh~8@=|pDUt`n^~-!Na-{3o9mZ^>SnJJSU!<^K9Ld6Qxbg#jjU zg#4VXYd^aMh34nl`1<}jc(BKazH9}4x7Yj9t;@8{N|{(YeN@sy=8 zFu^Y>$EUZ(^hs|#7vj2V21~57*CP)f~cIR07v; zC@rCc5~{Wc2N|mbfW)=(OZ!qmg0#l4iTD(<58%+rts@j6Ec@`9RWQ~&oF z%blJwV#(OQw=3diVa3=>(SRR(x|VEMm=Mdm+sd~`Q{(H}9@p#N2nc$5$%0SVz}<;W z-aB9iot-AJU%Zar!L3+j-_0D^FLd2GRmJ=}{*dw&M-z7< z{`4*HdvW=p?c@+|mp-gR;JodoIB$vR@TJuqlMR^3)U?Ph{KTrM+Ikt;y`fD-SEkM6 zopd+23(8MFDZEZVdkgo268_?xc7N{UmWcc4#MkGY7u4K_n9tC*)xFTmM)p9V13x1{l!=a*&*nWKk0bLv7 zwF2_x68)uz4@EI&unh6Y=X>3TXZ9tSas2tG4IAZK%ATy&?Vqfd1iIXk*+rF>9rp5X z{g3p<-Yndc#=${2`{%AAv!p2fS^GrQKo}Mt>Sq7ovH|Vx_22T2sN;E~J6EXTwb$B& zhbb;y|N9@6DYkR4Ex;-u2!UcA0;Mq-T%_$Jbnw1&IyQR_$!*L6w5^`jdUNW!?CSy+ zIqsh5QocO*F_pZprxl!hG#r_jLRJ_jOL#eup53_{)oG&}zQotD&?7UB51xh>*JMq~ zT@J5nFc%&9Ay8QrJ3JTOpSO-{_h&-yL8cc3g1S_DDY|OCs30DI*)~snmOG2d*>TFekg4t@dRHPH4f_sVj~z!~%T6 zv0`z=wljAf$6w)5^#Xhq76Xx}=~ZwBj~wL}v%BDSh{5kvU4uh!>_)X4&og>kC!t1r zA037#{>g3*9kcv)OLitL@y7O7!2ehLZEVxYtahEgmwd;OpAG3wfaYVj$56#JIog=7>!>TgVpnQi}F8u8c z5|rD^#x&7YXE7LEm=HD|tqT@a}Qq>94CEt-rV(?0t?w zzUSSegwus4fzWb1=0taqBI6<4gfCW;x>- zqNo+yXY>(oWkLp(F|k4>H}v4wRm+}_TfbvI$UVJKers@GB6~Sb#7eGkdx4yQ@M0R* zt-?3-QkB)TbpKLbD|Q>Xcz)@|*UBrq%dF*FGt9Sgh|!5r5n=dj{6OaQ@+lK#(U^Lb zpe*$k6ZO@O|69|76Pw+3N5}q+qVl5dTby2NwALF8p;Or3Dhe;ztE+(ncwId!K@+Oy zFuRFJWRbBVr%(b`9kPj`A6lq#16(QNvN?&5Q3i%=xCKOI&CC9_sCdih(50n@m;W`)$Nn>RvVksw@QhQWY* z5NtA=ui{&x;D3}VnD!bB9c`uOBj>Mh3ya%^JNB<+Q2pJWRIMh~b@4aiuZP<5&@0$XsGnGmnFjRjb{t;&bp=L>sJM{ zYnYQ3)pr(1l9!PXv$_8CMoIU3G!)Ah$TnqXg~42n3e5j>Y+`^7e0EC*1G0tj1f&9? za^IzGA8g59h&Ny*b7?OMz)Rve$wfLu>62QHJClps_d?q;%)ydLe6hRjDifXDaLA>l#gAe+>WTpm?{1+?sjP*+hMXVKNed2Vm-;LGx@c zhL{N}5T#dgOBO(sN9AVcxWw|!ZQXc$$XPL_$aM8<5bbZ4@JuRH9?LSRcvr8MypVIo zr2|=1jaXK~yU~O1p(w|s+_$5KnTP?$;B1Z$0syB+Gj9aDg+~;shMh7g)Jv*&VN{&H zCMC8>QnTT0z*LWDV{dIV_eRvUQEKr^2&AK(S$ZT65JMh3PiyW^-ZR=Blq*7;t1BPKELWE}3|d zE1`fu;ji?5plWQdI#*}vY}PskLzjH>F(VAW4yC*Ej`uhGCO^snDf|AD6ioIIed{ZW zI4C|{2Dl1GtgCT(8Wzk;gOH)%dhgS|o<4*G_=;#+GwyX}FP?R&UWZs#qTfDa4ZyG^ z{(}wif>Z9b@!Pb%PgBp{fw5#Rm~zeUai$C7*CQAGeO}EqlB?2zH~Wzph00@&khoQx z98!}Z#EDYBVAet2!gH z@5nRFmkcWpO${f+nnEAzFkC})`~o3gnUxw|Qh)5u#n>G!YArenh)uyOZ)U+}!WGv! z7kv_Fya~{9lkFDc9(8E!nnP(o^?POW+8=#SxPEoH9tAEA6w%Uvq>YImC~T-rW1#(% z_oN#|`XnPFh(mFkcM;I1Gap=o)uLNEMZUaP9(m%X=yL8L1In6E!)kD!f+#Y~_ z5ojWjQGvJsT)=Ws&QC>86elB2t5?>Iv%r3~hMRRSOu{}3-Z;dz134q}dSRK8oXPOU zLSsXK6nE1~5`6CkL@qhf`)tgzTs3aL1hd?--nq=v$7UvbBe9a5y-_fhzkq0Z`7Pkt zR~k}UVhG;x9Dm<5S(Uzs+`_?)Etsb~vYj3XGyiPoV(~^tbmunyqcE)%Ma{i)+TOA; zq(5=VGX%5jv=v1_C{c3;Ynbh3$NvZUW&yD^2}0+;rTYj-GK4xe(n?F_QK?m1Ay zoiChR*^BUqN+G=z;3W-zf#knB0_TO_>6JFJHr})Y)YWr&u~pEs)#?vf$GnitG|WErH~YZzj&4 zY9*2y&^WKQ^kEtHIS5O3y#vcg`RL3!qcRY2AuY4dDOSJx2a6greiEHZz>UZrRk$$< z$)je&;7^O+M_{?0!PS_P_gj@+E&QIIqEdwn%!jYIG{Ee9iH%+ZR5X(&j8jp{f=@}7z zL&2kppO%obwQ)Koe~Q)c)H3lP0cv$~@o+`vbu79_OODrmyN#*cBehtD%$omuVQ*yo zS1(_|1Xa{6fT^RTT_jZzR%TOkBE%dWa~s=l1q!k25VR{|UV@D`jbdb~6ZC9uH)OWz znKJ5lL#)jE(hZGR-#pt2P^QSiRM!}r>=dpTC4MzbZ|hDtHj%@fV;zL5^1F&>9Rx4r zjVpyL&Dbws`*(&M{Ju+s-9r9WibyuzD|03d2e<|Y6T{hj0|O51n1$J4vyL4rm)W>J z4?!@uaT@M#qM+I`^X^%3dpxO?g-)RPf{&C9Ou7^;1Dj<6)sr?g-4`Z|`O2KO@r~@iTC@kV^EskYB?*=a56>zvjf+@B^+tyGAFCgZL+bd0|^S2$dxs zx*iVhYePoJz;D#+LhEDW!=4Q(%^NCx&7&}rW?qh*HlkN%XRIgW^|4{~bU!qXYo3QB*Az$JxL7L^z`~ZZF8uK# z)+ynMY$j8YG7b38EDG7EI!~e=YJ6~8NvQ>Yf@fcDk(I@-2(Vh=;}VpyxPXM7>-sO< zO#*oBqLxj$n+;Fe{)k`@Y#-b*vD>b(2Fwt@@LH^#EJX6HjNf9_G1wM9o4)$>?mJ_#V>&*>*#x>h#aq>d0t_G5JB4DvK!eJn_eGB`M> zma9RmgtO2r|BM@%&aFa+s(RF+9x~>=>lzeOazBoJrF;7A{9*5EW;-;wPvVqz_8>Qymc&x6an?W>Bm<=C0L^M~du1q#+ z;DCn(`EqR4etdu3&7P3A&tHNAAO@*xG0D`^NO;>R!ZsUKRmv8kIu^(9v&XqiddI|s z;JKYFJGk8jEQ#4mdogu3YR>&YX|!A0nU@&ejL>f8C&Q70rEh@eADiitf@$1*z4kVj za^@7G$j2B3fqZzd3wtD%uh1H~Pw<~*Lgbv^++ctkU5lj7dDwT&vN9Cpi*jz)Zi^*4F|S~UjNK@4`^~(iN^xU+?J}Q#}n8) z<2;ZW(r9JWKVApRvjMLoRN%#u=p7y5kmJlA8mxSYCV;;)>2bX=4iZ;2JUyzygXa{v zWC9x=r$Cs(l2%i&YVSSfflus}^1^Zup{`>;j(PticKww)1cBWH3}@1FAkJTir0D0W zn_AjhbD=gurCy!?LUGf;V>}O%m&G~;tJ4^B-jC9T39McmK(goaPXSP_^E2@tvkZST zFI}<@=`_>=ygMsDtDfEA3s|!W+^X7mnxN|%X2UN%nEcEehXfbq8}eUy3UR2OY0+Sd z`uN0Ss7TnBvcV4RnN9j!3(U8LJ#uDis%|?6A<<< zDp(7^t|7sEt^C=L?gZ=rtRX%}NXAqaa^k)Xcc1*H@~`B+RJ81J$~%KXwunvnolH%5 zab`UFD5>b$y+)`Ro0mDY*0QL64tr4pRi(eCdJ(0BREq}G{ku!>32nt6@D0Jg{)bE+ zwjd9yO|x`?arECf?KZP5^+C)YMA(}xZlk=;dW?QV^|?qxRWgUm8v`jZ2Pw&)YBpho zDZyeGq0x4t$ti3h+HelX8zI~tQNvWZ^#JEiP69aY%HbXXIR)ysRq^IpgRRRZ%v8kw$xgHJ_QxjtojJiQECyxl7 z`n!~UJ3CO!{J-BXrA*_0B;xbk5NISDjbg3SfhQaLD+Uj}sLM+}`&81Qj zg6882f<*QP!V!Z5T4~?ublOOR~0sO9P&(oK+2l3)jqr_CbHs8wTo>J~&f7J94 zwL%8mkAxp&9U(ZS5m>RY%#kOgjZ~6g&cB_VfslCd56?DZ?5OcvPR}b7?mn$|DXJiV z5#{{49uWP-6l?jp^CP6!aK>c5>Y~r_W8BMq+BkyU7WGmAveM{rqW!y!xg1E3GEplX zi^Mi~E2|RfAPMVfCo6q!h1M~_YL;7d#F1~>rZvv<>^Q~8U${rU&puY8e@?iw`2bWb zzOfWmzx(y6W&5PR8ejx|JNr?e<RqB;Z=g#! zZ_hc|DlY|EDmhyk)3)=+K7Udm{|Y8G_Uv0}!jg_SYp zFx*D*0Ec)P&}Fu;CQ5C((6=Y>y^z8A>uAjPD+k+9kYI6Ip2VMgX$jll71Fb%tH}hb ztlxDC%7MoH#JSkZd^Vod@EdkBT#5v5og-=B<%nR>bE;}X*e%O2c;;?Yfi_`bpDMNu z)np96k2|(C&DE3j{eqk>BHMA+{hMFuP5G00g}fyFbga z-8g$&*L%{rl-*}&75IPazPAk5=rak#+7CHww$V1{e#d6C5SjVuY>Hd5rqi0?9X=D} zcica|$~Q?cJnJ*4KUXA@`v*Jm{|ub}9kTz))QQo|yoEMn7pO>+TDMlo`0Q6J?{^Cw z^>*y5Yk3-5{@iUU7IQSFxvpBQ2M}4R?ysMe!G|2t;@H7%yl*|>S(>C!w}lq@AS=Lk zUKzmx2oGS{r?EcK#y;Z^@!KO`gtnpQnCy@}thXEI`34NalGh%=^aD&zpYACHeaRGZ z6pZ?H^A=WSwK1TQ?u`1AXW$vbNnzFO`1u6*`kJjuS?XBHpf%qd=sb)eVU4hVoGzXQ zOX-l-c#!=!>-cwC@bA6*ASC}=Qe2wO1QCUVkr+gLYW8=_n+j2^dauh(F=)fgPPz$)-Nc)VK=jx0z(2T%e zxX#f>f|Ze^XGd`yppYF}2fBzCwoTLM!n9q{Ocbi7hjx5=I7-^TtO`rg9Y>_Io@AgM zJTkX+lx|pZR*L&}n8cTMbx_#2`OOm>uGWwgtMWG@g09XSvMH$ z_b2x*wxV)wYDl4r_!15<<9`viR-XN_x+hGy+{3>{d>-BEZrC0^oMv_Is$ql0x}wi4 zl|LFh<}yBw4-c<~$<&_9kAJb*;CzR>Et@PwGThXrdc?*Qolm(AV;*wk@Un3jXzRWl z(LDJ3!>uo2O4iku$f%IZb4y@GGv@6H-F0eJQ|HBYZKz=cgKIA|WewB*&gc}~hWoN| zptors$v&h&ur(l`)`o^**b=_A9~%HL&;NB6pk*93O+QB$|Cd_IzvlL!fA&w1O`u`# z*b3Ji(U91A$mfXmRF#Uem!`;2_)yOYJNDy!NaX1nPvi_u_mPgCA@Xyv``=p z$HERm2bK09b;mODtJn}5O*u@g=|Nh*<++Ai@21Z30=%oA2+XRlr+$o?YO{|TWQUna zhzT}b!3tHgZTW#N=2-`1o@`|OT^rfJpE-0HXIDMi;PgDg3e}T|)2P#~i-nA2J+mI4 zKj?(6A52L+6c}TAPLNONC^qJSnNZ+`U?;yH>uQ!ClL_G@O+$;kSdl>+7t+G<2<$h@ z`2RU{YmhvaOGE)I{KWzb!ke3XW(DHsZH@;xJ;ED2KrKJ?`xbZf-;Yc(K*>bc=@|po z@xvbhacC9a&^7HqHoW`mj*rkHgQ@dc6^u+fxaveuGv-%Ym^H zZy)OWCC|&KYvV)cl_cVtt@=ytG;yrnP{j}ykrsmQ?G*T6-=w*>%s>B<*;su2TX86a z9}R8xd2!1c;bZ*=*omT^OL0x?+seoM2Y&HW{kdDi2N$}YhDG=a4Rec4?F6@kX|NHt zFn77BOIEW|k0z@MeMbz#{fP^nFdq@h&+nDq8&2;pB+kKQ++O<97VfOvY3Et+$)t3v z*M}SUa*4++8~W%fszMIhFMz7^x&q3~RUU#Ju&#!%NR@vlw!02!aLwh&1i$UC+k`j+ zo1>g7o2iPy^l-Z2gAlq+xkX>2Dk%!+Rrm@S{pz+ltHG>=a+!u z_eOq(?<0tMAVQwsbo??PuHDBUB#tovRdN}f@Ip+ro1dysBkcrzi8Gn-w?fmJjY#MV z(`T@?1Rqk=VZEj;I^k>4IyXR4=$Rq_Dpoeib((`l*ip3AO(@9k4~UOkb$Y z^tYQ(l;0mzRFDXdWg@GQY5m6X~rO@q-Kd7$z07vdQLZ|3hbPgS(CHEa0%vQHeF zCK;`rKY{1E@R>EY-EInmv>HZ;-S&y$71Q^PO4kV$Xn?}$ zg}YcEk(IJj#YMiUQT(fUG?&s)f$aN@*o(4`J0~S326LEkDx(OEX}oOe;J6~~c>H6brDO%N+zC(g**M!9+ov}!x}->JiPA*z_; z=trUO2HM%rBijQ#OIO$EhzBF{973I|sCI?uc(+WG>R`D?mNQ6B<~d6_$SIxnGR7Hw z0|-C4ByL$lwLeuP7SCI0QGY_9-4o%!`~VMW*lAec?$Gb}O$xJ0y%<#KrlXlC+WL=N z)?3oCU z3kz%|*-+T0RZl|K52TiErt5U@s_`9GY!^SyQCneB+p1DmR#=WN**I?!02y-bn%Up* zsx9Ujzs1nl-g4&6X^x>D!kiqD^xKZE-Xy)K0>xOiCHCh|ac7WJ(-s1Q|8 zu3J=~yT0ijI9nfbnTAGE*8v3G!+hBH6*GR((CU2&lw)VQItHlNxhvD_d-dA`5l~L; z?76<-eNAc1pE>!EK_X?xM8H)9HTo8|XsMdAM~n6|a{rx?!%B#zXZBl#Yxmnax_rP< z(t(r196wde^ibu;LOZo&a)FvIAV)k9`@{Qe$iM&#RzB_C(5Njeq6v4ger(oZNY>ZR*?i!Z3A;7hOyx7fh6Ug+49pQCgj|JQvz{ z4uhhxl?}d@QCe#2-e_0deuMh+aNPP4nyg2P1xl?ZXYlGgx23ufDs8IW-YKsRt)qJ9Cboeft7pL9IFvKL2H$vtLwOR1RhKPI1c#1RCHbPTmWvLOtJRo z!)fE>!-%re4|l9fCG!;NW|c2Y-vU-RR{q09krN|VK7L4J-K?Y@t zM#gzWA&<-6dh`@Iz9CrnhST3^QncCCF5T1Nbj42aFRKB_n}5?@zQ*( zrw}tg)T-;6Us0E23sB{ycx%L{3o_&Ee3_cu<3#x4nT5!v!;O+fXb)|vxR8VT(7(8V zO~X>~_(R;MBxFG6ZNZwQFlhgF2=As{;zPk;R%{X5MPrjG)U*f-Pbtv;;q>JTlQ1_W zKC#FarCADzcB_MQ!wCv1vrdcJ;TGG7+Ge6vI0_2094~11VSdq~eflfH&{iM&`Bp)s zA`?{??b0;Km)2AxY({M-6WoN2M4Qrh5}i7i_-S#fra_2eqmeMT%e*=n6q?WKkc__V zp_Y`r5!gSq#quHt8OWWKhpe4@!v_{(m12IgYu3FUbzZRnbIBg`({ zmhB6+jgtvJS^`O8gUzf%+ov28JpLd@w;CZ5o(hYZtN}UJ6^v0koQEWeG0N*Wpq#{1~j9zb=aBZ9{@R5`uq{dg} zqI1~#Wt{%6MRRb3CiW4Bl!z2xtP9bh)-Inl2n}ByH}-&(zFy%psNobNsET*MLRJ)o;d#1yd7FiOgc3`04^C)%Y9@Mbz(N=FR>3sia$rc#yxg) zEAt9I7tvL_Nz+Dz0sm3tL9<@+r^EO!axM*FrgC2*Up9rk;pmYurroJ{`ync%a zfPjk1PB%^J+rPL4bXLB1%DEqpQh5(vse4BplE$>tzjmqD8kjbm-;Fn)w==q=bpHNr zd!F!|UH4k4vUthS`nCMyxK}g3UMnJqeLNT0zaM98{uT{5i@~}Beg449?PvHoJ(L#p zwcrbX7-7P&Uy$ms2)`LJk>9lrF}-v#g}yNdcUSlP_=V7}+Z0K&2B&&14+v;f8aIauRBx!BKh#{>N{YOn$oq5K^8!&5m#yE+TvwSA2f3}iR88g>*8adGyJ>IiKmcq0 zBO@xR8xg4zeQS-6jU5kswtSh)n$gWVwJi!z*RL7o)@zw^f?#wOpC=`@LFq9^Xx#0m z(V$#+o)#|NMttOSq(5%>fn9&1vl-CK^9MvlUU&D=OP}_J1Ls`WFUcH#azp#QKH0@= zdl(8#T2jkl!|4E{C`VBzE*0l>+JwZIz%mZNQsS+#UPm-J=l=?QwJ0|hOJ%qLi_p1) zLcH(Hfa=9%B;Jy!6Jm6*wY8|&iL1v%H=1t4L_O1pw_l{^4hs|eCn zY!Z}k6-BpDQ(rC=2hjlooS;0+PkrCE)ATtLnH{fpC$)OygJxqK<=wYm6a8+)#hF9TN zCMiWQ*<`WCG-A9AqGW5db8^Y0cbcMCS_%ZEwn@oq`aeL5duxu%9UCsKIzNKI{patm z|1g9WKh8*GgB$GQCTuhIt2Zqt4@(CI+PkQ04{SFgFrn9)Y2w_sk4vClv|9T1FF}SD zyU$GvIWUfM_ZoY5efpVTBqFQ-2EH-1g9u1?UT#_16xMqMf%`khF#E5$G0vsSt)}4^ z#OQ|>b=Zvc27p!ba<0J00321D)3e9NXhMVu&VOZ`VFB+a*1xo(zTO3*3@$OD>zIx< zbPB%ZLNg!Z8{YRyP{Mx(-l*PQwXNf`J}&2<#vk&ER%`iXfVv!(_XMm8R`*9vs3jgX zi^u2d7y*@KO1)71?=mR1zmtz5L@Y{(u)_asC;S%({ZB0V|6mNS%Y^NIBJP){5@sG|9GWK^FXhnwbS>nT!A1$ zmN;-=to)BDXKwoE1hDo^bN0Sm3$jJA^@RKF?Vhj9GovewC*Hr#LLI64H7O{KeAe@e zfd-xt<_n-a?`w|o&%t8vXAb99@Xp=HX-v~xbxfnisz83M{mnq9jxNWOc`g??%hlI; zoR6BQ$<7ShfzF%D&p8-_Y zJR!PqGRv*IMktKWP&QzCZJ9gw>dlsK!#Yfx9e^^NW=#hp{P7;i`kqOxv+jS!fqso9 z;QR~j>{=Dr@|$eCH&;kDZWQv>^SJA?5T90Yz7y=&aU@-F`n5j!sHFXC1n@hNQR76F zWsNiNJI&>^E9rK>AW&xaDs26KHZ$p5plu&G72SLOVi$g-zx_!Tg*!WHA(=uRuZ|L=QG zBf__Q_c}BJmUKlSp}19QD`M#if66c{S_aL|zK+Kr@A zz%OFV8eX%%l+Y(18%MlN^dcy6JpmX`Q-Vp6hEYLLe0R_^TGdDztitd=K+iV*n83G`RMBE>e)4G)~x!W5F9At@e6n= zfk5r*HlZ><6k_%$NgV?}!6GF^Wqw)pBvtia)?bSne_^2gFMqMtk@Ci@A51 z20sAdkW`r+Y^@{!C!1Y9jk^?Zn2b4 z=yLD9&<};EcpiF6e>&89p!t4zN`E>u0*K6SMbM)z3QTmy92=puiXJAhrW3~R0guGFSqnS zo+C-}QlhLE!TP3(ihfE9Pd<3928}gaPKlmdG8A5JLYApNd27NBAwlV*BPbqKfBgp?yoap}#08 zS5J1@I+S%4s4dv~Ni=b;3@XpRDd-*u2HGIU z3gfSx?R%L488r^hCh3X!#a+tx9Zb4yUblyt$Vw&z5H4<-9drRDWt~d-E{hrx0WZ}B zWMANVG&`?%IQ5XpfUs!F;<^rDR=UicoP6#7g}y+qzc1EG5c zXCme_--mRB`j8}iSrpKau2Z$o&M5OSMm75o`QRNx#E7V2UN-dXuUMM)6tGWep;UM{ zQUa9qiyIa76zsQg3Bi!3R%m1AMGyAve*)>us9v~+o{;;Jxrionv{z7>Ma3PSQuAcM zv2~<%;_7+2j_*7B!|)DIQPWVdCs)=lr@C_#+RRIJ7SdAGT(Dt=v=Hlj(1eu$Kh>$I zF^-0Cb_d;i`(l-QQ3y(u`HzyuOQ7pz2h~OMay*_b(o(@gSfK0RtMfZurvU`1jvQ{5 z@7mvYg6wAO8n2Ws@lZn_qc-T8I=Ub-6&T=r*9QV3GMDGBWBf*#OW^An5I!%K_%KFM z?U=@wlJU^4o94{3n?pnJAXG84hT;3*dt#K9>pF(k3_XW-9dAAq1ya|?3Z#DSDd=69 z|66s;u5Cg77x?84`~UFkU*FVIR9i<)FNd5<6X3kvKSF^hx%i_aYTVYT>sQQooX6Pp zaX~ce*T2?p0NS7pQS9os&4C(m)_&>^k5om|v?opN4=dVJyZN9_PAc+riGOoGB zp%dnm<8JVkS?)dY!1oya-`8dFqqq;uBK*seE9iP96US@@fK13{Ey&ijIkF=QtHcH1 zhl+ZLOLNL=Bq~_=ETe@5DVJxJ+4W`Pr2wH>e2g>h(V0;Wt(^%WW5{7%bt$at)xhC( z@t0UI@~)=q!ut>7bwT|{KE{M`HpQhwRUAmv7?OLA8~L6EVIYQv(6zgiNLzcBu74|_ zPOAf4nYin56&KF|`$&bjlk)_8GbM-dq**_#^`)C7}36y(X~7e2hM5xrTR#EF8`;5%Q7c6SXsS_bP|n*Jpk~27>->;z^D8>?OAag!2q-}&;DMQym9MM1JlA~I+1<09sHocg7M!uv*mMOYf{_UEj~lRIJWCnRdoW;)&-C=U1nAE^ToF@ zQKV8kxv$mKQm}p<3uBsCC8lei``{wkrQKz^UJcf}F5^f33nec3)HLfs+I1FSy0AwFv1jsyP*T8}Kr*xoz z0|oP0N!pgf>=FIbV-cavR0b7Iq<^ZpgRF&^$z9S`o+QLC`7E*8nBYOQ+<+Uil({To z7X_n!FVVFnd~LvTClXVHku&kQLB%6>l{APfGLvz<&hi-Ig|B#{MKL0h?*k?w`=WZz zKi2syT@P->K$wf|^P^-=*MPw-?_4nu#sHdm*WOi9dwtQ?%@>v*(aVfFiqi+7{-!|a zpY~@Z(93OINx4cJtuuIGgu)iS`pKx{c6~M*wsjTkIwMSmR9ap)qq||(H>ID?0p7dQ zHUojPHgcv7XwzlTGr9o{_c>vd1dbOiVV4? zI(}@tDu%#ggX<%h4ZDi#H~i}4!dh+=Lwbkl^r>IC^IH3n+TZbrDb!V}jzh+fWxwMt z7APxhIeMXMS<-7`0p9h-f+q-{bZyuAn|D@`qU*e~iWFV10HJ%83ha6{SYg*Il}EhY_gKIU3=L3*ekm0%6-8-x?N{oE7%4s%3g@+ar@xi^tP~4DVAnu{v#qnyua_Ts4xBgG<8 zko}t`Kh4UQ1AFqD`)UP^ojJ9!o;bE40kp8_Ht!MW!=Qu zaDAN8Up)Q>*KiM>(IfSE6u;EJ1Tksh4VRYsdYTwQ_qA=DN&A-fb{9Bnw~^=d%!hq3 z4AWk+LkVUF!`2Wlh#u)VfQ-PCV18nY9 zv62knemmfkF;t=#~6;UV;?Xu_J zAUu^8>!(1tXGyV7Sgx*|4t0kij{v5}eO5#`mMlSa&{S|Ca$!0vcy<>GLK|N4Tq45# zKBt6)HB0m83lIjc|&(jJP;h}i>}))oQ*8lsy@p4d5y zh}rj%l4`S(F>)MUgnDSjLg)oz&0=Z$7ekPe=@~f}K%EDwm;zta=RDTbn^HiI04mb# z^iO#}0s~Ru3UBm|BbKt z=knSyL}c2vo0?%{{KKKx|2ee7iZbT+L zNWIK#JWesr%)LtHa55K>X-}kwhkcaF(VWl>f!6i#XqVwAftEb0TMNs(@z6%a%TjLd+q7St&I-ntw4;Zgv71@*bdZwh z&}EU0k)4ugEa@&?ON9!`3Gu&tGNdg#W+)5}8psTA&cXlvrF&`h$x*i^( zQ2a(&8ka(ur`a)`0=l}YbUPg1v7<2cEJy3QdFcBTzs2o2nwh3a{r_Xh{_a>R^rgmh z7pRU#efp<7P!s0dG&t@(BDK+|Z(c4cs2*4mnnQ)wd{#^DPR@^1pYioMWTr#XXMCNO zfz*f%50-KXcI^lydMnxMK~i+ft%NtD>*lD)2uD1or;HBY^xDf-^Voz(JiNgkKaF@4 zo62mJaEUgyZIL1xp7`2ZEfGGfVY*d3R=7uhb@&+=o{f+gTw8{py$;sia6ynZr9Ydd zDG|TQMyV=PLEu5?#{~Y}8vIbx6+{kMG3>ot8JcYT)pfUxr^V*KKntVvhe?r9;C9&J zu|TsGmL%h@f;GcdOS?0;e)Kw;%#Wa7K7#%!rW1nFMq41wF3ncnJCC#;DU24@KcWH8 zozWIh?42D77dKKfb9~*tadsilp9%C&1)3w8wI1@c8moRLB)W+OiZ-tXx+dP|=t^5Q zh}g0b$GnX*b^)JJi~fu;Uz{`z_K8nGxX&bQ`L}F4;Xdn~qvLHi;UN}BbM0q~36Bk| zv!#T`+R%N3Zx7|k%l9_n+r#qoZZz9NcosJaKjFDh$lYdk?brh0_>B5SPMSq->Gi-` zxE9`nvtALw5Sc^U>m9K?@&?N0d_Eq7(Z);^y{`bxN7uE2)2F9X<_#EK_jBz)4MRSf z70OJ+(i%1xRFt_o|E{aq^sGCuIKFq=WL7Ha9ChH~^7Nq~l9zX{+F^Xc3;-R@xnpYW zxM=rxsA-iN2(%u`t)gCER~OCFqkwAbl!w#P+PMEXhO$n1IC!aCIOe~POVe3!2!b+> zD9owNYp>gaVJsCsqp?5SUgsXPw`|T0fp>6k@n9H2b3l-SdS6i13Y5NZd)?Ut&#bmx zo?Y*WlBVN+wt&EikO^^tG8k^Jo7fh*-vB2!jQ4AvOLP(X1hex}h@R zsr{7P+j_i$(%9=voZZEjug{CgjnL+EjSs+R#g(qt>#Bh9dF>XcCH0MsxV8OqE}aH} z5qBeB(R@16X59uoHpa9xBs`SW-%1{N-n3ff(UG=L8wy8}^X_#m-g?72riRd#skAlZ zRX!NVGrY@Su8_sdZYx2$+_C`-%{>ED)g{O35pGm%2KBXUzV}6)XAf=+Hs&@~EumbABHE zpu*-l%fL%>>gZ2yi_|r{Gs?qud3IfG0SM*(k?E~aJ3NJYAf{0a)@5UyDW!8VW86{- zP)gsa0w^^;Rf;SmFRWXoV|0|V5j9N}bNh9f8!D3v0SzhB)+@7jZY!K*6&=5hlu}bF z+_fNEhkn`EOdye-gaqr2!78_KrbX6`zuOTBHXCyAIduQJA3-BiA~HyHp5V2ymk6{k zUfT}xdCAzdYnTue{!Lkf5*?s9#alQR(Yk0dFoW!BqQO9VcKekh51)5X)mcwhdhe*- zue|GOHs$5IxHKS1$Q2 zcgo{s-6ki5pkf6k%qEkdb!65yjFugu-V?-l`f`j=&a(??9lB^so!W=0WIct~*$bd@ zZJb(19A*#1j%skQ4|xa1JUUXWu`YJ4XMr0znG>ETJGQGNaSoOXFr6IG)~Q=l^XEsj zPCMVml5o3d{`jehw`Ar3T52E(myNWV(gM~L;Vf$0$U(G7nvK?>RkB^JuzAW-JkFG` zBGS&E+3ufSp$;D|meBcgA@&ACjR#A~edKyd+I~YtF|O(IOLGOub80Gz7+RJO-JWfG zSrLO_QR9YtgS~MCVTFy}ana_}^)Nr8`Bq1&cW9%=@$;B4t5A^(%yGJCI-++_)maC1 zM^9IJ&y9@a?MaG@G#@J)=|A9B){I$&YS39xJpZo2FE`a&IE70%k=oV$tu*d$aeRP0 zNbMz(265}%sa~3lR3ue5TJ}YqEHiCgd43Tu&qd8w&ZKP}iCmjq&Z9QJmrOG_aAgxY z^!;Kz^TCO7bo=riz=w=?d^M&bBAU$28`6+7K1Aq>Sd+025z{$Y6Os6R6KTFHSsdq1 zDm{R=$^qROJhh;|3+$pkE;}RZMmi$}drC}aGzI1_XRGMa-;_-0uMUhcz%hgRz1i5r z2mArV+#z~bmfF?r8)tV27YL$m-#ELrw~8kCoTPaT6KQ_^)9mo9cX)m*KVgNe=JZZX)xSgSf*~-gJhV8n zb{)DtOs!#q4)(t3{o$e3L752#db-kkv&uv49=Z%PcMjm-*m@kMbcmFhF{2^f8}3oI z>c4N<-S$cVj&GIa!vtRYq8K&zhgrUtv=2Pz_^j-qPXWii-4bo&VqcI4+6}m9nSM&9 z57VtQ?x#{?S`+3wf;`k)wQ=V}YFBNY_V893_tH+vW{_^5X0R~ygA$&WHd}7f6v+D> zT*dNXS}ZY7+1MzZKL3>$D(vLikTM};P*gWK;rfho*erV80yf6!%zE7xActND(Cucq zNP6`r74qnH(CarBiH;jYu8KX`TI1zyxDidynvk!_($dOk^N`)1Lsa@fkW^bHr z>sM;5kmh0s3lF~Tw>xz7-STgDCWnWW<1@;}8fbnky2I7eY?ItGU5ai!zak)k1Mmh< zToKKlY~6nj&}6{#m?na?llys0)6G(8w=fe}w!t(%ImW1gJe$E2)6$$U>kBV#UH7eI z-5-Y@pG;*BHosAwp04y>huVeH0xngBA(-YT#~5|29=)Caa;}_^DKD#&s%lK_ zBKwFhjznIU1Er!ZX6`#!RhLer&=4dPM?lMTmob&S9l12W!MJKg3JpO*@xU`b9LTdd zMj4K8>#KYqbD0|5_MCSa%+W+Mw*U{MhtcigKE;9bO!K)DYsU%~+gqf$BG>n$=&&iV z#XUK`pNhz{hzQ5((Hx^%L)$D{RhMw7Dy{4O5jUzfd)L)$dQ|UMc)709>R*fd6ko2Z z=J@Eu+G!0NxZ8wX9qCcUs=TqqS93WzP?+9|=FnsYp|nT5w_U7(YzJVUS2(BMczHQE zVbnq2QC&M6EGLXQ=0ND$Cw9!!ewq^o--O~F7#CK6J8waEJTfU;l+uNTzhq+ z5TQT+0xQdHp5g$CRlePLjKQ9Nxt9xD8U7V=ZY@Y-4 zm?)uou@hH)E8x-jMWL8(KgnL%XaanOY_T4i(}l9%0(|nZ?$f}bdA(bvmV!mI;&G#7 zWWuMGjZcJcn%4t|=Ic#Tkqr*bdvUe43qP4IoLNig_oeWwJw)KCRkfDGRQY4uS^g8c zeRX}x-7yV?YS6jdG)+nPSp^+)QQ+A6f7|hEOuq$BBcVZ;?met|7jbs{sPq?H{%;Sr zeX8<*hX3!&Kd97Zd0;Mpd>piSX3>KmUC@oN*>$ZLFjzu|KkBew{Pd_J3S z@~GDvdl-*zy5C84-`+TAjNWGDdUMA;@-!R0%_{W{Xd@m*FV&N+A3E29MLypN)gd33 z)#}UPkojAf!$xo1xZasR9@Va#Bd1yOrqM6WAEm$B8F6`dJTI@~F18;b7cW7u661eE* zl+Z{b8k%fI{T0s+w7aq!SOlgW`~vSk@zb3)}Pk{zdSqc z1>bLa!SM1~LJz-D1Qv5NOK2FAZ}DCh;kihhBk}$5mwh7xl48%ghXIyM z@^6kOV!8a?-@{5;EVsY=dss<}!uHXB4=b@)LA-)Uj{nX4UTJ*(1&+(Y$rWR(%vbBm z(Y#Ifya}u|7q;=|tx|97KyO@gEPNlA)aZ*V6A*^@l=|Y@taZidSa>&r_hZ=ZwX8u{GmSm84EY?*D@(Ttq~2ih2bm&)(c=E2|(C%$z?<8pTBTUxk% zqXk-rNB!{k`_1FltviI;>xzdc`^~=C=k^VtdS^O>)W$UbU*9@t{;|r8(-~B2lf#h3 zu<4}^P`ffa;9{TG86#+RtkA0I_HezL+85Oy^r7YO5-=ik>2cl+~|vWK>zkZB!hq5z&`Wt_|Un9 z`}@bd-{_rE{iVTPxwgROWkvqeo1#L-jkn!!|2pT44tiO^^)DMm z?XCUv{I!wAzs@;Rv3%%u9hW`wyX#M@W z_-i9HMp@ykSi;9(tE_JM5&9i0{@%U@vz9=(y>8>yh^fTHmH&(g;q&4W(k75w4c}IT zjT=fUl(OUKA}8D|y7>e&#D+ zbY}!RR|5NHO58E`=CZ6@s*}+K81KOi3NRzBy!BJg|BGD(TFsjjJ|A2KqpK6441B=t zxdvLt62*(Q4i#pT_k9{KLZ$xFsGq|1skzPbOCV~VQfx@#@Mo4PF?I6e7L~lNqm58) zy_oCeLX>@DC1bQ70&-Z8hgL`^1$%|ZSq2&k+K5JT$0?fL%uXI@G)v4M-^z^<)w^QI z2_n*tq*ktStl}xUp%k1Io`Gj!sMg{AsCH!+?artSjn+u@#*Iw`m;(R+3yeubK~$%b z1}kH8%zC%lymprzZUBXWJR8*TECT@(s4{bkfIUjUjIt-0^ePZz7gbW!$Pu04q$sp? zK+665>F881*B^Fh=#P)o80q)Z$4hD;{|)0usu%lHyQmE9p$3Ed_m>v+RT3C$uPfAe zx3bZ`kdCzx&^X>$ZptrW#z{nH#Zj4K{gJj|2L445FVAbx?h3$Xh_aC2UssSsJF}kb zeM!iXA4(~OQc7(xn-l#Q3m!VMvtr%MTha9r{Y5uFMo*u&KkRTKlKpZw%;;Bb_85{t z^s^y_|3)Dn!|ADYP`SRG0hF(IojnfDo*(bF2Mc)evN^T<^*3$lPkx zI#u=A3@V47JwMo|vcR*~HU??U2rC+&Q~4tmFa!U9vpfFW!^MpNl&^Wzp)$K1Hs8!W zKQ)|FZo}tCKo;GpBj}7OSfoCx;_7tRlzuWx&cF+yKdO_&&g}|G6<0Y^Nbg^_)$Z}|*-Mu`%-?_9lh@NxMT>1do#Trg6P8_O_y_4eo5SnIsnwtEZbP-Pt1B%!!q zWQg~bpV3Ra2PyNBUcEk!%BE8C{Am4sn^0~XE>s-608+h+C|((|_~ouUEpJL5Cp>(& zICaGpAd5f$I>+cOO|_gGnf6VriP6RKSfwR7b;Uf$wm)U%&IY;CLnqn!9R{YZSUj@s zn^@t#ie*x8r{T|AMPbi`SD_DVp2a}U{evqS z#ft8AOIQr#;q&@u;7-`P^w=gA1G(gRrHl^q)pf$&rR)K=ip4CvvV>?+4oVy$VR9C;RNb<13DO8iW2{Vx1`aj1$lM}NQ>`~jeh zob}ppfrv<}+(#1-d5>;xNwHD^HgA!|Jn#PQ;v_ot2$W~tYHLj9dE-KCo88|NIM;>% zWuvtmkN^6AK&`B2$jSAd3lL= zGDXe6SM_2jKrSr`OIOTCe=5xbcSmy=?Io}jb)#e?Ucrov7E<7gh;|P_XNTL{V|J zmzb}7wW(hyip#^Bm(gksF{d|=LiD<2ntnBh@(2_dpFf90|0PVO*gOas8U6P#nS%38 zWMK4P#bk=*vv~duh4PmtDS}_=ITS0;5$8>BeOuB~vhRx+HY}_q&!hUD#;kzPVHW$M zWV0u|d<{SR@&1i=Oag%17m2~*xUsA|mo@@jf~I7JcszQX=)uP0cvh)YJMcc5lhOdoJSdPqX!@9&02L-fwRd| ziT9V;j?>WXQyWp%p?+>BSa(AF+bO2qHG+^hOcgr`yOSco?Rsvf2GAT2cl#oar~Ayg z+7c){k65Qe2h32)Q+$3T$`)xWdhpwfdbKut8C4FLFxg}OsT9_*Gvc8HZi00u#6PE& z13(+xg98)&r$X|0Iv5iT8|z++uIrEHG;{=79i?mWfa&S+dt>TlJH9eg_; zD~J2@a>=aek@DWSaahtuRz0W4-aUD}w}lh&b=vEum(>%WpnJA6RwlZ$Mbg1N>@ava zY?OSFL!GQ&!6L9zgKZhsXh-_E1fX{1RzKtjk&nDE*vG+sH?H!KO(Hqppcs6gp zzl^EBp*%(Q4#}4h<)JoWajW;Hu|_`Us2Bw&>({5j+U-b%VAWZ_ipTeSa6QK`yh6K#a5knKgj3<%i6yrz_d1Joev*V3?kGT({$gQfQpaKmaiJl&7}vR0>uI6nQS_i~r@E ze;-W%)1(!0-32};c)En0bc5P2*E$6(=_z09m(Zr{NS=WtmyU)pnCWE$0pi7^I;S6Vmda}8vAyUpY#Mie_VzKdHL5l`W3_HsMc=t zU(2Q*7`!}W{-`a7d`8!V@p)mm`8T}QYFekl@p_F(xxJqPeD2Q7zt>gUoiz)VYn>VX z7iJAzC$5Y|Q54|wy*0jH=GwHqTx)>&O9t(Bg=y__b{*9$Y}^ol3mkXWY|9f%wElQ| zsf4b=I$D$KVQvIo80THuvo*3qM@O^TUGKR$e;2XV$h3@?Z zsEuhhJvuG`7yGtG=IUsJ7pT-<8Xe=*%=vq`+t#5nD-W>`oT6EbyS9sL`g08gs{ubg4$j9ez7H36PK7VsKA2RUyo5f2YC7*2`e{(n| zqV#8#c=j7vuprN&jC4-^h5L7k!WXh{Y&Amp934978#xgp&&KW9D~6VwPU{=V2=LkH zih#(J)7srcT9qx_RPzZDYUhtKn18L%eQQOi{`}3(!tt$dtOwtGUJn+=jc;r6is0k3 zgdTpQ00h>pwt98`^WuAaUJt(cydHe>c|8c>b9Mbxe0>DJgWp&MzQ>LA;1}BHVjr}( zS-H_H-M&$NxSUXRJgpV;)9Mxn()uL$`8>MVN0ae|>W^F6ISfm8aAzioPyjm**EP?i-m+OZmv=<#~AMNxsXNbgaIQXI7ZxSL=ezUm%{4Y7cKBNG)fgu0@002ov JPDHLkV1n;lJg@)& literal 0 HcmV?d00001 diff --git a/img488.png b/img488.png new file mode 100644 index 0000000000000000000000000000000000000000..02381eecb6697028b9bd90db0f077a2fc0ab5dd7 GIT binary patch literal 406 zcmV;H0crk;P)RHR400001 zbW%=J06^y0W&i*I6iGxuRCt_YU_b^R82A|&`2Pa|13KUbVSavw|46c6l`w%1P&KGp z2mrVNA3*vM&VZ8;Q$Kuwi=t~I4`6W`*zXMX3U_8Lk$H31A@=EIkWV12Ve&Epuh7$vuI*K4L z*?^sbBFL!^3_J!_CsLh51s@GfKvYutKr?mMxfmGlfEfI!;%oArA@Q02|Np_z56n9p z|N0pi`d>iAYkv!1nD+r<)MW;F23`Y3usE**!v=M@F_4s)EO`+ps8c||Njfa z{Qv(IIR55;V(7p2U;qFAZw#@2185g6qW~KK0EpqKJcc~x&;S4c07*qoM6N<$f`>1g Au>b%7 literal 0 HcmV?d00001 diff --git a/img489.png b/img489.png new file mode 100644 index 0000000000000000000000000000000000000000..e2e50bdda57dccd0383c290419cbea28e6b222a5 GIT binary patch literal 383 zcmV-_0f7FAP)RHR400001 zbW%=J06^y0W&i*H{YgYYRCt_YU_b%<+zbT49~r`G_z5dP0w1ul_z|oR5Qz^A%oyq@ z09YK!53+$D#R3qIm7jx&;e*ixhTU)>7Jd#!fe#KFaGN#I0Mkj>MGiawF&L3VKAwf?l_COZ%e}?`KSk*v7@&iN!s~V2~FZMGq^t}MG-t_|o80Wtfz+w(R122em z0c;L80~1h?bAq=4gDfsJykPynl7!=J0^F|qPu|~P=)dv5f#YxgkKTU_eJ3#OqDuG> d6Bi>F007v%k4CH(fJXoT002ovPDHLkV1mt!lEnZ3 literal 0 HcmV?d00001 diff --git a/img49.png b/img49.png new file mode 100644 index 0000000000000000000000000000000000000000..3370c423a3c886123507cdffa5a6e02ec2a1e4a0 GIT binary patch literal 436 zcmV;l0ZaagP)RHR400001 zbW%=J06^y0W&i*IGD$>1RCt`-Q#(!rF%W%87TbveNrMmtLb(AY5=2^2&;XK^9?1pt z+op3(LvjG59DyU`2#6D;phdeq5Hn+EiIK7h8i;t3$8S7u{2ALoi6$ygu<5P{NNPd> zovO?VjDXpKrqo*Mhxx0a!ZuW!t+|1jQrAGoIbLGmgM5^U^|VpL9t8W^ck%B228)F^ zLaCEewmQc+1u_$2e8f8284-)zy^_ASjTVm;%Q;Lf3AzHZ7jk8DQ$W+0y!q1u=*{v6mY>JDLj(q7Kam3Ea&fVwV&`007IprT9)ZD*B1C_=qNslqR zB65gGmZWIYY+H^%mkB{CVV;Ohg6skNJbd}4UOf-?;1*HZE=Imd3yTdOL-_1E<& eVZSH)XLtunwm$g-t1zbk0000q?}eDI0?iTni;NFbqs`#i zS#gFDnXR}q0nqKgtm&6irFa~aMO|*DVhh>s;MXkcmnZrOstPEjlu|f@Kp>hkPQ~23 z<5bLHWs;^|X^82)WQFkSGuijRkHib#FDRBT0Z~>xUbW!G$-fY_BC@&^71FxT&w zrbyJnGb>)A1ut$nPOTDD%Wd5(R|vaxoj)c-ES13@ZAoWh&pQWE)eHXk%l_eh#ahKr z0lM5IOmV9I&b-j0QaE(XV8VI1IS6ls75R}yipjzhVQqV`Fhz~IY2N=urXM6gd7O#b ztCfg=isZaZ{l^a#n)}yrXj%ml(N>`eP=NZy6xs1+hTCI!{4-VbB82sl#c6(qs4|NS z`3dIYTFj@=OOA9AI|T-VBq^fCN9;}$12)em^69N10_ce-TZWC%5i&ATEW$3smBlhb za108_jR+v3FOtd=!skbt9GHerhsvz6{4zE{2TW)tl(pg^U>@Lr`*b_)d>P3m>;wq3 zm94m3Ir_^5A{X}3Cy0ozs}1e{#HpCA1xjGW6m)qHlwtQ>QTx7|qzn*b{FnhX!7>!; z@J}=~!bA|6Fcd_r_)Cnh+-BES?wn}F)a_P*+g8hqSbdU-Z_!iAu_>%rhKgBIB+CL4 zvipl~O0@Z*n*(FovXKPoNtO$ZLJJYb4;9K_HT9jiQzouuOq@hR+`n<=PJd3EulS6? zYE3#qFzklt8bDY_YRNq^+Y(72(NDUki6+65@vp1-4vl4a!Ggrfqb` zZkGzFOyH-RWIa1}rwtUEaO{Ln=Be^~XT^iG5wNX3n}gQ^!zUx<@g1PT)JkChO0gfxbKEI;+8((GBJJz3JPXKJo?93(OPEq&GE%@3blO$d zD%TKlvs~|9l}5KmWgr$z7ZIa^iChV%5SteYtkt*?R3{hLvO;||GUE3rqpD&$0?#1r zapC3ROBK`B)CG+_?+OTTBQgvm6IW9d3V@77Wav@xd6LyOlgA6kwKs!Zra5*;xs8N3 zR2!0YhKarDm>IF z`_e$etiYAjP>t*i((7Wk#)UwJ#{aD0JFssr4I5eYHUN(bpA*?`O=p5|UNojD8A>zX zq=m0~U4aV&t$hyaW(4;lwC^aDE6RI z8;o!a$9X|GFBE}+GX0?7l>VTWb;S}PjEd!JM}pI28$k#aS$gwkgdJNid~D$=9zMDS z)K`nM-vTRJ4K|2~ZQM$Y<2Qa&$v*`ULB&w|J)}+(L#msu(JBb-QAgf-k>M^@nuwaC zro2M(EkqGYg__&L%l+U;VWzbtv0wD##S)+RgxrrY)B3+E7~ajstkHXn5Y4QZ1FF?) zD3^M#=c+lNT5j3-phQXS6l_VkEAEMF0o5E(y%cyTo(XC0MfpB@n>Xo9 zd!$CgxzDR$YJUt$h5_84at;P1LqnktC~CYl-cA8R+zAXy24G9dP^k?DIOpk4H8dwh zr8cmj77@^r_(OVB=6y=*i^_#u~#gmlwAx2_E?#UJCqhl z@p)k@gtNf}W|LcWTY;Z~H!c*s|8}21(qhdbGw;N)7f>|d;Yf)c8BFg{`YWnAc&h`= z0k+nBVW4&O9=3ko9N1=x_BB)Mh1D5j-MGiql}hQj>4L_%rpW)Jio5{kqi}?SPJ*@e<&x1*+hV zd%>9r7&x!S*HHPBL`zaC9!nHL@ACIY$g9hTxePSZH~QHF*s(JLFrcX6jeD>o(V8D{ zqoL64t@lvlm??`u5aPf>N0KAc#mX8hV+HV zQ2|7VR8!xEQ8GMAsd_Onvvz;AqEAHl2CLa`W(gS@&Q6UeF4~-TJvlui1j7)jFYVYn zI3jA;!7P7xVy=ItWbSauOy`;m0#awOS1ggWoF3rCW1se&X)i*r2cnf{T%f!SDT%UK zIh5%0qI1Sr`EW#3n38YRSkrQ-{hkFez>DoNq)lPx{G&Fg?Wc`R1aHe8Ki|L5Z@AH& z2#DzgT-qdlemF7Iwc*%tK&@@VPTn+r%voB-{f#eLYvYHv9LGXVN0D#g+-B_DdJ&3u zkxwj<2{*D@WQ9$@ry|_n;J0e`xPE)PW~36{m9Rm0(qOZw9-E_TtxrpR87)_{VEA;4 zQAm2*!-nBeVH7ESRH`2zCvePP#*R(w=tWdnFP6Wng0bNBs25X=7vsEhOGRYt-TtOa zuQL}x%-pQCrT8~y+U>yp1ZaM+8$D`IMSk$FQ;{e2e1~~q&1^#E-YybK zMb<9*sUvbnY;ul$qPtWF5a+P>R|{0b%-K30IWEqXdb_?d7}V{1XO($S0*+B&u70sc zHVEa#W1pK_f%Y}U(XD`vXf({C@udNJ?uN;Va+Foi)$!KVc8W!NOSvBFVKpjp#0DVh zL{I+exfoHr$lLf`jL?${TZbK%qqYuFqk9^8?__btMV{8TaKz|Q`6nWriZ79O_o~ie z?zbIAHa!~=o;+rLMRp2 zNV#U7qux6?6J8^*x6|eadn)pSJr(&uJed~qE!W1^^&*AB$I(N=NXVgQ?t&QJC2OZ3H7(i;tyQmEw1(-x_0~Fii8JG98?f~ut=2Nv#GQ#xT2Z^C2pu4 zfrqP~FFNq<1=M=&nXdqxE3CTeIsK(F;7kYJJBlHOLXJ_w z$c-MRL^&x?!T>&!P!W)6i_@2b9H@z?7YK|VK~xiYtM#ar5uhX*_Fs=hKx&-!u?NDf zKwC#{j{!Oq?_PV<%2g?vT?B0i=t$YUR_4aI6=)9uy=au8x^Ac(HSXLyGA&l(i+Mt4 zfsl(*(nRVqZRmiMj88M{hD^J&cG~SC0N52dYB#8eD-Gtmo5dU#Ip5CMjUE*eA%6=I z?gwHA;%dT8Bfrk&0fb5*^;gc-$HRb|hk_uKZZ}=6goxOkJb){Dr=!u)8;WrPUG7`X zql8k?zUGyVS>dft`JQC=9L0?AkR;2c2&Lk%3v}5Y7o!Yj+OIhuu}0R*O$JmPE9^5V zUyTcR7U<&qHI|0XMD(<&%4pSVn#yb*chB_aqACKa+&u1{>4$WCoTtB;5Jp8v=#r%4 z!+??@R+&M`4pn0RwTyTVG<0N{&EO zlhxvz%p%6VvQWKDcl+5pxe#y#%zK=rdF+@>yVXcN4rk1}4btsZGrV~Gw5(L~-wb>z zE(D=Gsuvb~omcql#S5Z1If<}J=NrLQFO|L;64O0 zqmD*HGal}+!<^d14ewBnH^b|>?S$Y4rJI~X`%qjG#c^@~DEjNg=U4qbP=Zn`hNKmV zo$$(FfI=C#nx=CPo8puM7%9i40h~i?D7SHo6oGqCD8r}X6-gy)}}j#a2wa}X|DFE%sG*DYcBs<#hdV$uY}dZ>y?xX?flM2p z4ta<;LDMgu%y=C-YwO45X-^@pSE0`I4G_SQ5?(|(!N9xXB(ygBbu+5JXfZ? z4x32vwqukubmaC{pzZr00=CzoAnLKt&0mDumK`l$l;f2M;g z%u=G}^ReoQdXx>d^nQ;nWMniD-ha=MA==vtykH4CB6X}RSBzCO*5$)v(~d~1p0$sp z<6G{NU)6e$FX?KXIRE*fW0leEA?)JdZ@D=lN{(6%Wha}hTV!KwY>o1615J8Yo~g7=V1r%st(wYWBgy3?0L>v}?Hx{cD4}$F0F19$ zaz)luze;$(D+Tyej7CR6$EE%up5J5Wo!m1}o@saDTFak5xcPe}H8QuL`}QcSZXeis zy*AOha`iN$>O6l?`aAV73+JYlhzTmonKsI*CM!)Uvfw(s?~rL%D{?i{?)pf3k2Q(S zCq0DhC2b+rk_K~w-ShI=UhJvJ4|ao!9l4|DyDN|ie$-0GT$ry<{kM8)1gJ))T3I&u z**ivV+x0&b_=^HwAHTa!$?>xc96I|u3KWI@w^nE+{4{~#_TBR|jb9^pyXK9WRMC6r zr{nxy))9#xx5kV@y^T`g^m-9c4OXWml}!FY%qXmBw4I+v&JTs>3~PIE>V2blb_`&( z2IaHE;KLqCu&yZhMO)pr8h~Ces`B-7;9-wMm{}_nOzsQ-?cvaN@hso-)dJw*$a*rW zCswZ(Jn{4OF(_Rfy0%T%<~(<&^d8GFKS7?f!1LM+Q{ z+Kc&~-C>AlBu`lhPc^rl!G5jC4dQPdeYIFLJoFx_VeaRi)e)Z+$F6&?)$1EtrFOvA zpl=qdzrpJC%^J`Z^d8mVt8vS?>QJo}m~{GDwHM*Yy~ipWs?9<5;b77^FW(;@U-H#5 zPoF=|x=i{8K>3ufz$*?7ie0PTQ_Vs3t)Ro66H!RMRu}*WC5&fzwZ`7-X@Q3m-h7<4Gz9(%7Yb!c>T zcz*f%sFQjG+FioD-)zY7&2+Ya^d3;X-0vtwAe#`6p*YR-PND6`Ua!av60%~iC})RQ ztWda2NM)AaFBPHKPf)qRo)x*lo)x)4{QZh0i^X19SQjbnS4iw&t$Rcvfr|IlaZXZr z4+3bfg*_uuL3~y;jdtO)RebRu*vqA9B0ekbfj*VM1A#!Ed#sHF6O?sloZU}7C_pwJ zLTN`4n-$|b6P}*R_uc~yOxPQ~(?V=k9Cl|P*uuyMdB$GF%MDUt#YQg++F8V#p!}we zinqB}w%10|UA)NtpPy*J+lpAMQ0#3?*<-(K=LV@+W&>aE$InX0z>_@r8r~cLl|RW6 zCB^!M=)GV=SoK=EE-a~7W@iy(#-#UA47sN-fcFkS?G(MoYwx3Ub!heaMzL}VlV0CE z>!5Y@9?Cj5QMm7XXI#E|BdyYJYv*R|bl5V3E#&$4dWHC}Is>CvES-8edKn#f$^1fG zw_p!?kDl!T?3EGt+RHKlGPTTFtpQh;m)N1f0nWU59emBT1=Q9j-GjBSuFYzZJOTynQznh{W;l4K|^NN~vso^ol2bj$TH=WOgAzx8NB}m0^D! ztYmy7aMZN!jI)!e2mAA-x9dz6&QCn{0cxj{YZKu17^~AaDHhKThaY`vJrqoy2Gn}I z9=PxNJ$v4&URqCmpnP@+dT-{su5oW*YL(i7SBU?rIWnPAJM>HQGjfyZULoVofbzh* zJ`3QpXHYJk`epcEds!|ddk##rnU(576XL<8>yE1nwSr4f>YHkF+72W=)XG#1v22;`6$<% zh;1Yf+40^W9{Yfl{@%6(KznGIP{bI0-L?eEpx0U;Xd1WPI}INH=%8OcZG%N7mM|Oj z<3^B{_-WO1e*MzysF1+FVXyK_$wD*-XtkW*gBd+R1sZ)DhWBD@gLpN^im-0~z4t$Q zWp3$+jEjg-p;s5Xk!=nV`nZdTU`4N&moBIv*Nbg>2w{coYAl@nz8Mvb>S*+uml3kt z2w}ycd+#QHfic_b`nX+)n4q+(`?P1orVwEc?B>Vx?fLLVuiCq@o^OX`7KoN*cjcJ! zcI;R9N6qH0Ro|VkU~{a|E8aehxaydd>XCoh+2q<}0D;&A zfv^g0e1rMW1zvoE1wjj*FZ0C>ecPGU#;4y@K%u9V?hb+ zLxy*yzXbF~_hIUPK|Oz*{bq7!sIOM_tT5^H{bS0_LA7=;>GaF@%qyS`JBY%GmyuU~ z*r?EZU`phmQug535IZEs#JGyS{rquOE!dZo6+p9p>>o0)V<;?u9ah1MZ!jOaU{MSO zFNlJdkyn1`sL*@0UgZzW8_5G5aFc^0gZ+weuMgz`|NVbxT|o&-+zF~-0%+|6@4=5< z;DuH2;u{p_LKk@P4HgAaa58G%yX8krP=P9Q82x%v?AXZGQFDOy@QsG(rOWohx@~r@ z${646imQlw`1$ZoDmmgDw%B&2C1&&6DoC~{%= z1>q}284S_TL$Kgg>PGU6<|+YrIKsLcIl|?FD#Q<5=wA@-tIVE)?CH$&F%5lq;Rfe4 z^cz=s_a3}gfw+f(Tgc0dUmpW1eH59q!pU!)3`N0ve}q;!E5K*R)T&E7gYqFndCL1@E#A9@d=so-J#PFn zfeSaYp_+fW&D4(Pr%~!~Nzk`^+r7+}xf!hD*YatU zTGPn_zeLX-5!`SRG>zGt6I>&wn*C>oCMYjFqxZ|O+y}0xj@4*!rZ;uz`IqxVM_$Ait5#)wlqaXJ5twa*~NZYP%=dto*l z0utDd%o6Tg_0J&J2f*xwJg)~e)5dlj0JE{wkWW~ zu4B)N++fd&++fd&+#qb(9!6i=yhnBj8x?y_d<%YpK3@EZ^*q^3UH)(rujY6!jJN(3tSlOLm1u_U;NYh3PCk0m(U#Sb-wKJbKrRQ zn?Nz};?i#Y?j=xSxaoTRgZNSDzZJl_9HsP7(0c&YOZx^D`}ow2IlHgCNBa1oE@&^g s(C)FnkH5SD{7{UGOIWejGd6<%0H&b~a%s5!od5s;07*qoM6N<$f{7r;-~a#s literal 0 HcmV?d00001 diff --git a/img491.png b/img491.png new file mode 100644 index 0000000000000000000000000000000000000000..9965c8b3ef9f872750e074cf5b5c3e1e4883a339 GIT binary patch literal 342 zcmV-c0jd6pP)mgczAehY;0g)U{q98NJvOLJUlQkFeD@-7#J7~3=9AO0BONaEdT%j0d!JM zQvg8b*k%9#0M|)GK~#90V_-l6d_{3IGdiKsAH$0S-fH0HC1;1L(5Y`Fs}`K~BEHfF5`d zUvo2nLb}<30ZIM=SP?{?2h2})z-c}h2;jCKiI3m?g8)3hBgaQwc_5eZG=#~y^=<&N zJj=cpU~b)828Map-vprR-wfk|@IwY0bos*!OagHE2bl6K`>uoXOF-YdcM1%zUOV7* oKU@gA{JhurRHR400001 zbW%=J06^y0W&i*H*GWV{RCt_YV1NVu4-5eecmO*dxeq8j{{LWrLlr+Znx9VyQ~W;; zb8rBDR1QC~yFlEA2Ok84)fpH+F>C;Fn*@Ne8c2#6816BkaIu+7Z@|cK0JmfV(1#xm zFmP{xi+lk3iIJNJ%-)ay_}c18C`z3W0z_awq`+KvICI_`?Fm00000NkvXXu0mjfy)%7o literal 0 HcmV?d00001 diff --git a/img493.png b/img493.png new file mode 100644 index 0000000000000000000000000000000000000000..b20debca8b76d6bfb6cb358dd384636e34bc9953 GIT binary patch literal 493 zcmVRHR400001 zbW%=J06^y0W&i*IYe_^wRCt{2kv&VpKp4mW>7_5Gi48c2TRwnj5jQJ1bkIR4f=&+i z5#l$<;>%Pr>SU)5PFVzOi=8X*JcIAZziSRSm}7E j!n~i{w(R88zb5Mg3ean*ql&e(00000NkvXXu0mjfl8@AA literal 0 HcmV?d00001 diff --git a/img494.png b/img494.png new file mode 100644 index 0000000000000000000000000000000000000000..2d1ee36570c43099d75c3e8f127bf92cb8f1320a GIT binary patch literal 7704 zcmV+z9_QhSP)YP00002bW%=J0NIJ0 zr$_(*9nncdK~#90?OiQcDoqrA^|=kYbm`Ki%NI_PAPIsbZ;+$`k_Js0E=dC<4NIDW z9XfRAOW*BZm}P%wm)Tzy+&3Tsvu9?`&zw0kbLNDBumyu0P8jqOT3^8O--l!woX9@i zj#JpG7ow0aeuzLVtUX_xFc5=Y3PtG;0Kh0SyaVBJwOSYrC7=G}lt`jGte+8Y69drN z(IL#@BQLZ8dJW;@1@D5Z=l#_9#NFk=b!7JHVFT*gKQ`ZQAL4iz?{b{^2`h8{<@F1a z2;XP$Lf^Z7>})D8^beqM(9fNf=Y<{s)()zW{TXBw+NB*X<=(A?0>IfM{v?$T82aBr*47+*=OJ+#<6pDNq{NasZ2vf>p zuA@!Cbv*@|SP~KSfHArtjIrF&J|Ec&?th;FAh`ceE%gtslB*Dav3Fz$0_T&D*7_mp zNEo5e02F%sj8wf77T%5c1J=^2Zvbegm9^-EtQewoT|k*70q6<(^@I;vp=!tlsBHdE zO~t1JEjJxe1qi$c=KjYqrW4qexO%>I^Z$)ta54KD z0P}6L8@x;?_He(;$8cG-af0`?zv2lR#I}9#DyOd2U>>eLQT2y*no@GUJ>6*r$ngsX z+S-s%H9Xn6s^Nz5W)}deq3DE0EW0xaRfd2G1~d6G-0ocCNxn$r_H=2CA(7q#fe6%% z<|w36w@77dHc|$8ZqFZIFWnze+7rpCh=47BmRRao1K6O2!B66JvTjdU=xejoK<4*< z%y(f16oTQqw5p3rg&r?M&~Xx4s#gHe`XYSaFltOa(EtFzmrp%Bb+*RFkOO2mkWJ^z z0Y6~qw|*Rwkgea?#CU>C!*-92&M)mYd3|rpX^d?#m?Ri`XgX^;#MMRdkCbPZ_}bfT`*t; zj0xSP6d@sF%Bi*hwVnYszRmwZ+A(d5>)TK>RBbercO; zvmZXyf`A(#AP)W5*?F!}8M{A4iq9Fh7Hj z97rR?fS;mV+geKqY|l;s_k3;tz$XrC#9#TolmP(Jzu)~-KA5}!j`%gvoX&>;=m`K; zH}^YAd#d61z+M~I__L_28*|{10AL!TzTPK0VUvRp!;Ie?#`h6+xt6BlKPdRu)FTJs z;A)QRTigFu{2;u&4g=A4voI}l)W}`V_W!B<(-w$8c-0XJ0!26f*yH|HjnLGwehBew z*{0j$~wrhU@(H4V?H!~d*pP$ii<@Zh)fgY`=uEtA1AS% z9b8Y|Z>wEfHG)94SK*fo$&A~?b{cz1LaqbJ7>kMacu1PAc9gweQNZWh_RU@C1msTv zFt%OZnul53423@cFjm#-9l)@Azd|fJ#=c;xu2Q3uRebah!mT(*1)tX+k6hd1mg{qL zKT>L&Vc&EBI0q_LfFfBKen<%bs5#ZrvO$GhN2e38uO(4Bj4{XVG8^4NxZP*|_yYh` zRW(NM_oyvCZyDj0pVM2a|BL~He}5i>&M5$t%UWds72j(0zA^_YT+aLd_&nA8J_e3* zJu7{26Rk6)(v#Wl>wMi%&sbX$p36vx4rXU~`{E0MZ|Tr6`)$yPqlWTyQpPC&shxXC z(AgbFPKHhf$c#VREhod2>9o1kY2BqvN3RkH^qwvmoNPzQcD@ci<% zeG;**YCLiNf@T{DsU-=7P4X;99wCmxcXiSJI=**)vk^Zi!AixzwmFWTuP8I0ZG6M- z*;&_GROO05#-b|`tgT~yh`OiRq!S2p+@YPqmWZ@*p$`2d^B`CFB_EcWF^K#SvlYST zg-FPqWUC^qS19&4ejHSigdQ~m@FO??l%Tpxriu`d4KC?3jMBC>gzeCmL}Q|8AGx+! z1j?JZIq45EQ4h`SC@O5uk7Ek~GhdQ~Ytgty@4$g%^1f~m5F8cRG7(<;bq}U_w z0H317LV48r_t`|vNpI>C!bBNW@u`V#Q3>vtMaRR*(E2F6=?*Q!;dRY#Uq7Ko1Ok>; z7+bl!Hnv(Oqh2W(Yri-f!y5nwTv#H)V1J+f;%Z3d5cAMHKSS@a2L2xJ!p^?{H*a;I4vG zp1l(yL!EW_-P0b~26}s9D{NL&j^qM#$-z^1d3IUiW|Y}-hXIpo>*<-wo2!%K2%lvN z^wAo64?c;!Q-wgMqm+cbIVE#ol z*p)JQCo~&vv|`jLTjy-N^sQwJUUoTv7!HTcQ2QeX{~Qow08-pJ7+E`F-LXsC&zyjP{?kR; zNve{C*&Llf>n@0&#=W`(@YKf#o~aV?r1?H@yux-2uy39`0%SHp$OfsMcG!=;30DvV za7C+#i1=D*iW@s4z-bER#II!IvjQSAmq>XnO+$|7GUIEd3hKNI9g#l3KWJq z&p0wC$BY%c&KQ7!=Ng|ZjW1;MO#9vk{gFGs6v2D#jW7^=h{$9ZgtEuKp=Tg66{N*69 zo$06*RHyaEbb19`;tgv)(OHj}@p2H@^5#P$^+UZKJ)%yu28@OH`vnd7%U_CZXt^^u8MnW!ahIwRol2LvrQ@;V;88MvkctkR6BH>B5G%$fi z%}2r`S{hK|M0zT;iaG}+bj9XTWndEL#F3qu4b1eq%X}DkVQYeBX7D60vLk^_z!5-dX@T)J%|zYi}+#4 zU8S?KX^yl$S*BhB((^%My6U^~82Gd%T}FjXu3+`Sj*^Ek_mpR-yq}gN!=j&V4KC@Q z{=$KT^e9pzLKO1xI^7pj5=qa6aT#Tu4R2$_aRI{P3o0vsnow}ReeAXkEe&`iJjSeCj7(lW zMa8XQumiFt>U1R#q4j=g+4BzR44>Hz@_~vIMKHasA=~RA zftaW@hahKu*sl+rbS7p=y-7ls!WEBX&n1261jH|kJ!3*iYZ3PABg;S}YQolh0rt%R zDZ*EAqH)sK3M`2*Cn5}phWkn?85X{+F*gG&fGO_ZsFG#1BHB8iO!;JO2B@G~!v|Pe zH))6=A!q_A75dN&z{3N0I{b9QxQXTW-IW}BkBFO0dT;(rqS1kT@+K<$d}t9e5C!v#%(cvrcjLNtvy=`d7Zj>yN&74#kmlOVS!0ptiax#jZ|x*qIZ~ z2Dn7cYEAnJxVqbu4M-?g-u_2Vz#&~ByOT2~^F05-*h)-Hrz$6{arJS?g6>NTQjer( zdS`)~Sn>_a#4$JXavb6`z=O>6CX>$cku(?LS0&raF#vI$^SGPFAG_|xIGBb2aOjQw z93dH*Z!s})*~UdSy<*D%qrJL_KQlmiexGJikwjqXO%c}z5v<(Thu@ZCleFV%&90er;Y05aev&o;FsC{2dH~52P59iwG#&vMu@}77-Vf*w zCMR#qsCpX!J^*MdRn5Fokzux`OCVQNU2icwt(1LKDk}f{p8sSex$;@Sw9o`%n_GVRvHV44t^Pm&Yn9dK>J0$Q0KC@fC;_-0l|Rjb z&lleESvSLg$r}cSvnl{ErU9SqVGLmMSHOAzaQ8}Pe=01 zoAOsvL9=#`%IcATajl{NS6BS_?F1S%+aRE&p`KFm%?K!b==`E+O@3jY5hRMeC}QD5 z=NDP+Ovwhv?n56kT=x-pC636QA2P?Vc=JO#S^((BS^siQGFi*OYE6aR@I$y&)(26~ z$Y}ZZG3O_Y?XY}klLfPL`xcceeUW*kBExD;s|FD06BT-fxkY6%Dj)RD6x!R&F+Pe+ z7Wsvg4}CD~DtzetqG(NiQM4w%IIcUTkBc{_SUW$^6U}X(F;2=~AmIC^TIJ^j5=&yT z5BveT@8`>VykXk7BQ`{`+2FIqX%*1G^9bDmxI^`T;s9>^S>XK!_*MuFbkY65B9pA@ z>ENXD?%J?*$a-_a^uyVHwi74LEp}T(=T9OJDFC?Q0!ehHEnJeo(|$EV-t6bbe56)7 zmyUP(%c9nCXOu1w0r7Yllw->Ny>i(+`QTJRRAbIpAQxQP;Ww~d;J$e^ z{D;4GPe|{pohR430tvz4r!j1mr2Kr|(twIu{=#qyRO-`)cc!rJYXDGtvc2OEc)UDp zXFL~h^Cm$Qyorh9il-eH3f|-w1#j{Tho4r=C|tU&iPtP%bmeELYqcl8{BIQUG=-9-;}=qLRIb9ukIKt08o7c z=8KtDX%Qp(LXFqy4TZgdPOY)pkQ0jZlN4&49%S)yK76uh9$yFubs=`? z2^-~KrFrG`jvTl^3BUqX;7kQHKr5X+JOHSyG$3T|1vf1|^kp>wT68GxM3FqZyM>Po z?|9itY=m;((g2|RK2=cu8Y^hrtw#&g7QlODG}BP2bY=?5U%eGPciKx5=Kq5^{-z2i zk(k_(<&F7Hme}6hXmb0VOz<`((t^8@W9`9|v1yU-LE1a)ox>ZURE!aVa1n+VLmdfRr00Kr9#-jH{ zIK9~+dO0(Do(@Z`enG=ZbmoNPP1hM_Sx#1P^jq~rpI;!O|s#f_h_ zI+_CZP+O>=Tl&aIk9V*pqCl`vycuX8_J6P1Mm*gLwM7fMr36urq@g%FwI&KtLa2D! z>*{m&kA5H0o72kc&2aJQJWDwt0%#08f{5@4`@8)^+-Hd^j?CjC5|!4Q;nc+%TyMk5 zmu4qi=FC&e1QKnI7L$&`H9Vim;Gc^e-j-*A4MD@ty0s;y2_uLK^C_g8hu`UfCnvDHGyB{5M(`CfMQdEsS z+_HL;ms60rK#ZwPn1Svn=QmQq8EeGJWY!#xH%AqZj*M7?jg(06=S%U1pI|}K;s7ap=8T3+dk5*9xd4)!%H> zA|bv-OWuc`6KzjOh%y5lCc=+6NenhSsG20CV>XxDCvNUFo*Cdp{X0UVS%R+2)Jpw; zFEf!xrU^&F+qAPUUcGY_m9J0b2J;*3ojt3x271(`VUG^yvZh>zJY%h`@yr0WgaB^< z);QjaBC^fXBh8zZ27t=%XWKVZp!GEdhIjSRy@pD~NJNwa&V=Z|{kUquRJUJA^XAL_ zrrqAYlbH?~ckTp^xPBFicb_cQe`V6OJ0u?F%#XIZPTr;+Qg?@g6mv3ipY1g{#_=X}CrU6UdDiSE>Kt## z_Ugu=r1g$spmtjSy~NdBzCaFZm!1)2PCURejq&WR4r#)Gtlh)DsX>kT_PtwSE zd1~cInl<*&Iy&COf-AcwA-$o-Bx%j~-L#JK-l!O0+xSOjVGsr)FwxNjAKn~T7LFt# zeSjxXiUM-XeKsnCWAo|ah^|E{#+&@&*m!e9YUAP!0eo>&+7l(un*vF}M{kaD@%hjo z^wTDdlIUXq>xIhqqRmHYrE>{juB>>Lj(p&lWW~#yAGJCf{nbR>{i9Y#xC4NJ`d<2Z zseGWNJzp&Q%5Thok~+M+xzcY@uAT$>KechCD@{v>tQ(o10L)Map8I{E{G3Hqe;owl zjnZJ9DS-Rh+lp=~V)Lf=T6NY2Mp}nGYNJ%^_*>zed+rDaOhy3EY-8Qm0HF4S!NPd+ ziz5kXArx!K-mLEdfY7<_ttx6`wfYq4&?WSLvt}E3?h{akdRQ0b9R@tSIcHnt z2->T@?pOal0Kf&qMwvD)Qmy1Kg>bwnH@5GboEc65Q1uPVJ{Gq??Fs9?R;hpcEnydk zgJO*!zbJg@{G#AZe&NHLA|9Os6mjVMqOfWCMS^kYtnh2pI+&&~L>hhEx8R+3)|{Ui+B@{Ud{iH)92gg6bR0i#)#wV+D=o8O91e zm1*_wxs^)YyzNsT&9o)}U~}74JahoyZVI-+y$0tcpZwZS8T!8r9^SOu+Z6)yB2S>! z#{9PS)K<{%+-=I3zck)Un-RUAZ+|qLcD}Hgslc-Tc&Pw@D2~1L(5*{8jcY%7_#5a1 z(NC`%atZ%4?89lNQ8KRKTwS0F6#zbfGg~Tk^G6F*fio3=f)@aTCt)0$tuaa-(fr`&sYU1KGaxtt$QwBo>Fx3I|Zdq)_@tp!S62iv}>DYXljeFT7b) zjGsRjdu~&Jh&K$N1#t1j2ayjRw5LA1Z(a@m;cv>kNGN zvoX*=;sbDB7un*AFd5YJ_dzBOEtO~S7sZFOg2ddD0Ggy{UOi49ka&A`YEj6uikV3f|-w1#j{TuP?AH;+8pqS8oc|c~4ARC;p`AaA8+NXjw`@;XH+X&$y S;c)~20000RHR400001 zbW%=J06^y0W&i*IG)Y83RCt`dlDkX8P!z_0HSf|k866z53nEV91F|WOP95VQxEXP` zsZ?dwv!eFEeH;Z)|;fMO*(W@zu}(8ckbhS_dp+Yf)Hd1KPeu| zbQpr^#r3n6R=0=QEXGW+I8dp@MuG3P- z|J5%351Pv!s{@Jg482c&@B;KNm%}!5-Ft*yZ_mDB!39^#FFver9Zdz{X+ui3F03<+ zBNbgKj5NN9=~lo_JTXkQI1=hDQl5#vOBaV6w0ZAdat8As{^mpN4o)cDMuR(m$$Tra glL>cov^PqMZ}^}@Dk1%o$p8QV07*qoM6N<$g2jHf{Qv*} literal 0 HcmV?d00001 diff --git a/img496.png b/img496.png new file mode 100644 index 0000000000000000000000000000000000000000..73dc90255d8bce88e25329b932900f4830214f0d GIT binary patch literal 431 zcmV;g0Z{&lP)RHR400001 zbW%=J06^y0W&i*IElET{RCt{2Qae(^Fc5vRMF@6mXHwBH<0Ei{l$55XfFroz0B+Jz zq-9)?BejS*o03TWv6L40gQ z>FH379xbmGbc;^d)j%L4p4a7 zAAvVA(T->=y3`}tqz@T_?5R>%uUrGyt50wnm5@lR#2&(m literal 0 HcmV?d00001 diff --git a/img497.png b/img497.png new file mode 100644 index 0000000000000000000000000000000000000000..b75528e14809f685a0672a2636078744c416cb96 GIT binary patch literal 1038 zcmV+p1o8WcP)RHR400001 zbW%=J06^y0W&i*Kj7da6RCt{2S5Jr&R~Y{#lg-Q|nYf~l!ZbMf+e~hmL4?F((a*kr?j-Yn zo0<4B$(V@ZUiKrI`QGpQeShYAdGAet5rtJ4jxT2b!>)0lT<5-G)scCXvoQejRt?*u zNI9R|z$~o(NIL8htK(YaR{B2#L~-}#rCN}NGpzrS2MWG{pjZJ)*T zi1}Va+QTVcJ=UnG9Q8ULJM?5KYgHmRnkQ!HH1;%{8~CihkzY;(n&R|eVWUhn0kz_CHV9(@^COtt7|9rl@Z;ijX& zs-X+F)ivPbt16m8Yg6=c5V*xIjEVxwP?XcZEBz{JEic7|TGcQ(HVjyHTk`ItGwSX& zTmm%|AIwRCUm8}?Ttv7vMv}!wsJL>QWUUyUo>$Cch6&DzPbngU<9Bn* zHASQ6W}a3R0}BG-7sJ1(un0w;{6DN<=F0}D40UeAk9XFtHnx>enH!(bvtm^dJ8Q%+ zt|%~kqlo5=W?H54_=L&ogVvymv7zv**Rd1b`ABeV=!3UpOGw7-y_;P^zp&wycO=Jv z%)%q7>bRIfI*oJqNEz=^jlCwx-rbo^V~d2wU$vx1FPqvk6TROa!O6ij8C>1=g?REB zw$>lSW@&73dx-r>k6t!$etpbgt{wCe!5hEB=y2`UhR>?_?VZ7(S~q{t#3>`#TEW#?2#+0H6Nh4V=2ioeMe?YKH01*H zwv01bhDk>Oxh++q`HrV=GRba%rLiH+d&C@yqS_wL5EQZxzzGiSnt z2`w!x6%`dZIXMXl2_YdN9v&VxHZ}$Z1}Z8l5)u+TJUl>6uOd&+15%77L4Lsu4$p3+ z0XgxWE{-7;bCMGnnz$X#oIG&Ax{*=#!{P!S35g}F4mx~{JX3k@Bov8vBqXOKBs^l8 zd5R(I#C8Y9U|VMA@AnxjZc8UBSw}qnb9TMN_5Vz_P8>KRHR400001 zbW%=J06^y0W&i*KYe_^wRCt{2R!wNsKotJ6+1+Hb+02RvLN9ypC=&GMAMvIlxOx&q zSPyDFxhjY!nfh~+wnr7Di-ARg?3qD7>QDE_pz@y#T=PC{zyA0qg% z*}Qr0d+*J>d6@*rL|u_t4TZN(FkqR0)8s+V&_p%c8!+Wh8MlBc!}cc{Fn~&mZOk92 z2d;yB^9Mcna(u5DO^z;GO8Yt@(z&(_b?TyVx;i2=FCD<91*0ztonFQawB&s9T6ZjH z9`G?5?t)#)VX9&{UrSuK-uLU6OWLw(E42S_b(a&*3dD9LfKl75rh8hLu5H z-P2rrZzdgbJ!Ok7#v^SYDn05dyn5VpQBU=Dpx#qT0N$ydFc=Qk zVd#DkIT*{p&Ai4ajj?MlMPcw{n~RP{gQQ*+WOI{Zx>Th0W? zO>V|6x@HxeRxNfvS#^h&*r*NmtuS(Nd*@8F`}I=AcKTM7SaZRipNFvMXT^)}JWHKY z{>MLvLUqmGOFqvVoZy#-=e7L`w$a%z@<@sX&VSQuBlPkgd>jqR({6^Vz%iV`PG!7Y zH6~4xon+E-`{Qqs(vk+oUnphSlz1$dREcW-A be;i){<1g3@VnG_#00000NkvXXu0mjf9PrK( literal 0 HcmV?d00001 diff --git a/img5.png b/img5.png new file mode 100644 index 0000000000000000000000000000000000000000..5a78908927d0b8b67030d6d0f2b96a6a0a06f317 GIT binary patch literal 291 zcmeAS@N?(olHy`uVBq!ia0vp^vOuiB!py+Hm>m~)6UZ?L@Ck93|+G`StQgA&eiuFd7knh zF<~b|ioyN=|K(roOA-)1VxEv*%wQzlaK>oEDHA(|`P@em3>YTqNZ)AWn|tEGf$#tS nv(3oNVO+7T@WMIe6$}htjirivF2CFkbS#6XtDnm{r-UW|a2RLt literal 0 HcmV?d00001 diff --git a/img50.png b/img50.png new file mode 100644 index 0000000000000000000000000000000000000000..1bd2bf1bf4b939f52b985a9e3ec55479258bfecc GIT binary patch literal 310 zcmeAS@N?(olHy`uVBq!ia0vp^T0ktv!py+Hc%N~hE0ALl;1lAydGqEKD^|>zGiSnt z2`w!x6%`dZIXMXl2_YdN9v&VxHZ}$Z1}Z8l5)u+TJUl>6uOd&+15%77L4Lsu4$p3+ z0XbVdT^vIy<|HRDF!`~CJZLymdEmf-;|C5LI`F@dkv#)wT55twLIT4ofgk@LDy^!E zX_zSQ^U;X8lSRxxT1QBpARHR400001 zbW%=J06^y0W&i*J%Sl8*RCt{2R!wNsP!Rrhv)iQE?k4ETs&tP9JuG@tD|;wtL1FKr zM&3iNN%@$YV)?E`-K~6;)^|%lNXU`%^EOPt4d(J; z+;N9K(%>my9wrv5+Ae%LQWYCmKLLlorS!CA#*`=#w3j|WFR#q%EzMKjnK*~CztLN4 zP^)|jI>Ppg7~Zx<-~v+F+5+@9<60|=lGu_(f0|&?;YtiySw7v1(qN)r7QFOaN|qZa z9q$KaPYXyiXeGymW;Knx5*4@?h~BCH2A1`hGTG?G#f!TX^ejp~98Gl4Y9o4sqsEOo zxY+cp7m_Y*FL*Bns&0+OYvIDK|Gw_md_hY^X@rGW$RdoL-JLYx28xTanpbVQJWE6p zb!tDhB~ZMg=g6fVTqn=7{WlpYEel=OXHK^c$#Zs}t{Zt4w-GH%8U zJC;o-U&1~xeS5{AG>X-A7L<)7At%5GIE?|;$8aLXZsRy+aFFFQ*v+HX{j80vX@VN~ zyniduzj)Y6^GCRA#4SOTv-7~zgO72lvTR^-9tXTRd}BgU_xJhYXh)!6vEz5_g+5SU zeRPfzw}iWt+BrN+a9{bggMII^#63W2k5jX&OR6E++!e_24k}0_i_vFD)HjC`mM~*^ z2Sx5t6_2n)!VE`oES%?^5P)RHR400001 zbW%=J06^y0W&i*JS4l)cRCt{2RXvCkK@|Qr$!6#FC$ptuv%MApdr2iI7H8|BY$a9_ z5CpMVtVBgq*jOcny$fDpa~Q$?7V%mQSSTvEqM+W1>zg+dv%42#I21&DWM>G?Y2z%-El*{2rol(o?1zu{Y6`#(S$`??QR| zWqV~%GFs)P^f#2}ae_qsp2K;KG2&UQ|8zc-5{1DME$ zn+50;#h6@4d|+CED;1*kz*VZMC!F30iQe=IWQe6gpjcv$ReDgJQ6#3Z{X`hvrsdj% zXu}aob<}-YQYL)TWa;?-@_WS&5B~vH`BNnG26O%U-@u7k+gAln&;=hpW!1r*nco_| z1a59=!`tr85V2}UMtuxiHR`Bd;5qoL9>dzq@1vCkQB(aHpgpkkbIGem8Wt%&&~pDZ zaJw3^hz?RczBNy&3gWoVG@aQS*qk(`^fr;LkRs|jT9FZmg_xbR?0Wl z-cH0WJLR+SgD#4%hV`y`)oXRqv*-q}a=oWgD;g8+Jw;<3-qv%f`9gW`tzrk_Z66z_ zKUYa9Z`$1a66!r=*5<A?WU0000mP)t-sv$M0P zsHmKroRE-^goK26czA4VY+ztuR8&+*NJu<9JTNdYBqSsl7#Iu;3;+NC>RHR400001 zbW%=J06^y0W&i*JElET{RCt{2Rlkc9K@|S-bLWyxc2FyS!1gwar4ZRdP`mUZY-62m z6l`=A@kev!FOWqrosdGTlv}X&h#r>WdWalYWWd6l2d-~kHgPswf<>AGKi^cEOg z6vO6UfNp`0^3EDcaN1(lJtQS&PO(liRdGKkPnkJ7L{Q+-dOz=oz%h?>RN!Uyp|vm~ zDi?Xez6!tCO(&~>E_*?1oRaA1HL{F$e&`?>F(=8FiuBq8S%TDQl;;Pb>%b3kuF&HO zOCz39B6Q~&+c*K{&3feZN4Rnl{hy1uiN)g_%yTpG3Jc>x_LSUz93`kilcV%>h?^^P zD==asZ7YIpA0k?zKQc*!ZR6lV3}t`aoGb)yWCw6ORJI<&(8ccnPxf#=`-~r`NnLf@ zm&XyRu{KEwKzRdn4q2J%=pk;I`g^+g>5hDHze4OfJouGHP#LjCc2(z3bjRh%#u*{e zlkM_k3cH@6f8fc|7`KU~=u;7O&^pKWLV`EfbpDM1@4RAWwU}zuM{ls*HFQCrw7G|0 z*;~9s@7tY^zyS6REKl3A4Ytp?RQtmfKfqa&Tx4Tp?6-=+8p2(n-~0P&&Hm@thd&z) Vx|VlEzGiSnt z2`w!x6%`dZIXMXl2_YdN9v&VxHZ}$Z1}Z8l5)u+TJUl>6uOd&+15%77L4Lsu4$p3+ z0XaRME{-7;bCMGrSpOujB<3b0oJ>E!W_N&t*MeL92ZP~<1Fihq{wTC@9ByY~txM4q zI>;^~X4GZ8VH+od*2 zc_xPQjQD|?IySphg~QVtuXCJ9|2_4y$ccz!2Z|+kS1Npv_jz|*nmdG%Vd7hz<9h_c R!hr5#@O1TaS?83{1ORA!Ukd;L literal 0 HcmV?d00001 diff --git a/img504.png b/img504.png new file mode 100644 index 0000000000000000000000000000000000000000..0eb32a68943431957a91888bc35427e051434ebd GIT binary patch literal 428 zcmV;d0aN~oP)RHR400001 zbW%=J06^y0W&i*IDoI2^RCt{2ld(?2Fc60Sq*faxO;UC0f)w@+JVHmt>v0|wYVD8S2Qner|l?91Ux%j{HA3L@aKu{F-K!gpxj-35> zp+iB?4#6Acd8HWlDYK$@s0=obu`6tzczqE}ppZ)?aO(IQ(XB(?=4SA-uZs(lG)due?9?b W9X4@A+8x9I0000RHR400001 zbW%=J06^y0W&i*JFiAu~RCt{2Rxzv8KoFiJ#)QjzNi0Rg^fs@tu(Qz4BK5PmUm(}p z1S>0f|G;!sLO@#~f^I-+&fLxB0&pG5 zA_KUiCmr2xUaJQvSb0}kAvg56+!G3^8k%hi5s+C3fJ&esjI?K8K7WBHqfwbu8#f04 z(QyulE+_#qxMhNR5{GJ1Qo@06X3(FCU`CIN>no&Gs3I2f?{wFkl#Cmdt&M>jtCd)fLf*Ja28?Cm;7205;)hUTi{ppBxfC#kwAzkZ?8Cvx>EL z%56ZQ$!;)98Ca%9y2TuEgoAZF%sX%YfMm&5&}@135I*~`+$B)>4Dd>ui!F~r;S)3L z1NE0%zz)2T9sI=M{RSUDt?zMG)C5as*|~kvhK_BZvJ#%>+3(5tBO@?uaEY%47QD9*e0dsEc**y~_y2$R Y18ypr?2{`;DF6Tf07*qoM6N<$g1S{WCIA2c literal 0 HcmV?d00001 diff --git a/img506.png b/img506.png new file mode 100644 index 0000000000000000000000000000000000000000..bae987ea8407f4c293d731e2406117ce470c2333 GIT binary patch literal 233 zcmeAS@N?(olHy`uVBq!ia0vp^B0wz2!py+H7?HbB8ptsS@Ck9GUkOU?NEU=kxUv-vKA8zurf z7}TU2e|%;12b<4Nhh3{xmID4XTo%y%S^l31ZIC^_UY?i e?Z|P4fuTK(@82z5`5Qnh89ZJ6T-G@yGywpDS4rvs literal 0 HcmV?d00001 diff --git a/img507.png b/img507.png new file mode 100644 index 0000000000000000000000000000000000000000..a2f6e31f9dfc940051639f74f2df1bc3d23e3371 GIT binary patch literal 238 zcmeAS@N?(olHy`uVBq!ia0vp^LO?9X!py+HxI{I%6UfmG@Ck9kPs3Q;^E<8V`F1rV4$L+A|WBc!@~pAk$KQh7f3Od1o;IsI6S+N2IS;> zx;TbZ%t;1ndywqFv`Jx6BO|j8gXZJZl!T)fbY(T3SJYD@<);T3K0RXE@Ngx0K literal 0 HcmV?d00001 diff --git a/img508.png b/img508.png new file mode 100644 index 0000000000000000000000000000000000000000..d8a279264934a258cfe16aa79ba6089e088718bc GIT binary patch literal 278 zcmeAS@N?(olHy`uVBq!ia0vp^Qa~)n!py+Hxc!rIEs$dn;1lAydGqEKD^|>zGiSnt z2`w!x6%`dZIXMXl2_YdN9v&VxHZ}$Z1}Z8l5)u+TJUl>6uOd&+15%77L4Lsu4$p3+ z0Xb7VT^vIy<|G5PJ@|8gft`(qr$=1j45!1I0}Y&J1|L2%YuYKKJvy$$&&a2+D1nLH znQ_9uZw=hbo!&HjWNdlHIN4g_Sw2IM%o`q=7>DDZK1&)HGGuNuWn|<@IQ}{2!9S-( zyhj-Ons_~IW|T|vZ(?TFlsduiu|jr-kc7lGr=^vwH8&+^$SH_4^Ef^#v|rrme2{@5 Y{fC5*@W-uRfbL`PboFyt=akR{0B9OrfdBvi literal 0 HcmV?d00001 diff --git a/img509.png b/img509.png new file mode 100644 index 0000000000000000000000000000000000000000..11047ba5a12bc19d963a382f1d8981be4346115e GIT binary patch literal 324 zcmeAS@N?(olHy`uVBq!ia0vp^N+8U_%)r37KTjmgkdP1$4-Xp~8v_Fa6%`c;2?-t^9-yXIk*DVYDaMi@zhDN3XE)M- zoI{>2jv*Cuk`ovh#n{;F*hCJTIq;#8`Pf57!8gJZKO{FW$gxa5Jhid6k$bk134=+k zS;w~dKjt_7XO8e-e8Q5qVvoRmb0wdHOcDDI&Ah|Y!>_Q0ZH06>gYVq^j8FW^1P&HA zG&asZ4_-W>KK(5D_h@x518~ljFyxX4V-EHr|XWmo2#@d?bY?uB1#1H*168HdGR SvR?vy!{F)a=d#Wzp$Pzm=x?L| literal 0 HcmV?d00001 diff --git a/img51.png b/img51.png new file mode 100644 index 0000000000000000000000000000000000000000..1b2f72eb69a5b79a80f83c6e709d185d9d7042b3 GIT binary patch literal 485 zcmVRHR400001 zbW%=J06^y0W&i*IV@X6oRCt{2Q!!4%KoA_;j&9dxWJ$!lwlCV*XPqXOg+g&l|^?1cM=OIlaVzYxwnj7g bKf1>k5foQID+%K100000NkvXXu0mjfQRHR400001 zbW%=J06^y0W&i*H=1D|BRCt_YU;qPt27v|!Y(Sv^O@Pw@LN8$8*ucSXmw^eZHe|pE zp*TQ91A_pA0+`Fhz|Mf(N)o^WpnD7;%*jxp4-6B5wW&3k)nE*Fl6>K}?4Ph6o0T5Em;0SXu literal 0 HcmV?d00001 diff --git a/img511.png b/img511.png new file mode 100644 index 0000000000000000000000000000000000000000..aea63ed281cb4cec857194fdc5a57d4144c59412 GIT binary patch literal 357 zcmV-r0h<1aP)RHR400001 zbW%=J06^y0W&i*H<4Ht8RCt_YV1NRF1_o?Ep#V*Q4~fmeaF>Azt2Si74^?~s$ZB8^ zU{GLK0Aw*Suro9;3lP*z$Yf3f2zxTbWk8{cKXL?3_@uV8O0HEl1M}upGc6 zDfthQ+&)10jHsy(%ss&1i=>8WrUHm!-rtGLWni#{t6^OMO=Rs1mB?HM_5_4EEKt!8 z437+uxNHf`K$7GC{|!i{=Px@KfW&?O|2JL_4|f0nSO6;URHR400001 zbW%=J06^y0W&i*I3Q0skRCt_YU;qPF27!hH3|N3d0h$0y0*u8zfrH^L0~0n~s5&4N z*90KZz#zb&zz_grF)^?+H1IeO)QuN>U|`@hfG{UBaDyyjV_=vFq%JIA;1mGc0tF2a zii0xyhyxrvC|njv1_nM5Lj%HRYG7dG2GU#%3?4x0zy$^tpzGKk0NDu)tRROvBrrsP zRPr(~Ff%fMr9~JZsyU&C!aSxx8!yldFwTFDM^^G*Baq}_V7UNQjhgzv+z$-=U=A}_ z4bw~oFlT=!0}_{k`7)R)17g+{0ubHp43)@S2Bu>mGK~S0fLNfS9~d4Xb1#7H;`{%9 q1Cr_a%gzNLac%xjB+l!@6aWCjS1k+}y3r2+0000xY8? literal 0 HcmV?d00001 diff --git a/img513.png b/img513.png new file mode 100644 index 0000000000000000000000000000000000000000..6c8071103bc8f635c3d0facf4244ed2774a4d457 GIT binary patch literal 712 zcmV;(0yq7MP)RHR400001 zbW%=J06^y0W&i*JMoC0LRCt{2mA{MBKorMcHk(b>WRtWOC;0;`QVJq$uSIHYQXN-G zs%x%EDF_n$1HA1lO?8DJM9@+$_!oo&Q4rizf_iu3n>RB_cJ|oQUBg&a^x*&^qU+?)vC#-xVFi&_E} z_t*%E0%E<9@Jh0XNr0udODBc0O`1c=vJo@P6ysxvq;OOXJtd;xb29-*{7%wA~ zmr%S1NPR&jJU{I#Oq@g!BnnCDMq1r~Mp$jBX<)g@`i%I?YCeM33NXWF3Ld_%c&VOz(Wkes#84Ujp2VSKM`=las?s?JxKQ9-T$P+$Z3{ zX`%sL%I%c9PtSB^Sn$+c@8xI=)4@ejZsZ$AROVe7W=M%|Eu3J1hsI{S|pnQ0000+9_=LD_-n@CmiWPI_%$YD@ zLQ6|aMMXtUPEJBXLP$u6hlhuajg5hUfr^TXgoFeS4-Zh&tH{&yfD~g%kY6x^!?PP{ zK+b+o7srr_ImrnOOm%D}2hJ<7C;KrxViS1$pV6mOU;|@^{sEtd$xnXsFPULcpmB_a zFCdCBgOB}ioW^@*W@d3_;g;IChK$1n%*WURjs+_`Yur>hv+>9uUID%v>@sWS3&^P1 z)v^8i|6j5~vT+WBT-*kp&;ASkap&-_e4w_9v9F0&qh=eY5nlpZ)f~p3{0Dk6Rvh^K z-=Tm(=Od%ehN+E{6}dv$Bbr_^PUy^$31@!I)^Yd1j8g|ngufdb*%$>dF#KMpTxXZe Rvm59Y22WQ%mvv4FO#tNbZ;k)} literal 0 HcmV?d00001 diff --git a/img515.png b/img515.png new file mode 100644 index 0000000000000000000000000000000000000000..3830e6b328f6711615d2292c8296b299d5ea1199 GIT binary patch literal 276 zcmeAS@N?(olHy`uVBq!ia0vp^`amql!py+HXsMCK2;}Gn_=LD_-n@CmiWPI_%xP(9 zsi>&P$;nAbNC*iD@$m4lv9U2QFi=rZk&uw!;o$-5$UNw$3#1rJg8YIR9G=}s19GN% zx;TbZ%t=mQV6tQLQD9CsIUw=gEFqAMjk}?O`N$M@o;^H!-ZzK{n>lY}X4c@nbnx7S zh6e?Q*2Xz(N!-Esm{sNXj)|$iCiJF1uW5K-z*u|e`#af|#|IcDCbECp$zNc*tZDWN zwj07?3qIxBH5eEyX4HDf$|ERH`(9Qc$6-=L(?U+AgC&gZEY(ckRF0HR-LRXT7w9Y* W#fa|{?p+147(8A5T-G@yGywnr09|7M literal 0 HcmV?d00001 diff --git a/img516.png b/img516.png new file mode 100644 index 0000000000000000000000000000000000000000..0987c453245e374f8d2fae793e086191882727fc GIT binary patch literal 382 zcmV-^0fGLBP)RHR400001 zbW%=J06^y0W&i*H{7FPXRCt_YU_b^FPMgjvnIVLbL zR72_a3=9D-2@GI|@%{gQ0O&?8pb(G)a~nU9R{-?L1M)1Q6mY=k1q^H)JYe_00Vf}b zL`xIsX6Oz%UV<I@GybL#m cfcy{x0I5(hd?gp=DF6Tf07*qoM6N<$f{UYwY5)KL literal 0 HcmV?d00001 diff --git a/img517.png b/img517.png new file mode 100644 index 0000000000000000000000000000000000000000..635014841c76062d22e1bab3541a4c789af0a50a GIT binary patch literal 393 zcmV;40e1e0P)RHR400001 zbW%=J06^y0W&i*I2T4RhRCt_YV1NQ<5HW#)0N{kP{0S*VfDZ}`4BXsM274m$8j(OX zlzz{^5U}9@0|P6N&G-NR0S0~sE{28#ActWWLHD57q`g5UIfM877dx2J&eGCoh!G2qw7`5N1->`LqX& z^ERLgup9u1PGFGy>j38SIG}6!zyR_mTLS|~B?IUG-`ErsGw|8IfN(n)IQCyfSHRrB z!0*5WHi6+0(AJGW`u+d^pfm(g0E`?i2S~DET>vC%k@R!?|G$A@B9PH{9PC6{1qP}A ni_u)c7J$Rca8n4#4>14$wJJ4!s^R&k00000NkvXXu0mjf$Lf~T literal 0 HcmV?d00001 diff --git a/img518.png b/img518.png new file mode 100644 index 0000000000000000000000000000000000000000..fd485e3ca92661aefa4952748709aaab96e8b5e6 GIT binary patch literal 537 zcmV+!0_OdRP)RHR400001 zbW%=J06^y0W&i*Imq|oHRCt_YV89DF@JmC%0c?V7K+H*$b`GriDF6=CGb%s;yZ8eJ z#tmS3xCjr!g#*B#I6ytSNd$73Lj50*d7QrqnxSxkf#LoCKe!c~1^N>VI2M2i5Qjw) zA?<*nfeVP)9>BRg0q6>t8NqG?$?<@VYb5AOG64@E1^o0@FdI|B{|(4I2SUbuAfSMQ zsR6$NKCq?#aht=%R)gOJAzo#uQ6NKD+4e1x zMFG&j1Q1IBE*24hqJV*c9h905fUKA>0pyYc+wuEgsDZxq6dOS>p$>Hu+PQJd5eEom zErNg*mX+WC2Z94+n7|#tFa zRh0W1fW*E81})|ns1opqJHX%z7r_?b^0=IZ6!o@nh5;6Z9c(YKh{8+&7f$#Ve&A#6SdyGuA6 bK?(o>=+1v3u4af}00000NkvXXu0mjf({s_8 literal 0 HcmV?d00001 diff --git a/img519.png b/img519.png new file mode 100644 index 0000000000000000000000000000000000000000..716942a45d2000b098194706fa930c7e89160095 GIT binary patch literal 419 zcmV;U0bKrxP)RHR400001 zbW%=J06^y0W&i*IAxT6*RCt`#lfO>GFc8LnX^U!TNV1|XeuTULC<70WnF^_oz{Jue z67RrDRf!Ri7eEBW$ix$LEMlM|2qbgPA8;#`jEGM<>+{|D&h}@63mtlpvx@x6X!@%@ z<^S-x0zaY!W3k=R!ev)FG5hvsZEIb096l;wNh&O@J&$S0J?po4wfj<4_dh`fCk=mw ziQRtBO|W;On#nC&gbX8(z?gz!4g+z7P5fOfz(+-Ojd+Ymqud%I2qe&|$Uni}3!IkB z%hqH1vXJpXPG5(1)-&#N4HqUSjM@G;n9`d%(a!avB6hvpa^xp8Pp86p_pBm;E;AU} ziF6f#jQMo4kHiKEH^*m~)6UfmG@Ck9XJ8;= zY|!$d@dw+R96pDOY;1gt2J;nr#ZNp>N_bKI{T=Is)0-M)Gp@KObW5LMXWqsTa@!)~ drDzHRLvM%VqaHauJ)kogJYD@<);T3K0RWX3VDRHR400001 zbW%=J06^y0W&i*H%t=H+RCt_qkG&27Q4oc{wf@#FY87u_JMW<44YpE?Cs>JALP9GV ztw^+zmH4SW!ZvE2z?!*BNW{6xnLBePb7nwc^Fkm`aV$bv;_bo@OmhyTg?sf=ulJcq zXok$f4*1Y9^}!}258m&j6bop4rQ#UEnv(19HOqoiOr?S`6-(FYE(v@r+2)#R$?o6$ zKNw}t!cmg+-xVv`ikEz1^^m28!kL2=Lj}fh@%zY6XLpg^X3&RR?L|*XTpRD z6%`dZIXNLAAs!wcHa0c}1_mlBDiRVBJUl!=<>gMY&w&(UNswPKgTu2MX+Tbhr;B4q z#hm1XgoFo-No}D#Jac$>&M@*MJUDt_Lkpv14#T6@JQ5Ad8IC0xJ=w$XB%WpCP6@+M zCC1iitO{O_{SGbSh+`1o6XLpg^X3&RR?L|*XTpRD zEiEk-6%{!-ISB~~At50i9v(I}HU@x5)wQ-JU~saB2Ui)Qj8@*e!&b5&u*jv zIbohIjv*Cul7ZSDFekM==HdCn!*hm{Cqd!ZfeWV_SbofCIO5O7bKoY!GBcoYlAq#P zR{iF9^vNJ;l?#)uOhWXQf2K7PMA;-KB_uLTeAvD^ao=^WWsIREJZ^_{PKE+)VDNPH Kb6Mw<&;$Ux@JLAj literal 0 HcmV?d00001 diff --git a/img523.png b/img523.png new file mode 100644 index 0000000000000000000000000000000000000000..89f327f7d107142c9b5b8faa60f29aab0c8564fe GIT binary patch literal 1723 zcmV;s21NOZP)Pi}iAGqgtu1K#rE5NNtR)g9Vt-33~i~`ZDq2fdp(Wq85 zsz(&nii6^cj^YTSV!*5dwT75o)2KB>UBj5YW(DD+FwF@c?covWFuc5ZGnskkKQqk* ze3$&%XDL*S{jx6ix}UhP^dkX?Hf#z>Wt4{o049F&-C${E0+=cH$`a3<59<|jd{#BK z^5Wfzyu??8o8Ki5StZB?vcXC_fNX3ZZkDH>p^VqRTYr}?XyG8*${7g{Qk;+r+=q=H zU#CaqjRS}$C1_paJ_jPm1;C*HARBg91Po42iN>`w9~U104)?P;Cwf4yS||ICb_Y%jGLJdUAy#$nM*_d+X{?4EAkQA;c&{h_h|YkI<0$`;ZQ6Qka3F`3zT zgp_juaRCt^0{e?eT)^o7*xk7+r{jECr~m=!*>8b81+0x3H-(%v?YvMN3%t9P4`GS0 zw1wMUI6z*Br$s}2OI0M9I6z*xHz6?gj^v24?ZJ}m-W)8F_PnsU(8$K2B8eCI%}kSO zDg5-0oo}vcf3k4?^{X5G?*6x51=L69XZh=&Kkei$RZph#If$Wy2#AZ-TbvFCH|AGe z&dfeGRzX|zyGO2Rrh=?A=WTx1fT}Sc2T6^~8>^jm?u_)S_mQB^aWyGWSCM07RA&Q>SqX-uSLGXYh7$tiV;Mdxhi9T_xVgnHjDv=qM z7*w3jOvLOI$XspeG~}v?9OdcHN;T^9$|(&Wc%sjksKO0cU;(xeLafO76oe2$0R3bq zX&H!KZk~Ri41^^_^QlY6t~O-9D~49B%!OTdI`po&@6d!M&?PhT7JRgu*~Dh<+qAGI z(Pq3*a_^|xGzxO7!4r=69%@Nu(@5FOu3cuC9*#%b9}h>@CQ>7OOji>^Ih{QjnqU zluTDEe_7jKQ6EA6^65oCkyVYJ)%e$&%}$!q&zsz)i5eb4;=P7GNoPylA^`kZK9N2i z#BL)?le}tH8-$DNYdn}>yiJoNdAnC(mbzz|o6Xd{$lUtWU3D^*ubgXdXS z=mpS)UIR+EweDazK6#uOwXSFTF(+`!?PGyn9l)3@ujuwTvYbP|N}zXoHNC1{ENe?8 z-IMBSvi0X}@t~yx2IJBN7YWh?K z{IddaFYs#+)?t24d91@yY?`RmmAQVCW3#rPGb}V97a&h&*;k*NH%Kv?ji^KJpZ*Yj z`cLO9>Cxrzk79;jylSSpjm330ROjxG_+2Hdmg86h#!thOY6H8A*UTi5-jsLNv3lD7 zYy9ow*(a3u^Z1{C-$Jv#4M)*Wc08PTEA}`WJsgkDv}$Gjr$r{DK)Ap4~_T zazZ^_978JRBm=cQNMUGXV&iyFf1rW!MnJ_k;RQUbZQuX@PgvE~C@av_ESqI8pYibj z|MC(yuCYA0)+}rwm$IK>$-V#VP0Tzzd-!5FJvQxO+V`e_kD=tf(2kFpze<1>FnGH9 KxvXy5D1zNFjR31i_FIC0Y<|qPHkRbdr!nH(Ep=HF{_CXc>$iy@rSyM2He( z5G8~dC89HT&dIvxe&@UAuKUMcd+n$Hp5OaE@4I%SuD0rxi>wy`0Jx&Ari1_h5Qg}S zT_6fTY#FUN#5aitLR%l0j?6Ar0|2@o>Pq(vys|fQgpB!ynff}m{GCGtEm}M_O|{23 zDBnZvIz6r=h}n*D3|#yA8Z<`#0}()Z*JI6*Kz3dW9_puRwK?#cTlKDrYxVs;^y1^t z&)ke7oo^JUHF6=qX(O+h8#OMcJ%GwDZzH*1d}&KtG?`OW+5b(0Ny4})s?Z_$q;9i%sD9-$_MwVPAEosUG7 z$cj0D?m#eS`g!&FNAa_cPPYr4n$Put{vsCJ9Q>p+f792o72DL@Y17!MS(~c~XTa%T zbT65Pip^6S3|h}Y`^c5*KwKlS)-cgBe%M4DzGoUtYr$GRqgXp60y`2e6LfOfVOkK1 zgE7A3yQb!``5a|wI?CD7AW7) zKlSDt4tU6sEgi?Hq6=UrZ_&4n*6)`;FgsJEGm{_8XZWoiu*zw6F#J-iquTxh!|G=@ zcclHx^qE9igMHWlKU}!yLyEkIeZI^lp1YDc(`|yX&@$J2{(Lx8AUQEiqs1_~X>|B( zLCgAsRHOuk;g%9vp(dsfq_Kr7-4%4IjAZtZTR9nYB`iw^P0Z-mq*~bMi7wU+QbPA;izcwAj z9|tixT?>fWr^@}F;XFdH%tCE^#*ZY|7rvkAdcJW_A9lSr#UHtQqj>AS+z;*oLEXue zQ56W&LKl3}|LFcklCS1xCQ-aVqQv>snXMh6O0k<(LbDPHPqOf_vZK(X^eKU%yOWG* zHC^9~Z^ohAp5Izv>LZ-@CYmYQF82}eTMf4}#1;4>G3}%+47WI<=_OSn(WX zsW0WYKCsumj^sE2-L*KKoiyrlpqkUFQ602WC#E?xD+Sp$?u0x?^WPv_NZ;T7v2Z<~ zT0zg$m>8E>=u8Mk?N!|Qn)NuliJJnyKyy=}rFhkNX8LA6a$#tJS6=gL^8 zbH|3X^W7})xe?0Ra}QPRhCH6bo%N4x;I;?44^OUuoXZL;$_#tw*TDL|Y3H7m06aGmTWgEYt(!6%0$ftjuw57hfZc|R; z;4m@-ya0~R1pnw1*Jcmky8^#23IDxzw4442M@Ez97hoz}6KtTtrZKryGZg(GobL)k; z5AB=^H#yNAyB%p{RtW{&ohT~1*MPlp_2_h7@3SMbYq=U|ZRg-eoD0RCZ}Hj1K+bIj z$h94It(qdov*5Iq${ZyR5Q3= zrE|!!(7L9uoII)T)~eIaIDR4}Erb}_V9T|1K#2w&@M5FySPd`LwNH#G=kk2M;l!8m zU@+fb2NGP|XkdPPCIQI!%NrzahBSrflsZ)!PPZk3yam?2|^YHt6=sxaR`5<6kwzSbfhQO<6Qomh5{5MGLp{I?{S% z2qB7@wETVe#e%U?!%5r8VUmWh%XQE-qzNiOL1Qse_QvtDZ)e+LLw!zwE4xJ)M#rDi zp7#DP&9ylaCu)P2xfy-Bv+sB65c*TRF$9Ot6rU>VH@wzEW|ro1BT96XhOf45Ll==&_bEwSiwoKkx!(WIbM!rg8z?%;v+ z%T)@o>!b}dWe?(~`_)uwP1{o?wK`wxZ22D@kd_#j9?60PE0TaTTd2Vy%9eg@oHlQa zZ;_UQw#n9;&%i3asT<@P2__1j;c&9?NFo zQ~Df5n6qA*OOG90c_M-Ys9yE4o8Q`3Ea+tFccdq|EqHd#^p!(;aE37D->Znw6jt<| z?VN=QoZ2`ZrwN5G<$mx2-xz#|ndZDxpB62WCwEvTw!}8i3qbQ0hnr=k!$@|jyq2C- zk<I8y4`rFt}VZ>U=)5HVdR)@1;)C-UXDIiCH7K>L<0MD6eD@(5V2zz@pNNN z0du%{@F6Fqsm@)r;Y0=9TCJK|@HIJ2$}|m}StWOm4~|zO@nW6V$0v z)dA$K)koyb{u+}io83JP{II$@rjpqKIxOtHavO5r@zMR!=IIeb7W}ogSNEQIH-040 z10UW(0GvIfZ{pewvOM&NzYv};Gj!y+(VeB0%_MZ4M|~U3f8Z69o`|+PAX0xgqLz86}BOgyrC4Ohg z^0U-$H8zE9x{tpKZF?!esA99fw~ zRk>ckPR~CMltM;Do)3Vd&c%e+h1XlqO7l{r`+8f)xEq1A2~}&_UxEt-`@h!&`Hztw>%8P?{O6D0o{+}?t zzmJTzo087=B%JKA=&9EM8$$PRaKu4DK{6gFqD0^Q94ORLrVi!A$$5{5t12F@h`<%s z!xKyP}f0k4eO3eWV+PQ#2Fj-qH9Th|10;P1d8UM=K zx1Tw>Lcudl`K(c)i__BiR9#+VYSi$v`KREeFm`E=@R5rXFCBsfNIh9)b@#1L?)lne zX`ZqvZ@+81vng%WXyX+Ulp zs5?7yDO>$TbT#!awp^*px0WLkjsNKgPF-fPTvp@%_dr7iNwYJye@uc%oh1_B|93V$ z^;e6^vEBd7?r5a`YC$>v&j+!TPuOvx&zZ4dq!NeXrA{+`k838M)C#xU%>R9ngJ7<= z9qnpfAcyse6`d&0u6XF`2GI;ahW0KxKPby`9f+;aWNqq|67x;I&(eqBiRLdQXzPH0 z7d?898-9IP;z)#PG~nHD>^50h)@`Z+P12UWCFMa7mS4xHHUWCtrbtVY#FKw^4c}KZRwgC7Y7j+{nQtW21D6z&bBT!hvSul94Zbf925)yHnHcbw64pbpc}8 zfIOFlP*bxf_31s$>EMAo&`(_%r-bQe;Rv~`60P31{jftw1JJ%$j9YIkp_dAaGqTUG zP9LxOjyxv;&PlvIh_=nhc8MA$C;0_MoT=H{z@PbL4Fx`h$lsVO9do>F&<21kW_u?dgLGW5$ZG5|IO~-uwJdu z*adJg)en-aUIY;_-ZmIm1REVO-ti;S`=~rgIh@O1|BDiI zT@>vs%oPuP2k`PqVGr%t?9xl=!$mZZWobiaesqo`R z!ELK|=;7SoeBx=>JSDV~S1_r{fz0fh^x<+ttwUG^%-j7f(bN|Ij<45AIicb~Z zQ>dYY2G`JzCl<`!LA|P+T{j{O8-Baaskz2B9H&=H5Ge4!SS)W4KU_36IrZSu3U&Y{ zV2+4I&HH(0vNM5doE<#Uk>_m|n1mW`+uO0g^hpL-z5SsE6rOVr}-*FOS+aW8Q^u#(m%H6biTCPsXcZ7TL?dQYzM66Zf;%F|1756H|hH>q=elw z2(TMc#-#^yBk$)38MPV{KAqZ%rVUK)vTHmR;8WJlUrIH-$?o@P2<(8fT_@V& z&9-8HDpLZV{5o!eaC~=BfnBnh^RiDyDwi)UuiX|hWr=kE4^!g*2lV&3^2ei73nN+H zobyZ}9!fI~8e4Sj4ANkH#~ozz603p8*5edlqlhtxQslt2xW z{_FCFFLgnR(^=L9Nw?w$b{FH0rOAU|%K1bnQ-8M&!S(N5Hi5nfFs5&7)lz~cha@&d zM>(3wjH-H+1mE>mpbtmS@lzZ6%Fkv{*Iw0n5cSrr7s$%_s#sBWi?6<&71(p2|KcON z3kX-;)GkdK-v8-I0S<_@Kf8h=ggr}?$x~MHh+aZaz|S@;EoP06Xh@%$~#xz}?P2nHZd7xo+Gp?VSGoaT_lD9tIiXL(06$c)np` z%*pawlg!I_T96BJ+|zgK>CgSq`9{5-&}cQ`}$vuv~L?K(#BO zf};%#=qaxiRlpOka$K(eIOm8Bxq47sQUCG7LKi_)*2$ z;GIr^nccrs!rN9(^|X`7fSJ uN_0ise4wF{`-YnHS|lBOxFp7XiJRHR400001 zbW%=J06^y0W&i*I(Md!>RCt{2R69$&%JrIX**P01V3_fo?p(*$;kyqVQ6Z_ zKm+!em`50+7McS*kVMRc(LN*R44#Cv zd9oRB6>0ikmPbqfNf{UH9tSJF!%j+k(HpO#N4oh}2K`^@Y+EL!b}Dl~9d-+JF2Sa*t5TLX*r1 zDPDZY1;!f_RQ>tkU)BPe%mz(S>SNV{YzLE zGR5%dnIimS!NsjOIy$YRSQz)&b;;C(t{N_Bi+kJPW6#(p>34$NwQv~5eYTV0Z$tmp zCK>0z#r7+`Okr^6eG?}=ytC^d9sv@7_pFBd&uE$HKT h)S?a@k;CH$_y%S#Z|#nh$2I@}002ovPDHLkV1nx~2X6oX literal 0 HcmV?d00001 diff --git a/img527.png b/img527.png new file mode 100644 index 0000000000000000000000000000000000000000..99ea05a172dfaf2de79850cfd42398f86231c8a3 GIT binary patch literal 399 zcmV;A0dW3_P)RHR400001 zbW%=J06^y0W&i*I4M{{nRCt_YU;qPVAbtR1FfyP6P7Dz!U;<+P4-L4a@d7rWW#>OE zXh>jSBTGLN6d-dF8V)cpY>;H&|NkGvgf-C|I-wzB7mJJN=|NjB;6-61ifa(}{SrowX{Qv(lvH(>9Ly((c156h$8&F9B z&;kcc3sHh=SODBUl4OwlS3pS71cn0)z90riU t`~SZ|e0H49PDL;=^D7KA;FK9o000R5HNeuUms9`%002ovPDHLkV1kS!j+g)d literal 0 HcmV?d00001 diff --git a/img528.png b/img528.png new file mode 100644 index 0000000000000000000000000000000000000000..b861b924e57dc7587e15101a7690624c511aaede GIT binary patch literal 1739 zcmV;+1~mDJP)RHR400001 zbW%=J06^y0W&i*NNl8RORCt{2S>21=R1`m%WRlEBCTSJ4Rdhu9B*N6EsuZ$Nsujct zKJ?A_;Kzf|5uvm%+iaDpPm+lq58ySI!3MB3m}53HYtZRO0ooksTMom5 zp#Z!B+*+?Vq+HPe>fom2FTpz(vC27s5OxD}nBHNjqb6?s^wGv3?ez|(Aii>6Z1ZB5 z%1wKOzh-L1`_2}S25LEWZky-Cp8+(67C}y7+XUSOfcHKgbxt0&UHze$LEpX)8@rL3 zwI2fTqptffTz#$^-OHB!tHQHH>7+p>GIy9%KB+?L_&nVqNDEK*=ULi22Q;u}SY&$| zBsdN<%wH4ro)_V7Q0Kr19&m7gF|g(wj%vsDr9K=2hq*V19#h@7pN?l5ObmD@2H1M4 zfqjKtXC3LLgZ+YCgX_G{FyOe4HDjOc+gNOtm5)$OQTsd&m@skdGzIr|5dSwM%1T}O zv9eV_sMOrn)Fq-S-ASY>Sjt-6;$)?IN+Ug8p(5H2{^7b6U#Qo1FPH9+mTDmhysA+5{!t0Znmf z%(T2o{AT8=YA5J?eW-$`GL@;UqjY6q!a`V5MR`#!pvwAeD|=r`s;<{j?mPiZ(k{hh zW=nw0ReZfLb`ljaNaH9P@jKtzcZ8|4Jk_=3dQ8uDTY}}mcVzV>Se`#g>RBlkw?JxU zgo-cFF0Pq;pOD62oW%=7m^w$2bU_s88F!8pER!4zGjJM8WE&brKZ@;+W{vx(?Qh4e zz=2MZV4D}wvF(Tm>v+P#ct&W9#@;L?ei(rsGqK+U(%DN%H5aQvGJfc93h)Lx@j&Ez z46a8J)DO{_D@kJ!n~xu+n?t%aq`3t)7&6*A&Z2t=uG4Y3E8l0*j>D5KhD|#J(}A2N zsX-)2mhNE~n5*nzz*9PoKxBoQ{g&RqyxkA>W4e9a8(sR;?{~9Z=vctmNb`A)twwVT zY;BV(9Q1k%8vuIVuFY0Wbbo(vEbxGweM#yXM}|m7V@21RTRM$4#NQjxGNaxghA`N* z83s2>V&`f4*6A(UsbQnID!|~Hp9CK+CR;& z0KCAj0-Cd<7Y8cF?GueTF;#}g;yRvIMuOZJf;`Vv!DK8(`icu>un;{~!0_zKpbGA6 zUlL$A^Zaroz{RY5%fCCtpS-VANFTs{eD>%i!fF2C_wcwJ=y){i9j8#;G8o*Te)=3K zIWRZ!$>;{g*{@WiLd@I07hZ=R_=22km;wfiWneNCBDFoY0v58DgSFWu0^5CSPzAew zZN$NPGo&OknU#_J?sSg3kB2bJ-zeb69ynbJzS9J2?Bcsr1CO?dJ>Mk+f$&u$Np53d zHylR$qr}L8*-NGw>fDHZr5Y7ts_YHujbQ+hAm@XcDPYZK8JLWPNEec1r3~hRq&%$C zM?@!f9Lj!FAkHeBis3oWDXd1^jA~WMDED zBW)!sWiW^yTO_cH{}626eEa7K;Q6nCgW))|&y#(bI=b{BA(bbps@kIRVEA;E#Jn~q zy{g7XlHb-cRw~;;KWcR_e=Dnh$DaYKqF*@p_rXOuSXJ5GyxgyRmnnMvHDjr=HU3vo hfGfs-06dkl{0^E)DZzfb%MSnm002ovPDHLkV1lAeK-T~O literal 0 HcmV?d00001 diff --git a/img529.png b/img529.png new file mode 100644 index 0000000000000000000000000000000000000000..13cab34df1000eb14b3b673a5ae38b155fd4dd22 GIT binary patch literal 1583 zcmV+~2GIG5P)RHR400001 zbW%=J06^y0W&i*Mtw}^dRCt{2Sk0^4R1`m%WRg1{nWVbVieSX0o9NDu2PqV_iV$~# zn{lCT#70E1n>MdVRjlpwFX$lH;zIh6A|jLq{McEdMeMFq(OM{UZYj0p**2bY@6GqT z*F{xa%z2sQp8Gq$+;dKD?maI6cPw)^wJh67fTtE{0FD*|yo|t>7{c-G*zC?7KzVZr za~+)S8qgJ9!meQ#VCn-{-G6wjjU*B04*pF1Jq6(9dZ5%mS>koSx`KnhvFN?bF?*hK z|HY@h7}Z^$LK4KN_l|l2sd^FwUn0<(TBtvAq6Ze~omJ2JSL6C`WvH%{LkO5^ND0&f z9Db%c1~TbGyR^YvuyYZB&FxW!x;sosk8Q5FDX?w48#9+Q=4uh?8ocYK0(T)W*xjpe zmzpjfVx(`AbW(vmmVUdfr*3Gcq{GD>JT6@TFv{sB+(unfs-|p|9_9K{YU1UMg|97Z zHmwF)=;}W840|oSCFQyyX9k3M52x8conZ}+8>rH|1EY%1#5>=u;N^hx?3!#2W@2^) zV>ES8nNG$X2HcS-z7p8vhADa+Y22YSWLYZEbV4Z5Q05i62#pAzXMYk-liBW+XK;&ytRYG>Ruo1}56n+-FHEHoG3OIgZNno=%x9dVB8OBr@XHN1(o@3Zjc zMYFXRc||J`XG2vo3^(gF(P`9hvw`OCw`XiE@F~FdF%9Wea7QhFLBoNxXobqtSX@Uy z%Pn=X8ZIv-S}fGspujmSSjh7gFvgWs?eFeo;GAps(4c|K5$f)9HLMey4C{-&T*S8E zCa!RRxA(cq;{t`0jWlZ(adU=GYsDd)i*eUNpJV-!<8~h-LEM!%$xfdf5X&_u1!Wc& z2^oVyl}tK?9LK!^aXuvX2ptHt*ePtamxu^yui&+vL?lS;CFDRt1=%D;qr|qOff@U# z?6?mm*YY`_YXebzrN0=U@N-`TlWXz`3G{11A!ZNi?6R9c5Anz&90!OdpM=pQ(SicE zm~m(tiDH>UMXDiJ=Rn!XYIrH8R_&^?)BuyUcmWXz)d~ffh#nvG zlOHbNJ8xW&0Z6{|zLAyB-_u2+=?_?Bp&vg2U072a8v-2 z%o}_&)WJ}EX94%4n_t`Kdfta!i};`? zA^^#k-b+4xmQ3g}h21g%9u>?mdI;br5x`6$GnioIxB~X0fTZ_0>nsWt?Q)1Qs` h((-ovRHR400001 zbW%=J06^y0W&i*H(n&-?RCt_)Pdg5RKop$KDk2eLXzfPoHVV>sV{rR<5)S2gpv z>W%>pyia1-^`e#nb$-V?ut}m`FGUaneP}A2UB89?Zu?$y!lcNq6Z!4kVk_)(S3=ip%Pz mp26aEZST^oaz{ChD;IC`p*bHaDER*X0000zGiSnt z2`w!x6%`dZIXMXl2_YdN9v&VxHZ}$Z1}Z8l5)u+TJUl>6uOd&+15%77L4Lsu4$p3+ z0XgqIT^vIy<|HRDFo_8y9%x{ZlBj5u;1X&0!OZLzaNvN#0j|V*Oi5~Hcf1lCnj0J0 zJuDeMvhlL9xfQZ8vbDJ~zGRoEsN|MW$hy(^sKr+)fm0i;R!TRHR400001 zbW%=J06^y0W&i*K4M{{nRCt{2Ry}VMK@fdsJHB%qdpDxstKe$VxQr;!3Go9`gOFU( zVHyNNB5Q<1ngmA_q(O=3qZo;n$Ow84D!RBM5``C1Kp@F6vv;=lEFS?OK8lRw-I+K0 zW_Ipo_Y52^zNj{Q^nf!ujPgJ`!96p&>d*k~^;dm-UOJAl3=Md; z0tvK2D(DHBv~!x9v(l|8bsgtAwDT0Q>IzoNPD|1qKz%$2E>PU* z+nO6Xyg=G(3cMLZd>%I0&nJL_QWc&|>TF-lmnyMcE~*+`KJ9W`x0vRVJ7^*h(}Gp^ zp$w>YZ=`P9t`|}_xEj{Y=SQJyo}#qaw%u^~xDKR%foZ8nawPw^ocsXXFq)&X){OVN zb@2T)3g_D6NHbO_H$h*~QB2&E8JRQu3oxlOXyZu+bz^ijYD3ge`gVQ|g*AK8K^+ga zaW2|Q`7L;dtXsR%rsX&G^}L?n*-|!%(9aS2DDJN=$DtHof{;@I`XB#T-k3`{T)&r3 z`7Kxz`GonaFd$973u@-l)HaDxfj+w6C}W`No7A|>%nto}5eX@8O^)sw?xg${%z;|G z_0BLg+^$LS$tE#svKdsD_*D_-5;@BOo?rPw@1SNs@SeibHoitLQ+^A624~|@Ger{{ zd$q-A@u0e|EE1u!Te^>)+Px_meL+rpX@EIR`kXsd292Ep8BEY;vfJ#JAAQF{` zuqFsb5kXX&r0PjxRuK;#s-B!tYgP<1%ztM1bCch@?^|_mVEWJL(|!7M_c>>pBZZ53 z%l)#<+kcPOshl97_ZF>!S$MP`9eGMe;FtG{gp->{6WU9Fa816-`&=a@N74>c^f&FJ zpO}2^qu3N_&yl4OLtE7PPl~1q7}$StS}M!s9N|bgm4SFZuW;<U5@>N!cC1%QDBWQtCCE(1whb2c!%I_hmbgDj5M6(*t5nzl} ztvD&aL$NDLxV={xvu>KQRxZ#2u&TkVv2v9(c~|)LMvZ0-q3Ng}8~Vng0lM?`P#NZB z>qQ3n)Mc~5EA7!*J-%{#1h1dBA#c+?Ki{J0s;oy-hq1gXYUAD=tU6BoGbP1fM&MVt zs7Pd|MXbmGG=;vKyqd&rUU44-g3w{fmqgDLSwE9?AB6d`%dWqNmp=)m`OB)>NK}8} zn_{kt5Pu;VXO$QmCU7HLyYeYYsFK&0E+YO7jOwLlyOLzUXMC z`}9F8&*m+TP+x_HLX=UDX?W)4*&2tda+R2k=qA@j)uK?GKDCNnf!li}gnBf(s0rn% zw$K-J1uB{{&<1H6yn<)98)A9~U6s7J9<1mm!iUuttGQ&JwDAoWJp<0GC8{s^&Pm02 zoTiQ=-)OlaB}!DYq)&r8c3;ux9+tvOvv;>p-nAvVXlTsRXv-aX*cL<`0$mfYm|W~E zO`mUD7oA;vWReEpz~XN;E&fNE4`MYDL~38FgkxBDXJiY8<=p&lf0LIRd#n|;QThgZ z<~tzHKJ&*+_2@Nv!`jjB!-uGd(jQ_keFlQqeZ49w@*%+0JDdY36)5d&cZw)VdiABL zV)yRhK(oa; zcdWnLutaLIbcU5U+A!!RG}yBPi){TyUgH_I8*D|UMJ?r_qSffc z3^t``2tYG50P-ujdbi01&%+KKcq?q6ssw~NwW;S}SGvM)kA2uNdFM-KJ_i zq7+}z89X8tm?cMrm*ghLBa23?jX+)(@r$(=iE}55GSvZcCx`_iB4VFJ5JN=XSXs5c z>_3&5z5}xH+I-3dA4PN2e%!$8E=S?*k$JhQeG64{bCxtzeTP=>>{xd8K_C*xwbj5% zPp_5>7X{?iY^Zi&@tD^`J6gMi%J+SP@{7dLwRwTSprMt=sxyVxhFR3dN=i3jG2G6m z5J5FlJ)$~=s|Rydu1wBFeQHCq_`Xd;ywa3LJiDf7U42~DDapO|_;R%s_g-E%_usyH zc*8+IL>9IZp8#B5J$4@N+Hx4xwdPg1)`P<!E|MCjwHj*^!-+(QF+Z8VBd5M#+g za#!ykfr0aAiG8Vn6gc3xrlBgX12ORn@}H>oJA%DbSrl`=O0kOX6ZdJ;04cF-< z+@5Kpc$!v=mxqZGz1QMp-qOl-@62giNT<(32l+B+H~TSeJbUtZ%|bJkbRwwsUbv}z zmLIFV7fu+BeY{##irt4v`HGrZN?d0>1|{3Sw(% zN|oD3cZd12{Ysa-4M<*gc3EGQvlO^dHXZB3HcW*(!jL{z%@Fz`KB}3!OsN1%-8){Q zJE3W+LbE!m(<~`C3b_R>Gs&eNLiF%%vYB@3H0OLZ1*DJA&pl@$y6)yII4WJ|tSY>Y z$CR&{i^2=-$81%^P))Y{BsjJXhAd}wqYe+VUaDd5Cwcg?%p7Y5OkT89nYAQ?UKU+Qd3as zbfB9dm-hBlOBSnW4Y4XvDcaj@fdYCF9t=PXBR_f1`z_!hWU`rtthlSm5mr(1ED;#E96}MYEtU2B* zP1^+O?M&4eetZMf3OZJsc;C-KsE*Y;tw%{bpzI0XFHOG>2c(*yP4+>xFCA*em$V-Y z`Ck#Ei6I6C(#DW}+Y)L45#0yX_nuCvd|H}ak5w0?FFsARnAcH{)G6NPKnqyXTs^#l zcD-g?zY=XUu^r@^z0X|X49fFTpoB{`jYA{`L$d^xf^%B9<9sHC+mmZ4c5BG(*;PXL z{PtAs(ob=lnR#nd#OKyXXz@un?VoPG{$Q#qc4(51ZQ;btlQ0dhD#_0r(TvS=A(pBo z^VO#}0F^{|eb#>q6ZID}LLP2ky6d$zhIZVwiY06mihVcldJeT844G2{`{-}T${0Y1 z*NDAD9Z)C{;s}qgF5cI9UCge>s>KNCO@~jPrdrIaqjG?%CCEH(FQLTtmn3i;hBrP` zGvVe0@&T$jg*tgbIYIUU%s(6#kwZ2jDxX`CTj=0%Cjl$9EXcB|>D6XBr(Kr*kP>Q~_sfx+EaEC|00C#ujjSrr<(4b2E5QJNy;LY(lI*dT&5 z1CVu9cjv2zBTHl%&f>xl1L^d|GQ^^^PNlT^P&4pJ)5C-(?s&>~rmHP=oR;yu zDkO>;qv(ur$STA3^YwxgF^f`QtDWguf+J!h(yaO0?T1ywrz~WnY-{WC@tx;e;Dfp; zOU%z($N`WvWLv&oAEKI3EWRhw$Qi%rVNBjg9w@$P!`SY?>$+a|#PKPgAY#Q56~K_4 zPLhslT%S0G>K;(J@cGbc)|T`I`_SQ`+6(4POLl$YutOUpA{wRIdusFxsz7yA_E9~} zOqF0PmsL}s)Lm5GJX4(okl)=JBFYnLJZ~YYW)d_nVSAtQojc@7ip<0DP02ArA*x%Q z0FG-T9wzAeyApi{DD5jtR|oqz9ex25rDj*aBMOar(?jNc(N#z>aZM7%*!EKd5p3eCJHxc ze!sXLQm*9Sb3D^ZlP9fVR_b5(W~Gi*-MZrrV=)~U&j2nIC{>3#+!fVr;j?N!sop~7 z?M7jwG#J%^+z4=!I9X5_4aQYy-}lt0XfARk%A9JYI^-&oc{1%-9EMdbeAIe5BcC(D zB!8n$Ou$)}EG)oH0ywpeax-Rd_Ik=yxiPOf!pRt@W=Dz1@JHdsMMD&6X5m? zYdA3}6fRG`-X~PXD3;GtDq{wDH^~^Ijf^qnE9-dz6faM}7+;?Q%v+V1>z+2^Kx*mp z{xU9#$c5EfknR?Pc?;}w?GBuNQ>^E=;Cmc7--1K4`t}>%7*2^pvpS5qu;m-@F9H5% z#4j-H?MFw#w{(0(n@_C%GV1XU$FbGW?UgEO8y$0a&1sF^7AAym#!+!L0{FT&LBZ!e z0L89#Hv>S~rxVIoU(bueOM9kWpFwAu!pW4n5x-|`Kc3n)`qPo!v@_eSIi>1Ec^mc( zQSXI|7n-8I<^c3*3UftT4)*g}#zy=qO)Y>25s)@t@PGlvEh5qZ^iHkk zMfuzsS2B0>mN?!jQa-ixHc)_7ZK={?0fkGrM*&}_v?}NQXRd!2r!gm+xAGnuAZvxL z^-gLg6c*Zu{yP*(@8xXo(C-1!tnMKW;pffOKWk(7r{E7_bvqYTy8Vsd+zs<1tUBSJ zuh?(>KY~dc;ZaR)+|L-Gt?&oU)i_q=fUgjL6C%};F$Poi=s^1sh-9_SxH2x?KzmkL zlxMRP$C$qWB7Z>0hq>=O@E2A~o7dHExP#^}_?HI$;n?mzg}papE4VfaL4SN3@?U>n zCH&_bk>zqXu$q6oZD2$sqrC6w*7Df3W(n zSX(aZb>}=?A2Z0ox>yp8sH6EVZ+vVC*G7TWfI;r-4*gLIF9Obo*VY2`;_UJSY9_ii z8`;934RTJgL>fPYRS!C5#>>sp7W*M{)qz#T^GihgE%w7$-SXm%RK@<9i_KQ}gIL|K z6=FN_OGk2NO_?-TQ&#S2>8^)?xZ-V6-zW#z&KW-MMAs zM%9SB#m~B%f%fD{HO4si3yb&etxODut6kN*+0~F3HS6&%#hq7U>u)Yzb5>RJ$Ahom z5L}NydVWR4RJ*$NJygfsc^$9t;=23SK7D7ey!QLsh#FP9CgJiT!V0kcO@tGEkR$x29n?Oqcmx-5@3Z_ zkUgn5R)pW|e?7pc!diY~hStqQ)SUzo`S!tV(#9}z{r(??ST8z>6{WcxZZFL4^=KZv zXF!ENZi{_ho#3l>KUN4ov)}H2Oqi>CP>g|JX^Sb5@GF~}3#Uhd2HwLcDBos6HZ}O5 zQ}xgWm*CDRYWcBY-A{{`kxr9+&8LIgmK5TVOBL60V_a5mt#af`yBisGHu&us`eSE` zHn?9sabtdoVbuu(EVvPZYx8^d$Ux;E%4k6zbH&B*J=6Qi4%`j?qt(#Rr-S_3JnqE& z62qz!1}JWX;M)AYMP#5N$ZUcjZvl6MPj1i<2Kn`qFL<~yY{O}!26n;#bvHuLV}AE$ zOpg$2p56DQfz`+x=(+rI?*B1j~xwXa|n^)${OuZxPta zn;OP%6JWbc+!1zz2=8U=cQAQxMLnw3zscks6Z#x9-R%+kTxK#MMlJ2-r=z2xLh32w zRNS_wzQO4jp^Mi^8?ei){TBaf#P%r_vNGy=F~06l-{ng79|DMUWY`<1%ZrtS_f9j< z@>Ac37*_S@$9qIz%C;7-Ijh?8X~W(rR&{s*pf4^@(_94PzQR;kc`H^s$YM*}jn!XoAR>^rO~IWXQ$t#p~gcsGGceYfjy_K&S6?2+1dU(nCubbI_iRQ$#5D6mTs00000 LNkvXXu0mjfLG;xl literal 0 HcmV?d00001 diff --git a/img533.png b/img533.png new file mode 100644 index 0000000000000000000000000000000000000000..88ccd3c56f6852339a205572b5c5942c064a6905 GIT binary patch literal 763 zcmVRHR400001 zbW%=J06^y0W&i*Jc}YY;RCt{2R?mymKotJEO`B<&bmC3eOAr15!JEQLyoq?IH$lXB z@@9jA;6<}~5HEJmg4k8)bwxx^y892f1{Og))gO3tvv?`)ZsVItY!W*uE3CJEOq0ns z@6Gq#%=9I|473qxqZ%sA2G7y@EFXdXI9f&>&_)PtAOiekpfcMp5iv7jLtHcr(WN^( z5uTPa>A3e;vmG&V$cU6I$yj6XJtm))DGfi6U5D~{xn>gwDKe_Tp{OB45S4_9GmDZHyWh9z`)}eT0KvSlgEjmlC_h%+_jzF5wo>;tQPuh zsZwz>@-jn%`>HdRCB}=Sj+ax$DcqT4z*NI?%%Mg!xhQb+z|%}y9+fTCI9IB{f@zLV zQze#t(Hgs_`iOe*&!R@}JJ>j=uI)$M!TI!^Z+?3?%4t;BACy@VHqUI6=2_8f)1?%u zVKEPj-m@Vr{DW`ECx5_Lj0K*fLCY9-;SgU5oks8}EVS_x|!n0*S zA9AXl4Jr?87v!|n&NL!?aTJ!7PuD)Y_b3|cxXjALn@f~_Wc;#=YekE~egu4N&uO~# z@zwnfK2t^Z@XpCJx`WM*%JL*$)K)Nnxdq&iEr|%Fd%o~Ix!-x6eWx^MT0YZO%&$pT tb48Pg>9<~Xc3Hb*-~g6>_A>at_ziP2v0tV?a9RKW002ovPDHLkV1lT;W5fUe literal 0 HcmV?d00001 diff --git a/img534.png b/img534.png new file mode 100644 index 0000000000000000000000000000000000000000..b689df8a16343a516f20b7fbdf3975d890e41bf3 GIT binary patch literal 8596 zcmX|nWl)?=(CxE}FD`+_ogiU@yGyX(?u$!s2@(<(2oMMs+?@o1J3$xM-~_ke?tu{G z@_zT;??=~6^>p>rRCk?oYN{hN)D&~nx4imSWBQQ$WxyWx@zWV3p-JxeNmmLM+0xF7SH^#yA_ zQFaLdO*VDS7?`;gf0?Dzvm&2GDAvQMm(Kdv|HvNBd1!U795{qTV7xL;;j?}NDPe_{8u(~hW&1hvZ=qy(a{ zBGx-MY^(AvPCB4KTdqJ`B%`z;GEb&IOODfDcOCOp$dPf+nPDUB-{J{6vJLbzT(^?c z<;Pt%5_w7+PJ{oi6`8S3A;laUAJL$8GK%t(P{mBSXc_9+qjkqLakUO1DO;kgaPz*T zuH3Zl-Thl9f(U7d&^^M$pX#Kty(_E$5h!|>iV}K*_Jc=6yAlI<Q=HiepPX*3Yw7`_xyQRjqbbAAR*lN?OH#k1@&3sYiSh$^^yG+RoH#$JR-nuo95- zJ%%`c5)Beg4rrghzz3B6*#6R(7czf9xv4gM#2Eamtfq&v%3R>1C{+_L-DpC6x%GpN z1i>wd#`tT$!@id5CG#od8)!@45*0zn*bR@|LU|jd})!=CFSd*{Wh`GoX z-FsA;WODQ>peFaZNX3cUx4C!o^C4UU%xNbZEX!p3Z`P_hzDPTt>mDhEX#mMn-$y%iFuuf1-C`#6e7^;JlqO0bZ`U zP6%sN!$kHsdBRW4s4~NUV$5+2Du$-;br0Z^);-0S+xo`+6e24}4>3)uN1n9`+JS`A z-5A83 z-#8u&Ds~GUPBjFFTQ$my;!>S9QCqF!FTS?haL4O01`nu~UdnzvPDP2l(5Z^`?!k}u zwRXhUIVF%=Nj5Yepu6Ub^71>RSI*QBV=_fOx+Eiz+hu6)<`>cY>;<+*pYc`roU9=J zShyBgCh>;+CzmZ?TRe8EA=&C0dAxt`ce&x5e8Av_$0~#-|iX+DL*VdP=>Mc~*Cmh$y2_)6u(2N)- zh=sh}sdjdtT@HoaY*Nc?oN5ha9UM#?MW(PZ1O@&X*5M#?W&*|&wt;VEJQ-r&=@q)2sl{gU(aUwZX; z3F8{|h^aSs!Lvnwy{_ZkMQ^OmGH%;X?e$g)Ou)&gQaottC&5Z!X(k@j=lkDLAsmRk z-8>8eT|f$5PyF)NrmXvqUZa*?UxxMaPo!_=(YP2KoTgP#*Nx3%daoup(tV5cWyl#C z__mn|D=$S9Ers4o0w2eEQKaBz4CT~V(N=*a^qa7#1**0YIaTEM{pP}d(wUqXQNZca z;)6ad4Vk-OH;z$(WV8{CkH^|EsP{8k2xTw%x zc8oq7z11MPpwbn5jf2A5>8H5S_n0>F{oY{mYEw1HYx-Ln61(}d?Td7uS~|$Lf31q5uIr6KBDG6p$7~F`*F!1Ht>j(lrwz^`OzGno$-eT^Udxm zY5+#-J$zN^#bdeM3|ROSu3}4tK{F`4Ytk6Z%QjahBuCjrWYqjQ@UwX*r6nJVRj+em zu;5Lx)pH@VFz!sfsMH%a#~1Oe9Wn>nznG*j&&HjF?$?5u0YWlGVwH2>kT;#UNvAZG zYmnsQjj4KgTldR)Uo;dRlm2f9ZXTL%h-Hi2TN4l|Ap*wn^x;-d|GS=d3Om<%b3_fgXBrr88u^45=1 zD&E3^HQnqG+o9b;;tF%_;|+n!Tz1QuGRfqqfhiT^rvK+w-LpL@s%M8?qPFJs+~4tT>Ahb zx$h?VoU62d?X;mA)2XSrzA@|Ek#E_s#kO1CueW`5xHA8&{MXyYw}dFWKk5wY!)3zX zcko)~?&!W_^|~z*VQknWl{sTF+?5vZqR)d-6JmTtJCcv!{$Zt+yxQiWxJpYUe`-1ZN{;cGLDLFl2Id3ea{>U{KSbhubPk1s*2NWb71 zoj(tBkPV6)2N3uvqCTeSbMYK)A5BCeR}{6=@h*;`@p?&I6tJOE z3KC0p63cva_XY+U2K2GxAEv}#ml>Bcv99+d2!4-FDiKrddu#5WQMN?|bc2K29dL=l z4I(+ET`NHHjpetztcYTrE8raR%35XL@>*@*$+GY_6w5-eJT*pPQ1 zTWlN_My#n1&J&Z+Rma@>Fxh801CZ33_m|z3`(T-JEG~o3fv%xgv(rP&X_`kRG3OkI zp97n38hGD0!RQCE3U?@SN94+cP??#K8$v<==Y0 z)M@?cQ^e4GE#?V&9wqt>1mf0B@7$)&^qy;AzA#B5*ij{oQ_bO;8KaZ&zV|V+$$Rfj zf9yt87Cd-bUZ2O(=B~?v2pv?X`_nQa_Zx{O{JC#R@h4+fpT$_25&KpGRuC8CIuxm4 zP^caE9_M9JHxt>Se3w=XM$E99b5WD3(QFK5=WNV4>VfT_W6#Bkh(1kr!t}M<1K3Ah zq0xp^W@R9CJhI9yET`z_l*Z_Hi$lF?Oza(In92beI^cgV<$$}}O!-ws!dROZtF%`u>|-kHv~bS_Zf79E3|K+xJxk`o=yGJbyDOUyptY0f|>eSy%qV?betK} zmF{j4wO%il9k0({ zo1>$`lqza0#d@E>G)HHK@Yi~>$L&Z%!r#_ygUv7KTZoJ`cg;_0Ind~}GHS^sg5v>x zKoct_i{><-=@3Q@5)7`Sp1_3tU5&@8fuxRN(}tBQEWhc19_4oIgedfS6f z==1IYjg{6MJ1Pz_{3w|x1sv4xkQ z3EeKYVMNYEijT=<;WM-+VrrHD8j9e&6hO^qI>&ib++_$J?_`i4mmiEsaVuW&&>$8# zS;DZNq~hFM*j7c&^*IG8RX7s~(T~SaMXiH4IFjZQP+Pg$gU)$vf&BuByr6T>uA(gj zJlDfjh$J8v(0RLp)7STkS*|ZqY5>%!o9|pN5vNNajmjxacU3DZzF}PRiNQCMd+85= zcSZNsxA(>+2Zi|eX*EU)Z2p5PS(w!fjIcVv>X{rgBC?T5*&Xv3k9i@R^dtBCJlK?` zbV(kjo|eW*Y`RtUnUHrG&o=U**e^VdDtzsyd78Hxw#?$lb3ctZMj~bBUXT=FDG>=- zKRfdBFmkF0+l}4+&f7PopYPqSF&7IF;|-}(5E*=$@Hs6{5Q{fCU7S%lzV%&E_L=jO zj|kx&rF3vQmmaa#S(HU(%fL1^j@I;ygv>| z#M-yh=12jeBoA0S8WLveFY53PydUZ={BKAP4=gT{{=CUfrD~v-r|BSss8u#$pRW)Y zW^G{6Fd%+47F)eWtT;+DYb2AS;FLwz_7;C528rjNr7wM)^hF&5SnmoYw#j2}i`9E4 zt4Lmks*~&lze5M2%J-u{9PkfgyS2Z4UBUTV?=2dM-pHd%RCr1y?u37YaV4I)*{=FmxFx}Qoqz^PV9`%7bVUm|rfU4nEQiBQCYLVegX;5a_bDX*ULu zgddWaFbf;}&gq`VDtkzsI=5l`)P#^BgRF34eDN{&zD3HWUcu=G&}6JV8_udjYw{E0t*6Mu=odEy$St8iNpb z0s@Ii3VR11kp$mh|FAHKkkD{j*syD%KSCmPquGZn; za~P#(%}9*I9!6PsLE*F4QtbnoH-AYur+Q);Z?+pyg&+fL)G}*W=JRaI;%at#o-`Nm z4I?AY!&j&6KCYYlz`8V55gOfY*xA`$Bopy

3hPi_?X0V5a`|qZ7B)}v-pu-HI+!*d4-i;M$Xe9!ObOQL3av?CFwfKve{!G z5O{LM0R%#<8i?@l!r`|JzSEtk%EXL1SOqOk&#c0--ll6+dNlZ&aDP~Oale5%S|Abd z(Yln#&6Q2`miXIwX^^RQb7@;+A} z%NrYVCK1u_b?lszmpKH*=n-@l9EI9nQ9i!p8`5zZL4R^eBQoR9PE*1aszJu~r5@Y<%P(!m~C=VBD<6QmtxQG};*TTRETQrTao5pYwUL=t+@G z_(q&sYsGO$rSTW+dgful$e(wG!B{oj0D%b_T-8%ZUqqFVT|31(w!wra$$MDc`8Wl+ z1X=gDs4Pi5_*ZM(%G-~#$zCCASMPUgJc8<`yRU{jV+vNLmm2Bbm3k+Dg(i zV{m}v($KzH8u~#%!yjdO)a6C$m@CH6Dx0GWpHF=g&dS@jv^Ni*!GK9lAUCNZx)Qqf zs=h$vbW9(I)Z+*Baep{LVfxrACkB8Rruy}93@omXxuvVh`h7}1Ek{yZ=DlX>1gaMj z4jABl?CZowMZX-`F~_=p_eiX4N+4Lcg$K`l5NA^@Sey}k^~ea|lC!oih`)*q+`>i7 zyf3gI@{;7O0}lN3xHDm+FNWk_brPUF16Y$uBZG-F_|*D-VTVT?KH;iSUcfnIE(gPn zc6pKS7}KmH_wv;p#`-+e$Hbf*V6CLX3_V6)L z9IPo6Ri?bzDb{YhN@1SfOmVn@wf1k9$Vk* zxDm{Tx`nVPB@n`zwc7Kcx^^nk+=9LL-<#xiQ2?c?y}!^fIBbw#^@>)CkRtb4=UUO<+z+20wriTR-d8j_Gfav1|o9Ljh;^#ToDo2{Y3 z;VE4s-BH0c_<%iI_m7g~onT=1edqC2ZU;v_hG`6R$n9epbjf(;R^EHz zMTY=?o=LnPe5a91KXMtja#|pxbYbVZbLD5pcUIuh`oez~6Mw_!PSsXlj064T{<5^F zh9~7OM#gFvCE_SF8<(7L3*zFLnPPdYjNdVKh5fje+<|%vQ*B9N1u(3>~{EHzltc+hAl0gE04}}35d#VOdcXFG<$}RH0 zMj?TC;QD?G82gxxP6Y$J;*}c_swpv^DI8Kuythb7xcLkE!?Nn7v_NFVrVPK@A8R*&bba{TAkt2MI$%CcZ;SSYySO&h9RD63}{E^O?=ueY|rvXTz0FxW3ET0hCoVf) zJ>id1KL3*-iKf|Qzv~}$27cWq(NcgnD_i<4*Q8DPh}=}eYoohY*gox6sOZma&;*h^ zRk+>@B>j7I9x7YBR{d*bvXe6^7|a_|45D+iRr%p|n{b97&q9Ni`l&xZvu&(O${;p9ten0xlu`r<++_b^s zFB4-ru8gofl%26w^qqgFh0v9DfrF36B!L1)XP(Xz(gbbwp2X81K09H4sticgklhf> z#V=tl*{M)mIrBY+$o1sh2?=Zxac=bRT%JS^HrzQ16QreE{`ID|~Qs znXxSC0QG9r7i8#x97Ui9N3}||w~>E-v>%~zYE+`cnV4dCBu#qlzt+h9Vzl~hJY!AS zM=D<_L2bQ%tw)TqhJjVnz)}Vhko+e4#E){2MO8!|uA=8u>i!Cq8Pnq~m4pJ>jY6P7 z^*IXJuq)KnR|GLsbXXM_{_`J#QvEN2PO|pOF`aS5IwVq+_hISsRhp7A1)5^j82$L6=SAIEAs642`?U{Ewxi(8(lTyzv_9JEICNP0NAB zwB>!>rR8|>oZ2al%|+`nX`^rLKYWvR>x5Vm7}wGI&9(}eJFPWG(8-XtfJFjdxM=^s zAWn%nl!iD;+D)H(NFA-yzk}$zNpj+p7H%qgR1BZ;HlEE?cWHOykV>jX{yF?@;Y&5U zX>$O~<4fBelQ@<+MmgfSyGlJ)EZFdA%v9kes&&=T>F57F2uk4He`)bqD6S;FQ{?XV zs1Sqfx@}eHhZEOUc7ob0*%P-{ZTIc140ItO^kW}iNo)9@zrI$D{2yN0YAR7OQ{?TE zWc>K~bnL=10StxF(^d%bM4Wb5n}{qo^4|=(Tb=&@x9Z3E5aq2ueS(~odzc}iu#V-q!Vwagq2-4gq63~bKz(eX-7da^T^zP z-!Xm6Lf&PNk88d1LEeTwa@Eeq?%<%Z=q*aQdWV+!xbk){2<#?24G2j8Hw%zNcq}Gg z8C6Tq2ecmTG)OO$;pTqyZsr%ocbcHWZ_9LyOir-6S!i46hF$+LRUQMn- I1|Ix>075z?6#xJL literal 0 HcmV?d00001 diff --git a/img535.png b/img535.png new file mode 100644 index 0000000000000000000000000000000000000000..2826d6c5d64cba91ad7c03de505377f959c08f6f GIT binary patch literal 1305 zcmV+!1?KvRP)RHR400001 zbW%=J06^y0W&i*Lmq|oHRCt{2Sj}rBMHK(_e061J`eWC_iXWs!Jng0N6qQIXtl)}= zco9Sw`XXM0?N#)c>8y)**(Ck}vZIIGB#T5msRN#kql>V&OhA_f(Nqj**lg0is_M__ znM9IZP?(ows@{9Q_p6Urc~uE;EO8uOR)Vc~xXch+g+?=oZ+fNESBG$7d1Q#eSVOt}}e_NzYrDv9+ftolI;N%r)qqjhAce zp#_|qgG}$x+@#QC5btS_GuMFoaw7g)Vxg7agUXOQOgdu@nWLIypT@y0g!xhC;z!DR)le`pIh3?1}Z*(0mnt#deoYwQ=DQhQNWx zo~W{I8-@|I8lk(~Cx6J7uWP;bLecZiBMnsAPFb z-$Ww6x=|g@ORoEG;EBWoYq6Rg!}LD4wH&-w9PKFhL?$wkiQISL>Bk6pzo=?qQP=%a zMA<|^!*P`xBk3QG+q1`H=cx6@ErktD0nMWNQ8{FUsac8}N8dd*`_$g^UAncS$So{o z={DFwSY6%cmW#Tr-XiT^7I*0?>E_+o0iN4kra2w>Sh|B}qYW}85&586ZjyxR@XpRg zh!Xuv(yK>$G)vk@cD$0klGb0`3S)M=?TM_+77v(Vi?@%_yydy{xOfw;ygJ<#fg@nf zO&SYy8tg~;y6S&^wMwQWA|I3=K%vA}iQZCPOT9uzvNz_c$=zIS`qh5I{<<9J%c>k{ zDov%MJER$jRjXEeJ>Z#t&fY4OI>G5gmScg0dxKP~>QP^#GQ{|DW;?HbJL!DQRHR400001 zbW%=J06^y0W&i*JN=ZaPRCt{2RXvLnK^T5E+3e14vY7=7g=-G9vpFmkB?lIVSj74e z(`g|ZwAVcmxk9|uR*Qw5kV3dh4T$Zr>JPYBi0QH+h)3=&>pL_1kJ<2B>ZWJ-WH&N3c#Q*OXLt?7_q6NkGpal4eZ1g)^TrX=`SFZ zvJ_JnaHil#=yEu~Hwy0qFGl3IZyf2Ygi-IgmlbAk|A0gh9Mzctyn<@VB$lwyUBMO= zWjR^025u!u+_E_uEiUZvEtkF$i-$|+V>6bGCRAR^Gx$fr!Dp;hwZclBK|N8bKn>~n zuEkz;NYe%6YD+w2RT6g-E3Q0pQ533d?IfKakLjA=V50KGMIfr%Ny$1DIkxI)jA2_e zQs1LZV=hK-fQs%+S?cs*(-2s4Wd#G3Vgm}^H{tutZjB=@T2_M1+N~L$ugQ{`HGb7mZ+uc zvnl3PZLY~a!-&wMYv{2a`dUa%j{0eUe4k{WzK;jwt;3?D&JJ-A&N)Ht&GiH7V^7>1 zA9MJDYD)oL!0000mP)t-sv$M0P zsHmKroRE-^goK26czA4VY+ztuR8&+*NJu<9JTNdYBqSsl7#Iu;3;+NC>RHR400001 zbW%=J06^y0W&i*MYe_^wRCt{2SWjr=R2cteCX-|`$-KB#+>02H1;I=3B#LYbin@5n zUStJ@co01Z9a$)NY11mW3(K}%1!WG>o3t!NPwIepv`k$TFS1k7bwRWd-L>qW#_zqC zKQGB-r|CL#>PMTr_x*Xl@6YSY*9UM&GCJLWz6d^iQ#C1X8(@GhhijPZrv?h28yRyV zPTGfYz{B7ElCW4;q7H%2CMrmYrgDJQf-=E=nScZw2W0xTQbCWuHgxvt7cDJJiaN6d z{SVRC*19jk{{-;vM^LjckH=g%FGMtgx@Cg@m5kEdoGcT_PMM^`o^|%LVx}WJ*{dF} zlRP&F-9WzuDrNWpGfZOgr|Hu@K(m3RekromTwPM@@K;}=TC*-ZXGP0@fqKqo0Q&FG zqC=Z|#YAS@AB+e?6`ob7bSsjLQb}cyX^<_A*U8hoIPryHK95N`+AXm(^;A+X{iBeQ z6l2}#nbYJmqfkeV8VF-HbJLk?hg81IHRXn6=Y9-*eemn2%R6NX-_XZa9@(cci` zvkf`ualAPjh}NQ8JPZeX0Kw2_Yp4D}X0xd*`oM~&-L{j&(i)12UTWrLlB~dHI{7#s z<#;M2<^VM6@93^1H>!hpc6FO0szN8j$|goQtZ1Qll|ibXNb;~Uh%ACw>2Yq=M<_FL zGT#N+E=9-Nx~)Zz&P_-Vr_7K8%zTIfdT%|Tu_K` z0P;btF$iLi8arWUQOVG_^YY&`%vH<-2}3>r(ovIxnJ_-Sg3Rg7Ne|OKE}q_~wK1R| zM%RIjHybUQg`G>ztIXq_OS4Z9P+KG^q{{f(2?%t!A7{&^y>cH`MEan|(~W}}KaiAq zk}h5o8bDeTIW8yjPcejJ@!@X5hamHXp!Vq(VqhmVsr{Q~QlY7fhxsPRj|Y86+_z3D zaq{hq84q+R9UqVmad21vK6uqZH0 zQ+ul*A%?o|!OAswGQ2{$_;VW4Mv)tdoKvv%{H|Y&_vvzUt>3a>i0-Z-#4!&cN412J^Bk4d3`!w}dx(wqywD!j<^kP6q0ORpuO>_bF46Qu7pFo|T zZ7MS?8c9b3WytY|u!`;6ig5eHI5A8gvvt`j)Pxm{a+KX~_+S&{n{WLJ3Km+$y>jsy z+zh{_mkcP_f8&k|J7P^Jr_pO$FXQAatbu;H7|B^7l7-tY8@3&oTibG(4EKuqr%%>z z+sH+jxvPucLr3g787G2KY|Vpj?Ls8f;pG0gedQm3$N2b}OuUpE31IPa29jP{YxWDU zWrO6T>O7yS^P&eaKh>u&b*>@WAW?1vquhEs>p=`7I2J9*VR8;rT4oE4;4T++MJnDa zcUW;o-#4q)C>zSXJIsi?PzH05>-u{kZ3^AWRA6Lp(g;(6X>@C=lg5}H%oOQAXH;MJ Tt=G7n00000NkvXXu0mjfY{|^N literal 0 HcmV?d00001 diff --git a/img538.png b/img538.png new file mode 100644 index 0000000000000000000000000000000000000000..8f78bc78e3160666d64a1344c9b3e750addacca7 GIT binary patch literal 1379 zcmV-p1)TbcP)RHR400001 zbW%=J06^y0W&i*L;Ymb6RCt{2SW%1IR22R)$xPCj$t10cQczOFClTUXZCOZBgw==6 zqk<24Q1LoVbc|4Wppy(WSP!jW^K75GzaNdr z-Bgoom!d=-$2jUuh(x^yu5hi-pusZeGEK%y7ygiWRub%faD^ z!UdXmL=#@@arYE_y{Qd?xgLF;Ov%@t`{g&LNqW|~1NqTV@n z&rwUEq^>B1#Y0{s%)5bz>eIgNj%|AoVDy&0hf}e*Kljad7x!xi$=<+|$!W3IWVHPh zp6%jc>aDu|+FqItV?B>t*NpYg(+GyykV#8IIXCdbs7zIh-Eqp*X4-mfM-jg3Eu~&s zBJR|i3aH>#=SGrIZ1%i*XO57X!YhbD*$ZaZyn9D>PIH>mobCsm+!96ZnCNIxb#M%`c%6x^5qB@1x~?cJ zWZ7-tr3&m6NdNkT99z3YSdo6_pOoQiK-d9DniW9obl!LR#<_2qw+7}=IP<;ub)J0j zp)QUUcmsZUUdy97R+IW0SSS^A3|=n*iewf*AK|!=+Ag2p?DmDgcQ6Bl9f0J4K?0?D z{}r61_Av7fdQXZh{2-#4#8{TmOfaOae{G~h^Co;DeSG7O*RD~2tS9)Ox6uuMKk|qp1Kv1zP#(o%83y3Xn7_fyQ}%`4$~$57JpOKG-X#oruKCA!$002ovPDHLkV1fv`loS8} literal 0 HcmV?d00001 diff --git a/img539.png b/img539.png new file mode 100644 index 0000000000000000000000000000000000000000..a7ce62ecb5ae8e028805d6d81a27bce95927781a GIT binary patch literal 1684 zcmV;F25b3=P)RHR400001 zbW%=J06^y0W&i*N5=lfsRCt{2T3@IXRT%$fXYS1G{KqIXy0|Y%gwlXLSP*xjs3gjb zo`Qmbq#i1rz=DE{N5cxD>-HEyEp+oK=o&)Oi`#1tGFD3Tv{#cP2uFm=HO=juIdf*t z{MozftSuMw2hM)y`_6ZM-}(2Qb5wxwF_$aZ1#3kAs5#}2mI^Y085Enrheb0q&Wk+& z_XdbZ!zzUW(9Y>-TsHTO)My6my$}-3vEHiN2O*T9+%tdtIQqj)#a3?!GAAn?6Mp5& zZzTOCJ^lb7{5f;^n~rj1LysyE`KS%%8kB#~%?tX!L(>^<+c?Vkk!YyNoEvJQSn-CM zLT(Mx#fA|161FZ?b3gfQ!U4|}9`r6=nixjAWOu-`UnWs(c`&z$47>?+T^23t+R`q< z`Ou&Z?@}9{*tazJDnR{6f0Z=660DB51C#lu3#K)O!Ljydo*3EuoT8nCoa@`wQYf zHi$E+$)uuWJc}UBeyqPeytH*Bf!epxH<4?DV=x+*irou*3g~7{5LN@0@Zh%$axVO- z@bh4%;gY?R&muD_=va4-?3Iw51Gd#nJ9M3jz3?Z_qgQCccgQaDXrVz`gQ%5S1Kp$j zTOvJuBI~Uz5EUyerKz1lfn(eH>=@1s>bPw;2mMKCdx~Gjt!64`2tn@G@w4SJ?Lvf83J6I_;qIkuDIlhp z>v#bx)jUBcqIkYZ2JKRX${Mm^_)>`VZT?VExdQXj7z0%Y0IS+Sgh+_* z(ZqQ>6*cQH=b}+t-GhtKk~%6GBF6;tF|6`kFQMI%h!2bTuG;J;=-A}^`3>28x;B{T zhviLYP}(*MJNVSXCtJ&mA5>AlgA!VsiiT;na(-l946|9|yi9w$ziqpc{B=8k!*D^n zEWy&Ad3Y&q+PJi5Uf6-hPd2!_su9$eO8r7wbo7VK*}NcP?~q7|-S@eULz8gRW; zcv^A-c0zK*dQ_pa%dMW&HbrK_K)twPY-^fp9@C+l9n<(K0aZJ#pj*#P8(n2B$fK)N!k>)RUE?Xa21H?Wo!hvLbqdYfG|k)bqVVYy*^1B| zsrHkn29CnhQ)DaQ_49Dwof{^5a*Yr9WV>TEEsQF!nwPw4* zshAKBWn$@4e26Cl=@R*}Mi1p`67A`tJCw5>7i8(Jl-Np9Bo&V*R^bOF1OZ>BKZL&O zNWn7fPhMq+TOQO2Cxo1Kc4o&JA*!aC%|%7m5iZ^1%*QqrS#SWJv>YX}V|Q{{F05~y z?Rc#aKL4@5xw^BY1LY_#4lsN&)ar@T#A z7fGv6!8`DPQZ=T;mic|(z~hSPa0sWQFd#PdTfu)1cG#Z?Ar0*JO-Jwd;4rsvNw$l% z37v$LP9q8`XO?uJDvGQkUQq8-sqo;!S~VHZ<)RaT*wtGvK<@FyXoN5RpaLrS&8LlW zen6>`IIPNdM?%L1nKsMl)O-{r+&%abZ$B?~$+O4WeN^24T?N19?u3(W<-efe>4;Zg z$rjVmMvJz6EDlhvzFE;Gr7H%>(^cB00WrLl=?WRHR400001 zbW%=J06^y0W&i*H)Ja4^RCt_YU;qJreg-IDd=Dbofmnc%fq@My#>4;zAPG)~MGX80 z`2R3`um_8A>|tcU0DKGyFa`rRR3pSH2KFVGmY{Qv&}#N7b2}U|D?wi0J$OKmhb2F9Rc39Bi`x ozsIP0na}?e;JLu@e=`FE0CBiCVcTP9*Z=?k07*qoM6N<$g4rT{Gynhq literal 0 HcmV?d00001 diff --git a/img540.png b/img540.png new file mode 100644 index 0000000000000000000000000000000000000000..f11b33560db244508c9e5b31613bb09394dff205 GIT binary patch literal 4889 zcmai2c{mha)V5S3WQiCtA^XxGWf>ZhHG55D86$;?X2e*^mVFo5Gh<{OBZL^nmh9P= z$-b2aW6jdo`}F(1|G(!s_uli|d(QjEd*6HReQuPQiQWa~%gl6ibQcWtweQi<(bt}~ z>NAX|y|WDY;pu|BnGsB zlE?J26B5l~8!RELB^+rqUT3&EwvtoqR6roD-~zn+cY6Mocum1~|L&4U-%<%w!gDRA zd7(%_JZcr+B1e-YcAib)lX$nkr`5H4%kg?FM%RNqREGHZ2XF0!mkw)ka3Z4!aRIe~ zsW>Tkm94B_f~quxx*i}SH78>7VpV7_E>NyWKmXMToRzsH@17kL9lHM2=xUMLJKZ?Z zphV=%zN3@g5b9;jdWqW_$G3*3XOx!N#Nmv^{2v$1BW z|3HuQuHH~TX&@Z&JtDMrm#5lj*m?B$}8kJ4hPq59&NsG=x~hoyCCWY3zLN$Ky-_^7MJyX zy@`{9TWh!03Q~#Cy=W^2Gq+*QX{^Ssj9Se1UFh0k_`p6>w8W*Dg{aRYSw*QaEmgLU z1ruf3y; z8ZdvQCR>n3^DR1buI3ypo7{sp?v+ITI;xT!r?qf3`2A6sw#dA+|FD7euuB3oeW_{4 z^)4dcai4#!s(VZrDJJoy?6cO`BUTM_ITBa*2FvO+Fd&3WTSKsEN$1wV{-KzUcBoEh zHKyZj4x&1sdDOTmP38-#h~`}fQ(g@@CeeHAhZq%~lyk7ZcB*FgegLiO>f#Mcxwcp+ ztxN>$SS=-3J^O9^`#vh^#86S!zNzkq^Mj+2ysnHJT$#y8l{{jbcoTA8SRAm;5~{n@ zVwPTa*UPYIQCy+o^~52%*Kq-06PqGI`!w&HHbcXWgye28|1o|N%siVe0{Udim?-kYqBenj|J3~EKz)fUIE7dRjYiqR z8$z=+n~76hJf+V|pHn@?X_OX01@`3$C+%sh!3eXO2;pR^@`kOLlai#|(YPUdytB`fn@nnhWF^k|p8)#- z3o^`twAIDVG*20Z{RBA$gm?*4ZUftPzAfqsv*7N$VQqYrU)ZnVG=vaBnzsn~?Vj=V zH*#?{2wrQc&EDBji^<^)c&Z5tZS`k|x*v~0=Y3Tg7LFS`+B|k9QyK@OEo`QVq-kT% zlp86NJq7N?3KHrZx*-ncg&+5!E}_)XsfoDf%1Yh*&7n+Z9FEL>bceb&-r2K;`nkWk z9hE3Yd4OzMGus-b?rWL&HFx^D8Jua{k(RIB)Cnj~KZkp8-eJy33yLb?66d>$_&Q2T zYIojsSe6_U=KXgFK5RC}F)Vo4#7Q7p&-qKzcJ}59K5{NLR03}J+}VCLTj61v+y-!x z7smC|F$w~B?-Jp4m1#_`tXa#$r};Vo;cPXq-Zb*YxWqxsa}$reCg>gM%ngplKj$rr7Y#HVF} z!8r7KALe2Jx>5&Ac^-$gMV1bEG!lJYt6nkR#Ps_BHPg&v-g+6D&h*8Y@MKv~$A_$n zB^?c&#c&{ygrG2XYRO&*G;}E$Y!{Hgw*1e)0FqCNN8TNh?b6kzYf-n;o}f8~gh4~X z)1t#VCFMfcj)|NYw{v>$!3Xx{G00^}C@9K=wv|(hm=^blz4k=UIhNCZ^*8eJ;pCqL z&P}EYJg<~k(_zJg>T3*)Kfa>acYODAcRrT{tNSNA-gY&GpE~{VGq7WdalzF4g9n$D zoq5^cD5U#ZBMjMPnufBf$s331UXQ=Uh1bOP=#&P~i`pu-OU=SY+MQ!F+;b_m6ngpa z_|dcn_<(7%027Hv_+g|`t@(B@MX0`{`g>g3?)%)T93}7SLw@H|)f?5mv}nJS#1R=B z6qKniAwbbCIv^~-9X8%DoS<$pP4)-O~&TKXDy zHysVZ(H0bzz*&WN^jZdMd4W9lwJqCt`)?HWXEVn1`D9)(8np>NSW%296$n9x1NolI z8G-aiu?g0MA(D$0fyNc)mfX*3!RSiyakJZM8H%3pdk{fwfeqv8Yinj_57NCR?;(G! zajZBl(}*6l;)Un$*8!*6Go>jxDW%xNNfG7BIYQ)P$yJM&k4s*Gd{8zoN(uY@lm*MR zb|>=cm^@mJP?C9|&hPOe@Q_=-aO!JM6&a;KeSK}i<$Y=X@`%fCX-hc`NlT=1yo*W| zZ;+-C#~t0+^7^oxq$;m<|F6!v5-U|Mv5ia2{i(=mg%#+>@u7zGTQM1fs#Sl=Ogy}P ziwZ)3Ex9pU@y_+j!F}{YzjQl}jM}sMqQ3>36sjtrd-&6&v4eHL@^gi-DMeFDIkqqnqpE`8BM03rSzHs~4SygLw$c!j*jP;^!g*IG$0CgBQjKd1+PTgYoBE^lNTz8H5PE_ zohelD71ZW*+E6QGao!NAuhH&g>BAXUe(q-=&Jd2$1g0sj(Mi~AFLAvZ9?J>G`Lz?a zNTv501~JYlfniNQBhzP!Z>*=_lUvS!{9_foI`<}~*KorUZO3jlzyd~VwVJZ#GrSF- z$oX6>gNp6M6C(D6GauEPb>*c}pzY${1qrN&#Dej62*kO*s(kyd#9Bv&Ip#@_E4ZeI zL!s_0j0O#8oSL4$jrbvxO$rIi_wrs`MF{t>oJoYwlmU9|;DAg~; znapWiMqj3h&3bx5*><4ZnM_`$p9m)>XQ*p7X^+x!ju3-l%jX#5O1NqU_w$fE3rpkq z|C}&&3C`TpWHV+w_}V`d=5|A?&0B%Gnx4OVQ}_YO9i|{X&u8@HHf2j>He{u4t%&hI z9}i~y7yj)6*^v&$J8N6pOudd`{qS$f_%JRGlB>&y2lIc}$NwaKWi9T;YiK>8H4hIk zy656^MLv{z-MhsH{EN38E8k*__Qu3xL$w?)3+p|h}jy-Wc4B=LI)9O5xkfRfaiiHXk?W>%PUrK(pY zMgsATU)H`G)K}7z=whr1diGmUXgoDV^TEP*2d)oFlNT0M`uyb1dNQ41I6chg7?8U> zu1?=Hzg$>Xk0^Z-6^!r3M+hmZSb?X1ly%puRekq9T6FAKi@h>b%QcSGkoC+IOR2g@ z!==GBJxP2INaLITxgH&g(`Q}2{k7r=^s}x#3)9O|MX9{_a?Wb;Xe7|ii<9i=R61n_ zKi6pns)y#%-+}8sZa0G)dB7G?2|zr!K$Wnqtj`ML9iHk`IQsLfhkO=0)vD>K(Azt& z@}C^iDR`6d9MTf-l4lryz~#L7_&A83y!$W;GxUbTt(pCXJUA8v?}3#0Upe02IuyG6&jhtuf}GRxcToa z<5>uh4p`bl=L2fCROw5yScCq3OMuB7D2H@U<|z3)eG4&8sw0YAjwatEqFmXd!Gbqh zanA7u`+}AROrAkWWw+%X!ndrJl9x8$j)Hs9oO&ua?12ax9W+Iyk) z>3M%wNfaZh{3f=$&mpPci9#4xKD5S3D}IOQ#`k`uN~)z2e4OQ|ktEOhq*8s}W>gd$f7jb62M*&Fsa27)5Q**eaM zXBo(2OMT5kcYtYNAWU-mul<_cN#*y;JlttI-DodLi!Oxfek}UvOg72h1IEi3m89d@ zOu>WCg%^R{ib7f?qapH8AEW7~coqR=MkNtO#kbTWuE^(XcJUPL+XE=uk!DB^-mv^r zG=U9#cLBt$B&CzEsIdaP+Sm^wX4q#ed~c`>yahdQQ2i49g->A;W>)Dx*i(JYCFo8GX9i#47OF-kW~xJg2IJng--LIHR>=c7hrcAuZMH^ zY@*xPl0)XNjePN)kLV-YOSr9|EXMSR^wnFH9GUWB0~2RB&DDys#y+^q*N2Jcm7Xtc z9k#MT`39H1xSsifGAUrsRnS*%RLTYpUaaSN%F9k=wA@81Rse8#~J^aDlU2tGJW=9Ua^oLm{( zRyD3BSktkQKv4}OF5gh^{Os|q00MB3wl$p=Uo5-{B|8+y@7^k`2x$DFE>`VQujuYF zlgy^lbS-e9ROF2%QuVFKYyAUv%xr&Gp}#5C4;fSB-q&<<5c8qKR<@+gH)SXS)1U{7 z&OIaX*jw$0JRFyrj-F6G48cFdkoOxx5dB*-E&j*Tmr+wcK-B@dwA#l$o2~SJx63Fh rfiF61*|kE`l-d}>ETZ|vPuMe9Tka0lE#{y8SJ4^hm}r-3*$4j*8zP4n literal 0 HcmV?d00001 diff --git a/img541.png b/img541.png new file mode 100644 index 0000000000000000000000000000000000000000..56a5235f870e168b168501f8b30213cb95434f3b GIT binary patch literal 227 zcmeAS@N?(olHy`uVBq!ia0vp^B0wz5!py+HsJ}ij0mv~3@Ck9?@ITgu@H zt5DBD?g&;12|kAzD|y&>_ynFYw{i0DZqnYzJoD%ISL=-o^dB^5KCrsakvvaZ;dT^5 Y0k2@%hJ|@`K+70BUHx3vIVCg!01$0P*#H0l literal 0 HcmV?d00001 diff --git a/img542.png b/img542.png new file mode 100644 index 0000000000000000000000000000000000000000..63d86689e10bc940ce49c56d0412ef798dcda38d GIT binary patch literal 1012 zcmVRHR400001 zbW%=J06^y0W&i*Ka!Eu%RCt{2SI=u4Hx&M6XS}2RF{7oYQWCuR3p$4uOfQ+xLvrgv z{(*tyW|Hn9(54WODF$C^yQdO-*^p2i2-p;Q?t*jZQ3)o6LSP7#m|P+VF(jnfK1s7X zv)&nZ3#Bx{4~;bX^y%s8y?q)jFt2<8+=f87(eq4yNDl{Et(?+CJg2fq;NT@qCY20) zL*ZFImML`RwhU0F?oax@t~v#RpvP6u6=X>4nzkT7iu%yiE9pLdi`xHS#s6B=u_Jot z0(ku<)h~*mkRHZ31qkgl=GY6_&Zocy4A6T4jD}r3H;}+vv-`)FbTsS6Kf=|)ovi5R zj=Y;9w&B^O@%Z1};=3!_%f$eRGSUQWnh8PHV+Bfw0+mRs$$`XvgdV+q=31s-1VK!@ zw8zm25PXgWjn)Gwj-M58BGbfFD0ZUw@MVa4J2ISmy$R^H8pQOCCN8jngXRm5f7y%D zL4e4$OSFo+tCj6;0`{lzE-1}T#I&CrDM?c} z=&N*dWe4)1#vY4tw$hMT=Wkl|r_#Z|+QhHsV6)aErnUbHZHc9$;qKKNz0ICSbF3rGw=C`gsf*G#0t)b9iOgg`lvK6z4%?SSTN~S=SCG1usU%%H>ol3 zh81*6cBC#?G!w!u6H{KY*H@0^w-Ki>HL~yZ6ReHxPJn&?bGr7EAnlN4623+xp-RRs;B(HPz3(^uUw-66V5Uv^LgBe|RQd z3OhH;6fd0aq?YUnUGfQ)za^H8hr3fwtY&@%+4>~IM78QM{p+zEEWZjJZxXIm;PWs) ioP#d2t|N5$AIe{*V-XN5Y literal 0 HcmV?d00001 diff --git a/img543.png b/img543.png new file mode 100644 index 0000000000000000000000000000000000000000..fbefc659fb4ac7157e51b8a7d604c14061cb0cdf GIT binary patch literal 264 zcmeAS@N?(olHy`uVBq!ia0vp^vLMXD%)r2Sd6(BJAjcrUC&YF0=FKZste7)r&V&gQ zT3T8vDk^evauN~}LPA13JUnb{YzzzxR8&+XBqVrvcz~K-MV_7qq!>$r{DK)Ap4~_T za@ssy978JRBquO1xv{ZiI3yVxXx;g9pg~lm#n50+S*peXy>7-G7B?j%RHR400001 zbW%=J06^y0W&i*Ivq?ljRCt{2Qol>XKotJkv?lnY&FBx52yPB$7KAJgI{7DLaT8i` z*Hc8CG%n7WLf9kS~3WI*B>I23=W8*^DH!E2h|bj*(00m0}RJ zfyfl~pl>M4y_yJDJY!HZ9?kOY-Z+O>%On?xY4dNs;SZ5c;CyO}a?8rP4dFmM0#nLn z0fUUjWy~)dV2&AxKTBknl35I4NO2yi3U*B9sev0l)6??s9(1%Z+vAw%O$`uf$f}mA z9fPi<8?8T#hFX+mttJ2XE*AXez3w*eyA!kWV(oI8+11ao=?Bd)e&G^16YVaJ?2p{SH7&*i!&((D;UV^=Q1f$2IalxE z>ukLV9f=(rmZtq=Q92nXQI?D)u^t!Iw%A(vkKe^RKp=YO-kGqg00000NkvXXu0mjf Da&h@w literal 0 HcmV?d00001 diff --git a/img545.png b/img545.png new file mode 100644 index 0000000000000000000000000000000000000000..d536fb1d34a50215d7d343dac77dd7b82db0bce8 GIT binary patch literal 1260 zcmVRHR400001 zbW%=J06^y0W&i*LYDq*vRCt{2SWAc;RTMq-nX2mQu6l(FF=9+_bRh}_x(IHjM2G|z z>EKFHD2TW*ND1ODSWyr`oGw=)f;MExO0dU`L4@?eosg91xX30Qe-p%z3X;hLHSPOV z*T$31gtrS7CbCnm=N+Ia9WaN#300;)Ryv#_*N zgY9587R9vZ@UgcjrbV3<&A)hSAw=r2{EfR^WZ@K|^E_!PvS*G@BXA(*l~SmB{X}T> z;N>usMauKO`4|45X#pW!Tc9V)$uw{=l@KY_2ie~Wj8Na#5ABmnq)lvvb0di-f7)T{%b)_39BBDcpF4{M9rz(icF*5xZ)W zv|TJ;lie~z9h;brCPYmUJ}O{(78A=W$pXK;Ioc{}FpK7}E{k)Os4kg--VXJ*!9f;10RilUbQ$~*!cCarg50OsH$A;y9xPc^b9>oHt$kiOothS9;Y7_?65Z#WpdS`Ag}#HK<>}ES zyulMX|5h018$o;gm&&M;KJ#99U`9lZo<4vTyEuubT+hr1PiK6igf;ce+~bI6on2={ z-{Z6}&Ny#ooc&4kdPwA#kUOH-RHR400001 zbW%=J06^y0W&i*Jl}SWFRCt{2R=tZ8Q4s$nn~zPhd7DbPDmGeNp|P`b8^Pj=2zFX* zEBKLrKv@oy6EUU{uCPcW*qLBsxy7NDYa^D6_<=UrBU}!-gY~_6yVxA8hj} z-_}7J4-v*W{t47%-yF!|yHrDsY%O6rE8TcG8}!!HA&+bgt^|b%mridEQ8dG5i|C4M zewDUbBiXg%d|ddw&i-#Op?tdmb#ZRzXlh9M$km9oJ67a#N{Zw$t!O179#ghRVtY~S z&D$agw;S7B9G;Z1+Pg1a9Sr^la?-x*z8Qw*9>XNuHTU{(;Tb=v$gGu0vn;>ptbv)m*USmmu=PhMsMY$r2^3wV67db4k#1d%?#iMSm3~~t=R>r)Q z(ykR^ozD^dTRiQ=#L%rZ`|z~n*=UtUxdg6ctmRS0iK*^tT9z5WG(CDy-EsX>+Bzq; zE*mMrxL~<_%aCKAoM;r1z8l9(gvKN4%H)P<-yoV;Zp#1w literal 0 HcmV?d00001 diff --git a/img547.png b/img547.png new file mode 100644 index 0000000000000000000000000000000000000000..03efa46af06542fa4f92b5241c758a5e5a890e6a GIT binary patch literal 530 zcmV+t0`2{YP)RHR400001 zbW%=J06^y0W&i*IkV!;ARCt`_Q$0(=U=V&1V?JzS>ZXHGa1mXyyF?HNT{1d$b8!d= zj`HFpv_l66H$(q`5uBW|I0+I&@D~Vf4M;&si{4#QtX09uK@Z;h%6;Dj5HRTVfDDt6 zDMF4?>4aWqG&~beH~-}J1=xs6u13#8SO}ZY#QY9# zN>ZFss!r(nsTLqeGMg${fGXUn5lt9NLj4-(WA#U6%_(4(4Mn^f(1dwjA=YUndQl(O zJr~i=l4azM!NnUj>OG6eoE&nGIzh$773m(JI^k}b&N>p$)JBuO^VNI5(TFvQE&Ua+ zZ(o^M4Uy&Byi>8=ivBAdxt9#8j!zIlA z-XpM&!$An=G(;tUIaILxvN-L$?_;&#jX=oC)D!eX*o}{aIT9R=Y3w@W7x+i;2I8ez U?Xq?dJpcdz07*qoM6N<$fRHR400001 zbW%=J06^y0W&i*IX-PyuRCt`tQ#($>KoEUSHns!#m=Ym`dqDC9KrRp!g+)c_Dm4-k zwV{fr%n9NnxIm)BHz3LdNJl!1kRnknGrO^4NDvK*@}%8)^Vyl%A5b80v529Xqa_|f z7m$eGeK%b0ufm?mn8ptB2J;+fcV(-LAsx-XQ~d^4Yy%rae3R9NIOUw?ST))TFxm=` zfGcNQhK%9{(J*Yl;;Ley*VUm`vdfZXNvvc`cNRt&-BIc*+otX@9;<*r*~FP)pEF5# za`7goxFFXZ#i|3z^xEuEV3#bOLrKeOoX`2u0qgNU>~4)koH6A^xo4R^g>VDc zGiUo-T{}9g@q6ucd|kf>RqX-w=TB!I*TL}!mM2n+F6^FkDO0xZ&v%-Z>_iJQsGP&? hlCzr0)qjUI!53s7O!U%Qfv*4n002ovPDHLkV1g##*M|TA literal 0 HcmV?d00001 diff --git a/img549.png b/img549.png new file mode 100644 index 0000000000000000000000000000000000000000..3c92545d181047256980cb4e5a4827fcb71161b5 GIT binary patch literal 191 zcmeAS@N?(olHy`uVBq!ia0vp^{2^c7;6G$EPe;_1s?A@%EKe$z^2daeD=1RLUZNa lFoXWa*^LK3=PEjBG8E3@7QVhD<}1)F22WQ%mvv4FO#u4GJkJ0C literal 0 HcmV?d00001 diff --git a/img55.png b/img55.png new file mode 100644 index 0000000000000000000000000000000000000000..7447081626806ee63bc75fa45ef0060c08544641 GIT binary patch literal 385 zcmV-{0e=38P)RHR400001 zbW%=J06^y0W&i*H|4BqaRCt_YV1R%G25jI1oB#t}IEx=b@nO}44Lkr7Ul ztr6Wt><|+e7&t{3*knK={C@<14*LHe|NjArFoT2l0nFV%lKl*d$bx_g42n?0G5tnw-%=TT zVBk9c|Nlf-8iRnot00o&T>?Y}!%9$WBdg$5VBP?vE;B?xR4{*JV7ZKW8S%H-M?&`ws+vKskUB61osu{Qo^hH-q{7PXV3_4E?_ipe|)VSAhy( fNre}uieUo)T;WL?TRgJx00000NkvXXu0mjfapa9f literal 0 HcmV?d00001 diff --git a/img550.png b/img550.png new file mode 100644 index 0000000000000000000000000000000000000000..15ffa5327c19830a8492ad9f30b36d4f2778f2dc GIT binary patch literal 809 zcmV+^1J?YBP)RHR400001 zbW%=J06^y0W&i*Jr%6OXRCt{2mQQQcKp4iK{MlqSn`D9q4?=0afqU?vf)Md6EcgWi zdJ>d920P)x^=hh4^2^LLUI8x1`1r3ivpW(Nu_>Q8(Ho8DH>`I;L@ z*Ce_6rh%S0pa~&+o-0&LsG(ag`eHutW&>!Tm8@x~pNUblrwd=E8+0uc^ex1`GIX`q zk94GeS1kVX&X(7$LzOvh=Z&=0bk3>y;SBGUIur$icC|u#51q3%oBL8)UN)#=2@@9C z!%w&)cKoayiq7fxM$uF=Ub(dMYn^R#cVv$b@Lsx~E>g9;ibDQm6wb>HI(q2RPdO=! z8TrFq(l&KG@lqV%Y?(RSgR0^)^+^_zaW6j3`d0QMT7Zx6{NrO!aW}wioOGK938IU1 z)^>Il`%C25YYwAFTJJ(MaUYn)5O!9D`V!LmmBo8sUrV*~Ci31X{N7x9Z`C(rb*Q?b ny^l`wJEz|I@6^buI7Iyd!R*)=r%-nl00000NkvXXu0mjfBk_Ba literal 0 HcmV?d00001 diff --git a/img551.png b/img551.png new file mode 100644 index 0000000000000000000000000000000000000000..1ddce683d35b0b7b748aeeceb9ee5f61a532f94c GIT binary patch literal 5235 zcmV-(6pZVMP)h)sP00002bW%=J0NIJ0 zr$_(*6f8+ZK~#90?OiQcBR#Z!mj~B+>Z!Pn`r<#XI0^(+MSucP)FP;Y=eexf6^jDF zC=jzMX4kjA_|_Lc=~UIA_A=j7zg&q;D}@{K_ndmG<+Ac1GUsgWxp zQk`63smk;%-?OrL6+S1JZ_4sHHQmG9a)%EIaO?G(nPc#rVxM}OYFGcE%Xr1BtxS4#Mt^(fIs!neEZv`1OG#$pXjO7YLc zx>&(S*Tw2 zf;C!eDT%VfMl^%0NmCVwlsYQLGR>zeF#_;w(0L#LVD$Jla_%&fEl?ITi62(^UQ-I#*`z&$3*3oCRrE7jOc(}vVgupwU8?51&7ctSuH zYrMMV@_D6e;7?*i-H7WE;~sG5z_(DvZD>_F%;9w*5=+*Ch-)RZ3r%R75*^Dj;cSuh znI<)|a4B1!`m3qgTLN&OCN&C4b$tNih3Wp2;R>&@cd71kW`|g}g5rFIkkRKzsC&5a z7)|5vO4n6aSx)a?C4_R%t>u5q+U;Bk&6FxumIY=nm5JrxJWhOSZ zjIMhPul{67&0BLKLNrKK)E(^6E%o?)T4UKw^V*8XH!%7byx{AAPi%~~o4;`7hB&Vo zesx@8#mBE~GeaXXcnm#>QS(Y{LLZYYH&4w;%ggk9mXsP@pA(X+aW*7HZ1v_~lFL-} zbWK*ag1ROut5<500b(MDw^u?bbJL0nL=`JzX%cjQSt3^s6C9TjBcSs@j5-tG;*{sX zoMm_lA2Xmm^)Wl1;EcIkk164G)w|GH{Pc&MRALxTl6zFAqhaAvHTVisj{%dYqPNpP z`@WH7ww&N&^`Ce8V}!H*!Y2H8+*rHjxL`jncun{MAzE$X=qm%I5NVf!6^KZ0`AoP~ zm>_-NX4T9Zk52IRaV06FY2aeD{EPxzs#btd02~Fl8jJ$js#b+k2<_%9JF->;<=1?z zL#nF5ZlsE!m~nC;;N8bx0ql6QMD!edK$Vn@WtE*Rrj4rAEX6xB9lTVD&Hx+%uBxJQ z#6fwfSXgq|`U+c_)#lxYS!NvrY@7QDtq==_IAw06_~(|Gjody9+{+!h2-vE&M&J(t z@@HGWel2}#uGM=nEn%42^9KNp!{FO(u+w>f7J_YGE&g|9nEUY~bAvMzS1;jzV({0e z+A+KvxiPnLU9r0DAs|7RdinsxNPgoL~bg z9X##fhK6`02iFst)5qmyN7=gp@T8WK0)+ue%`lyHb@i4+Rrsp28Z*&|stJh|(jdRO zhE$CvRVL~A)HS9m)>4`$$@0&dR87(6zLx zitAclRfTmev8tlFn%DuT4XcJYv!f-JX+o$-ktNs_&(UmFtAqlZB|^+;Od3&W3)}z! z4iWvKU=JE?e8bnXlNHmRANCaB*g@1#>L9szC{fk-O0cJsulzb=fGF|gs>Y?V^ymYh zrfwGmeBb)DcSS)ALB(^7TEM4i2Z&k0zL{gP_|%S%nrIdHH1#&Vg}!f3XaxZTCzaVz zKLrTH;J9GGJZOJ{#Ro7XL`<{_d~NS|9>$j-hAk&QJ15zq;N!Hr@vV_?m)$7yI8_W{ zfdk@#1Q@y}L~wIjc15{0Ek_AW1E;1H*iX+JO1AWh^7W^sucH8$rd1#m zTpJs!p(sx%?`kN@6Uf^@Doh|t(@Hc(0BQ?=iRw^Vb6P=U1>h;aWgjA))9UD%9cidK zEs{M;P`XjKNYz8FX%foY8fWw}rrD&GR@1GvmnBSlhC8`+Cr2Y9hfc>U6aHLUM#WEpDDPA^_hu4p zQIbqSU?grl{9-nI0q=E@IS0nfcc?Sq$5o;}A}-Wovn$4nZ|@Koy)?Ifm2sgKoJT6a zI3&=vOQw_yweZ}a*%I8|a25|kNlCd-OC02CvSFHp9++2Gz`xfp3GC$o7}Ho}(m-O% zA~V>jw)_SIfZ?yv)k|};6u&VNndg#QmoeA1F8#yfLS+f%xZE7Rxe^>IdV3sE)b9yp zxAa<@S&OOXp|iE~Yc>$;_2gF-O{rRZ;M=mzyX0AGE5JC+fn2MKCK@JX67sE|nkd0) z!??*qx2o!ll>8nYTH9cS)|dj{6@98IeX|NL9eu&6RlZJ*KavKMUwQVa@m*2hE~zgk zs-kc!HzJgm5>@_4s^g7Y9By2x5uu}#R_J3Ur78g!MjsSi7vq4^xayKAQW$b11xoz} zrQ0Q<+4>hP#aFF|q-?vy*dYH)GGIff{2}P-4r3ZGU!ue4+L{F=FkqOY<}ecPAQsZz zR;$!njLW@o?+Uj+9GcNT`UC^;HJRjip>)}M$sv>n``zx?nLeH~LOaOR14ft)fQ!?t zhhrf-@$Fx(dl;yvb)P;u)5WanXzf6N!#t9hSfJ^}y|V#`t(M+bxuwcn`gT0(OwjZg z;pX?_5dp6Q56zq>J@6aoTYf)r3R04ri5OO+Hp;EuI+PyrprkCX+FrFaL%=O!mDih3 zgiI>xUG?p);57MH%0;q<;(wNe&RryY#^K6Sk8NLA9A=?vwZeCnpB?q1Y5q6HP^Z=` z+&gy(4*3MX2f!gG^AQ2?r!{ubSE;Id3=DlVfb;hgj6F8rK7KV9IMbSBLaH3zuiL!` z@S;HlbArcWN^5h}^rZl>hZZ^L5WarV5N*(vQcjUQKBshV1!Z$_Cib7E9<<64KUz&+ zZ)B%!vZ{P#Q?WIu6G{Hj{MK>)WE$E%o$lVx^8(#R>nKB1RnfHPt**v)#BZDLGRe+G zthv4a8_ASyV{+(fGRi@i%v|MAT34g-9F%O(kX5yekt^hiei@@2?9ic5QmU3xQ>nS7 za%w75QOl|6P95_ljIwIFOXr!1qO_Xs(!p(lD6giwbV8jNO020MsU_A_&?YRiree!B zWgMTbpzw6Xk|5jPh1l+#BUuejvq7xPEs_8#Q%`xYBb=g0O?|a46`3gRxZ?AVxlwtA zY3ks-^FU4S*qh+wy5|9B?&~ERPH@tB0@(NoV8rMwy5(OEg=yM%8GzRY2>5&LF;L$< z04BiSYcRqS!zTc!QnW};>8^|O=6h@2ZU!a_0j+tv`3b-|p_cdl(fd#)(4JlM7xFakBAjGQS1@d|hr<$rJDG4IQ}N_3E~ndnVio z*NA~i8|ezaHhR&2^Y&9vXP=wNW0K&u*+AIQ^f&wB%Y+D4zwbYiZ$7%xReqps5U$a#}NL1=Mj` z6KV@oaauEK50r3P6KWL{a9T5J8S-;l4_<6TUQX*uY9DfPT31pFu{%E7yMuh3*45NT z;fbaPr)cJtsGpAIK+W0ra>V=1`mY20Q~A}}zN>X`T)0q;B#0cbw1ZHQsP-NZr-fdR8KP%gRK5ktVi6SweCy{g7SC{izc|{vp{HwRLoG@yoEwj^y%95 zmjk+@Q0MXm%{p9`P;p)z_pS?II029qP}*D+YOS1Boz*{YcU_^_dS;?fYmWTSATk;% z8{AG8!0D-FQKWMPg|RJ5{g!v8(useGKb$-yY6 zs5-5)`}Pe-56O9(EKGA+%{Dl|=RJVz!*w`slZJUtQ8`*|8>|&_GF`Pst=4H$)M&Z0{1Fb#52OWYFg~6pcSaBHm1MmlU~ccgl=cji{`Y%29vecd-0q?(3Q;&SW74@ z;k0ButId1@)^Li_R94#wg-x86!d|jHeE{s@)P8%(=CrL~7pJhhvX+BV8)IHElM_rL za?&ZaXG+YvdJ3Qjd#UGT$}34NwX&W9Fh3dm4md>5Uj{{LgPrvh2!^aCYeuJ!@nyn7 zb*Z9?+si3}t&YZWae9O{=7}jO!N4>?DyROX7wR#bXmhnlgRzda2Tb13zU!_#bZ(}k zG|2K@NzGAN-xV=vt*bFANP23T$qXLse+|6W9C&OFf?rx;`}26TyzBGHE3TxP?#Q|^ zo|>hKfx3Ti<4yrg`Tzqx9?_gF>L%TZf=w2F zECa9KnjX-?yz@UFX#b?v3xNe=h`a7$*FgIxmLE1@wz<)gr4+Hl);%?&B9ns#+0*vM z^{3ociFq}Y^P2L)giA@RTFogTYW2mV5H-}&n)tSqwmzoJTh%NV;3Ue^p_J$JD z=XTlVS1^m(UaRLElCW5kQ$=fROO^g^wmE9HhRp?%IQ_i0Ev1{#xYEi~TC8@;*iSHt zj-o%=1}*uTE5f2B*mqoj(EbU>1^fCv0rT&t!NuVO08Xq8tF1a;#rkP$C-wLH{UBTV zE^zQbz?N9B6l@ z(P$wyLB-;YydiC)t4%4#G7-pUD=`HFBg@7z)!dMTP%N1%n5DJaoZ17EtlGL?rfM*`|EK2E6qvC?v1(4u!4#=A zrv_oD{jE7Q31(zFdCjR&7$LRh)GSPpT61a`21uQ&cU;vgD`++youm9}0JuNDYkb=zA# z^QzB`(? zj{5+<+>v+jhUSS2=3jbX2(Qha<~MIRIcor8ciKE2{c2u%XZ_D7Pv2SZve>=0_mlyQ z^?^Qc-(h#H@wxYlJowBBFcbKv&rk-c}kdE*!-IBFhS zN9hi7x{jAF4jLZd;ov(vga-h}i%ULy0IO@j5gGt6#T4j%9O3%pa@Mo43E#c3%pz{> zS^sO`0l-}s{@chyt95aR&%Yy_xnTJEJ;9la*Msod$VKzradC3({~iJ8TpR+9d-GqR ty2NAmIL&}Rn4|T=apP002ovPDHLkV1l2aH^2Y@ literal 0 HcmV?d00001 diff --git a/img552.png b/img552.png new file mode 100644 index 0000000000000000000000000000000000000000..4bbc36a4a17b2f1a3e89f5dbe4820a76e885e171 GIT binary patch literal 886 zcmV-+1Bv{JP)RHR400001 zbW%=J06^y0W&i*J^hrcPRCt{2R!eKtP!#@VGBdd|lh?vUrJD%u+yqxzsH6))x*E5N zke#kC9O{SX~?!x=bgpj1Qv2s_9NW7qJ(qlR? zNETZV>DAZ)EvJdP3E6!J6mM0}8y&knApM@BzgJWDjZvY{(-&=V+I= ze{nTk)r$8>NrKG|xr+Trw-HQ=I{pL=s+S0@z|lqE}NSL&WvL< zt&_9qX&-NPe}QOiNe$V3J(*$78lXQveTBt5yz@LL^ z;As1^Jagn5Ei??=^c$cri!gnI(CR0mJHq6Om!Kxu!_Xv?);A_Fm^Sk&s8;U%D*~@5 z6(P8xLdg=`pmcJ#iGB^|iKp=zCYRotMu(bW)9*Ns7ENb$u1Dp~_m>HJ9hhm=agj(0 zigf?k68R$U54=_M@C%Cf24tO^QA!Y7ZEEJ-={GN}4qL+G6Fgca3ondx&}hHo3;69n zL)k2>o?NM59+-eM3ycECi1Gj!nV6x%OaW(K9d&Zqh^PaY%GWyV(Oyy@+X(whkHSAV zITKH5v)H#e^-iuPeL%#fUm$+aPH&dbOixYiXmEK;YRIRHR400001 zbW%=J06^y0W&i*I(Md!>RCt{2RKIK6KotH|{W@DZpCE-~38-}GXgan8v;;yX=ReSv z4kZWzS-RX*IyLG)Pz;5xHvS9r7qo^@D4CRmWK1qoLR-7NJIS_!W$2)(^yBIDz3=(n zJ>ESTsKdBcmEd}HyS$=>i#3st6=#50mEdooGTEBh<-wkMF{dlnXQ~EA>rSPtrtrqE zI13(GWi^><4=0wvKy+k_Au!~-BcI1g7``%F6xN6S8W%}e?9Aa-($2YopwZ$R16jef z8&#5XQR7&@tRR5&E9(w*kf!s<(o+bp|jm7yVSF%Q*zor(~4M zUy~;$xec`i3?IKLX+P z+v@bbHlX$UCz$-iU*4x>EQ)Nc8bsNPk=*h@Hb`pN5lHQ%=AxI>R%Mpij>V87p`dN hlAaWQp#RY*{s1mVU(2cuc4q(p002ovPDHLkV1j6q74854 literal 0 HcmV?d00001 diff --git a/img554.png b/img554.png new file mode 100644 index 0000000000000000000000000000000000000000..2aeb50b16232cfc1e265871545f91c40cfafff77 GIT binary patch literal 6201 zcmV-97{=#`P){00Djo0000178CpXXW!9(?h|xBlT1M-{;+DvIigqIR$AE2^j z(NR=PRSfIFQx6{e;9oI6%ui;L%w%Au<=$-zGf7TP&Pj6eck&NI02KNL0Qdm_7_8BH z!U!NlgZvYZ6UM&)025o2hzMpZfMg1L3qUCW2tcd|f&o}k0!n#c+%)7ti?tPoqEaNq`C3P$UJO((7fDuMUN&{TxJ?uQnbD zei5aTAOay&P~1Wa22drT5a0*r*{)1kLLP!SPRyiNHv9mAB=(>Wy8tm-iS;6!o-mWV zk_;uZOCdpPcKX2Ah<}~91`Ln^7*SrG_=(!&<&Xe|(E{~J0{tY2#GvtgS~mdzEK3va zz0cZ!i?mEcKa@U42mbX^CIBp+nL^~_u=2=%Z#YfWBYuVGC#aYopScYj4F zr+)F}Q&jnF+y>q05kwtAG;ahlKZ5;1=I$VG`EgpXKxP^5Jp(Z($CQvhgJ0Qr?}Me0 z+y+P5=uoaW@k6Zxfw`ghoxtvMj`AbHdlu>dNYwri7}af{eMfBY^S1RwjOuoZtr3Zz z4FUO@79#+4yW43{X9`C5Z%a|~9QpxWPN^8l@s%Jn6C~q@YG{H%kxG9Uc&NaW7oR-^ zDa&Ud#J}Ia@P|9X_-xk~$+Ey5=PB@?Y)Q%`5|clrjVUGK2cpW9VJtq|$xtQ>-iShy zU4Hx=&{cm@LHMMP0d4RIVEh;?*o6E`7YBzvh2=&j2xB4x1OqhO5C$9aW=#@?I@0tj zQT~GX3e6p#evSnG1=s9N#VGK3XCH_%@klEg)11gyfL1hjo{IWs5rXznf{7ADK(B^R zA^I6n2K`Y%NJ^`n{hJsev3!Vuy8R!5P{H8t-<=GYLjDuFRFQofd&a_fP3wOm&zP5v zz5Lye04#XewA0zaY3qWW7RmP1; z^m%=>N_s+dYo7fSQC;dZr!Uy{80ftQh*qN2X3~!OU;X%z0#}mgq4Qsa z{V!0!P;;iBzn>t?G1%T={OEUB-1dV%`%ots51Vz33@nWY_i14Mjrs8vM9AMi5X%5< z6XJ*F?-(ztgBmgNXE4|o1>C+4zBK9%3Y~{iM+Ta}67Q{^RXmQlc694?%qHBnCsm&`@^%n-euDeuAd)!JEHM zT)go^q|ZO6AeJ;gey09Uf_QvsT5gLLu?IzxkF~S9Esb>Y0LO0E&c1ZTD}?#vz3$E!y^zW-K|TSx^CLad zFQzR>An#Ety7UvsC-1Y;n;+F_4$TmeXa2shFfX;5FDKaCZ9?xB0BttBSx`Cd8FTpI zQC|TMxU;E#cfFuBy^;wKX!A%@3qNTDgJ9tK=H}HzZ1d?+^~8`}9xsS|VK|Z(A$ovD zBT6!*T=YDGfc$|_lEN=Fd8GxrIgK|M(+5l%4?!DRZHNGqOy@}ua=Tanh5qJ&0plj4 zi@tRY#|~qJzcvG$CjrD{&)Gvp%=sssQ+aR;KVj}zEP%&>;@Xs|3g=A=KzDKaZaDjZ z0i?R30uVh|?`eUYHmq(qOl*6>hlz#nZnj{NhblPX1+Rr3rpR84rVC0aPphXPf2!me z=hGg^Ylb>`7Wl1+ys5NCCb_9niu{U*KKgs__5V6&YMo|hJVoniUzFXtNDK$Dc7jcT zcFm7jCaI>1Zt}z;bH1?$g_2ixI4vD`{+7A8(%@ z$(S1)f(4X;MBzKrdfwi_R4BJ$62lC(b1os9JPS6g!3R;uaWC(COO#gRyA=1uZKWxw z-a8FVpu}Sj)X5i61Vy!aj3T_o9u!Jm67u7FMZ{dq#C^}Krq@byx@z>JB^`TkGLml2-pS7LOO%m(33$GtHnt$(afadAZm#EN7_KLeGYp;gkIj6<4?LTE*w(&` z)RiYiGlJjP%~;a$VZGoxqXZbJZlBxy8QJ-RQ!mB7rUc+`%q9llwFUyFQwF*t+>r_3 z0}O-*hED*Xw$di67g#(o-*HHlrH6AE_Uy@11%<(}!W|iIbECwa478$g+`h=ZV+9%O;v% z9A(nF{Kux%5H9&(nNw5**%$2-ky7$8T3_wFTdH%K@|<=n1m&b&#$%3qr5?kfj`m;U5z0l!QndJV#4O85>CPdwQH;4L4!MT^%fUD_GFbzyHBM^?Lq_Wa z7aACFo0Ml7VbvyV41&>lBaG1`69n44*tC9u5p8iKS{ni@WEm9F=Qj#6woBjI6o}(! z;z<2S{Yd>t{X0;1ToPn4Tl1N^4)y(eBnVPJ6v{w-Oc)9R76QkvyS^3#D+pyM`BGEQ zz1=b?dI7u-4Fhvy0MLe3CXI(M0Bi^DlT6g5xgXw7Y@AIlP2iR_`)L2h1VHcko`72x zI#Q>f_vI4rplut#3u?fbJG8VL%zdInT~X%mxAcJX-h;IP5e(2A1lqjc&}b8#0*Q^| za=R6)F#x}Q!5RBa;C{da@zG!jYg~e-Goc8!+$lj->Ipd!N~HIGu0~zwJgtdd`;O}N z`7Z*PVFO+3^@@!a=(HaI<{av4oxk~PB)M73qIrGGJ=A9c_^`dRybEA@4dx!|d$sIW zKZZ`NGeL8pXP^so+wiQlCR*)J0A_~<4`|G$ySb&rlIOW`3%GX!5L1MH-+fkd=h&Rd zo);%51Fiv}6*xK_yp_1HVz7z5y_3S|5 zc6JF{+Pxu1TXz7zetMTE6nWoyI`{%k1uLm_``qDH7}R$*LgP|_L%le+X)@H6m{H?A ziLVa;_`&fOtP@ElnrU4C_@Rw*0+XD_4BlqCA8rs03+)+F_z{e_N8NMy4YoFknJ-`m zf|H_t7n;!mOsmb>J!nQZeWqSssGWBuAyurM7b8^C6n#)6^?2<_mBg1T`EN~~MQ2+Q z)lM(<_+Iz)@D(We!mN*Ui#k$p+H;}etyVt@k^4@^S@eN2btxygPDn+Sm!R%n<}QY^ zoW#_b>ngVh$nEZPiSN(jL>S)f6#J)6yX|$dY2xPl9DQlcS5+~Wzh$PQkTP#x_H&8$)1miKi%On=_gt1P@j-< zS;)#-*!A;n1FN?M+6&;h{%3)%h1Z5*13>-Rwq`(kfzCDlT5GgheZYIy@Zy^m>J!sK z=Rg~I0UWxAJuD7uQ6CoHnRkU2*U%sK<@jH9(Rj?nQTg&?S?74nrcl)0YcJAvUazk3@FBrgBA3z_tZL{CadCz`k z_iI`WubLB92PS<0wFvkT zXXsjB*m#}2_iDE5$G3lG0NR%)fNA~wuPBBTpsRo1-mKA-8fvX>06d@QA)5Z!BOtt6Gz^^Cyu;p0)_sR9;v*qKGYV1n6o9TDrRyD?|;qp+f*?*b_gH4 zS&_o~fBiH6v-az?%1|$kZ5Y^_`_NPfnQ9Gq29OO#fYeeFw6)^C@B_ZwqeO1+UC|b<8#)GWYL^V)YBB^nzFS zJn&`2p2Myai?!^6SL9tR_6jM+(VowQ$}7DZ?_Wygk2;?bRabf?-oKX0A9Y?9Q9ouC zS9;B-@2jNpN1e}%YAe0wHK{78{JwSmP)@_R$jQ5m(g#p3#n37D1kTDN>JX0Ye0C_c z^yN}{opLW3XJX{$z04iB0Q%&fD0aVe%BC3kd9SYEwaGn2sLXTBR4%dW;9W-WrQCy* zxc9)cAiJK*NU+y{<-RJU5G3;6?<;ID63LX6Q0g(>S2xbz%f$UATvT&KKEnG+8S_{a z5_Nt&1wgGQ_iGvJYhGwPCspwM$@*~|$9+#6dH+|YVA%Py=Ypc3k*i!NS`CvPi|NH>}(7xN=F5P#d1psueKmV+oFT-X1 zr+=tpbGrtB`uzz^3+O@CYnU#(j+pyDZ#n_bSmX^53Cy&d_m>yIU|oN$MWeXRu~f#3 z`fOU^fdVlczY?t{eBR>xmuaEfdH~Q~p!^U{~Qt0bP>f!}Am z#N)`vd)f%6{MLQW`ku^S1qOcKxqsKgdthm~0`m5trH`XP`>b(hE^O0muk7SHmdPEa z7T&#cuh0khj$ zlH(`zaRz`|PlgRNv0l#4P`9a7Urzj2y97Rg$6qF3rg=-tY1;(u;9!wYU*5KHz&M{O zfTL~mJ&{xAD`dsRaa@=Ao;dRUJ#pmyd*aCZ_r#I+{Gh<^s-RSB6MIIO_tj$UUVgDR z2_CS#f@7J#>(-lpanhdhbjVr~%JzAI{!VPcU|V7 z_Kos-q(0uA6`2E?D$47TrP^ne0Cz*p{i(kU3DZK|hO;Th`QWcddKlRTXj$k-9*3ONKlX7FsNV2gh+^7#9s7-nzp5`k z@5P*W^snmkZ|Z~ERekPFeT{AMReg$n%=QNVsy^?gKB!&Q=iStYl&ks_{T3c%n&ssT zjT+Rh>ho{vOS!5qgJ0s^ztplI;`{_7r{a+SA`=?}Afh?&-#c!I2BX!>{gTK6fY)}9 zEMVimG64f7Fvk1&EfGDe09QSL>7C*N|& z9QfXHKl1)Pv5$6sXS0{5t^@nvUEjGW-3al%+j62E6!qg>0t9#uZ8_14V)*t>>tszm zzpUZ-TQWuaF4x6-;meZ+D19E@!1=V*QGAevuQ+3)p z{YqaQ-s6b2g{q~aWA0+-zbxX(EMF5)_|%aOxijo`(Cu=py@%4S^g4a_A?&^`Yffd0 zEMB;blvGWZ?>>jo0A(GHdJBeLU!9?8GwrPFR(f4+o#$t8e|PBcD20_?low5HowF#$ zl-Gz33N1RnTMjICrCC+!1(~U=ZNpdSVCe|UDOY{3mRpk;^6(xm_nyGK;6WtnMPVM^nWew)k22g_C*kb$- XSXna0Z@E5A00000NkvXXu0mjfe+M|> literal 0 HcmV?d00001 diff --git a/img555.png b/img555.png new file mode 100644 index 0000000000000000000000000000000000000000..b30925e5ff863a8fbba5b49ce488b0074aa34293 GIT binary patch literal 791 zcmV+y1L*vTP)RHR400001 zbW%=J06^y0W&i*Jl}SWFRCt{2RXvE*KotJ6$!@Zn%_Z2}iW~+Mn`^d}LkY*(c+K`A z#76L9p3I6dSiuth|75oO%%7o0-jq-8~hq5%fXk z=Y8*cZ|2RL2{2Q_)ORf-g||?sqS=-}Z(#>WqVzRjjdadI#x{M8b>)tYy1)=?+I*9g zJ`B5k?;!dgONf}eJ_m4c1gHUCR)@b27^?wM&C!%st3}6fLxvN zyA2&u#KfvqhNeLeXrrUX8LHHp1UD&}H6c9KO4y)Xoth&HmP*9DN<0LP#_;3k1V-@) zb~q)4@Hid^bhPRpmQWU_mdWD}xlu5k!Km)Tv?l?TIjSbnlp_UKsaJlgM${RA??8vK z)P+1z1s|jOJ1wa0@;sxuMCLZkhZta`2XTdp!^O z`(OTkktIQIpeQTv=lO@cjq7^aMQe=Z?<@H`Y`s-XOtSAP4H_kPW`tK%S&k?O=oO$V za9rS|W|rCYA7^{`O0|9CTL7z9a)>HFZ+;ub)+Ys@XYCtq8mYOO@TDN;(q2+x2hE5d zR!6k>bs2{xWEo zABmT@nPBY(&Mq`_?nH_G;^H2#4ddwpifgw^`OEhoai$`i`P@@)Jcz VnS!RHR400001 zbW%=J06^y0W&i*IAW1|)RCt_YV1R-P4GjVxfb@rg4-Dww1H%M{2OydUQw{=B7&sX? z7?^O#;s^g&7#JpSG4MjnR^SKn*c?Di{=Yzs%SI9b(*y|3sQ?pUW^iC&X<%UB;9y|j z5@293V1bBlfT(2rE&!&vIZ+J~ppJV;0qmGUAa8(#HQ^%6|384e!B8*2-~puU|3k#f zAim=OMlML0Jpm$|2Q_3u1K1F@2VhYas8w7uAhbgP-2C(ZAu;j){{?FJX@~;N1~3JS z5vCcqm3lNm8O~smr9%NzjfSXD0FdIm1m$xZOzZ?wa}`je8F>Ex2L-zXmjhVX0%Gzd zHU~Wr%?vdeCJg}>c@tokfZV*DlX)Z5%^j%H*nk@zISf!hSjh+n0B0~cjpa!IcK`qY M07*qoM6N<$g2e8blK=n! literal 0 HcmV?d00001 diff --git a/img557.png b/img557.png new file mode 100644 index 0000000000000000000000000000000000000000..522b8eec09cc6db142d43d8dd34eb3528525529f GIT binary patch literal 200 zcmeAS@N?(olHy`uVBq!ia0vp^{6Ngd!py+HSh_gd3&_z5@Ck9Zpc^hO?G wws%ZzEE^(pd_GxBN!!h^F!%kt84ODpc-*+3{%XsW2b#;^>FVdQ&MBb@0AUqESO5S3 literal 0 HcmV?d00001 diff --git a/img558.png b/img558.png new file mode 100644 index 0000000000000000000000000000000000000000..a2c0366c97574884046e66d2ebd74e52717121b2 GIT binary patch literal 5541 zcmZ8lWn2`%zFk1rl~8F|LRpqlmd-`#r9*n@Rzd`%yFp@s1t}#&Nk1}6do8BMl|i?YwLycG=&Po$|UIrX1o zvk!P;s6R?`JCMtVfE-A-I%v)P_rKi4=5InX)Yy9m3?zOs*QpCOHu|g$X7&2do@oLm z*7@2+f+q|vFJd5O@}U5wG0}@TuA}RuAMY;Gx+w~znsP>< zs`XFNFSxoDARnw$Yx8G`7RgH>A^8u}1R@S+-1gMJPHS?tyn;79f;VkRgs4efY^)qi zTW6D=@(L#WT7%v=1fDnzG-4hiH@?@E^8|T@y-1U^&|%h#LHZ02cym3Ar%s$l#Spi2f88x7%2?O3d`E_P6o_olkv0?iCzV!gBR3cBi-E@u6{$hP?8_^KVc&^h$J3?#Bc3# zL(QF0uyCQgA;my6e>C<1#paBaOh=Ux#b01l59ZrtiGpvTn&Zw7okb+6(Pu&dkHwukV`|1Uq% zqZPEf&!3N&z1LOP4d9l97)4UYeI3ZKILlP_EY6i8i!RJov4^;OW>i~TdHH!>!WIgm zAvzzP3}33M*H!fwHBPi~r4?Yex&I#iej^Pm;)kt{A_8>eZSZF9K44;cz|Q8=03z@!lY6w&}o6@PLcH@GYsej;lbP91XVlrVhX%iNb&~ zX6_)u@<9bN_+DzC{3m@Qf#^tY_G+z{Ap`VJ(CQF5!Y5PK-)RuqQr5jR*-sO5LQpQv zQTjTWJUuKA&K~x?RyuNm;9^SUN9RH9qh(U~LwY7$3(Nr6pI|~%_n8k=relv8L>CX5 zyZ&~bjY>)H)q+CxTYu8^y{&6yO!+2D=c=Up%$q;@aVoKthuT0Vg|%Qs*xlLl)iiB5Xvo2g+0MRcWAob{MqTL z=Gc=i{z2^9)9}Gh2}~)RpwQ|QFq+WK$6|q61PO6#T$A3^3{dx?qxIX{m`zxQhQAb# zMigP>1LeK9g8@-*vwL@8xkKcVyP28=A1N%q9`<%)ZS9+&x#2$0ZBEN`Qi-zorx^HO zY1&Bu;zg(cMEmEj!l--w*lOX@+=#YU^)FzDNFHM+0kl~Le}=9l1+<89!(UUUVQhnr zXH_`$%!Y{}&#EeZKx-JoQ#R4av8hB>5=7ztDk(q6EL;vgaXQ9RxiNFF8;CHc7Q@UlWz3nZ)sND z((;|%rI0Z+P+yT5$>d|zn5X!iDyv@pt_cUO?pQ5S=AB;S@v zgQVI>n$&9)LqRrsQ!gJ_kjv&m7S&^m<`bS#xVI6Q{9G5MPRrOBWsu35I2Yp~WT_&q z-4*;NfuhG+`u8=_=kOc_rF4>y{>XCSASs-n=>P)eMVRv@zK zAvYUGL3Bmsp}A|1FzY_g2eoFfxDqMbZ-CeFcXCRrx%+Suf!E)pSTl%}E6{8)E8FT< z&FE($ZW<;a4_Ywpx?5q;<0uhK+l-%IW{}7#@k`_kuC54JWH#xE5n?h30~}3RJD34) z#-e_qWEcQ5g^L|V8%m$&_;ftDa|NZIYAU8u8?qlBspSj-K@A+U`uSRn zRnK_txdGquQVO7=G^?i%horTKJC+ucnhvhc?f{Dv-7GfdgJ@|f8A;0l`<{d#iZknd zS_9V=V!#R0gS|I!+K=dF0=3{Y9Z+XVyF{?suFsFh@Q*p>E|US<1Lt#N46@GSyI%=h z?tK;w@`wADAiK6%sK58UMcB&XJamr^mN7!=6vLq^7($PadT0X2k5&Zpz=>ciQF}>G z$av{wu)*dp_q&-DMpmb;WXo zd4F_)#`HI8>n2GJbce%dAbjyy-G^$1uU0_5I!Z#em4y3czr!uXN|S1bApGz3PBCbi z4si0%$Sv{rbaiFo5e3wOHKd`bV`Kz0TjQe7%8XWY?cYNoS=ea?R9^&QNscApS8hcT z0<|v;^*6f}D79w8XKBH4MAYMXo+pJ4?jj@mF*z5vNbt8BPyl7O$d} zCz_RpsKxL#1E7x8b)BKooj=Ygi)LV`p0M(lT<)(A#V^;2<;U`1bNd64w`Axe?$t;m zuF5v6{C(J?N)0NZ3t2n8#)-qX2S{ph3%!-#f8DwTL-^Fm4A#0hqpJr=hTKjFhjH<5 zzrEXYSv{W#4zg&N3+u|(D~q6OsnTAxn!tF5?>Kj#su^l)7#LB+c5daJL~5es3K&=% z-%(vb>4Jhq8O;(e7t7t{Cq~GJCEoJ%%IR9UX)KK==bb+2&4pEB{h8te;H z8>gPhc&@q~Y+P6IqS2;Dn&dtCzuA+1!^HF|s0&pV>gYZ8^D)w@aww4Am1^n-4u>$p z)GkMe6T<<7rC%l)-N)(JvA47#gyGyg-T~ve@aQ(zzNo!@w zu&$f@HR)rNJD4bpO`Oou1{+a#-s@Q^kjU%-m-ZlB!%rJQYq?D0^R1bwtRE72jbwxu z#5C$H2m77xAmFcLqEpQ)R-UR)4k^R`YNig|J@bsnG1rgc!WN{O4e>60U@!hm=VHH@ zs-qrKF8YZDwXa{D9#f)ZCPfpmY&_LdXvG9Bw^W$G%Zmo`>;C4iuHq~?S!a%&I+uPj zE>OoVOr3H-XPP`MZ8woGLf~YaJgwFfh;F2XOz06;IYcupgc^RF8j_`scCoQT5GnUI z3X1gdhrC;owC27iiDEycXV1!r+G`0RSk<7^jy7Y&uW!iT@NbZ}OZFWZtU&3hh38v! z?*jM-!A{zm)83~Jk9WYV20m6ynHpDGSal*{F#Q+x(9gzlc~_<_ytP~g6!e@_m@73x*^ zleLO7Yx{ohLl&c{9T%Gz08Xb|XCJ@L*3Eo#y-ggvQV4Kd22tXgog8&ITsrNwE|9UK zTkTa}O9Cv5VN^o-oVZW!`W-BS&#YYDG+zWpGPE#eCN+!}a8sVgWp{14NFCicgrs6; z|J9Q-{nU0>8pNxOtq3`t z@{`D1h*=OkZ$I_h)p8H%CJ!ED4PKo6L)zNyck+PF{E8+a?5wOhfneL?WFk{OjCgOC zcH4ceol#=liq;J9uRkb-c_DZG}0Wh1mJi4+QN$ zd67?B28Xwpc9*YKspV+#bAs6Eni>`iv;91V1Kdp*GkLCC@aY(L@#8OWrN3z$BTT;h z!A_ArOD5jOk+$!=jyJ9$fq8q`;~DK)4dEkc#4QY0f^E?R2*X!S)C=R{I&CM~cbgkh`T6S3AZihZ@E@dACQq3?J88oe9kE zx=nv7yxThXWed7utwkABWWUt=M23f^7Wx|U7xS5SkijlST(u^$SRKlLKX#n!dtw$s z)rv90um<`#F$JOeiJ1N$B^q^Gf-{gcUv}=;SPs|KB`1o;xuxoCC6IEjxy1-qe5xR# z7t!ohTvnhf=8sL4CyP62jTvEilVzksS7is&A{iYx=8lHbRemm%qkL9{7sB=g(Xklm z$@w7IK6-FsdY+C#9a*EnPtA@lghktf22jt{32LEWX)7&pGF{cEqi9Jejozp8}$YLrbwrLH50o1qD!S5-3kRFLNkqgzo@RzY!=pT6f z5FmFfBZm7;dsWYWgGol3enz6{+d2GJsQ<6d|B>oHpmA9t@zN44_^CwGyjdZ=e|A{X z;1$Pko$`!rH;YIeLR~*Kqu+#6^qwnPX%waS%eB9|EUsKQ7F^=(`27cWd8TT=zja2> z+(_^6prIWE^?lIPO(b7wA4Qqrq!panq?G!(x*ywRGro1C7*8^RxFIT?GYEs}8?2`q zmu0stFLe3eC~{l~B4j!)-TP|Jm#hRD;;xUcRXqaA;c)FG@*3LK}{wxq|N=aFB+o?pdcOoH@FO-n;33h}gLPToGP=0t@|;)|<} zZR}1&8s8$@Q0M9Y1=;FD7EN5S<^0PTx!_8ouc zG^GRDJ2o$J40m_Er?1dcG->pYZMip%muN@DF;cUH*NuXt=OcegM~+Lc#kuQ|0k^hl z353-|2}kskK-rS7tl!#IUgkUsW$ixFco;;W@nY^m?t~StXpW3*RBcOkaHU+t>Uk@Z-sRpfz znXfr3+-LQSY*RQW!m`UkI73YN9>McjN4{E7IHS&{Mu$vIaOw}wmk0%LA`mIV43sl1Z|}K zJsRVU`x)rYPnNN5ffOX`HY|AKyl>hu@-O>}OV$%BecsK6s#Ic+N!j>vIb%KUf5j|F z$}C!`$t&jErL~>btBe-;UjEK#aq3X{>A+8l^2*v+`WG7?!+biYNOusOC9AAg#r?sv z{3Yl8mvjyhLLYoLZmO*KTorEkl*B%G9QIkiJSx&mYq!|wOpPC=Z#iv*eNUIwZHm9YW31?QYrzns@22B}Oi1Gu>5RH`KDw4jOx-_y zSyE;?UM)m0PUDlX#0}CP1mqKtDBN1qO*rntUx{pAVmHQKRcFFFXory;>LmV$gd0)!kJ?Tkod&o zg0f!3FAFaW_PtX>lybn&>+S%6s`FyT0@Kpm!zki9{$>;79Q==D`iNv|CGO6qhzJ_c z`awh3l0rs>dfjF@UuogzTHB=%$%H?CKf-uUwpLY{)$un4Lma{|e{t0RsN+1>d#B1D zkJOv$BivwnBE*V2hRt*-MfwARh0Y=Ew4N;7$>X1-4{R2|D98Wz8}y%GQ^O5^m?)sb zpYT3pck4O)Q?-u?{GU{Oo*(aN_Hr)Fa{Zio?!sK>FwHo?*-S5afrjb*B~^X0+&ZK8 zw)g1Ah)HQ;t#34@vj7Rv6(SNKV#7K)ae*d^t_|lF$I|584b0QnkqbFq?hME}I*wv$ p_sQ@&Nsw?cTLXx==xyBqj)ge#nzzCp-Tu1*lo1;8<+2u`{{;mEmH7Yw literal 0 HcmV?d00001 diff --git a/img559.png b/img559.png new file mode 100644 index 0000000000000000000000000000000000000000..feb1b22c8d73b36bc8e4bcfd46773b63ccfc14a6 GIT binary patch literal 647 zcmV;20(kw2P)RHR400001 zbW%=J06^y0W&i*J1xZ9fRCt{2RWXYbK@|Ry-AiV(o6HIp9@k7^BR0W8Y$8)0+N_-* z!dh9ndT1vMf`^r+whDr0D`IsZ?jKN3!nJ1v`z%-(5pSKD&73oFa|a>_;s<$e-hSVE z^Jd;P0h$QpGrJVgP-5JfF(Ln#>GOP8y7g0^~;KfdMP^x?-x7C5T7 z4UX4GM)UAGEW zuoh#Wwkpd4$GKeG-i)!kd8%rnefgS{(rQ2&a-ySQIuR%)LYAVPpe1KXL1JXgXkvVP z!G~WUhQ+QgqTbrcfM$#Hviln^8D^%fA^9OU@E?B%h2sv;POadC%iXD=mXvwmL?b&O z!li<5=SL`_PY-7cWmfmo&%h-h!rS$!%(|fb#=9z?_FXEDxXkZwVc?b_nTlJ92jAaZ(5Z3jL#t4DX=qxrmsDz$z6%h&Oq hwa#3Mu%*=R;|Cn4kA0TX`49jA002ovPDHLkV1j3PChh~FW<0000mP)t-sv$M0P zsHmKroRE-^goK26czA4VY+ztuR8&+*NJu<9JTNdYBqSsl7#Iu;3;+NC>RHR400001 zbW%=J06^y0W&i*H;z>k7RCt_YU;qMsCI&R{0bPKB(LsS9Ll6!oAed}01}ARi$iO85 zNU(M>Bpd+JL4pAc3n11POt_H13ZxeV5N8gFfP)7_CcI~u=)k}S7MTF_-vb5)E{-4| zhac>S1cojK4hWl>kwF&dH-3hO4G;qakPMr^Fpz+8{&P5U0)r3GZ*M_i#>2pJ0V>Q1 z_Ru8;YcP-b0`vX<{~s_g6hr+9iP$m*19mnCpmYPWa2kUFLmD4Yn2P}{e1Sn8$l&|` ze*?<~cA&o}GBEW2|IJ|YeEP z6IxnYDk>^+a&i(95<)^kJUl#XY-|h+3{+H9BqStwczA%CUPYds2c#HFg8YIR9G=}s z19FNyT^vIy<|G5PB_ugCu(72a_&L3qk(*;SgGz+#2G4~}?7WNx-%<~q+Q|5fyWg%M zqqU9KVba{d14|Scbv_0**f4jp*!ch2cl%GnN1kbhM+{yl-#M~j>cZxkg>}*$$EP0H p)RRHR400001 zbW%=J06^y0W&i*JN=ZaPRCt{2RlkeWKotJ6$tKzCCX?+Hn-un!Kfr?&7GmSt2#Q5I z%L@pCjgBYyqw)R%*{!a;(2baFQ9|1A)XlJ$)SsaEaU9M0F%9ae<7q?|m0W2O91_RqW}>94CUZ z1z!}32W$gZ7)udK0Vhk}wn*tnKeP*zqemZJp=P%0&_jY}OR z{>R^mq%jpZ{ROzS?prsV0@}}cC)F#uJS{)8O*4Srp3$c#2j>n84pI(VRMRvBb0N_nyn3PGq{y zc?8R9kt00ABUze0AdQrFj-awq!ctIKPUe~5qYKj!RF(lPX4Du1YMVS_1o3}m_)3U5 zx3EwChL6{7GplR#8+zERHR400001 zbW%=J06^y0W&i*H&PhZ;RCt`VP_YfdFc3VG1cx{wSpdl+WCRxsk|}6tTv8#i0Ad7> zkPV=rM@*0wQGov)i3THt#98wHpa1{<4G`vtKnF9#-jVsEfEscd&0(xd>`ccM)UX;= zt;_v=fh7NPhX{PVWTU4g42^QCxtGG=orV<2;cfaNqa4dx7OF!Eh@W)7huAx;fbAK= z2BtK~Eh?Qj6imz>chs$)-G6m@U}{6F1ZMpID~AgsqaDq6Bk65 iuL*KZxBTalZ}0@&KOo#TFXM6m0000RHR400001 zbW%=J06^y0W&i*IBS}O-RCt_YV1NS!2I7DMI|}y$k=j6jm4O4o;AY?lQ4<&#*x6uW zWPoZOAi;t#9fG9=7#aBf|3AQR-~mXO4~RJgpsEZKK;#1kkRJrdwwD}$;Y$v1h$ldK zOlyDyKf?tEh#x?JXA=V`q&_flUEpQl|NozX$q+2g3Jh}rNB}bMeFReq3> zVFXhRK!^&s6To4GEYq0|Q3`RB!>hDqaZ1`TsWqzX1co z{LQZz7`%`bX#H#8+4B{`?f}IQ10%x`1_o&GLv<%u7{ED?Aabl5Kvo0s`~UwzX%R&O zE6^R>4h-B^?*koHj3mK)uNB7RkyQYuiVYABivzmDkpYJSm@2@hW|#s1THZ5Bg0~;Z P00000NkvXXu0mjf5!jZ= literal 0 HcmV?d00001 diff --git a/img564.png b/img564.png new file mode 100644 index 0000000000000000000000000000000000000000..20ff88b4a6a5aa869ecad91ee8a07e8b5410b466 GIT binary patch literal 899 zcmV-}1AP36P)PQ%czs%mcR|HSoibP#Am|X)NOsk0)R1gz|in^GnF`z&! z3PUSK1Qi3G_`$47)EeSxwPr9l{To>)d_WzD3A zW|huy%Cw|e6)0IZfLzm5Z&U{AQmrUmc)b&pSOa-I69iNIfV{qhz+Z=$;nB#>Fhfmj z&(}oMi+~hRX$|(I%w;%s+B;|zCca&!8BQbO&~^ijk-Nbeo{YaW)fROEdkHnY^XWhxuA(|w$TIMO&81lVU5M=h7`l)$1iUpS#abA~R zcs$_Uh4e0>>h53662TYv<=b!S``2IpS~u1XkpCWj`+h#2$iKgq7CRm%@k03s{!OeB zRC=7My@RSmrD;}*|5apCmStsjMW`bwvrpJ(($c*g_3V;|i@u1DDQDfIWjhQ?S5s zOd>1=k&`_twQ-xPp1pNc2FlTBDF;xF5eK`$>uTR?{E@onH@1kO7;?Rjo<{k6Q|p{h z+-`KwFg+_>&5bNw6QpZQ>`|jl5{=29F5Y=DnLTQ>$%eBJBAYtxY}2wYIITYoo3FfE zvwY$jpDmdd~0-uC0L@sP;Li&ow)1n`C zj)Rd4)P{rloB85;{>0yRoaQxK1+H%m8TD37%RHR400001 zbW%=J06^y0W&i*ICP_p=RCt_YV1NN`1|9~6_Y5fD!vP=$LI~go69>TLd4~H8{2v&I z019wc1BCj|{K$dfKZtSQ99Vz@Oqvm67}!w=rXZ5&4z^#H{24gzp{o7J|LyzT28MMo z0saX{CZMXN9Kc=1{ecgwd@zE|48#Tu3@pmX{$b$yz+Acu_)yec);*XxZnf7fjp7}uqx$eX<*pQ{NMvW zLItW)t$$E^(YRHR400001 zbW%=J06^y0W&i*H)Ja4^RCt_YU_b>QP z;0t52o&IC^{(l0BX|@c^`#V7lUI!-B&CjzZvqEoeN+90F6&9^F;g5wEzGB07*qoM6N<$f+iAu8vpRHR400001 zbW%=J06^y0W&i*JVo5|nRCt`-RXc3cP!v7+Ij$S~xeR;;gl8D)jfF^NLrj^FkQh8M zQcJKfpjZ_`l~7A}B+3A+tq{x!3kyQB1Va~83$f#pAq6Fv`}~VdUgAit7&wF9z3-lT z-hE#K0^DT!XpLGOV1Nhovyd<11GbF72IQ>6(o-uCXC(bb<~OXLQCEMPf0zDFlV-@| z(3l-!ktSNasbd|u!L$&%@-7U?u3*P=(FIywW$A!=a4*eLVU-UYW7b3$M{xqA*Guhe zVcA-TzRrZg(ul{9hYU^TdV%l80kuYSRT?lB`@S0!Rdb@E!p#IOIQenKFiR%1(6;?6 zRC33725i$Rqxjoy&I@weUQLZV4`wCzo5kS-l#Wqw8)$2*)Yd${OLSUWDzI(&j(#S( zVbrgpDlc=}NGg+v5;)6#s$tLxa8_#9Bs9|+>!=l-ih4t5yG1v=9QE(Xp>4Q;a<7Se*$-*HJcBGp2lNeRPE~1Q!m7!pwLXvw41+T zt18&Avx|vr0H5cS^&G8lTf-|yNj5o0MUl$Zeg^|cA4X@lM80!UA2`H)uBzg^ zt)S^g5RHR400001 zbW%=J06^y0W&i*IOG!jQRCt_YU_b@}{Co@y4U7!vK;ZuY28I?4VF=*=z`(%B0Mf*q zfI|rq;9y`-U~m9w0~&eu!v+D6b|7#&(BJ@7@`11^=wKa)XkcI{KnU?oxCbP8Ay&cw zH_&W0UVa9Cn7~gM!+---B^|*JY=X=nLIFi6`rvmU$pgd*P!XR0A9%qGRw#yoGXX$v ziZL*8UEpQl`~Uv{lOa^%f&nlxp}yz)2o*eVfq`#<0>tk;@W{WwhUuug4D1Zxa31>L zfF6+wMTH?Wdjgn}z^aIeD+bQ)fYJ-FDdf>+f*A9*mEki3!~D&!7#O^e6=?lyK<096 zV0Z+~5R42*fE<1#3C;uy17wB#0_+n&Ifr!v10;c&t?yL8K z78N5)+-pTq$jG#Ufk7L>W^usg85Gb2CJP9tA_@QiUJpSA3Z5QW00000NkvXXu0mjf DOrx<$ literal 0 HcmV?d00001 diff --git a/img569.png b/img569.png new file mode 100644 index 0000000000000000000000000000000000000000..48eef364978aff4927a91e631845fc0a7a140bbc GIT binary patch literal 540 zcmV+%0^|LOP)RHR400001 zbW%=J06^y0W&i*Inn^@KRCt`tRl7<9K@>e}Hrbfh47MUkt&NR^7P5te<`7%q8 zr#F{}_iavkngs$YdJ%Cz7DE`6CxoO@E?_i(X3)S#g_fw z%cau}9n`IdT1S539Apq}59#>j#Npfw<9sX+qx{VmrxnSTrzc#qfudQWTWzV7vJ@=d z{*flE0Cib;1lAydGqEKD^|>zGiSnt z2`w!x6%`dZIXMXl2_YdNHa0c}1_mlBDiRVBJUl!=9dor_T?bN(B|(0{3=Yq3qyaf0 zo-U3d6?2k-dJ-EN*xGmn*uFEdr3f&n=^G?4iVI0dh-~mwU^vaRU?ms3#Eqj85*3Yq ztp1$Z$Z#%uYkT9A!zOH&3P)=i5?MV8-tkVD!<*^G$WY|On=<*#iSI!389ZJ6T-G@y GGywp4q(Kq@ literal 0 HcmV?d00001 diff --git a/img570.png b/img570.png new file mode 100644 index 0000000000000000000000000000000000000000..42af328279b04394a195e2f4942b11ed0a173b75 GIT binary patch literal 1790 zcmVRHR400001 zbW%=J06^y0W&i*Nd`Uz>RCt{2Sxtx>MHGHLJ=@*$*FAbrqlTTc#AHy^AV^v~sJNH~ zZ+fsJi3l1U(1Qw^GEoVL*}14-4i2aXPdnb?#WWbbX3+eA66pMp1VOggkafk4FVy;>Dk#e0rN3*y;t?>y{hV}_g?h?jEyRLRFtY(NYsC&PLmN1)XortQS+}O!$H`i zAn4X;JC)HQ0G*7w3kqk8LI-F-AE-ltQh=!%l(BZV1HJ>+5aq=@BN!WIM77t{-w`WG z1Xp`7qH$WdXupHEaxFlniBpEFyn_RaJ@icd6CUWfuu=Ffe0HBfB9n zOV(XwPnKF^j82re5bd<8DVMz?E3ho7$`N-{e6xIR-4zNJq0aZc8mMT7gvQQ_Kzx2=jJc-J zOINv*=)2Lewv!#AluK%u*UAem!FSqTT8K<&q{#i1_cri-8@d=0j(zShC=;pDqmmK< zqAr*(j{Kub(kKPIRAx`0wB*3c{*Kf13gw5zp2I`Z;f>;5$QZ;to`Vm^a}HdC<}6g7 zCeqE{$49qh1v`2aY8v>*E;9`jqMpQcpx5iPC=|H5TCGvVL$}ahfq=`!jNH%8CiKeO z+w0NkqAVQY(X&yDp$Bb(UfNfTL?Mz9RX#RX2}C$^UfqpX3ML(}8nRS6kc3c{x9?_G z=f+fmxBD4FR(5r66h@1{q=#|RV|EiM%uduh*S0K!O-D-&g;viYL}KT5E$~z7((op< zkppZ!C$f;%^JAv&U3w+|mHbvHm*1%03 zQ5N-ZYJu(8C5uN*WxdL0qK%DB{&&iHOScdsWmg#a4Fz|P3(2_6z`BP#!LFNO_ z`Mw8pxK>vx#-*N7Wy3)mJI|eAYej7`-*gw~(pB(&Fk=STxY26uU6RmH^j%o7!?xWvyBE8(=GLB`b7yi7Z`S>@EU)r#94-T_g6i+>EvdmA1Cf z_mmDN*@lVV6Xh7vSH}RVtpa5YpQHaj3;Q$*)2->4=rbRC$Z9?I16b%IeDQxsa^Na! zqTnKy2hqlR@HncL|G1b_+fSht*c_k7K9p_<5<6J+VvBWPn#!~6V%QR$wBC?;PY6c+@p@_8kXI@0eNlGD z4pvhqtb-4FOKV@)^zA*a=p@IGdLNps`7qhQYu+#Z6tdQ89|k|;&q#XchY#je1|YF{ z3_)sG)({Itxu&L@Y+*G)WJM$FHw+@N3PuNzH)8Z1ql7btHFONthzsl2IgDYR=8Yr0 z5tv@R`Ne!%w8e3xHv*ro+WHV|%BN;)eH`iahcVe-0ui)x>!W9_cyqlJt)4hFYOqsTJU=ig8%>k07*qoM6N<$f}hGu2><{9 literal 0 HcmV?d00001 diff --git a/img571.png b/img571.png new file mode 100644 index 0000000000000000000000000000000000000000..8993a30b0683187c5f5099ceb4d9d822e388ec56 GIT binary patch literal 230 zcmeAS@N?(olHy`uVBq!ia0vp^0zk~i!py+HxR`CDK9FM&;1lAydGqEKD^|>zGiSnt z2`w!x6%`dZIXMXl2_YdN9v&VxHZ}$Z1}Z8l5)u+TJUl>6uOd&+15%77L4Lsu4$p3+ z0XZq2E{-7;bCMGnni<&GV%h8rCbRn(P;E~{w_~B?% z$5zM4wv8o|O+=ya-*U5#bAky88SIzl2sgAa3H;_Z`0(#PU&;qd1A`~cSKa>apL^;6 a1H&_6z6~2*r?Ug?WAJqKb6Mw<&;$Sw-bg?I literal 0 HcmV?d00001 diff --git a/img572.png b/img572.png new file mode 100644 index 0000000000000000000000000000000000000000..6ffb8090c2c79d3053264c3f7d195366a4e7c5f5 GIT binary patch literal 411 zcmV;M0c8G(P)RHR400001 zbW%=J06^y0W&i*I8A(JzRCt`#QbB40F%*5VQ)d)xy6w)ri}nb!=m9*!9H3C42WaR@ zx{5cLBe-zyKri4zq&vNV146gyPyQr|0fkZ!A58N8%g^Kg$p=nijXpYRAM3!Rgps4u zw+UI3-J+$&ts~MvvRt3Ne~c|K?BCJ7E|8+I)vrvF$&j zWB^zu(l*=_sKgMAxQPo6#D3H^wEL>ejAjbDOdLoC)tHQ4|F002ovPDHLk FV1h1Wuj>E+ literal 0 HcmV?d00001 diff --git a/img573.png b/img573.png new file mode 100644 index 0000000000000000000000000000000000000000..34b13f98822bd5e9ac1ef025725afc7e848abc5a GIT binary patch literal 403 zcmV;E0c`$>P)RHR400001 zbW%=J06^y0W&i*I5lKWrRCt_YV89P9Ah9{XBws55E$I4LLG-U_FZh8Ja|0=wA%F=& zB>+uo(*!br=CDU3GVlVK6FyvJY2e|LR^j9?;DBpz0Fz|cL=;c}5$rG?53-d|zk=*$ zzVPS+131WR`56R&x*9e>q?kbNWM>pGX-HsTnYf@p0jl?-02@p%1VF4{q=gr#4%ibA zY{mw3*$!k57l`0_()Zow2SngA11m6m4giIK0xS!FA_mJCVi@!xvL6^y84MU4fI_xl z9xw@AVA#sg!OS?n4a9%IFoB@~D0Eo?Xa>mm1eOg9`y2QeHZd@4VaR`0e-$XiaMpl< x-2mYRj_-E`7_^aH<$~d*CM4ex7YKt6005DAIHSzAHUR(t002ovPDHLkV1irplE?r6 literal 0 HcmV?d00001 diff --git a/img574.png b/img574.png new file mode 100644 index 0000000000000000000000000000000000000000..48c37a402e9544ccad1cc662bae039faef681345 GIT binary patch literal 677 zcmV;W0$TlvP)RHR400001 zbW%=J06^y0W&i*JBS}O-RCt{2R6A=FQ562}WcJS8ogHTi!8O%1ik(xWu^UoJ1l_{U zW-Nqst_Yfd!cAi$qFJ%9Oezs9+%8(Vzre>2PzJHzYanp$w1)%r|=Y52c;)}t-$B{NnOxXB?S79{<_{=q~oL`)fw(#iAqyn!g_k4R&`-x z2vbGx$WLA1mPkl#;OvP}s_zM>?!_cGH;+JhJe~g=h(+o?x_bEn6jql4Nopi*XxC`D zKGKrb9D7}ms<)jCoKZAX$hr~YsBN&TD}8we_PZ3c({Ll zDC@(H@fvi-j18Je*UXg^(#Go3GQk_LLwLFMx>(2Xt}3itwk7BcZST=kS(}c1g_XBh zHQuFn52?cDQQ{Z@zSWWg8w>0(85?1O$A0>VC&svqO)B4la*Q*0S@e$g! z6Bty4J_%Q@W4ExG6~1OMy41a9;M|~nBdETh3{!+TmX9{5#O>+2m)t*)_vVZDZT9;4 zmS#LD$BfFYU>RJ_xVjmv0~1gITI#K zXlZGwsHn)v$w^2^2nh-C@bIv)u`w_(P*G8lkdWZv;Q?xT6?u9dkYX$e@(X5gcy=QV z$Vu>YaSW-Llbq1Nn8tCmyirnb%A3>!6V8<}oD+ZW@HP9Y2TvY64NW+}6(K3nw}&A( zXHNnn^McGjKN-0zHm*L-X3?-iVTZY++>yuw291i14+WjsJ3hMif$3=E#GelF{r5}E)R>`l!8 literal 0 HcmV?d00001 diff --git a/img576.png b/img576.png new file mode 100644 index 0000000000000000000000000000000000000000..fa8b0606ed4aa676095e7f503b3bca5f39d84cfd GIT binary patch literal 208 zcmeAS@N?(olHy`uVBq!ia0vp^l0YoW!py+Hcq{PL1t7;Dz$e6Y^XAPfR;-vaXU>EP z6IxnYDk>^+a&i(95<)^kJUl#XY-|h+3{+H9BqStwczA%CUPYds2c#HFg8YIR9G=}s z19JR4T^vIy<|HRDFfp>Ra3nY|UYFRwsK&VFki>)k|GAm?j%XfbwrG-&sQC9k{Y6tj zs;1e5iUT$O|Nmz%n8#>6n|V@-l)O-XD)VoasvR5*Wfi>Z>ZFe@0GiC;>FVdQ&MBb@ E06Eb^Q2+n{ literal 0 HcmV?d00001 diff --git a/img577.png b/img577.png new file mode 100644 index 0000000000000000000000000000000000000000..5e81df77188b60cb9dab40506a4870abd4a18956 GIT binary patch literal 804 zcmV+<1Ka$GP)RHR400001 zbW%=J06^y0W&i*JqDe$SRCt`-Rljf4FckiB2^Zhxdd^seieqD_AZ$n#QY56K3le`q zhHhPMKw@=4AayxiM+T%0EKE(yz?whd1nRj@+ZI_y^Z1C`aI0vCxmQILe zO;hQtSun9ZDV(6kgRyx&Pa?(ZLfoN~VvCtU+46;Mhb=BiipMczffS^#B#ATLS36BM z&FjG@hn8{T77Ebsi!ncQ@Ls@Eyd*T$fI|_d@mWJz))MoiR6Sph4&3Y_;+l~y`**l; z7$#_KHt780IDOlKcpfS(roo%4wR0000RHR400001 zbW%=J06^y0W&i*JZAnByRCt{2RlkeWKotJ6n;)~A-A(LVt5h}?MzGLA2!bMtcz;4f z1i>b7Alk@qjfbMUhmD=vTU-hYZDjw1EiCNZ%F-JUjuYLBZ)SEkliV#LC@9{?guI#e zzBlj9yu1K4d<2{;bD0A!s~eQa4cT5{6M5!LO_)W?^cErz5VyJsn7ewDUk0yioIAG8 zAkfRKHHF3TUe5|aVW?mTE(}W>Ec}f@{S@N>yo2RAMm>tGy;RbZ*mM`tg5Q;yo#z&M zMKPxEg$kL0C!s*|1wuMs#l7SvfREf>c+r-=%j4k$xi5XDO>4f1hYa(StCyL1un@NX zROWvJj3RGT6kNY_@|+=z=$ul$IDTvx5-oE{28Ga;8+I_&QKx_yv2p`MLsA6eI{<1x`JIENLKNjsPe-R{sjcH(dij)%`)7B>d40{ zYA=O7UO_Dhiql7bUlqa|SbJztALrVDD%QXzWRq18HHRiaa)#8Tu1m!$oPCRn6l@GU zdbtH$HECb!9tWSm_IY!ACQJeikEXaFO`h7(6E{>1aMR+!@`q5mF+Fz4a)NIALlT<= z8t3#G5pLYXKnk=dS~5%7op*{tcI87nM$%)i4R2}^Ix2BDZAzPK^E~|oC%)dN5Z28Y zUxO7zZe;yz59~7!w!gUUA?1lTyl h@&F;jQMdRH@dNmvnYF?4nZ5u3002ovPDHLkV1n@#O)3BY literal 0 HcmV?d00001 diff --git a/img579.png b/img579.png new file mode 100644 index 0000000000000000000000000000000000000000..9baa70010ad1e7763639878eb7f73c38702c29bf GIT binary patch literal 2824 zcmZt|XEYlMH`ErRp(S~?#3-#;NtLQSiWF(pXo+fKs~wvXl%OFgQnA`nS|diar97LO zkJzKOs@0-a=jZ$0`ObMi-j93lx#x~^_qj=yC}SQj2p0eV;4w8Zum%8_vQB`^a_R&- zfADWQ5x_0YuN&6X)RdHz&}cLgi9{d}LPA2kyu2_N%=PQnO-xL*w6x%GI1~yM78V8q zfhR`mcD;EggelM(g$C%XPT&9lt^`v9-RmK=t=xt*5ktWQ&nlrxytlYM8#G6n%9GCV zMf!+|Bm!C_2(vHOg#h^90lu@5_@!thrYRB0td>k3HX#Osp&FzS^r^z^<~}WYE0?-e zx;Hv^8$BDe;ao=F=DDUb=Z_6(l}$iMg)M>Q2^P+w)hiNL(RgD{!i4sz^PL{~-pJDM zYaepy;WvL@oopX9*e#yjE47*9L z5q9tAuXIhH)~K}7v^c+Au_ap-sL;$#@(Af@#b5D3A*h1(KlM{qt$(0fz@{f`jwueYPdvk$IJ5W zeR<6>YDR~CCXmSa3(!+$BH2aQYgb|CQX5cK?c55yWAtj3~-(;DpZ3p zNb5Fu^I7SKwvPoOQ?5w#?@XY56I9k4ee(l(5wZ6696g~e?F9vEYUm2SbipV}HPs1llWZQ%0n_)Yz zWm`KFmzFd1rp=ejx$1^$4#G{ppL;4w*Se;-uO}m9s7i8w4c^1=Va$EjW0)&3^?%0S z&~nzOP6Ia>lZ{d7Z8h4S%Q)#+Nr+Slm_UK>$l!3;>?OUh6640Pk!y{G;JoU=4a#6PT?ANDG{UnL05(cLZSeET#?X_$rOS_yGi+t-UYTn&e)p=YqpwX=Lv1BcLt7sjObVPyv9n#m$q@>MHv!t z33C<3Dn19YQOhAl;4b+%T{$`SLPCIIK!gSFRnApPON{p1L}!&Hvj!H9>C3D0Eu--B zW|M3E(gIrX93A&3{j~Oa(*L^k^bI`1Y{%Sb++QiR>pm9OaN+btGsh1d!~AH>eLlNe z)oI3NlBQ75f73Aen}9y0RJ}ZwN80>;=p)oTbB48PdYQ1(%L;F9`sN+EL3>vpMXp+6 zY-Vr&s>#|z2eQtw$fbcU79vWB(}wc!clFP#X5yXce!T3ku+4BzVXu)+)6!6hXgguA zl3smkt9;y0C!{ z+xXA)l{a={uP#wbZ`>`mNvGNy;ygxU`%;d0)7N2R_~7&Y&+T8P4UF;K%Qfn>n`=tN zHcb~Bv;TSc(D>TY;)AVROV_{v{}!L0vNotDBA4_mBftphJHQ(aQW6gL)s(qeu{Eab!|LnBXQ}9^c^?kS6bzML@820{XOoYV4G>p3ZozK zd0HVRbP%CDb;D_L+rl1Ir&&-Z_el_tk zHW1e>QApSA;OUpAMrJD!ISvYLna7vf#$q*+vK%wMHe9YEvvFa)2@=uB7uo{rk z!Vj)14PZ%Hj;j@3;f}FF$76>9aAiODUIe!Ad_(S|7Z)_XZzQ|ptexVa!%zC&ypqL1 z1pn6;6ch1R^2cN~Z~4G-`wXG~50!gWnD0lw@iW025!)%|lo_Xp6>yx;B6skY!HDCe z^j&NOasaG_#Sc!#)qraRrAvwX-wuI!HHTtV?9XekvZxH|cz#WnQU~AWF!8urK=$q4 z_wC00w!}l%_omD@)NDYNk!sRoS2$rIhh!BgZZ+wI{Of^L%H)YOeINxm|xb3Q!?(6vVK4_Io>U~>hD@}&j3naODKs#Hv zoc!*I0LjTm%zoYHCa|uUz;t9sY$_S-EnZ0p_KRHr@6S#;vTptVHL>za>Sf2 zLN(QIYQbyo#wd|rMOVen;ZA_T(YFvN(2bjI+DY@()F=U^?lB5Hr-FXjZC);=`YO3^ zRfoeqVlS(ntiZkMl>mLBM&PyUn@X=9E>{xJrSf`2{nS z6myT1>gjjKeG^&I7SAScA}oL<$$e^Wo%G@DT*za%K>aGP%9@c2q3;KH3CQ(d>Q5@1 zY1#D2e1#Hl(w#1#ryxDq1pavm&io5=z8iSnyUg(SsiQxCD)cb1 F{{e2qOi%y- literal 0 HcmV?d00001 diff --git a/img58.png b/img58.png new file mode 100644 index 0000000000000000000000000000000000000000..3820702237b31a6f14173e2d46d5392099f7bbb1 GIT binary patch literal 203 zcmeAS@N?(olHy`uVBq!ia0vp^JV4CH!py+HIB&`YPasD(z$e6Y^XAPfR;-vaXU>EP z6IxnYDk>^+a&i(95<)^kJUl!M3=C9MR3s!Mcz8hCof-G<22zYAL4Lsu4$p3+0XaUN zE{-7;bCMGnnt2tPTp4_f3^o`U6gV7_WNN5TXJ%>;(PK!O&dalAEf3F~7*>v*rMwAV xe1~2q>}FJvoG;m6A;W9s>DmJ3;^e literal 0 HcmV?d00001 diff --git a/img580.png b/img580.png new file mode 100644 index 0000000000000000000000000000000000000000..7e06592f280b0041a09d90b854d90ae71200ab6d GIT binary patch literal 263 zcmeAS@N?(olHy`uVBq!ia0vp^(m<@h!py+HnC75256CeH@Ck9>B6U3mZi literal 0 HcmV?d00001 diff --git a/img581.png b/img581.png new file mode 100644 index 0000000000000000000000000000000000000000..5ccc5019cc37c2ab26320732925c47ae755072d8 GIT binary patch literal 676 zcmV;V0$crwP)RHR400001 zbW%=J06^y0W&i*JB1uF+RCt{2RL^VFKp1`bJ=x7>augKIK~H*EJc%IWP*6N*3Ld-} z5wSM|1y5q9B1I6k^)E07(Tl<&f;U<4F00j}8W6OgV5CZ=(AIAft>p)1N3 zbjAEsgMk1U$25irc>wo87{T;Dp9shIyL(i9kyc}~N1UmV!NPfz(h)2aK=BO7C6n7q zFB$-Exi+y)^%88>N-VO!zV&|&v5klF=2S#Se^5>mOyLyZsmGBTI;d=8;TpYQ8mbiq zGd0d35;*5BP}+V=b|JBdk+C@JWsYdowS7jU9Tuw4mvZ)}47cMU?d?6_@|4*u$Y>q& zPDZTi+f@BqU^h<^HBY9_qU}_V|JX6ELc9CA#`nI9%@nkdV={S9NTyg-o=M^0+Z5=FHU}?b;*|p&%l_-%j{)XWU+yYnHgS| zU-9s^Hs z<>Sm7sF>5OpIq;6Q{0TU6kK^5;7~m_(M)Awlc!CJ8>6X%-QX9=DtaOXv47S80000< KMNUMnLSTYX*fDJY literal 0 HcmV?d00001 diff --git a/img582.png b/img582.png new file mode 100644 index 0000000000000000000000000000000000000000..f7b6252b5f46e779b50c0fed1c344e2b1668f982 GIT binary patch literal 286 zcmeAS@N?(olHy`uVBq!ia0vp^Qa~)n!py+Hxc!rIEs$dn;1lAydGqEKD^|>zGiSnt z2`w!x6%`dZIXMXl2_YdN9v&VxHZ}$Z1}Z8l5)u+TJUl>6uOd&+15%77L4Lsu4$p3+ z0XcI#T^vIy<|G5PJxF(8NK?>b*vw@I)Trw)jhR`ljg2i#OhMV7$K%T)Z)b+zY+)UW z{7W2FE?;ihU*mIQY7*;fNejD%3_i9zgZS2i{EyVa%M4^MJUDQZVah*&fBlKfF5LfJ zh0dt+r7*7j5X10zs$4?CQ}c$R8!UE4EF}k*+>qR+XRHR400001 zbW%=J06^y0W&i*NK1oDDRCt{2olkPxHWbDoyKX&kgmHzAOr%?vn)hb z{g=xKWK>vORNVq(-*Sb=stqbc1qxN8>IJ0>Q2Krp+Z?dw2Ps~nFQ8_@c@`J%_lMAw zXLOykTPsj$*ly6x)~j^rTC?eG!6`&hTl z@3ZPK?ui<0p8~Pyrt92(pO`~Q zM<=NbCLQ=B=lsE|t{&o?-o{Mh(B}#?|$sfvzEOV-B=XWCJTjeqC3%4;C$R% zKO=Eo9VmH1;{5CB-OZ;Y&WHXEvLgsUWnGbTKeva$I<^Qk5kAaPEN6(p2Wwd_v!q=} zsCWYjZk5b4M+6x=5Rny;AjdhUF`=`mwBaVVD(LyydGDO*#z-tyK+y~DdnpP35KVPo zz`@HONSwcJ2D(cU=Pin?(Md^Vo!fb^vz%qxCtK*rNcMix-bB}i#xH5TqSTM*o3ZaY zYR=i72)NGD4C{$T=KU&|a5^;UfJ+~|A?oYTaF3XSvdb9PPM!}a9p?;w+iF{r7^e0(#;7x9J(^ot6HGnDwB$`M z*PBW^uRmO|z);UU%&YQ?_&S}ifo^`*K zd$L03%wn-v4@E%MgVwnA#bUAcR&=SvWIYny`Uc_0Y!x^+)p|`bo5e2_&Zpun zxMsPWAB%TH&L3aCzj1R;@*P1xiJ^j4$Ig?+^{wTyvz74U<|Ab&V{o=twlg?e=|n+rIrhSjr_=jR#XK89q;LeF1>_Cq@XXvj(&KU%bb4KGzom)F|lehZ^%Q>rY zrwYd#?99&W%+ATibQzL#E8BGS94+(GV<$P%TaB-OuP*-F};}ho;toU_g}1n zA%zite<6;3y1NvMe}f@~5x>?qN4G*eI}3#rM*OD`KYzE-#7{#Zg%N*yDZW(i)$_yK zP(*2?ilcYt{;OpuqBP<;frQG&ZcI!sCZ<iFzRPcc4!8jL86c=6hN;&J>o7*ZJV$+hmjKAefGU`S!au+nwh z{5(4khHMchLXZ9ySL(y73-Nm}q%dOf*OT_{(VJjIX~c(y_@i({X~grYkGQr`MSa8x ziEV|5iRs0}S%sz<n`!IryEieO zZy)g;x1;>yaU+z3#3S1&Vl4Z3{ARbana9ON5Zj5-a|SvKajK576z{$njSHD7#!7jF zAp3B*0JU`iP-z|?xoBea0LaOQ@uue_m99thfu0$8OBmxZKo*e^Z&gXeg=m7fP%$yR zob>Zy_Fpiulg@1u7p(e-E!DRs#KiPsVtO$#y_lF@OiV8(rdMsm6=vO3m)S(#D*gw4 Wb*ofPvt)Dt0000F? literal 0 HcmV?d00001 diff --git a/img584.png b/img584.png new file mode 100644 index 0000000000000000000000000000000000000000..070b6dd042b9d789c704d8a8d1d2ded70d9c8b75 GIT binary patch literal 10236 zcmaKSbx<5lzwY7=A-IQ-;BG;J1P`(}1W3>z8ypsQPw?Oli*0b%#R(RI2U~3M#oZ;B z_dDlQedpHw?ms=%Q(Zkh{mAdBnf|5$R3yNq#svTX1n-sPv;Y7UBmjU~fcB~;}M z{B%VHYXP+Z^WUX;^mMla&kcrleQlfgrkGzN^KC0;%S^A{OIUu-BrA2OGX=g71>|s>#jk@IU zu&~vK>YEZ#i?~_~^Ados&lJ_HO1mwfj}rD4bQ1Fh0l&9l2;!{bxp z=n!Z8#&vr3YCqn)YJ&QC#Xn22GhMijt^jU^B73}Z`r6YE{K9(nb+=X_YLAD7%?5bI ztly^=MsE){9Lb-1^v$QhmaR~s!uHw3{?JC-f~d|(P0a*f$EN%@oZ!TnAx-(+5u?M9phT%16uPyew_`c z^o+H`!qL1>88IM;ISp_3(iQ>GGF3HcwtH`Bo`9^y~CS2hsbAf7M{ zq5ksD>(!TTWb5bks<-dCnm5*pjx&xGM`T8Wu>f(-sS%4KDgkIOSv2v2 zBW6N_pSSQGbfu;}u((Qw?odm{N(E2Ol9!T`=R3C)hJq>l56>?Y>xwaK z&W#NA&dt6$aM^vWm~g2Fbv*MKN@~^@^ZM{y@j4QxrNjACaTs$luU^w8a@y=0vJA*&HBtI_BU6DDR0D8#v$YPEbR4NL^G&*Y3h5wo8X zK%Y%a_nR`IDUbma-cA>OEo~9rE(N`oj}oj{kNpyp0-@zHyZvpWx&0-yiYdd-e5n2f zKAQ}&WotX!vP67DKHcHa4*p5mlTpC4J}p*87OrmPT_K+Z3}&5@Qel4CrV|s$ItAnC zlyCX5;qOv0YjnY`mzY7`aZ#w`pjGS@P1n$$nHgioe^3At-bM|VnqsW- z5mr5lN|o64o&pQ@$j^CC70$L>e)Qa~HP66VIrxx4Y*{iZAyC3qiuJxeRMnzKMYHhL zqJ*+(hFU+y+(U^h?rY->-S*&F0C>_@kO4Xe|8Y4 zT`rx_fEqe{#X6Bgvkgf{TTB!}+LX7HpC~F1J|9<%%OqmX7*bjYmpE{?zb2=1zMo0h#qP zW;ENP`K{wTL&c($8__?C%EhTSUHWLz7*JDF8$bN#4oTTPV20jV;bZqeaVMSSMv}u? zy5LMUU)S;F3=qON?uR-5$C^Rfv5%kO7E|8Kt_4=c@;q0(U*JwDW63kIV4Kh8@G8;X z6x9{{nGWm~*t@VFzJ9~MybaBU)M&W1|1sYs-gN~Aw=uW@tj&>r=_X@gsR(t`c`e&)Uy&*HZ4S1=v$^l@8=BF zL=eAy4>->{>ZjXFm~%0$bG5gJmVeVO4HS_sID#UXNhk2fO7sMo)9>|Du+^H1KO1Yx z;E)-DLA_L`TB$nKWzJkI6mJ6_%h_3oYA6nF50bZ5yyDC-j$A5wU+o|5>eVJT-3Gek z^&1hWyCaD?WGi4+GR7izi#wF(ock&Qk}J}_O{iHZ5|wv>{1E4{ zIL|)xZEoK^&UQkcUswunx|Jek(3eY(-{4<~D=r|xZjv7a zsF-W_HFPpw+s24svK`=U)bqqobw~qQ5a)PMg*V;;-%6(jEZUTsDpN84X4y>qXt%1! z1*8e6Ztq;vLHPr5`3rs?idYe8!MW#$>_>OXRm!k+vK`Q`RYRl$bTcFuvXPSP&gcxa$>K#Wuur<{ z{1EfQ5Jca;wnLZN0YsAh)y-aBMJiPhtFE;WRK;xXkY?J_^eVh7Zr1J;9pOq@K8%jr zDxfMg0A~VO2wH2-v%gJ(o_iM?DTmPxH+1=u>s^}6?=&lmxnR~DJ2~}1+497_ICg2) z|E!g)vCZP>>)VV?;hot&x}NB+VoRu*O3}`imVZ#U&`06zh6<^QRaF0AJ;036dN*-U zZx~Mkz2C7v&9Cw=ncb<@kQ)dK&-ZdL1xd{Q8rT%FDLy;@U727qITU{Kd4~xWtlCqg zq}~HWe*bVJ=PK(Lly!+=4{Vy>OhxQv&NbEGk2f~hoRvtS`@^4PULV3!y&~+ifX0kh zPq%}_Iu{)=qDXGXx}2AfG1EDq*VXKx&+i_mCdo;zlgbtt5MMQa>R z8dh9zxA?x5|A$)VTy)9X2ItyEKVI=ckjV?EA7f_87*zrC926MQ)fC3jt7XyLLZwRi zyuDUWGmGZe#Jh9iU2a*7bpM~WHMPKv#^h1B2_UKMAt);aioq-Acv&UbYK0{a-LrG* zGhVN9CF$!QA|G(i5mV6{dZ})0Y;RzsOe;K?hQXXQBf+B}-k-F5&U~gL!LqK~FfSKM z3|*SgiO!$0Z&KKJo{t0z_;zlQ(X!X3j%T$^{~Q~B{#vxBSd3bTT3xuvV;{5Aif_Aq zoUI|fy%ln`BWO1&K=J$Dy)Z!=d|MV2)P*JwwX=4VhhDKaBZ6}h0vg4*aG@RMGo1*q zCo!K5h&q0E&64T0pmUmY6W`@A`n-xkM{bImP!XP*Fy2G<&ldgzo(r5}5LDsYyr4X_ z31$L}i&%Er3!7h?MbicIRjW|=&2FAA5&PK0MI<|rut*anpYn*nedpY&vu!;w=w+9> zaV9hL5SzGteKtVwQHiW>%D;3MHQ^hihZsta@{0tNY?Be{@7~M2JB8fb*&%@fr!nezfmjzaZSlH=Y5dsz#YKYbn zbnWJJhgV#CRia`z6|@b5teqv=(;J(5aNmBg%TF^7qImbwn>Te3gptF8TsXCWTpq2h z|B(2L)Ib}M%jsYkNgR9c@pvHO#7v}d`Vad2b!b0PPj0XA;maAKbf_N5B!NvZ>Gr7I zbw?t~Y(Sgfg6!HhJtBJL9FT_^?h>JPG;Vl4r*(_bb&X1Pe;#yYMP=!Wno98lu^qJf z9H4=z2>W#_P3DW8G=QSPa317Q5mck=EkMh%6T=_H4aK6UV%fg)&atHZG~`2LH1`*j zW!^&QJKP&G`#uLnxFvccWrIeYk6^JQxNIp(JWB)i=THhc>kGFwebKK za(eQK>HmxNPn}Jwuj5fApuuxOUIV#_ zod-Wd;@PKtJfW>=)a0hnro})!u1AC)Lm9Hntc4e>PwX?Ce_iDCzZr(xt zKseTU5qL;Q_HpkA_s3PB4_Qd^bbDdOEiddA@m*I(d%whMME){o>|UpgR=v3A{z(`}Hm5rn8{- zi|?oONrW8smA~BQK^AH5V#8wWf<>Qy)c0Q_T>lmtYoC5^3p-)*WhAL?USBM9PtG1QtuDC>blkktmM^iCgu@aDNx-k&*X7`5(xh@HbD_Tcax% z!wn_ZB}zD^Y}C>V5efSO6a>^6w<(rs!uxuVDgbR9Me?XrWZtJVFJ$QZD+fBo{Ilcl zGgtt06sK73OF~H&i-n%bB2uf;qy$T5-jQ#zR|9*aM_6+dj#()7onO8WOCsj z>JP5jW&hse()!2o|7X5w3nMCE!JAIgGX_nH&mn7Nn=AuS;)$yX`9IFDDV%J~Kgf_~ zA4(N`->8S{);jodFdtF8fC@wb*xR|{-CA>Gl<$JcpzyK) zF;x`daWKWhiCeV=zPn=`IgcvW+!F-}gKooU50iG_St;}HmdNT4-a>ao^_;e*C#}lU z-QbW`FRFGR)Opez9pq-n_w7{2gCpJ`XU1<$=6N*z7FBD={jIL36zDC5ZfeU$g?n@$ zS?$mi6%@;wnuTQlXZSm4GHvx*0}51IM>>Vs8Y$*0H>}Os4Z>6VA2j||jQ{UW!d~hTB(JI`C!_-%m~x;c*2JY!vFwa)oF z_-(%L&^(`l^S`M?IwJJuADg=z?Q&(+=5WVf)<10%N=>y!urVJU(9tU2?Jt5NbmIRt z=wHG67Q#fI{om;#Iy-2aKN1*l+N?HbzE_0L!7YZSPCq1Y%`{2Hvko14;*5rN~mN%h$pKg=8w zPcO`zj430v9MjuAeqdn$8b&&azx*07dGme;|28ji!tNdLPNpA9C+1B1F$AUAfDU%; z)=8*5m@!2MXm0<+rt6U)nK%~kvxYd^eeEh&!OPQwAdmm2U}5Jh!oGUf0(R%!!*iEd z{o}RVYIi{TRpGs#q#O~gFSaDXZ$hjLM4XK|9?~^dI4~{^>m;qEBi*O<=gQTOb7ve? zV_PapdP;6ht2b$(IZKEDz=dJ$wwT}Xij=@Y)(J@I@xEKob*$q%w&{nAWZ*Croxr*r zqrDf4N6w4(7=LvV?vKP-L8+f!apbUd76q(Eo>}kVbK5fe09BzVLPbps1n1x9%Q~MB zvxG|lDB;l!ytO_V1t)VjZmqB=a;J?MH z*2-^j$6PiXC`;dAb;u6F>QaD1pFry-Rnng%SqbBvpds%bs?JqxkOWUFWJ~;9_ ziA|i(e@#z2A~qhoMSV-0TAu#QA=H}H@!$)~_HRShq(ht3&m>b1P9~-%FYu>CBMd%+OKW}qo1L{_ zZ#^TS(CHbqRWVGeYR?n$s+LYN|1yjiEL`~>!0{6yntFe&w>$F2_NNtS(k~xyn&_0d zo2ch-^NPkHcPgHOq#pgz!vqzjt+Fd&7SRNn@eKo^B(dk|$fSHbb7M7uKUUyb6#X$y zn@feH(c(oq$`d_;3NQnQF)8OZXoSa>h!Vqhc#flKs;A0uOB;6RsB5P2NBkW&o*N$? z9l-Ghkmwh;+cbyI$0V3v*63Oc)nW)bUx#N;^fmvJYyA&V01XQ_5uClLMjuJ2>rfr{ z+7__J7v?cUy1df@UXWfl{Y`hn*1LJ2C_VUlEp5%3_T^K1R@<;vf`oyQD52LS^C zk3x6xPPGy!&H9QY;nmmd4^tf|ydstdeNv%ZS_Sn>q;fXYERJkp3Pf=44=mNCbsmqCba|DA}mL_>Y}x zj`JP$aR9w!aLUlm>%;OvcWju<>`~k=lnx>lYj`SARNw0%>p8O9n{TaAMuoLIVy!S8w?jGxvO!bLZdQEA~ zwM)IVooO;8G#iFCL;}V9E#w*T5uul%J$Pz;cTX*sTDP`bcNnmC^K(ryck{SwWJNxD z2X=c>%fp{Vdx-WZ#)-BTp95Y6<^cxRivSsIVcnkEafayh75K~O!B<-6=N9_N%Xl=a z#>N-3L!^8A4G40&}}RLn@dvq<1U0nn&h%e(^Ef*hYtGJd=pl zq=Y209$4fLLdR9FHP^MH6eYu!yJ{6gRi9%Ji?KbrRgk|&dfnfBz#3R>9iK>#AWiOf zgW#yekHei{6cu?gnX#@=A+iK($VI<<_nuEv7?9y6pJh-g8K-Jwa}@Ek>hF|pYC{{U zefIjuDus2tNh70XVnv70mqL0GY#}ZzB5-wBgZ!`4#YU&tXjenBRvjP84t2?Sfn6oJ zsuz`aG3L5RcM6fxHwX6i-)*=(Zg23pi%Y2V!W@9iDTQ#j%qM~}5^Wvc3}73`ZP=9K zb!dBTdi_!Jc*$gQizf-D%44$lE>W@5M;pG<)4j+~+@48$JZqzP*^BB;hH{mm{a%nI zCeWlx`(8Z~_LFF&WSos9QE6pU*2%1(O@wHvuJS(9T!{;+DWWF<6X) znIn0F-Ahhv3Jpt%BxDZQ>HoCFLqL$)a8(A9^e{wzE*yTX5NSjAB@!1LrXj*vzbBDm zOIiB6Z;97zC0zfM5HCCMyq9>3K0Yt3lT8O{LBdjIj%}YUcfy$*`J6?lg@*F_)y;+> z@&ehYGj~?sm|&?mR7U0br>KQoENQSA=b@lT-zsH}+~}{+{o(leRjRh1l&EdMCQef* zbF}8~{LHz)|A*pSxX%e-Lt@yX-3^3^Gc16-oG*16<|HuaNWY7iZ*F-f&8KJ%S%d?0 z34=l6s>^u_Ef9XN)_e3oiBO?f-=?4HBrX%t0~2Y=MDg`Ej+V&+Bm`0HmQcHlF{C#= zcY1-=TJ$44{oGxmiaeR)uxJbUD}*<`&aa2tZOR{}AH?U{_t7@_M5rzD_&Ghu8R$Du z@^0tSOzwSR+NBP-$sTA#m<7#n2O=GMNM}MjKmw-jPRe=%P|xVT{LGUbqJ9>s3IpbS zilxL5ZJAhg2o7`cKSslvm>KN+CE5%1za$<%o+B;e^B+1IZz0*Dl|Q-4aV135T-WqTn-pLaJ)3tq4vmmviYt%B))<<6xiHMUrZJWnnK$*HAA=bN(Z?yZgHe8B)80w!q1l>Wwcdz@&2?Br4 ztD7ml&)qR+Onk`1B3dJVP)1-?QJt-J{O9v0SG#7ZhZcE`hAo$e7XXpx=~>wJKNcnn zmdCTO+XKCfu8WyGWFo4yjJ1{L3Rz`H_&nJJjqYZ#A{oJH=6?XW+W3%fA2{*+e(5wd z9+#vE1?fUU6zID8@T%U}WxO`kM@~#!Q<(&QtKjO%3pR}$`G#e5e?@H(V`Su%ph*pj zh(B~1pCO+|fXf!F!nwRx5w+v0$M3JLsmzT_qAKgAWEP4LS}?Bqn?auDHoQf0Lxzvn z6HLCu)by6djA7*Pu{I9o02$XXEfKr$CPg;J02vbHW|n%-o}6!O+qy*uIpY)6H*rNP zK}AVjZyxJo6)`SRw?he&2g>fD4BMf`ruy^w)~;pi6Z;-ck?2N7ucGeJaV*v+*C;52 z!QzVXqwo5jeVd0d zF0lV%>*%4m(l4<9buDfD(<18JTG!zruAYA-0Dx8U&shK}|HFY1D+*RO%D~}A9~`ON zUaq`Jl)J5>_A#{mB-_F|^w{YMp+$VaeYD{|leGP*Wgq}>i$sGRi35r;?&iCP@@lSF zGV`|ZXSdw2mW~+N8`jOPXntHcISG3oLYDjX^p5Wd^4#y2=F^eu7Jn9G zE5l;ugn|Hx@0o6(*~+Zwz-YTkdz?tQ&gdiBa~r9W-s-c&9P zspV#Vh!b?z=GR8C>0-?+M-SV;J%-FQ(<6MemGP>M|rE-`mo z>!zwc3swviepO2-)c>}d0V2VJd?1Fq;scOUzMd!8I^y?; zTNmePJ?k~6M6@g^^IGrHKPcm3rQqv#7}uiIQYSD*nnFVD*7EXK1Shg=ut!l&`quSG`d9V1V6$(TV-uRsW}5l)tpmE6W

KAUF;R2?;57hn)EUMnd|*N_y2@D6 zH=(sJ19rpfUzjPt=1QS89_GDBZX9hIS}n0J!5fFh6bq~m#GXmm?uD-lfwRAzn-I+C107@_Po0*VJ zT(ZuGhBBaZ1@PR9^ao{$YVz=>vw&D$#H!>xE|n;>mu$1iGbhqQ@=_1UkpX0NlBI2w`uYbH#7Ceip48V7BQ$U&1b>Fd`Ly-JV!;9%r8e z{<-Q1^wAA&A40DeSiJK6DlDlRkEg5=BG{0O=(i8u5^$Xz*W_I8eyF3p2XbMdd$~RQ z@2lzu&cb$6u@}LK?RJ(HH)MYe)K0uT3p8Dt@|`RL$*pkXQ%Vn?lNgi#CzQ`}KQ)~v zyAkBm<2Pa3t9UatUDTn#ZS%~4`K#E!oCh7mf5XJf^ym~TJmqG1s5bfWaK5lc4)qRh zs@PNC4J6J>PpT0@MPrT?sq3Yxp6<}I#cRJnh(e}$KHlyH$VA$XZV^~N_D=UBjeapb z<*w4%m%ADzqD} zZ4r{b=jHnaCh}N`^>rrplHEkE*EjPchr(vtGZ0+KS6yl>R?U`o$r`j{19R{vcGu+$RdBOcyQ&4t`I@Ng~%HdNCojznJHHm6+dD{=CN? z{<~Lmw$q+M?eTAhdU!hzFYfVb=Io4Jh+UiEpdyU0OD~`?LcC^GzZi0zJTb<-fw3+2 zkuNHk6rvz>*Ca5i9^M!4*cWK#`FCX&ouOg#E7Jg{CT=fuoxcIHM!p{YGtA`Sx$C=? z*^qMG_FbbOD@r>=`klu(0&<7&yR`wYXh9I&kp-t z>5yXu9nUn5SciU0<+7N8ZxdKZ%rJ{V-j)}*PNbc_7t7Xn{CV%|EwyQkWy>gCxVE2( zf0a<~C^ngBPQ4C$LPiwomCgMc2FzPWui0WR)~i-LQF8v($@7N4QvTuLfRdo1VIH zh$d_i2=01qTN#E`eIh;IWXY!3Y zxU|pxk8Fr0vC^<@ELheS7vn4(*rhH`?{?4f6vQ<4rEwdyo8S&ro8B#? zB``&*dITPTpWj%s+Y_KU&`DxC6xOk!y&xPU9S!<_hgWoqnN+_s%JL3 z&oUL05H(ED^O!}Gg6a>ens>iv79eEujhRoU=vW#IGcqA7SAl`X!NIlR=V2g?m?eAy z6ivChIU%M_D+BEE410bUc;Mnn6_K(xH)j9n6vJVp@ayDTP|=T{qeP3wAAN!_!NB0~}s2s=f_7C#ZB|O==$j1Ih)kfDVP8T1U z`cwo)kMquhL0oSRy}_tCfNE*?ia?;9FDkQMj4M4$k<0VCUDMG)7LJHr01q?97jmQW z2a`3MW90W=B&GLu2~YSc_YmAAn|4vP%3WI(Cix9!SX`%nzb;2ctn4!C?U$ir zZA=Ak>d*IyX%Ak#)}yreB2JCDr(0J9fhG13kE!TAR3aIPC!yQ#GzHQ7KO82Gr#YKh zA+}a8C$THJS=@4`273TOo0eFMf)spQtn*<31lJ6y!Jv*Gy7BLWg9H#e)T^bbXh>@MLPXfTf_}V@llyg=*{c*+8?|eqpJU zxS%?{8)b1AW2VZ>DIf^b^Wz_crm-KP79G^Dw(Vx*QN9*gW~YDl42I?L*a}}L6Hxz* zbZ>#k;-@;SFQtzpVogO8gr;&F)W+@Wg|oPc`FWkXPqko>#*4XLAl@js>v~AV7yec zTs(pxnn0ZoNlDLv$JaV^B|}DAr1iS9L~xs5jUJU}2Y(sGM^`kc{PFywWANoWH_v4O z4j>Chd&Zixm)B~)0O572ow4QF7+UflRl}k=2y+hi4?(y6#AZ<&i84)PImheyWDN6+ z&bFgGFVP1~_a(NV>Ur2lR*T<5S#XmJ@%R&zFCXPsL2pQHohjt3uC|It%zYLUpRl^P zN)PDU0XV3VRn+{f8CHH8bn>&?jQXIFysc}P0yvKE&aMK1&u9Pi7zHc-b?Ex_d$h=y z3z!%9|Gkrhqa-|01sBuPr0fkoqj@HJ7B-}d!*a)GR@nwE@08| z;T!+qR*UBkuQRPHyRUCR*?&nN@97NpS8lCLGUXH{D`Y8DbH zq`xcp$mY)&`FHW)noHw4<210oLj9G`JQiyiv25dG8}QaLn^k#bS~r7pDE+JU%TnBr zK<(acVE{pI#3-LxPB_YxwuS}J+6w&3z<(j>G~fa9t9lctq7XqWf#G5`ya^(4S)big z5PL7&^%4spLB=)mHqr!b)&!{>f1EgwO~MXhHXVk}j)53Amy*26&Fr9oXm93i&<`!i z;e~NgMLfTbF}sW9c%tZRnRodD*V#~USqBC>>id(ycjj*=-K59(Al|!2qJYg< zm8lC>ez>nw!;@F7J!3+;MeTMpN?d`G&PY1z=j(4eY%CiYrI9r<+S|RAeQt44U|?fz z0lS5_P^ewH9BbPpfu6*nB}(u^^t~)6b|B4A8!L^8VO}r7b>mLhc$x$4opzi+G?o_; zhZaRo3}1mgbEd{@qH3QgZO^$oZityhvBcx4)OC30_5wl3@FQ#CO|Z`DgTq`_6QSui zP>m&uDB_SPKiJ*p)W$efZ~Q9kATeKBxZYPh`k&=}5KO~J#&2za7APU@!!aBt3rGeJ~_;zqoUCPYB9RDGar z<>)|NHpt`}Jozu!xnHP)32`XAak+;pkXOu-5T@Y%_{7ZiaADW1JnlL8K64Z~DGAl; zS9(H_t4>}+s5koQy&+yH;OZW zhT0)oaQR;Y9nHyPyH#wFwf2m7CB3mZzyn#WagdOgIFwFux|{V63e(nLUElM6v$8Ki z0ukne9*~lmWE+`t%`y?dRZCRLjY=P{wC5rs4QuZPJjiM(k<4k8x=R0OLgcLyj#j3! zyAKl~JzD(Jpg@99IOwBJJOXgamsPjD0ly3M2U=_qNRft^#<{>g%~wff>TNVfKDFa= z8ezlkR-)?|U#1Mc>3^I2T-DiLH5r2c*F#wOJwjfG>f1| z`1-}u{mKe0#U3p{laX>Zw~ma7Ap_sthj)QuGff>SfriC+`?XocmydQM$w&PF_g3Iw z`d5M?R&&|pH^^Rf6$e`^lL{8qEkTQ-911-*YBjyYV z5wK6J@!z%)RXcr80D0g6CSNDd_uK!$|4f654~(%zu^`OO>QT2zn~H1+%EiNNiQ-lM z03}!6ly$A5BHU4>_Ew9Zc|7t;Mn;%*2Cn`u6h-pHxW}pCuwE#U6UU0#I}@@AOO{)| z8FK+kvr$JZ@)Ga5GS`>AIPVftHm1Q%PB*9goq`sf$WFH{OB|&;uek`|zj>NM*PW*oQZm8z%L3vC)~*aE?--Ub9G~(d1RZ$kN&K zJP6)YS#gC&mB_h2yfH1#7vCL4rwP)JtUrd9S zw`D+$3iFO%y-8fc2tBAN03~@wg5;CC3b}MxHY^Eq`2ikc<`Uck0_ghd4V~=LtE!Y| zgaKxZA>ad7ZQ6Oim%%^?3_v{1ssko+zve?OO#2P6kZar%SRghBluA2%KocNL8yXh* z6bkKA-Z`6V`!W1QqE{>O@=||)*yp%|%00=Ozm&$^Sv`bZHg5AufV=$-I2T-`qOUW3 zp@|D-Cvz>$L?f2Iyhq{O*HilSa_so?wss_bsE0T-hL%TXw+-PNcBt9yF(yDqpZ43< zqUYz4ye7`NP9cI(DN|D=T~P^q$ukFw)-{*XdL~^)HGG}=va0DV`D2sD^SdlYG{KwF zZXL!W6$I`%xc-iTxqGvjuD5Zl?wZj``G)IOOW&jp(yVqzz?zd+nFTEw;s6dR*+onGddo-}5j3McRfV-+8Y0MysNPoc?hObAShL`32UU>QX z8#3v576jz#LhOhaXO6wGK=DRgz(Z-W4_1A-nKZS9DBO}svA*e@5qk1L9r3d;A(c^m zgpHnw---2yP7?6nn33pJL+(nDJ6AJ{FU_=Ik<2j&cKJMt3q8b3v@uQjs_L_X-)|JR z4lxScdV0>tvz_~Spqky>u~|x-KjNwu zM5^9bry~>Z8jZ4X5?xWi8?QjV0?X@0iLZ-PZqK?Dt9Rv#P`iaOZ=-v^$w}=`vDhISjES4Yh|25({(Mwuvu5wpOQE_U&3s#2*QIGjazCSu z`|N2mY9H~7!ycw>u`RRZFK@RaZceWutp)!5m9i~aGVzGkMr4hm?! z`SKhV#X@b}rFng3w{!T9>+>+|0#B(#11ylx8!i>ftf(wOycb0*cnci+Hh}T5ZxH-( zP!H6*?zUS9pyu4F#AOEXDK4ZN$uAT>B9e|)K6_gsL0=1bE+?AbG%Bd{{WB+u7y-a5 z*tU{6ho?U!_A6MgDrMN)^kdZ-YFd2m;_kDg5_UB7 zRlK))OibesSHK+lX>yX8aWZnhDN<<{Fyf+#Xe#DnP}ylaHtL`Y?jq?g;NHc*BSCbY zi4ouXT~EXEjMqtHZB^y5>d{W7OV z^fX(4TA62KE=h2dNdz;uYj2w{JR+G=Mw!>ZLd0>*w{# z@AE|!U!W$#AAI;{b6(KzjZw$8p%$!QZ5{HYZ4~VAA$@y=y0gquRz4Xq zIn0u~5&~8#6rXMO*pc&vzWWZ+c!6wiyr7kym@ZZ_WM4$GF&6$!r%A<#e-Xw2i{1)Zs#`Xe27t@=?d%sO(M+d!+TL_2$8w(i(i~DeC$wZdfX)t_Z6@geL*ZV zgSqSVzH-qtQ7h&~Un(|QIo~?p838h}79sZ$AIclDYO{tH7(e+Dl4;(C=z#3N0ODyY z8xoDDUckvE*nO5E@hyZC{0;%G(EcM*o#2nCLK>Oa60E>;`L8gZq(Qd6embBFG!Rd0 zXTsxxP|!8f_2VO2r!paXJz3<@c(1JG8!U`DD}Nr80~xKcG~+bw7nTui?nLem$b-aD zr}Rd$gGDhZdMH$w89B4;`;xMWBT>xoj^kQ2N%W+(O=Z$sGYo+A&k6;Pj+T4D2N_{! zQQNnd+eodC=4vHlCx>!!7I1*5J#0VJ2muOP@P{i&zYps5FzS5jD6i&-u zjE-+x;-;EW%hv#4<#&pL1)=6TgJ@wW&acZ0d%19BbL>`Z-8`n+!^v|Uzsx2Z&HwsH ziL5(*YuSOs%BYGuK3~KX!C+#vWw}${qRk%uTU3S4*&`>0#F5UQ0FWIC8~et- zxCM(?;+=4sVVS$WsejQp8HFpB%fp{A| zrlf_5tiI3lNb=dEHlOD8RG*%r{BHm66f6M857z(l=Xc++Gs=nHw-gJ@X7K`q=3*{; zFiK~=H#ncCeNtAz@4Y6!I$2_%68M=uSwt`XX~ug^Q05+1o#9N}l&A4&N@!Sahac3P zqQ_4+Mx?-rr^UCZBu}-n@Qcv~v+{Bd!%knlwGi_-5SpCI^b^u@LYM5}%7s)95sm)( zxCvk&jB-;U3q~NYrwV0}N&yau7uX@jE^iXjc|%bL$4KwmolaChC`nSN{D@yr*bpn3 zq#FHdSNY8uC@Ik%LkM(^)W(0D(g09>Nh*dH+qWzh~C;wcbwNYyVPt zug0#OBSvT@QrKwP^-;#VCOyrTx7(jaJJ77!q&_{H0w2B(-WZgG47K9t-5@6aZB0{G zdckUi$p4_Y6;oqJe~MlUU|WK+O}dHhs->!SPHULWgPV$WG%cnf$g z;OlC5wGO0Y*3ma&xBGy)f!p{VJ8W|wk5ozA;!SW-d6kU;c%Slq*FWr%_Ne7EaO&2< zBo8BEDJebADPb6OGf>t*V{RvvLNr%al41UFKB5=Qp{CAJ`*_+PetPPoLaV67)N1^x zhz%h#ddxQbAOIz|H5fXK(ntiqx2s1MwWfal;1yYlS zxJ>nv@9#5)>Vz5fbEsK$y_&3BDmqX5D?cf0N;q0QgGOAskhuP1pxt{o8?=R*J4k)h zPp$$TpBF$C7bTIY?DWm4+2b^(GNs#GZzC?JTDB3oOYsHI(6(AA*?;f1ApPGHsD`lt z6^}zHe|2h4hEc@x>;4zNapGZ#1nRCD6}RjvW`h;u3@TQ6p)p8>E+?_q?I#QtKR>=P zyCSr24N2)+b%(FD)pjlpUAYFQM7T@m*Zm)$E~UZPxU>a+waom?MpqN<$E(Lm6T;mZ zCJB!;R*kd|USVOlJ8kCBQnH@OrwVY@SoU)}+1_LvT2vvNQRo7C_;l0*?A7>RW>US0 zpffs@5;H6#)}+RdYpd$3=R|C>k{k~Uecc^&yGKY6@;l|}GZoD0xB(<1@ok?L5!U0a z-Zf{9v2X(hqg_D%kFkB;6s5a?pI-)&J;b}qr`>jwDV4H%AE?^(;=;GSXdm=!x#$!c z6y}jA$Q^Ax-gbKT=eoGr>IMmUSVcBn8@D(Olg0FShs@v z*C}4{@t%YG#D}7kFzWhT8hP$E(X*rDCX{M_O< zJMu3ZQQnTj>=(wERrC-ifV91pRR92a^}l}s&VF7a*Mx0Ks~ffUJrx$T!fYWcZyRJE z|KI`kw&OkTFnnz={9BVv=g_{B*pT_w%`M+;xgzaFuRY=Z{|l`SQt|aIDyUcn{018G z-|zcHb|;qc0wA=ycz$lDH9x_1x(WX<#Q2!U`%y7?uzm4g@I5)FX z<3=UO^)8xbYRxz}BYXDYP1NAe)z-#hlzS` z2w`z3j|TmBL?A_hmc0@EYZj+#+eg^F2|bIGnG#}T2`I7t1%P36ORd;sy9XI-Nn=GV{((r%ZwO@mx#q9Hzr$7>bBpvWM3?apl`e5$!Js$(ED4?f2aU%!?&iz_;Dy$!?)-Tb$+X(jI{y)GtCM zY5>vFp_3v5y~GSVmfBXDS$^O0e|^{&OPVw3opg`Jt)ik;w{MsExE?6`v0Z#)24paB3N^FEKVLm&`@Adgcq znfaK!_nBEA7+dd`GqD|)e!snX0N`xqN{<+c+JJyu?Mj)DPnM(>b4XJJ;ySKz_s-n~ zte9UL!*@Y`u&(I14Q5h0iCT!oNvbXAnHQG#UKyS5y@uA`Wn-~e#GXiXwJ#|$iPy$w zWdE;Z%@vRG2p1LvgEA%HaUOdp^HYM|WIv75C4y+&twcP|YolEFkp3r5n#9&(Ao&_2 zBzcK@@}-#oGnbyC6mijXUq}=^FOhg6Hj*RlV?3{utC3^BDCjV;TpW(qZrKo1b9uhV zqVi%TYp9#L-jOXf-X4ngo}%7ET6RQGoe1i_kI0&k0JSg29gCUPRHYDCZ9QvInngppH^Bb>Tql#8>>H*O*7x;jt@dqffCu#CrZ=LNcsWdS6gsF7Lgm)0>jcV(k! zXGuCyJMfA2oBR5W&G9Hdc=PF|$9`<>u91>X7ad zpENx7@;04;ePM@*`@y+g|H}f6!~IBqPg4?~5*y6*BcXwP0qiK~q^V>`$zl<)I&Ml% zE+zkVW)y?8qd1Dk++oYjBmtB6JEx{Ct&CYrZ!Bby-#@2`lf-D1Ury>(l9tw#Q9O9NPG(Y^3NkegWpe zZXj<66d)UmBek(^?z*9>srB21;IH0;R6k1|C?pPw3P}SRS7rp0bL-qvelY!J(6}`Y zE}Pe$&(QV;HL-HKb*CZJpY7-<=P(-F9RdYb-dR{2s*RP3^O`e>bi2j~bplIMwVlUWFB9se8dXhw*CYA;w+;$xyM)T zK4M42Bd?RDV(37Ds94fVrOK*bv^ZNpkW1=S6F*~TrhL%VU^)Vo+bg& z=~B1>7CneF?Z{j;8?BnH>TbG_A6!-~){li@6x_rn&TZ{K5=JczcH_;W>zx$ z3Tw|@)&vH)%5ac!6jS2nN&dwikiG+XI_wqzs`bT|m$Ffpw{x}j*L}To7`Pdk*HhcD zudud%*x;6tb`&FI4CHB^Q@l7GoBd|By#`$OfLK4gpKjEZCN)}B7?xA5uJZ$iNMkb%Ws zp2eLWr0_P~7mGu^s=l^$V<)eu&Fjx;^V<3GgFGd&usCd7hRw(+Oab=DV!nFKwFVNH z>&MSwaVCj6#68icy9oRiZ=K@X(YXGDgs=bjfygw9MMs*MDp`z=;sWy}bQie{@Ct&_?RxhOCT;PFoy#G_U7vAUb~ zf~l%ctf`WjCdlV#4p{5G5cubU)sn2eH3S;xQV` zs~wCOI~;Iws?3=0NAbwh0yA1&ZS(*!oyPtKab%P-JEoZxrOZyG->{YfMvAM!S`jZ}1)<2+j3u-`!(8KumMY34*g zvl6v!`EtBK8&JA@j~yeYRxpB^1xN8`djp-TK=py(iq59@B-B^$RZb|jc;uqpvLS9E zaL{vNyC{aJC}nm`GdoJzy_E=00OS=~t;H6qPiJXiWaT8=5!CF!XZ8;VmN!s$xCSH* z%oS5j?`e3i!WW87>}Vig77Oc^!{x8NX{Yg{&h@zvtADN&HM#!J1#^B-MACh-`S&B= zwK)7NBKSJqa_fj(u%{>i%)LE!<5S;H1^!_a;kL%LXyje>ao}*@rS!qc9|d|Q`ZtQq z*f6=6Tv)j8Xm}X=``7%uS?rjeb2f^Bkz7=`Z$ADp)>_DQ(-dQRPWGV=OKA*}u2!DE z{vFm@C}N_HY(>|-@de{wXRU<;L(*qS8iUY;^ zV8Id}2CpG6@p2Cnji!J2Oh;pp8DUjESloExp*hXf~ z{B(^40k}Gpk{0`5v4zB}{^_hO3--ri3$dI#vNm7rpT!pJC{6ASvaRD}KiwjuJUCzs zOy>L7{vFL+SFF!u2s3y7?KpUtQ?V<+6&3I5ynbWH`rJHiZ>DIrD%edIQqvVS)D;-i ziO^sN1pNnbz=@if;pzA`0ltZvP`kR=NflUo5W?fR-Ub`3npYLi0CfU`+EGJm?tq~G z8V);(lh_2j0p1I(&rt!eg#^^SNv*)3c7%p)ARy>Jgac31f;IuW0YJc=89afcmpRax zDZu1yId7xkO1l9%Gu$%(ZyR->Nsad^Hq(2^Kv5A>N{z!#)ahTlpr}ad1M*Md;Nn(x zbc+gD^-ECptGJHHj3bMGJ&r8?^*GpC{EyhFmjH*8s0|$WEcIW&aiae9II{THqrv7mh=-_=v)>U)6`A-dzC7Vk+jcHbQ|g0M+-^c%K#eC$Lu*tMUb);`t2K zXE>1~jaV;W45+jgn|;>kU%*~jENK8*7=B|nL<*z2b0>-Fl=x_GKp z0hGBWHLfa9<{FG3gPQ?2)Zh^ru-|?0@+sQ6=g8p#@c#j{4eZ>$xanm80000c3hpbEsHs9;qQ zMMeC@ZJ4kx8Kv9GY!t;*33^JUNs0 z^Les9l+V(a^W`SHmw*|WBtvr} zC&YpM;3p@@(U{2o5`@Y_yhMW)rbLAmIax>aBVqRi05|~1lpPq&xXg^qjiX+{We0DJ6lx(3j4c1^!Cq8_W{6{`w?a|NP-L1djZ=(b4o=fD)DVngbKO#%zOM-=;l0$afmnj{OI1#}IxMoXQ z(pl8fwlB#EkX~>hgh|XTMeSQR+1IcOzK&7@|Q6VvM79#d;!4FX|3C8(K}#i z$WBd|8uELV`KDR{Pm`~`Y>#4RDwh0yC0Ej4_zTaJk8C-(EwXJyHkj<&X@4F(5i$&;YohrCi3We``P9U15yFqdB{L zN|djr0Yj_+G$dj@9oq9IX4?3}Mt~SpeSM?gd=n`JoP7zZ`NBw$Gm{X?xO^`Ys9(;1 z^7#&f5m-k#U#aC8cmB&Yzls-664}Zkrd?5j zB`hg;=?&G4UBNlb-GuZySuyXgSi%KXwh%mOq{nb=_3UoU%q!ZHFQcF(o+aLQ8H*pj zYV;JsdCF&k?C`hX`M1@cABX5WRImN?o8zegK(weg0o6ixBg{> zjP*%rZiRM{rh_yU@$@RKKT9Jb-vo2DKs8IOxBK(s?c~W8UV4k1j9UBa3SY&_RF1^k z2Sf1dIXVa+-Q2Y@=oo|{Kr^{TekB~>abyrMpf!L6ngHu!Nv{lx%_Tz!i0Nhjz!tQBVXSD1A@QMUY9>;Z6p_W;(X7T6)W44W?aE6kg2qHOsYXHm}*%6ceB zY2$(~-~U;9?H3B%I$9)ZfnTPLuvV;%vN!}*pDi*A-Jn|}0_55@%3bBIpN(IR?CvPa z>LN=*S(d?)P!zcxXV9PV_g5E#Ah}^PNHztV0J9+(Yr=`WHbq1P!t9d(0`+0&pT;A| zSm#$4Q6r9{3uUk*-2pZ4jozk(&IX+cfyN8~P6-cVYGaKRv9A7cg_qu@l{z~SzFAjQ zkUmk8sD|JpH;Y0ET1(nSl#y}LM{ZIxy6|^qAloLIG6R2O7P42EOaB4ANqn%BaHvd6 zub*6ATG2Mp#wKR|95bzpTi zx$J`7<51=xtG{5W3L{F?TZVM>2DK_?ZUl6814i!@W1-DiY06RnqIKqycG&w7C`2mu zMyeTnYCVTE$={QCcElIHIbIG@I&%OF#%0@jf<-U|+C5voU1d|kP$|+3MiGr!oT`3_ zg(rIu!7(`5P3`C{ahY<2nB3?(w70I1c@Ql$fqf-Jtiz{63h5O#<|t~rUBGI;j=E#V zuwGnTBrcMCIn*H_H*Px_aW<~AiuB}B;FBBKC5uVQfmp#&yremC$@QFnG?Rz-kMo$@ zj>7y9c57(k{$nq_r` zF)I--q9Y|rQfXN|K;IVfI-1-n)0aq-43JwT`ts;DYf9TU$qiKCc-!MAX+s_qdFbFir)b&OV zH~`)^tc%1nUwg&R*vw z!@21!%f@VVfzBip#f#-f7tsB?GL51F`HRfc77^Q>wcI9;ZwKN^A0^ZtgjLe>682 zhC!Q)%w`UpU019MOE4FTid8))VLH2T1U)@x74J%B;qTsbjZLgML2ZBLX*phVgA z@*}fC#3Wjlv(A#>TUPf}&5l-rf84eFlNRizv_J&bna$I1J9{QBz+H>ZojvhbK_xO* z1Z20QQWS*L(;7PIaM!s20E13PCxf8V<6uOfff*<-2we?i zjTY<8Hf-gt*e!|Zb#Ob`bWsPoXkGsSw0nP`tP$E*<@yu07T%nPbXXi?1N?Dc95DdT zi{lsT_X*IRodyDBjnGAQ&JHrR2|T33oUYG6{Ur#r?hs7J^)G+v4lTmE1Dc_GcLg(0 zUhwzK4Afjr0Dz!vnDelsJu_!};I0sA;+v@%-`Q_Qen>46l*ySpl5`{?&z-zv-9E6C z4gohIDbvgCn4EQbG__1*+ErEmP+(ee2jsozCNFC3MwgnsK^H%Q^n`RQO1f4tA>^FE zluVMFeOmoaqA^!M9y2R~h+IPloPGEa_(kokic$oESBj%UOX}#joD$4gOLWbiF|kA8 zJdmx6A7FwbOs3{caH76pFArom9}ALe#9tO8M(KT8ECS??FQ?D}JfcB52sCzP;v)F> zx>TIr;PgHKxjWhNh5Q{c@kwog1E(zUt*7^a+jDk~xsj){1rr>h6E45sE@Y$(Dct`P zpH}2*20vZqd-R$cm_JMfd+9{(xm;%;&e%f~xDnS%35r~4$$n@t_ z#mWnbypa*8?)w#P_Bm?OY1HOK-1Q#lC4f1~ltI?rr`aLf(LqRVq(>5`%@UbjG_4x1 zGq9sTkV+xZIX^&3D~S1ymbjQvD9h;W3- zWPK*4Le{+jk6dEjhATwLEKYD97yl9BjNfh5)Wl7_ghbt27XcZYCalSH0(lGf;o&*ufqN11w3qLg()b zHvtm^Gq?`ht8qoA3!Y_lirtqcaJin_Koqq)m?-UlNvukPP%hY3lUPE&1RNGCYE=0m zvaO}|&m0{;avgSSkY8YNG!8tTiRqm_L2G+6$?G*P$E<k*@`4c!EwSiyP!#v8EA!-0NhYXDkfR7^pPq3B{HDK62y*qQl zI`!Ss8{Vtw|1zNSa0r|k^Fj)p95vvjw`ny$7>&@N+qG*CYrkGxPp1qcP`m3K$|n%J z>0n}>F&*_4LG?5&atY?rUkEn$sr7T3`QAD?qUj&WJX^ z9~gjUz1FM_ZTjS`&@O`0rlO(Ns~rF@ziFs{+$`)Fkx9-OsK30_nwLO>Zh^LS4(gVE zVFdGVuleSB{&xZbSvwojpT$?9K(VKdni2V5+lAoV9p{}knZYQH$A|o`x1lr_(nb~{ zIk}2^ELAd!Ij&p|a@5EwIwQ&p)teEiN`aEtE*u2^GEHd@Qmdtm!&LWmpW`Q-mTGwokVN*0a8Nh;hWb~z>BkzN6v z)_Mn>fliMDbYOil`h6>~?PK|b!7G>{AIokGRU{NG>C?0a)=ujy_6)RGuYFFxeseJTUF>rF|39~u0im^aoGy4%^>|(Ki z<74>{?b)d(h6+-hN0OxX06>HE^Jl^%=5!6*03FZ_1X`m(I$nO0WyiFAEO!VU^E<%v zvFyf>2PM1$&<0~Nok>nJA^=L=Y$k(rd?L|KVDg3cqP9#bo%s{xUW``_?iPiLsTp}g z%w50Wn|Jn9Z@Rcg1R{E>FVx_0wYJN5GVLm&hM}6v&o7`>+p~Ae5HSh`n7QZd)}dP+;zU%-uFbFgMT*@B8GfLln!t+zF67DcWOu5W(D?jeu8w!FjGGk1p}YdDa?z7ww&A`~iRR#m{4(QqCvw$a;|#5fP%1v}O)-*Dd5 zCoJ&rT@bxAVO+NTw{vth!KNR6Q!)sEc6&6O1Hk!JWZ2mq0N{2$1zZ1{gF&A{+W@Dl z1)BH6Ika(IDy2#ylDYa6(Dzg?xgcm(0+-Onb=1c_!uSwqyD4oOBD7_53s&Ge z;pYX`y~Y#g&3?(FVu&#Z{F)M4O?TYw0P|-wuTLW0>`@iOF!wBQC^dYtk$WI=k4j+2 zrb2soQ06}E>`{e5pX@74D^QjQ<~j>b(Z#I5x>R*wGqoBQ_LOMyb6bTd7uEJ(y5#y8 zS~_=2?Uv(?_Ee&4Q-PnI`CM+Pg0dAVV@N~(wY;=-9=?MERDoBu@=-E#^~(lp{eI+r z+cMSy;frZY=B~I~Cg(qCg-V?rQ(WQV`E3gq<-;g_j13{ZJ(oFDeQ&*)$J>&J-4xyO z&^%IZPzttQgNSgQybu*fxgE2zw(K@g%M5gx=Hm5}s`X@vQN2z%-kxjPuq~r@>qegf zgyuc)dAG^={^YVJ5=szNL#Z8eWVhS}aCigY1YnF|jxGZjy9aPQVL+biFf11rL4~8t zjybwpwr$v-!03+-=v`!T4^LsIL2BpY;Y z&P_8#6mv^se5&QgbnAnbSKAc%R|nM;+%!|6?OPu#2jz{r$(dWx)>;OtS{1@Ex6szc zDMVcUymFV-$;UCbB<739+*o^@il_1@ZG)Fr{E~K+W=T~Q+@#JBGNXq9~l#a>@ZqmE#)ya8%27tiPBOCT= zR5;n`)c3C2tyG6Bi;_e)0dtd0Z!a#yEu6reFf4zYAAeT*lumU8Hvx0A-P+_4SW|pG zX&>ckm-q%qVDd{=-J=hHeBH9cSMM5ga5-5!_oedqhJ*{*c|orAmD4Y)GB>d#{qbp1 z!nsaxLwDe`%GFM6$SDen%*~*ejGe>oh^^0$QbbpcxoLSTc@0^3@>^L{S|?CqZemK} z4;KW%oEsslTzd*ALv&S`tIAtn=gP!VEB{jZb5W?Y;HofJh7dnL5&HGLu7@le(s$1Y zr$7<>6s9B@QWb@Fd}`*CqFc4}P7EJ!mHFv|DZ-Q_>K;mvWG*3zRuqA6*hv?!Qpp^? z29OUAww=S(R;NVF4G5_U5z6vyZGTopwX2nj!bMjgxxPXuHBcvLvQ;Jp{jPLWU2tW_ zT!#jp*VE;EWiIy`|30+#h4(=P6|bc&Mf~nZw|$1ap1$j==QjYr=(5Eg-uj*gRT!j) z-VKR}Mscr7gKCp3dXuYIa!qHYtvOl*2)vfMF32`moUJyS&tvC7u^?e5qP)!;k^4Cc zMioYeXo#76x>^B^IoeYIv0h7WKA)-8oHyMEMR1&mayD;7?dRA66s%H-nftr}umUq2 zuchH5U$4&qsNDsO`3m#qOWl3gb!ne zJWi;J!PYqu-2!z=z}&*ht!g`Du(hV@uvrmBj=BXq_6+bOIhiHP%~l9*?##`Mn|r7u zbLM^vZl)330{i9k%>5SJ+)gAr<>$qon~Eq-bY+;k=Vk!gp-u_sxnAtoGBQSCqH8jD z&rKC;5!(8fDz^DjtrlQGxmHM_uY-e#XOd2A9I~I`t+Q={yx8QA5hnNx6WRx0d9cd>Y@IAXI|i1QTf;&!L^uc-`xHAZ`F7j zEVN(G=H1Y^J+|-p_F2jAa08$@pDvmYM=;$(U7~e^puOF*ht9c(#B(D_ck$P*so~}c zrfdBVoB{v{xK-U|w>>CAbZY=SH+MgwPufczCuaMkzs$Mk+l#q*4fM|otb5vov%Af` zIXpW1=G@vQIa-X(h<{fj0L2H^9Gtts8W( z0W1;TO%x!yKZK`lBlGU#p)L_D4x^9pApktSjSnM&`F%r*b1a~~G8=IV7`jQY&4vJa zjfnSTT?LeKz2lsjJiTI3yxmC@vEN4KAQ%rZW2q#zPG8z0RT-sU)cB22faun?cQ;ZA z*e=0E&E0dhN3qC%nQGrHD`3k67YD9anJws_%PnHoyv=>o^+@h^waVQV&uSMItp2i-dD}%=UvoAdeE9j(SbacqmogPV#wnMn028G zfS(sYf2ED%; zEk{6^lAGi0?fIoFP^btX`RjcAp`QZEvRvVXfzGSoDPh}|FH9u03Ppv^#$sfn0)29> zyv?y=-Y-8&AYZx7Z=q^$6^cjReR6KHySEC(BLCK(7kBsFavX~A*pySxyk~9LZ2fNz20ORa z0?qs39NPF!CZP;b!ipmc-3^@%HNbO@>+sif0bqU%>m=51HrPCWyq&&H;G76Mwj|Fz z{pB7c^OY2!-)-I}3$9)84h+EO@$nQmydl8N&FE=p&c}z`JaR)>9&58@uhlJU8)|Bc zNoNBzuv*OC0D`9B8bAN8#(&>_!nOUm4%4kzt`*Qpc4)_Mh5f8M53XJC{Eg5!eLL?q z7X-~pz|5^a?h(d^oIG+vsW;J?S3_r$y~yNOb>!tKy&CtEWm5|2iyC(xmX23CUjcaU z!An)5-C}NfExdYqe2Nn76mzQ~cGba;_#oB9o{{nR4>xwu*a!tlQvd(}07*qoM6N<$ Eg7P(3g#Z8m literal 0 HcmV?d00001 diff --git a/img623.png b/img623.png new file mode 100644 index 0000000000000000000000000000000000000000..5b83073eae5aca1859ba847375def970a3439a16 GIT binary patch literal 302 zcmeAS@N?(olHy`uVBq!ia0vp^mO!k@!py+H$n|{9ZXicDz$e6Y^XAPfR;-vaXU>EP z6IxnYDk>^+a&i(95<)^kY;0@{3=C9MR3s!MczAe#I_7GeqTd>hMv68bk>7UA1CXiBnUVZ1d4qAXk=hz8 z?=Oj5#wzo^;H24sBNJ0@-Z#9HyrQ~hUE;mn;idc+QX6&b1cX^63r^W3F{lOlMD~@} y>Q~+Sv@i38^_|askMFP=)wU>g+pDxoGcdH=NSo$fSI-G_I)kUHpUXO@geCx6EO21} literal 0 HcmV?d00001 diff --git a/img624.png b/img624.png new file mode 100644 index 0000000000000000000000000000000000000000..7b926d1b5e94d3fc796daf03191a5aee99abbac1 GIT binary patch literal 388 zcmV-~0ek+5P)T0{{R47ZydZ0000mP)t-sv$M0P zsHmKroRE-^goK26czA4VY+ztuR8&+*NJu<9JTNdYBqSsl7#Iu;3;+NC>RHR400001 zbW%=J06^y0W&i*I0!c(cRCt_YU_b`^3|K+J2L=WQ3{mC@FqVP>0|N_?o{L>O929`b z1)N+Aj12!joMrgHb&kOlC?de{fsvVjUZMai8-mRb@eZ>9#8wtI2LAv585nq(P;}t% zG3@~t!vth5I|C~N11E|K1rTw7f#LoCKMaBpPfT!8VBm&IUswQ?`Nr^}-~q!09;ncD zF!f-9EA8ApNPzzT|NjGUNwWWf&f6fwvqL^Cs-2TLIU+pnCbNY?#r iVAzk<$q=vs!2|&RnL^fZ@p5_q0000zGiSnt z2`w!x6%`dZIXNLAAs!wcHa0c}1_mlBDiRVBJUl!=9oyN>JAf2pNswPKgTu2MX+X{; zPZ!6KiaE&%4Geq&3lAJ`;I&D}c;F=dxcYlvqpSye!qrB$dyJxo&lWLEicw(Wus9&W zd1OYjEC++3xj?)_p}c@T+ioGPbM0E@3J!b{0`KJ%IDHZr*csUp@*9jS5|mgICh@Lo zn%emA-tOx>J)GPNm|_BS6CU4u`0(t31)X^o!kl_?RtrLK3m#inMy*r hq>PTbg1r+X!}(Cde)*#PhCtsjc)I$ztaD0e0sz=)ZlwSK literal 0 HcmV?d00001 diff --git a/img626.png b/img626.png new file mode 100644 index 0000000000000000000000000000000000000000..808f4f6f93eea6b14989079b69b9ef91c6db3280 GIT binary patch literal 423 zcmV;Y0a*TtP)RHR400001 zbW%=J06^y0W&i*IB}qgM*uerY%UBpVh|rD#Ff{-To4^pjaA5(I|Np}Wh7Al1ACT1$<4T$U zCLk_A7C69eFo6YGAb^z(=&1u27~cQ?!@$pAG=YI3k%5uHAptDQ&+z{M1G50o2oVOT zfWrm`WmW|gGeBxl0tRHI0Cjyb7yx?$1JnQi|Gxs$5)RM-4v0<$24EUx-rtF=_kZpN z$$t|WK7%-!K+Lj$p`D=;Su?)?FyZKfQ;v-QDCRx@;UfbE20oyrz}NwWJ~-_HRagr! zr~_FC81k2$3qTmbasLYg$D2lmEet$BEeC+s8sKoLHjLqd)4NSjm*Z4`1OVj3MY7kl RVr>8b002ovPDHLkV1h3)nxFsx literal 0 HcmV?d00001 diff --git a/img627.png b/img627.png new file mode 100644 index 0000000000000000000000000000000000000000..6bad1107ac7a40b8af86cb8c71cc2974c84d9eea GIT binary patch literal 435 zcmV;k0ZjghP)RHR400001 zbW%=J06^y0W&i*IF-b&0RCt`#QZY`$Fcf{bGzm1|jId>AC@T_!X9ma-dH^IWA+;kt zLXMClgaaUgH~<+Cs>INRg$Z}-05bMZNn9y`p%X8P{r~rWw%_*$9Hc7p$dHi}y;vNh z9mNUoP8MSwDK#XGJ_NuOCOM+j8Cfq8f02IyqrGD%lJq?UQ1Zv;KrfQ(tdaSH4Nlz* zQySCCDPTqHA{{|BDSN;U`pAlXtqUl%kld!4a7pV*DI;uP)g7Xageb#xT`eL-eS?3E zo6Pl&YHJJ(wbsdjDWYg)22)#rz|=p(<^5x`;A>x>FHgT>aNF{peW5cvW9X1MeX!Lx zef3~FkE7gr0nAHj{n@1C)OojHruRZz&DRHR400001 zbW%=J06^y0W&i*Mcu7P-RCt{2oK0^WH5kX8Y}0JQcDM(%*$h;=^Csz9Vl|QdY zKu>QVve!f1`ucA~uMn(isyk0PU|?0#z?1r=VQQCBDotYE?AM`r{l>zY?6#=I461uQ9Avq9&^R z^G*n(v-kE1qFn&`N;^ND812CKFp3H5g0%X|%zwt+K$cO_$BVkf<@KvXjY%j`Vl)IXDDw&Y6DokIDXbGmWJI4BH z2q&@LjBqJHr^sVmJfthIIl$Tl$P1uP=b1IzW=^0J(F>+MCocGa3FzJ&q_BncC*`tG zu!(^6szAScDCRH-Z4t?yzJN(=jR02@+)X0^!|*2IY?%p|##c#Y z!%)CDz-#?rNBQWerhxf0AsxeQOF%4rP#g{jT=g{tl3?)16TJQY1z8`FA65>u1hOIZ z5uV(=L;C3EP@_hR$AlQ2+@a&jZE_3U*O~n-o=Ic$G~R}_OLFrwfKH?%kj=*C2K!6R zngV#SWn{$mZXk=&svrCE1w~{ zOVAp5nuSwZGJFBwwaPz5yW=+b=V*J<=JmgVpY{CjqO2O40BL7MH^#Z+-L14O$75bL z2YmG7;2nV3*5m1~D0wxGwdH#zeQA9@UhvVAVRmpg>d?dIX{H1$Km_LbNF8IRlZ+* zh3^?(=KIE%_}=kFK89BLwDxWKf6nHwVY|tK`|T}<{Iu%4Ai~O@$%3qF`>B*-}$YN*w<%MTgVC@Jl5I&g~hOL9f>4I$Up(B1FynxUYo?ne( zm<^uH*I}C{>4NN+rt#U!T=`~SY=SH7)bk_|u=$T0e(A2u@5Qq(>F-X$zkwPzT*Z6+ ziXU@2U8_eDnwc@D%Tq{5-J{!qVonAHUy1-PCMlfewKIunOXIxS*S}f3uC@F0>viKN z0sr>+Ea2ZFezGiSnt z2^AF;IXO8A2?-$~As!wcHa0c}1_mlBDiRVPz3+2Uc;t1_6N&42t>!Nep}naSfV0<_(hjBKV7 p?b0jinJ39v)H0lEym*C)Vf%OG-kk0V0000mP)t-sv$M0P zsHmKroRE-^goK26czA4VY+ztuR8&+*NJu<9JTNdYBqSsl7#Iu;3;+NC>RHR400001 zbW%=J06^y0W&i*H&q+i_Ovn6ZDx5sT z>E3lFw9MgFld*e1^lKF6zL7HdWdvJqHB8{WW%FGMkvumLV1i&7J^W&}oxNso0I jVAiV_TBk<-^q6=7n!!4z4^DjT00000NkvXXu0mjfkx_zd literal 0 HcmV?d00001 diff --git a/img630.png b/img630.png new file mode 100644 index 0000000000000000000000000000000000000000..f289707f0c1d7a32b4d2f24e9b3887b0ff1245f9 GIT binary patch literal 354 zcmV-o0iFJdP)RHR400001 zbW%=J06^y0W&i*H;7LS5RCt_YV88+{0CB?uWD$OB%7B0a#`qAxz~IKf`vHeKRG;n29T%?iF+7+6QkwuV2&A?E>`_MYT|*XNPk^(2F)%iOSse)JE5L9A zGd?pgSpS#+VzHh6W5BWi#QMO%QNRus<8@&A!0-Vg#?Qc~3>IUMO@IW;76!IoIZqk- z9x$-|ZD3$G0EuZs%x8nx=mOz2Av=sp9wY|<0EFBs@C+S)2mk;807*qoM6N<$f~T^5 AT>t<8 literal 0 HcmV?d00001 diff --git a/img631.png b/img631.png new file mode 100644 index 0000000000000000000000000000000000000000..7e335132adb0abfbf973d000d4acaf4cf2250818 GIT binary patch literal 632 zcmV-;0*C#HP)RHR400001 zbW%=J06^y0W&i*I_DMuRRCt`-RKHK#KotI*i|qvL*b~rpiPQy&AuJ4t#bec_nK~l> z0g||%azud%C&*hLe$k;0-xT!@6p1fjp~boSlXIpX+oQp zP1VtWiXt^+#jWn*>ie8GYFxvRiyw z^TM6CQ8d?_ro#RHepgaMvnz}8U%?R%<00Yf1991a zrrqGaq1fvxsYc@RiB%stLuaDpV27wB$}y7F%Sf=tsBy&&(0Xffht|2;J?Z`_#O?i@ zKjW3$j^O<5{WiIK7h3yN{y`?UIY{NUVHk~fUXRKr?i+ literal 0 HcmV?d00001 diff --git a/img632.png b/img632.png new file mode 100644 index 0000000000000000000000000000000000000000..f1f33b3c0ed449e9b149071a4c16681003cd764a GIT binary patch literal 332 zcmeAS@N?(olHy`uVBq!ia0vp^YCx>O!py+H_}f=q49L+9@Ck9u^tIuaj@d^i#ko;*&gIB?*AV}xZhvoN#x;T9IQ30Zb*ZOjhL z4&Oc)#5`zxS*~y{&Bmdzu~GJn$Ad(TXDreujvY89FoD5rI_DA51c8RA!DY#gLcq?`5n26~La)78&qol`;+0GoGkO8@`> literal 0 HcmV?d00001 diff --git a/img633.png b/img633.png new file mode 100644 index 0000000000000000000000000000000000000000..88c9c9012357b570d5e5c2b1d0e91df92a0424ff GIT binary patch literal 848 zcmV-W1F!svP)=0000mP)t-sv$M0P zsHmKroRE-^goK26czA4VY+ztuR8&+*NJu<9JTNdYBqSsl7#Iu;3;+NC>RHR400001 zbW%=J06^y0W&i*J&PhZ;RCt`-Ry%JKK@grhpYIWDub~gVk^+fPQspXy6cL$Uz!edK zAR+$)RuoQ!xRNFiDJ_M0h}uD-qOk->RLF=QkcGlRDAqEwduQLB?M-w@6nygS>|^%Z z+1c4y0~jz+r2vrgzM( zoNR9x6kPn8>S&RPNx>I1Qm^#1A7WV3?R{_RkL8;Q+nlRLsBzWC^;%L6u_Z7prYwRm zM`vrrGJC%={>yR=9W8U2B0 zD|)aH%SDV6Q9b`ygOHJnsKb4cMdq)0=_pX`ekf82Whgz=dj0OzO@nf5}a zc#FHefOGk>sWTuo??HXF0-cNaZjMt9yYJ0ORas!nC=_4ijQhVK(c(^Jf;~Lt-&A>B zkzhT<;uF2@Ck9U9^})EM186*hr>mdK II;Vst0LJ4&!T0WbcEP)RHR400001 zbW%=J06^y0W&i*IPDw;TRCt`-l08VnP!xr~HvLIU+xG-<5QpwA9Yql`xC)Nl?C54k zT{McIF1k5q>Lw^SIBCGWRCiHy>DGX_lw!OuT|yfvVkb|McVBK!-u*iegAQ)Bigr%i zO*5!8y=Z5XggKs#Iatyqok&PRx+novXhCIPmB}M_RV}2GL;MwVGOSA+8|%i#+$ zm>t&1cpS4E<5@)s#iLO&oy#N3DEOTVk+EEFH5qIu7zk(8(4QjWtH)j>^_*nrv)yWM z#Exv4#qPPBb?Ju>+`#6w)Kr^P%;M0jO{|(jvy5x^XM6(6P)RHR400001 zbW%=J06^y0W&i*IR!KxbRCt`-Q@c*XFcdxMGkrQtJf`jpbVNc(o{@C6vLqYemlYotzWh6o{{7IU3OZJ<%g(1{b-*FHYizSlPf67VG8MY&jBWDhE$MN#8i3;E&his79pokY5n95Ez5*-;`LGp z#sDeid~Lv7LI_KNt2=Kt7drG6VNa?tMFT<>;ftnHqUegik*gMi@*6-e5(KCPe!geH#L7Ahw~rN@zdDN*q#GB?^vUI<{5jKE-IYq2Xu1xkl-JWK9TQ^ zKNLFQzy)jL0{g%op0G7j<*PPO?en(&Dd{6K#FZ{t&v*u?vPz9ew@a;xauCVhv`m&< zdV@IaCxf}B#=4{JfxP@`j@=r^@hwqj+1HS}iA*6Y%_!BD?wtjyDZT+^idZ<#T7RYh O0000RHR400001 zbW%=J06^y0W&i*I3`s;mRCt_YU;qO)1`dWi2JGMfD)&ExDqvt>X5jzN|A2wv?gkt> zkpTY(2)zJ8aRV_>7o!4D+yKZnAZ!9bz=6VJ0TIjs5Kcn@n7W|S0CfK!h*;K9FqO;j zfeLmL0rdX|AalXCHgKW{TmUmBK=}3(z+&eufHV&iM63WJ=J25b7<}vueE)H zi!r7GmHmhM<=X?W*bnXrsBR!4qJ|P+U(CQc0gE^nnB)XTIu|I+SsB={sbb&~=1W>5gGCTtEnJzQ19zs@j sk>x@G!nB8+6L_6b(gRkvjRLFy0HG^G^ZBqd+yDRo07*qoM6N<$f|81tN&o-= literal 0 HcmV?d00001 diff --git a/img638.png b/img638.png new file mode 100644 index 0000000000000000000000000000000000000000..a8925d5777f79fc6a4ab2f9ad3b3fb3a93a2029d GIT binary patch literal 768 zcmV+b1ONPqP)RHR400001 zbW%=J06^y0W&i*Jen~_@RCt{2RXdN9>-+B9_Na?;hrh#x?J=DI{e6g0#r0uDG>W_Rs#9?nT1Ds+?VtUWvP z&Ft>X7+6J8Fz8DFU$XXr!;qP1o&Fla=pw5`qJDfNkUX`F}=1WI)KuJ096 zf2G4epx(h#)7Ep~GYU|o59ztnV-%}tWW6jK;S5PAxPbX4>DrB=1|?4;Et%E zOiz4K9>AfsCN>vUO{}FcrKS2K1w1@aRnu5PRrff1<~74mp2$jw4C_jj!@ovXD3Z2P zy^JwsHMthDl3KZ?DUBrRm#MmPFd<0T8cS8?NtL0eRaMet{WyHk_HbNYJ6XKNCts?1 zCzmQ*$C{@~8Ed`bRPw`$7FHbHI*#Z+q|-u(Zq>qkC%FNvf5x#2y;FK}VpxN&!BrA* zxSJKK3!pAXBO*ys;ZM_j;E}3Qm6`Q9Oz-_hQh>U@VjBFM7=eYjiA%u664d=bU$?EF zUxg#i?*UUd+#bSCB&hX*IzdU{Qw6OoUlSjq{p_A4Vcy|!5u@S}#n#-7LaJ0Lpigbs zh;Vn0+zGiSnt z2`w!x6%`dZIXMXl2_YdN9v&VxHZ}$Z1}Z8l5)u+X9eU=aEI^8}B*-tA!Qt7BG$5zM z)5S5QVoowpPXhBJcAggxWSNre n4+*=@9H`RHR400001 zbW%=J06^y0W&i*I3Q0skRCt_YV1NKt1~lM+!utTlOx+9z&{bjrCKzJ_5KmxW5CBpS z2y24@E)FPz1w`t13RODNg0EO078QS@n#bP_@Oj6(9&dCDDMEs z{~uVPybU0p{R94pB%t>gTn>By`dNUVj{_KttgS#fZiNZ_ocz224|uo>J|LUPfZ#R2 zc!LM{{O?rYM;6%M0Cg;%00Sojij+J9OzMUMh;`26eewAQuv7=z3#eMgm<0^{%v=eq z2bjQKW&CCU(FKfRrUoF(mVrBfqX86w91XfmU@4yde~lnT%NV>FxPLJ8Jz(Htu)Bn0 qIh@7TfF{7ej~1ZZ|H%sox&i=jt2rVwlabf}0000zGiSnt z2`w!x6%`dZIXMXl2_YdN9v&VxHZ}$Z1}Z8l5)u+TJUl>6uOd&+15%77L4Lsu4$p3+ z0XZ$6E{-7;bCQAD5||(H^SpRq&&+H*OTa!vbnziJHnx2%Jh}-77}aL7M(k_i`FZ$4 zL#(9Mh5zylD$*7Q=Wr@CwRb*eU_Q)N#>UJx@4vi)-o)c2s+kS7hRn}dG-gk2%w>vc zdaE$!%Q|(un!BA{(1GRHR400001 zbW%=J06^y0W&i*Jqe((%nW#800}7rBZB+{k8Fg6 zv9&4&7DxtuKv-ZxEfOo#z`}+lmTt)c5(~KsgbFPj@9c~1B*svwV?W8hd-vYE@7=w3 zX9G=O?>KG(?HL~zV=>8%P7(9rZ~@$5=kgJ|(O$tE6(Td_%E4SDbdb=J`jjd@->oV6`^rS%b_hxe^_i6D!kdcB zm#ScCA4JI!>0Zg@4E(fw zPtk;nQp$dVexZEs(q+4=tc`fpvZc?J9aW5&Dr2Yabk{OC?WaDK<;_AkLg*l{~m!|id&;Cu$I$jPR#oBGVg}#QKl3nLyw|vZgR%crWEq_0y(yFIr&0!vi>9Vzzx0dOcW&JX6|X z$>9B@BTqINo(%o~W~R%yxBl1G00000NkvXXu0mjfMhRHR400001 zbW%=J06^y0W&i*J!%0LzRCt{2R=;l(F%*B1Rh%u1n~>Wa6``h(p%?^3 zQR$&VX`}w4S7;n!WsG{9@-=>8;1p=k1GRPVdWEoUzxl5Q;7tAR?pd7A5;p# zXW**dy03hFogUM#Hi-!CYsB@9ca}o(3|QFXWe$0cHlh1#0xlUjyGM1e(-k{rzi-6k=BBgz)JZqZw`&ox@7OTT3v&QlSu= z;((;Eq4gec+1{lvrS7cSrN=u6zGPx`FKKn*?Ml<>CzV3$JAG#8w~utNH5zZ?rA;ai z>MY%e6L7{lJy57nM2qRXQCQY6jq^6?2=A`88$n!F=6>HTSETiS@Us5~2b#|{wRaMh P00000NkvXXu0mjfb`f~( literal 0 HcmV?d00001 diff --git a/img643.png b/img643.png new file mode 100644 index 0000000000000000000000000000000000000000..5227ec08e84ecd7385d3df428f7578840a70477f GIT binary patch literal 1211 zcmV;s1VsCZP)RHR400001 zbW%=J06^y0W&i*LIY~r8RCt{2SUrpzRS^Ex>z}>#&)bLsgc8{P3N{7ODG`#3R0xF2 zbhxC$2nkW;Hi3dBITsNf(pI5D=SV0WumRC>hKlZtkWec8!ttl$E{~acyX#%&?vM+l zDDs@__cJr!`{uo!dFumK5eM1@TEKM$Y^w|Kosu@dXeG2lhEQ#4<{EDRJwr%p$s(5T z{%Wx9xK$q3d}-34N#7kHk)b1~VdxIVJmd&Mb-qT;2cIAb0QI6lsF}e1RSEn*GNQoB zV;g~!+K~+}OaPx%G%z~C1n_yNAK>A$-fdG?<8xV_&txUr!*Q^`qRC}gXC#U^(L`N{4DJXLc($F!JQbRWnpp=46 z*-sf$ELkQus76%qq-dgYL`~#dWNii+&$X%MOKWYi;m zvu=+TQALVVf^!DyFY}b%Ggd>hQi3V>#rZ;yX6EKk;t$IT_HDB6dM%(LB$qwy3@ zqA0u@L9}zOgRg^)Y(GhZe(EH=pARV<+STXDuhGNe)A3wz|{3rFrG8=!s0Jgj9cYk5NDC1cE>(m7iyuNbW%aQP4JJ-1}`9+i`? z7|w~SirS%0Cf?406w^!Q+s&);Du< z&Bs`NclEH;v!@*@rG8{EUyqoi?Bw z@QvB^f9yvz>O~vF*Nz5@S5p$}!+%OV@u?ObnTu7iLe^6Yn(kfHMslG^2baOWQAv)d z^NL-b8&TNZ{6T2W5?qt3xfu%{h0qO|X3s}!#xLx6i%=)>a*~Vn(fCcSc=8kuDKZyU zWRSdGXF+pM2&ufYRXOxKmL@laf)0HiRHR400001 zbW%=J06^y0W&i*KJV``BRCt{2RxxbTKootB-PlRooGS(psvyiPVXNqpp)3fb>(3#uTU8C0>Yzz{7n>`k-^E^$!iYSv7( zV#k0In1%)T0lag|2$--u7g&M`eh_$aVjF*5sy<@c9hXL+p_0YxW3U6%v71O?O_Lj> zUQT_9ymy&ET0CImAdw~Em2eP8&sasw(#)3x+R8<4&X|=pjHU43?rq}IP|s2x3Q=5o z0Wi#(c|TLSY6rofJ&jlv_E!K5vn{co{9v(7A;_sR78IF8lbh5FSc=9ofEwk#VQ%+` zY3!GE)j<~5?D}@zJ_9lZh}rBY;H;c(FSgmK6=6FfmKwP2xz$^Z>g+t;RKx##yCxu<#S5%4fqtJjIb&Oo*PE4&^YKG!S3gG>Yg)VdrPVBI-a6FjUk>(u z$5wTOhYI}09a%Q7CI&t$?VcVNSR{0w|9CR%qYR$vlY`yfkfyz%G~mqh^94 zjm&)KUDCorF{ZAn=OwzbIW5(!0pl1v)i4U0)_&4q&4rRHR400001 zbW%=J06^y0W&i*I%1J~)RCt{2RJ}{XP!Rv6P5atf`<|PFXq{a$iXvoi5(NDV?C7Wn z;-oF>RJE9wmKNkvFX6tPcAK>CqUGOJ{Mg7Q-;(o?p2C}#V83$Q7( zkk%};e6Xl9>Izz;K$Tg9po=iLzEzdftMxitiv3u(+Y#+I6$xhQudx1}Qiw1iIcUE? zFx`*+pkXQ%*HbT2?KB-rDxOM>#-rj+nQtiD0$a4t*AIDG8dkkYhkU289CMzyhiMhV zFbShPB%BxkW?&j`=xulZDYY9)Q9=5Mx6blH#Xxjn9vHsiLwC}371-c~1q$!8hAw3zrp>?8B2 zjEis}Yfpm>z4lUi_Bvcl?E!;ydoEFa*r0>J#pov;?G0{WyUCUPm2>9;kYX$e@(X5gcy=QV$T9YGaSW-Llbpc7 z%qVb>M=3&rr$K^G>_8-If-1K|mZhk~28L^?3YQc_a=e&5IFFmLu`$fw%yKIBN4*13 OJARHR400001 zbW%=J06^y0W&i*KRY^oaRCt{2SHEx5KotHQC$a1Nuo;jTiU?w4s2LalA$edzNaRm2 z8yk_>TdQJV0Gfe6z+LEs8YEVVfj@wZ9gvy@5DUGkLMpUyyt|8IUx?F|szOM8l5_9A z@4e@D?|%3K98`?vHygMO*8#%<1M?2-I!W%pMIH7z3e+!ApT$RsW_GQ7w`2gZkaEkD=kt@ zAb*Wx80fKzs~Wr5LZd7ic!es8c32duUzZ9MD50mV3OtF5Xa#y5hD%m|An7KB7&Mx+ z!d+o>&sVkQoQ%&l2@%==Yp#rur<8~n`DtFnn$;|;NNK`E!nv$;Dk`qTiTv*}Tnwc= z*3m393N=QDAe}PtOi{$dNe_nQ(TNaGpsHeh$tYbENZT9Q8^-vC)F`yY2BNku5U~ZW z(aP;9gJ|H*)2Y5XT;2{(&!qCea6Q-6DfAg?qSK>Ob2R>z*tK#)ur+$O@ZDL~=66Id5yqbkTO06~cTy=A-~4`qQ=4+s_MUV);?3rkPa7Q>uSlinC@EV(Am?Uy-@`lVKZHRPJlh zQ=lAYnEeH~$~P96#jn#%c#0Qp%G=W$v{vM$h?HA<`I7q20HQ>rh(v^F(Bauf!&wh} zir4gK!WEW_E&yrGGAy9VJbz$P$5nT}VlQD}zCfuXaHYs^-X^UqPVYDS(nU7u$B=Sr ziJY1atbu&V-O&WeMgqb*$*@Y#r%9PtIkl#GiHquc&i5oP6*J1uofAqI(PRX}lO5P! zBX@Pr$4gXpJw3Vrgtg^oSnWIgbK&nEb9-a3xjxMc_tQ(xD;~(!*yJH}QB;o57VSmN zJuRiQz5xw8pjSCab2^N0t+!ZYW)%@rz39_kRHR400001 zbW%=J06^y0W&i*H#7RU!RCt_YU;qL(5b@yw11d;>Q2&9Dftlfh5H|xR;Qs)Ug(zlJ zU4x|z+lMW9{{xI55ouk{|7h-X~qro{|7KI{r?I!oD*cr z1h6oOV5MVn9Bm`g#2w>jG0QAlWDB}X_1E3hwWd_zmAVDa@QUGBcEP_m7kvzBn Y0H1X&t%~>*F8}}l07*qoM6N<$g0e4h;{X5v literal 0 HcmV?d00001 diff --git a/img649.png b/img649.png new file mode 100644 index 0000000000000000000000000000000000000000..3f5c6b5daaf333c399fa1c19844e9826e41abd1c GIT binary patch literal 262 zcmeAS@N?(olHy`uVBq!ia0vp^3P3E&!py+H=(pWj3CJ-B@Ck9%JVn%&q^4xBuH;6wv2i@}$M6`X7lsT&*EdE|dc=-DtB+8Y>1 zs0gg)7f-l%;6MUznkLW&!wp6T8<=mh^3357=VN(Ld22s|BV*%1Beu4u@&~4zm!B|u zhQ2{V6N68q&A|gx8N?U@&+r-)fBRR?FsbMLfAtF|A2O(E%hZH+l(+!h!{F)a=d#Wz Gp$P!53|8_0 literal 0 HcmV?d00001 diff --git a/img65.png b/img65.png new file mode 100644 index 0000000000000000000000000000000000000000..ed005aec28d3052d3bd68e2b4c82f6bdd86e15e9 GIT binary patch literal 559 zcmV+~0?_@5P)RHR400001 zbW%=J06^y0W&i*Itw}^dRCt{2Q@cvUP!K(N>?YYfZu|oC1)4_CE}fMU&~BU57Gf({ zT(DRR7Z$PKR2EwWLEOp*A~qH)f^}FywDO7{u+BBBqOOkxK@d*}oXnY-JDIry^uf&a z(*`g28Q$Zzcbo5v0RkbT*Rv#Z+tBJ^r~w+vgPlKwJlwY>Gs7vt<7qBLaiALODDfbV zkv};*2!>4m6?FK|xe@6F)zUaHEEggwqwFx4^tixgNWMwdW{b>+NRdViF)CpGhv|P2 zPgAopC4VJ2&yr5u=^JNPxXpWEGr3N$?*)2jX1%b`k^{k)Ld8EyWn*Y!CPG*?IyCNh zRa|DKPP~(G8k9=c!bTma=nxCXEw9o@WY3UNt6BpKRRX8;(?9>`;L(VpH?|tBjk%Ob zZ7|k=>RX$fJu9>q%+-^z4F=`V=%5RnV7xS$Ii<-9^(LTzl3aC}i8Ltt+rZ<(b}2~} zZd6H(hVvZmsX_MP`~DJpl;6G@F6JMf;sI0FYcf}4jh6rb002ovPDHLkV1iBu^kV=3 literal 0 HcmV?d00001 diff --git a/img650.png b/img650.png new file mode 100644 index 0000000000000000000000000000000000000000..0db56f0f93fcc22a8dd1541d7ee425d8716f5bc9 GIT binary patch literal 342 zcmV-c0jd6pP)RHR400001 zbW%=J06^y0W&i*H)Ja4^RCt_YU;qJL1_(%CfP)4g=4ar8Z~}mM16Tm4W&;B*zztK& z!0>_N0s{jZkOuR%0Cn@@)P@cwe1KTR3D#ne^#ROdX7dLc{gDB};}_r{+B`zQ9!fKV z9qRz)v49A67AUU(B+SRj4&gnRa0ciEm;L}+3<5|}U;!}TXW$V4i}C#jf^QIk3#<=-B0NG1VF>_2 ofdwoDP%ME{3=F2o>2D|k0507!I9W2g0RR9107*qoM6N<$g4Eu3pa1{> literal 0 HcmV?d00001 diff --git a/img651.png b/img651.png new file mode 100644 index 0000000000000000000000000000000000000000..621bfabb05bb511f576789bf165168fd9c231b89 GIT binary patch literal 3666 zcmV-Y4z2NtP)c%dq2UwoSeyIk~x#fWOA-hNMSa7Jr9aD>^B+G zi&BNMz{{3Dcoj+osRIW6S5x2>&bo?h3A7xF0AL>gL|^v3FH(IAdP@Duq0&7C)p+gH zScYlpzJKwnS0MpY6f%*(yesm%UjV>SU!hATl)1GlQo=0>zVxm9YVR2oV7TVBFw^)^ zMZWeFl`SUW@cNc4lDi1IINyw+qxQpFX8;ZX?C+a_(St6CE!-<#Ir@H{{dJE(CW*tL zZm9tXEwo40i!5ME`Z{I+paBhA;yg7e2!%*_UF{7tQ~z9pKHC6Y?we*nx_?ud{hy`$kmOQHHFfiYIAznkM1S zB!f(Ob@y89JZjObHRscZ+-U4bzm-3WyeWa5 z-@*=-jOexT$%~wX>PAtj`BBWo_u};Mm#U}4hlC7=z5kx@@(MB;y^d5>Ix)bc`{+Rn z+3%F?{1zA6ohSvz4oFwOv|WFZ>%#yFYMZzm=^LCC;F?D1z4I1-X_0zI~6aP%KXzYPOQm z3*-p9#I+eCMrW954T#d}QW%38DzWUgp}Ekc;SMT|FDYPST1OzEaEh9@+1unbXbLP( z!)J^@LAMPW&hoEY*qqz}YL_Y*kln4x*-^9Yr9PZ)hDGG~wDnwXEkdW+6w+#)ktiQE zNg<(cDzPJ!LEb}1>b2rVF*`2dmQ;YWz9~D4GPo3%dj)@p7^gNrvAC|6;T#?WkD2z7 z6+iHJ4Scvf*nBKE2bE^Ne*dtz1R?Q+_Ik}{&1ZG^l$X{d8se7A$PAEe(KsF(DQz&W zEv(36v#0v7f@+KP@_e`J>+(HWu%tPJ@;Ah*(UehA4^F2w#@<~p6?$y^bxGzXVskF9 z06zfRsKi+|A8`#pJ$J8-SCdEuejec4u4;2ID%czY*gXv6d}9%I+Aa1D@a0}EysM)l z{mjR6Y$pFD@sb6YSgb zXUHNs5ez*fCA5xX;ZA7p_U>6h;e9qI&Mvau=0P!3c($n8<$3$&X7NY=kL)s@!?d@s z0@f4YN#iNL0w85k63v>xeHHK(KL`)B1&Itcfce6Vgu>zd<&CHKywHj+cbrhb;np9R zV<*%}si_Ssx|R~38E|!fcaEKCS4L{yjt;;Wpbb1+pKf2=o`n{qJE7%>klUjuwI^u> z`i&zpa8pr{f!%!z@9L`5g1OI<*MnKdC4if~YWt(qGiKkH-1IQAh8q}?*06l9nJNgC z#W1a@w6DS6o>BmI{wCWH7MD%)Z?@h6IX;nZ4fbpRkSQ=_9xE;P+WO}xQRLOoreYa|kV zGclXgWA$X6HfiofZ>y)3CUkAAt$y52v$mQFri}HL0N~*@@M-XJ$-J^wHr65UE45## z`DUy*%DxiB$}nNJO0S_**mt@l5=(Qa<~%k{upJ$SeSwx#l_YYj&y+Ov-PV*4GcA{- zG__h#xIL40Q^zGQe_GS(_>^Nd@c&6>?q zv1v@|TT+VRqtBkyNu5W-gwmY<4eb5uUz326>QPd6C`=d^`1td9=X%QzsjKeql=0LI zCY0vq@xjsdVw+60S(2(vC(Xk#77O5V`^98cR%0^LdHWjJQwPAsxEJS)!emx}IGf&= zEX$%zrfL0Y`{gy9#IjBjEC&-wqr8tNLs`@23jm)tdu^hQu%k;kd1_%8V{^2(rMAxi zyg5(@Tc2oQ43;!UrcsvW>iS;Z-JJukcI5V7hy(LIo_u7=7W(1%9;drMF0l3f(xe?_ z2xwhfAq&0v7XZ9a06rFOT>&tUlJN9M$t8{h1%`!|&fgWswCCEV8=UXI1Hdo;t)pU$ zjdK1j5AT)wj6W-h*j^`dZX|AN9Il7Un}gcZIaR@X-YM=Vg|kJP+l%L?|EZ>`SrM@0 z39N+x z%bs}B5b}&iMw+b`cz8|wk@jVAWd3C!PANI4atk$ERi>hh#g``HmpWj?JGbLeOd^nx z#s*!Dp?UcZC5unJP0VRrr8HB?(~Zr~Bh%*}?%r<}EWYe=z0++A-)6^Y%6Nf{ zG(V3Ij^>NgT>#%MKb360_lp{dhBZhtfjmON?F>xzEIG(k9Kw;UP~Gr4ie)gglNomFb&f z8Z|t2bZW;Y^mrIn){-U^ix4TBc^AvmERFY~U2v@IKv`U`DEqx|(l6zGHYITj#}#y1 zQKBl|W<)9qgV@^~BTbuW6E?p{)7D zI8*Y*M#(8&)KCdhnEr>U=zOAonx;L=4i`6HV1%wU$J1=n=xkrYudc{}YF7VxLT}Hb zB58#^-z?EgcMH5>*;&f=9Vq!0ofC>CS+wmDv?Q%mW^^@$`>Tm+RstSsY?_kob4Lx@ zcRs5uw8Apxoe{h2m0qV}|3G>x#F&(U+SyY8iy<>2~ct^mGF>T`J_L6@eL`Q4$6I& z$}z&mb(mnarhxL>Pa{k&2{75(vzLe?Q?pN5#)K^C#z=!bfdlWq4n=D4XpQ;T@ zc&pVCPv-smBDen>tfg69tfg69tfg69tfg69tfg69tfg69JhC+1DH`%8s~!Q5y}qeB kqA?nezgk<`O9uh`A1q{ubdAQ0rvLx|07*qoM6N<$f?6*b5C8xG literal 0 HcmV?d00001 diff --git a/img652.png b/img652.png new file mode 100644 index 0000000000000000000000000000000000000000..f4f4695a67b9f5dbc8068a478f31d39707c2a3c0 GIT binary patch literal 655 zcmV;A0&x9_P)RHR400001 zbW%=J06^y0W&i*J4M{{nRCt{2RXuClKp1{(eMXKgb;=1pQ@Mdjt4JLQYgiNOCPpe;yj_=NAQZp%`d# z)rRJccPY>bL@$Y4xKg5pMkq#8^o!%Whq9M5gYJE5P}&sH1Z{MMB-E49?A>yt`jgxVX&In z9WU5>0K8bsefo-Iz$E=`PoLRcH0zUz>M?iOgEBZEOVjp0{t+HaDckd>tVo$!T%D@- ztCSdaQe`T<%58q%XP=G=#hez}JA?f@*7ko1{Dk3g66n2&l6?+5m8aXnlFu$NMbSQU z0v2d`{N^>ClaTTNn+W*Mi-}T5UcBGcsN?cOR-$MhQ0F(XMd70KL(^xamIEuL*_84- zM*g=^N=83G4_ld%U#1+Z^(DNyg#9CS_iq9mpmVnUjlvpClp0sSwfyp0+NbI8WR|iB pk8=AwGyUb1h1gNG^_P@C#VrzAms9JyvabLD002ovPDHLkV1i$uD-8eu literal 0 HcmV?d00001 diff --git a/img653.png b/img653.png new file mode 100644 index 0000000000000000000000000000000000000000..9dcaa08a2d9b0dc248c59b1526d1fbcf7adf701b GIT binary patch literal 238 zcmeAS@N?(olHy`uVBq!ia0vp^5xdt(QSKrhh9# ivsKSo<}3WA(hQ7$1b0r`eM1&#FN3G6pUXO@geCw{>Q8|H literal 0 HcmV?d00001 diff --git a/img654.png b/img654.png new file mode 100644 index 0000000000000000000000000000000000000000..bb23850d18f0814e1e7080afdb242745cba09055 GIT binary patch literal 229 zcmeAS@N?(olHy`uVBq!ia0vp^;vhB)GXn$TalacsfEVjmv0~1gITI#K zXlZGwsHn)v$w^2^2nh-C@bIv)u`w_(P*G8lkdWZv;Q?xT6?u9dkYX$e@(X5gcy=QV z$Vv8eaSW-LlMK|BkjBusG+|QX+du4V5(W%{X^aK`y7?2nwR-dHVCau;X5gRTx8v9u zCZijDlbahGyC2^A%x$qXq2a+jmdZ9ZHnuW@_kzys;>_yI(j8~*8eclkeVnsU6=<{j XePNymt@GVL>li#;{an^LB{Ts5@&8PA literal 0 HcmV?d00001 diff --git a/img655.png b/img655.png new file mode 100644 index 0000000000000000000000000000000000000000..4746d02488d27fbc36bb876b9e413b96af6878b4 GIT binary patch literal 744 zcmVP)RHR400001 zbW%=J06^y0W&i*JW=TXrRCt{2mA#7-K^VrL&2Dx#pSxb8o!cMiA_yV`Qdo#p8o_cc ztS_Kor>j_qMa}M9~}HnMty<$u2q2N_`S$=6&Zk zPbRZ7J3y}D`cF8pzUC9E0zw@P9$K~I;QEtT)E;0UnzpFmWdR3$tQm+64MyKuvyV4} zRcfcAqO1aF0E;^(p~IrM`T2xvyVN?*d+%Lvtus5EJ^)HbJIU}S;Lcm&pP68u-uIM1 zE{2r?<_lCb5e<}%X*;BcxtMD~cV{c&(6=&*;XNvu6fzcLgy*~`uG?kGC8K8wGn~U? z{-1wI+O`@MG6FWk5aEdCs7{2w#O;sY(s(>7X(DLG7^V#<+H!?-#KR zjFIM$fQCak4Had4j13=kv9;nlV*xz#P_PBL-3HYeSusPuJ3z^~wHe7xQ1eSQ!L~hP zGcuO`bC9tP!EC+@YG>qS&dqT7ufI-b8Dm#Z`^)bjDJxKdQyIYeGN*;$uPeKY+s3Y+ z?fWnlMWW1_Ly9Z&!t5?V_ECVx`?$!4I0Rl@9*0F&oXjhUul)rau$aXf6A)MZ*qK0b z2K~OiEAL2EZ|JPiQGEJ9Cl9?G=z|;Z`IY1(zD=4T2OROCoWF$zrW}oWhQjP3pmWaX zMFG4OzM}|txJLuEb0c*5*{&wO#hwoi2w#so4Y21;xjtS?r-gMGhv@9%J9`1TOt(aE|D+hS#OU}x9Sc=xwz-Wr9w~D*8(iXU{wA;Bm a-_RHR400001 zbW%=J06^y0W&i*Jr%6OXRCt`_R?UmkKotL_=||EuP4M7B5dt1OEyRN-1*2X>5B3jO zp@JS3M0)TfNOSeHy^0{qvYx!`e_-$**n%EBX~lyehy&gF0b9nGWD+yoPP>H`#r>7Z ze7raB{buIP>j1M66*~^ld|C0$pPO@LO~B-$5#}b_)VT%hE@sG4jK3Cj05CF4Zd%mq z6;-^&JRL$~VN$tdYr50`&l=O^wQ;fx)E%DLa#;M;Z#T;ET+7+xxTh<;mz2Dg5A_}_ za|##XQsN^dC!M2);x<}TIuPL|V8-M7Y5Tc0)JA#*;%JPXKJIqk!KdA>3s0Ppl}<{O z^O&p&Kj}vCr-FLTandDFWNeu#$}yF)G!m~Nm=#Yd*z#rkhY0Xc<`3D~J8?Yr5x224Yg##j?|&W6l^+bAB2{)YoC zDI}Au?F;#J*wP9wzQf!XrSXs+y5(P)8aG)04ZSoT7s6cIGR|I9u@+ zc5|#@e3`r@E5WgF;;Kc-$JvM zTcTmK6dKc2C{uEg_3leYkqb@-H?(a%!nW0Ovb?1AbG`D_0q_xBjcGqLhN22jAaS_p zVrqJNOY{PLfc1ko&(cGsnyz(^42)wo9{m%&`b0zVPf|IAH6QEVG$(Ix()LfeYyM4o zx-_pmJF!Fb!vcv5z%Tbq;$mM`DG`s+G@G+vw6n(1RH!^z)Cce|t+eo{DjRCWrQwph n`lma^(z#XpXz=(Y@gLwf(DtrUxZar=00000NkvXXu0mjf#~OSp literal 0 HcmV?d00001 diff --git a/img657.png b/img657.png new file mode 100644 index 0000000000000000000000000000000000000000..530abc23904021437cf67e2ccecee939aca7e81f GIT binary patch literal 499 zcmVRHR400001 zbW%=J06^y0W&i*IaY;l$RCt`_ls!(vKoEsr*0N(eCin(KqM*c-2=0Kz0g&mSK}bl{ zX=%_RE|4R@0g%iA5WWE^slWwvNY3m}?2ThP0xHCl_UGH(m)XpY3{6c3<-6 zn&u|ee&2R*CT`~8MIhhE7x%4DW^$nDt~tU`2QuOB=t1_r`r`-j(tb}3Ix)2r_~49& z3s3C#BktDS9$u-Blfj2f_Ipy>Pi60@>Ns8st`ol_>S_KM%I8rnT_O_&HD%GENc^Tf zA`lx~9a{Akx){c?cTM>3>V4P1?TJC_#(WJ&ozCr|DB@h#7bEzb+Z9+ho%S(Yj)^mt zKyP?eMwej4PWQzfZqjKhG|PI#sG|LlwLpve9;_R0PK_& pML@|)n;|QWl}=31*;@s_(+pneSEIC~WqAMq002ovPDHLkV1gp@-U9#t literal 0 HcmV?d00001 diff --git a/img658.png b/img658.png new file mode 100644 index 0000000000000000000000000000000000000000..252e2c9d04ff9e0ec77c743e579621fa6c009645 GIT binary patch literal 790 zcmV+x1L^#UP)RHR400001 zbW%=J06^y0W&i*Jlu1NERCt{2Ry}CjKotIL*^=zomO_`77OJ6J7mfV|6#{`m!QDD) zDa}xbp^z~-n+~1q1TuB<(y_!t=OXA_a07*I)szHE8yoGyry zr7ZG6q*F2yy;Pt~K|pJnZ?0JB?zT{ngQG`n|wD(%fSaxoQAKTE24t%ZFsRk-Q?A# zUj5|QR7;wQ`1%Rb40>>n=~6qAmWN$I^7~llq#>?~xJha8S)&TgH>l85L}l^P4AoV9 zsz*%HV!S8KPze1SwL^yP0e+0%;SF$SyahZ%*9W@CWM{_CFMGjJM^8?u_-b~VaX9|D zy0`HWk|sUZrpoTh)c)5)QF5TNq`o+igQXlsHZ2z&(YI21-4Y_>>!lM9)3pDA-$4Ma UPys+#I{*Lx07*qoM6N<$f+M|d8UO$Q literal 0 HcmV?d00001 diff --git a/img659.png b/img659.png new file mode 100644 index 0000000000000000000000000000000000000000..84211ac4844e20ae0c346a9fc6e12433fd92ead5 GIT binary patch literal 533 zcmV+w0_y#VP)RHR400001 zbW%=J06^y0W&i*IlSxEDRCt{2R6S3_Fc5uh+Qdyik{t;uF|Y;+vB1!QrDCAs2cRG^ zz(gbvvxQh#Xb?Yu?l3SiW@AG1CsbmGEEQw$Icb}?Z92e$#FOIlyF1@ScV`0%YI5ZW z?3in+Lkd0MX-wuimc&jN!z7*2**%VV^H=Cg{$SJXb_qF*llr-*C&`w9wy*ZREzE-K$(epzbRe8M8ThAm;Fq7thHO=G(UE)Ek+jem#%>kEh7vw*S zyR~IwZ5GYoRlLf5DcA=}_aPo5?`D8@1oQ2yCdwB;p#-5yPLY`4c(l=ZCW}JnsD6TP Xl%HM?e#`*g00000NkvXXu0mjf8#Ly; literal 0 HcmV?d00001 diff --git a/img66.png b/img66.png new file mode 100644 index 0000000000000000000000000000000000000000..26ebd9227036c509409e66f71ceb2728428d6ec8 GIT binary patch literal 388 zcmV-~0ek+5P)RHR400001 zbW%=J06^y0W&i*I0!c(cRCt_YV88;d191bY5I=)H!v$<=fq(-_^Dr|o1TZjg1DPLi zD8&X87%~{VK#T;iMtN4C)glhOK+XX+4uJ)H3>O4IHn6~~YQSL*Nq`ATvxA5O3=0@0 zfEW%8ARh#^$FO0609Y}bfdNDj5HRv^FqAPEBsf4_&cFxNQvl)s)iF}T zofHE01O~42KnHRBZ-59eLg)@4uGql95M2OM$pt1q14Aa{1A~blMDhG*3@i&ktPh}& zdcrEO9W34s6#^5g3@Z{?9x%X#4uFU)3>xnPQrZ9CW8iqlz+n3#fPvirB(9BcS_Xu2 ifly884kzEwGy?$bRHR400001 zbW%=J06^y0W&i*H#z{m$RCt_YU;qJr28Ia?sNg9B2ase(5#zl8A{!V80gz4xP9RnQ z;tvFs;|0tM3<990f{aZ#{Ov24$M{_US(yO3KC%G9yZjIyk6(iT4}@0_v?AdeGYgo< zA@G5LnZb^e10pw}fq{$R+Vcxw9@h-GDcn?X73}~QlxD}2;)l}CAR@RoK^_$E>_}4F z1`|6$^dp82E?{J{0h#ar13>}srm_F1w&K6pNq-#4T^F~~Dx#4zb0nuI> aNB{s2b0gOFa)UAe0000RHR400001 zbW%=J06^y0W&i*Kp-DtRRCt{2S51f%M-={gdS<$2dV0E(93q=b2ZK2Xp-+M)LI-kD zf~=QZ(>aI;f+IrEi*`ha$w6Ck$k93F62i_Qh&KmvRa_8*w;f0#NWd*wH||Qb@?LfK zbob88W)6mguy5#}diB2Vy{@YFss@-tY`C`(!-D`$3k!n@3u7J{B5)lSB1V8CuNjb@ z*1CK6VAc$!*2{Wt=1Ypbl9#P#;>aQ^&Qi;?nvjzT?$O zOxMDwq>$;uFB|nHAVn8VzaUIvwkJp$B~6`|ZLw6GvSmPBxRjJubQsZGNV0FP0V8(U zRVs4o6qTzKy0AH9m%92%1f?YQbfw2btJLlBUZMc#;Iv6=x*-W2)umM+4K#bJS^PzFm7H;eXv~YVKMza%R4lrnJ8C(qX=bWSL2<8V)UJjg5h* z?gSOd<7Jbm+EvX>Y(r9?N~xt>X?uvbA=!}~`M-+s3s6%^tsh;Rl>wES_xTJX%BEdY z)O)kuXa=muDD8OPx-Q6H!Rmed#@`1*htaC!(Q{h&C(LuXJd3l(DCTH}H@SUc68ru} zG6r3J2=OvDmtIIWKA zQt^*;jKVQG+lQrS<6ZhN5h&Vn6(xpQ@Z5p)Q;NE*^ zWjk!bzPO_^OL`gr-nvV zJdWL^KLa~NJHnlPFOR=iECsT#d6q`)OyR@c1fHv(#LC9XX!QYp)TrRp!wdIO7#U07 ze!-}D_lffAt8M+`Wv36`G3%jzo&0MyPM$(iBP&JC8;B}5gg@2B!`2gfRW44|8X9G* dsh$6Z`~{NB_)_&4cl!VU002ovPDHLkV1mmA@i+hg literal 0 HcmV?d00001 diff --git a/img662.png b/img662.png new file mode 100644 index 0000000000000000000000000000000000000000..d33e182aeb339ac8a8b9f05dfd9b4dc920a1b816 GIT binary patch literal 805 zcmV+=1KRwFP)RHR400001 zbW%=J06^y0W&i*Jqe(cJFp_Kbb`>f`wjXW8orLC`18xjZBccV3V3dM9?SOy5*%T&CAFwL3J;t)(Hu%22Ca$X%0br9Bu>Yt8&bscH8)RZ0-{*H^t~rqr~>i}D!TVP6H6 zdu$md=Ib09m3$48Bk8S7Z%srQXiAFYo+Wa#FRE5mwRK%*kHAdKdp4 zF3I754IB|doH=O6(EO23raMI8<-M5{^_gi^(g7|TD>jwtDBLU(SyS|6OT^r_ciPft zi&MrpTa#a?1gU`$=DhT$^I00dT`aESgjfSr;_9glzicICoyBIeKP=_FNflR$xulv^ zYAE{3)|HcQ%{MTM2GJx#^t2;>q+xFsAcJhy6&u@vK;@LnXLBuqP( z_ssHY+Vt3lkA-#o6wmM&SVsNz%*VMmxj)q&-fiW*O9R^LWIt8F;UbYlF$>RHR400001 zbW%=J06^y0W&i*Ii%CR5RCt{2Q@=~YKotJkq)qz6UZ9I(cM;P;P#o;gMI72cz#$+G zf`g;D^af|?DhhUUw6jzG0HOU8GP(8!1qb1Lm$XTfCN1b7LO-~B?|bjvySsPqfGIQ@ zC8bPya8X4jioBqNEQ?3sWrsoU&XKKZV@c>Lus{eD(1*iKpP7SL)|OjhqZ)gXfII%h zUaL`4Qyn{!E||0P@&m)jc}$~72ket{I8}7wL{4>Z&M-8TDk`{)C!R(YlZJnQ*GR3a z$%CYapi(g@w8(cxLlaa4l834YcIZ+?gFXyyPgQhsGW6vuH1PqNB+N22Yi?)mHwV|O zhH|2rk6b13eC2g8V$!|UMODZzitsk5y@LkfL6{lk`pMPT2*GEH8MlXYT<}ts8SgW# z*8;9>+%3?3D`g%3oaJYB($6MeW2~NkLbrASkwQT zph=tp9T;!a;Wl)EZ5tRHR400001 zbW%=J06^y0W&i*I3Q0skRCt_YU_b%f{QP_jI6wm@kofoE00R#eNmm5(5H167fDa&o zpMhZl2SWpd$)f<3;%7L|$NzzWhnGYnu>+91_5TMjF#Z3^umLX0497u2m&T;_a|NnuG{{Mj)RZRmBb1)d7h=HA-!1y0U&=8231yD6J z3n&03m=FRS|2ZD;|3A>j@c$2x^MIG(0K)}@EpQ7*!3EX_=t3N?K0p{%1`IQi7?uL) zDxo=ofgyk)6NzDpEx|!mGUN!LGjOQ17Jw#bI0K7H_Gb(Xx&{m}3UCHU9K@Le%q9oG q6cq4bFfcd}z}$e&z~GDmq5uHc0y%WqUwwH10000RHR400001 zbW%=J06^y0W&i*JiAh93RCt{2Rlkc9K@|S7n{0MB+0254qKN4%Zxv5CRL=5(7V$u^ zI$|j{0R=5r3&G}0Yas*#8$r%Ou#wCC112DLf(w=wSv_Jb^u{-Df4CbH5neMRMPmNIM6+d6*5L(I1!f}Opd>{oc*L*!F~2Qv ztUNoyS`yE1&dgsAO4oK~$v3EwxpKzAfVjG%C+6$8X6d}>p`Kw54x?+SYG3xU^z^>5 zU(X6RE&4y`HWNp8T!EUDJ(xBOH;#nr>C$ETB4r3e`lzz`ri(D}WAzi~(&|u_T2f99 zb(5`V_W{DrIHr3-^VVsmGpRr=(T?d_;LvH(%;YjK2S3vNpYZ;Ve-5^Mt-XDg6wO5K z6y8x&lv0i^>?Xe$@(qf6-K4?g`kd95@*%K99v6>z{F5~(d6=Poa>R}NF3Rom`x5z& zFzcAAj{797>Y3iM8^s-dpK3CI~{FV<&O_pVcoVxY_E4P$iCpGCC zzEaoimOhwJzm3NWfoBRUK3B6aR zTpZ1*Z^S8K2cR&LiJTH_J)MrA6H{f!e*exwf9?* zIy+=zU;WCL+K*z(9XB^khv8=yQ*U(^1k);VA+kcm-2Q_v?>A}JvsZ>8nRHR400001 zbW%=J06^y0W&i*Jib+I4RCt{2R=j9C=Em}{(DZ^A1q%!D3JcH1GzV4^ z!OmhAEVPVQh?NGctXw#-vRFYYk=y$R+<;iSwarF^a|@60%}h3#++}42v5;DrOGmBlln!WaZ0&x`Y5@Nb(A91IBMU7syGR%oU3=vs_(m3E*rEM|OWK077AkZL zc!r{tl95`T?B9BPs&L0(x9$*n#($D&bd|e5r`M$?n-2*&O+bJH7$Ml2TTa5=!W!o> zGK35x>7h1l>>^APLDy zFNjrMeu=oK9@zVG4^-nK9ErebTw@r|%WF4Ak;|3;Sh`*L+ZduO5n}1ny&^ zhCe#Z@-fl^O>22hH*~PQi3Z_P?;ZcPV$#*+HRnzf1=KD7PvjS^0l>y=6YYKg0000< KMNUMnLSTY2{AeTq literal 0 HcmV?d00001 diff --git a/img667.png b/img667.png new file mode 100644 index 0000000000000000000000000000000000000000..6a6b57537ef0a475fcaf550336a34fea7727825c GIT binary patch literal 359 zcmV-t0hs=YP)RHR400001 zbW%=J06^y0W&i*HDx z|Ha^#0!x~GMJNP{0sxlnLoQ4^I>!J2002ovPDHLk FV1jsNftmmS literal 0 HcmV?d00001 diff --git a/img668.png b/img668.png new file mode 100644 index 0000000000000000000000000000000000000000..054a820866bb5009acc3a299a7677c9bd9e550cd GIT binary patch literal 443 zcmV;s0Yv_ZP)RHR400001 zbW%=J06^y0W&i*IIY~r8RCt`-Q@u(9K@k2nZ0fdPGh zHI<#$+663aEG#U2gWMwszQBoyHnN%hNwOvf!BpZ0H$NXUvomwMfCCrOX)k|3EEC$v zp%s}lRVgdbLAOy_p~0lcWtm3xb!FljWHsON7)X$FS51O#kwFJZ(_yZ13yOP6i8CHj zqcWXM&i*xe%Yl%LctDEpD(12oE*@E5KT{=f6?;%s`gH?ZHz*J!R!ajjAA#G zNLG7DV@Gd1${zuZnJUukHD((VWA4xmo(8V1-v97^>D4XJclU;1L*MC3vZpwv_J)Hi z;KbR(K#y=A$27+1K8I&>6lm(|CXVS3z+XU@kYJ1{@rYxC=Hzn`bNFpr1}^49?8Fm2 lL^jVB_NaO-{%!tGOaW7UKCCu)!}$OJ002ovPDHLkV1myyxQhS) literal 0 HcmV?d00001 diff --git a/img669.png b/img669.png new file mode 100644 index 0000000000000000000000000000000000000000..38079b3ae44171fd9ea9a0fc93b3f0ecb5e2998f GIT binary patch literal 307 zcmeAS@N?(olHy`uVBq!ia0vp^DnP8j!py+H_EP z6IxnYDk>^+a&i(95<)^kJUl#XY-|h+3{+H9BqStwczA%CUPYds2c#HFg8YIR9G=}s z19CQcx;TbZ%t=mQV5)25cMxhZWQ+)5ZkI8iz`=0R(Edk5Krg?6na_jvRoY1p()WE} zJYn=8RHR400001 zbW%=J06^y0W&i*H=1D|BRCt_YU;qI=1{83CiGiU3iC@6L&%kh;0Sn+@fawRS=ZA?l zU{i_&6gWkIiYBlCnIAy9_!}63%mWXAJCZj0Q4;52e>Q`h_!`* z`TS1-j(0$H|0gmq6obUHA=YO=C>94W)r9P_0vh<1NB{tl*Dguv4(YZ40000@x5)wQ-JU~saB2Ui)Qj8@*e!&b5&u*jv zInkajjv*Cul7ZS1(ikeXFU9Qui@<RHR400001 zbW%=J06^y0W&i*IfJsC_RCt{2QoTyUP#8UFnx;+K-qkTLAiay=Qt%Bd6rJ+`LbAF= z7q`+EP`9o=fJ6HNNOF31!IMt zLqv>K)~XBeRtIsQ@cf zM#u|oX18$gGtW56&o-^utfDR@8qV*o_xGSoT$PZjhHw!vMQzoTXfiMh1(9`>=+L9{ z!OU0)yvQlV=Rvfy=<5v%o|Dsy@_s&sC{^h-%uuc{ROv3elwW3|4-tB4ZS1jpTj;jk zEdJw12xcSfKhGoloaEK4v;E%Dq}zHWGVpK;y%Fc=YJZE}C$bhFq>lPyZ?fFv-YZGL z9QM4VagvSV1GJZoJ5NedIKy$$XpJ+Y8RIU!s3{54gxp2TUr5R*@W2_$z3a^A__*Q4 ziRFto9LZ=dDIpl#s>Jl+tmPER(#P#eU5{Ahw2fcG2P)BHP;db8-~a#s07*qoM6N<$ Eg5B5cc>n+a literal 0 HcmV?d00001 diff --git a/img672.png b/img672.png new file mode 100644 index 0000000000000000000000000000000000000000..9395c335eca387365906ecf70b3b3b95d7b8848a GIT binary patch literal 205 zcmeAS@N?(olHy`uVBq!ia0vp^0zk~i!py+HxR`CDK9FM&;1lAydGqEKD^|>zGiSnt z2`w!x6%`dZIXMXl2_YdN9v&VxHZ}$Z1}Z8l5)u+TJUl>6uOd&+15%77L4Lsu4$p3+ z0Xg2DE{-7;bCQADQW+TK)YvQ@q$fOR+IV!PBGZWkX7&j`1Q=8fIm9FiTx?jR^#460 z+yC%{X-v+-5gnhMG(tYHPf4p~SQz=MtXYFWdp{4WsNjn;Kw}v^UHx3vIVCg!0IFO- Awg3PC literal 0 HcmV?d00001 diff --git a/img673.png b/img673.png new file mode 100644 index 0000000000000000000000000000000000000000..1347908d4083329a48f2a13c7a8b9d69350aef4e GIT binary patch literal 339 zcmeAS@N?(olHy`uVBq!ia0vp^_CPGh!py+HDA)G-C6Hqf;1lAydGqEKD^|>zGiSnt z2`w!x6%`dZIXMXl2_YdN9v&VxHZ}$Z1}Z8l5)u+TJUl>6uOd&+15%77L4Lsu4$p3+ z0XY{vT^vIy<|HRDFy^)KOG`+Y3Ah$(aqz$g#wD!$51zLPa`Ff?JwD7X zz<8BM)q_EtCt;U@P8&zt*MLS2w*L%l(~jH7|2W8`AjaOgOqll?d#!6~;if}N64r2Y zm^XVqW9MPzF}NnFkh*{^m?6cG*|hFNeuETaiet_30{LZaAMHbJ9kLbfA25(S7un$2 z^E2DP=_|WV63RHR400001 zbW%=J06^y0W&i*IT1iAfRCt_YU_b#(4E!I~FyH_N{2bUN7@@QS=K=)f%yE)TnWq<(A07$aBW~RHR400001 zbW%=J06^y0W&i*K|4BqaRCt{2S4)T-MHv33dmi0Avr{9vDUya9JV{zH5{Tj+Jh&Ke zR1{CrIR*k55+QmJnivvuiE|bb=ah?}<3SKaG9EnYb_lM=U3`FenS!up)m_WKs-IQU zlTFqV2*yzZI2rV|cXNy2F|%YZ^w_L}HuVHJ zcg%f)vRv2RX)Jz=an>9^VeS)Q^@{mmzudF6(>Bp zW{|1J+8`)ZuzpeYvQ9pd^RqvqusiR!G7r-DDjf1Lv^||Xka?7P{V072NPy+gG}uDD znYwnCP}ZuD5od-N&yep@)Yc-iiH3(^3hd(cFjT317d)qn(HfV@ah0V;(j;patFfv? zdsXc-$fZ_ZUwf00U}bEQiN`h~R=DAI;V?fI-oZ(iVFa<6OFHRx1Yh&fT5JWwfNNwe z8YUiD10~nAMswHAtl*#@x(G&c6{j0PKcwUwE&Zs`#3IT_GltP>4o2qGBoyGx7wO9dp{A=-}u&nO0ib4JiVv#;SB zWZ;6eETkvdym_%xs{>PVaJE1a{apx=Gqn3-i|C($yq$BHGB2C z-iu-R`BwkQfBJ>S<33KKQZwAR5ma9H-ZS^IXV=yJ_&gSRI92~PIfnS-duo%im6LtW zfYq)BE79NPHV(A-@7N@hoC3J^LwBFjJe7tMsDF~aZVvVE#BAqf zhla&$v)rR$c@XF7W_D(7W@a{yc*@9@a^U}e<|$Jdl=O@Z zB#aCnusbk+`OnTEDc*3bi0LKUgln7*e*`l$`F(z~m2sS9-rnePU@e2n4RPZFKZat- z=j&U3wB|BhIP?EM{|CbyChrZhEm;qK)QLaIe%8zL=EO6D*t7)OmIq7>esa=BF0yiJ Q0o}#m>FVdQ&MBb@0MtBMNdN!< literal 0 HcmV?d00001 diff --git a/img677.png b/img677.png new file mode 100644 index 0000000000000000000000000000000000000000..95c2178a4fce6f0bb493a7215d48d9a94a39c9e2 GIT binary patch literal 258 zcmeAS@N?(olHy`uVBq!ia0vp^NAIxQzISUxh%@ANnt*!p>R{JB{g2?_2 zRZKk_ogEw4&pb#-Pflap{Nv{v3(EsK+e{PB>rcp*PCX#zoFb_;{iDKf);2aawlam; z&+P?b9+W=tdXV%WC82rsL(vbZ&x_~iZfV(;rwa7Zo+Jrj&JEYgfo@^&boFyt=akR{ E0CxRcI{*Lx literal 0 HcmV?d00001 diff --git a/img678.png b/img678.png new file mode 100644 index 0000000000000000000000000000000000000000..7a2054fecf7bcdfa64f6b14bb583773c999c6fa1 GIT binary patch literal 403 zcmV;E0c`$>P)RHR400001 zbW%=J06^y0W&i*I5lKWrRCt_YV1NP^22wx+Nvcr*FT;cYhLs5n42=BT3?Cq39ON4Z z1`bRNTnrNuKumT9zW@IZ08Qj)U^oD@jDb&D1)`{dfrsG&54v3r3>5i>WS{_YA`(d8 zVJPMVy8;T>7+4ts5`b<3Ih6nZe+C97kf;EI076Xz5F3JwVVSr9F34mMglrDTBnC9U zfwVAE>Vv@pfFZ=5z`*qX|NpOy4LH;Q#XG<%I~jm!1PE9KKnVjGNC5F?5F-;HocbYpRHR400001 zbW%=J06^y0W&i*JR!KxbRCt{2SxZhEK@crIf&p0++e9pK0R-X%hzsNhT!AAD5_|gw zY_lULNW5kNz5pP0uu1_NA||fPuV=d2)$Nh7?BVkk(|Ueg)m1(H9Rm^oJsJ~fOo=cFgdkgj$8{2Gd%ZBE!$joJuo*i2* zFmcS1ht} zbZle&W3f%!svVuP{C-Fpkxduw1jR*3LC~d_r&gpeAF2!_m#3PL}t0tDEO(qfXo5t^ylOuU4MN@>f;FRQI5J9qPi(O5Om>cv)kLSn_gjl?r?l+ z?>jO|{^7fHWny%uimR#Hb?zTFywbD)!AL)_i0@D2bmQ@!T2WgqDz~Ui+xn(2Blr~G zwYcorgbGW)xRnnukH{g*Lw@1oc6Gw1IC~LHji3l`M5N$iOcN}|EI?8ur}9+AG9U!& zyYi@Lg^ktW*L88>E0000< KMNUMnLSTYtjZYi^ literal 0 HcmV?d00001 diff --git a/img68.png b/img68.png new file mode 100644 index 0000000000000000000000000000000000000000..3b298c1b928be948a264f25bef1c349e4bd70ecc GIT binary patch literal 485 zcmVRHR400001 zbW%=J06^y0W&i*IV@X6oRCt`-QawupK@fepOK$J-aY>ojm`Vg23kwm1!@@!k@)NeP zHlWzp99C8u|A30Nmi~ZrmPuzDEG^7Int`S5h+@&qP#!@bvyfNljPI6jU29#WL#ef*URNBrYC-1{$yJ)RFrXqOPrD z%Kk_<+u_W&Q=|dr!PycczJ*}7w!oarbk|d))2nM>OIe(=fZGp&Ra1P5wYf3O+DKXf zZlq4^NIOM}6hlAOTPzL(l(-fx0KMxB(00000NkvXXu0mjfgD=j& literal 0 HcmV?d00001 diff --git a/img680.png b/img680.png new file mode 100644 index 0000000000000000000000000000000000000000..d9818c4c23fc1ef223c9e80b0236658312ae74c2 GIT binary patch literal 334 zcmeAS@N?(olHy`uVBq!ia0vp^@<6P>!py+Hn7_L336NtD;1lAydGqEKD^|>zGiSnt z2`w!x6%`dZIXMXl2_YdN9v&VxHZ}$Z1}Z8l5)u+TJUl>6uOd&+15%77L4Lsu4$p3+ z0Xb(pT^vIy<|G5PJxFq3lHr*XaE*nHZ5j)kOhYHX%LeHOliC@X+Zf8)7}(mF#dk>j zsApz%Y1qS3=X9%sLHve9g`^mRB_3$OB?qc zhue}8iMuQcCEZOAe2H&tEM#JS{_}6Ww4%~ff$VT2gA>g=uGz~O8i*Jh7}Td+h~Riq zEV98rAt8_9*kPt)d=r@J*z8gZmb{QQc*DlI;qR%+Qw9?o5B|TO-1gOd;kON}3nI@r e7O!8($nbfw()Al}YJGwJV(@hJb6Mw<&;$VQA9eNs literal 0 HcmV?d00001 diff --git a/img681.png b/img681.png new file mode 100644 index 0000000000000000000000000000000000000000..2b22dbb1718f16326278cb666e8e57c927ed58e5 GIT binary patch literal 1561 zcmah}dpy$%6#tn#DtaoEvQk!rsdVqOS{`YXDJI6Iaf=dDn=y1#UNw?QGiJt(<*}OU zks5VZieeA3#A;cXVP;)%Q&C;FPxtJ3yXQ^aZF4&P{{%)rACHiCDB+85&?7Y1s1 zpWwavL2oR^AKO;2Jr<9WnWKWGD%HWKIyk5i(mXmdnOWB6x`gkjnn+8Pzf~R`u#c}P@{H7m>>r9<)eGxAjw;8Zx3TY2Vq3`Ia_;7-vj(tdvW{q@D=tgsbuE-&(;}=e6)bj{Sjfcn z9GJAftHn>x>?dzn!Pi)4`SAuYQl#>#C>X`p2hT%)p!Dr7o&5y}gS2>v;M+h#Z>dsw z*`9hWFYH6hL!yw1)tWvU-XcCEmQd?j2btXJTb;Ua;`n*4;nD@qS~o{1OdrUC7yn?x zLiq1L;s6*9XROvvo*S}wVW!>lp{cN(pt%zsnSxRTBO>4T%Q#)nhd-ZlY^v)n+?$uZ zr?T&+)?XdGGPn0tgOh_`DmO|&t|9G?W=uJMk+bDzj6Li_=}9F464sv`wT(9F;q=$< zG=UundjD)Ku$V&EinKOQ=3Z5W7Wz9thnh1k;CflmTT29nqIDAF12^{(sYU^bJrlYj z2n8~^$iGqgzU15skKtmlY$N+x6654qBx2Ll{UWv0mTB%3JePmT9Z&G)1Up!h&}_Pm zHE9(dWdnuKGx-`X=j3HugWiE1#7`jNE?grWlNj9 z@sdJqwa_tO{Oa(e^ZH0R-LkEI3p?L+!sPhM`0?}PF-uv^-s=UlaGn`gy#~YNhux|^ zjXkBxtgYtdatiA~s&Wv?_adz7Aq)LoeN{o;B9W)w_cB$+x;l_e^MK}90f1)D*^(z^ zXX4=r)1eLP1=18DVLCc7&b_Pa%=X_9bq=J#7 zNV*0tUTQim+@5lrRD><3oBIqp z2I&4fhD^LeV&~J5NZ%TB0T$t3Kw|t~(z8$H)!xeFW?}k|GLo|z{Ahl=aB}*=j+>OZ z!qbmh;Haw(mt;2jQY$>Kl0c=QlrvuO=~#>__; zM}Z!2WXNrs%3|d83xS}6|DBj#AU1Dz@QzAXCeB)xKlhqktE3*A|JQ)$ev~`U6`%4q D@T&q` literal 0 HcmV?d00001 diff --git a/img682.png b/img682.png new file mode 100644 index 0000000000000000000000000000000000000000..babe3fb36efadde4ecc4310c5dd6f69abaa5ae63 GIT binary patch literal 268 zcmeAS@N?(olHy`uVBq!ia0vp^vOuiB!py+Hm>m~)6UfmG@Ck9t1$HmMoX*)hN zGy!K2s!rgT$Hi zlpBW{&ZH;AGCYz`n9%%TXWu++hD~ekn=YEsu5eIig8Pnp7f+abFfa%?YSgb_nUx51 O7=x#)pUXO@geCxPS6mbT literal 0 HcmV?d00001 diff --git a/img683.png b/img683.png new file mode 100644 index 0000000000000000000000000000000000000000..41ff1f5599a1e2c06bcd25a0623db376e2e27e15 GIT binary patch literal 236 zcmeAS@N?(olHy`uVBq!ia0vp^vOuiB!py+Hm>m~)6UfmD@Ck9K3F6O=COlx3Ob7~MIF%}VVC@u+g2qPSH*2`l70>NHz`bOqg;_%;8zaa3 z<&KPp*ncy&E@Nb1YZfm`_;5%-;EJDJ=0RHR400001 zbW%=J06^y0W&i*IB}qg+PheL7k{7V*Mg|-c zz|;Z;26hJC4-EgorbDE#SwR%w2P3GP)`0{9kfk{p41m@dJOKKS11iK#u2nPzz_8yB zWAkQ%1eif$P`?#(GJ{yA21sH730%AkVBXg@0e%L)|Njp#unB;rDg+olJZONbGh_#m z9KiVbFyT8yjL9Gf$zFK);S(EXfb0KNru$oA-bC>&)BpefzXpB=i*a6HHDJK13YeNY z8Q2Sagh8CW31I1S9`75_LoO4}VvcJ7sbc0zV7`E+%0_?*rl^7G8`vyc23{kuDqy_+ z|NjTbuohrYhbZ!VZ@_l`2T0X22A<0(X7T(7B?ASp literal 0 HcmV?d00001 diff --git a/img685.png b/img685.png new file mode 100644 index 0000000000000000000000000000000000000000..05c23c3658ba38b6733415695306f6686b22844d GIT binary patch literal 344 zcmV-e0jK_nP)RHR400001 zbW%=J06^y0W&i*H)=5M`RCt_YV1NRC1_bzU0LEfxVwiq`fx+Mc0|wwVU|?`qz!1Q| z{{h4;P~gE-g9hAz_yIQq11BRy3nv3NK|KUO2`h|M3o@Lap_r3_ApwXu83GbG3KlT1 z|Nq3mCIC{v$FP9GkR8JMz+@0asnxhZ-T{XH4QOKQ*$jz5iu3$$j{W}_nEwC&|CPa+ zZ9@S_ZY2XlF9QPy14Ab;NEq@!Ze{+&!0-(umx(ZfYXbutC>m@8nBZde1`K>a&sqyG qsKbQ(|2@{fe~p0$XvG0MjsyVc2`|_;430Da0000RHR400001 zbW%=J06^y0W&i*JQAtEWRCt{2RXuCmKoA{CcPE{EcPnrg2oa=6X{AUJ67Ur%T{uO0 zxeRHpN~(YgV@MG!NEZUpF9^;*kPCx5%S~$k0}G4;#!l9=ACgw9y}Q^DSAMXgnYT0h zw9;w>uoSdQCG)dw95D>Qf^zxNEjVAW!ueLhjE5P34_6T5H4H(RXLWLpV{}6S4SOAi z3(v^k@cBAAho}$V%RLxoxElmBv3MSYix;`PB{a4z)*w)z{cK+QuJKFRqjiC1{7y!p zn)a332Pe=UKvwVoJpk_`Y{vdrB=wmg%%nK}1Q@4|4^F^#c1nLs58$b*u1zSdA2l&N za}9%95VHjCM#4P_d|Z2R!)6m9VAO)1A6VyT3&IFJ3;T@7DXGIH!LV_ zAu`s9HA?B5M^UMB;%2tJ*qj3I@rKpd#-wxZdD9)R63M(iW1ThuFNF`i{fN!W*2_7L z^5LqMBH<-Q z1J?=b%(lqOpw(eZg>im@J!_TfTr0%3MzNI|L|z2&L>0*u=1A1EMB1Dl3am_FmtHm^ zBg(pJ12@u{rqo0lVK>d!_&a~~&nqp07cQE07ft>bTm$r-uRR<|3A+FQ002ovPDHLk FV1lHAIqU!c literal 0 HcmV?d00001 diff --git a/img687.png b/img687.png new file mode 100644 index 0000000000000000000000000000000000000000..4d785623a7f635484c534c4e18e01b1a60c1b6bc GIT binary patch literal 430 zcmV;f0a5;mP)T0{{R4Ia6dJ0000mP)t-sv$M0P zsHmKroRE-^goK26czA4VY+ztuR8&+*NJu<9JTNdYBqSsl7#Iu;3;+NC>RHR400001 zbW%=J06^y0W&i*IEJ;K`RCt_YU_b%<{0un3hxZH&3D~9BnHU&2fHd=*4?xlYBB-E% z+bmSDfq}t+fq@IiD&YU8z`*~3{|`u*5kwR~O)(|bFwy|yPX>ku+$chB#AjB`XDO|%znTK{Dwz41KR{-Nv;hHY!~n- zXFkZFfFx;ez`zG`6EHIX!2xvT%o`b)kTQt>zsLIbuOS=W|Nl3V^7H@y|6w2oaAOez Y0QS{O`(xoGB>(^b07*qoM6N<$f?kKTegFUf literal 0 HcmV?d00001 diff --git a/img688.png b/img688.png new file mode 100644 index 0000000000000000000000000000000000000000..581a9727409679907c1324fac07a59f6c2fe1b88 GIT binary patch literal 6027 zcmV;67j)=}P)G7Jkwo~x1XhaFXq|{3uu4o?6U7#(B#ue; z;eF#`f}}1u|GygRA2#q^5GBnUCyehG1hD3>Obh85_wy*bOWvCQZ3#-QsrX3@U|^-{ zHy^$1r6?q6=(F?V5oRQy5L*!T#DPY{Ah$U0Y>r-tq31YZL%mP_0a z93QAR@9jv%V8jHC&7Pn@U3P)^497cbjaw%b9hJD(Ai64aqw!RdH0!t~hr)~@&Bhr> zWR{GL8m$8p7?TdtDRj z79A(@$)%xZGZWd9{LGqmUf;96B}E6)SJu9Fir{7Wd+XC7HHlb7{RA$;WYSKF(yl*Y+$-sF-}vPAiJJ225)_B;$lsZuzuHC$)S8l5{RL z%LInu$Znldzpl_VPU)@3LdP*#Y9i!lPPVzn!q0;+BmhzqA%{t3?9^Ey;hyToJ$-FnVfzd$~vbMIW|~79(ux zH#4`mKt2~U^=vui_n7mWJI?%F`axULvw1O*<`OWs)r6^W!kZ|w*w*$r5q?rr?8OkT zoP0K`2|$?SW><@19~@$Wi&7=IcS@to!jhu4MpmJcSwoz-R^dEe)rX6E8ylWQhIv$M z4-cGsmM*TizVogRMPeFp3b9|AzzKf=Q&=dY%+_|I4uWYtn5L4hQ3vwK=06qo$_mmN~F6|V5LaF&x4z@y{F!z;!VjGYW3if&6{F=2eVFV zUFQoz>$R0a3)1{g?rWC$ALJbm0njh)jIl0swzRJx_Ye?p4`M&p>!ZAJe9ik-Io1da zm_8hR1Z{t>^{kp~RKgakLY`&SGTCuOk0eFHDuFdxSL0b_e7MikVtJT}YGt3HeqGYq zzcaTK({_u-JWZ?9vJ2D@Y@N}v)tbu0l7ik>yp5elD7)#i0e+1#OL z3C`c_o4ff6-nPX#mTk{tD&naG0`VSRx(2|$uUq$Q&BpYjb)SwsOJQ`5wt@ECNUfng z|5R(Rn8v73DSEe0%3Wltrg?RE`t+RPBr-t~_AOC3BiokST4X|M;ZyPUayr0HWU>>t zfIi;tFw{w5Au>T3t=AxJa=kd-8!^1jw(zM;WK#ouBw3ei?UFqLQ}( zgVZ;4izzXH4sg-9iOiMhN3t#uBEOZO*weH7LKoruU}wHzmvF(-4w&550YCoKwy>=XkuIh#O}T;fY8@3N$puy zKXCgs3b9}#mnLb7#4b|E${iGSDO~1E3|Irb({yoi0^HFrS&s&!31BO=BzW&6Z-zBs zgMB=>{DHeZdvLrMKrwx=lbY2f^pF>d*Vu6^;UhKbE3-RsK`r0;kyMuzQ4b<07j1TE(SvaUS}9%L4Yz`;+QNTgwj(q6q~dEjv8_B zcnG{tKB0fH&T3r=a8+lCapphEZ$k`fC9Y=UvG6~bW5gn(Y z(mZ^H*TJ7>yekg;;Dub!)XeCo@>PCR`yA`E`=<*Pr)hm%TG!_v-)v0o$j?02__~ zMy$3&j{^bQ-+ur_#$^{GKLO|1d}D-pf3yqWE9M}E-Tvqd{n_{p_=%r`pX-o%xS7$Z z76_v*Urc0dE)J9gww}Bbn5ff|y6OUs>6 zbz5x8wpc>Rag1F1qLVZMiWoG=)QmVa>nUhyCh(fa>(>}OgF|18M zB$^c*hwo+(`pb-544PZX4vL(*Ju4~4ZC&SD1H}NV#~}I1I^VMc5u{)f665GRtg=# zXYYvM@kL2w3EdjlB*25hLmL?W@Xsjwqh z(S)aYFaYLc@DtcpaaLWP+7qnVTb%*qkOH+{x>ADkwK-Tu`h#*KNttC=*ha2Hm$l-$Q5p^HiFv6JX& zf;6?;xW|}eMFEJj3ljv1iQwTXla}`sp=ctnAgRIHknYYgq#?$G6Cc$`6Tp_{=DXrb zFo3l~Z2vo+v)Od#@yIZu>tIDQ#GF27f&qL0b}#|Hf_`qlIbV)4??1H~t%W^KK5zTl z05tvtI+^YsT#b;|jrD>B%{2*q2u74u6UVKN=K6**f9H_2+N0z4Chni=VIrfZeD^#F zMtq-;-4N(OaJf*8u?DGcJ=KiH$Vql2IM2$+4r`Qi%v{FZ2Bb9eX9KwrTxMllZmA`9 zg-{4tYv^2dF%W>gGAkqZXtm(mgl=}^G(%(nPEIiczA<2MvjMcUA-OqhSH;RK9mrIy zu^S$(b~uKdW&+bp#EZ`v0PJHo|L=DI&xgQP{-YHVJHLC)_PjQWl>lU-*6qh`ZN|WR zv?6gVHEDI4OA}Fh_ec~q$C+{-sggL%z~xBGD6gDgO;G@~L5Zcusr(lfG!tJ|o(1jr z4&0+I7I~L7DfA!{xTv6IEun~Lwn9NNfLvBy)R4_Z>Uo8$O*SD`Tv|61ioK`4ZX$f4 zs{#-u|0I!FuaHQuj^jA_5V2FIwe#cf5&$Y&6tLwiX4L`-TBs~;T7$TV+$34^GJ2D2 zu*b|MYfy<+YPTELc`k|}kgOHhn`HBt$2>z{ZEa++SWCOu<%Ii}NnlTsZC3yGB6CHM zi~_gnVR5P$0<^mwE3ooL!;&Np+sFK7aMnH{#_VDTiRw6(1~OOjJ1ywd*p`FC{Mbe} z91^S2U@gPBV>F9 zC<@GkK%y0cIh&pVxIYHiU=Fa?Z(!pqfDL-H%Ps27cV9MlAJl%o?3kCcr)WdcQfp2Z&^)(b;Azl4>L-&?|6@!CN0=5CPYO^H%`FEA-!h zg8?>Po;DOULW~J(fiUZ_d{5|wau4I+G5oL)9n3ppdp~8Ls?RW)8&0(j#WD~6G7dn0 z36@ufg$N80PwH4*v=$vRB6rdLLAimxSbjaBzu#CapX0wD|L3@U{Ga3Y(dC%e7~N8Q zZa8cHLi5}W#~HiQy^-Pv#TMGX2rYA5dFX7BHP!g?{yenDaaGLF17#s|`~^g}!?CRV zq7OPP+1MK5a~!0a=#7$({FPiq?W2bLNh|bbU1L+NrUA~b9cX1pWHp&Zv@>V z0zxWV~>ywIDR`EK3%qZ(2hI&{l^qeaX8X?%ynm%`j2kOXdS>;kK+t=F*d02 z2ID-NPOR86#gpSmIvj)J4i29Pgzp(F%Qq7h(!_i=-ZJ51kDU*O=m@Ktso|l=t1#B_ zC_{p)s>kjeuNK8g<;a&8SXu#ioG`UI6mvT#QY87l@ztZ*bzTvd;-Kw{;=r3vFIJCc zM~)+Fu{X!ky+8bkFRMhe8^^H?g&)Vt%~jk)d6j66eK5A;-QD}s?p~{{Mph>N=fZLP z;m*0Dj%o2DEcsT0W(SU2Slu~sY*RnA=~G?-nw{ouOPsY?7N~8OcVKz3?Kolxaag-B zti2w$F)_B(V}}aB3I|a%Z7u?d=kp(V81~i}hF#u%5L>tqtV9HDmc(H#!?1ys3Ibu& zV-JEgp3Wd`raTVI09;S9AmQTM?8tl~pe@JkxHI(}`)RN~`@)~*W*pWw3~SGE8v~w( zV}BE2a@hylX4g2ZCC4p!f>a!b*EZO5guA(MQ+$* zmKCAt3~6*-PCab}A+Kf|@7HHmVcGMFB;R)sH{6ZtDEaAR_K(FSZLY4Dy#`5>ByEG{ zyu9D@Z1Vv|j$3wLX!Uq;JTHzFXl*TBksFQXq&62bS-$rDLs~sve{6pMOp{_Il9xw~ z^f2w}gm>bA`+(sHy*aS^^>!wCT3ssH74^afzk5y!#-KJjQ~MC{8K)wdnGkU!u8I6&`yeg9ZLMPDaYI5z#@}vmgaaz^wnlm*0Qh6Ia({VSHbF3C>_m;y$bP2 zCNNyjF4v`Bs&ceeYtN1C(OU|mQQvdJ5o<@X+Ka?p{d{}ln$WUhd&lh0H z`>BFYt($oJ7NmdJJ~w^m-w+PJ>IFa*daB0#{fq$WUEYJM!!_ z+1^a#SV~!ou)49K21CcOMb{q1^Oiw!*m+G1@}rx>ks7mR6E`!FV;S~1{H)Coi=lJ+ z>#c>el_=5uxEJF*Q~v`Mw1E|U6xCnu&Pk4RW~`?&oA#tDmMDQFb-t%4UWCAdWkY~a zkv~fVL}!)LbzR$5oZORlH9@>-VW+)PA14m zj(+qQH%*?Np?7ojhEsDv6;HHuPP!$}W?PXVvXJ#KNV&zoEwq%2#ZV9wun?>kAuW3u zTJFBZe77vF=EZd3b#E!|CYDxb?b6(mtq`F&*HjYw2hi<`cQ``t=4>8TYDJ5VI4)pN z7bjtcqoqaY+|Y4uteDmAOVZ-uWxgLQO-ERv{9_}gXW8FJU+$ic9`XJ%Tdq8|u;ln+ zVsT)XRiglWEVX`uO<>~>q1cY&_p>=B!28wP?#n(#{eM4>Col8<-WTBg;ib1X!sdTP zBTTPmrw`cMUq{(!IKuttY4fyyJl{Wjy_zfbB--Q0^x+$}0dmgoTL$d+jxm7nbDjR( z$>;0itNp`^$==a=IrtPMDKEDc2l+?itNlZO&_CLF@2%fG-EZJz^J~$VY?6Z`R9IUs z9OEGCKo7tj{aRofzzjWLQ*5<`b-ob*{Mf<9I{w)^o(^)h7>KNDW&FF(_Io#fF2#0w zJeUJO@BBM@j|4`z8NC486YTvnewtwS1*~jz^E5*5aX7->UeRd(Yz_eb?f@8$IKO~p zaBX^a`f2(SYG0Oz;Q8@z1Ypmm3`agOa5kZRHR400001 zbW%=J06^y0W&i*IGD$>1RCt_YV1R)I4PdH)0WV;JG58t&vn1eGiva9kG62f^kj(R+ zVI@Q}(MDhcJYdoQh#i0q=U`#v2MZjy0JKnmfnh@iGbb-tM1)UT1*8VaF+jjbiQU8j z4h#_mFnNK2fej{d0Zb+^fC7kvkCFXB!3U7z#5urnKriugKls4^|1U2WNZkhp4n<~; zj{*mPY+l}yi3{K{2BQ&x1-CPX8YqLanEoq(X$dqH91RF|C6rzOBKn^(aQtgvUjO$4 zzX42v^^Zraz!Y+Tfx!#N;}rmfG%wc;2Lpb%aRuxXQh{m90hH8%N)$j!__!F@AHbFH zGw>-tV3+_3cyLPW`@z8Ru7Q939|LX&s1mkcIZyMS)n5fNi&34+v;o79EDmS_917@4 e3NSPc0{{S$i#&n1$@4-00000RHR400001 zbW%=J06^y0W&i*I07*naRCt_YV88;dGkjoZKo%%q;AhYWV(fqeO7k!?fV6QVWE!xj z#sCTo84O+w416D0fSeBu@~j|T9~gne0X7bS1$;mbNQMPwl>jk@5&}%foC6FC7$z_< zbTK3VIROj-tRFz4tRRAo5hw=)ydZ*|&ALidp20o~11t0>Xu7Mg3 zr4+CyFmRm*I*H?d1BlCVfI$Kx(E-F28yFa(3m|-;pBI1`pMjwh@`1s`j{z>>1!J%? zJYf~sj*#GoF;p2=B(OX{NbrCeTNpIn2c)w9zsJDw4&;RY8yJeg650p{WMF0Q* literal 0 HcmV?d00001 diff --git a/img690.png b/img690.png new file mode 100644 index 0000000000000000000000000000000000000000..5a1e52e325a321781c6b3812c5db82cafc2914b4 GIT binary patch literal 428 zcmV;d0aN~oP)RHR400001 zbW%=J06^y0W&i*IDoI2^RCt_YV1NKtFv-S13}9zq;099v8CE6`R;++vaxri)@O@z5 z|LcYj;~>gLB)|j22S5yFAZB4;;A7`!EQHALGB6Y{GBEH9@-r|vfJ7J_9&U1Af$1!O zF$74plXTF4F2DpPfi7f7fQs;fNl=Ib!=8~}fS;cqBp_JO0G4C>%m5NO|Np~<1wdh- z949YO1mt~&3)elR;30=41RZcXV`u=T4G_8vA@W}VOiQ3D4n{01<2>mQF;1;A;?3&>mB!ps0nieLyctblz&DuV$i^!UN%)In4zz*X=w@F_oF zm;ee^P(1wlf4KKQ$NdNIZ*V(6Rj~cad7A&M{wk1JjMYm>fW-lo&!K>>q5xfBXafK? WOF6e+q1%f90000ewWHFeuH4V3Lqvk(khEBVeBM0BB&^0~Vv7{0d8UII#Tx z&%aqhNWzR^CMQoltHeEZ0|N;o!w2klczDwrru_SVU_KAu83k#JpEG7i@Hi9+TVz>E z{AZT5DF`;(;4EqL-(J8#lBI@8Vg^@0YlWnQg@oP)JBI3NL+0l!eC=inLV0+mCEVX+ zw81ywLHeGI1BwR{xW2G+Y>;iq@NJYnv}YpYBY_%=0000mP)t-sv$M0P zsHmKroRE-^goK26czA4VY+ztuR8&+*NJu<9JTNdYBqSsl7#Iu;3;+NC>RHR400001 zbW%=J06^y0W&i*H!%0LzRCt_YU;u#+8VvjlQ1Bbbg|UGQ0R~jS)DpnJ(C`PuWQK_F zA7H=){QrS^ITx@naD#XWAd!m=eBXeyArltmNPr8$+`z~KG+X~a&_?+Q2@D26i#d7z ze|Vr!0JeGp5Vv1okO$ht12&WsqKh4F0MGvq45R^{00wnz;=Dk+87{Cs0I}H@GjL7- zi*h)$fi1NJhY~9T8$_6apYftWBLjme*y9WgYzGkru{pq*%o`aHPDQYoE;Fzm!f*fp XKZ_=FemjFS00000NkvXXu0mjfrYCZ< literal 0 HcmV?d00001 diff --git a/img693.png b/img693.png new file mode 100644 index 0000000000000000000000000000000000000000..08a66edde248d3c175f973b43e10b748ade454fe GIT binary patch literal 259 zcmeAS@N?(olHy`uVBq!ia0vp^Vn8g&!py+H7&D_#4ahMF@Ck9A+4p0iNx zHVd0wn{Ptowq_n4nfvdX?ws8-u~Bwa`%5F{*NO(*3{j#Y@BO_ZtAUPT@O1TaS?83{ F1OQi{RgM4v literal 0 HcmV?d00001 diff --git a/img694.png b/img694.png new file mode 100644 index 0000000000000000000000000000000000000000..51c5ff25ceef9e3fe9097d4476b29e2447181bd9 GIT binary patch literal 270 zcmeAS@N?(olHy`uVBq!ia0vp^3P3E#!py+HXj$4E3FH_A_=LD_-n@CmiWPI_%$YD@ zLQ6|aMMXtUPEJBXLP$u6hlhuajg5hUfr^TXgoFeS4-Zh&tH{&yfD~g%kY6x^!?PP{ zKu(XRi(^Q|oa6)s<~oj}2R|_SY&J09Fi>F7W_D(7W@a{yc*@9@a^U}e<|$Jdl=O@Z zB#aCnusbk+`OnTEDc*3bi0LKUgln7*e*`l$`F(z~m2sS9-rnePU@e2n4RPZFKZat- z=j&U3wB|BhIP?EM{|CbyChrZhEm;qK)QLaIe%8zL=EO6D*t7)OmIq7>esa=BF0yiJ Q0o}#m>FVdQ&MBb@0MtBMNdN!< literal 0 HcmV?d00001 diff --git a/img695.png b/img695.png new file mode 100644 index 0000000000000000000000000000000000000000..08a66edde248d3c175f973b43e10b748ade454fe GIT binary patch literal 259 zcmeAS@N?(olHy`uVBq!ia0vp^Vn8g&!py+H7&D_#4ahMF@Ck9A+4p0iNx zHVd0wn{Ptowq_n4nfvdX?ws8-u~Bwa`%5F{*NO(*3{j#Y@BO_ZtAUPT@O1TaS?83{ F1OQi{RgM4v literal 0 HcmV?d00001 diff --git a/img696.png b/img696.png new file mode 100644 index 0000000000000000000000000000000000000000..9e5d917f7d5da9ec803706477097c4f6366a98d2 GIT binary patch literal 766 zcmVRHR400001 zbW%=J06^y0W&i*Jd`Uz>RCt{2RlSbWKoI_7C$W8(WGz99&Vqu1;@nW2K*Gh9NaP8S zDe3Y8NIrDpr$91KKw3H@(GvHH$S`U znK5t?Eno)NT`<;^(=8Cmu}Lc0%nZ z0#okA>DTF~IRXhyCaJJN7YqA|UE^Z^F&jsnxi}0VmIS6@1L!$Q-E@1ItC{p8z&OWh zks22eVS~ayf_^sHt0FWQxO%Q;Nv$==5$@-Lw$pFYw-hCC5Qm~1bi%Y~GGSTlm@kl6 zbn64lk0)NwR0J)CToAs<&d|vm(8I={Pv514cs{~`Ds!0~L{N4_u=sa?^I2ASu^b;M zYh;U*aM8(5tfk*Nf2Mq{Clg3L?JT3#T6m-3l`ew9-3WxGQdBjYUa6F7q{_{I{7uw9 z0XHwm?sp5K4Hi|PW)`*aP#3jDB8(c7ODtBjGyG+LSnBj4=Un|PPVG>ny!o2SDTG1t zb31q@tKi7hEF_~_5M7JJ`YrG(7dwKjstL1eS8ziA6)L%mon5* wi(V>lt6ZFviv^Ci_6RHR400001 zbW%=J06^y0W&i*H+et)0RCt_YV88_yU<&d7bz|UQ!>I!aa6Vw*{{ZI+5TgYG41k!8 zg9pMnaG?Q2aY1+@44zU93CxU0wh(VF@c?1y1t4Z+af9*_fLMWnAIxSHXJB9lh7c{K=!BN0Ifh~ZUfrWv=0?1`gfXnbR@G0{F1B3&dz}OO);WBK$a-OpN vOaB|dzzIw*@BjbC;>J{*u5Tdh!2t&V<{lx7|B=@t00000NkvXXu0mjfU50{F literal 0 HcmV?d00001 diff --git a/img698.png b/img698.png new file mode 100644 index 0000000000000000000000000000000000000000..e2a6a0250a6e8b72fef39aaeaa9cb23b42bb2c86 GIT binary patch literal 468 zcmV;_0W1EAP)T0{{R4Ia6dJ0000mP)t-sv$M0P zsHmKroRE-^goK26czA4VY+ztuR8&+*NJu<9JTNdYBqSsl7#Iu;3;+NC>RHR400001 zbW%=J06^y0W&i*IQb|NXRCt`tQ#($>KoEWYU^Y0xmS|{@-BFT;f-VO@!Y7DaZ~z~{ z1tP6!DNv3OZV(FUI5*%1aYL%0WoEsO9S4I%15aAdym`-S&yEdf%xLvFagd<}uKS4F z!0Iftu-iy^|0bJOg$YZ!ACOw5shZp0xZXGZx3zEUsC2Sh*awu_?{pQ>w+#r&KK zy{Q8W2M#7Vf;qgMv&QX=?F5{gn(+E zh}^u(?AQqYjC=lvt`Iu$IW+_Y<6r}8D-PURC%pHSo2a}?qL0000< KMNUMnLSTY%I?9Ux literal 0 HcmV?d00001 diff --git a/img699.png b/img699.png new file mode 100644 index 0000000000000000000000000000000000000000..893e4715d2da7ae193c331a3c4122cb06a260b2a GIT binary patch literal 1263 zcmVRHR400001 zbW%=J06^y0W&i*LZAnByRCt{2SWSx@MHqg1`g3Nxr#q(@J=mf*FMafbKrcu@(b$4_ z`;zEENJAhHkZc=07f2hWQ(&(&@so6iL%*`CND<|5~l-L#Ht01ySWgdn53=1uMRNA#*9S%XlRk0 zT-Z^2Y;{IR_8{#J1e=e+f}llhPE$>MA-UyPOKvghnJCt%9 zs`H%>XRO(?j4Ig)-m9YCg~m+tgOdT}3R^oV0u0)NJf8(u=uFAc3PkH!1bbkN$47Pw zm|C0Wcrv0iLaC)J9Fa1{Rh1$X`H80%ZzNJnD-g-(4$o3^!S@vCfafPBa!gr>oQ67+ z!Ff)1_JZk8U&rNL3sG}$dC`ypFx>GoFL+*->e_q`a5ac-oN)2_)2%?X{(woz9T+!@ z@~#PcXf%UuHT@PP?`>xel-$+MLE00j3NmT7cA8aIhc{`QNW?8)YXwvbW;|M!d|GLyx22}`cqJ8-*w7jo0*#0kiSK~+y=E|IoQ#f^)ar#pV^_r^ZNL!bA zs&rwL?P1H%!zy}5u-hjW@=cy<40;3A3j z5=J4zaef0{sdl#5)`OiKtLUmm&w&~6d&v?9=s2*e)B9Xmq1zD=P7C@QQiH(@_?5*Q z-HRi7ha@^3ZB9n7PMwd|B`E(yphJv?OHqK()(eE%SU_3*=Aa8q2ew(FT| z!rAx>cvyXVy}EulKFC+mRgFalxNv{#$E6O?ap3ICcJGn0qz`E#cdNez{i4)(5enMP z&tWA^<+b{=jUHCfI~tGdU>Q{9bCPbvO8Zq+!3kxx`7XRHI#^C$&^U?%RXLaRY#H^* Z!oQ`^fiWnb^$-96002ovPDHLkV1lGhTW$r{DK)Ap4~_Ta@;&! z978JRBqt<10BX}RHR400001 zbW%=J06^y0W&i*IYDq*vRCt`_Q?X9NFc5uBQ=EoE@(C=UN(?ac11iLfGB6-9UQY$!t~25PBuWqfr~oIs#VNbscd-Mu@Xox2#A;sGUi zGD?)ifdDcXqlZA2=M>@PyoMG=hK%SaU1$w`DSuFJCM@Ah3t>*U-H9;-r(=N=lTwj8 z#t5*W*O+0$`25^QVght`H& zzHX1F#5?20s2KNB%kil2c20Z1Zmy-022B|0_O_406+7r`OSHC7$TzP+(*NQ;3OmR! zsD<~%d^2#pw18V~2bXcf-Q+`lOvW9W!#3vaSaTR1F!c=YHDf%bdSL5huA&@=Id9Xb ii!V0VU^C|ZXS@M|Oie`HcQ)<-0000RHR400001 zbW%=J06^y0W&i*Is7XXYRCt`-Q@u*WKoI_7{x;D|qTN-VSlYx+5a9~36MTd;XC;_Q zxXPdw7UItXhmmk(>4u_Y6@r_=K@8Q(r**`3zSl60Dfu&k=UN#q5xG{5${;f z=qeW)McE8VLRE*%lJvUIOP=%*LKRhO{O8%@X;>{Jz9-^cht0_B#es4X)^1hkM!rw9 zPC5gfqIWIlSLOakNM}#^4c*I(v7`hPQEdBC&~r~fspa_lU8@Q{NfB1XpmiV<|L75{ z9mwY&F`7{66(TIQ?&&g@2uo1HKK>T<4l!ydn0IBDhNA)(W#;S0z(ST_j7CC;Xt_?_ zLW%P&6MCIobw1BFtXXO>Y6?&0*L7ee$pvuO0(%bZ^LH1Q*nHf+f%dxb0E6yrByS?E s5t!?RHR400001 zbW%=J06^y0W&i*JFG)l}RCt{2R56RxKotIVlS^{DcbOEzX_tR+u@gZ|VI_$1AEffi z4G0HXXbuD$U1Mu=sRRpQ@ef?UUZaJbT-3trcC=9NF!8{voV)`c|uFs|fM%S~KKw;~~5hhTym) zqGmQw_mWbOB?taaj=>y%ie@J1;VDQ?rWO}=x@`QUK|8KK55vBK5zRHR400001 zbW%=J06^y0W&i*OJ4r-ARCt{2T+MDAMGzjxaj;{Y&IKt*5#|LTxgw+x4qS1LT);d5 z;RTS)jhne~gd-P-c>uI|0tgZu5fTT)&5aZ(mW@-)%@&{`V5#-Am?)L{RuA`nJ#PSGK(DuyY-HnC z3|-H_{m8V1(6!dT?qrPjhgCOjMa%v&Qoz8A7N3X!llH<|r|&?Jm|%m8>q`!8ExJDO zH`#%O#CeiPVb$+VCq^p#_~=KB0l7o?1^5$YL#UVBrrrmjt3*jWwvW zzVghpa6I%S;`bq1$$bM?LqM`?{a1+3QpWQ-b#>(MN%G}twD-V$t>DXU--?^@Lwos| z+KySEd<6@=W!#je{QlpqXIE(b`9U_yodf$-)#Yq17nD{WW_IUleEA|$-nZE)|3q;T zmEdKD%$=!$g zy0Wek$-A=6u!RSjoLB@Qcwj(+BSz%aCJynuikCKgmE?%}6|7Xvn~eA3m^zYboS<6h z;goPSWra8{3#{T$euMD)l%1G|=gozbG$;&3W#|RYdd4csKkQp+@z@gDMj>4%1kZh{VR!;Xu zAFZjOW2~m5L2JD1>qD5f+ZxiUFn;af@)azC^FNRx-#H~@HTKGh{piUJyYtD-Y?S7f zEj}m%+IRCAYF@Gb+^S;ae3Tof_R-AHoxd}>lQe0tOI+e2V}m};PPvwU0N%~cSgn8L z-&AEUcK!8MFoP?gk^cXlih_Is4k$3#>anfw-oC{YSUf&gW& ztc-*~cPyq1WZ6V1O6s68l++12Q{EsC)oV)Dju4cG$7lwm>>6WSb|HJNuG9xQ`&6x$4PBWz)ePN$LqW@~ScN zU6iY3vWX)^26loP-y-pnPp(;gi2dLeH(m#Y@7eVJpM~AG!X7eacBXJ7SbImXe!7a} zkD77?si##OF;scf5Q=+x;3DjH7Q65X4~I~~KJeNg%6&QjdhQINgvh`5Tf8&7+eds* zi~D~-$)R-$NX;ly0JCs*G>#cjOy7%h8}F5a^*3*x)6?Spa>m#vIvd+6AB*f36&pX( z$$YUnY>#vWsBC;#O?t=l``Lp>M347QH_^~LBIfOJZDOADQQJ6s{`uH;#Bfpi_0(}` zV;)@EmJWF1hBm{@zljo$0^^Y8Qs+gY9qxlu}^1|@x;}CX2Lis!3-m< P00000NkvXXu0mjfk)y>o literal 0 HcmV?d00001 diff --git a/img703.png b/img703.png new file mode 100644 index 0000000000000000000000000000000000000000..2101027c432083b6d03a93da710abe06acce014a GIT binary patch literal 242 zcmeAS@N?(olHy`uVBq!ia0vp^VnEEt!py+HxK83=29RSA;1lAydGqEKD^|>zGiSnt z2`w!x6%`dZIXMXl2_YdN9v&VxHZ}$Z1}Z8l5)u+TJUl>6uOd&+15%77L4Lsu4$p3+ z0XYSpE{-7;bCMGrn0vVR0;VxCJD+83yWXd9DaPT*$zzAw*734bD2fF1H8(nLU^ugL zLqlU@>Z2y^>l-tHHvL-P@F0ZAa5V$-VMeys^8F2OLKX8}^Zoz-`U3|7&K%gY-=9$@ z>{!BqbI%y2WG7^#uVCR`%2+%17`w>hq=X*_KAd3CI0977HjP&yS{Sj=|H_&t;ucLK6UGUvzx{ literal 0 HcmV?d00001 diff --git a/img705.png b/img705.png new file mode 100644 index 0000000000000000000000000000000000000000..db271f4e87044837f628ab2ae8ce7583e8b5b761 GIT binary patch literal 355 zcmV-p0i6DcP)RHR400001 zbW%=J06^y0W&i*H;Ymb6RCt_YV1R-N4A=o9RzU~e1vu1W1qlo*6Mz&4DSB|5#S5a? z8TkJHKfojyz`!6_z`(#Ktpbt0kif=p;W~;ATwbFpK({1-!2p@d#K5os?0^3M{~0)f z7`PY?TtLWn0p%SM7+5AQfbeC3+C}ghKcs;q5bJ-!Ef4Z6JBVNvU|=|aB*A?D|NjRJ z>;??X`}-7t{8V5dJ0Qs$u(JWV77PsS43!}M1E5h2K>GcEAOIPZ#^(Tv2!;;~k3i9r z|E&Hhvc)VLfYx#XEzMtcE&!M7QVIC3fq?vw0RZe6F*&#cz4!nC002ovPDHLkV1h`L BhIaq} literal 0 HcmV?d00001 diff --git a/img706.png b/img706.png new file mode 100644 index 0000000000000000000000000000000000000000..a88ec728f56a6ca3b56a92f4a919943bd745c6c7 GIT binary patch literal 364 zcmV-y0h9iTP)RHR400001 zbW%=J06^y0W&i*H>PbXFRCt_YU;qIw2I2ur0#H2%2^ttUp>zXWM1U0SU|;}autBH; z7Z~3E|HII#z`y`;iwH!V@d85v%ftoPtfwh}T56P)RHR400001 zbW%=J06^y0W&i*IR!KxbRCt_YV1NQvh7XKTW&<+=CSYv96k|zXVEDkmPypevPgG#| zBJhA=R>6S-SPZ}gSRj-ElnXM9zXQU4?Z?2mfGtEIfq@gq;~>FM!r%jl-~f|cC=zU3 zoNNpX4qzER{ALi4rX%3s0aI*XlA8xf2I@vg+@eM-7dS*4fH4O&fDImxK#%|;SQ)?} z!NR{_LIO;JnUQ7Uf-<0~(kko;>>Lj_IXvJ5Mh?tEsAUf@9cX}Te*+0V8$y6_{&QsR z24tBlSat9)uv|d!Bt9V684Ns_%E5s70;>Q6!vPSJ6_`o`8K5d3-)lf{P(T?&Dlq&V zK+Hyl4{QO<&^-5rK?lJ>25Afi4;UtZqlx4H|Nni!7=~oNB@BFga1IjS`~QDK{@!(y#4>%{-ys70CPCr6tICgeGeFTfPMwxvnYBqaB1pzz+c0*+;dqFpZ=D O0000RHR400001 zbW%=J06^y0W&i*Kc}YY;RCt{2TD@))K@eU?igfuglLm=`0`UUSBN1KzB;#g%}D~#z2gRXW{ zlhYp`u#*=(71hdsgu+A=CZ#O%Eko-6~ zrl94j>1d!8lPNAIv6L}15}Y}dA{fm{pq24FAUI}&AzVA~mkzwk;j(`|e&goKZr5?w za+M!F{uy(X5q02fe&Kk&RI$p}*#8RW%!#L0!M~u67@qhc{lHoNp6QE9X$uREDV}#K zljSju2w&X==cmCA99Vo44|t0|Xq=^hIAG^z5TCj{{>u^nh@Bm_;QqAu7UQD%`sI<= zN63*NKB8bQ0OC4lxdFE~(JlqDGmZp+XJ&l0XnShHX>~}lKQ-X;^Sa891_nKAJ6Io; z#g~sxO}n4xL>J@90gXZf$bo|CMfllPtjCYR`VTVyue1H?XKRnws-6k7`X==t499U^ z0r-{78jU;N*&)6DLx+v%p=$rhF2#KzQc{0U!)kgA%U|D)uBz989nl-ZY@hye(L1Ey z<5^m?c<580|7~w9>kB|xv4T-gR*T{I#4z5G$FyYk$v@%tzsvq_-ktjEQ)=gO-V@Qy z-;?NuCR;du2wnm7{{3pNf*y)P<*#SbYW1zY)jtOP8CKIn6@6!%EX9NM$@;f~exGPK zIoav)YxS+Z)$gQ!RlbGkl_XmI=Jme&M;h02|Hyxv#Hw$4{auGXIVJ&*3PSB)zIqV0 zf0O0ETzuu1)^DZnOG!OsFF)p{0Xg>UE$#jd p7rm1Cn*h$XNN)_&>V5TI_8)E=xFDjLFu?!-002ovPDHLkV1l>p^LGFM literal 0 HcmV?d00001 diff --git a/img709.png b/img709.png new file mode 100644 index 0000000000000000000000000000000000000000..6bc93620d6daaf2f478f9854b97d818afd3cd867 GIT binary patch literal 1614 zcmV-U2C?~xP)RHR400001 zbW%=J06^y0W&i*M%t=H+RCt{2oj-5eMi|D=wt^~k<4gAx%Gjl7#!f}YZtXWn`vsbO z1osnY?^JZ_CZJ=1I(vb-YnRH%WMuIrF#WH z9PSc-^#XT7kKve|G1r`n|Nk-cB3iRGWBw5@>&9Cm8P6K$thFxsH1P*{R~w#`BAWj0 zpgW94&U|7Q7wdNSQT^C9_t`XFd2CCysp+H;>1^Qs9%MUUC%7NqPlxlhdUv|Blh>v} zymh5WL%l#lyy*8Vs<_zHYP8ojX9hX}3IjGm|7k<_Cr7_gtY2o?@OSZgom}|$&mRnb zJ8h#ruQ6V=tF|cKrr722^2ey(>}aRmVRL6v5&4_GwT2cmO)t@ZTRjT^Kme?=6PX;> zn(Kk>ou{8h@nyaAW;(R54kzx}NJ7qk4v>SKpX@!yA(y|et+O+w`C}DlU9>h^pMTIQ zh;l*xt%+mB2WPMVfGX%#RPOyyR1Sm&92OEn#<%gB;`_w>^Kx%Y#!1xkEadp1!*t4lIfEp+}>k-_A!yi^)yI}tIWtK8}VBhQak1mqwGImkh7 z_j33A58K$>`RC+w$@SbsQmz2VK@M_|YgtaX4=C`yWB|HI;F%cYAO|_fZO@{967_|0 z%YF88IOx-hWnU=wv*G8ACvM*HV!Tz!@v-|KQ~VpfG+%&J)T zy_!Vdt4Z{|nq=Rr=hXzcEv)RH9Am-0l3QQ#oR7(}ubgnawHBNC!dyd2ryctYrS$PF z_hgHV9CvNA1NU99a(&So;owqK&K}Cj$>u6Yw{Ioo*nu46ASW*;JT+6;T@K+1d7?P> zB50TF`pRJi=ClHHT7fyOz?@b>Fn3(^e$Wui<%t^zIdl4I(!DD(_lRgTo_%~vhi7g` z1^;POpSgKLQPf-G=G`>2MK~$B^a_yT7840L-n(JxUMB9MSXi zhLFtVfH|$eoK|2?D=?>(u*})guWHPB+o9QwTFrUgi43ok!Q(EIFtdb;#`r82@o1lT zLoR5&p;^#YhpCcsP4?*`mCjqMxk|vCR$xvmFsBum(+bRKMVq;!@lTfztM07LoS|<9 zm0O(p%+;6|q0L;ME`~Q%ch+XE7BHt3n9~Z(X$9uA0&_~SVb2H&*c$)Qm1ZnX*>@p!!ehe)ESaF4^_>vzk`zlm@|87uG6Mr z&cIxi!^k3RPBx)CVvfgjSmrXK9XD5e>-qw++ghLAC^hrZ=PsL4Ri|~P_g$~8cTWc` zw&%<>KTM^h+ccG03ss65wdSgjH|PIJx=<$9X3xxdbKg$XrfTE4=kjystxj*=3?=>- zLXn~3Hw9>*B)6oFH)u9fVlMgYRwrfU94WokR+JXv$`fwiYA69wZmy^M!rYK@;hKA- zxAtwa!=`&eil0u2KG3&R1VB(1?IE@b6N@6oURHR400001 zbW%=J06^y0W&i*Ia7jc#RCt{2RKH8ZKotIR&9A%0rh`i-y9jP}=%$1C2WSQd!NGvI z2LusxNdEw({SP`iICKzPU33$R?$W_k8bQQCdcM0v48>ZMItYHeyuA0_cbB`DmjEfe zS`(uYYd@^WfWE}!guL@sE zdZw}q;=_hWH=!XcE-cTS+;)B)0vtB>QPmlrCNnD(S=gkJgLhep%qUV2mW9f9fxdjz z=l1O$5z$sbz5AC;uM0FqLHRsJ=wLae-J<6f!PCSTu_Zp)6aGPnYid7N#xR;Vc?KV} zbA#?fkon4>p_#o7uo3CPIjgno6U=afh0G^uld`o0^%V+sfV%z2!n``wXkWNhgoAsl zd`1~98sX5z2sOJ@#4L_Ov!|L0g(V2hl_Y^W1zpT!zN_cW^@D9k-T^JJqbK!a$YW8q oaHYMvK41smDWp4I@{dpO22?^(4x}JcdH?_b07*qoM6N<$g0b(?#sB~S literal 0 HcmV?d00001 diff --git a/img710.png b/img710.png new file mode 100644 index 0000000000000000000000000000000000000000..a0cea60a48c9ffb2d93bab102d166a91cedf3b89 GIT binary patch literal 423 zcmV;Y0a*TtP)RHR400001 zbW%=J06^y0W&i*IB}qg+PheL7k{7V*Mg|-c zz|;Z;26hJC4-EgorbDE#SwR%w2P3GP)`0{9kfk{p41m@dJOKKS11iK#u2nPzz_8yB zWAkQ%1eif$P`?#(GJ{yA21sH730%AkVBXg@0e%L)|Njp#unB;rDg+olJZONbGh_#m z9KiVbFyT8yjL9Gf$zFK);S(EXfb0KNru$oA-bC>&)BpefzXpB=i*a6HHDJK13YeNY z8Q2Sagh8CW31I1S9`75_LoO4}VvcJ7sbc0zV7`E+%0_?*rl^7G8`vyc23{kuDqy_+ z|NjTbuohrYhbZ!VZ@_l`2T0X22A<0(X7T(7B?ASp literal 0 HcmV?d00001 diff --git a/img711.png b/img711.png new file mode 100644 index 0000000000000000000000000000000000000000..29be61778b763e52d98c0c85fe2522f80560fadf GIT binary patch literal 982 zcmV;{11bE8P)RHR400001 zbW%=J06^y0W&i*KR7pfZRCt{2S377FK^Xq__Aa;goCO;j$<~5o5e~EnL=dqMJP^fl z(^v^PQiwLPh>t=zQ;SNfU}vmt)_jNm&1R?0XX5y}0PtH5zHJX6_C=eW}9$L+q zToa8zQ9WZ>ys-pPbFJ~0iFW}{L5ZvVRG%mELy#LVLCaM&;J^l-p-W()?9oJdMb!|T zZBY-DZ1z;67n``4P17)3S*OP7{^?Nm0fG4AsALt5`KYBfU~7D?%vT%Osjj~2r}-SC zf-S55kt5{p`aM5RNX9)o358WR6(|e?IKFPm2_J>)@X0okrQYKwBEWT%7Cr4N;Ha>A zwmZA+0vzDKfZAhtBdfM2j&T|2_GqbPbF-Rwe@07gKTMQ^#J2^PUqLcR1*6EMiMeoV zmGaIDXDRDs9-|7)os+(-h9pQw-gp8H`j0lb7D{wJdVknq= z4Pxee4{(4y&h>w5Qhl`#JUThqudNouy?!ChY2sDSku9hotcl; z6dr_|NgVy-O$+ZN#{!SZpKGEn>PvXk?dp^7xEk^WSwMRwS%~bQ>OhBoQ_-hyz*yAE6kW1)-Iv{0`;U>n)e^#7d)8kn}RHR400001 zbW%=J06^y0W&i*Jb4f%&RCt{2RXdB-KomZC+`RT~5)kZ^fS{no#zGL>MFo5JC&XsK zF0F+S#KH$ket_U@?e2oTv9MfjY{bq*f5453FTC7wW-^nRWD^r4R(fEVbIx~OlR0w& z@LTdck8zt^m9y1L#S*~B`|+AqAK+=K#2qgOR#c%qDJn25u>;7ccn|~t$&h-6(VXu# zW3B+WlzF-i90(xx)~6Zd6&|f`Z%PCx_7o8(4j7YDEQ1S2bLG-*jZ}X>P5MogALX7% z@~&)fxWO24FDX95ZE{rFDiZ^!T=Rn1uH2UBE94>n+#W*MGY>UC=3!lgB7kXId7}M1 z`r!t(<3CE9?f@h8sC>TP%bt~cP|2}o$OeaOcs#(1+L~dyK|k zh!~_zN!=NC6P-`ktI?@RAT(Ic%huIv*=mH{w3@;Ya{X)#vcA_uQ^f{9-$1FMe7t*0M&=nl>sz=nLiUT9KqTnXrZNU5+aWoTM+Ug`NRC zs%y$uCp`@OQ0_D6#4*X_9>Wu`Qh|#h(|lVRo*s=V+26&@7~B73!%9%-1+t%ro4z|uIDAbKxidlX4sLdo62$RpH14p^4D{& n6~ER9F%sQr(V1f=_*41?O`x$tKQ*up00000NkvXXu0mjfN@ZGW literal 0 HcmV?d00001 diff --git a/img713.png b/img713.png new file mode 100644 index 0000000000000000000000000000000000000000..27c5bbeba8144929ce47bb782e207f09edfc57cc GIT binary patch literal 336 zcmeAS@N?(olHy`uVBq!ia0vp^nn0|~!py+H*mH@`6v#0M@Ck9sK&=^GRnXnb&pJ#_xuhDO;#DgTatmX|8%kuoWkTX{g8VYY_;oTK|@Gz!1*XX9%( z+o7S&EbTI(asJ0ej2(8zDta3m-zv;9Dhi-103@O1TaSqF3<05kV>`Tzg` literal 0 HcmV?d00001 diff --git a/img714.png b/img714.png new file mode 100644 index 0000000000000000000000000000000000000000..0a020a176ed03bc7f0dab0f60ddfd07f8da2eccc GIT binary patch literal 968 zcmV;(12_DMP)RHR400001 zbW%=J06^y0W&i*KMoC0LRCt{2S3Qf=Kp1}Wu}StedkF}KjT#UXv~WETlvBJyY_zza zkSi^OtptmcAbxV7Tg!o43Kp*54_FJ!V^=F1ak;`yjfjeJ>o{MTnPkShh$o2nz|OpR z^5mI!CV4YifUVKQzZMJqBwvPzh8|-wE(%E4-pVH7Ha0!VX&Xge5qq)lYcoHPT|Lae zCNuK^Z9w0qL`qL}qwfc}%7P)lghb8~89bx}!?9l(ZYSXs!To$Np~PA)2+|GV#7L;u zL);)hx#cOum_%_3;x?Qm47pqDNg|01|H2oxT-&^`9kb3A#LDkZYiF>eG3}4U6nxxg&uCu;s6t4tZ zD17LoG?b;_Lt3);JG~K_wV~^ZMEcDL4SA+RsaT}vSi)RVP#g{NRti>NqD+(33=Nm0 zA|uD;vMMMFZw{7Ogb*o*O$gf%s(DLA%rDHPBv!q~9VhP6sLS6Tvi@cfN>v3Lu~ec3 zg;yek;dp<8u9FY*?36p#mfHwfutLEW2PZLwmrS*3?9epx%fXd zvk^j{XcR2o09ZqVRWzxJj$jd6g=;~o@P2CWurk<7zX}8{8C4`+E>%CYP#8V)xtYxV@lKrxS=$m9Xx-#544I zPzFouqtV0dmj{eGCYP#8AQ->~z{%KFxQ752OQKbnO~83t-NAF-nmpvoKPp<2OGQO? zwIS)E*zdtY3RHR400001 zbW%=J06^y0W&i*IZb?KzRCt`_lRZwuKoEsroG7*v+v}1Jca)eKBys>GB2HjR3ZzK% zbo@$4IYLV4aszw=oQ5_L)QD9iXh0d(Kbx#$CjtaCJZV>NznQVeV;d-l!4APWFGi#| zLNJFXu1vZX?;Z52%Qq5|iot(|7rr z%wFy|YR)2YLxUL+O?Ct$iV#E+#zaP?s=w6gU#Pzi1yu@c?YOn!@IDveIoIPM|R6>RoKQSX0{SDPCidzMT{ mRmg!sRPu*bwCf`LVSNCKq;A;gh>mdp0000RHR400001 zbW%=J06^y0W&i*Ig-Jv~RCt_YV88)<5lntuYCvEClzspv4}gdd%=k1Q0dDNVtO*Ql zMCs>2;qhbRHJ}JyK<0cx;b8;kKU`)kK;rWf;@sxgcPGL!5!3zX7MzU<4em@a7;KV2J6d zV_@)CAkmm-3=BI-)WZJ%|Nl=w8ko%g|Nldr9=-wwt_jEj{Qn66uy^bgNOT((;DaHe z4>TT@=Qd&0gIOFmFmOQKFZpW%hAf62#=aXs8`yv<&x69~0k;BSJ>3j^3JlB#8K6r0 zYcCSk^O2#Ffq5eXQvp_`Fwp=1HxkeG`y+^}NB{y_4WuZ?0RYwge_~kKlaK%a002ov JPDHLkV1noh)J6aR literal 0 HcmV?d00001 diff --git a/img717.png b/img717.png new file mode 100644 index 0000000000000000000000000000000000000000..01387952f58d398fdca192be94ae56309ebfef80 GIT binary patch literal 297 zcmeAS@N?(olHy`uVBq!ia0vp^Nt4v=FI;1lAydGqEKD^|>zGiSnt z2`w!x6%`dZIXMXl2_YdN9v&VxHZ}$Z1}Z8l5)u+TJUl>6uOd&+15%77L4Lsu4$p3+ z0XfS(T^vIy<|HQ^U}1_lvZ0ax56>GmhgtI*S2j+##mvJMAXd-7+^lQgag_B4E7y*a z2@G}y25;Ddq%9nDCR~(fN?2pS*0w&ENnx5nzz;{}4%U)4?VR_2KCCi~Fk$^!&u{Q! ze^VsuvQMHCvm^psEc9ENWK1emXM*J#sc9~}Q sA;#?+w>=kYS{=j0JO5X{x3ytlP*ztdkKc4m0qA4~Pgg&ebxsLQ0CM_fk^lez literal 0 HcmV?d00001 diff --git a/img718.png b/img718.png new file mode 100644 index 0000000000000000000000000000000000000000..cde02bcccca8ec71f14dfaed571d4df0ecc51745 GIT binary patch literal 484 zcmVRHR400001 zbW%=J06^y0W&i*IVo5|nRCt`tQoTyVKoI_tz1-#3O=)M|;0`+r!O}wT8o@H>3taF4 zBnbXgl1H!-%d@sHzJQlQu)V`l5K~&5th*ay5)$#Q5d0vMnVoOHnb}>S42mZ-Af4JW zOKTaivN5(`3b%EjHtnuLMcftt4j7=(p732MbqFY=pR1n#F4fSCl@_6K2_@(Wt!zng`u1Pfsin~2za=7DPEod*BT5@{dM%I(m@F&c>>^hi2Xnea<6l0C_I*nSJYiL0+C+_s}i{dXxvOrIo@81q^qJo9&Y z53j`2W?9WmIP1A0bvqHr4b-6EwJvTm;uY-2oJgie9>$E#>+@HKQPk^(Gm>D^-lad~ a7sn^s9Z{%4!F|2}0000RHR400001 zbW%=J06^y0W&i*JZb?KzRCt{2RY8l>KotI(G-=wjoq!;F40!M)<{}8X;L(F%VR4UA zkAkxO18Ni$yevHnt355=+`EU(9}pvgC&eNjL=gvNVHd6A%gm&mq*<*87Z3X&FUkAf z`{v8Mmju|yETG2V04y+~4BmbP(s<063#XJ6|F%Y3lsO+fJB?TZw9w?LcmP^P&j8FB;g^iUd zylo^tpneV_BVezXG`%c8FCNk{2^8}<*1-ntMwc4f6{3$L1de0c7`Pp5Evi)VM}JB@ zG(U5+S^liGg>Dv_j@lj-#0=BmQd4hs3)CQMmf47g&qdb)b6}*iy!Wg$B92SWy8)*U zW~ZFvi}*n#A^0-WqqakHlu91=D6VKd5kXFiMR+UfBuvFxp4{P?DpH6VVi^{n6v7x&O^S56uVlp9#>SWTAAXD izk*a~o6jQ$V!r@460saS7lCmA0000zGiSnt z2`w!x6%`dZIXMXl2_YdN9v&VxHZ}$Z1}Z8l5)u+TJUl>6uOd&+15%77L4Lsu4$p3+ z0Xfq=T^vIy<|HRLFf;PZ3An~0aIjgApYe}RLX+@r9hp7svyL+bojh=~K*WdLpn^l- zLW^{PPC`Pm1w&eqQBDKbt_D`Ai0FfRSmfR@DIDdPs`A9)69e}NuVb7%zoixa@C(d- zA}MeuiLH%qo4A2qF*EaHbLJg7;uo}ecP&tO^5cI!^I;b@HaoW6-T`-W7&XcYFC1al aU|@JIDX~c?r=<<(LIzJ)KbLh*2~7ax4qF-k literal 0 HcmV?d00001 diff --git a/img720.png b/img720.png new file mode 100644 index 0000000000000000000000000000000000000000..1d66045323e16e1b4f7586ccca40e9d4ba0c1ccb GIT binary patch literal 581 zcmV-L0=oT)P)RHR400001 zbW%=J06^y0W&i*I!%0LzRCt{2lfOy>K@i42y_n=KF&D7W?n)c+Pz0MGSlJm6#quod zghYG*4+}d(UO-7DSef1;c>y&bq&1+0*tjaF5R!FgcQ1cXPYBxOBgxM0+;3(wHw$z$ zf-ofjhO9K%SFeq-woJ8!9}f)|CPo1mQe^LmZE>Egm~u@s?Bb#O@bkcFeo_p}%BaGT zr9{Qo)lQp>!Z@$O&VprZTi3g}MMmCm)Kiu?%sVzb_~W7_cK(}xX#RQO|0PBrQ(G0W zq=FGB>z6!+NmIQxh;9`%rltjs?3HrvbFt$b*bvZR8Ym&=1dVK1I^hIud?MWj*l1ij zZS552D87r7hDap4{8eU9_jgYG?i{Kk^ST+Yw0jP6ttwU@g9)Hz3OH|NXPQ~vP`#W1 zM}47k4i3-@(x4n;twX5Acmdw}YpAVD;%eo|Coo30F;SO9^1kq)L92{tt-tyYnaZ#{ zqekE&Z5JLS=$;~@!6g?dkBleI>28bJY^WMD7@s4s1cGNh0!64BHFc})yV=`%Z@x(3 zLV>49-q5W{BXaVJ9qtRz@^I;f4_&7@+ugJNuKpk{e=AI0j{ua>5hjy000000NkvXXu0mjfFN^!k literal 0 HcmV?d00001 diff --git a/img721.png b/img721.png new file mode 100644 index 0000000000000000000000000000000000000000..c8180c26da513c3e907dbf17f23a9eff7009ac75 GIT binary patch literal 546 zcmV+-0^R+IP)RHR400001 zbW%=J06^y0W&i*Iph-kQRCt`-R6R=rK@fep3%R@GlD*Q->nx473JDfgg27*KmKH+5 zUTsuVg!}-(l#0#$1M?5OG*&`_f}Q42Oryyv{HtjF6tUWBq^w5Wh^LR)Qu^Z zWmC^e`HdmF3=*^BPLiFXh5t9!N>fusrM24+^`;yBo2*5>b8esVre{i=^LNiui-%&m z0?y)!{uKtDmaaezu1f`ueTyaP^d8C7Q0+0)f(d2;GtUR)Y{l}@Hd4+Q>NT)U3)*-9 zmJKPISI8r038O_P;kACM{02OcV<;6Y8JLSO*SnANjk~Cp%DLU6Ci%-^r(;2G?3#Kg k{VifoQ9`<$h%_0#0HCvV@DJ_?`v3p{07*qoM6N<$f@VkUbN~PV literal 0 HcmV?d00001 diff --git a/img722.png b/img722.png new file mode 100644 index 0000000000000000000000000000000000000000..cbea2598d1536dcb5d2bc64571743c35b67988eb GIT binary patch literal 579 zcmV-J0=)f+P)RHR400001 zbW%=J06^y0W&i*I!AV3xRCt`#RlQEbFc7}}rD>bQVW}7+F|bB3f&>qMfJZ1JTc4m} zVPK(sgLZ@o!~_$01M&hD5=d+nRwcxMigB8_aUI8vk}iBw?Q_2Se0Q~T0Z0HdV;WAU z;nP;qlZVcXSvdJ@FD&yulw zyf%1hdPT_f(Zk1I;kKY3ZqWc=b(wacqoPNe@+x90xVePLS@cfQHaD0{G+V5qx;udQ zby>X1jIL>P(6vM!^HFQVS+M6ul71l=e79nErB%#F&)=#!@@(hu6&%1=$^Iu?-xUxS z>09g8E)L9;kSnzGO7s9uoIFWU?FYb9u7WVs2_e%^`$^4|Rw~z8U1$!3xFidxmX>?q z3B|iPVjG9@Q_`r-@_Zg zzFm%%-(x$o7TNUy?Afrr?2@MK6Rv4jUVDxqoV_Y8k5c(&l}ikDPs{3(jz98IqKShx Rbcp}}002ovPDHLkV1o02{cZpN literal 0 HcmV?d00001 diff --git a/img723.png b/img723.png new file mode 100644 index 0000000000000000000000000000000000000000..40ed0af6c051c1c5a3bc161f9f6218ec309139a5 GIT binary patch literal 5609 zcmY+IS5OmxvWAn;1PLetBGpEh9=ddp8d@Mi=pwxbu>)@03hsNgkAY30F~xx zoc?8yzo{V%@Hr_DtpfnC6zgiLnFZ(V+K2=%C~zoUyswKFYhMTZoT|rrtHvQ}i&#r5 zsDu$}FJx+qz>o^6TTGk5BT`Ghv-r;`njJqQy>ugaN7E-dCP<|E@bJT}zuAq0MX7%= zG|(4LLJqyE?He&l=`~jYa<=qcS-$hn54@m^xvvpWDeCHLNZMmvg1Wsy-oQf6Xzzd> zI+HcvbLs6{qtC8POZoA(?=t`tPx!v9${S@xaI6(8>739p%eU^M?^m9b<8jyg>KF<_ z&-!HE38HhJwbNTGrG)@rFf%e-BUx@yJnyY{DTUsZ-Pso?u>#s5JJ(&>-rMz`4!`BA z9B6UV%%vYmMlk-R@c!Brd_6y?JL8T3g3P!u@AT?h1oFOk8i@T=?H*h#RuW*p!>>xV zq_-j>?jx%T6PnzF>}~J8EE~&;JFw*R|HD6Ck>|BQyYOOe)h7Yd&(w6q=2LQCnOX^8 z=f+KCv$$?WVzhyvz?$7FyWk#|e!D&iIRzqC{c7J=jHal!|NXCc9}a`8T23;3wPf!~<1}L!*xPQi_?UpJ9clyL} zS1sITO6`ykmr06rh+-;|o8yR}HQoLlZA3HCjdFO%^>FRY1OXTl$swAei94xlxd;ds zy6WZeMN7nXm-S5sJ*iDq*EX)bOtnSWCh*>D2Cahz^R1jHq?4PbSh~y+NRo<;azbf0 zQcV)udSkHPbh>Ls-8(j9So(!0(PF)XGF$(qpe0IjbVSFkT!H^q#F%)A@oiy|7!a}D z6{1>*Ta_zP4o@@pdY=ml^t7L7HKNjF(U(as4%Lsy<4t=q$JWW4#S`tfD2em5FZh+U z?fo(cz~=IL@y0z88K|orklESqd_blCB~_nF$jeDb`N^oFtOUzWQ{mb`DM4H>1h>)= z(lYbR(}7Wc`XM|;8f}ATyE-NxVO8hXVBUO?8wBEeLvCa^HYF?&V9i zZFPSbly^R6Yb%boSa;(yuXV@dkAn)}EAP`^-@imzUtW#6cUXLS=wTIUPLMuLOjar} z^}~N}`P6LgUF0}Fa%GDp`5g>w=6aol`9orzHyiOm%}ZWqt?A7zvVu~l5M$Zs5!GY5 zl7SC(kph;M*SdK|iys5@v?_V%CMWW+6Mh@`LF`D`PmN;2uSv^oU3Q#zR(~BLUs@`r zM(I>^Ruq1V{<#{J7{GCUxE5~DUsYMCW`-NPskIBzmeG`RaL$$VYp&O|s5NK33>vm* zeJV!&n~|V@vJ^SKL|1Y(F@+v^DscNT5udbUh$+CcQtzUfEJPl=Z6azw8yg=gs$R}3 zU@Zhm^y4G|u`J-THAcW|uD(7d-Tk@&ZV};0d=N#!VrtEt}oo(+pMg?TU}! z*WcWocJ06w`B(uDKT%x1`&d(@gRu(nN*UE#MlM#qAO?e88tgOvPWp3kKpA3`5eq+0 z_l&kg{50ozScoOH|Bl8AofnewJhhkycy|1H>(YnRxV{rq$`sx1_v#7H;*&pM*(3tUE!%x^Bt?z;(GPn2 z&bu|Qs$DCqC|^6luddA0V1E2bY5QwHd>QouFGvrJOBUwpeT-w+aq`lnG212T!I<0& z^vtPTy=7|qySlT?x%tGSuVHUl_N}Mv`>tO!`4@`pUQL{jx3l@Uq>SJV9HgEyl(aU%SUJ-Bc7pe^1IkZTbtv-t4pR4{RVm}mZZ4OA7F0a8lX$^Rp zBpCJ^C*x@WIH*Tin$2|aNT)Zgy>pa*nI`G*Pw114VN^qBZAnvHOku`R(dJe9ZeQQ= z6K7==MY+^H`CAPm_i~-sExYkd?~W>}6X!~;%rg`RZ`^6PV%gHaQvDqN#h+cFN`$uy%RYpqsjd|&j8Qc>&&#EeP-8sw?Px^@2oUu9}%>(E}9J^4n$d|{;! zgJ&Zl@^g8nTh8)GYcQ8zmTEPQxI`=X72bB9JG+>=3h_pDKH)0vX9Ns zf%AJsGFdJj8n*USGrF~IX`7?BDhD5bHq9l-1`Ic%fUQpvczAw!Brn!`w~@|#P#z01 zp9@*e!ycH9k7~o8FoRE@)O^h* zuMx$dDU%ZB38BB|@DSjHtZ|ywQ8>)hkC3H4Gj68p_lihSKIQjGRQ5zdU8lB@zM{Y_ zzJ7|1Cx=>pV^lq)J4<8Ou8*SJn8WxW4m0u^#b`im9y^G^u!q~bugxzgOi2)|_TxSfLVapyaJvXb3y8IafH2QHf$O0<~PBRarFqWlh z76H<=X&V@k8RLj*JV9*jSxWaLg|1Y1b~ieXUAK8)mW)v0^)(R2s1(q3%XQ?WXi{#KyuSvTP$*}#JKdKSyX3~ zt6HmvoT8TfZLaH|3xHOWZVV_+RB*k~o>!c*W9UdK5Rm23i^6U_o9CZrg(^Cv(kZQgn%;K=fOKbIXxL@vJ`Jqi?!}BS%E6O?tKaWN2?sc;j^=T zOUDuU>itG0QKBpfrgIc4VITaE`^p?8SIYEqY|Ya*b&)54L@~NB)u#^qxQ1>EDJwRC zw>`*opJ5Tp2F1z>qzCfRq=D4~`NqEzVU7`45!R--c18!nnMEBQdyP*{e)M~c93SiJ zyPXcH9i6@mAGsIlM3D7>4*OKcm(YnnOI*wvW@?q6G?!G{jTL4VeAXI<_mSB!XSSll^q6kV$AdZbRUSYwgwU03yd-j=gIjH8sadu@H^ zxv!rRv-gM3f6Z)ZnKgUG6^v}2HNtSISmy`n-%qZ{X!98fzuk1-!2nM$&OG$ZR zPumwd6u;UXNtN{y{b=tIquQH^10OSaKC2 zzf^hneZ458OrCR48HVk6>u{_~@T?y3v7g@gOL zH9WMudHnlr=dG{pH$d}B8i}cx-sd4g-IpQl6+;k2*wcJodxht$=f3K`DMBvK+O+0m z%d`ixxVd1V|Dcs=Ahme?OjG3B6me2Grt z5z&6Gclo`Lkj0%}ez*ZC(?$y_S(6X-5T;e0S6XMxgl-GBEvwE%3T3vk@`hpFRM^0P zZ;+a2e~Hvd<+7s=fj>Ycs)@!+TX@)0NJMUR9p%zb+w_}`V>EMT!M38aaZ^#<3m3&I zsI?U{>e(>nzaCtG*v(|`a@~M;4nkhY}eeh1*cF9oD z#;JFBXai^dk@JD;3k`B3~KNJT|FhiLYz1Dg!fT zp_K|50V)OKk2>x|vyg{4GlO5gXQKv00{4J z1@h5TolFP8eD^4qyiK;5paZwzyfPVV-nrzJOhr5W~n{sDD}NMGMiRW zcQc6mHn}x|AWJ35Ik;=G4qU~|E2SLJDmFm63+<4YZN_W+*+x_an>UUa0^{+s2(Kou zK=wl0iON8C_rOLf782Giznp}CdYCo!qh`z9ane<~M5G5I1zR--*=kVeV{qO20uNG$ z4VHi4K*fH95V@viFqogI3)L%=ZB2 z`Bgs)QkNz>+cHgkn?kx%-~QPCAq`kL5xOCh#5Kcgy$y-OL*)9m&LD@ALYa-2&J32K zuQdBVxB>CRD^XFDD*6Rqpin&5oY|lK<^FcY#T}ki=cLPEYj#iV-5G4k`p>2^bzeee z>PTG!3c(x@ByE0;Sj+RV7lmk;v6*c&FoU&>=FiTU;=2}5tOeJ-gig~v+?`ONbJF-1 zZ8y%wJy4Dn=Cf2g?d8u*gpaHhp?BPj>-5mU{wQZ~{Z?q9A;I8hjdSS+1bjV3uhzAS zz>Mjb#}>Spaii;ND{yvNPan@8Qfq`aHNXHdMHwQ0cOfjQ5Cftcd$jBi&Lutvnu+9= ztB>SfO}o)WpFCVL{D&0^G&A@p2=%BiS8EeOb-MZeKcJ}YDo(lS?LmlcAO4p^kpB7Y z9`2xZmYAz$eeT(uDy`EIvp{^aE=Adbi5nO@o%1`1qTI~vQM@vKK?&iO65_{pRg zzv!$#fVmptXn#lc>ohJ=C-Iw#(BwOXmOOB?su|5Dx!sbKn>c&NmF$$j&Y3HwZ@Bf> zhU-gjO!-96ZSrI+S28cnaGB_WYK80hKr+qpeMs5_0VM{HTZ7$J_Sk+oU1H&&=!N?( z%qNKZ8JwYB{}4PuKrE$=hx#0+?3?AUR90a%p1ea%jtypNE}!UA!hiLTWwWFO1SIOG zj`Mo}Hlm_@$b2CwY3_nm?@uKi_thjN z?)zzBkG5WXO(^#^oYj@Knl5fOgvmXm(Ie588JI<#8|8BW9WPjv({vBm8HJ0ONj!>F z#s?u&)Ob(9g_`;J446(P#7Tq(^KqP#o zSYquN@cT6yeAIApKEwPcH9#f#_YH>VW8qC4uB_tKI%c2#4L0|c2YuJr_l@NN8jG$a zF$rtX^08ABEaCB4m7A0K^3R(WQ=Bww9~X`mPqKyw_e#Yiq8eI4R48liZ{wdG&gTM` zWh|5(mb8~@%f3-@j`{v3pk<;Mgbpd;8x%Bv(B4zBpYJOT%Zm1Tg1>Wb(7#c7ETWWD z@>kdZ49J@u+n5=H;V|#cx9Cp?kFew40gn=%7gCwGTkbAjQKYhWuSAz+>K*Q`P-mef zJX7l|*c#l@^Fb9P`k^$bVSP;i#A9XHsE;l%G3*Ru6yGx)D^^7$ay3N9~VRs)Oz zKYm6Ps}CcPY*a2osc+}>Wr82dBlSq(P^flIHqV>9JI`O95rdWS9P92e<&P*1)-x{K zXu1c`9d@e;DLf0vIp2`*6xTAPu@ZTeh^84&`iUR-jmMIgb-OY!|pD@OlI$UV4CU~Bzx?m{MfN-3b|bE zh5w0G>;3VMZJLB#$TQLfwQsnMP0I0~uI_d5URLm&|90cm^e&bA)Ru#W4&c2#pZvgI z3YNbvEJtek{M6WsR|DA6!j9?2zdd0E+XNqPZ-q~g%7*%scZ{ofFp zqpXtahzd-K!w+>x$3tjIXZDr^sSLxI+^h#vq0|b41l0X{C4?x#7{wNYQK5VS>@}FE z*y1TvD29L10@^{m;aXa5yG;u*gzX(svX{BtJETMvV|G$OQL7)zSD)%Q9#V$SHYT}K z@0$?5V{df}Lx;yXus54L5XaY*SXbb%;bsPrDU*0BsFgq=rAXcyj_W@jrlbJf{AXgX z{?F;AOaAK)_^(#)n{tDbmLuP02gcRHR400001 zbW%=J06^y0W&i*Nher~+O>CpZfMs47#W;sl@7Rqr8bLSc8hh4jw$5D@$&=&p@jWN?r7`23g(5i6|6#C z-wj^{>1-)s(RFw5t_ny7_ey71W_o4H8w4!UU1erkbf`A;S#@{Zd_H$>BoXetY~M!H z$Rd2puw%xN-ny2fW5Vv9k!OdeM7dnWEU#W*4lo*Fj<8*LbQ|BUqYPvh9ID99uy(!~ zSnwP329WRh4GlYM=?gZ9>)t8figv#_zSLgz!o}FP#Bd5gi)t+BZXVXur+T*{(;B&f1>ancbyY z`DUfN(lmryBu}w4{xrTc%9xU)GIW)>UUpGheOcdauGA^#JJ_3IA#HSV^W8k&B@2&k z=fMx6J$>4U4z8S*kKDxfXyAn$EuGg+Al$@m7b{_5x_Kc|#RFI1(83aqBFP3&@bf^R zHHe{HfmE67Gnr!x#egB&1?W;bcN=UlFZ$a3_Qbrn+%sCvlF()2?D#78IMY0DHVep) zTJ$%Gs&A0C8E&bGaRUnUQto=Pw=^B&q_z2Xv2>D@4sB8tUVE7>^Bz_Qx5wO;c};XM zPR{ixM8|IE$)N4gJGHIP|ecm z;2RG%@{^nn1&yKuNq$xXvLZT-GJ9s;v6kv95tpjc9kCjvHM1I^#WS0I=?rtV#}e#K z=q!r{X*OSVA1ul!@HKzb%qna8O0oHf{y7VnrrnIGkdQQK@J{8@$d|P2yIg5;zEE1H z-(s*$BofCJTQGc;cTC`>ny84-uFeCKZt7Tp2&RqJd%6GZ-8|2{r8aRIufin;KY_$; zIc?wXwg!xIe1=5a8wco2%!o)#*N&pD)Aitd_g}q&NIO%d4OXrIcj5ELS4vX4`)D1( zv1tadvEzGyzWLox#G!78C9RT4Ajb4qU2mhF1vcVhu@M)Gjks96PU0qMUZx~MF7D2= zU*)^ulYdXt``LQ&$)7JDty|R;xwy$!qud`GUKM*JeL3ihcb1Dge>4>J^ozk%T->f^ z8OX&AC)c7rk{fw^A@cM1b|jD2EvrN^Ajb0dx^+OjPE$$0un`vtIUS$ zh0?!wN<*ms`9<|s-1ftxGg=&dnkkVur49@)&X9&ecDfG2FXgv=y17;@Zc6qBh!e8? z>5v_Yqg}f{U2fORmn6sX2n=YJYbhNl1wk>$AH|!fO)CJOFCckX$p1m5ReZ z&uJ~QyVK2>x=J=gp)6PR!=qJ-n{jm2$c(77)1d<+E#kTgtth$*MdwB!p|}?TaUC|+ zQI_y_&N|AHgm8M&C}aZ<>x9cpL^yS-1MSeL)=(WcI8qQ+u@Y%Ba!P64zq+Ng6FMio zLjBVOjlkjCXv rCjB)CgRRMp{K1)iEED-~;R62ySb>nv?#PQO00000NkvXXu0mjf&{%U~ literal 0 HcmV?d00001 diff --git a/img725.png b/img725.png new file mode 100644 index 0000000000000000000000000000000000000000..c184cdd1aa8b50c3f158350c745c241ed6316392 GIT binary patch literal 397 zcmV;80doF{P)RHR400001 zbW%=J06^y0W&i*I3rR#lRCt`tQ9DksWu=$jL}K-{^|wXEfbC~Stp z0uNQJIcvmD5kiN7oUPCpM3+}}4Z&|~q*L#ltNsB7!P~)qErE3%=w)(I63@UR?Vd?) z*fP!+u&19)a0d(k_o-pRE!2+xSS=j5HYChVf+%GsLSXNa3o|c2uRq>_i-{_i#|0fU rX*a0R--dY8uj200000NkvXXu0mjfs+ym` literal 0 HcmV?d00001 diff --git a/img726.png b/img726.png new file mode 100644 index 0000000000000000000000000000000000000000..26c081feaf8f128d2982268f1667f015c298d829 GIT binary patch literal 319 zcmeAS@N?(olHy`uVBq!ia0vp^7CUs^(9hlGfTL;>RlA4YqRU}k3J34i!gW<3h& zW3&)I5V0mlVS7x=ZQTHeJ(?*Eyc#w?ISs_b54ZfUm(ystS>v$3fa&EoZUIY$?+h(p z|NWO2m@a*@ho48hB4EcCc00xjl}baGFaQ7l=f8IF;f1y=K4uLoONGWm=PNEUL<-G` zyP;-~z^dT+ta(C8qwl0jWoF@`BcB-OGH`iscv7h$%na1pd)G>Xfnh&`ezBo^o;c7W N44$rjF6*2UngGULZaV+~ literal 0 HcmV?d00001 diff --git a/img727.png b/img727.png new file mode 100644 index 0000000000000000000000000000000000000000..c04a39b81ac8f01ab6fe5f0199d4ef5e3627be9c GIT binary patch literal 660 zcmV;F0&D$=P)RHR400001 zbW%=J06^y0W&i*J5=lfsRCt{2RZnZwKotLFlbs~nO|pfG6cJYR?j8jx)eYS1BZwfdkX8f1&$lzshNTqlMh zoTgGDbO5F_4sW(^!u5R1wf`O!b~{S@ zNClj38iLab(6Jf0KLXxPV=W+|a0Sgjq|^_k2Sal)qGJ3DHIU->?<-qh$_ZZhp>En^ z9F;qK>)XyjaczD&Z8_f+_Zgn3qld)%^VL`M5=yxU$h1Q0000RHR400001 zbW%=J06^y0W&i*IJxN4CRCt_YU_b&Nz~m=5_X7ha-~f|zGiSnt z2`w!x6%`dZIXMXl2_YdN9v&VxHZ}$Z1}Z8l5)u+TJUl>6uOd&+15%77L4Lsu4$p3+ z0XbcsE{-7;bCQAD5|SAj+1S|R+K%z_=;-hmd}x&P$YD>q#=@4ep>cNO!UqNuE}l?4 z&>(73V9-&=aEaTgX|H`6v>9jGd#Jy{}1XgA7feZidAM0 zmqXWM`(_6D`AiWVym=z*t$vEKJ`9t^Bjg)$>c28RnZ>{+$F7j8$uNzHGt zIDjMr0}~K$;0E~yy9W$g7#O@^+KUm6(MB*?9FQE@1ZNdc;8p4a0Kso1m&o3k Q`2YX_07*qoM6N<$f}9Y9l>h($ literal 0 HcmV?d00001 diff --git a/img731.png b/img731.png new file mode 100644 index 0000000000000000000000000000000000000000..2518d3d99df8afaf1e51bd4c860fad4f0f76e5e1 GIT binary patch literal 353 zcmV-n0iOPeP)RHR400001 zbW%=J06^y0W&i*H-$_J4RCt_YU;qJ@4-8BUsDPV?f#C`R2H<|7fGLO!HURMl{(m4< zjUYZdg9CmInBbRw!*>P-#-Bi@T*Cru79h=03nT<4xN#)F6mgMiDj5JACj1xva$aCy z;9LL}YLH-J`2Pp&%ie$uo*)(c7lH0$P`JVka~nT9!$*FY8O;9}Ho)D=s6hu;Qvz6y z;*huiW1L`M_yLVt28I?yeC%Ri+W`y)2>2i?45E%PUSsHHNZ8F#fMOPJ0`moieldn_ zF;qKv9Apz1`~w*B9nfvJ#pzGiSnt z2`w!x6%`dZIXMXl2_YdN9v&VxHZ}$Z1}Z8l5)u+TJUl>6uOd&+15%77L4Lsu4$p3+ z0XZ`~T^vIy<|HRDG_kR}X^&GBD6pSivp(;s1YzMGO39KbXXj$iT|Hqj5$fV}{L%jH#SFtilh@B`M#Oo8-VP zH2bjQr+CJm$xJ+M@fx#vpM*pUES}z|$m_AW`R=)mji!t$Cwan5PV;)~`Tt+~%)`6| dYd0G*Fv$Fo)L)jfCKBjI22WQ%mvv4FO#m;hU=08O literal 0 HcmV?d00001 diff --git a/img733.png b/img733.png new file mode 100644 index 0000000000000000000000000000000000000000..55f850d84dd94bd0362ca16b49ccf493955b9309 GIT binary patch literal 253 zcmeAS@N?(olHy`uVBq!ia0vp^>Od^Z!py+HxF$Oy8ptsS@Ck90M#u6{1-oD!M<`bt;A literal 0 HcmV?d00001 diff --git a/img734.png b/img734.png new file mode 100644 index 0000000000000000000000000000000000000000..3504b4e21daa8207caf663202e5cfff791f5df12 GIT binary patch literal 905 zcmV;419tq0P)RHR400001 zbW%=J06^y0W&i*K2T4RhRCt{2R=;Z$K@|S>vhGc8cQY$OtmL*3Mbq3Lpm>N@5xGCW zVg(DqCRM=7jfxQkbG4247swWBqrx_p;->OYFp1b_C3vQZ>zkSVdAEsz5kc}5GjHDe z-j8`VGkd_E2(Srwycu|~r(p_J7sI`Ms))%SO(Ot&x6s;RXp-)i{xf3ml+4hM10h)O z`HvHoBm;0E`MR&x`wh3eXz*OLC?^jMk_`CTJDQVQ!stk?CctS5Q6T-V3FY>GH1G<$8_kGKE*Ww*&kkf*PG$ zndA$Qqd4g8{z5MM>HJtwV_0mES-Ntx(s&kPW+m~ut7qm0LQYpR2~9zb<&n#SwmZ{G zq&sG+QkNqJZ3}d2yEX#()M3Z*=>X=hiDkpVy1fC;`BB7{&5S^ms?j_3$)P<^${Xpf zoa`O4k_3i0dFOgF!j<%f&77qy?9?}`Qv{AB=HxXNPnbSS8wgt)$~Dwy_1?AALfd}o z&~_|bG`gj>7@2RUd~(5cGQ^Yja>2Uy#^{iDW3fuZUFIp8{Nmh4&EJkz zZLLfNH|ZJjaa`%Rw%Qq|GfAz`5Fb0DXfo;6SW@lLum^oWiTm?+aD`ftG?UBQXLelh zjm{3rh`*hLEVcshbo-YK5zkbXaveSfk}F!?sHtC-JY~ICsh*6tyS02 fYpARHR400001 zbW%=J06^y0W&i*IB}qg_;qIY{r?5JIO{#CHo(E^WK~P`o%!0 za?7LA%9F?v1`r#O{}|`Y?ZHGZU8@`lwh&!ow(L=^%*;inm3loZNj*loOmb}Ex{25j zT&oq$R^6-|K7r{bvkbwgy&KJ}9dPyP8b+(Ym+eS@Q3f61X9;f$bt`Kv!h@BQ*Yd;_kBLi#W= Ry0ZWP002ovPDHLkV1j+(wT=J) literal 0 HcmV?d00001 diff --git a/img736.png b/img736.png new file mode 100644 index 0000000000000000000000000000000000000000..48652028c2e01bbcf5a0bb94b89e3607dda7d91d GIT binary patch literal 253 zcmeAS@N?(olHy`uVBq!ia0vp^8bHj)!py+Hctff9F_2>r;1lAydGqEKD^|>zGiSnt z2`w!x6%`dZIXMXl2_YdN9v&VxHZ}$Z1}Z8l5)u+TJUl>6uOd&+15%77L4Lsu4$p3+ z0Xfy4E{-7;bCMGnnC^Y&Nho;0Ji#C#AtNCn#etQ(;m3bQHa0Ofo(&A=iaZWXab*=h zpmM{kBdU&#&8=|3#sBsVGxo&r7zD=MW0DXSPx!UI;mGI4OH)sHDePKXZ*xfCiAKWw z2E`NS4=m>?x?itg!62OSd+KKq&&2=#@AEL^hsg4M|5~a9bOwW`tDnm{r-UW|ejr&^ literal 0 HcmV?d00001 diff --git a/img737.png b/img737.png new file mode 100644 index 0000000000000000000000000000000000000000..0d925537a50d93108620082e442eae9229a9cf9d GIT binary patch literal 1556 zcmV+v2J88WP)DFji%?-#NQas5RfMtl^z22fDV^)aeYdU;?|`qDNrm;ruF%|JJ$ z$WaV(c@)IxsR_Ifwb<-(lW_2kpWb2SQ^J4-5sgGamBm8P6a+IkdXL1|$w5U>n5tl^ zK?*w=?7QYqZCCC)sO`_v-+hXIH}+NV)EdOKPad^~Up(`VO^zJ%;K1R8y)oj+$2|eA z$lsMaKDlj-h=kptv$!lKDP^gl7}|o0_VX&^YdCANngHT{Mf+WL{l1W#Q0XV z*V@Ho-2)Z7BE+EAng(MW;en#gXnceiBnAH$_-lvwFW~>){uD{^JRzw`Nl^r4FOkv? z5uO9b|M%igat}FKRtWyt#rl7SzpGpqqk=+z!i8uXyrHaBgykF<^P9@#w|}FZs67Dy z@Vci73SzV;0M|bl1pvnk;Lm7)9RTQ+WyM4&6I0lJ142s(c}nAgzUAZcX9y8QphKe9_fXC&aY z<~Sn&NzX`~fAg=CxdN`xC&#ty$Lmlfgi}uY;J|?_sI4YTFM0aMaXUwfqDE z>Q6ezq4(cC^-r6A>}&ki|NHnWlOuIPB`ZRg9LGF9V;`vU^E7@_!Jl0z(=GV{5R~KA zACV&Q2H#XGJ4T-l5`dAf-fhh4Nof0Fya&4k*5!ln9awA^_>Da@bEGtEXr zQXJd$2kUSB_sw5fkcwTQiktsrn9B10)&KkX$ITy~j(xqpU zVqLcDABXL)TYu|~;W#5EXNJVVMaMs8o?QdzgHcMrq>7(oHcx!f#qSUtfPm%i;X7oK zWbXg(j{s0@v}UL_1|vAyWzrYADUjR+tYJ)qS% zGvniB+p%v;`HaT5^p<`*`V?EAW{3$P+4raRmfq4^`op3RURTu&T4sm|5g61@PRM_A zNWXD!fEZ6g09Z&1*V&GVJUG7zphw7O$R#2puf!W6Mnn>zVESN0j3fzSL?i(Aqvu>hm$>wV@VF+)s< zIJ-xG*Cn6=xYgo(vXEa;mmrhpMfvJfhZv6I5D^l%LofgF=ud-O=zZZlBbI&*X)hj% z@7=Qcs^%K;6A#7tO-Wt{J`EEtH+WxPS`$8pQ91y|&@CjMp8gz7oFB=6-t4vJ{mXFQ zuUhppmiOnS06MR;ZZi9LQ3G5+sr}nC0IF(EKEM9}9v>^6WJqr@Lj_Kvy;4R(<6mAX zU`dXXmi9xrHQ3LApnm%^=vsP9Z|N<)rML9El)~3+;Uobfo2cfmh&TMuIEDSNuf3%| zTzWsz_SV_8>-A=c2@zu#wi8lp78rL6v@e7^Q#i zXK>bQb{h>O8Efy-HDfWRr!0KzeM#)(FA^N~kpN8vIAQld3C1dTYXic$f zp^6fwm}ff)vXA+z;doI#s}=!w^ievyD#9Io0MIRp#mFyYcgDI1S~vj!0000w>0000mP)t-sv$M0P zsHmKroRE-^goK26czA4VY+ztuR8&+*NJu<9JTNdYBqSsl7#Iu;3;+NC>RHR400001 zbW%=J06^y0W&i*LDoI2^RCt{2SV4>1Mil-mdo5Y^TDmW!I+fnmg%ApDiVr;o;(G|_ zAH>koQ)$&}p~3qL)~7-t2Sd+geQ0|tD;jd`E;Oe=@hlA?BxR@X&1j^NEonFDCfSyJ z>{?GV?|t+6&CDCgKqIy+dz=0T{sf{$#xrgS*b;0_ktiRLdkb6uhD;RQ36?FQixlOF zOHIBS-S!k0H6+2slGtNqcbA$yA8bz6Gy;z0HK3P?{7QATC^>}F!dXy;I&4Uz@ezC3MsNBw!ovPad;Qh70w3PL}NZTQ@Wlvk6%QM6M!mbnc ztOzwrff=x9RX$(jQiP6)(DT46jy4m5p=Ux1y^NK7!bQjs2U21{*CnJBS=&?Eax%4u zT_;;aai+K~RZ21H6kC4kzE?-{7Ox!tYV$V)zk1&ExZE>2i*>8So9HF#8s2S1ZZ@Yv zpqgim`T}0Q`F*2WeuC&>6-kH|p&D9qo-q>9b<)puD=`MJ2 ztanf$XuZ5=ys9GD`e*Kv&S*IcuoL1sMTM#a5U=B>Q~(Ozov@mh{oJ9m#!I9zALao^ zIK`->H-zEk5@S^dE=62R*?sbx4=1hD;8t5>kHwH?&FK)eT!NI^6{G) z_&}cRQ-R7Y@mlb5BUeRr4u5V6x$*azr`B0uii^_=eApP%UNm-}2Sl+kvVSP$9`L!o z%eJ>@B_*f)iIOhfpA&t=d|-Q+Ky;S+b+cV&*n}|5{$Y&$M^=xf5Q;(%+nV9t6ZB5! zWPh(jBx}R^wR(S}yt3Xa>Zmgvd7%CaS}Q*PP+8zaSuZ~O3*Nc|=~Wb(ogS;*n93^!5h_+{yULEgAxj3iZjPJeG7=61tqpz#wXVL}db<^s+>6vjAAbkJE%yfc*Fd(IrZ2Hw zcHkcl^7sR>(OrSG;M)XIq`6+N(xnOihx7RL;3f6`$DYqF4gLWZ>4up|qHs+B0000< KMNUMnLSTZUKT)#) literal 0 HcmV?d00001 diff --git a/img739.png b/img739.png new file mode 100644 index 0000000000000000000000000000000000000000..d841f922980ef357a4d975fae93ba1dc362312c4 GIT binary patch literal 1079 zcmV-71jze|P)RHR400001 zbW%=J06^y0W&i*KwMj%lRCt{2SI=wQMil8Wi00xvxzB=q3W9Am6QuTBIeXA6>33&|L_u0ukm^X7+kw31Dogixp- zW;FBOx8M6TGjB8o&S7EDmu-<9@L7}JP^Ma@ z+TQtCedNooQKY#7J)BmwV;YrM9S5Ia%Os7M>@oY(a>I|$Dd64Pv^G+c_JEpW?U=)l zb&o|Ta8q?ZLO%rrHZk=2Dc5n1Lq5Vtj#31%eC5@UUQy1Ov=Rdb-y&C#|6I0cQERU7 zC-p$|=I{63twRm78>}*}{wj-&Z?}yivlKKJ&vp-;VXK8F(qTEQb)Bc7F&a1W_7SPLr(+P)jZ(HWGc z9L7kCCB2RNdf%zz5Lu2 zRJ}}BZ)f1BR0-qE)}2otRrhg5qJ>DQ!hz@F*d73|2f&y@1If;(G4s<9Gvt1Xo8AY^ z?^JUs3G(q=PN(!W=2B4(qDwiS{mt}R4^SNlr3RIx%biQO$3e@zfEH!yF2}^aYFCf- zLs2fiBnxdVUl+fct+%{~T-b$O*t@adkq|!tH!26KJzA}Tcv;Q=ix4j&hss_>_!90k z74qO~q_|9vJJcIw&FH_-X#a_@nPzkbI(n*`c2FC;W?V|e4{a&t@;E$1Zyzkd>dVjO z+8sXq@uXE_6VjWz@y{b%O(Yeze*IkwP&lc>;7--3RUEk~9)9^eqZD7scQ-CX;RL}Z zb(33IZ`DW;jjkZItalBShu?tPbZt<$#g$yQx&HL!j!UcHPKs`jb_;X8|1>egxDIpW zm$Ci0b*&}j!`pwjkX(Img?J_Vog+)t-_{wq!cor^)H07+1$R@dV|0bcLR@?OgrdU< zcD_C_8iN#jiQJ>lfIW#R)PqI@>CPPp{A7`>C!QsmYWVmd(;5{{_6+VcjYh?NH^nW4 z`=sYvi|lNx$ME1!XSaS+BQv8QaX0iA&7_73J7Th^8H3wy!d=(LEh&1FDm;j7k167z xXwsnp@!O&cDrk~j-im9n@0uyvF2esk`v=mFArmTGF5>_I002ovPDHLkV1gty{#*b6 literal 0 HcmV?d00001 diff --git a/img74.png b/img74.png new file mode 100644 index 0000000000000000000000000000000000000000..a37581f527526d1c728372ce24118cf10406e082 GIT binary patch literal 586 zcmV-Q0=4~#P)RHR400001 zbW%=J06^y0W&i*I$Vo&&RCt{2R54G&Kp1_9#I}@PcNbLin!3C7vL;HadDafX>eZaPxdF=QQpu;N@VXg-u_zII&<%0E zd@OjXP0-^ED?ppDMhS>EqUjFmybh~p&e8eubyaNpI6lkE$~|gVJ|8sih{~%eo&}e& zwC1f(LWoz3^B!X@X&nx`9auhWa*;AyEnEWKPjoQdAS!R$c0BO3)h6lF)B4Z&V9{QM z!V?3(#v02|_#4|CswCB2h3{$6U!E_&{L*}C@T;)D4tiV~9esqRd{s^YZXTvQU;4}P zefN+{Ri{;rO!=xThzg!~|GB>`A16ZHM`O>FugVEg>&N>e{pS1^ez}qL4m_UDV(Av{ zYc5-i^+9!65cRil$n&M2F8bXlzOtP2yxStEF6V@DzI}tg0A}C@RFf5g7#bQZ+5i8* YH&~6cVV{{%!TC;$Ke literal 0 HcmV?d00001 diff --git a/img740.png b/img740.png new file mode 100644 index 0000000000000000000000000000000000000000..745a12c21f168af86fc766eb0d2304bbbc3659a4 GIT binary patch literal 291 zcmV+;0o?wHP)RHR400001 zbW%=J06^y0W&i*Hp-DtRRCt_YV88}GKrtBbGi(5pxWES}$9zm>002ovPDHLkV1iU?XRH7K literal 0 HcmV?d00001 diff --git a/img741.png b/img741.png new file mode 100644 index 0000000000000000000000000000000000000000..a124031d174a48ae9ed2c69570f483bcfabb5a06 GIT binary patch literal 294 zcmeAS@N?(olHy`uVBq!ia0vp^YCx>O!py+H_}f=q49GDE@Ck99Mar5x3$z@V7n^AFrLFI?o3cG}a86RX9Eo(4(y^_^#LBNcp z&*uA^iq2K;$!F*`G?Ho5N_gg#u#X||_^!srk70M&6pl}8yw0I>toCaibF*l~dn2}a qr#Y;}9&h+=KjV(S56fjX28PA&j4N9YoO%FsFN3G6pUXO@geCwT@M|mp literal 0 HcmV?d00001 diff --git a/img742.png b/img742.png new file mode 100644 index 0000000000000000000000000000000000000000..c7c0600b46020eb076f527a4f0f963ea15cde8a7 GIT binary patch literal 386 zcmV-|0e$|7P)RHR400001 zbW%=J06^y0W&i*I07*naRCt_YV8911Ffe>zXh0WbXJFt5Gx+gp1_2HPlMgO{u8o6% zbfCZ~0%s>2U||3`6k+ZM21X!xfPJs=4VjC_<*SdoM5~VOk7I%p-f%| zMl4D$Fvv3iV*&)WFfgD0DZufLf#EDr=mMAm@ofH2WMC);E768%%0Mv!%42bW&`nr; g3h($ literal 0 HcmV?d00001 diff --git a/img743.png b/img743.png new file mode 100644 index 0000000000000000000000000000000000000000..d9134680a8013bba2a78015d79a143dfa5a7d3fb GIT binary patch literal 458 zcmV;*0X6=KP)RHR400001 zbW%=J06^y0W&i*INJ&INRCt`_RIyIOFc5udRF$?Q4u8;JVClfb2Qc&t5MP4w3H$+- z7?_YEF;~jKju#dN*t^tSn2?MeUmRmwX`vDeZ#due-t(Q#mjV_Uom((vD?lJXPG=FO zJSg!TOD8U1Z!CAqJ-l`9MBT#Xm?ji6Yzx)!5wo#4dG=aiI1s$Csn>UA%&9Xe>oJ(B z+6YD+NGVVQ$6!+GMk$T9K~Ft8yz#%lF#hwx9DE#4-B z$}2r_U?V?(c5CwGET&!$F1sLBd(@x)FSz)OKihufwE96QMeZiekd{06?zgDPjyT!q zT|o5dgfDK$0=JKAsvH&w#4VZP1W&-d2*tJ8$T}dqmklep{|)_>6*+mmZbv1iFYo2v z;)Z;N?=x7*b4MI`u*xCdS&!R%7AOMni1%B30p3q-$K01h7XSbN07*qoM6N<$f&gQ} Ak^lez literal 0 HcmV?d00001 diff --git a/img744.png b/img744.png new file mode 100644 index 0000000000000000000000000000000000000000..97464b1220729807aa73340b8eab9ac7329871db GIT binary patch literal 411 zcmV;M0c8G(P)n&-@0000mP)t-sv$M0P zsHmKroRE-^goK26czA4VY+ztuR8&+*NJu<9JTNdYBqSsl7#Iu;3;+NC>RHR400001 zbW%=J06^y0W&i*I8A(JzRCt_YU_b%^AcBtp4O{?|4Ij|OA%LHsA54E>z@Y#Qa1f;m z0@z7Viv=iPh_C_i2gZ#I0&o!^2kgTG42=vQ_!uSt83))C7#bO67#bKDSU^gkE@oyx z;?NN=VTcqkfZU4?KyD4d5CyweVJ(sfh{FhCFe0mib6x@MD`Pmo$-oIr39p#qz~&}^ zWRMaDJJ?*1I~WX*>_H0GVF`cRHR400001 zbW%=J06^y0W&i*RzDYzuRCt{2T|I9j#~B_knB(Ua09Zq)=`DSO9`!(OQ zJ4^1~%>!w<`|dl>Je)7i&dly2qy{b=5sfG3x)L-%LJVy}AvB;HoXEw65Q^`B^LrQ3 z2LJ|y>860lOeFC$vpIRX2%Q?83X%-p)Da3cw@55VKyKbG6(uNq_X|gZ#bCq~ z;%JLaKTEP97alY=NPkJ`MwtVNYuq!#NbgF$a;(a)h3&Okpw9+0c1>W?*l;cGkGT%`o=e4FfTaTlyr zSg+IB%FXvu<0kB@CKIZ{L@60!u?S((Dw!du&T2h<;>?N{gZCYnelSJGB(O;VMX=&w z;d;%2RXHX|7P~lQGlVjok5}|WRSp;{M71wrg}5fhC(E$1*&@n{A-5631lbBuqKLQW^*X3^ObX}^TjYZWUW;7fiEgz>xYx%khM~NSb5aK>Z9RwZ?np= z=6}Xy9hGd^fww4qpn0tFUWR-$omj^tWyMu9%6dUY+Bj5U6@NyE!)U*Pm3~*Am8MG* zwMvd1(luXx3S~*!AXKgxfweO0Z+AwB5UzfDVEx@sgodM@6p%F|{ukA>0bjoL^v>qm z-3gdZi+cYF>wGa7JsI72W{p9YGk?c5(E5pb9Tdacs6?;kA`0=L&f$0s$hOWw&IeCb?867v=xtYqw; z70BJ8e^wEJRm$pZBqOi}R_UUI((J8FfxsGAOS0y}5y4uPRX$%(mQ`BA(|TT-Reh>X z*29kyuXjH8$4cI3UhDAu>+fdv#rW=_Vw~5^ntFZo>(t(xEq3pfWF1cvual{u_2^3t zt9+KXYHroSDoKTm6)(JS;arngag$jw93-Zs0jS7Ia(a6}&L{p@Z-zB!SN6_U^h})?)hH!_*bO#(b_Chx>qXv z=5w?@hLacQ-Jw@qB0hN3hm*U9Xua&sNQaNuN9pj^*mxd))}AB*?Zqa*%?=EYYPb)` zJLt6VpIh-DW~#J1ZobktqTIg^r-#i~8W0c=5D?Hr2(ybTQDK9i)IWk!{|HL`BPeym z2;lf~vID1Tmxd^1FO{1Qbi?gUQhN1OTa=Ps3zSCX^mIJmJJGl_M5zUWQvcB0KgVI^ zN)5;66U#y~mCDBQR;*Mpycm>LKv3!*OHt}&tUV~TiNp;-sZAtq2uf`taYImQ6Nwwz zqEzv`O1XKpX{wm0mztNYv{d&2%R&aFMt)-;wmAg2=9#tuZUt|I-aP;3Fy4!m{(Sz2 zJ?BVWktv1jslW8Na}F@wJcqwYqPYCYDm{YFzvh|xFq;eB2>t#C zk0&{$_!@PP3zk<-KY^Ev)r?GOXAHMas~b~(n~{$6K7X0ArPU}KrG=|EqrLcIy6t9#%(X61fV5nay zN*=wCa*^*r#)@aZLv!r7N{w?<#bOm#mb7 zB3_xfElP2GF-129t?@`NMv|e-DzHyeoIK&%7=Jv{i#GGq)=DEd?|~sXmZ+(w|brT1g_#8?Rca z>Z+dzm)M1FtyX}wqaUcEu#S2O8a)XJO05x;`bSXeA1haSAK>myI6b;c7Z+3&P?ys4 zee~XhzPD_PVDgO*0ktVTKo2Hh@t%*BEB$_y`-2g{6Z9jP?fDQ8YLq3cR}s1|H}nnb zRfNvV4FduKT7)scr$={NaOS#fXW8gY(Y+acU#6+IuyXXS(b_D2vuDE}G2DrA{nIYM e3sY}lnfO1D5hR`s7s0~-0000O!py+H_}f=q49GDE@Ck9J zQfn}Jy^_^#LBNcp&*uA^iq2K;$!F*`G?Gb7`0!Ksz=y_}+KoS%Tx7Kkq$FpUGgxlp z+2fXA_-^%gX^9!q4pq|)Kg6`%KKSEbJyTfq|K^i_kGL4*GB9{qnYt`3%VY(5g2B_( K&t;ucLK6URM|5TY literal 0 HcmV?d00001 diff --git a/img747.png b/img747.png new file mode 100644 index 0000000000000000000000000000000000000000..327fe45692d33f7d4d7a6186e96908cb25779446 GIT binary patch literal 629 zcmV-*0*d{KP)RHR400001 zbW%=J06^y0W&i*I^GQTORCt{2RWVQ7KotJ$B*Hj`GcywM$b>8=q$<>7C*-LMLdq|w z@(*ej=+x#PBx0beCB%rx(2i}45K^`MMyP04WILpY0<2g{WJ+!plG2AEEwFH!Sw}2k>8zLOJVp`cOAqNKDi^zxz zRJZ{u&!nWMhIgUqRqlR{{{`3XU(R_Rop=AbAG@{Rl4aogn#(XLL~}>X{-?jp;=|S8zBThNQ<$i|8i#HBU1?|5@7u#>^~Z5?gM`M(>||jdVGq^%1SDFG|Nbd3mPGP5%zZe=fFF zbV@S>FR*RX8_!C1y_D#3>+(1B26!zS-rqz`m-|57<^(8r-%?mgQ*^)FQ4e$t6Z5GY zHLwuBvXfO}HQIjg&c zofW!(1sR>v40DY&RFA(EmSRT)1*Mn~KXNLYI#xxVoP;8FZ>sEw=s(0IZe*Z5Km+37 P00000NkvXXu0mjfgGm-* literal 0 HcmV?d00001 diff --git a/img748.png b/img748.png new file mode 100644 index 0000000000000000000000000000000000000000..7573781f145331feef7b5fe1e431521937e27c71 GIT binary patch literal 639 zcmV-_0)YLAP)RHR400001 zbW%=J06^y0W&i*I{YgYYRCt{2RliFdK^T2|d*XV(W&$=6kS$Y%MN$O9$(E_Y^+B?= z)%^)8=#e7C!+*f7OnV@fa#ti}k_AZ-LXs}vptE^nT#eEDFFC(v1Ew}q zawtfNGAt0?Q1rd2u__F|>-0Z_YwuspMIJ4RKa4B-HhIseCqFx!p&{h}(MBbv7Ie7I znDy_|NHiHk*@}l^7^Z$N^uZj4z>z#bOh!bjcB5-^(H-f$(xXP?QtXbjEana;y6qA@ z^n$|rQu^~9_WK`yC72P$A&f9leJ8sy(<`-efX90D;ptIm+FAX5Y;GT>4hf&No4W{R z&K4uBuKjp@O2L1Lo$|+bV0I<2W7Dp_O84Vi;Eg))n$Ord^grS?ABh^?7MeV zXw*b~A+e(aEakaU*aA~Mr1wX{XY7)dpR0#b(^7ltG_HSbsqHdsp|)pM_v*~6e)=A! zb_t)cv%jrjcZvREiMkTty~psd-N8KF3q`HimA=`EUY5;Ovm~)9^XwEf(ZA_KnV|kn ZTmpRAr@y$7O1c05002ovPDHLkV1oGsCDQ-^ literal 0 HcmV?d00001 diff --git a/img749.png b/img749.png new file mode 100644 index 0000000000000000000000000000000000000000..465037a9c286aad6d6064d5c3a6ddfabb95cfe15 GIT binary patch literal 244 zcmeAS@N?(olHy`uVBq!ia0vp^5zGiSnt z2`w!x6%`dZIXMXl2_YdN9v&VxHZ}$Z1}Z8l5)u+TJUl>6uOd&+15%77L4Lsu4$p3+ z0XapUE{-7;bCQAD9wa$5@OtF1Ju?wy^Vu+|ap8f6#)AyqB1{$r1{>-a4CNk#wlN#* z0vei|@PO5*lF#6S(I>+ghaw4fOE)1#mH(;@8ZYY^9jv(&lFVfqSnPdTZ3T?)XQ#fX mK5(G0&NyVk+D5iKMh1Zh!8c~_Z`%NEXYh3Ob6Mw<&;$U?a!rW< literal 0 HcmV?d00001 diff --git a/img75.png b/img75.png new file mode 100644 index 0000000000000000000000000000000000000000..bdab1750ca3634bc9e7d0f8014ce5524c55f115e GIT binary patch literal 196 zcmeAS@N?(olHy`uVBq!ia0vp@Ak4zdz`*$Z(8-%Xj&6WYi0kIfn^&w@F=x)42@@u? zw6s)IROIC3BqSt+goJo_c-Yw3sHmt&NJ#MT@Bnpe+ilkgq!>$r{DK)Ap4~_Ta$G%K z978JRBm?!NB_u>J9O224mQXmr(B=5x7_&m*0|92P2j6lN5mdKI;Vst0CH?TjQ{`u literal 0 HcmV?d00001 diff --git a/img750.png b/img750.png new file mode 100644 index 0000000000000000000000000000000000000000..1370729ad222fc75c93977183d07572f07ab9da4 GIT binary patch literal 427 zcmV;c0aX5pP)RHR400001 zbW%=J06^y0W&i*IDM>^@RCt`tlD$gAKoo_)xPMu3&4`^kB9dZaPOq5D~|j1eRo@Y1YEi+?g}?&iy-3fKa2^{1g?~&3EBh z8&H80G6Z*VpPTCAPw->&kEdXyRAPx4UZfw@2i2nz+(U>KNq#Y@)U}6_UdhLuCgb$* z>6D2%7GzLjT1XW!i08GIL~heD4d_^mx8Tu!HAX-`%!t8GquYa}i9NNM9Fa-w{7oDG z6P*xN-<+t%RHR400001 zbW%=J06^y0W&i*IDM>^@RCt`-lQB-iKoCWriOq&!VpBt5Bsv<`NQe|1AV)|^2V4MI zh=P)W1DKKmDH8Np;sCfzm)syL(L@AgnRO&E4swcg{FQfRXa0;ee{Cp3Uj%a}DFxfJ z?UuD27O>l6AA%6V#pGXzg!d49!nxKtF*vwcnk=oW!9wvCnfCB>ao8NmCPRh6FHUon zH?EEdRXSzhb6?Tda~v6Mt&cI9Pzz`ok=f6R^jT~pfiG^}FCw?Ojre<&KI>E^Qdaf< zh=aLNJsK}vC#hlHz#Sr}xI44%PyEmfl~Lws0`I8A&2dv0bV{X<*A4le?2-oUc%x@6 z9LqB{f(%kF=afiN0jJn2ZoWO0x_p?|=5R6`jR!pAP35mp@zTLg>W056Mz3Rh;|s&I VPKJ?XgO~sS002ovPDHLkV1l-3uKWN1 literal 0 HcmV?d00001 diff --git a/img752.png b/img752.png new file mode 100644 index 0000000000000000000000000000000000000000..96144f14b9293bd4caa6f41ff43c0872dd922aee GIT binary patch literal 395 zcmV;60d)R}P)RHR400001 zbW%=J06^y0W&i*I2}wjjRCt_YV1R-KAZBe~fP)J_+{hrnfDHJ7_&ft{zyTuIkpw`B z1Av&3;eh~F9aw<^g6Y7(@WBaWEQ)@Jlc-lrem4-~`FB$OBC`VEhWQfm(nG zg?9kXVq<{#1qwh+KMtU^EDstWp~b=o3LghqK86n<1rzug9x!k+7=l7Jf#Cs2j*l5+ z2t&b5Akn}(0UBU~2e2n#5tIOv9auFi01=-VI9@VXKtO1jJ-H ze-x68KwRHR400001 zbW%=J06^y0W&i*I07*naRCt_YV88_~Ffar#G<-l8=I7@JkvO$+U=b6z2W6Py)P?~R z5KJ~8{=m4AK>#Sa7UHr442=vQ_!wR>F&Hv5FfgznY{q6k1%L^`EMNfH3kM)O0}x!W zyb#=s%KFae}D0VKo+#H?VwAk!HP!0H63>jmlo_5^IA zj16F_1G^qBF!`B*VgBYGb_>7^7BKYz7*IzT7?wlQngEXj1B1_>0FXFXl7V#t z1C+zS5Dg-jH$Y=z3j_Dn`wbvTj&}?Udt-k9<$zpva5!p1bnN}_z>ooT>HGf)3@#9M g6IKsm_ro9t02#6{kj+`)#Q*>R07*qoM6N<$f}EC!1ONa4 literal 0 HcmV?d00001 diff --git a/img754.png b/img754.png new file mode 100644 index 0000000000000000000000000000000000000000..6fb7be14b376bde50b56b8e3be0cdfb6418d0f7f GIT binary patch literal 650 zcmV;50(Jd~P)RHR400001 zbW%=J06^y0W&i*J2uVaiRCt{2m9a_#K@dRayhJp5?poMtY72>t2!iATMAD0pPw)>s z8?iHgpg$l)#8OD1wbxi!sMl(fRYU}Zb7yz&b}rdP6a@!6%~U7 zpbH=Xs(#l3)d8B&H-?Pi{ut}zlq^<%yo0({S4Q0UG@V1DblA9+zp!1yr?;?4W3VMz zKH5+6>Fk}&E8~$%hd?cLRV-D8;Bx>ox>}`K-V*yxonMhe=|$a=-s(_;kVqQEAu}k~ z#$b@35?Z5lt!gfRh~4RhqMuJskb@gZYcnBI_je5o1JVklH&W z7pO$?c{6$|MWbzv63K69>HJGqZ)h@=H0H(T`j~dlGO2@Ou%v!u7ELa2v!A`l*dR%5 zb^(?Id7tBY)ASN@>%K$C!-(l~in^zbHm#iy(`VEn4PAfQ>c9N3ti89~pmKTf<(MH7 zc6~WkycPLlBq6WIFs6*YHtGk$tQY>uk!o=M(aqL=vqjV%kamJw1qf~a1 k<7gm-7g*wtA*RHR400001 zbW%=J06^y0W&i*IJV``BRCt_YV1NK_22KWs1t8W2228-mz|RMw9T+~q#qOdi`F{XJ zvH}ev67Zv_On};aIzxv_>tHbp!DYj5DCtGz>uB*4C4n7aiE6_ zAUY1Pd}U~0U@%Yva{vElUfXgueK{06WNU`RkDcyBN?a8E#S$9)D!O5poO zrVob+kZ)j^j7yFSjSCKE=C8px4dcfuTCV`6-v0-J0}KpI0=r}x7zB_sC~_|ZN4|?5 zm}}1Q5Y+%iP-^}FGa`WjoYi<4;ushnfut=M80Mm==i_P+Vt{4=hz$=`Fe)%GPh{YA o4#4Sn6b)dX2C(5)JPIfT08N5JrPElZQ2+n{07*qoM6N<$g1geAV*mgE literal 0 HcmV?d00001 diff --git a/img756.png b/img756.png new file mode 100644 index 0000000000000000000000000000000000000000..ed040e2ca83a49d40dd85e9bffeede2751b72c0d GIT binary patch literal 441 zcmV;q0Y?6bP)RHR400001 zbW%=J06^y0W&i*IH%UZ6RCt_YV1NKtAm-x)5*#1cKQLeber6DOrrhoXS*KS+$> z52jXJAjbiT!wWLP0L0<|G8p*(@E-tiOd+!DKxw8%EY2boByk|~5C-x?X%B98usBP@ zhBFKe3=G{+agM7{^}PWG+!H8w2bqBX0{;T65+9hbYnTuKp*x}e=9tjH0E#zQFmSN0 zhcFsKzIp&Dkn;ckKQJ&lKtn`?ft%Zaf#o&A0T9Mth6Y%efxv@={SF|SkB#peNj@4L z;50BK6>!KcK;bO~5%LAB2DpsElE_)VL1OX!e;_!(z~G|C(80inq#P{3z`)}40K{Yb zjHdqx!$)ue=L6~g1`*(8h-2UbJDFnvn(_~l4Y2(10WQEik>QFdb{ESDpehFnFbA;V j@Sg0?00IJ|022TJ4fRN|4M$lh00000NkvXXu0mjfb-}DH literal 0 HcmV?d00001 diff --git a/img757.png b/img757.png new file mode 100644 index 0000000000000000000000000000000000000000..8ee78605b4fe6d3ed0fb64907bb978151601c13f GIT binary patch literal 370 zcmV-&0ge8NP)RHR400001 zbW%=J06^y0W&i*H@JU2LRCt_YU_bzVb|enNhd&JHpp%P%0f-ow85j;=NFsp)3JeU4 z3=9((SQ*}bU{K(J3QxFzPZM^)SYQBUeFd2SbQYA$%*Vj6fpqgI1>6h`5C%Vk0lUEj z27XqUdx9BQ*%%mD6M$0x|1*Fcnh111%=zq%49o%r3>+|n8h9C$SrzE#aLPgc-vbQ( zuaHH!{$FLfzm@}D9RL6T literal 0 HcmV?d00001 diff --git a/img758.png b/img758.png new file mode 100644 index 0000000000000000000000000000000000000000..6c9a2e01955d0ed64659db7533b8f8db90b0dfbc GIT binary patch literal 384 zcmV-`0e}99P)RHR400001 zbW%=J06^y0W&i*H{z*hZRCt_YV1R)SNF*Hm#}MQNlNW%PA0lVKKqLU_VFl6r0YLNY zKrBWilRx0lg%5mSY?uIJax*mWgN-QyyZiqKh7YU>U^jj+;Dl@7fH)h;vJY^d&=~Nd za`_nyVAdXBPykWP!ElF&Gs7Im&%pQp{{c{-fd$wb;cB3C120^J3(0VFKo>947JOjf z`hS(_{#I1Kd|>;3hk@na0!W+!3C;_w25A2Mz`*v2fkS}-u7+W60t1E`hPkW(3RHR400001 zbW%=J06^y0W&i*I`$oxe{iQ1q_u=nBCdcEFhWRBL|lOoq+w6W2PjcCvtA3`#*PnA8l=2tcKv4F z%z8X)pcEn4&>I512%g;YayNy5)w~!cT8OILG>ixunDEK$8@Q&Y<^nos-&$up7<&2Y z5vDi5v<@o4o)vJKv?m(kTZq z86i;T2B%Oe;7CPZTuE&17BA?hG`-CNZvasV5NCl zGnu6Uooq!R<4o18&+xcgU~vJ@*S<^?YE$%rmBm?O7gg`$P{| zb$vlAqmS=!-v4-zV45j{Yi4Zpo#YClH_`S5=GAKV#bvC^8Qn8<*FP%-_w?LsQ&u=_O>Z3qbYh=>#Iw% ziK!=<91XA#Kl7-1q86NT9r*fTp93$YeM(^&P0{Z@MM`cB?txxi^E_%Cp2SMdX<;WA zm9zKOv9UxiU|vRNG{fWeDjFwWDqFE3LcJBqC_6{DO0lzZQ00000NkvXXu0mjf)B+jZ literal 0 HcmV?d00001 diff --git a/img76.png b/img76.png new file mode 100644 index 0000000000000000000000000000000000000000..e7918b9a78bde0f5c6cb567b1038eb1caf809b8d GIT binary patch literal 638 zcmV-^0)hRBP)RHR400001 zbW%=J06^y0W&i*I{7FPXRCt{2RXuClP!v6m9P3%KtViik(xK|yMSs9WbEoVjprx~2 zvZPbg4@kPS4xLL(p;@zJ4e=jnFoZ&vf+!(lP{@+dw6FL2*@~n-H!TDTrDxE4_v+lE zd#~OHU_j7S5?DkC_}cT>M8kVzD?p4yn~{+;Mpm&?*yQ@`#=s5q0C#ri)yTzzX&&C0 zgo4D2JDL5IJbj6G=S;Kl{O$hECVw#cIjidgHO{T*Cq<*DIh7o|!n_WF8vM4Ha7F`; zXq@^^vq8?bQn6PLVAK(Xc~r9gHTd}&%@JH3)tZbBcumAc&iv&UV3BoOqC<1)`w+vC zXxHqt$F1$?6x>?h<8f}GyK4D;{v~g@B)@;JFru7r065j%v>gGaB zB0vR*aX+(sMO_?*00fd1my=iPW{= Y2Oz_R+^Tfe3jhEB07*qoM6N<$g1locLI3~& literal 0 HcmV?d00001 diff --git a/img760.png b/img760.png new file mode 100644 index 0000000000000000000000000000000000000000..9ec9be26b9d00b476d87889afdca8b425b3a5482 GIT binary patch literal 626 zcmV-&0*(ENP)RHR400001 zbW%=J06^y0W&i*I@JU2LRCt{2RXuAIK^T7a_ChxIH6z%BK-e;sERrG+E^KKf*NeEd z)%}DOk|RaX!#|L%VjBo4!(9ZJN`^uy?Z+-QjomT)O|X##XyIM~oz;yIHAdgRUz}^8M9Z+Vxejys&8A!Q%Y^GZxD=y0vL?a$Fj zG#NwLiU(p4rg@L_!5oCZffR@-h-lSrbZsuWL#-<tDb6{u0+~h`}FjL ziocHC^1(|myAs&38CPGW|KmRJLLGR`XW|^Xk9f^T;)b_{rgDEP_km>^HBrBt#L)qk z@=Q5wfvIhz|Br+py;2^ihjPRHR400001 zbW%=J06^y0W&i*IYe_^wRCt{2l)X;FFc8Q8p)CmwG#yYS#6VsEDH|K=31MpzVs6Yq~CkAR-kD`H#VKFDUg(I1BxKad=59I?&%2a|N6R!YOV~YB0v(12g zUnw=#ZUWt*PWbSk7M}nw+O!>O*<(284&FJ&@r?xk54w0Ua!&(dYfQ3Cr*rv(L)|gZ z0UotsBgs4-d0gd5wV|cODnjyj(nqo;M4LKF1XL(8TN1(h(1YK!aH*KZ1EV&vfM@H% zJJ#LI`6ZLbp2yOdEWj1c?xj4yY5A#8M76H}FAEGkU5D2`Q^h1ipS1Pnj-e@zp+l-t zxs|W|zL~N+GC|{xb`WMEC)5t5bu-#E2fdL4}?GXn$T`n^#HfEVjmv0~1gITI#K zXlZGwsHn)v$w^2^2nh-C@bIv)u`w_(P*G8lkdWZv;Q?xT6?u9dkYX$e@(X5gcy=QV z$SLx4aSW-LlbpcN%$=~Qfsw7E@dpF5RYAf7hDp)^N1g~PgfMhG`ThSt1G90Polb&W z%dO)KW_$>RKfrN literal 0 HcmV?d00001 diff --git a/img763.png b/img763.png new file mode 100644 index 0000000000000000000000000000000000000000..93765b2fa0e7054efd9191c5ebb1a4d915183f3f GIT binary patch literal 1059 zcmV+;1l;?HP)RHR400001 zbW%=J06^y0W&i*Kp-DtRRCt{2S3PJHK@|S>?sB`?yWLqu#7HDpi^X=@xnQ9P;bHJ7@)A^K&Gf6sgbr??dj7eJfK3tfTM;9mgrf2Nz8?< z&;lY&lg^+R0j@Q-Kj2ps1#GSM{Zf}#Qw#m>2<5HC@TYJ-zm^O|ZVD(5N$!*&sFlMw zK|*ztgp?@0OEKA*eyc8U5_RsTaZS;rcF01k3;}i-7o~vXB=*z7=ATZYa7c2VE6q3uLn=SK~e7nQIQ zSI+stI7~fd#rg56)f66l?L*wtiGd}}SpDn}|5qed+Px4u2w`q$t#vEywG8mjfNEaa zqg4D3>itb?RO&M8aw3GqWUV+f=t78Y>%Lp36tY^BMsXK|g=k%%`6HvN865-FQqEfH zpz!=BdWL9B6@LiGmiDpJiHSGx!=O{oEut`);?Co$atufjaL>|bg4y3vweuVLY&wU8 z5a^sb?4bKi5KT6lDI_T*_k`<%_n9a@nu3Z#6>gfwa1}+uJHuu{HwcqAd^Bfvqvdf4 z74#5A`JvuvS5AqQ3O?%s4g1UVw2+;H3)3K~W<-w~9*kl>t`x!duI(&9*XTByYo+@I zH~oB9xq-5M_FH{;4=}(0eW3a0sH_^d;b!K`+?YKK!(DO)dg8$DfB(7VsHYxky`}oc*40=U%4z~ z)7slP|AEFr(+O0)j5fp02ejZ?M#K4XhPB1{XDX0(3^Q2_Go2W`WBI(Y9vO`*I3R8q zE&A>Yd+8-da^|nz9vwqKKLe`UXX$Q|`S0LJ+{~6TL`&O`5vT+@x_XI!{|+^WV-?7K zjO&2%3+w?a+aKB6d_9}BPH8Ob!$cVQHG7}9pxRxVSj|AaRIb+^zuWFb_**dh{0TU~ d00aE<_zA@j_8wz}`hNfb002ovPDHLkV1kVz_GthB literal 0 HcmV?d00001 diff --git a/img764.png b/img764.png new file mode 100644 index 0000000000000000000000000000000000000000..b90edff91d0dc2cfc7e13d69685085c89573283f GIT binary patch literal 3170 zcmV-o44w0dP)40000mP)t-sv$M0P zsHmKroRE-^goK26czA4VY+ztuR8&+*NJu<9JTNdYBqSsl7#Iu;3;+NC>RHR400001 zbW%=J06^y0W&i*S;7LS5RCt{2oy%_=Ngc;)>^K=e#=kjofQ|16>?7I(wz#j>d*tN& z0igAY6DLm=RzfRQ6LI2%cW+25G~O!`vLiUa1)Brn04T{WE3u$xDlall>?yjZ`cdyk zclC59?w{iHbk(oF^_l8=b#-+QLQ4CRZr1kI(Fio*QA}SORheN4N5w~CPemB#54j(! z0g@jfB>vN++O2pop<((wPo3dQ)WkV0tjSEiUCY(Kh>UEElh90;aU-%E>LT&i?m3g_)*JRDJ; zLGb{M56KPJS+~nIOaJ+LUeCX$9gcO*@Fd?`L{3ez(0~B`*u_iveLBLvZbYv!7&>K= zy)+atH`Qv=R;Gkp%FJu+g=w)fdL>mm?H%<>io?Xvv^O*x&bl|FS6WmsY&m%iOkVki zcbvTRNoL>COwZm*g4-G5Qqv39=cT%$&y2ewwR+*iOWls+yu&bS<^1LpiIdlh z?r!P@ba1JrKe1{>Tx;0HEB}s3`49(&tar)0FIpzz{&Y|0B_vNRhS`;lCPk@%m%M-(9wLoZakfLXOmVES zWh!WMn(*u0%xia~6Q#{l~iyjMv*8*}>SPRKzqJS1#o=oM-NsIT_nq7;Lv((4eLQB{$q6Omp z@{nAlsFtSngfd!k#zRI)QV;FmTs)Q&&9pF=lB?E1mb^~OrpR3Eei}|IvM$J4vqc)S zw#aZfsn9|SEq|`Sc`xpl?YG(BLgNX?x*bOA;ZwR@zqjM6rER~+-;CvHhxBD?LUWGliVAJQ|+&E=w@-Hb7`OkW?q?u)90@csxc6);>M4 z)p$&yFK0J);oP|x0@|AxoYxU79sR^nYo#BJPtLT_Jp>D9?>lP6Ix8F6*z5b_3-_wF zh0rxabfmL5aMh~U2%a2<(gO4%Si=Gck3wk?d?DQ@y$VJ!J`JS>Xd3X`KHdzch3|#Z zA~@W4d_62=cD$NePE%;DR;zWTwWKAuCA1Wi#l^JP1vK&HG{291xeSnXYVp^c()}Vn z3tY88spZAR&%0Elg>Vrq@_^C8{Jl+IExgTZK{~HpgzHJRM+KStq~2UV7qsXDsl~X~ zchlwXGp+cZD=DbOY|^uM4N7U{c^})a!)dK=6xTYu;LGaUW%4UX9ST{uEp1LIEjHry zXrrs_ha_vYTCE0aVPU6)ma0mIv3j-iHxWu`Nn^iM3!5HHP-{sS4yhJk*9&vLV>2Zd zOv_0z9_*Zl)51UG2_-Gp9E%htk4z4JT2t8Qodwd0?49q*G08J*^f3kxt)(Y&Oi?ZL z4XuOscO3oJR3`kiP>}Maua5z>gfWYkma6@7N3vL}Rj1ZMQX$c%Q;{%gq0>Zbt-RLy zsb1yyL_blw7-$A`HV zUB;Sed9AV%fbs=xe6YuumC^b%oYujc_q#Zd7GgX5c(_O_ecXyTHea09C!7{0RBJZ9 z=AlJ5gw+DtS!1MpV~bU5$mLi1?kiU;L%CxZ@xgQVOxma2|9eQ6H{#zI2w+U=M}q8gHm08j@~3M$(_ZC-B-4i zM`)FhhtJU3Sx_ppw?Er#4+*Ox0cG?S}J#IsobrlayHDpECIw-G?)wE zqASfSes!R9yBZT+bVXFQ{@;?|{Hd@dK|oiKO1gCgn5U91tg=Nl6;erw3RLn9H!D@i z;i{4f5spfZPkvUcN-D*@N4j#PX;i>csqUDjKRQw!70rqRLf66TsBRF#yo79CRDiGN z@8VJA6+!RjH#4fIN|Yy~&v@0WTqRT=zU=4NbD}z!ZjC-iXz|AysvG2smFWgry7yNF zmGs*Kp{S@`{~%Wt@`~E;`m^(>&nsL374t?>H5Ed~17s>!p{V%gh&J2WmZ9_KTd7yY zdBsRX^?zcbS{xH{G2-Ibw^N~)gRi+aLR9g^v7H!3Vf zv6)up9P(5N$Rg1=)JYXD=q^JA>@%*xsBrh9-#Drf*?;3%JUjEhCQ+rfcxk5s_O)2a zTuD*`tD(B~n_1~1viH36O3|h^;0!W*-SPAj3AA=9Wl$~cm2W@TOe#gv<;DtpI+9uEtTH8rE>SKjS3s~S}Id~6R8xB7g~-k3dK*Of$-)!VNH>^0%>k}W!X0# z9CQk+xV2QShNZ%<_?`0k8x{wLZa>V?T5HX*5g~UEFP6!v!ve35rngtfgVT#J(^dxS zJwewlc ztm?PO<%ZdJ_=hO3#yi{9Q~6luqs!ZRHR400001 zbW%=J06^y0W&i*UuSrBfRCt{2UCVDAw;kqMlC^p*7riBLBmD!dg&tZIC?KKt*18ov z$(I7X6!u?GZO{jbqR0vXdMxB#dMfG#eCQ>BlxrW6E=4X)BnK$qG(bhm4kSkpcF1`w zhi`Jo-5Gm6L!McZzwh@Ahr`!!W&j`<00q8&#QZo?rOE-fOet*98+0GJSwQk1P9a7p zElL5%-2!8jMxf*$z&DGI!?CiNueqVD#AiPev98$bqL%A;H5E@531U8T(ce} zv`enSKsYp(upW{hGK31#bp_E}BAlZz`JOb+lD|c53Ylc>VK^TnXJ9UG(G4Kig|PC# zCUP~v0t5y{g{01Hi2>4Hd+I7rlYVSumITYRQV&VsM~nd?l_TlVA*DsBHeW*W^N{tF z47qAkG!zDVrHuwmHm!r(7MBYzNi=Z29t<9giQ;$wq>6PnNK9UYZKZNWvOL;(s_8zysNM zR}11|#>v71UfmC=pfe~_l0@4?5fCHDpBgI<`IHXXGNUTRDIO=V=#iBT z*dUD$q-jZ`7?2toGI3>KnZdiR9t@J8Se)EEm=79=2HNugA<{`&Nk-F;%Ym3)7DXE+ z6uyLQSp3)(4_ZHtg5p%3%)=fZz#G^W?*zA(AT8#)+D_s@8WGf>=&M^AtfU=;>tg=a zM$-M!Is&KG1{Z0B=m8<^L0?Em94@(pB;iH_l{8<~YTT26IZy-xzVSr0h zI#wQtr2IaIjR7PkNe48&KVj}yIv+z+aQ@#<{ub68>_-ohv4hh=K+$XCFc?^z=#s%N z6?2Z(=p@6f?xu^yuTH@&)fi0z2(~ZWM%g1cH~NJ``lDpjxaQ&jonFNl_d5Wi3-gRm z6(p6%V{@t&jm7d`Ptu*caNVCpa}{)Of1d6vejx83RdoQE`Wioq;~=k2p<}&j?H~XQ z{pb``TDD0!kl#Fi4IF$MEP`(FyT=Q|jm2^`U34Hbr zghgqAPBJ$c7S91J>I|6!HK@VidnaUbwxMxAOB2i-Y&$NXfp@`dLUiwAse?U~IUtje zse`>w%kJ$b^Tl*%Ws^F9>DmMT+EnQv-Q){D!&le3>p*l+?xEUL*NzTYNDb=mfXSis z%CSE=HVzgZ9x(>=S6ByNAOD02+82vmRR=NvpO^_NbMNv(i$7ygyLWB%WMc=_ebz&?H7g`B`?{L?(##=k>X zF&#k3BAW*B&*R@#z4zauMGF~;_=&)sG^Wd)8WByoEERd zZ#D5=fnU70-86p4&vD!HBQ|WR{I(ttNEeBXtocdH0D)~Q;j7=agiauTy!aJtMei-M zF6SRge;N3Jy8MrCJml-@WUHyP{JQ!<(^(k9z#jks_#wA#`K1(clGmKyrhP|bq=fwV zZI-1|YCnFft~*Ka)yRwA5LG0YfAN>7{OXi;{Mbr>KfiV@Q~-W$CWYV!ntoPn{)+V* zN=?;Qasd9M7lfeKBPJ+a{D_t>{-@z5FJ&sq5SG8|OlAGIQ@T0cmBx3|33#%yhHJ9r zO88%htgR$Hm@}za=UK*&$E&RHZ=CqaV?2~ZmcQ^;7KJTpYIXk&sV*XzM&V+8Xkh-C z%NNG-UxhynwH)Uu`SCzgiP@KWwf;)=f03|sFA0_MBm}>E|Jf8ZbDvIePzWQa!1+_6 z6RcbQ`21bOChppuU(KsJxP(bn%ka=&R{WMgNma`vr@zAT12oU@XGb26KdEYmJ zn{!-&->PF?f#2#Bm)rMZ;jV$7POwIspUkwlHIW|tmT39I^YalpA(Q1Vh1u}axpY^4 zQxwzTNP6_zd7z5?>4S`jRu#+A!G0xvfas7UtzkaY&1LxU!?ZC@+xwTD;QWBRkqT$i zG^>{p_~~PqOn!|&d11atJ<7lMtVcC|;aLy%)CAx+BR0PeBJ;<7xJEZIj4t?{uqe9j zk=Ee8)6c$v@=m|{hdCrz&d1QpQ5KPR@~O~d2Ywa70T`FwD(^qiU_50UdAdjPsGVz3h|osh2O%{thR!TxWsaNb`{^v8KfAORfF zks$)Z%?Rud9?m?*`>(*pAObnX;&ZT%Z;rRXKVz`Zozu-soGv8ACw;nEjCO`2VmN{YCNO*A6%E}ltG5y+~mR6FWR=<~$R=>9rKdU!a|IQ%k^IT**4b-m> znv8yoPFI~c4wtij$h<>cAxwsf`jzP_=udAWHcCIt zA1#4E_APA3Z;IsSRac)OnUOrylN;1OD}es zhJML&TYQk_^(hdu&n8yX&+pomAIaiz;e_a{*)yfmWC>0GQ=uT(LH2L7P^+JBHof&{Y8Nnm*3Xof3s3<4LQCqK|JfFU4P>n( zMET*H&8qsza%x*8mG$RJpcusO8-mCAKm5>IN&WOM;`7ewmaUTT`cdg}cE5gEB@?)Q z1^pPYmvc4!mhQurpHgj9`})7EUwG?!!}JS-irV+zUN`;eR}-`OlnM6#hbQ3lAXn18 z0X@qn3WWS8?>tGrXUx1Ig<$UR^Ut*UeNgCM{q?Ku&0I<6;=%7NALyb4vzRF^*@P31{eaaEQ&tF>H(1d$o8?b@NzMTmRubehf5_;!t-!YNC4P5&{iZAp($8?%*8hsA>iRp3{vB-b^+!qnnGKk%{uz8d zm`ML$5fz~POlJI|h$;m^43#ekA#vlx_0*qMWeNnFf3B#%xUWTbiqz`T0l3CnOi_pY z*XkGeTm7y6au8*k#d1Ap99LbxWDP>F{MYCQq4Y~E!sx$~=ZQpr5m#gVSd;&_0r^jR zwL>iVgbzyN=wPe9`m-IWeu~a9#!b;*T7oh*Y>a+|VeR$rVSEr+`@4@X zg5*EM>h-I2??0sWNDPzgYh>_2lhw}|w)$KBw&3&&U-D{}{$T45C#k>a|HJZERa7E1 zQC!dj=6_21C2R5;pr19=o@;Z|)b*Pb8KPSK1}m+{ChAu|2BD0|Q49TQ3uK6|s-MZ8 zChB)o<7z=>2H0Ei64Y8h{TL9v6_3UpqcUowUv+0Z+py!yxg=~;CRP$O#r#k2kBo1{ z7xhpwR?FU1S!?}tW&o14WT@ORTEN%u4d`C2^@IHS%^$6jC6M&?N=Gnd{izr%k0!xQ8NT`6D(_ona$#}+MGyn$H6`06cuuy+N$Mjlhg@jAG7gp*ca0YUWn zwAHxdcoW>E`Xwz{6L2RfKm8$2nyhc&>$PdCvBm!Z{u#(x`$ch`00000NkvXXu0mjf DXrB_2 literal 0 HcmV?d00001 diff --git a/img766.png b/img766.png new file mode 100644 index 0000000000000000000000000000000000000000..cfa7f15ce05b2c3456902a01d8a72b5dc2edad11 GIT binary patch literal 311 zcmeAS@N?(olHy`uVBq!ia0vp^4nQo+!py+HI6uH0Bw!HW6XLpg^X3&RR?L|*XTpRD zEiEk-6%{!-ISB~~At50i9v(I}HU@x5)wQ-JU~saB2Ui)Qj8@*e!&b5&u*jv zIa@tl978JRBquO1y0Nh_vY99_xbeO?GeanX!93z-8#9m0A0A;o1Cs>9 zKAQvlEd^@&Q`{PuuWV`$IdG(uv2*3Y2B8fJYWJB~*}k#JwQ=&WH=OyxEU=Q@z;rs# z0TJW3bFCB-{yht?aFvwoGceHk-=M}XmO6teZF3%j&RHR400001 zbW%=J06^y0W&i*H>`6pHRCt_YU;qIQ28I_PdIAFiC@?TIFnnOZ0Q?PX3=bzXS(JF&`qB1sM(iLuUdwMnFJ5fL;!#1K@bc zV1X&xH-WhU!gARD0000mP)t-sv$M0P zsHmKroRE-^goK26czA4VY+ztuR8&+*NJu<9JTNdYBqSsl7#Iu;3;+NC>RHR400001 zbW%=J06^y0W&i*H)k#D_RCt_YU;qOy0R}b(OrXQS@BoW20|URo2L?_aMurJkWw8MV z2q^#}`FI!@xD!Dv4iLdkv?2Jwg$n{7U~Fd?;{$fJ0|HncB*NKFTs$Dk86nHd%Lt;R zfzeO~4Aujj4E)Rt;ZR9Fgfb{?02iT7=nX=^@slBp;R2?3{{+?qXfQZ*Fg#*lSdJdc zEF2Ad3P8F6#QDfkz^H(k5cmb!8H5=3gO&6@zrPujRyf`jElYDLg55POCc007<0Cw&XsY^VSL002ovPDHLkV1m3gc^Ciy literal 0 HcmV?d00001 diff --git a/img769.png b/img769.png new file mode 100644 index 0000000000000000000000000000000000000000..4511b15d125519a374a5eb1a6f9c99fef75ab911 GIT binary patch literal 192 zcmeAS@N?(olHy`uVBq!ia0vp^Ahs+EGXn#o*oh0)K#qEVPl)U0&6`)OSTSeLoCy;q zw6wHTR8)k7gxJ{F7#J9+sHjLtNbvCR0M(XVnr8x}7)yfuf*Bm1-ADs++&x_!Ln`JZ zCp0v(v@r=RJ8bg=d#Wzp$Py)EjQ!< literal 0 HcmV?d00001 diff --git a/img77.png b/img77.png new file mode 100644 index 0000000000000000000000000000000000000000..8eea08031597a2c2514e59b5a31eef2fc59ea912 GIT binary patch literal 209 zcmeAS@N?(olHy`uVBq!ia0vp@KrF|?%)r1{)UfjnkfRmg6XLpg^X3&RR?L|*XTpRD zEiElMIXMXl2_YdN9v&VxHZ}$Z1`-kyJUl!=<+CHbw15<2NswPKgTu2MX+Tb>r;B4q z#hm1Xga@e(jGR0f4ZaPHiy2}CmTeMPQq2~Y84_^uz=3moo7OZmew@YNvY8<@*cccXsHmt&NJ#MT@BlTviab3JNHLZK`2{mLJiCzw zRHR400001 zbW%=J06^y0W&i*Hxk*GpRCt_YV89Cu7!rV_0~Q&O*#8f`4FB;P00kewBtH;$Kw1A8 znD~j)OAzoQu{9u+7?KbNgnIA@!lROn(oM5qBG%X|S$@&87(VmJUU1!Ue46uG|jSTwM1K;=V{M58T`00!TG zP{=XxxH=p_;=+;*is><(0a(mIHT?+3#sW+=JPuf#g$mv;BB*4T0szISGSDUL9a;bY N002ovPDHLkV1lwka*qH2 literal 0 HcmV?d00001 diff --git a/img772.png b/img772.png new file mode 100644 index 0000000000000000000000000000000000000000..32cb7287c60aa9b1109125164729912ae2e5847f GIT binary patch literal 432 zcmV;h0Z;ykP)t0000mP)t-sv$M0P zsHmKroRE-^goK26czA4VY+ztuR8&+*NJu<9JTNdYBqSsl7#Iu;3;+NC>RHR400001 zbW%=J06^y0W&i*IE=fc|RCt`-Qaw(?Fckhw(#B1bxNN|b-oQujz{J!eWb7EJ60;Z9 zcHscw1kDY|5i&BNOpFjVB%sDlqAG+CKy3Xa`_uFL(R=DWS&;Tucx4Mi$2dXZ{Ag|V;b1KeH;uf z0qb^gG8{xDaIL>DsjSmo)bec}KzGvGzL$){k#>%YDkW|g@b!{uLEJmRwHyJTL`D|W z7oLSr;6DlI@@H)T0000RHR400001 zbW%=J06^y0W&i*U$w@>(RCt{2UCnPCNfqyj?d;f&Q-ip`YS~2GqgV)um5}0yy&;4- za6sZPIdY2;e?XEGu!~~f5Eq;q2hcijKtdo*a^~R40dWc$h|r4FYF*wWV8@OhUENjP zRn_%fJ>9maU*ySjz53O!zPjqw>#Ck4d6P&2a)7_!N&vFPa7b28#DUmbkj#SnGDmMv zHz^U8Xr+)yq(Ip}E&yj2xXgMHfQuOP6EEQ+6&gbd(9$Xb57Yfobg_PQ7JUUz+C&?p= zK2pT;A>btov5=zSy|GeH|I^}CdaU`*hrQswD`zxxlhcbsxST%ud*6^hW&Mizx9P?D zg)(8e{GSrj8VDdYl{o!)rAQAG1u@Qu4PM~U10#QA{)Ik)K%qA$Qw{dzkJDG98T1I5 z^(>lJk1cv~IX^*`YS7|IUrPV7K4q*1Y^f%jUWjRyCt#l9p8R}Muk4@57L`mtF{=Bo zubS~^T#!QpM9CeCe#x3bbO$m>ISoyT99s+kY)QmHk0SNeRfwlPF8^lx$7%pt^tSr9 z%C<#sOZ_)Tw=6Mi`Y5TR|C-{+?FW*5XKa6D>7ThCZ2CW%^~ptx-jY7AN3=eW6^|3m z;7Sd0y&g+?ss7QzE~i(?iADcUi=O9Ce)6%_z@_-HS>K;n@D*BKFV|0q9vk&y|8;6# zmZ+d#!qmQobU}=9so&1^eM}6iEPY%$?$ZC(SExSy01^ZuzIp>n{J*WQf2;Leh`Iiy z236=)_{x${iwE(3(D7rPKJnHol}5b{@1Rf4tR7kPStx&hDdAlI4$zZMrg4lTY|&?* z&q)(&^u%1}ke^~eyf9{x|>(HVirC6V43A6QuSZB~*QZgP-z zay})Wq)?c1KC-{m0T1u91o+mAkNSbnC0yr5Gkg&qMX?7<+gk>F{twty!$@wG7^WWMNnL`7#vs zuU6r<8->$fSFmSBsbPe-R9*JpYtuldE}WG4xp5R+UkPq-tr+3Ji6Jze-bGYlzw-3xw+7Mc2W@Gf}4(b0aEzz}{4o1_9qUx1-U=F`b*EBo4m zD_O*O(IB_NX{6p~IehM*!J3bPD+HIH9lTLEC$c^3>1OwvWu^v4U&E>RJ|ZaL-y$0% zf@(0ev@Zo#eI^)9;^1G6gRexu)3Qfpes+cSywJ+);4=xQ9y1(zK#4jLLr-``mc5k7 z6xx9!*ouN*97n-72T}0J=b4u^qUz2voIeH>lY?gAkq;9KIVCn)8*mi%7`KqPqoA>6 zKhv@v2al_|-MCZCp&MSP!05`E8*J)>2iq4jF0(q$=S2?N=aip3PO?W*$SN(zs( zPU7b0&^>09TRT)59+J6a_$+i~tx2qf3kq$sJHhoPu@fAlY_PS%u~Gq}uV}LG1W&Z3 zcZ6qyZ8&^QQ+ckL*GL?kZ3?8T6)1Q9I>DKpPVYy~Y;pg1!0BcnWFF@c8mQq?yJ}?T$M}kTLkrfNb&|2ZSJT{Z>+&t-2Ty(#1z)?X zi5}?YE#P5p-U9C9<}K^LfKNVmcXd|bEHncCQJd_SU&pbluBQ+8UPWryU9G}%2zPe# zYS?x4&Ne&Kp$?UnsM{nZc^Ar94(-hLWT~Py04FbQBXFRH+@Z|90e*cmkAV_E**j_x zX8WO4RhJ~20(^gyl4p|`NuV%JlvVex1Rt^&FuB3;bpbxy$+PO3d5rq}42lkEsAJWw zjowrB+I*K6*Kpk4PO0YqqJcZMyWXOfhh!D}lAB4aA1XVzjFv_b&!JNGyZer`;vV9F zfjSBv!H(nL)&0|2xOxk(ynEZL-H|i9Qn<1+d)&X%W(YP(`NET8GpIkDZNCqMvsgGd z^YQTP?MuN`M{I(^dI*7|IQGcQ$JacQGc{0m@D6T+JGiq=a4++%3Am$iqJtMlPE0E) zJ)DKPtfbUUiJU6s9KsQWuUDdY!BHiO3!Fb@laNy{esE0LS+DVAAHs*^R6d3g$w#sP z2gRbrvF0xh^GTkWR_rLbBOK)ow{%P|Pi}g_FC&4yIEn5E|9TEzJfx{T@q?e?J|6{V zMk({_m>+GJNGiGx-oa-U&ffE(JicIuGYdkwz0e`^+9+;tlbDkBfCq{Tynlc`)$F5i zf&b#tW&-NRkuLDeAFB5JxUt`VKVnC2{~-Bnuoqm(w*l_%9)!LCFjmO={`K9KcGPCh zg%8>xzmrz`&hbLGm$;KAMB{+%$UE|myd$rN8kKKX5H6Y!;GTga{-POnj;=}Wm>tE@ zqAO-2-R^XdZ^OyG*2oc_mdHAW6Ql)du+vY`ps_`Oy%!K~AOmRB}eh z$+D?6@w(_4)SykKWvR0;frtDBR|;reQV@* zPF8pRl?(wkS|HEm`w4ydT`Rr)ZTd=wHpp-MA!&_#9)SLE-V6;gZIHM6L@|>YHKRIm zM%}CdDV4lo15#S6HS2VaT_^^265Ns3N^Uxe$9eNrHZr_tEU-7bTa<7P|mAuq=rg<93-%4-Nt+vS1d+zqwm)vk; zdXj%|H1HyqZ%pL#YJ9ocpD&$UP2N7)a3we2m|o<$EdBSwQz!D+C9;Zq`EY*krVF{Q zbzOU%691i}QKjXZBJbUY$GV7W^1w~EQG-kY4%~EG6M5LCThkA;D$G`G$;qbM{Nb!qa$_52#4x(c{|T)^viwtWY8M9B886p zl#y4D%LkHIZw&|X%5nKX@@iy@D0ABsd5M$zStCcd4RR)A0fX2S=SnX7(XVG$z$9i zQRK2)1baSRiXxY{AtLPebSa#i8|Jb#lQir}>YB+d%cV+@JM!~EzKI2L{#Zh(o(}n! z_XKkBSVF0u3i;yyl50G{!CW?%yeSrcQc0A5W*+zX>CF zZ=-ie$+Ke#dpFl7xKyw1+`2ZN3VAL|6TY|KfRk0ew~w~I`*Mopx4*}ek2Z!6dGh() zKkrYEymu(v=OcD3fvUf>cRZM4$!Bwf>&P1?*GHBUn-;ko&yTTlae^>+$fcZ}3Q9xN4dtFu literal 0 HcmV?d00001 diff --git a/img775.png b/img775.png new file mode 100644 index 0000000000000000000000000000000000000000..ee0046b604583d07527669076f1fe114ffe63a0d GIT binary patch literal 297 zcmeAS@N?(olHy`uVBq!ia0vp^l0dA$!py+Hn6&lZVj#yLz$e6Y^XAPfR;-vaXU>EP z6IxnYDk>^+a&i(95<)^kJUl#XY-|h+3{+H9BqStwczA%CUPYds2c#HFg8YIR9G=}s z19Fyox;TbZ%t=mgVD;6o@l#{tIl!s3qv1wxVrQ;hF!K z-==&>Y^d5R)baa&eOiJ>TEd2ZA307W?_)T^%Ok`3M&b8PW*&!whtD5a&hw=3uTa8_ t69*1_(|)db#AO>p%4f?JZxd1&7(`}DRyACSas@h>!PC{xWt~$(695boXafKM literal 0 HcmV?d00001 diff --git a/img776.png b/img776.png new file mode 100644 index 0000000000000000000000000000000000000000..0d9b8e2c421a6cfec680b97dae8396d221e84149 GIT binary patch literal 506 zcmVRHR400001 zbW%=J06^y0W&i*Icu7P-RCt`-Q$0_^Fc5vg%?D{*cVx`MR0;AEip0R!pAZ)2OpGW( zLV|%d{RMPnj1W8h2V_C&*1`Z?5SCzofrfLOc4&c$1qq(yyUX44#eSCn1;hxSLk5M5 z=JRo3a}h_<%D&k94LD3#2Jtafy7CW!yt$rCkY_g7LdB!y5(Q48`wKf19ngr9TyOeV(oa@SN zsA{25_jIbRtY+Yaj?8dPIBbai67FU>$4cYR596l$7X6Wc=2{t^SZzfo{ w@x6}?#p+ox8ZcJQ>E~D?(qW;;64HOc2k#$QmkxXtU;qFB07*qoM6N<$f_AIi=l}o! literal 0 HcmV?d00001 diff --git a/img777.png b/img777.png new file mode 100644 index 0000000000000000000000000000000000000000..9e79916269379a74ffb447e6a485943a57f00a98 GIT binary patch literal 639 zcmV-_0)YLAP)RHR400001 zbW%=J06^y0W&i*I{YgYYRCt`dRKIH!K@|Qjcel6PkDWD*TEq!p25cR8Yk8{0HQkfK{?Z+Q1dTP8|6lj$UTM1gW8GnH@$F!*^V{%9d zFZudgvQ{?o!{>Tr^;DZgHga6*FNfZc8kzS)zz6!K&!TJ3blZ17Ht5X4*ByZee6#tD z=7iatx~>9`b$f^xqejY+J&)SpR1VA`v5}FDOH5N3JA2}95~N+iz_b_9bz?n1@yeZA2Lijv}Yu*d6WT^%}) zlM8%-vOh3nc4hXx=-A^kc?OCQ6C1f_bN+wgMn&CA^}U*~E-J3r8CoCoJlaR)%aFq5 zx~5P+ZoI{v+D=9PZ=fK%XpR_IA6UtH0={A>m+0|;X_=XQw38 zpBtD6M@0|s=bmh+&-9nV#G&DP?*1p>TtRl_=Rr9(R=8oS{5!IP!Mj*V=p5bsQc3tP Z`~kBxdH;Dg9?<{*002ovPDHLkV1o5`Bc%WU literal 0 HcmV?d00001 diff --git a/img778.png b/img778.png new file mode 100644 index 0000000000000000000000000000000000000000..019eb22d8363d817b37f13dee22af10cd09e6e01 GIT binary patch literal 808 zcmV+@1K0eCP)RHR400001 zbW%=J06^y0W&i*Jrb$FWRCt`#R?UmkKooyT(`5RY98~nwoJHBa>blZ{C!yH8mnsM% zq5(nlNd}!;Z0O?Bj`uWKu;&O+)&ZXuj2Y%dG^G2_InUqGKdAi9sZ#k%E+b2GDWu&56y(WD?<6 zqg@U3MzF`fzCtm#i@xG+L=xMNUkcO%5{{I~^aA${RXp>GB_yu;J@IZGXX{}`Fu`O) zl3p5(z3@E^hrwy_r4cE^C_`kSqwR@8YcM>CBg~1Gi?hvPetHygqCNVH7N#}190gkF z_33kC;7$sXw~~T%?r93r{|gh;J6ap}_2jmNpkmOW$!=H3_c=)QXf}@y?v&7+!(naK z`TGVAu&?#l7?VrzWzp`PBB0!TB?LN9gO{)%c^3!c!}~p1=qy&!p}-=>Wnw1QjRA*+ z{>>nNn)9ICeqD#-ve3#qJ`^w-;*OgZfJ_%CRg6_6xCLcfb`@Y94hR9gk-=G&NsnC2 zS64pU@CXlRUkI#G8K?h&GQF%9a_=LP1Xle`IO4bC5n1lCZycKbCyO$q;z6Mbi$C52 zT#`LvUmQt51S~}PG^kXRJE{xn5?K2=XjNHg3p|{#AN$n{AF*6Bo2)c>i=aF)+|;l9 m6H3*5V`qe{nvu-<%lHifD6|7Blt{<`0000RHR400001 zbW%=J06^y0W&i*JGD$>1RCt`tRljf3KotJYb`v{}a~_bofUv{@5`%YCsR)U=a~C`? zFrdmp46u1*p$UHh{R>e31P{Q9#Zbx=D^f)^PN+iysgAQ&S!wfueN$vO1Wd7KSklq;q!Frh91+vuW*P>_CAl)SPa z)wEHCV3vMP?-+QL`pXb$)1)2_;L9yXh!X{AaHEJO@{ngtk(3t7S5bAkLK~G8W;oWT z12O1$d(f%P{bP*KPC(n})+{ZgfM=7t*jFU}574my`M%i(5XecN$gV`&75k+*_4SuV z!*Rk~vJ4kPsSgo5yIuzZbeg?;oX2Y>Z6Wd6$!V|P%5zzwUka_FXjej(LL{D(s%2`Q zWdb9U>dDcvz?t2vEx>^}?64;uBUU|w37vtZZ0Ni|SW9oLfyId@;_ssl`{Kwoi_7@` zgS?-Jv(UJAeF`nw%j-sQ_Ix~;jvG<#2WHqFG$4pWW)!_U<#&HR`UZo~FMrNd6#dK0 zZT)_JzECib)bPb%UOOzqy$I@-E2rEH8dGxjoYKqcXugfn=NDx3+2H)o7Dv;|-W%@g z?YcsXi}9(FQdX&6R=RW5KTK&KDJZ6EgkN`(r2^gHRsf>NEzVO8-;MuB@z+do7|O7!h%`0$F=!Nx4kpx>F{jV^Oq z$DI~7wts&bSOqNCNfrd}Souin7Ned;|>PZ)}{ydSSnRC^O`&7I%F{# zJXJBUNqWJs>HdHACKk3f?;O4=hj+p!d!zW?2+yz+Q7FlMo^r3_w4V7LK3#=_!OZLo Yy!k4}?o@Yj1AWBc>FVdQ&MBb@02ussegFUf literal 0 HcmV?d00001 diff --git a/img780.png b/img780.png new file mode 100644 index 0000000000000000000000000000000000000000..fd8ca5b7ebcea49b71517bb7e57e28d49d35120d GIT binary patch literal 7425 zcmbuEWl$SV*XV;oumZu|9f~wqin|7iOMyZmh2T!H1}gvw$OWwkb*f+{oyuEgih5cZ?PTr{W1-1}r%Zd*3v5b>A87<{yzX1+* zVtHmgOPn>5=Ck<#g1VC9q7Bs31IfB|gRm@5ljqHf58@n;KoW)UAMQd+dYY0J%In@9 z74V*yDPZ;|95g6-Fc>+7U22qx@#S@V0d4n^pg`>@R*+#MoZVBXV?@|~axfYb{A{m1 zG3S9`T5ocbZS(3vnRDq$8tB|PMW3GlfsR|W^u{7ZL+wE{upn*h%M7nXqLpE#`B|SX zjB@}^bmgTv+E~pfi2Ro92wcdgq%jly;X1nJmGkk!%_5)Q#Jr4@)F@5TX%Z`%=f=yi z*)87ZLxXGUR!oAqC@)F+N$0dbT%bt*A$FAMO}Fy(^*0>7?7m&0&szO)M}f7Oo12~K zg76e04;P$$KGJZG`i6ZyHVJge6AD^vwK-Fs^zG=HISzmG1?kJ52i4@^E!FmJ)5^8e zTgF;ICwtPVaJTm-&`jhC@`anEcf~6{n!Y_ERgw~vefZ3r8s#P9pGUzO{O?(0vy{;? zQ+Rvw>HD6E6mV51a>B+qI@V}gV>sYF{vO#H1R|kjn8gCKTAqK#u1)mtZm^c(5Xu$3 zhVu0tQVyMa_p%6DW15#?N^zK-V)$m{ikm+on`LFL`U_f5HSCEaUOvCNDf`~Igy|Ft zR}`~$^0hLt4kBHqoZbi@p{Nu(lYJB>tAIZ0B9%Q_!Wt!S38D`K=LXfT+jeKO14;_u zwMx*kL{^HPTw~E3N4QYaa8!hTYBfv)jR{L{>OkS0XI56434!Wtli0W22>N!PkM}tK zBbSTGVf~*Khm9P$43|jGPuveZMqnSd@^pp|v{^ax__bXM?o|>dsZkoHpW%DNl0H!m6F32Xn;Jqpi!yk-tY~6> zXlCzf#*5_ga?&O&H?3W|G!ArqBgMUCi9V;(IMmoxKcpXGJc8Z1|8!4Efl=mC6T@cp z)qd#7&{XCC)%M&2>>gH1T}B9ez<@cW7Lk zDXd~&E6$d(i(frYV_MALpz`}xbzsH{(aE{5SToa8M`O2iPAoQ8(k7az%gEJQh^vN9 z$xyI?AH(n`#-W|HYGhMt(-gmu80Eeyrni_G!m?fJTTi2%Fvz)3DD(o8gxhi0XrG`rz`h5?g35#){n@lEcnXU| zS9+rvHeY@!0yfY78`-CJeaQT@97U>_hW>{bR}B!yge`b*22Y4evM-M!jiuB3grI|! zKz1snc^b^}Q{}!oCyekI9CDsYGc7G6Y(j=rn=ra~F4lhc{7TK5RI8YPlms_ZOaiUr zZdW=7OW2b8`*OD6K||pEonp>e>#gkbRnNnu2spP<={)+PBbCJ4xz8QfftvhOY%Vu> z7d@9v{16Xq(fKKjcpo9&mf0G~9Hs}AU5pn3McpkLN8(yDbH7C74UcBHp zebg8K?i39O%{>&1$2n`FQ7gv|-c~=?S}`{zfZXSfWB-yY9Z)7)Cj_H*r;CySU#*m7GFG!NY{ z$7izaGNvk92d|m}R2?yngR=^wm0$nfiLe=t$s z=2}(+?CSS=@*ms2@x&?=Fm;+#RF*Bys*q5DZ0g)RPyB&ZOT(Pvn=$?M<6ufN&)a;r1%Je7ZbiSRF#6#ndI{3BPhWAZ0$yZ0auPm@en74uYFl2KoQNx1K zpMJAy0)mmMBf3ZFozSp{WWb9nZJ&*LfuW6d{kX$ClM zcd^rn3`^qVX+>r8`_)?s`8CZI$aErVBWxn3(K+Z<*?Gr2MXs8UVe*Gg##pzupZ%M|3(3mjegyg%24?uM9G{V^O0 z;dlHa*YuV6>w%Xl^W=oD^_e+ML|&x38&V&z#M{!lTGNFMsM}~4PsLzHqR7?cF%%Up zNh?sFT0;}mZ!{XHX?p1uy39KfqD6+{S+O*TPIx-U>Ep)D zT46OZ{DnTU-AVrsYWwB6rn+5S&!JXprC$^+VJjGr?Ra=U14~yG_q+OI=q^4s7=_5- zt>wwv4~00eA@Ot-#W`V+S_XiOGSzO{AOHi09CWl=E>ZV3GY`)h8mJSH=<|6_QrY`m zG;#$9aIUm4HtS}KLbyiPkFqB}X7y(NsH=4?-K(=UoZM$6a#x|-{3zZ}@AgS*oyn(L zPJ~q8ZM97RT1~ib%r+@?WAHNntP+a@vtvZ}{+?dAq9B@eB9BD!HQ zdRqQ)cDBqWZJr%+e-0uZ=ux2%XK!sP?!8%|4Rmgs%eo2D@Um~w3k>;b{F^*hg5eEZ zzh4%Mq2gSm7U;R3Gf)%NcpgKjm%TxdqTmzN^KN9|y+eNE1ym|Z0CTh~#*-(fB2-d9 z>2|I9A!96RfrzYlgtKMh@pQhc^!k11B6n+OJusz{fOn7&|LA?F^%G#?--EVcf;Fr7 zHllfCQ)VV15k<6@-@~`44HGOb#zbZBXEvL8>p4V3BODlx#0>kC0Q=v86T z_ov2&r8Lsg)P*2<=OXkNLJIrT4|N#Z$xc)(WQ)K3m`8;j(!t%cHi^7tksRY?$3L#F zQe|t1=)PC^HqhQe?eNyIq3vPAl5GIm>&eahi^V z4*1bzD16B(Am2LN1bx64Lbt!1DlpY>}N3{KG}Dh!5+SV7OIu+Py9|OHUrTz2pGqT z&YN|Z2zIMaWp~%#!&HmPCYhT#UGREsMI-oxsgY`6+xRK{4%&s^Bsh&oTVC0_oGO?O zLzdhB$|fsNL1vh&FkX(hs#&7cZ4DuwFQj5R6Afhb=BH^bJ*06ZSgMOYleRElGg6E` zH%qav;|NyR(T2z?Uwsfdnd207MUX8WN_)tv>;8@E;@_G6?{xitbkIrc<|qI-7@dbl z)_OYzn%jJxuA0d_&KulLwt;|&CtjS}+in}H06?Oo!pIF?m^P75*M#kNjFOkHvb}6g zDa2F5o@T_Y1rcSj;zXuKR@(K6694SX(&2c?VdsACvS(E_T#vQ7>Eh_FU2f(p%1n3F zI2;h$?(+#T{p~p*Z!c>@>Vjs+>EL$9y1G|TY5E>CivehFA3O`b;+qM@ypt=&z~_~WcSk9c;p{EBZSHiyXjPvmsdyr9Nr6!7ICdPFepb)lc#NTF z5mW0H2=w;L^<}0NMzr)2oC9tv#^*~LhtYkP?ivN)1+9;z7FJ^#rYuH#a8$TWYNc4e`v5D|>l_$Bi^YD!dOI2~=s3~p@e|kE2 z#i!wlV#eBdqQ*q}OFesDvU1_X`k7|ph*L=tR#$Ady$O`FF2y2=RQHpV-Ow;$va?F- zH#G;WXVpkx;2UbST;?j8eJ}*W^HEDacwo0=N|ki$GYeNrIcfjhABqQuVvf{AV##!N!O1<{Xae&Ha~R1xbhev{#5q9u2u zvv+7;LmY6|bW1DdQU9d1j3k!07LHFY5jMbWb}QNdgb zMjr)6X%+@$5()dRW;e5jXB+`g)Ts4w8YSJ}Oz^N+Eq2*<$7$x7j$Ic6U`koE7~?Sq zzAA>{`{P?6zC%4@Tim|Uv3_eyq2wc8$-|H56~w<(!tT)gMeVB2FVKJLZ~UcvhEt*g zNe9oL>py>Pj$68{lALz%7wBuoDfn3zhWh9tb#adgG2)AI1$*;2YoKgyRaB2AGI7$u ziE6@In@ouvE#a6%6uIy5#;>0KWj4ZA4xk1x2bSkW3eM-yE|i^R zBNEoh$z^&AUY0vDfr4zuXmI8W$778?$($0M>ExtUSmANqbUv|?6399oL$Ff_${vCo z$N5O}be%%%cr6F7XCsD-3_~2vA>-Mhci$7e>rMwb8e8+28+G+ z%JZX6gHVlAul%-XFX#71RrsOR6l&}=J$}>374m%;>KgN5w67y|`bw|h2MX|SfMCAF z5!`Ut;0+l#olsh~c7KPI@7>3ceE^obp~Oa4bSL@tk>iz&=;9Da&;CdQ;Q{z=q#8cQ z7>V?+DhFj(gfJ+V571l5$?Eq4nl40dAdAJXIyBc@mlGQQIRCz{*}fwi7xx$cN_)}V zUbV7VV^eG_?ox7y(mq(c*4Vkyyk>TQPHn^YaF zY>3l@R=8Q*OJilw=0~o6`a+F`087;7c@6R|-nXNg@mlHcQNo zxs>O@KOkod9%$cI-&OAzJBP4nUp{TEw8U|)3L`paA~`5$)`J^zzK$)eFS<2f1Fxj3 zEquI(FY)knB-oHGqBy4ZP7R9h(9W00uzsoHIgNquW2Q`)3qQ+@TNlezQ{5IxMcf)w zG+JzRym`!P^fmhB=c-kv5@2@J^1F&X5A<0Q#VzHo7U?^<1ofItFbS-?S4M8ycz#fC z$--J;X#L3bnxSs3G@D^7X}lgGWHUeS#g>4TpKlRV;RkJd#p|dxs4tiISxtg{^O=ra zgbAMc;3d~2glqW8e>sat5UU3MA+f-uOGD0@{9kVSQl9q2(6ym(au34Ej8P4(nnF@R zJ^y?#BmV3L`W0c+V*pi+;DV`IXHrHZ>_9s)-_ZHfcxe;-Gnm>S z?pH&g+(XG-%&%t%9qHgHR^LETd7Ue+?Wfo4nkwW;z2@PI5r{+SpdhJ-qLyXRBOe)t z-N)QtF6#?J6Tc6T5A$(=sRiGMm&7u~e8-?4CEaKG(=Ev@CjLzqv~yilRL4ga<^ZSr zmU}Nx$*X|_6~Hnvw2Ny~;1-|Y5GkrAVJ7%mt|Lw)BxI;dP=(muM!$6Ba-vsj19W|F zdznY^)K}K&akpLPtn#(IYEg8l!CFsXQ*FTPKxOitF6;W!vhP{Y3^~tDqA|VA?VC@q z*JYm=?HP?4zblb>+@D?FaqU5xFaT~UK}Yr=H-Gj#q%N(%K1YkRYs@XVBnAMMKKfEK zD2TyA1HdzzRO9A_Y0e0!eC!yS#Q`*pO`8tBkn=*h>L$4BRxMp3+r$6>h*94pCGq5q z7_QxVdNJdJ4e?Q{Et+20pZ*;^M2o%` zawQl7EncmDhFwC{+QyK3s#(PFTz8&~hHYU3-uC zcb#$KW04t+V$rc^$XloC=YYhBDWsM)2bN3MdAQgV{&x{7${qdNN{ZQ4#an*$qXHJ; zl^6NCTS>MR8YL?GO1MNcwfVbX(f!TM$6s*gl>AJBsuc%<{ad}jym-{@%3Cjw)(OEaN&QJ^nU>3|GPuG7<94g^$4AaGvu6IZOG9CN}~jc-!ZI` zc*%sc%7iYoblGMJbI(=c*q==$l>{FHnn#k)Di;Kih$Od@b^00wrM!>Lyu{|(qw4bK zvy(I$Cu(_Rq!P550RB?NNDB?Cj=8Di;-+i-Z_W%Low)P z!|17X&c72h!s|R7a{Bh7roz9!|8i4&(z$!FCl%o1paB=~_lo}(eDzdT< zQO|2k%V-V%QcG7Z;ItJvQ)KE-u`%IXCcuzr^vmYl{cwVJ{FbqxDfoI{Z_Q9HS!uqS ze_?=K@QmJo*RiaryBJYwGM*Xs*Y<-3mc|0za8gT_*4!YKb#Xy@%6JaKIZenvON8SX z0^_#{EBLHOv3>-K8AO2DJm2uTq;ngG341R2@C~$r>X1UYdK!2`x<Y@F#rJ!bg zstAZEEq02LM!TpV>KL1(c0l#}*ntC=)%YDxk0z*(u4+#zS-9 z?2loglesVZjxk5alTPQ-x$P;jHe~l*Y>hro$J2Sbmy_&_&V+~b+%Xv!m|tDKLH~KI z?9w-lH(l?Dsj*swp_*S`hCIf!%%#V8;zrYn(cVUOZDadkw;(DA<^C_qlNw2vHovf= z#S6Y;opN-#r=NB%>pLz)JSr2e{4fQ7L2T6xhxJ)BLD zG~BO~mx|@TAd%6-@NoZWcym?*RYWq)7JP>{O|5u!5@ElUMsK0HP0seGjcGmZv_UEc zBKbG<4Td$t0}T*w2>8CdaJ_{gK=(PbHdB=$qW}O+VGSiR>)2x!khDJt$C$U;nA^ty z>`EIsM&U$aDr|%F&x3y*GKu&M!tsU&@SbKTYZsP<)Cfclh`&P~iAMmHG zLXDrds}UC*4gY;#%Al_#rhdLQ>}?hmP-eoV^qMJ#d5Cpkn_fOXIAT)Isq~aU(_RuO zoTbxiUtjKZ5f`STU}z)EvWiYL#u>jHMxN+iUv2RRa{$VQFOX;cT5%xs(iKTkGZ319 z)pg2VODmRubC{cW=p-Wik7}cePRwLe?)T7+8n~dyw&T8ER*qZ2L&;QlQLQrDwj&@O z(w{K}RHqnDsRe!r@k8p#{RVDp@9F7RTaD(wfDVq||3h;DcO*4r z3W}m%8^ncdS=|CaR?7PvVcd^~>O^DwCUZt3OYX5}!V9Cr^)A}S)G^3 UGaLH9f0_U_C2hqDc`L+!0ROrz0ssI2 literal 0 HcmV?d00001 diff --git a/img781.png b/img781.png new file mode 100644 index 0000000000000000000000000000000000000000..c2684651392a6fcd3231821fa6a2e54163add07f GIT binary patch literal 341 zcmV-b0jmCqP)RHR400001 zbW%=J06^y0W&i*H(@8`@RCt_YV88V05Ii8^|#T@Ck9=Xa<8*E@V*w8S; zhnGhpfsyOHBICIy$3wcg^cqfncaY|4C}Hvuz7X2;$l>6Bd51mR+!7T#AF$;y?3%xw z;goei!%@o>4KMdI37uzmDPY;)bX03%=qF|Co4<}L`|R8!p756Sjj+KJ35gl}4L55} zDaik2Z(`;!o+-zmxh>w(f8v&}|NoyYnATYNpO1}=!LLz!f(2u05zzGvp00i_>zopr E0K|oCpa1{> literal 0 HcmV?d00001 diff --git a/img783.png b/img783.png new file mode 100644 index 0000000000000000000000000000000000000000..243c2d800c8c0f2722317de3db7229647337adac GIT binary patch literal 359 zcmV-t0hs=YP)RHR400001 zbW%=J06^y0W&i*H6}^!q+wdm=L=t zNR!_tpC# z1D7%ITt-sT|Nl471qSQi4fx!Q>1F;8xRh`cl`V%P002ZGH}9}4&a?mk002ovPDHLk FV1lydj1m9< literal 0 HcmV?d00001 diff --git a/img784.png b/img784.png new file mode 100644 index 0000000000000000000000000000000000000000..a455a6099b198fd4e11eb85c9a7af9bd64b69b9c GIT binary patch literal 318 zcmV-E0m1%>P)RHR400001 zbW%=J06^y0W&i*Hyh%hsRCt_YV1R-T48#C#2=zY!zjA&!0jBvGH2D4_@yP&uA3)lq z1sH6h+QEDd0fqtvBtC{4s181$vA`r3149?GD9mamt_xq=1dyB}!0_Qg0|Wp6{}3+U z0)-C~zN0u5MLz?v(K2WNMxe7CK=K1WhQbd}+4-Aa0fo+ayl=oF%gAs9D8$T_z4@tGynhq literal 0 HcmV?d00001 diff --git a/img785.png b/img785.png new file mode 100644 index 0000000000000000000000000000000000000000..991353c918b93eaa3632eafe3664724ccbf13183 GIT binary patch literal 5123 zcmZ8lc{mha_n)lU%f7{z5{Zx~S;mkeX%LAp(^qyOyP+A3$QIelG9uZd#=bO`P?UWe zJA+{`XvQ+k^7H}UInTXu<`3`jaEfyR0015n<2#lBz!}Wx z$T)ktaYn~D#qD%v3b1_m2!M^tEincF1X@k*fUH7txAQ83t+4z(z$ds7y}ep__z|;e zvGA>&hG(Egd`MDlkyPp;pKl~lI>sK=&9y zoUn9L|CgHA+HuFyliw_w#sR<31Ba}y`d5>4Sy*Eiadsd@7q{(UFE1f->5Y9IfI`jU zt4B*ucR$8iz^x~p`imCV&fcv^)`%VRq)aC~uZVjIk4%*$O5(aBjHO-8xa;&18%Uk)9j*6$+>j3ADZI$d!o9a1Gm>j4+1 z92alMjm>uL0^>UNv3GZ(TuLbCG#guv40SfXrd^(zfpJ|4K45YiPKZUz$mWSgKC}k%uj3voBo_;k8RN zEQ#YDQ3Ei|NuF(TQ%-6Gb*j0^PVMi&LO3MpDFXgs*-y@t?ppnJwB)%`)v;=>mDf=l z2Ck?9JMYSDjf&cvZr*6|^mNbru?SO7ZC`XzfBzqI#oM<<;@r)~IUcfCY^{sNoe8K} zgQ9y)(9}QwZ<^V2$DpHx_bDA~uOEvcl?_8UkX4&MschPrRal~q3psJ$bBG#o%eV+G}P70$`=1sNL*pLsE(gRGo zg!`CyVo(ePTx!pj5qn-qoUJHVQ1;vnM}TzemLrCbsg#XusJyjhPRr zQ}IL3wJ=rux%T?9N6L$F-J{R8w#dX5&WCJT4QBRl-+z@#^i$0~$QC=fW>o?rI+PNT z0dYLve9&d$b#YsE^0TaTHhj)K{1!BrhG{U$2K+?tfbru_;x zoU}AD$w*xHQ#WcmDv-TC7@TwGfwX-*5hi+GMW#P%nO(1eCti99dtCuh7}#Gx6_e9V zY7o1D?9!MDPu1-Pb+cT;6qc#6oAyd7<$cr+F^q-;=$xSypahzWPSmO0LraTrR-KMj z!E75wE|f1n3`=>rz3v`x1tP}L>~qu6Jk!gQyX{?54#0#+6fElMXgkr)Kg$@wpmyn5 zAxYUAoWsl?BJ>%|^Gm@)fvNXjj*M=Mco<>pgp?CAZs~d%-Hf%;LMWX49v?D=R<*Mada}m?RL%)~flf;xEOE8p zZOWqt8p_iN(CL#8mN@i*{impMpQ8BgV0?iR>*ku_1;G_)M6f~+XhA~MCVdf_9bh`9 zExLLkU0YNt`zrai=+!y?Vj8qpX@dDRFMk)h*T#*@;&Z$G$6uhgn$GMRyx&Y4?!+Q3 z=RruMY-E!x8W}aB{0nQg8yKX#;+N8Z_LMPw)5pFRzrxGea7Fu5plWe|DgPQYRns~4 z4)0~pM?uEt3&oiHjp9pETmryT9pRBp1~=~bYqJ|GmaYVRA0lbJ(;_`quuoeuY6qo; zeFp)Uk`iTi+N%rRW;*js^i~+;ghLU~D!nN`)y)Vrt0ucOjQvY5&Li=UoD!#pHQ%DS zIXe8!V{^~ZZ?Yqx)p;4>v#w?*f0O8_<8kIrAtggS7R6GGyY2ZEsM@^DKX(%1{>aU9 zW`2@dtSE>Lw~G$48S;;_OBm5hozxE0;>4`n@$fl+eXh$s*J80hfD^ z5>?K&50m>72+wGU>)l7oc(3zxc6N0g#5k?^EhntShLvSQ63`Qnly?3uAVQ!OpqQ8} z!jO0tz0-cBr*zFf5zh-D{4I#k+01?LxWypd;1g74uWLP_cpT)Au=}hw#%*u@*}BX$ z`|pmC|E6V6M-U&Inm#(h%Gz#1vd}GGX&?DrzJOw*xdy>zBb=S+8A+#Len(r$Yiw?5 zK`kN+_;%;v#*yyX-WzA~E|-Z4T%bEJWlM)sa7KWI#mWu4FO&v$K*LFK)1(HSn!r1l z?DI0w39#TeE0r%_CM2y1zw&PUm;E-qTUjLK;3zR{|GahIK9}E)%&js@Dbz4w!y70z zJ6b6n8x~JX7}VAOiclhK`~hA*tR?gcPo&8S#u*w}ea%@8z-NbkC-NV{^t~CM#`|*- ze~GKFic2~D?5$o-!k#c8>UQ%9{`jR|S`z+TSy#w>kc zEN8t=#r2Ukmg?IBSz!^a2yY>;WAoauk-hgfZ^=|aY*=R&HhwMU@8&dWU!7X}CpN5* z9%xmAdtIqSG&!EM?U=YHN@|p+8 zYD+H)kt7rVTViSm+dAG5t*eAiRBPSJo5((r@OPxumi1ObUa>kX1jsH)RltwOoW`r` zqXw$W-n~q=045RC2sSpLWFGf2cZDo?9nmObEz$&-*THd(=ApPw`s>l5;Udf!EAJIR z#n0h}!00e;`gncrz%ThN$5uq0(C>wvIe{ERIZ|Nwcw<{M^9QBGq3!3<*p6d5oPZRt zpbHf^J_r|Ha%_Yec(Y2u3>CHF)E&)Ubl-j%?RMC_e^u+&@HPZX(E1M4NT(75 z*KJzEw&_CJ9=5}45DMW;a*q7szEI`gd^{Ps`xAd)j_)dWl+K9$fO}*_D-5+NJ9|l{ z)DHr&54Dm$jhnU;}a=4y~(Y#Gmgj1)AtZd4taoVx z_Kv_7vyfu=U27V1E{b-~fEEX77_>W=1d$Ds6!VvH|K{Vueb#|x0E!w`YI%jJ~{`}o4_=A8i z7#1@3hxNbJNvZ!vTwiJq*iPa=2;o`uQV_%NB7RPKL;2nevh+smra|)X&w+uDj zGez$i1sEmS{fm-r`gzTu?r3uf!w39I6_8V8%tOu;>~(_|X`39XTDHV#Ovlj&RVF~9 zx4TaB_r&UQ3uY4OsWO(oiwf6?c;Y>yE*U3@@P76yOFRdYm9$}_`5A)s-Eie{4}Bwn zsr<~v%jF&eP&=-g=*i@A$Iu<=Yl|c-Hy|GqU;T0TZX#S>{*ZD==4V;tFpr$qE2cbW z102D3QAdj6%0KE*hn`OTuWNykqg>%sZb^qfk$X#ZT>`0zqNy0hPw4AlT6aoxO-rXU z31jRxA7}I#a>@PhsV2(7tn>j!fqy5{dh-u{q<%x>!R>uFylov{y%|Q|k7!kmt*02C z)2i->d65HT(f^{-@kW!y3oKUe_4H)J?AXFI;e{tq*J9M~S`C#XYfBtg;u@RQr0E!A z{WJ$eHPvXjCan|8E;D5ROO#UQKlTYPMh7{BJe32p;k*jAo@HHYe0d5vYF__RCPB?& zT|};NNv|Aum4dgH$deOn6d}_;ausrs;LoQ@6SvTIn)*SmD1I}`T*;^?j)3n-^n223Ru@o(hmtesWkrwi^ES=Y`ZQ`K2yZ8ldzRhjh$F zY^Mu%PBz^6AncGEPB))Te3ll8LfHiH>m`C3P~{IhW7QT9(7T!b9Z(W@&g4jytsK>v zw)>3R5_5wv*S{8WdhpBvqKp7JY!nWfLH1)myyFZy zJKBp+fw8hVmlBd%&z^=bsO8nmPzIL!zctc-~u%n|3Ukq)d*U-bQx-_z@N)pP#$!0Lwuz|I{sLpvYVH z)|=$lZeNDIM_k|AIrv2R5xUSt#Z{voWywEpLC&wD^r_mIWf?=%44UfnB`0ioZzib7 zhH^9IKa73A0a&P<6#9h9OMtN!~Yf8Bor8+JsDbzEoS&9e|vdn&#~5cj|C{TSIpVgEu!M(#4u zk59L+UQciX4`U5pc$Ga+e|v1*mDKi6IvFvs!&)fIm|e!K6@UHZRbdnfpYXez(nhPz zRFD6?!|;c(JN{`QrD7)@P8^I**cJYog4^}~(yynYEx5Sell@zxG@aIE6W{|^oyA^= z7{t&Ak9F^+;!#y~HK|X45_PI+wWnNZdC?Tt7BthP(ZL{BBjZn~6QLDI`qo!i9GUbK zFG&u42;pCMRc8bJ*hh;Y6*@`mIcjGwen3q4#a}E%Z4X@5ul!F$90n9uPvy9C!-Erc zsWJtqKcf7d^9)-|mf#u{EoS)dlYMlix>n+LNnNfOR2%3czl3fdgHPL;UVcJG&tbh( z*H42Gi<=mH*y$=~3Do95y)UI8|A>AQc!#K;D2#y8ysC^?lOt2+f4TOw>$o#|InDALguH1aN0Bh@4O>h}9?Zxcy51frB@OF`U*=;pEq%hO} zlFza?OhZ~%d%E{|Jb~D)T>eXN^h%G&t+pNr#0RB|Xg;YBs*s+ezDf}DB@vIYRj;uRJ`7RpgV7&^`yOp*0~RS)Ev~j>w{4eO1XqEq=Xd>P6i~o|>rrZ?`;!Yd4aW-TgWNPbh5lB8% zZt(w5DVyIvCa$*%oHYpvH~Np5GJN_u@dvj;%`Y~r_%(k)-?4XP-#AZPvhn{_r{HPy{yj4rXM})G z?uMR&VxGI^E)>$>6JzlzGiSnt z2`w!x6%`dZIXMXl2_YdN9v&VxHZ}$Z1}Z8l5)u+TJUl>6uOd&+15%77L4Lsu4$p3+ z0Xa)NT^vIy<|G5PJxFq3s55BVU}mu4iE#q6d_oJ`oK|j$ng)rA2Zz|B>ja!z9y&KN z*`JZ9vxzEf;1A%|KfofSAhOtkIeRw4goE5)&Ns6OG;eQ6JXC%ucL9sR-|!y{xQ~PO~Ny;gnbOpJ{y0~WR~2pxvCTW( o5#VMzzwx2{j641MVk?*#T;3bVE>`%*3Un`nr>mdKI;Vst0HXP4c>n+a literal 0 HcmV?d00001 diff --git a/img788.png b/img788.png new file mode 100644 index 0000000000000000000000000000000000000000..7c6fddc962cc69ec628c4d5f2cdc9c236872adb7 GIT binary patch literal 490 zcmVRHR400001 zbW%=J06^y0W&i*IXh}ptRCt`#Qn60LU=aSGL`rGB`UV}HlsLJNFglq|#<4zuUEOd| zC*%#>cmrp60Z9`k2O}{qPWMa}SE!W9$L?G5bI|IV zYIm+NU$D=~!-GjXrLmto(*@V)cRUi3(7M7clwk!%l+rYMXfC*yIOF7)0Vg-% z?8TaiW(>G+gps#6@l%6@WX<)1&rA>YDAmUbaM$>DPkTe3ge2^Q7pv`HzOcmT_}%|a g6UXa%c~(BY0NlK8A&gEozW@LL07*qoM6N<$g7J6LmH+?% literal 0 HcmV?d00001 diff --git a/img789.png b/img789.png new file mode 100644 index 0000000000000000000000000000000000000000..cd733037d2c35a349ca4aa21822c1da0fdc3799c GIT binary patch literal 490 zcmVRHR400001 zbW%=J06^y0W&i*IXh}ptRCt{2R544#KotI()Fj5X(aA{+I62w97CXD>C{FnS9kM!k z^#@4nA5ahlxBdfvff(!{P8HEnIGl=5;(K=&O=|;!i-TXdci;Q+^4`1SF2Dq&n1gsg z0UT+freCy`4QRxRxIl}ZLmF;TqVL$!1%NUt!wy*mQ3_7UI`(J&Ux5-V!SI$X?hOa zp<#q&Jsn^wTI*MIf(2>%7_6VDsWEzjtUMo&vS_2*Z$PPUqW3$duh{KE)-Tc2(U}gv zOBX3Zf>rjmwH%Wq3Gu` g8>zC_Ka4KM2gCqeLztSlRsaA107*qoM6N<$f(Yc(X#fBK literal 0 HcmV?d00001 diff --git a/img79.png b/img79.png new file mode 100644 index 0000000000000000000000000000000000000000..bd3afaa24abed8497b7fe71d7d304e6a8b6ebbbb GIT binary patch literal 267 zcmeAS@N?(olHy`uVBq!ia0vp^S|BzHGXn!-l=H;`AjcrUC&YF0=FKZste7)r&V&gQ zT3T8vDk^evauN~}LPA13JUnb{YzzzxR8&+XBqVrvcz~K-MV_7qq!>$r{DK)Ap4~_T zaymU-978JRBquO1rLl2D9AIG2VV98jAvxhdDjT!H&qhX|9`{H7#@MbdHpxe9$_+)>`xH< zd*A@ON^`aFlSYyI^$I_j#aONX2s*Q`ikhJDn`Ie4tH&a3iA9nO^SBk01?Sqd0UgEQ M>FVdQ&MBb@0FRwl=Kufz literal 0 HcmV?d00001 diff --git a/img790.png b/img790.png new file mode 100644 index 0000000000000000000000000000000000000000..839727c9da74b82b079debcb16e2fec2dc79d4cb GIT binary patch literal 535 zcmV+y0_gpTP)RHR400001 zbW%=J06^y0W&i*Il}SWFRCt{2RLe@kKomV`Y8sog$qxwm1B?4Ymo5bR32~{b;?7+P z(q+jXCO%@HhrX8MO=u7WaiAdb7n3#lL3}cM-8ap zj%ctPm2h1Z?y6uG8aBNeHVY0k9FtJ^ihBh#ph?YBDWvvZYG+Aa+-j=N1OEp$%YemC z7EV|2A-X8*MDiZ;3UY!9PQ;2M$~rIS)#T)q|4D?v)hF?V`UYFvDd%ZC;Sw&rRpIF( z?|7q@E%`>v=5RqA87_JexDLaiXGuQv(2qluVbU>m0E6TgFZ9Qj!y zOP!Sz+YZ!$SjI)KB66%JMTl<6*MT`;`&4ITiv1{#nm}){BDqK1U8nLN!3srd#NV{9 Zk9QD+UyLh4oa6ui002ovPDHLkV1lw%?DPNt literal 0 HcmV?d00001 diff --git a/img791.png b/img791.png new file mode 100644 index 0000000000000000000000000000000000000000..841e76a621175f874eef15c3f94988e779c725a7 GIT binary patch literal 894 zcmV-^1A+XBP)RHR400001 zbW%=J06^y0W&i*J{7FPXRCt{2S50rzKoEUS+{F2CHb_Wt^e>-7`2!S7J@rtjLR>g?3x`&GEwgLKo{b$fv=Ra-Ps;A>+u7$C z?~d&ND?{MNCUp|OB;dhm0DU5%fPtp}9CgT7aD6Qe$3b&2pKz`q2F!yfLOCHb)<%+3 zZA56C2V`BCwr?#Ny`|IY44C2}ld21{k+Z5=glfG_ZO3hb2<-(`CUmJ(UP0jS& zt&JhIeJ@SS>`>Z@@iP>erb#wi^ReE7fpHTolqQess=M;HK&k9k*hM}a`;Z34O_tn5 zQ=f0iC}!uJu#fx(Ff2w5J{6+{S@W`$Gihw0exghFI*6fE!qq+~GW|Afahwj4DS95d zO7ToHHK$+LH`vZuv02gBh?h^T@gIX7>?McXa`z08*GF-BbP@F~yO=l4jMKCWP#1+t zI9KaQ(J+@<5m|@{+DvU)q$TLRQ^UqKJ?R7$hkFtmTjP<3$4?3+MOBok$*wQziA+^y ziQE#oT7pqpbOupBFF@B>EI{+#qq3E5Lzl2LgJ?*VZ3 ziA1xOWqK2G6y&kRmOtN-lj@siN}Js`wx{;i!=DuP(K0c(OVw82&^6XrV?{`-yOb~a zxw8fGp*8)2ew$yiM}hrB$Z31A!0ptyZe-TWsdRZSrlvWmj4Y?^#X^4|kJVRFJ-B}w zTjJhl+^gU@y=r74M16lJ5a@o|xv-`fU5e}h>h$kJ*4snsxp?#j?<#msuN)ch8ZW5} zcd=znF}f6)KxYt=>K6RFM*LI}W@Mbv;bHt7j4nr(FJ6pH;$tZEO*jmMwJfJgk#*7j z)+di$bPw&c$H#*zp3ylxrS@zm^_`765uWZI3hM*4}eUlL!!t3|)c#Ra^;T+MiN78i?(h2%6Uv;Pc!1KqRHR400001 zbW%=J06^y0W&i*KL`g(JRCt{2Sif)6KoowClQfMJKd%TR%!Uv{{(+*fupt;h2+8~d zsA8pq8ITY|TV{~j3`i`fMinEf2bfz4RZNJmpsE9$7!WkH$Nlg*c6@f?rXoV(Q{*4- z-uJ%e=X+;60D2Jq>#~EhAa>j!fvK}HI6_O(F^EJk8547YqQ)X!t*nWI8i<6FC7vb) z2kI=efo%dNfL%6eqby-!$n0eeqVz3|n;63Wi1CnbDTD+Nscoi|8Mo!PwPO@KQgt4pIb^t!yNyY5PJ zhX4`%03CALk++Qf0?&PkJdpCbt8EK=-6eh?`4y)z|0u|6zb6=ub<&= zk0Wc(Wt-}inADul(~p1@E%tZ8jz4b=j19 z@R_aVg8z;FfTfVzJp`nOvb*%zKY(UU9@&;?vk0OY=jKs)wN(Bg)GGP&ceKZ|oev6DzqYg>HfDQ-$q{Wu)O|9A8^pNg5&0|P|WvN$1%6^9T@s<*?dMc z{OS1NxM$)R>~yB%|HpJ7u)Le@w&b!ynwkk)(q@R{VKV_}COh+0xxB`LUuM5~OTBRjhMXZzop&U_4jv8I=Cc zOXDQLzN};QfbFJzWR^nzh2ci(&)^>WhWo4P0?9izjr#K54ApJEAj}Mng9|f!6EJ%l o{_NE8nEyhZ49pF-eEvK511Ob+JL!*g4FCWD07*qoM6N<$g53JlGXMYp literal 0 HcmV?d00001 diff --git a/img793.png b/img793.png new file mode 100644 index 0000000000000000000000000000000000000000..54740a466c67ba2f22e8189d670413e53773349d GIT binary patch literal 220 zcmeAS@N?(olHy`uVBq!ia0vp^;vhB)GXn$TalacsfEVjmv0~1gITI#K zXlZGwsHn)v$w^2^2nh-C@bIv)u`w_(P*G8lkdWZv;Q?xT6?u9dkYX$e@(X5gcy=QV z$cgfFaSW-Llbq1d%$zW({yiH9?{Nn^erD$erWy0uMe7)@KRa;XAlG%qMR5)pX&n8X zjg61(`9JfsnH>1|irM4W|5A?c%!e2_+P6DsF`RqY7N9WcGsA8scV=dWwXcQKFCOjB Q1lq#j>FVdQ&MBb@05;T0bpQYW literal 0 HcmV?d00001 diff --git a/img794.png b/img794.png new file mode 100644 index 0000000000000000000000000000000000000000..9c5b2d0984b0552da49266c19972bc647f64d45c GIT binary patch literal 692 zcmV;l0!#ggP)RHR400001 zbW%=J06^y0W&i*JGD$>1RCt{2R=}Jg**>K2-2!3JT+xO

v-A&Ww|hXQf{Pfv4CiF>rRm)}&d&qXWEgPrpT=NJgdsmyEvXrnvR!_^Hn zL7Yb#6YCkOXzMZ5z&%z(X7tgB5Q)sP&ve(E2RJUE65BrhxaADvWByiblVP!(-_y4k3x2R z-87a2YW%1vy%Y~9$V02FHR{rZdtrXz^-*!pzPX`R+>Y=zFc(g1W1o`matEETd3^I| za)We2Y{1!_ij=bN46W@=I&uQw?)1#7(o^qOTP7~kc82+@)N;G(BVvBFH4SwxF8>?y aoA?RXI+I)2zUT)40000F76Q*2y|;x_Lz9|Kn=s9X{F4YIDPmJEV>i^-khQG@Bez^ vIjITv_BS&gHDht;P+~p(uaQTIg@IuekDj1ugUBSHqZvG1{an^LB{Ts5;m~EF literal 0 HcmV?d00001 diff --git a/img796.png b/img796.png new file mode 100644 index 0000000000000000000000000000000000000000..1fb4072a028975dc388215a79434f9ff8839d924 GIT binary patch literal 984 zcmV;}11J26P)RHR400001 zbW%=J06^y0W&i*KR!KxbRCt{2SI=wIKotJcB%ACeyNRBxJ-CG)1U>9ggu)6UCmZEfTH+BDfswrNU>2S3=% zo0sp+n|br*O%_Oo3m8y=de{~4Qw&DJPEuMKhjJ4nhOTdQh|&!Y z99a_ngbqs+Q*g8*8`KiNI0(N8ggevMaV^;=yUuK6@hZp$A8&n24@^0Af74+_o{302 zguA1W&+H#Z6@04(bxb=uM8DSMtw|qhJQK|l8%TA#%8;F3=dH@ex1!Nh4aTo}G+zeL zap3BTM0Zm|JIr9A`#=raXiGzO6`Q6&;U`MP0`cdNBOe4kq2s5knpE?=4mvmGVi}c* zDHS5~A#|pqJZh_`*cNM92fBTj-kL#>DXDEB*o(rYVp183Ign!z;1lAydGqEKD^|>zGiSnt z2`w!x6%`dZIXMXl2_YdN9v&VxHZ}$Z1}Z8l5)u+TJUl>6uOd&+15%77L4Lsu4$p3+ z0XYvnT^vIy<|HRHG;#9Gc)%!NoFtf@P;x-6i+_y|gOE(llB~lloV@G}D%Q;R|Nm#7 z!NT0|hLxx0l9s?pZq6JYHl`D&Hdc18Vz}GHFr6huPnh{II~$)u^Z)<#Y<&uBdJDK( za>N7VB-C_-#T|ZZayZE(BAofI?iZsc+sS&?9ZS^>WD-8GURrbDhjoL>xtjk#D|p_p zIV{r^SZ*X?V4>hCyOa@O^KbLh*2~7Y^F?px} literal 0 HcmV?d00001 diff --git a/img798.png b/img798.png new file mode 100644 index 0000000000000000000000000000000000000000..c2e15202c969931d63c1899bc7c8cfedbb5a0fa3 GIT binary patch literal 1591 zcmV-72FUq|P)RHR400001 zbW%=J06^y0W&i*MwMj%lRCt{2oxN_J^c+Z0D)C6Viv>Ikrq zN0=(=NrRB-uCf(1WVT}4;L~+fj@#8)tIlTUKCGS97e}k8Hvw!r1Y}NsaYIrL*R}XO z!;-wmGq826dWJTu70=-Ixa=9;ke56WJ-|gzgd;etlmEOc8EL&!y7dJ z^xp60e-Z6Ab0m}&1tm>ZaN9@|x@O}6r%-6SY>q++k&|w_;i?qkfeA5$C|2qj6BBJqI~xhli0_bOnqt^P$u_64K{8IF`XxDMZN2r%J5B6?!=w1%rlc&?f43WjB~Wcs%h_QPXpy${o*0!M-D(k;a{) zU_~Fcinc85K#k z28k2#Knl@jVFWSSP7&yjl@Lugg!rf9?1}C<7HHx7`PHl*NVvW~Y+p}+JTQkR>Z>sypPX)+r$6i|n(kW$Lonx$mbW`UH>9r1L{&^SPpF;D9U zxn#}Oy-CF}=O87*n0cswvCO|A5FdDIZz{ojj z4S-RIbpS?msFeWHn_@M9)I6;SkcL_?U_*6ZhFHh?S^yKLf04+gm|2PQ1l^`~3Eg#`6 ziTG18f(YK_;=R-6B@+V!RLg+v9|j7z@OdC@&~6e-nzQz1{kkdNT+}X|%=VbUMUwNk zL8L2BGe$|g7JUk`ECaL0%;(>`=AANxTH;5xrfITT>ZN6HMpX(31}sbZE`Y#%;HV9- z`z3VWZu2~@3{Zsu&L5Y{@Sf{P3j?g!G6EL*T;XV=&27t=U%AV`YFl>(^nRLN+c=oy pE&{70kf= literal 0 HcmV?d00001 diff --git a/img799.png b/img799.png new file mode 100644 index 0000000000000000000000000000000000000000..c8679483fb90ab8eca1d59c70c13f4d8e9a846e6 GIT binary patch literal 4990 zcmV-^6M^iBP)f0y4+}vuFm` zC^-dLgQ4-FW8 z2bX=*72M^!6^#DipyaXNxq`QRtAfA$ZUsX5oeGrl%?hOQjS95#+X_y9XyBk_*H^y% z!+FcA#@|3G5504RR(bX60XVt#`jUY_Sd)hN{nA zl&5q7&3>NpQw#coQg=|-3hMEP+E5L&Pwegb@6YT2!UO+EOF>;Lb@xoyxLKFhUy$P` zZ!I}}sADWFBX-4;XQfQ1k_><9_$tu4qos(q?{0@;?QgBC#=lbb8{Ahzx!8DV$GTJcmVjnIyd|*NZ$?BhErAh==9_S?&FgzazGi{?+d=1ra_kRRKy zPI7-ymnuY?H{X|$_8aUu_b=bPtyPJ#-!Pxz{`HCzXWuVQl>JSM=?uz(?XS&icV`!B zpSz+Y%)D&=t!-X5|JE^2LQwuzH~%MYe{GlaNAT^-=Eow<^YhQl5Qb^r5h+O6cSQ;U z_5ZI9}jKr)cZeHGjksKT-aKh0*?Kf3%+tsn-w0 z!qa7UrpLGSkFfyG zyTP{)4?rEM?{MpW}<#SN$BhHcC;R2=Vj$*Y|V zF`0Y``li@sH(M+l?~9^EUbPeREb_VO?~?Cu=aSD$zwI{NR7S<|en`nJZNVRqGqjAtKTIT)y}t(mcCEfNb+gv8)KX1yIArm z>HD$=0_4-t_m5#kl6Yz8M~`8tNI^f7@<0muB4b!8q`NKC7`8bjAiT6nmcC^+FnH4# zFC?AENUrhNnyA|>AxB>VdozIgV4gIM~B z#;{bx(NB^+;2?&6Vda4s`pL2f9E8$Om_6VijJ|IMJQMja`iZj#9PsHU&mM5VrJo^t zzyXhbmh1rs9Qql@uvF0LXUiUNK&5X~KGgu64jTO`l?Q0_1=b#GXY5>QV|ara0^OtGQvf2st#NBDnS}*?m(Xc_;mf!UHQfCrVTZ!iG%sk|&>s zQ7cHtZPW|rZcMe4chj$)yz4BIuox;cZ1gpHp?>W<1$a>E;SVZ24(vMTrvmtbT>Ca{ zHSqU_==NRU^oswrZG)op@DDITZrxnN7Q%JBx9+1-_@7b=zbd636|U7C)RhQ54=5^m z>A%##&(Odh(E20r37639(>($pvqSc83RjN+?f|7eOw|Q2Q5kLrnujucKkp_Vw2N_u z>bw(4qCl0Z&Y*$(LsuCz(A~5~`ib}cPYg~IL8YHBbYL}bgj+XnYLj<0|Ge%U)b!@@ zKeZ(T;U49F{ZDA z$$7!{)2g~H{#{m6!3Dv%U^R#lvokiZfMNqk&r>%YD`ufc3OSSiFS00sD;fJ+p3MD~_|#Z)xw28_3Az`zbsJ+0++rF;~b#KauvC zoF^IkEb6CYpM!oo#%zBbv(P@nPQaa@vh}v={C+~uLHb)aE&J5!CuX0Reron<>3imD z1)d8_NnbFZV?)AQH@W8^rTRJ8r=y>ReKPun2lWH9uudeRpGW&tw{9->Y1GfgJ_&uX zxf4GU(9frR3i?L&+s|a5AQ!)Nb84Sp1N*G(rRf{ltHvwgA6wRWGHWlae#RDa1xfnZ zwHI|BLzI?$lN>qq3urH>em5KCp1_rXl=?-q7gN8zPQkOuw-{v9FQmPY`m*a3IFL|Z zc%1?V0_qp@97w32YSxW}X!<3!k9VH3>|@n0>N$v|Us(G{`f1iFa1i7B#kG%G2)XO` zS$nGu!kwpJU%N#x{VLc8`+fy}4+N`U3Hw0$lB=kr5JbNg?UU@wmU9=<0QDvlfLMa8v@|9Jau^vnCe%@o<+YhzXw?K>(id&`!%wst6wF1GX4Cs zZX^)t*Qq_#_iJTOQ@>jFw4*Z&>?-hkfJDDy_5|NAG22XrSN(eZ9v~cCl5=eoA0Fqa z+H>GNccneMTzGWSfs?*r1$#}N1J5y$t=Z;Q9=14p1-!5~EoIh-aG-EtB~d?nC;e8z zGWmNqlzw47qjLuZX5IWyI&gZT3ibdkWXnI>Oh!n4zaI7>&QlTlB1fb;ug5FSPmss6 zcb)LcG|qLNaQ44GVRAP6^B1jv<#|Tun|Djg(72c{zoKrG&rOhrYyYJ6{1Qiih6bQD z8t<@r@on{rx=}uFO+%FDC`?u!a`p6W`C{`9s}~ANFE`46nobBdoz9bRHL1{v5S()s zMcW*i!^k*i4pr3NuQA-?fp<|Qd&g0E?ark}_T&V4o$MX->&l2&Kx%oaWk3A0rE6wC z^rNxsW|N^jfPD?8-o(IqG&ZD0(@Ehvn7ju+ zjMaI1ap(5k_lu+Z#1sSh_pcukqNEQIzq2%8ZxJbd$kYm;qpvyy2#CO*meU&0dMB8; zR^BtS7wV3Cp}L_IbhHD8%t-H6d44wsH1Olg)7x8|ogd=rJKo;TPtRW7&7c>*%%SgQ z05H9YWm^k`ZvA-iu@3AMKEGVNh6WVAp5XE0^hPb;>Au8%G>EmjqS4Mv9Ijs7pWp#= z0E@$g2=Cntc5mxcGJl{QF-3jxXk?pI_q7-(TY#cs|10nZm2-W%Sib zLp0V9X?9w;e!%4ONf@8HAsptV7-W4)V6z5@N7&;Cmx=^~n^Alkl8h@y@hM0&q#woi zBUv^@MEu3;^K}q;{qSmF{cXZTmW23sGt6d~-YioM55V)6@2B_Ym>qvOS%EbAN~o03O9=11jVTZTclC^EwZnO8O2|N(BO>u{4^kW zz4WayiVx7G7se<)*`ddoEO``Mc)IW6lN%g!skmQmzr~OA`q-OhpT#F@m%{6TeHOp4 z*8}@2K21AoV=vQ7@2B_`cs;P6;xn`}%@vL*<#2Gc)21C#<%R|OCO%a=OF7vQ*?x&n z*3O*A853*app9lVki+YNeG6^rG1c>- zKjII}>w*4=KS1gGB0f<&TTff3^!*TjkX{e;L44LD%Td*{qjvEJ>-9kG;HbE#mj!k!5+*A%5k1 zB&0$O;#a>%LMoIOe=i%HB}$9mi#-xjp{)2l*&`tpN{Zi`JrYu(ocMc`!?B^1_`TXA zAr;DqKYBfYGUB_mBQ*9yk-miZqt|bcTYN%r8B@Jq$SeNn^*hKZ{wRG5`Na2W=iftN zVAAIk-~Y&RT=iZekNC6+!kFs4L=N%Cw%&sD;*Zi>ky?C$cCJC~kfl#8{^<2iq!gdL zM?zHf9wVLjqt|w$2zl}8+U>R11M=dJUeAE6_ygS| zAr&OWAHALlIq?U)M?xw{i9a?t0gw@Y51tlJ0SWQP1}6~l;*X=*V8n_)MmQ0O6Q4d+ zGJ3rMG2)M2ABk}B3F~ldTT@V~?*l@`r)f8!r^Qp?Cxj^Be{R<9@>v_gs2lRG~NyG#p2Z7-2mK#=j@a_6_3%#`XE5^j!#vKkPjcQb9)if$x!!3X$UXWRHZ!>+?(cca2Z3A6|V*N9%yEOEWg| zi(f$c#q9oRa(aGrH-ldMGKapK0l@SIxcZK_xAW7pmxk}w*naZ-ZVqVR`OEjy`*X~W zKb$OP_fN;C)?bo`Nb$X83wZtY!`b=K^X>hsPYN2?{<9?X^#qR}r#FW08m#s1ONGA< z)rX%IK72WQbNGCF|Mf(IY0_w?OoQ_T07ujNCjg7XMf>af6FgvU{?3j=U;BGFV@!om_5uVr{_m_{`~>xGyHjk|IVK9YI+H%RkLIIZiDqF7jpoZe4W3; z!py+Hn7_L336NtD;1lAydGqEKD^|>zGiSnt z2`w!x6%`dZIXMXl2_YdN9v&VxHZ}$Z1}Z8l5)u+TJUl>6uOd&+15%77L4Lsu4$p3+ z0XfZ{E{-7;bCMGjBtIC}G#Hw6TvO3KkZ_tmser>kL}NmpCKH41eg5PR%7!y`=+)#3 zGjwto)KpwxNco@}@WbGtwY}NVEv$buM0Oqcb9Q~hnqs;4(h5vHJnjuaXJRBU_t;m)9y?GhIelS*m_^)<|Cf*WM=&r{KbE_&clql)pmP{JUHx3v IIVCg!09)K#{Qv*} literal 0 HcmV?d00001 diff --git a/img800.png b/img800.png new file mode 100644 index 0000000000000000000000000000000000000000..613584509f7e00262821e4471ab6e68ed188ada5 GIT binary patch literal 678 zcmV;X0$KfuP)RHR400001 zbW%=J06^y0W&i*JBuPX;RCt{2RK1JTKotLFzY=#Zo1h1RSS(mt7%Y{AEriosc1t_IsVc z3u9b4h44!&J>AcyD)tV6Wi^$ZD)9B{uCV^cU&pym+0!{y{o!#Y%Vi_bny{Y93>Q-M zpONBGaYJp|+?rBjuDzY^mzk8l%ye;|sIBh|kLS1`U*j{{t{SNA%O3-@I3D5_QFt>9 z%S=jt_1hq4vV2wK3;kb@pWJVf_8JZ9sM%%BSosL-c@9Y4)iXmACFNHgz2_x{$eCz1 z&j34`DdD(H+5{m@<`DLIRoi5?J$BG#c+h&CI>~g71NjV_n7qI9 z5}09a7p7Od>ZR$sF;7SCY3+@lEp9Gl6gp{7)&{J`y<9Z^F!WIT0MJ64Lox)7tN;K2 M07*qoM6N<$f>P%%p#T5? literal 0 HcmV?d00001 diff --git a/img801.png b/img801.png new file mode 100644 index 0000000000000000000000000000000000000000..6109677c0683799ca3497ee8bd0b34d4df167739 GIT binary patch literal 247 zcmeAS@N?(olHy`uVBq!ia0vp^LO?9X!py+HxI{I%6UZ?L@Ck9fkoDHgT1M-zF@utZ3Aovz5omP%dRZL*hrP0@VT| sm&ORDeQ*9G^fxkyJF}&h9b#mdk;?z~#0JURKnE~*y85}Sb4q9e03J(K9{>OV literal 0 HcmV?d00001 diff --git a/img802.png b/img802.png new file mode 100644 index 0000000000000000000000000000000000000000..c86bb5ce0b800169707e5ee1eecd13dc7f5b36e8 GIT binary patch literal 698 zcmV;r0!96aP)RHR400001 zbW%=J06^y0W&i*JI7vi7RCt{2Rljf3KotHGC${4>wu=}jEE(8X%mxFtWR}hz zsE}A<#MA|jE`WrZ%uJcOc43D61Arxj!~l|osxC<6P$h(*jd>T_sW0gThKd38ldOC1 z-Fx4?^SgHksK8NSHGU6F=^?@9Fz|>ov@3rX0J9LPg;0Z@37@XOy!i3UG6z~ZnU4zA zl&(Jm5@%0{ZkEpqeSz?EGY{i=GXzc`5|;CFbe>nQ@cp+irwzs-wgR!FHEd8>8xwt) zen;FNiyR$~_j_T&@HXWz`{WqTOM{h_%8cb0YE&gHD~FvaL;CvC^gz<;wX6E1+zv$D z$_ON_O&)<*Ev1U)&V!iF3rpMwhA5a8kK?P00j*l6(-KXXMT~#9p^G5?GUH=pjp6#l z9FqN;l*UQ>%vr3vUUv~#K5gWijKeyNhI}^UoWt3lp++=qP@eo_{Li@YXBQ)!Gr5GN zQG`=7OpY`hiYN0H?NPtp6fN9Mca^-_tEadHERfjUfjMH@);`BB>hzur7PdEjlmaiM z>4^5?2@$wP9jngwG1l}z6VFr26<2@D`rv!iZL9F$dz*rwfQINc4HuC8CkM?yEHO+8 zgK1ul&zGq)snuF-!E0ME60#<=T}BDLYabBn;Woxsm>z0ki`LKbBiT)Vm3TXwZ&pTk z_Qj<|dp5r^XKT;H3v_lKzK0d!wRaGC9cy$uxFSWOxUcyAO@&?HoO)_CA8Y=ccqP`A gGb|rxZmlE3Z|nh(6D)9D6951J07*qoM6N<$f;q`N4FCWD literal 0 HcmV?d00001 diff --git a/img803.png b/img803.png new file mode 100644 index 0000000000000000000000000000000000000000..1e023723a8113f2b7b0e73c8491e2909fe7e732e GIT binary patch literal 267 zcmeAS@N?(olHy`uVBq!ia0vp^hCnRK!py+H*mis67a+$Vz$e6Y^XAPfR;-vaXU>EP z6IxnYDk>^+a&i(95<)^kJUl#XY-|h+3{+H9BqStwczA%CUPYds2c#HFg8YIR9G=}s z19Cb&T^vIy<|HRHFfg*&H1Kzx)oTfsw4altlfWLh=liw?#$xSt7X8ov*R#dx>G_!j z@hFNF=qM~`XrIpfYQq0|$%qMe54<>FG;u=SFNSH%7EA2}R1fdjKe0iS;i~l@eW?1YetNQqt*kPcf O7(8A5T-G@yGywn@e_uiX literal 0 HcmV?d00001 diff --git a/img804.png b/img804.png new file mode 100644 index 0000000000000000000000000000000000000000..f2b2a51fe62de74bc6d36955c84c9236ae52e0d9 GIT binary patch literal 281 zcmeAS@N?(olHy`uVBq!ia0vp^hCnRK!py+H*mis67a+$Vz$e6Y^XAPfR;-vaXU>EP z6IxnYDk>^+a&i(95<)^kJUl#XY-|h+3{+H9BqStwczA%CUPYds2c#HFg8YIR9G=}s z19GN&x;TbZ%t=mYU|?jkY2fcXtJe}NX+I}PCxJb1&-ZN)jK$jPEc)O7|IZSqr{`xD z#G@!ypp%gB;83RZgu{nVGp7FkfBwLsHkHFK4j2_OiiuyA-ym~9^DCoIQnA7&p3ndM z*uoO-$RC)HnZ6>$Bh?_G;J}2R2R@v5z<8LYjZI!!2gC}!U z1#UgpKl#h*%3Z0hU*Fcgk>|u)<3Pkse^7oLpwd_7BpZ}(p7L{A*ErO5v|=Zgi35^#^>E8(9m^n)|;~^fz2DgnJxe*`uZKG zJ_1#{HX^G>XIR@CpAiT|7fe$D*0 z&C3Xp1ZCCHTjWlqNYwa_K%@P7h-^6$xN{ksK-G|I>yMctH@9rB8JYIn!LIp9N#_v zBSh{NTOAJ%{|0b}J5LF1Cbv3X18;&AYaqI2I`$JSv12~f^c0qMRp&TUr9|tBG@M6a z*O~=>5^3|lofi=j0XW?vrSBSztqC!SPS1n4MDFI3Abcgd9XK3`&2PK?H>K{{XX3(> z=;N!(e%AqWejgp#8*)ypT@NB&$pG*JPPm-9CHgwm3f#4~{WvB1x^^q*AH^hku&J4) zL^{$k-L>y-fLo%s#W*EKp%qdiE)hWVlHDAdB`q-==D?^>Ejtq9b}e)gqtTWaZ$E8` zQO!jwF&?=j#;}=ieJ$n{-wC}FmncJkPqfl(@%Q2Lx%zhe?(q3s0W^90`{d+VE6ArI z(K!Y#j`8*JDegYw>*G@ZxB_l(=PgIurmp#8>h#+Bae#%}1@@v9_Q)qCxHHwGyB3!y zxxtr+N6|gV1RI7iU z@tz1jX*vUaqaQPRAdu4s9tT%kQCG(!1w6s^9Jo{OPVpGc*jI7wIFV1b=)gnAEG!(~URRSe^GM5oC{3$w8lbV$S)q(QZjO^xYmd8e^6py7 zuVbs5aaA-j>qwj)yNkR$hDA_k(6Qko6%K0`2Wd>N)b5@h;(_<#Ak7SxKQv_M!*vvT z?Ng=av8$r**qTyD|8qlnq~&p~Vb}J2xD-0aYJhRy!;9Q>Jj%`JQt8;3!FE6LM4G;b z)aqXmq~KBJ+|U;CI@)KjAqx-bcHKI)9oL{&km8Y6|4(7wl69R%L&<1vjim{7k#hFf z}-KZA86R!0S)!Nh_X9gUg@*M7K;+gc7? zH**oHV}_=(L70xzm>Q<{`iAJZo4BLRXTrn7Y~-xvCH&7TG-t4#Pm@%<-#D`|L#d?- z3qB_x^4Ibb{JJisA%Fg;o51GMnX6;E8LS(=r-n+vremX}6jjsK_t;`Za>8EMIcBhK z*mcY?gLT8)uGh7kcyh>q`E)@AhPZ+$KD-_c4Y3N_#vJEt7eZG@%M6xS+s)$Wo~fv* zmX~Os8nS6vYOraJGi7G5ZgkHpl%7F!A%FTx9(BY&+F{aB%pysDMF4QYOZk$B$BV!4 z@nRDyO+P`p!0Golpa%l|^A|q;^wlxi8s9JI@cmbs0e{j3a7&liUIEJ&Q^FL#1Naqm zYZ2C+<5t%3pr>u7rcP&tTH@?&=w)43h}OKPLTgNttWq3(tLrK&8a?ZKsyHj9M-O6u{ZH>BBiqKY}o&8A$tx!d&R8cn#q0`0L9nTt7btu5k)=m0z(f3|ntc0RT6P zpv2t5(Cx<1J*G1N)4MNUU(Oruw{);Amg;V_YTRPnsFz>Ox&!~mf zja^Z{Xu_zX1dJ-yu#{QCc%(k33&2i?rbQD-VY*O1UjtC=%(C8kam8wrJSyNCcmj2a z8G!#vYNml>b6#tU=Ti{q2k;p$fEOo86k|izb*s&PUkU`nbkOHcCleTbTWJ*;NPC>s z4Th=L#-gU;v#H1%Q0)(RO$qLRUv&yN0H!f9r;4sPPWDsXi@`Ln$l2-GBTbDnpK4e% z&&_I4(K36iL`B>DHnED#4$(RT&zbJV{E>B}E>_VEjUB6)Y@LqzJe+HtRld16SAxY= zbgxxQtH@YQXHn7Y;ODIO3$eJ;k>!ynTG2e8NtRB>FvVedbqcb`^*fbQF~&2N2mD~a z3|Y#wD;AG%#8RD(hr=zsin``pSvtDbA_{==3py>5_0-R;T0lkLz}*6QS$$p8sa5Pw za=e}AsZ|s>>zY`_&bj7*4G2LM8EfXC5cj+(f`c}3Bvj-E_5>ai$jD;oK?XS$U5QzO zk6Ps0F$msFOqhX==Yw@46N@niYBKG+#B3So@kT^#YUfa~jz^Q)c70+Gc4b%r#)d8k zbvouAC;o6;@+ob6_($qZ4S@ia#JRpDLTF;rAnIN&FMT|mPKdA==Rb5oLdCQiCb30X z4bwFjxx>QAGP=u!!zEHt^1yX;p50g_2MY)3%F)QO>3Dq6e7 z0v!pERn$0PsJiBb}h}N^DKr!kB{hqm-fK&7{xY;B_0FNybm#$)$>eHdta##HO?zQQkrVH{ob@UxWU+~j z9eVOOvbe>XL;rq}b@uAw<|ON5Ad6r-xAE^6Su8RrEEH!eh#37DEdKbg02J`g2LQmy z`?I^{2bVW3>H6r2SAgnAHc^qGhlYQ>VV&3a!WV_030r8a(H_ksZCZ;w;!ayo{7QYn>Wk9 zPZfaE)8-Fvn{coAYoODXgUm8yrb7Uwes*dev@K5sw(XE4Uj6L>cOiH5WPfMflH=jN zvM4*J*iROv=Vd$=A82#n;=&fl-VbOvB%fWDE?A?>Y>xRHlPlo<^#V7*{fFCU-(O&U z{PxMi{QKSUv(pF_GNV{pzEcG#bp_z)S^>b(E&f#ViMo6J&&$Opb$LfW|A78@ie=NPRz1)^PNLtv3Xg6JH( zi~h4%YFuujrz|pkunajOZt$M6xIrTh*13bync|3TCG?raGV2r_`s-o3)kt7E!Nl{uF)43Yv!;oEY{6oKUg%9z}vgeaCEzV7Of<3c+3!` zUOS6665_&0BvI!~XC3!%pPab&3345lsLU339|%_Yn6gDJEIQ+0eOqVNbRe~`*hYWs z5U7(yB3F;*2qVd!mZnA)BT*o=PjMDCxt%#dBE}L$(jygTu?1QNfH;Fh3?;_L3Zrjh z$`&=T*jEmVvPkXAzH(TTEvn@d$3D3>?XeV2xmO2^4Q4{vD4w>k25-d1=inJ6(*Alm zl($8vAvxN3X*&eUv)Jb`Ws9;b4uiuoEYjxhFgPq}i#sHE1c~UrUK*uX+$F(#f21l7 zOU-m@ii4Fv8Cx7mf4D||7VC*=mqTtAhchlWk(b3`a+sGz9SN-C%;v9Gf_yA$<6!wg zA{BF(Z>Cdk9IOQL*y2$8!!>fSICKtkusD1U)3a!fgJm7W?FEOaS&Sy37aXQ#(Ur^8 z_5HfX&9Y$vJuGq>4=WQ*Rv{%{RB7WbD!ITrVs!(bK%6bCB-8Cz6f z?x5&O^qxZr7HQ{?qo8j4s`nhm&vg192P=VCTkL-vtOR0M9Ad0U7{XcH_i?!iUlxZK z2P=UvTWrU{dQNc$#$gzXz9h&_(QAbNOs6wBaqmJ|zdi)`+v3 zZn#(+Ipo03;>aNnHWtk!uyT#;4Tm-s-SLMG>YRkatjt>BzpiFtRvu=mG7H0ZMy4`v#3Ij`4WjVC-IvaH8~+?1q6h vi`4o%f`c}T%aG7l8MlSDiYzpzy|;TM9NBX+5i9s&ErnQeZ0Vc>f&uZ za!hw^C=9R=ky)$+0FXnJi6-ej;xw*uTWk&B*g! zHR{eM%&Kn-H}T1VQ@%Up&#Q0qi$v_TONkOGF}C*Ou$Ph4Hi-NsTf_Ylkx|F;_0kka z4*0q#08}ZuzsxfD&gC@2oR_TC?$_Vjb)_$y^Nga4<5p7%PuV3z{{BZy($m@H{Jp@T z%zB^Hs`%UG)ljl~P`(mX5?wK_YECi=ngnA#j!$uXy02q!Z@cuv*i0>8-Vc8lDE5n( z#%#i#$_%v{VnAOZ;g16A$me_k~?j8V~Bz9=$}NrE`;aotYxObBdugoy`op zoqc%KyWQHJDBEk}q^p5>=wftU7UP@GI|Npq!e~>R0Gm${5rtpK0l9G+If1rj+VXdN z{*5{Wn!Cz)AWNSvWZt&!nx3&lrlN>Mo34Z6Re2#<>HVH_o$aB)wv_&#malmSF^m~DfY6(}x*1;uB8x~+?fMG`7_HPWWE$1^s zf5JQK6%ESHkg@BLIpW=2<~iOfIv&cpwWyCrh<9@IQhqnp+6;c!faAu)1jUP6#d2#6 zth?&Fl0)^;unM>FS-<-FtjPgv1k>^55SGP&DtSXT{*Q| zHK%E~&-9rdG-MgE9OZ6vZ1h0936-g0Yj2`p*+F6p=b&wsbh3sxQQhPZJXH?6N1*Fw zy$P6&+-)?-w@3>`XsFh=lt**nDP3kv zJLwPpn9YFc(R*DG8N-y|DKNq(s9j}Hk^-Huh6$uxi^5>b(^hpiywk6a7IkI>u)6$A z&b+J_Qr?+=wjx3il2n`n>+2ai;_X1%Chww%X&f+b--h|Pbs0yZm$AUtxR2@MG<5r8 zPBXRY(%#x4x-9Yb70JrzwDa@7)2({;7PE0}U2Nas-29L|G?0RGTp=iyD305@ z;Lsf$ALHIkgblJIWc}_FsPlBjM$gAVjnlP15h!4mP~qf}t}?p3{8^>ZAptJDH3`a) zyZRpTJ3&1m`tVt}gVG8!pb4JH!aVjRt7d{}D>{Y}Y4cLbNBElB8`9O00d|}eF#br^ zYH0JOg2KLb$@L)B(T+%Bj_$FwIiXoCk#xo zaR$8~AeXuNkXPDw*VMN%xHF%nunGP`1?17v?NS2Hu>3d-r?>(=>)A{(JUVk8X+?aGyoD8 zjSl_`c%`N+w0`L4p)`P9(XYom@}VlPQ5zZph+{utPuRn36|&oIMR>2FVxII=eCFTmw@^>P0b3Qp7 z@kAdUDuHJ12Lp~i0*5a0O_Ob2r&OKSa(Eec-|XNwF}aZI{qvsLF!=T0bQs4ijNcO= z9oSt`mNKb;&zlvC67c;<{NbwDyy?=MqIrfwQe0TlUl`^1n)c-%b6v}#7k^b?A38JW zawbG574Ez)5ncKA8cD1DCD%@~O zN5}3#UrA)%%>C4&vM!yzgOw}pNJ+f|Z@FfUOC_qPpx}1QK~WHCnlVIj^Q6Q*=$4H$ zx=7t>hI=+OSKN|wwV$z8qzv+S&}M20pDTpi%I*S^1T_sWM z1#St`g=a&9l#cuyG3dzK^XNp)M~ngpZvW{vU?uhC>=v(M3I&(} z^3M4;ogOZBu|)BFbbz=?GY2C`zMCL+s6;j1Kxi}4VPG*`A@h$JS&nkiNG0hmfSajD zBsDtGKOtJn4{glMv(YJ*u5obW2P3Y4qK8EpS%F7X}?7?8N%mDw2}7M1+K$e_Yjkoc7@E947RJtLVNj1$>P z)Mday)_t))2XCiBkDf?aCl73VHESs~_mtB=v02G44Y_~%Ch^YH^Giklwyt=XE3m5p zD*&=U#w}OjUnBj23nXs@H1l?GQ+1@xHWo zhV7IO$J5)K^r87KP*syLZSKgC(PiBw!J-~%l7{6xTK^4j|MK&mMtzA%kuKG=>p=9c zEUFTHK@Yg7J6v=+ju8269E@Sq67hyED%dyo9sIg;;cV`~I2#&<&^hXt$SrS4R6R5| zXd}A}BJNU51xBE1ux=9%{d9@0y_-A9V)sc_39~cs3Tf?<$C82%bOAW2J`9L}%p8l` zkAT3f+xx~RQWj0t(iNy8gS@{|h#O4z(jm^~>E1k8SdTD=#jM-fQ%m$XsOM3BQ%o2R zrFoVGpcY#RU3Ha#`{ zcMit5i-D);2<&I;b}-Hx_tJ>}_BAqW{U^_c%tnyP;85Tihf8I`*b*Oq%GffJm9XkhykpQyc&^6wvD>Y0ht~ z9+ZL$JJc2zTKP~q!WnW~4MK-OZsOJmZQl|PffFWJ0YMOYQfabf%&p6u(F?W)!g6}D z?atyZ!h>N|02>a)G=`OszkPrMA0m{+KsA7JoCJXfK#Oy%j@8P<0$;-M#NdLjIOl!#k59rzLg@hAmm8pw4FQ=l02a`7pN76ol)YKE}lg4HZ4QXsg()bgy3hlBPDOd^jWK6HC&8|{rOpy{; zaWmn9DEL5OQ?#zxfivXsAH7XlROdiK{QFm~^xi3D-{gshjx|LYcqo;Jr&{J=U<*{E zzDlG-eUe+weK__FF{Dob1m5h9#d!zl&llw5yrXgQMw5^~D>9vupO$Ge$32vwQivbJ z-Qdb0E&F*q)sMxU(9GX+9vYXjnp?@t&Ub)}l1Hx;z23L7gf}gmY zGvM~@ALGy>YK^|Z^$T>5{}3-baFykumFEjL+b{vyIEoYXcU84wfpZTh2g4+)x0~Mq z570*dsZZHGGrcR$zoAN*0xIXL;6J&d;7TpZ3 zz+Vtq&H~$Sqd%T|g+4L&+4$|UFyB^USv`~gJ_~TdnXavi?*OV@3YKr!4P=I`TWPEW2#Y&!`kq&H-o*Xu8s@hOE+;Nu7&dnqFM^Xx4_iZ@F!qvnwwv@U zc3Ij00B|8PcmW>(qSuhzEolmZCN&sXHFt4;!7QXA_ZE z?rSwU!htjV(#zJ9e$@@wVNz2tBZqL6{!(SJJoBiD!S6$OkKhzyIVFCnzSCo9_%0L` zB2n(R_r0RK_m@CI7Hy+mYP7#XUA{jgdfE6-ZcglGDJWChFwKyel#_Wl$Z#QYQh^JH za-!JLBN2O3?Br*$qk`_#R`nBZl{XGDW64baX^j8d2p_}sCgH__>}AdupKcsgT($DW)-XRUWSPfk5NO9bNC4__m_VidgF-t{UDQFM)Qsa zfkuP&^8&m_R?TJ(%j6gUDS%C!BmWRq!%9?)qFQBXceEfkoDHgT1M-zF@utZ3Aovz5omP%dRZL*hrP0@VT| sm&ORDeQ*9G^fxkyJF}&h9b#mdk;?z~#0JURKnE~*y85}Sb4q9e03J(K9{>OV literal 0 HcmV?d00001 diff --git a/img808.png b/img808.png new file mode 100644 index 0000000000000000000000000000000000000000..f701b83f4b3d3812e74a65c5758db5d0a3eb3e0f GIT binary patch literal 308 zcmeAS@N?(olHy`uVBq!ia0vp^xzGiSnt z2`w!x6%`dZIXMXl2_YdN9v&VxHZ}$Z1}Z8l5)u+TJUl>6uOd&+15%77L4Lsu4$p3+ z0XdsIT^vIy<|HRDFxj!?v85z1h&4Cy3wSj$nm3&I*xbR+!_y<+D^p>zpouBvTgzSn zH)etQ>H{ok#WiZTbmla?WEM(iV!pDIhsRn(A?Mh79+@|5<{!w3V`r^z&o{I`nCQ3bp#8(Ix_1RR}yP~wkAQxE%1{RLgcnr~7VeooeIoUF)oqUygq zhmeFs#Cds!PVOI@K0Ajtc`iGxBmLl8YQhYA69xt@E&0s7(MGd@u4nLc^>bP0l+XkK DKBs2j literal 0 HcmV?d00001 diff --git a/img809.png b/img809.png new file mode 100644 index 0000000000000000000000000000000000000000..a0cb12f34f91b60918b1a0bcb36f34d374e3675f GIT binary patch literal 330 zcmeAS@N?(olHy`uVBq!ia0vp^ia@Nu!py+HC^^w4AILEX@Ck9Eo|3XDE5OMac-$YOpXA+L>XL$CM_W+4YYHYPW= z1ri(uMg{5tDTa;*D(n8=cU#bVfFW%TJD*0|R34sB6AnBrWZ*WaPq`3r;y?h8$e;hx zI)}D4Y-HBpD@tKMB2&xUcGsa$;Im-Ff&cfD+rGL>sxi%6!#zPKg_~iP_UZ75z_XeW(WdiNVv=&t;ucLK6Uq`f%|8 literal 0 HcmV?d00001 diff --git a/img81.png b/img81.png new file mode 100644 index 0000000000000000000000000000000000000000..ade427b9f1561df2acc7ddcd1027148f07d7fc7a GIT binary patch literal 3722 zcmV;54t4Q~P)0000mP)t-sv$M0P zsHmKroRE-^goK26czA4VY+ztuR8&+*NJu<9JTNdYBqSsl7#Iu;3;+NC>RHR400001 zbW%=J06^y0W&i*V2uVaiRCt{2UCnPDI~8}De%vNa9I*o)P4;}KEYO1mG)U~59b%Og z0*OWQ7tlOD);Bv=sD%aUu0d>Ak-~xv;@7*ZWAS>%37*=p*I^<7A3>8Gs*r8c;8KWH6bMV2(&^U? zdk})Onr@w%E%dfMyjotv;r6Xz^+;gqU&6SCHQPAd52E9A_t4Mds90R~^E&>MSa|Q3 z2d{lSD(r?jP9Il8Pfw`zNknta;i$JhNzq1flmv>bw=F?G{gF!e*&Qu@%KGM?dSu$x zueqxwD^~f*j@0QFPMb?svNa zsB@Av7G^)S4^mlze*#jN_5=7!8y1!RuqiY>pTn!mJ=UTfi9KJ`W25;Qi%c5>Nwl%B z^>18mgskkCveZlQ{YJ`&a**BKDexNX0Z}{MVHaREl`TLvco=yk^~>b_{O^Az^1d3R z{}NA$J+^;E72FZsO7<`{+pUN?@2I3?|7D*~4o?YL+v$%kVG{UCzjTzqjYyL@YgK1n z_zW3YGagEMmZjDvb zSxVfRuFlhQ)8(6VIuoI^Ns0&>12HW+%0e(>As_*b=Kz4tL?)Wj8eP-kidG3J)shb# zG0@G)FFs#vzsz3R)B$uhw&r1_<(SSIKfG~bc2NZ5PCuB=WnTE`A+U7vHG;0%l;?1- z!mJ?9Pzy4g>T`sGZ$@d?X@?jI);5)v*XZV~c{o~Z87z0It-yY9A( zg4=YDX3gCjJ<;XxOU(5`p2YFl>W?U$y;hvkT{f%of4gt_eTSaxxrSuALZTZh-KCxo#+czQa4#|9o{!BkMC{M&IlSZ<3 zv(3TVE62La*3SFVDt|#tcXPknDAxM^n<+Pq5?!K0qx;860B^E?mQkYE$R+l*TR(a~ ze^fZ`i*DmIuR42s7W%_aGp>hyK6*XR{@w2?xZD9&X!-`}t|w=cNT*@<*WKo&y1xy2 z4=6I$$rDy*!FA0>=;qtAMfYC!bQ@dlyy2LT&%tTmfD&DzOLT-BOuYLPn=UDU%5`+n zVfoMrLB;^s?93ea{38pYKV2(*MP?a-jP*+=scX?WT;ekF@{baqgZSUr8AjJo9ZI@ zzkL}3NwFrFC>5i#24F7DO#A7kGm*LJfOb&xVcCyPuWPg^UHGx$(dY|kPnWNrlkI~_ zpW;rHd0Ar6Wlm2^gNG`eawZ_pb{pN=Her7=d1zDW_|U0)zgWx3onKl!loI3Vw1X|y z%{ZAqHqt2_N466UM`wff!aK5JY(b|Ci2Beq4z}AEek~te*#7D2y^l@V*GDKZ%`J@% zWelzKYP)*SnO<`6e#k_c_xZ5Qc|o`GpS~CcUH2WtC5qcmZ*=8_&@)|sS^Jaj6H9c7 zF3}Oa&E7S7&I;)H*d-(+BqSsxOau8er9I9U@agQ|k9y+z=zVfL>6F5s(TA+Z?=|IA zKktujmGt!Wf$lpUe*BD()AG01`*2}k^cDG3Mc4iG9LMxZZx}BkM%3f_ToGV0!T$T@ItQlt*YSgGrv@qf>5cnYj<>^E|j^ zm`)1!tPqYX0zUlad`T~B0DhltX#JrF$k>)c3tMN+nJ1?xKF6dQ3Jh~z(BEUfRIdlO z=SzYGSW`cIZH8)QKNgyGnZk&sQ^VWc;2Ae=ydrlGadgm^Yb@}a(E~t}z~!%ev)r3a zX>vKO{U#6rAUh$NpI+7wIPlBD=Vfi1h9 zRq_(x-X8hZvkwW`exPjNbo^iN5JznPkj%6<(&+fFus@UQFSfQbasO7gOyH%2y9cX} z_{l4B`%v970dZGeh{dY*QL`zCGb4!`E0VaeB8eL-lDM&Avf}31gWF`qiH?P#%g`Be zaoN%9;(=Af6`_ZEu&>2MFTvpA?sNXQ6LDq0I`lxD8MKQMETgz62d^3Mf`}X9($mTk zJ>X(RgwnPxOWSBu7H2zhtr`p=r!`oX7A3HXYZrP@acs)sY6TZnT-a3|Sgwfo+{ucg zWEsS%x0_hvR0R>mWiGln=(ee?vxv)6Rv0Z7^)H%FCa7=n5SK49FDeJLF~D^Jq)t7! zmK!Usn1M%wHNp@ZgQ;|I*!beSul3gAP_4Nb;sT(A2{>{Yij*L$IO9pxr8q)x;_MMb zN|2R;+hQz>xSQF}cR1f`MqsYj9+_$CU97m!2MHf>mtN*3>X3es5@e&WXAQc=1%pb@ zelBr$_OhRM`1x~B3VWJ-hvEov9l07OJf9r@(tXdF3yOA=^(ECM5JztF2jpvS?R6s% zzgSpG8Ml?FhenADj9)G-Z{T((P7uT5qQEUqY#p~adj?o1Crud|6c;BvQXKD093i^6 zXo0JxtF%pV(f9>-C*s~c!WT3CNz)7;JM?$={YF-`Z+AolE4l_FMx5xd@n^DD$t_vj zJG^`!WGcAF`C%pQFI(HELzblz)Hm_b=Q``C#GM@8Jsz|mU7!+o_1WJCEk`GqVr{uV z5;s;PabraiH&#qp9Gk!^W=3%Am-t4Bh&>hw2?+@a2?+@a2?+@a2?+@o0`nqQ^9$1& zs4FHCymnS(4X^xf=<-BGF_GZrahWwdzcqA$VxpKxaN}{AH9X%LxqMUgcO z%rP|q>>r4QJ~>#zVEEy>=r#Z3j=G`c_r#U~H;;=<*qNHT&KVoMy5EQl^uH2vqHP+x zG(ujB9Ok@|-&Hq_U)-auboPlP*rzFR?g#}@)tSoWbE5gy5grbv z9f8|HMjo`fkm{$y*fPvC$hblLSanrw%FnmR%E_-hX>603Vf+L4El%CSN}R~^qkEpy z(OF0^%K2`9zRHR400001 zbW%=J06^y0W&i*H%t=H+RCt_YU;u$>3}}E6mCKDTk0Qs-!N=RzX6csV_;+8W!MU2Jz$tXKsz1)(aOQV5Wvn5z`(%Izyvh80pu_)2L9h*8<`l` znSl%ipnL*9kkJ6u#GOFCwZsF)c^eoQBpDdy{QiGK04&1e0C6|h1O~se z1I1o|sSBc}1Bfkvcol<01H_z1K)ir~f$1{?_Xe;4E0D)2z`*kVodMUM0Fb$|3JeUX g7!GKlk;e!C0GuHpeORHR400001 zbW%=J06^y0W&i*I?@2^KRCt`-ls#+PKp4mW@(YnIMW-!8324q_vX+*P{RpKY;C_IB z_YzQ+5Xh2GkcbSK1)hsDbSo5>(%Gg%2QN7&CIN>$(IZ=LmgFSV@P19sAXA}jEfSrbc<$FQaZx^UW3raBT0ZBT9tu5d|6fFm zAThzs*Z0mmqQ{ub*g#VcCCtj%vc4*bW;j}0HKJ5S615UUa$#vUtT9hYz;Qt&LxgC^ zeQMDn5K-DCwLqLWF?Lkfv-x5Pa` zj4trT#-}ft_F8*5J+%caqT6VEOXq5rYbGBL8*=O}T==}`Hd>;WcCkE1UfiqJBgv&j zzf=e=l*?PUPgF=-b5)3d@?bu7rYhu>NxR&@Z8bks_h`|qx(UuU;DNtUA@@W!Zu3Er z`9*4a1tv27tz}~FI>EO!d+!DO&yRQR3X`k;B~U4(eOP;VGb4E z$%C-VJ8bW-$fW7>JVJ;~f(M4^F=_sG_`v)P%-@NLPUNRej6WluM+lX^4k_L*3Wh4) zonzqhyhO-rkTVGb#uEDvI4{d>U2PHdt9rod;caD;BVg97?815m3RHR400001 zbW%=J06^y0W&i*JT}ebiRCt{2SHFwYKoow-5;wcaW!Cx-0(Le=usz*BK+wuY#QX{N z7Vd$Ch3NhTZYn`g2wW|9g`J845$rCAB3$E?2YcuE-sIP1lL;9yh2RIt%)a-%Z)WGc zyv+i1A}S_6jODnj`={OE1?H(77QALP`UMv_pqm-pE_dX>E-zVC zvTF`Jz?T4ryZOf$&RZb}xyb;gmsgp2E5>sfS5d67z_MY`yI4#Q_{Jg(1S>Fk1V=dnIYuXp*csnxL z*i`k$>|m7pes`=2X=6uPO`c!UVMhxMvKho0?3?K;ot^y028`!Ar>zBdK7^{V{~ab` zJ%seuBfLExLK$F$&)L_ex$$J*=xVC0HspA+4#0}Kq^mGZX@q;hr(ye7{w_9IUyFdd z-<}?KNK=k7toDx3Bk8KOzszYFyk=A|Ja_>+9nvyK^oD7`Tk=S{@@tiERCn;=qXa(r zYH67x2`eU#q!YoTHhprI3HHameD>xpo&=wU@FA$ApJ9QXm8Kj?IG+y}=#lh(Kb}<@ ztDjHpG>#Lnq6S$sEa0@*3TfU-@ItT$Y9S9racqAbKVUS_rq3n7;z9qo{03;Bp8WH4 RO7{Q&002ovPDHLkV1fjaQ{(^u literal 0 HcmV?d00001 diff --git a/img813.png b/img813.png new file mode 100644 index 0000000000000000000000000000000000000000..64b2debd2bae75dd5de158c706e9905301bcabb0 GIT binary patch literal 451 zcmV;!0X+VRP)RHR400001 zbW%=J06^y0W&i*IK}keGRCt`dQ^8KcKoA{UEA4ja@&hI&9KG-d@&O+B1U`X35EBj@ zOyCPhKY^21_yg-75EJ9k8g5`5rxX_1S-ZXHOLnsJ`noeaGYe23A;19o+8tUXGA5(Y zq^EkPZfXXTJ1a_OrSd)9VnTJ;2>mSy>cwcxP39VUCe@5#wY&QX5?Yb=o-n6dBj$z* zB7A01{nkC>6tGnO07DDMQWg=ku48-*7goGZwPzI%e@olel%LnjnCXMRtPgO4UAcR()29xYvPV*bqM}RATdUU?$GuSkcHJNS&&r t523q_cSt33;thQFQ5PAgIeV|a;2X5SNT~=bWDWoT002ovPDHLkV1h%^w#oni literal 0 HcmV?d00001 diff --git a/img814.png b/img814.png new file mode 100644 index 0000000000000000000000000000000000000000..ef64c3631ef2f18e3fad8a3083d3db567a595d1a GIT binary patch literal 5850 zcmV<07A5J4P)pR`d$5;>Dk>6=&{q=Q}cCob#--h&yheNjsXfQc@$G;2e#&K z0ATY3{8IStMDL!RB?hsWI%&Fm>?sC7fQD*AXan#lq98~uVgRdAfCG<0YZNG zQY=XYT_wpV=)JpA(94oqiM1qI3cByE7qr$%wt}uY&4Ol~1b{3BwUS*6_CEsdZmY5H zn_9hg(JjyJ;B6|YDXyoaaPT-ldm?v1Sx)j6RO|E=RG!^iP_~Nxg3{fYf;fg%ai4+9 z?&H7oI=LDL`x!DSbanDI4t0i@@Z->e5hFsv$mIbg)Oj6T@}3BfZ1K3eZvnbwO9t5a zzF|u7IS!fy>y-7@SCSMPf=)Rc6T+tu7Pmt9sNYayZ&RHoB$L#%IJ@Mc}c)C0l;VT?jd#7 zn;$JwGMvxIDvKigc@nB5>b#@uDoZ?g$mArVHo!0t$Ce@yus!23U&IX>Bv2$NqC_Mj zrtQv3l;46vJp~WM)H0-x)#)uREPny8&E3K z1P{#2tbwLK3Qm*>BF=Si$J#KqOoW7hTgpkUXy=A|@C0wkKT(W)WJ{IP*eQ}L)T$KV z4Qy1EVFs4Rk+3yDmJ4gNIKg_82n-KCwv2E-G66(%wE>8(fGvSQThlX>q$GiWN51~) zTc*TOXS>1;EDxE>Lh}kaP+VwoF*Q%I*~)S03diVcNtBCYvDMp-xb-uH~7Jq)ZIgf94!^Y&cwG`VfQ)9?t zURs5g@HSmN($)4WAK^DD)Pn`mA`t=j@G?b01sOcjI3AanfWy?o0m(A<@|jPbDkJs2 zlG)g)kqn`#PPToVDl?xwsYac=Z2Qshd@M9n#;f@)Y$9c*j>0OB>U8Hj|@Is zu2m2);p37Nip7(p3gxI83H}aV9;5VdKu{t>OojfWz7PXz!2Q(GYSY6hW2k`*u8{-; zO)jD}70`~rq{9fkw980h^1UJ}bcBlK3K#=xz?+x2DD_F0?{8e+%6kf3Nx?5(qCTYHVut~kZX#|qL|@6=DebK|)6kR6Gu4br_!$7VuZ zMgoBAjLd~_1p6IU9^c%9o(V+Hk7YA;BoM@~nlf4)$NIG{<1ciL4Pk?y0sQCZpU_ii3|Nzkx@zB zkw5JJii|B)kdg6V_i`zpT*)mqt!vSUYrkEzXM3>Bx z(UCadIh-H~S$k9bmy4}RCHHG)W>RwDHTjecA+%#y`ha5hBg-D@$laTg@4@m&kg>Ww z)DbOXpEqZZ&DD@FTE+r1`glaiIGeRm5x+O3vQP; z(IhH!2n3CV%$QMI!oa;Lvs!Eu;RiZfFVB*36Sg}M?9TG`P=_V=dS(xn$C12q?8!!^`Cfm zO#tD=9RR}TE6aX}H}?SHZ~FUBy!#p<;~4Ln{!ifW%@dux`9NC$r?dq&|GoV{+b&HE zz?3ic6?lt(fW9ylT6a}0YOziDjwEYCLfP-pC2At?9)SIrJn2^xu-nI$B((duZAqxh z=*vu74#rO8<|MT7*dAmV+mz5}AKSt7x&R_3%G_ntAgiYU! z7i=vHtHQ}I!kSYUJM4WzI?H$Ye(mVCgN#Bf?=HGHs+Xe~4X5#Ir(e76b2BowzfaRU z$~7XRcOY&m$m9s1B$ zMFhCk_Sbq|-~Y}X*n{icdM7L2m_$XwPw28p<=jDgdVB?*M@n%Z2ySPe zj3sOj**reaft?G;*yXn9FP9~Em}LI8j?WaDokvb63!8I~*Sd)I%m@`T^Ehn@F)nn! zY$VUiev`1;BE)*BrtARXS1ZI#?5z$yU4LUoxwu~x^#-t_awF8x9Bz-W^c??AtMSN1X(PI5Eg5Y&B=QF_ zR-}^c@uY7L;hu2R;jvhE0Z^&Wc%!tjEY{(%-(fMHl$J-Dj5JPKMu^lX zEsrD_yD_>mJaR~_KfA>`ICA2^HU zakc?aLL`r4lvY5Ncl@A6_%V`4Zj7!XVjPcJLz@Cs5iyF#C3F#plF=Qd?LMfMyd5s% zlm4 zb)&RA0%Vlu__mz3>YG}48P!0tnbTH(-wi7x$x$4k8%bO2u{byx6%nTor$6h9$l0D5 zqO?5xJnAWy#`QTw^z+DU51Z?hEFX`poYdu!u@h0>h%YcFzX zIAvUTjF#c*GxJ4hc{q496-}MR%qgOSN6!)B-M_PTcq@-wcb!*6tBhn#Etx);Swve~ zH!()bFnOFk1j@pYah_$$DCjcIAEo7?>Ei-XS|0jYP5nx$hTP1%JSaRWxwP_dI5<4Z z_-Znb`WS8W?>So1qcY=57Ew`~@wCh6v%f;(kC7riUv3_^ z^i0@-u0Vg$=Pf-;r(F(bf8pxgmcBk;UdG61%V|qs@zu@mKVRSlZ~<`(oQdBq@IpH6 zaya`7Uw*k0uV4Ls!%-^BXmu7-8v3RD&nI`e7Xa||lDmV_)|Q;M1QCCKz4?H1!ejR~ zms7gw{u@ub?9cvs#0J2BUK97W9NYfFqW&VCe9W!FA0sVbbPAX)n~ckP-6kY`TqsJ* zW8`tMC@qgR&TIB#lu?hKH1ysIiAQ54wb{0wKLpA`m$5++9r4GeM6|~r+Y-?xV{0Pn z@7+U#B3j~)&55Y`6pKV@dFby2Xi!8w{@9|3TAyiBM0H-+rihA<+o*{0`;b}{QT893 zh4jv*nKBRJG0v|STQ%SzwRNi^w)eic))1y&4ZWVLMTB-zYZgGe9eiGdTRO|jhG99f ze-9C*O@=lKM{euBA&vl-ZQOHZjO~txA;yAun|7elK+3>ypix8G=z5@0L8^;#piu&0 z%%?1A8?W!rXM26&@{lz#RwcbOhH%(${3;3)i7C(Hq4D$ECqMvyzXbrCzqx$qF5KMT zK|KC(4}t9+KsdWixN}p;ownH`JbF$FO;elx-|>^((8m0^uSXl-eF8vdx1WJ`|K0-I zi{AYHinA|-ldjas6P=xW$xhl?5G4W#er+^vxPHykQ6>r#?wB@Cu0M2g5iQ(7R{gu=A*Y^PM{lCI)(+;fEWG{w#JN3oIppD;s1OfOK5TKjy z=wW*g0Qm3ey8K9&e&w#=F}87->h%-DpMa}d{P7<6@zVovcK+o&>+Und*-5k0$)hHN z>&8eTZ}Ot2GkfFkNCQhrPp8M8&?swSjqbJ=om%gs^6`6C%{z2z6DB7tMTd229e%}P z`3ls_9j7rfC>#9sou*M?p*ytB$BJGeq78PKMsr|^au=f%d1q;~kjVHTN{L8ou%ix- z(~*%q9e0U?!vlCGBK)F35{WxWV-O4O5=n#m&e1rRi=$%4Xtc3F+|CL@pH7qB20Jyx zI9LevbTSlqhqTefLiZ9+&hO4!N7xw}X&hxOfe2w1)Jm9Ni^7i3Cf=Y$pU?p95sOrovx3P5so%=f;J z`*pLiVj9gPPdk&262pJ{t&Nr>Pp%KkB?@o6U+H9UnE-?vtJKD@Oj+LuURqIBNMnGP z;+r5>IY(o4H1?Xvuc|mN)i7BrqjAc`8F{oQXFt6*Gfb+T=&~vrB^JU~Rh(ZhjTO=8 zU?DUbQT1%0)zH|Qi=$#CH1_kh==>4o>lLvI8Z*<4tCP428nvl#aQ=w(>y^;_WYC={ z8<=4-1BuORqc2m|HC5q#q4H>&#(6SjOQ2yI+jenOG)tqFvdNvysh60Q#Ab(>IWuKT zph;~sSO~};kxI-?Vw2j)XVZ8~EI?v|+87Yo_7z!##O7#RB2%^mnxfH}pU5VV40%vX znWKhibVL=vc{)f=d@qM)XmqUBv*S&lVX`QR&5YCpINw?-G2||>D2a_|qm<+sl|SP9 za9%V(qnzX!lRsj7eL*bVsn-;MaARR@rK-#fK$jm7nuygXPkQ?>*aq0y2l%OEm_J3AJjaW`BX6?4-Vup7;r zVbUatv(p&jrL2#{nQ81uWL8xGm#@$)iL=r;4X?_+3fqu9<Jx-(@nL4d$Ffb(#$#47g<0zsh(IaL6cM_u)5uESiTn&lW z_vdfQ*IFipehCsip%U{_?ZsRljUl-Yvm|*w{`LR>CpVw&ARhm?hrsp@0M2f4`OuZQ zxgV~LmqtvVe17``2;l4M{?h6D>w5tB{$E)V`X+Gd_*tnuhO;Y z(tzQUcb@>z+3jcG>K1>z2Y&qY0GyqFInR>NYa8A9Bh$x=4=hdOuy{x6HDrYmKzSXq z1OgqNMl}&_$dI1j*a(TOz@V|qP2|?}4x%K8HCVyAd!We#+4uGGB2Do()jB@A`d5x z2ThED&o&-N3b%7 literal 0 HcmV?d00001 diff --git a/img815.png b/img815.png new file mode 100644 index 0000000000000000000000000000000000000000..14bcf15b4eebf7c8d625c8dc499296c22376b594 GIT binary patch literal 539 zcmV+$0_6RPP)RHR400001 zbW%=J06^y0W&i*InMp)JRCt`lRIzTtFc5vDp+p2o)S*J^!qB%|dKlQGG$TL8gLkuqtGf_7IDnq@K^!&NYjUEb5EjNRiCo~B>%epI_KVKm z5~VbC(-;F6X8I&pQzP9fqHe)j!!=ab4bl9PjvSE<@L-eApt)s#p@A!_ zP2IFZF;{Nt^fYxWru977l0C>&533~_9oGolR1srPMf`DJDfVx;`mS=Rc~~iUzk=48 dy;q8@;0Jj2ZOic(!py+HDAMnv0pu72_=LD_-n@CmiWPI_%$YD@ zLQ6|aMMXtUPEJBXLP$u6hlhuajg5hUfr^TXgoFeS4-Zh&tH{&yfD~g%kY6x^!?PP{ zATduD$B>FS$q5XMZVK}bFtE$q;TMo$^W!*r`g{ZT2SW`8&oXA#Ia&dX*3Jyh4Ubzo z`FME#?3dgj@kv6$4ru-d=2l5HlN^OhB1w$;hndXu{LJJOCif;XtDAG*Q2si<@kpS- zXGU{pW@h0Tm5tU4jqR=7qH87!CbFqdz3U?Lz-IsdeB}$W!V=H-3naYQ%_SIn@_+(= zk>G`c@)e>p4jw%EXQE@WBD1sMgv{&%{Cs|FZ0lHiWF1zrDFmxCs;$UBut8dbl}l_v z8JpXL1^@RS=Xu?4gTe~ HDWM4fCg^s@ literal 0 HcmV?d00001 diff --git a/img817.png b/img817.png new file mode 100644 index 0000000000000000000000000000000000000000..56850ccf09092378158ea23eccd3ca0bbfc33ca0 GIT binary patch literal 343 zcmV-d0jU0oP)RHR400001 zbW%=J06^y0W&i*H)k#D_RCt_YV1R)Ma25jx!vh3|ffGveGvESz3<@6@7}yO!Br$-U zA%G#^J;Ou?prOARxIiWYbtdowh4~p8HV|hB(SVm>0UO5xHXb08jbQ^P)FbtuK_r;@ zfSaKK%DliGkifve#R}HQh%kebVITnK`Tc(zf$o^Vz;b|rq3;_6PK(sS3f&~5lJ!V*clwl$;=KufS pz|0a)C{K`RfF4ghf8EwJ{fXbS)U002ovPDHLkV1gMhe8T_$ literal 0 HcmV?d00001 diff --git a/img818.png b/img818.png new file mode 100644 index 0000000000000000000000000000000000000000..ba53bc5462db6fd938f5940c45fa6c182cd3c3a3 GIT binary patch literal 7359 zcmV;w96;lVP)Q40cKleA+fiJ%J;)^ejIO-yZqN13m6)^M6+=`-F(a!v5 zT5(aWAc~4qt)ag7)PoOyo%l!OorDk|rQF+oMH{j&XV1QzJ$v@-=7&P?p-A8-C^Wll zE1Xs`n4bV607@yr{7A_&ivQw2B{h7GNLrvz|G+JI8mTqur-wV}3}EIJAzF@2^4B8I zKfV9GDU?Uhn>LMT+#d=ggT}`ENhDmLFB*CW(U{Hp(idPZot*ji7%9g}h<2|?gLv&1;d0gmsa?mzBRGuJ$g1+?YhOWd z#|R=K^Yznbhb#Q-{e~6YC7UCES)O|V<5SBhyqkZPeEXrmDIsuS{!XU;36$J)R(j@{ zWy=iZKX3%*^Ykj(I`b95B6LI$xYI?Dmq-~_(-xrb{p=@$0Zb9-Bc=%bc;;CWEeB(6 zW_{g#qkF%_4_3fT%(nqBXR2`r2-?8w4$FzV(ohiY=t+-WK+G3r$Twz=l`DpO5{NNT5-(6h3jd6k6f~RK_4`pYIEoQ~A6iVw1@sqP2JVv{#CJ=+w8{Qk zEO{J$N0w&UHrxtO0@cd{V5Ri>FRR=u`Cgg1xKebZ)GOc@O&9>;{nIl=Wzn>YOD*&? zN8DL1PihS}_GG33^csy)IS=h03XmoJDNAO>Qs+T3FRvq4FDnXlaidVECQ2!FsxCmG zltML5L8TNV)?(TyUx61==Z~LK@&JN}h(1SL;pzUS^PWvRUAqGM)piE$qy_S#;8ld&z9SNt0$Ov6s?el|$7s*kw2)Q{DsFd%eY2L4$TKUbXNDS7( z>U@Fih*~DGH@Rr5@Slpki6Fvv9s#kC!B01xELtW+fjpPuzZ1lLsaUO^=OCS)dQ+@g z66Q(01?`R_RS{WSROCwi3MfmV%ned6o4<2a=2lhi*LY_>cyV;}`QW9aq4jbl_PgoL z+39eoD4(4UQJqmf%IU?Djw|+vE1# zoZKn_nuY@5#+-HQZ?&ntgtr*wF=eF#z9KSa%I~^qSC$mp6Z*+IPyLmec)Mj&A#0D_ zCyuU}`Z(@`|1P#!6J>B=sW_nHTvKA=u2DR@wfj$(jvvi&!{dond2W?NLyiTw=s$D; z;rR^aVyH)exd_H_Xvg1nwWZc>ElDnqf%y0k*A5IY0A@Hd`iYeq-kyxeyQvEzj{91q z1f6#g#=s%1u3U31vBY3ifwNP}W7VQPFW}nrF9o@THTrfUj;Q=SEG_@d zyQkWNf$TRG3OoYKaY2M5&diyEn&D=bvnMT7-vZ=)* zEg%m&zi7)+AVE)+aP6f z_n_z4i7SY*0%Sh-Bq$Bw-4n<1?nr-7Y)K-uE%0Pt@nCnM(dgF9hi=WhtaPCz+ZH*XylzHY_w#U6_3m_;Ih_u=NDo~GJ)Djf*tOiD z)^Qvy&z5@*gqp$hUX<{3K-*BzHqN2-bg(e(R*Xuu0IIM>58KqL6JWc2kZrIRGsah> z><<+!7&DV}1x=UUD?QQB{cy)$LaZ^|5RfvppD7 zb+?#1RnNBe1vx&cyZ+mQYT~$MXeSbP4N72f`qP ziDbCgr6O9}8+n3lJaa^OUXn+4)*E+@R1@`15Tm@)&b{j3$*w5xlIet#aQs=2xym|X1asF%U{_(NU!?s>I0KG*YyhXS~K0xbTMcBjQZo=-w=b|Lp8R7j{V|-Ko z49XJxiM`nYWx$b#=+E_?5H_aVQr-9qZ?q*<>h)y&YRakU=JMKhL}b?SrFvY(2U0tp zkMJ&`Xb+LHuG&s^uaw$8Qh463Rr3-qVpOHOId0m{>!9kkB^~LwjV=JqWhYB~tls%v z3Ck%djuej&IcjcXolGf+@?+}Tbv3{p;`1n{)V90T{^2@88qZ1vdb*Y}I3(@YLc~RZ zm4ehB=CpvmN#lGZpc~%8N-JA8)fT{AtxhQsQ7c_Bs7TNT3ubbgpjv6fU=g=BknGBCWQ!+BD0ZE`{=jzKrW4sO`mu zNhj`?>27+Hy3Ou|YYAswr?t3vTDDW>6-3H*{dc@yd!Yxq0jgtBwt>nci#>gQ2FmT} zKuL)^s|nPu`zDQ5c2B$fd!b+Zn8LGrRX`PG!D3JEQemPj!)57C=wTyJZ<<(Ct%UQp z=Wb9?Q)l$_Xb)4sCcX+8$SD6_%vH{(QI6fJ^YJ74dtY*=lwT&uZ0_IBlIsk6L6pbG zU<2j%nRm{ynRZsCc>GA544%E^n_su5?EcSN#l>~VHN83t>;wBCJr}pRB~|792+GF_ z&}G0x>%c%@g!gMEn$A4;ofqp;2I$+$?jMg%^+82d09ETBk52VNMh0ikMbcfQY(do$ zr-oVe)D26Vnjcz}_l%2BGtg|b(Va9N?^-oe^{+Xa^H^YyTuyFPC2`?xjsVU`Twq}a~|9FaLa z(cFguDbGdp4!Y>H3;~(T3|+jfQw4ONpSw(z?LHJp`2bb5CbqI>?!lrfRq5Nx4o^Q? zrIHk%Mn&{FB0Sn+xrSUpxE>F$ zxsay&uszn8B@4!0jjA2t^JdA2-E+TZ$$x_K#v^%#27ChVlx%a0^zlC(9$3*M6tIxG5D-@ioA=K2_J)?$u z^Uv|{^~I2j@{+Y=eCj{^2$8-IPDoG;TS?f%32IXY!OLll^ zt@c`Oq0wxGK+Uq?=1TQVt?Q{Xq;iG70r3v#+O)#tPRMt^9I$XIB75gI z6;7*wQxQwDkSs?D+1w5r>tU(fW%9Iz^w|%&{ds4Nc8fhZ{jyVhpS#&5@=+ERs$*+G+q2aAy+*3VxOQFC-IB*X~=4ve)sTAQD6+?Npx}^^ z5vEU}96`yb-5$Yl)HTUI2&={NmojD*3mbkP0t{Y&^D`~w3n8)eneBWH8ZtqUITzCB zx$9qYTM<1l5k4A%oFJWqX9vG2e^dUZ{7w0r@>-PBR@ytEtXFCa+lwo-?Pb>dEDlmB$8J1`V7|;# zDaD#E0M{8h*&5o=`_;us>_uERkDu@nMDc#*UOQ5$_$qk>sXV)S>LT7MCv-%_5ph>3 zaos$wZ7UQUx$gJM3RLn4Qh7d3RZY$r)F0hk{Q`pCG-%fD-so9&#hM(y1)pH*S);o* z+>cmRtZL#5cscd$+{$=fZF|{C&5a@GdCwQ5o}=3wYoskehNZ44R=XQ)PuZEKy)Cag zcwNBi=JpzY%+{_2)Z`Xadu5;8o@Wzx%+}#l2VQQKy2+7ld&+eOdbk^RO=#8{(z*3+ zcF#fq>*r3|ar3*=RTm}~(6>_rEi_i%)La1NR0HQx+RLITZ-{ToUxV_pS+W4L#R>sY z@GQ9omejVl+mxowzRT)}vm8EoODKDSAk8=BXm!L_D^+QZBXySSO^NtgNZGF2CXMD9 zsNNKCuI^o>Cl=B5W)UU%E;LBxd8$;X&BBxVZNm7V>IKogmr62X;LVax6HBjc>GOXA zOEWFkwyaGnOprd#BkCj>(G7pro_UdU6)A?|t<1r-KkJXGt>Cm)$N3n_`8~BhP=>8f zIV8Vp%4#<^_wJv!d^*?fSMGbKl`f~eaQ8}(7&Kc!Kk7Rht8JB9hzNX{-Fi;tCy9ou~$&w|-qwTz#yBpFd?-qNY>3`yxvX@`Gq#Ld6;cf|k$sYE#Dd(}4Rk?gwxd$~xU?4Ls9l}#TD-ZeSh~AEx1R%_CrCaGX%++L z%+Aut-mg#;{2{@u+<-0dPs`r<- z0#LruY^Y#OCzrPZHPD;4Ae75o24Q8m`>lh1@n^@Ude_89O;X8=dG`i|drt%OP0Gzr zP^|LdLs;H#asI7}?CjFmPej`7zZQsG6ZSYir=)!V$ zWi1FvmfxXw&!0zVzFAPMO>0oLrCOej=tGP0Q;A?<876!g0@7@IVV9&l>;pd5!kL24 z@7P~Z75QfQE8u(a2<(G|`A~epj{OB$-qqr9dlWX@cC~oiBjj2*q&U9a2e?@ zHP<3r08&|A^pd_#nYl`%HRiK{d;Fr=MmHMjrQ0~?)v6AOvz&))0Z3t4H$bS~Gxs+Y z@wXXoJqP8R(1j?BBvkKThBVvGAFFZV7|oI&r(-?)&j#oG8jjD2AC%4}TdZv%h2>zW zc;Ig;5^OViYu>A{Il@R!XH{&T4(K*d27kB+IL4ynHgrlqb-HdfK4g(Cg3|!0D=E#U zTAq%)O~qPcYy#!7b$RS{waa67dy?vX5a}4_3~x2PfZ3G|mGZRN#@&U!Ja(6w@$Wk> zCmWRP!&qL9?6VMkJNL(|*GFM2ucwL#B)&fG!x1s3Id6;lRIF#=%&O@1E_(h%B=0u# zANGTT516NxU(WT&E>xu)&_x zylZ0uvs>$8NTXTmO}QA_^~RBIpqw)sg>GONRHM_hGc>JArP>bCGatT{8wS-2KO>l! zZ+4~e3y#%?36mvbdBtelY2ih7rE7C4`a|qIt|0=t%)wgT@RxD%rA8zKX zN$MYM=A|tEyUm=biu{|+yqx8KwwbdP&VRC*GgeZ`n?kbDH)~tE+rMAM`c|GjplF<& z1z53oT*s0ckjq#CWv`AFj#1~?1B%AUS>ahMFK_1Fl&5k1$}W!rcfa>rueyVc7JTQx zAX&Hvlkg3U96C!ROW6ZTDU)A-;D}l>qtz_KvSz;T*~7PSeLM=?{f_+V4mMf>=fL35 zZV;684Ga&RC6lG>0j0n%KyXAYnURYn%ZlV<9Pd{=U0J8U+?p&um4Xc$f{hlZ>pBNU zJ#@VwuO%X_Jh=sGCe0>6vOIf0AzA&9YO@W#2CLiyn!e26?PVkOJY@XdD5dZ|!Eg-Ch(c!JDr2Tyk37QTPyfTEr^T{h(DDsYV5u zwCo3UV?{oT)}-+&g9}b+!&OaPRygo(ZfGk|>OPjNCmk8|WS-1BnKc}rkJRZ7izWJ5Ho_ zts4)A^R5kWc}y7eYFO@WMUX5>JjlC}$a-eHLCyUbhHhM(;QPx(xAwv}uS2`sXcKve zJP}teRQ0~4v)x@CF+cRUV|^Y^`=~d64(I(eQO>pNQo3et{HZig zLQ`F0jAz-$*Rx?m3CgJ%r6b#mz<-lhD#aqsGd<=r?BjOQh8-fXk9)Cu*OW(s5>$r8 zJc@iQhmR``z7{L7i?LxZB3H-$tgFe2w_!ukI`-c%E$_#&LYGO-m~(BTsW^sx*r0ha zE{|jLtAB1ToMD}-EDij`aZO>Q9E|$S7lU{)#Yqlzj>%uqFd9qH)>R~ zEhshLW~+0|#6Glg*;DDf`IUOLW{r)?NjT9?nI3WM-PBRulH5M9-2C(Miy3Gmt`y<9 zxs&>^>rS-Kf3ASq=^-?Ae04K>kh%(^+fZZfbBt;})m>MUZW-Usou zV|=sx74XgSS3rI{_FnlYZzH&iGwSXVTUGye$6kT_p2W*jZJJ}!H+e&>VY*-LNgVhl z2SLG=D533ktsKMj8NSIIA~(x{6*k2P+cvm5J)f7uAm1z-+HUDhD^_DV4bOFD<>;p; zY1iEvxmnKgB*ybi4uS%+Y-qb(%QrbR>*loUu7mtW-Q}Ld1is0>S(U&n8`^G@w3p`? zHS4DNCU3Q@E7p!(JkssDTNP+87LOVD0K4uNoR`;Rd9Sq24UyLnwAMXI`;G68{S~nE zPTlA{5I(OpJ1pwfeUr65Ub}%tABnW|{)wfNlv?r}FOsWTlSj7>u1bz4E7zNZdow}o z_09$c$%06UI~Bv6*1b777A#awkLTsmJ3l z59Y(Sn#prXE{`KOa0KaNSw|vFZkufe`(C2X)c z_^l3u>jopb_3~sEz(Ex&+?(+c)4w_Rts?qYc&Fic<7}p_94X#ah(S(ETG_3k#0~DT zRt}H-<+U0uF?gqXOLFVh74Ga)O@*l{OiscQlL}LE~oGrx{R7Jj7{tEd1Y8U`gPPwPy-$81}&g+5v zcj60<6}&D!HteLrNNl${a{Qr zxCvC1%4au6%X9ea@S`>zLC1PHg!ik;WANGY!B`9^Sa lrTC$kRaUV4{x1nH`2R35q3G*7q!<7I002ovPDHLkV1fmRHR400001 zbW%=J06^y0W&i*IMoC0LRCt{2R6$AuF%kwBO`MO9FN}r6PhpNb>XE`#&>D2tWuGqcS~Nz!*p{ z778pbflAY=!z+e>z7kH9LbwEH!LbEqg(?$FtGgu{+>32TisgkhJ3oD8+s^K1hG;~a zCc4eg%;MHovwV%;3IDjO?DYiUz*NjR(%jeEAA<67(Hmqc6F>>Ahs-kiXrwDefFgq> zW@vOXl2l5-`8zh{xz>}v>PunTKmW6sYDd)1`BgA5R6!-*)N5dppMf0000@*cccXsHmt&NJ#MT@BlTviab3JNHLZK`2{mLJiCzw zQ~!~I}UO~NK- lA3G+&H^L4o`xBU$8Fcm7J=*U-(E}R9;OXk;vd$@?2>|(_I70vc literal 0 HcmV?d00001 diff --git a/img820.png b/img820.png new file mode 100644 index 0000000000000000000000000000000000000000..68b570f5893d124550f9114c56468c31d18d8bf5 GIT binary patch literal 443 zcmV;s0Yv_ZP)RHR400001 zbW%=J06^y0W&i*IIY~r8RCt{2k}*!hKoCX0i4~kU&MsXVgj+=8BjgAXC&&Syq+e+0 zVz*QrA(1Fj(72?GghcCz2GPJoqCg_ivKs?-Ahy<03WWHDXXnk|@n~#dMGQVH7>NRT zZ{}2L8#`BCVRW81C%_yh#hwj`m0_MHy&M*PZ6D1#I;S9Y+VkBM@7OM^v%X4Zwp-r& zm#bjOWtcu2`KH--??goxTk1!$ zW{r3ojHd<7fD8Ky)+F!s(wj&9bD^UyFmKs!1Pt!785ZFy1~;8#ibl8PJIRZa5W-u< le#}s5XQtjN-}qlu^$rWbz>_LShU5SM002ovPDHLkV1oa%xvu~K literal 0 HcmV?d00001 diff --git a/img821.png b/img821.png new file mode 100644 index 0000000000000000000000000000000000000000..d10ace1bb0b6b3bcff8a2e1fb75bebcf7a987793 GIT binary patch literal 438 zcmV;n0ZIOeP)RHR400001 zbW%=J06^y0W&i*IG)Y83RCt_YU_b@@{NFzS$^Ss`fdLBu3;qXE|522HH9!EeVK~^h z0m7IM49NDQu=)9c+z$=t;>da_09YOR0W1u}d~mZr@C87GIi%Rsf&8Bg2PQCWXj}kO z%^}0;1ZE#N;P9dG0NfBPW)B{K6pvVAlxWZgH0uGB&GDf10?d2{B>%!0Jo-GGK;Gjv zb#5+(Lx}L;=Le-U0sjAt9Z0G<^?7(eJXR+@c7{phgdWv=Ia~nIf%t*;YWYzpB*4$G zChr-tT8@AH4D9zeg4Nc4n)jQb_O}4X|Ca(_2{dyrGsrVsV&I0D`-6djSAk&z0|Vm+ zumqagM-2KvVJ3KL7N g!hsmIqkvQZ00LXRQ->~R+5i9m07*qoM6N<$g3Z^qLI3~& literal 0 HcmV?d00001 diff --git a/img822.png b/img822.png new file mode 100644 index 0000000000000000000000000000000000000000..1e3cfc14892c91d382ae858a4f57e88e630948cd GIT binary patch literal 404 zcmV;F0c-w=P)mr9Tt_yNdr|DO(nYkkfF+ATSfCVvB z9sn}97?>Uaxevh%kmv!hEawC-0|prsl{^rQ55SBg3=bS2D!G6*-bp~%{-*B*L+=iW ya~FEvIRF^~y)W}7fCVWCCE`>PADg3qFaQ9y6q;Nu@Jzb^0000ks!mlRf|^vFpc0W( z?W#l!+a!WkM0C_L#DgauJZ#%AAddYau?#tZ|~vZ8VvdZ zUFnO^(<5EF7&=6#4JK7#dMmAZHhuw!NEJh*jtpnE?er4V9%h!{pU~#IP;LCpRVf9C zi79@H)8KvoHTJeg8~W4*G0eIMV)Xl%BGep)f(SK+5-gE^8!WiDjxA{mG{fkU=EkoH zfL~6jI%Bay3$Napp4+^i0Q6~eixxNZPu-xouA-3AKb%swr|4u(sUixhJta$z#PB#+ zXe4+EIH};>_dVHO(zMpFwJnjrLTg$$f%y+ethf#OfIdwun1CL9a~3Ib$eOnmR(Z&x z?@$MQh=)rYJwYHq{2=Pq}Aj<5P7E0WaQ1J$#^ zP`U{8>(Zl*qFa!UEf?-v;_WbEJZw=n5P0DN87Us^}Yc&wwFD zO~8RJV!$_rG{8^G%D%v$)@@XLFxN71*lNIy-* zcnd5%oK{tUjhABQ#y|)GO>CW5dQ)2#krt2s>HKyt0s69}v+s21 zV}4f9mnhLhY8iIu15yu_b##QqcEOw-u+$8iFa}1j)&UXSjDVu004lF3pmPp9U!DMb zpXmS|c{~xPV>%Lcfhfs!i&pNg1Qfb=49*eK>C2~VZ@CtVznE-rS={<&6f+I`?qBn> zB180Y*r5;gXF3Ruc*GBlZ}Ef45csUf5CKyvE;G$=5FClU*lxWA#%F=3C1^&AU|I`o zWKRfD5ehAD_+M5fU5W=6sIsXSDcZICA_0oPOk{vIj_QpH$;KaeQ@Onc;KD=3VD z7ilt&7+4aFwg1?@rbd6Pp-09hz{Ux5q^8GcJ3y8kLh za$hr&lZMyR{}bt=v-!v?!TA2S={v#f`M1gZXF>oIm-_xC;1TKLelL)}08*7N5kz!? zR7FMvG0Iq4=<@>L+CQU3ekZ~B`Fp$lzwzw1&X-6q|1`yVO)V3-e=Q_FwK&Gte}_mB z%*@(YB2gN|RkNBayG8Iy(6a_>Ymccy78{t3v6M&;YW*dM8-Jtl=HEtmQd`;oYBNKv z5C6hzp;XxbSX(rU))yx#>hyY*Eg6r0+s`z@FaE>MJ zRYZpMXF8f(t*AIdS6h$z^Etp!>mEONoGKqH+JEJ)+s)b!g5tUTex;1p+a@3sy0-m# zTS%7ydA~~Ae3Zg@YiKW^+@gqXmt!+B}GC?%Mk9NWzTN$ z^zT3P0V@kM0Ax@TO#%?D5?F!0Jd1pHJIn1tlh(gep!@(H!)K6n=mY87OoucB=Af{Lii3zc-byhw=88$WMoe-HO_H*hsM8)7a=7pDvU8-`&kf z@dxV9P@^V85R(T)=(st#J6(!Dnjc>WM-+4bN2CClUuZ3)&>7do`1E|CuVn{(VRI_Wf zVD3F{RF-8COs{`QO(sRv1o|TKDIO(A`UpI9_4lfS{Mno!%YvAG|5L`~vHk$VQw99? zU-fPuF>H+HjpQC4OXN)8`Om7#x(>|P|A^fJx2C?adQ4w`Wn4$<;4qW^;qnCzwGk4~ ze<08oI=EIySbyL!8)2UM0|(a#bJrgT7KQz9g~jTxaR@_Uq5VHDTsYVsoe$=^|2U=M z1Yyw6;1IY^wVyHm`?r7+P{S*DZCmsvglznt@L|_6_5Nd{GN8yBUcC$P0p~QTx5CV00BB$)q+2f_FKcu0R+{QM0y9&k#p zE|s<4y4Jr&UeEfza!fz}X)c72ySV~Y>*|Nswgu`rm-iGkhF74fJsm-rmfutUw%GWM zC`6T%*P5rTYf4Jg=<8YESB@n7-+ZxqONLI5Os@yfgAe{(q&z(p_iIk8?eyS7zxTIA zLAVpS3&??=f(gRd>zUtIjp^h6V96dnX3#%3REq6kCHvocMYPw7#P{E6Q$cwxC7|}} z&@iq361GaCrf$KXiYZ@r7}NXzEB$oo-|T#%Pqdm&BX{cDza+4Yx@(wm{xLHbRNmxf zOao`?Y3yLeKU(+oEn3q_$KL(J67;`=XoT7Kp8$JY&58Kw_uq-<|9vHB%?Ypmu8MK+ z=Z9dr{PE$B|Ag|tk|@+3BI*8jsN>?7Q>mC30z4a1t$Y~{b@?Q+09G6)kgl9m{ckst zF<}AOy>;bRNEkPBHxHB_ic() z!O#+8vLfBVRp8h4$?rE%@aD2|)%9-_kv@JXUyK>&x_%t1M2{TKfb0N4um>57596Z@ zP)?Hu8?jLt94PkL2_!uKEI8qv(yp(S3H4tVG=q_v)2{92k+A+UZZLnv*xGWCRR2jS z5z=-zh(ig+Tsf_Pb0TSQ;d*r(R3&pO8bz9eW!kwQ-*}CS-R`B$J*}l1UEAzXdfD?thp9nAF zGJ{GA>&tc*n0iLZ@20du>&=N0PH9THq}>e0V!i8sVyq^8VQx0zGV)(LhXopOz58Ec zY;BuNy8rF^Ic8DJq5m6JF7p**Y9ia+z?Q@u_780ksp@L`iZKr=WV2UB>{dqTNV{_9 z2_t#^l>((+^j4w_L+J|jAH#uCA|j@UdwoM_kF6F7<=^(5%{37-?Ef)5@tzJ7)7O8IE1_B$af|EU%^bsX{VoDx zJmcQR08{GvHfIP7#gyPS)-kll9F4ksQu#8RnAC!6TV2HcB|3jcFifXXA&BPFaff0` zUksCYI__NcSE{IZdAkmG|I_=cS;;FXHC=HBZJ58==F3+4RmE1BN}1~yn!wdZ7ETnL z(zJMbe+_JM)HABV;G$WINv-twrr+q?ykAf6uV$*yFO*AgZ>e1iA`Y5t-YZA zje|K2#_oSkjc1W+U687X2jbl(gSU!de^{RU; z0FD_v?>MH{zo+cUABSVM!Kz|BYZ`aS66i>M$d@?rk#_|P+kbVWt4>5j`ra|*g=V2j z6PJYXq;dl?s=YCAd7M_y3I)Cx5(t8-HUA-VkI+ zMojV|eT<0h+8x6R&p);9x|EdHh?(b~L)z?PFm3$ryzt%%FmwFxxqYKqNHG5ox&@N0 ze}~%yiP!%FZGt)Wzk_Un`S$Yub0<4v?j)t`_4`&^me z7`0yyp7*NyN$MXkG1_nG*brZXkkk47q8d%5e+!VwBiWbAfOJzPvHsTRpM2ezA^(XQ zlu<7Xl(JpP%)`PA{vSYEY9NxHERmy)HSQ(m-Tz}|z+Usix9$IT+gL;Wcc1AU!o26d zN#R1l)@G}A9hk}gP1u_w!S<*DR>J?>qxz2Hr>}pD^MC!XvDd_9-|d3^^Vtx^21oxo zGMYX9KNIg~k%0cSuwMs9`h={Ve4>AizMl1c<(OUn-wUVhUkkqmEhwp5%uLR060?E+ zHS&7a_tj(S{#O~m;~9c7(u2n{0i`d3X*+)tGWTnw2ankjQ0tO=khGou1EFi7|6nOZ z>t>a$(68vjgzu}z)c$`%se4dxGoVX`jJ^o+uKwJ226`gj{yS^(ojk_!&ZTx$n@?6%odsZCZ)8t^Yht24-x$!5LmkrMCo7Q*R#H_ z9?RK(J@EBk_?-6n5HL&s`_S>z&%ZP8zX`Bc7ydC!UH_7j^7mLXb~X0D+-uMtasm_2 z|H*^g9VJTb7w1DG;r(}-DS$nue#|TXH_;oolZw9I3(Oe*Bj+Ebh_{0J)hX@kL23H> zXIkkI-k#Dtpz%R)VWfW(@`tuZnBMOTn#wWSsw$2GQ%EVJif3g8@9=t6H~+WM8&i zw2eUbe-l8duFLRx&?c;Y0(AciqIk{#!kr~)NK0;_&8S1dRR3>3ZvXoM46iYap8uu` z`^*frhe&MyJA}Qy@Q-1U^WPyEz|!@P$`?gQd|^{q2h;$+>QZCa?S|}TcZ^ER9G_|m z%Y)l4u`aS$rx@45_|{kk-8)kJdxPbPak(}} z`d>S^FJuEux(%{WR!8i`_uz{1>&GKJomg zcffjn#JpMO35vxM#k|!fJFqi@yK}>H`6k&x^SMp7m+dLZ46^ARnF@>1e-fVnCL5mJ z5v-T~Bi&us3rl$ZTae7X`v=8E&cFLmucY|t^w0H<|J}!88^l`q;zsKJ> z(uct9s{1{3FZcwg)O5ftV*dHxjCmJ62Z@MDN!?O=EmlUq2loQA0m$70C3VXrm|km% z#G6qS@ALSFj^|r%CX&`a@ZqboG~~G^QXh(F2YP{edwwJvA}5{i&lC;-kC+7ff+%Wy_LQ7l;hl2Q;l zx4)}DU1*(Tfu2%<_|G8a`z@~K%Z`ZjdrAfOf&jMtaW$69y~>ncABAhxpwuk5ZxxC% zxx1RJ?7yh&KvzGbGL&9juhi$wOEU%Oa*$XP7-Zf{9a{}1PO_x+zZ1dCkj=U5?vg=< zY|iLq=pZ$m3)e~3tF*F35HNawYbmAFDN^G|ZpwQ2cm-{S*4SyyY=G`U!@9+wgb7ki)Z=q1Q&AA4J z1(acPcmCWi6mFGQs#+I5uI$`{zjq8=4V!dR;QcCHuvER3xtr7gyHx*WG1V*B z1RRq8=hFpx>v;Z6g0<6ow>Hm`)nDz~Qji$Q?>|$r*Fj{}&lhwR5fU-gXN9W9efs`t4y< zY#^qxTOT`#>t6<5=ttOAe|=qllTz+MK-IbwF16nq;q~4%o$z>uXuAl8jcZZClRMiU zmtfBI&$~w4ND)3wpzVJvqaIA)vkR?~a+LyaZw7QhsWW)hZDlLZqJk%PwsbWX#)9Yn ziwj)KAi)SWk-MTrF_#%+(**&uhh*-a$n-#pSa|mnLEB6S$(?NrtGNHoFAw9Cwm$J) zY~}tZ>5pw>8;7mX|97SHNxc54X?9(As5*1wr=Nf4@&CEc{X7W?{hx3BoVqS7tN*s| zm@)r%U3_C{%&5OL>4OTc2|QiU&ZTzBq(Q!$3x9elS7&xTY3Zd_eHHGd8?+paH$8JC*RwsQ=$JNa|v z=5LtaqQ865@a0&a4XIYX3}=EI>pb;8RjA)6bra@9dAzxLM(KmQ)|JVqQoxNXJ-%MS zy~>;@sHK~{_}nwQ7(roaH;V8ua~Wcyg?@bd#4s z=Dn0mj&;WP*Sxkc^T_ATY5tp!GYGhGns@i6?LiCzqxokkFTM+La{3{fT9|Ej68x%v z0@qi@9~=Ih2GMTZxvFzJONG*&h8gvbGW!b+q5dj0?ktZabR#t|p5fzG^aOmpHQtAa zUaO}+67Y4J^m^+vPh+G2u7hH)G1!-??E(Aj#cMo zm^$sK9P1c1vHzLYs*g^>WLK;6<@VF}|5e!k-e*kr|FWMpz2?D8`n*Nk1t1)S)$%arPuBQgw&!H!?*J0hPrB15WT=!aO$)S~pHv7?gOhK$FLt-o=K zh&WQMi-?G%#^qFTFW%mz+%zz%rquN{zhrrmxgI`Iciet_-16v+oY6}?0P3Tm1ND@x zA7b(FFg`8D>gkQz=;f{H#rH8`{8wI2zi)Y=Rk#*aCwh^rXHrIIls;@xLiX+iXsG^eagf61?72w)7A_lVX!-F0ICn~lK?*Hd;6HeEe7A3vr0sm+ z9%Ulgmzt+VY5E@80IEGgr&evaUrEsy4F0~yWjYI}*!pL|M$;9pforng<10b;h5gIj{h#N_j2`G6e&=lf=*%tZR{nM4d`G;2H;oH7)2kXeC9)R1f)Oct$9=MUBehA^RoxX&U z!Lv{$Ej2P^-4^mav;p|i)(E26%pZo!Zxlqw=h>tP#a!(9zw$a}$#Q#F-__(?ooLJ^ zcKpAM=_Ty>cBd7y;}O69?V%ylDTqGAehQ&@0>cV2bJ_5`t?P{8*Y+VJ=m<>vPvOC0_5 zEWA6P6*hZ@B zET7|nV0W=Gj^FV>u#4C%!}quu>=?Gd?>}w^yMwJ+`aY72cLCcq^nN@LY#GbT`OiQy zOPMQ6>4>?o=5o^NQIet^&WqybY`(7+&>*n}P zLuk3*i?*5vd$N@s7yloPRb2d@+bf^FGkw!U`Gfu&=e`H&*OTBOQJ`q(W#jJw7N`1E zd)zeaeBlg)n}(ggNzv)H?M&e}IF0TglgX9?9-wLQZnd&Erz44ko_65i^k+$Oe{F=^_UFOOz=CW3X zTDS0cGHhJs9?BN?m)FBI)m~;$==I*mr->K0-nwiuY!C1g!H=5=15%{0Ll21pMMEze ze-E(K-rt6P;1H)Ohdval2&UWDrUuh?@vG zOuop49uftLhF&)Q9$*QUk9do}X_0O|x5*c+Hsrb#u4_FT^2Jm7R@YAFizmZd8^+AQ zjV%6sKW@L#CD(=5hMP!S+3ihN%i|_qMTdD_uDu z7uK-&D-b0tV7x)b*(*n^8OwG5Nj>EIATlKD$#drA@E-vu_-Lw{Y#6rcw^w$ z@ms*oFno{L29DA`KN`pG|Irxf{+iTg1b4(-V_}ZiG(tze;jK*<=syi^8Wf5tUyaMO zP|lT&3Jf?NaS#|i`f2?&;qlBVp%7kA`M%G-h!({1{&T|~kA8cP_`UxOSE0&R<8p8| zSEwU4h0x+}*np&8TVOOzs9!_Iu=9^+y#FmxgyD&2z;SEkJz}MpcJH6A#&ul$4*=7s zen&N~gU3o~{*zUIj%FEm6YKEc9sA)p0Co}K?yq%ov(|g(%AU35J5Sx*W%R^w900qB z@Wt;z&D`x%%~@S&mNF`LTaWp2?EKxszqKwv?t$+ocVhSNwSk&^{t5kUcxz_{@OYLW zL5pjCH(J-r7j4YCSLcbDLn!Q2D8X8G#J~B$05X?w)^v|{Yib_lmBB{6k9fA7~~4)exTTUzbJQ-j@sb~ ze+K8N%gqJQztyiVbKb*mFJ!%S`J3VWK+$`=`YSe;!U% z;_Hx+y3@`3X(0*3ZI9g}pZG zlBa(Q9M|%tup8zb7Q*TACb=|L+5K`9+TS;3tL}cET0eot{st$(H=lkV5cwm9V)E_I`KkK82XbAr{6!A>_t~32geX6i z8QG2@Z{=?&S>+(b2+9`kDZuOk(8~Pw*q$YqBRUeg>@u6YX!@s9`fpIkm;pBX3Chdg?C^mn2zJfgGKX>iM?tqY{zQ_k%Gvbo;ny~ptZ?w|WmgOSb40a$XYnCTadV zkKHPN&0fDU-5%5Y4;oGhFxM`ea_s)yL~1h&(Q3Q@XrgD&u+r{Vd#?Jmza?K3N22eK z#u}8o<}u~JVvkTq%!w^?`~pXgD=o(n39*io|7T&6lxRc&%vUlwVk=nr-v4EG8l|t# z*l$q4HV}B?uj{WVV|6?-e#m^A9P2^&5Gupy8AX*D+Bw zi^Ny)8h8&aU;PW=@r=%sp1_@_Vwr01BSq)w@eCoI3y-{7w{V#X#6dbwnvptY$?WH0 zqeS130@$gy>Q1F@`s~}D_YiP~f!-Ne27%UBkKP&QAG+JynGnT%KpL_T))5QAw`BIy zuqzzD(WsiESuFdU;Xv2R=j`6ww=Y5}R?EGy5xyx2$F$GHCQGD92Md>N0kyrD+yW%v zMkdZ=0v7Ln=XL;1tV5gqefO& zXk~Tji{H%8MnpI6zg~$b$r(1;bg$`at(BdK+M1^}_ju|l()r46z9CYg`fsr&Nymzo z_OtE8DDaJ!Ek>hmF15X&YB9MP<5pIqMpnzl_cqum>#rh1K@fRkuT7`P90k zi}Cg$b_ENo?X9tHhtmCfAhWly+TI%LwrKYsd3y(e#l=0MLtxi;-XkJdZt?e7JfZ)? z?~mAVtY+^Iy8Ac~_6n;$`W*+tUSWMF|49SkI1F|OOLc!XS+E#2-h+_`+4G7l)BW?; zTtyy^*ebR{_8H@FPi0y!riSTjl6M+|%w@!_*i6oR5Y101`fvb9-ut%CZzEnHI@yr#aMLIzdi3J}dd zh~}pheV7C87!G@x9LKb8EacNN6lUTaN=)|oY}}n=TG^Y^;Zv_zcAexY(aw1Vg;ScO zknKT~&*4_1oN+-xwa0rae{ZLo5r)3Dnwfne6fGiTQW?1FeVz+HukPW74GIv+e-t{J zpHlR}tI{Y;E8PUc&c65ttcSPbm592O9Q~Hg7emHKokrU(TBy-zt`h7-pO!%wFaMA( zvzJoh*>B~}!Qur@Uc~Y7(JIbd69W!+lr#QPwHxhLzSShc&<~jIL9~dF$$*qz z0KyCV{owKePdEi$J@)x@JGfr7`BAhAUw;cXPnW&{Yfi>15o34S|5oc39#4jit6;iL zwUX`G#7^Z~1Hzt8&7Kr@rMdlJZj zSuD0S*E^><+me0Z@_z7s-@1evlmdpnWM3d{OE%qW5=4s#nY`W$WYWE&&V@TIDf9Pl z?t#?Xcme(s&EG>1%}*)jAs(rsMXuG#oq=n>I*Ms_rw0Hh*>+$8dYYB&d3{>Cy3Bq` zi5LH`zn8zgRjZf+vt_6AmnqDa4HV1Jzn!{!vG=#6IK)&*au25UdKwt84vb5CUMAyQ zN_yY=R@WX~{G;ZoN#fJe&(?o1eO+d+0LfWCou_f{8Kaop`#+@nw}J(IS|&gF&vMRt t^s2Z`EZF)-HIE;S&60hNLLxhc{|}w-&`*=CY$yN#002ovPDHLkV1i_D+LZtR literal 0 HcmV?d00001 diff --git a/img824.png b/img824.png new file mode 100644 index 0000000000000000000000000000000000000000..3ab9ba08010bf9022a43474d3826d2dc74272bd2 GIT binary patch literal 14834 zcmV%McrOiy>yeWv^L`8)zptb-%Ilg<}e zsjj0ny8s-mT|+3n04S8h>%~grdF(zUpbSI+p*DIA-V4;K&D*`OnqR$!sTnEhOV@Th z@kHMJSOb1VKq`m=(OkQxw#JRA5 zU=s7+4>eXBzJ(JrYf$6Q&Tc8tSd8@3Id_lN-9@b7^lT+AMA^S%K^yZ{aKo==pDIG2 zPFY;W17QS+W+3&7n9n8v$-D($a857>$1Of*EF|+Ls&}@q(q+ct=h7ZvK_N<%pa!SQ z?Wv;Zyi7iDY*q>a2AE5W&$H$~3eKmRoYRZZwfUBc_3$hN91DBCL{Vx88SiSE2sW7t zprq%3Jf!m8d&|6LGg=FQ%bDC$=k{Vo6+#WH30;60tsSFv1^5@dGn0r0-??Zv3sgnG zHD`9Q;}GZ~XhFNB>3uqc;Yl6eXq#nE%Yab9fQfpRV61a!$u8!Rd zMk?d%+K*?y)$GHwAyp7W>H=aiY>0vR-H;^CJks3w{NfrF5Ri%LmpNqmqxuG;JMU_mSc=%b=Cf+8>}b6@Yvvqd{6ByzJ}an3^pY9Q_(H5OG%R zHJ5-T5RH*g+xx*Y;f}{1DB1u<~lmC;Jji_p}UrWop{+-syqQY#G-x zXu~QiIp6b(Q>*>GY(H_Ve11~dF0K6TlAP*;)W8rJm1+R@(y3Q^8Zs)?M38|7&`k3x zA{rvnsaFR5fq>KmEgCE45@mhX)^L{Fgr^>ly+P+?Tu3%X8L#*Dm5`SFfa}C`PsT5~ z?@+~BMLON~!#seW@w_{m+Tv%`nG5Ba=SOLk&O$OH@P+mKe?Y$t+a z7GVk?^6Nk8QmKe3?OQ+;0cj?rk(fcs0qfrEIuVIZ1jLFA`+(3E30CGYPnp{H1Q?m! zTNaU+jwABj4@v1e?Mnzcy7l49Ppl8|{0-0v!8Gi%o~o9@?Tw>E5lh}EG7@8=gGZ3N zmy~XDWRl4b16zbzYvSZSHCZA65-1N*EIBhjmtelG{uq~v$;4NSf7QyX>>WWgXrde$ zwQXWI%e?FLe%3ls8CsWXxr-(H=-;EcIGPx7%Bxg80~f#%9iA zfKDs{w~^|b)_gdBy|g3+GdJzf24E+^d z1#u^A9B=O(nA-`HG>rh>dK>G+KtyCDgJOS&ozN93(`U>%b=#O@47j}&WcJ(PJ*0{$ z;oB4m&wWJ&k%9aG&;_AGr?ZmudOqeX+n)LOZTI!}Qz0|d=ZOqg?gXx+Z-T4X9#JI5 zWsFv5wv2??z5;S>^V0VBRm;;?)X(KG-!iYsT(L>`mJ9Z&Tye=8RwtC;nsrQzlcpzd zT^x(gNv#0%b--5-Q8C=Ej6o*;oj_;ez6h@XC61NHj@bTG25t*zh~Hr{-F7OomXRue zAqp9p)pR-x5D^&x(lO5-=ZHX0e$vira}U~YBLI6hIqrU@B}FAlvR%H53WSudiE;67fKIH76&T&{dvOewTHfDDc`I0c zBsMS|ix^$&bX~7|UXv=&K}7orsS^nwlNt~TO~t_7E^oYV>NBRna5F5DU12)%K4MBs z6SQJ4RycR~iAtT;T|MYXlTO{TvNbe>-=0)0e?rj^Dp;#nSce~HwpvcNPMYfF27VP# zEdMHokGz?^JtxaE&%E52E@z>x6XSO#%emH^?j4itHh2u2>}$j4j!F8_T_=Jwc=g~8 ztIKu*Kt#mfanckV_kIPqY5A2{7U55ar3bCk3d{nAMVKO*j9K+8Ge(Ov#M3`U78O_? zk>Dqe)C{xU*?n+7s_9GPSjLiMu+-_&sadA3tcV26Gf45p^nA)%WDt9YhZMpZtwm+@2Fk?K7vQB?Jz3O0*VW!9(E zV_qmh>Fq;}MgN!wGg^oM7&D$&Za`Pywn53K6~v@-9)^+H3W_*YK%IaH8tK>fj9;1Q zI%irz_dJTYC17qcN>S$Y{?vE9S9V8gSmK-vSSKn3TY@XU!sDvbF@C{EusJ++?pe1h zv)md-C#$RzlSAk8Gm@u(FyO(Nmzl1WC!TPJ4jc)Y2(T*01}IKB4`ii(3_Y_O@+)A7 zd6IL;=yB>7L_(tLcB0-=byBM`mL9CIffW~?a zZiJt3&Zx@zBg!cHDUmFMYCP_qQlHN{=ky*ux-`2#e%KIa)oSVI@@|a+2&&YWJ&#*8 z?3pX79YGMbZ{V!ipF7~8J1DL)y`gs^%D#c~ARFK(Dj*tF zsg@91V*kUhQ9^){Xqp|KLI9%_{@YPeJOkz08*dGi`c*K1K10j5sDVDF@oQ!dbvjl- zBsyWqtj0uLe-g*2Z}_yos<~^8_ukL$-IYRx8GT}s5bBd57X?ryU7C1ZYnrY z!U?L^1U0IBG;jD_J}dVwFvoOcPX7;(2b-NSTBg1n-mmu{0a_Ew!Nyq!B$FQ(#4k4S z+jk_OJiU}DWc|RX`-QQyhR0HJnK@r1tMa$)j2HqRx|~Q1jzzmz5%mJVFvA=Gs3?RX z^}+FcDWwbLlT|J-ib`F(H32Y^Nj-eER5FB;MzvHj`TdG*3oIgNQm>+k#;Eionizsn zsW6a|1|6x7N?Oko%R)-82qmHNTQaD7pEpXHXd+d!kWr~<7_V~_O|yQt^ZqDL4Accs zrKxh0TnO@fW+d~2d|95)%>3a+hhbBqDBC>AwKBfS&7^t%l!lafQP7Z<-9`pz$UVkq zk>SOKq;GG;eZHt@mQ5SthTMNWw_D|8`#vydIR^_pcLP^9xC_*D#m`_(aLxdo;gVKS zq5_^Z7Q8)+1|mS2o#O~q8Io$$x@4aOo->bcTIffEJ>WzWFa+q6?gNGH*&9CNu=Gmr z{pB+A`3Q~AYN9 PXaZe=ecMlX+!~1jJ)qI%wUPC2BlHico@@Csc;;{E`|zp9wrG zvEAN_&guN?()8jf`UY;d-Fi-2Hx!llsn^D+X6r)~^cemjpzC_Nc?N~!0p1GCm6E9i&xvQTnyg=$P$M?0KB`3Vobau$?sQgxGV#|v}K#K5V4g)icGE43~ zw}ve*mH`JsQPP#kCwQ&}#mwJ2R^M(Bc#UWX^t#Y_0afdgzj@8(2pHX=G9=XyP@NZ0 z&V%F3#1cmma|H~QW&#g{AgTq`E0kzMGDDUKBs8=?bV=*(gX7G^)SEY(d;KoHpN8yn zvW>+uXanQi>zPc+lr0hxf6jD0tg%=IhXi|gP40C)Y{xz#*yOFly{?U82-C}M9SD5w zPOy7~LQquoY->}r;Wu?rI)MY`8liwU|FE8+VdN3jM$)QaLuZW%2%v<_!wD?y7r7mn z1F>mBRcK|eANGv)gh}podpMq(ConvWWt*R+D^dVYT~mo>o|UD#C4bEAycz)^$mg9- zDG$`Yul4K}7n3OQ5j(}!DPlcc(dJTSa{y=CS%!y=5uH)Iy(M%QrHkU$1Qn<$5dqkiOQlPlLN` z_kaCAGH6bh{iXnpuLpfKo@rH~>8xkA^n981GuPvAw$wO|U5aEMMT*Ke%qY%c=k z{^wxX9P+(0a1UKZ5jCsBj>@g`@^C(Wh05%B!yZK7?OTLn=!ghOg}H!>i17Mr7;c%O zx-&nVtCxu@e54nL3=rSMeTyDi_JK8#uoSbeZK`j&J+c$bmjHwQ#o%u83Z+1C&Ftx# znztHHXibaEockp|mS@ugGbNAMfYL#fWK!M#{x495ZP#mu2Np$5e*-Xzw!OiW9oRN7 zC92y<`>Ld?4xp87yWW(fho(ZeYGqLF0;aveOmY7v5e+^ftcTX9V2}8Ss+3;olq#m5 z3L;j1KMhn59RkaSd&B zQR^<1&3gG5yaK3AngxV}&8kF?P!PVSO88j*tzT|ldWUQc5~OXhAiFvY7FtuP5G0Fs0c3?e5^{vpblt zhUM)pAQfzZSWvI=!@$_~IX(YTqKM5}B~HYT_`3)-Pt)eHxv5I*)rz>mMJrO~g?`vp zXkFVDJF+l47j{;!Y3vDSx%q&K35=Jg*EX3 zh)6G~FeMQc5$R0`A-?Pnr>%9`iTpr7q5CRSX+iY^(8q-kjxy&*))La}*BY_VGj#Pe zBJwQu7&g0oMjBh&KKEda*bX925nBs$7mc(`v!Ptq$j-POmVhz6OK4L4HAF^k98zra zL+5!-1gcUp|JX4{BR&w+e@L4ypyvtscTd&W!l9# zF`3To5iKjAuXOW|9dk75yT(oJ3;Dj*vy^m7jiwS+;^pB)kk6B}6v|ymyDyKbx6-+C z2}McInOB{dOeNilk5+F{eY=$c+)BZTIU4abVrz){8nHc0NU{GceVF6m7=-@WftXk! z{_H>;Tl=Ynxuf7n10Z5b^7V0SZKo3$`9*Aadg9=IzYSj&qW3uAB3~K8Gmj|KGFadl zAsd+(bL+!*9NOs%Dns}#V#eG45QQiuwv^xe|By%{VKP?ZxS^i=0Pk`kJiNB4zCm@^ zKnn1h-ex~HjY*DjR`{Dk-$sHll;Vnr4-~Ouo{8E-E2g7R947ir@MkEGR)uAf}S3J&ok{Lg7sgr zKLb8UqMt;67y^&O`P6SYQIqG8v=qvMe43H=x?c|?1oeHb?}5T6SgQCvAnY|^(!*4U zrRi%2j$rc1!ylLgF4Y@FtgOqz^R$bOXNNt!AxU_0S=@bdZ6)1IjSs^fMUYq#2`JdP z!iGsKONiTaE&5A*s7QFydt|k=mGJSx=Wy4xlRUJKzEzQ zHy8r$7vc3jq6$KxN1DJyZVjcOb#H8Ta&80?KeCA zVKvk%6BjyCAC7}TZ4Nq2d@-c#%A3B>wP7gOB5ENXJ|F_GK)MP-M%{8^3{ zl^p_fbTu^NrC*}T@Tk(o_h+f56%A;Z_lN1vBGu=Ho`jUe0W{Act%_xma7v>|v607l zzMfWTOFNNPMOx1pC=8Z&!DxWF`!#@@U^)G!O!9oC7w4QwssWhsef5dB!j>$9+X_UXpikqbYUl(LW&MlGQJE?NGM^L*_QQE4fZ zDP`eH&q1>sEU8YYoBo{2gdo8TyMuOl1wGEXh$JVq#Cx%FSj2sh zUIe3uh)!aNNHDsF_tUXd<$n+ft`$a6rH5%=6g{&2e+NGGzDV#O@XnASc}eSyiwhr? zK$g|hjSc07xXV_7L59(mZV8V;bfqk0zv7RwxGR4qtvC=rW zypE#={~fl>JR)O?@hNCu)-!I(k!T<&{~*BUwY{l0x^71e?l8_iigBQ3F@WXftP-0} z!ngoI_5LX2B-6*-RA@JrYo;Hl1rN5KEkp%$T@@(l>0u`?Y5kdJF_XSHYVe;gv@+tO z7ze0-I<<(IBV=KM-z^WsQJ`^HH!WX~r$xE?wCyACI=PlqG1wqFqR+sX6xVsa8XCNM zzH1$y=Uu63&~ey&LJ?ny=SU{S6pje4S~7!J7!`X@u8aAtDy3J7P2rx>tNmQ_y!xui zz^GI-Q{Y!EmH2dSN6FrPO5$lqSDlE63`E5A7<5E%)#rveXvOzubK2`^m8SUqEN?XO zRa5fTXgihDziq0!>)d;~qpRVd`rOb-I=8nK8YRdI@l;}b8%nBr^J6^3o+EiI}n|iRVPgg;oQ*wYgcr-rjpD5O+26=c%AI zY#u@13o~A9$eoUm5F+R}B*(Y$a1bFO#8Uf3NmmHwzU^k*T#V5*ynl7g2cI+k5BjY^ zvk<;UWT|mz2%r!R_-TE}ZNTTQ6-M#4%M~c7%y@8#-xdCX8uYz*6{@Cv#j8dE3fT|T zl=gN89z=@oU!)&FG|ltiob_e}8R$9)Dt}n^MqoHKOjhN5*Yx!82H-dKq7Ws@xe^|t z#80j%16>PI8izGyplc!EIG79MiU_>AuO$Or59?-83LQh7(Dg9sr?!E%%UUs9rym9b>IEXkB>yP&Nf$s{#KempRCV%~ux~f{=OGlny0Whj%W2D4V?) z>_wXIO~E~1Y&3b7Hyr))z6x8wmiCLL=b&9K`;NnG+oNr~E?XIg!5wndUX)UP=2>n7 zJ(|K+#^F?n;*vqgXQME&CAobHoE2!MuR>=NGSGlHp3t3d=w0+49dDF+^DT6)FjeuD z-;&{ap=US`tbKGNPn$fm8Jy=k5*4Km#C-(`zDf>*S8G?R9d_I?vOzdXSkt8V4s*5rqF@Bm%hVuGwZ-Q|AePH@CH%H;TxFHNnr$asi^*8Q2;3WYe4sT8W$G8TUVDkwz3C_F z7w#<&o&Fj1^d+_jPSe-;^++M9?7e9!d;8BDep3{ccdi?2?@<9>td&g{M-$T|pp0uh z`&4hGA5LpsAlrRN-$DMWNH+VWB=0BsJyOdz4#uahM7F+#IH7{LrqMD;uddwzvMLp_ha2Tg02p=Cj_#Y=I6B% z$Uas3pd_W|^e*|UqIp(TxPNL-?A3V_4C`OV4aJaw>7C-D3ndSkg}6yHzXMaRBx6#YhSB@>e1n2JBS!s#~fBc6f+ zg|aA7o$T&9&!mXXV0c6Z%BP3M&N>b@Q@S4q$1S;Qlo{{s;%ez$wQ@j{@^Fc7l zS1T3%Fz}XwMqeq&_KQh?VbT#poqxX=A~NVJg@zfabNkqi{^DwB*be{z8J|f+K~z&d zL9!Tj^xJnKlLdj-b~a-M*^n&%X;R3(wy6e{QH6$e{ds}ykn%Ezlobv%2Pc165qos* z9)m}&W~;$95iQOcZwaIuf#|#AdL8Q9$UUNuDn9jC);P1a#HtrX-hceitd^ zPR$!(RDYx_hXfyc`%Rv6m&S&}Lmb-{bkntM^qdr^Bq%iy_%3ELEhT_T^`;y@4<8Aj@_yR82?G}OxEG=A5sJI7wRKS&Ty#;j-#=%x0_)oYS^aDciaALVk+ZO+PVTD~<&-F9v<1qhwc-V_|(#6I!k5OMA#<4l#-7|XF7$Qy& z%f1II6HK(%$?a+O;`hQtJPszJ{a$R(KqunsByd1^NLNQ}|KLEgUXJk)RJEG#TT_)1 zRVnc!@@rq4d|t!~mSBjCs7eWKQt_0QH>J~8I+yC* zI)>K;vyekt3M*K`-S_t$eWgR>-wTRr)a>Z$bzmN_fBV3rGLlLtHx(4Wbx~C}1h75n zy?+mbJGdIARmChcR_!o}J{BJ#>f-<>W-3kq3jfH$hgY<$pD1sdPCG%!*@q|vRBjoX zg~pK8(%G^22oc{m)!;7MeQ&kW52pg3C$&s2bq%VdlWP3_%RU*`de)5&Xxt6+H^2W1 zWv!X|GzY8Jh3{)U`y^O73k0l~o+TRm{wtJ;{y1!_rKqoy+d@1JCgO205$*M1dpL6W ziz%UK)J^GPgpZ?na~@N~pMyyc#!EMQ<)G!BDwulUcR@outzm zoRwBv0kl1KnNya)>ti6oyGHUFgx7pG(L&PlXS>G}sn?bAQw{5wgc3^Zd*VD9;X zsYB>wy32{e_I^>)0aEWL@Y@`c&6F|zwSnwayGg3?+8)oM8zU-Mk{;%w)+P144`D20 z%tV-aoN!W>#@Hodd36jg7RCdK&jEi5M~cV?j*788#QQ}IFJgL#;l&d1#Ntim4_U?<_&r;rs2MA)lK@t7QAK`=_9g=Q9~v zJ&`+AZt|G~v@QUx^d&LYMVR(5qJZBoJ(c%;`#r6Unyu%#R`(^HOse1DwGEJY>phZr zlk|s>?En>$$N;1O>o(Liv0w}aXAu==E~%Yn{R!o-^P<*641* z%Ah+8Mei_c(iP$#2q}gy!nS{yKB`QgRNO1S+VE>3-x3%`O=^=#c4OO%{DH5v60+vN3PCihL&rsoD3}fpMKFbNRKP)Eph5dCT5AeQHXkuAk3B zw|}4v7Z=_Oo?vCxNyWYL^99HjojVrWUf4$~p3j8L+s_w;vU9~L<70B6HK9oMi7C5` z!J}yplFc+xqkmnL^So7a_Q|hVZ>L@?!yo~&PnuJaQ-Sf=cRMoPzH`g9D{*SFdXjyD za{p0nA@9SvOKhi46IU+7G+77`B`<*O1-zhu-Wi|Q8FW5R+$%QxOfDRwjVZf~FH3U! zL=#S)Wc+yr()DfDi>_r-VwNu36>)A~DmvofneBV*N}QU=4Tq4v0?2fGXVK3C5*X); zSGkj$8%Fik^O=*Zdn#);+Jk<52!8DKYqrAshC}+kwm(lucv55g#w&I| z{jpP^z5K?8o#;I%MSUS?urc-d*Axav1vVWSGC=G;n3Jn%%fH;2DJL zpB21R*jPxb2SK3QKmt6@{TN@}VLF{DyW!|}-N8VJ9nix<0;qNK&nKg=>+BQPdLf%> zraj^4tNrva-|v6!2Vulm6A2vW{`L@Zne4FDOkcR+=-+_B<~Oex(ZCT32FW8H@McsEau#r(blZA5e~IU$B3ylq>wqf5@1#*o zjeCQef;{Jzr_93jq4#(@u{_MIEM6ac5wgF(n?mdS{D#hpUiK!=qB)UAZH_m%b1Q(y zxQ*W9mH%$BTxGLI*pOW??LG7PQl2g4j9U;LfeZ9^*DfkA)ff z(j_aKIU4HVDdH$ZdJyHN&>A$`knNJcu}>=9FHj|Ye8ZUX2CuikOwj1ua?8x$FGkms zmJRbNo3metVs47sL#Bw3>0z@ewC2;p?{FF2(*kzb0Z7mmU0*tT1G+!OE{p6EUja|vEF2Xdk^7T*i!Dw}Z$z)?bVa+mrvrHdnY>h^# zA8-Pasq1NPy92U^**Z37eCHa!+4m||WZ37f$L7s4c^ktEPu}QCjyasuh}(X-|2RdF zq0)oHm~VfF4ZG>x8s9m_Z_d3BlWmbl<*|9QP3^qsX2+r{+2(L=BcAp%-QMIP6e2x{ z@5ikm{HAwneCJrW{l{}p03N`ydGnasd68=y$sSbS`1b+W=5TH!PWz^T+yuhpCt;^z zp3s_(r14$gV@+_wy4Uu!);i`Nwu5zz?*!y3kTrU6!@9grPLr4(e6RsNXkFvGB_0oa zzVkc4gh>w`)7+p4ZHZsL>6v}lAs@7Rgt|T~J-gwJ_Zp`DzE%BIbyu8!Glmyo^ADXD z?3Z;iGJUiVTSE9EY)^u_KWWNjHpQQ*~bQ@5#}Zyq|8yWZSh84`d`h&k|zec7GeLe+_Koym>|v z&_Pe0+~2bylWo^ZJdlxiaI=a(g|O+Nqyv(AKe0cwpw!Tyev|vU(@CdIqk{02pl%Ad zVOxh>0lxn|;uwifwD|P<)l97td15PepgTj@_Ar}%BK(S`AKjrH=*|(#Cw;M7JJ1~> zmOsow8@lLq`7yBVK;it`6!Ny4V`Z~w%(4TuZ_OzaA=VFArzDYz_u)0~;{KJp2({99w2xjF&i9w|0 zh?|1xziC|S=5}fP8|E*JX2Cg4?a6+z!0B*#pTs@+-J!#jKR7{#?+O?7f81_3vfTy{ zFe=&~eB+mcNe@nt;Sabu$h^m4vwUd|m}l=99le3~VAk%z>fzVlEVJ<`TzKdYVt!f5iIk1vs;!G@OG{imu}+{li`M ztuMv&A(6wu@RMP?*xAn4&IiYx+Vzw^L}AU*;vzO8yr%@`e1iOl9oqfv9Eab}+n+=NJbrDyK5u)G4`nkUe*PX3 z;0Y=0@d}W542`p{oMIw*HO#TgYmDO&gEwv zm3oh;T6gA;9^5TEAT#{^gCSC;xKY`i&FB&KAK%+9My;7sZI|aeIhbvOB@1%AExSPl zw}0?K>;|_Ef~42cnot}w+H|cqog6ym_@|yzcY1mV&u4gZ@YGxBjGv6o9|gDwj4;3(}EL2r+mt>;;3(*Ror|8Q>HnMRveY5T)z=LN`iDg4j>1yZTu z!#^F;472(3dJEFIRz7zJ?|1NU9<=usJ%E{+%eF3e(s!Nt8kJkgoE%!(IX$ew$%M@W zZ793WmSCMPl$Dw5%yL6<(|7Gj1c22?Ic9>qNC2M9T#lK!lfG+?^IMQzGAi)%_t%;h zF=*{!_8~NikJiz5NzBrBFUL~sd=a!dFvs8jW$KpJ#A1U?rZ}7*v2c~y^-#^n40%-W z^j#4|Fn|Bo{&x|e*DSQ}@>gLk56cDMj2vdr!yf*gCH?(h+Y~`7qoco5Y{!OGz#sJY zAAIF50J3S!n8WAURtwUh^<%AUDt=R-H6PAj+Y4sL;e}@0GK!|?%deu*UB(ePE#a>> z54$F%Fc#>L7Woxo+0A|8=j-9zj-Py+)S4*cT1UBghcLd{dZCFzYx3D_Wo}QMR7CbI zQ;v~&b1TB*QehMwE5q2|KXfcTmh(@%&8#U*N;iaD8=qxKNWO&+gq zMkyy1QOmwn_GJAwD+0%*f@Gmtu!NY0qTh@hCQQA3vY|MaoZKnCNLeWo966?uH0&!$ zfG!z0u>^=8aN?#S8oOn~uE=qz07zLEV|v&Gv?l1{HTCvM-{xE@m*?>tg?~SnXi#dr z!t4F#zaj+~xp{{^249b4L27Rx@Nj-%ry_E0y`SDTg>0tmR^)N17&Hqup@zgign)In ztZ+n&ADz*4 zbUWYl&pP!q5bqb;fhT?2&zJeHbE)3KRub$S6ZEiRdfjPm$+XDuE_6N|)pVi5#f2jy zb%Nd5m!cGO$kbnW^VphO+33zxe7lL}=3zR&TqkvgQS`3hJ~`+-h1NX$Z&Nq9pr@gx z`rA6j{r%nRc6wbm(cF|5+~Cgq_v+FocicI~zxJ3lm`{GW=|U@GYa zKBbF3?FHvyL#A1y!DHrj+-lET6e$jQD*zrsCD~fhF2FZJM;4ea66#_9e>`#Rt4(lioYfTYtJHo|IH?v zbFn@>ytc_c)mvnqvE}(wFbQ#VeS0y^&J6C-A8si}AK<6~aAgOZq=yJ#(Rp)!f;Zo% zn+2}gxf@rWKgIHVQD$%l!!dTI*XpMpTy|(^Kkujk{*Vdz0m&cAJU;x(-FSrdQ!G!e z-8ny1y+_8_nX@zGPC4vQ#eUvV1N8X>1_Vg zWoNXOPAcoQo^hT}f38n$Rn+nj;%^!U?IZt!)HSZI)w_z`)hfQ~7qYWI;ez6zu z^|1BvbDMI3+mbI_?C-x_ocg@nS~0D%cXiK|Uv2o+8oM=JW;2+xKJ1l$N~DB9j(1x+ zkcVxP8!o?E9xcYj)UD|DM!qdqoQtwnGU)T5-MGLh!KNE*8n7_E)m9D~RI| zOF$1>bM5e6F=eKOvU|%@W}{OQ(?i&B;(=_kfsMiDCuJXZh^Rt9es{}w>#mk5Y*q_Bk+mP7{~tpp(Ef}y2YX-3XJU^Hh~r0+#-OO9yWn+mTHB7Vj6EKuHJ0 zc5{=|yBp2L4&7qXLBy!Rlvj_%pbNnN2$+^%`zw~+AeJALC=Fu*xNq}o#h|nKp9OCI znc>v}ht3%L32VQwW6%X~^M_paqW9R|r&Cmnps?t{=WUb)!y z;0b2uGD46p={YNT%Q)Bb)9#bXUv0gs`vLL&xHp(#{}9a0KT3>Hl(5GNfEnk_m^t{P zi1pnuyogSG+C7Ee#<0ix#gP>*H^y4fFny~qYeeC1#S1k_4)A1;#gq5-1 znY#TE^OG^Wi0L7Q7YWRSpP;peseB>%+9vh+*eCPm>TSIVJ7XL)j^U^IaE>P32ld`9 zYWL7czM0mZN}1x7lh5w!t~(lID@a%gKbyS4$(uA?&j98A<4M>V!^K`oAm<}tCHyQj zt5;{E7Yd~G-q~QfU~2l(U&kT3Ivy#0|6N^T`3)74ptbZ=?#lcC6w2cn8e@2Hi1e^H z;b%+^vv82~5MwoLfqmHe?8N$uP_RT&jKx#DOACsa9@aqc=~`-HcWFTp(?dw`gnU>g z=7ZK`l3IK&Z4WU$tO+}{u@mwksL!K`a(QYM@VT@-#PqNp)=q64F~sz+9@b8695KZ7 zupYkuJpx%P1)rqePXhToI;gh*$-K?Kv^~V~ht;vb;AQ>P#yha6iPwjXVJ}StVtbev zUc~Fe8rW}FEMLU*usRM=-yQE45ylQkEvAPUUc~ee!;4t{usU4vz+SrE_(9_JAq*S} zImG9SFwlD(BM9SKpG_gFr9UuUy4kB!Kx+@vSLc(r$2;KH{-8U&8LPTzc zLOa=*qp!A!AxK8&dJBL;S!?Fi&t3k84)4jqU8*s+1JmvQ4l`fe08T~jC-)K%^AGDl z6vks807b0}V2!JwpxWoNm3!1v4XsH^hunSd#e8+OCP3y5&tp>o11dvXZ7Mi9!8@&P z=GLPW@$bMiwV7Akikv^5x&evThqX|&h8fL_*V{_F77cGz{j1%|wHlP0d?o?TtXH>O zwr0Td*j?eG{*PN%b3P<#E)m|jJwG>!FCWI;5PE*eBb~ z-MfW+I^Z^90000gP)t-sv$M0P zsHmKroRE-^czAehY;0g)U{q98NJvOLJUk>MBp4VN3=9ka004IW6y^W`00DGTPE!Ct z=GbNc005v#L_t(|oMT{s0S5*K-n(}h(81li7r-=74#p$^?m|>T)xxQ>NW8m58peyk z=4ChnVY9NZOTxvEvP)s8rxpNv9K*qwE@NP*VfTi!d12xloLssvHYX!OoUwsJ7l%0z zHo{)aNErZtEw*?m5$0u>6>}6xnEP(p-2?1*YSC58FtjpkW{^b}W^I|kaEL({!|XW% i4D7dKFOliMK@I>acR}=#;GGx%0000$r{DK)Ap4~_T za+Z6#IEGZrNls{B4r9w{n7fc+wMF6wMwbuD8g&Myjr09EjwHKHQkMFlZ2VJDNx_eS zS=*lZv3eV?0^f8dZu?C}Ja3y>V{TknaNxjR#zUD5tQ^Yb{4)+8zMx>yz^Bap=Qx+0 z!(}Em1+PQ@nE5!_csTdf^S%~0__FuFm4mMroI1dL(QtCAG4o^A87!BNGtFQz5c;)F s@l6NQqkq!>r9DdYcCnmOkOT(7%pXafJVzEB0Xmt%)78&qol`;+0R3cUzyJUM literal 0 HcmV?d00001 diff --git a/img827.png b/img827.png new file mode 100644 index 0000000000000000000000000000000000000000..cd1c2447ebde22c8ffe4ad4b9518e89de6fbef1f GIT binary patch literal 1698 zcmV;T23`4yP)RHR400001 zbW%=J06^y0W&i*NAW1|)RCt{2TfK8*H4tCNXK?H!8|dzanYd?|%M1+z1+Hmu%fOJk zilHJD)R=#OWT+YLDq7rJ?W5r48YU_DXt+uG8?f@h#UXLTlk~pyr1&Y;Ui2p8Eu2_S z`st^YR@zBUEHNqCTA5{-dx`_u>cjLAhet&OwBoq%G3CI* z(3Da6(y2Ri<}HT{;*&cV*af>^TF1ps(V-GLXc`@$q>@djxSe>wvd20Y9v~O>j-I9~ zrm$<3uC29dA!^& ztI`8e#buhxW%+~EvMOSa^A`uYF2?J!NxJL-PWwc;%tQxyY^>=MLphP1ilduN;edCS zw!|ia@=SOUA>bzkTf)D4(asV5-AzhbW=FtFHU&g^hAED6BPyTEa{X4NhLasRtlj_0 z?TEx+oy@)#nQXJ`+ZDpbcqZ>ymuT^|I^HNZK$@R2c+(rD4eaCQx-SZ@@W)O8hO>~Y zZYq?G@hcDfQ3#k&q3~FI$&h#rOdetWC=^bN1n{P#X!yb;gYgXynw?Lg-hTw?!X!P6b)utnCZZj`l!r#~W8B|1SA5Szaa336uskbGcT*XiE2eLB7JR z&K+Nnee6!lPPoY~Zu*0KhQr=Fz925i)2m4AwULBaHw7fxVBctZGm%cFCrGrxia!<5 zNp(O-RxF8IK;lCpMW~C6Akald;LwWXp*IRLfH&t>?^!bGba#6l(!-fzYRTMiBdA%T}z*#h#W|%aT0VVs~4ycJRwD^=1H} z*b2N(<7AH|*dBeo0_KmQj!}XW(BCbfaV-cEFf{H~mEs)|CIlcgig*WsAl_;4vBDyd zn*vguct=W8Mx?Ot+#kwQzV5+Cqdx)G9)@Njb+OTh=22)Sf5GC(>RQC)Ff@}dHtRp} z;VHb|56z@;BLCFKfqBejF4dIg`cRxPw>zPU)SfH%xoP?F{`E?GUpTE7>o5$>1P9WQ zXRy@`%%pVyLw>Q>gI@y^0eGe^{93_}IjAcpx3ofD5Xu{yt4X0}+Mm*0N#;yUVakK8 z1QX%GE=^8%I-!{;4;Jd`x1%AMC=WJ~`HF=(6PqwSpBs>g@L9s0HJTtzx`9BDS4Ax{ zlUfP2sGM#U)RJVE!>c9Da|frAW!yv0P(Jq`RxO1q;DBl=+=m2IOYvqVoLbB~A}X~^ z4W-a{Xsb>{rPzOt2^!pt_W;zJ4~18wXPhkt`uUo>UN*;i2@?zCj7;+V=B}zmA0wt$ zW-A&yS|*JjCYwp;YS8JNAmEsPr!fJ(rQQ^I2}}SQW7ygI{!o$0PgTU^7&Zp-ValZ2 zIMX99ghte)d*?~*8$TuwzO0F~_uCRwU!oC{6S%t@Ka81dE==^uOT63*x8RROe$S7| zyZnrA%m2BllhGOfC0{vOC&Tkzj;j1v3Q+4t0Tu9-$EEQ8yliZEF`fwx#C?st}tO0012X0{{R41r`OP0000mP)t-sv$M0P zsHmKroRE-^goK26czA4VY+ztuR8&+*NJu<9JTNdYBqSsl7#Iu;3;+NC>RHR400001 zbW%=J06^y0W&i*K5=lfsRCt{2R=;o4KotJs{IK0PK97hWk|)GOGcdpaMB*Pnosdwa zY-}_G6DlGwG0}*Pg+{>05X6k|zzC`ZDvZg55DQ09MWw1e-kr~hYsYB> zJ|27@Me5z6{_{TunzmE1qCB;SJbnWqM{z;THHDs|3ns<^T6J=5W0p~!ymqFp<+OQO zGuLE7l}nN)OUa^A-%4vCgAkl5lT#Zinl-U2#IB;D5j@iGhs6tut2^0bCf$EgvmrOd z$H3Us?E6J!kQ*W2R&{cDCEn5 z=%lCQd(;h8p7LP2#)!t43%N8XEG54Z3Hsw%ClPcgyysq&G>#qfna1^m8V_6=Tp^kW zQFr1J6{0W1CO8EMy4?#3Dw;*ZmZy~RflW*8VBmIrK1^hIKBcBbYEB~v7{0b;-*p`) zyX5S129ryKx8ueC7tPc-pejDbG4e6P#&h_kH@g^)xwR%%f8>UeU3-jRuLEI1?E#^d1820*_nWL13!9xb^DugvbV2vsVO#=ytCuQtiDkh z(;g#g;}!;^>h$4T4aD&`Rda!I)f}Iha!=W{$4Jb4 z9i_oUF@~oiUEkpN3`2Epe7LLKlo%@-(D82CgL%r&HzfJbo zV<_h8&ffa9gy`ke%*q$xm;38-FKN0DH?bskU<j20000RHR400001 zbW%=J06^y0W&i*JZz|qA70lo|uq`@rdDCE`+uzm`tWV;MLQLhx9x(e`_hi~6EJ_-) zD+?4~mPNtG>CQ|&OmY?F;0VvLDk}vn<+*l07YdeKu`N zYrP1N7$`rH2`&dH`VI+U!U!a0OsFA(UvZyDUKCR#xGFFgG4DL%9b zmTWtWd96*!4ulTre%wL6w>pw$fEd_4A%0W?*GFvsZ0x5QVq-Y^YO66$NA7%;3hWpi z9%7ItZ$XO`A*Dm_tpL~e4RYMreXx&Q`zcm>x7)|n8Uc{=-L+8a3A zyT7LbF*?W!8*LLzTiyfRNN{}%cmwqF`IdjeK4b@fSoQ75~6~0-Rn{g3VebkpKVy07*qoM6N<$f~v2F=l}o! literal 0 HcmV?d00001 diff --git a/img83.png b/img83.png new file mode 100644 index 0000000000000000000000000000000000000000..39d1fe1abd23269c8da0357e23cd2d48a40b83d4 GIT binary patch literal 321 zcmV-H0lxl;P)RHR400001 zbW%=J06^y0W&i*Hzez+vRCt_YU;qLB2OmB#Kv=vC46G0)8-oA?GGK?&{2Lhle=qxB#asyxzPRHR400001 zbW%=J06^y0W&i*I#7RU!RCt{2RxwV)FckfD+9qj3ot>p8fDRmh697lZ$VSD$oP`al zj1@wn2VjWA0onnvA!T81W(G(FLWlulJ5FL77gf*!P+!&9dH?l&|8FNMfP#!)BWeCq z7+v-R+W-NxSYh9xR$677# z)FZpB`(SsFq!a|l!D~M91~@*jqO;TmkA98{f+N|Glmc0pkG-Xo^Jl<1f^|Z}I1kt{ zQh&;c7M%qyC!7%$fr*xc6D*iGf}%I5m1JNCm8>L~lFTY4_;gt~lpF+AuOx1Ux`HjkP>L?YMZM#>JHF7ri8fh8wZi|x2L+9d UU=r2_UH||907*qoM6N<$f_durZ~y=R literal 0 HcmV?d00001 diff --git a/img831.png b/img831.png new file mode 100644 index 0000000000000000000000000000000000000000..5064924a375ed9b0265c1df0820c94e6dff71855 GIT binary patch literal 891 zcmV->1BCpEP)RHR400001 zbW%=J06^y0W&i*J`AI}URCt{2SIuh^K@|UWW3rp3>8v+B84rHkl0&aT@DI@7UC4is zAR>Z_dzOBzoj7tX5*@7dXj*-+2~igwU$$pO@U z4|?Uxw4yCV`8l{=-7yX57WrR6;frb}=(?ilsJ3u-lJEWks9Qp?%;U0b5K)fVVgooV zkK3t+L&hN3WzzIua#=Nba#8^@qgzW#utEI(q5MK4N-ri5H0Y3IGp?iRT0TC=^!nx~ zrx+DCgV7UCV4txLW8Wm-Jj178dnh6kF(TvGkwh5QDM3`kAguZr$;KWs9MqnS+6YOI zM~Q-v&+?=Y@|HhYiyOIxl5FKvCg~ITAXVH`k+*-gn33B-s|Y7N|o`R+nQ_L#9Bl|-{#W4v9*{8~hI%nRSf;WPu<1mo|%)`$6F zUarJ5Zr+7Khxvi)TVW#UO)LGdx^uvtU0Vq5Za&?G*?Eb%?tMk{)ccV0&c9j{;;Gz* zQIC>kJM+-i`VnYkstxl;NMDd6EpF}J;Kl6NJu>)1t_>gg8^>Cl}?6E#Q(q?34zkcu>`K zepq{rOsyF}u literal 0 HcmV?d00001 diff --git a/img832.png b/img832.png new file mode 100644 index 0000000000000000000000000000000000000000..f900e32b94ad755a40cf33a55390726e744944b8 GIT binary patch literal 11633 zcmV-%EsoNOP)mUsnVD#DNJvE#a5<(6u~ornatP) zRF5Yym0j2~nb?I%V`s){f(yCHHMoZ!H>sdX163NS`ZX!^7Z4zU_+vkO=Y9PM>2!Bm zt@ieI_x27HN#HPW+=z6Cgq=J{zBdV06WZm-)d*cd=F}lrO##uvFHh1&mZQ~LNGuI& zMmecNNw3<+$mH`oy%7|YS^_IQ)RH9ea5P@aobCt;uu}F>v;P#*n_%$>RnF+mM6>C8 zsKt6ruNo`m9x3Oqionue*@}Yh*`dwOg~U(N2u%%?nbJK)zOQ#@*)uA)402{eLI?r^&00@`IrHR{#wsyIEqyPNC{&J`PF z^?DK3o5^xPIJ5~6N6jd!=Dq$y6eVbWOtm^_2rvrNGq)OODXvofsXEdCz1E}I;5aDm znpoc>umsUXgr?VQIN!uZlG0BQx`>Viqv|r%#O#fz=9POiGHY7le5qHQtf&TBZiy!O4tD(g^96SLMV**bgNXdVN%>)qPk+zlpBi`1;1!E%rls zr{*amjUMFOQlY(>gkFx>o5QKfOM|BLr`vPRcsGwXf8f_X>m^OKF3SDkyfJZT)9tfJ zzY1QgB6;(VC`bdMh0&(^O7(SKg(2@%4s4x7MSAJ8i-e7uguZq08szI7zE2laQz(xr zb9xrqr2{p$vx{!`szD)RI^$A$|3PNhLdbO{ZXReUsG8ZrTxRlGK749{Qh)q&)j?N; zTCoeSW~b&~X!2-_KdCc72A}dMVE=b8^-^X$)VyaE6(lAe>qi)c?|41^ zPOb?Vn|;nhLR^y!65_pNFxHuw!);^)RQ)9^WMiEPAFg7c)YEB7ea#+RZnm5g%SMQ@hvi;2L z+k%?;tRkYiXYhT?+sj?!P87N^Pv;$Hd2v+tNQz(t6LCz+EYHJo7^uJ!BxKecZkwCg zk!+s;#Cw@`CR+`G@|%vW_3oOE+RU!OtM+N z>5Ayi*y8q0*Jn1W0J`o~e`Y9OGV=T~T>*r83Bf*n6nIIq9{dhCL)rWnaD#;3AvTxf zdnSO~JfK9CGPWr%leRx3p=n>Io*x4C>4PbDol$*ch+0w@sDOD-FHbhxxLbx5SJ1Bx zp@aZ~{-D%A9vhD1ZzS|e*9}WX%Sac?rcTJM;_5mf*Vdrvi4v43d8=h|ox7>4TBdXJ z@LWrqL7}*|&Mc1|n^Bf*(IHW1=PSUEq7XcB>QHw1=sXFvN*ulclIpfPN$(MjlaqITY zHPEHhT3jX+0p1O>-Nocz5s(%QL1s?7BK1Y7F&c?QV~Lj}i1am!0sV>d3!iM2+J(M3yKvYS5bdjQ`!cuZ zeE|c(O!EL_bJw%I_$s8TuyY{@^;WDTK0|Jf^^U~$lHMfCR_L}B|_SiYu1Y+0s~>Plp3G7aY)iR(OFy-Shb<`j+;SVdRa z39Vy62g4d(t}};-qyVJR5Wd2!)MKx&iO|3r*uScTYC224@IyY{9szQ_VTSWiLzFZ{ z#Bp-8QQS$fMgu{HvoxK6O)TJn@wF#cx6%cnUb1azhop}GC=`Fx>(f+~4jei80iPhq z4R8bcOijnpj`S{Fz(7XGD4;#Lx|QwI?VCjfWAbG#=0y@s|8De@JlE1DX;aDDZLVN9 z*6h8OTB2a^ep!32rCT)HO4Qe|Txt=?H5`+7msi|F)__i8LET}W(K0*Fh_Qn-xIS}L?(tRV;{JnD7B!%Ka%KDtm zBcgmM-q97&Dc`QQJIlZs`>aGizNqrWSvmSRD=2t-Xxt%?ZcVPgUJViST>v*u=+FF8 z+d$e%LE41bK8huItVEY>1Z{2zv*=Qqc;@Xyu5J&r z#-oEV5*2q2`NE4KMIdsi~o9!xc=pa!*czD#{cOE>a`3Wd&V$y5w#>3n%q znTkko=7lA5<*v=*7eVYGBXg)3JwS)FSwo{suFy+%Pz=Yhf)iQ>a@l&Tno7GxWrwtI zPFFt0rfX?K)Z zGQcjJE)j!+woI4B5SE>S{sO&jE%+h&OAINI%(xkKezXmUveyaQpX=8P&m99U(=R-S z>bQcPVGsc{tv4=y;$iW36p~~~fo^KUD_O5WHg@Hb8MXwJWco_9VJ5x&40{H@h!Q0Q z11>KBL%JG=?R5YKwd)`-C?beD&K?{%7T9OqAu?au6bS zvsH06`(SINRE>4GlJk%*Il-Kz7mY&etO(UPyTY+TXQ zlw1tY&qWm#Mm4KGZ&BZNOzKdxic2y|WLhRl^zrX#Nvf>(JBrA`$@1bDzwEr-U@nsE zyad;Xjn^y_2VdQpZzN6{nl+N%5o=CNqb|)ly6ALERcHodtv+=|UscO0F>ir-dyDs8Z4E}CPMYAmWtY>vqMO7D;h5!1}Cy~ey5$m5ri%X zn1O}ld+cP5KR3e7!-^e?4VB!o0#FBGUvKESIkhAg3LjRv-~8M~v2%r5?B%p`w#Zp< zZb6rlqsw#;r(3h}c@g;0aCZ{0ikBBW_FA#JbO`7{_V8w1GIeeyl$u_iknA)Fth%?( zKq;ldw#~8L2YxZRyK}A=mGRw3-^7!6N5I@g%~2pBi#C$h5mQf$xq`e8%Wo&80>y5G z8yNJ@DM;otQ)zz?2S;8TqaV^C&8^N%PfQ&G`nz55K~wxhDqFrP54 z><~#M3W{&X;2NK%ZBG++t7&M4=0)rsM0(&wJztH*7tTsII~0imjuIIHf4UWF8b`Ah zvc<>lsz33dfc329{slNt)cfh|AFGnLgQu-Z-cVMJR}e+_CH-m@RViNv^mePHJ;__; zIbA{N2AL-l9{VQeE6MjB}IS}WMB?8}20$-V*5f6T#R!CC2 zBUs0z^^k-YO#Tw=a=dp`%x0IU5_!6Yef(}X{+{?6yCqvC zPE{6^`!$HHzlFPKj|yLx>mIwbsp`Ly$iCp%L90=ldPd%A>UPnU4)=@O1m zy8OQIgxJ{gOE_lGWis{pw>17PCYnK))P%ZsN|H%jBO?4wG&YjHf8IQxI&?Dm)%yTq zC;2lUKn-e;TXWLc5>PF?zoohl`9iv8K0j!h@tp3tryqM}W_-JjZ+jcTkXTWiAQhy4=$)x)AK7LHUZFXHg zhx!b<{P{z`*fM^gP;kEf!Ca6xN_of$&(Ag9DkY#~Qfg7k^Ex>a^cAAxtmZq;I3~0t z^ZG?F@-%u|PiC(hlL-Q{z5n^2DCCR|nW3o-Z_cdB+meQ(W$E%mP@lPv(gMuMFZJ_@ zV-=UaHJo1}-u&|^Hxo1Lb-(9JS`t5EeiVO0sFm>}=n_X!OK6%9DtE=#kLF^%;<-A6 z`=0SuaWeo+Mfyy3M?q5axbX2P;VvUiUi>X-0B!Jx20R7yBqY))+S$fuFalWxFU1vgEy zyO3+mIe29}Z^>e`@JRT&s@w~w%L(fHmL9Z~p`dIiMB$|7+fwy{AP zecz(G4{kf25^mi->EovNlBp2L-nl(gvNT~r^T9``YX*(t-53q0N;vagm8XQ)Ugdhc zV9QRBWf#=$$?E76bXodqekCOz zS=(3MyJpBl0K!L+tgbC;nc7FO9 z4d#1ecET#*bfO#L&mK!+UY8Pe+YL5(-MKZ$FJm0yE?eo*?uzw~FApx>j zf@4tNZbwrU#DtS4e*$rpw3KH^b(fxO0g1|?(EUl4NO$0te+sKFIn3=>lFf$Yv5vbf z)Or!nhGb4x<||FHRjPxjro7G3#yn~}pyu0{Wxh*zsy~&lS=^wuvA!(ue=>c~+Mr}+ z5UmwhJmTw6kG+0fV5n?=;vL3xth8mPuKgD4E8XL4kz5s;~4z;Ne}%GLPBI z>T6L|W7Fj;Jv|E=54BwIj2q#U$863w7b`-T=Dd`?7%v8Z+1G}E886?*QTRrl@j@*Z zdb3wUb%>~J|78)=&vz!)xT;^Pq)Ark3qiB>GbqpqxdakYb4GI(W# z_@}3_P_3^&>M|%A0=hIoSo`8?A4@I4xe{HCmLeVgl*ES^9wV_6)J-6g?SoFloONKwUP;?xG%n_q{$^&<# zO(m*2ER-KR`KxG)x}sOUjoH~GUEwoTsW-#|_!gmSZ`>&o+)#dbd}6P%4lcKD*bHWg9&d%S+N8KUgpYK_ z&Z={&;0)!&*4Lh7l~Os;~Aaed)(wt6ERH=8jaA2QAkV_llO~& zB{H)A)Wwe;I>HW#Qg~~!m*7_&_eb7t6yMT^#kvJaPVk-~D=X>XtuO@J-v}5I@X6Tw~IH*^>-J!jhC~PA{ zQ&U>teiy@3%C!Fkkxbt6l)`brdN~!mA7?6f(0s-=Ta?Sh=F4DAQ{jcI9TVlkgg-nn za1FeZF;Uftcq#{3UCU0#qEGu9SAr1Je-)`t1&A8dvb|@`j%niUxRJ@FE1*gy>DJdv z_Ks#-yYb?YtlBVt_4QIHGpIR6)kY6Ky!-8{QIu#wi56ck{&%=wpXFUphF!XBw9%s^ zwrbd!sZ?@ELcWChVPjwsMYlomBMN@5K6mLC?iCLjf>KaeE+Eg z6fqRKQ7G$1zQ1fb*Ts-1PPOE51Z0%tHB|+iMHyXFJ=z;KUR}vWE`OXG)Zmh@K9r4Y zftJ|HeAiTugR+q=tf6NvR(a~EO8}>f9RZyacL}SrD8qF9?oI6it|Z+;0p<%?>}1;x zoPxU<5wa2v0Zr~-4QFcmY6x_wAr0u#FkPl(My`2L0mC`r#>zAHpo9kMPhLzGoBpWDVqQRxPmClFh#Me%xx6L2u@ zY7YMRNr6<@h>}tm3p`QIK7_-gkw*aaO~+4j-8jgs|mlQtsgs2mzA(Q zQGdbyuxr6yzJ%kip-aP#EtxZe9Q$>k&@*ScQ7B7VvzI=r(sC&RcM}t-p=Qq@$8iLP z(tD~7Ed(V>czfL3s)se9(Ia~&pzKHoz_SaCD)2nC^N@<|p>6cY-Z@!EoqaxzAd8`R z@_dGhROiRjCD-Fp2R;MgB+iVdqU`*<-*_7$V@?8U@MQX z7QCa~7NC$NEpGIhRBs-I`i)5OIWN@*gqnDz5rnUocd>7?=Z(5iC{yAsRWeZwI@{h- zZu>Y;bcYk68M{5f-VBn}>vSWyDsoiIY++Z~J=Tas+2!;7<_x;Mj;ZA@0IRs6)t`H8 z2>;|iBv{$qzbym*`rj4)!@qp_$1MEQe{BEzf01DQdu$ttP8!oD(3DRLFXA(uWc|Ms zx^yY|GuTmSBiperg+!&xKWqQ9f6Ko#|F_ZV5C6~q`*#ffd*K(l^OMHs|GGJ&(BdB( zt^fCL(vbd#m;amFcBf__QPb{u`hkm+Kd!zqsBL}Q?w_m?fO{!6eQjP{6ucxJlp19PQ}ZlFr$Uog%zdfDiaU$F}BHsZ0%nY(5Z%jgW# zxx%p@3}wA{%mUC7bc1~0(%@lu{Z77+g3)^?owpbF{%FK{{lA4*SlS8D=;iN^NAH#F z-Pzd{-3PPWY+tq*b%x;iR^3Y{L$sDvG!%_q{v)Nk`P+Uhz8_3bjl?z7>@oy6&UA*&_GLbm1$t!Q*mkJezE$rM zaBAn;8HqjYs6X-Y8Yqlc`ub(T zw9u2(-G}^hYVW+-=VoYY;gl+)&tNk(zt2ldXsSfW?K~P^W zc|VpxP|$2&=2KR&PzIXq=iB^do!6UYmvvS5v(V^~&KG89X&$`y$oAk_d+(TN+T}^f z1V}%dMhCLaj`6y29X)q;BG|LbPsN}Hkuq5&iDgvX{hQteY$dccUU<}=QT}r5odA2p zz&=(tDeQaML1Kaa-sKG*MNE`N${psb4HCUcB*@4ca>Wy-#d%{vnr&Quw8 z%;U7R00s{~Q6G8|GA+JuGf!m$QmwI1sbUtg8AA)$*xWObp&J;sXKhq7=>emMey&r% z&~8pVF5Ck4y33O2Ko1kZ!Wz4hyUx=#3`{UN{-aL3Gm%kNpwts^+_Jx><388Q$f#kh zTQr~5{ZO`&rf6l|B_K9uLjdki!Mg23`uW&D_^HrJX72tJ-d>6nV07#`NQNB~as|$F z?={=T=AKy%DSL6F31;f}&vr7Q#4*za1fn-C>jpsP33P)uqn#U=>>&UE4IW8EK~%Xu z@nRbS_mUZ2o&(k4N6IRuTmHe19E=)0()Vk%kbN0LvY9fTHMd5(B`85zuBCUK?ax3g ztFG{olAAL@bszGVsnL7q`NZF@R?sfbM(KxMzHmHx?*tXJ$L#s{ZT2p(^RK@J@K0oy zzZNld7e^ol#^oSh&p1vwu?_CxZ~*?Clc5J>(fJ}9IN0MSA&ztz_yQ4MB06GoR5Jl? z&KMXyb9^xR?DR?JE>pnQyP3|Hg9m%*@`JE77vtLN-D3^dPo(#VfxQ!8Rjg#~4wJ0Q zRJbV#9g|(`N7)Y_K`c*=8RKy53O6^NM`ss*d#xG#zhs~Hy!V3;L%Imc;gcC}c!m`H zEBIl`5jgFjj%5E{UxkSvGP^|B8*!FvmUAAkVWUkOa_^t6P+@*>1<_E}` zI9*ggH?lV;fNtc~XDxrVfj<3RSi~-C(OPCfH%Ob1yR4bo5bjU?6bII=y;mfo=^O{% z{oh8RQ_EkbFu3C4y}f6bq_KcqHY-}n25%{VYoibJPW==IMJHi(Te^F!P_nXQ>@~+Mj|QCff{l2~%;SK805TQnjU{8R}P3pWn}Scf$53#BAfq-7Y~?nnRnXaezl6LM$eB04Sl`?T%Ysv*WmvO1leVy?!*}|jIl0U zT)?1aoI`E+k+O=lE%}4?un}OFtw$;hYIZj+gZkBXyPv+nR@G9N+v(Y6vBP#wk6jjv zmbE{{i3;J_(^I6TAluW+f884Voijl>>=H4~fBjlmIzRSPZ=0lZ*TCJ^yOG}A{kRi^ zZOGa=!2-B5qo`WT4tS(@Z{Dy_1jOrcG7@D?R60V`LYu0Ww#P0pv*0f1%3HwP7!YEU zCE=A2i6Wrt&Srv%E3?-P{f*2r53Z3kxfL;6#=_92RAti2ccS_1v8K2Wx}PF7uqoW8UmJwz3u9vZqNesAqSXX~JYQj(9wy8(>Q4=6fOb zry>gUhqq(zAYR8~z-E`IPUO9b=t~yk`3a( zHyJIC>WDKojn@{mKYhLz%D~{()N&uGz`@#JvrDs0z)L+FTeX#0FC8tHUtDfmh&@Cv zrvsn+`{`ZS-jWly<&(8*2{yY#b|Rl|Xz#zU`B;&U)F8c?_BV&+cxGEjY>l*9c_wYE zi-49hK*&6KD_rkS&a28IyWvpJJ8+V0kO|gyS zH!&cqyVQa_vl$0nd>lk8rlQ)FmwrT1-?#oU){;pk-ETQd>RssqH)p#@#H0t3oqR^X zb1}~ApUWrfeTJXwV#FiSE_N+h%w6^QPa z`j`Zf*c(>JFCLL5*d>rpVbj}PZozB`2{1zGGGyf65AI&Im*~tYQjnhf#{iF*Ka@ubKUI^gy=G5a+e_t=x zU>R+*sO2wkl2PRTER}~Q0)7jVgu#iX}2LRtM*XOoBn}+5tyDpTM%R>_#agskRH}KET0yWWr zu=WSN;njFW-cg|LAROJL%tQVPKNtP+bW-|2E_$Lw0L6zdzwU2)kDbiT@sp5g@qL?l zqHJ(`c{K_PVDMu6rVoJc+sku6eZBYlZ}TD?~sbX^hr4ogJ$?C-j^b{|cewpBLjdeE_4| z!UaHMczyMK`@WHQoq1W9>V4kYxmz>c^0GjEKiD6>?#68dZktL26(tMQ{OnUMJW}`- zc}KI-p6|>=8t~*-#~^)I?-z4_Kr5NK`%^|Wknu$kUI?HU<2QZ4sNw|w-I(oLuFvhX zIzpiwIfO7i{47q>S(u*c=6k1|Yq$Iy<)_Yv@5gBPw@syinv(^J=`>KYvOq111C{uW z841?a=#jo(Y25o7`ct`5VJ6X5dy=s=&7$y9j2EccS(q+Q9yBxzEQp-#Le;;A?n2+7trT&*0M1L1{hF!eX=UWk3D>wR=2-=-t zmtTWl%{ak$mmP8P{XBaAJ*i4oig!s8{>);Vz1U+uLd_~t?tL+ZIIfXBb`eJaRcHIl`;71Ga4^sP;q7#Rka_xi4;U7G&j@o|BVLVOnRPwp z8sX)iTjd*A%C?vAupOlfM*zmHyqzx2jz20LK2rYP6TKrpXPI!)n5rt_SCFP3o2REa>;b7n%=d} z#pnAR#_~f7BX!{jKtRS4@yCQ!1oWR6#hVPgydoU~HG1ixg0U+uTusftG`*);T(kt; zAYVB4cdfIG&M=)T97EUWr*oa>iwoiNJv`6=d;>+Jm%l$Ay;rh#_5MeSZhLqP7`f{dVVMzQ;^;T5Hr+Pt{l`e( zlj#die5j+Kc`BQ)sd<;C_cU7q{Zldwy`MvX<4k8rpZ+OlPV8MrE0aK!b;SHGo5T;} z+C+4%6?B(uk4)hVZ`Znk(KFMz!ZFrM2gqLb-a(bj@X^TI+Adlb+$|)2*gM)GY?WOS zM5NmG9_c+|V9zdl#K11C1o)x&n_TF7c3BnM)B3j1vaRZVuQ84M9=`~-?y~2WJtASR z>h2K(4!h`s`Ngc}X#IWJV+mNIkDn-st9y4vWQHF8Ir9oYLmD%#94Nr5WbSa+Uf#dA z$vidNWW2yA1-fy+AF;L$>%BMBv`pDg&1C0Z7;|L`1>5V0Yk!^cIv#^?Iqr7!>K@h1 zVBAyoE|3W72;hM`s1Bb`;QO}r+UAL?Hc!pALQtg~Q10LE4ZmAQ#Vlkqh89R|61r7F zB(J0EcATu+%LGNP*Xq9Ht^%#ugHbO7fC*@U3a;#aw5|X$d?)$fdn|+8b)L3iV1mi< zA2q{S*eA^E$dEpLIQwwMiOyJ77`JX8e=bXA>xy7&2MT!Xe5Bl{+{}H-7I671JB~xU zKL)6quk5j9H2Nmw3MW|a9XB=8moX%p3FMiG;B`Fte4lbVdUboZ*#SDJKx?+$rONYy vpo_=Owo}pVu>-K#g@Lw!UG|2&J%IlYLmVu*)b>KZ00000NkvXXu0mjfRB!w< literal 0 HcmV?d00001 diff --git a/img833.png b/img833.png new file mode 100644 index 0000000000000000000000000000000000000000..c3ce89c7106ad0270b7b5c32db95923389be220c GIT binary patch literal 383 zcmV-_0f7FAP)RHR400001 zbW%=J06^y0W&i*H{YgYYRCt_YU_b>Q7#R5f|NsAi0UdmRqW?&;AeCSMSHlli&yQgO zDu8MIz<{s|g#|R=0*V+y2gv}#F<_VSGw^}U;<&)jdI9SADFF=ZnhXyPd^UjlrzC)Z zLyO_Tg%1sAUc_)Uy#PGi(ZZh~Sj)iw0BisQ!&9hH81CoiWB9-$!Ro-k2NwZ*8%S=1 zi|~Ne1SN3L-pzv@5RCp0)KM}tAKw4MFh_vp z0!Ymz23-ao2cW>`%UJA!sJYCb$H42rpvdq!8$*rU{-dDGnZWUWBG9gX4fFr=|3_Ct dx!*@F003PmmDFwCdG7!K002ovPDHLkV1gOdqLTms literal 0 HcmV?d00001 diff --git a/img834.png b/img834.png new file mode 100644 index 0000000000000000000000000000000000000000..ea3bebfc90c3ea701ea05a7e07f2fb9760e0227d GIT binary patch literal 409 zcmV;K0cQS*P)RHR400001 zbW%=J06^y0W&i*I7fD1xRCt_YU_b^t`1u(a`2Pa|13KUb6Z{PSkz~Otkpw;fAwQZH z`~YqMNGlv5GZ}AS5k=BQ9>C%>gwqdz2(AkZd;t(aJ`NrR1CW9T2R>YYspMB-z6)eO zc<|uDhYu*)QOq1zfQTTpm?8-<9srxgz|eXDk1AGv25yjtSsfUr!Ufqcv)=&;qJ#|( zA8!Rvu$VO{fn>K($45gD5S5fZ&{`ei9UyTC$w_PSo*}EV`hSk^zw`eG{r?yk>i_?5 zV2JrYf#JvB1a$LGIEpbWVc>-%44@E?1Cag*w+yas5rZE?#F;9Xx&~ec21SMsnCf2r zzsA7V^p#=$|NjaMv3~;?V*WMk|Jx7b&?;O;0X6^tq;ac%{O0&)00000NkvXXu0mjf DgqWLJ literal 0 HcmV?d00001 diff --git a/img835.png b/img835.png new file mode 100644 index 0000000000000000000000000000000000000000..2bafa0846a4600a05dccdbac5b27483ad695b084 GIT binary patch literal 377 zcmV-<0fzpGP)x{YT0000jP)t-sv$M0P zsHmKroRE-^goK26czA4VY+ztuR8&+*NJua+FeD@-7#J7~3=9AO07C)4y8r+H0d!JM zQvg8b*k%9#0QyNpK~#90<&rUO!axv3|H=f99D4*efCJAi(S zP`T6`F*Xu@Yx`*4TiEy%NwBr&UM!LUuRGVJzg}WmfIj7-FFh@i;`#ESy-0@-aEJN< XO5%uS{E`*T00000NkvXXu0mjfmg1U3 literal 0 HcmV?d00001 diff --git a/img836.png b/img836.png new file mode 100644 index 0000000000000000000000000000000000000000..1ae5beacd540c7788b93f6961083a80aa29dc2e0 GIT binary patch literal 413 zcmV;O0b>4%P)RHR400001 zbW%=J06^y0W&i*I8%ab#RCt_YU_b(F3qE{cAOM&z@Dox30uP8%g$zF6XMIoxQPKyn z%2EQbITR)qfMf|jgTRLc35*OMIDn2};NAccn{Yuwje+4KHyb?UNcK2g0k$y1C&mNB zjOglEP}K3Ub8v71eckY&k%2*8fg7xDA494#KUB*Daa9n5Uy$JeF!9JX2{1U2 zLlXQa0ube0esWZ4L+Snx_*4Nw1DM33ih2Ft5AUD3zyWBB&I0bLc> z4F?0pkDLeCAzWSo5D7AkbAq=4gDgxH1N#GpoP_oUFqfZK0VMbdsEV6`f#YogR2BdF zKL!k(4m=7R_dhW7UuNk0(fg0@Zv&c*q=p1;Rm8>6D1ZO}?e3>H3%=4b00000NkvXX Hu0mjfJl~yX literal 0 HcmV?d00001 diff --git a/img837.png b/img837.png new file mode 100644 index 0000000000000000000000000000000000000000..fa3700a2b652c4a1895b3e36ccc0fb17b6813115 GIT binary patch literal 8054 zcmV-+ABo_JP)00002bW%=J0NIJ0 zr$_(*A1_HnK~#90?VT@h^3a#}KhLv|gEec4FK%bH_|`xC#8D5T>>Lg^C;7QoRnkN?#G-JwFB;}`=H6NTo%v(!2|@EZ`MpT zY4Cj*E&K6&c85&)3{#M|cIg7N!en3Z>O?{JG+6EP=tEgvps`l%t2WC>Etk3O=suZ!AfPB`M=IKD3(s=V_;RkJ z)&0vNSSy{s=?li|RK@mxwN~AeSLE+Jw((pEksa@$O@)>E?BJiHhL=minsQdt28e%P=1$E{uG++ zFuCVjGnGEtG@771FEbPtcGJjpN1VV{!n3pjl)P0{eV{;;6cVnx_UbbOFO#Vz_ADP1 z0)77{uamCb2azt+70t)8$>MkZ_&0dfW(LMbtJBRQX?`!mFYuRK@wDmjFCa=v6(7ND z(Jg0JdIjXHlYJLeJHt;Qj~#a1ApZMz*$h}Gl zQFMDiPrvE852xNa0Oj}D0)WPyWZwaX$3XM4ac7Q>8+QS!UP8~5Z0U+74MX}hOJS^= zG6X2s=ykIObVa+?;ImDydw$*R`4>4;y^Fa=^K{3IarOE3z4q!?N7xlrXdEft@wW#~ z*BwsJ41lHYbGq*Q06sE+nX$FgB^p)aX2i+wu%%4(^H8sRD4#WeI)c#049&0~wn-)A zlF%1n>9*fF`FwyCaLh<^{*Is{3j%_*WEPrZk$M>u08Ktuvp-e3ZP|?$N;`xY1kvX7 z^La#C6Nx4OeGw2$t!ZszG!e6g*FNEoH0j>aF*d=cpYV|nF^;1vM%TLguOd;(=e60I5pu|zC`!v8XqIw&15gi_+l8iNx66ew#AP_lj{ z`@;DG+B5fVbo;`u>IMs!@qQ??&`R)Iq3kuhXaFMpQ@RYbFaN6Vy25Sns`DVL7p&RQ zQ2sB_E^{jAdH=yxdktkksJ$+sFNlbZ4I>Y-G6y zghzn6t?)#7EyXEi+s|pDUZyNiFN1(ti)|UWRL%bd@I>uh;ECEZ&?*GnHKuM8uaS@U}qO&JdGwiM{PZ@Pr_aK+;GCH%sd!Ao`g;%sR@ zn|k5igzjEIq^g%aoE9mK{}t*Q)Zk7qSi=e$98*=R-v6LIRp3T6xyb@Ow4^4~>FFbc zWC@lw`6a-5?`3V{xHX9(eapJ7NoZ@1r|OXVZgMFCwBIzOoE?2s!&d#n-RujeD8$8U zRl-%_0@oe6YufcCHZRsq3{dfIQ!>M)Plmp>Sp03W)NPlc#-xJAavDB%MVtZ z)y*st!i_Cgbrqm4W6hM|qh%fsM$Ecvt{_4{mTyt6El8s;6MuD2Eq9@nyYe%LKA-(M zwb+&q>1v~*`#bz_3K)i8)(0VcJGVcg%-6Q{2cZUZYbF|KO@uN{F>6SDS@vjD*Iq?Y zdu4nC@{zHa_VpW6FWj=qjWtTuvu2;+b*RF2l-GxfM#zPLtTV%QyWhn3gOQgZx2MF z=_=5QV9qCVcX{PN&}kmITq1s zbtyjr0-9);wVFjoK&l%R$~Eb8nT#c?e0+z$^O2LCv0%9!r3`nRYzuaW#jXrn>CN zzT7!{ouNSkK4s-`vAJ=r&F%swaWWuNk?K<=&@NL`{BqFz+xR>I4RIv!QwPsx*7M+!;Umo}eIN1ft zS8Qd?q@DiluaRzs;;4uC*3Z674_|C_o4eC&gEfRak3@ZCAFQ8W*$0LFe8E@?jR>-L zA=RSr^z?eJXDIo|;8LvVaM6C1tKR@^CH4?fh^me3e7~L2euHO-`Hr=)SSOl{gCK#6 zl0vi|?z^BApL;&o<&|dl0R;`OG0^FtE3km-ozPcKT{mb^qU6JgyO&S$uGKK#&aFrJ`&-W6)`%w-67IMTv_%*lqNdJtEZB1lHe_QM*M5ta zL@-rRSjX9zFcpn^1N8;)r`Q1I=Iia)-bh&OnL4Kl-k9!*ATHZQv>ub%o~F!Pm{DT4 zhsEYsngV>-GZp4J(CAUT%qU@81ts~jmSvcKGp?0njkCXHn1lz@^ymX%5wDXSSUqfC zt{$L`$d7mw>euAxs*$~zxvxH4fRX)+fuP8jO(+cq@Da8CP4DiBS~aqTQh?=5gh=1O zFGOiN#moAjc-d@Is*GQfokUkPbrWp(k$tzu%(zYNw|oUyuSGS^9b4h z{y)X+%YPvyg`VtsS#7~KT1vb25o}&lMXXsy%DxH{#0XzpqVHHISciFC)dCs0?LBt*JvMzSMCUQ4#{cX(Z}SDK9;d{m9XoxoeGQ|L|h z?#c!?r_FZmM(-4Q%1u}{xH(;y*SqYE!`eMOrM-_Bq*)Z~IIq{lPWzFrjs2uLg>hYe zx7=6+K3+QH3p#vcHX5`)1zzW&t)O5I@6k?%saa>+hd z3VKeA;j0lnaJJY_6r7@VoY$IwSf567$-WUm%aJc22oK~2e3WhT;-gUS1KLhYGx4}p zE}H}DvjNU`nb(gW5Fq%FIe%Vdmt}aTLy+yl%zQ7{WnP!S{uJYK%=d<%R9jn}=K4mP zrO+&fg)F|J6ui$k#+kL6Mz>s}{;0`NzNC+`ZrcaaAu!ct%S4`8H%iEInD)SnqxkCC zbB@#Z3vF*3+mSiBN07IVs!_OW8E00afb+Ge zvXL9zoX*XBvEcD4BV-LVKd~-r(#&sPLKcK`4an=9Y2{Alq~_n+s|sCwAa*TC6jV2h z9C~Oe)`(^o2|=YjUtT{Pe9 zi$YF^k`4?9zme6p^&bHYFdl69W6H}BOEd|)sF~m0#Deoj#`+wXP%U55rzxIanwY|= z!di}-HQ%px>?Az8Szbvor)ra5N_X_o_I;1@4`ZwPcNBQ2?i|y*Vl??R!4-N1<7lgh zUOw=aH`PORPVP?{w~ma+$vp*Od~HyEZy9Hn=TGFe#)l{@n8@(y1^9yH_&4d}6JAf# z^F63rgm1Xg43Nwl2WhwX8?d#$$$oks2GB>g_r(m|#+%}t&Z^bCzdZ2hW{TuKJD5Bs z6YaUWwl2EQH|5DMFTCSgSuxJGm!H$9jo?04wF0N0X!d5#@}71dp8d1VNHb-{cH0TU zUqvA*KY#~CA3Ae$?diw0|DonN8NN#l7jDW%ZqzMG&ba4ZZcgpn79Kl=yuS|Ti7+r7 zHev_pj&Y?41eWOOLIRit7hsW=vi+Qn(!?d!!oJ1qnPa1k#h*+yWys{Cr}V{Rr2TZB zHyR7((6A6$f1X{Uk=mQ888ub*9lpWspj0_mqC6}(0Zsp7U2FOuI9H;yT&{U}9wOx6 zas(uMu|_(B`hdwfyZWHirl^DJ-=Z`m|J3MFynHO2kpXHSlYKC`KXLO{92>QJ5la|5 zUrNGYVGkcDg@)ZnpK|)ydj+L9QBXlWS?+sO{rT`M23TH4y3ds=2d}z z=#&bN9qLb`x9VjB`N%wWs6S<;aF-k9v;6*T@$Fg27eJtFaAvtWNdfbGayU(_lZrRO zO*{tX#bvC1-Tw3SE?5uzmXJY@4(;yx+K;%PyxQe`E=!cGGg@|;Y6VaRYF}j&O;*Ll zpI~7uyBJ!v3bDwJcY#sv?fk}2kHZ(E&<;}SF2|^x-~e`sUbWUayb+qcXxF&BFr?4sSa0U3bHUlXIwR|`?F>H7)*vq zeT^?MtfJcMrQQ?~doMv{CeOb{E58i2ZCGMUQIgFK0LNg0N7?flOn&?3-)b!6^-~t! z2TI`@Oqf`Ucfw$@1dFBFo4i>D5yxOcR&paBgGsxEwqpU70eX=GgmU$ zjuEk+8fjWoYqMQ_quXj5|K3M^kS+W*t9FPlxq7+p=^y6`C1752R?+kz(Hf&+ku4>$ z9qcE0@7D)vY;T54Ic`>qrB2sSkBJ|2TF}E2-L~%;;KT@@a%Dd&wsiykCVtS#m)FVq zXp{@DLn+uN*Br;qBSGFqRi2LrlDkQoY}cc5=6+&SPsd4L;J6tGan0Axo>Y>UcEC+( z`t~{Zu^oy;qVV#1ocw19(hl8c!z;s+2_G;G1zWIAoBE2VC?S8d0gk5)uYb5G6vI6r zda8$)VDm?zQ-PQ2jhF`1HhlXcjWt*L(k!i&rfYF_E|x|1S>oBZ9$aa*VTak1*$ba| zdoKJv`y#-hdSe9FMsVM9&Ja)e@=?x??oUKXslsBE(Nc(sX~@!1SqhS@v2t0VEuZ2_-?w5Xnr#AB8LO*AJG&nIQg zF*nFqhIYK%&q+dL9N_?9YP`;?+h$JXtRLs^MY@I>S#(^g7H7qiGpsX-w<>r3d@o$8 zmN((8lX(rK=0`dmiH9T0nIE8;`vaGfeYc11D;bO<)y(~wO86QfZf0t{&dL3&F808F zmIisGHY^L}VoPXJy0FrX5#i%n8pW2-bQ6vvsXFPzsGN<&<*@Aa3`sm&2562^N z@8-F#4y@ihmWW<8&+Hy~I2wTgM&{_R$Bm@fz9?o20GCvsZ;Ok(4o=8$n5$EO#Z0qm zSUeYi`;(c+9t>MO3O#tvwK@j5+{JO(0LVTYdIt(UikG12SJPo0oJ4J%?7OB@Jg|D> z5Cx2@CEa0lesuAB=5a_2uVLlx*g=4&g8uEzseKCjtnj;k+llrKmE#DZ`wmDJIuAhO z4)_asdJ)SrtH#RZ*MZfk;Ev%nWP#7lfNb$1VtJYO)qZ#JvRcz`JT8jk>-;u-+i4Xv z{pPf6xML&X);luy&!6S#X!HOIcZ{!%+z9To&UZ_4jt`SZsk2fSFDKbt#JbP(so$JJ zw^^3jCvf!EdyKRAWbvurobnEuNOR2gwEipy!X-H4m?ok4+XMrW>DZ>(dBSez2CMf&;7f0+9|SMPS##gtB==U{{oG zvY%d~+kyVqMyorF>eTS{ay5O!-Pd$4Y-l<$9EmxM>a@^*nb}|-pBHB?98_Wn>v&*w zO6cESOmn(ly{SxJ#Ee;1#~ZyP?N}h&i}7t~#`dA}Akgq!#EipSoeIX)Is1&euQ}P^ zwFLg$c zFANIvYZ8#tTc8NZ{J2c!-k6N-Q=iuSwg*#X-PpHaO` zNE{Yb(IM`im=V?w+-<{wt4SfDH@m9$%&=N~FAw+*m|^wI>gq7EH;>QO+!1bfW&~o38xYsO+o!oKr&tGg2HhY{WJgXN6$J6xeJCu$5lcw{gxARxWZcIE)N7uvw?s=)%isxBg0HRt`_@xcTQVQpaQyGhR-wDlIgtmjuTv>BX;? z;?=_i6`k9Q%W-xR6R%RSKZiESRv+X>#lhgs9cV2o46kA2T`k%HfQEKdh>MX^|5CX5 z=P&jap;^5oI9{ftQ)ssfCjhVDD=a73o`9kEBk^aQ?&-1W-{M_K+5v!E&$^mZ|5CX5 z=P&jaAs1U}S#Z1~q;RL{&&T6y1K{R#5)IR+;!n;Am_Q5IDHt^>A-cKcdz>J_*VmM;zs`(*J&*a;WY3AVnA9N_+h(a zZ*XAs-r&IMy+KH|?EAQ(q==MW;@TQ`Qb!c_LL*E?^9{@Dz2L<6MAUWlv_FdXf$dNd z#GfRl7;FbDMR-;}b|~C6+vM+Y{6Xe1aVQDmPvYZHazN||&+5N9y~IW5?9%l|Va}h# z<4_XSpX7kJu!aDyaC`G|b~*7!nfE90IFv;7CpjQ4gfxs=3bLjbFY)+;EOjUe;7@Wq zaUVHo;E7=^Rwsy{A5`hmuj;7BC9h90CboKiG@-cZ-040PFEZm+$8w0A*pIpor3%gV+Yz<=U)QU-cwWlA6bldc zCkVNV({VQA$u{9WDGY!4g+ zctVI87VP-D42GYe4VNb|o8!&2<$y%-%dF-r&KJ5U+*#*eKQh*T$lqr&+3M_3+1dDt8SPP)fZGs!%E1rrpeSVL4B6;56{Fm$$D(Uh;z`&9)(< zQQf|2c~R!+r_#7sU@?156Ik3xv&a29>zEm^oaqMqzp}yA@BZze{BM@ zcW%uevpu@f2SD$Hw`v}PwV{+!#!r} zoWLy`kYhCHo*sQvJA7ok2Q(XSPWCP1p3Zes`;_RW-aO&od=qmD*5-9of*Z!u>O{e? z*~QkLsbx`**_tA~!M6GduE3rN@TkKmv%^Ag&qnn=W3NW_me?{b=2UEVeZL=9I}tg3vmnY_XKVxoEb5+*v8Z_&UF-FNbd&`>@#h zY~7r~XRB0!arJ7X=dX^(4}%iUMMY4IUwXw$%<~ks7dL}_V0Afvhqci$yoQqQ9FE03 zC2MbOTA%!i>wMO>VISt|tO0OFmt%DgCF*^~bxQ7ql}xiQvZ*yRS?t58{(8CigXbeb zRy>1J2Iu0j16V;5hSy#PlW&E6U^U%`i-2+4zcHuz|KP2By@69w*Z=?k07*qoM6N<$ Ef>R&lX;Dl*{^h7Kt}Q{z;hkMKuRMCk(FQb zI!NaC-rT$kaN^a>5-2Q_cb#&7P5iygrvl5Ba9=qY%Tdvd&!AKe3@H@q0+tATG2qK8 z36?Rp+*v5S;UB!~(P$<_Du4(Gd^tb*hMPZcLF!egKwY2%iR=h+03*7Hh@Go|$e<+t zIxiT3bL%{nRc8J%UFY$1f&vi?12BS;h3@Bo7R@eq0s&4uNmbk7FT&jUJ=|@KU?}U&j?b7=Q>{kMk%1qc6CG4dOUAX20;l53MM2I!w&={ zih4_Vc_;JDDtKc4Ebx9I07jtuvNKMZ1v|?+<^G=aA_P0IskM&!{Jc?=+XJ9V zZ}AkE%sXm=bTDa#&uZ6MmSwGc<*wG~6F^EUW##wErEY9&gvq-ERmS1xRhF#&iF!n- z+-FKH-R|F9C@7LxzOx;s?qS(7*P_pfVDlbAy#gX4U*S6a*UIB*ok4M;EJSxzNu;+- z)-}3m4bC^HR0;PHubV^=q2OdvhzyV~Lmyj^QE6m=;hhAQZ>zgct}~jZKI#pnQQ=#v z2EcdF`0}zA22j#TN|k~DXW2h=O+fyDFzATL2u6ZP-3n$+!fpH012J^t12@|gqC_Ey zbX#GVEpo+xRI__n7I7?55(nJ%HOwJ-5>8D@Vu0uam|#qNYJP?1QfbC2VV{)des>0^ ztK4k$0?Hlw>3V_AdP14%znFj4YoUJAJ)J@ZmG#?2a*%bh57H7<9( z(NqE$eF@Ox8TlSdFq==AS?c0O{GOS}8+J23GLt!8O8yW~?qJodYQC(?pS3zK;jFBd zSWxK-^8W^vuvvep@T=!^)>Ux=gOF@Tw56`fU#`Kytiy(^!HBPp6ELKwd#e5=Kxwo( zV;&Z}Y3pwQS^cQA8cq;UN?~*3FgE2Yg-XGb8+aW1npAMcuwV&{ssoWi7oo0~ZZnh3 z+BLC6%QFN>oUKzP{8B4QWLC`Pl)6UdmEkNfnl%zB2~a`gS@>FVO%IQqwKc}2M!Q^v zELD%#l5?67`#2c)*AB8nFuqQRuhHILr@P}$cP^G z=YpkwP(c0J5~#??u89a=RL0aPUs!<9VIU)@QpF)iPe4SB@A`9vP;HIAsfRLOLrt;J zrTVu!fgYA&|5(@mEtD+#utE>dpGKi3S?uXLi(;J)RSYUv1B5D+DDXU*chH%6x|)W6 z|F`nB#&AfwtKf;dF3n=U+C@RP(|xO&wEtZPicmCG?BO-%@RBpfQPECIlWh*b)(^^a zRX=-V@v(!U_Z&ODnr>sgR2777L1ZBHwxRjFf8D~MKMI1$h zWE898GH>fNcr>|%h1!u4i8qjhnakyC=Lnf@@4{#zsL>gad+zowj3SbJ6D8?xt~jZt z+|n6fr>lh6LYzT~`j>4qVT^zZU>Q-L@>Y^ci=ub$WVB9KEj4PsXc3lJ5jDp8dezD< zU8-gozcWo{FS84=^BxX4PNS%xuT&+Z`szD#ighXqBX>%rzv}UJK6cZ?{yk^o0-uRe zl>wl(R;=CD*0#zUEA?X+rMjHLmhhWSpJoanvBmbDa0zM%xyS7lI;Ajnu+h%`9sK#t zPN5S-oYR_68p*R&V(wWX0{jM5(v2;t(&IJByy9$4$>bvZnjl|z1GqIXY1_P&*?OX6 zd&|9BsJ3gE{CTqtKG}Q`GYVzwuvZ;B^$B%x{{Vza!CI3d4#%Ix5{1+$Sr0&mK}l?t zM=K{%2g@1JeKWsi*VxQb?e*$DEhu9&Je9<4^+9THz-Jy&=}ZxXMA|-Z-42U|^|lAC zVc0USv=j07I>v-6VY2@=ZL=E_9MB*ud}(HDz|8c8nYgmqA0OI$XpO1ipPg^I{X#ON?EzM-h8+F>9g>Cpi)F@oy1QFBkXnJJzA?1o;Vs@%CdxG;d`taf zb4{bf@HF+8qSROos#;?xSOZ6SU7BZxv4l2iys62AIeffFf#N|j42CH3pr}5G5@_Ab z{L&JmcTBsGOQhZ~`GkQWcS#zW?03Q)7~WOwAgnQZ!k zd-t<$m`)rO%E=CW7(%8?4qmb!RG^=>024@Piw#T#3{%iGr)au}=Ngo+{=#|(xv}n@ z(W7HHPprE51r!>lKp+xz>u;yTZL%#p#E7Se@g$iD%o z{99e|0R!kWgrNm|U@pHP@HId&Yeq8r%xljY4AltQWJL!v(57bu2 z(n(i|DtsEYv&ijWxx3xlwq}nK<1R@7Iy*3#+y+hn86fp9lKPiR1=TvwRT+&0p;r-W zBuL4XtL`U$1N6&}7uAM6HVY<&k7vpL8h_@(WZ z;NV-U`QAy3xlLkM9r`L!<(R_%tN?J%Z(W zxvGmVzne{x2a&-SY(*AMKGn?8}agw zBiT%*BCq}u_@z9Z(^mG7oo!UR@qM!k_*=S_-rm_>_UlLNr2r==r83D8)hg(PvgfGy z#!xDOB?CK6WkpZaJH!bf?crIk+tvO`D{^mZgGB_Z;wawVk_LHI)?O?J{o#hMGe!?* zp0=RU1&lsvEJ3g!H#mK;gY?mpN>#Z-BZlQm4=@ z4Vuq`=~l+K-QjfNM)Unz38aTZcuZb{>O6s>-hCTOsJU9J>Danx|5(${*!J#|aC3H^ zoWv8^Rz^6Q7P$s8x$YZamPyj-l1vQ94mH3VTx=QKmHTtNR1^w8O zPMzn0^eo}DslUUe8p~F~(h^F(b#D7Fp`wEcEaqfF+Bs-D1B$}cUoHVIZ9Be`N)7`1?UP15||{{{aIPh55-2~Sy_GgF3o+q8}RpOIXap{UPm zGtHyqAT5kOug$ap)F1PtLtS=Qe?Ogffh|smkaKV@3&!-g5Nh;>SWx|r!B<*;H{LxF z(Nvc8;`IH8%FF!s5hL8%TX{BQV3i6Z>QdEmGpkf`glB?pjv8W6seTnIQh3IYx-CqT z%D0x8>C27s2YIRTB{J@+(D_6D(82aqA>Y!&5JP{hAb=rtE!}fb5GZ}yE?w>FmJBW7 zs}u@^U3>d4qJ;M|QK`p!EjMdCwp%_6QKzBbrh>I;-nI4+6uZoQiU76#%sUF@AC6bmdJxh0itd5MRsZz=dkBaqke&f_46#JV^5RlKr_S>L>F8Jsr%m@4sf?nl zP2?@T75ko*=N+LbcQ!#2_d}kg)zl}RzC2P83YSQq0#E&c2z8QTTq1o?>Lo%iZrfRV z*Vu$2+rQSk<}iub!lvySu>~P=nr_R{^U~PB=#44Aw1KsEdyZq5!X|c^rJXgF5RCd) z9YiSfdIe9irhleH)#z10u)aI1_2fqOQ#FIEhKPJoD!9fVHfjY$^X6|00aAU_XAjZ5 z`P+iR8>wQl4{)lT=PZv+?J^4{>vD5hl=tt-*w}s=yES-&oWoRv$4I}vbiFspBiVzF zc*sRJ$Kg93kX3-wi7`0xH$$YtNQ9AyQKBwiI!uUb*CzU%Z3(WY>v+Z*xnyLNBmR&Gz9 z7{%-$TO`8KJ7bXUo?#l4b-mVY>B3pK`=;7hwWXogndp5cPW7Gjv^b8ts3qs=_$&;A z#am6KkNSSa_6eix_|>^4XtzYAVfMy-;kdLErGEy0&34U=zz6YMG13rExS zRA^%^q&6{_OK%I4ETXAH!nn+}8CcvI)Ue`nL zbo>2AHAXX){Zr{DKB%{xr1pEyy2kk=gc&58HyiNrz4b4W+WJK^a*kyTj!}&xX_jKG zKcufrj25|phw9k9ChN6 z!VaIk`GV$S3oZ4m?0S|qaIKW;+i&UCs8BJSTg`&C0e{mmzzMeD zWuiAgM|C=F@3u-C!Y|bsPAC%&^U&t_M+%8O?t>q*ApMv<#%ri^5&3X^_g19vjOX!C z0amFn!jSsJ{p@|l3B2%;t>izlzF+f?wd<;>%ql5$-!av2P$Ye~vr0w*J#@P!j9-&G zV+g4sZ7|{AIb23~k8TGz0VoXLYErci--3*4<-+@$DZ@9C^7scS4GKtS?uX)zUuy2{ z{CW57_Y22;^w97-J{BdL#R=|3mczygfYR4b4jQfxaoK_i+b-d%C!Dr!8oTOCzi#b- z>G^}Um&t|(2U?Lpmmr2zzAcdvh+~879QNG&h6q?9BPy~}m+<2at!qOCgG&WQfkH*Q z&jRvI!M^cl;|q01`SY_(K`G5dS_NNz0E!B9qP{Y>(4Lt%!8bSSNtL8yD(zf3mzCSA zBI!FmupK7mYmed@q&JF#>*4V9)Wj5FAR=G+kF1y9!|?QUr;UUOMSu5}Atq=iFsIG* zlY+6k=H{6~F*pOrbS@veX(O42&phV}XmIA`_n;H)7Gp#Attp5;l?erSfCAFd=6y*q z_$*5mN5%NBE3cV{R^x$M-WCtnq)N)m57dPU53R-nx3a}RR@3;U4poplfgiiQ94w9v zJv987hW-LpWasy5wf=qBXBH19fF*{_&G+=xLu*>x(2)*0Ac-N+*%zx_4<|tWGh>fl zJD~LGG?g3b2_u=VLlbyXjqO!28vF)>eEOkaDk^=j^3I!Tm+Z}RI>RaGJLOG<+&q8g zAt8yK)p$jmKoRx82hdlFynCCq3oX+9ybe)r73|;JdBEK5k!uy4fMN6PAXUmD7|%k5 zB&jri?E5)`yeZs?+}R;!_fKT_D;j4L@yCy07>*4+H2hj4?_SN(kS=oes!f6TF+(>@ zLl5G%=@z^X$D^0lYG?qdr&|>hCTguY8V_29LpX|xs&?<5Y_GzqkQhE*2s~aOnQ^JS z;{wgiNCw}tKXKqn?*8ZvmWgbuA}mE8xYX{g6xIYyo2bJ`#3&g^MVk|fPdy>< zPbi2E>r%IUQ#zqt7)ZguKq_PUT5FnS9oNVtZk zq(Bca5P>I>eGtPC$`jhfGgN9=M7@xItX+?V^3u;AFigJZ>q(X5^5e?r-!@e_Uwf2u zKAIF!FI;|H`Ban&MUnJf$5g{XC8_v;53R`>Cg1Zssq`?Dy~wZt;fC&uQ)JV1TBd+v zP+Ip$9%MUc0bJPXEcs0L^|9VO^SjddO!p`AUDAbrn9fJEChNj}cM-zCZP~?W-VhPR z0Pc0rf?B!oK4ujm2=DnOP%yMQE0cd}QUE^7QZ;}&w^AjOe`;#ImXoc3bp9Zv!CPP8 zJ>TRHQW{V&AR{s$ceSwMVOYSh3}A3@oM_ocE1#V96e!HLW^@oC!>|>GI6!U}Zkt;_ z^4gwkrePWyPKBzSj1t$DN6YI5bxBOx9cnRJoJ4s9T@jn^k5Cj1Uy0R4imPS}i>MCX zOD?%RZ02Fk`)IL#L&Mp>iu9;RK^u|5Jys$A1tQPmA29S^_cIM^t5xrt!9NEhR716o zc|+2{;a(;6@3(ilU$ha~{U20A%*pt@F7E%p#k1Ca==(>tM}d2lJX7fV zNA;xhX@D~Y=X^B1>e6~l>6$*N^f3I;P3Q|hnQW`6dGK3*s7c=pHO~}D6KDgxX{H_i zq`Cm4jqfz098@!pjah|_azNqAJu`Go&Gx%rK;k@eV3hL9sgf7grIJBizD6QOsUn4E$LoWA2I~|`*ovFdtO8a=)D3kH zUVl*zf2Pt^K*4pUmgGh?&QPi03m;kS!@@m-U4C2{T5(f*6ry#Yy>Sor0I8u~h%(t$ ztDpP}wuYu_TNFBHFi-1Zo+(}!+(cK0$QPre9m4Jz`=Nk5y=giRuN!yShVb8T4-|%P z2r~LCOLc^Z*1FtEb^IbxG>Dc3oV9@nYU<_O<5%?9%FqqO;*e;OVk`S-960@mDLP}B zlzA`bBdR{y>M?DXl#P5Jjfq*&6e6Faac$|3Igf5JYJH^MXO^Ds8`wu@h7CKYW7*Zi{WAq06pE)mpAZUX{T>Uk5Xi>AL0a2na zml=(fDzy=c&T45@q}~&xBO-znMEkgXIBnZ{oHqJ8So7v@OaG%`0@WG@`Nk5$`7vyj z*X=^aVC`bMFFRUwmmNxH_FGzx6crR8|gt^ldgR;Tbrm8aG9D{=4zxC7($|>}RT2LTFeK1wZPM$Rjg2)_M07;xMG0Lyw0u*b0Q!o^ zw0h#JOHR9ks*CO3%vET3UmNp!R+lgAyCNGIy3S~oFq1O>X^Lt+cJ=Y@L!kedSE4RE zMzN{v_W*wz_WOELmB_16)5|ZU?#=-6YSiqQ>UnSuaC0MnGugAuCK~FWlHraqwjG*} zSwF>pDP-)f2-tT?yz3@@KWO0hdR9;Vg&S@06y>TLAVLViw^`R_`k`QE{!tp{iURM~ z2~$a?o$jjd*YtyRZKfXpp4;g6XVos$%IR*c4DSi&JphApx?5|tl6UteiN`WzZ;a%h z2pc+MZ5`M3?__(i?}|h*bmwd!F^~z`HCwl#i+0J4$DI$0H5wXHsuxX5eK$3yzc)Bv zR7(A3#fFAvcVukWU)@*nyljP!g`Z9IR%qyQJl(>S&b3Q71GF_&24BTYN0K-dtFFSE@scs2$!9m`qgzXGc& z|JZp7a!cgw*O)@bH&bU z;*EOCmq!#r`IGAp$Dt?n7FcE8rbP-NE3eqFy297caY=>(rB?I85(9U|XO*P!VHU?iq$KxZo9%nN7r{-Hz5Z5C5vm{x@Vk^8g z1^FyX)$>~8LPUf@NqUG#4{Qq!*A(O7w4L!AW^4%VF)h-)&M)B+g{aOGxuW(-VXt1| zGW(V6AN|)xx7#gPr3kK5s~k#5Po+STu7BLpLr*qV1T-?Op@3@rK4GK+vWeDl^Hs<@RrU=+0`-wny`i zIgf6>q1p~+p<|^@WAhEYRQMb#ZQ!nNIBaR?x{j5`f(C9ATfbI0VJx#XY`&odlfsAV zSm{$6%WU(Ctj6XW`r-alMA=U}z;SyyGz1Ub2-%i6pI##7&VpOH?Y0Lsbfr4P9kHMBZ zGMmZz4cMXNT>GxrBbcI}iPZalDh1^iajcYFWBgi+l8EG$vZKiD1%fGh+V2+c1dKOl zWlBhLs3&DQuLA&f#If&^*sny4SzxbM+qk#&$8bhJrlB)AqnMAxr7_n;?vN170>*u1 zSpl9Rc;dyOHPxf&p|xxRKW5b(Yv|TxkXyu9L$7yLi!H#n>I(QSVjdcN4OPf)WXoH@ z*wD?vE@aDF!B|6MVf?-!{LJm;kn!^xswnKT9vg>`qUP>uu?76Rp?m1~i46^mnsqSP zpyQ@^;WwfvneVUd&wQ#6@cz1GH{9F7$=4lnSIht7lou3=v+m+tdx(?fC7jzQGj08z z8_dnIr#MLfy>S^zA~@-O<0SXR=j;6^Imto+f#yM;ynjtys~NNp@>u$7b7J`e6!-4~ zehdrvV-TcG>)nqjVytWP;59P`grGTkG5+W2$B~?S1U*Mfc3k1d)O~+u($W18An}-R z9-f?R7u7C6_6DO#!i3Df%~kn`xv)7SaUCJ(|4+C-J`6Io1&y z!q^;L8gsK9=jcwLIU@mCAu!I0*^byG^s2i7U$95)2uBISq2b#yQlkI>5<^KuK~y(~ zXM_B+q1A?dnjV+Z{f5t<5t_2%{dvS5VqC84xTQQ?H@kXb;nO6Y|6H3Ivru=nikjzvTPm55xlRH&cqW zIn;N^8AhULdtlBLjb>JTm9sZsG}Cv}WEii&bot-IRD&A;_ejDPF$hSYR%3AAMD?1gKF8_$x_+|Inq(W5Dc>>a1ayiOcS9W#& z+y+R!(7WgTet7j)PoKp5Defx@CaFZ&uo`VMH}-JpMtHZH?O`$#Oqs_EtbF4y<>BY4 zl`nt5=-R$R(d6-BP;MP5x>;z7{{3r<*UxNud%bn_!Kgj-9z1lOvbEDuLu%)hesY-Y z_usus;g?vi?OajI;!iQ5cYk-ODf<3;52?p(wd|*2#_6R?3eJYU2M;Egr)U5E!3!`L zb2~S0lNOz6mH)&|{1XLd&&-D&B&3+=&uKoQhd^P6Bx?Dt1>$RQCWT&0S&iY+r;&#?j2)ar&zqG9*LW&lf zaQY!|J|y{J<(uk7NPW<|PrYz?c|+&PEK=!zp3-Rz&wys;cD^esf8Pa=H_zwkAi(YM ztlu>*X1$okRGC3nx#pL)bws=BTBmmS;0tV0wa@8dQg2;lPtyQ>`WIZ<7n$10IoeV| z4a)X&GUHs3a=jCt8%@YFeZ$fD-DsjluU$u359tT@a@447CWr8ta0_^Iu1mRzy-Qh6 z>Y%aU*22Bh<=(p*Xypd!lv|VOLhPr<3nBIL)mYymAhOeog3)W2T$A@!lf;M7Bzq&y zsyk@5A>Ac=W4*S4^i{V3s$i16nZeiyCePh|U~!Qu{tWRhr`w(HQ>_ZrufCOc$aP^)47)XK#$=``W8_loXvpwM*i0 z;nmz=iV8|p@1E3)B;N$(T#&NIv^_`R?sD=2?(da8Buo^&dourwCb^VzIjUtsl41IP zemVtwI`^(jCvnlelvS`(XD_F(Qn{r$ce=a_Ty|AaZcVJ|Lh3C@W?I=I)-^=nP;sLa zT_dY35d}5gr z7w>W0N&Xt&Tp9a6f?}Y1@p5X1geu_85up)_Ro8VJwl-5FXwNM(9FUcg4*-(*0Q@p` zUk&C|&d%Ry43k%vVXGAAifyL0U^T~We#C&Hp4+e}xLoJ%RgeR+3J*~2=2TD84|pcwO6{c&!bo#;PHq86Uf#)_XfS^vk z-s>>=R_P~h8*bE~;9x-lj~BrX$g1WWkm@%3soJ?u#_q4dB>b;*ejb1}8Si&D{!u_6 zBgYk+r(sCW36kWb_5}G329qj<^n=%@uCyPbr06-e(0h1o3)9OgGaN$l%I`MJ{V5QW z1oiU0QIf>xDVMhV`(C;3&L;B9eegVg?!N2y}`ORbzy~-H^xI?MLwfL{P zus17j?;C)MwaZHE#T?Zn-RQiV6CTVBSmnKPpM0s|`}G#AX3NZL4~TZ;GNZ{h7mdBx zM}g%wQ&C+#+w)j8dpQ;+&UbJ9xR1I}vJ`{l#R7Z0?>@IvcW0j8$zqfHtDBME zJL8=2U~Y6U_m%hL{Y3Bn>JOm48~r{RU*xhaV?Xv$0Mt@PQxi>EYHN*hEc z`hnEnw^bMBue_dyG`=hEX0bo#Q4awEq#tavFo}Jns88D9H(J;XR&)a9-sJG-cRh{u z?or`yXpB23Ta;}-DJu4V8>6Im@SQ`>d8cFdCWk-&#n?lr8yaKT2$OBUC^}|G6d5_E z{GoXlBOE7SK8I@aZcjLHZ*sUU$K1Fi*0jqpH~;kI3orFlAzsLm@wg&;LD9fna(Sic z3{3k&^DbgIPQW~uUuW}fPdISjxh}`@j;AsAA)x%}%NK6y=|bF!@P3`b#BsM2YhHK3 zE;(P?5SrdzIFEt}$zkHd4GV%34a5sml5iu1IElRc?kC-lA#OC0juV&Uf7I-U+^hXA zAioPY+kgC*lgRm`7qVnLu1Fjy8lG{TxAOj^(~Cc@NQ_q96;2?Lt-SjTE05oUU<~Hy zS|^a%EALOG_3q|qG(v%mo2%>{wolQhg#xi!d4uE;Ml(cPjpp6ujQrs-DyJT{x9V<4 zPB#&VV(Qm0rMb~=twwj4Os0H(cCBW6n8@VLaHHh9_De2|rsj@QFQc-3di4@F+NQQv za=zrH_E+Jnad!#R`5la&`k8i)X7cXbt)y2GJ4o*tRzCA@;}qSnoNm$G->}7Yo^nMB zW-gs-COuE))owO-Hfprf4+xJJRvy)P%3ht08ts~U*0A!q4dL@t?k)x8RMM-64$}MdcmYPUwy9Njk3{EQwA)N7J#6_Y zIs`aNwTIwD$u+?|J^SZ#j(?hKl5VxqVJk+Y7*u|rQDFbUNN?9{d)D6fc$Pf$|OE?NL;s)Zbh6Rz2^+dxne{V-Px3k zfTFQL=jm#;aZ*?e%DLjYyzaKAWDu6*@EDU@oKb(>AP`p*OJ9<%yNEjN6Bo8E@x9X zBby6-<&Ip@7vt4vrthYt0?QV=DGk78KDz}3Qgn_@AzrXl=bdY2=w+KSQ!EWXoo6@3 zYp|jX;Xdu_*+{NwoLQF*EcG7pKe=hn(tZ>YGv~W{rGX+tLBG^1NbK z!&hT!7LPf@0DN9G0^aQ(rX}^F=Ghe5^C$6s>KY~9J7$JB*{1!s5AID!Ci=Oe-G6tN z_LqE`-?_yS%mIm_;(E;Rbl08|Sh#A8&33;t47*&%tA_90{&HJ^6pblnP*e-)d-pco zJ5RYHo)TC{q{ke}i}ndR_AT41hVNZ`dtnjw@BU~IY>ydr`Laj@^y$Opr)IO-O@CU? z8HNMbt46@P{lj6*QG3<(bk~j&xZ40#Fvpf%&p(ES&#Q*_F22362muszpW@c285G@! z$Bg}@=rpgZ!n^Q~2i7o$JVfl%KDtMvY=_t; zBw}>ia3%P3FAJ>e-KYJXexb1M6b(%uH{GG{w|h@f#+9h+UG6#r90EoCO4J`tP7Z^j z9vo*gTE9d3VV-B11I1zSx)&dM@x2746kS)-`b9bY(wBVl;0byVbJPj+>pk`0`JVxX z7uPq=VSOV-;N7%6lIt!nQQuz~d^jA|s(ZwdqKAhgMGp-jIivUrTH;%?9U&~QyFGT| z&^eb)#mFCD7ph6w4Q%KPoOkH#FwRrk;^lcHgQWgihkESRI#bLAV$ zu(nf~BO*W`MXizuhzx#?-SXjJrmvK}kIwK@F;km%B;20j$m<>&jubsK1gyHp$Ps&u zDT+$q;}Ls<8M>F_^xRt<_t8Vck)nr&BSjAlM~WUA0y(4Jj1V73>;X;yV=(dK1VOF( zXj|1eVr~4!x=s~sFC(NL8!b{V^%kiYPtb6hxPCm&+I_(ZPdq@WT~kUu_RBZ$!VSET zMJZ5;EELoCyRPREVR1q?1%L@8{cmpc4*PKfr08wCVn?iq-(=d>DYg51fYc+orT|%B zbU%dB;~CIR9#`Fc!7oLL+5#Je=l1(v2cG&-_@!X5$m-;Hn%N`#f6MQRHR400001 zbW%=J06^y0W&i*Igh@m}RCt{2Q@u{ZFcALI{5eU}WMC*P?IUzV1w5JKy<>&jt#NGbBi{2{`A7 zXil=N|hJ@}H2CV*{%yg-qkb*+InWFcF(F7AVQB8bZrQ6B+v% zp%Y-RIh~nEzeT7XwXO@jMmcdyMqE=08MecyleTBlVe=K#wpamU2wXicRbh7#gT2bD zn1YQH=>cwL;w6+(4!^0Vh2|MUoZ<-wK%FB)gFHRzR1X@@GvqrcwAlJc`OOZ;_3a%s zlDc~wRxZP`40*3$N6LReV|$Mt(mwg_QBUy6igqhB-@%G>jL=|0h(uK!0F@~`Nt&Fg z{`ejinrBSJ42Pl*Jcy)CvlGG)Be~UH||9 literal 0 HcmV?d00001 diff --git a/img84.png b/img84.png new file mode 100644 index 0000000000000000000000000000000000000000..c6f7bfad45de23b0d10d4bd9449ea11702f648aa GIT binary patch literal 382 zcmV-^0fGLBP)RHR400001 zbW%=J06^y0W&i*H{7FPXRCt_YV1NP+Am(I10u2n9fD?)}u*l&C3J+k6Vv_V>0|D#| z0SpWe82JDHXJEeYfs29vH&9dzEXU3SluO{J*bdUc0~mviftO(cQrK|&d>lZ954af^_yr(}`3n*lE^r4R%w%jpoagudZ3MA> zFr`5rTgkv652X74e@2ox=kdOQfdQCqm_IUTECdQLUqF&&=1KtanSm;}7BF^zM7RSC zfC2j-2>t+hwhX*R3|v5lz5&B-kTlmX0VM6q7t0000mP)t-sv$M0P zsHmKroRE-^goK26czA4VY+ztuR8&+*NJu<9JTNdYBqSsl7#Iu;3;+NC>RHR400001 zbW%=J06^y0W&i*ILP7s`xT2u)5mHe{ibQQu zQK6)xf*ipGqV^3)Lm$!5!Aew!BFwC9OoWj@sq#j%9zVYw@60R|cv;ho9;vL?LHeDX zmrrBNz(4q9=MQvX%0PmaU5jXEyt0VZNJicXK^7OOjapZhHVH$^rI}hn9)zrkx3YN9 z$JzZf|3g)NXX!_3_~dC$>MJ?0Mo6;Oa*~=-EXi2aREq2sjS;HbR$~I=Vat9hA@xn{ z7;1z%6YjUk{e+jp)nn~AbApL;`>f$jc38>`y^)($ZaZ*EgeT36V(n|G(mPZ+%-~IE zcSX4QfYU~mn_4aBXiln8$sch{<#a8@8Dn^oI8se#v&r0t_hIEMguJ6KG;KZ8tf^#Q uFU7G9qoa|uAZ}6>v%UCwpZ>k4dyP+z>{pn=Lq3!M0000RHR400001 zbW%=J06^y0W&i*I5J^NqRCt`tkvmSqKoEvM6UXZfCdmaNrKj-`Qbg1~LaNk}kf>Lw zD8mJakKh7P`v^HgL_ug#*N-ob92vVPO z!HB*pvA@dxj5jEz@eQV0_|gFf=~Hm!y@J|U_F;w~h9S704EP307$d(ZNvK^d&1V|2 z6nlhAH>;##tcFAqAswPZIv-09t%LJ w(o1xm*WSz~Q<3u%@o@Qd_Yw2!Rs1bJ0B*80D=BiR#sB~S07*qoM6N<$f|`k>F8}}l literal 0 HcmV?d00001 diff --git a/img842.png b/img842.png new file mode 100644 index 0000000000000000000000000000000000000000..c3e65e9909790791fa546eda783348ad5b808e95 GIT binary patch literal 468 zcmV;_0W1EAP)RHR400001 zbW%=J06^y0W&i*IQb|NXRCt{2Q#($>KoEUv8^?}6n~FA^0C50{8~}+F6i77gDDe?o zkrLm4NL;`TE%*p&>0BV7bb$n&nVGc%$WDPGBnqBZPj7c;W@mP10fVU4D6j!Lcpz5E zZuGh4BL{LH6;Ip)=z5d)Fk(Kgh?Gn;j~Cr;T*X*gqAeNa&ms?Dg&E+1*agD%@`%?k zVb+#tv)2@3DooeR&zNt2{x(o=P!$j`t5^8#Glh;MJ7xAlIGwqTYqB_IwktH#HqRe3v@b2 z4~ZASck39arLo0zica4M_dm;+y6jAp%GlEA_sJ!Fzuw1mDG}U?JdwCYKe7(EUE9}{ zZnjgE!>TZPg2|%Q=QsuShf7VRfSz6q83z>0&ieW;8I1jpFZciu=0wVxB>GqY0000< KMNUMnLSTYNC&wuO literal 0 HcmV?d00001 diff --git a/img843.png b/img843.png new file mode 100644 index 0000000000000000000000000000000000000000..290763c85332c176bc07d55e78452e1a1dd10118 GIT binary patch literal 356 zcmV-q0h|7bP)RHR400001 zbW%=J06^y0W&i*H;z>k7RCt`#kv$HAKoEr=3yI4=tv9jc2=q1_z`_$4PGI%`CSHNY zo*T#!w$a*BJ9n0!g^1CZQ22$+JYaVBJphQj#m( z6pVv?T>eU`k4^h~PFv;N40zb%oOqA{LR3GT@CBBHb*I`AP(Z3JN0m9$)tC%mOfq^s zh@U~)4`f`D;~GJY98`;W?9Tw-QdloticXJde!ibLWv9oio3^t}MRvSHlNnn?& zZ|n%tiz{#d+)6iXPZfz?N8{zbn#am$yO>V-pF9CKWh&v2I^FsJ0000zGiSnt z2`w!x6%`dZIXMXl2_YdN9v&VxHZ}$Z1}Z8l5)u+TJUl>6uOd&+15%77L4Lsu4$p3+ z0Xf~CE{-7;bCQAD9{fGfz|iAx=A=Pmewo|&k&&67o0)&Y;WGyE8FtbU`AjEj_WkE!R0y>Z=a|_nUSRPagJow;)PkeYqt02H!B0|-zN(88+>IRjFr0P}$ z5w1x@R)N^47BBJOi3bm_-gSR*#eVP3ezGhJ*0&g9FUbLe=`XKs|+Ji3I=Jh`jYei3s4go=TM=i=xEXs`;-bF=GwBr5?|7|Z0 za8>eO{7L};s-8+E`amE2jdL>z51mDQjX+poBe=o#bo+K=@{8bOVtk;xbq0^gixOAH zgpF1M{R#amY2dz>Z3X$!ivDNSCt9?-0Q#7K{%6$(7VeU?KVN>eipLBVxddz-ix~n* zWfnz&d|-kw^1bm71K-OVjf^oqR`7xU09;(eE5--L2Wlln`^u1_>;(oP;ANf`45?Va z%QSgKw-*4^eS+)<&b#8uD{3s>vAJgQ3O}tVchiQ8XkTu3_tQk2Vaayl zw$hZ7l;Nlq05FZY!)#Gj*p@_u7Z3mmK$mPiE!%8$eGSrz;sBDE=h(*{@5q$Hen9Y$~3c%@!npJ)<|<-_lmjYonV6fMv$P zV32s!F}b}2tsx%+ZVs)L)g;>utA7DTKNa0}Um9|DMSZOzs#c*$kyc5Hax3gQ{sO?} zyo>S3_`ftZCZ%JwL)jt5;HLlLDIb=v7)Uha!^&f&8{{h-GpAjan!W5@}p~IW4 zT8hI0l$Nz)CM8(mcuaHUFF!PT1!@1EVQ)Nh-;j0&C2G#zI;}oYc5r zO-xAp1EK+gh(PsNCD|u&)M!irp!^7+x{j^k>L2JM{>bzB{a5(S4{Wt!v-M1{%LKt_ zXoqG0T7mTDpOn1wKt!9J8MR`->_5gcdKnzCE$upk`+i4}#4iiQ_CDXD0$;0Nn}v+v zrs%UVR)3&(Ny$-O$js8H6$1pCtfv6bxB$=vpcrql>Jnv`aLcTuQ%f@cF?GZEQ%kc2 zhhUAjCUJ`};L!TE8wmdbmN{#?f$-nfl`)a-)H05~~1B?4?Vt|9H+Ab&A-cx>!$3Foa?7 z9px@#fDqRz83q5j^$n{$ilnV+m8z}B-{+szM(@4*bgdQi^QA6&)b#H66697RjpMep-RL`FBXssyS}SOuUPE^I|d6sV@wSksuD+7f|4{Q==y z1ytjD-<;SDLPv3HHm|9yaX&YBohvDfnS}U4D4Yx6X+fKKBo=-tTG%}>Y9+zO22r3@ z>Q;N4TsDENYqbKsj8@APu#Tg&Ikf~sG^E909#Ipm;D6e)8kosGuSsm0N%)+zQdZxK zZfgpFCbq$V)JRl-wFVpS`w~(yM)PTy$Q|8&LfjsYraF67*9-uo>7@5gjMy4m0@x@O z@DZtrRl?{4dC@_Nn9m5VlBHY))5!T{I1ZrK%flWoDG1rewur=ZEJj2|FM02zq zb<#R@qz@NT%4U)e^W$~ho({YV=c^MXbX)CX~5 zK&qXEm+GXHRc6G`X7?|Bwnt?JOicAh%ohN9%??%ou#h8^oYaLPq>`*#aux)DSYrqV z@JbQb&rvC2;A^`6s1Vb~^+yE&q4o+I&SWqRdsmm#Q0~GP;fz+b-67U(#rPA(5&no| zKuH7#rNkoC@8!F*iP$OS=tn?%oU-_d45#X1J0vIs;DsEEW7*)3lR7r+iAq3bcJz4I zrGX0&;gV+A72vHBsJkG!|Wf-0eF{wSBH0M=Lo`WCfiwF9hWK)BRt ztT>bvreO~s(+&+El=B&XUnHpul@)OJ>3Z0!FOqj@+j<{^fesjB;0}rEq~U!IpyA%M zr(qQ8QHYEfeeg)AFPJ!@=AX$hQ$~%KRTV3tuag&lbbDBe1S8--E>C6)Kc^8&(5%D# zb$WFYEFqh4+HQQIG5Ru{>VzU@*fr1Q3tk&zOs41nSl^X^dy-)K z#y4L8pufBipSO}NB1e1!*G>jx-_7`Vm+oc-~0>4%64-9FhQO0{78=kAj)jdg4X+_&i5PJ{Ur#uZ~L=3 zx}3V$_BRE8jdXN$d#(1T&p18Jtivrh%k7C0AAizmsB{q|Jd;w3`mp>~k|3y3u|mk$ zVeaop*aBAbW#W?;4X#a}Uid|q*(Gev*Ct5Z1~5Dx8}u==-J7AH>I?WCXV8j*@~dMQcM8m zV3B1jzJ%X?m?2PKtJN6*ejd1U~&20)-S zrobaWk6=6+<+XbHZK6uKcWk@s6`fe?nr0g*8=)e`03ZQhKpRB&1OnY#4}60VM@~6! ziXpUO%Qq2E`G6hG8lw&4bGx8Y*6TFGlGIm83klmaq6!eGzB}o_&gL84Ky5KF$Jy$H z@KK?UifNPsK9*;z69R8-fC_<=Qa41`b)xq38G$f-TX6*#Rk@87n1^pw0+ksAtgu5- znskcgm`l4ZIh88Chl5bu*p8NLR%0PLI4sp4>t^uHXJu(^r-uUc7q(dniOtaD! zMR~RpYzu?4h_o@tSaUW1M5wKUQr=Nk3&bfcUbUSakUA!RM4VRZHH`%~PnjCknc8B) z2k4`MjtqT6$H)9^rN6=VMUHwTqP@FPH-vJXP*(W5P8hyjF@RAO#H$m=>g|e#q{VM@ zgs!nyWP2Xi!epJzZjcCdvyY9tGs3u=FJy;GHr60_rHtW=&HC+OHNvw+rGh_OZ5zK@314G*zs;QLD19lny3l!}&UM_}UV(vv7LxhmAop ztI#|VpgA;ekgM%HnzO{U*ZXmw&?qJ4iB1NiXXMTt6gH0^+hff1P^Y)>4es!CWyX?RuU0?5%7b~LrPV!ILb$`<$~j^x&>6H z>rIvmyj(?~aTFXz*ZVK?$Zuow&fyB$x36mK0_lFtVaTY2P)TU6Nkl7GLc_(5Wa{c^r;G&)>Fb#e32jOJ25mM3>O$>z^`!6(pot|b8CDSh zmUlAuT2JrjXl~XOK50FTuLGY+cOl1-RIpsXqjG&V>;aAS0>hKl1BSS^Gpl-ykJ9&B zvy&^Unh<&vL;%oyE4D&%&HNAuWiZu`^1N+rZJFwUoXqUJNVZqXx_r9A%a(bf9Kkzt zOQ=NHVc=skzHQ!MruE%_{yG70|zH?vryg`%T zdu>FIH|K6&m+)J?8x*`V-W`+CMW{UYJUay5<&hR3lEbB$9}qHbQ(Hc5`-U4B`y0I# z%EwfPi8t41&fX=taid;0WSg_~PGAy>VeXh_lf77NdA4Yn6x=VE82lr5>-^PSv#z8J zV#ex@0lW2}jWJ&8=O_VM+vo~ITLJE$0Uj*SxOu6cV{4;D3W&fwyHXFv0L(eIma6Y% zhW@Jp@DBiKjoKQ!%+?$S8M}E0*`wTTX3K$;1CEM-op6*uMza-K0mjuFIm%}XyOTyl z5*!Y#c4a+?2yYmW3}C&G=*4v=6C|7K?RB$?@!p@)EJbDF1yJTpcRk#a9s8&1ul$yA7%*|Gqev!Nm{ebMLc6a)khgbw6RBIFfDxg?=Pb76c(5F zJR9(d;MBl;gqPJB1E4O{`3Ns7U@ncmP=&c}Os`M?=4;|f14KllFH}M5#>Q!vPt{rq zi_2aP%9M0MVLqffs-P;`3fe=giO&{P#mlU|;K3(|0WCw#q>F~`T+_l01Hj-DG`Uvl zAkaqz03^9w#Vw_uzav5COCxHwWoS*lcpO&u9cPMil`hF(^q1wa+QLVrzbtQ)Wl+@h zBIKD6BWn$d=6be_A64)3n+=g_42&HBSh9i^^Yyl!U(ofoS`P~z2-9V#HlFX59x%dl z12=$z@W(Mi{37jiPo5!j0p*GnYKo!hh=C%sGV zLJDRvea_g@DjfAB8RzD@tV7C|6-IXrup~D_c1Z7fnv+OEB(INWUZ;d9Bbs{P@8lA}{bhf&N>Lk$7@U&>JZu>u5#=(TKEntUVk*XH~gxdOR{J1L}c@?FU6eVMzDR?vm zt3A8}#E|61@>Pe#474B)$bmX5%R zP(W7xQQg}cLhD2C(H;2)-wFexD$`|4TgBECspUD=>#AI>0r=Eh;9Cs&TVZ2IibXE% z`r&Cr=AyxbtWcjEIer1KtbFL$nhuQH!B%>ZsAQ(LS|bFmHE( zIgK`;FEgNs`(O@L3op`D)in2j?aPPLu-)kTYFH@6Cr{*iY#ejTa9Ay01kgGvPc;p7IXR2YDeB- zF%Za664rNpr9QQN3d0O`O-xJ^<(dh#`)iT4FE-)w;r1v*AV+loyqY?{&Q%2Z=qYG7 z0E{NrN?q_}K333B5`@pL_lD?t6a@;BSTZV{;qu2?A)}tqJioO*8qRPGgMGz|7xt5q zQeEEwz<1f$=h=PN?~poaDbGQKB6ii?{*MdWRLA|SO~W#LkeMbWTih+zsMh<`Y6DmLQRBW)1(S~V!MX2G< zYm-uYc=xeMU1$=-X_IPpY|=MbFh7x!<~hGx_!3I5j@KrI)s;*h0ses)UFG9#HfhzC0Jy!EluNnC zA8r4ru>za>$ccNy->WZ7y4?wy)PO{guu6ZI^fBPbWYo@j!|@Dykr%cp;FmA#{4`h` zuw8%vMqA-k4*;9S{rNNSaSaT6K>d;QOPg!$KsytqcpE=`Ezs0+K6HT*QClLFpmw`h zQCkA~?Y2s2XPwGC8W;?WffMi(Bp9jTpP8SonI}CkFHl7l3`V5}0L%+S%@|}`fw}x- z01vFTCJNQgnZ}SyKx?89V@#d?Q;AAIc`uokjWlO3%cqLk67FU0ug3&>0^ZP+(X0ai z8dO#82^jWXs=yj+0R1(T>Uxfss{UAn_j^{V-cf>5;jVQ?sc0l$E>9Q;xWeZD@3y{lb7NiVI9=cv=tQslzyvThN7MrYD;t0ZtME+-c;c{>reA% zVAwma$~?L%fq?Ru0G4Fjiz2*>VhX6ruS(Pyg@eRX(=2>}^Mhy~YpG6y1sXR5Je}54 zs=@K-<26lnLKRgkfGNOyirP;)r5_KS7We_)G##mmS{)!s!Xl;A#HM`m4UUlmMDl3u z4n>*5cO##?h33Z`^&cQmoW84~vuRb|da<}fK{kUuAX2{1ohF{QHIUlEhgaLk2ceQ6 zRY_u_Q*VOnV=|AYu|Lj)ZM<8TO21(tFIgOY8$Z>hYFb)ZPS9VL1sx<2KiTN?*iJKt zZyvBrF9(A=4@ChnoH>OKb!gi?Y(9tws{r^S#gNUeJbHP>-s^Te^I#!TljC9Y-~eQ3 z02aKCvaLhd{4O65)J@+lpA`G|AWp&Z%C9H*r2rAKLXB84+LnL(}k%X2^fJCD{ zB-%1%Z!FmKOuBu0x|_A@ck{RMJ4Vy`BP6+TBgu{Bt92LC9wy8c@LZlN{IX(Vpd;6t zgDSra0v{4aUQY_UK3-#DjOp&|Y%X=CPYVpH{4#iy>rD`9_Z0v*ryAC!J$SyBq1dw4 zonc)?EjYEYQ1B;(z2D7@64g3z3mI#mwg%2BV7}E%Q!`$oE`4V_VO{|bxBzumsFH*> zX#TFy+PevXy*q0SY)5Z<5o-q4rnPKXudA+S{ zX>YXCNo0h`1(MRqbZ**Ai;g5xo=n^fF~JA+Fv$SpTndjMFEx@lE43saQ9{-nRL9eIDlU;sg0PwV+^ z7f@-dE$v?m*p~#{;^AwXvLnIYPUo7$2*YBGhzL@(KEjoU6V2!6!}~T`+}oy_mta$A zWFmG7E9rBavLnH*kE<;Jg9REl06-r~kEyJj-?bG6X<=!=>cgwl0e~q(kCl3fvfz0D zz}ftHm|~3uJ5oB^&Pu}J=BE}jboWL8wa*6tAAE-~v@IkOfUn*wRrUML?)H6)E)hAO z*Kjs@-nN=AAW4588&pyW+jZtRaP!kW0aA5cD}z9M^-ygBt@2poCG^)HGMe>EqeaV9 zUE`i`54 z1&f-o?z=ms%0?&Y(;fm^d*c{jUMzO?_H96D0~q$&AMY~RgvD-P(+iq%4Tc5IzJU4z zkQKDWw9)MyT9k`1?CJA%MkpIU$vlPK0%x2*WiWwx;kMEJCfMlI!42NQdZsHQJuu;g z&}R^#2{h~09eYN4dwin6Ums`EbD7=UK_go!KVu!VCftYrxCiW1333+M-nS~dsbjD{ z?qqG|-DDj;1ep9J(6iaY+MHwmgWbY634m~2(|$2SWNbqb!QdyM^byu#A5tn?8;S_= z?N2$A=NTc1oo)}5Qe|TfU^uR{6X)AYgk<)o%$+$~vi?HTab=85_W>oe(`Bt9m|-q$ zjw@Wx(2kMVp2^wH8$_sy!b9!|TiAUwWvQy}uVOl`v_a4N*au`w)w;virQn|#=|bud zjCXO~{cBW&E!XdUjWXpUpNvF`f<7pb{kVV2L~RU+2F~kq^V!{ODb9El5z=WyfZFY9 zT~MM?A9|?mFR1pUIA7p<08sGAw+#T$u1h50%w#iWpf{Op;m0ac*Vz0g6NucOJgQy-Km}l|v`y9Xv!?|BFi{yN4B!(L$A)JBxT77!;7Zuh1@~v_wNk(80gXnlz8IPThey-u{mJ)RvttI5UiIpW;dENPe^8+Bqirka zciV0$_9_4w8^VNiN`_sIe0!%;ihdaT-svd0Urz*WpzTw8+YvWSf0e8!$F!l5tRC64y81XyGwp+~D9a{$RNZs!+yP3=e1U_%o7XUCCQXTg)HST+O z&~G3RKejQ(Ej71|dMO(3w*Al@5Nhw^oq(T&yO!fDQ61ytILxj>wv*A<^N){GapV(& zB7gqwSB|rF6cy{^wquit2n-Cch+MfeS!(ag^+G+9Y~qOR2b;x$hae)g+Z8?Nz`phK zR3YqlO{~#Z>QmdcKn)cpoPdc*^F`EyvH9Sbq?C|O9RROb>06xt=txM}NY0!Nb`)fp5%W7=8gBlDk35N=l?4iL#vRE0EHYVUexG<$(BS1@zv zq&e%AV{3>pHx3X0l_cX#7g&w-7#)LwFj$ANx4>8+iD*{|=spohmFeVoFl_3CGB*wo z6VRHRTY)pa*HfUyJuR4rH&};Mt!rK$HJ(%fUp-UE)xNCGVI6Qc@|*zfqP#Azfv1J6 z*WeK|JvC-iuIYCUhLF&zKWc$92JbLkyJZI5zytGi2XA+Pn4eK?0lfeK9xzEnK~$Vt zw|2-JEQy$fi+#3IQfDa%z}Gw0<99GWbWCGV|6KQIky+nIb@kXo2W)IxSo#*(74!@( z`f7T1l@O*%pQV~In)QCQ+IA@qQYU`3|+f@SlU-E*3$Ggz6&lzYdNhQ+W&lxDycce^FX#6Mk{Sg)Z z{cf92@_%+0`@gc#q=NQsY*Vgp|D(g4AMa{kzOPhIjY|8Bhv9}KGXTt=1z&6zhy7)F z++UW*cG_t39hfI1S)&oB6Md4iow@|cai@hCJHeV z+tmS09Z5-<$}qlBaKCf-=)9u@rNW>|eYv>B+Ge7%n)dAu44`Xw4Psk&eA7!yCsa{( zgbM0+LmHq4>aN;^_69_l^k{(d*0Zc{@zzaLlP)#%q*r>5g?E`ilO7E~ppBtb^{pHX zDNT+u>w5nBc=}CcElHTYHQGD2AVyjrk!8FdkFF4F@ybsf3%-;VGLCEHvW-TS=l=Hu z8go*lRREn_!Sm7rJHlNi8u`pe%#_Dg?qdR2ZQ-LLPGXuA{&Jjo3-_KtFzj>XND4ZA z(+@`U1@zl(u(7AibpEouz@FIV9F`vT5>JdBqAC(g)tLC^hA#V0B?54+DI{hFCo7fH z=}U7LiJkTrcg;qs2=aV(f>HGnST0W|0A`vRX1ZHje%I|`Wfz%{1MMm?+$#^k0su+Yi zV*=U$y3Nmzk|Z}f9`;J|wK}PMSZYVATnq%!sUzbKHs>AdBgO=*s~@d0rg>#M zdNGK^ES0-B$S!C@k?y?X$rf}9&FW$^uh^ag;)^fVT+~veNoqw!kmH7bk4C7rg7%m| zA80plv83w#iRA(0Q_C3iV)t@%P7uqkvgHRv?v8G8w57{x8l5(lKE9emG;fyC1id5aggXqP^f~fFyj!Lu) zZ90(>qhOb-T_S)C@mFH8nE&#TU>0!A>aQf1CVX$DQSIns~62zpo-wFHE*=0`(qm$PMYOe6h%Et#vTR8Lh zKy6)12W_@4EeQhVE&5-#50nDj`T0O;3uhu9sQ9pVsr`$}Fn$_R9knG@?;jMjham99 zlB)OTt@?ro4=f3^zcZet^SXu=)d}B)7(#&iUdD>d{;hDCM+K) z3;80A1ACd@+4f@QjBR|86`ed?Di^cI=I0q(~<3a4788QPClIge+zMoSy4$S$jN(5_% z|L;H;oxbNSb5p57C@mk?bGt$c}>Z&lUKS{?F-2y-IBfM{giakL2S zca1BczHF8BpC+MB88`z23t(!$<2VsYr_Kd%abv8}0svkJeY_C*KLDgEYIW<5V};mW zU@pyizCIv6!7tPc{J;2^X%U3jaUKqGSN--#5)b1y63RDEpb#8*=P~z5$NbJ%Z9^fU z-1sB@?4usLlE9wde1EmbKkRwC_g9Pj!<0{}9_VUjt?m|Zz$TxF0qE=Fg?w_s*6+#y ze79iycG&2Y;x6{%L)!7_jui!+qQMyNw%n3*^swbOFQ^oNF#C7`4TXG)hJsGfP|ztF z3OYrDkNv5D3k5$#!=GmDOp==&Dp$2I?;mf!%5NYl{>o?4f)^6TubRJ3WwGxnf){h5nQ`sI8{Kse?s54dugDVytUP;Kxtu+pK!t2uW{OAbm(O0MuTAO-}(Bo9E^E ztO>b#f1=8>b@klY{&RU*KA#OMsythl&zqIi^ZND^jb;hz=VD#0);d;+^TkZ5HZEb^ zV_i!Le*8q3lvdT__PNX{+>uELlM>yZ5$>NGSEbG8Y-m$(`^!lQ^XDgd(P&mSpR@WS z;ptRufzei)^_pD0aK<;AKQ}ut@7X%`nH%DL8H zqa=ejZwoMtYx8IQ67-{|Q$p?a>l5k9)I8&7eGz_BT$D8BUjdX-eFIs;~(?drFmL= z`sWmz>&A^FfBc$p^ZV`A!B2w)fb%=sL4-2oHR`nv+6n-a`;RD(2~1%1bEcqLy|T$C z^=$^Aes!{v7fSiOS&?Lv$C8Z3&0whj=gkwd#Fab)>I*c=<~`QiQi7PDG#0r()5uW% zD50;pO4G62KQK(PDX& z{;_KSsMKK7SFm|#Ub-&*Iu!P&gz)Msn`?bQGcMs}1^~^Dbr1=Xe18`0&P}hDv(>SJ zpHjp3IvxG!>+}B1VRh2&NU+RLhS3RXE1Hg<8H#oD)NqlKx-HkwfXWiLEZ2D5!}aw1 zX;`ab-cpAAw5ApM&rdwAD{G+CoUOu3%n&(@gZ$f3)^mvIRwvVrWSO4~qmy>~-YP0W z!B4qE^X=;rE1*5b0|Qvk6yUsxi}TN(W`3HyJpia*onR$5^JUxf>QAPBK@>-W!WqE? z{YO9e_aF1zzeMDjKVSI;>UUw)%bQIrfS;nF;3ysRAMd$j{B+3h(Z|&R4WcP}zcfBZ z0Wtj6gB$$SYupGgx{+Pd`T`oP9vp@8nKqA@pJd$N@^c!Ep9*A-SR9h6%WYwQI#fhg zNwU;Q#Qby*BEo%El_(G&Qme}K-e}*|a6>%aofR5U-jP$4q!{lCqzR9FqGJA^5GE-F zhN$#$|4cysR1yzA8L|BfBt|A{SUFWmiuJp+kY$pityAFc31zU2lj9;23c=^eq zOS;S-&!~HVi2YexNwb`)Bm()gql((oFBCXd1dn%LpWAZRTwYcimjKk~Mg8g*MsE2n z8(VY)^V8+$mc_S~r_-MYc^q$r`9QJi=?B$!W6QK81Ej?VFt%D>J*)ws{B)F^OX&a9 z)wlXQooZuK{c+P%s%zlsRNq`)f5gV5i@7OXeOos!RJm#G-&{Q?8tJSZ#d#h1w*_h2 zqUq_B&@{J9+vJnJ)ml5Dwzlxg5UQf~%%};=O#wpr^sYDj0|N}u0+m~N31D%G^Yt32 zUIEuSU3%P+^)0}?=Edj@x3=xTpUTzc{P{Cyn|gMHAE5t=w|Ag9)3!|4fwDri@^TCe zfELOhCCw0t^3xV?5;2S|F~JrkZws-1re34_vay4FssL52>y5Lv0#w)Ku@Up4{B&Y$ zN*5GwN;B>5`!gJ~eA@XF&Ii95Zjwtfc)tV=&Wj5M(CGk{m$I2f!7|VWNFVc3PR+T8 zi|=*q^Yd15IGRiQPr)Nx4<>-VL>CI=1{cjYlxq%ldYMi3RT~pR`Bcb~1AyGt16(*_P1UP8NIB=x$1|859IyDxh?PQKlPi7PmeTcj+r7Z9 z;OC#o0EmjEwgU0s>+j2~u~de2IcyLNXGGUo+KVU4o*;_WA=7oM)Hp!d{RrT9}kp-jGaW%KIbVogayx zv}GX!^JfHfF+JxH_M+5-1NV)_PyO_iOQ(Z*2wb2WB1sCzt?`tJ0EF zib*mKeLMhs`N{e)^>d~)0a(!+&-Crfl3X4GZKd`q$@q|`wc8VHdI}Z*BpI@d+NanAsJ)q;1!@j!r35z7wF~G-OpeJu(VD-5`eE|%sM)D9nugI_h zsy|Bd@MP0d0L{6{x@P1B5#$^(pnfjasMZ@N!1t$8Zgc=()q6U%-xTzI6Vg;cxqe%+ z7nJoB$n`ciFIkxq^uO(fgZV~N0I0o2t#wY-`cQs4VC;>bL~!$DpGw|dhUH$PFfjO zEfqx9pBREP)U3Hj7m_D3n21lH2Vz;9K}8%Ji!|h7e`Z|x@e`H3K13Qvi9Fi~UMIK$ zexN5a5Q`aXW&KP*9gwVGN4eOa85cr+l4L+3L8fDNdWM;vZ67@a3j$;HyuSTJqge{@ zqbqRA0ND5sfXzY2!i7By$)P~VPaVij`TP#>_`qqNtDbMKj6q;+GEyC@Etv!S=zcpK z+Y^or;_h|5MD(XafJa;?tB~m-CmJJQaxfY1eIi zv@GRu8tZsmPLA76ERuZM#m=4G8#{Aqp*e0u8}D}1GJNFv`7cB){pshy-uCLX5{(y} zk2#@_e043kusD2X_-m!vx_Whn{bngPrFhhBn#YJ({N&uvQyNF4je8rA4lRNfnhZ%^ zV9{&bpjN+x+N#EV?Ht3>s#nfSmg3{)m|#TZC)M1~W29QPu9^9R&1+`5Ve2tZZsG2F zVjOE(C8tyFK#zAA<+T>h&gRoa?G})6gUiq9Uic|AzKR`3tJ_88rDL~Nbi*(nYkIN^uO1YjT3$9gj^x5{yglf( z7GBm%)EDP>_JZ~z1ERb#r99*Tui9rIji~&TA<~-i<&~e(saA%sih~@+S2^SAV8zn{QkgThYxKt@mIrh{8{_Pm9WN$|!S6Y)pjDv<|ee zCelWzjQ?u}&)92?BO(ev?Rj6pF)qmrfELOhrM5N^Ue3$F%bf&B_eNlh-cSpb@xT6` z5j?|&uTKEf?C1eC?jbnX3nI<${7zJX6JUqw472w10q0wW>|IWS5!3YN+@;*57+4bP&9C?J&PP{IH((6}W< z1~`H}$0^NN^EvU2%unCz+UMu3;#rPmPc~DVLy7LllrmQxwi_M;X=uth^-ze+PZ#Pn z%C!@LLy2+l^MLa^Nk+4&`?F}iOdO@` zFyw3Ci|Ma&gh-2@5-3SJVYlao{P0vh{Gav+N^d!CaZW1MZCS@D@C=_kl0+qM8xyfAhSoKYo3d zpWc?Z{Z!5yr;ucP$kW=bNZ zb=Q-U+A5C)2SE_u^!;Y;r;jw=k??T4J4Mjcuq{NDvG*bOV#R(OVV{Z&$ENc%EQlHv|xAx=)i;^1&H@1xHh=u+FvC(SM5nkMIY}zX9}v- ztC@`QxWB~t9qHrUrl$a~M`ZbV0N~j*?S7T2Ol90&80MO0N8c}7dj&Svx^%NneSa$D zMhBvUAXqnjed=YddQX;nGUb||j5j06%lE-j$(@o0im(Idapd$%C?PI@SGF{!ia-2^C;ISc*eA-vbBoS5l)6e(0eRt>B zX1v=$_#Uk!V?&}ie9zN^A$I^4zjn1)-&oI!SF87h;}(|N@Y8O>_jIhFJ3--lYy+Sh z-|N~ZZeV{tZ&Henl%qHyKSc`PV_u3EzQ@{-7%_Ygx#n`F`ssW=Uv79u%25gVDN6Vr z>ry3A_#Objcckz=?5nGP&+I$VawVpYlB1H?pCX3uF{AgKv}1+uu?O8zTaE}~q2YUM z<6pDmeBNrj-ASp~43eCqa>|Pd`6=HJiYiB~cf?W&D3g?!Ic;wPl)5?Ck+8+1!St9uX^71cq4xaVu8&+ z-LbIu8Zayb3HWKR;d{1#SX5=jQYY-8nm4+&Al~(0JuH1cSKqB``3Q>bgM|JCxtVmw zhR+h<_8&xyt{$T4scIP9bYEROodSf$v|4kxRI=TLQg{XcFjzD@)-~Hrh5od6_~`1X z7(3tfR(@c^;D%=~fFI4KKN}_(rPPP@)#2n2N|&GV*I&dC>guVCd;|dZW|*+E#*|P! zpEf$H9`Mw2ILdh=e|gWW9u(m1t^SyofMFp>WPdWxIz+YitXR(yG}s=O+})xov6Ld= zP_6j59y?*Z;d?xfSRl_X<1E|AsjKH_<@kV*l%Imb z_Xwqo8NSB|wQV__*b501Um3KpeE^I#@*SpCE@dPh@8m}3dwL^qJn`kIQ(aJ*p|&lj z6G0(XY0jS+v6m&PqOw#z?Lk>1F+X*Hiwgknz>V8f>xfzRG6O(H_#Udg{urUQn={Sn zq%JJP2U&_QLsaF+4KMH5fxn6^d{68~NFffO^JiLY5WWdw&%<3#_!y?k zD|VAA&(`JhW<`?0>a_yaBR17ut=LZ%gkhE3qFoRL3c#wTr7_FP%rXH#d43%){MpM+ zC7TE)RIko9<>y7CS=oHf>W_Bk677NcbK|PC`Lz2Q2;Ee?s)8p96n>^lMT?@57k)~l zKjlUF+c|=@FQZrKqDs5?4pguPfJ$w)2B4Ny$5Xc0PX>fxmD~_TfjT_}^>V^V8WPE; z-y)tu;p$i)Jw0?AujGYNK5tgAd0U_<z72 zu+v)sLE8QCAkqF714l`bWYA)-dl!Z6j#ci94*v34PPXlm7f?Gdqnw3g^2zxbyNUy4 zZZs3efr{{2Jr0!ZV0U28f#4dvyrzT9e_qgDDzspI8as~sEBc(+_>-@WCtI^_EDaY*@c|)3e6@Mhc65QRYm!DtE`DO~z^Bo(_r0YB_se=6{s zAm*oHLRKIdg5;C>(*K4ksR6eXDBysXpVTf9K(s=y{<@@ARhR{%KmifN`ncb8tkA~` z1Ve0pD%hq#G8FT>0%@Y)rvhoB;HLs2gSZphh7{z#3AWanfR3J?h z{8S)K6#P^mO^EdIAD_tJ1qy^gB%ca)Dv%U^0cjO@hdSD1RF?vWkALcQtpn)MyPrO% zsJ)J+s2TYOz@_r_Qz5YmM8lu@atw6W!xP}=q55v5vK>ts1a6<-0E0zg-z*Rfe-||X zfC9jtaOXy2q45oX8h$dbSAoOCpYz$IWaQVWJ(aYy?u{F49@aqhsRE#{yzjM+1r7&) xxQk)1NAJt52%u9SBK|N|As*s|IjTTp{D1Z$3pjRNghl`W002ovPDHLkV1hzfOgyn|O>En?PTucad+$Hp*Q(XMR&`Z% zSKU<|p`;**2!{&?0s?|4EhPp30RfW+0Rg9l`6hrO0WGt>doUM(f(pn=L^eO|9lWBX)9jT#+pWhtV-`3_T2_9(;$msD9;=B z%w=r7tKL-E*C@PWP)a9pSSBSV-@e@D=9G+bb8~w-O^rI|b_-tT`=ASMpQo+a`?UOg zP7rl}FLknxAfi4k?pQ-2WS~@R-D zH>3UVXOe0C0KGxxQWBl_TDLNyQuuq?-r^=@Lve;s_Tzq*Jk4ESkAFX#?uE z8rel(&kv&=1svi&?98A+kM&ek5Xs>sYP=w#iZJYd34*v;{tK2L^47We0rnkC0`0E52iBO3Jf79W3#_U3otn zKwgY7O@xatJ}itk9nk26i|HqoYEZA}8ygT*VzVcv|9u#1xw^LlQ$-IJH!y@YbU{;= zLD4VObhHzk$G3VSq2)eaH8jLccbGmva;>fGjw@~@4OVf816<~3KI;lvSxQ}tNM2$Zc|`OttNbvItV*aZj?bDV{W2)CtsdTF5Lzg> zl%(o;Nx~k#yPE95%8onX8k%fU7NO>%`sL=-m8U`Z`Vp}_6Toz(zoRb4esg&E_t7la za0i90L91M`^2Z(nLB&R6{)TuPrbZLUyAo`!_>|vIz6JLD1)Zf-G`c;%e?(-vf?+!N zuk5HT`E{PzEV9_K}Ra$b(L~ZfICI%Jw>5#zqe#uNkV_jbxvU zcZBE7`@=d-kV?pE;$j$gxz?uRmH9PM3rXtA{)Cy7Nef7=$>*PPY`Qv)e2lhMd_Fp} zINj}TTgjA(1P1 z=^5iIMb0yDxBk50f0Ux!lgr81sENLo4XrNnFL|FYif%4mjKGxPgYr_t71T_)+}^!d zvS&fBJdTTPt_8b3@9L?o64#|o&&fJRGJ*V%&$uwaq6O#QmxiBKH+L3V^(@)a*~TVazlW&>A*BMw8b`CkkyEAgf3)Xh#Ogi01Kwvpl876eomB;$BC`t(&PraF_& zY|Z!#y05FBxj1~xyDVh?tPqYG1WMVhb z$Au4$8QC&Gq+GGzsIokIM&4w|b4F(?)Uvp~hQo;NfxDL+lsKW?b@aUq6_1|f@p*^j zg5(QG1Xr>zuO*ecbl=i~HZ6q3{D9k!ASZolf#c=Jq=lf%{ay7%iwd zc@CPJrDqizdqoBwe*kZ%+KHvmkWn&bF~v-H9{=ofMmXa`QlGi%|5}jsYU}+OzFOSe z@;v6E6+`|yWri8ypX;Kq9>=D~aQBVTG1DawCO6e;5GGl4};Lf-DkIiZS_iKYH zi&S}-QY*X2zcDHC0^JkqHzTJL5Xt^}e}$?VKUwRufxhQDxkJ)Gmbs)G+yqZk69w&9 znW~*}KXq#d*Owceyi^z3hhXRmnb|vGAnh&OT;0JHR-5cw^2w*{+dxp_{FRDKrIznp z?DgP+`xHJny`p#nQm|bx4t&p zzXtE=BkJZkWPZG1nzCkggiiY@zbYH)J{m3Oc=bGsO?Q2z^xU2mvWD_HH0?}HuIJr% z4H5pYA*xJu-1hLuspdqXH}dRGl0s*%y&poXsdWmMDjwwV=*E184-eWmVJ63lsHvya z7Bm5w)YX3spxtOus+X-8)2vSmk&h9VE^ncGL04fqz^9lNJY=4vM-+c2$djsf-m32J zecl9m5?w)WMtw8@(TZqq{QQf_do=pOHOw(pP>SJg6Q;d*EOE3i(-RdWAXn+zKQm3Z zW!zoP2u`$QyjVfKgiKK6#VPL$zrxRze5|zq@xGx4!++EcT$@rUXDmCA<}-0MehjjS z4zyX>GVqAKANbxTNEH?pMb_tOmJo(@*EUxlIztMSmuPe;3}_6R&2VV<^pw2<=c@m? zWw@2~LeOwm(_|$-XOJ&Bp}f6dfI1G77(I{oM!UT{P^S=bz$WO?*_OMk3kBTr|MM*} z=UW9SO-lkW0=UQLV$vc}>Z2zPZbu;AOuZ$FgpaRS*lk4eB*0WEn|cJ(-Qq91OZc^V z=S)R>@-Xq>5ERhz7!!6=HL!ysI@W9zMTq~^?c%MSchLSR`PKL0X=%$)IEiF5?B7eI zzIXWBwsl zL$4w(HgM-v3n9Ep()7u$pF6Y1*qX(g$XCVu>*IcdsG||3A_&o9; z%|`)y-&XlNF5paX!J4r|kdqv^*i*HYlU7U1d8aq4&3)xm+YcM160C2hGw3qn&Ih|u zx(q|ozH(n>_|Ehhbuyg9=_Mv?h1gnl*)`Pq-~;gmzDJE^Lz?rqS}}(+G?kJLwWZAL z2}39JTLw=aGGPQ3ZPnrADw&t<;Rx96LlcN?IhZ~3`0YUnzq{ka1D+g#DO34ucuk24 z+T6JUcE7SDYLXxYXG&#r67Oo4I`DM+26tL?pa~!I&*bcwc{m6k*V~MqF!Z)$?BQzc zMH@V?4nH27o%s%!aGeMhc~9`;ux21mWZ>nf;6Mjh@TgJtPC@1GB(*l{=wV1On~1MS zMpTjM(3bk_d20Q&z6eU2;11DscRMlVW#fYsSyX9RF-7lS%)@Ya|8}={WD{dTLFrV9#ck^ppq9+ZyJKyz}2q*Fcxq2!ScZ5>{FH{MBc~w z`l-WwJ9mD2ldmn!e=FCt+5)D6em{cMUlVpd?C zk$2~}DB$FxJdU`+#yN9@OPT#e_4k2VrYs(tWoc3|QUIq3MQLkI50fqT6W`)>3bf{$ zuY!~bqt5(b^VkWr?XI6@Whl-Qhc(l}iTHUDB{c#CJ*Vg?riuWDF^S$=-CcW0p5J&o~FDaI6s7*D=46U)kp~+qCWzwKt+N1*A zJx2IMa0vJn>Br^W`CL!3a3SWK?cJ!OEz0Qg7q;a@Y zZ&$N;#HtU_HRQWAmjq#(j0^PtWBZQZ1M%=af{m2(D#jC9Q1Er+0Sdb`5{th#IN2X{ zO(LB=3Fc#|<>;FzU4Jm9kxwl@AQHXjsl88tH!$FLO-iFp^5tMUAvvUiidV0ZiZM82 zi8(1p=HX1g+OQ>V(4*Sp1e)Q-8*m2u_~m}Q&v=8g{hNWxVRMJ1VfU?x*k~Q&`HOUe z;t{&9t!jv2%)&4QwTxZpPm#=XgV$v-+wE17r`y9|PE?i>qF4OAm*6^Zg+a>)OKHZl z`(LO)7!oFhSgOFw?%s=p%j2;7vHWkhO+tlB25*qbcHJkF8C>Qyt=bV;%%AP!_m^xp zAcw7E?4EMZ0siBKJ}&;FGpCOtBN6JO4I+_IX|u$H;?;`MN@)Cy%JzT}p4?Om*t?>Z ztBqHxVnyA4*0x)_CTQ>>`Fj35nP$@HgO^rnl@QQtyOCFh9_y?ij}#;$TON$sU#}x4 z8UqN7`W%A{t5-Cay`Gi&Q!| z=e3>{J9vd_4{&-?&8PKZ+_!#^mK~_$!4O;aGlE4Wa5V?mXg{C2)mmu5$dip~yZ0{_ z3>QP|^xK}sXN4Nk>aQ;vQkugT;Maz#%Aoz^g1p5~(B|$CUpEW;HOE@l*Hl+)p#WN7 zDm~l?BD-EHcu8kKvzcf}&w8Yg>PqdLDrgfvR#p_@kJdrTW7w5V*^4L9n@2WZIt*)%VS?eLUEu?Hi z#<3+#)0ma;Qn|J6*O$kT#uk4PDG;jzj@ngMKQrmAfQmy*VLJNR_(<5@c)XEaSbiQk z3KIRl%vi~-GqluSNKnEUKvf^OQz$v6;~_IX6>lMO_o8q zn*8+l*NU!OsWCq9&HxO{Ls-qWY-3Z5D?)FshxWv0@S92P$+o(uYcu$+!;7n1f5~j# zqSk(#o3LBb67p)JBr*ok`#7!%bOb9eL~x&2K5y-4)&`iP*)cxVwHUj^59weapSWqg zvww%lL)FAA1mmowtC~c9X(yoF;{kdH0=#ZQxeCY%e_(=WimdBSvITnzlxq4mUb;Rp za}^9;ufS~33VYoGnB7yu+CG~VqnzLDQv)&NTosw*qjK-d^G8FGtku|^j}QX?pjLJm4_L0n2H_y#b1 zM04t&>J-E}G1+pa;PlIMNjq)9Y){i}ROCiOX_QeY#Xh1rLcVQ0@yXJxXv)n~l>)3# znoKt%rIcDI_87-MWQ%}a9zESi(3~_%Rrd?~7+zehYm#NE`q_ZEL$R}k{LiST+(K#G zdXztlI~{argYkQ&EPp<~YK3Vx1N;k$IaDPO4Is2|KrId)TcDXhV}oBY*j00;L()7A zD)ECevUFgwQtJZc#pK5^S?TvS01NsCF06j~eQ2(|qzooOu@|K=dzfh%jIMcLmYQn= z!sjieNwdkN9p1mZHnV)!7sh#K%XTbcGln2x|C-FTn>4k>SxoN3pr)Iqdb)(j4H$$iVQJI-jN#9! zF>!$BkGfOV*r(B!TO-d{VMDIZfA&4aUGubD;Rrfl#G5R)ZmiUNQSFg>L#a(zQqra# zO5A3S`%P}BS$tHK)&{ojrr0i{*fD~!L`lVV^>K?9aFQEYxH0D^N^bi@Cr}EaX+@ch zSd(U|{Daa|Cx(nBREm{1H7+`%VnHpj%|wcID=WZMmgIM&pG_ScZmf%CE?X2OA4>!S z-1x^eH__1aN@o!#Qe1W@9wiA<DL3y$%-HAGnz{l`i(Vwe;XMTxT*BG)|+ZpMP-os`)^+QrOP?@ zKW?AJKNtop`N!?g6k8WqC%WKLT`J7^&sV~nhNT?E#Y1IuC+i?N<=!j&CPpPvH%&1` zX*n_%ZTz1Kb{c|Dd$O*o%}EVEv5ABuOzt%!l>`OY&M?i_QG4tBMU6($bK~IGJ*=); zkg^ymy+jKq-~Jtw9#;b6B$%drS!5YAt7M~SXMoZQM#K~a1Al_qm9C?-p~ba4VPR%Z zaj{xb547mLZ4^5}pe8tYz_CD~ChJ1Ualq{*FR@;8lt3J`asGh$6P|V|e|5Ob8qa#G zUC*lud8XkyI5%$vZ^+6HDl$|?lm}(RXmnXBKlmqjNYu2Hp7T#>|`o=_ujD}2gpKL zTxcAP@5x*P)K^dX94jSDq^{laGNLaRI=A#NZ=Qnh-8Ie2(FN~MD%JJE%9gLN+{G2!H#)ZT=i7HMszD>zpPz9Bpwi4<*O+F@NYU2&F>;_w$EXeN!CY_ix``-jQ z6j>u)sgBT!I15aIWWDBBUOGw<>N=#Y*0{7w&&Dvl1|UF1!(RZPTY~0V@nuDHwwwOa z_e~aD>+AzwptsfM#RgsetoGkkz&gYo%_q_p@y2x)2Ne~JkiESVNB~j-)VKr+U?Rph?f#ima5jx&m7mV?Y z5~M{Z55PsdZi}0EIqn>uD~LIv;s`K<8nIX$FXlQrN7?W1;4#xWJGHH@w3#h*88Wf7Xx11NC4*cI*GyQ{OwCyb8Dzc#jPzJ(Oayu>28agHKykmtulkw>BZ}1c0Q+Hho|pNSEW%baIFWg1tGvP`w4EwgeTO*5ZYCBajZ!su}cY}8=9J=%y-FY4&&D%^}xoD+-s9gcW>~tCO4NNlRR(eAiH3QV%8Lz8y6uwq_d!SrhNa9xe z?0YQF8I^rcB=Jy?ZqyfM&V*+!qhyjr~{C^0hvIb~l z)xJ2_g4YXUk09KxcYI=PPjh*?^Gm`miCN|^ocp1T_bUp;L)*np#sSfQV;QP7cBA|t z_i2MqZOKq(L%xbt2hYq$D~~Z;Hb2!{L$7D!eIG60+U@LqCaPZzhPK~fYP)|nY&_XM zqPGjO%C|qh)6+}l5plnf=a=fV$l}19B-MgTp{cKz6Knj|Po!YDGHd=B%#h2Hpx_N%2xgpeSr!^s7sD29A@qdVR5|%7O`PXb(*0R6P z{&IfVdI#Y8Ot-Kt3#%EE9?<)-nXU_33LzUU3yntpBUV5_3Bir!%B&GKad zHzP>Q|Cmu$B%x!Jzv3x~5BAcp=LZurF!`>)&C zMfATMpBBReyCZHb_-BWCaewSjK;w*WT=1~n^R zJ}0tl%s>4==Q$WFZfsL)Z>fjKM~r3Pc_*&dHQa)lB)_T|Lc1Fi@GkuBd+BGr&bjR@ zeVO2kgEXCSOq)8(E-eOKL93APZMa{j*V-sagWB0y;GZ<15f{mp9s%C&Ot! zqkK+Yn42!&Po89*ZMfm&`DFWU#;M)Db{!VmxUEuaSiBQrra9lW{PSVoXYt^p6OhLl z#TA+*@-Kc41F=0r8MBc?o1CqGWTH9W3!DpH{1#!grFH|!p51~?8NEp2yQfg4*iQZw z86|UbDc~RkFmx6z2hwZyouH_#!=}In{cA19-C3(Qn8S??;OHRql!W$Wh%vCMxS3=u z>3#IuYl7v44{q zY)Q|5q1Cj_k>#OB6sSDYGU|ek%X8;nYtcb3CDJQLq4OAO@A#9ak+_$Z{$M$_ zMAKWW42WIbj+WP?_~$RIbqkNOf_&~7)0ca0PUJEe|K~11dM3FcGzkt;R9JYL5I24+ z`OTrMe8wa-C)L<1OgT9C^V#eW47rz_{^8{T`5C-|q_Lh@T;?o74iw3+e@0Ow&Pu%; zQx+Z5BUGhS;Xo9U6!#+WKjQtSKC|=M%o`k?CiHMlhry9Pa5+t02fqiejb33xR^6s} zQ}tlbt29-Lq%G(t@>oFj~ zHiC-SevBbj1c_pHr`mswA)fR_VYGNtxfmyIG0BsnQJrQT0rMiQwNa6b6lAIT<2Rt% z-?GV#->r(_hqZbp&>jR>bI}gw7=)7{mA75*3wKuS2&Q8IV`y`f(`l&rJCa2gf)S4x zqwIaZhHOq=rs7-=wSQYCZ$*z|J~HX^V9?XQ(9tB|6>!|zj>pJkke(j3i1|V)j2cV| z6%mmodpJ4>q-o21L0FraE17(#iFeFL`ef`hH2pC39SzL?nRZ$olAPV-qP=XyTAP^* z#^#eV6SF#7LjH^L@KxBt8E=(d)`6{&+{QB%lV~*T?;I$cF%4H-&WrPcgjjwwYK5ICD;)9>Dk>q(D?dEzPz5!dDU&+N&m*!#=?URgM z8^n2!v@?XFT$$VyH7mCA;K!S_`%=3SHmF>HcTa@g7K#=tv;y=neBcb!I$&gOE+|bE zNmVH_6~aw9AOMdz%{JSkZ%jnlVD^GbraaAsvD^1jLLf0zxtv>=jieoF0vS-?RLAMx z%i#=(m+J`UCgMYF=nYAo)hrHa9U zGKLTXP0@}eunDQKaM(8pQUP*55RLuoEt>Zw4iA8(=9c647}&6pIA`K-O;)Z{*RK0XZ$vIfGPfN=l;%RHnbd-cZC&6 zg?RNA{G~3<#syUGne04nsWuw7!ttV3g?l*1c%-W#q0~gHlIH#u@aN%pQmzcG6l+n8 ze;K?YzB_{!*AwZB9V7{F%C7{oK(2y2!x`J>&j_EFp!w}2x!+hQk|hhp(i941L0%7s zoOZCmmX2Y~Hhy-Pf@X~W`v2Nh70b7r?m}px_YdkKL0@%{_~ULEnYx>Z~rCXrOc>UtG{mmaZUujuC>DkwN>EDy6;j{!|m zOPH2BO&tb0rK$fgwTn|UXn*`6N%+a!jd7zufj_jkN$1uh)qtBF0H{L_flZMv5{uZ- z_TOU%D;o)yh(MKY++`NDpRKY69o9>~@zg5bO`Ao0v8dwuMSa6``8qQDF&Z`Z+XPI+ zg|9MO9JQ)ZN#DY~ZjhDb0;(FOi?=NxqQFje=}y#M6SK($C(3k>Bg;)`6Q!6PqgPDl zN@F&1lO7{wwsW|o(dANDopI~1J3tP;z8YY~qh$x?GX4tFL*MCC@3+BQKmqV|Z4eGt zsRt$rc7~M}9UKaD3dAi9+Y7&Jt!_WNDF%+#=yhsdI^uOMy#iW7u=4~kSMpj^5@?NN zStr|kqUp@aL4Dtq+JJ={&9nQjc{L3g-xduM<1}P?C3t z0aOqt)78@B{g^$f-pFyiWY-}x39GY}OtA!=S`?VufNT7KmfA<&vC;Uu z6}3V|E1t8YMczi(v^Xf(qFj|D(1vm*s@O<3-$=sSbpIj}Ure@a8F5>$$1&UKt4G)c zLUB`0(?Oh8Dy)wsXI3tQK+kXDkweLuQZLCIX-*+=w=B6*CDSlLW-WrGb!;L+cNVSO zI$3E4=WOVTjQrjo;*l8l%$E3eg6;6lSk_RLMkCFQC+T6tAhKia{8dk$9xLffT}RmC z3HISKbG}!vamMhz3SZzRt5atCp0}3yvwe8bvS(o{X`p(Eb;`g^K-dS*o`36x(TnTo z(5S}66T+1F#iiykli&1mGm?$*lEdb-@jI++;oLPf-SMn%TdmQ0~> zd+KL{5?K^`T5K`yM~VpWS>TaHfc0T{!_@Awi|O4MYS8%R`SZ7^4Lmy z&vPUs4VfE*^xGO@xks`SsY|Edv6cj<(e?R}A(HOaz(ckMj)vYv{B#BK`7=WF-JciT z?b94GRHXojpIu<ZXl`4dnOmHS%ZOgPZyjK& z+lLH%V~QYFW-C-q4+_kUky>f*x8dQ|C*r{o2_vrkHHPOU4;$Fs=-F{j5>cu$eyQ9U z8&Ef+GrwIgsWPmihZvWyp|^P{oN@mH{9Pm|?;!oX1rr!Y&PmAMPX_8@194;s0SIC? z{rAtFc@QCi;kJY;l%)Z@b94yrFf(i=meo(-$YHyf{++dJ6;2oyp)PY>G>g{t%>9i!S`2j1$;C_L z;$rg>Z#gQfqd%Z5~4T|{@Jx7xr)Of6&dogi0OC`1zt`(0$qexcIiho^{?d3qodBckg)xNu7M+>mpK>=V+>d6c zj4rs8zQaJn-z;*#UF<)$C4dpt9`|+W_^0YwwEdYZ+k)9bGrn~78%%KO1UrT5K67Qu z&B_7Jr3__K8)2p^l$0F-S%SnlBNf%#TxLVWh@u$%T5LQMf`CYX?^skJ1dhf)<7eL|S&I z8f`co^XhsvFkq2+Y$``;E9et5%P(R7#mvid0{*(4a5KJ~?Ni2Dl8l-dGTv;XO9Mkh z@iAn+ZqCqeEz%r?7LMU;(*O?pv{}8Ntya^S_bY_jVpsy!IZ33vW4v-bHPF3j0m6ov z;$f&!K_>}cJJsBgj%jL?$07!%EBFRna+ww-Jm`d9yhc>0 z^5O&GG+&JKL*KLGuBBXW!S>XJyy{iOk`H-N2Zwy2Q+>|`2cY*8BB{#3wHv+sVZ<3; zwb}Osa%81WdrHgiPnai{UjO(EY20?sneG^OKf?qU$92-z-}bB(($D6yuc7W}?qk@? zzIVCBaVnDUV58;9gL+=T%?=z`9jCO65~%gHBj&4HERAayIErJ! ztp~1LQmmG#LliD!i=M|vg@w+aD(5v^wE8bJlbHdxHwnJ+Cf*4a+7Ln!fjSL08(Vju z+Z0M>uuqt(U^(!X{ZFzB#esn0qDsFkq3Vc=Pr-t=3=%9(__|kbVkXgeRQC_Wr~xco znY=K20b)qEbWJG8)83FurLX$sz!L|H-9RFmA?%jTt;GPXykG)SqYa>WaxSw*e$1Gd{|@)zK&M_!D+%2B1HifdaO( zq^Pgui_w=~;T>0TD{=OMGmQth%ymVY25h1Jam{6xVM zW2snJ!>NrHyI@|YXKO6usVEi;MKO<1xrd-6f+!>3VhzUAJzx02X#3bir{aT~kcS6{ zvrI4G*P1bkXZ4mYJf~KU(xTUz@-PewmSR-6%eWSYNcpjEtWVnA6MTR|gsA?@7SU)S zS;ImGZ(Vz2JiPjVA%Es41eXbn|4JI*YGEYl2PjRFFC<|OKRfV;0ig8Oh(VXDO6V?H zT8avTnClYBQvXIBThJ@cmyNrE(S)ipHRi``8IkPNj6R4mqo|Mf$W3_i#N}g! zp5F5fH$Jy$Yz1e2snIC+t1(+{;T&3v_nm8Td3XajCd+du+wgqse=R0UZ9E>@@9h(v zRs4wPI-Yf27EQO;F2-<6F_;5l%TZ>&H3wHoSlL)EA{jj4W%pBe_z$c1KB(Mj3WObD za1uPHA3Kn$NJ<2`Wdb>K*M*ch6}Rp%jA3Q^H^N_+YD|vU3aWWicx8an>_~~V?-Ik= zeC!l;T1^O`=1$^Zk^crgc~ZK>g?#>)DCG@{lc`?T_XB!0TUDk}Hf1%dT;o(z!PCi+ zDrIy9ah?B%=PHJhR@A5#R_&lzr05w(O{!0EI80kgYDaWUCHpJjPg> zIz7LCPd~ju18Tn&-IA$8K>3*z1?HtKws3_*%A=jZSTJzH#Q4W!E4)oYc|585ufKPaAP2~E)p!RKZ(m(A`+8PIFQ9ZN>Ue8)**^ch1KKka zFGzXXUV>ld5FV-iW{4G-Hdl}L8~Q*x<7Y=U*d`LBlHp&Ll?g?Q`-O1wTssl`MEk51cbnv-VdyuDrEZSJ2rV7?xJ1Vd+#iJ*C`)w{oN@jbfTL&kZ zVF=(qV`^T0o?MH)-?uQr_X)QLp#dn3E}Iq~pf)P)dZ#IrDT(F$h9aH-X8W=CcwDs} z2|!4m6_RJ6!iB|_(|nZ*uNVHU3v2QF5i;r^>J1Q@Q>kL1oZw-rEIVg95vm|svfCr) z-WqXSnAd(`R=+)tMAdG^OuWay1f(A7Y)w z<}S0LXLk@fn3ix&wzwKw?Nx&guX&{*<44%C6#Tf~7FAVKs?^5c)bcIe@oz9oDd}$d zh>m+qFF6b?nRPy{xDxqbP>0peO3_6_5F4wnXZB*NAc#HAPurBXXNRF&g_8o&ePz&u16A!?m?6e;0MZ(B=zD0G{WchjKM{ z$$p6{#i~__T)X(&!D>`go1-yKVl#z>f1%J`+8v z(kjq`Uf)yndTv#b)$pitqkE@ne09zm=bV zP0znN=prfTo&g-Er{zo?WxT>7YFuaJ=|XhomP~MbtZ4I^$MXih(HtS=JmK>9fSh*Z z_wsTmr{{JEVaN@!k~#DBFLS2`I-$v!A}_hot}LYFG)WWpM>nAfO*nl?WCSAy{zJ``o{~JC$tkO{Lwq@L6M9Y} zmj0NaR|}s%$P<^q$o#K@ZDJMHv&!z>!L-}BQ>2o%+besY`0^@|Ug1)$T^tKdCzD;- z8=I^m;9U}>2kC!PcC?RE!M5mx{(sTsfT?V+34HVY&CCB}`OWjzZ87@u53O9VEqr%4 zbUH zqSfdPofr3B)N_~ZcP8JC`g+n4_`efVJ2x4Ow+-W_uelH{VmTwUwpvhaq*^pv$hUwRb*eMd=x6GD@2`03Q50r>xY( zMsaHtazG4`G>|rp%#>7)2JeepxH%bwx0-7${xBxU&L7zBY>T8Ol!eyPHUC(<2y|L| z1cTi<5@V6vt*WY58ig=ShOBNCOGtEfaRH}UC8R0TC>edIRXpGb@8J^&D{5V)2F+_| zrKU6jpYD~}5K>kR@1O?Y359lg5MNEBB>#JAMha5q>|$8zLq67-^^QY&E3@*%%?8qk9_` zR<$+OxBcM88xGhalPGPym~20UBGFRN`O`awjOUq|G5T+`P3xZfkJ*3~c+uY@%*G~- zVi^#~yoWyDPE*o<3{C}x1P?%awKLMwL!;iNqK~k&y7Jk3GQmnQ2wRcn#X;rY09Y`B zTRb@ct>Pj&+^Iz{s+4FggpWiDs>q0#@Ob6xP}I^k#ZI(HQ!l|+S%TlH^1bPLN_f1Q zis%Z07&S2rF0VGMUf!n&mFSTK|L00k)kXt>xrun63Zrf(QFwYyxG)aoO}KOcB(u$L zmQ&4HQ9ihtH9z#N-ZXzBy+E2dlL98OY?q<;_v?mFV|XLj=TV-)_DjY|c7v>^)!!Zv zf#Q|#UIrO9k?L>jUOIgmZiz}aOP=TzsB;X39G>qOgyQU&X zhDg-MoMkK>gt9e(K+1F5Yd5u9F_Dv}a>1lblN5{&Vz}~uIb8Kgr5$vFe73W*L~xnm zqG2diu(ejtgFf9Z=C;CdP$pk0^sW6_4F5;L6dr<^mvs{?WvQ0TNpS_DFbakj zZ2DM)BWrXWD(P5#r|D+}_cj)X;0p|k_SPY5I)}*VI+T?g+QEC-y_(q??qYMRTx(4| zVQ=QpB@v-qkRLfq$y(~fPEk9$=JO4X)OXPdoB_bCv+Qx9s z(hfO~?pCJF%=%*k%bTB!C9b9GeSoGgaDRTq4R1Hc$A&iq1X{V4PQl!TJRwss@APfe zKd-!Aoez}pwIQ9%553&m+n?E=h!>D+s|y;=JC9eno*x_w=2#ojDPvM&SZO~N34#Q^ zv9RD#oXgc(TKI0l^#3q%7g63Fh-s@{$7dh+4IZJs$0FFY0(ixJ$Oa?7Bf9|O46f-z z)MxFH3CGZE#fPB+OIY$4jz>BYFQi$H6YlF5xci31>Peipg4s+-IHT8x*7I_vNqpv) zUb^Yp1rrW27SVb#U6NuEPSrfTY1_fbsPYSZW}b-$x2LBwP@|g^+~RZo7b$1jQ;G@$ z@rXK}Q|l0gR4bIC)G&**N0Tq&elHk=#$Q>@##fuhXcl!6@_IQ#+(E{* zJg%ExUHKixDFceFE-DlCV_K#Q7}|twn;Nc=5p>$}a#pfEahZpv9c+TXNS^{29NUx0 z`X*v>lYi+(92izq6DO2B98L5QmNRR;774}Quv}m=9i2eks4&itl9H%fLa^vMr8k&2_0*WUOG)<88J$xuTx;;P(xj;+@pz{v=QiCT86Gzgdc(ak5Xde zipcW*9<2B9H$WGNoOzw|f9?W&1QzAgz2NHo(e`%|LqdXXQdy*+2fm`t+ov_ol~(3( zV5GD=Ki^@uetz`9D7Ij3AJ=%~h5-I3FxUmuJMjuEn-GdcCYrnPh|qr#ulcz!;>&E+ zUyJ1aDcZq7v+GAlgPqVXz3p2Qpm6ZteUI-Dx0L2<{prxVw9BcYB<3?|t9<{&bJ-QM*S~?^;!J%{lj~oj^CS2ohH>r%96O z&djd|d4q5f$-<;8Y{lSOaq%$a_K<}+r4GJX45I1v0HfTDkoyx_LZS-__pFk**TciCb7qdN5u(93 zBlQ@3x@vTvie*XVDT>8#=SQ01P-ifk7b8wlT&nOygODr8*=Xz=Nv@1|1ujwWpdD*p zRoB7MNsh>cp%|vwlge8TaVSd00dZ-K4Q3 z^*uz)iQZ%t18Y5Q?o-HVw0OM8()DQS%Ql}GTs$?Pj7(3|$Gu(NXB3A_o_QcquNG2} zO~u>9d<$USOnbztV9MN@fm2DA5?zdED04ov8v9j3AWrH31&d!;rBBo%DyDwa5<>+2 zZ+q*&a(qd+>Bua9p6X}(3{tl{!N-$=dMH0(GiGnZPZh99zQugy-sIEN<>L&6&dODq zqghHNJ||TL)2IPb5s{jTiCn}5YQIhNYaU$rvNWhE5hrUCt^19TN=79w#8g_#O?}7z z!Z>F;6HyB4Q;pjBv+Z=Sa=H&Za#gE8<ANY6qOewFGlejHT#DR!W_1mV_sJw$d8X zGfv7>A5+gmcXwZnzVE56*Az$D8aAw&VVNBDdk{;xA8}RDjcJS&f3^*BvUKln2&mEI zQmHwxyJIIVN@`SxG|6?=>z8CE@Ep_s1$PT4kG*-}u({Nup;~TwTF)FGrTjXCv8SvH zaU%hjGy*5@qU`tMc;q%dzg@lR*9z8RDNRgLsi$>&Ue-!VWlfi+>san1rGgrB@Y_nK zlJWQmUCr|>2~F-_ ziJoQv@ja>htjPj|6_TY#x56@3aD<-Iiq6xUrDzhd;@?xXfNpD=#gfM*XHD7PV)6Af z@L0sQTDbm}CgI@k1NxmxC*7*)--_72FL7}!mZX4Vcu(z@gE$0SY^)S38Zj1Zb_S|H zpVQO`;i2#2CVpn3en2@ujcsEhr@E+>?GeX23!Z8pCyQe@<37Mz*y<}}ux=8Ni{^~A zh@HM9jUp`wA*`+e2SXni;(KA98bv0Ccp>gM3vVz_-OF%-^om-(pLRy*eo2cwd7VZc zCF@~9qtO#%*B|RIMYskb)N3ldkiIs2BWKs3kde9jxCT{~N0F5mLLR&6r*E}W(YdX4 zyQ;}~8i2@yv^3*#M9*|L&u=m0%4B>3iq_>^Jzr>=|K)q^Btg_X8~~5vmY)zmoq);` zuA(F@64@EX9=mOZDWjcUAdPF)`Wi71(xg74ZJAV7Y!2|kaBKoFO zvBTzSr(MEwhR#WFLtb7g)&8Hg&b&==RGP%<4F9{j%QOlj#Ccm>rpSoJW)zT?~Gk1+(5-#or9*+v{Sh7l2x zB88{$jO2aNzm=qp)`rm;wl<++K-e#_14&D+Evn1YVU>_eDN;nNF4+a4dVOSxowbpg zPLs34rRLg_I!kF9fat)PN$gI&sOULSQ^anQE42^8JFIak5vNBkpb{SWw4qo9fs7Ww zl?(0Gl1mE}`7LRiMlSst!l?6MsM5WDYCosOq=5o5BWNCsf=Q>SBp!>ma2cHQN2lV< z?m?ku@l!%j0$Uep#A7zq=lm~Wy35E3iA^Mzzo~g!mP!>ZvBV><#A}Sr9BE;mcT8*_ z1{6*DrqM;Qqtt9ByW;1=WFVd`ZolJdL;Noyi>SJjN z!WqyPXo33u{kSWCF;SkvoHHfW7LkGyzH-FDPT=J$#1+UKLAMTXgp{H_3XLHr0t&~Se=UH5v=q8g7OM`_uv;rA*PDzsndI&8!-k*z4Z3A zrmhRRMnH{z2kkZ}UC}8Zt?Pzt@q}sM?fn>?7Fd)i`5iObzV~~zKRZ@~kD4~%JGxmij*ZyM@G>~Rgx+mo_zS{X5L`qlKZqgLj@_(s2vIL4)f5T(QbB{~@=H3HlSaooMtu#0u^R{%Tb~~Nc;qr1h zt>C^t!bF7|b^61H>wg5;#!shk@C_h(g-P0G+Pyw#gZxNY$L$1|Y`nJXj86+L$=W;V zUi_h`i;Lmk* zdmX^P1swG(L8~~z>(z!<^Ca#TegJSr1^QxR2tqnT-o2qs^s=b~pOUzm>?@OtyAM(& z_8f~YdHvF@cHOj_a&IKJrBgr@{o{&U8`Ix}t2o+oR7Xp$cRm<&%WxOB63Sju%0|JJ z56oC}O`xk=+%tuL39e&w%UDSp@9c)pM)k6d@b!I}IT5`v7l+@mW6dB|UR}enyKTRz zFfeh$gP=oxUobByOs z$A1V)CPjSE8wD3gn1>&JIzFi?2nSQo*6lN-sulLKv2kd_RhxY8Z>h_yLF?|j59=Qp zW?XEUM>DRHXg@5wUKm9^rCp7(toj3adn1}QKiE*?xTTFH^5h^L>%6aAkcrUH} zyzhHoNtN;ina^J{XU5Wu(M$k8qZblx2YV#G$%cu2BVO6**{Z-CigSJZ!L7L9eB#uQ zC06%A0SSgoY3WaV&nMP*XoWcSzP?`!|8L)@Wabl4W&j~7NM)W?`#3&p)I z%~I_vqY`}jc3v@wAH2ArW%G9!7HbbvQ8P#`g~=!D#;&GJdeVT()GopE{05TOAD{5D z?eJTUyZn2kR^Of$Oicy52og-r>_5Fxj>kk9nyDtT*j|^HA5195U{>Ro z-kp1}Q%k+%N|X^LgXW;$fD}|;DM9gkKYe1w>8nbF5!vk0r4mPxsIwLDKNn2mH<43} zNsLcx+9TO>zS8)^q!ey#D1Iwao_J{@=tl?b=eb9WJAy2!f6@j@&tO^E-{VeJ3Vu0( z36fAQ50in1;`uzr^?kdnJ`DBg23jS9hRp*wr3ajP42ku{OB4H-QIK zij!6U!|OMq%%PS%Sq0&5EcSJA+hv>S;+HtVohNEZ2#8uOBBn7xN>Ee2C;j3qOSA{c zT~-*LihL4w^6xcXffI(xH)By{t)7R<4sFr=7%FU=c%3^8u;yB$GDbX6xrwKi(jul3 z$WTgekj;k_iDKHx%xmW12dfIJxO8k|jpb3l)4mqrWAq_zCSev{57NaSvEI9SDZ*XzN; z32E$wUU|Dq2ArYUz6(Qpy$7N8%&E;5_|B4moHF2G37I@6lfnnkV2)d&fO#o>1mc+L zE7k2zjKb9Iv%E0Jffp^XjyJpHz}Y`;@;+o2wEHK08f7M%&4moRyk?wLHVR)e4)z=Pa>TS;Sew(9&O(e>(d9QHO6csVGiro(hjFP#8gXVsu?U z({&_EpmO9qvYXsodVTZNvg%ywn650z)qpUdcu5mV`s+gl0^r+3*R@IpBzqBWh4EJA z`0)GnF-mv0>WJCq`Jxa0S4>7^-5FvoN#-^4(IfX@bj(BW$aYdv%lGx)@$a{9tpF%@n1U`95-PlQbFt(3kQUn+~pfzWIhfHs>jc7}|H^IrgG z+!c3jKlCH1SvP!N2MpLbW0@D4Yo@hD-&}{vQgzjEtNJZGI z5y;(qU0LsJLHXz~8!>OC=fU3>y#2%MApn0YqEz}lS<5UlMSdUyJk(>BD^X_RDvf%P zMW>HPsNc_GEn9VGUQT{<1PTSmmsm#D99QHSzxQ(LHlLYuTUb0c?kk{{1X!Xr3e0=5 z9tHwtLIXqJOt#LJ9{;YRihPmrgHPo*FX77!IzH~c3k*mnQ}lxNIK+B@NWq0pFOMw= z2uN2*l{ap}%;(Fs?!LgdIPxop(d7(Cjap6}7u@osLhvoO$XRz3JlIU%&VZnR0ynH<*(5|zMMkhOQti%= zaKy7q*rLj)iV*%!2DI#5>pywgh(woEd%m$bSJJ_iTqdakh_QExS3-leNuR%!c=of) zkdO{8%aUvnjcj42%OfmNkP!tKcYrCgjbVJa#4@PjVvJu`V;y2|6@CIPre|vQ#=XqTks%R5t!M;{z{K zUUIg!<4u}4ydd~;ht45M@tU=fcePe`TZPVA-9(1lc`od7YVYw;DjsUe#H^1j;88H3 zIXh6pgZt84U)T{K6_Q+Uio;TwD2gxY~V&T?b|7z(i*k!^*Lq@X%AQUz?ctb|R?oV<-*;;&PE#Sw7JW7DDH*C8`soyDnj4ehO(2v-MS}h3w$I-Eb zt=^a0>I17bxdX7@&eJK5AP9(n@wRk21PM5O^bS~lofR&UJNNK~o4heSKxD+rti|pR zygH%oAu9%8J_<`i0Ivc~62-qfq&Y06S*P^9JsjlECwgOIze6Ydq@n?$eqW^l?LrL! zBYem*fC*^OL*QigT5dA^uWsH$@X#fIs+)tPU3>Xtu)V*%L2Pc52X?(S{WY4C%RMe+IM zT;;CD`HDYt+!}LtzlhUCZ5Ro&sz)S0_+t5H7PxH@kmWC`0Hce_4_?H zAuv3Pn|Sl*_g!-c_$=S*DaSz>R?Gtc7s41=O?E5(kS;6$x{w+Y6XZe99M}y7ppS~2 zKQ)k47i_n1rU8WqxRES)oxJl#{&jh>-(ot!Xw3T4UHUj;Z}6*DG@)&P@Tuy8G{UU> zqwSm00I8gme0SCwqmYbdv?NZDQvZEMCHL@gM6u8`D^I9fhe{>^i>LR;_tuf_eV31v z86w`x+*Pwqgso;jJfAv$E%P;=XZlcY~H3(ow9kH60t#8-_cBq@cf9YSS*}89a;Y@v_pr@}7y@ zH99}6;6h>kavjBVA_36U>U98$dc)nbe|2fN+OG5%0bYY_`J=fEvu7Hir%x5yL{Tj< znJ`HWO~|x$Wr0tO9Ywz`HEt5@E=_qR8@Mbstko@>T>`)DAZofhFUx|csmRfWcFW^d zdxPXqf+q+bx8#N_>wp=_&~!WFvA<7}m~az6d}^mjz46sX`cm3}|Arbc=_58*9cjeu zQfoz}Are0#cFED~vN;M`DUK9HCoE$=kl2ID0=+C2Rp&9E=kBOeSKzsg^B{{5+xNu{5(AY?=kmhR>(98NH$t7X8Y_v-BvGn*{?$6j|($knOb=rR6HEWXQZ*JRy1iw>uyc8c8ZdSwSA$l zrqOjoE!5THRW#R|Ve#Csh59~z`b{hPn7Q~ixLxP6(=ts|3*bld77s#;$N#r~_vKT< zgXL>iaQUu)zqSmmPdoH~il&v4a-DX>sNb?E8u;t2&DS#wZF!|Ucz^VIH;7_Q4juz0 zCAPaRye|}QGgN1)yWr+21I{0nJ<%hP-9bhwOR&iVus4r7)nsO)5mc!-szNg1X&qzy zx5_*z7IHH=Ed_e~0L6I*8qaP->8Z|*KsKFj#+38({*V5(M+a?02<^tgNx?O?ekJ)C z)AQT<6t_Uq3vL+jt5W#;_s>sJ&(dDQF=!bN_K~w@y6=Io$vKMbp>x8=5&lqeKFJ+s zD%l3e(OZLBop2ofIOVFsPt?ri_zfhP5`4O5E0d(95^yT{oZgVRXWC4F!uDh#eK^3) zI1Y1B)zO&=Byp(sh!uY-(ky|8KEAI;nQ!r8DH<@SkCjbOV`9cF|qlsbD zcZSIm|1|!izb4aACIdn&uV3-I#Zs~a0V+j)NOtf&qqyIgTnN93{dvin`bMF0I@cF! z2gR&WiQll|01N1?LGFmyqi>K$=-xocF;@56ed(IVl&(_gbvYBA@}|-Y{%AjMT&K&jcY{@m?fLZoa616NzRI7j)J~9ET2DjlYn|T+5_f1&glMEX zR`kLnfmq$w-z4E?>u{ zHaRiGWm^;#MBA!hv|f1qV3Qsu$T#l@8>@WZp3YRdjw*R{UwVL_T2$ikBTm zEpt!$1D6Q;*!*wy-)>b}Wivhg{hQw^;-A4M@fF&bz=T>cHV_4=6!rgh{s}wC-KA52 z6uvv=?h+$EqHP|qPY5$=vSlk&8q(qg?6C+Ix2BGerFDA&l5;2n2$ag!$7(sUSG~l$963jG^+FWr`oe?AfLj7AQ;v5D3xH*-Yb#(L|`y z*85_{`D1TpeN{CIl{UBoG59G9*eK6Vg3g-j#B$gEGhx{1{ySlk9g*VM&Y;MyQ-Pvv zbnM__?f*;~g~b1k^q)2Xg*hcu(#?V*D_VZ}PP)E*hujB0pA-TYD-+ z0JNl{IsjQl$rH0c5qT-fY>f|(~f2Jlx9vSJm} ze&amUMg5CS=zCeE4aXk_ID-_WXtT|93WE)@QbVQgNl@6GCoI`aw8MJz<`67lwM2<_rVbJUW0bT;98UahJZJn;40=_?iOo2@f3ji_} zPzKEY>Q3RkV*i`(V{eCOC+5D=`6%4(7M}x$3P97VZ-H5Kz#6vd;M))V6eM|KiNqxc z57_L8bc#r0tbs1iOYz82RN7ry|D%ugw0|k{HbZ~mnzWL@LIcqZju^^XL{;q=XaBo7 z;*cLUPw0b>I%%Px#Y94mrwB;RF@LoxGW>|8c`O8V?t*Aslr$zq>u^~E!H`PKhwp!v z=ixw7n&Qp~H7CNGt`->nT;GN`8HAgZx=a;hqV{2vmu7`uaX;|s@|o=lHT72FpJZ4# z;+0UhMabh?7EbgiZJa?|>MiaBkaQwyzZ>T4M~cr8#D$umI5%%9Bg1t9a!q*D?tpTw&IfnqeZgnqGb2 zJ{E&elYT=4W(WhnxHSoW5t6Z*v-wI1?UMvO7BHsLVBa5E(O3=&r-Jav;T=;Iu?z@C z4ewZuZFjct#f2TyF{^GxZrH5xUND8cto`*k$~+Ve!)H{G2MU1H^kwSo<55(iW4j_j zPOpVZNjLI&X{y55$b^hwB1`ezdMWG_$&q$5G2g1=odk>uY^zkgzV$)#2mw{BSty9w zC0XT5cgNigt}#r~G#n(%buah1@->>FBK&qHWTVa7tlK|Ki8X5CV@J@PUb3ROqT=#3 za;kb(pQ@jHDmAuKl%*GUCiEeb8E@;xKwl6!*=rastvEmeDHo8`B@*WZ@Iyu4S1;#<4M4My3M|BYCqU;E7O!z^e}MNs2FO@{vI2 z-+{99i+!ru><9AMYlK4SAX>}}ibGITTVsylX3$AO^EL~Fa(oCyTcS7x)s+DzPX^+Z zVF|3PJh+*{PP+~od}bgfS@}8}?ta4scj2^$k{WQOJkUZxLk;m(O4r@DE630z^8TP= z4W*VONf^y%tGK4qtOZ>ORWe?To42~+iMjsVC$-(|-6siue-Ip0 z>GW~)kgZ1`Ail^PBVc?@{QuCppH_ocRR5xFomsPXxx8=7i&Q#ssGF~06nA{02PWS@{>PYMO<0(g_cWj4rvK{e&xxiCHxqj#43 z5fyP^;wgSNVuZesqNP@+^ylVZKMj6&6f*Ck9siN@3t+L5s0u5Y3bj*M(a$0l@gwof zUNhp+ro&=wp+Nm1iS4-8JOi74-%l?xB+U-5Y}*2I>VW+hSQDRr(Y;Bl-GB!ttzPwJi4puRl@MdDl zs7^m|%tKlpoTPCBBg8)pw~d26hv~tj)GFO%@<5U1o3?bdxSo9|OJwCxbMn5<^i2XLs-!-SZQD_+6iMchGXurWZ7Q@rE_+MwunE$ojxE z74BUmqZ^(Sa^VS@aqqSM0U#RvJyCJQ@1^z8=JnB3+dB8Ua}W|Z1sV58v(k%KMhR^xm@j;_cTc?hy7?$Lri%P zwV`2@ePX7|Ro*fnpvCL=@G|TNvWfBFOv<`{m$b2zim|JBf5H7!Jo0 zUOX#HK)T+2*oW<|KQFc|bbaY9>M}MD_z(3Wpk)C$Pcj(8%CAKt7ABmYV>QpZ~U$XKJU$T2^x;;A8-Z;TmfMF&4x+yFF`B6YH{| zXNFL)Z=z+tPKf3CLMR776S=2EVIGEw0H#}(bgSbZEUCA`g90xa|00{L9I%iRqnLlt zxRNaBOW$)K5|{`Ndcc&GP6(qBZm-uPYgAjM?yH8ojqkCVti1vY2%G*^EiQ zHc~$xw{vRpMa*VTs#TDUSRJWfd8@LM4YO7p|C*Z|9j#m9A)LT$k3(=5^;m_dk4GN}X8H8IJ4DHa~KJm&Z~+{r@T!Yvi2 zugJz$iW}9`ZWq*goZZOQw0cxl|MPlBG~Y9Z^6Q8YG6^}FzT&NY?7JJQ0OSYT^XzXS zUkYikW~(SRyeThF3z;-6E1T6^Ge|!WWJeV|Tv*WR5UHsO?b(AEuq*|? zOx5dMr2&y&qVJDZDd~eoQvN0BZ%(@+GPNOIMk5AYg$;i)2Mr1RF){59u%g2rSg{PmRbb0y9D8?v-_dX?-Gu;)?)wdvRG(5G?+{C^ zECc?S*OK1JDs{E99mASAJ zK!afjwXUUaD|d>Perk!JA(o+e%R_fL%`!ipexqrG(@8hQp~04c3(?ii5SXJ#$vva5 z?Q6N8pfVLl&R0B7@a4{L2r9!ND5Cehf=) zEZ!4(D`m-ap?I3;)v~PZKNshCRFJC`k(o#t6!FkwhWn%X)HB4~bJAelxzYa2uOyf~ zKbFFC(GbR{jRuTEQ@;|szZ6q$KAR)F(5$!g^lCy{)N8T7Sn70*iOt8=cjymV_eSes z^ci_j#hwouAZF0}Dx~tAOkk2yt7BXCe=g=5%tXx7duu|<$z`k`M3LK zBb8K4=Dv$`Dwh>HQ}K&5iu&x;cMnFqN-avJt-@2%0cb!n#)H~LoG)!h=_k_G$UjH> zOQ<%db>c-%5CWlijN4Vg(q)$_&eNS0ikSRd^+5O|Gj|uZexXE$Z27l&KaS9a$1zZt zt&!Aj7u|AZn7s61tizxrgpmhv9tiF%keg%UHSl{`KQN5dFfIOy4%fh{t2F19agm zMao~2scU|dKPuZQf6vh-hy*?aVSA5*THpcf=(HHx>dh7laO1=^W0*rl3nQYq)O(ad zUy_9iO0?B^{GKmv87)Kjn#-HsxGqw%zSYAJ|W@2z|W)BRPX+rzE2646E9%@ zC@dlKgfbQ@s8&9+eJ3|!$P9gbNc|;}yJCbuhrM<5efps8Jr@X(D%QdC3n&INUa|O*W%-^OpRGR*)um(4- z5%RGHAqo_!=|?``QZ)t@>G|=~jN9ny-18dk6|%lmMk~`h{(DvZmS67X=VG9h!Qvvn z?e(^3lTbsu!R=4dOft6g@eQ`+Rx6FhU0Kq2tHaT9wyvkI0eV3N#ncfUCKpvQE=H}OZo#!sFVR-fhl3~m`{>P^lReD??w)7d6A z<9HDKPmrti~zWc;SDGs{Y|jWzC!9_l-~UozQ2~_Y@VWn+{PxEa zeMlhiqy5e6bX7F-BRKH0@~%~jFXPnU_fhRiizfeF6dYyEy|bS_E$}kb8y^X3tG_J- zmySBN#mpw)0)3{WW_haiTXk#;Mnv|Of-BQzp^v>DM7KB2p7P&u2_W$v*2nP-B3qrk z0pfPRSYt@CXH*rb2j^**vyYWmgMn31G&HZ7E2eBz^R&6d_8%2QY;#~XfX%yBv8}X~ zJEWL)dzmK}jW&9h)H}6}pQaeOVv(ds1=-fO6xzXplA*s~Wg^*ojKlaun?Dl8yvYXN zPd*hb94S*gLFG!v2lr!sNOWd z=NW&^I?}i9GKlrpKf+iaG5ZEwU2;ZcW4s1?=iplOhvC^RLg@Ei@3s;3+FG;o#G-`; zmRs6poj6H(;VRm?fmU5ToLzE1HyGpu=wy#M;e0OWq?|*LNV%ZKJi z9H$jwSnunYC(O|_lN?IPK`?6))ISkA(6{(><7RLGm2aK4wE8dP{Ug+&i)&x0!3z6YGS3JT_Dl+e$XWn@pKkdkvxTS%4%h$9d}_GEeX&z z5sw2f2#E-LY!Np^ofy z=i;t)=ihY&Ah4CA(|k(0ky|#N<2GwzZGZqcbK2~f4DQA&{UhRz+GoBp%1iI%)<7F* zERxBUbTg$2AQ&>8HnJ~A%288j5fC(cd^Ku37Ni z!WhsRBT*DCi{a{r*=B3A8`bDrxAcc zVX0p0$`qABTDqxhlqK3emO`&=USN-V>SzAv;=|!MrHu_DTCyYkH5BSg$jns_5=zmf zU3oI}hJj%K?*b+c$LaB0uv zl16gTn66AoP^Toz;H+qw$CuK$VcK8cF1K9f^kR2tK+dnFD;<}U@=#Yj)kkM^4ls|y z;f;XD*hYxAOFf22ys4HM)csjeTb{b;2oZWBRFQQklEnFJD)VglJ8wCfZ+Q{#{O%b<)?cqp>93DYVJR9BzO=garM0M zCBcF<98VhhjgCnQwy4l<`~mnw5N~A6T=R>Tw;n)lJ+!roFFeNA>?yj>-Iq|H* zV^`AfJ|v*T3Ci4TDi;fYLB&?c=L=6AChX<=-{}B878J%V&XLcL<4M)kf!8J`=(;d5 z5yS*w%`2c^2CeM4T5i3<4Ag*3VED)mSKc54Qyedf@+|Kmckc0q##UF#*m&J-2V?g= z30P54G=BC2YLRFX~da!A`b;<3S&|R z_mP-QY1*ceuzczorB}0@i~;v8B!UJ9$6~5)_5Ule^V}GHIUoIXr_yrxkCtxy9~uwJ zePjX?*SQqA`$xn)omktORwm?xLBj|K{dEeI>pmxnN~PdG+Wjl5df$q(%j-?R#|f;` zC!`d^zxTczx)?kbE`^|=&_2V;$q0X^+^yF$LQoa*%?YOZID#o3K+uc-iCv%Xx)#_#{0f7A1Y}(6$zc&ZCe#wz<}zpMR#J1h5I*R?qqU+`DeduA zZFPJD+{6k(jHZ5Ovj2~1W5KQkkl&tM`VUi%Zat&3cu8T%0hL`4gI{U987zx+=SZE4LRSg$Ca?;G7%U!14ZvQlq!CZw1CQFriH zmpd(Hbu#vj;sE?ovo>61>D##wtO%Ydu{!dd!n?9QlHD&T^vF3y`}K$*UFS0n<>=_u zGj6w3kvUe-5Y_?aD+2b#k?Koi%wt=4Q1$^&SK=*@I;X#2AT`$3`F}A!(2) zIW|c^5H7Je&i_?Gn z>m-oibftLcd6{93Y((@AX@Dv1ZUh3Ig{{ILmcOpLKFK}yQ_^Co1@T;IvcoNh)#0rv z&@DTu|LAmtm(N5os6i&m;}0pH2^IV5v>}A%Nb0mN-%|RGl`#wiM8G#I>!G{W%~MQP}z~U%=c2 zQoQrD+pcHOH#7q7dJQ8;O_ciFbI8(_nL9j}EeguQ=dEVr%!QBBsK|1N&Y?5}XWsJ= z;0+zCUka#_NV?CSmLCSIBMLZ{d%rgRgwp3eo4|FJ%_3llCYwAvo4Z$ID<+o|4-Su*hF16KOI{hhZxJMW^t2+b!#j6pJ!h)8?^b zevBbrmJdS{bOupTPVg|dd)>wY{X^)XI~(0Vwo6KrnlaKc#MQuw4#mlP?F{z;=_%88ZG%!veGYZFM7RB3S2lghYonLqZFk0&3$r4 zWeE(L^SdgAin3RiO}P|HUIC|h#v|&^gD*{o{7ADgjU#`$XLX)n&vGxHV#)q6P32;- zvDFETey~cL5a>UhL=q@u(Xk$!>RG+GUESsZ03;%ixQOc6Sm^eyc2;xKp7v=5A@4!* zF#quZMc}Yxv>Jy@)A7J(>{Hl_+_TP2xsDvh&XOq5_3^pi@7J|8|JX4jo=DEsgb(Jg z=SNl!Z@|ABy6e4YT8=lix6=jLk%STv6OLWpENXP)df;#9IwPyG$w%vCqN%b&1vN>^uy z09^Fv)Zy2>6?P|E@bR+rKxn4R3(cxa%<{-RBUee)y7`y7O%xJg_#uVMJU~k;4z|s; z?$%b#r(BGb2=zF>-FRnZLr1e-=^-%WPNg_uB8Ycq_PTFrRK_V!)h0V`Q=hGDlBeia z?x)@3PV|>^1oDh}l!IC)Y>0ntHUFATh~0CgZkk?D$VyD6&CZTFwuX%5YImM;N}RG0zBO(&FvA5|Rn$MlYy~wiS;CTGvGG3n z5L6=3yqz@HrjNFNE}UKQf2z9ke<=4h4&XC}q3mRY2d5rsIEd^fjGdA_hQ!#$zVG{F zJx8cxl6?;$%_w6l$2OLTWJ$71*~>Nz8P1KK*YiC0KXCtW->>WS{eG_Z^}5t~ykXTl ze3=0z!*{(2OfTkLdH$2g@`pB(dkkiw_2Q^Lrc19fOwT0bjZ~~i$z$xdi;5kmO({C zgMpdqMRTY#)3`s}5S3HH{gy*5;X>oJjhz(E>c>R<} z#mX9Kvos@pd?J91HI(C?mSf3J4P1e=TV<6m2x{`O(J z-cxYuaoSr(Fj&`M&UjaI)4ZP1_g){5>aoc}F5s7wfGaLZC2b|rR|Vs&ihbZbB(k}E z>m955byr9b9r}p5XQvM+dvUhPZJ?}&a(>+aN?XXSg|MgZ+b8!A-zogKmz^>-K2jg_ zcwP_n6X3CSrAg6MAD{rd+GsDCqKGO`rBDqzTof41{dOq3lND4~*z>-8&16Ef6Drlp z9WvUw9q0y^F8u2D-V`F(WxaZ@`lo~k$P|(QUbpms(XTV)+bQ0xHpXxV-`WxOs+Nc{ z-W95$KkJQL{?!{{##d?g95BqT5?MflxdwDVK!?u8&3;sYU&I-NmUU0Ok?#2HhwW@Q zGO;pbIQErKJ{WUvmj7Ppi5_gc_dA?km~UNf)OrIGd~3AgT87})Prv!$ir%3bDB^v_O?VLL6h~s`B=j_m8AI@7V3&IoRhb~LsT}eQs$X2ctKJ6u zj-LjxFCndTlP3E|`5EbFSQ6BVU@O;sHZG0jN>i^?JOPrnv4Ykp3&Pxdk^ww=2}cs7 zMFLkg?!|mzm0p`yuEm&%EtB#Iv{3Nis$h8Le55C#A2)QPVTS$s_jtatD?L(3Uto zcH)9Leo4?5FL0KJNIZ5uV183}K0@&`?ImHUy_GX_)*+|5Iy}3T^|&CM3_D(lovIQ9 zqwFk5ay0ywBu4I-@IYcy=7bgNr*F=Yyw(kMjwRuNJ_ua6EC;nJxX~g%-?LAJDbB~eeREq z^+3f5#}ot@$?Hj)swz0SQ+--FdCyVqjw!`*&n*Gh3>L|{!4Wmxd_ZbA99>WJfpHFr z04q!WjPP0ZANmm#dE<&iu3n2*%D&=-l{H~~Nv*Io&xYKKDxKLliEl*P-;z3?f)?=) zQ&z3P0L+VqxA9GcrPb@T8S4t?HLJ+I@TV(FIPw8D+K=?NP{Wd)wSexJ8B?T(^`w zTLBPRkAfA4pJsxHKUN)Z`9ffcNp6|y@uTA%X`Pw@uQI`6jrtFiz32#WmqpRRSoil7 zfmw&y0Ix&Km}Q3|Wyr~-MQ&*1M==(wa4G2QszdC9D)eahY@N$F!**@Xn0QGh&z5&T za)SaCo$HIGmb(*Fh8j2hGKGj&DmGSkYQ~LgBZpY$>@lfd)CK^oS%~sa8|lu!cAog< ziGoAV=CmlxRO;R{GD^+ z{14oTtCB2->f={UysxikSYAF+2fbb=Letu6a`Z>cs8ZmBgMyn9WrIwDns{xrked*#I zBwC`2Y~ZR~LvkUB*B7}bg!Qkmu7{P&$f9G=W}De!a(Yo@XuUg;w zLoqukfjb}$=4-u5^Rcvsh_k4>RQ|!f-i4^ZSb}xP6>n!J+pK~MDGg=I1J+ODAasK+ zuQ;&vq2)G19sFI{V3c`b+Z-_iWo}ez@b{A@yUi_n_O3)W^!}tVMRED9`YfzDiugft z@iIV52Q=v~Jpam0;R(d5tip5OR|pxGCj898bzNuC-p0 ztJMzdbPLDBK+XQ-V46&E3+rhY9e<@B@$e{^MI!_J1}-(J;yz*SFOv4DpB4E(gnC*O ziu-UcSJdV|-IBfxmoZTq@$9)6stBiyi{}Z%mBuePnMJnA{QEh}?>VMqMr7xJ8MQ6Z zX+7&@>@upMsVfKN)q&*+t3y7z{d%X#tAwf?#JApXP|5~Zzzr>{Aq#^l-8(T(F$Xb; z>1F_bGnubsHr{UMlKlInX7YlrJEfQ9g+ozDPOuk2Kw-|AGYkdHX}sxI?WL4VU43SI z{yyX9tG>z%y?YoE&HWl*#)-;=tmu@j6)M4wlJ8#E_DeZ0 y32-j9S~>ON9-6`peI<>xQU^;i`^|0}g~RBCg*;2{au#(E@aSn7XueQK$NU4}`f5-B literal 0 HcmV?d00001 diff --git a/img847.png b/img847.png new file mode 100644 index 0000000000000000000000000000000000000000..df4afdf781f9bffb6817f8441d9a191832cd68c0 GIT binary patch literal 377 zcmV-<0fzpGP)Na0000mP)t-sv$M0P zsHmKroRE-^goK26czA4VY+ztuR8&+*NJu<9JTNdYBqSsl7#Iu;3;+NC>RHR400001 zbW%=J06^y0W&i*H_en%SRCt`tQaciYFc5uFghU;nu$R`(BX9r<$HF?bjW+gfQAY*^U3rg;x!C9k9MC}{j4^!l z5t5ftz{&J5HqBWLn7%^Kict9h5{e~QIuKN`$jI#7kFYchJF%|zkV1%S8A~$N_sVz- z-XQO=D2E)wCqHZPU0w==3eq4Bc{eI1=R3*5N&ORgpXu!FwCKk2%!~4;GM(rry(eRO z#Q(wN!OGatIcM_M6$_Hv!O}7z9j9@EN*q0>?XH9^JJegJC8~XRx70RIwLDY009ZLR&-B60ij{4x=|?v)OznqJUhD8ZR$UUTN9@2%*vixQma)5 zmgl_G0a5bns1h^qpYQ8^!>A@T23kklO5Z{dM0m?Ja+ss4?=1yL;4@V~c!N2B2*!o4 zHDx9J!-nZT-7D3^kpVNrWRq!|!8m##!gpPn-)35ku@H%4r$dNwL*rEHEI z(&1L`E#dUXT5HYse?(v3DT|qvjSdQRuUbu|P)fC50)0axi?46YTE#(BpmhY6$g;27 zZj*OkRI+ST1C7>ttJWC;Aj3M#;n3HbEbZ%bll0R%S!eP6TOfQ2^1)n?K`B&~ptYoi zT0evF@U*XhvNb90-$be&J>5~f7g?$LnG~Yc_*&PoF-kX!S&LKG!4aac(b^8~h+SJlOcMbS zS&Av>>m`=}r?1=rG)@EsGlbq=?MepI626{j zwU_QH)FS!RZ<@X2h)aJdVhUiIo0AD-qM)d{0K6+J1rp#9C^u2K|wbJwu@X zW>|oLDJBxW4rQll2!;ua5M=pse%|InhTJ{=@Ub@r7ANB_0BwhbM<~Uzkp+0>t{#QMi4x5mupr)xXdplLQRe)aFr%IriE%uNh+L{e zr-QeL_O-F1F&@1(e;xK0oxB&NY-{`F`?(`Tq$B+(MMY(by``MWP2ynbNRH>^BXil<{6OsAloiw+kSz~^QoV{mp0_qBQEF%ATs6_Fd`T8>!<)I2R zV8cqi&1sHPKUF-u4lfCwlcv4CYxhBk z3@MqjK5i+UWpw{I_sCo{M|O}H1(*iLz?9Jd19V79XI>mkR8yDY0d${KlNIVI`xj$$5cy-J7IUwR>|!wW`l@GH@$I&gm*%v^!i&??C+*+g;K&Oi zt>EXO7rvR?`T7ozZ=NyEdU$2qUZ&f!~IS*kwhI)D4gl2bqif7Dvw10i9)M9=#J~Ky6 z)%4{@!glP)>N<1CxwZ#*#te=QR`BysthR0El)BKSEo{f;zg-c`SwA#n?iw=#`8YxP z^W*OC$>T(4ifuy{vSVCM#YsiwxohS*D{*!V$~!A@cC1XANytmH2nCp{PO6~r`2O3K z)RoOxpO6kO@sM@YWJEvV6F^+y`o`FBKU1q=veL9nl5^x%-&i6TVj_dYlzSRYQ$`4e z=)Org^6t(3IWTrAX<}3E$*3`Gs@oxqea{ZZ=g1ET8vU4*dm5h$Xe|iVg2&{@?=Ouf zp1KpbkYSFL`x+{W+xOES%k$1e(O-0W@j3FsYVtDV&;8DOPuNEy{GF{1Ni){r}FU|fWSnD zQ-ISS<^+V+9as;G(-UjbsfR}^aJ`B}4d9zSl_OmT;PVoY3jHZ&{amz0M9XR24MZa`76jh2BR-quJC* zXEsj8_m0yfHh~0QlS|t7jL}p!HP)HkecAqY$jGKfz))n3Ebj%Ux!8ofMs{Debd%jw z973Q;iD)~r~%gH0ub&G%L?~@F_W6j`lBPX z3F(o)8;;QaZ`h4k{9~H7SQK87wk>Me9pvoD8<8j<{@vWwjpqya&m9ZOf_+OGNv^LS z%#Quw&WCc?wDEc6XE?cZCRAyY3~A`3{(QPvH}rPX$Md3jc4WU-Dx2Q|uOdokd~kTo za=9K(JL*%~*SsxS&-{pN8ZPeZZ@-)NuP2tprgb%Q2?K$j%^S>kdOf~cHOA(I#tM#q zI+ZqFHI3UX;-1}_PG+t9LpTZ1b(^k%caH71%VM+ZM04FjneT4f-C*_n{(Ag6rZ?fK z4ql~=TTSD2i@Il@eP?;zh~?i^K}b* zU|AfnH4n^2X>7WlSd=T~IAC7W#bgFdzj@uF9&E_sfCW7;8>M(Ch|-Uuw5N1BxX&y& zPci8IZ9LW8#~H3x&}7j*#qAc6$kBV>>1hWHzXRqr&97EqKLX=v+S1r82{|1w=fA(r z5zFa-Ir#4uv<>zxAYHo9?uSoSTGV~Naz+2h*(`@m0i}QWb_6NK z$nj91adXIE28|U8_o?cgKX6^aKO=8K+s&wu85Ygv_Skzi|GNeKFQIftY(J3YYv?jy dPwsTF_N01NvP&gcH7 zk&caUQzL5(C8AX$zrYCtnp%o#Bb!PQgWxpXW8Meb6XD0KK|Vs0fRC2&V-_9nF$D-j z#y5|nnp1a0_*Jh&_ z0d3$XsujVe#xiqHffL5N>MkAfiOdIumJaffg8(q|;}Oa$`!@NB`rDU3tQVYwEmY>X zb>H;$(c1|M3|Mlt!22Nc@k6pkuK!5_$}5KER4?fzW5_v`nA5~~j;sk_K5G0kMG2*N za&W#80N@n*+8QXYBkuzy<6%RyDqkOCYjjnO!Tf%64gff_o)8%U47kL(yGCNM>x_Ts z8DCYR@(RHEBC<9Q4B=tQ-T)x*obfq`$6`;ScuW*deQg*4ZJ`Ha1f;-twBalPzK$@M zq9+*9!!8in+7PWv|< zJx;uer*Okh*yfz-EllQ`RJkoBsL%Qp#WjMkMUEiTh*vs8QDaP!8ERZ64iJ7Uxq)E+ z0B{dXKfvw-kKqg@0Jy%k8zdY5#E5{F8t3##?b0hXt-r$H9%=#pK+Y<|2+SpF;S9ux z0YA9z2H)yh4t=U+WPL7d`m(BiIpZQ)g=3+ApMoO#|4SZL?t0A`&{jh$ybNv4Nhnv3 zM%pRw8lM}YA7QR~!YI{(=xJwn6)CxgKIg`|GmM(Zp+=t$I#KnVh24m0ZdwlNn|~&r zVr7L>P(Uqc0t@g4pG)oJeNSSDmHkePf83Iy&~SBROT-(Q2oKB0Ny~hW5HBC{>mx?M zmwG{EO^udL3^3r#Fp@C<7r+~U*T=Bu7+_C=Q-kl)8lWdM33yzztrrK!pQQxEnU-K^ z2Zo8%{n<_d!jmnr`a8lH1DK(0dj!EC|I|xiU)NWk-6-R7$))-DI~RP8EPcmQfCw%Q z>VA!-8N@cshf@Ib;~MD%TLmJYk=w13hijD4%B`PI*b1e!gt;D!=^w$XoI3g>LsMgV zX>o<7Uq`e4F+Z>8t?suAtPi#>;HA5<{t+k(Dw);w}m;H!^w zojo#FJM{=n!+zTPTC1HSjw}@gOaI_MW{fNz>rP^w@z!UN%~q43Ciq7R)gzcegX7fU5gc;o`t{%gCcR3ADY#CUE8=>!53CuT!8 zcVGa1`O&2j71=?96T02t1eA2eLLE?esZ0Sps`8GZ;1AXJv0cTqZQYX0f9;t9Vds$l57 zQ<%OsMlsNa0hka#*ci$*fi|O8&hCpqlZZf|i8G0^%P+)Wexmk=W$}#eU)l<(*&N_W?(FR8!~xj*f;?s`N=0iP(&b}3lMtn$?Exp1$Q+ls`h|incW_tq3w*%iF6Y)seI_F)9@FEU3d6r>jufz*IF&y zJ(qeRuC1qh!CFKJyKbQs+Q4@Jn_x!eA4};HCsto#@E9rpq0w#eYZ-8D6*o07jP9*(wt|-p z*a(vaV(UwU#qyq5yV~+pV>)32#9klGznj4Udgf{zdDkxUcBiU8P(C(3C!a zrCtJ6{^vhKE!gi927KQb?Gor3xFr*4hpzQqSgtm=w^EJa1omVLOjq$!O*vyi_ooZO zDPMdjvOb;GLJsb^;0!1+*qfn+<8bzKQr7p4H4zcvbu0C4`+M@_Ya0c$We4Mh2$&G4 zJNjNX(Voz&-UJCct0#rS&xn1G8L;WAb%o*g(mYd;e|>%w%1^gVzZC0{3EsGlZ+!at z__|XZY<`w}IifBM52hbopCHPe*IOSsN}Q$dh*kau)Cs_KqtR-!HdO?kIbkjzBw_?v zwbWH&AQ>tHNXCabY9lvw1x9x4_)Ic81jz7({W}Hb z=VbU55$Gv$(^}wDoQ4+De%VA-jKS0dP}i}>%3mt!u+G3=sJ>LET$;uCRi>=4zS7K( zv-#0!P1GJaUWFkq&CtK*=Uf$aE3jeDcK}4_0t=AXAe@%26IbW;!?i}vS{69Sl1^c9 z&p&%t(4T5 zl~Q@dnp5B^!8193&sdxR1XApzAWF9mh{PVT+p&F-QFauEw#NM&3H-g zOp(f7mqBql<2m8#9Z8+GKPIRvL5`fwQRK|`G%*0<+6~$RX!rS>My>BTX?Z68(=Gq7 zQ)XSp;%5p_1MEO8&)n*A@VN<%8X|TrG5GxY7p4s2xR>YTPb6@7TlA_BV%8)3#oqw* zH2{LXW~1;Y1nLt}rN#gn9RLiC4rZC^V*(t_EMOdD{7zk+2cs??sNKCE3)h3UUvBprmSgUj|Y#TIJh64 zxh4~Osrk9QT6cO^?uZfY`A6o4ydOgmhjQbJP<`=4nmBQF#@(gwg!+UiPC?{2 zNR~IIsSGy+8WHJv?+TuQp>6d`k~;DNKppsH6R5ya_+W|`LGL*8Uyi?9p)2Ak5GQQq z`bkecM^oGShG4O7GFKjk#RBW^WYrpuqZ9h}@lenA+}yF|a5XJUk5zt$Svo2Qqe&TRSoG=i2l@ic>^Xz40)W7JHA6hkZJ#wz=chls4QDMFJ z+b2wqcB}CE0#M2@B1|MfGvw>=_BT`5f0EeiGS|jyK-gOX^TD;u3d{|IWd*%ULKkbF ze{#fMk<|*9^vV;~VsD^`g~>Rt<{gwm5M@NZ_4>@N4MXT9z2qWByJE0Ldhj1$B)-$G zr-*6X_K63Ee}Ok%V@yBY0(at1euiXGYCK|T3g50o{@y%yZ+=^&|?+BWe?XdzTTlj&^vJYx<@xjNVj@OJj7y zBWru!l;L|4`@ZRx@7));zdf%>?@t7Vn{Y9T0idtt)w)ymTt7=NERujE4NzJ%^qn8! z_RnlV7`q8mQQg-W0+#?p(l3*q8O91+{@0)9zIy^^(gRoGeALf?iK>?G>*+>yB1b zJby9w<=9DhW=j}N7F&_80^b#(qdg9PnY!K;Gx1zMfBaWs>kEsp6b=Tgt)K4zphMV$ zo9oY>az-Zmp4&mv_-8yZH;Doe%0C@lqIzqo#vvap$w~H8fXod*AH{#H<4ce4y7!YFW|}XJTPeTxaPXheQRoX zeJBAy1C<^OBJnzX=1|+Dhlm{Fi+1-$jPPi+wPzk>uJfKW{ZVq< zB>wyvpsOP8d)%6heMOeBGBF%ZHZPlHfax z#}d`c9H-{7`xhAgicwL8^TqLhPitUqr=vSKPq|eb`*=BB7~7bFKKhw)X1X10>$9GS zskHgkx8?D&W%!0?-rftlhM8ur?LIa|iw$6Ux1u@Ge?a){(q==T-wDWY2{;Ix0l)^T zITs$N^4!ErPwN093BahVC_|uGd0Thz38`Pj*PSME>~1e`9DD1W0(D%C^^?2jMJRak>SY-yZ3}}mm=zw&jElQRx`ssHz+q4v6}KE-@j^0>vCq; z2`}x}S^ILM<%hTEL_zs&q5z+FMyblPwZ+QXDx@g^?00Dv{9OW@J7B231V%&?FFhm6 z+*5f70)6781`Mf!TZL+mcq$K(3(W4l20zyQ#y9#~Gflz@__~9vE>M*f=bjyucm{Oe zW}1W<(5(Z21V%nr24~0f8Kwg=(82`+@c0Ns&^;lt2Q5fEm<1VifoF1}(R6boG7PMG zm^{aEkzhi0&RixR$7B}!-ZB6XTfCrd4>}{U5QE+T1JxDaR(i+q0`*`2SxN7SoMIVu znsv``fe=L8{!sMTcCp`7gEh^D^hbOV2fRi#ds2UD`dhm1yP0)&RiB}^1VBKg*8tE~ zA<3)yj2DVY08PEl)_2m-4M71u9*W?So*cIEJ z{Gn0}SPuX+?$N4Pt}PjnV4s3pu$iE)T=p`PLi8=oDTpmz7!8&!`qJ(gv4wP*q!DM^ zx33UqHQ;-Y+U+g&eCrNOwWAG5H8}OfEMZ1A zF>vzo6h2rru(sNPtS%(UTmZkvDGxNoAcGrSYFyeuLhYk@H#fypbqW9zBKk(V=@)ko zA3oL+;i{7tQlzg)58vP{xLy)VXS+Okkr(e-azll^2%};jlGwm-)WVrCCM041?#9J+W_r| zY8HI@9x-CSeSp2r%WuG|+)B^o5;zSO26KN8WavSR010&l31$4!T=A9`*JO4!+q^ij z{3PSP^y0-dO+Q#R>e~)b)t0FFq{Vo{=XTe<$jYpnOUN2fm6eWVqh0}cY@_T>n`b70 z*&Ae0h@O`9bYk$f=UzHIvq0}ArfWXzL>Xjl(*Fdal57E-?qxe55(sT-;W|nD!MxxX zsneXbOpGlL&NUHz1311N_A>y+#u@;CvV2*AQN8WYm#0FshosNd5E%NVopn4a#ZY4G zANe?LJ6XJVIH7fk#iXV#5~fh*j-SNV`Pdxo9_HLT^S!)W!T}h|x;|dJu3e-LzsOua znD0_9(20O2q7kM5nr-?8fkF=}8{I20msa{s;c3Zs4s#!~tb#z$R9V4S^D9*J&2Nu^ zGiAe$*5)d;=#7X0lC683_Q#zT2DYv5C4{R3%zt6u76(!4@fMHNUCBZ{VqIBQhH?kh z)SE=-r8?i zgR||pI~7l#v~NuQoM~%mM)-;CDTRK`dDM(j=u9g$&rORqwAS0r&4j3nMYD|wQP+5# z-fnKz)HG!`BEp15T})^KjEIsr)+EEk+U)64->5iR_Vmv^H_jR8^PHH%fR`^!S_%U& zC7|(nP7G5r_!T3DmU53DjREZ%<9@7sumZl!AC={Qf%^J_KuptQ?>wTAmPUs-@eQd1Q5DJAmG>W zfm7~p3{CU7Z+eEb_^+4AEc%AKSf(r%oWqJef zHrA)Do4xC*p-gNt=HK=kOH#&8343Z zU;r|FRsf*#a7P$kkfc=~xU-_Ws?Sh!ox}uttyJT86Uh1>f6T{$=Y@^2-M!$+oihOV zAV5P^R_*}w-Zgn;IsjCv({uiOxi)S zdk%k0I$pegvNSId?qN2e%w?Juevetu>LsOoM=DP9J+_{)RhGpIZg09PX=+{xN-eI1 zPP9h5H{|P>L)(~FiT03&7sgqH?w~|$-260_B3os-`fA)@#mKti9-QIL4zG@1g7mZJHuJ0hQ;U_j=2`64|||E{Kf3&@m9+)yN*EGM!mkBBu)*Hinn4E3#)LHwmI6;~UhpWyPIaTYh7F*>ams;hPbJEFCJlM7}D%Y;< zs}tqnI_wF%1tB9LtYJ>~N|tchBlL_+PF^X_cty;?g=qL6W*}FO*yy_bK~a4SRi(ln zh_$us)8I7Er!_T(c76O=nkc3-cW7%4F%;C40QLHs9<GfFU#qGRg%H!w!0@?7(C_euqhGpS3VOl$swBzTjrDcD?rpWGGN+aQ>va$ z5TJMS^(8g3trf6qGXL{s4R8c+%A!o%xy5*?uP=IHT z*vd>U)@>)E54m(N_9a^in@(8#K8^7DWW+A87C?Sc8zUkDf$;jXY5VUB4gSb=FY{!# zpQ#dt&#zQ_d{UHQ$g7%GT)iJFw(86Zh5Fc?t9k<%c9@Zz*>atYgMZzN**nM&+Zmi^ zfTts@h)KUYbAZ7)E!$Jx1~U-yo@dqVogjt%e_g2PZPj(b_~_D(-Cg~1G%KI#Gh8VUil zq4lEK2HHPO9V2=I{m?HaG=ko4PmF{2hk;W7Xc>v_t<#r%CSOf&Cs5_j24;gYP-gun zjcHGJ)uFu5n7WR7R{@y@9~!A2>fN|^4Qd|>?S#@xQ}D#tVTd$B0j>_BCp;YY zdS_W64wgKTFbwb8wY!TI%cD&@$nLVmPkG$)E}#Kze*$Jri5P)^2DFViNS}AZ3jmYZ zv?=$Nz`7&VS{Tg$y`v3hvuRTn3dazKz{q47H8%?U;GoZB0I1jK;r5&X7nmv-$xKFL zFubeR=;1b7D@>dMz!TAveZ{8T#_uO2)Ncj>Blm~lU{_KqFHRQIWf>}fbKm7GI0JxZ z{7C*AzkR<`1c4Yx(yB{I9cV8wvP7yXFp%$n;dqJ4b5mnR!KTJwKwqVdMgEmT@*xX`IU|Y*-8cA&8Bq1^))ai}T zc*`i@fVSvH_m4U9n2uomgFROfJS%lYq2vX3ls+aI8qp8X2 zVm?RrZ360DNmO|T86$Bbt7Qo)Q~<#qZc(gFqrJ8hBprXf<;R4!5nZ=)_qU(oJEYO? zdI`$bc%366=tLX9C$$GeTc<~<7UVR&OR_rh8^wUm*H_1P^_P~;x1i0M&?I0%WJK%S z5Yd`8>jX0B89-tO8FQQ=RVqU*1p-ga)0bX=nO6*b#S( zAB4drnR?ta$kK!|AKWu|FM;<*7~1VuBcCd_r~&!7iXGmyi7CFv z(q{?8fVFmsb*G$*6)piLWlma!&HHokVhDD^Ger@|XVO(MP14@IwzOBUdQe!$-mUKr zrW#Ne-}&9^-f2cwFnhOtwZa#8Cay5p9>ikE<)9$vMSM=PGNS&fcNku*NbY?#P_P#;VK2;3^1aJRQrs2 zFE}p0oKpZ;0<%j-UspLr!rB|00f4NQrFDlMm>$at~*~E)nwM@KjnSJ4rRL-4ak-1?g2^* z^9yLeBcPqL_5;-LCr#|KZ_X}>*#^DA&|QIjk5O+eUU2KQZLArGN-kF<_rC75%Ewbb zTMC!r;q&n$Fc6#6Iz6dBU0mr6Z|gXRN+Pi9zWI6PZ|?;FNtMqAz7XhKqSo%dZ~opX zOFTWZ&D|w^N)5Iir*Gdr^v&$uXol_^h~atNkT%PYF68NM{ZErEUM98MvcWR|f@fB_FGmRDea#uz35zTKsW_Q`r7 zE@x656#x^(@`?rlbp>^o+sQuB4aleg`Bn^pLzr9cdlnsmq_5oCQ4F&5jzt4znK~T+eO&2 zoGlNv-JKiZA?My%1hP{r^$0!Ve+6w~MZznIIf`By?B9yu%_}GbW`8MWCW&i-<=ib0 zih(9D4Q%J-74WHOpJAnq-dP{`11QYTH78I7|Er*0d7Y!HYO=bxnui;tIIDSqps^n?h~#{CtpI6PHt9=+pq%<2~qyq7bgUY^m{DDeI~lhtNN z!c$H*Li?4uMR_8{4wru*njdGs`eh)|$Ta%Jynk=GTU<(n1GKg>m7UmT@};M*GF#Y_}+O3;;v_xG6mQ|!ECTZ<4Ysf9h3;AdGg+Q2jZ^#Wk53j z_W-2@?VMq?x(wd|=J(Filf7c{_3sMMH+=HG?zGDDR|A#ju(St$p2_Q1k*!S(E>{U- z`YzhJCRjMv@V_TjK%Ok%Ru`=SIURGzCAJ9W6A7{?oCRrS{UnB_qz>LyV4y5fyEm^_ zo(YCS)n#|Zed*r7Yc+C_ixC4JUaYhe^yxY?kT7wb=Bz$ zZaGPJES01HgK9z3zZmQ+uC3V+?;-V1sT1VB-?% zoH_}EI4fBuMzKnk^2QmN&j4_7feQvRWG)IH%VcW#qM)>^-MG=Gb$oxU1`|sIYm}H0=^RDWF>#Ba<<}jGY3=kfAcB zp#{cJSv5GzYO8k}RwlCLV<)8!zy{i~kXvq>%#u9y25k4E(drjqs>C_Zvix+%hp|XReBV_8J@5y8; zbb{_BUL;)_P#PP0aL+x(TM8o|dG)(gn*_nLOex+_jFueGUNdwMfICTMl9#0FpTltN zjSK>q-oWR1cO^|Zy+f)F+I?cazeV38*1hgZsyr^fq5ZO9|c91rAA+s6^v9!fg>c%;ki3sXQZV)c8G>Fn&O5O^DfXR{_SXb@bAX-F|K=0%S4GiV|#~?4hl`D z&_dx%C)dS+;^j;hY-Iw$hBruk_q@0B>>h>LGws>~EI!bl_)5fzxkQSze868m%GZd6 z{*e&T1K$z@T`NM!;*huvoE5=w8zdB)1k4S_`IY&d91lj9+aU9Fu9;J%R%&yA=+}Kc zr}sN>XvZ^Lx-Eouy5h{R^BsE}Kz^i`+bHu4A|`McxgB34&K8f zBh`%5FOk^2*LPx^GvESK1&!f=&~1;xrG;%~s>&VOIdf(+4+We@;3JEWjfZXJzl?5218M<}j;^AXN|xoJ z=L@Uw`lIJ*JKB;4#1LzFXsaNeaVHBzb%ac|Xn$ds<>9krT5DNeN|GC*l31=Xe2C>C z|M7ExmWKp5`rh%jBm&GivqRTTw5Dz7=BAVrdKW;T_dBvY1el8vZNlCH5D7QLK{1wx zO!JP2CT6q=f4Xd;FzSWl3;-4{z~>z>94}FMeywn$+fZ3r{@;H9=$7|-`>SMl(A@*t z?nQf{j-yv6J= z>K3^A-B$X41^_jZwH^V(KIHy1WT&FETDE!wOg^lZ4GHB+nb5-$TImD8f`Ccg3Zrhv zm)jX7Lu_J!YsK1Xb5&Vg*cWSUG4$P%tkP{Zp|_hGj3^LF&WpedeR=|P`u5!yO5Cv} z+I0sdLgN#6Y&KZJ-eQge0d>go=)S?)K0854$Yd-Or=3I!@nH4A410WTL_+3oN(rwx zPj(#ESVZn{h5B_T#a9EB=V1q*7;9DVjWfb4&eD#<8Vl~o%&k`zN({io6d`-@Mj6o+ zM^?)cJS$Ep`0=8FTwU!%R)j)$rZ?hNF{{q*5E^qhPwecYne(pDz`>#+P70D$1YEQV z1BLt+Lfq$YGF6EMlE@2%sNw-QnW_p3B;iNyt4$R0&G*WO%Z)n4QL!x8ikw+EQx3zn z?3wxd&5B?z&1Wxg3IJ^ag#@2E zY?#{XfkYil3Ug#0XXpM6o_VA==rdfg;KceqqK3eEYsU7UbnqSRYx;dUSE#&JpD1d zy~Bxpf@(WBrjfC09QSH|-1wv2;UbcDyUfb|hgi5WqAHLyz{v_cQ2;{u&AD~k(PR}E zTw?J80H{3UX=(gun;A_8a$f}iX>eiPGRug%+5bTh4((bBK0RApt(N5sZr^%PRsfcl zxH2NXE`h450`e_BjKb76bPc`HVb-mQp;XP}UHR`GDID580S!nV@<|$%rPb8F)zknP z>S}TI3%ou~fJtkt0kYbk!nD@+@In9}4Pf1>&sCsYS^1O4{vjLk(-Fi@r2pv%`5`ws zlK|R@|Lnhu+#O8HJEJftowY~XJe?0SW@kcuVc;dy@ z_}zDtpq+OzcbeddI|b?smgM>)m`CXtW|55fUe9{saij`?_tx?u=Kpqy5baeUKxd;x%RfN ze)ea#!0Q|UmERmAZSRGE3NYymE#s_RdVk=xXTC1EEWtI>^p_xVbE zogFw*zP;K=B>-5w)LS47F7*Z&np(Y5R^)3Ch8Otlm*1Y2wfgyHJg+?4_ncSxbC5ZO zomYn8NOc5{P3&jhiz{Dx#zuLU>(>`{4`RCV0i0tryRDVXeS}LR&`GsiQD+8y<`-B( zg9-rW<+Re^T5)$c!9lMJ}m)MACsvUn@%~N_FHyA-5O3@ zfv|wEl)+j1{XOno0fdLKR(&YJQW%V?nNb1&>aB?a0OdDF2XJW>%3PJJEjTI!pf{>w ziA;}>cIF zQX7^wV;WxE87c$-luc`|S-T3Z&`l9M!rq2P#X{?wc9_NW*i(wt;#J_)%0;$}Oywr6yJD z=Mx3ebfTbkuaD;%Wcl{uX{7M__r3=-MGuZ%ccxi-Lly3X#s}+Co_wYpnjV ztlT<$HUsszmeq-}thgQ7@-n!D z%hqZbR7bPh8*KV2vyH7icj>(0pLcnD>>^^lXU15&y;;1B#Vi3)R@=IQ%4}Bg62p+D zmM8<~s!Px+aZBffxV_gja2fpf3F9#Up!Y%mVvX*hR@;_Rd7db@E?cW@Q2khs`=|gk zgk@~COBVo-J@dQfHOKo_b6P|IAKs<8wm>*M^G7X@#}ArI z9Q3d1zAHwL?JZkp?{=b8djG1vyiGWMV%PO|NM*Mquizdxn1x*-qF*Nnbb^V+?%&z|Y)_;cfiTpbfufcR4ol4_vt9%$AuR+lFgZ zUyrNTo-0jg0IGm%%hvpHRhi8Ip5x1oP|zOGq$;>D=;L}JY10dh(XmfLK;CW9?*w+A zOiYxm=y!h*#0#En%^mVb@NB*5?K!vvTC08$qxg?@DY2{o7XSkdE=fi3Z2b!ufZt01 zC@+5tn0O}b>;++uxLkg4_JD*D`yHxtz4Qxo-|+qcaL(4(W(2u9tF-_ud_RM@94a2TtN7?5${g67u$N35mOer(9gRA=~ zyB$w(J}56=$K~PST3&tUUXOT%Dj8l$Bl^~1I6BGD4mytQKf*KDKy!*d1Dul)3Z&=m z%I)7dngO6f{1b}6?$0A^0fp!YyN5IHEU#mG4S#nIHU42AVXt?KhBjmamDcte{sxq% ztk&=DvVDIDhdu8cuVct7YYjIKH6A>U)8uEcYI5|Qm7XdEG{ zIENY!V&x8jrMez+A3_kJBOHEi8E&+n&MuPla~jMH^X-v+_YOSRex9~^8l{?K9}k@a2@=`Vyw!yT zDcSmA$H|Kcz88momu`UDuJWUnU;H0pq5uqdoj+V}`uH#p{z_BeNgbAc-sO+zbNEGm z*MxLC5;58hXWnsw=Dn`I8UUbSb**aJ@8zK12c!WEqs!blj}Qg|sF(-=|M+~f5G7~6 z&d~rSEj<5@sZw5+-3Nd5zIq#NH7n@j{?W~XL%Z)W0IIiOpZclDPyhh>QpK|TRf2u+ zciq>3_xGg1f3xC`Zf;~g2Ne1!C-hq;WTe|suXlN2p{%6pe0csi$B#Gkn-hm*GoDK| z1?4w8yjwK><{J;W+oHRxuM!qB^&ElFZx>cnx2I+8t26=LobYbpFZ@RpZvo_Pi(X-M zi7O+VeK7Q!5r;&D1eD=%wBX{8Zc)gcXMVl+0aR`;CO~ug3cS_>v7$c~vj(bgIa&nf zT|QwUkDKf}%EL8L5S@5ALu@4eqkpnWUTDRNC+R=+o`zM*AA9ceK;Ha2dVghv+vHra zeVaL0pgt6wF(;iji^#eI*0u3`TG&vb_-+-gHOXhEqfo>1N@ zN+@}peVr@8d&iE5IDXExT~V>sf_Gi4EGMlWRJd1y_l_OW>m6rDZ>M5rLq$Bus@j^B~Opxyqh zF3G*@_pANefDq5zlSAymo^KWqZaG0MFwr^xFZpgrc9o=lW- zwFO*Ri7qX7as5uKw|-x=#GPIs2jufG5YMIhhcMWgD1#p0j=T6h?uPwZa@HXvtNb%w1i8b>MEPZT zfLrM*?Et#>xR*K)DK@&3o#EP=j*w<~J=EB{>kiUwdGC{s;3inamliB`Fi5>N?VNTl zN<>8+aN!u}l?!&W2P8nSKXS!ld*^`S=~XDX_IJHYje>b*EWwU#@d~22)S^YuE{0$p zavdkV9O!ptQN^t!-6f07ofqxg^a|4BpCXqBv8hE}xkZzv7R^Mvs0sEbYXA^PEecm| z(S)f*6VonYf%+p?5V5I6-MK{*rWO^GGealX;gD-ra%O?4MI+{27{QKTG|UqPrWWCoq+L%X-SSFZqX5 zNRj`JygT^y76`)&{PxTBm)dPFx8+ z{QVJs)Rlb`b6^Qg12mjJG7p zO!a8pa-MSbC6DpAW-jwQ`XwHo`P=7j-^R4VN!Yc=*f!7H0`1)M?zexN>WKN_C+s>* zxM;WO*NgE8ds@cFCf48QaxdIT%Z`gD+Sp^1{6YC1_`=S91 z*jS}i!*K4NixUNCpz>_L`q8$tulrh{_@SVspnrS6afW1+yJm8K&B*)+;Z6E1!J1ln zqrgvSiqFGyrhB;IGF^RF=R{9?wl}s;L2hG}M$iP+6jO4@?w8 z;1|*nA{r6!b~y%EQ}Z&-pRp#nRjl7W0K-CH-*U=?e7}O{9hY{a89b+o>~-4y;lx)E zk2{p1l^MSQv4ZzHI3FQYFUfDXbL33@PWHcia0$IJzH$9fFt}WIW};@aRQ_anO5WQy z%Y^lk<+jw=v~y0EE82>@AxrFa+Wvvh_dZY_2-QJWqZ7grfs;PDFVJ6>m0+%;yr^f> z&e5T&O7#H^#YH=Nowk3VfzNZj(THt?#-b;$TD_zO=f1>GZ!86Up8hS0P_ae^+bQy5dT2&hIAy$}*)VKGX!t(FS8+M-1S%CMVP&JBxa^MjkELE;Z}5Rz?fv`ec9{2?`Rpw-zv6CuyE<6+1~yCjT~?TO|3-1L32 zv#mQmTiunc)>f-zCm8wI;vP^6Y;l1rstzODy5qC;24J1wz}$|Jj&=tqm{{TS&aEFa zE8F_L=LF2bP);;guNY!9n!H~qj^w;6JGa}yCr!9-9yQ@|Pu6@8N>(UxIR_MZHv!K) zKt_4o2-1#wy#K)Iw$G`mI6?3U5V67Aw6mSyoa6nbH=Nn=O1TAHnX6K@e$G4MBGgQ2 z3N*FyoBen&-ax+aavfpP!SFE=l%%JcWw<9)#mf?rl|o3wnQ5otJw)1=4Syf2~~q_AAdx&b=B=aIlW|k7mYY zhEchq&J_7t1%UJN+&JHF9C1ma6P4-;DzjPT(th0WxU;Lzu4ILr6EKVeTeT0A0156R zK9Ey87siFtnW&oOmEmvLN&YCwwY%kaP!PV*vfGu zIn~_d51)KnjMJWD9T}+Rey~vT75_ke-V02WHn z!exrQ$yc}^Higs9zG|ZIrnr8y)QmNUCgiwBx0wI{2kuEkK~z*lH0{qLbWs>_|o0`vHouXZ$hSRU*_3I&Z6CWw?lP}W`JCs)v6s}*zv}za-GO9V1~h~JUh2s zWs>krPV?+vDf*a-1&hzF92jdh@)3^#=80^yvmZ1e__7aF&D@Z7|x0 z@Vk~nWQ|-AG&m7*iU6`J2+^*iewFk_$9IM})Q9j#Esw_!T454a8gN5^gii~S@;fkH z7&vi_f~U}U(FUuP>)-yItMp&%caX{#yht2df?x;`;&YCP0%%lCn2pW{Q3F&4*_#vB zDCi)`i#8bLL#WhRKeKy4ED}dvFd~2e!wa#BO?y@FMhi+^sXhXk&Qc0eBF5exg%FbSzoN*VEGq3IB2{$+1e-8!05FmmJS{4WG($t6eyg{$oYRJcQx|g<6vKgrHgjq*8iXpKFSK8G#Yz8$n5hV^q##+5-6mbCyT>f`mlKB zcK3jQC|`?z)#o8Ob}~Gpd@U0CJWOi4O9d*7W3sDU*WV$PZvg18-5=-^-MOdW9ygeI zA0VP%{;QO`!djUhj%xqTlD4w>JQ$uk#P!_SD;&)p5a38#*?b-@>{B3n9zXgFFh^iM zUwdEe@Ckh$q?%p2s1{|%mU-s>5tWYv@XkCgS><1YE5EtWq8B%D#NU)1p0@0x&qKlR z^UVCr3Wa~dumO^7;OtV?N{CFk>3P^um$&5euvY{vTvnMVAswD9S17Bu*Y+VJy}yF@ z^gQQzS30eK9xmD~l$BJS56|sj?D}}A%5phrf~wa!D$k=C$^(q&TAg3$dt845Hg~Q= zMh!4v^5W8jb^CccRn}ELDT~zuT)_ zoNRE;o9pj$0F~Q|wX)QtYW*BfD-EdDU7tL@<3@>zQo9GR9xqW@0=(&>kC!UsO6>wa zV@;~HfOTJ!tDb#Y=XrfRH&SIaHNZTB>uF5#AO|701z(c~vW}u;u>wSCw-ppayB)PZ z4gTyZhl^v{1G0nUZTczzNP`RGs8r=Sz3a>#>o~c`Y2Tq;!VZ#m2L?cIbXZkY0r@u3 z@#z9|948xao;r>}y9`!|JcH+DL~TZptFv0m*sOyzz*qxhwLeYbI+MSSQ;>?2jAxn~ zec?B^i9me@aa!)px>S2Px$8LbDo!fIpT7&A;`^j2eg+ii0p6Ck>M1>fI+= z`SCC62txY^M`VjQCLE29@DEz3J+wQBC|Z2vv43ZWkzzOqUgOX%mnd3?gIxtR$gu{8 zcKJln+EX0H!JdQ&u|<28nFHV-;>+Fs_eB&!vEU8?|DdG&w~uhRI5OH%bJs1{B92DC z!#^h}Z!=eK;jks;qZE~c$U7F?t`HPPJfiYZ$|}diGrc%GQ8_7&Ojh})@JGAD#UJes z7fH|G?JfS@^LN{}C>1kI!kc-N^xTo0d6eIB+wiP+lg+N0@rM-f(C#3j`TW6xFAvuN zMDzKB1y3HXgNWwy2MZoqR1QaN(j|d3UY&LmHg??W7$n{&?o$;uM&yBTML` zza82A#F>6qZkd_5Q67wED8G$nD6gyntR&rqrn&pWE^$&>O@X#Lya0at@&_3wx7ldM zKw!=4J@B;rTNL*Zr%OY;)Bwn?>-Pq^ruP8K2+4T#hn?c2I{zw}A?Q#ZlqL!Q)b6qA ztAIQ>2hi0%cG|{2@NvT07)D38d!7HeuIwdF7}jz$?SB6xmHov31M*pOZcaA`UjP6A M07*qoM6N<$f)Sx3>Hq)$ literal 0 HcmV?d00001 diff --git a/img85.png b/img85.png new file mode 100644 index 0000000000000000000000000000000000000000..3e6cb731ab98d2df75b92db742f120b0e5d91deb GIT binary patch literal 462 zcmV;<0WtoGP)RHR400001 zbW%=J06^y0W&i*IOi4sRRCt_YV1NJ~22|hxXDwi8V88-)fXSCl3=G^1{||uJ8$iSb zh%Eo^38>0>K7c6!egz1hc>_X@??0G=$}l7#X=68lnupB^aKObN0B0u{IB;o$w@%h7;*?8a~DXU=>5Qr zV1N6{|Ck@Bq#B=PtiT}q{~ylfMwR75<+4L*#_wS20hG(bf~t&}`9E?fvN4n)%O)`7 zA=~hug`I)+pq7Cl3a8{V28M1-QBYhLFtGpszZr{`1q>5_9^orsu*M?!L~^5+14AwY z!*5m)SMoI;haJHqH~;?z+>#s(DBS-D01SIR1(4W#5bpqnPTT>(z;N&qx-||y2{={r zVPqE+z!jh&DinZSjtyw41eXI=IpzY!2@Dr`aoY<80DFN@SkTVhYybcN07*qoM6N<$ Ef;C&SlmGw# literal 0 HcmV?d00001 diff --git a/img850.png b/img850.png new file mode 100644 index 0000000000000000000000000000000000000000..cbf1ebad630a493cd2658124de87628e720a89c1 GIT binary patch literal 881 zcmV-%1CIQOP)RHR400001 zbW%=J06^y0W&i*J?@2^KRCt{2mCI`rQ543%nMpF4B=f*Uu|jE}3!w@Qh@y+yEb5}5 zbX>Sm&{>KL$zPyTimsGIcPdD5=Po-dx|ofNf@q2xLC|p_xH7j7MYMK2_hyo2GSi15 zg6Ic1lY7qZp8J?{?*K_05a#Tvl<;AfI=rA)rTqMR0vi$yo};QR9);BlkFUhX<%`rScbcDk8s zrJyv|iRf0h+s1qqxBIVP9sXUDPL{i<6Wx&vkTC6to+J{|41t?OiOIeV#x`Il3 z*F5qaSAa&~6<6DCgsk2hUa5~VHIKK(XNqCerb)o?@WJ!~U}D_hv*OCdW?HB zb5tfa#UcgFFhi>X`%#I(==i4GDO5pJBok7Lmx~HU>85%UX_a)avP$Qz(yb;emmKIz zVboF=zZeat?K&u~jxw2IkA?rzNbcQri^h9ZeoA{`grN^O-MR`xhA}Gp$tJDP*{Gjd zUAX&H?L6Xz*iN39CrS5Glp$80e#&8+@lxIY^;c-WM`my8Et>7#mU+%#PJmK>zf@(d zgIXE5wFRbgLlK5nHW-LSA0}KQ>KxQ62k9#*Ks}L3!x>?S7{e*q&RVl+*zkH47cC|Z z5Djp2aJ4L7$uxswJf_^_h{jKK2ju$O0000mP)t-sv$M0P zsHmKroRE-^goK26czA4VY+ztuR8&+*NJu<9JTNdYBqSsl7#Iu;3;+NC>RHR400001 zbW%=J06^y0W&i*KoJmAMRCt{2SI>(SM-={gySKV`c6zG4s3efgA&`Ry$D8P-1rHho zC;vd0971vl4g`c;){ZE8(bd1eIf))*=iq$@Bv)+%fe;8gcnDs?R$NFVakukcb=CF{ zXLeUtje>7$t6sfVUwu`z^o+CMH(EU%t%@JSr#(lLf;$R>L2SW}1 zAX7*?Y!+*5^8_VeYFD$rh}FgXm?&gpPI&o-O7M|kAEg+6<5F;V*9T5qy4u9}XQbe9 zERlm_sRU1~V&bs=hzOW%nE7gZxB2)t)B0wtoz@R+e8*hrP<$KSk@xaq!uk8t|B0LL zOA_LXmqU9Ge%u8@>Kx%-e>ra8=q?b%{R7;t-~c}hoZ1TI_pEmC$$o$e4o~*ufN9Sb z2#4O{L?epW6tQj;f@GVJyF0KEa;oRCv!c%_EFM>vR11^}bL8VP) zb1=js;Gup6(mNMi8uAr=kjJ=$@6ESOm0RVI#xHS4=4qbNd)K9$sS!L%?T}kWbWr$7 zbB_mDpdn*iqb#fNsKd`&^Eqw}X}}+A?k6-|i>`8zBls;GP2rx8v6%f^SlpF`Htl{j z!PUq3C%cEcIP?3tpMf(s?|1PXxKz0B<`B8`?C^@Zve8;k=3}w(^?El)_#G~jxo2vh z63)!6s^LIM_hK$qhQ?oqRHi(x%Or044P)RHR400001 zbW%=J06^y0W&i*Nyh%hsRCt{2T|I9cMHn6@adKen*U$kHa!nCJhd{{w2ce??$v=Tm z&>I2uSu}JYXp!(Ww22!^BvVj3q6d$HgH0UY%iZnm?auc*vorf4=8=4RyYtTTK07lz z-+N}PBXGlsy9N8UY&4_2}wUwt|OuxjwMVHH2}9sT8!=q zrykP#0ZIbuZVJ#$RQt;H7DR8R)HE|eq;l0Ywxsi0ov4TgH0FUWPl{`D0kd1{V6oN& z8LhPrxaRu&f>Jc02vJFvb-Jc3bIn!DU4j~Fu_oSm0n`M$(wkZ(59nze8gAGErF6dy zwv1SdpeCagRCTNz;#WgP0(f=J{H*=pcasKdU29~v*OSNVxQsViTu^Y1?!=JRd4!$udSTJmw963Oa9{vBmnM^P9~u0@#Kn z^s$_G>m!Tx1P+ArJ3rcr%}Fj78UGu2ly#zM$kP)*tsBwCp$6_hWksb9m<=PE@s!lW zNZ!;yj#SJZdr%8=*amD&N=tCdSQ)_TLys+dg8V+;$CBEaG2#Tf#T;;Y{q*Sh{aJ%n z+#i`5Bu^@)m-s!C4rkuC6-F^TsC^puK?x^*J4P+c8<(k=MbMdrCXmML`KVHvDa&9BVsQ;B8gu=Hftbvi zRUCqt)dv}aWTs_}M++gu>5v)fPb?LrhYN%Qm6@)bA0gHwTgTuKOoyu;OHpsbxJ}~QYT|p4Dr_jjE^_B9t z%r*3vnKHNup~XbZkdB!pW42b1{Vf}2;&hs0zD|&lk&%(n1B_;E#-Ta*D>i?NCJ3+3 zn7=d!^A|4IYhlb2z{i%RZbIKbuZRL>+tq*kO)&HKFy)&T$GdnKxSeIr`hz+6Ll(Sn zaC7#zM>8Gb9?h(|9c0bzAZu<1S#vwcn%hCv+zztlb}&56KzXsWZ}8Y#LkEvJ(MZ+T ztiW*VkkOxwhI9)I@wg!JB3~PtQJU%=fM(#s(~R=^d;c}V5H-&)3x%WqnsN0}Vj!C3 zjf)BVMC2-pvQVIVuem4{L)0u3=y;l&zhkWQl<~m{6hO>|Gh`)gs7q&0@!>3XN3PX5G zHk7L%RC@wF*R0)a?D<<>PCuoKW`(2ZDVugjr_$Ukq32Dhg`jE^n>b-*+SGbVO}Wgd z`W{W3lzwWDN0Y+ghzp4{H%e&N{jQ#x20ltZhHgO+mkp(#7@CDKM1#WNjJk9bL9-~c zK|(t<2fbUR^<(T81aLX9>>>nvDE-JH!^hw5h@eg?h4@il7z!>Ol$%{V^Pvt(4ppJ~ zwI>%B!DgPTDdv$vMR&Uf6!y!J9j{wKi0baw+M@iUh9v9VuD+P=frt$H1Qa5f(W z-kmrtHF#qgYjhq_krQ{GGPuOA+1j&^*bmu_vs2t->``P{R%}feoU{E28{Z3veZ| literal 0 HcmV?d00001 diff --git a/img853.png b/img853.png new file mode 100644 index 0000000000000000000000000000000000000000..5ec0077f6de2078e903e9ef06bd523c1d711f4dd GIT binary patch literal 373 zcmV-*0gC>KP)RHR400001 zbW%=J06^y0W&i*H^GQTORCt_YV88;n0~#0@5*m<&II*b%0Vak520k#09hVXez|P>r zZ~#aZiv`K)0p@3O|fx%M>Bnkor3=E7!n}`)OKqx+j4@^Lc4U8x7f`kGX z80!Bk@Pk}(fq~%x7Xv>RCmRFMB@g%+c=)7MpjtVQ40Ax`(gkpy|IM-g9|J=fgew7| zRx&X30v*!;RkQ#^Fn?lT_y!D31BO5b1|9|mFOVSD1_m~u_xKsu0+<RHR400001 zbW%=J06^y0W&i*IQb|NXRCt`-Q@u*WKoI_toSPqW*(*hx6m}No4O~P7ZH#Y_&Nd*} z8U(>c@DZ-HyTV@Iz*M##_yR$}MogT^ZsHXIMYzTfc4l^VXLkM;V2m(;)%22RR&@Jb zfKN*fnJmIaPIMgUoh4nP_kJ=QgtFmc7Y{6o){BH}sy3<#O6DPQCk77Ip-ilb2}NQ3 z@zLKQW>T1^s9+%?R5nSXt*gKat(!5Qr5pzzoi{NR&_!t(+j#&P_ySeubuJM`8=EL} zZ#ZX@g{Hckino&`CbtAo{B8#S@x!~XfitaKqb?QZ0`V(ix4<>s?zB@N=Y-K+zP4Hz&^CJlOW1iAJIsAt&?`b&@?n!cQ~qF zwx6HqCn!;$e5SxDg`V_@Z1s{o(|n|Wy@gaSzLSnymUoT&5BLJCCpkDS*X1k#0000< KMNUMnLSTZ}D#YOc literal 0 HcmV?d00001 diff --git a/img855.png b/img855.png new file mode 100644 index 0000000000000000000000000000000000000000..77cb861c2c27498f1a0e7cd88cd40a353070a458 GIT binary patch literal 3980 zcmV;74|DK|P)RHR400001 zbW%=J06^y0W&i*W3Q0skRCt{2UEgmUM;)JYV&lZ|ea%aiN<_9O5ByLY3zY|oNE{HN z4+vNAQUvr0;ti3QKcMObA*2eGGe#mvh`LgF;05f8A{CH&c|k&|M2sp5s7lWSA-PEO zCb8YvKHq)W+55G-H@iDKJ2QLhosVSS-OkSUGoSgr^J@ta1cfk{paWvSXV8Ps9jM<# zD2*sa=#*Jbi_nk>x+_D8+>+rEjlfU-u=5A-C5%O22r|!MZgHYcQAH{q8T;h9 zH&S+FCQm11`)qRy!(6@XZKYQ=GnpbE4}w5Hn{hS8-R3O zXAThnEG*+BA!jz`B)lhNPh&wrflU#23fNPaNS)_N8u2Q;%ZqnP9C9HRqAoFYd;U%v zl~e|J{tq#1{=j#Mha`*#cTZ0=F3!Pn(EAi+O$OE?o{Q46tM{G~$Iq4F`WB_zFcn)l zsfW`UB1`h#>yYz)UkB6fWDD9Bvt=h|5cvT|XC$W5^$oYnc z1pVybZMU6HBC-ZU&U-3kn+^_puX{x~qopA}2IxN4m2i$sQ`me(L<;qPM}Ts@dJn(d zgmOaf`5OdEIfI(5cfKWK-b1^2M!XM^MUyiw$(6?zC%?^H$k0a;3rf@jO+50@Mb}$* z-j%Xn;D#O~&C!8P?PV}Qw4K}D{`mzc&u;S`UXK>Duj1{Cv8?Ptj#*r(&i&0vJBX0@IB8(7nM^;3v;!45_u(ySsj$HB+ zYN=hiM*UIB*^C~gNV?+T)z`ooP6;QFj}ibnS}43@D6!n~Ei6COIAT*r8y*s4BZD(K zGMlK)qH^nK!Y#Kvw`{P4xiu_L%{#Yj`O5{jhL$Yv+_ITX3AZHlJaJg={Bx_%Y?j+{ zr@z&5TkdoQRcCa|ZMjw4Yq>3VDtn?CU2w6D67Jx7LcwWMCEPtDNf-L4iSw?*wOuxR zPuW3!LQ}SCxVu)8E;35Q9ey(n`EG*Sdz0`2C-vN#%oUYeaSN`N8%U`-{B=IYgGz3; zQx1^Ss+V`5OxIVCmTBqjhdR}e`<3c`(y>M-S6>2fchIq4@Ie}SI)h4Xcb6WWT4k?` zc>m!_mwQ1Kcl6yG^{EzVRM+3A!P>zt9?l*BKJ@N~Y1o9gO75h{8Mm@Ro*!?VMr^q)w-Ig_H*W3oz{Tb!ymPq<%B_FB!x(ULP87A=#p2e!j%&!2SzA(E zZgsnCEO#Ebv+J+*xf8v$LIHQkt208Nmb-_Z)%58u&z*jdQI5MSIjwM+yylzl1LSPf zFvHzV_1>PhglB5VaQn_=?|!(4mJbii2Tx9i&;X_59`0KmN@kn6`q9AtDCz%K!X54I ziI!nb$n@;?5o8z`<*ULpLUUOA=BIhd5t2kS+Buf;+S2;Ug@2rBL2Y4uER=l}sw z!@cM{U+z2rkHZq1Oaz#SH^eq%Uc}4JN9Q5}zASrA5L6FW=-M+=%do;G6G7x1RgEp@ zt`f33_8ht!Qzf~teHIVvyX7OOe;E&J@RQbVtRJTW`%A^u-E1~0zuL#p_X)>vZ_D}1 zww#VvWocnyVPPQx??S1WO{W$4qd9KpQQ+S0nftR>=hinbQum1Q3wJK>m?5X6T_ONi z=w8)*L;!N{qUfug({odDgLP`YMf==fio5YWq?d7hhc;hqcBWco+`e?D2CHVsEeeH{ zPawJFPWkkc3Mrp{QX%EjPjVz1!cBx6KhyLE)AB4q0)v4?Y2A>+7z43`t74El-5#we z4niCs*&tNo_->KUtm7iPH{2el-0v)(+&(k)P0x>t!GiCZZHk zP4=tuTv2mQ?8zn!YBqgty6 zKG|Uv7)LjMjsT-x=Nb<44VZV@K0)mj(kFxb$&Owm5r~rTYED8z2D3|j*|B{xpL^)N zD6@_)6WPK`od&`q?gn+s7queEz^fZOkf<<>D+FX~9A43{FHDnadnYEfliABI1(QJe zq)Jg`=OUMngX|0{H|4Ual!AiFHr)WImo25Bpt4Qpa`m$16ckjp;asjkb{-1%xX3n~ z%QeWB8zahnYRe^@m2ChzWJ?upE875c$d=0GR<;3Xku8(Ut!x9(B3nkoNsuj3xUFmh z&?8%-a9i01phvbuF1NA`z{*yGZt#;AZY$dWG|5h$%dKn!u(H*l7yQJ9+sZZoU9uDB zax1%!`KsqfIbd)))ilc3$oA_l{i6NqG~zKSJ>OY#_fQb59WG41&|W#!xVke}df{L^ zWvA<~ln<`_z%@}{o7mW7dngDlO|}S`JaE3u)Af~!Mw(ELk!-K-GvEAt+cnWxBhPNJ zJro32Cfe)YEjh9shsIL6xk7ES(~YpqH1Q=e)o4{u{id_#?x84S{rHK;u!TRv?b_j~ zdJE%ELkh=O$qw=3?x9eN@se%qtSEi5R=bF^Epp3G1oZB_JpO0w_8t?@%3%eJbtaz zz(4=?G`?6nIENi9W4rM?cA0EANnUYM`%&g3O{E4NtqIGY$zv_YN4C+!Jax)WmdlL} zuNaXnL}F#@hfdkaPSUrs^+T)delEAN#XM?Bl`ZN~Gc?QY4fRQQ)Qho^ZFWnqm8}MW(7S3xNb=3{Sc>A$tr@y0x;^fG2y<2OFEW zpBa_iBg^ny@;=PS4$KKwIoTw)@bH{!7EJ863!OPIjOs>k|)ZIHSr9 z$#(kXBd^hN|9KjjA2MNul9yf1zq9(cX;$~^4#v#?t2f0a41d579Bp} zzGIN92|1krkzN7xX^Mudn~`i_RqH_JU9l9X2O{URuoyaqV@bjose#4QFgiDtd^@+A zftzba3t+>k=RU(W6V4#E*dD`8r>5_GoLzA@8-4&2w2k2*f3WdZ)!nXmzVXh2`?dio4km)ueXw`{$o#hGq^IKH73$ zQwn>evPnp#3VS6ybDunHR<@IxPqEE}Wo&my6C2xg>@?gf?qBvG9=p^h3{X zG1;?+3-9Z`rWEdzi~qboH(zDjHfQ%tFW^zh7H;b`JX&<}(yQdL<~s}B*Oa#KPp3Ap zepu^FkQG?`@WWJA6{>;E{XwQ>8y#bGnJdJtT^Kkv$1&oZ-&v+;#r3!5R0|CpKKuU2;r& zH%OiYHO^qCJ=L)@=brtvd^C+!He7R-r8GMv%KcK2I|<6d!otGB2(q2v$qd;}@MMN; mCwMYLwi7&=A=?R_DEuFF%`LlvXX>T^00000{{R4&sdr?0000mP)t-sv$M0P zsHmKroRE-^goK26czA4VY+ztuR8&+*NJu<9JTNdYBqSsl7#Iu;3;+NC>RHR400001 zbW%=J06^y0W&i*Y(n&-?RCt{2U0sMIM;-6k`^fI?&DP;VxICC!)Tcn)MSPG1b9)aW zNZ^h<8PRN%y!eppiO+IlP@j}p??Llo?m!;|!CQ$!M97>Efk+^`f$|EQM+i9aorPKFYlBozQa!*9 zV!kAiXQSe$8PqeRiBuWl)gI2cp9jG6FnqUYp!moOieylQd_Yq7%>pIJ5KaaNBdih$ zgXeo{-7m^7exJt9JitLK<9?3+Gp7M|91!QvdZ2XN&*PW5U-WMU{!Ax;ljVbF zpin;ICI$hsqV+q-+BaH{4e#a{vG#N53RbEg0(>ze7EtnGkmJEY3(yHSaF!IvLuY>EG8uRC|FNs)8%@u&pZ_wv7k*m*Q31X*JjQ| zLGwIlGv|ggyp4~#-HR^VO|9Uv%{|=9xi5cPRQtla|2=)~34kpOu+ow?&t*^XCnw=` znWvzjc@A_v?EtIYCGP#PeDel3I$NSJDdzn=AYt*%teeF*g49GT_0f_ z`??UQjTPkuNh9ViJ4-$1?`?kWKyR(%-lq{-Xl#Gma6mYi_x>L*V1Cet{y8;U$!M4E zau##W1Ild*rVuhsO4^4pbdc^}YRr=oyoZMXOQ@q@?vUrnGaughMn*d{FWqzEp_E*g+G*jr4J+Ip_PU=h zH!t4w;y}UNi@IJ9p*J>^%yUuDoF7jG&Bd*an2U$Lkonk*ofdP^dS;@{jU}9*4;7lD zV%jS;PpN+}zYrQH$7$yI`36!uE;R5sYmOqSM6(hOr(|D!<2D8JeB2}PQZmMHgz+9; zRW^@9+4o zKK#~G3u@t<=_04OdpAX98~yG3+yB}I)O>t9&4>Brbl=fK*m>Ohnvv7~# z0}Sf2QTHFSO6IxK;pXx)%89SM`$fR7@5JvH0Gm-DWIqAgtLWNARvPGD?VBuo9Yr!qr_BN5%#JLNyTkcwL zi;lFhu98(b;<(Ywouq6I$XL5q(0iS@O^i|Y)2fR*c}E0BxCK!!ZsCapzN=Wsvpp)t zopg8_D0dsKcs+Z(+M`aqyq6YCo!oM;+{~5A>QE`}LJ!#_a~FyDT5*eyJyVyKyE1O2 z{61!s7%I)-E;Q9vlpCU-mRpgVO+*oH#Py|2ZZ%9ew=zA;?Jqo+gy3i@LYA9;1P3(8O(Kx#rC?e}c4(H#8W4U0nJWW2?SY+O`wVw`P+DA-l+T6H z3BE6u#|^OL$Ta?>5`jB!Dhl7Lr?Nw+ga*M2Hi*pB1 z%!gxIQQoX4xn?%6WunNj1x2|HE;K0vfo3=Ovt1tZ&cj|6_!*3!Mkh8-v@pg?;w5v=cyqtzZg`STay`FL5XsTYPHkR#K7I% zz<}*Z=#Kxqd5idct#OdsyNq|jbaO{-F{ZDCIrj~6GmF@wsWvY6{099hwBsf48^WI` za*HFY1o!UV65jj|T3bQRY)_0keFi5QwF`tJ%wCN3+`VuP8V*LsHssKGzV3C(s}9`|<(Fb8DO@CQo2=u=zJDUNXS#a5u_?%?cyj>ie@aK+HcgaW3YondYM9w%m2))))#wuZ&b=qB2ZWWR_c$ zTVH0g+~sqN!UVT`t}UP2M4@WAE%!8Vi^2f6f=3l_hlyjkEw|;K5N>hk=T>OwSHO+N zepv46xW`wVmBEc;7i1$ufqMk9%q>_`rMB9w0QcG+SuuK!>|P5d#>?RLf4aAW^<3PQ zc3P1(AFDhJq4>PSrpwCU)*@B|w~q2fm0O2!&AR_m26s4n#7+>)5UX=jvpf3;X5nV% za23$}E?~gNX*t(7%T0f-_NZ>JO!Z1Oyh(~RM9Vp&+`bjua*np$jqckQ(ND=rRrJm& zcoX*Sx264)ajR!URmm4kjRzU-kW$k?vgNkimfIw^+@{MaxkFCNZMiMC<<91o^QB7e zQ7laI%nmkk{c;;YwQ2YbL&w~ z2P0*T0Ccb;B^4>Jf{_4y4@VFHd0^iI1zIP_F<6V1Fg~Q8R!lsQ@^m~2-NiG=k z@Pb#_zV}eKh3}zXdiC#MMPi*MIJQnI=2%p*@8A$6aumUT)d%dLJv)paY<>qa(G#9VdSfWW@#F zWm;M8&)%ZDffMj&RsDano_;;Uv=nNxnQ#N|BH}5GqJS$K1!X}8hG$Lz9FfA|fLy$E z1K?((3vaz95!M_?$Y$DCQI2NBGAYYk1kOe7yx!Qe4UYb&dIUAu{Dg~=nDG@jPX_lm z=cH^zGBvFdO?Id-mKum#QispJq->**kjnlsZ>YMWd}Hv0z^$7!Z=+G`xAmG`$)Ws}y0XyC`4R{pXPW!X|m zHr8~V9N9X9I;FBJA5*AEcGUxFR(1}iRJPW-c3NduT&C4Uw&_(^35Zi^efJMnVu?9l zSc~3Q9&tUJ0@*x?CAQtH>}-@EyTn{BtVQo~{%MuX&CuoLaw|I`Z8TllF*qN@erPG%MRMtn5ror|jY~tn3U-scaB;Do!gVyTP7jwUDrx zRh>1fPdGyXmRrs_cso-4;N3oI=FnS`_j&t#;d&tLv~#ELhr&) zDEIu~;$wZZ=UluAD<}GnbE4`tS;Dw-1kX`k=UB zUPy}{z>;LA@pOjEdiirKbz9l#0CA@>v_hGjw$jeEc+UI= z+`P)kD^<$QE6Pc8jJDEd$xheC&ju~pIBVla!FksGr{92^alO!yR@|3A`S^!&{COx> zHgnZ$j)gm1SARZpW0^G0kUu%T+8XV_3tDme4e`cH{bWZMX>%-;y>^v`1YvZy0dx1x zoQq`ptvH#(=4&ULxkj2}>$H`2vfFPpUWHpoeYqWpctnB!S4_3Be)Jk@Zj--fEz{=J~%Q-x?4Ae<>ole=A zQrS_)v$FNkGDm)^y-d9ze;P`YT`H_>E|8UNgtnTaKdtNpe8J3{B8$pK+_#` zwFI*vpiefRHaM!jHZ4cxJ37uKhnL`LOr-j_bbsI zN{_gcAzLz#uzdW8Zd{^!%-tWIeID&Qs~cp$64{|Nch7lz5@gH1CmLF_{yuWL$NU$c zyRwDuIZN-6{Ys?y(cG{8wMYWMUi(GLfMjyIaf$9Re*^9>yM1``7}>8xcPKpx9a!d@ zmfQKrfn3_m!w0HFNH&IzqQor8rHbuh)pp>BT3Cv{T3(EbR0hE=*5OrJM`$~6L^>?~ zHNEedNTH&Y0eube)tMU`w2shq;D~fs0+@*ABo(a;i0tlF=gJnTBOF}^j!1`P1OvrS zl8ROaWEbnP-w&_SIzrolBhq0Bp})_c>0g05LIoLNK@$CXkrC}WwPSL^k~SWn82eB6 zg)yHX*#X98IOItDc$qxe#Q}QX;ZPK%g#}DB1(Z=F;A z{aN@iK&N*`KP^4?t38DKpC7=!L-G~PcgJ0D=okz6K{Fr;*M@%n7)pGM={){j$2qYH zJvzJX=er=|IsSQBUIz5P4Tl9T8)gXMWiT&&hi6>)cmEQ}S1pq7PLY&efVb%nngNf) z^>#1cI|~a73yab*4GRD`7+(ND*9JW37+(P3pFjVAV|)RCfByUfj`0NmPtx<}P2>OK WWwSlAkRHR400001 zbW%=J06^y0W&i*Okx4{BRCt{2UA=D{MHHWl6LS7Y-YG>Sio}*EsE}QR3Za;eE+R^k zhRZ(y%72gxLI?@L9)S{+Na;BvniNQv1`!DM**x9qscl$MO zX5ZR-(flOe?#{mX&2QiA%+AioT8JK`kP^fY@I%CwFo86(E&@Prk~3ugrw2%LV*EM4 zR0~?rM|0(ww&=e4IBGlWq_E4LgM-$zf4MMAJu1zeK2n>l4l%_5VE2PJ{m#3;c}=_NQWILYDq zTQg*ocoCY?5;1~A!vQ0im}Dd{jtasjDNvRf4RqmbUeE z!t%xEW zShhqm{WO^fV)kr^NWFy=qQNk-q$p9SfkKrOv5Pcxh)m(vDC-{fA)@%#9a>|o-({LM z&Onh#d*>otG5J2xrD)RhOTB!HHl+U!8bg?|F$#TF-uK&t#OSu^az?Bze=I~jlxhci zuwzLfudU9icjHs_`>`o)e1^%u3fPiNJwfU>nY zzIUlDXT9;g%PX?6UcN!$fr0Jhg4&$6^BN3qf!326M}+^P#LhIrTk?wZH%RYW3MrCL ze7{PV`l&Y&L;YG2b-R0;J6;t(-@Dn^tzvEWKiRe+a&Q=Bu+^uoL$ClS-ecAgIU+~o zh#XNe5!0hnS~jX5UlyWa6aN+LLuJ=Z#)LLk53NeA7p}g3cK+#-N69K-( zg>2Q(bpLwBve((IPzHMY$CI7jQK_x2AagQwKpXFf>#b+v{Z}tz1+p9yW2VQ(hNm5xXrpF1=V&nzoUjJkel#g?r zARU|_9h@K?oFE;XARU|_9h@K?oFE;XARS&0LC7}eFbW$%*!$91fduttQ4~gyau0A# z%H?vOxWM}JRvMTK>WzaHPLRJTh@gXB$-)UDes$6q#)1xpQVS!fAA$K( ze+L+OL5G9iIgO}h5R}iryrG~$w-iFq&{sHf$+Hm`G^`<)JTnu7DMw5&5){g$T=L9_ zGh7$u;UW`3k(%e&1%-|C$TI`Vn5sDk7a0hOd79?%fTc6WJ-c$qGdg2z_VDK!Sx~$) z_+3OLOloYfyND<#vGK$1A|hY1Be-2e6O{HXb7n;pLFs8SXBvS`=L23B=>_R)V^&4F z)F|sgSTil1i@KnMQBew2>PHU4rW{%VBnbku)i!*Kn&NoSX6+Bx;-jI2d&`C?J#&1i$9;ijb*yrf5>ENg!TBa)y^7c=Bkqbx#BEW=7T#0m{h*HUy11i)$6A5W ziKbLXD(XTIA0OUg`yjdRlaqd;xD_n=RUY#EqniRNhX%fvdcn7(*f$G|)Q*ZTX6xPz zm!NUn`{woweDuqeoif(W;vY*FaQCY@-vi6Rd0*_NXkxdbg5O2eAbf%?sg5q;J+H0e x*Gey!x%3z#zDMiVqn6RfSX|4igjkCN{tuLbtEa^EZbtwB002ovPDHLkV1m%@*2@3@ literal 0 HcmV?d00001 diff --git a/img858.png b/img858.png new file mode 100644 index 0000000000000000000000000000000000000000..5106cfe70fc3ef13c4e723c316d836bbe28ef492 GIT binary patch literal 2670 zcmV-!3X%1RP)RHR400001 zbW%=J06^y0W&i*Q>`6pHRCt{2T+MGA#}yw+mMl>shsmK(3RskZ7IjlJREicT+Eik0 zMGuis^iZQk=pJ*4)xSW@2Lc=USVje!o24R`o%yr?s7T1JKWtk`$Ix&c4vO`+nvw%_U#gK2Iq+d&bPk z_ZdcSOH>=$n0!#ElPN0G;d{N(XIL%VW*~0ld5L^=sak^so1e#Lk!UTsVIkG* zaw9=5m*kWqIaVdJ$<--2;3Y?j(rhX(RCXeCfa`2cyHj`p>{mq{dN<| zjpYtKfa2lY6;)CrI0Dc`Qkv=Qo5_8 z3Qcd7T=JeF2`CjNX&(eYrqtL7>n&3_j?^R9yU+z2mA{wggWtu=FM-%LAAhy*K3rux z-Y414=udQhWsmLoxs4~kqSo|yi+r?7NU@p3&E1bTv<19a`v_X;4tayCFRtSaJb*8Z z4fwgn7<=C7kh3oUN++r>Hsb$qR}POf%;5L2RPJPO{Z<`858te*J`rR2EqKBbE(fPGJNKpNzqls@sG zK-h*boBCDWJzX4MMOf~{ajFTsA8YhoEK%aUWz+k;zotjp0VBO3mx;`Au)7~i=gjpuhR&&-V4K~!5o1T^ z!h{)J!j->vB%M3!YD6Kork^#PYs1g7oO`R(DqP-!jcca!WHFoQyg3$!3wv}^4wd$5 z%bzXo+0k%@&b!-UkWPUUbjf18~r^t_e%A(5IBWTolqBxyGKa`TE`;QQ& z-KQm8za8vCo8)6oDYu;N->qB(StBT_dw} zoE4E$`{^f7wgBkm_&Sf2q6tD43P66!EZ65{1R8XdmWiMvbS1F`_4G@|L&f>;5|YS6 zeaUPHkEFxK+C34KhmgTotyF}JHs4+6fmec}48=0V%z-4`Fk;>QpX>az=AiXM-|r&2 z$B7P1e|SQFQc^=_zYaQnx@2F#@$z9WPHoh$>WJ@%?s26XMmn#QuDYXZw~pEa~lXYaPoAfRIC$4Vn^klw|8{y-##WWglpgQUvj80gyWP8L_d~ z#D{zcW~IW8=DSs_qM;7;SR-*#!YWs{iPg%j94_j0d~JhX?^c&(_CI6A_p#`m&DdfH z#6lExRurnrrNLBaKp)h8L!RLi{?od4B2wW2J>ttKTlyASDGiKNXuxC{;u6hN4vbW2 zpy_ekt0CSaKf@x3RM3*FFo#$OT7zp$;AKH&pcrO#Y~BykU>QQF-zbd4ok6U4XGJor z|KezUT6T}*yEr!UcGxO`?FGcvG+QY;8hisunN7$uh*;u3S-iR33__f+b}8G&YD~p8 zuq0nznPhy(CJvE0M=}L%B?xg$#xc83dg=n6y!jpOYh6SgV-@`Chv#rlYtCc$oqX*6 zrz8k*!?1Q6{J}Wqs}eJ&tsXVT(1w}kEb zg9rCt8J*R4al%?9WTq+RUwUNcjPPBYuvT|}89NncYqt8|tlV1t9(J(6ZC6d7voR0- z7w5oQjiwT}h{U-?B+e}&akjt_k-8)(aoC4#Hb2EtDMfrG!Nv9gerHDsxDULEzCQi-AZHAyioWh1Y3$NlPCXB<2IAvcL8d-tc zf|KZD!*D0g4`sxaIG>ae=i($@)KLd#;`~%b9EqFs*fc|0oXS)Bi?)JP18 z^L5iP7H7nT=%xug5*IdQq$h5oHk5m)^d2Zj@SaT@7~+=AWAw}2SKaW9eTM1;y|1&I z#9``Lh1IyjBXQqE)StskYq~g~A(lpj9OZa468kwKry)m#pKm|YWk+6MO(4!I7RQD~ z8va)NtoLdt85MFQ^0L#}UdWO0;B@9T$~;4LF0P1plU=aBy3wd?i6czY=7^A^jrJVo zck#{vISn}?v;2GwKk008B5_`!IEj2VAx9kPNvwL3;%q~X_*Y;L6ui`6!slR~3n?OT zZV`!di%6U#Ok1Nci8HC|KcEc<++Nn?O>Os|wV+59f1TA_ML=aIj!2waMB>~c66Y47 z7B>dW`rh-gx}WPeRN|6hreFi z)-_m0vQ)W4rYkQqt_~;XfiZ zcl;T-xsJdA;frPinGlh9;neqVnytHtA@Ba{Q+y%KVo}T z{D>6M3M6&|?~3yxcbqlr6i@NPt3N^wrpirRd8*d^a1N_li?gi~?TR9Co)D{a%?GCu cRHR400001 zbW%=J06^y0W&i*RwMj%lRCt{2T|JK*#~B{pi4srLaTuhrf<$DH$^xQ0q;z5&lQIE( zD$)cgm_HEd0;EeJ8V&-aaQ5OVl}@Fb_-MFsM*~4B7ndT=2Lyv>C52QdoD=VI%g@&{ z!zFLIU-QoF97$RGK)U73yz|VnGt2p&B_Tdg62RxQPd^TN+QD2}#V7-ocNv1HRGp)u zm^d6PbhDA*R!G9AsEEika18*+goOd4?1rHd3@8Mlf8YEbwsCf}7|0oV>cAMCS=LZu zEvCLt8qSN-oD0Dr?;2sn%pN%E`%C6NM<(ihOZY=Y#b1L25t2erls*O8Q}~b17>su* z99_=+tQcVD*9>l2B8#ekCzzEYf#>zFV$QO;OAHjXbey>=Br4I!uSvj9u$;))*aER$ zb6y^zq%Qcm+Z7EiS3(QtRFub$8Zm}V{=Y_=R}$Iio4do|AJ~yYoAE}idJ8_R4hNO% ztMeU0DM8fg_8vZzqG%(CH)@iY?-HB)%-hK;=YLBwD!CiHUVb=8W{QP@QB1|{Hv-tL z#~Ar4cQ~vyR7@wankYg$!#oJQCxtLlT98S3D-F>(ZsifC_%sz@KECAC6zNR^lc+Aj z5~wbMaE)IamAZip`-ZKey0qAlVMK2~*_>3iS*}Zug0VJBf; zF<9#WQcKx8orFq_6)bKoNr|(wTKgWTGBndZvk-^rEKqWqMIG&}v#> zN-gT*QA#O_Mt(E_i}|b#8tc#nOK_ziN0 z^@)U`AvIVuQ!k19xf<$#lVZXw;{52RJ$ANa=CsH10^=>9@SzY{f)~JcSsj@>AP9!X z-Uoi^blUaz&%hNoJ|3MN4tHq-N0oqaHZabxc%W)7)HfT|^1MvF)@3ryP-z%O%mV{n z#qk;on8T~B0yM{c3MFt~uvV`QJbd^7#k4W{0^Z?O+>l>dCxYoN99P^OkwE*?UHbdc zap~Al$<~Cb6l7__V8&+!tFt4_K~QW!b`tbdB^iH1^T`o6OGz0f+>Npfv5}vR;`8s6GiU^R@pH0Ms^GnZd9PK z@pi}CVgegXUax1Bn5LEeDlvJXs5XB=OcZ6cSf*J=2D$AY5tx?Am(hsZLoQLLWb%a} zZf_w>bFtO8mtZm1nN7ts7nEj;WFW4(Ig1T}M5hi@AVhh4@vAWSG!@~Y0F|gXrigf$ z#slZC5Ea7|SyHH)I+%Qi{TlD`bsxE= zTt?QQ%UaG*Z2#&y1CdVm`Dq<)h@9Ag58Aa3fdPt%l8QL*x5-sj#D&c^WQsvc9vT!k zf5=E4x<{STK&-HIoimiI3~qJXOCaxsZBA{3i5RiE}YA^J|K5dQ1{(ov+tA!o5Lm?3r$5R zw?E|_(D4bp(|4%bxMh03Q>`|Bv!mXir#aX-C*Nh2-}UM> zF$R_{*$hC<-hKzQqI0tK@AGn{!PA7zQ?8@{t$`esOV>n^#T^(*bO!L(^+Ra&oN)p6 zzYi_g9u&Hy1Mq}M*DvAY0vsRq7p5pfhOZ_T__am?cMy4zfK|&R%2r7coeY+ukCiV2 zb23&!lIGG>h82MJ^46u}l~I)9J9{~b($s94iY9}l35tPKugu(HoN6p7O&$dk^|@2z zw4S23cxzLK>5>jFoB!My!D*gnJU{Ee=YyZZBgd`70N!4_A~Z5ZYGjJk$P@|q+mkRBr|9+IlHIrpMHS+XMXb2wyg@b+R~OuotKxXV&> zvEr7@Re(4RmKDh%Hl*e9A+4fGhtK=bOfps!nYfKiGF23lwuN62F;o;+_gKgzLq)N9 zkv@~m6eVOu>WAA%QBr%6y4;KuCBH;2r6dzYiZoM}n}H%#xuom^=qpkum`;+mB203r zB zu2_ls6C69e_0|Bo(jU7(WuV9q*aa#rEPba}2$>=^GDT`+iqyyysgWsCBU7YCrYH$E z_rutM&HXTzU~8q<-mudS6BY0Bw?Sk}kbI}*N*wUQb$Z8@tZX1yk^(cN!P4CFfxK3gjb?;o6#`(k?;xyb?o(@m$Tt8!$~}a~+j3S- z%*qMZ_c{P~W%wa4wL1W3L>m1V944plZgxf=$rvI&AzGiSnt z2`w!x6%`dZIXMXl2_YdN9v&VxHZ}$Z1}Z8l5)u+TJUl>6uOd&+15%77L4Lsu4$p3+ z0Xb!!E{-7;bCQAD9!9`fe>KoC+YgBBnl{;VFVF=Hp00i_>zopr0NhVhNdN!< literal 0 HcmV?d00001 diff --git a/img860.png b/img860.png new file mode 100644 index 0000000000000000000000000000000000000000..e087b90751ccaa40cf1156cedc5df88468080038 GIT binary patch literal 998 zcmVRHR400001 zbW%=J06^y0W&i*KWJyFpRCt{2Sn{<_p@)_9#l%uH)%O z;n56NGMrg5oXultmUcoJw>NSgWCmpS`71Yr=yz1Dg9}+?LUWvL0X~BMSxAf07_^o2 zIFtG^2`ED}hwT2EO2W%qX;d))W%}Gpix~!gOOc5kt!}U|;@b=@7juOKUYA;E8=K9* zy2|9wSKSsiC$}T9v0Ub4S+Qc8tBkldIAEx?7W|p`)pUG_9Q~a`#qpxG+^>tVQ(x|x z#~%os@F#`FbzHa>0)dMH@c7=5>ETlQ0>Afs5U<~g>-J~B*Q$I~JZDMO3{GZ!Vk>SQ z9RN3Ka`5eFMip>2A?t|!(14Rin1dg$-)9AkQ#fB7%UV%>BPPrthDU~J%aE31 zOTpbcwQJDlolyjL&1Ijeqo^L2zrU~OQQECPJyZCBR9EPiVcZxieBPJWjR?-81XnO5 zh8BwUBYz}Ie=>EcN=kiO7VtWy=3oi?t zS?A%DWP6%JZ(Q=+LXsWm4%oFRb4cB)-2weRUXgawWAXy=2W>Zt!i7~0Zp1!>@ee-ooft55&e?Ro7rMtshsoHL)4wOo8DF)WF;0!Ff09dV Uv%6o_bN~PV07*qoM6N<$f&tjrH2?qr literal 0 HcmV?d00001 diff --git a/img861.png b/img861.png new file mode 100644 index 0000000000000000000000000000000000000000..feb87ab3285993371dfd7f82b5d1e28d0d355a90 GIT binary patch literal 468 zcmV;_0W1EAP)RHR400001 zbW%=J06^y0W&i*IQb|NXRCt_YU_b{A7$Ud;2b{srO0*_)zo;PwvP6lA=0|Hh7Pc8D)-hZQ$;WJ1e6C}6*NTf0tphW;MseS|! zK2Ywcy1bg2mu)MVZgE|Am*8FGnSCLKRct7oD z?|%o5|Nka3Y+>MmXlFOT?U`o^40;UOFrEt`zcVyJD2yaK!TRHR400001 zbW%=J06^y0W&i*Iph-kQRCt`-R6S3_Fc5ud()26PjBG^ez`#HjCKx(1bzwq6VPvbs zfY_o=fK(}hi7g`&DuN%7{(@#=Ek7X@bVHbP;{?a4sMruMvU7gtyK~NW0TeJKLef-K zU+|u)Na2v7(GS~^q2DHmXf<#xq8w-W{^eMw(X$&Y4+jL1bQ*1q&$~3bG}?S&|Hi+J zdWos=>1BjiWTAr=#V273ziJ}ne1Zw%vxAYa(rtcLKXamcnUqt14bAM5QBhS3jrIUU z*D2A`;+h*ws4z@45rlLu?gZ!rHqDZYm;Nb;2 zRc9gkvBh6rrt)3oka=w!WkUHb{}D>9xEgJhsCh7=g45yW4c$LuY@VBJ&})a7!%dg! z;1bCH1{~&?+S%u+zLKJZyw2+Z&W*8)H^tTUKR7TZwKls$;! kb_>fv$)=3{>McLw3pp2O?Ue)cng9R*07*qoM6N<$f{NksyZ`_I literal 0 HcmV?d00001 diff --git a/img863.png b/img863.png new file mode 100644 index 0000000000000000000000000000000000000000..264c0bbb3bf16c2cc255f11175b1eefffbe33916 GIT binary patch literal 608 zcmV-m0-ybfP)RHR400001 zbW%=J06^y0W&i*I-bqA3RCt{2RliHaKotH=`Xe!IbEDuAad0#a4x(U2aWQ{F92^9} zh~V7KA0Tvb@9Jdz3ygn3JGr*tq>Dk+rP}jdubK-n3X0(12g%*L``(v#@7-O13~V5d z6SI|Nlo5}yI6IyuX$T9{63=2yI|5wHj|QrZ$`{^w@S+8J*F?8tatby^0GkWj_vsr5 z9Zef?_p7oE!DOfS&5wQvN8}+7J&Qi(2dGO^=4u#qgPtzMWKui#E)dfiUf`jkrn@9w z^^~rm|2*(NgK?P_BcDNpo=ur%yEH_gwsXK9t zs=FdeeyBvC-vdw7b*Wzxcfo3|fGMUY>Dg2n<1LgrBdtqu3E8;#8T#xhE(Yi74`bu@z+n~A uj*x-&Ml5*Q$pmNp+$qD6ZTOl0FW?owzIeQ^%9RlS0000RHR400001 zbW%=J06^y0W&i*JkV!;ARCt{2RxxkWKotHQC-o(z03p0KPzBiO z2iPUMR~;n%D#FENe~dv+tEoOjt2K#R@^TO7sc*oCb-~Am_A24CToG()o*$xOFzA~g zibYT6U!yb^PR`D#tvPc2CR&*grhT9y1g+iGhLP%H`tQ)FB%35(X_nO{;yCuwXl5H6 zQ6_TSBIQ28aS%C?A>CtC!aKhirC6fYfy_m@dwpsVna;^toxw9iOKoflnFv_Wx&#uBYZ*wNfJ}`>~J|+W)UZo zINMatDnniLZrN4OMYALClvZ+;pW?D??3&IKJIdD0a>7{m+=u(dlM3g8!GwJOh`i|p z{{@zZAA{nNyG7b^f#XFjoM`SMy>3(9T`MGJqEPFoo)-jcB6I1WN{1fK7{l&|Z5<2V z1UrndJ;vo^C^hT(n2wzlgL$hByL<30!Tsq_V2aFT1=nS%JTsV^FBHEH-c_%M!OKUs z)Hc8#`zdEy%L29cVUx=$l)ub{QxUGV>axfu387ClJU?7%{GDPRb#M*2uM>zx};u5fdvKHqR*p;n7JJD5%pL21*~(R=>wp4 QMgRZ+07*qoM6N<$g02Z>SpWb4 literal 0 HcmV?d00001 diff --git a/img865.png b/img865.png new file mode 100644 index 0000000000000000000000000000000000000000..af6b7578d7b4fc8944638538489d392207e5f69b GIT binary patch literal 735 zcmV<50wDc~P)RHR400001 zbW%=J06^y0W&i*JT}ebiRCt{2S21tXKotIbNnE>)YfCIh2q_W+Bk2GVqC+>>un=qr zWnn-NG0-o%#P5CY zeR+3zzH@*YNbw{=$X>0d%bY&wlGsY3#a^T;!|PtO*4+TODOFI zGXAz{I>NPL^s7xi)A2f{!nkXi_k~MaN1CE%nBuyZg?vLIyo4C0cSE=YHq1J5(^+6n z7l_FctU@Z6=?5FUCxg6w;+};iU5tz&Wi@-}>^WXy zbvRgpRS0Eo269xh3IV+R?CSAa^xALpJ35uo`+jI)N7plkM@jJB)b3Q2`PQ>wO){ z1x>VLC%=dC^?;4_8rnn^j;$JVY-?1aaf$y7%N(dHJdBrV!TPx=nu+1K`u%4Igi?Bv zOBrg+xW(8wTrAglf4Zl;q*hvZM109Mst53ZceB)@)BxTPqKtFrx<^2Bpt+=0LCWX* z(ls_-nBQy~?hqwq)XDwG-kp)|%d`qo5BaYB0oaa6bs3E#bV|yok=x|^pdV{4sa22) zqgU}p7xyCEG^IA#Z%C)YXpBMnC1upfJ$6rUs8=DiQjb!7k)Hp0+lknjLzBwY_#!lU z8RyS+pM83x-^NO7{x8hIpQ2~3H{|C+x$8#d%3tRRIw&)OdQab_xz?b6h`%Q0;>zHP Ra}xjn002ovPDHLkV1fV;Q%3** literal 0 HcmV?d00001 diff --git a/img866.png b/img866.png new file mode 100644 index 0000000000000000000000000000000000000000..4c1d90cfbc98df2271d37ad2db51510f812a9bff GIT binary patch literal 352 zcmV-m0iXVfP)RHR400001 zbW%=J06^y0W&i*H-bqA3RCt_YU;u*;3>+UAP(TU~14AO37!WXWGGd4!19qSi1`d9p zMh6B1kN}^;AG{hcZMdhv{~u=Y1O@?y1R%`|5)cb8Fl2(OTThy?!~l?y96uTK{|7KI z@B`Tg7#bQl8UFtPvN;(THUM42z_8x|Bo)8|bqGH{H^T;YsQ#!19=OXHepBClRHR400001 zbW%=J06^y0W&i*IC`m*?RCt{2Q#($>KoEUvWP7b_7%FIU1I!J41KdIbNL+v$SmFYf zI06SCk()Q^6=b2VQ3UjjO5vhd>N#-oEgHwGDrOWQ-=|RwB zu))ngmGozrLNfEh->|RpdJN8tDilQ`lyu1i7;D48ENe*ZI2XpNL(%}_*pgfs_P7vV z4Rn`bZUgUz-2cwldV|^ETUTUng514Zu!Ha$j5F#qET1k5L zI0B;Eb^(o2C=FfnVV$?a)&y~n(t;O{7gq?L5Z-x|9b87~vVE`eWYT45Nwa|$ACy~6 Uin!G9*8l(j07*qoM6N<$g4S@dfdBvi literal 0 HcmV?d00001 diff --git a/img868.png b/img868.png new file mode 100644 index 0000000000000000000000000000000000000000..fab0662731a5bea8f7cb94a66206313cad8770b7 GIT binary patch literal 3817 zcmVRHR400001 zbW%=J06^y0W&i*VXGugsRCt{2T}^BpNfmC}`5DJ+myaBfY{Ui7YGW?2;(#r|aoI$O z8%SPhg~W-38=Nv6R&ZcWT?F_uj=5%iPL2#0a1IhYMF^1@8 ze}4hxZ}t=r;7VJS{v?vlW>Lq9?^c6y0m)+~rRf`Krvk_2noaG>HjJcv0c(F8Co?PN zD8($mJCSixdQgq2Yrc0{WxuZz7i~Z;GJc>=t&=(F!X_fw7bl$`~cG1Mk`X*J|G0g+t#@gBurP* zR);|$K&;8e(s3y*-P(6XQ(Cv?`-fW8!h6XbBDwsdBVYABh?> zIl?4D!vz~?&lrW-l9`%wH_;=TB*35-Ufy~4XGi9bFqjAkT0;UZd(n`kI4AEVqxt0L zo)qhgzuDwLPGn>HvAQsnh|`eLMP?7!X#>hZLJ~>?Nl~&1t7px zSqC6s5p1IgBe*K-ohKW^Z=OBfKecg+(ur`jIKF;I6eig^FIG=*cG$eO1e&OY80Yp9 z17ha80J--v+XV0u9OO4|-qUjw5y`J@rJrQsx4(RHYm8s~!zO`XWet|21O*0TC`xK! zs}Hanc{Z84bH;O3>EfYblrc<7bK?;c+x9m!93%|cKr2jvmMMauzP#IjFQWvi20>7R z*lU;?8-(i2fO7SIfibx^&0b>n@VU&zRc2{8I8)=cIqDo0g1CGnhyu5^=!lvKmGPt@ zSturxMQo1aklMiWr>TzVl?^QQcmt$}Qj=C~5%>_D+BDFSheB%!fG}HJ)1F2c28LC-bfHszfM9Qpy30n&+DUuS?XiwsE9}nQ29uDqh4AM zfEvB+3~ED-zh3IQ>)wt^Sxd0wAP$qPs5BSeHc*KzmkpKXmuJ%ejjR=wG%L5FlG-0T zDupZsHEqRKAJ9>yDoNUkom}=o6;;2GILF&d@Tu`EE(F(F_OumaM@_5o#v?kaKFzfe z85Q(yneIF)sO}bPL%jqC+^8V30Dfl`7+sR0C_{B_w+yH$*2?z|2#VFC=ELH|DS{8R zG}d-iY%TrZw{=i|RPo(9CCJ) zjAK;fvVz+Vm@K)58&F+9^IBj97UrWxk5#BC8RI=l^W?kwRjDt~0t?-ge)Rm#v$ew= z6RI9q>QJA=Inuo{BdQuWgH)RA(c$03*=^KGs#Rd=dWN>{*%yI@W!{cQEdtwC1DsHE z;I!FgMUBRc9d|k~>)Jt3We8NabZ)5$ZI(@z_8iwXQK&zR4J*KDUui?=0BcXW3VAc& zcJ#4bZVVmQwTvkRY{0E)GCWx$>PP1ut`(BG9K30e2aES*e~O2HUdDuLYo9Nz>G7a0 zzp`YYtMm8%Wp>D%9E~ta#@1PGa z2sG+44R4Ac{=r}5@0d}y;YK7bY_Xuq!iS6fU%qZ{yIfFjCgH7vJ;cNVfm)^pLrpR- zRFoi4U6-F*L=CVT8PWEn?WhC=*z<(gJEl>!W}>-1Sy3sVR#XyITP~vay#QmHboxnfbtRQVQ1v8Z&ahO9oJGI~@Gs`|WM4zM~@KWANC zW-m}(Zcis@HL7o@loHiDrb(6GKTt{mzz}^^N8kwQszI>CiB&Opg3l@-Oc8Bm6t0k? zA`D;jP63rMHfn;z8i6cxNZueW8RRHn?s%|FxLM9o=csekIqDoWm6?iY*9+tMeW67L zc-v<%nH{EcuAyYkHH^#@SN78$!bz%EjGJEvq+|nPe57wTMPaYaD)`Rr>XjAU{<6Am zanGam@>*QbtIvmnkIsK^c0KyaXmGlC4AIizj~}n6S9sY%@ zvd;5@7OmEO4$~f4%6zLWJ0Q&sThc6T9^20Bmsn~mWT}O=L6%%*3uNg)yyyGx+5NEn#p_8OvYk|ThW#Kw9-hqCb@I27{$h8v4ul`lf(7savNM>jA2*o zWGuGw?{oic!v;X{$tpL${a3}N07AUD7V5u4@3l!S&WCGhGqiy=)}QOUXFpGY8rZg@ zXU%r;2Olop>!<%RG13ctEhB&aFzFG3E0(&RHL=ti{b z*MW_|!Cvhv0f7~Z=89Rf=muBhMr>Fk;PuN0t5^(I{E}7MT%8uzf*OI1tD`$vP{o?L zI{P-X#+BfO(H2+IDsV`H)p8}SSGT~G?4cRb2$Wns+=UwE>gCwfEZ6bjn#5hUfCgLT znpP=DU3)vuHLp^MW~mReA+8fcl^(I$jc_egsjhP^l8fzCQf(lhYe^1WR%6-@_`YbB zU-H-;6|b;d3HKyC+y0s$X1kMLjv|=dZ!r!9A|i5S-t)t9rP+XB4KqW;(0IGraWT%@ zy06oAh0IdENpHrv>%)(BDHyw!l9dkxsIh!<42bMW1|Q%2aN*svew4V}@Tds`9 zyR&Gn;_T`dcHdvz-^$|3=v*^#V4RQ9Vz~j($K*)JUHf(XA&V>X<(dhG@i?LlFN?2Bc~C_i$EM@&>YUcGQqyawg3nT5{v;xOtBmmWuh0$7nBzhXV?^>gr_^>Qpk zi5|bjdT_l4@VI=Xyx7Pd9& zj3?Nai)+2*hpaZOK8Y63c!GVoxK=CHv=aUK>YI0Yf_<5|8amYFPu}x3L2cH!XKR4^|C*T#aR{kb+5eD2S6X5!=b>VJy-)uC>Vjmv0~1gITI#K zXlZGwsHn)v$w^2^2nh-C@bIv)u`w_(P*G8lkdWZv;Q?xT6?u9dkYX$e@(X5gcy=QV z$Z7R-aSW-Llbpc7%*SywfMKcR4?P2e4^jpTno`&m1P@H$yJW!V>({{UblRN3w7AIN z!{7h)4UG#YHfkK;N)^g%|JzA<>S(X7YrZgd*odyau735h&g$Hfx(PPdiT1&6QzI-V(@hJ Kb6Mw<&;$Sr<6wXQ literal 0 HcmV?d00001 diff --git a/img87.png b/img87.png new file mode 100644 index 0000000000000000000000000000000000000000..5e78a9f3579c7534e4aa07a91fd2b4d4d059297a GIT binary patch literal 733 zcmV<30wVp1P)UIwA0000mP)t-sv$M0P zsHmKroRE-^goK26czA4VY+ztuR8&+*NJu<9JTNdYBqSsl7#Iu;3;+NC>RHR400001 zbW%=J06^y0W&i*JTS-JgRCt{2R=bYVKomXBZv2XgT_R}Gtb}Mtu{DaQ5u~77AuJ)J zEiH-_5?h!LV96&~R1_2o4Heo{bZGMh;DVYA5=2NVG0cp|V~_3F3lfhar?AIo&bjwa zJa-(R1EY&rO!*)I9x8UL%cj6=l;3+sj8rf&Ik%Z3oB+P<0=6W~ZGMedAh3u=GIX!) zi-~9s41r6(6#jQX;zSnbW`w8_Gw>x}Am4zi2x2Aw=ug%7`ASyKA412=7vRgtdLldL z|1o@Z(JCZWNfks)9OhewSaXaU!z&49v7!w&F&K#?0Son-rC8FH=FBBSN<&0Dz$qmv zXk(pxm$cTr!QX>;0ViTudPjq?vw#tKCk_EwyBCm>_7KavwZUNB9-~}E z7Qs2Yo-lpy4#DoNTw5W#v#vMnnqPWhEoJecqe^lNN)j{Hrn(F@$gEUJX)#Bu;<`k~+KF>V__O#4gA>jWauvc= P00000NkvXXu0mjfxXD3G literal 0 HcmV?d00001 diff --git a/img870.png b/img870.png new file mode 100644 index 0000000000000000000000000000000000000000..bfd82014e8156d0733c566037b9a6345c33360c1 GIT binary patch literal 220 zcmeAS@N?(olHy`uVBq!ia0vp^YCtT@!py+H=)BT670A&I@Ck9kPs3Q;^E<8V`F1rV4$L+A|WBc!@~pA@yAF*1xPWL1o;IsI6S+N2IRzg zx;TbZ%t=mQXlCWv!JzLaDe$0qqEEsk-t|c)u>oq|cbD_RHR400001 zbW%=J06^y0W&i*Rz)3_wRCt{2T|I0hw-x3}Uj2B_OW8rX*eiD_f}9I?0en}-MwB*1 zpfqXiYg1_r1O|d2*)`Io@d2p=2`~Z}X{5k_k?zh25T`LDrwFb(QTLOR?oRtMoY|S- za30CWA!k;q1_JM;MQ8~!|!k8gO4afS##zKva`iD;fQ9@f{~nzVM4*Di0DKSZgu z;btUqJb_-NNTLVWWsl+zuDm#C;s(E6qASXMxDanSQUbXqQN7TM94UIVLXdVLd@)sh zwHb)~V_5#+O#N)|m|OvICFjURUS6f=uD2X;Brh|5NnvxwE+@**nGnw~h?)$>BsDLg zcFguPIpBR>*Q~Y}i>6W^hQ8O6f2I_koNcjnk!f;p(@eXKJ@Zmi5m8f5ujs94{!6p3 zT)n4*=s)>3s>wLlzYcLswS=n$f|aMJeAqP8T)BP+ts{Xz2DeX+Jt+<#990`CwNgm0 zUH<{&e>`J5cZ+L7|9QfVKmUX{n0~+yVNBAbm;6!|DM`h1f(gsJHOV|yKb?wRVr-{9 zwn~8)>}`JI77g@%(*4IIR@>!Qpo|F2qdY5PhsD6DPy#pmBV^KC8)bMlV7+Wu73isl z>({2W%XL*_y;WzFn87VodF{st*Q|n|Ljy*vGRD=VtXP+|EQ;A}R|`#-Vu3|4)u8-! zq0$iZWf)0Su=oQ2nP+wO6EFLa@x8XZtcgGRcgUKAb|4T8=QtC1Pwu-pJG$5es`oo5Q*gHIzW6 z0<*k9JOw(P@NtCdVxr>*DL8D&-uTP9%fg)%nz{ILed4TUsEA2gtSHT! zIfQ=A5kH+UcUF?6s3o^GQ=0A3Ag%45Xw53d#6GkU5tZuUjvY3t#pRg|utv7w z0{Iq($ZKCh5%Yp{4&@#rm!Ku^K;*@rScs@kD-1DFrmuHtg1O#bM2Y_#5fFjuEaI?n zarFA#O*kEj$@rh&^e^5N_b|nm$BgW!66^u{it|_hJ57d_gvB4mh}ug)Yo?`)iv5^X z`b2PW;MQ574B-KY9kClcvn_-(aYtn39t#m>myh?K?-1Sg6zN4@EX=lIBQE8NO32bY zmnwual8GSkdT=f;mJ@1;xJ10dhWwGfsRj63brmkZYBTL%}Ko?gOf+vf1XmEFmok%kd%mW z$1&+}*3zQ88*;=UoLCXbl_MnLU*5xf%(^C#V*1ql$0VN~N#xQjjgP%a(Ito;BB|a2 z-Qw$hCQ!uP>pb@b6I@riCwwK-y&IlFh^W_*MXQ7hub_!Z#lOGTIrC^ z-4@xe*Upoy_r7r7K(>~)P=qpC*cAEEM0NvpM zrBV4WFR)Tlx91uxSn9Kx%GlHZu|Bp{@@TRyw67)_tu(>*vk_vIq(-?JqHPDV+4@@D zxdp8?HA7VTNUaYwL=?(2BMPESCW}ut%}7CT*-KaGK1WkTvt?-NOEJ%UngRbcl}>_mzYo z>f-^57-dGfl=xfMzxh>c#27ng)t(fN*oRw{fVADmCd~oS1KIBhfrkm}vUkp}zcm^E zaBni|eZ4vxU%Nm2HJWZj?T5)a=I(c=e-a;X&RR*&Dmx3y?SH97ovLw1ebaW>H199=zoeEeY_HlJ*b#`Cc_MpQs#=^s9Y)qOa; z7y`_`4=0n0MKh|)1g;>dr7UGB-&zrEAL~I9ZW%EIGn~oPsc`!X(u*f3CC+wytFojR zLzWa{$dY0VSyGH4-#&_q@F99olrd5E3+)J*B2I^QP?kiB7ACEeBvEv*XqhB|A|YhC z)i&v-NXouZ$MhkTfTZ8wEq^|e&l*}JzVjQ#HN!!l%WlI7-` zXFDA8^A{$cuiP2SFK+~IFU)yS zH^yUeoX-*5DkZ(ThJj`rj>fNPHnf_)MrZ)j*C)@|0rl@Y5n6H45Kz#$PSTAdYH7NhwaId($~?MKNp|5zuAS zp+1{bm;1N?j}*-&(+H)48go=r0?cFG@MGDVRF(STQPZj}ITWF*yK-{Fe)J1AJcXx$ z6xG^p*c{7b?sG{RmI4psSWa3AZyGi3lLfT~&9QjE9Hb@ZU7nABm#L?0&A&J=1Me;~ zPp6o#_FSOzOgx)ore1L{Xrl|JZx*}jE;SfV7i3j|L;1JDq8weS5@jmj)f}NnR!Yru zs}ek;%9p@i`g+Z@OED`#axtc_%hlgNm4C9)r7jWX_vsOJM2_iyXH(C!{Y?$`F?xk2 z-a$LqcS#C|WO+c~&de^hh9pOV7JkBNSG!k~4H~0PM;mPJC5Bm}t35zhueRLpY@5>V z*S9rX;%jh&V^@u7hA| zwd$Uybsndq8y$BZom2Ebjja1cEL&|d&WrK(9w!$pL(6}3xS87_jN zr)O^=!GZJAqj~^rH`}5}_&+lgSq#O@uSZq3-E56w8ZbgdUsRwf{D_^UFPeixUODTbucI$SGGnh_<)r@(qiy;5rF6p!{9wDm`I`Ux@4fwhZHMzx zNPM|=nML2BUaR+KV{b@)wz?I}t0Dt=2%PDZ&<3&r@Qh7n@RS__Ol6?qXRvZ81^^fR zm)v)nB)@LSFI*lIyK=GdfQt8yeCF7t z_&6!R*;elu{{HE%blcp4Q}H@H|Lxmwdvd-Bm%ksgH}3m3hM1+O3u+SvM=j;nL~dYH gt`YbhgJ_ih0Z<<`pjFNe3IG5A07*qoM6N<$f*wV46951J literal 0 HcmV?d00001 diff --git a/img872.png b/img872.png new file mode 100644 index 0000000000000000000000000000000000000000..4a6eb1012791e6daccd64d2649d23c0f3f8bccde GIT binary patch literal 268 zcmeAS@N?(olHy`uVBq!ia0vp^0zj<7!py+H$Z9yf9>_5W@Ck9mPE&=AVX^x^;i|BR=262%h|j2LE}Jb%D|(Zj&dpum8$IpvJQ5qBmvL1vYA`$HHm zS~|#AFl72Ike67}ctifl(v=F|Ii9c=G|SHYwaVF%VNveie61V2tPHh<;@S@+G}M8v OV(@hJb6Mw<&;$U@r&vV* literal 0 HcmV?d00001 diff --git a/img873.png b/img873.png new file mode 100644 index 0000000000000000000000000000000000000000..0df4e10809518100289cb9559d65a16e11411205 GIT binary patch literal 898 zcmV-|1AY97P)RHR400001 zbW%=J06^y0W&i*K07*naRCt{2Ry}OfKotI*II(eloH76#*%|P}R>?wTfB`xpv4kBd zL6wkLs44#gGy`jer!EW)5<*OEB=%wiLR}CMNQf?Qq5=wPYu-CM&bg^+B|voOm$T1z z?|XmFyO#jlpk&i6bZ|8X{jhKcf|j?PszgoH;0lN{2gpoL+brEyU&P+V`JSVziw5Kb z=l}=QqHCO|GOo>3*kmvh3bged1^Bn&gW`~`Lvaw;cN`%)fJf200nj7C{_~JYyaB5B zBdsTNwTa`<{9-6@b;H=nTl<&rvPEVz<%R@x`g#l|2z58j3!;g?=z_XmkcP?Y^|oAB zEL6j=VH?%NN|(z-py?nmVdHc7jdq)k5CWCo#hcEkv3bAP_q>PQg1BTnc@7kq{RhKM z_AEMmd`r+Bm~iDmjq9vVSECr)jbY27KsF#Mr-(JEV=mhQOFf?oZw=*&)U?W{xlFqS zPkQxwwJU}VKj6bFpx3L0rd@=vDr7Q1eyk&n=|$LKNN(ahd-Bf3J#WLkNzWm5wjSo? zwr)0T66WJ*G*^1o+AkyJ=(tSPoavD=9G`P0;t6|%^Y7-Zq1sL-jQ)u*hjR8d6SqPu zn#gOq>vJ>n%pv+7_OL6Uz0a0S`k5l5p{_2)w!C3tu9Ko1l7n#U>sDr?Gg)yn{oYm= zX5XKsD5sH7d^u2bpQ_^g!W~8R!oo9iSrspy{TV;40Mj2}Zg}~*bzwWu9(<(Uruzfs zdu_06QcSMA^^j0bfd{7WP&IrDmleOSaMV>3%Ucbey5KIvfAIqP8?fX$HY=JpYH@Rt z$~tApGTP!#LWw#$HJ)iAQELvVS+m|dXW%!`UKcu!A|6dbAis6?TeV>HY+jp>;*etH zb9t~#di{cgQs!|og!TNpl2LPZaeScKTtexG`Z{Klr^oanS7Cng?720kRHR400001 zbW%=J06^y0W&i*J_(?=TRCt{2Ry}OfKotJ`lh}2gIAs7fvNPa`4aq`ffC0L*m>sD> zm5^AdDgQ%>2i6KtT^L#Q^x*#GDh%R7JA&S)Ycy~_hi_`RnAHmQs=bYbt z-@SM5e0ecY04vzT4j&9~O@)3W@p7UO6sHO#1-q8i;3ci(+(B}qDn)inA6xiqjPY-k zt`>ZV4$uLWxs?6$>_FaExloxA|d6_(>Ue5u0$ZL{Cm7D@hVmwp(v+Mt*U;+>N}Cy@9b} z8TnJ_9GO7;4kVb}8^e=_hhRxoD|eBqI_IoTmtXGq&EfP!5Cw>iQ&ANQKg0$RzOZ%J zLITS^iz;I+Z9ZLayLQ!Z5XI?_SFcwMMY)8;s*uYV+Gr}%%W&8Rg;DdBi5i$JIPh+P zZ*5E`enAZDrtc7`b&8~tCZ&Wg)163NOx4`xhz&RD{MxFQB|1%uPlEDZ`ho%N<`qzfhg;ksKC{aQxfgxD{_8bw@VL zZak}BSd>Jfq3k`CX>IYYWL;c*X0AxK{h=9kZdZZkN0^&|Hn)*DE|dqKsJ7`*F1{Cn zbCb#B>e~RBjf=UIUgr*WnY*n>G2pQ>P3$ zM??IRNgPqpsqi#OM5UQgvF7vMxp|yed0m=!b6SftisIIJ+^Pkm?Qq+CgzkTezRHR400001 zbW%=J06^y0W&i*I+DSw~RCt{2R6R??KoET@)M4R+X4d2O8J6gq}Y8foan8>)|_Oc9FEBHh^VzJ%Jh!d zHw-d6RuH)Zk8}O|vA!aorz%igR$-wYA<3lL$Nm9Fm#H}9Gd<&w7vPGQfr~54Nm;`- ze=p}hB_Tv#7*-8p7lEn1ba|%@r>r)ta4X}L;Giv}I&#pFSEx!jiK>E0c=a9?aYqna zse@bb%%!8;tSVMRgL}E3QZ_pcYoN{5;?dNm=0000RHR400001 zbW%=J06^y0W&i*Jph-kQRCt{2R=tbVKooyTcC*QC_9kE>h!D8K(zOvpi|e#=5v>Hd z#zGKWu(DgOQHz5hSlC@@cYE9)VD2y2?Zir3Z8irU2%e7bW%BW6cEY(F7Q#Kq$9wPh zK4#{ZnE)6f3_S-QZx7Hxo)~rRTNY`gAdJWWGBl_7?iALMCDJDOZM@x>sf=^H(&DX) zS$Y6JHUL~#AzzjND7pmiZ!6eE$l|eU_p0);7~6gW>x{83HW;cF@174j4TZ)yOjUkmf-x?Vc^$f57fl82 zRpnliRTXjYv>U3u$fx2THgi~DPofK51&Xi(J6VNBR;a#tu}LxV7hp@6eCLHi&m$fh zxEG2ScX*G71|QRMjxr*{54@F7s1E1SL3v3Nlkl(e~9POgn1?qq)kgk(Wf}$ zcbF*vc-?r7qW08O^c^bBl%xHWDSFY6T$eZ)p0JjTqW08Sv_soK$p5UoLp-Hhiryt^ zz2#|c#V!YMbW3U)>5+d72i&m_?pQCnAZlimQ^e0keZKwOjNyu2be+H_gSdDq2cFYNtn2b=7*rWWSU-Li0i_0JF5 g0Bz_~v-}hJ18BO`jp6KjNdN!<07*qoM6N<$g1lCEaR2}S literal 0 HcmV?d00001 diff --git a/img877.png b/img877.png new file mode 100644 index 0000000000000000000000000000000000000000..5d27879eaa25692c2a41f971a92b3efeea67df68 GIT binary patch literal 343 zcmV-d0jU0oP)RHR400001 zbW%=J06^y0W&i*H)k#D_RCt_?QacWUKoEUd0!TpIBX|KL)?R`GSlF6aSX*%fT00Xj zpf^CT;6*63GZ|+;fNLQ7$V_(M8)ja17idrc6aHF6gj$gnN|78l^xy~-zz76*?GLJ9 z-B-;#89~sKvtF;8u^jP((?S5mbuo7RO@1Ndm{aZyL=jn)&A#-aw1hG+=Bh-Py(g`3 z4v`X7+K@uh^s){90ci|~a)9q(28Jg@jEP z6Dleya&mGK5)wi}LOeV?Y;0@{3=C9MR3s!MfXd$$#b*O4#*!evUxQJn3`w2_E%Q5WLeKVAGj=reFc>5mq%bMoarnND zS%9(kF@vH)27@wNo|-^XLc{?!C!Ray`UUs*Hk_WYJE6g~Dc6YEop}lilNj4IHVICq vHPV7A7tFaOZzQNNGha?*o8}uZiIHLMABDS1cP(@Px`e^g)z4*}Q$iB}XA@3q literal 0 HcmV?d00001 diff --git a/img879.png b/img879.png new file mode 100644 index 0000000000000000000000000000000000000000..581877654209cb87e722209dbbc7945b84222679 GIT binary patch literal 1026 zcmV+d1pWJoP)RHR400001 zbW%=J06^y0W&i*KfJsC_RCt{2TDwvdK@@EPb+CZDApuqJ0jOk#7+YoOACQ{KABaCd zL6y0w+4=>#DJD>*f!S(?5e*uw#k$vi&Cu_eZDw{EY7bRgJ$?H0z5SZL-2)*UL!v;5 z4O$@~fv6I|h{FxCAQCnpFXgf26fLTBuv9RG5uY`yLM=hf9Mr|E?vGwMSgHt^@6@&G zF~*6Fvf7-c=^4DAj4Ht?VaxRl+Z#r*epe-4Y`+ZoVMM*6gemWUOcp&GoRDh>v$MeFB zrj`c_N|v{ttH@g&dGprOGag?rcODW^E<*pI*&>L<8 zV@RPxLsCoSmYH^~QJOc&@AlP&g-=^jb-eJ@=_0~Oq8oKBOrwEz&9w@k@fB8nZPpY3 z*N-9*@z;eu`3s97`rBMT*0gn8#e@FI*iPL;94z79`&bAW13!smyu`$#zZb)IOBQDjhrs6NzHZ|@Q{0%&-&jxik087fPbaA`l@57*LX9x+0U+w z?Xuz4<{+n`h{LJha~^?^M~I^>S(g9Uy=F%7x_SpM@vTU|LEK|8$$(^qZ8=MdVW`mO ztN5#9@Zyp?+-oLYBc2+(Y*0nDfu?6mb826)_Nq&>%Zs&kADf(-I(OU?*+T&%C|4(P zGqr-#(XH{kWoi>`Im^t{xj6O(uwmQNLe@X+bVqA=obrz{A^_zdDu4nVTP*@m`I#f( wS}hws-5jj^nNL%bRUUZnj}FPc2xqRHR400001 zbW%=J06^y0W&i*L2uVaiRCt{2S51fTwS0ArNdK7cbf;2?TWzTtyIT-PNp+*uJXj zpXr&|PF6RdFds};)qAhL{;I3$)f8}Ow18mqk443;n@zv1mKML0Y^6L z6S!3HYm=knuRx?;%H=cCkylT!JEWinByyNTjM3GxCQHyL=$c0)@IQbd)PNTtP*XkP z^f*VqNKF(lX3Bp0DK=S|e5pg*6MF2bs@H?S233Td+&+SFC$^CQ9~)%MJ}3Cy+DKJj zrg*cF#b2LO(I{7aso)u&(+o`oyG{Tp?6DQ-+G!^@`eDwpI}$g4;^|Jb|GE;d z`@26v@ROVkO6)9ET^^y)b$o zq^YQ0%-mM<4tU~-Hz8VQAV!_+yE}XPw+H9McMzWlPU%gE&73I9b~1Hs$}HBwX6*<6 zp7svX$#4?+ykTtf4{!JGJF5;B!6_AUu%p6HOrPb8C`GK;TOywAxWp1mEb+hyXWGU) zzACxOXDzy{U8?NgK{>p0r0ObR@68yvo0fUOD+%~aQ5{|2wGeo2w7}8$h|ZvQbv^Z8 z7{m682KyGWnpYhUyGGGQM>d!4JuOYG@N-(c<^^u z-YMAl^vU#IKZBsP(NzAw)VU1+?Iwo)BdWwo9)!2mEjWz)*#N42oJ0oK0+Go zVNC>cYeuOXaqrZs5gb$3tu*`s)@uQjC~JSiBut54cGY`*@Wot zPJj8G?m#-;H815Bc4+VgLXD07*qoM6N<$f|7qNLjV8( literal 0 HcmV?d00001 diff --git a/img880.png b/img880.png new file mode 100644 index 0000000000000000000000000000000000000000..c0b6ed0bb08f39b112e528974f94ad4d3d010eaa GIT binary patch literal 211 zcmeAS@N?(olHy`uVBq!ia0vp^{6Ngd!py+HSh_gd3&_z8@Ck91n8ygz~0|ONm6$uFm9v&W`4#j;Qp+JhUB*-tA!Qt7BG$1F$ z)5S5QVoq{G!UG^qNJ&UYPe^89EL(7bjm_dgss}^2BD35vRvw-;JPwQAu}-LNWOP$t zc)qXvz0|=qk^<5aGvtjn$gp|)Hmtg6+;E{TU%y#{;gK?*#@VkN;z08mJYD@<);T3K F0RVbXKrH|O literal 0 HcmV?d00001 diff --git a/img881.png b/img881.png new file mode 100644 index 0000000000000000000000000000000000000000..f4f85d8298766ffcf06d6df09b551c3e4142022b GIT binary patch literal 495 zcmVRHR400001 zbW%=J06^y0W&i*IZAnByRCt`tRXa|@KoEV{@h6TIr=zvR0idCwrKNz2AQ$wcrim%2 zDRKdG0|yQeOLVE|kZ3RxREbz->^Si^UJ#M;B+u@?eLFj|v$laM?h~uHNfXrwpboNL z47E;B1Dzg+9v{P$pn-Gbgp$iQ!OO?6m!CPtYOfV6mc-nf1APd|O>X`kUjsB9-V;O_ zu{!X0I!vP#A0(lUmn};|rxKjfkvbwok#~5?{r6bg@!r5YTjtlWa2MB3ba6GP<3l!; z^GC12e`K@mqyt;{iuj^UOIuoiNq0OeM=tz`;+TpuZ*d$h(EBX%2SlxFP8cN%JKta@ zyN9#i$=j>Bv+|LcSII-VI2W_aK+?w$rjL{IU1)|*H)@QTq*|T8mGw;O2Pj^ouV$H=`+; lym$SDt?~@*u}Qu~`~VYbc8PY4t1bWl002ovPDHLkV1m1U)%E}Y literal 0 HcmV?d00001 diff --git a/img882.png b/img882.png new file mode 100644 index 0000000000000000000000000000000000000000..a765b9c6523b063cf6feb08179d5db242d6d1d30 GIT binary patch literal 628 zcmV-)0*n2LP)RHR400001 zbW%=J06^y0W&i*I@<~KNRCt`-R?SMoKoI_#v}w|xq(_ehAE52glR1lMAE9?af`S(j z`T}Aeq2S3=>l3u~=BWk2tA*mli=hWEm9CRN$j_!tsE9g;-Oc3NZ)Rs^GXZ!~^cSKS zePwarXVAS>K@aM4T=JM`7IHbTRM;iKQ$o{R>VYiAWmZN3?GCz$2t%QvdC#`w{Yb#7v{)_Y^6auA@*2V4|G_D6$1HQbwnE=Ozj&dW0DG zhGX?%5yHZ#iqV=H141u#cj~iRgOO`}_c4#yi4|B~yF9f-+E%^^v%;)oM2|| zgrJiR_*Y1Ft6!T_wQo+|pO(YzDUx&W4=9w$QXZ~=3!p(|-`-ivaKn}y?HzDUMb))$ zgKRpbnNh?A@IekXX)O^04l+}e29T!i8O5>PJ+cREzX`SDY!vSy7;Z~Y?XN-F=6AfB zH(s8BvW|(n>pY7C!T$|m;4Sic5F)>YFYFa^mnhysG2Q3TspYym8xcEUidW!-x~b$b zqzhb#qR7}I{Y*$>Uy+)kVn>(K2G#MA;=ZQoZ}8&O9)u?p9d0000mP)t-sv$M0P zsHmKroRE-^goK26czA4VY+ztuR8&+*NJu<9JTNdYBqSsl7#Iu;3;+NC>RHR400001 zbW%=J06^y0W&i*H)Ja4^RCt_YU;u*zh7SyA-~+=11|(5lD9sPV0+^~X!2<>cW)NM# zzzGxLAgl{vJv&e*81R8C`@sK407x}4K-}~p0b-y6luLraq=E|wCNJX#h)rD}f|UWp zV`_lN)&B&#f(6O}dHw@K1OqaU!2@9s$P@(>-XH`Y7`V>=|348N<8Z)o04m3@5|kET za*PE~Q83B;k%8qhRE}w;0t2!f*8&g?l4D&V0JjN3>Knl17+7GEP&xm9kKuAqLplEc o-+)lTfa*>tfJGiJ7P%n-06U90YV&?YcK`qY07*qoM6N<$f-*OFd;kCd literal 0 HcmV?d00001 diff --git a/img884.png b/img884.png new file mode 100644 index 0000000000000000000000000000000000000000..62e34f7a3a8b09c335d26d151f007fce5a90fdac GIT binary patch literal 334 zcmV-U0kQsxP)d0000mP)t-sv$M0P zsHmKroRE-^goK26czA4VY+ztuR8&+*NJu<9JTNdYBqSsl7#Iu;3;+NC>RHR400001 zbW%=J06^y0W&i*H%t=H+RCt_YU;u*zhYt*B-~*fh170Z255z1C7^*SB0|pK-UBCck z0JV_-KCpvyf&d@LvJd=!1b`G<0>n)p62MYvP$v@M9J0X$1e2F>1H`5-5W&g-VJY|COP)RHR400001 zbW%=J06^y0W&i*WL`g(JRCt{2UCVDIM;)&5bL{cD2DlIiYhO48Wz7YUB4SINa>9QA zX!pP&5)$hpoID8+iIXQ>a@>_7A#Q6aLgIq#8=SI6A&>*e-f&qIkty$Hi5+|Am+tCU zRd+qRx@u8`4;zOG-rA4Uifq{2AAT8#cc>JAgMeMcFR)Tgx%V51y+=On20 z=$>K#j3x0RieFZ|m7ocIfwFLTd1cQwvBE_9lvF(zKSgOo5a1;?Y|dl!6fKKFqfsCj z$`OUajrvW7KsWuyq%)uwa>Jhl%wJGfnY-AhonBAj65Hp}9BKot00?h)%cbYW;ssHT z%nr++mx~n{bTJS-|G~D#PfDr`nyAVoVT4I>L6l(&g640P%L2@M0L~e%WS989qJ#^J z#L$5NdTqiniGUxJZuI7uAM@p8xi-W9CN~<54Z(PGhoHOmNwn2yJSr$#R8k=6qbbTW zDD#Rd6(aLk;xje>#g(DdXI(IP?EW3#9%$66Ii(^MK4U_4rRS=1>GVGh5}mjBqHr>c6zjYq zxL#c1z0;!+eB;%X(MfT0o*1?|asH9rAd{|Q!(t_Er7Iw@YJ6~5mlUtp^>|tarc z3&mKS+NYu*QTZfUbD)M#RmZpRi3RnVDi0PukAyX%+{P5KRVRw(-I|m`lEF4bK2!MA z6r?&Ek{4pyHy|}XZF^5@e{!F(kFOwgZ$=m?oZZ#sPx0U=2p(vCGEU^JarzxM0M8_T zMP8xM2_S7f3bF#pnnzJS0Y!vKDaL?_iOwYCqW=JdedlputMbYAJiwsyqzCI>J zxYjSOcW1so^Yi}E*=m1K+{8N)tLxojf6d@NS_d-A-0GOd;VAytWNzSnQ?D(aDg3xR z)lfzs4a5&lb(uyssIsW>7vruf*ptvbeS)t|@8CjI#|+{Eq5Jj_p}`9wiZX)7eMD}+ zW;%l!fYWr)O^XQ>^;d#2>Og8-0Mlx!nUdTTI#8H~q#0#baMtt}d#o#yyRsPMA_XPw z#$4XAqfE!98Q|e&aXX{_+u$8m$>kh#w7|aK8=ejF{N>$rcon;`72vWQ%gua)LJ#;k4vdA1*z5dF8lD6>lUf2b0HA;gTWh}>1W9r$SvNSAhU$FC(CJpC| zBBQqEWGR!@x+aADaiP|!iZ1TRAbbmUwKT8+Mej(ynnW3jxljzHrZbQakTTmw04BqvGTmRg>bFPAqf!_CLcfG2HDNcM}veCcoYvr zl+6q@2`CwOp;V)8pTwCmC|XJpz#Y>&{F%#j7Hc_`5GLo$zAn0l5^afraghXF> zrBBF_IE3vrT%O+4;1l89Wq1?F^^3VPa`5Q-#U6eO_GL!$O5jo;!SvftixyLaUq^o@ zj$sT4TGG49v5)2ljJOj#i&X})3&~tb{IOGe%FT)r$KAqg2lEO3 zGz8^YL^&E$%7yJ9)8D%%$%_T_otXRc0F-DVoeP_StwoE8fax>U-X+g@)a-&r-1uPa z)f0SIPaE^1a??joiozo{7y)MIfg0$uF*C15lns=3c9c!5og&y^dPhjP7Vk!dEqh9^ zrOXraZ}ASmvCzGOE=Fxi+6?(gjRmZL={oHilz;kZ^wFtdz;@$Y#w%F)D9I0 zC>@Vr(oUOXl=C;0q;@z%kTfiYvhFfG5hWrcP*ZZoTS5Nq)u_+ep*Sj*^sqhoYnfY_Q6Up!^7-K$P(ZU4-SHF)b+bhL&Suno^Sd zXe#G|-JCLCSLtd$hLr3Yk2*_ox$yL>agxq6Fu%Q@Bub5yeVP8Jp6EabD-650^7ND? z67OeTRl5Y_A~aFm$nA}ooPMMmKUuW(v?CW8(qHkA5(zd0ip zLRPXQV`ZB{AC^o%%8vfD@mwv%hL2TZWU$J?0xdh;X8kc9zPkr^XVF%e{KD)*yUEd&(vza zl$4Sz4ADO^{?h-4bcL{V$tDK3 z!eiCH)GOf{dK;rR-6(re`>wlX?0jKo6Nawy***AR#ln3=H#=~nj1Pql-I}VimK>qm z0D~16+_`KxHdBSTCkB7;KH)o2P>tPt&$Gte$X1u(@aFTZ(GSLG3E*LLflrbfFT!}8 zUK{}IBY*(gaD5}5cS4)VlF923={xSPoutohZzFi`)&wKh5a_X3Fes*4i&3V|IYPgm zyO>zi8Utk0|BlYiz z1;7IbLJ2B#kPQPvwz;o1j5T)87td362RbRLwwfK&;YA}bpNzwNmA04R4pOl+F>nnj*I2!_ z#Z+r-XrX#VV{W5ija8&EjfZpCb{hTZ4yq9ZSE^eL!Cqtc_+ft;9^AjQ-#4Pt*g#)S z1{;l3QTKA=TW55l0#JFsl`aH@MvoHh(h*2H`I=6~SZ)Pm-bnf7_>^d`v3t1{rQ>L8 zvq_Dv<0@)c+ba6%@rQlX9sRf89Z7Z^%0d9iweMjpmByxz*br;F zGi$l}wbBIgbaZD|X-ozL!VE)-HR47#z-TlE+g&5kSbbgtC5^mY1l&I~DUBiWVTN!T zxjpaTJey*H$!LV2-K%gK8RJa;kDNouc9?|5BnhWW<6IV*@Sq3lx4Iyjm1ECHb@lASoIp|BDa?T#v3jgSyK%? z%Bt6R6E5Hldc8~6ESf{2QE|%;LY1o`!whAtfiw!!>^WQNghMPOCR6|p# z5pn5QDIPiSPld@ptr{sx=~%6ch}yUbZ9Z(gkI;|e6A!wR{jXY4`oY%x z1?o!v&9n=aPthtoJ^mwFIch#|3;Zk6xHIzRHR400001 zbW%=J06^y0W&i*H)k#D_RCt_YV88)*!6ZL~^Am{W7#Nrs`2I5_;L^ds^8rX)0_)*q zWMF3C|HBvzky(IK4>I6_(rf}ONIXXdP6h^+e=xZhibR=37_9#<0Ach`0J@jq1DMUj zz`?*^$YKEIOkm(fIQ;_yD+5^3|NkEtK781~!2cL3!@2_5SpE%Eavz1DmVvPvna{d~ zLHr_^^^}1j8%cr*Vg002ovPDHLkV1fZ|hH?M^ literal 0 HcmV?d00001 diff --git a/img887.png b/img887.png new file mode 100644 index 0000000000000000000000000000000000000000..d12fd04a51bb5b66a66098bcdd2924850173210e GIT binary patch literal 454 zcmV;%0XhDOP)^iRHR400001 zbW%=J06^y0W&i*IL`g(JRCt_YU_b&~+ZY%=BMUH01mX=03=RwlaG^^O>H`AEwSxdB-jgva_D=RHR400001 zbW%=J06^y0W&i*I8c9S!RCt_YV1NS$28Is|Xn>c2ff2$ofC>Esll(xXOi&RHjrZ(8DRZ?0R)HV{{#@li5${U4;Zo-AjJ3?E`X>74C|5Aae}B1upk5hWd`mB zpz6m!u?HZZ9bo7KdXzH&EVpfj~h3~%ND0000RHR400001 zbW%=J06^y0W&i*L{YgYYRCt{2SIvtYMHK(_eDuf6>~?!GdI&V+kV96}(VGhP!GpJ* zn~H)XDnt;OfF~iOi70xI9r5JJ0T0I0P9Rs=Hvd3IMUU>_9t1CGKO)G+ZR@kAK6++0 zqcI2lv9ne6UcFbZs$Tu78mPsNR#5B#AuAf6(B>gfDkx+(m;6e!g1KQzezB}9KtNq1 z;swPxM?#7jEruv+$9j|((cDd!7tPu+oJFmII3$19`2=Yz6|GH7gZAR68M3O@`I*d| zhm#ZQqH#;rQiN4#bQCz<6~6Bl^2}FSgVeXX^hHnhKN?AK#{P#B;8`+5RIT&(iPl8z zr&)QT!F`40B2-qxoUWoAWk7zr5ouMa1|+2Jq_mbw3C)^fJnuq#hfb^r&X9x>^Qr<4 zRUf#5dk0sBwnNsbQIZrw;hVaXKUg{ia*0OlJOo@c)^!0p0J^TmMNv%XsT#6IuIrpv zo0@LeieroeSGb6!uW(YiZJD}Gq3Oux7w7>~+$?X~6FUYxJc4|Kgp;jfU6BF}My{+6 z!Ab$0IG1*WE|b|fB7HKtoE3xV5aKa*(UgQmCQ1U8%h{m`*lVc0RkTp@Og$i4u{iQX zO~OM~9wkB66ZBZefw3(bR+Id1VJK43`97vx#MUe_bnFNkIt7_1Ut+{z<^@NO$#tEA zM3f`uf57T3OV_n@Hd+xzj+t5#1;{1VteJw2`};|VbB$UZBLZDV8!~;;9iDY>T#l^l zl)Cm6JfrGnA#yJn$vIUlu{%$HOBYTyRNWvzzwK7ZTNnD!)_ID~D}MpqLWh!1fpxG+ z`Lh|xffiqEi%<|3Wav}vc=7%^3pEM`m>*w}9 zD6%`d9}IGnx{lHs+YwbOTF`wPF&FY2$OI1w-9y|O=@J)X5}d-1xzeXYZ?bc?t>L0U zhn(>3?-_kgp_?_Mc#(^V&)+56GrDX##fk)P9UJ%(v z>6+yCY|;O?tGIlOKA#o##;j{shb{O&X-xKf>RjY!`mF>X3nA(8$_l&oHJtcrwOuW~ z1=NQ+9%e_6Rr`32uu@5H0{WinFSTnNKz`OOwW~#8IHM2dw)m8JU9#L4WeR7y)GnlB zJ-6C!X%Hmx@=wANw7!MTB~m;dX*^L>_jXUQ>(MKMjI&MZjhu0k&G)TmmzSDW?ZXJ&{of3!8N6+W7q0@3nL=*YB(I9!fnRBzWGz}_ zdk+5?_Og0;X99Q1_wR{_UJvWNZ~h*hOt3j%LzApM4W3drX-?<=S`6Dq2WR)c1Fo^d zM8@@u)bZn$KInn9F7;#3w#C|KWaTNnBRSg!|9VrLpp@x-ia@XyIV*0e+gY?N&6cvZ zh}^tTHu^BqWU~*KdTYZSiRGgQ_8r~Mr0vRV4c6v_pn1Dg-u{q1OWiMpgdNzEx}8be z%xo*8wL50*c@ToPfggpWc~x6B@fMX|Tt%H3`)Ijy*5;2?wWB-ZlEyb^UsvQ$>vl2_ z&FuVzdRHR400001 zbW%=J06^y0W&i*J&PhZ;RCt{2R6T6dP!Rs?#IfVVd6r-RG1MbsX@mq@!2?4XfKDt3 z)e;gaTSq2jpe;<0iG`t_I#31!11!)K!N35uR52h1B7qnXB2PfoR!BAX>^OGngrEu* z#7Wlq{=R$f?%n|dsj}r8uEoL4RL2Lq6Ya)lX0oP=T^dOm>);Fy5O53~KbVoHknG^Q z#`MwoNG;a@Nwrvih@De>7sKpakIkrua6oZ5+8h#Vz&FUlVH2K)7F6MF&}X@M5F2Rx z>C^S0Zsxsl;w3G$iTq_Jsvav5ht_QskH1X)bSUtVwa+w|xFu5xE==&2%WylkULfce z;E8yd5{^V##>|g)t(L=v_TSuq*!q?u4*UR(_?65l*AEgp2ZvMiM9xx71JG)sF@tG{PYS+o?Eh8 zie9$>dFLEW46*;G9TQE^KpL_PhS2F@4$}La>P3h1gjKD4T+zYZFx)gz?MxNxvZwLi z;k8^4@8!Jj%#G87X=IHlavWE(AN4~n|2X1-S3lg?5TcO>ruT-UCQj5N#Q6uGh`$E=Q z@}6^~rY&)kVvEm#O}oUfc$NIt$#6!Tog7y!Las!cy)C-lq#xxgWGaOGEkYh4qvDG) zjKMf4kROuvcnE!E9b9S=&V8G~5m%vVJU%PRpgVY3?^EYXVqX@+FZE7gE3e;)GAy9F zn$}s+$q*~vsg0`E_MdDyztO?+vYQHnI@pi2*_cPW6id7`yWQh$R=6IoBNhQxLQMVD a_4E_${^@HMSr=9S00001n8ygz~0|ONm6$uFm9v&W`4#j;Qp+JhUB*-tA!Qt7BG$1F` z)5S5QVoq{GLo++ii3Z`Gn#7oQ<-9yRH9YJR5>q4%4(=&u;^C1|5ax;Gk&sY3(DQhA z&!RW75({nxA3hMlnii9qaDwULoA>wL3NRQ}a4+yGI;g^Me1@pRHR400001 zbW%=J06^y0W&i*KGf6~2RCt{2SG{W#Q4s&#-pB6V?PV8i0wOG=u&~HlXrtg2f+9i= z5lcA>3qkN8V11;DMQ{-;1dEhf<;3*a`~|s6I}@F^pxmnA7%_TWglOL>b?5F@C^HKV@0+VF7i6T zaDgjm@p>Fc`R$PXMv3Pr)lxIFa=Kv%^p1saTfi{A! zKdf=)3H&{ucKy^U&@rZ-!ZcEkwwx(aOzTN0#aE6UpXR6A08cnPe_dsC?N(F zASnmk9NCOB5C3XG)X8#+#&bTSzoVtXn=gbs7CrpjFKVz5j+n|WIk?j{d?a=hSERsm z7A4cafLYfQLq9!K3!74W-wx`C#U4Ng9T#otFVziI7C(r4#8avB zkS?mI$pLRdwx|j}=HUj9@dRHEx-)exe$%9TxNIwR@8Is9;7*>ZhLvIwoX@cp-IFYr zK%qL;ISjm%l?EMTonOmr%LPvvSDcIVVARExUDnmU=6d|m(r;Uu(Kp>0{hw4iTE(PO zY6t&h>S{RMwOwarA9e?p5Mrm)D=3k;l9+NbFi@?WrTVkwSjbfJ+MYVFf0lxd`Y-%t*VKU zJhhsrGu%6`DYMnWR|7e`5n-Z}a@PV}Bw0ewCLM%G#!<0V+rh_7Rg-6+o2Y*9tlfxE z{s7CotrN`bf1O_c1T6Cv%|LeH=fW}^A^Q1y?cuw*l2*-VR;`T|UW#2~#V@qUu00000NkvXXu0mjfCknGP literal 0 HcmV?d00001 diff --git a/img892.png b/img892.png new file mode 100644 index 0000000000000000000000000000000000000000..64342076d4efae76ad1aa468db0768244b92e2cb GIT binary patch literal 477 zcmV<30V4j1P)RHR400001 zbW%=J06^y0W&i*ITS-JgRCt`-R69L6z4y}4xz+TEfjQJuiV4zyG>P-Yc ztyA*}27@?b@WpI4J?h=|efstajAJb1s+qFMQPn7Ri4|+cs#o1mMy7ELsYCb%LfMS4 TO(n<@00000NkvXXu0mjfFHgx+ literal 0 HcmV?d00001 diff --git a/img893.png b/img893.png new file mode 100644 index 0000000000000000000000000000000000000000..86a95080f60ee99ff4eaabdd452e41613b462b60 GIT binary patch literal 775 zcmV+i1Ni)jP)RHR400001 zbW%=J06^y0W&i*Jg-Jv~RCt{2R=E;1vqu3fG7TX>4^1 zJ3+TnJ5yMQpalE_ZoyV?Ei8q-&hECcISaS7+GueI9**x#GLvjJ>nSWEa$hl-@BNrJ zZ|1$(1(ri*u#vqE0Uy>c>>A+9h=vU0=QB6%?r*s(b9YR`V1PD#97oBC5mH)P1Q`Uj zl{6ADjhd|#Qpzp3X-+oKyKtE&E%AaTJZ-DJ6GLQW%6f#awo2R& zLlzJ-a8|$P6(Ce&_s*PfjyfBB!Lg=OHLmgf#(l5LGlhbdL`|Zp_M^kf{3GD}HJsz4 z@N==In^N`-F=0{hKEdCBRJhfkp|Vcsb9!nDIj0rkT%k)ATD{ZfF(eU&>mD^xAulLA zP58TA-nMF`30(T7!cz-#_=2j!QG}(cil}zRKx{op#~FeVbuS^nOj5aNsw@q880cVJ zSTf7-IK`-vtfsz{C2=v)2Q#4PNic4s*9FBcax;{pl_Woy5=p}hW|K?N(vv@Yp-=E% z!aBG+I^Jq!xTyNllOOC)Z)>VkKL#ba&%+t&=CkyU+}MgTSV_%(PTQ!7U*drI`eZGt zIa5nrH*=Sl7WZQAB>L@s(AtagXQf0YWQcx?{0d{7e^bqshLmHPIF{BC!v3#cc8mf5e;V z3$nhc>l{~%7quo@U2}C7wfDaj6=N`y-+^bchv)BuPOr6_;guZh7mIW1 zm78AF>S&D`Mo}?Mup9bhXPL1^=Qx9RHR400001 zbW%=J06^y0W&i*Ju}MThRCt{2Ry&InK@k3CW_RbYdp8rCIACC4;ChJQ16<^i!(+AQ;MsEG8apRZq|E>^$xvhalVs+gn{# z-*#1Xb@u{IaC!KFJ_O*=Bm;s*#|i{<1yfddYWnGt**b)tVHJK%Jd$G-$6MekNh7kR z0}IBOgdWHdyMV4AC8{IDohiW;Llub~z<86Xpi&hS;hB#V=&`6JaLI#G^<;gfGHc(5 ziWe$gp4b%fbXU7dryyG7cQhlJ&3I)Iqrv$es})S;oD_nF}>7bCCh2)Z1WL-gGd@ea7QE^zMXSo87oJ64;pI*i>M@72nMP7`igwHKh9Rj?8Iy5r#y7_M0u74;65^y%rKj zptaae@n3+BSPdn!w)ZIcH-TJJ_ow!?(7Y4LD=~!`K&PN)T38q^()8}xVdb)@5uc!m zIDU^kIk_?`)J_D8o{bmsbiCxdKp}(`;b~{Pcxur|w8CbhLT~iB5O4Z$1K=mi_vzD# z=T39?#X>crJ3NrMg%40y4+#&|58d$eT#^Q3yZmrwEkyaRs+DM|2bHyy%D3F>x`*>X zaUB^Sp_g9EtcA!6wGuZ3oSk1%?1=Ac`}T0{{R4RaG`80000mP)t-sv$M0P zsHmKroRE-^goK26czA4VY+ztuR8&+*NJu<9JTNdYBqSsl7#Iu;3;+NC>RHR400001 zbW%=J06^y0W&i*IYe_^wRCt{2R6$C^P!N4>G)+=!asufM>_S{;;YI|>5wdXK93hDA z1hW(o%w88+y7UGXFQDK75)l2nq01YC7%U2(k3%2u+ zxLh8JFCbiqS15pi$2Q_M0DLx2fFZl#(xhn#BF?XtU;_0F^+;fhys%PkFIF8q=z>yV zb%=k6S-P#jt{kOVM*8Dku@5lsKK?%wi@bFYzi z*pJ%?N4T!LFVHz{q*+5JYay^0&uZ@OD{vq;xqJ_I5EbiBy+PO`IQJh@w?U81v8-Jc jxS?n{fq$>RpicM(9wdhd+jcvh00000NkvXXu0mjf0UFJ7 literal 0 HcmV?d00001 diff --git a/img896.png b/img896.png new file mode 100644 index 0000000000000000000000000000000000000000..ad807b432e5b4cb6b6132f55927f75eaa966d922 GIT binary patch literal 460 zcmV;-0WRHR400001 zbW%=J06^y0W&i*IN=ZaPRCt`tl0QlVQ4q#|*-h3YnruozJVR25U}XxMAc#lE5iC4F z6zv34s#pXpZ7eNwgG4W2zytU~5Ji-6-g_IvDhrAhe(cVlkJ)+qy&3QjL1M$ac_m`X z8B9#g7-CW|?IajNv#4J4TQVTpnpo@uC4IHojkj<^R0#!_$5Xad2TQdbO4?S;ccrhRaF3YfanUoGRWfC9Kovly-WN zbZk#0%kHExgd0~CLSMSF$pTJ)h^Yi4&o=CRL>&I5#($68z3$*ZZs z%_-E=m5z2ObqVbJqUJROW7hUkg^u>9*TR#U`h70-vmT56RHdWsgy4+a5pK4+y7dP6 zk!BBeZ~7m!Lok6YXbI)P)B4*dL7sMDD0hjVZ{i*AHEC6*@(IlV0000RHR400001 zbW%=J06^y0W&i*Ip-DtRRCt{2RJ~5aFcALoLz5<<&R7=IM+gfWQU-)nBqSao13QtB zScwn|5`S;d?l5Fz?8wFgFfuVU43q(cIonB^wvZO7BcGBxf9E^e_PB#c8k ze0>@;!uyH9k{8$lPDW2!@5N^U(F2#lcWH2n+lj!E=ddCYuXHc!nLPO&CzXwBi?*!< z=DbB`MszP4ks;@(y=9*#^3w3ozGiSnt z2`w!x6%`dZIXMXl2_YdN9v&VxHZ}$Z1}Z8l5)u+TJUl>6uOd&+15%77L4Lsu4$p3+ z0XY*rT^vIy<|HRDFt1}5n3br+%oCH8kicVipn*qX;i?-BN7&icC`>%a=&^~zz$b!X z$>&)tVhQ2xTo!drCzyG7d3fgV@JLHY{E(Dj;*$9BbLY;+M}fR&6kgu9VLURUm3>2A zqQHKRL?c@^p*sR*_9yOmaNL$xDQ9@Ks?ED~vLuteQ>po8$$~bgn;)e$OSrTc7#5XC V3QXGeF$(B722WQ%mvv4FO#srWSjYeX literal 0 HcmV?d00001 diff --git a/img899.png b/img899.png new file mode 100644 index 0000000000000000000000000000000000000000..124ff4215910556b8e0bc0bb2a10f10b562b79a5 GIT binary patch literal 242 zcmeAS@N?(olHy`uVBq!ia0vp^!ayv?!py+H=>42yJCLIr;1lAydGqEKD^|>zGiSnt z2`w!x6%`dZIXMXl2_7CEHa0c}1_mlBDiRVBJUl!=9g6!rLV*-xNswPKgTu2MX+Tb~ zr;B4q#hl~>2Syu#SFFs;!mC)AzcaJ3*(sbo!>dvuxq;D7gL6sbJ*Uba2lkXRIZSG1 z%rI(J>}H%W=fD9z6?p?4hFhgG4>GLD(snHV&@9DvOiSal7PGTh%h7-D?(#8mOy170 n&P2R}S^m&YnS~-zy?hM6UJ5!y`mbjJTF>C=>gTe~DWM4fRHR400001 zbW%=J06^y0W&i*IB}qgZO?zWInUCP=cC%A=muym8GC4R! zR1l{Q&LZMaHz#KYKY)URi;JHi4kB)Sa~Ej9SVTd=2k!lU&pj_3I7GxW!I&g#C>PKZ zmvhDqY2(e0h~#wW(bNV$_{KVDzT*(rt+&8dfTrGHe zb~|-mVJMR;FY{;ZFRk}?h(@dRbgXV`+2EoIGR9)nvGr-;KCn7(J!qHfYiD8K_qS6& zReqh=a+LaVdnzV`lZtgCpHHo+%NiBC$sny!F=ex+>!9)#Z)6v3s24T=GiLiPEfYA0 R%6RHR400001 zbW%=J06^y0W&i*IAW1|)RCt_YV88{~unBO07z;qe2AmqfU;@JjejvpM`MCSAV5ny1D7GQ`-WME(d@)JN5hX4a7e*sJhxmFPiB!Tz?1H*ncpxq3- zj2k{c`1~M(ft3N3U;mTg029}R54QaL3=Kg30|w>>1_6c-OdR|S@?btNbQUOlC{Tc? zhv-G<2Z9C|pFqG52EcXx|Nn^$JQE;1emKRW0Aa2K@u0#;(oh!jM+TP5V9xx_uYfeq zlfEAyE-%#Z1t7A5fq{|X2uP2?G6q|aG-I0qNJ1Y>$^+8@>jscC^96>>z))r22B!@F ze~+P-abLaP0HnDR7|t3X>_%}CrqiIHBLE@}jvDU&3~a4r1=C;w06QE&oMXQ`w*UYD M07*qoM6N<$f>$n_VE_OC literal 0 HcmV?d00001 diff --git a/img900.png b/img900.png new file mode 100644 index 0000000000000000000000000000000000000000..5cf214dafbaa4f0044aeaa5a514fc3c719860880 GIT binary patch literal 431 zcmV;g0Z{&lP)T0{{R4){ze!0000mP)t-sv$M0P zsHmKroRE-^goK26czA4VY+ztuR8&+*NJu<9JTNdYBqSsl7#Iu;3;+NC>RHR400001 zbW%=J06^y0W&i*IElET{RCt{2Q$0_^Kn#89wP{JI(zy%y2V?<>i3+i>bz$$`C0p01 zVkbX%Xhh|2r=>`+xPq&$2luN0hg^ih6MwNt*>P> z^$L=N){Xox2C8>YGpA7ap5K)a=4|RR;$~QZ75XD(S6WTcH9O3|eE+_&B z7Qz_MMT3%v%cQFhYx*b&=OLGeFp+=kfwcmTd4<eVxf4 zD-?}Pwuev3N0q)=y+L8jaL*f@!~0fmQ1~waZXq7g2)64@3a$vw;&VZ?*`CL!n33#M Zz5v7sU@Wa~b7TMj002ovPDHLkV1jexu=@Z2 literal 0 HcmV?d00001 diff --git a/img901.png b/img901.png new file mode 100644 index 0000000000000000000000000000000000000000..922f07a2d7cf059cf86f189beecb383453c9d48d GIT binary patch literal 1056 zcmV+*1mF9KP)RHR400001 zbW%=J06^y0W&i*Ko=HSORCt{2Sif%*F%*7H(#z$iqk;rdLCrsaIK+e)nt`22tVmR1 zLh6u;4GD2W2ZRI!F`*7bs_5EuW$6`Im>L8-fes*8jMNq?QkiGp5^o&Hd-Q+FI4TvRO98h+CX5{eEiiQu3 znyG%K4RZjqki<%>4IEmY*n&pI>3ChT-^ga3ID>w20S#7c-G9j1QmwdOVQ~uQdUMZb zqk^-?%gM6HLT-qcaPEj(0~q6dpBWB5sV#_%P@t4|q=3zYGD4U@Xx};?hdk}Z!g8z< zBC6)UiQW^xJIH^-hWyJr}}s*~wB_?aPOTS_bnx6X551b%eo;bmCb9AfLc;wIa6@A5NB{e3i%JfZzQ(Ks+d8J){se@@ zw5~6sYC^sCG86(x=Pe4;b^7YF>ma?G`JnbSV?##OE;jr(%kZtFYZRKT83v)|X5Pp|m! zSyt_XlymQ`R|C9nXSE@0OOxpNT2=X?1w3I0b3%L}%okAhC7Yz{953I8>JrC+j<19T z!%i!Np_z{IMShBx%Wd@ly`u%;z|nG;f7?fPD2=eqeU7-wqWh>)E#-_FQH!aO-O4Vb z=e7>>NR>YGpjCCR-l~v9bj_(#U!lrm?)@NWwpX5B`Wm81#kBh?f=c=Wt0zu>yHDd5 zl3s*NJ=y5pkn~x3oHa*K_f(br1Mjk6)FEpXTs=Aq?X!dlDuGj_+xWb4e`ZR=FYzHhfy7%Ff6;4?o+}kgH?JNnOHJt(oM^%=3!X$o zciYV`67I4^f``y_vt5RYRWO=Rg&T78aFcMC-AnK=RYOgo>JIBX!eZ9{w@55i9$QZE z(N(Qu_U`hRPXf4D3b_HPRq^eJwS0CU!ADosHKWa+XDql{j-g6s2NQfGRr_myuc`z1 aLjDDwSa`-Y=b8Ng0000RHR400001 zbW%=J06^y0W&i*Kmq|oHRCt{2S50WtKotJ=r@Kiv?JOwhMOg5vm|jHm;0nEnV(VS7 zARa_1^{SOd=&1)?k0QuI!5(*e6{Kr#p1R9GfB3)?Lqc~ zWRjWpzV|XS@68JkkMX!c%D@`pwq@RzyJ+(VoruC3&{8tlAW1#072llg$?z+z$)?ecS1rcq{Yk~JDuF59&0o8xFM!fsUh@ps7B5nr_ws??ce;lJlAF16p5r7Q)ugKIICZ?F({A9iWS zi${r+MbIq9uxOadiakNn(%GXdit@ZMXe~?k6lS|Db(UJ3v^pW5Wr8*{q-LQ_SL!PZ zn2t<><1A3Zf@*X)yKaOKWK+5luQJ)IbC`u0u{cK^rFYfCUiwL3$+2;(cuiR{+=rzX z4U@C{SwE0V<(nwD4{{biiE)-p$;mZ@MqtCLW6Edg8K%gVU}Rkuw`!VDeUgvIjHRBDAGs(e1_}?XB53>dc59(JZmc;ExSjCREguvDobU zY6i8V_SI=w;fp(G8&xUGRNnNCk2sbrs}QBfMQIC@Z8J$|DbvYJ@3?)lb0W^SgCk!2lemKeyBgx|!GC;y2j8s*usr{8Nc+w;iaUgNT-l=KfPp!l0ztI%t?IvLOtjaclj9uI(3Y`Z;a zmLY((4~(Hu!?-z7XR5nS<khyQ$79zus3Mc TMw+NT00000NkvXXu0mjf_`dc} literal 0 HcmV?d00001 diff --git a/img903.png b/img903.png new file mode 100644 index 0000000000000000000000000000000000000000..09be994fcc3a65b17955073e484a938f9d7432e5 GIT binary patch literal 1272 zcmVRHR400001 zbW%=J06^y0W&i*Lc1c7*RCt{2Sj&qeMI8P*$#i!*om3we7BS$#gTiD*yeLeA9(=6O z_!qR`Wf3JZ;zeYdVG&ov4T#q@ASkGZ2p+r$8BgwM0^)fG#DfT0vaY*>qh&q%QQck1 zbli-1@CQk~eqVj{_|@0d4VbN8E)w*f40nnW%Pn__CN9v6b(FiL^PIw+YULj8^p0p+ z@JT@tO7FB~t5M&pt+(xg2F-jq&nxxXp~;mHpNVNmV>oL6!{Kelk|Ils>=o{+h!aLesQWoiVIkSZiI7`@WV@j1%L(Lt48EuY-vNVG(yc0vbfPOP*wPMd1u zv&+R=`ygktTbKdnXjMk11j!j|m-*(uDASXp5KT7g~+cB^&Zz z#{l#2K93Om!cK55d1!K4H@aDTgXbD|I9mrDcd+nL8ToLKuI%DGrd`#mpGiyKn(cNa zBGx9L8BN2(VH5bOs*r}gW7vU2^v&pbiXI3(n=9_T@d&Nab23*Pm=e0aww87{a!btU z|FBsr+VVMAxAkP~v0nphvuO1!^ESVuCkZCRL()Y%+v@y*g=A7MuJp2qU6zfP`Yc1{($xdr#M9r~ef$8dD z+&qq+zn!&@osozxY8PrXc5<~cqoXuCK)fXbjv`uQ53?g%#cSz7ucPzqNr2}SdXZ@z z*g;+EYG}q5VrK0?Z88;T!v2(-zCyJ%?ijdlYp6zv$`U#@R40w91lkmlCY}A? zHfx0awubkv)0Fe~9j6Ss!(4L_H|^l}g|7 z-w(ixa3g-jwfTL6tJZvT)O-b_O3Aw8;=R^&fp-|Y9>C&vOZy;o=-p_rXU(YX7?AT} zi>yS2gq($7;ANZ_GV`*m?If*lvGw()saM#WS*F2@s`Wj8 z(D0SJbg$R6&LzsbmxC>Yg6|BR^lQeOog4RC)>owbOg`0h7%yWphqRVKHm z7`(&VN^mOF8e050F*K zGC&KrDcq#GOv*8Vn@Iuh##@K_X0>f6z_a2_`Vusmei~#{rA{5Woa0dFo#>`BU4xod z+dffA9-vaDiF7VgE64Uh_C4w=@vY4CF3^;^byFrJVzc*0a^qLvq={RTaXC3T0V i`RHR400001 zbW%=J06^y0W&i*OZ?eM;i7oaR^;!P;Gofhv+nAoZTEa}c6mlHz8flw*z(`!I3 zJucCTr3PXbQ$?DCP*G=vQnMMXyUC1fQ3J8}arQG#)P6c?w%O#PQIOnwz{YH?fCunx z&eS~JJgb29Vw66mA2%D53>_8d_H08jM6w1)185EgT7kw$s2s8;%R&m6J~akaQz)1n zANVG@c(k~ZvMGwXV$!6uH3gW{b$bS1!Y;lvcw-on`Y96(`^+|P2Po9jA~C)yy)f`1 zE3Jv|Cj-XWwmJJbhmA*zT>zJ5uaOM>DXi7nxwFEpkE>gb!d$XDBjas`$ztF~{FYih z{MfmMA=#EH+atq-c_xdSgJe8$9wF(j^e`|Cw&FXJJgW&rThJGMm=_h|^-n!mwoM0| z$InnvgC@I>I?R^X)Wm%)X9JfUTx!l`e}ZOnUfRI*JM|Vd(9~nN`ldS&i@DoE6z){* z#x(K-)F6&=ydB;d%-i6#+NF3Cff0;4CXC!NbCibdB63)wFr?FN*a|6@@OdlZM*aJ#H{2HAVih>YsNxXJ3eXi`VlAaTtU9ihzJZ)RMJx@-Le zLwpeM*1b&!CRCf%_@KA2ZLcsnU+y^Q^QD^I4?Y!vVb|nBz1s9Jt8=xy@vKOM!ECV` zH$O;}V`d$sJ2GAaO(OZ^cv;(oHoNO-c{|z4ArEmxG*kBh=k1fR1Kusd9O};Vw4{r* z7xt6sc@QH~>|Afr@$WKZcfj)S!;%iaLM)S4oCgScV;%EGyP`IHkPaENAA~&dpAj96n}Gw@l-o z3hmidSJxbT7Vpq@)*S&mfFA2mypP7}QQ9LDCV1L93_-bk$8-%o^2iI0jP)27I*A-JsrqZaw0q(T^?`(7+@nt`Dh|ukbKDD+*({ zz8B!PO1!66Z*1foUmBxX3D3M2h0l^mJBm*>Hi7wc9DTY;jLCy;jXG8wPs+T?<3SSf zqJkga;Ow2pdMj9#S@vpbjLg{)s`h}97E#=UJ)RE0&=O-?mzFYd-N|U=vEfjAZ6~qq z*ob4>VqPE9@M6sClk_a31wr%@kemg4x}#Y%7)~eo-th`~>kjZVMBv4ZiX=k>J`3PQ zR-DBi7_Dbx>NM}vWEOC6j*TRs#c>A^b???iJO+D-qslHx0%{})YZ&sgh3q!f@gVUI zvh72KirILX!No~Mi;dw$v3y$<%cpsjM(AZK(+dk^Vp#i#8ZInuU9ir zR2~8N2BA$`Ci@-@OAlLKTa_gFZv7Q)^2ym|PO2}r28t0(4~LNx{%(?zRmNi48t9Gb zeYZ}*6&%Z4hUR&I{kXOr@mE=H4TL#FWR?T)lnu{0GFcTY_-rj3M`wG8Y0Y82WAowhU$)YEmBbux-o zr{{0?1lk=Hn!_^U##Q|HIjl_BN`vZ?vL5wl0V(lwY)GyK_)$0k_^*~dP!4g9N+f| z5dRY8=6$lx*Z(In3Q1dYSewE&wT=HHC4-j$4nqArw0;yh%VBk`q+k@Zs>pKoZL~@9 z#x*Jls!)1iOMk!49Z{!kJpl7}si!f6ol|(nfsYfhm#N@~XQb}$L+xG23N8wIT$a(c zM9`|!wl{)Q&;AJ7Qy9Uk!no#$3d)200`MAS1@nNj3po#<(LdC&qSxqs2cNkl890*8 zPMDySBh6l#kf4|#0~@GEV5!j_J^FxHkB93ndP$7;bmTuDo?=pTrEB-l?A19`?= zP&!tdzK%zyZ8tr|_MBWFb>M}8Fs?@hr9s{VwO}5?6d8~H;YnM3$!lc|i3_H31ntu5 zv^Cw_>2a791oM#AmPh~CJ{}TkyIF0SU^+(#bUfM<=_Gw#G+NwjLrQ%qz2>YNtD3;TPGM$|N cO1UfXFLL!tFG|AK-~a#s07*qoM6N<$g7B{ap8x;= literal 0 HcmV?d00001 diff --git a/img905.png b/img905.png new file mode 100644 index 0000000000000000000000000000000000000000..694f23ac9737ca52bcc3c982d4904910dcfdae6b GIT binary patch literal 1234 zcmV;@1TFiCP)RHR400001 zbW%=J06^y0W&i*LP)S5VRCt{2SUrd&MHK$#ue)caXS$6P7P$dIgHyKmQiW^5Kt#F4 zz{p?>4-FO$3{18;R8H}@5u;0FGf@OvxWGi6Gc(#rG`#`g1Ou;iU17QP%J-_ed#9^w zW_p&n#lR0{y6V+?_3FKP?^SgJbJ3aY#9m}4S;rGO3KH8moIjn8C>hBK9XTWLoh!*Z zh52)pFn~fSryfq$xAPId$d_bOx#W`?S&`uEpjO#FS*B@t zk#w(*1F|6}#hA1U4tHiO2S!L@o>Ul+@cu=bin>Yfgjid&>U7!N*NVeQvY+ruyJm!WYX|#B4i$sbRKf^*{8-sNyOU4-07;L;hpWnZGVMrj((soumt`qVsYH#p zjI~Z?nXQo=b$s3kKk~y%Qy>t>y3~{>c5$U`O3)NsBAW*KkSj?G+e34JO3YcTE&h~G z%crRIv}1k=`fBU2m78liCd@}iAIX#7Ov#b2F0gk2JXHjuv^&s-YcM6N%F5mL)W%71 zaGkw$)MoGV4iED>WMe01R*yXl#YRI{|K{^mX2;4RifOzy3C?81M1R%w=F-a7lhxYR^T{ zC-omCX;&P73_MP)x3W!k<3 zY~J}9hmD)HDQ?m0y3}L`O9iXIGkg^(AR(0loX@&16h|q-o8wu+mqHx*D(Ypwv#TQM zZQx~;88?Y>TlT3!8`31L=K7g?4ccyZModsquj~R}jGajTmY^6TIHTOY>S=PItG(#s z72b!-NVkQRy#z1N)uxQrXr@9}PLo7e`-OU_s3&yq{FS{o7S$@o#_jB0DJyipTRAwRg8_VQJ<~QRHR400001 zbW%=J06^y0W&i*LBS}O-RCt{2SUrd&MHK#~=cjvqdb-8nOymX(3`DlqRFCbzz(Co> z*q{vsgAv6*IHnN<6^hdee~SVl=F2;6mwU^>_VA(c zhmOzLBhVO+(|CImWS}e)Yw#a=0wDGk&$HN z>8^h z8rK58Jc}AH&}{bex3r_NN%~$>Wy`X7IFRMIZEvTnIg~d0TD{mr863yQhc|-YFajKQ zuF#4^ERH}a;MR_dj=IYe<)w=wPaUimEwj%4lmz9E&5M7nqyl3sWCh<(r>r_Xl!!?= zb{_qEE|Sk}Vl{^>3%+br=cucaS0?H8Yrn+Y=k&y%7>lG^$3iS8T&+-=sLpaqy#ZNy ziO3%z2j5JqOPA_+zs5l^hm>HqY5xUmt5DadNCS13AFgb%f5fbUgvXUfd>^AEPwNmS zZ*tm98ty1BioC*esORh}Sc(a%=Ug4Kr8=t`r|AE<3>XvnE+1z%w<`1NF-i$7q>NqS zO3-tGcN~12@ONZ4gGo2lF@5L+c#mIQUjt4UuhBcQdlgrw2XE+sNVFL{{|I=TsMphA z|BAUgv1^GR&5GOoDPiGRTXnnKf!zh)=w2jPFW_khuT0kK_D}8`Uq47&x<|Kg#_qNJ zMh+NWN^P!p3%HRr-WO%;1JGr=5#CDPk8P~crnC63taZvC6prXDni+14L4aO=o@&I6et^GTr63gm5Qj49CN43@KM_rS(W#O%!rrI>Pn3zqD*|3K$ER0TJ*i&eXy z%298p|7?g-EDL7I?qH!7+|sTl621Kev|=d^t9JJswcutLx-b|EvUZ34&c~Armw|GC z1drMMoJHvZrQl}Jg7q>Y2R0Vm5a~VUBIu0-9}fNnp7L{gc0s~C00000NkvXXu0mjf DWadXm literal 0 HcmV?d00001 diff --git a/img907.png b/img907.png new file mode 100644 index 0000000000000000000000000000000000000000..4f7736fd159a54006bf4f7de1e4fe069cf55d0ee GIT binary patch literal 332 zcmeAS@N?(olHy`uVBq!ia0vp^3P7yF!py+Hn0rXn9mp{V@Ck9zjd$X2H}L5uAk zr@}#Ao*xHTIy!lLc=#9ah_SUX2h3z+-c$9F`QQKl_6ij;+!8k=oNll>$fjaQjIx^u-iGA39u6meXr75W~p)!=I9ATx#eODlWKf*Fm% zPuMeOFcdR4+n<;noXB+G!~^jY{14bz)sFxFFD;?QB)M|El?clMv5k&Ng@5yBoRu;8 cCYi{<;2@}KTjahw8|W(rPgg&ebxsLQ01~)w7ytkO literal 0 HcmV?d00001 diff --git a/img908.png b/img908.png new file mode 100644 index 0000000000000000000000000000000000000000..8db268f04eb6dc5f960704f43c815ba42950346a GIT binary patch literal 5802 zcmV;b7FFqqP)Fd*MpXLs@`KZ+*f6A4~loo^N0iDB?(AS z3}R#hhwL>-$ld@C@~wSi)B#D|TZ_hQ!I+PiEV0RZWCm-2H2Q5x-BP#IJ=0&+jqi-* z*3qX==d@0r?)DhC7~S%}=VOciH7&*f(KC@yD_(&ua(I!l06^F(4RJxjXNYYfKlfGe zy+B(lTgYEE0$=_zw=#wV?TB%jZ6)1^d^15Se)j9!7Xq#Pl>eUdRi!OWu~l?lDP{_7 zkzz*86}>32Tu^(&;IX3n@ojaGKx;);rL5HKLzaeExp(Qe%maU@0Wt3cPNu^0t8n9%#?AhLJ z^b27WT#hGh1_4`qt0lUEOrh9#bp?(ds;QZ@gLtfhjQCsQ6srlvY#2Z z9aTWV#Vko=(749vwI#Ns+z$P=M9&UiA6Z*ulY})a5i&%pDct;M zC#Hm!hkrMoM$cdl;{DLDJkrGDG&=Mx9MfLuE70RP*sF*3mhSa@5QJ*4GtdJ=sjIdg^ zP(DKpu*w&%iqtXxMX}V3q`=ZwSr&c@`N;R#%CgmkzcZ)z$UQ~MntE@!iY$>tH7Vss z5F=HYoJy1$@)$gLx_j*6XonLKv|>qq_=AHYOYVVZWtQyYJ;qfB75l4}9^MGziX{es z*m82B#SjUZ(1-vW&x6{RM;e_IMxQz`1dBcZ90I@`z~X6u#RpY})QToL@=3;cwK}fk z9H@RCWx>sBA?oeq_gJ7ZKlMf!pM2?$6dveo`_%kY*p1ei%mR?jHC)q+pOSbk&^dt1+GOdUE_HL+0e$65Twg^S4d|iRk+)r3n&=iJs)-I z4TT`35ls)5^Z*Waz2A#lY6vMq9`Sb_18j+bB*E6btA8zSsUhSv@}c0QjqXiyK&#W- zL~1-s_|EeWY;qwXo3bvx;FJySO?q5SbcCFGUX zmPqtN>I}SQF0-(Q)N&3jGYP9jJB0GAtt9Mu=SWp{wlxr4aIu7N`eJJx1O==wpLQ#b zD1YC$$3BWjCnRv(khXoQUl67gfjhQ(1WOB?Az5scA>$D+GQp7fEzT=ve-;=rMligq z1hWxcRL(&u@T_wH1677F098?-h>_VNeVM2-L+LiLsFS?cxVondu7%1q)7vlZAH~fI{ ziAtx(OzIf*D3y8E>iMTx`0Y)((1t=r2-182Xl3@Y zUKB7Q`?#dgLanDp@EH-F6kGtCIpHxP??3XWxloA#$TQODfr(+QOmc5}Dg+Whd%dBW+im);prC@Tw{`4Irw$>eaj@0(#WPuB(*MzMhJD(ObAKo^;uNIL+z6Lt`M&i6Wt!A4~^$} zGVL`jxm1X)$nhz+DW?&0u9}1V3O?cs8;QX8{rnqaS@B*s+Kbc{Ipt&tHgd~n42 zBi)K5F&dy(BR<4Kjw#Pgf)S;T1XgwUk^@Fbji{ysfXq-ucOprhShr`DNw#)JNz%v^ zBU(fvfsQCi53;5;qMQ=Re0(RAWJaAcPmN+qqz5S4r-ZV@@Yx(1lX@K~N1Z_|)^h1Y zzAPcrawu-tAA~B)9f0YMPOE1cx?0Dm6QkJRMhBBSQkH> z+*~|ELvPZ27@PsRXd!@=v|F;mV{KBT`KYM6BA_`n!GkE!N{PB_a#EutK&}o=#>v#+ zQEg>j&Bw)>$~=JKn>Z_8>Eme)1Sfh|v0`mSQ64fo{_uEdbxv?Au(UKP3j%BIj;O&- z6skc@M=ls^R7-ve0)a6Q8Nx`{xE`&7LVlrG2d9xN93xpcMzU~>WZ@XeVqF*^fanXb zY`ojTx-c>Tz>ZF_J#E^O93upLp*s_6V~*~?u=9(8#DW|n1AOVT8{kOYUM`BT|1$X5 zyu&G1^L%vo24Hx^PU90B3k|*aNVv;mFyPbt(klLRde&_Q0MlQ38qc8~I%WzGhHqc5 z9%%|SbNU2aettslmcB0DF#_0lVq&&Q2O|u$GnlVF5X0$H@RPtm7~IS-25@&WF^>;D ze&nD(=`H$CXVWPLKT|9goLvFE+lP<+!^2}79o)?D>$dXKH-%fZCySb%RlbWxxT|-n zwxN9v)(Vy=WPRRi)WI>5MN5oO=BL5X$q4yK!~G6 zBX#OotzF?NMzKa}7Wi7a!c~m2brtKiXz$u^0g5!zU|BR9mvc&>fRRQE`1n>oIebPM zuV`d3C0s@t6Jqm&!(&9j)mSt`J_`;bN*3R=*Ol-zqGmNxTPeviqH3KuTPfkJ&)S6< z20>#k-cph1T(LH6QFViwp>w>(S28WNZDbfxED`ILB8BErPAi?X-c^mQb0TPC^)K6? zd7Wnqp}AVZ!aj+ssL4Y6%Gd3zH=_`mHDcL1zJPu|qPKY+NUn~q!+h%&N7wIJt&27; z)?{G>BSy){2u94HBs3ysq{A+}5zaSWLEj+_GZ-&!GSfekrbOwA_ zD-lDYuSxOO6h=Bm;(o-{o2tc~bgt%uyIYHDPbgRaY0P7zaR#(iu_lH_M(lZH3iq#3 zj6fr{1z(MO9LbiEo8m}Z^hM^S%A`Gx%n*q|8ZpG-Xx|yk0+j9gq#RNlo8en^KQ)Ft z3S}tU2dnGH#t4yQG@_Ui8@gxNd}e0%xE3wp!32?H{fJVL)Y-~L<@tq9n6)vxpPtH- z)nK=Ekyh^>r_{ODxW1O38_wCZzx&FfRZ4{R(^DvtdXGSxl<>Cv<7h+?CAA}OYn1Q{ zOF4TksySVQt_W*s&qe;Fax|jkxoOk}Yas{|73`A9%d;xjzqR4|63uoj5v|%c(0C(q#8mm21>6 zNbE6M3gLOBg(FzCeTni#d!nVp6Q9Hp{+;;t%f(}Q%&Rpjr)w3XxK+8mTcxcj8Re|y zOj^hhX+A^Qn;w(yXL&Xx%_>kj63!s?iiW*j0RJI;;L=dboVgS5?J)qZ#4oFp9u{i4y7c?6}hr+V@dL0PO*$ZhX zc}os1it6R!Rr7Iv-ssN>tXU@V^b`mZyu^&Cs2TT%Uz+?qgUqX39_QCbAtl7x+tH^C z69#(I;rTBxJph3Ed&v__DH>CR_Xj7@|JTw8Beip;&Io4;o0G<9@p&3;hp`4PtBPTS zXEh3rkt`e|SvW?raExT(7|Fshl7(X=3&%(nj*%?Zg%Ju~J)fH;T7b1- z{pa23#eGYy;z6%b0^^$PCi-(Vc-t6#b=lNzjyjUI| z^*HC~AoO4DKlipfxgM)vL}7pc_5c81zP~!$=68g46I!3{Vur;6 z0Con`Cu|>0F#P^~xc38CZ0~#sg3>QQ<2Rs9fE8Y3JVEdF(-a3slPNHq;qc990RX-0 zoljFB6==e!bhwAd$!yU(INAX~!;A6cdKb%^=>q-!tKPc>0G#c2a5c7}U5T{O^FN=V zcj>wq>dfiVuhi1?aXhLli&XZ34!mGW+3IV_w&aMam zdYAY#1wezJAAnCE#=!Uly#)<=^IQ4G9bzc;B30rjUi>HUEK+NyJO9uURCy5snryZa z{G|s7>VyD#^|JQqcr7}~C6S;*i9`r$_G0l7MxM&srTl)96G;NmW`cl%KqDm&!L_nH zw47lJDRCkJ5Dk>9*l6TMRC$jqR_{Hn-7%K>vFXULQC}ju^bsPIiMwl^qozbO>m!6O zq7oM!G^3V8sJ)#6eR%Huwp-MYNQ(jiLXkL?bO%|9w5$&RLA-IUq%+7#qzi!naIU0F z$Vj9!fdHW^aT@6W;u7gpAOHa0g_|xQTy;j$ds(Z8@4L#^_95s+x_2P~oFi!;LJ~1W zAaHq-4j>X}3{nVOv}qmHUc@Yc0500Jj7l$JoX%|%zF;O7^LXCt%aeC2-3W*r1 zkd;Ol$d$3`M!7^xNQM-^Uu`VfWDgbx0hCIF40Ry@B8@ocMwvv6R*2I`TPTr;;RHiaYKQG!#6dgOKq89V2svjIA;kqx zB38v2WpGQ6uR!SvoHg(ws^BydA@u^_Bof1E1VFxu&!z>wy|7BsGqqZBJ+TF=^4FdR zFQ<@Pf3@xfIX41MDezYQD`R`Bez^WwWj$@}TkSN$DHh+da6tyI`VhA9w^|*x@(&IZ zxd&aqTX_(#%D~$5CN|!UaG2Y&Xo$my?*}5uMw;v;SaV4>z^a$tP#M|2h)Soo;ckTI zeyx&-Ll>}6B7gF{|NMjZZ@=qleWTq7w-3jYh_U_E0RIF0@o)aW|M^c{8?qs=(2D^0 zEATu19)9rD_D(n0jqqOt?Ucwr{lWX+-yXZRVne`{h}n_m&%oJl{(t?8uJ$+9jTB^) zEc7D3`TpPj7=Kh8XRxsvDatqUC1SQ4NkP3r0INnewWH9BSfddQ*vRB;;h;rqN+V?#TPP7L+=wnGVo{`3g3`TyioJ*h z8qsMW+n|Xx<-0+Z1RCQt;%Qw_lWk0_sn{>9tS@4?M)XCQ0GpzbsvYG@yQ@ZPM7Kf! zwh`|&ROO4y-)Ichh<=4&Bi?+JPW8|4QtEMG|gc@1b zH(;@SZ7Wk}M*5M~6oPf`kyQ3V0#wiGW#kz)Jt7oyyDn;E!8zTe~Ah3gyA54V; zBc&FyVxX=TkupdiD}?q?=Cct{X_VwzXAE8RNet9SjL0(Le%l(fonC%9yw*FeMhhf? zw2|D5teWfKHO=&KRA4ZCl+30ri}YgoaSrsZcRD&fv0(QL)>X;U z{S^SbdI?Z4;6q>p#+(<4aQgJ?_VT!Q+nog=I~|d9-`m6TI8bNG66Zx$c)~WevFO^2 z&ajW==jqW&{ueE-QbdV=4a5**{J^klGdjcL=;{^YD5Tv$WA-$IA2*BMA&;Ytz{5uX z!0-ad1e$jHA`TY9Er;h&0VffM3OI>4RKQ8Zp#n}K4i#_`aj1Zkh(iUOL>wyMB;rs3 zClRwSe#Cjaj_2~rbC<>ha1t>I%h7xn7xCxq-s^|%tO?=9XiUQS{1&Uh@ZRMvfb&`B zH^_MrlQ0_uKN(|e@eTk6=-iFyEGZfv?8YCKH%DF7{Mmzp>2e$A0HN2z834@sdtDo) zFVHMs4=$3Q$CJy>uhw{+;(9yz`P1}k=MR=XiJZ@Gf#-LN{u6My2P49&`FQN7B=TUu zQ>CvjG8+Kcc{_LlFawMTtL9@jr4SgP5RHA2gXwY`qXp2%)BJwlh_LEV0~%j?GjY{~ ou=2SNtt<8 literal 0 HcmV?d00001 diff --git a/img909.png b/img909.png new file mode 100644 index 0000000000000000000000000000000000000000..2adee360c4d3802edc0e541c8c006ff365015138 GIT binary patch literal 407 zcmV;I0cie-P)RHR400001 zbW%=J06^y0W&i*I6-h)vRCt_YV1R=F225}th&dY=9>Dk$;4=LD4F4GzK48&<3OHcu znHZ2*{C}A)5Y&nfya&2hfe&Uq8^~A&E}(NDBHla<7eFEb3#LA`o|QA_Y5|dsrJB7{QDNFnRv}2Zjd;5UB*Xq5~Vi<}f0} z6d>ksg6#wWz5@&b6!~Jn0LuX&!8n0|JpsZ*28<058Wg=izjiQSNsL?wCB+O3pV5@8 zOMh#?z_I|Qgt-ACjiiKyD}nI?OymQ^JTxT?whY`rjUd-?{Qtj!VIq*R1;T`bRquc* z*bSgOHc*6XqdJrsoEcnTTu4G_LiY~P5KN(A008W=J+PoCt2qDw002ovPDHLkV1l6T Bj@bYJ literal 0 HcmV?d00001 diff --git a/img91.png b/img91.png new file mode 100644 index 0000000000000000000000000000000000000000..159940c6eeffc6a518aa5661fbfadf36d7186563 GIT binary patch literal 1334 zcmV-61RHR400001 zbW%=J06^y0W&i*Lv`IukRCt{2SWAc;MHv3O=g~bqk7_(CX;81yhbWrUfOznd9T3b# zus0A73et!kBnWj935m|Ziyky5@gQVSRPdmqf)WtYc=9+3ig-yaF~LW&?f+Nxqq?WN z=dszifw5k*01aZ)8TJ|d|5P=`!+|VgLE0#QMdsJBn&4N+#kA5*N&!M3 zctG`NB2^U|OusHLuPN$aEbU ztnZ36{RZ=-;M%SATN*)H41AV+H^b8EU?rrM_{EZTA6l7vCsgH}TqV{}y2{WYPdS?K zgKaG`KDYS&=w^$krfuN2zfs;8Y?3fziFs0e&s*{gzVS2Pcym z6&fNVQ%4+6*zG24)CTQ?>4Oo{UW~q{RmtL514i|PkE=k*Pm) zNPAGyub)Y&?^K$sky!xUPnTfm=7DQ zJ-yMY^I8_)^uUSt=p3i5Aks_CrmgDHVrB3xFuZgt)-01}jjUdRzhv1)ZA)GRQ^r!z z!seSQ(6ev~U@tC1lF61g3VOADo@tK>OkY~=qYT&yHaN*eVKgG_QYEb^y}<>!LmXALXhr}nnN_}v=p^Ma?tmw z`3e|kfhAqAtf+mNb*H*p7ctszt0(S*>UWN+BUq`@XEeaG9N=-Kbd<--GqAioKnXzCsIPx~}98K(TU8$drP$t-TJsYDuO!6)~^HFCd7 zwtzI|bxw*a*uGUJN{#0g5f4TVzY7i4)D&UU)GMNich|MQgmbX&h$d063+G*$hkQhF zxOTkS5zVu$)ob*F8_?S)?BW{DVK-W%nl${Ll7Y5)sOUA_r-^v^Np$+A07&u2063Z sB^C4a-}4tziysD?dU^QHc6TuO2bu*-yQHxwn*aa+07*qoM6N<$f=#A{LI3~& literal 0 HcmV?d00001 diff --git a/img910.png b/img910.png new file mode 100644 index 0000000000000000000000000000000000000000..4b227ea74bde30c4db1a3dc1002f83c9903a6a8c GIT binary patch literal 255 zcmeAS@N?(olHy`uVBq!ia0vp^YCtT@!py+H=)BT670A&I@Ck9 zPZ!6KiaE&%49%=OD-xKQnXOxna*GQm9AK$2n8fO{NnL^EBZFOv+V|b%JUm?N2~2w; zt_X8ls6Ck2lhAnM`#WA{ed(Afv$@ZuIIY<0yHA>fX&P??i@boq?Adk48GL(MjT=8Q z?y{0*TgR4Qv8Q@FgQD5zJmy^&&#-qCXsl&mxN}OZ?nm78hd{S5c)I$ztaD0e0stp> BQa%6x literal 0 HcmV?d00001 diff --git a/img911.png b/img911.png new file mode 100644 index 0000000000000000000000000000000000000000..31b32bec80e68fa9a6fc5329c9e10abe6558e4e1 GIT binary patch literal 315 zcmV-B0mS}^P)RHR400001 zbW%=J06^y0W&i*Hxk*GpRCt_YU;qP_{|s0`!v_Wq28ILZqF|C|14OF;cC9F20hkP6 zK(mH(0mB0#bdvxcB*0kb|9^lm6sT(h@!&nC5I=&+vf%*V|NjTzLhL}SZ~><3|NjeI zoNPc*F=UN=(keg#)7X0IIhxMEhX^(NSj4!V)m_G^CJ>l7ft15C26r!XKLgjg7s$r+|No6-&cF1(0YKW82!9Mu0020pD7alceiHxy N002ovPDHLkV1i^YcWM9t literal 0 HcmV?d00001 diff --git a/img912.png b/img912.png new file mode 100644 index 0000000000000000000000000000000000000000..02854fc9b7c36e3e30bea1c7e5b9619979c8f564 GIT binary patch literal 1063 zcmV+?1laqDP)RHR400001 zbW%=J06^y0W&i*KrAb6VRCt{2SWS!5Kp1}8WYe@wlj1==<_}1-UPbIt7QrGS9z66W z;s=EV529|*irTBUf}rSO&Hex}^$+ZV;Kjq1-Gd_PhDE%r?l>PwJCjVl+FnE-=;Y1J z`_40&dFPp=0J)*#Umtv2DgeHZFrY!p02(dL{5^uj**2>f;?gJeJ#uT|?tN&{GJrB5 zWusewCYv0iNeVppOXN9yiT?yTXSX_Bhmt7Wo!TFrqC+f>zN}K44osO?z0f$At{L{T zJZibzb4f9PWAuu)Pyj+=adtO!HK-q*@3G2k5xAu`<`$#}aR&t|T*Z<2fEt{w#G4lk zPgbe2i-l6thk|)L-<39Yv-w%Pqs!Ws%c0d%Z39-T(5820Y*QF-5$smp{eH2T%)-5T#9ot9{P*EhtG{X(h#$ zE8GV0F0XX*RGy@o0G60sT8=GztPZQ}V1@_LUNU8}TO|@PfULtH0Tr~5_q;)L2Bm2t z5tqx7lrZtzfDbMw9GkeC@QmTl9qg+`>k*Fk!E0cx?q`qHs7ES-1eS!hLj!RKS$UGa zVgi%LN|Yn6^REfImI(7+@WM3#i>TdlawYIe36^E?NxB$Cqpmb1C>sQ2!r)32JNEJ_*pjbRoQ@4#V9}@;%@VLnk)bG z<@d1kPHe7j9_Vim0d52R_Us%NT2tqhVJFig6)yoE;cV`c6GF#nITTtmlkEO{@1M#( zz)w6!L}4|uDOQTnCt>~Sw>)3KH5W+gkR?(^lBmL`D8b)wl~7>fj6j~ zPJi(soSRd234N%bRBcZ+Q|C*N+#R?%r|d@6_Jjjh>@4~Km67I3WOr5+Ra?_u3@<}b hwXN)Vi=?81=+0OoHqqe@n3>)A=$`4G?$;l??+5O5tKHr= zZ~pzdr$1f`g>Vicl!3$EzoiBs#-_e!pD>YSRCMEN)*M~3-P!fYaznpdJZkG3;lfjQe&E_ zO4te++98$Y;|&J@gwd4#9}6||!1k8ji;FHkn0)JOc{7C=-ZgRSVjdoqLN?)XX8+CT9v#B`m# zt6BE2rGL_YWw}OM`X_5b!Sj(V{afRpm-gFl2WBL)d|T7lp;8Wx%=#lC<{rFk`s#P!5_TiVNGikEY+7F7H1HZl z&6BaB!K$6jKk3_|(S5Ou($Egh0AronJ7!eR+(tX*o~|ediAHuT3>A?Y(z9dH^OU#7 zX8?~dy}}O1D|{7VA4~{v!%}nv(O+L8L=*0F&Y90twAAH-+^u&yt2envI1;f9P=_^nx3lH z3in|*PH&Oo_VW;T7S#@boz_^zXInU8aq6S zu)H<&>9X~Qb8WQE#)MX)NO3*5E}Pb7`F~+}eC_<g|#tq(ege_%UyY-Hhl<5a$fBn-QgRHjJmrHlZsl zv$)Zio4DNc#}Z7TP1~1=Peh8DJnQ_a284zvVfxguF%MpWA(iy(pVFY97FMS^788L| zW|K>K&SpD??3*25Ec|~8J5C`_K3Q+a(j_=^6?nV!9!vZgs7~H>uGmJBxGg1O}Z8$C8fmmQt;~+wp}z0;7;4C-!YxI`lDHh z*&oI2trJ0*TV&wpBOw8p*5w%9HyzEM&H*HQHzURr zOLbxQhr2QcBpj=tz~&FRevX@bcO)g2^_GD%{`BhrsWAG(WA~H|U1_Z`ZJJ&cH^x*d zk!gQDf;bwem#mU7(ML3Q)LCc7`iSTbK$o!D*N<`jvA8SAbai#cb^ZFj;Jl80CAA5J zd_1T!hxGlywPolJ8h6ws5TAV~`#_5EU@}56bsP$uheE-GTkGAvW=_^=Y%sv6t-FM#AC2Kq6z8-fazU~OxH4;u?^ZVKR zD9-DoSK=p+{2i3hdhOT_sm&eZ`V!e8)wyF5KcYIMK6gyxX+(!q=nj|t4J+~77Ey*f zjQw>bA`F#PIa_IYeotM5VaH{(P&RuUrHo@^-ibS;*;S zPXubq;l8TFU5q@I!=6PYCV#A-&M#!d*){8@!6##X?7&h>06xv)a9M6IcO7=b6#&+B z6MEW?=7ztWU;QRlSu1Hq8l?aDY2$>r5%64Pjvx|HkWl0E`2329#;5W)VreT-s{OHg zf7I@Ti~*HCW{^?X_-S_7A4Aw5L)affcEul;r%eao?5D7DcEule9|M5Iy}yT*RU5Jl*&>Up+`PX6Pcn|u%e1hY91r1n4#eWp`DMaPavfE z3o8@|@qA@<0-??4Sf4W9Q`(p^bKk5pooKJd4&mS?HTLCnQf+0jz4msEu8`tR88xVkQr?;!{ z$^p&V;BEfo?JNDP{bPK zWw!MtYNpSA{`E>c(Lk7gy+tS3q8G2u)A{55AAfuMTOf)$Y}czszr(+U&L2OBU%q?) zhp-)-tsfHZZY8ZR-~GD&vl7S=cqskxyW1BlKbddG6rDdlz>D|ReKP0%F}m|C0?x9? z*gliDx0R*JrSE_Ek-Jk*e!hnvx!plNKIU6pa(C^^8c)u@QJea_6EE_+gIXWerCS;K zBdb6PkjMBuoXDkDClBKDaJ(o%9<=eJK6%id59CD=@*vemh4P?0FUhZ3j;Apkl7Hx69me)0+#%Jbc(Am$!49ePcrlAV zRG>rZjHQ76ytNRA_#d}c4z~VjfJ3T{9l+fAb8F8iT;q;n!pGcv!@6TEE3PZR{PWzJ zI#anj=AUoXX4#}8Ya?knPMn{gQ;;5&ruy><;i7NXG<8)sD;t*QZxvi5vK!uTo6lCw zdQv;Pa(E?N=l50fL}Nbbba$KqzxGiAL!Ss>r<{R8&hxyyi?4GZC?lZ&r+m^Q2=wsq z-?*Rod{e0)m4qr{ebDPGc$?P(sQ@Ki@@uEy=q1Re+*%N3}Jr^VSfx^e+*%N3}Jr^VSfzS8Gl@yN&uH{ z0*l!df1KQS3;z4aUK>G(N9z3i;p> zUcDPuj^B9DNi%SB9#UtKo8LvNH{eYuHiHvt6K zQUb2TDaOwquW)jH9WR4xX}S2-m+O~J012(7<>EPhdKpQU#gcS9Ia7`kW;F@Br&2;e zA>?FfCNT+TvsLdWQwO{9aLbUu@?d6Qc`!3jKe^2HL%ADLJVag7MiqLp)_t@Yui0kA zGAWkm^4JK&h30MTUbL(#;USqm8*fBxTwH`Pvz0feNF<=7%9(z)BzoS66g?z@Pf2Mb zNtS!WLo$7O-iRQN$=s1}Bl!r`o^s~;?S7jR3$b&v`^w1naGU6|fRDoj)hmdS|$|Gsu*uo(s6JGL2 zA2_yX7DxtsCiHWv1I?Mrybv)h?$IN&IDjUCZ~#e(bM%nVxzz!H14vpNqelUuqk+31 zNpX@#G2#HYg-MD_<5EVuvV~iiWH`vfHEnb{v@R&`_D-`bkMh(3fc24vC3(mq)xr8m z#DYAE>XZ&(eWYMs9_6Zo^^t^Gd6cXU)<+8FNFd}vH8#PVB8r<2O~ zQanXpOC?D|>y1N0E?~mOWhN`K%cnR0($kj)sV+I2P#g}Ss%c#WHaSl>GSdPAx|Klm3xbHc#yu*e&`9h^jq4}ULGfAmPgs)LjdB*XT3kkZ`xi;1E@24j8C(qzHfUx%4U&A+2JE4d#nxA89fHj z29Ny~hkdn}s$?#gS{-Vy)nQ*uSc^Ugk(__I^2UWQcW-BSY!>V0Dl)yU(R;eXu&{ncoIgvOWY|=YZAGv9L?7Tz!x}v#>f^ zmNrqAst?*HTBc=jkFDx&Nh=20!BP$$9m`v=Re^h@DAmDDOAm(~`l_@BMzA_k;WVhO zq$p=sHsSLuGsbPsMWGmh5U>8>;4#28{YxP&3~9RpR>v6k>_8$%4 zYfaOIkc8sk;4x+OQe*{5u8={xFeU>5E7cVsyL4ai$si3@;sg=w6A2H6xNXhks8I^x z`&<;ZIRhgwNHNG{CeAjfP9k9%87CNIvJ-EYoC3N#>@5<}D}pJA$eSpe8{FP)7nN|t zD4OuDsg=o+UTs*GSdcI-pS(Ky_(pCk^0Up6EfwJw?8%)MP$kJ>#M#pi)w72mev;dc zyhv;|pG%NN597C&D-Q{^_amp>sYy-XSJfwQVB(^>EPLI79a*g@iAPT)fJeE_$jT&i zrjy6EMJqFY-zw9ryrh#ybAs2NH}18Owrk4bsEou!17>bV0kbzusoORSL`$Y+;0+Pp;fZ43p! z`3qUm@BH_jKjQaq|MT>l^Vk3T^-s9?$MG$)FJnlcTufM4JIeU;e{PpI^UN|hcmMzZ M07*qoM6N<$g3C0{RsaA1 literal 0 HcmV?d00001 diff --git a/img914.png b/img914.png new file mode 100644 index 0000000000000000000000000000000000000000..a615204a88b846d21f777fff8c7bf00934505639 GIT binary patch literal 6468 zcmV-K8N23*P)?ZrY&&)it`~0r=dLhj+d2;W)^Zl`=0pRj0>hKN#FjC#m zSLi*Cb)`hss{L7<_3#%(k%+F5&U)l`T{Rh6P537AM3Kl|%|uGyqohQ1*@O(<;*wt| zF%eZVyhLHke#I1F7vCrUo2fLPl!-+rC8Cxt$tNL^r9Ufhr;PaIKPvp}5?)!3r1b4g zibP`;in{)e*NTx;!eq|2tZKH(WxkF|v7UNYJdJeoQsgJv+}$agQ?vF-`KkfQ*U9xs zeq7p!u&bZ@R3MsIB$aZccqFP+L6MY5+7ntTk>V*N2*l3zmugTWku_cU#>Nt0Xq632W9fUlxb$=Yg!=A{QHt0$a?$|^&hCE5;#AQtcFd|%zCw5 z1K=MNo{lezrI1oJ+X1k*=;FwWr;tB#5-Ie&%7B>ZVakPavj;(h4`9v_ki8_6t6K zsGEL;IKpuLbmqVIj$Fi1tHn(iM@aqFDoq?fo&F5kH~_o4WIeZahW9ArK#g`YaU9kn zsZc*P@_3WUH}-)LT929pZ`@X2R*#+6vGlJVy+8^p>I5~gXTPlJr zjK9pJQ2XZ@pJ#dOB;(_1MnagM){3N590fk9YGtide<7iEu~!<(!*b4Oz1>4SjN(@u z=9_flk2rqBQNS1T24`gtDX2_;SnVdu81uC1;MF)3Y{vj#Ui~!p*~NMu&F3HYx6p&! zercBZSRWR9Dl_8fx`_dp-4_*Ktm2}7{T%=WrGbB=ms0@Ui3Zf}2)&^`d$tzQIsgp~ z-~kg2U;+U9Bj6dRxB{mNk^3^EznBhZ@dgEPxEuco3C59wFkFsDMaQ#UO0zt!t{sJv zG#Ad=pi6cfusHma6Nmjs((9*oBgq^mv=~TceVxg;DPXTUk{5@qdy_wIYA2BVcBP#_ z3bb!yf&7hkxZ8{)_Sn3~RK1W#QF0sz0CY!h8F-+J&Dk_>kz)NH<})-u`e7ER*bjGc z%xbXi#|f3uFiOlbFx#9d?o+eX=i>K;$NUdvxSCin4&yD|f^ldV&Q!~cH@Kgdqa**1 zLlB!%MdL7A+-hAkju6-LVKV1BSd1eiDITIaQjs`pRM_j+gJ`l9g8CSVTm*5D2$DBX z36`4L>zSXT-h#eNl{pGX5oo#gTymq5;>N6JC$cvCBpoSX^hzuQf@H5tN(k}^doNo9 zop)JTa_@`!JNxAf0MNhMQ&2-iElBPpWLJgXGGXY8twf z9)v6fnz~C`5(eubT9=4}LHiakT`emf2akRj)3wwx{d6WNyH3j#<@#~WQM7-|Y!rq2 zrHl_acs1@}p=DX9|HHz#c7Zso%vLI}*Nv4?{`@^Na>5|+jxG>KUKmtj<@LkleonZ% z&%ZiRs2n{Cc;jnuO^vCDDrMu_$OQ$`Ru=$(=iO=5IG}Z=KZ-plI`*S7se0I(&89Qr zus)|QaStK~Gy7Kjp`cyNbd1O0CMiQFA7X3 zGTz>Qk3wfS_%lK zKx=c6xEw1Z5p5GDvqtEC0hw(IRFG#{Fj(bhp5pBV-3FhOYCg@Hzzvq9bZe5y>R3Zm zYFxWoiE5szeGLs&q(;|E6BVh~6Q!FbNZpRPh6z%?pR!ScP;?J!oiS?lMF-Ed7L)G^Ijo1Fzp$;s6LKriz2;Y1#z*p4>g2C3t2gc zFHnxOB#H85azyeBPxYXbBcev(yp)M- zVQrdD4izg;iajpY7XN3XRM^}i%t|YiuEzJaDaIlUGIuQ3HHzk@ym|$kPo*?_@>N;L zR_3qnUQqOFa?-=OJHSd04sx(4T>@Ch!Ju%N!9or`kITCnU3iPNFbYsw0kMvbGRbNt zeFAHXsc>ZjQg1-!p~aj6k49?#3W>KU0{I{#$3 z#;r7f!SLYuM^E*Ro_=+IXA8r@AN8_Q4dAtZAGxt-s{cKD#Su<^{GI3{T;2Q}lE7}o;^pXf<)obJLD9gEe*JpO zIx^;o*uh*itlAfIoP+SFl}6DnyFeUm;gyNQ39H8BsFw+ZRe#%}n397cON^{(jlMJq z$A@K^L>-FdFXbdGw+&&bgw3S8z|04jDOor)KPr&D`A!QlB8R8ufEhXbRl|fF9;;zM z4xiO9Fd52cHOS@gTMgn`skaj-LrCTD+!`=88Om1(Cqw!Epa2GE|M&@!9F4FBh~#LB z7(~ZDHAM^pIckc*Ov##ZG|3r2y=oZA&a;Eb=J+I@tbK)5H~?7P9Yovk4o^Nj#8S17 z3U~yH|Kv-0jY6jQRH|DThir9j!r>kfZ5R00rexNIWyIf#k>$j2gE= zh=4>n7DueLM~Hw#IlL0#esfRthBq72U+47`^M6qCVGro)Pv|@nBu2Q|jVoq>lf>`8 zJE%^I0ni9JC`p$iI67n6z`fx!NR^|%^{SLY=akiRaBz zhX-LeLr&m`5s@RZ+r)}6m(4s_G#c#~1-O`Wyh7r$+Lj zeNey|fGcc1e^v_ku5k7bz~Bm-&%j|H_|yMmIaC|07057>8%Jk9sAFM3e&^ujsF(1s z(?j}L7*NC=Eh3V4@Y;694RLq0{%og|hsE?kq+H3$J6c#%&C5z#*0L*5vb0H&Vg+q$ z6e(QqXxfyHWJ*-S+8{`&T50nIDOpKxx*(<7EX@|ALKCjZf>dhJHdl~JW3((baWX>H z{*Hzkr0NKMLk&`+H>`;UsWHE!i3X`N-KBwg)a*L;c0ySSH77&4-xiOSx^u%Crbq3m za?R3%U`NU(=|M1&vPpW7oJZRnJxHe6X6bQ1|IG){Xl5O!>oK?``2brGO~OvqBb*^L z^&0Ut)rXn(un2@-2#qA6t}XTB?jry-gIfX zg7j!_|Meg~Vl(G8dr0N*zigpC_?-^j<$;8Is@G=(#U_uVPe5|!km{{K9XSM;r(8J=b8b)@} z_qeJqyXeP|UG!rR%MqyI@6$ru{o}Vch~@BJ4MRQY-aajI#zG7kXNf^5N7NjJpB5%h zRTu{42^^LFh=m^WFepdiDukg~%yUpWw6n1he82M5Fj_gEC5G#gg~6i|#kCyFDs0B& zDEd8l=|Lq&^{j)H9{P_qmCR(&DQKFuxpxDWWD+qQS<+41*M@>$|j#4DYagwjC^~W{i1`dqgBdW zhI~D^JT2>$)lhf?-XiBfr5=jKqCd14>x7}I8qWn2d#qQ!bsB5HT6`jDa$+7$2ddMP zp0mB{>SOqHm43Zj%_w@(iyWY*Ue(L=_!ziW_t?w0oQHvGRl|x*rTwBe4}X4BIMKH` zS8~Wb>eouImFh2EslV!9?Csy^V6vgF?~wxwd(@WWY*PnkRLt1cUm~wwp%ng{s>_30 zh3mdTfBEkha41}AFFId7`{{8j`f5W1=-eT=`6u8`ZFl^Bj^ETx^{r}B4D3-q?>PU1 z~B9%Os} zEK_5KgTvOXF*)ksP7s!IxD$k_9AOq>TM|=p5R74K*gsE+tvdojNnlA8=5hcF9n|VS zkun%U8N)9jQMqNMPtWEC7;pBv4 z6V53{86@zqVD8jTHA-m|uFtjt2uQ=WriW_cshGK_og%rd6 z?k=pL+LC}K8RyW*;n8ZhY)Is2j2a|zG)D~zIU1w}fgDXzqyGGknrbjBlIkw+X_Pl= zKP(MXqoy29Q=^_76lzS>%W|R)sgsqGv{MeX`{qt?q_Wa=DhKYmEA!oMl7$mP{6?U3E+{hQcVs*HR1_n?eJlPDsnWgcwJDwR;rrO zE1FDMcQjgzvT`(BjB;``UW_twv_OpFaf^xJ(3lx!~Jz5}Fj#g=bOgUUE`gToH ztu(R)Y1>%1W6`qoONhbtuZad;e|;rL%-lvT zPMklhX8Y{^>8OjnnR}kDdPkR|gO8oTF!+b?qHjCX!ub) z-aa?@odhCMYUmjyZYSu!zgG8C>;f303v4f4w1ZCc8UXmchm8(!a`5S;zc1eKfr5hy z{Rsfo{W$^pcle@#gURhJb}^j%etI~>e)OUTpno?2uIJbEP5}j6>;X9Go_>CB?E46W zq!cTq7z_a%6g%MTzJfGy#K4y~H5CV|X2)7{q5RED{Y3BL46VODl+j$%En#zp%KxT(@&; z7>}{L_kflH#wV#VEviw%ZI=qw4hk`d~` zCFcNw+@s{59IYIvIKA#m4nzc>oC5$7b|Wjs%W3fQhys4*kR4*#z^OtSBCT2`a5P7i zW{Y3|mgbPmg9l8_Q7H2e{}_g=IVAI70AF*2>s(TiMvZA0nfx9^p+@U1fumpQ^EW1OjVGm|Q_DSf)D88(bvkL#5 zW07}ArePTma*iPHkW9lqUYG;Y<>dq)iWOHeVQY@WehqPlRk)fX$s1DTunbdkBzKfc!D1Jl z=1A-H5_edIWoyM+kEm?aA4LIiIXLDV8QvhxI+W6~0Ah|(SeAof&XJjK=xSRuB&Rk1 zpAZTWlY?Wrt|a}Y%^mZ)5&`{a4 ze^>5dd043$!v0}1zZw0a>$2+}}br{cC!%}5t&4iB&Cdsc%m0!G{ zxKffLZmD)ec;}#!uAzW6yro%Vb`f-m=XmwX>8D8*zlb{)yaOBzJI(Bo`pJ6fXOR?_ z>D*N_y|`nJt92{2^k3Zc!4TaEuz!9z0)T^)*VD=782GkRBQ$Zx49`2kj({7j_4!}~ z0C>3H_`E#^FshTNbcW4vzvAuX%LD+h`!(UsCga#Pk(7z-}0vNLf702fw5 zS)i5lm2xo0-fR>l4LA2lLy8tA719@#Vh;tV`_+H8aoc1m9D|$#0Jbu^!d9_#&vfhe z)#j0NFs1D)CB+<>w7YEKQLL20YF@8f+pLA;90h3aE)D+W91bdpZOuOXGlv^=8~3FY za}*}%$484C;+;9%c0Fi>yNI>HA-$+g zGDpL`!HD}?0IKJcIRsmL_yEAGfj7xGY~znP#2eP}#~gxnyfKGl9QN_W9O4ZJcw!Fm zh70^Khj_yYUYJ9?;RYYfA>MF=2j&oOxPreq#2e0FZw~Q>JGh%eyx|b$<`8eVg!Pbp zE0>uuf^*Ix-f#@#oI{Ef*RVB*WE<|`Y7WUZ7{JpUl5Mbnr8y+q-~mH(NVdTRe&&#D zgALrwA=w5an011QH#os6=MZb~f{{7I8r)!G4zUJ5n3zMX!4Veb5Nq&+fjPt)Tybs= zx7H9>##oZWu{k8y;EYpqh&6cQ&>Uh7?zl1sn;Fh^?+y=oq2%^}9{ z8gu3lV|b4lbBHk-0lhiI7>$9_9J6zN#28J1#vEdcMpD-tfi1)pjikCc#1@UGq&b>= z{<5%4o;j8dlN3joV6eY+ISRF%-u5zP9$6*P9CJr#af5lLpSF+ib*_1*`{~<`%Xk(f znnN66lPd&6zY0M2+ZK+Vzc9H0%(h@?Bctu$r`B3eP62G=pVNTmIA7Ex>_1LBxC9is zU0eVdZ89lV)>d;c#UxW}4afM|iM;&&c*CSdDmjOHe!s+C9-KRhV+An>1L6}@nUpDz z3aOBRm_tZK%ps&A<`7aTZH|F@ioAO5UlIl*@S?0a?uQq9z|(bK9p3}kxEXyn5thJ# zvgR1>?g7|4xzitS2LL*~$Ctdn5j>@=Il2=7*Xn+{SbN;1jYwca*-o(Dulo-;nB3lC z7sJU3UWROD9|+WxHOKqz6+Ud8hdsP6r)dk+1^-zZcvHa!4RYp*fYni1S!5v0Ssk+H ewJVe0kpBl|sZG~j`QY3D0000zGiSnt z2`w!x6%`dZIXMXl2_YdN9v&VxHZ}$Z1}Z8l5)u+TJUl>6uOd&+15%77L4Lsu4$p3+ z0Xco1E{-7;bCMGnnC^Y&Rp@$nfL$SxAKAGR-)+FZDtCgJ8Cx_y3s>GP2pR`LXeB__Kb_a*tL2m;UEXNMK-SHJ9c7 U@M7I6pvxFMUHx3vIVCg!0PwqDlmGw# literal 0 HcmV?d00001 diff --git a/img916.png b/img916.png new file mode 100644 index 0000000000000000000000000000000000000000..42961976bd8d5ae06560363fc83106aa04075561 GIT binary patch literal 496 zcmVRHR400001 zbW%=J06^y0W&i*IZb?KzRCt`-RJ}^XKoI`!$6RuMIYAD!F>i1wZG=34MIIptmZGiA znMMQ)FOQHaSV>Ad^8~VBVI{&9hmCkxs<6(QM6)JmRIa)Yc7Ar|o1F=}0W#1~27^|w zRvha(B-*^=Ly`8w(yDnlP!mg^3Ulu(q}uaF~fkUn;diN4N?R(aks2qC3NIlc2N zhAz7e@ADR{CtJ76;`c*?Hn$3Uml6 m2V5blFTcvoV&~6{g~K~;wonKHT9u3d0000CDe@o literal 0 HcmV?d00001 diff --git a/img917.png b/img917.png new file mode 100644 index 0000000000000000000000000000000000000000..2eef7bedb2f875d9ac70b1fd71d92e7a6661a4ac GIT binary patch literal 440 zcmV;p0Z0CcP)RHR400001 zbW%=J06^y0W&i*IHc3Q5RCt_YU_gKc41|FJR#BD&Ai@8aC4miDbORCQp#lyl&Hn*N zbKM zkqzPHEofi^hZ;(>0|7T1*xr6LVNM5zyV#uCK&sz{BJe@sG5uEn(~SRt0E=pVRBk1N zl7jKAe@w!u+WN;M2x9_+#M@RN%~8NU0hemH947 z0Lt3@0$`17e|I7q-T(hLg2VPJ=P3i@GX`!32Il*95dS{H;#Xv#?*KHFk!b}1Wl+HM ii#T;qkVKN|K?ndkPeSPVWY^&U0000x{YT0000mP)t-sv$M0P zsHmKroRE-^goK26czA4VY+ztuR8&+*NJu<9JTNdYBqSsl7#Iu;3;+NC>RHR400001 zbW%=J06^y0W&i*IHc3Q5RCt_YV1R-TVDbT!_W&k<128jufXlPsR>r}=z>m)uG(#uA znF=_Rz{OFG<^Ri<0An)|Zy^R?=Y%sk{zFXOfJ-gMRb<}({~s7W6fp3ihMG_VEF2?{ zLJ1b&LAS(P3R&G1?VCl9>4|oe}k!9M0~)20xq}6HK2=Zc!0#= z`~Uv{g8+tk*A*DLP(`?KSpWpyJjlHBzz}ERMORapfG+X?U4R{L%BB+NTTfUG5m^IS z3F9I53pkYU{09P{B(DQk0s&Ka1!@UfyNsX;kN<>C0Ruje)Bb?mm>`?L@E-#ptG&ix zOUSq*jMso9%K?09n8Cq>Czd(x-(Wyj!u71~G8U!CN*tCk$P-Wkw0Z}ob^re(l_Fg0 iUf^~a1P}}b>;M4kFJR!$qZpTBWF{NiJ>LKJ43at#TM`-A75*JKz-RiJX~GZw zG`R!=1vl%!2H6*G(^#1_l4KnA@Ev;dpJ7>%e!y9$KMm|&`y0AHIBU4ov8}UVP7yrb z$-~1bKfzTfLSlxb)Q^8aQ-uo?QXVu(eXVDn(Z$c;F3lt$D(uYgWv%$_rrContGyhR v7(G5}KKSU!G$WgTe~DWM4fxxIOe literal 0 HcmV?d00001 diff --git a/img92.png b/img92.png new file mode 100644 index 0000000000000000000000000000000000000000..81694179e3bb0d13d137de13ff52aa13d391e7fb GIT binary patch literal 384 zcmV-`0e}99P)RHR400001 zbW%=J06^y0W&i*H{z*hZRCt`-QZa7AKoA@saK5vPqe|@}51`-yRJ8FETtw7J^pT6S zprcLY2T=G4RJKvx!bHGZLeBK$dtrg7QU-#(R<(JG5sI`^4?tpQQ{;9^8Sry!c4NJjZdkXiL zP#TlVSmx9w9g(xi@NBUhCSC{a*7dd9KZEy{9`1<(%UaE_J3*fdcD^`WgQ$>($2`5SwqHY#t_gL*l&i ede!;zZ}0} literal 0 HcmV?d00001 diff --git a/img920.png b/img920.png new file mode 100644 index 0000000000000000000000000000000000000000..90a386a79735fbba752a8bcb2fcfa157c999406b GIT binary patch literal 432 zcmV;h0Z;ykP)RHR400001 zbW%=J06^y0W&i*IE=fc|RCt_YU_b))9~p3gexTHSoU$801QUeKy!-=Bbp!z)$9jeX z{0tAiGc)ioFkIk!*}xAnTyF+Mnwxx+aRPocz5p)+uQMAn3s}a3VFd%wJ76wDKf?>I z&uq^xfMxg@{-5}8?=6@+2muojYQAwiu)n|x<#aNv|Ihxn0nFtEq7@7<84iXk1`HoQ zz-0Iq6u=A!U|@Ivl!0(wa6I^bfImL~%-PAX-uB0bA29AHAO$P{lU$IXJ3x#Md^wJz zfsdh)!JSWl{R1#685jx>I$ZP^7#=dzGk#!@FOX+|%kqQe`5ChR835fffgu4H>HmS? z8&LcaFf;6b43_3+fXOm&Y+_7kX0YI&$asO_iR4Bt2ZSBG&H)TR1!N&Q9FSy5^~Wfn a9RL70FIUgBr|`D`0000_M_qe literal 0 HcmV?d00001 diff --git a/img921.png b/img921.png new file mode 100644 index 0000000000000000000000000000000000000000..c497973275484edd06b2e657b9b33b91ad9e5def GIT binary patch literal 772 zcmV+f1N;1mP)RHR400001 zbW%=J06^y0W&i*Jf=NU{RCt{2Ry}OfKotI5JO0U^%>qbWJg_m~u|h&J5fefp%m~RF zj1@?X;GzypZCH_zGSUIH12aToVQYY;TP!iqtydL61x=23XFIW-I8@LvUv%g9-o2mu zdG{{B9Mo+Fcxxt_3LGiX=cy-Pw&=f6I~T^1^}pH}vhM=sk5tqZouAWMTXC+_#{)Dc zKk~m=rS?%$Zcc7H;F1U$3{9b>DNKBVRO7YTb8Y7((6IWN)t$J@Lpjswo&s)$4oh^z zu1D#SR>tB^rBUiOEG*9ELvrKWHYiotJ0WUv9>CR)W>{y_$D9{qfq%ecM~z}0=h0tI z2)D^%;tu?JMxjcr4fG@<4y|2FO%YodI>JiE!p;R~!{8l9WI~VhSvozcA)%=$wwxgK zEkvt~F~RoHM5-t(b~!Ot;#xndS~{f~C#70M7J_9Ni(W!JJTEH7&I8qIG?y>Q7+U+# zAq&BVv2%$qnQ1^|HY@Y%$U+-aN>Z+7pggG;Sb#3pF6S=_vd6%!oWMK?m5?q)a0-W) zv&==&ZA~Sy85Tr_v&6(5e_rCW{1S*)Sv`dIrC{I{j9M37IncVGN5C8f*xbieJ`iOF z^-P3~4%F@8Pj2vQ$4EzS(k@Yy>eHzy@ej~P_l10H{=Nfy`($NsJcthV($PnW%fa_-gr%MQ zxwK?|qmU-qDV50O@@K+yr)9DnJ}Y%qg6Tg=XOBOabDz}Q4|;RHR400001 zbW%=J06^y0W&i*J$4Nv%RCt{2Ry}OfKotHG8~c(pIU`0S6c!eSnyrE*NM%DJ%q(6I zBk6*~LXFgwHmpq95Cdw(4g?`2wx%E?wzy*HRs#~hO^$cxADx}JO;KU$C!PG>_ujkb zJHLBAU;;eUwK*O-im;`n9+92NsG|6ga~WSp0MiMJVhUlW`QFkvG1bT8v9QF@YY`eoqXutuzlvmLwItO;@zUcr4 zDVHbm`1)S6zh23|Kv`Fs`#1(xEHvQ7QagUy7TVLlYV6fXJ~~x`Rz918lnOEQ?RhOo zs4{N52$f%`r%7Xz{PJnx7)J&=D#eFoX85VpDK2(85rfmQTrX`zLK(Y}z_^(&MyjB> zNHVD;YAG9s){!)j3d5i%D}yb%RKh~^vHX*WT|p;23H6K;LI%Gjdz?D5X0u`Q(vp1N z5*2>E5jh6Qd@59k0Xn9t&X7vC*Yy+?;Dwx5suYR~xzM>JYtJ{)uUWp^9c({qDe4M8 zNyZkbG%bvLjWb>Ji`P00Q382v9J!Ix;S?E;ag6_r>ZTA652SDhxSC~Ff0X>la3Id> zii*M$qzxs(B*pwZwS;+je_;L$S+kJ04&yV-_gQ)h#ob(1^X%O%m_2D=V-IUPxG09e z^|WIutaf3nkG=~me;xXXm7-9kVQ#+3ybMuzoVn?7kMXN~cTB%W^Mr+25Ek-Gdnz4875=tpbZPHTG zm@PGK@45G$`{SN_&ij7v_v8EZo%8&86HJV>sVP_~0002Bu8yV|000F4+fT^;4I&pQ zyXJohM3@28^zzxQ8ahQCR^-ZgbQ$IB6X=?n(yI`FtBM^g z?g7BoKj5wBfofZhORaSCt$;|T_9ju6Kby>D)}l#YQCSjKv+vUmH>1)0~d(U8QtY2eJb9?|5!yaW~0{yKG!wDL3}aGG9v{o9$CJR$)UM-aV_P%&`3| z-Bc5`BpRAlz}v?}&JRsWWjhv?eRIdHGr&#={O^VVqcsony{eFra@hP2!QG zbHMP;RkJP<%p}R2XfyVlOuwip0F{dU_5BZ%R3#hdKs{<`bJ!phRFQn&X!cCp)?qHD zkeXPu?mciTjSgv7#Y}VFzs;AduLwEU`I$y-gVXR=;$O_{VivsD7*Ntp<%66cOE(Y^ z3NoIVTC!smh-edPzmA1qmFS$+g$>h7?@qE-s^I z$ps59m6n~oNHy!d4oZwDzC8KRsoWt!QOxr`bNeTtKkELvuu)sop^%sy@7SMU06vSu zV2yC^z>$cNv#vfc?}s#Fh>KG!Z#)cgHX|cWzkCPs5wfOyZ@G6=KD`0HM{OI|x5DbL z=`!rJ*+}S}MtV?~f4ZQ$^7xE@esf13EV&X-%3Y8r7vkv~xH_HEXL8}}I&zd|qv1I^ zPlZy@?MzQU7(xm;G+ai)v_4Y>hzhw zV!oK1aho2P6cT2scJ-tS!O%6wuSqS_yYtB1#J>^;4GfD@G|qARn54tb$8640j zxn_8wBI2#isJHB9hgg~(=SON16B|CmbE5K|M*Sv}-LggG$TRh*%bBQF8u=$!NNM6z z!QUfabg3&#^{z|(U3ZE7NWu~jlO)%c|9fm}gxoNo4vJ4MunVm2iY$?b&g4ct;H{H^ zWlfC;sD`dps?DOh5Gz8BgPN3;U zRzZST>ZSUaO;XP?1!z97S+bt+MQJ4rI%$unl%y~uO^258f7F_Wsz=4FvK1BH5xnHT zd)zL8_3eD`5Ts_4&$9FPJsmu>)~Z;M&y8>Yo+1%TDr7W`G{o?bj16TB^^IGnz7l>+ zYHzJMR)^MqLY;8PyBZJi?VwdSJ)!b5^pgkb?ovi}x8~NpFN(nKC(BMbLOd6Qb{Y|j zxX+`=RqG3(#wYyV`4#jOB>|wrsYB83LxOe#@dUy*q--nM%QIVDbb8_TMO7=e-Pj1- zq@Fe<_^AVL+oPW}E6=*?<|Z&YD_pZ@I&piPV&ZVyvsm9;rIZMS*oZ^P&A&}bxlT-Ei{=(M{#rg};S>K~dOyfU<@kO7zU;57aoadK8X|Ur z_2SL8bxN`vi|@GDMmXs}0D}Blvfl!oEJx#a5nue_FU_m(yA${)Yug_M|91BN?3E7T zN}_7BN0eXt{%o$DWp2sgZA!t((0u^||7o6-FO*%hK&5Up&Cy1$LokO$$@xLv=PUOU zD$GvCG2!kOe9F3{ z0acs1&eF^&vmouMxfn+qS98aEte@Hj6|PsR-O*>PaDzdtmF)Y>tFU;FTiditC*OLz zR8rt~BnCsf%uJ&fc>`i^bb+r&s1u}=jTDyg%#+S{(V_vaf45ipUIBu^I z4a^ssVGDo-7yc2fcF^xu3DRh^$I> zklKl-74!W3@hruyW&%?$xI!+}NGtd$Uw(CL3GCDmAEu*3{TTDf{)ml7;lA^2S!+MX z9;I19eq6{Y|LB)c$f?$=#Ee==Top;U)|F*x@sh#^;I3QP# zd1!SE|AvM|h2E9w^njvsNt{g28o>PkD%}=WEYbm-TP?AS^%k9J2bOrlp;J1-)R;0{ znI&qSg<=r@%ITpyvM?RW8fdM}A{#AROHH?N4}wUYqqxvvmo`Kuz?()7Co?y;k`L>E zorWY9tGOziW0eii69JfU+$_QzK2E3>s%<}yZN9@#&Yn^6rALdthWvDj?ODbfTS*_o zV7e&n#n(eIH5#Qzx>Jd%6cNrpRi;f;bE>C_vIawgDiRclh;M6bh0mEr%|pWPP;S$O ztPOo)>k5eHW$m_POqgsIm$MWXCRSUxfF7%&dBuiQAdE2iejyw z{4HV=F^+avPgAw`J{B$}2UAZBMzG`XCd#h(vzEXTu>yhgi|()c2>KghXDKyRZm-f5 z%k}{;1iH+2Nv?^(xF1m+sj-uK8VqDQ77X*>x4?vdEnw`XHqisHgE$|mW*uEFmvudf z&ccC+No_#iHz7B7|J-VfKJ;2Z496C54j4_a#mZHA{}}5B8_zDJ7dfyNcWE(LgEe3@wbT1sqfop|vc=jxv<427$`GD&|idi}?I4cbzE3jpv9mb=6y z?#xaT-QALk|tT)RKEoLt!l3H&S&sb%RMCM zuibai)bC`G--xZ&^DVtshIPfSI9tt_*3g+`nWmfnvqn48J>RPpljHF@UE=om4}9N# z9IgXd>$x2U?qqykqUAz>3c*hN26iz$53sEw#SyoB3E}PO+9O?2 z+11o)C(w8a6Hso#!#u~sx71-}NQ3)-(%ui%;mL$U% zP>oq0mpr}$20&kCY^n@D1Xm%5)L7*o&(lx{;4lOOMQx_k)>?fMXD3#v3=p!Y6~{&| zVGgC~RGZW)bDGP4>!y=m;T~J8%0IbZj0xR$tovDdVN7&Lw3AD?0eWwQ%s{uSI5 zoQJRyuy9YqyhVn+HZ52G6fNn`1kC~|c);Ek-JLNFt#1~}O0RD7P|pGhJRc3vO3?$8 zyh5@{>zE3akv+9=H!-tAC9-!&QjmjX+~{~Mp%Mdty?3BHNw&*lHc?xj-YV;L*u)!UI>|IWG@1mh>)U~m9O^|ftGr_1O_#Pxi5;>}f>RHATBku#Dql#~N%%P@}30~4MOjlK6HEFTZ z@Z0>!ivue77V>+f$Ceo|l}6$w z{);BUF_>@VJRt^Vkc*MIuFL4bSVj1@STbRN&cDW2;Mi<|L9AIYL_damw4^htTgP1_ z8F7e=li8$A3^mzK`*Gya_ev!bq_%vMdF7)%pr(p4%l?=@bBHi4)B1gja@Vh=oSb;2 z#LYBHL(V6|ij{)mHt26&b{gaGXhB4=$bMae$8vO*p94s2;A2PDudsAVTqB{p=9 zLFOLgJRRg#;L+G&lR=QUpof{}NT>W2+4}llE>s?4JU-*$+g{GW%g&79c|WJx0{P~C9eoVHGhp&tjv{y!!s@%w~r;(g=qbr?8|UP;oiUb zZ1_qEKedjq0cK}QK>xw7xV~$sKQFCy9Sp0YNperH_)_wJRf3t+9AvL}d=}nx? z_o=wDm0M}EMUWl4E;Okprg>0cK~V}X`Cn%Lhu#01=e`k?Xs=Jf%jgJ04?|0+m{&@l zGAJ;V?~L|wxRIMtq1?w#OV88#AlBtT1%gIUp?j>R^UrT9?ldgl*_GB?s zoT;y(hSakKKLww;V^X(#`uVRHR400001 zbW%=J06^y0W&i*IdPzhhpmwBa_iBIx7?=j5E6@80us?*(RHO7)3Y z1+$@4X$K{U5xlDApRu|xvlgR5TMQs6rGy~AM|pb)u}Q@&2lD3|&4-~oF-aE|5IVN{ z(O@O0DT!+~YiMLyl(#=cq(t&JrI^eppNC(rto>b?{~ltP6!s;_?YkCS zAIG_|M&bmLBtcM)lhP83^tWkj-K7J3_=R+5g9@b4S zP+__N9i8e#c4+b|@L@@KMDmXI`YOB&JZV%rG8=R!1aE8~e{yQLtX+wd*B5BiVfJB< yPnmLomOc!lZ#Ad3J3A-JUK(5z3lJ{~%)=LD=sdQ2Y3*PD0000RHR400001 zbW%=J06^y0W&i*JCP_p=RCt{2Rljc&F%Bm%ORFBK&}GOg4&p8pWQeR(^jw`_!Rm4etmi` z&(8)NXt2*fhEk{`rnRBNJ7?sQ0J|bu3R`+ z8v@UOwNpp|4-4%Y)fUS#sl@9`;f2E23%SYJ`y<($1T~j|O3JFXV)zS+#5Awe#6UI* zEXbrh7GJ2rtC8idJ(W2O|!5vX;-7>|xSG>o6*d4b^JY@5K-zM+eWPCyC7R9BjxnsHRbG`1T2x zAg)Z}CXJo}|!L+MQDgNlF@aA@*srj36!8N&Q+; zW_?_v@mD+k>vW$=|Y z>-$Tiy-_yaGS(|PbW`vtV|n@#%{0?O;Ly{*#+@dO8%H_(2RHR400001 zbW%=J06^y0W&i*JQAtEWRCt{2RlSQ7K@|TbyV;L?&4PsoSGb~`&6XkvYbRIe`X8h@ zv=9=pve7*e?rby`HiD4ON|NGQKfr$=D#C$C77M-8B6|pWYVO82v%6$BFeDZh!u>*K z=DqpNn>X{`n*~&GVl+F@OG`kFL|;iv!OB>pt^|i#YYw^Q6vT>XbTqoL6s;p`B{$KY z)93BG2!^sP%eI;+g8)1}3I=>ehrvB&3hlaRKA>L4?pL3|e+>Uo>L4o`Egs?DAynwe z-DXkK$c>B6h7`X#lG|-mX~={SKd;&b80Tcj_%>x*T1th1Vk~E^9%2@*daB}I%Zv5m ztjNokazvMYLe|`LrP5|Vk+P{D^9kxn{6kAGu`Fm85Ov}>7TGc+YUZ78Bt1*xKIY%4 zJZce9MM}g7k9#S#)REobie@+T2R$jg#jZot=JH9A16nKdrk8lH2Fr>@7YSynX!D+r zL;QbO8tu5sNwc+pg;ND{^uJ2kbY4l{Q0Qaz4n5di>Xv8J+KanxGNNL!4qCXsjWc|N zij$SBv}x@SwZH#^oBZq^$(Lk}ui&Cc`iFQ@*mxZ`kgO*4Yx#B$pWe~13NQWEO1e*{ zsBZZlgZRM+H2O}8vC|G}UP5Ye!bGn4I6dPVX*25KCL(mxw_4h)3_N;m%t+dF>Fu{g z!I7)0Up8E4=7QSqyXk0?PB;#6ZyUe(E3`k|dY8M;+E4PTKRG?x8%5(S7zda41K_%t z>i-6waX)XgnO zNJ;s;p7Xxv{q#TQckb)D?sI>>KU|3jJq=1SCNcm3K&hpvW&i*XK>qp*(!T@v6uT+* zR|$L#^b7&>iTM?p003>SmfAC;!2F{E5j1NX15(A~UI{28ln{i{wlmr|A*w}CH1dKH z^a<$bW0*Q@U<+v+Bo66`y4A!YAFq-0*p3)&{{}M0ot5i!scB6OmCdv0&z}O0zvauH zjZGc1fa09>Hj;Y_rj9EB9DS6E?>POgs-s4RA8omo^xMAB^$LD%$4_uGdotW2QNBt` zAkmK6w)JagZ6au{G7Eq{Lt5a)nLLH&PP&aNGNZRozj@E!H`h6Sw7~BQHxv|lLGi9} z7>Wk*f#B=dM(6eE^YZ1lk*O9VW*pfSjpn#f8sMjY5B;B~R{PEE`Ms)qzh}#~e_w)I zrHj&Ii~Bq?sJQ;hU7e4gTZ`4W5;gc)R&?_SuE?jHb!DxVv##HktGVQ##w3^Gs+fP- z5=Eu*Sy6-e0m1Pd?6V4XpFn8h;bwqLv&s%b9hJ})&+ke`MGB%;m1re?%A)RvbDk1a zA6g(htl^5MwdPrv8>LgMxh{Ci44EG1gAeDoxaICzv4+r2--)-XsJcy#zYXHdyAjK= z-xMQ+?N7N@0ZTR)sVw%vRR&99N3AN^*q9RuWrYxl5U0abkCyJm3X74Y$bQzhdM{r8 z6kb(8*(Uq}w~=N3c6UV1BDG(9%+2^tQH8zuX%`qjN)b;Bh|SI&Pn)XDZX)KAlF}O% z9rLaj%5p@k2A6jR=-t)InZX=1BJ{iRVtsDv3u5<2Py8N48aA;`&#Icm(woAlqK@pj zlVx&!S-;uANk#oof7+_9=_70I#;%%Nc&Y*SHrfAzorRS_BKdr8srp}c`_mW;#i;!_ zq$x9DIi}xMj%K9!g2`bXMPCGE`^R3zw7v)W?a5g@a~>$A4Roosj;*mSBGQ4u37Ax2 zH0CuEBOHJeGz&Kax$!hUaloK54%ehJ1!*kGr3!ne)#mZqF{ffAWEqfhDAW z{^O4_u;Uix)owHg^WOX11_@lr9z37Vu^mgJidgUw?++sddN8%?dg7AAkuUV~8n`I1 zPm~$FkjE}`smV8md|8UBi_B&HO~B34$7T~H?1dL?T)yuDrvn>JNvw2f>+Sk1ThJtl z_jz843#Hm3N}^Uxw{XdfT~9|%Gbf=}BbF(Lq=&zV^VSW{rru7zby^5dGQU%Og$%hf z())*W%p1ce7Ujs}{tDlp$`RcU)_uWw9h&48^eq?qr zBi!&+2R`(E6W8hEExOSiFm~TJMLLp){s?MfQM|0*+Aay4QUgty;`lza*{@H*P^}Ix zyRr(jQd7)&?l3FP+GPia3wH3kQAVQ(+NnTp;%jStiT_@*xoQwAk@_!B z8(qTQy~%%9Gu7_$If0`U(Wwy*2dapspA?{W_ClzFu?1^JS!!l1gVT_-2Fv8!VVZg9 zx-W7zs%cHZ@M{rSjpUv5W6o7BcLL#YactBX&qV1Hy2Ar5S*}j$8{N+SEfkTEmT#tP zvTfCVxfyUxoEnq<%E~2}aXcYwaQ%QX$-W_24hIgtG^Dsfxc>h#V+tHA5h zJ1L2hq>MZ=+bIo_q@n3f9ZrIk8s#qRG!XQj*8!)Kz*3U8QdV&jWSd`e%lnr+Ikn4k zl{LvZVc9w!i}hWUT_3unUSfrN7>PMxp^>Q_Vk>3=*UUi8YRQjFSh>mqa68Bx^YHY* zDx&+cwe3fnHz_4CDfW|P?KgsgdUW?rw|9(=2at=z-u z^nE%Z(^UHD>w%^pN-{#E!IH`wLxtFLq@P}>xO(F%in3dad$uh+gfkFVU0RNFQ11Wb zavjywEfRQYVf6Uc8%GF;9LR}C5#$?yI^DaK{R;{VSi}b2p5|2AsV+b#3O8@vDr-C7 zjdarlVF4jm>;SuaYq2E))`nC-E~!86|4E>XQCx;Bv$>VfIGuB6^)o&O`0qUQavIvs z%96k$9>5g2xuWuvMdiGvn3ETIxNLU!Hf}F}zUz>j-Zpg+Pbkk9q?yco zl%JQ0T+LnzAKf>awkpsp&R27-3;!^7^aD~hlZ@4hQJAtdoYYg2<)hrFP4)PqLkFi( z#9(h7@(G&q8R*^R3Vg_$m(w0U@sYlP8o@W;+wrD($Cr~8>L+W_=Y5}H;L%_$NW02* zkP68$E=JMfW!*%_YOSos0ZP*?Q%BCGFx72&d`EPgc#~Cu2!a=jjlB|&ua_>7a6!&$ z7ucRX@DRFo;4kWSq*SCGXEk~$kC*G zNh`$tg+3#Cw5dcR4zsEAOZ~Dz!u9iu#%CdUQmqcT{t=lt4r91|U-9zc2k8t!*mFfW zEXe*RO4EgO$~Qo)Nxfw%zoK1yn!UQ#=xPy8^Eew}jp$yb3$zA#$^ z{7`Gx|4L1QXmS^abe0ZAyJoh3o{e>u@rdmpXK$J)eBjE8uygFZs{bML-HTWu6h1hZkLR}eAX6`D2$7>oW|FfHWv45M&S2y zvgoC$PNDDr(S3LBt8rU*f>tv)@zFpD?FS(yg*LS0igp%Zg=T=lnPjr~0abGUO%Ty& zOZB$ifBJ7faXM_g1a77$8F{wf6ZC|lD{HZu{5HHEo{WWeu^)Ag@gP7WGKGJ2c~IAd zS;51o9<{eV*u$RP3S_==(;YvPob}GJ!AR15gw+l(SbTbap`y{0NamUuT*(pnolw!9 z=)W@#@S2W|TiNCgP!c`M`u9+!)tdWvsLU;)p^N!9_LRvn*ktahJ( zmvs&c-WR^`Jf-+GY-kzAVyxG@Hh$!H6?~Pv(0Q+-6m-f0@MbmDi*+a5 zF)Y#Z4^414KJ@b3x(AOYHsDT-o6_n#EBWxp{?;O)ha>~Utx5N=^SEAVpDR(^gzfvU z4gS=-jiD@^M#@g$zO$_+$2u~UiH0s{knWfR~G($}ar%1$-ahul5 zm0o3KU>N#h)2$f+a_;Xq)F6!sf`D_|m=Ec+5w`S6jQ7v;kUN#>53OzKGX~S(2+}bI zZ4)K%{?Il{u!$5A02}n!N3@FzUgaI79CZ6QhU3ShjuRRec~9GSGwNbwc~WN3+4fjY9b7Vl8FWA{R^R))kC1YBnqxo|)#(S^&GlEFXE(8( zts^&iAo8}l?6sAYjm^khtiI2uGt#!Fd-bFkkd=6Ba{+q{>;ZH~tJ#qNxpH9X_WDbF zXH~RE{mL6gy2{OTEsS_B2vVhr+uhje;F_m~ptK;AdtB)fe7u^ADj6J!cwI_UUUD2* zWbf5G&Qa`69>bi*z|ge4apY2VR>_zp zRR|4SRKbJjpDmeJU;0SZh_x}sFVS&RMi04VIj5aX8GDEAcCj7vBr~y~Z7u!@E7P)A zR}*lt*K`gS&szLHDn*D%&-OI3-U9U`oxYXoVuATI`IvT0>DE52d4%OpqO<$TT*aaf zqPt>vSHI~_(asA<(;MgR;9<$Sbp!ZWr*mkDo|Yxv*%~a2I-1LBAhfC%=c*U5r|uL7 z!CJlz@uSBkYEf3Z(cEx)zE_8^zh`pU__;(;RG)LTs6am0zYg_zxAZze-?Go})gc`0 zXe-4ap>3VmAaRKy*BNkzL#25jDuVVJozC5YRZ-8NA=7al#5oyik|i!xoHlEfC_$7~ ztcQ#BLwuzgcrJ%WpCedDxGW@4Ns$tM3^e@sviWWR&RpwjN-jibV&x#c9p>P{ z0?XRZr!Y<^5wx{(unCK-LHtLJnmOB&#Cwb>!E0kB5VkOS>yJFSow9 zX?7hZAeHadywjBuk*+W(-Yl*VFOUT}--@6yhF z^z1#iJ88WzzCj*Xs~WIZ`3u{?kEhFmqTwvUNlXcP&}C^kgGAW5y2J-s0a=%qhVgF@ zpP5Zw=^Lq5^PG|G!ZZR;Y_yCtr!5@`xcP>5_g&8iqZPfG|+Tvg!C)|~^I28P>F4wr~S-jetQsnQX zfc&H?z<=`Hl=Z~~Z)C-XvC2gEzBJc6188b>b2a~bH68Kwis`0Eddul>Goh?9lv|hr zNBVz{uU;JTUn7P|bc=cIITiV8xJro0G!r9Sq$~X5oc4sSJ?+pRI&K<@<%Ln^ zffpzGS0k_wY~lA5?YF;Gyhh&l_f^J)$liA$ul*5R+I&LP$?kAKZODdYzv9W*bh2aQ!&}CmE>x{y`Ga z$L{s#dVl-k)4zX?CwdoqRKnGKIFMwe(nWsXa-PfmOJWELTwtW$c=NZj0cfe~snx04 GME?)tYnMm> literal 0 HcmV?d00001 diff --git a/img928.png b/img928.png new file mode 100644 index 0000000000000000000000000000000000000000..58ff65a76f62d962b91c3991bb61729e326ce0a8 GIT binary patch literal 469 zcmV;`0V@89P)RHR400001 zbW%=J06^y0W&i*IQ%OWYRCt_YU;qI=1`1+zkIWfM_nL=Ne#Y*(tD;=KzT0SODW2pvW>Kb0T=;KR}uM|No-LH75m*APml+ za+yJ%c7Sp?K#t}BI}6Nb{10_FkjvM_umGkB$hCqb6&RNnk`h=r{)4$}5buK$5`=&x zH3h2s1_xj{fF^K(^#OwO0Zo#@QUJT;xrkp3rpUPqNs^fhNgP9`Evgj9e@KFZfMw|R zQy=`t4KRF99Ds&k6Q&F(3xPvWhk@f2#B?sWB%1>?1g|o{LI|l?YK77tP$gL{Ht;Yo z$f8NU2e}?-6rTc;AqUWmtppJsP{}s9MM!owKxuXdOs_~_3Sj^MHLYSq$a7uT00000 LNkvXXu0mjf^Omn} literal 0 HcmV?d00001 diff --git a/img929.png b/img929.png new file mode 100644 index 0000000000000000000000000000000000000000..ba68ef75d492ec18cb186388f0a2d9a66f7e7b65 GIT binary patch literal 249 zcmeAS@N?(olHy`uVBq!ia0vp^8Xz_cGXn!-+%`sEAjcrUC&YF0=FKZste7)r&V&gQ zT3T8vDk^evauN~}LPA13JUnb{YzzzxR8&+XBqVrvcz~K-MV_7qq!>$r{DK)Ap4~_T za>_kj978JRBquO5^CuKBwj3^)*~se=Wu(B&Z1I|T&Qb9L2RU1pf zSA$;YYa0NwF&Raw06?{%rX+9Zo3UfbXTq)lx$d_;xt&$U8NA$q7}8@Q0E6xlJrT0i zWg$S`3123uaiEk>v6+uu3fBqzEnjXr?st?|a$$%>A~~jRf=;zJWP@;1&x#f+$?%|} zRCVOy;L-PFGJF8( zVrajR(nut7=?|EumCr%vekvRc4+~SY(R}0)BP#LBvhxW+VUNd)chS5Wt%WCKPQ{h= z1!6|DxV6Hu#l^~q7a!#h%n%)V@g-=c0)hVVVDVSc-ugqD><(cqNChXpS%d=^eUH_OWbt<^x|U{u)(36=)(j5qkMX^w>nfbfNaMC*51UF6sds#Pq$gfsPJ$sX0iV)VV-mRvJ+$ zKDC|fC|`>x0;{|vT)4e3niBv_PkJqOGVIM5O8TIexaOMRcKN9TwBLEU43PUR`k3Y82Zyig^kET`(mE$3 zU9eAaZl{y<_)8?fGB^r~1ywq#d~q|s3cLtwv&;m5&NW&74;srzpO(q5D%#_j1y+*C zw?TCpIkIhQelO?X`48-;owP!dcMz-O%8o}EniKePJ@!wWS@{-k$?4_>17|PTdrmE& zYuWELB@p@rWu%8!uuzWvD$Lp+8no%1Sq;SKKEc4b31D?k=xP*hW1q%L0W*|XM+ncl z9V~Z7K;S(2X-xs`%{!iCJvZ9fkGu98g||fLutuy<=?SLceiFFhA!h?kB3MzStTOHA z;FALVl?FOEKdTeF6bD<4QFVlH3HW(AnMR+Li1>#cK35y5LE)6*dJ7N2if~+xnZfZ^ zu3Qd9Hl9hYW*UF>bL5Z!G9DH8+sI#QAL0Z z^`mw27CY}%G+YxuQwRL}khqooh$4P~5@h!o%)^jG%sRrUJg1HbhgC_=)>T-j5?q;a zk`!1MqhwflNE#~~cM~Y^s8-^*U+SFskpUmNnK>x;esZ(B>NrNq2i#X3Gon@mNK0i< z?c;Y?Y$v%d$sUd$o=v$QEAVocIc)OO`bItV;y&I=VQs0RQb_4~21j<=GblYK7pO?+ zEMdE@)ly5`oa60(l<#j-Nd7I-<|*aPY^p_!3{9dN4trY!*6?UV{$wTF4x?s$pfjPc zNyB2s8S%plm9TC13#4#fL8GBb-LicaX|(Kgz6XBu>#5#=0jI; zdZ!bncU&oWpb$YmZxQ=Ytcc9{6DbI&2t9(k@{aJmMaB40T};3*iubee(-4rS>J7sJtH};|hqDinQL|zl&H5Xl<(WX1dQWakhb#NZPXwxKYY>ST9i45SB=(qO z&JFMY5mBDdx9^LP%U`)1U5V0D0EN_bT(piqQ&1heQyUR0SHF^;R!PQT1r&`a{w6lj zDjgi&nZ_FM!C^5O@EM4_-09ht<<`~@t~**B(h;fvI3@{*zeT@vn3lm2JpYKT@gwx#1x><;n0yipf^iD_a$sE%o?6EbDWK z4>ZAU2zJ}QC%`I?xq53|^g0iO{;*hvZIgflorm>|KGsaz+=?hFDXQpp6Hbrd4C@CwKZQEGE1Fk3-hw0pEDY5fn~D=D0r0t-%gcUDL{_% zd5H16PT~Ar&Qd`2O^*A;I~LCX;+!G(m5i|AtT9dN+rD^XA7_R3`IcBwX~9ctfMcB6 zQTx0z@_}upP7eY%zkI&Q7bzf({zNS^k)iT!fwX7dBdPTGKzQN|!Ef}qJR-_Ir;&Mq zI(cTcTsT*3QZ@W`K;*e~x)L)s^R< z^9k5mXT1(<i!712n@>#-#n5O>o^n_yW46QwRuY$FQ zo9AYz47}|8Nzd}FB87|;h8a{V>}NIok!bZ^0N)?T8s)kN3MUk0i;Fs1 zSdpnx5(mg7ACJ=~cq&#hfGTHYs)Ebahs_}QZ9@rFD-sk#>|;0V9XC; zs_M%Fmn0yY(rUdag|qQZ~ukst8L zRKWm-BYD}R7Z(kh1df4=23F|ceYyHu<=k}Qo4U#ZiWAv~gg9!m=m^R%5tHZ6$c)l> zFx#Qxfi?~6>)A*nE}GKQulejs)kFo)hS|Fwejjq~cRHi`ikc_lNQf)uukd^xpk`on z_gBw$s0l9o##{T^nE6uh@oDh6M?J#0=9ZCL&E>vAb2(Q*?lYP!45k;v_m^qMYx(zzP@e2G;fMTq;6orH7fLY3 z(90Y+|7Gx3Gz*Kfc|a|>V<6*eD&rB+&)SRky%dN5HeZayBgwoU?HAp3Fg*7*pdG6# z|0x9fNByIa>#Z4CgbqN82e|dkOXl!DIwfG%V$=?WaOQop1intcYbrNmj~84^h#~Wg zZFaa^*jd_hJ2(Ca2z3TFc5*WH^ouPF(hr$>W{f=WYC89V;iGmoG^mb65lnN zl(=P%_9^`yT!}}QG{2j^_6xzcJ_7>;K2jzLWMO=GAk@LfD3nfgV-*2dbRIWRk#gqO{?O1m*OaJwW@`Z3nz7@3M)zLe+D2JxkSLCr_(LlWZ zBKO@du(v|}#Jq@Y)8d!;>G-p_w$$mPOCn%{DFnRxQdYb0toa7SGIvK@5o?tRpPMQV zniB1mW$BWL)XMSR4;}~AbBQn_o1u9F@(^g6 zyzWP*DRqNYVdFLEMCCq_-(KE+7suH^&=)4^-|MtM4wSm2-m=_!js-7pDxbJj!&v}q zR`19k{^!870FFeKqb0UE%#Qmj{R$cibdf6s+9CnzyecVHt-MHE{2isqV<~}>t$_+Z zCkLG*t3vE4yG-SD>^El#jKj@5ix-xL<-BL(emXjxG)E1YIV_rOooL5*h-0%mi&@L# zq~6en&eK0Ei!3?7+1fSygV?)@9iY*W`SjH(ss{|!?;zifyu9uSjt5S4q53M6zX{5P znKQh+mujdn@zK^!{9g$9eYjGfGwQw3$=Z<-b(v^VwBZEk=USC5?SWnrkLIWA`2x)T zm^LiR$18zHU6dI{_caDHHNry2C59WBahq^s}LVIYlk>PB%w-UD>hcG25Tyx$~iA&o?j zw6!U@p{1%x(N`<4I0N2>LrWfu&EPjl#{)|WJY`Qz7q0Y~V45buv=IB7!k@f=r zHr3-vvAp39H{;uE__-SLd7o8@psB)Rn`wl}3ZEdEtp7WP^3%&mIgAK?$^UJl!?p@} zV8s2DgPr)c9E$)BdVtb$uBjzd?xmB9=ueuy>7K)RWifnI={Uk#*1G{&%idU*!Xjs@ zbuuv9`}xiYb5X#8;MoQRXL&385>h;^zUcxW>P2s4xq;fNL@pG7oZEPHQHcIQKzTVE zb@!UBE@Wj#+KIc#@XK zdyiq;I(qYN+M~~cf}S^C^KK)S_rj;gUFqNXIBl)VLiw2MxaF7#4eHE#Hz-gelnc}B zEaXKSBMw8o<@i{Hem1!wpC>FH*C0KVIv=57KKQfAXKk2WfC5jjP zlPl5r`+8f4d4^RQ_BdE;o$Xi`>H{x#amXE7dTzvGy+r`H2gg5I|AH#YeinLieif#Kd~LmDjMKAbO;D-Ed) zY4a`BN)iTEmPhaI9TxX%fLEXUCuGGt#^V&U;GfncmGxh@|KS(t`NPlN<%D=h78XCu zfz56cv}IPS5ThE=-N2f0q?Q{^sI!fhhUT(`MOYAum5oMR)-;_RD*HV9f}pkb6?6CO zU`iWl|J^ywR&i_6G;NVB9o=4spJL%gmzMf5_5yNiQa_@bctm%(O*zG!uqgFw)CJ@* zF|N(xg1Q426o=>c`^;+x8P05M9!xTGf?JwWpJ`DRWuZ-Nl@!O&Lj+yP`l2dN(<)iF z7ZMnBfl@1Ih9m{NnB09hQmc|&J2P&=knr#e>tZufP1^7+Y%PdwDrjw~QfXB%jp9viq(E*q%?+XPTx{J{ Ty1e(_w-=zMtgTd`U>)`!{gqk7 literal 0 HcmV?d00001 diff --git a/img930.png b/img930.png new file mode 100644 index 0000000000000000000000000000000000000000..eb8677dba8da0ec701ac844825969c1a2836ff78 GIT binary patch literal 273 zcmeAS@N?(olHy`uVBq!ia0vp^1|T*IGXn!-*7*a0Ab|j%5ZBF{H?LT+V$Pg76DCY( zX=$mbsL095Nk~Wt2?_D=@UXG5F)%PtQBjeQkl^9r0cv^`d3qj@Vk`;r3ubV5b|VeQ z>GyPT45^rtoWRiBolwNctjsL3fzfa|JF}JnLsA^a=fi9!JH@#Vh@5Bn$;Q^k&BOEm ze|^G^19ul3a8P;B*?wU!*XM>5rk2GUq%uT|nVIkZ|IaSL@}xmVZ^b9OM$sd)d}KJ@ zrCBg+d-4Cjy+a=RVVlL-JjM=2{Q*~M6B70uJ#c_OWuw2t#1{!?1b?$#VQ2Veue|-$ T-ar+g(-=Hm{an^LB{Ts58Cqbq literal 0 HcmV?d00001 diff --git a/img931.png b/img931.png new file mode 100644 index 0000000000000000000000000000000000000000..7662ea5cacbfa5612589bd8f86b4365160a64e84 GIT binary patch literal 1056 zcmV+*1mF9KP)RHR400001 zbW%=J06^y0W&i*Ko=HSORCt`_R=sZ2KoI^MJGSFHpRYnR5I+DyrVAj1B`7E;PT~Qu zL>}N;8e)(@C`idY0kUWi6_I!VuA$}%A|V=%&>$$XQX~i>(Xq4ZUGJS8jz5WlQO-O2 zd3JVYXTEiSn)v(|N$pdfV4{R^q|*a3tG-5yEtYd>0ZEIo(SS{Phyozr^b2V*M_h^{ z@)GWnEn;7}ZkCQ*fv%WE7>O~&7=C;1PCu5MQn#c#C5&mcC>Xq)rP$(FA)s&B!QnVe z62plMKBvc|E`URC`0)-<87d|G7K4W8g*)=-NWXWRJ)$XV zjGTbf`LnE!7E#J2sp|^M%!4U2yHI-n9H_(If{^IK?|?X zBJt*ik_+d*mBrr>uWGTLBog||BAgf^E=%ysAmX4rp?s)U=KNO>Y?nZ1eNojkLGpqH z6Snpm$<4?+0l#Y;emlX*1 z-fl*Ddhu4=_gaIg+oz0et3pVX{T5eXSr(&H7if!Ls8$2<8}EXjmWrriSk|#n=3RYg zk%G?%y($$IvTAXI&qC*=!Upz(iH(PrqYX=MnbI@5bwetbkK5H|2JJ}~rHVsQE;?To z`a~Ripv0@2na=RS4X=%--oh`0xwXNMr z25V$2BZHuK?E#PJ9o8(yNw7?)^=RRhOQzQ7@@d1_OU|%EK6c{DL7QkdlDf;Y+~KPG z{5_wFuNVKUrMRDo*G#+|&ZK#>9G%<%hp_wBz@rQ9Yxjh7mU1*qtS7?M$-_%L(|fZg zp$@{FG#e?@*VbOzXlR*%9br_W+;rOdKNaWYi+LuROS4zY##1>K6?9%a#XUDgB_#%z z+;sX?d81Yhw_@N;R5H1QyGJ`C)|{MtHt~{5xR0^lb^4rACYNxc?yN)PAs;&m-6bTe zs6?9)jU=TiE=6@`Dl%^{gKH|`L43?l?3^fNa0ypxhoGG`Y|i00009P literal 0 HcmV?d00001 diff --git a/img932.png b/img932.png new file mode 100644 index 0000000000000000000000000000000000000000..5b52a1eef945f61db5210431fdc2d141498b66cf GIT binary patch literal 1132 zcmV-y1e5!TP)090000mP)t-sv$M0P zsHmKroRE-^goK26czA4VY+ztuR8&+*NJu<9JTNdYBqSsl7#Iu;3;+NC>RHR400001 zbW%=J06^y0W&i*K>PbXFRCt{2SiNf$K@@*?yVcPzxX2e7yO+ z-@JYM=3@`QlrAksA#0BzK@f%XSeYn2fL66ZK`9DSxf4CHYb)kS)&bZHM&R;kVy4YB zx=1t{il;q5WC=p47lQ`_1cjOkpJ?IhUPu;xjqzbbb?O)`Qr7%fDi36YGX`f9M4*={ zSTkS|DBcDSeY?hsc71e8>CmF*Cq;LaPLyU6py$gWlOaV4;E=oVGGFBiGtO$LOB z?m})DIXUe*Sl&UHQ*XlVsxjin=Im@eHDip3FU{e3#~AT4ljs(hIsvCdo)dNkg_%2+xG(Y;9{|JJL$}vBx_Q(49AcYy0CL3g*XQ$ksi|p zgIKAmwyrQyW8Ei|sHZCegebKjVs?|wHs5f%ycLz0eHdiq(i4y@Tw$7yNkr_xy`+pp z=APr0CsoVXz9x3e)4usQC>r>kEWwASz}%$B=H-m=wI*JVx$(v1*Hm+ZJ|6V(iDS{o zv~i!Ls=nLNUC_rL&M6P4iXHU7{83qXZ3SCzJoz2=hwfWV)B5_eYk}336W+j;-*G5I z_a{?M9z7zi1a%HcFmLl(HBOV}{p%;n&daI!ordBA8ll;CWZ{qugVWXykd+8@rEs|#rb{@pL#tLF&cSiG3uly1EyJM+(J7OQ=C~KB zI!l-?&9r_TA^LzIXuuw+DodCyp;gu?MA+M;fH_rV3Bw?E4$T2gu$;|Qv|x)=-vvNW zS;CAtD0obVS<944qO`)}MYtDBs-MB0k_&UnD*v+tF)uc#_lyXRAJEi(TmeeNe-oCl ziSRp7=IUx8N;Y+Kv^efa^wFb=E912WM70000183Ign!z;1lAydGqEKD^|>zGiSnt z2`w!x6%`dZIXMXl2_YdN9v&VxHZ}$Z1}Z8l5)u+TJUl>6uOd&+15%77L4Lsu4$p3+ z0XZ){T^vIy<|HRHG;#9Gc)%!Nyoh^~iGe{uLZA??DHKNK3Q)K+y%!0uLrNoJmbe_;KLCiYLbo{Qqy?yhwvt zJb;y1-zM?xln=CBa*?enrXs=^n@2|stw=&H$GrsW{y52%vKbP0 Hl+XkKfZK!K literal 0 HcmV?d00001 diff --git a/img934.png b/img934.png new file mode 100644 index 0000000000000000000000000000000000000000..835c4b49e7d13a48d7f95856d9b7baa21fb45207 GIT binary patch literal 589 zcmV-T0QM|0000mP)t-sv$M0P zsHmKroRE-^goK26czA4VY+ztuR8&+*NJu<9JTNdYBqSsl7#Iu;3;+NC>RHR400001 zbW%=J06^y0W&i*I%Sl8*RCt`#R6R<>Koov!ViL32q_t5zfXLbjHUTXxwg`BDog27E z2!b|(<^&S(00z9kT3EY{y==AEm`WRAoWEoynQXF%2!60LZ@%|4@8!K&00lD$=#~Ly zpt2u<1|ua)AJ8N?la_(YbbZ~Nfa_cboJMttfTYllI44U_9CC6PQo$aEkmY5N0u#Pr z1@vsvMXf9DxO6#?Cxn47lDZW+h%6R&7KB`!Ez(!1kcFb*3?5)j4IBPAp&HmX*=SU- zE>>}qGY|Azw^v}xsviqQo>OjO z0P!{*)_FdNY-D`wLO-d@t69l+XSK2#_^MLEg)jS6pUSj`?tyMrqXjR&03 z)$L63k8rM2qpzrV$vSqydDFhIk%1M;qZ5u06I}A>U!WKn#Xcs>g*^MJNnUd}y@JPg zOagAHA>4@Y)8jqG!K2-$&wMUy0)?{>=jm@+yTL9d{6tA{(n}~mI3hJ%)(b8WFX8R5 zncrL%=-@swm^4mwg$9q2G@RHR400001 zbW%=J06^y0W&i*It4TybRCt`_Qa?+>P!Rt$O_NxfCX?dS?k?>tg;2UU2=N05`2<@0 z0u9BXgSMT-MeHPw4&vO8&_P6SFpI8zMUWP)&wELu{THD{T>O#Td-v|{-S6HVFoifL zQPJT{8$z%aLn6uujR8l&Haj}XOBv{f+=d$&^)nPAL#z^T(>+sbBUW=g2HP-zO~ep3Qt{u9foYa7Q8FB?2Bvb;Fc_+4Ps$5ZnQ}RE z89Lv6n+7pAmnr(cLhHI?+WJR1(o=PWj0tzul*VVjjqS-h$M&^gNzz|jJDY4xfu`yF z4wcsjG@g^3Uu_K?l^6QJ3sO&w7UY)bwPwxIpz-KIH~o#6CPQo(au|QR1DyKDFX&=)=dO?_zNd*w4r00000NkvXXu0mjfLZa-* literal 0 HcmV?d00001 diff --git a/img936.png b/img936.png new file mode 100644 index 0000000000000000000000000000000000000000..b8caa3597e237b7ecf71ce6db0b8ddae0cfe08ee GIT binary patch literal 8226 zcmV+-Al=`IP)N5Q};%K!Ipg zR}_^M;Hjs+^{sDpUvW;($;Tv_e4Tq*_V+xy+}@jynM^X7OeV=fA{iUbHzJy6QCyGE z{$u44fT~mu+4e(u1WYO=1R(GukVm+DNdXCpU6qIW&DT6mTZ?#Ok9qpUJvpJQ8&FMT z(yl&JIXC*>-QOexXr9<@porZUSbC{8Ar$FvfsJT0DQf3FB?F|j{B?d(b>@^sRoxm)_Q)(j_PZTQr#;&pF?>h zAOyPqg@i=SjbEMxGJull4i3Xv%I9F=eDLNu#ZC9eP^VrwHGY6!ut^uV51f8;zh3By z!$Psna~a^|QE-wnX%8;Gt~%Uf|{m7eW9Ry*_ZM zvni9l(sbZ=d4g3T0sf*|KZympzGK>nY4+nM5{Ln z^*xzK0^Yt8w3ST@FFcu)v^7DuSJ4;A)G0M$hX86xq2=%sV9_QZ!v-CZhk}5qRC18h zY#9izn6!qh$BozXUmcrR!sXrHXMZDpW3`;-p7KqBKATa^b*8u=aq)WZ zS^u+;;-5_b3n^lAY>-^xU+n8x0{mf3v?eoa?+0`g7zrtDxj6ktFGvUgXE@s#Ch0*u zJo1KgP7gIks|4@}kB)oU_=-aBl^gybgeds3Arn&Lm9y$1(fKFS<|wOvPEDh^&U5?_ zsi-xnf&J4jx`oeC(VBuLe-=W_%oXs9R+gtQM+xl%5IfOYlw8gq4Eu0lH8q$?qb9iK)-tT`B6aBX{IiKuAuk@T z;^rU!xAJsPmw#v49_Pc~ z8SXSXc7my4Qf)ue;EOF_ldBc7OCXS=fCEcp4BOHM43BHJDUfEZ>my&8s{JXB&;EHFA|UP1^VO=~>4vq{&I>!-HfWpdel z@yY7R3FF429BkXX|J#VFmZtKfi#Lli)7n+5zl~KAcdtz7IXIYR^=j=Yfx(ZlXy<{} zW8Q9%saNT9Q?~us{m?g7hMJ(mF|-PMklK#Tn6o>^$jVQtpzV(eZdQIu1;!Q}jr<+B z1i7YlHlvTRx5-m&x2e6OeKm1*GR$gsR7UE_GTrH|#DH~?rDEvyizM|(mO2Iyw)(~u zIoIEkQ%gFIP9`x`J*cv-6gR+*5IfkdQCc=83SpiE)2#QW!F}R|d*auGwFWah1}IZT z1xVyYXq&+#q?K|?7`z;vJUxH+0{DFX%gqbNi3gcNo|-ZyWXRxU_v95W0Gw~_zcm-7 zpwIG0Arau`=z8n&Rabr$j^jF+(X??=>|M^Q-+_bI;lu99i15PeBfL${=G`qc_S2)@ zLMU`8GY~pOo*$1pRf#5iymVSCH6kSlA!SLtavU@-LuZieSkD-Q8dUALA;x}s2uE^~ zHUq~U`!->8V7_PFCN@Ow<)`&rmW5JQV=$&uL9zai|NhDV; zj6N20SLW0#0db3k@5jpA#JzArZ4mkq`L$DBWu8wC7Qs$E_POw(DAtcu2d>JD_jW8m z7&c7qq@aa36DJd@PBz|o-!jIsEi=0m!Pw(bG>pL=Bfbdn4c#%BK7tH8XJ(Rnn2rd4eHwNthFGppk?- zQy-nIw)7Mdc-u##J2!FUm=_r$6OoxTr*JEZAa*TQtsl&)Drqy*9&2GG`B2{`(_=`o zt=C+lO2W4Zj5q#>_~D1txgeHas^w9gHD6$^Bcx<?^b2~~1-Y=*#oPcId|D#aL6DDXvyBcK~EdO?h-p!92^8bbAU`IT@l zUIW@SUHy`-PjvGF|7@bu$$CMo*{uMh#&_dGDfE`wLnDPYDuhITGGWkT-onh8AamZ2 zv`vJ9l(ksQh|%duaC7zT&amAospRq00LKg@DH;B6{m!%+D=x@}btUI+Kq86lE--$p zv)#eQ#xT4XIzF{tUjIVHb){Byn49$ZEK*+O1^)*06>8P}$r#2pc_p4)|5!%3P5onh z47ZmnBwVeN55ZzZ5bk6E%BQUT{wE+HlukCLesZ>{@Ptm@B;J)A?uAnA6TcKVyzeKW4HdB!z<5~hM(W-smgY52;g6z zimx6>k`{N7u(fThSi+^&f_n>%yPr&qSXfJ3|8Jf$T159yaY{1uCx!GRO*XBFJ#o{D zsZ^_RNVHL`qVKhZq=iLNs&+w_p4d@YaTz|8$#pE`B79F zh6vKw|2!oZ9g5HKjsB>@g33|%Oyb4YS2c@EMAdVA-!8w_EG`v!=lDzh!Xwr&&`MilA*D4rK zrKlj8*j!o1acXw77pvprzHk8hZ?SWYUn|rSo?mLZfZN}95wtCdct;DS4A+hJi>x;C7LI&MynrJBglDjQ1wJxb+>at=`9UUVP10 z)_x0k_XH}B|EQn8RC)5x2^J%K&sB{BU7;|`x+7+k3sG*()+GIxoRfZhX!npfNPg&p zgjNPwM?Gk7K-jey$}780EhAwcSM6gV--Y#e7R+pESAX&n@8eW_0pNS{(VbDU8_+JM zKlH1}4C-a$o-##PcZ=F^vj5Mw_*)(V@ap7d>#;-?tvK1a#_CuV0R1+@YhWchKRb1o z8d+5)b3{SvoRUQ@m2WtZb3Fd?e$|CQb|k+)0IqxCQgWeNElX5XCMg8-TDTEA*F&@X zWsvt{6GL+>-SV2x(bBMrLUW8zNk_TtTPCxqk6i41jaGPypE&_#d)6)2qQP}YMx$o<5=AO{fs&>p!S;?r~vQb#-gMVQu zyRZ|BGATsw2lyZju`Y=Cz_xMHed*R>%yT2g;LjdN>fAVx0M5>z;r;jR|5NFyedM+V zfaE&ybgYK>Oo>5~ZzS+tlgl!BYqbI-dMDRVucy|5&ST=otLFfoil@UDnp_x+B&p9} zVyRc?Q)MC;Ap2t%z$?vru~bgcH5`o?dp@m6{RBw>cw&FM1g-eW!5R~N-GMnKfv{y@ z)4B+P+asmgIWNY&x<5IooP@ETGS639#4MGN>l8PF-*u}!)7Q(T!L>lVebw@29PP{H zVDzj(D-Tr)a_kGw?lV009Y*Q_zHn$UoQ2|5M?Kc(@l(5@Ht(;o$qnA6n#=UyN zwJkTzgob^&grGufm0@0!AG5r%Qojlf+m?W3Uv@f~+#*%=XEJ20A&Fun@rg>|W5%^F zBQaMc4Bd{QV+G<(vMqtwyf&(mgt7$|V1+i;_K$HUX|+Zd=642J+AlK6Z&?LHA7htk zq%#>a)#22vC>ths0TJw){37dcH2C=$HCNuR1S)U(==);P#EBKhlh@t9(&PFXgb##K zxx(??gz1^7{2X7>y9w1%+2S+y_#$N|R~^n!eY1CcZ$Q+KTyf%*0+pwi9xAQ=lEUI; zvLVwVnqUJkx|aXEU>1|!!X*7Uy+#25FM&T_68rmJW-?mRPbGs+A%$nFrVmfnpYGV% z`(uZ&`Rg7SAgN?IE;>pi(5>=6kJr3N<*n`u+W&-iuW_)T7H@4MVFgEBN@I&}K>udi z`yagnprd=|82gX6zLM(~YR^4WSoFzCnW&I2UIYL81;d+Ze;JMO@iTx!Jf_#k6$1!t z2z|#fp0-P8KKo|HDC6rZ;4MOTr?+8770W1HdarM{b}v;5?)xv zFm2}Ol!P3M&>*a<NGtt(0IrJAY=L?niP8?$1JeYa$_$yC(aJRv%$zOIbEF~o4{ z1|hmLymZlZbtUJGp`u|Ecw?xx+ULZMmOTZxm~7kKdN0ZAQ_tM~3k4}wpN*}%2zZ6ldFzRmhk9eKBzaj%oeXwtyxH;wGlN}8gGHssz@)h(VCT< z_c?p-iO^O<&6eM^4WoIOYgJU;d+fqvkM+#dthYgt7JRm)6sSHo3p8cLZzoGpJDN86dEJsqTnreaXR3bANJ8(M)hVRP^11CiYkxFy4SDr(+UMnD1GX z(J~Py%rm@2!)7v8*zb(w`(dWyBCXqGzRSZ4T5cVBP9x{t zw=kva;RDEj!;XmXO$_?2k81CVu8)NQ^L<ivj%o6Lg!~#ChpMA!gcFH#d5sSbOo|HcWrWq|+ z-lj3}jGR>yp|M!%_%BuVwR=M+LyA~V4==a&xU26_0BoF68$TLT$wb*`sTiwMElSy?iP+4+x5Mkz(_H|- zm&50~0KR-b$LiO;P0RrWVyPQHRWo>e`pB-@$W>yq(Onc|mUT8KsH+lYO{5>mbIW+fyDraFrQC|h$&e@(^B$`CPWi^Bz#SA!QJ{O(b5_lc zY~4k{B%P&jZ*RI2>y|qx7`9kEtX1QF|7^( zj4yNXvd&#F)vmD->fS+QUPzFYsr#pUbSa^L*=sVtSW-zZj19_Nx8y}C&s{EFv1C}i z>xq03xb5F?y+?BKh$Z#*jq=@%{8heEoN0S=^PXU6vGDtn-WElimfVPK1&`kYi;NNr zmtePh7N~}j(P9(9rhm3_p)RataYd&pXxy4PnUb0BfFbTgW{~RTC%*$0O!*!?%)88K zo^o--5+^jsa5kU$26AZS#b9Rbayh$n1D~Cn-Q!N!aEe?$b6;4BQ4`zd&ZKv=En>1i z`aT@i(i(5f_3gtSPw?ds0G{uvOjbZr#Opp^W$b}zx7QZ}y%6xcTrM*nT$zKy#iA>3`yqpC^}0pBS4ac%N~}p;wR!tdBuoy?bb; zzIo9dZB*~CjCrnp?-ZB7=La`0#=;CG7Th*T@dQq!>G&I+{gYIJ;xPO9Jz?j4aO@^} ze|e6_*rrQRQo%omudi26_l6&gN2$C!hZFdla+)T`$6a1dUlx>VOmO(vqvhM>E}c>n zi+=%-PIQJ^$krq&8LBV08ks?(67xJqHD}u^l`^kCwd5JmCe1Uxs!94%GHcD~ed+Cz zzv3V{omKA(9i+$~DbqZbo=2Q#;-42(_#Pc2F?Z_oAc+SYXBOMni-nX5<3%|yN*=Ck zUjY$eIWM{Rf?W#-x@Ti_PJ?V^eTnyDhQ9QzfdBJ>ZXhBBRd(fwB*$_W5+j*I?<97jk= zl$ZLT?-L}ImXO*yN|6_ZY!+DF0(GH{mfT$jOfbP4kfsogiP8RwS75p#%T_F7O)t0J z0;ebETTh=ksbY?O4@n(n(zON*^n@vNIZc*}z@TM#5nN-KjKZII3+!CKdvx~Z#M#wc zj?n^f!eYndW&>M3I>jWX{RETb`IbUJ8l~On51Z*E$Zn0UC*HsQ1mNA9H^AzhQ}!}I zt5Gs=7vy1Mm@|ey1<cLBRVHRVJ}Tuu1IY3k+uo^bz^~{4)R?Uhh3S{rk|lAahV+ zA^Y_1iNk`DPKY1sR?!G-8B!0M(dB*oq3+B*JfwbKf~Ka1K-w(`GS}v&bS&yJ<`;Xs zJS0X7iH~1|UGf-%$GHta>i=-CH0G6R61f9V zjXHi#882f(MlNaRiDKEO&p#qOIl4)^5~-SSBxKf>XNyK#0{V!YKg95FMT#XR*yc{b z@(vA?wwRTZe<{VVe|jfmBbzLuROg(FWR?JgG&JnYk$TcQ2HG{UW-K+&wno~lg~K;v z!?0Nu3Emg|U{?Y$W7@FGazQR9tH>sC#hkXhE~AZHET=5Y@J!)4jKDnmo~e8ZSLH*^-%P;gvRw8OiSB3{ z{uy5_bApFZI$&QYm7g+wcUGY$7q+WX!RxZr9Q!GNDkcqcS~wuQVRXJ)4k{nQvyQ zYuz$yB1)9jhqXhG6DvI@Wn>kOn5v0f$)rvj&hm7X8|+$(MymUl?J8QO)LQAcV7?R! z+W@K7c~ZAvnJ%~?L6~q4Qq+-4Ylf@%;Abn9PAn#m z)Ir>Iv}U-xeA~X6laR=B`FG;zdLd?MfDP!Bn4=QPN6gIU7Wa7QtU6*pw-D#li?nxp z9?Qt9b~$1r1RkL(V!S<%1vSk7B()L?C4+oLHqEAZUM)fhLMZbZEZTiy6|YE|>wRMI zGBh)(#GaZ?+pL~Fe7wvfIezG|{iKICCvb0`D=aQ5bpCtV24#p{)E;clSylj3fs z5=%l=L7^lQJYHz5XQi(}9?;!~+{;u#A2P5nM7Hli4p7J?Kl7sLhPj5F`dU_vIaMMzhW7f}6WTKgPK!wEo+y zcp~c-0>P!sY|qX+#wR5m6Pxc)f&cN` z^jkJk-r%N+$jmIdm!@wMADf=HR6=hWC;I`*wx$Zi(uG+j_MVBL~-L_h#?m|`#q*P8cnk#=ft-UwDfV4bOQ?cj(d%upq@Q0u;s0G)S6C|t1wn5w0$Tbv^@ zzQ034;fuw?SUqlQ-8b5p%!$Ak3%xk0#%;Z8V4IRT5mLlrGgy_~insGNq;e{xiN#>D zF26M|O>RcyWJnduz-VoL>)vJEh{(y1E*7+LM%KP!d@6@&8>C0Rz#G;uCnRlD&JS5) znf(EaIn%~MrdTjz$;^|gG~|l~=}`^sF*967Ib~Iy4eX2VFRYZCRy|yMv};>7e=8t#6{p$Z|iBZON8o*^(PQXJ>U1Te`k}baj1oC3zIO@J3rnI*WRn z9+Ch6;K|=Ip}^fiQq%{8B_RO*@~!z!uxQKqQUr7C5; z0RU3|o>YG17ZsGhFMK8PRNwHbB-{@bMG=Nj1+j#v_D1A9A)#0e$19a2#{akFuZs6e zG6#%8uND*!_p254D33%1#@CDX28=rb7zA`HMQg^yYdB*;)QifKLD2Lvp-)x%N=o|(5&-xhOMXHL4gZfz zB0=2A1iZ4?N}K@CXFwuBWD&fmIEH=UJdE^fwmVer$i#Xr1}9732pZx-KkPBxBaxDd z0tBV+L>)Ai0Qv7k{j*w#x@YxQi+N{d2Y~5-)Z=ZrzOqM^bfPTb2q?ke7I}xtOG^=a zgD7&m{(|~b^x7xZjTF>Q0T8xe1i%^(Oqo0|JRpFw$v^>YVUOvSmEQhDy?vA^q(Z64 zDa*_7mvL``CFPv5yhm1aoH%+f_)&ous5?Uqd(Mo+j5iq>WNOyu+R3$+HD;Ph+QN$a zTT6F$)uf~QgcPJo<&(E5&)Ul835iB7L_PthiLdJ zOENE_je`M zlH-H;J9$5oQzMNlP^4AnvZ&pOzg|?Isnd>AVWFyhKne|V#Wu4}sF>yzFWMv$Nb=#G zo)XN+UAC^Igz`vJnd2g!ft=}Not^flkY55>fBbK?RP1pE2I>cDs*$$^ ze>r1?fJgZ}Vd$R%!j_6qkl|>#q98b2;1^*rB<}tqKJkY=)O%f$JYq%>jo$AXdjf>A z$}s+ZC#xrY?uQgK4s>Zlo6n9Y+Jv6z>7fIcl8K(_$rzkWVz5yrew;1<;MMuMjUg7N z14xjI4z$`dQ#Y4RmlO||lpQ-PxKP{yVo{W0hpE#}C?0no&-eW=z>)%cKv|}eL@H7h zI&WG$rrD3@^b&XiUNAcf#V?GK@FNrqscHwn6_L-xs0goAN5e8@XpLu9iX8#{yrpKirM_!vz_N0r<1J8cFzc*1;UrlJ3Ka!E2R@fQ44}m8@Yz!!6#ya-ka+zhM8 zaGMyWZZbsh-|Dtu?d<2?#HV}m8(a*4XEd73k@(D?QXmSZo|?$?zQMIsuyIV$$s~q0 zWttM;QQ^8aWx4=xu5ewOGM!T3x59OO%MF=yCPf}RnI^!jX>XS>Xdpir^)FcEI+Y~wVo7D2eUk}1run7Opj0aVx+i}XG;i4tRAu5KD zng{}ZFf*PSAUiZ-gO&hL{JbAskk3E{JzUW7;0wuu|S=MKV(s!FoSwdJUZic!HP0#@2+ z4a8@D3xl9y>QP7Fs)?CeD}+W%x0U5+l(C=-9KVUwOoOjRpe?V>mbW4%o79;Uqj8>j zB#0eKVza3}*;fETlYyT|4oj#6p&1B@Xg+bl8YMB*)QCzRvTkUD)uUjSmP(CIOM{Ei z#FAU3r6QXeYN>d&I-l&)Qh`lcxdf>5$ucdqA8%69lWkfOpRc6|r4p^vQf!;#SN0Hv zf_bt}OGzf?c+d)&RA8Z&Vm3|uu~|7%*r=sgO)U;x%C$O+UQn_q?{Z=mRw@a26ZhDJ z1gfhz0|318a%Zw={<5rCZ~ZB6gNPyKNNpe3Q-E&VSbrV-aZo)gyM7s zP(nezUgGfR-w#~BJ6#Qbp}5wuuy{gqUE_0Ex6d}zyev{~x@J=_#9&I+aQS5c$XIZS zvZ}fcg=^1tYzGt|>5BB`M+*QHURD|#VNIa%G&DPOggl${%=#)oEtEn@JJP5^cnU$HVy=IDCFb!YcOx0CzW-9RaL65%R@3%JhO}^-s2X)=?eIEIaqz$jRSd=FDn#(Ww!kA&_GAx7t;6|=+W2J0{?wq0r*b# z=M(^b5y1ET;e0nfM`*u*^589F;{oaQKcF=#$+q!zW%Gil>2@9=B=&*IDl0$Bzz*N0 zO(=BS$#Z-4%1NQuzmX}x_~_;@Ar5Mn`D&&!)gsgrH|obO@|UKI#Cj zrxQX?-OH}w)FcF_CLuUA3BjpJ2u@8xP|4(#+7ahofcUGJE9!kGm1!>KmO{f|K5r(qzHS+9Amyqu&X&ak7870B*^bkAHj;r|n1Q z?OsKDvel`Hk=w*U7mDI7=vbAq$v-9hYP^4cAMS(TZx>IRTyKX5)oKz~640`uTARnZ zI>Ge}z}24h{aTH>gw>22!M zlO0-OtEoYYON-C}E9?@$V^d=-1zPlEjh0$llUK)DP!^-)THYf zHrA6pO^(SXZEL4B)00I_j-jR|P0sU>Svsw$x-BA;?g6O$RO%*#u!>B27s3vZ<4`j? z*+eG2Z1PaxlR72rB2!UKO`QSO5S1FNB9mS=1wnBK8&y(RMy8gRRaY<0E;3n~YGE6h z+E$aQD{dK?T3>x$3D%Lx(ne<+nOawqN~^PvOgS~#(&p?VQ>3OlLjD;RB!z`!iqv#K zujg&mAb;2PktrUhd;IZLW1uOEKz98#8_5*grrlp>*2rfenIbmL=7T?m1&Lu(Xg5Wu zrlTXnVkEGI(gj%OURp^e+tg%dle0}twrVM(rbhd$cpgxNFcY#Ot~P=#ez9u1`{j^Kp)T3oqh28B;M?2 zy2R)Lz}qBM+zXm%NlwX(y^Rzg;y$F41{ixA#p&|cr3CAbz%?ky_RbT4;cAHS630OH zSvN~+$}gy%`$c$G3@VkCy+5tIdpxJ)aJ9hB_qdvYKU{s?BLJQFL;n`Jn`kMHB9n+& zwFgv3O_FV>?AqLjX7)8o(6QArv{jZIXmR1tuKPcBZMLZipy|FLu*TucsL2k2fXu!j zw&XkKURJEx0g4b>-}7~f*5Bz=W*kruN;>S_>S5QbZwzX|W*9kS)nwDYYXnw>=-OtJ z>MS2h;vL1TfSrvl0yVYMZwYxd+0*JmkAT{usQjjo+KX4-#xGvJ&Js&*pBEm2#;XBP zlaZ(dEpG~`h{Op807_}wn?l|t#jgngaCQ0;{SbZKE}N7$g#?gYHIj-1q#EGhCO+Dt z1i*r>0RXf4LHM=)y)$)0ts-S)V+BdfUPJM@io!T90i79S6`me{u91(>yAtrk6L zX>tJU&=afC>Clt%dNQn4yUgo}ZJRXcNmG*x%Q7A(U~hlixY%ZIDJ2;1@7Qc=+U%59 zCgNRZI+Dq|p+<=p%2B53h3*Xc1~#n*RyV?HP*MB`ue_IbTUtU(ikkQW*>Y7GMJjq~ zQ%h(kJw>4Asz8cL@JT)REp{OVX+u*lC&2aDZ~rV#s|yngr%Q}3rb~>f_Z*iEvZ+%^ z{6dNrICVm?{0=mpI0FiQ~GbFJqy)P*V0HO}ZigeYga!{qy1eL0t5}AFjUs z@Q42G#2@<>#ucvAP079P8)r(VIG7+vobtL4aoOxvP<~sCsf<7ayl34Y9G3_p=z1*cu6$~ z0MC-W3+fSVy|l?tBU8=FavBlz!hv!`0-!{uPK;6t`^{4i*xn7K$<&=uN@25ka*>P_ za%Ae*D5bE~JXy;Sqfo~ak7Wi_CSnGmQV?>#yD9agl!NalMOvw0vjB0*Tpd*KqiaKQV8RH zopCZ-iuwr!)^Q0yU^J=2afyRkGMVC%=XstN{a=PjHaRZwP)8Hn@fBc8tklCtQlIFtTL&VoVB);mndadLFa{T7I8%T#`Ufw-E0NmQ2#?37D42`QIU& zS&{>bOe9&EyK_WomAvfAPT{B|i?=A+asmYKJX6NWL!g04jk~AKdWXAOq<1@AjxMUs zt$+PW;2s&U~0T2=Nw$-B>7y2bh|98CL9}VJ}N4j}Jmo1YJuD_9gWK z0Cw{q-(~K9@eWJ)KktwCw?+Vf@y=*aR#LO!MB*_3FMIQnmyB;4;tpoHYi zlN$prfs=wlUvX$$6_kR2(vVPY;EsXb=QDL>n1IA@q9D#JvB2x*`r-k7E?5%MT@nH-<;=(lC+ z+Au}$a5RlKg#mInMgf&%vfngy%%#)_<=^K*V-+85Fsdw*?QAl}CFG1#_&Gi$`>|)p zChx|0xI}z6(rjzaw z#`=L?YG!g>5ClQ^hw)?AeOyItl=f;8N~;ja8lbl2qj;Tismjd;kdFR32t~jtF*aMA z0gKF121~xmxNiLs>wzSqxJ-Vin`uo`i^GP~6 z&V=vOIg={ZA3rzfU7?-geVY&!mbflUC-idkYHIrgwGl}fx6fj-x zf7^b!IT?MO@BjO;|M~K`YB|C*4=OrRpHM)N4DGi8FRr6IwCLv0w1(_w+pq$F?VZJH z>u`?I{rzY+D`{~#!ZZ&mI%+mMr7c1kF-aZNnASkpUz)iboSG<7^Xo;lC`e&jbyVd69IM0Q4&g8 z8aV9tk~$6wNLO;v-KaK;OkXbvfUl;-c&*qhGVN`42iG<>%K>+26^=|B2%7t&4~|R@ z+R!1HNb;Y<>qNJ4rVWqqymoX-CWqGz=QBBIgCmoJHaIeMi5YpoBpGCVnM{pJqaBV+ z9pY~Obq}||jF6u%!1nLum1&W*!jY*%%tw0wfDxsmlPR!uxOg@!l2$k}b%=o<{(S;= z!Z~Uf7!*f4Hfx~QFb;p*9bf`1Z?N-q4|tv*Zkv`#CmfkN#QVV|4sMf=&u4|LNcs*J zv~ z+o6F|TyJGQUM+sVsxX~H7Olsbo`+d7JvzJeit+yeU`bL?O&e5e00000NkvXXu0mjf D`rsNu literal 0 HcmV?d00001 diff --git a/img938.png b/img938.png new file mode 100644 index 0000000000000000000000000000000000000000..39c287d58a87bd04b47cbbd7e3d18baecaf4119f GIT binary patch literal 728 zcmV;}0w?{6P)RHR400001 zbW%=J06^y0W&i*JR!KxbRCt{2RlkeWKp1_yn@zI0-AvBv5R3E{Zg~h|8Ve7>?QPNs zcDHa~=|-`z@r-|fkk&$O3+p?mD5DP)yZobKU zdGqq}%}fH+BDXzwhKC^_fuNqm5H4|WBpXm<1+SJTjV`xZs|gr1s)@U+Uc;wc`UKbZ z1LG$*`W39E)+Hn=kd`3t?udP5jb(s5q7Pr3+Yk5*IJ3B8LpR2c9^iM8;=~ssvRS!k z(=k*j>0*ol=XwRRDq*XXv=H-*$Zg?tOiEAlLlR$C&mxmJWV%!#JkhUeMRTox29a+3 z@AJi+P;p(zqNCQRDr*9?b?*fop{Z(WBJOEcTZKVUXcQgF4k$6oeSyd}8iI?TDwg59 zmJoui^pFxOb3k1I^MHp-ckXArc zWO8KbrJ^(eRUOUI~C)>z3I z!%Ug{n%{rvv->Sd-=ueRFxTK{kZor-=nJS{g(6t#avyHU{Wq+XCAb5%wPLk>x+PCH zT5w=xtmIcHU8Qt=_Wr`;9k3L@o<`W*!>9Zuo@4#P=q-)jC@Jm45L;hXC&!a)x?7=a z=!$DJ$2IcRHR400001 zbW%=J06^y0W&i*H^+`lQRCt_YU;u#&K-|Cp2OOLM4Cvs)27U}N2B;R6E?*aZpv3sK;n2>;Q14veYBIl3+IM46@+sMG4 zz`*qX|NpOy4G__l3=HxN9blJrGB9v~#h5=bXe?v^d5Iwth*=hZSX>JjfyzDrSvCTo zzyPrr^bHtxgPGO>4C+As0U-AO_n2Y*QHCuHJV1L6pvI&&jNyXpvL*<{PHi8P3;++0 VF_h-vR#*T4002ovPDHLkV1k)XhZz6> literal 0 HcmV?d00001 diff --git a/img94.png b/img94.png new file mode 100644 index 0000000000000000000000000000000000000000..7438fb4876819cc14bc87d09019e1bed1b4ca3bf GIT binary patch literal 372 zcmV-)0gL{LP)RHR400001 zbW%=J06^y0W&i*H@<~KNRCt`tQZWj`KoFcH=8TCkHfk&A1Jc`AS^I<(Vr3B!1iKWr z!r9vB6Y>O~;1g`bFNn=~yNQSrK@r3$c6Rq>F1zFa!Vm@Mqw&;HKy@$jqFv<4U?`>m z-~u*E2rz%GE`($+!{joci6RqC4~TM!x&83gH()7sOY0fY!ZO)WTA^^z3$`>5^(0&P zE)r^KmG8$9x)LE74e-dhOW;qjc&H4?E5kmG(r`nJ!QSK)=jx7A{{L1I&oRT zN+6cNn2u%?0@OPEC!N$L=@=ooE|VixbiUS)1U047{9A&bqL(~Q>3qHCuW$v0lO=lZ SEKLsp0000RHR400001 zbW%=J06^y0W&i*II!Q!9RCt`_Q?XKmKoEUELJonD(oRad@Cnq8GctaGrDbNAu@yTz z^9fj5iM55XuueW9Gk$d$ifE^=;O)M9EX&<3ppl&_5@@6Bt7k*;fsn%h zu&@ON%*%c)r7$Mz*xshrHz)^4Jfsd{or}B@gH=^}gc0>CB|A^3bu&6%JGICi8ozAg z=g^zKXed7N5V>RX2@Dn4D9AHK!pEZM{EgV7w@bXpcNUi}aY0Gbxp0%2j~TM2NXS|l zqo>;Hh<^wrocY7Y1#kw8rIg98y4DRGvJW@F9z<4cl$Zi}#}}~Add2=Vf`}5EY&h89 z+sTbfomr37LFkbpK<#HH^y8qr0sfFa>f6lU=|$o m;?8$9>Psj>%@Z~G{~KS>x>u5a$+9>A0000bG~&+<>gR4)AgZ_do{txjq&?+N!GK({b>y85}Sb4q9e E0Ey09SO5S3 literal 0 HcmV?d00001 diff --git a/img942.png b/img942.png new file mode 100644 index 0000000000000000000000000000000000000000..cb64d21ee990a9534190c196e103fa75e433f34a GIT binary patch literal 1507 zcmV<91swW`P)RHR400001 zbW%=J06^y0W&i*MVM#MHGHBJ>AnY(=#==hvcFTc+g8o2ZD$Swy>9& zg^ZqsjOZmOI^g2LOIpc6z1SWlhiwTML^0z*5Jh&Pc$8iAmWwO7DVPpMlf!EJUR8B< zSO3jq7DEKTrMs(Nz54ofRlT3-1*nDrR`zy^$2fwn%alR`Pb|(LO1e4#5%ogk7m1^8 z%~P2zbnp+7Cv9NkCf%WI11)KT?ZlA-atL92SGOti}HpT!8mzqUojWaUzXKuE81MsW}4}COr zgX_4?`)Xvwm(DjQ{u1UG{Os!+P>0m0L%!Fh1!j0LCoX?G`I0(LK7*$?YPGo$EOz92 zq)7hn&Mqp@1cHF;%mg{^y)OsyH6gSI2q+_IC732Y8UOK~!#Uk)FSSzFyP zIp|nZX=qfak8dzFVcvFwR`OI&G}=#U)Z9KTJ}5hS$w-Jv_8j`>Adcq{nbnpqf<=}- zV2-3!Q-5_TJ|2%@Ubu-z*r65=tN1{i29V7((uR= z8~Mnc!r~+R({h-ROu64_JW)nvjq?%(9?UJZt5U}giq5F?%Q2#{$9R(`icrd(rl#g- z`lYaG=NZFMLZ$LR8h7&gfp}WMx~=ZbwTNM$5LBmN=d`e*B8Z}Xggv|6CVFQu5yB`b zwYawtgoEY6R}mrFGwJoI;*xR7w`&K~q8(FpH^-6&vnno{u{zZNW{h4!tgoz*s#A3} zA{_j=1G^507wg_rz1NmO`SkcJad~AUGZ7fk_9zM$N&|t-dU_kFObgbO_uLE6)+&F$)FnG(K_(pd+U>Sit=e5!{{N4=0)B08z58^}9+bZv?HjW3x(n|& zuDmSrmGZx{UQYc2bb@<7{8iq{O&k_^6OrP-9r(9oV+>~i9+ky*;xRV!b#)W00F00U z{Uo0!dL=ihV>iH z5E$3tp$~vjxouG;@Ki>liCgo~O56uTH*CBmtNY88InaOxIzr#iyb>S;+3i?WO zDtv-_6dJ-tV0w4h9>S@=ufnD8py$c`39n{48(aIjP3h;TGOpqm%Oz3rt&`A9Jh|l+ z$LP3E{Mu_G#UF*v##M3Uo~)!77h9PO)L@Uqbz0J=!FWYH488JgP>C&h>ci4b@?eYQCGhHRHR400001 zbW%=J06^y0W&i*HtVu*cRCt_YU;qJL22Ah)PM|2^Z@{7!AK)NSJyz@idcf*%q909H~p7&a>OCIA2c07*qoM6N<$f`vM7 A0ssI2 literal 0 HcmV?d00001 diff --git a/img944.png b/img944.png new file mode 100644 index 0000000000000000000000000000000000000000..df311c132d9262403289c9ce295d68927a16856c GIT binary patch literal 648 zcmV;30(bq1P)RHR400001 zbW%=J06^y0W&i*J21!IgRCt{2l)sDAKorM6`!m_y>`wjz0~QJvMq35<2%&Aosu zV`z33W?IrE^>X+5JT_DO$MH@`v-;^)+$tt8Gn0|1C&?^b$*M=kD7QqJnB0wwmvK}11{J`eKzqp-3gB4PFs@BkXJOr z>o#s4vQ+p;M%Vs}RgPu&o8766fTU7V{+GX&y)PMeq+zty2aUM0^+YF+^b#kc_x|nb zz5xa8n0bI3+cSI!{fcdWhAVHxuE6JT%78V^GF@q>(12Sq+VisQl>imNH)wt3>{A2Q zG|N;IxymA!ebeWa*YgG3&UO8HV>jPi(=u+bhqb-rb4HdF)7e@d3T{c9PdV{?$ZHEW zw3NGt^0*Afc-q_rxl)^`ZTye|p> literal 0 HcmV?d00001 diff --git a/img945.png b/img945.png new file mode 100644 index 0000000000000000000000000000000000000000..24d01ec91980563ba06ac9599d794d4c6d32f07a GIT binary patch literal 190 zcmeAS@N?(olHy`uVBq!ia0vp@K+MO&%)r1{7`D3{$WagQ331)LdGm@DE9T6Z)6&vX zQBjeQkPs3QVq;@tU|^u4q9P$7!NbD?R4e}`U^kFrED7=pW^j0RBMr!L^>lFzshE?T zknkX(fvJq$U@C*sjD#khHibtF%t9FrTnwT{+y(^&il+@XoV8<4{NUh|e4@omhEY(5 jGe_9LVP)RHR400001 zbW%=J06^y0W&i*KlSxEDRCt{2Ry~N+P!Rrdo84r8U$pTD#jQlJFm@^kL2MMk?Je9! zurnfvHeOByuTl3ZOV`puZVRo1y92Ry6$HBt2>xJk(Q7>MF3!A{Z1VPkTq7QM6E-hz z=9_OPlQ;7ounC#LeuRJ!wu9jm-~;B^=xv5U$)`Hs=a%a&9|BfnD7BTb1e>Lz5YPu2 zG7vve*7!Dsiiw$Hj^z@WONs$Q1gng8AmBMT_ti5CS^ttyNIW!>X}O)MIw_(xjUFY{ zh+`as_=PB973aBibqCM{+G1bTp{MF72B)!tB~pF$=ZsL(3`g3GL<>CG#DPQA7Hb2}hb}LEvBuQ7ewSXjfK* z5M)1i4=L3#&2_XxGd|Kk2`0^j zC~aMHBQRCF>ZDdbT{^>BLqoCj)oh7=UWzM|(dNdMO1=)d^>T{J7MzlfjJborHVtw< z9vG736hhzG

P+P-XB6w_@s^3PlX6SDT?BWN`%CO@{1QSwYjJ_Z8H;TBwI$B^Q%) zXkmZ^rRMnxlM-QYxm0aZQ{zTWTC?+w8kO0=&7(sPQ^v;q2Co z)z^z_Gs;`%LLnCpZ-D50vygG9(_pR_WMT&@4(_Wtc>)|z-Z~djuH2Sg4C%vO@8ZE{ zoQOxDj%VLobzt_hIPUjQnqP~iqv@4V06`7*?xQ*2Y@V?64Tl~}?>tx8;r_30RZ7@@BUjlQ8s%ix-kj z;|l4(oN}o+$^#c{lX0{)NCWnAfcu~EGk%F@Fyr-` zF~amV+71`a6c+{sWI4zL-)*_MTayksvDRHR400001 zbW%=J06^y0W&i*JL`g(JRCt`-RXvQ;FckiBO`GJJ{){Y0kr)^dy1)vE4(xPAVhAG= z!- zVmbAZ(s%|iLZ-ThT}ZjtAq}~gt8{xiy*Y+hdR=2iJj7|qy5At8l`lv1^TenL-s`)N zz)!_$QI0c{1}wuyo^Yu+cm`SxqrJfL~QcT__vYQ!X~fSGiND9E&{)zYM8j5&e~_G+2EhR zL{3_a9;V%1-q~e1 z>>G^__{}rp{R}bZDXA1TJ(VFP19H364QzvRo(A%Ynkb>pHIF~ua*OL?T3_n9Mt@k( zH7u{lbq-giHh8RYZN$7*``_SI!`5}bO2d8m_eqGCnWk~?OT+A;nc^XE#Q0Noz5sZn zs_HG9vCVJ}m zhVAC)P}BbazVkH^413-(!2SZgr99}(F@K`kKJB+d3?t!21Yd^yGz-#`M*er#pAU{# zz#I6|#|aznT`1-&YH_DvqY7C=RWU!6lT$L^rlf5#>qdTbF=}1RJOJ&-e$%|dt@g#N sXYj#VnTojuI?Hpra=6DI|H|KpKOCaGX?`uVeERHR400001 zbW%=J06^y0W&i*KV@X6oRCt`-SiNo&K@k3Y7oY#mzIy-!?m(i5-9-u#Dd@3iX|7Ed zi5EDiLJ{Og2%>>1MuLih1CiQ?c!5ZWhK7w$A|V3H?C$;feCMo_BN2Skt#@{IX7=aX z*_DA(G{;?lO#olX%!UcZTq;Qbrd)w#jU0F^?`TpUgFxPlRAOj3u(3s+LXx5o3mu#d zri^C8rH~B0q`j_XeE^4zWaqN6)%sL?6k+DpqeA$FtwBxwnz?p4waO7P?dnjnsOpZlH~^m-Ho}WcRX&&LN-B$_D77$9W)I zWSKk2C9uSq3GK|bhjY8U7#k>~ExL-ZKE}$kB!h^=blBiX!VP1QiFui>uC@6?xQG@6 zxGjdjPn0!ZoWcHW1oRpFC_Ipor1mOTr2lfdwctz>W3kRu?Tdx-6&1Vr>{DV*d1v5d z4u;x$ox?A?2mQDzKHFHzx+5-{)OylTBahN2d2VDay6G+9{DimwV@Fe(z8#$(Nu;oC z<3UU15D5~7C_)jnyiOe>FLO#po@r@JNut5&*jO%IY)*7>TH+8ShkY@6VnD-q+BSJe z1j-O0Uj#-u#9}SO#*IezC3@qLisBpcrYb#Iw;s8B=v28CA$sZRRJ~w zRRi`R%9z?*?p^giC&5d@%5?vtLOt1wYmH}U5qa08(3a(9?Zd2+uqz5{d}ZU@p_6=E zCx5_Nwl#fxE2U~v>VxVc!+Hl?<;OFTovd;u^7$X_>dez;zD%x>Zz4^4apa7$Cltra zMlK;wJS*c9>hE){&vAcFDI>Q1Ivw!V^zE;QXn2%oIX|lT1>U75CXW`%Z{zG-UjWyz zE#G^OV^+>WY1Z@u>%lz4ji>l7s+;t!>=t#}OvzIn+Pk%FwFtM|_<5g)(o~Jr0p7@X z>n^TCQBjgJNV-HC0m;sjN&?^g{TX}vcqN_|B3NTE*Tv>~PZgXgd)|yIcb2o8OORUG zv-vf%r;nm8%LSfGkb2p(iWHVhkeb=Ey2t^R%brz4E=rI%HGBTWe|hw>=Oy6}_Nrup Tpdy*?00000NkvXXu0mjf$3fP~ literal 0 HcmV?d00001 diff --git a/img949.png b/img949.png new file mode 100644 index 0000000000000000000000000000000000000000..59d5c4da7ccd749054e2fabb2e62ee56b721d3e9 GIT binary patch literal 189 zcmeAS@N?(olHy`uVBq!ia0vp^qChOm!py+Hcp#T64#-gt@Ck9K-?|b%U3Ie-USl|BRm|K=T+pUHx3vIVCg!0CCwj-2eap literal 0 HcmV?d00001 diff --git a/img95.png b/img95.png new file mode 100644 index 0000000000000000000000000000000000000000..d57df0383d51bc4fbff03017838871a2e1e77750 GIT binary patch literal 672 zcmV;R0$=@!P)FU0000mP)t-sv$M0P zsHmKroRE-^goK26czA4VY+ztuR8&+*NJu<9JTNdYBqSsl7#Iu;3;+NC>RHR400001 zbW%=J06^y0W&i*J9!W$&RCt{2R6T1HQ4~EhyO}SuJ0k={8wV^cOsTAfEyOM`z0Dxl ziB75AU}G#a@gGd3jbLLdPL)m>Y^(x75ERi2+HBP9ct0|`v)R=wDFnd-Z}#2$&bjZt zd*54N27cy%v?EWe{y*R2TjYGB1J(w!bj3VLX_KZSTwih#p+ z&&V@m;kHroX15-{jv8s~R6lUBdZfmKA)GHM)~k;JNm%e4*7qCl;nE9WVQvRHR400001 zbW%=J06^y0W&i*MDoI2^RCt{2SUrd&MHGHB)6>(lJ+nQLn4B~y82GbuiHV9M9&&+T zhXw{M9D-mlh>?Ld;vF8GZl@Xz8W=i)iGkRP`7Ma2*$qZwvJH9~c-p@D>#nM<>YrWD z74%!S>h05ezvJiDb1Fkb|i%s5?=X%5vWo3F+OEZPL9Gx*xG5ZD?mOZFVn$gUI` z+;PZo5Y2ajh9V$KFVhOP75NDKM%E+K>DGsb7MVMNR9YT@1n7(BMp3e$b>vD^&=J+I zR{{Yp3E6+=5b~h3tOT?2d>Lyx^1zg0Nse$Cs^cu`Cd@{05P>Jtis%uWM)} zmf~$Cgv1*rWUTVaB$~3T4cP`7A+F+*72An{DXjWDikRnUb+iaIQ6G0>Gj-d1C(u+K zwzYo6seJX&ff)%cJuVpnQ5Ab(dj#1W-zDj-X)BzZPhzoFd=r`oTtdFPM=r@;=A0kY z`DS)o6T9ntsh5-=)cH1VHH3l~ zZaVS*qiE>S8JlSAkF|SiUJnDdm5X}0u|aHo0=$SwNCd&u_mGkE>&8GWZ_&D-pBu`E ziRtLni&%@*^Y-UfDOXvwguiCBUfN`w7kOtcjSNI)&FSEGHWjjf!0M10DQ?qg0$VO# zPbv?x$ujNK?X(W+)C+EjCm|ZU?FU8zt>CO1w1@*QU?bZvjBkC+U$-Z6vNvK`&8HUI znZ|}3KER;7cO3rxr-&G;YM%+FlCrK8GnlTmjMe!BYp5ziUUrNGs+3Kn_+CIgV|Bg` zW_9qRnzAC=ui}4tPg2WRoo}}4@2e@BmsJF@-PJNy=UaT8swpe9BZz!hq_vFI`5H(D zqSg5;YRZbt{0w#g--We|)%gaH6V66uRes->R-55i`Q1=uru>Ppw(|SJcFOB?`uiVe zgJ*6xe76(4X}$AN&H~yCZ4!HLoFICu?%qoi5yThI<1l`1{=M=*~{>r8MAZVI!4^iIOR zd^%U*WnMi8$3@(zm+P*Us_=QSg255Bthfs9mt4ZX`3u0g6S<0uQT#!OM;BdVNVsZK z%}ZDJNt^!_iP0xYQ8xc}(&nnbLrZu*?53B2x~iJ0laTLQWmSjY!1yak<6_lBaX}FhjZaE8dux>%CD-Dw@|Lb>X{;^s0{n2HpNj)!BCxks zsZlEMR+^%%v9`#!Kyh^zpNkt>tJEkdE}1ut3M>QN>Zsy8a)taW?KF9y7XC+suvo;ScWG}l~(os*wFcT zx&LmXTpLrX?Z2I$7kFys|S|g&Ll|kUd69W*RXCsG)sXTafmElG7y+Vx}7;Z=S2n^mIW z7vE-0b2Muqh)5dIw`a@n<74N8E5oGcO+w6&ARKnB3h?Vd?5VBE4XnEdJN}OkouStp zeYG535!z*Llkcuo+xn^Xs4Dlg4)U3_H1%%QYhc*QEC$bOY5ATCua9keQ@+S z>w9hnKk0ApgmHG|LSzxpT~`10-Re-HfLveA-+I!9woSIo__f2^Jdd5-fwZKHdVNk@ zNpYv{{n~rN4qlH84TcP=_o4qV<{3AM86)mf&M^vCd|gqD`!gK#%s8y9XNYa-)i>); z&ul*&M==8Uq4Ds-@*AIBT{S?MT^nm6SWA<;A)SP~6*sbWiywV{xk;h4J^7f`tE+Nw z`t*}SyP6oZzn^iRyt_;}NUSjK?9v*La7?u{nAA@=sfM{Y0mpr3RtKzZNOSvtzz$IsC#ionK~b z*HP!{<_oDE1a+=X$ch1d-P4%@@wh>RkC^W7V#b*jCIMD+$U~ zitVg_Q@D#@eF^>Ho$W_!8Gbs7pagJp3S7RYvbw>$i;#yrVhj9y2qT}Tw$6ekwMJMs zXc#aaXqxwOvml<_Ppax35b8kperG}|@@c8cJ(DLo($`se-A(-F3oag!UuB=M1D#(;dV!!b1(<>J(49o}xVtuiSY z%>l?vKHAHfkd9n>dC5ne4bjU-BAWy&`M6&toWyn`q~ddun}!gvv2CKjM{XW1RVmgs zFpS`fuW#^dV(Ot7nTcXJiXy<5?S|h@wGRElRBcJCi(=2EO zxJERo4m5K}|@OdiLT`DTSlosR>iz{`5O=bMgG;12G|4>Q8*c z32yL{nlKe^aRznu8CSN@qc+exo7mHcvmvZsm9#$Li=YO$M4<;XRyv$cwJEI+O=*2- zO6vp3B?|QR73A-VW5}Zpn7cz8rA0Kk?-c^Z6tD)Mu-05R zxoeCRa3DC{t{Zpwg8*{Z`>(>xlcWT@_Oj@pT{f=BkfAwFAeDpMUV4M`n_@#C138Pw zOr-CSW!5J0Tm#SiRH9U-nYciyTs{YRQVnrh7}+MlNY3X+l4eyyK$9|8xMN278SO?e=u^=&q-4;g}Du`~FQAEHew?_{tG)W>i- zPfZtHKJw9hpY5LJD*d|KWcE490jTbMcdv+Ef&8**GDc#ykAjQ5d*5d}$*bhO{CX3d zs|qrb1Ayw@cmMX-Mf&pN|DJ9JasV2g`*KEJqy!}3X?weIANES+%p`emh$9CsNSVwu zo7M;Z_^8|jzU19rMogwyAf@!?n9CdrxRuJ8^&U+LT7NfpJ24$XRSE(4tnQQGIxun4^}s>ye7{4`a4u0DwUWDD@8BXA9M8cXKF9iti#%zJjy&(N zutYhCeUAkp^XX#;B_(gMbb5C=koZU*eB3dwl8}4v1G3&QLmV?JhrJyhgR@s*g6s`SfeoPAJtc>fP#!c@3A1zzc2adb^g zNL6|Z{PlmhC8kPqE0?eP}kV59D`G`=d9>)>B{Cgqf8y*mRq9ORjrg zPh49VgeXsHQ~GxG?X_7qx-&qO@>DjZzMFmko#H0*K%VjxHl>_eaY84(TL#Ef9&OX) zCeVP&ajq&FVwFePl&eZ<#(Sp$A$Oa&>V655C=Xu~51=OQO^|9S=wjz0)>t zE@F^4s}(43^|U_lyiYtYipp$Kn3WrCTF^itF{&sY6|}tv8R!{+Rk_)w@~f%p{F^en z@|92H+3?(y09Fuv)FKTFGwD^e&c# z*#KV6u|YY+E8oMMUk!z&9!gkb%-5`_R{3&JrnSamu~;l*w?Jwe>%g*u*>B)pqVhd9 z*Anf4UR5Z!`S1@FH7KuOetO6r5~FgXO%Hh%UjfQrmnkf>NnuuA zLEGCfK>6!3$@e1_gSH>(aA5P{7gJmlk9uoR-s)+6u#S5RDXz&Urxhq~^|U_NY+6Wh zW$+=DuiRQsvjriF0gGF(c;)uCw*c=9lc%?I<&OSTd?Uo>yf0jN8za>RmraEiSH?BA zvXwjQsp!!H>#}Ll%H3^mo?wk3;Esb>vhs=kRH`)oXn+MPpBf|a2Wt#LjsTD4DxV(r z3Y3;9z+tM@~dfA8gva(#`a??Qkn?m5jNdqmv94uO#?fiT%cr6K|}e!;4@x%lufr; z@V$qxO@kWt>=3J*HkUDA7pW-rMjMo2Pe8EpXqy6ib&**L8cWOzk;;?U6xd`aG;al3 za}ROKli3u&HgEnDve2oUJV;U=Jw|e2(nVUnEzOwr4Rb1IwdoL|HVtG&R^{z%MSW;C ztq;wn^`Y6cJ~W%whi23I&}>>C^4YZa_K<@@Zsj?B4r151*^yUyRzFfh7PS7fJ~W%w zhi23I&}>>Cnoa9NvuS;3HmwiMru?{kz{T#U? z&%2LD$G_e&GjjWpe*F3A6u7y){(17|Er6%Ly#6~cqcmLHf5+C_d;HHAz{M@|Gv}_S zSFcV1oc{J*pZ|FY;OO1;12d&C+`e4@)mrPH9|61sb45+Nzjut|p8&r7=lspltKC=3 zl)~`(`soN4fWq-HJ^{Er`GuE}yY2n&@8@svaCHs5y2YE{@bK~7dtOFy_<(;Mbv}N* z{^L0>A^W<_&6o4H`%edGQsCjFYtuXCS_=FhUgXc+6@Oi}00000NkvXXu0mjfhN0Ry literal 0 HcmV?d00001 diff --git a/img952.png b/img952.png new file mode 100644 index 0000000000000000000000000000000000000000..1b2f72eb69a5b79a80f83c6e709d185d9d7042b3 GIT binary patch literal 485 zcmVRHR400001 zbW%=J06^y0W&i*IV@X6oRCt{2Q!!4%KoA_;j&9dxWJ$!lwlCV*XPqXOg+g&l|^?1cM=OIlaVzYxwnj7g bKf1>k5foQID+%K100000NkvXXu0mjfQRHR400001 zbW%=J06^y0W&i*JTuDShRCt`-RXdB+P!#?qnayN&CX;k3tdK^m#F^T{*jWfpD+o?2 zE^G=L7Z%fqSO`HYtpJ?Mu@PMT0UHZt3-NmHV={S~sVqEjAGzQC&ONVt z1C+$HftZg#x?Hp)WiNd>qb@}lKfJT7B?s5=t#s!H97Cb16j8Ocp#93|*rFU9iYv&g*#f#xe%=Z_xI^5#>hx;3P{wc-F=` zrmEB5iC1LFdWuJFtfcc%e+$jeu~K|(c%d@c`Gh!2on-Cozi)_5y$rJ1A2Y+I`U$^R Q7XSbN07*qoM6N<$f=#1UsQ>@~ literal 0 HcmV?d00001 diff --git a/img954.png b/img954.png new file mode 100644 index 0000000000000000000000000000000000000000..9099de85755e06e83f8262251b611f841643d638 GIT binary patch literal 379 zcmV->0fhdEP)RHR400001 zbW%=J06^y0W&i*H`AI}URCt`#Qo9YpFcdtjAPfYOk_IUwumP?S1@sh1EP#YW9ZG0m zgp808G6p3ZBoZYOk7pYK38bK);H3Atdl%WU4H!&xn&TA;Wi;NDY6P|jKyt}|*zgR# zRlY<^BH6*QB;|0=x~ri}l)&TmFxA4{;n}i;UhdZj3vAIByurEYWyC3~cX&Vbr(<~X zSYVOJZ~RHR400001 zbW%=J06^y0W&i*I6iGxuRCt_YV1R-E2$jHq2^_G9K|leF!Sf$M5(5<@fgh}ffdRs1 z;8vKx15v?&Vh95g9~C&@bmnjeKL0xv7|P&01_lYNs=y?l00SojM*~a{6r>BVD24M1-`0(;8_-lh00UW&&qRW;CV>Gcz+3Zxh<>RuQ-r PXcvR0tDnm{r-UW|^V2|A literal 0 HcmV?d00001 diff --git a/img957.png b/img957.png new file mode 100644 index 0000000000000000000000000000000000000000..9cbdd7b41b132d40b1c2951918b8ba0b45ca2f56 GIT binary patch literal 242 zcmeAS@N?(olHy`uVBq!ia0vp^B0wz2!py+H7?HbB8pzQN@Ck9EaktF()~Jfr*{X;08l#frf#?0cM3fmlcdn;Z?lnB_+fnHZ$DJli}ovV7TA9eU7+< zgp|q*hhtSuC$#Sw8W{=o1TQSkxnQ_KV n^lr*<{an^LB{Ts5jI>MR literal 0 HcmV?d00001 diff --git a/img958.png b/img958.png new file mode 100644 index 0000000000000000000000000000000000000000..35ef73844737fb5de315ecc0ef83e901de4d98cf GIT binary patch literal 217 zcmeAS@N?(olHy`uVBq!ia0vp^d_c_4!py+H7-)O>B9NmS;1lAydGqEKD^|>zGiSnt z2`w!x6%`dZIXNLAAs!wcHa0c}1_mlBDiRVBJUl!=9oyN>JAf2pNswPKgTu2MX+Tbt zr;B4q#hm1Xga^qDOnnRjCnFCW$USgCfkCu{X>tq?PY=%ug-A9Jn*>&&GI0rs84glA zM5H7P8oux5VpTY*ec%A&qfc_>4IRdA{tT1eIILxLn6>*|t|ButgDxl6A9l95_dr`1 NJYD@<);T3K0RR=tL8Sly literal 0 HcmV?d00001 diff --git a/img959.png b/img959.png new file mode 100644 index 0000000000000000000000000000000000000000..d7a6284b48bfaf00b22df393645a3a12078c9ea2 GIT binary patch literal 731 zcmV<10wn#3P)RHR400001 zbW%=J06^y0W&i*JSxH1eRCt{2l|66MKp4mWd9$6@GZTmf?<{7kkdSVrs!%=vLl)** zs>BE`Vt}O$10#~Z0BVH#0V1&@147CcPpF6?S5<<7N{;959LJ8EilGzmSiYC%e*WL% zyL)V4jnyy%_!YR)Q{4*Pd>spn5d?q>h|J}#V_P8=TC}12sjOSY@w>y+Tk-hC6aKk% z%p@&UR)IQIeK71@RdX_UH*AKW0!afevAf~Y)C~L;w!U)1!Y+hTxs0IJo2N^M?x5fg zRUDbC?xl-|*w8EkyP9^EPma_eYbPQa4yYj|dazDtfVG-dMkQ*)tZc5Lrn9Q~Pg}YU z)zW}h=vlYo)G?-epj$1|Q)kjjU5IF*`>|=$XJLC9U9Hc4+a?jZ?; z5IU^5i=LF@dIGPaa#3L0R}8~Uexr!#6bO@|f-Pcx)5N%Kh5j(c-RtSgeZ;Y=$oh+D zvF}|i6q=_7tFLaYI&`AJoZ>L=SJ~tgUH|Q`ur2xA!^6DC9+>*tIrPmEQl@$?nsCCr z>)E0a=~AFHYDj+N;sW8g8YN)&)v}6+D5%CFzDsMVV z$;Qa1Pl}yrNw0t?iarHWo*AsOKi>t~9L_An-VuJvw>ZT1=f|H2+*wMte^59FXB*Sg zX)>D>keytV3Nuz6<(D_zRn)nz3S(s?rAp>_`Q8?PZel>^I)9qEk>h|%+2Rh>Y8 zce99a2g5acHHSzU);Gct-{YAKe@gzC@>Al8qtCW@OaDrVlEhOt@0kW24r92@!R`0) Sp^6vKCI(MeKbLh*2~7YM+euXb literal 0 HcmV?d00001 diff --git a/img960.png b/img960.png new file mode 100644 index 0000000000000000000000000000000000000000..3a0368976799d3305109b5313149897422d12692 GIT binary patch literal 374 zcmV-+0g3*JP)RHR400001 zbW%=J06^y0W&i*H^hrcPRCt_YV1NM*Fv-J!2^c}d9|ndGSmX{sX=W^PSOL%iF1Qx1 z2AKJN3qY*@#F~P`?EMXJ_W%D31`G`RObg&5Yz*>1A1HG(Fuec&2kZa=1RdCK+$5z0apW*eV@R^_|1x857T7^)RHR400001 zbW%=J06^y0W&i*I#z{m$RCt{2lrf0ZKoo|*&1RF`B)ggBz(z=?U}3BkT*TgBVJ8Hv z>=p!DgIK5_1Z#_HwMyaDZYegKO6=U@8XJ$`p$ID%-%NJ&JXa8|)SrLIpLxT3f8NXl zjv!+r!W*%9=D$S}icXB6LWyWLr`QDNhnmRP;U;A^z=tJC9MW_}J%)du@=x%&!kjvY zxOLhgpv*n2;gmS}ByS#V`HQahI-lJzd~m!)UP@zB+`v@NCt-Q(Cx- zuTSxFoVIO0_X;{1JclRJPI(JTdW{ylQ1a09_>oLo3i_Ymi=1bDl9lsVY4P!a1P*lc zwhVWBO+irM)v{XT3r-bAu=S?9y_b}}n2n_*Oqt|nwR1pNX(3+Dn&?Hv8T7?jlWT{2 z=ik4Tf5y~p_tW587EXEHevtFRHR400001 zbW%=J06^y0W&i*KheaaFVZN2?ZrlmBGNX_WM;B6$!s==7r`GS z?`wYZW-@Ok1E7E-=ynKQB9Y(=0lZi-JZ6WqiP$KC$)t;)ZrH+2o7sjHfWGVrxYERo z^1zRM5t5g@tGbL7<@*0_bAZ7=1dnHmF! zjUwyAU^tIZq(u=kd@@1n&|DJT2B>cGDDT>cr{E`thSiEaomk z?4zJ)pA$rQ0PGu9gY0PCM4RkpqejS-W;P~_x1EheKdCfz1<{IFzosJiPeJE1u^WnL zGYVo^R>X4Z3!}}PO6CnJT2<9NUae^gRXtlmTTMw$7N~=9a@ciHwcO9L6ZLsUpF{R zMcwq;3-b0fDlTYrqkpxrDX(y9o^GPyePj*(6*2I<>r8zzI2#$d$)VVHz)o)$2PV1d zYmi3X4g|QAFtah6E3SfQ@z0yC0~ob;QRK016(d57xf5n%04t0cEvuscQ5+|ZjLE+= zPq~sRl;$oUmmH)v6+eay#%qpf*6;~Y^l;a_Mak~LLZM5~T2pG(I{$cVaY)lNn)bS6 zf0}r4(iy?23>}l^F=e)wij-I_&y1uhad&vA#$?k`$F1QVW2(M#PilPN!ow{%8*Rew z@RUZ6%Ihnu1E;>UAI^reyPF;${%j%QZ1roPl?p?R4VeOiE4 zcG4+Lw_rxNk}0CA1(|Y6z00mAMUYB)1||wq|1y39k8kY?3hnug00000NkvXXu0mjf DVjmv0~1gITI#K zXlZGwsHn)v$w^2^2nh-C@bIv)u`w_(P*G8lkdWZv;Q?xT6?u9dkYX$e@(X5gcy=QV z$SLr2aSW-Llbpc7#4K=-^@zBH#EG9O~wGFgp0)km?MfWA7Cv zwX>c{eD*OLXic&Q!>q{%c&?oIKA$^9&FDeF2hWC$KP4pW6jF9DHB}2gIp|}yV3IqJ mY=SYjg!%^mgkJ#%7#O&M#Jbm1Pul>ro59o7&t;ucLK6U^>QZX} literal 0 HcmV?d00001 diff --git a/img964.png b/img964.png new file mode 100644 index 0000000000000000000000000000000000000000..f7155d0e2b7fb4643f653e747b8a155b6835609d GIT binary patch literal 689 zcmV;i0#5yjP)RHR400001 zbW%=J06^y0W&i*JFG)l}RCt{2R6U5)KotHqn@zGwZZnNwbC6EK!dNTpA=ex1g@Bda zfnaM83l)W6ZE@IXmBOpt=0GgmRAT3fjg4OLI1yHEd^0b<_X8Fx9Nfob=FRuL$-J5O z7@&n&jU)UK@}xXgOL=gBu(m7bF)f5>=YJ8a$YNlE0$aF2Hk~8z)IK)K1wv&9I;JW_ ztFiwv90M-0geNwx8bIOtxVg%_1uf+i+zcz2NI63wDOOuXz;sdZ#R@q+k9`z=9r(sD z^hw!*7iJZoR?-@pEYwrG;hnB@auHT%YNvcLn%`h4_i=lyPYqQYrB6~EVl!plWT_k> zPU=gskd4SSEzA(iSNBDoC8&4rez4bq-8 zo-du(`%1;LrTidphY~mc`LyfLjS<9npo{z=;P!WU0X%_H;bs_=4lVfvWIcbkUG*5) zRpTxC%+2nPhTnl7tWJgTNCZ^gU+<&u&rM^G-|{Php0)m~?&h!x=3e4#3RUGe^Y(y0 zH;htermf2Y=b)ZEV27?iDq|X9l4#Y~g_o;8(fQ6F@aG15XPf$0@OiNvbwawf|M}v_ z_ewS8x5)h!duw001Ba0{{R4-&Cm90000mP)t-sv$M0P zsHmKroRE-^goK26czA4VY+ztuR8&+*NJu<9JTNdYBqSsl7#Iu;3;+NC>RHR400001 zbW%=J06^y0W&i*IH%UZ6RCt`-Q@u(9K@k4#f6v^x*C~j2U}>Q*Af&dsM>yXg;0vr) zDFp8g6k8Dz@Bz+3OHFHQ6{{QsJ7Jx-?ELJvJ2U$O)Nt{8D0GZfVS`mt z{b4m>+slspskublTfi?HjZhIjgCYH5=sOXdF` z(r=Mogf$d-BUX7p2(J-SBqd@w>b{GEy6&nYFC z?z(aiPZ~iE>}##F&BZ*Kp$k3(QA{4?e4GPg);_Ut)R=imt;?Zt-uZ_B&OKkUoMFW& zZu_wKdORh{n&$Lj)4z%+Hlix&xgt)mHH6KyVDv!a9q_F62U#bxNiW_K_on;h?@bN2 jy|`7vnbDmeS*wpvT-ic6@RzGw00000NkvXXu0mjf=uEtu literal 0 HcmV?d00001 diff --git a/img966.png b/img966.png new file mode 100644 index 0000000000000000000000000000000000000000..496f046b199384b59e43eeac0423f140b9656f8f GIT binary patch literal 484 zcmVRHR400001 zbW%=J06^y0W&i*IVo5|nRCt`-lD|sBP!z_0`O`EpX_L)vW)vJ+-ypLH24{ypLZRSl z>ZFr>gg81`#m&JuI5#*s3cf(aQEfaojS^gng9v^ca&Er!=ic+(3nlIw@=2(}#u6f^ zvpNjK&0KmcfvS?+HYTz9YpROXD%k(N*HSczL(;@!=n$Dg_^-^EN>eK!&{R*K%xMJZ zz1>BIz$`04lQDh|qKb(1i56*QZRT=X$5Ml0F^PTR9LB^-=7Se7=5l-w@|F;fE`*v8 z6VcWeB6njh9kLb~N!41lO6uDVssZhvYWcTtrZ?{+ntj+VjzjjLTNFjyflifi25TJ2 z+X-;66E(IyhO{(+@yz-uB4Ya?l82xkmL+kvN)xQ4nv~CErR}9CL5*8N)XFatx;?H{ zf=H_;iZd?IMNh9Z*qJ|Ze#aHw$$SKE#Iz{hBrq)P3mcW!C)L7?l+|!pc{^PA!Q$Tj a2R;DK@l5ed)r*+`0000g literal 0 HcmV?d00001 diff --git a/img967.png b/img967.png new file mode 100644 index 0000000000000000000000000000000000000000..58fbbb88a143bb8b5b91bf891c7d80cc95618c34 GIT binary patch literal 594 zcmV-Y00000mP)t-sv$M0P zsHmKroRE-^goK26czA4VY+ztuR8&+*NJu<9JTNdYBqSsl7#Iu;3;+NC>RHR400001 zbW%=J06^y0W&i*I&`Cr=RCt{2lfQ4%P!PvI{t?Hnlh_;Gnt=g{q2WKUkXQhz7BfSb zyHu*gio*mG`42E769%y{5C-N%EL5G4_y>ZJx&V3Hz1I*52}36&`0Dh0zF+U|-W@FQ zt|dohX&qvsN)E_>xA5U$$;mf2q)XA?B&GDwe*(u%f*(AIbtRGvjnKirt*`Ov29 zQ&$}h6N=EuVk%Fs{KA~6WDw=#A~0r7N@KIgm?W(ne{k!ES0>gDp^XckH0*DLyqSH@ zU(ltVL|10gjwI4PD<+w?JEAEw${CC)TTauYdfxjC!9ptUz^qHpm$(4g=6&IYHij!A)(EDz5ZWDGJXARM0*G~&BH!-Vb>T_ zZo~E&J9F%tBObrEKTlzY2eNWG32~);kH=73S|P32skmtQ;1idgAaC9~DrDkyJ0o%7 zx}_Din&8Gb>^r{pCd>oOxsnd g<9V>j_CL;p?|s&7OT+KZwEzGB07*qoM6N<$f|OMfCjbBd literal 0 HcmV?d00001 diff --git a/img968.png b/img968.png new file mode 100644 index 0000000000000000000000000000000000000000..f575e44b99c832cbaa731b4d9ccdb33d19f8d6cd GIT binary patch literal 743 zcmV?P)RHR400001 zbW%=J06^y0W&i*JWl2OqRCt`#RlAPUKomW3jO}dfI7mo{0Jm3Cn_%4)ddM`jXFoY^2GxRIjCJ#%L6oH=s? zETd=!=U{Ti0IuR1Itvh@6=VKop~$7&RGx6y=180RV(TVRhVM<~vV4XI<&2NL_8L1z zAcli=ENf(Fg|~82ieb3&(=X~1;3?A8nGp(CCVwzctR3f1Bmc4bo6EDu?<1{lC5YDX zS&msXF`c#7D{u$7TjBQ<`)!cl=_UIW?lTc$vKM~p7?>*D+XLx4Vl47)CGNcqUY4WL zVC!RC;`4*#R~Mf7s#YWLbYj*c*RSjL7&SO-_N?}jbaAb z>q4aMIjWx0PdbZh=nn8+&U~xry;Bx#qfaimyDpaE zAMvKMpn;QF!_20^F(s~Vyt{K2IY*I{xEbBNfORe>irSzDRL%P1&{Uoql=Pggm!o;_ z+@P?gV!hhOdi2tu{V&)T^vcJYbTVlF2u3XErH^%sCxaeW_uA08k9RYz)Lb;^TbtG2 Zh~LbI;d5mew3`3`002ovPDHLkV1nc1Tr2

B0000mP)t-sv$M0P zsHmKroRE-^goK26czA4VY+ztuR8&+*NJu<9JTNdYBqSsl7#Iu;3;+NC>RHR400001 zbW%=J06^y0W&i*Jdr3q=RCt`_Ry~i?KoEV2jUC5vYzdSOZ-wJ?*zx~Os$S^Sy;KRBov=DPt4?UKhM{@ z_1YyO_T73~r*8gOofkzwKfO+@UX_C9ZR<$`!N@tm37*$y+*!?H(Zya-Col{NiTWX5 zf*(63`mC$d3Q6uznudk)pi&_TkO@MTD+xu!;?YJ$5Gn~DlYAf|oNHVKOLO>7usy~u zH&Q-6T30{8O=0j#cGsw9=fGq??j29kTdAI{s&@j`bXPq@yafq8f9P3dsv8D4OR9k5 zT{CfMjO+e<{h_zplx^CQPQ%Viw^cgc0N;UoEzuVAf9}zJ7%vttfGUpI2D4dNj&VbN z{dN$(WF-SpqqYzB^+Jd}dPT9>91lm>8DV8GefO(1cWh2D4VYp61iK%JxFMHfBUO3d zgB^`MQJIDtR>1I8&bKG@pMfzetk7$(9<(M?!U<@%YX|Tp{e5h$uE+UMdxmZ#=?i=s vFVn~{PGcMraso*|ee$lono8L1lq!A$(Tl`8B(dXX00000NkvXXu0mjf=|WVr literal 0 HcmV?d00001 diff --git a/img97.png b/img97.png new file mode 100644 index 0000000000000000000000000000000000000000..fd2a2dfde3b20bf0e840770809571643d1c756d9 GIT binary patch literal 302 zcmeAS@N?(olHy`uVBq!ia0vp^3P7yN!py+HxNP3BM?j8lfKQ0)=FOW|tXMH;&YTGo zCbYD)R8&;t15(1>Vw z!f3`7>u9Fo_;|CmK?UKq7l@aCV$$RHR400001 zbW%=J06^y0W&i*J*-1n}RCt`tR=;Z$K@@&>x6aMo=CW%eDnbrSD~WXq7eO1F`vWXi z5kV7iYe5`A?Sw-D5*rr_>$R~GJP6hqA!xL^Mq5`fX9&VLzc#zG*~#Woh#$8*^WOK~ zyf-s%W)C2T3*b?Ycf3@}O(+7(w>Jh4956vuGlmopjGzL;Dy2q>Ap|$zz4gq{-6J=2 z>oLaC++{W7?<5~%R7&=6Adr43h;qDVVtB1+JqBn9!RMxRV7i^-nHJQMh|_@Bu;r1` z8JbC{`ZcD^z8Zm*QL~bJM^5VHqNV|f?(n_f*mOfZTnbILt@?ZiZhwH+vY&Ld(++<+ zH95I_6+B~AYS6VZJcmB0GU*~hcwv++Qb?l{E^M&W3*XAZ0SB1|ytLz7-Z#R(0j}Z2 zMtQGxJW)W>&fudVkxPP`#FvU*>GiV9Z{12ZbBzXXNdlhnRnM zK_qUORftCe$&lr?QXG#=13DI^Odn!jOlkr&Ht16@FE7GNDA4wwOA+dd7S-_oAsWoY zwEm~351AH)>>D*hz$1W*_3``={(G088^ba&>ZWPL$uKJ>`5Vso_W=zGUo)H_H)$6w zJFzpe#^2;Oa^t)BWX^~IDd3+WeiO=>CnywgLSzGxgW_``#j~ zRgNNNxNBo_4B(cXyk74QD{@QZve~ZzJC=MfP9d8H0OuCrYX1mf4~<7hb9)f076+RHR400001 zbW%=J06^y0W&i*I1xZ9fRCt_YV1NM@5W&a5%YXwg12I3t2QY~OctFGfFq3@(R18fC zF2DoRj<5m(coo1D8x%AACeA!U0Ad0A0tN#J{{Rr%Py7$DYmfW~h$xs+fI0*e9`FDE zfr<`1VEGDV_y-_~a)U`=sBeHM0+S735ncukgt{Gk-@t-ApWi3I#5mZYdRdTSji1i| zBFG>H#Q*<;eb2Tg03yiW09Dox3l(lk{WWv}FGCyw0XSfu2&TBeBxeC!00KB(!P6LX z065u0^N~J600zJ+84t2wfC)fU&SLO^aNqw2f&*}sybfFmND>Jk;aYUpK~xI(vZI>$ lkaGf7mB@g|{5}e(001@MHquST)g=G`002ovPDHLkV1o73i=O}h literal 0 HcmV?d00001 diff --git a/img972.png b/img972.png new file mode 100644 index 0000000000000000000000000000000000000000..5260f8d4c5cb0e366f14137d33518c777b705331 GIT binary patch literal 4828 zcmV<25+m)2P)XH;R=mJvIfD39tLhdWL zpcd4q2NERGBZp${a2p+Qc#M7Ey?x%*YNe4hl15wozI=YM-|p<}=%>+W^lwjt0s9<6 z_@$`HN1POet%Y=ioIS(3D$3eCb}@B{!#-d&XqaslbO|)i{`|QL!3D)=myg!3zRRG? z<_#CFzDE_}d>WN?J0Vu9^I6wQx*R3#VIi>wc%Btwm$_nQ8BxrkXBRQn07Hq{qihOJ z{>H4!G6<$3NICFdQtXW~NtqjJB<1QYQOev1Q@g~qj67!H7NSN!gP=x2^yp`lCe!DK zYO@hyl*-(75QNN1Hc-kwV6#JVr~p8zAXWC~k5zyUQ^i6yJ(o)nausyT9QTw~`l00u zv&3A%#yzUyuIu)fz7DYpu@)=K|C~Y;Fr$gK{BJ5`9u4R)-do7F_&}!+KRkNv8yDFx z_vp0|a%Tcfc<}6kecPkF2GLVF(T;lbAnkY5H$HKSP&)VhI2&{+T!_NVlqhanz%ZbFP;VcAifY1>g(f z9SRq(b7-;`dEa6q5!qQ+deiRM?+E$p@)M}nZ9~ui*{*Bnbf!xt)g86)f7)}2wQZ<7 zq|22jBwOeh&{QcBvk?R-&FSqI-<|YEoSK9e+!&ttWZcsDgn78^yM3a`yjjt^0Mc(` z&-cE-&x~WWjbF->9wPU07Kd51v+gAHqGI4+EICh>94II#NjBjb0N_A@IQErV8V2=h z@(REipC;EDIP_m8rgX$~GP)ur#3-^jvLBGdVF{+JiYPs9rpnZ-dC{2OJ!jX`p~yn= zB)=+#B1`2EI+mBJh$S>CrO8wgTZp#wRaQl2$X_G_d=9Nxn<&P!+GejTBV$4B6d{#C z#)29YA--!qlMHPQsd39`5?b13=hg~jJSor_O+uP!s3#wJV2)9Hk*jQmTJt_&R5^<- zgCdU!eINjU0*>=3qH*?_c!LHmawxL5N$AjdXt{P0#f-`=h}@CM`K1)R5m^NU-mcud z6_!gKchdz2r{;Y*HREb>4GZ=ofe5rn078cdsPC9PLZcQAjU&W5X?-TKaA;w`Mp)ns z!`inyVP@kq)9JdPZi&smV131`f@^kvY<4bd=h_M^NdXTN4qOG*_k!4VP|9a>sD zF;>Jj<)=zEz-?i#O1?@=SH#wg)02xnMLmo)GDeFR`w2<7z*W$*T4Q~pTaA!fv)F&0 zSKoPb?2D}xf<4`Qu+!>C#!n83@KfL%V3acEO4UPsO4UN~cvk&wvINS+YCldnim(qZ zn&^s{$gju^NCWFOMb3d_&v1vY0QEFZkrSu~sSBR&paK2Hf0?(fDTO#cQbW^Hh^sa0 zwTB>wCI;OiCb~sTQ1{9Jto@gWF3pl?3BE~@7ZlDEHb)_nU#RRty+tTZ;D{p3Zq>tu zD}cw3sDPel)}=w^;IfDcFLifTs0l3B8s#U4&97SL*SCZvj-)t+5;F?(!Ojr^KLFQo zM8iC>afGAMXqP9pEjf6KS2yZoXSIees%W(8%qCxx!w&+=P0M8jaTa(aS~N*WPtOUZ zjqxTKeYbG!Tg(lq4eSkiN7Cgv8o zddB+%4FG5Dgs^jqJiO+8f&u`-Seg`!w-w5>AYkiAnsKoAc5_65zvY-Hpl(y-F7_$% zrK-nEpJF$#abs^MH{6vh_bGI?9OnMc)S8}A4S~Ls8!X-z4rEC=j5h_#(;UP{IfOei zq#W|cBRLI%(0x$}$ZwI{fe5!rCNq3RMN#D1#;i6QN7QtQhZ@LHpr^-clIg}ujG|Sd zK|*e1H3@YVxEETF8}A`MQYaU|X%aJs#+8Uq6%eS0=1Z6xeuOvXQRUJ_e66tQSvlMH zguH%)DY+D%w>4}gDVESh2q0)pxEKiWBZ9CB zi)`oXP)~?;V+|I0^%PL*6o1c^L$g5vZ`FHg38F0yZU7v7CT-O32eI`%!rMcw9^=WU z2OLl3#rIbaH2{44nL`?}tvSDb3;23-5>_KK@5cE5~l&#>VlZzBw5f11E73|ai1(FO zWD|lxNN>9ullTono*}W0lz`75iRY!X2e&~&UvUK{aT+Az{hF^g>?f7CZV}f`=)PA| z*2(ydSDVGY3~5%XEwkG0_Duks^EAEpYWr196C^3gZ0p=KkF@Up+N^;-3^7Ab5E$J2l)F0{U@yn^B2E;HU!~iZb8XX61v_TnBmaSfonO&Y-!i z%5Yeuiaj`jW2+A#TEvkQO0!4JE}`A2QaQ48S;aR>Wp~QacMIEPRPOXAT4ZTxo|4~L z+Abs29*Os--R?LFkZ`v=ejxQ|QP&3=sjXpruq98PE_jQ1x6rsjb2mLKyO;l!KXjvui>~m63yP z5Ch#H2D(8Ebb}b^1~IS-gIv8*0B$~U$XbIzP9OdN0QbM;5Vi(`0Dw|gIOY&UKj|I- zPB|XQjw1kCzrfK)24OUVynl)F(`UdhZx|lQjtjhkdiD|*j~Il}I(P4W!^z3{+0*+U zB<`Jac=H1Q;F3cajUfksx?!oJIWX)Q$I?&z)7O-%{_^p!|NH0Vf4{yu5NVY^Gs+@% z|5d`iN^PNJK142RYnq{EHQkPbKUO}d+;#x(7l+E~*%mvn4$;2E;+%L}?}Iros|Uzwrw_Fo4E zYe2F3keG!uI{sE}XaPFN!H@&zJS#KBxSB;u2R}F%!nZI}^NQ-Z!hz zj#wlyBwKCQIfZuwA%P*8>v?x2G7!sLo7THiLkL>Mc#8bhS;1Lzzn4N6}|T8U^$gk3!dK13Bh z_R^2;Mhe2u5Q!DGQ=}Zc43S8XPLYD}F+?Uol8)5r2!fj-f`>!2ya;-oa56;nm};j; z8F+fT!U&?qlL54lGvrnd7elHvF-p51-Tg*kNL#n7hGUJbOxPx7hWt$L(GggPkF}`0pG) z-M@NK{j_8!cFMm06#$-#Ifrx|@QllxoSgrDarC^5E~$9@7`S@zt}}!cORdZfCnq;w zz5dyHl@N@S{rLOk!OMD@tP&m{^5*&y$2cmZOC@hkYbIr;fZM&>Jwx3>3?D)u@6*O9 zn??*f;2xAV2y%-(++wd8H*yQ$)=;;|*2)3H-=pi)^5h1QSc+85O4%Cn6C`$e#IPqu zEB4(tv(_4Wd)RA-AXa?~w2?_G5w&h-HOD=eY}Sp9+i8osMOv6NG_&(o`y+R?kX*XD zjWI_nL)uV%K#i)%^UNlinicqv8cQ~~PC96yF4`H=Li<<|jHN2yjjX_j)Bs-<5WLvwpGQr@dq-csPFr=Q&YV?zKed{g+vMD0X zhYTyb`3K>^=t4B2_PR-3_91l2T^w%*7CS z3UBB!kYrsh1dwQPj}MWk@EzJ6^H6Z3x<+zc04NT!DOEEb)>&~rk=uDyEE*TZ81cbEi0pl{9 z3ahA@LRI-ux&2Wjlno$AiA~?Hq&krdDdI>ZxDP;95?2GeY2Ibjie?CQV|rN> zEnZa?QMZ$A#dZ>=8vm9JDGWib5K4;kfLdDGB>{I!Ld?IgB9S2&t&&TY1n`PVgB&mB zfw2pu`}=UDGh|RA-J%l8L^*$L5{d7?!w_JIp+^6wqfCQJfdCbxfsY{ob`~b?cfMnH zFBrMl%idpgpcA73 zy4#~g^;TvAwMi2T*D^DdR+HpKZ)G~B(8I^JK6i$U@ba|+(2rxCpfhBIlRtL*Vn>fu zJKQM8khldh9p#}XA0_)TQYMUbgrI0|x1&MyIHbdk&X5i_Izu|#=nUy_qccPX&eSg|8X!j!ysp z$66nM`wF=K!}p1->UaPbJh z(Z$C{jPh5EFArYh@o&3duUKdx?ye5U4CzhG8t{Lgj^a|AnAD&E0000RHR400001 zbW%=J06^y0W&i*UA4x<(RCt{2UCnPCNfod0#BuwxMo37Dv|>uSJkUmAKgO;p)ZLBlRTujZHLJwbKoNX+8vJy2=ZT@pJnb zy_sy&wZoK%DwSxJRjN)ES=}AYEt^51gx2{|G+_59`jiH6G%hxZ{3IjyGM83!+J}#Y%;)v^Fe~9r*RWY*=STtXW)sVS#~n68Jv6>O zZ}_L}z3f%d5>7+dai58v#8d=?C0|{Vsi{O9;#3W`?2fIK40sWI-QkYOBENH(cuJoF`M z7;V5cwgLZG8Jl1&r09EM3yti%tU?#Q%E`TRgakj&)DB+P*ZLg$7!Hfj&M4@)MbAmM z5fW4C&IV4*Qu5Bna-azF^%vPY6eUJ=PtX4=8KG1N;fD%NFMe%p3d9D?YU>xU% zIC30U2z-N!0ya9;%&7T*5LgC(Jnimo)lm*LpmFm{Em~xd+FZ7J%p*S0G?t6R2C4?s z*;FMx-Wcr$htr#fYzJP*@m@g-TqO_&sAnHtz-zdKTP}L6O8YT=8=i;rqse2q$FAs~ zqD24=R(cRlh0?86_$FN53?BnIRi*7_GIu5aJ$gt0411RZ<~=xO zC3bb;03@0n6APAdcSOf3gBaucHP(~WHnDhM3u4v4uS`CJtxbawC`5a(*t&=-lgkrU zz{AyG>y&Q^J2#DrvQ-$cvkrKMa$B$8ry;fb_%?c!+8vln2H6tj zWT>mn#)1KeYX$-QU1EkJYRW{Qdo{z7#a0C|2N3|Ha)281P{2G%cM~e1P;01IH2(M9LolMn! z-81A%7|B^+kZYdbViQfV*kGXKvwJU@ZtH~&1|WY~;0&4)vQZ9<^q~h#v$-S9Fywx; zsFFus02ymYhHnr1uvuhEW|cvyA}#Td1e@aV3}+MG|Bn>QY-tG^?oGur zm`R+$4(#U(R%Bpw3$~pyz)3II*zbzLLHbGzhG-dFGMMiUFUw%Qr?>Q7GQM3^%E7Eb zykiWg^yVufWf|h(`C-8}iqhk_Xn0<<(Y5p#DBQSN*fJ{F;1ACYB}~0QsvM*dM+Jgd zFOaB9hD#7wFHo&Lm`J>93}(QVTzLlH3y4n#xwWc1gQ*v&&`(E`bTrqKMO$>yy=d$O z4$h5oWQo=zr7VL$%V5Ib1}%dL@Lr%rix%%SQhU~E@Jqf?B=#efJ5xUoaGpIu z{VqEn8%l@i?J60zLXYPG8PejPV~u_ z^QdzZV^yvM^kJKjKaOcn$cT3kD;d~$v=>N;g%be!2^$|5z3G&$!so%^!!PKR!avv* zcmImXRzm)q`P}z46fms!6es&Do2s;#ZHM$#f$jhb2KuV-sfiGe0S0GRg$oyrhS)W5 zGnngcTbRIpInO2>@QQRaS)6ARTC}hP_rn$EXiaDWS`(Up)`Wc25Jif2-a38zYYkDP z_C@2i^gE3r>u3ayqsWvA^Z5`;YeEwsOpp`B(F=TBu{eWJE}l(<;H|1rn;XVXYD$&? zF62Q47H0@n_manxV}1-k*j9hiXsLXrY?iQ^jj1s4GT-h@hFj*Gjbix&0zD+QbN zm{6p-vPfN~~84+5Y{!BGH!G{L`-{>V2wn-xz5(Q`f)o(_or<$ZA)Hvs_Bgy2T< z>{EXdBKeSTbSP)XyU{DX!|RR$0EG#Vk7zba{!i}tj;4bA_hVdTO(2bE3vqQ0XS32K zLISn)cNVX!yHpEjwJm*L7hTM?}yu}qf51?(%38kmW1J?n-Odbk*Ty(!suL+UQ z&p{;<6e=oX)&vc$ntwh`K! z@y7q^d1EMgeY{qGrWAY=?*Bah9Va*n`%4&l6F%e>w99|rD2kOCzf5R`f>>X|(3>C@ z9v8*{e^;0wo)aiZk%`(ZKySh$xP>R;cnM}}CT8lQtjB1I{u(IWPZOR_pU5zPmWq*@ zV8Zazg|mTt!!r}1fC~y7N<^weMlo{v-pHvm&xGM0cq#Z{Ky?#>m)dz%=7{kobe_I_ zBEtak5g2`Sn4Y5Zn=9z>uIFzRwv61dM>^bJ2*1~0UQHP766o?$_Q9q6p{T(GF|xI#Tt!hwDOlgrR;LM- z7RAjdT$@m7QQVB;oiM?EG1qRwER#+B2CHaQDPksj$d*EKQ9LZ_B`_P?7*HgbtUIBOGb6?WL1r|G)fNs{VkGg@0Ej+b|x4JUBK@d9X)* zGX5e<1>c)&KLAD+jxOMo{%`!TCpT5~Uzn=ZlELtLGktP+PR6Ih*N2~Wo=%^4M?byj zN!HGdsaAPo9}VQO{{*N2e7?{V^QtGm@_^9)2G5QV?^376m<)CoZ^dD->7S$ji|a?b z^zGhvPM$9u9m8&)Nmep6UHAEtEWhdX2br_}R2U-QP{0dvHFymaJXl2UQl|^!a8%U<;YU3#<%PLGUODzUu3yw P00000NkvXXu0mjf5Sd!A literal 0 HcmV?d00001 diff --git a/img974.png b/img974.png new file mode 100644 index 0000000000000000000000000000000000000000..6cdeb22a1031c90b33d8cb94959537d8a06fb771 GIT binary patch literal 296 zcmeAS@N?(olHy`uVBq!ia0vp^CP1vf!py+Hctfo0Fpy&q;1lAydGqEKD^|>zGiSnt z2`w!x6%`dZIXMXl2_YdN9v&VxHZ}$Z1}Z8l5)u+TJUl>6uOd&+15%77L4Lsu4$p3+ z0XfS&T^vIy<|HRHH1QWOvE7geILNB-uYVnf_5=1LJAt#G=Qqw>kj3*s&TF%=NKJzT zo7tCs1|faMyRt2@u0ju517x@r%8Wl4p&4hCv%DX^`HO$t2;S=V_qe4*h`=_wCkrb^Xb$#K{4C{O&LMI*bE%|{{J^u@c#L~ rx@Vo-Lmr;R3Jv1Nb~GrO{$OATP0(2_ttYh}=wb#>S3j3^P6RHR400001 zbW%=J06^y0W&i*Htw}^dRCt_YU?3U%XJBa1AgGETL`(qEJpbWhj3n6d9!zp9U|>TS z2L{X+J|J-u*qM+tagtyGiGUO891!69z`%+u_klqHmAfD!5zONM{}(LF$AKiv%D~BA zfM)Q}04xWPc|IUQ62bp~ED4K#oRaJY4Cg%FH(-~vU|{A-V7`D|asdN_Ed#F+kj3%; z{|1Cy|Nq|%oB|9C%NTerV|9KiR#7Nuz$ZC)0RXeoBi%RHR400001 zbW%=J06^y0W&i*JDM>^@RCt`tRlQCdK@gtx8K1$&oy7}qk8o)tA&xSnA#ED`1QFs1 z4j~~@1dIfT5($ZxlR}SEP)2e@M@2zFd0mi@Fgv^U-t3=)yL^&wZ}!{S`F3W!2cRKW zZxui?o(aK?Eb|bE2Y{_9v_M}Dr5uLIB(TDh(vtpbuL*?M9KwOHq+5H;P19@O&`(K$ z^Z1Cn&K3Fl;~-i9Y?atU^4`-{#?)wQRIb7vR>ZA6()SaE0XQx;gi&dfu(r!W7=4W@ z4Z#v~dtG2^y77VkR7U!LWsU?QW(c046tkm_i;37IOrZophxf|b*ct#!Crm9GgJv{n0ZYl&g(kmVhn4f_>B0X8cK@w( z5+}~tQ}O)huIpE8=HLoL{KD4@xVI^27xp%yPLcEON@@)b!njHZ)pCRx`+V~G#6E(T z*mXZ3wU00IWF|tF1jIGj*g#X2hTZ(67f0pysY}BT@Z=IURw40ZATCmHX zXV!c$ggYLc{c-rnwAg*U(1YK+Z5D0S04q=8d-vHvp>ki=q(9H9Anau_zLJ|fJ=FH620khbb$r{DK)Ap4~_T za(X;n978JRBquO1rLl2D9AIG2VV98jAvxgyI~#L{mqIF|_|pVdA$_}sn}75hjci509e8hK}O=19@spkQvHrpFIKXZB6EcoXh#_D}fLkP{>rAjlxZthkr+m~ OT@0SCelF{r5}E+)=UUhR literal 0 HcmV?d00001 diff --git a/img979.png b/img979.png new file mode 100644 index 0000000000000000000000000000000000000000..3ef96ab4ed44e13c5e605d5fcf023c492315f0d0 GIT binary patch literal 4013 zcmY*ccQ_kt_on7+w#JL9S+!Rws zqEN2-! zX)aG3UT|GczeEDKawh$&)8;Zf>@=w#LTB8X6jkii%=l zV!XV(EG#USq%Fq@_~k_%W(~BV(%JaxLq)|dV`89d8wuMjoeUN;;v4?fj9Y6Sfh&cW zFuo%Fr6an*m6=({dE@R!n59@!EEQMM$0_cl^=l%=*RB9iArnErXuf7WG&W{@B7cqX z{=D;5YmQx62HIDxi>E^i=m4H`6-~ltI~5nK9o9v8Z*RE>e6(nxeQxDq=VHgI$jrWM zn=6^tTGDAxrf)9TH)s~LbQjfb^(xnSSdFK6e4@%jVX-ZO7Gl!@4INk16pZA@pwVMtSiT{THmWL>O)=REy)ha@zPmV2t6+@VKkPUVd!Mx=CgP$&EU|uW~6L^0^$OJC! za)X5~iIu%vhkJZIO>?O8JPZG$xdXXRa8zoz#e*aAZWk>$WAtv^1EYw;;2S0 zobnlij2@OWqP*HP{@2~{9_!q)<|n3qHVp=R#AGdGzpBCI``dF{ z`~Yu>gst60#n9|0n}QcBa==uW`Yj_k&| zj9eYCd?Dc~jcYtIjBZoh2HV`AkB#xOz>MGZdS8X`+=51ViX3jcM47rB>Ae>~ zB*9rNG2xnngj6dG_yd-(hkxvBzFov?ch8-ZqNR+wU4mlPErApV^ER|(~=K2?JBr{!zUy8rQ|WptU2AsLun%xBZI5=~!acqhn4<6hj8@)BCj19Hy2*? zonjWTr-ST)TOy1J!i-9f4yl7=g;Xeuvj+$lkL&b@=cp0jH^n&r;L6y@lvHdwR5EM^RfOUj1uKWU)n$z1v zSKFOFTFU5cfQD}&l^?IUs7hl!BTQywFtf_;k=<;~OSVQ8VG}l;91&$4`K}xC@E}S4 z#>djxk{aZdd@e|IGN1=o+~~x$#2-&ipRL}243U$)`L^q4awcd}qubxjsdvY~8G$8V^)x_*nw z3q|yRYLp0OQtp-hbO)$h7f9K%vxcl3-N5@m(Z*$T}kBXVQUArSU2ehc6- zL=nCgHAEc#gMRSZK(?#Ke0%k*R*`?Mu$5Y9MPBM*4%*E>H~Pbwal6+=ev_l8smE}nW^kN|fpuqopd2on1grNmzDle6zflb% z-h93y-P*=J?|Y!ht~wkn)}pKUDsHR41*lZ|tXqc?m;({XQ7uoj;iW$MDY%eD_+JSK7S0(7Du3xD-Rn5OXrf4G{ zm)f#*;ycO*R}H(iuE*D?i*}2otl93V1Rro#d{4cl&aCXNYua$md=MCt<7u?g4py07 zn&cwZjXTm3Ta~^+JX~2uc4C)FU>+yC;M54$dFCI_U-K6~_#Sa}l7&a%TIY#Pr&r^+ zoE$^&YJDH!q<&w`ex(zD2%`!gLLi%9h`3-fYdHIfL|VmGoE6T@c`=0DVINoO4roF z#V^rxDH?%(8^ER$z##eBRdKjZel9HyklugUx}yaQf9YYz6JU4^YJ$7*I3pn*!@gWN zd($Vp*@r8FCt^~>U9PNM5}8qm9V)i^=rXIqFt?{iVvEIhnp{MeI=a;Hy+{`ja|zWl z4gcl&dyp0M_JkBvGqD8u5{5?A$RPkwM-AwK&8h*E^1hI=aWhmGN)ZiFW1#1mFWp9w z%F&_6v~ufH^ZE{7N=xXy@hE7zX;&?JtlAOq1#kCE?!AOi(LcdbQ16`9#geFp>IcK3 zl{t<-oxxQR`{-5R>*I)&&eX*mnokKD=TK~kTjtSufvma8lt;#_gb#PSjI0p{X2(EQ z8+lP5qL)`7*s+PY7xn+v`Im=2icYM=7^tPJ6b$bl)pQuiOyUOS&Y%?vDMk!NcEMS$ zSD?H6Gdx?Aw6CzZoBhw8bec z*WXCtmMs<$zv8bkp5z6#e=%saUP^Y)_}loXdw;|1kT(2i9n`f9QggKmaAI4D*S)%b)HO$a?uJH^K)u%lp&E zB>0IYfxJ)?-KFoNltBP_+>kVQYoM~P)OGkQ8Q zyY;hl9lcQ+ER%s-s>wPE|LvqtAJFQmfBlc6YZdArPv!WcVPRDS6|HnFC-%F{ z?@+ZSG1f7(GIt`cZQk~!Hi4$B4D7cW&Kn|;852Qucf5G-2s;1hK#sWT{QUajCOq5k z_3&#`4E{`_?3dF^6PLw~XTe_jS|#AQ2L*O(kMexB zp9#q>gO?0cOefs9bkF6=OwAjJ^+o`ybfGFM7yIF9zC}ml)R%u~DwF#_g9bgfg#Q9H CbK$C;!2 z7Gee)3O_i=oMab%!Zewehcm&dai*Y)p_8hmWCmjdU&ERi2Q2bP0l+XkK*|AlZ literal 0 HcmV?d00001 diff --git a/img980.png b/img980.png new file mode 100644 index 0000000000000000000000000000000000000000..914bd396235b2878b03ef4322a0a8151890941f9 GIT binary patch literal 259 zcmeAS@N?(olHy`uVBq!ia0vp^Qb4T0!py+H*xBT|0LU>2@Ck9(Op~MH`~d-mi)W7(JYekLOEB;_uy!89 zgNOqM+MZdksW}^5J@8%7NBx6AlZIPKY6y!CyMvfdL!teG2(^ymNn#zdunUvb(Y>d_3FRAo#GEP&2hT`cOeL4WTZpko+3UHx3vIVCg! E0QRORHR400001 zbW%=J06^y0W&i*JZb?KzRCt`-Ry~Wu-l)oy-kGE))eA_&2FQGciuRYkI7^&(5bT$=t*Rh2LR5vBKctL zXjMyU@yU@Qoo~G(e4Zjiei)~K^0kvtG0E!``0><*Y(i(ikM9}xXwq~QlrAN1L61_( zxC1%49alpX?>6CM`^p8j8d#~YYj3eZlx^$m7*?lmV(eVHnuv4_8-SKA(w~H+>3aVm zyc7C4JE~+THhnYM+YMc@Fm)p%{lui-ca^XmThNKh?2U4@O_|_8l>Tsyb=I3ShC}IG zVvF5VgMfRQf=xOsYo4URB0fk@M0`iwEO#@lr1CK@;{=dKf`8cKAy_ zA^{&RcLE6_pX_dCABFKA4;IjK% z;vClw{v4#ss%WaJeY};pXSlYKrWnMz_4?eNs`_AsE9TA7C4V2o*r`5scB`p)`Bf~q za$XS870B8_CS0ausq4vhp+b9eAjpz$-^JtX*2DT)>Dq&lRjKSY&v8%C`-)C-g&yjk zDUE<9Xb-tt5u4bg^q3Lm`=gPf6RvoQk!5;J65s(w>Nmb>U%AO_7Dd3qMZBwykn*dWCi!j-ke%$Qm1Om~6DUtfGI+AZiI?y^h4zGiSnt z2`w!x6%`dZIXMXl2_YdN9v&VxHZ}$Z1}Z8l5)u+TJUl>6uOd&+15%77L4Lsu4$p3+ z0Xb_uT^vIy<|HRDFsjwDr5xx!^ON%kyTl9$2`LFXg9KI^fx-on!VMzE%-m(EI~c@g zh$Jvb^FMNF_~F2J+J3`rHG>cT)y}%)B>b&sG~g|gQNOW@$>9EkqYaITLM~^S6yi8S z`OA1*xc?^$oLqU}LccP@3;rxgiPaN#$gE$WSAFWh1m46i{JnMs~@cUn9=mA zq2sgTp$5fG6B%7?`16c>n3tV5JyHJm00YCyZp9~|F8#BB4rlOm^>bP0l+XkKeQRok literal 0 HcmV?d00001 diff --git a/img983.png b/img983.png new file mode 100644 index 0000000000000000000000000000000000000000..21a455caa7ce86c3014c2cd3d2f456edd40489e6 GIT binary patch literal 772 zcmV+f1N;1mP)RHR400001 zbW%=J06^y0W&i*Jf=NU{RCt`_Ry%LhKoI`y^Z9iTyQDmcg7Tb#0)fQU6mZHfaEp+T zrARagx7Bdl4N2A3=&*yX@6kyz@t2sf=N{}&96p)D}v&0Ll^2(q3S zPL{V+c90=Pz$8gBGR>;a1R-+Ee7LeamqZvSlKVLQJ<9{e*cB9qOyTg=6Us_XLory& z(h*-;ATIiKzmy#I(8V;yOuKL5QL|C1;D)Nm#d+8Z9fj^bn+GhDHkS-7yER$F>ReVZ zuG7vJBJyv693rKyaW%hAI55(@-|}>fE(C)@rD1G;6TKbkwm#%RVNx(T+zNxkj5g0D z0VUAFv!O-oQ5Y#Fr#gbePUvn>R;=-(wdvV%@H>!IHKVE=>zzG z!QXC5Tru`inwykUU&Qe8Y9`^e%B3WF&TkW2HdfI&hPAIq9u|G?;Bzw-{-Pqd6SjRG z$B{a}9pZ*6@mAm6-80|`k?DZbYZVO-&W@D1@PZ2R)(djdjNeIjo?nob=$rsw$>-c$ zn^(MhtyTCb?6nA6XOGvx#=$RHR400001 zbW%=J06^y0W&i*Hut`KgRCt_YU;u&u24wJnoq;t0&g1_NB0n-BpN5+DqAWEt`S|Ns9V5Il|r3~UU%j2l2~P6k$n4G`h_pJ1wi;Q@r7 z0A(=3^l?(?3JL(r0gyu`FmRp!|9>J_@=`P)RHR400001 zbW%=J06^y0W&i*TVM#gAp)!fk-|WzS)Ff1c47x+p!@fidos|ndzUZ>h9{E-l3GR z04{fDdcOXqf2ymiYNqREh|=_cQYtvq7f~H2_~QPM;)-hWQw5Ovb^?<-qV3_`Z*~pu z9uHTo0R83&GjyjaxT54Rd&4|rM<_CoEF3U39}DaCFsJqa?ye&(Ar`_1NQVj%fSyrU;i4u(p!cldlPhR0Ih^UN4gh+>p5JH7}-?mo1(6mr6huhWj12<3h6 zDrc_UMMa`Acg$hg^b$97-TCR9hIk>5xO{Hoe&_Krh+fAs>a6QlN8K6~j|^)4z^NOR zE*rpQJEXtUNsokuZ^DZQ-J6cWP-UW>6+lE4IWd<*zbYl!Yx|jov-82WNrYM_?0ao% zh1@0n^v;YG?S4VD0hMr^x(UIpe}1t|hqRrL>JF+S#`A!X3FUXCHEY2@zC2M6lU*?h z=vB6e=`p3%X|mMxC0(np(^DnEFPGA`-nW!~^vAoHpiGFV8L4@g#Q7Hg>h;U*`5$rrM8IXk-|a)-P~Ln=VfkCxi*uoH>%6^*;u<^J&=6@ipMX*4#0&!*uY!=8icynKdyIG8Q8b2>6SHpm7*_fbJSc5AiG$w_aeld4mvj zMl~KX{e6Wa+UZg;SB*0xP!XBc?(o~Ly8&w!aF`MyT8f=I8ui)=Zqu{6r{bw;fk~uJ z?rp4y^G>h+K>?K-z|0bo0m=wK0}!)gn(k-=mfP`Uutu$9Kw#{QT0nnHf!&aGwSd78 zorwCI^g{7f3xvn206jkn(IWFSd?R&2SOIggK(P0ur+0XSPL>GrI1FPYzg^4#A}tCt z0DYGYUD3<&h7I<}i=6C__w9M@nH*5tIYDpFw&%e`5um5!0~u}@^v;7+{D58*^TF3? z!Xc*2*^`xetM>*mRO(H8tud7uTK_k{@|Uv)>qozG!hC7C$9pwp|Mm0K>CN6Sryvvr z<8JTQr^(`(7T?7gB3a1*9^65*wsI>Oud~4*3N(=_&`U81M|SgDz5=WV1U<+6!+<^7 zs7%`c-qTj`&jvKRmRoCT!qp&I-`AInO<0QM_Pk2(dcMALz>G7k5Rj}$N~27mB0y%D z1(Wem2goTV7)*~UK+e_yV;j{0#_TDm1dQ5eI5aHUf2!eRRNA}XcjL9`1su35h*d`H3e|qFADhh z>jOA9ktoHM=<$M3a2OY+fNJ;8gGF)cKU@i=19}P@vJBwO&q2o-g0qEL?-K*~_2%Pb zePjKje=#M%#Zwp?j0HS9N|ngEqol(|Nj+P6KntXXrkw>CM0~U;;*$UzM}!`E3PbQw zz=@i+(NT%?!!nMF9QY)ZUz~1?0k%5Y$)(7+ePazdAr)aZYV1cSCZlmo>p3F=coywG}hRe+vlLGbDT30_%Tj{uV8%QrUicyT~tO;!Rb_m$wy z0Sr3i<2iuH3hIH4-A)S^0S5aSw`Hvd3=n1k+AW)r;l?+1dlwuo2V~62S%A2w*|I`F z?T%63LM`A(kk~=yct0jzdr}7Itsw-^jLENlRsPS>l4mc90PV$yps0@-K+WTc1J)QYSOqHZ5TItB;hoM@0&2cP#CRA` zu_L-9I)?z65IvJXD+dIU7+W0DcEt~mrUzaeenp(#vkJ6-chy0E1n6x`Dg^ zBmZF6?K}lIy)1$ZEAM2V!50u(l3;c(wPCFwvFF_)LCH36c&&oI1cI{dER3VKM^!!-Yf&|NYcWTGw2+H{R&a3fr zA%Ze~-W0bn++_%g`1vZ&J@~i?L5b@nOjmIeWf6h`<&2CNci|EQ^9>lPNY~d35zICq zO3QZ%8F~?dxduclj5k*nBA97FG{b|roTSl;U^>i#tsB2|=H(R42qt=%*bm`kUWQqK+=48w&*ks8NtBe-B$dB5bAZos-n<3OVTPEn+PJX>{9}O7=RrQJs2HDE)dvupa zi5C%Eo&A3Ja_#YFMFhQONw8zbWD&vlA3c0zzC6A6^K%Ko>18P1BL>ld7da&$xWBpf zyStl@_iS>(TX1nCCO9@!L_knM`n5hB1dbKeOFKOnGRi-F zQ-)r2CMd-DzN1qnu) z4{Kt~wwhIhM(j+)1&QeqW4%fCT(z-~-{3Arkn3NGcco2sU!EZMw!tFr$~?&uqytdm zJL_8YaGqeku_7vRA%eIXneWUTpTUaIh@VMoy5tHogB76>J);r}g*h;scdm4Id7~WS z9KkRON&0*I;#}$O+%g2&D6akO{2BDopjJ7~X@cCN)|P?y+q%+S=~h|dVuFYt>Tcso z_oZ1HdzxSvx-F=`!FwJ(8qqUh?AxzCn_Snb0W$<`EFj$W=4)@(fN6qZn$lFaB!^?X z1*;!#0OX!|nL#jg-->cz#xGVs9(=b`@S0^QLFRouGEY!nXlJvTdS>Ld8e)(HCk zWf7*k!0Jc!?W%HE<_UTUX~GOUuhbXqgZ2amkH%D;)X&%WNuwM=`!12f{LW^Q zAUM2|Y4{;-zSjJ51g8jssQKdFn;DWOI8GCpZrKLCBtaNoEhMP7>d|YNBng5R^ll?( zd6Y){jCsp_s$m)g8S=sqd;>1-bf(+*=A(~_Z&Mh8U)(-C@2KCjNm!;_7=mMb!wbwT z(^kAN1kctdr}XGcB-fw*{jw=s$(6h!VzW@@$Tn4!%|fY?!GM^nLzDK(tcbKSmc|Tz z@BVPy4Nv|>?WuVL-D{|-Wbc#fKWzBvlo@QYQ0iqK!G6!$03;~sMoL6S1ONa?)t@Qr0{~d)e=CaMUjVBj8av?M zj_s|lV*r?clUwo(001M@l@$#AbN4Oz4H-12Lg#?^vX?7$Ot*b$M3FC)!`BiDC@H8U zHgVE}l9c8wZ18gaOE4&silCiHITO?;)UCo3u} zrifj`aTopN?{%uhFYZ9z_8OZG7v^|ol!=%m3 zy0RHWtS;uXGwsq)9`vl>gXzxMK_FSm*?`zmnw(&!=ImWDS;`Zv?JSLt=yaKR=}+IP z-0VfGZroxt)Z5auSuKBo%E`oJ-ywhQsKo{L@klEbDVP9HJe3hQeD^Ty6Uu*2cmFgR ztCXNj#pe+Ozv$41-eN*De`d~sPZ1p9 z`pvFOhrFTU!nDViio_?!2fhns4OiZ;B`XUgpbxEllt8UTqqw@J3K056ou>`Zk{7kK zRU8Hag->&aYE8gs*-hqUblU=z^m%dY%px~F>!jzXfM@(0t?TIG zf-5Qj%#e`^sJcr;jT=Y3=1_{mV0uQ)T~KL)DqcDD^W z4Z1i>bYe|^iT$9@|6H0kytS80$HiglC1kI7cvHrp2_1_rV|qKOgD(-4d*nH(a3(Vf zne+jJ`Sv(py<2!Z4i8Q~by+C#reg+mH8N)XU4*aWn*`={-SV0FaCY0+Yjo&;b(@iV|44zK7xZYW0v`_P|WJm=DmtZXa zrxH1%+eB%%YQx;fSxPx2i|=*}B5hb60YR7Ear=9(;;@&sdI90mJgiEyxVNLvaZsg; zIpGo+Pug?9;)p}m^s%feMhDQBw+8i{$+zQY5qctN=&EU zE*5PCIrvj0Wf4&kWAlO<>pxX!OD+B>KJbDsq)B=sxP=!`N}^>ESr#ZT@pN@Pd299P z2hMC;c5~#Ot^H?F5{u`a2IiKk_T0Uq?Ze7CUdb+O$B=WQ&!nyv1}M?7e2%EA;#lnQ3N0AKh^0wJYYOU6k!;qT*K z23rxOpGEYy#~knwqWI|0lC5!Et=qVC(5b3*gMjq`zINXh6Z|#MPHI@pg0?2z5dvYB z+R#Iu4}}lUevNn@B0Q5xr}d-0&&2Ilc4AqM`4*3%4A6+{BbPvdx@N&T(Eb=(QJ#Q+ zB{kaoQ#J%V;Q4*IbgAtHkp`IqC;qM5Ky3Lsg34(c%(G}7^XCs9z*^D>7a?Z*yEbw# zzK2+vT>JIe%pd*}Hf^$cq85v4-6gH|a(98(B?J=#CtLWGsr|#l4EOGLXKY- zPq7Dc!JkC&bfW;ET&GWf`i|u1d!*yjM*ywCt> z%ddA0&!2qfnF8p$bB^vVqfgn%}_5Mjz)mV>F@XgENp=U5>uJTYi2^YWU(2Am8 z@;WkP7Ts}|)j)6!KJEhYsg;9M3K`O2+dol2Cd1`v^1;?vQ+azZYJnG3>MYh4AfHE6>Rv z`9j9X$!%w%2Af*=5kfICUZ`jns^y%JIVck$#PaX(?g64HJ$^oHf8A7Dvb7&e`Ea{D z#Vv0ez_mpa7slD?PtFP7IrbKH3)T^|i%*W{YWQ+dE1wFlB+aSwsGwrG0H1$ zgx#bUB0&W1$^pDP>oOgTlb}-^xca^BYLVZg&6e%XaBZv=#*1GgtG;te$|U~FHe>Y! z6o6IJoUWYw(EZ|?v~Axm9b&6y?pFAIlz-zS)%yX6fGe9x(^f+MJNy#*(HE|p#QE{H%q+%ndVU5O!)Y#9k2;5+V z#~aM?RumCIj)I-~0ctFoes3i>V7a7X%EXf_ttNe!K8abq#lk8HhO>>~cw6qR>^}zV zZCT2(4RFml$G|Z{0So;&Z~;Q9W%-RbLhPplDythbpQ~+y(76P`p8s?VsNTMhaSFt~ zPGVvKv|->`k)x@F=|6C-HKt;XC2Z0?#;c+<(7ayv%4rFI`ucMnE*9-&uT*iGqd(rz{D%ii*j~eqoKVA$Sv~`br&oIC&CI6 zO?Y4Ibt~D{GbV+7hbMX5Pl68{YOblRYi3j~nnF7G+eMkgLis>xt9Z)*c5H`B)wrsp zYzh2We%^P*_InB&h6np^Vd;a1VKt>QW>8*EyWd$h^}Sj?GMRP>bNZ_0^Q@({QNrG-Q1M<3uu~|)ltUzJ zfiAV4v@1rgL=LlM3wbwK`%`^?S+msuSLNRHr26qOQxG^$nmO&jr{kwwztTp`AOo=s z4x_dL(@-|vCe$BLPJKI2Xas{O*B&=y^%<$0P0SV*bAa71;P3Mk#DX&*?wyRIS@sq) z2D|F1NvA$GMJPkC%U@YVwuT_yoJ4&GLopu1>WpuD2%f@nI=J-xlL zJ{$XMrfN&-pjGD+PtK9j1OwKfaOBdHX8iDU>h(V*ks?Hb5DH_Bwf@B}t$|1h`~qRW z)bGP(%YmckV$env^@_119#!gG;dPITEsb(!Gp&V?A*5#9KJ@9*R&C1J4!+tOrm8;c z$LU<_6{sWmAR!^_V0^x2rOaH4wI6un^-+4_-V^JP*eWmnEs&05S_FADVQNc^Q)E3@ z{+BacLu5MwH325{0_L1?IcpfVH4mPDWP55HE&+j%w9jIr3G&7Wel4i+Bf%sA2<5K;Nx!!oK+PdNyCv zzIxYxaTaa9H+GTQsXB_G-m+%KeI3*WdT3(>*mV!@AKSL!tX%&kUr(I!E?uk&g$Fd< z)twAnaeC{6@g!}aEuizQ4o5C!!OnV6RrIr#nSoJ^`O=A>tYx&L8-5#qLtHZ*JH-$1Z&6yiAt_gMJ z?U=xU`jlVpy$2pa4RjOzXuC#`Yr%0Z-A&T<_${xCW5t{+PNbt85uo%5v)J=;(j1Y% zDqJKIDnNu zxu(zK+0F_k`PSWO$-M7QeEa#zsB^$LnYOn`oQ)uZJ4ct~xnXR8Z^~l8a6ABGxEZS3 z#Wca-my16-t`EKOOd3;c%V8Gk{1F5--@l^yYvuPYZ0YrK&R#y6g*lwDjrqe^n`yXS zR~M4ntV25y%SQL<^^4-tL_e1{9$+AaR4L9;Rql^qfJ4;wB$lLDQ*~{n!d5WAsy$~Q z7;xfw^Sj?p77$P-AsE5mlPRLzUL-EJq7I&EZw{S4E<^@Wt*g)rLbXweUhNDXXWx(; zTdDaBp>XetMI4De45$czl1j|5aey)-Y)7Z9twcw+>Ai{{Rg}yX3?ii&tyZP;9TIIM zC2{0+!9$F48X@E5TOW@;h-EEg&!X#!Ba1W1nyKP;pBJpH`EGq`U)d6FW1JeYV*Wdg zmXh*xFw*AT+ex^YK+L0|1iG8&)E*souZu7{Vxf=f9({jX0OzAVj6n!kaAB2U?<1xX*Xnx)>1Ng`;WWO4wQFP-m`T+daEdi}1;%n=N z+~Ffpau^oj1rUc)TSN}7IWgdecW3X@8v{+1fOk5z(VYX4wpge?ynQBeqnjlq{3j)gP$6tNz%zQ&6z4CS65Hgf);*(my@T54ftI z3w_jq2r;{}x!D}_I+^&O(l z$lv7~a*Z=el^ir*I6_+PPR`>mqnyzX8A?F#w;5(Y{b|S@P9sfy-MM#E9%naAxL_tO zGGhDNw|qxy$6L{UfK=%XTHu1tGS*We3P5L}PyGAl@_k1)Lu`>Dm9&+8a!`>4$-hs7CVEA4wqhk&4zQbIN! z?nNxyVDL$kDzl#+k5^W^d2JyqD)X5HF59DnlvZR=Ro*&^=ckfc>Lq+F=lj_N`8aou zs`GWc$RKJs<={2wL_P5tVCv4m)NtIXf4TLaY z(}R>RF>KI3kzdO-6FxbvN@h)r?0$17+K^U;K?Z3NiCQQFO ztkBRw`TWCPC36_@g+HDLPG!~vp+4;(ZIsh=z4Blr3`W40CCv3nZ@iw-Od!(eyFNRsSl+AL`FNVKXlJwt| z5*SCc$=|5%v+u@<)ehv98w!%f8spZ{$-t46LNkg0fy7;e;4r6k$NP3BI!w)vc$8zJ zgP&}J>4Srw@Ot3~B9L}@;hxDYy$&1no}tCJC$T3+eWktA**Z3C0!D^nQIKY;BzpMA zkeKMQG<$@$0H>Lq`f3or_K?=NS&FvL#}Wx9kE(t!roY2Fek(d3c8- zbg#mjO1v$xch8{ba2#PiYleZd2R?c0cnd3i*Vtzym`iz$_;y#IQpbk>L`nTh2)0cP z+DUlsUti67L)|lnAsuE8YrOayV*isV>va!{yZELRzK>&DcoOwX`W3 zae2FoJ?LnfeazQ<+4E)_wRZW-TY##r(H~mhkhYuVZCi4A%Vm9N)KB(T7VL-PPIQjel3~uE z@n8N~po}#HiVkhAJAh7c!cMkip&|7AC0o+atAkGCgUVgZS$qOz%P8`TV9q2C#8m5Y z_;+r*yw=uJXi*t*A@A36$b28E5JyWW*3x~pWdPrM;+7HQ6~n1}8!-SxEG#RF4<)&H@B7~BIT9&l$ z3OISO8222lqP`UbVYV2)l4UT>^0xGm==!d?7bxA4IOiw|24+{!Ax$?Y@xx{b;h39S zrsqHzXa?9Oz_Ax`#R_SwcIHitl8Tkb28TMz)Q%9Q%+=&<= zGF^;vfRr=S@w=W;t+QPF_+adzK`j!?Hj0lh1_->xj+?{3ZE=jk9b<199G&fK=acVv zZO2z5Nld<*HB7D7YzNF4?B2EImKL9!9@cXz?a^}Cp`a4SHCn1dARI7hin=d}*#hD- zTA3(|LLoeA^u(3Cea?-_|HSfC;iHlxmK6no?f2JA{Eu?pP~$+q*joRijDJly;vb;= zgT+Vx{$1Dq3h956(d?hR<=sG42ky?T3^+p|jv#`b7PvR)`v0x|KUb;jf+Ob06)t6Y zuWg~qL)53v_Y0MO&J&lhB?>t)g(n?`&|>gHYQR;)qZe>Zz|9j$w3QAP zrm+xGOa?3TtKU7HDhY$V4kQAo0jl4JUh!w}26iDKp){{Ve?2VfOL$L&z=<;R#2qq% zj4%1!jboY4pzWyZZE0v}^3=Pd=4vRL!w1@F?_BVFQzd7G<1e_Xto4D~cjppxSP0qoG8SZ$A~R#HQ=lxAkCuyg6&AI)Wde~3-1)@dV_g0&_rlt8M)R*8j*r#Wn_Ku)A+h!%zNtda%73}Om*`Nsb=xJ zM#!LpTp9L~yrJ{Adxg_$CeW`K$F~@J{zc~#NUd>$mGJSIWFzKiIj2w-8;E^extt|Z z*I~*_L)yf`^;SnM32ou!-rmbnLuBHrZA{4vrwUd6q=M{Tj*fVqKR6SRc<#jxvj{rG idM~s%PsQ0000mP)t-sv$M0P zsHmKroRE-^goK26czA4VY+ztuR8&+*NJu<9JTNdYBqSsl7#Iu;3;+NC>RHR400001 zbW%=J06^y0W&i*S2T4RhRCt{2UC(bMM-{HIlQ7Qi_>Gdwf(V{HAe4|`=YYh4U~@o< z5Rg4^L5gIq9ANVw*a0bu1W7yL!f7WGmq;AEQiPO4Brk#k5{HdINRbfi?rp_k=b825 z@p@(+-96LYRn=A1RW;SK_R=rW&U9CO^;Or8SFc{ZX)`9u?j@o&^An(0&^o)E6O{L} zD@5@Q84I(og)C5=MU?TYpJ>>UqM*+pFOtt!SwrWFSe682x+JMxT?AM83o$J&_h8~# zE-A*9;Szzr1e~SL?#1Is>;{l}MZ7GA9RoSFTn&TB-H8=N;jdOd&9P9<+*%_3(ohuI zH{Cn};uFgKABrXdnhbj<1mDw?nBERId2*?q7)DY}BFKqoNaULsO2|b2W`i8kk|fRy z0qNia@pi_Zlv_e(`KFV}=Q(Q?JtrCxF-6kBHv9$utt!*}oS(zd+h2LJ1G~2)b%i=P z3x5}<%VZ|HMNrLYN>e0qOr~PJ#N5xa&f$g3Dkqep2qQNEddh@LCe&#JK&KCojunXy z4%Rkl{HOMCRgsuT+5$tDTH1+!vzrn@H?}}K$OB7WylPBJiKte#DrK0P29W(DuDD=8 z^7l}joQdvDCnN}21!SRPCBvpDwq#Ef+C9%BnaugRAc7Um2g*dDNDWfm)u;dml6nSp zU5REf>Qpmnb(M}zD1v@@y_ss8Qvx`+?NT43Ob0N$y@vyO?pqh{ZIufK_EfAQkUi18 zEvE3JoWX|t9GaHMZt{z3RuE=6^sThO4dWbAtx_Mwpf(y8-VJNEgp8af3j@HjMqsw0 z7QDDt7wauxdd?B8Yf#Vn(#6lwrelOy2r*uwmVVQ7EFhEXo^@E9cx#Ju1Po#Cc^451 zDD2XVnqtZFfZ=Kx-C@FMbRB>8;s<-OnH)p$TX6PtK{fR)|{ z8XWS#{oyKI>HqDu=mK3He2gb+r|d05MKuenv7W-RfwoTwQjgmKp?u|~jNZ&ilYTBl5CFm%90+qnO$!NS?shpM?>zBZafzv z`=dVG^r>y)C2?w>r~m3sk_xmuf$=mP{EmK2r+5GabbULvZg#C08FUlh6Cy;k6MsBm zX@16xlg{Y(gf|Ck!_5z||F6~^rz&$Dal-|-TqupT^D^`r`G1vC5RtVwu8k_!nU%6T zM@vnuKt%&qMBU8GSPxM2>VyQ!hd3FK<^viQ961Su+Xf&SfpRJjl;&&ZGN=NA{QLsY zU_OA{<(c=<0w~s10FoYF> zCec1=&<~fT8n`mPL%(?Uk%dMPKAGMIsdT{JZX zRThQhcA0L*b;d2OMK0{TEZY|LAse=Nopei6$c^z~>NW*~aZMotO zxmk}Q&^>fvR#o?(LRdDA3g{_|2U-sDM$Wu=pLkk1NtDtI8?DgcsP7XJ*4g+z!XECq z1Gip6uOZN)!|0?luFhD<0jW3Ob;%CVE{p!t|6}W&@h*FQurrD9OT;eS`i#Bu-+ON| z_WI=7<-zU`!u^aqJ;xbexxD?}(*8G(*;S0!0ebSJ`@(%VY7x75$hNooz0L<=3FF?o z`hMJ%$7~JZutiUu^wPWWGIYdRY~}vlV0`;=lP(R2uC%VvKQ_Kg5iT7JsrUK8_@ijj zroGlaoo=w`$H53CY28wcxMiY^x(FL-#8bSDtA?;4T#yh$-`{%sNyRV3YhkRlblZ%f zTDc)SvxL_5SuCN2+vM>h6t$ZEHGshgg-sjy5LUSTB|>rgOgY@;DQ!6Z3kAg!~7Tn#hJwJK?FwRfLBK z-A?>X>!=#7O3NCRCnWw8grQ^evI}I)v@lUVK%{V#S?R+2%*5$pAgmUSFt1#B_A6gK zGcTb=qjAbEFk#X9It3nC_bpN35FRn-`ZAqfQ)D0mb&yEr7FppkU8en>*0EP>sAwQwS|l7?`OqC+_> z8p4LKA#4b>LWp5r^I`pjq26DvQQmgekI&J<8Cfl~gz{FXZbBewcUe0jO54l22}|!W zs+mx9N}UzLmO1FfiLmU1oL;;>xz@{rZ6cx@Y3NOxo*!+@MW}E>rgxI?n(ySnHc5sw z^oG&jm%6nOCgC+juubxRdZqT4xDYD5p6T~Aye1E}VLzphS#tF?q6c#kmiMYF^{JHqah3Fh^}oDd?!(%DtTQEKfkvq%VId7+I9VK1 zL)Z{DglY*E{9(^{ZvLiBBWFU|x9)cLCtswSULiXke4~vQhsjZ3ax%CG!ZcKV8WgaY zpI5g>TQ3e*kCqokn1ph4*}IeX*t_{LU{LuVZEQxU;A^wj00000NkvXXu0mjfr3-?l literal 0 HcmV?d00001 diff --git a/img988.png b/img988.png new file mode 100644 index 0000000000000000000000000000000000000000..810d3737eceb3b5af7ca1a58f810ff3b89fe4c66 GIT binary patch literal 822 zcmV-61Ihe}P)RHR400001 zbW%=J06^y0W&i*Jv`IukRCt{2R=tZ8K@|V(W@FZDZYS5-xuul^E1QEYMMY9tu9a;> zxKdUSvAVne;H<6?JOUzE2)BiWAZj37VIh}7{5a4|5b;2c@y*PBO*Z82gtN*Ivh(JB z{oc&H*(`7b!o6`9T`j@|+6*H#>tS+KEP-=`krq8m9a3pJ9>z#5oXs-!{|*t8Hu| zD_yOiP*dcG!mlCs%lZW)QX7!yJzS*Qee*t4d|!TzSHb;U5_D zcb$H^@r?gH^$k;Dbid&;<$HH!92;qypYIK|w6;+rQ|r^(!5l``nPS|&{k?;$>16ZS zK3P=?hVT)dgV&l-ZD25lTR5-&R~=mAiz`hc-*K;`Riz-+#7T&1 z1xuF{<5&>Liwby==5EsgaheZ<<1)cew^QjpX7M_K{4&>EV%y8Shk+{0aB zY({w7Da`BQkHP4LN>$*=j~KYCWp8&cCO?&e;bQOM%+ATT(Ej2^vzsdA(q4VjR+Hb$ zPFV5I2K{xkGpAQYRpl8vH>i5_$`i(`LH`GT0dR7|5ZTm~3;+NC07*qoM6N<$g2b+V AegFUf literal 0 HcmV?d00001 diff --git a/img989.png b/img989.png new file mode 100644 index 0000000000000000000000000000000000000000..90ae7d53dfa584d049389fde23cfe4f7fc4db31f GIT binary patch literal 311 zcmeAS@N?(olHy`uVBq!ia0vp^YCx>S!py+HxUIEK7RWIO@Ck9$Kbyy9K_(%#hm`pyP7s*x^)}7rW z{~#_Qf#r9*f8%0Cy<^9(DzH2WF?z9C`O3mujqy1F3=A!7>SAY^&Se2Tz~JfX=d#Wz Gp$PzjJ!{th literal 0 HcmV?d00001 diff --git a/img99.png b/img99.png new file mode 100644 index 0000000000000000000000000000000000000000..aa6c9d708e23a784b4e3070d6fa26bcceba577ac GIT binary patch literal 4265 zcmV;a5LWMrP)00002bW%=J0NIJ0 zr$_(*5MoJ0K~#90?OiQYBfT1amQzRl)^9!aAg)`kcom5DTu}rlRur|IbEyKsrxvkQ zyP~5&6cq!W`r?bdr}(MAV%pAh{wI@Ul4&0CeJo7o%`;Da-z0CoFmPaR^?w4$|83Tf zUpQXoBVL>}2&XD&H0Mf0ys ziAv0Maw#W{_nBH<5_0u z9fpi%+xh?oK-2Bq7D*L@RR#-m4FoD+5|%o)#~J zJ(ed)s1nE$H&WNKixI^6=M<+vhtDA}-Zfp2uGuO&jwz8)#Ev}tZ7TM9Jm_0Va% zfvE?l3`>RlFbRlx2g&$)aU&1-oR%bnP0FyK(QE$eKLi{JF~d@NdU0Pb;iGM^2M~w| zpfX=C+g%`pQx+Q!W$RPEVOvQ{IsGMT@O`~PP8MEE`9vvYiHAoaOF7DKQA@-EpGMgG zeFV$iv)>A{T=UC9sH!JiwMg;p68CSte^l7JU*zwnKCmp{ybN3FE%K)wINjV1Pbs~7 z0tAeW=yQq>nu37gl7OB+{|ySU&FT51yx}Bla~jJtl>GH_*OSEGh7u|&5d@x9P98%{ z)wrBNktKp6OJ1+1Vn*#1I{B8?{kVKf>uRKWPAFvR6pN5&UeGKp&XC^(?EygA1WS}5 zxjJo)tfhKBw!V}^OQE@fJWJt8i8M=**^ews(P@?>OEL2~IhHt-S3UP_0zN7&N zDiAq5iQaQ%?PO-xUob6YD~I1|z2sNw17;}XLBu>aUp7ly%I%CRX{mtIuau=i&c#w5 z-$KQR*Af+WmhxF56!$dp>`>qe3Mp^7Wia?#f$4)lq~K&0`;o!*h{Zarv?fC4vXuHynEZ z=QvwZ0Hc3^_gi2}p8%ZK?JS71M8F)>q#hC{=pk@-KoGXOpw0No(*p;Ec;;I>xRBahhg`$h> z!Mdbh7sR!iFXd>gFmP>8*uxbO2=5dKKS#ilh&}*#=RPX|$F2?v1q9G)y2N`xk=WK0 zP*85lgMT{=5UES=)mJ4dN62gO2w=|S?>W1g0~pS5d?_Y(#gTe?JSX-5FtmGpoC9-o zuw0;B;K-mrl-{tkLRITaA(TC??7xUEbcc|xd~lCUjhKB}Z7feug^C9zxawow5k zN#bmvl#K*WI?575X%pi| zhY@2bN}E7JIxyLwIHf@JORbn}5T!($HCx{qv6|~@%p-t&Drrw62u-Gd!a&t+F_ehi zq9iZo1*H0^a~#f+19_b4);wU>>XNC*pfp^*UPx#sUZ*6f`56vVnulceQJ4>LNUllJIz!3GY8$HGF;EO?>$J~fIQH@kd0vWlRIumtbq%07wDkuxMs|xA@`>IB57}f5;v%eA7z~en}2%LAWN2v?$->U_q ztqqB_U{v!H=`~;!YK_fj6yDWqJfp}qW#bt|I!x0Ur3QVEcfIO83JMe28U;~&?zJ8T zMHJc|1&P0nOExlskB6Of+%Gj#z zOUkrwH}BcxH!Wxx=(g7Q-qJW+WK{xVr(+T42?kzTX(ut!|_7 z;~q0GVg$A-vF|);(xdf%4tfoQekE zfZD%^4QEeXU=uc{5{T&h8bIH>MD3Qk3y-T=^~&TX5TxF*0ko#3=1 z;KjuuXmpZ!T1Qn86k{k)Nq;1?AZWlyaKWyek?_u7zFg+)ma>t zk^a~zM#G`HYzRa$Bd66FDa?p4Br}>^o}`9arsN-TJX_?w#U4rSkBEU-o-AmEv|TjU zglhu_LFNWwPsC2O-iE?5(jOU&rZkl@czA}iF-ZoaF}s&BcyPv&#w1Jn$YAsb*@FiT z^yR!3=(0g_4|}ly*z#O-f3-Q-Bn!!m{s8zGfS5OU5QRSgK*C?^qh@1<9Je!=hn?$> z41{GQ2^9Lr=HJug3$_xV1*4I7T^N9?UJpG0aOe{bIXGkhMid<|B@)$v(Wu2*=sw&L zuI?UPJOV(6oljl1_y7RB+_fW#n9h+cXKgG1_bbDEjwkPTbHD|Deggpfz$E|MwCIn9 zGvMjm?c6TA=-d+U_q;Q^J{-NYu5Vm4AA9c6&v2T=Er?n$;z8n~2@fM@0u!A?#)7ld zRTkr57okJzZIO<$8bx~UXjjhjh^+VOZ94o5@&>g$ZQbYvz$zAsVY>s2$}WKs1K<9- zOC#@%H4Xlr>>cZm%&A6!ZS$3%E4PS6aNuk;(h=KdPpn27A~gH78fk~f0WPbNZiu>Y zc5GayKVrOWwjODP*n_H8BaM)7l-O#d4H6G~Ta7e9%5i+Fkse4}kh9}DEs(lqYU_~( z$Ot=PHL4t$fnlshRU>5rAtwxH$5pLFMq!t2hQ?-x^zL?Ec zBX!`7s%ttwu^vDlom(NC8S-9bh$*kFuUmtC3^~h`et#k_sUgq*#q4LeLd9 zRwHQ;cFB;{ND>5I17$Um0kQXVS&hU)^i673Bhe6l*PYc!D5Ts&W;GIsy4@*XKS;aK z(`qCJGA~=S8VP{p+b|O}vO6I2L;9t~wjPy)f@`I%MrEMp-tSb6ruSH9VmRyE%Fm5a zP#Pr_n z&++3YT{9XmLi-W#H(tP00KnJBl~^AG?-yq$it?u?6bb~OF?u;W-uLby-UpiAZ{NOQ zwte053g7I2PyMy?jbnE_MhBDs0li1uc-C7z_vr2bJr@8qAHHsWP?|R#p|%Ejh>0CN zoS}L5EoXY8f-#qc`YMzZJKB!lVxeB3HSGK-7pfBoR--(qR3L0LT6RzS(LXwqop;<- ztq-u)$eCa=LHie+3E1-71;cXu=AHromXo(d>nKLT+Cv9{u-2&GU+qcmPk{YL0!A-q zkNA9B0Mq;9hyBknJ>(tg)dZRdgt-1_xxWN3LmT+I0N?`d{@0(8%hqa*DyBh+SZnlS zLg=*n`1`wyQ{eN@$M^;vfF8adjR!7Tt+QRJN7_Z=DSN|U&E~MW>BD{hQC*=`0~dhR z$b)VbCGyM8ktmmHrO4FyiGHv z=>rJR$cWImMpmEA-Poly(w@0#y-xtE?TvMA>&$K4woy}!3~k)vQ9q69QhR*VNu&Cy zUc0%qa9GkgNYigrgl4^jt8?e+L@}e1v7j>tD3WG>X_jR+O=kF z8=Cuqc3YfnXr|GoQM2Os&_g3DO&TiIXf2Ix(o#`@M!qsunp{w((MB0tX^J9;M$7wI zCv<4yW45@=^LAets|-J~HF74$?0Ik;(ByT|9wSkspe|Mz5y;kPf=ir?UjmwZ4?hx+ z#p)s+0(?QX9g~Gs+0Q;BHoXUc>q7t^5Yp2q;-9Yn9$88O{J4E7wK<{$=Ouj*V_ zWWs8sKdeUj!)l~ItVa5SXMVK2nFD49g*0*)%2SU9^C$M?4ut2$A|5;%EwGRM*pRr` z_6sHaCdVUOiSoR+I@4T_0N|U$4rizR*WX@Db|V`P!@%WdcpbaV<6R7BR}ISgf-L02 zj=lAV)kuF>jr51rNPm=ChxL~K&Q8qmJUA10OU6dzHh@y&x@q$O%Ptr$7Ek-jZu3!C zwj{wj=U3S>601Zz4ht@b+EP&RT|HhQP6a_aJ*tX8Y^d3NGhSPulcLB6J^RsUly#TGF zm*f6FZvfE#HJkxxHW$~O!TO=~pU`uG)*_D+u<-2`RwKpWxPRpT#cXEGSOa+`00000 LNkvXXu0mjf6W#Gz literal 0 HcmV?d00001 diff --git a/img990.png b/img990.png new file mode 100644 index 0000000000000000000000000000000000000000..04daca20732103edf233683cd13f09199e029e58 GIT binary patch literal 934 zcmV;X16lluP)RHR400001 zbW%=J06^y0W&i*KBuPX;RCt{2TFq|LKoDL50#j9;9(zFQ3sizf;7xdyK0yUfz?EBh z0>rgks00UYzH(!TI0VVcU?+~fKi}@G6X%B}bBOIPUuI`KyEEf;j4@*7(jEp2v3-aO zrw-I!aSL*cSr3E`t}T`Oi&s}m^u;rb;he9UxW*GT_gPe9 z&f3#c=85~&4BQ1WT&`o=9tn=|T4=MDiF}yi8i3%XMuLKhQGKyG z9CKhsA)oH6Pz9Oaz_L1fLKJvW$d}2-Y>W3mHjp@vsD{qV3I&t0S$bj1G1tHV3-k{} z>m(%r6#}SPyVfzyOm`q8oFdZ$9WotRPIPU_f@1& zT>E|7z$0gWNf>2>8jKP|U9!KE;Zp>nCeq0X9;9njgZwq`9`mb|~ z!#amDoenX@oSW9!m(*FadPmZB+8&R@%pQG!M=G`ZG?Z-H!yS`DW99^;)tNzEj;>ReO#Ove=aJg(_P*<_M3?*&rPlpalv+$hsU0Jw zN?OeHopR!yy#4MBNfuv+nHt}lbqT6JKjYM3Cgayxh#74v;Oc-4MPwaONKULcuUk>q zCM~PiK4gX?b3A6QVCJr?`=K)HhnU>|Yv@m}JvEp3KS)vjJind2kgrz< zVoE<6HpNpGZ*i15T2!yEre}X1>r8V|{x~-`vv=l3A7hbIm^|z&82|tP07*qo IM6N<$g7Q7JCIA2c literal 0 HcmV?d00001 diff --git a/img991.png b/img991.png new file mode 100644 index 0000000000000000000000000000000000000000..b690cb35b30abd8967a718af8d05ef9b95ce5f3a GIT binary patch literal 572 zcmV-C0>k}@P)RHR400001 zbW%=J06^y0W&i*Ix=BPqRCt{2R6R?>Kp1}7Mtjwy7ZIf363|tMj!Gq?I5`R;#9c5d zI7$XT7x5n$1l@?=BHrV_Vco@PWJ^ywCIA<-JRQ7>tP` zvQ`@dXuKF<0}M;(in28HuShKNsxTKw^IQSRb>p~d-x^@$i2|*pBPbm5_!^yN0_#tL zpd*QUWTuo){NIDmqB+(wDXkNh<0}qHOOOD~lBldSN+!b|;1d`ws;TWr{g*+%xlw*MN2%dC@xv7+M_JR-dF4ox zH`}(ktf?@)40Wo_yxv(@(z%W?51E&K4@|vWDSZ<6l~yCg ztIZ#`H#i41kyyKdel$?zZ3dyM7FU^@$XAMqlU@z~isDD;L))55iTk<;GT+){r+oR* zjEMd6_|%Z%V!%-lm25}Y=0u9K9%codf$Z>wv>wrUcU0`R$;P2sv2x?{_*JwAzD089 zJ_iSAwvaDP-x`}xPl4(04J^4`mMB)}18Mi`9~Ch^Vy7;RHR400001 zbW%=J06^y0W&i*J;z>k7RCt`_R?lk_K@|S>N0UjL?5ujR=phI11}}n8$)N`kg&YMD zRs``NQYd({EK(Ib*!~CZ#oh|>=0yw$9%cP;H^=HF3xZTzI?l}Q>~40_BrA;wevo-H zZ@&5V&6~HI0S*Us(Mbnq0fwkSD2>J}DWa8i=S5Q$jSm_{T{LM4p~*|Ch+h{l? z$givshoK?tOGBMW+Y*%&wY;3Cml!|p*s}hdh(EQtO|38zNn*;A^+C9B2#Vz{AE4F0e0R1T4XL zz5`dT#N~pr9l))(dDoivtZ=L{PrCfJh1=_vyh~I)evc%NPRNy@1!eKOF3l1e=hTEF zKI!|K@<*xM53nXi70=>)@-kk@zv%_#9$w$r72Pe=KaGodp$)=!{cH!n*jq6gustm8 zu6}LGl~~P`31eMUTiHXP-+npP?RV0eL)B;&UwFGMP3B%sYVjmv0~1gITI#K zXlZGwsHn)v$w^2^2nh-C@bIv)u`w_(P*G8lkdWZv;Q?xT6?u9dkYX$e@(X5gcy=QV z$SL!5aSW-LlbpcN#3pc%?})gB#EmgkdP1$4-Xp~8v_Fa6%`c;2?-t^9-yXIk*DVYDaMi@zhDN3XE)M- zoRgj|jv*Cuk`o%3?ASyOoH_8pQSR77M!`42GbA@KZct%VV(K#z*GjYOr}RB8&)#yQ+RK*f$8X3NtKB_?rF{kSh6Zx afdSOlB-PP*AbB>>Qw*N2elF{r5}E*+q;u^6 literal 0 HcmV?d00001 diff --git a/img995.png b/img995.png new file mode 100644 index 0000000000000000000000000000000000000000..a4f1897b694c9b105a3f8b312ae93644180f5852 GIT binary patch literal 864 zcmV-m1E2hfP)RHR400001 zbW%=J06^y0W&i*J-bqA3RCt{2Ry%LhKoI`!?3{fM-#QIKqA`Mk4vUJ1f?Pxh(U1xu zAtX~EC?e%h5E4z;K!7gEKft0$hZ24O<(zvZ5JZ)) z*qxpIX1?{@c+WsjIIHWx#RE1l4vW@oYsUcZ85u+oO#2vFUm8&c?A~e#qGT?qsUn8z z5Pa0+o(`C&!lk^Tji0oQ-KE_t^es#1SsD;m7h#fp^il@MdqBB@2MF=ha3rhflN-0m zKMjZ3*&7c3FDKn4A{3)mUsjHl&hBPl3x?!qwo-?T9F2XT>cHVDO3%sPHNuFC&_s<> zb>i4(hRPeggs7Rr8=cms<)^gLZok#DkG}^?zv>O}&Rpp>lBhN$?cf6i@xwOVreJ$r zqAWG_wVcFKDL4+~3^Da@cOdaZfP7Ik&0sGj;UXXNQ+vVGaJ1P5MdgETug*{o9W`_Tvl*!Yp zAQfwQo!Pf=TrI@S^W$tl^w;Ot`F5!@_36Z#`V4cEYqP&1<|6ZC4R-0HIP8U#)bRX5 zl7G|3)EZ95t01<1`0kR*tp^lF=V4mG*TQX5X2lRvRXQ+zK!mUgE1pYfAH#fTyE7PQ zh^XRHR400001 zbW%=J06^y0W&i*IdPzhdaEMx;U}YgT_NlCsLR+t~kN5+;#-NRHc4jYnY7kP253+Ce&DZX*7hr@kuN8bp z7-IPh*T}ooFP>_e#}2;%2}(4e=mI=# zn-#=n@^pu0DXb?f-mMI9>9UBhExAzISAfggMHkkhBXT#0fzQ@lMVRiV&-bp%f_0Rd78%1O%XtT z;#iC1o?CuER~sjJkvTR3WO-z+z(~5-tAcT-B!y1xbDJt(`g+8Oop*w??~vq|@+oA? zIh3uW`Fi_9zeZ@hH~n%+2$+tyr{q|&i!&3E-LwYEW_^4%Pq*wAO3*bW&-(;wUUREU zQJWC8+;=s|e4_q+t!(6nKuCvA;QZm}dzFt&0K9VEhOO`=?shO9CVBfi3}*}+`;jO5 zy-DV9;)u7*wbY};wxegrjS{Wp;2oS+&SiJ)_P94t=)e5BPOPch1P`r>d^@$DY&%!K;KqUkH?0SQ(k z?=aD-Bf?$wrj127N3#gqx7SDfezpeE7u$?c?53m`TQ8`#rf|KILCsR_>5EN?g7nd0 zHwF=qqrTeePJwh>k%cVE7$97EchxAu)rn+S0ngj`kiIhV)%Rn`+~G@2(5|`}7y39z zb5jv*Nkv=IvoVgR)j)MCK=N7mo8?_ao0^LA!+DN$q$wrV6EB`xmxw51Qj{oZa9X(! z^RbglF+ySTx1C}Bk2i5BCGMo>J$MUroYVr11&iq}#?_T99*qh$Utc^=i-;gc!>}`i zOLN*USKi!H9O4K0*huH6L;N>sJyewvLw1@9M@=Q;%7hKhkHB@>N->BfL?t9jV&MD}@&vb&=>`&XNJ&{wA>W)D9ag?Q#ddai$fw?7@lmx- zgXX?frEqa@$6zN-5Y{bI4OCbiPxjr}=Q}=2tdz6jnLNy&*5+96^0GBNSRmfleeFfn z5!G3heK^7fs*hfa6lwV0(CXLDO2iJJcBS0;tdL*NooIyvd)hkm)5>@N{JPX@DE&wm9xvjIXnlSV#b z(>)!!kDpp0+|PdoZuu>(b&zt9!)d_!u6ZaAOt-(NRnVd7S_?W32pLOd(&wPz%G9pz6 zH!WT>bG%!4XWr2bsI4vdGB8V^gO}t*D=1GRq%&GL`;+g`K>#4-<(Skj1ga=@RuO?OVlE^yA;&F3i z4d%LjWVNyF>(`pTF%P_})@p{(?dXnlymm2B^)QPX*ZkTP z^vWjxt;~#dI^J0`{F5(coQ`hm`v*~IMVkzka0*Qp^m@#vw$=sK;ly7ia^|4Dxsblq@Rl=+DJ z@E{9#OL=$m0y*U?S;Rk52KImF&dotPJ*D=0>JL2_H%TuC!>YiC_{3gt`TR62+wL?9 zf8x$1U~>Oy3FZMkmB*CTM9{c7H?_n{l*!#C+I#^FrJXhg(GJwGd@(X=FU}%Eysf%! zqZcxI!-4tyXXx?F5O3$9WV86BMm#|EfH#kci-5yq$m z%X2&Pq76X#H#3n0d@Vst&W0pypiY>nsJxs-Ar-mygw5g(A++_t$b>l&wxoDAp_Q^6 zmbLG*}Q1bfZE4u^i$dVktlxgFAlJ$yk0ax?&(o>@>y%$vI zkbI1Fy8>bK7AkPox4Vk_h6~MnFa?D$m48!lbdIpn3W0qPOOIi2-?g#h*b_0$YEzsBN*lc0 zl92d~YZ70(%yIu*#bHM?Hlj{UH^i4m|ARy{{=X^1-y!+_T%qYMs?R+Qxb1koi$mLP zJXI3CocZ|B9sA6Eh?!foR)4hcmUyM#fBDyJvpQ#=Elm}d=o?WK+q2!sJ5Qhg2`DHFvXq zEiaLkBQqD>q2u;7*qAU!TMh=`TCmPc;QDG-B{1_%V}xhQkqwVxH$7;8YbXE5x^0C2 zW1+SoNp2Sj9^-SuBXJ8Ae{R0+99xrh4DFm$4>Hg7$7c|kpUtmsr=pvo?*3xt;oRYlrFYcRNx}kwGk#lX1{`_>uN*HnQ(e7DG@L zN>+|aT~12$$H&g<8XUJIjkDVogh>CV+I$PwCW9W>E6&)TQ%@0a`qg#OAu#alNEhFw z>RG#sYw%+!%^_^TosSNpU3EWVLUIjyu3|TOcaCj`$tv_bpt!NMLZ26_4Uv8B-=Swc zrZ&iv)MU3RvjSL6VYGu{8?;e|=fm0)$wfEEnb?A^KHZ`*@U>4|r^51V?Uo^t=?tIO zQz>MKC;~A`n?ZY+-2?ujE622z@{V%7gNJMRC{(BJ z_=(D|#>=HUfnrosFMHhvgm8}P<4XDX^!_BF=?wUbEJDuV>1>7Vg?^AMK^k_(L>Kyd z$dWgnTdLcQA`PM64490gT{eU8Pxiga7E~LaVB-PFew4%ztIz0t@KU18qORa*X+(cSZCQCFr zA~=Ah{=IyOaC_D9{Jky)$1e$Sc!9k}8>honWc9`${$e_ZzUANL{!rNX5gQl?_6Vp#bi*5 zerWU8w;@N$w7>~#@5ETNaO)ArkyoWp?Hw4>k1E zgdDVo3jfJkG!Cr=XyjkSMEpmnpEmN=ntv6hsEo2oC))PJQhl6f_i zF-0P-WvMs!J<`H!9$ajF?*Xu%cK5y6YKL}YmZLKc``p65C~jF%(7`CkVPjbVJI*@1 zT{&U`nHP-eVkdKF#WG$RClhL+9@3XHmYXR>s?0IB>+37|(=wkwR@IH=_#YW$c&r`S z&3muYn{5G)ph1(3iQMb@JEcXJvUkSThoUkvfvrpR?i;CFg|Rq0Hfqw8*b%NoW8Y$7 z!LK%i1R3rxEwMFZ1JOHqj5>XuINMh#$-ee`apn|XH7_kHm{CV~wnblI28zj!N+BzJ z2HVnS%<+_IO@B16U-KzAR>jHRUS>j4{Mg?3o61%La&@KbYyx|TmUCp!-|eN?#LH0n z58oBOzb%Y4^wJ#=v^>w4N86v-Yl&p4R<}t?#%j&gO7E=Ym~GtEA(3j}O3T$!n`w8e zZ;n%R98txmxMH05-l^9Z zgsN(x`vk>Nkx}FyGM~Ig;h8%4$Y53}H1#R*d*LVSr+dFc|GH0(^$z7@k|=c@xC*|6 z4dlF=TLpOX50A9|VGMobdx_j3u>5?5U~|#>puMR;0el z#@0)BGD^#_jPCJ78vYNUE|!co4&RPpU~nY?9qWCa5AXP?--|m3_x&=a2};)cDX6os z?Q>6Z{Kaa6u!XeWC33pkyM>rNMuD}%Ni;dypOK8c<;r*JG=(T#SBUSG*B0HM?9;*3 zet);qf{6{+-$iNj64?;i^Da`TzOjqd9P;*+vW`gS18=iEO1~V0X35RspRxlV{m1Zy zleYv)(RxL`RQosD{_kmxV@BY1Du)snz9$prC3^jVUSc5W!BPhNm7GOxqUQ4}E}7m; zVL#P)q+TvT*Y(<7fHmoUVPMqMq-ptd-Y!g+28-G=bwNU`e27A_Ev@{{aVCbZD~UyE zLx=d4>7&v?crC8I%TYI{rT;HkYX+tK@Iw51nfX}0uGwne+abflm;ml0Rrdj#S0h-q zCUA82VjNyueEYLLk2pTbR5VT_Y;lsn(LAxigG|^KORp3`6eO^oQ~a4NtrfwGA_M*N zb#KpUx6cf2X&)l;dw+xmFn`=ZuSY=^`jc&w1fm>D2?-*E_As zT=+u{2h!4D*QO7Rf~1YY>Xiha6MdWe*F7B)o8(9p*d;l6K$;t#7Z+kwB9K})W*}c9 xtg%REB4h3FbY}Ywm6n{zrsD?bRHR400001 zbW%=J06^y0W&i*ILPb9M*+bq8=0Ch(RQv`BtM)~R$h@{5yZL=t1vWT|aME`17c-Ed zf>7XbQ+jucDNJ;b;#8S8m`QKsyP|pK2U)KzozWA?pJZDui|#$s*u2AkLsM$bCHiCF u9(pkh{>~0yQ!Hfn)H12rcQmwNC4K>I4NFy_PAx0000mP)t-sv$M0P zsHmKroRE-^goK26czA4VY+ztuR8&+*NJu<9JTNdYBqSsl7#Iu;3;+NC>RHR400001 zbW%=J06^y0W&i*IzDYzuRCt{2R54D&Fcf`F(%5a&)+c~UAThAC8&Vl61QSce2~vpx z#8Qb17$#UyZa|Nafdgb=M05i&^#l+J(KYxxZD`VfDqujUPfGm!{QUjx?*y0uPnhdt zL5u;vzNoqE>Sbi9I3tcy&9B0vm&)z}UNv4j7Hq$QdfiT&IsOJd&gMlul0%f$Mhumo zEMQQw(M=3=@MMLT=xxb6303!?Ib0X-Bl25|V2XZfn7LN>5JvNW65q2sSSvOxphm?mX~!t>CYhyjFh5i_rQ+{=97}u?*8S~I zL$v3E2D*u!jOY>94=|!AdLxCo8L=RNt(=&lepe(`CD!#dyVT0XoLI(6H2y3=**Et+ zt3mWQ)?epDYmmFEH~=5+aKA@vTNqP4D~4YLu*QPx^x6U&Q#~sNIn#L*`TSXV{WwEM z9an&>5pa_g!J0HfjXCNce+S*fILd~#C9pZS*lsem7|t_&mg`#LAK)FsopR3I8ANOV O0000 + + + + +book + + + + + + + + + + + + + + + + +next +up +previous + +contents + +index +
+ Next: #1 +   Contents +   Index +
+
+ + +1] +

+ + + + + +
+
+Miller Puckette +2006-12-30 +
+ + diff --git a/internals.pl b/internals.pl new file mode 100644 index 0000000..bc0a547 --- /dev/null +++ b/internals.pl @@ -0,0 +1,1278 @@ +# LaTeX2HTML 2002-2-1 (1.71) +# Associate internals original text with physical files. + + +$key = q/eq-realsinusoid/; +$ref_files{$key} = "$dir".q|node7.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig01.12/; +$ref_files{$key} = "$dir".q|node20.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig06.09/; +$ref_files{$key} = "$dir".q|node96.html|; +$noresave{$key} = "$nosave"; + +$key = q/sect2.example.overlap/; +$ref_files{$key} = "$dir".q|node37.html|; +$noresave{$key} = "$nosave"; + +$key = q/sect3.noloopsampler/; +$ref_files{$key} = "$dir".q|node53.html|; +$noresave{$key} = "$nosave"; + +$key = q/cite_r-chowning73/; +$ref_files{$key} = "$dir".q|node202.html|; +$noresave{$key} = "$nosave"; + +$key = q/cite_r-strawn85/; +$ref_files{$key} = "$dir".q|node202.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig01.04/; +$ref_files{$key} = "$dir".q|node10.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig09.11/; +$ref_files{$key} = "$dir".q|node175.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig06.15/; +$ref_files{$key} = "$dir".q|node99.html|; +$noresave{$key} = "$nosave"; + +$key = q/sect8.secondform/; +$ref_files{$key} = "$dir".q|node134.html|; +$noresave{$key} = "$nosave"; + +$key = q/cite_r-lebrun77/; +$ref_files{$key} = "$dir".q|node202.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig08.18/; +$ref_files{$key} = "$dir".q|node145.html|; +$noresave{$key} = "$nosave"; + +$key = q/cite_r-dolson97/; +$ref_files{$key} = "$dir".q|node202.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig07.14/; +$ref_files{$key} = "$dir".q|node110.html|; +$noresave{$key} = "$nosave"; + +$key = q/cite_r-chowning89/; +$ref_files{$key} = "$dir".q|node202.html|; +$noresave{$key} = "$nosave"; + +$key = q/sect9.shift/; +$ref_files{$key} = "$dir".q|node169.html|; +$noresave{$key} = "$nosave"; + +$key = q/sect8.envelopefollower/; +$ref_files{$key} = "$dir".q|node153.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig07.08/; +$ref_files{$key} = "$dir".q|node109.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig08.20/; +$ref_files{$key} = "$dir".q|node147.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig08.22/; +$ref_files{$key} = "$dir".q|node149.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig06.10/; +$ref_files{$key} = "$dir".q|node96.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig02.14/; +$ref_files{$key} = "$dir".q|node35.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig07.04/; +$ref_files{$key} = "$dir".q|node108.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig06.07/; +$ref_files{$key} = "$dir".q|node95.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig07.24/; +$ref_files{$key} = "$dir".q|node118.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig04.15/; +$ref_files{$key} = "$dir".q|node70.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig07.19/; +$ref_files{$key} = "$dir".q|node115.html|; +$noresave{$key} = "$nosave"; + +$key = q/sect5.waveshaping/; +$ref_files{$key} = "$dir".q|node78.html|; +$noresave{$key} = "$nosave"; + +$key = q/sec1.triad/; +$ref_files{$key} = "$dir".q|node22.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig06.03/; +$ref_files{$key} = "$dir".q|node90.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig08.29/; +$ref_files{$key} = "$dir".q|node157.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig07.29/; +$ref_files{$key} = "$dir".q|node122.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig02.01/; +$ref_files{$key} = "$dir".q|node26.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig05.11/; +$ref_files{$key} = "$dir".q|node83.html|; +$noresave{$key} = "$nosave"; + +$key = q/sect6.carrier/; +$ref_files{$key} = "$dir".q|node95.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig04.06/; +$ref_files{$key} = "$dir".q|node63.html|; +$noresave{$key} = "$nosave"; + +$key = q/sect5.bessel/; +$ref_files{$key} = "$dir".q|node86.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig02.12/; +$ref_files{$key} = "$dir".q|node33.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig01.07/; +$ref_files{$key} = "$dir".q|node12.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig02.05/; +$ref_files{$key} = "$dir".q|node28.html|; +$noresave{$key} = "$nosave"; + +$key = q/sect5-spectra/; +$ref_files{$key} = "$dir".q|node76.html|; +$noresave{$key} = "$nosave"; + +$key = q/sect4.tags/; +$ref_files{$key} = "$dir".q|node66.html|; +$noresave{$key} = "$nosave"; + +$key = q/sect3.control/; +$ref_files{$key} = "$dir".q|node42.html|; +$noresave{$key} = "$nosave"; + +$key = q/chapter-modulation/; +$ref_files{$key} = "$dir".q|node75.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig04.02/; +$ref_files{$key} = "$dir".q|node59.html|; +$noresave{$key} = "$nosave"; + +$key = q/tab02.1/; +$ref_files{$key} = "$dir".q|node31.html|; +$noresave{$key} = "$nosave"; + +$key = q/sect7.network/; +$ref_files{$key} = "$dir".q|node108.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig08.19/; +$ref_files{$key} = "$dir".q|node146.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig08.05/; +$ref_files{$key} = "$dir".q|node131.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig02.15/; +$ref_files{$key} = "$dir".q|node36.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig08.33/; +$ref_files{$key} = "$dir".q|node161.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig05.04/; +$ref_files{$key} = "$dir".q|node77.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig01.11/; +$ref_files{$key} = "$dir".q|node19.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig07.30/; +$ref_files{$key} = "$dir".q|node123.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig08.10/; +$ref_files{$key} = "$dir".q|node134.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig03.16/; +$ref_files{$key} = "$dir".q|node56.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig06.04/; +$ref_files{$key} = "$dir".q|node93.html|; +$noresave{$key} = "$nosave"; + +$key = q/sect4.encapsulation/; +$ref_files{$key} = "$dir".q|node67.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig07.15/; +$ref_files{$key} = "$dir".q|node111.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig04.21/; +$ref_files{$key} = "$dir".q|node73.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig09.05/; +$ref_files{$key} = "$dir".q|node171.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig08.01/; +$ref_files{$key} = "$dir".q|node127.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig01.15/; +$ref_files{$key} = "$dir".q|node24.html|; +$noresave{$key} = "$nosave"; + +$key = q/sect8.twopolebandpass/; +$ref_files{$key} = "$dir".q|node143.html|; +$noresave{$key} = "$nosave"; + +$key = q/sect9-IFT/; +$ref_files{$key} = "$dir".q|node166.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig02.02/; +$ref_files{$key} = "$dir".q|node26.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig05.09/; +$ref_files{$key} = "$dir".q|node81.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig03.12/; +$ref_files{$key} = "$dir".q|node49.html|; +$noresave{$key} = "$nosave"; + +$key = q/cite_r-chamberlin80/; +$ref_files{$key} = "$dir".q|node202.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig09.17/; +$ref_files{$key} = "$dir".q|node181.html|; +$noresave{$key} = "$nosave"; + +$key = q/cite_r-puckette95a/; +$ref_files{$key} = "$dir".q|node202.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig08.11/; +$ref_files{$key} = "$dir".q|node135.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig09.01/; +$ref_files{$key} = "$dir".q|node168.html|; +$noresave{$key} = "$nosave"; + +$key = q/sect2.interpolation/; +$ref_files{$key} = "$dir".q|node31.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig03.09/; +$ref_files{$key} = "$dir".q|node47.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig04.12/; +$ref_files{$key} = "$dir".q|node69.html|; +$noresave{$key} = "$nosave"; + +$key = q/eq-waveshaping/; +$ref_files{$key} = "$dir".q|node78.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig10.04/; +$ref_files{$key} = "$dir".q|node187.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig08.27/; +$ref_files{$key} = "$dir".q|node153.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig04.07/; +$ref_files{$key} = "$dir".q|node63.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig05.01/; +$ref_files{$key} = "$dir".q|node76.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig07.01/; +$ref_files{$key} = "$dir".q|node105.html|; +$noresave{$key} = "$nosave"; + +$key = q/chapter-fourier/; +$ref_files{$key} = "$dir".q|node163.html|; +$noresave{$key} = "$nosave"; + +$key = q/sect7.recirculatingcomb/; +$ref_files{$key} = "$dir".q|node109.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig04.16/; +$ref_files{$key} = "$dir".q|node71.html|; +$noresave{$key} = "$nosave"; + +$key = q/pdpack/; +$ref_files{$key} = "$dir".q|node34.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig07.03/; +$ref_files{$key} = "$dir".q|node108.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig06.06/; +$ref_files{$key} = "$dir".q|node94.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig07.07/; +$ref_files{$key} = "$dir".q|node109.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig07.32/; +$ref_files{$key} = "$dir".q|node124.html|; +$noresave{$key} = "$nosave"; + +$key = q/sect2.oscillator/; +$ref_files{$key} = "$dir".q|node27.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig10.13/; +$ref_files{$key} = "$dir".q|node198.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig08.26/; +$ref_files{$key} = "$dir".q|node153.html|; +$noresave{$key} = "$nosave"; + +$key = q/sect8.timevarying/; +$ref_files{$key} = "$dir".q|node148.html|; +$noresave{$key} = "$nosave"; + +$key = q/sect5.example.expon/; +$ref_files{$key} = "$dir".q|node85.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig06.14/; +$ref_files{$key} = "$dir".q|node99.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig03.04/; +$ref_files{$key} = "$dir".q|node43.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig03.10/; +$ref_files{$key} = "$dir".q|node48.html|; +$noresave{$key} = "$nosave"; + +$key = q/chapter-waveforms/; +$ref_files{$key} = "$dir".q|node184.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig09.16/; +$ref_files{$key} = "$dir".q|node180.html|; +$noresave{$key} = "$nosave"; + +$key = q/sect8.equalizing/; +$ref_files{$key} = "$dir".q|node131.html|; +$noresave{$key} = "$nosave"; + +$key = q/sect1.synth/; +$ref_files{$key} = "$dir".q|node12.html|; +$noresave{$key} = "$nosave"; + +$key = q/sect4.muting/; +$ref_files{$key} = "$dir".q|node62.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig08.15/; +$ref_files{$key} = "$dir".q|node143.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig09.09/; +$ref_files{$key} = "$dir".q|node174.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig09.12/; +$ref_files{$key} = "$dir".q|node175.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig07.11/; +$ref_files{$key} = "$dir".q|node110.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig05.15/; +$ref_files{$key} = "$dir".q|node87.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig07.25/; +$ref_files{$key} = "$dir".q|node119.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig07.16/; +$ref_files{$key} = "$dir".q|node112.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig08.31/; +$ref_files{$key} = "$dir".q|node159.html|; +$noresave{$key} = "$nosave"; + +$key = q/sect9-bash/; +$ref_files{$key} = "$dir".q|node177.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig07.05/; +$ref_files{$key} = "$dir".q|node108.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig08.21/; +$ref_files{$key} = "$dir".q|node148.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig02.09/; +$ref_files{$key} = "$dir".q|node30.html|; +$noresave{$key} = "$nosave"; + +$key = q/sect10.gentriangle/; +$ref_files{$key} = "$dir".q|node192.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig06.13/; +$ref_files{$key} = "$dir".q|node98.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig01.14/; +$ref_files{$key} = "$dir".q|node24.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig08.04/; +$ref_files{$key} = "$dir".q|node130.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig05.02/; +$ref_files{$key} = "$dir".q|node77.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig07.33/; +$ref_files{$key} = "$dir".q|node125.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig02.16/; +$ref_files{$key} = "$dir".q|node37.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig08.08/; +$ref_files{$key} = "$dir".q|node133.html|; +$noresave{$key} = "$nosave"; + +$key = q/sect3.controlstreams/; +$ref_files{$key} = "$dir".q|node43.html|; +$noresave{$key} = "$nosave"; + +$key = q/eq-meanpowersum/; +$ref_files{$key} = "$dir".q|node13.html|; +$noresave{$key} = "$nosave"; + +$key = q/cite_r-grey77/; +$ref_files{$key} = "$dir".q|node202.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig05.10/; +$ref_files{$key} = "$dir".q|node82.html|; +$noresave{$key} = "$nosave"; + +$key = q/sect1.fourier/; +$ref_files{$key} = "$dir".q|node14.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig09.04/; +$ref_files{$key} = "$dir".q|node170.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig08.12/; +$ref_files{$key} = "$dir".q|node140.html|; +$noresave{$key} = "$nosave"; + +$key = q/sect8.singlesideband/; +$ref_files{$key} = "$dir".q|node154.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig03.08/; +$ref_files{$key} = "$dir".q|node47.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig01.05/; +$ref_files{$key} = "$dir".q|node12.html|; +$noresave{$key} = "$nosave"; + +$key = q/eq-fourierseries/; +$ref_files{$key} = "$dir".q|node14.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig01.08/; +$ref_files{$key} = "$dir".q|node14.html|; +$noresave{$key} = "$nosave"; + +$key = q/sect3.sampling/; +$ref_files{$key} = "$dir".q|node41.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig02.06/; +$ref_files{$key} = "$dir".q|node29.html|; +$noresave{$key} = "$nosave"; + +$key = q/sect10.spectra/; +$ref_files{$key} = "$dir".q|node188.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig01.10/; +$ref_files{$key} = "$dir".q|node16.html|; +$noresave{$key} = "$nosave"; + +$key = q/cite_r-smith03/; +$ref_files{$key} = "$dir".q|node202.html|; +$noresave{$key} = "$nosave"; + +$key = q/sect6.pulse/; +$ref_files{$key} = "$dir".q|node91.html|; +$noresave{$key} = "$nosave"; + +$key = q/sect4.curved/; +$ref_files{$key} = "$dir".q|node60.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig03.05/; +$ref_files{$key} = "$dir".q|node43.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig08.25/; +$ref_files{$key} = "$dir".q|node152.html|; +$noresave{$key} = "$nosave"; + +$key = q/cite_r-puckette95b/; +$ref_files{$key} = "$dir".q|node202.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig04.08/; +$ref_files{$key} = "$dir".q|node64.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig10.06/; +$ref_files{$key} = "$dir".q|node191.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig04.19/; +$ref_files{$key} = "$dir".q|node72.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig07.22/; +$ref_files{$key} = "$dir".q|node115.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig05.05/; +$ref_files{$key} = "$dir".q|node78.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig04.13/; +$ref_files{$key} = "$dir".q|node69.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig02.03/; +$ref_files{$key} = "$dir".q|node27.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig07.02/; +$ref_files{$key} = "$dir".q|node106.html|; +$noresave{$key} = "$nosave"; + +$key = q/cite_r-puckette05/; +$ref_files{$key} = "$dir".q|node202.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig06.18/; +$ref_files{$key} = "$dir".q|node101.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig10.12/; +$ref_files{$key} = "$dir".q|node198.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig10.05/; +$ref_files{$key} = "$dir".q|node187.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig07.31/; +$ref_files{$key} = "$dir".q|node124.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig02.10/; +$ref_files{$key} = "$dir".q|node30.html|; +$noresave{$key} = "$nosave"; + +$key = q/sect6.model/; +$ref_files{$key} = "$dir".q|node90.html|; +$noresave{$key} = "$nosave"; + +$key = q/sect9.phaserelationship/; +$ref_files{$key} = "$dir".q|node176.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig03.02/; +$ref_files{$key} = "$dir".q|node42.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig05.14/; +$ref_files{$key} = "$dir".q|node86.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig05.08/; +$ref_files{$key} = "$dir".q|node79.html|; +$noresave{$key} = "$nosave"; + +$key = q/chapter-fft/; +$ref_files{$key} = "$dir".q|node163.html|; +$noresave{$key} = "$nosave"; + +$key = q/sect2.example.loop/; +$ref_files{$key} = "$dir".q|node36.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig07.20/; +$ref_files{$key} = "$dir".q|node115.html|; +$noresave{$key} = "$nosave"; + +$key = q/sect8.heterodyning/; +$ref_files{$key} = "$dir".q|node158.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig09.08/; +$ref_files{$key} = "$dir".q|node173.html|; +$noresave{$key} = "$nosave"; + +$key = q/sect5.chebychev/; +$ref_files{$key} = "$dir".q|node84.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig03.13/; +$ref_files{$key} = "$dir".q|node51.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig05.06/; +$ref_files{$key} = "$dir".q|node78.html|; +$noresave{$key} = "$nosave"; + +$key = q/sect7.phase/; +$ref_files{$key} = "$dir".q|node107.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig04.09/; +$ref_files{$key} = "$dir".q|node65.html|; +$noresave{$key} = "$nosave"; + +$key = q/sect8.recirculating/; +$ref_files{$key} = "$dir".q|node135.html|; +$noresave{$key} = "$nosave"; + +$key = q/sect4.polyphony/; +$ref_files{$key} = "$dir".q|node64.html|; +$noresave{$key} = "$nosave"; + +$key = q/sect7.pitchshift/; +$ref_files{$key} = "$dir".q|node115.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig06.17/; +$ref_files{$key} = "$dir".q|node101.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig07.06/; +$ref_files{$key} = "$dir".q|node108.html|; +$noresave{$key} = "$nosave"; + +$key = q/eq-cosinemultiplication/; +$ref_files{$key} = "$dir".q|node77.html|; +$noresave{$key} = "$nosave"; + +$key = q/cite_r-mathews69/; +$ref_files{$key} = "$dir".q|node202.html|; +$noresave{$key} = "$nosave"; + +$key = q/sect9.phase/; +$ref_files{$key} = "$dir".q|node175.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig04.01/; +$ref_files{$key} = "$dir".q|node59.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig09.13/; +$ref_files{$key} = "$dir".q|node177.html|; +$noresave{$key} = "$nosave"; + +$key = q/sect7.complex/; +$ref_files{$key} = "$dir".q|node105.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig07.26/; +$ref_files{$key} = "$dir".q|node120.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig07.27/; +$ref_files{$key} = "$dir".q|node120.html|; +$noresave{$key} = "$nosave"; + +$key = q/sect2.enveloping/; +$ref_files{$key} = "$dir".q|node29.html|; +$noresave{$key} = "$nosave"; + +$key = q/sect08.subtractive/; +$ref_files{$key} = "$dir".q|node152.html|; +$noresave{$key} = "$nosave"; + +$key = q/chapter-wavetable/; +$ref_files{$key} = "$dir".q|node26.html|; +$noresave{$key} = "$nosave"; + +$key = q/chapter-paf/; +$ref_files{$key} = "$dir".q|node89.html|; +$noresave{$key} = "$nosave"; + +$key = q/cite_r-blesser01/; +$ref_files{$key} = "$dir".q|node202.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig01.09/; +$ref_files{$key} = "$dir".q|node14.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig07.10/; +$ref_files{$key} = "$dir".q|node109.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig10.02/; +$ref_files{$key} = "$dir".q|node186.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig10.14/; +$ref_files{$key} = "$dir".q|node199.html|; +$noresave{$key} = "$nosave"; + +$key = q/sect7.psformula/; +$ref_files{$key} = "$dir".q|node115.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig03.01/; +$ref_files{$key} = "$dir".q|node41.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig07.17/; +$ref_files{$key} = "$dir".q|node113.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig01.01/; +$ref_files{$key} = "$dir".q|node7.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig09.14/; +$ref_files{$key} = "$dir".q|node179.html|; +$noresave{$key} = "$nosave"; + +$key = q/cite_r-schottstaedt87/; +$ref_files{$key} = "$dir".q|node202.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig07.12/; +$ref_files{$key} = "$dir".q|node110.html|; +$noresave{$key} = "$nosave"; + +$key = q/sect1.combine/; +$ref_files{$key} = "$dir".q|node13.html|; +$noresave{$key} = "$nosave"; + +$key = q/sect4.adsr/; +$ref_files{$key} = "$dir".q|node59.html|; +$noresave{$key} = "$nosave"; + +$key = q/sect5.FM/; +$ref_files{$key} = "$dir".q|node79.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig04.10/; +$ref_files{$key} = "$dir".q|node65.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig06.02/; +$ref_files{$key} = "$dir".q|node90.html|; +$noresave{$key} = "$nosave"; + +$key = q/cite_r-rossing02/; +$ref_files{$key} = "$dir".q|node202.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig02.13/; +$ref_files{$key} = "$dir".q|node34.html|; +$noresave{$key} = "$nosave"; + +$key = q/sect5.ringmod/; +$ref_files{$key} = "$dir".q|node77.html|; +$noresave{$key} = "$nosave"; + +$key = q/cite_r-mitra93/; +$ref_files{$key} = "$dir".q|node202.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig02.11/; +$ref_files{$key} = "$dir".q|node31.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig06.12/; +$ref_files{$key} = "$dir".q|node98.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig08.03/; +$ref_files{$key} = "$dir".q|node130.html|; +$noresave{$key} = "$nosave"; + +$key = q/sect1.amplitude/; +$ref_files{$key} = "$dir".q|node8.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig05.13/; +$ref_files{$key} = "$dir".q|node85.html|; +$noresave{$key} = "$nosave"; + +$key = q/cite_r-hartmann87/; +$ref_files{$key} = "$dir".q|node202.html|; +$noresave{$key} = "$nosave"; + +$key = q/sect8.peaking/; +$ref_files{$key} = "$dir".q|node144.html|; +$noresave{$key} = "$nosave"; + +$key = q/eq.momentarydel/; +$ref_files{$key} = "$dir".q|node113.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig04.14/; +$ref_files{$key} = "$dir".q|node69.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig04.04/; +$ref_files{$key} = "$dir".q|node60.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig08.13/; +$ref_files{$key} = "$dir".q|node141.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig08.07/; +$ref_files{$key} = "$dir".q|node133.html|; +$noresave{$key} = "$nosave"; + +$key = q/sect5.example.fm/; +$ref_files{$key} = "$dir".q|node87.html|; +$noresave{$key} = "$nosave"; + +$key = q/cite_r-dodge85/; +$ref_files{$key} = "$dir".q|node202.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig10.10/; +$ref_files{$key} = "$dir".q|node196.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig08.09/; +$ref_files{$key} = "$dir".q|node133.html|; +$noresave{$key} = "$nosave"; + +$key = q/sect8.shelving/; +$ref_files{$key} = "$dir".q|node142.html|; +$noresave{$key} = "$nosave"; + +$key = q/sect08.highpass/; +$ref_files{$key} = "$dir".q|node141.html|; +$noresave{$key} = "$nosave"; + +$key = q/cite_r-boulanger00/; +$ref_files{$key} = "$dir".q|node202.html|; +$noresave{$key} = "$nosave"; + +$key = q/cite_r-karplus83/; +$ref_files{$key} = "$dir".q|node202.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig03.07/; +$ref_files{$key} = "$dir".q|node46.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig08.16/; +$ref_files{$key} = "$dir".q|node144.html|; +$noresave{$key} = "$nosave"; + +$key = q/sect6.paf/; +$ref_files{$key} = "$dir".q|node96.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig08.24/; +$ref_files{$key} = "$dir".q|node152.html|; +$noresave{$key} = "$nosave"; + +$key = q/cite_r-puckette01a/; +$ref_files{$key} = "$dir".q|node202.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig10.07/; +$ref_files{$key} = "$dir".q|node192.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig02.07/; +$ref_files{$key} = "$dir".q|node29.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig05.16/; +$ref_files{$key} = "$dir".q|node87.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig04.18/; +$ref_files{$key} = "$dir".q|node72.html|; +$noresave{$key} = "$nosave"; + +$key = q/sect4.declick/; +$ref_files{$key} = "$dir".q|node61.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig09.15/; +$ref_files{$key} = "$dir".q|node179.html|; +$noresave{$key} = "$nosave"; + +$key = q/sect3.analog/; +$ref_files{$key} = "$dir".q|node47.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig06.08/; +$ref_files{$key} = "$dir".q|node96.html|; +$noresave{$key} = "$nosave"; + +$key = q/r-intervals/; +$ref_files{$key} = "$dir".q|node14.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig09.07/; +$ref_files{$key} = "$dir".q|node172.html|; +$noresave{$key} = "$nosave"; + +$key = q/sect8.bandpassdef/; +$ref_files{$key} = "$dir".q|node130.html|; +$noresave{$key} = "$nosave"; + +$key = q/sect08.low-pass/; +$ref_files{$key} = "$dir".q|node140.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig04.05/; +$ref_files{$key} = "$dir".q|node62.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig04.17/; +$ref_files{$key} = "$dir".q|node71.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig03.06/; +$ref_files{$key} = "$dir".q|node45.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig07.21/; +$ref_files{$key} = "$dir".q|node115.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig01.13/; +$ref_files{$key} = "$dir".q|node23.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig04.11/; +$ref_files{$key} = "$dir".q|node67.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig02.04/; +$ref_files{$key} = "$dir".q|node27.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig07.18/; +$ref_files{$key} = "$dir".q|node114.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig03.14/; +$ref_files{$key} = "$dir".q|node53.html|; +$noresave{$key} = "$nosave"; + +$key = q/cite_r-parks87/; +$ref_files{$key} = "$dir".q|node202.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig06.11/; +$ref_files{$key} = "$dir".q|node96.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig06.16/; +$ref_files{$key} = "$dir".q|node100.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig07.28/; +$ref_files{$key} = "$dir".q|node121.html|; +$noresave{$key} = "$nosave"; + +$key = q/sect1.examples/; +$ref_files{$key} = "$dir".q|node18.html|; +$noresave{$key} = "$nosave"; + +$key = q/chapter-filter/; +$ref_files{$key} = "$dir".q|node127.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig05.03/; +$ref_files{$key} = "$dir".q|node77.html|; +$noresave{$key} = "$nosave"; + +$key = q/cite_r-lebrun79/; +$ref_files{$key} = "$dir".q|node202.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig10.03/; +$ref_files{$key} = "$dir".q|node187.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig09.03/; +$ref_files{$key} = "$dir".q|node170.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig10.09/; +$ref_files{$key} = "$dir".q|node196.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig10.08/; +$ref_files{$key} = "$dir".q|node194.html|; +$noresave{$key} = "$nosave"; + +$key = q/cite_r-ballora03/; +$ref_files{$key} = "$dir".q|node202.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig08.28/; +$ref_files{$key} = "$dir".q|node156.html|; +$noresave{$key} = "$nosave"; + +$key = q/sect7-fractional/; +$ref_files{$key} = "$dir".q|node113.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig05.07/; +$ref_files{$key} = "$dir".q|node78.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig08.17/; +$ref_files{$key} = "$dir".q|node145.html|; +$noresave{$key} = "$nosave"; + +$key = q/eq-pitchmidi/; +$ref_files{$key} = "$dir".q|node11.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig07.23/; +$ref_files{$key} = "$dir".q|node117.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig07.13/; +$ref_files{$key} = "$dir".q|node110.html|; +$noresave{$key} = "$nosave"; + +$key = q/sect2.transpositionformula/; +$ref_files{$key} = "$dir".q|node28.html|; +$noresave{$key} = "$nosave"; + +$key = q/cite_r-risset69/; +$ref_files{$key} = "$dir".q|node202.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig01.03/; +$ref_files{$key} = "$dir".q|node9.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig09.18/; +$ref_files{$key} = "$dir".q|node182.html|; +$noresave{$key} = "$nosave"; + +$key = q/chapter-delay/; +$ref_files{$key} = "$dir".q|node104.html|; +$noresave{$key} = "$nosave"; + +$key = q/cite_r-strange72/; +$ref_files{$key} = "$dir".q|node202.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig09.06/; +$ref_files{$key} = "$dir".q|node171.html|; +$noresave{$key} = "$nosave"; + +$key = q/cite_r-moore90/; +$ref_files{$key} = "$dir".q|node202.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig08.06/; +$ref_files{$key} = "$dir".q|node131.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig06.05/; +$ref_files{$key} = "$dir".q|node94.html|; +$noresave{$key} = "$nosave"; + +$key = q/sect2.stretching/; +$ref_files{$key} = "$dir".q|node30.html|; +$noresave{$key} = "$nosave"; + +$key = q/sect4.voicealloc/; +$ref_files{$key} = "$dir".q|node65.html|; +$noresave{$key} = "$nosave"; + +$key = q/cite_r-roads01/; +$ref_files{$key} = "$dir".q|node202.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig01.02/; +$ref_files{$key} = "$dir".q|node8.html|; +$noresave{$key} = "$nosave"; + +$key = q/sect1.ex.3/; +$ref_files{$key} = "$dir".q|node21.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig10.01/; +$ref_files{$key} = "$dir".q|node184.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig01.06/; +$ref_files{$key} = "$dir".q|node12.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig09.10/; +$ref_files{$key} = "$dir".q|node175.html|; +$noresave{$key} = "$nosave"; + +$key = q/sect2.momentaryformula/; +$ref_files{$key} = "$dir".q|node28.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig08.32/; +$ref_files{$key} = "$dir".q|node160.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig08.23/; +$ref_files{$key} = "$dir".q|node150.html|; +$noresave{$key} = "$nosave"; + +$key = q/cite_r-steiglitz96/; +$ref_files{$key} = "$dir".q|node202.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig08.02/; +$ref_files{$key} = "$dir".q|node129.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig07.09/; +$ref_files{$key} = "$dir".q|node109.html|; +$noresave{$key} = "$nosave"; + +$key = q/sect5.octave/; +$ref_files{$key} = "$dir".q|node82.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig02.08/; +$ref_files{$key} = "$dir".q|node29.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig03.15/; +$ref_files{$key} = "$dir".q|node55.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig05.12/; +$ref_files{$key} = "$dir".q|node84.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig03.11/; +$ref_files{$key} = "$dir".q|node48.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig03.03/; +$ref_files{$key} = "$dir".q|node43.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig10.11/; +$ref_files{$key} = "$dir".q|node196.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig04.03/; +$ref_files{$key} = "$dir".q|node60.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig04.20/; +$ref_files{$key} = "$dir".q|node73.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig09.02/; +$ref_files{$key} = "$dir".q|node168.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig08.30/; +$ref_files{$key} = "$dir".q|node158.html|; +$noresave{$key} = "$nosave"; + +$key = q/sect8.nonrecirculating/; +$ref_files{$key} = "$dir".q|node133.html|; +$noresave{$key} = "$nosave"; + +$key = q/sect2.sampling/; +$ref_files{$key} = "$dir".q|node28.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig06.01/; +$ref_files{$key} = "$dir".q|node89.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig08.14/; +$ref_files{$key} = "$dir".q|node142.html|; +$noresave{$key} = "$nosave"; + +1; + diff --git a/labels.pl b/labels.pl new file mode 100644 index 0000000..afd3619 --- /dev/null +++ b/labels.pl @@ -0,0 +1,2441 @@ +# LaTeX2HTML 2002-2-1 (1.71) +# Associate labels original text with physical files. + + +$key = q/eq-realsinusoid/; +$external_labels{$key} = "$URL/" . q|node7.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig01.12/; +$external_labels{$key} = "$URL/" . q|node20.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig06.09/; +$external_labels{$key} = "$URL/" . q|node96.html|; +$noresave{$key} = "$nosave"; + +$key = q/sect2.example.overlap/; +$external_labels{$key} = "$URL/" . q|node37.html|; +$noresave{$key} = "$nosave"; + +$key = q/sect3.noloopsampler/; +$external_labels{$key} = "$URL/" . q|node53.html|; +$noresave{$key} = "$nosave"; + +$key = q/cite_r-chowning73/; +$external_labels{$key} = "$URL/" . q|node202.html|; +$noresave{$key} = "$nosave"; + +$key = q/cite_r-strawn85/; +$external_labels{$key} = "$URL/" . q|node202.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig01.04/; +$external_labels{$key} = "$URL/" . q|node10.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig09.11/; +$external_labels{$key} = "$URL/" . q|node175.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig06.15/; +$external_labels{$key} = "$URL/" . q|node99.html|; +$noresave{$key} = "$nosave"; + +$key = q/sect8.secondform/; +$external_labels{$key} = "$URL/" . q|node134.html|; +$noresave{$key} = "$nosave"; + +$key = q/cite_r-lebrun77/; +$external_labels{$key} = "$URL/" . q|node202.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig08.18/; +$external_labels{$key} = "$URL/" . q|node145.html|; +$noresave{$key} = "$nosave"; + +$key = q/cite_r-dolson97/; +$external_labels{$key} = "$URL/" . q|node202.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig07.14/; +$external_labels{$key} = "$URL/" . q|node110.html|; +$noresave{$key} = "$nosave"; + +$key = q/cite_r-chowning89/; +$external_labels{$key} = "$URL/" . q|node202.html|; +$noresave{$key} = "$nosave"; + +$key = q/sect9.shift/; +$external_labels{$key} = "$URL/" . q|node169.html|; +$noresave{$key} = "$nosave"; + +$key = q/sect8.envelopefollower/; +$external_labels{$key} = "$URL/" . q|node153.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig07.08/; +$external_labels{$key} = "$URL/" . q|node109.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig08.20/; +$external_labels{$key} = "$URL/" . q|node147.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig08.22/; +$external_labels{$key} = "$URL/" . q|node149.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig06.10/; +$external_labels{$key} = "$URL/" . q|node96.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig02.14/; +$external_labels{$key} = "$URL/" . q|node35.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig07.04/; +$external_labels{$key} = "$URL/" . q|node108.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig06.07/; +$external_labels{$key} = "$URL/" . q|node95.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig07.24/; +$external_labels{$key} = "$URL/" . q|node118.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig04.15/; +$external_labels{$key} = "$URL/" . q|node70.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig07.19/; +$external_labels{$key} = "$URL/" . q|node115.html|; +$noresave{$key} = "$nosave"; + +$key = q/sect5.waveshaping/; +$external_labels{$key} = "$URL/" . q|node78.html|; +$noresave{$key} = "$nosave"; + +$key = q/sec1.triad/; +$external_labels{$key} = "$URL/" . q|node22.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig06.03/; +$external_labels{$key} = "$URL/" . q|node90.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig08.29/; +$external_labels{$key} = "$URL/" . q|node157.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig07.29/; +$external_labels{$key} = "$URL/" . q|node122.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig02.01/; +$external_labels{$key} = "$URL/" . q|node26.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig05.11/; +$external_labels{$key} = "$URL/" . q|node83.html|; +$noresave{$key} = "$nosave"; + +$key = q/sect6.carrier/; +$external_labels{$key} = "$URL/" . q|node95.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig04.06/; +$external_labels{$key} = "$URL/" . q|node63.html|; +$noresave{$key} = "$nosave"; + +$key = q/sect5.bessel/; +$external_labels{$key} = "$URL/" . q|node86.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig02.12/; +$external_labels{$key} = "$URL/" . q|node33.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig01.07/; +$external_labels{$key} = "$URL/" . q|node12.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig02.05/; +$external_labels{$key} = "$URL/" . q|node28.html|; +$noresave{$key} = "$nosave"; + +$key = q/sect5-spectra/; +$external_labels{$key} = "$URL/" . q|node76.html|; +$noresave{$key} = "$nosave"; + +$key = q/sect4.tags/; +$external_labels{$key} = "$URL/" . q|node66.html|; +$noresave{$key} = "$nosave"; + +$key = q/sect3.control/; +$external_labels{$key} = "$URL/" . q|node42.html|; +$noresave{$key} = "$nosave"; + +$key = q/chapter-modulation/; +$external_labels{$key} = "$URL/" . q|node75.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig04.02/; +$external_labels{$key} = "$URL/" . q|node59.html|; +$noresave{$key} = "$nosave"; + +$key = q/tab02.1/; +$external_labels{$key} = "$URL/" . q|node31.html|; +$noresave{$key} = "$nosave"; + +$key = q/sect7.network/; +$external_labels{$key} = "$URL/" . q|node108.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig08.19/; +$external_labels{$key} = "$URL/" . q|node146.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig08.05/; +$external_labels{$key} = "$URL/" . q|node131.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig02.15/; +$external_labels{$key} = "$URL/" . q|node36.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig08.33/; +$external_labels{$key} = "$URL/" . q|node161.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig05.04/; +$external_labels{$key} = "$URL/" . q|node77.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig01.11/; +$external_labels{$key} = "$URL/" . q|node19.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig07.30/; +$external_labels{$key} = "$URL/" . q|node123.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig08.10/; +$external_labels{$key} = "$URL/" . q|node134.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig03.16/; +$external_labels{$key} = "$URL/" . q|node56.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig06.04/; +$external_labels{$key} = "$URL/" . q|node93.html|; +$noresave{$key} = "$nosave"; + +$key = q/sect4.encapsulation/; +$external_labels{$key} = "$URL/" . q|node67.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig07.15/; +$external_labels{$key} = "$URL/" . q|node111.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig04.21/; +$external_labels{$key} = "$URL/" . q|node73.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig09.05/; +$external_labels{$key} = "$URL/" . q|node171.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig08.01/; +$external_labels{$key} = "$URL/" . q|node127.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig01.15/; +$external_labels{$key} = "$URL/" . q|node24.html|; +$noresave{$key} = "$nosave"; + +$key = q/sect8.twopolebandpass/; +$external_labels{$key} = "$URL/" . q|node143.html|; +$noresave{$key} = "$nosave"; + +$key = q/sect9-IFT/; +$external_labels{$key} = "$URL/" . q|node166.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig02.02/; +$external_labels{$key} = "$URL/" . q|node26.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig05.09/; +$external_labels{$key} = "$URL/" . q|node81.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig03.12/; +$external_labels{$key} = "$URL/" . q|node49.html|; +$noresave{$key} = "$nosave"; + +$key = q/cite_r-chamberlin80/; +$external_labels{$key} = "$URL/" . q|node202.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig09.17/; +$external_labels{$key} = "$URL/" . q|node181.html|; +$noresave{$key} = "$nosave"; + +$key = q/cite_r-puckette95a/; +$external_labels{$key} = "$URL/" . q|node202.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig08.11/; +$external_labels{$key} = "$URL/" . q|node135.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig09.01/; +$external_labels{$key} = "$URL/" . q|node168.html|; +$noresave{$key} = "$nosave"; + +$key = q/sect2.interpolation/; +$external_labels{$key} = "$URL/" . q|node31.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig03.09/; +$external_labels{$key} = "$URL/" . q|node47.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig04.12/; +$external_labels{$key} = "$URL/" . q|node69.html|; +$noresave{$key} = "$nosave"; + +$key = q/eq-waveshaping/; +$external_labels{$key} = "$URL/" . q|node78.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig10.04/; +$external_labels{$key} = "$URL/" . q|node187.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig08.27/; +$external_labels{$key} = "$URL/" . q|node153.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig04.07/; +$external_labels{$key} = "$URL/" . q|node63.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig05.01/; +$external_labels{$key} = "$URL/" . q|node76.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig07.01/; +$external_labels{$key} = "$URL/" . q|node105.html|; +$noresave{$key} = "$nosave"; + +$key = q/chapter-fourier/; +$external_labels{$key} = "$URL/" . q|node163.html|; +$noresave{$key} = "$nosave"; + +$key = q/sect7.recirculatingcomb/; +$external_labels{$key} = "$URL/" . q|node109.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig04.16/; +$external_labels{$key} = "$URL/" . q|node71.html|; +$noresave{$key} = "$nosave"; + +$key = q/pdpack/; +$external_labels{$key} = "$URL/" . q|node34.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig07.03/; +$external_labels{$key} = "$URL/" . q|node108.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig06.06/; +$external_labels{$key} = "$URL/" . q|node94.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig07.07/; +$external_labels{$key} = "$URL/" . q|node109.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig07.32/; +$external_labels{$key} = "$URL/" . q|node124.html|; +$noresave{$key} = "$nosave"; + +$key = q/sect2.oscillator/; +$external_labels{$key} = "$URL/" . q|node27.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig10.13/; +$external_labels{$key} = "$URL/" . q|node198.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig08.26/; +$external_labels{$key} = "$URL/" . q|node153.html|; +$noresave{$key} = "$nosave"; + +$key = q/sect8.timevarying/; +$external_labels{$key} = "$URL/" . q|node148.html|; +$noresave{$key} = "$nosave"; + +$key = q/sect5.example.expon/; +$external_labels{$key} = "$URL/" . q|node85.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig06.14/; +$external_labels{$key} = "$URL/" . q|node99.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig03.04/; +$external_labels{$key} = "$URL/" . q|node43.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig03.10/; +$external_labels{$key} = "$URL/" . q|node48.html|; +$noresave{$key} = "$nosave"; + +$key = q/chapter-waveforms/; +$external_labels{$key} = "$URL/" . q|node184.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig09.16/; +$external_labels{$key} = "$URL/" . q|node180.html|; +$noresave{$key} = "$nosave"; + +$key = q/sect8.equalizing/; +$external_labels{$key} = "$URL/" . q|node131.html|; +$noresave{$key} = "$nosave"; + +$key = q/sect1.synth/; +$external_labels{$key} = "$URL/" . q|node12.html|; +$noresave{$key} = "$nosave"; + +$key = q/sect4.muting/; +$external_labels{$key} = "$URL/" . q|node62.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig08.15/; +$external_labels{$key} = "$URL/" . q|node143.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig09.09/; +$external_labels{$key} = "$URL/" . q|node174.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig09.12/; +$external_labels{$key} = "$URL/" . q|node175.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig07.11/; +$external_labels{$key} = "$URL/" . q|node110.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig05.15/; +$external_labels{$key} = "$URL/" . q|node87.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig07.25/; +$external_labels{$key} = "$URL/" . q|node119.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig07.16/; +$external_labels{$key} = "$URL/" . q|node112.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig08.31/; +$external_labels{$key} = "$URL/" . q|node159.html|; +$noresave{$key} = "$nosave"; + +$key = q/sect9-bash/; +$external_labels{$key} = "$URL/" . q|node177.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig07.05/; +$external_labels{$key} = "$URL/" . q|node108.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig08.21/; +$external_labels{$key} = "$URL/" . q|node148.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig02.09/; +$external_labels{$key} = "$URL/" . q|node30.html|; +$noresave{$key} = "$nosave"; + +$key = q/sect10.gentriangle/; +$external_labels{$key} = "$URL/" . q|node192.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig06.13/; +$external_labels{$key} = "$URL/" . q|node98.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig01.14/; +$external_labels{$key} = "$URL/" . q|node24.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig08.04/; +$external_labels{$key} = "$URL/" . q|node130.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig05.02/; +$external_labels{$key} = "$URL/" . q|node77.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig07.33/; +$external_labels{$key} = "$URL/" . q|node125.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig02.16/; +$external_labels{$key} = "$URL/" . q|node37.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig08.08/; +$external_labels{$key} = "$URL/" . q|node133.html|; +$noresave{$key} = "$nosave"; + +$key = q/sect3.controlstreams/; +$external_labels{$key} = "$URL/" . q|node43.html|; +$noresave{$key} = "$nosave"; + +$key = q/eq-meanpowersum/; +$external_labels{$key} = "$URL/" . q|node13.html|; +$noresave{$key} = "$nosave"; + +$key = q/cite_r-grey77/; +$external_labels{$key} = "$URL/" . q|node202.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig05.10/; +$external_labels{$key} = "$URL/" . q|node82.html|; +$noresave{$key} = "$nosave"; + +$key = q/sect1.fourier/; +$external_labels{$key} = "$URL/" . q|node14.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig09.04/; +$external_labels{$key} = "$URL/" . q|node170.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig08.12/; +$external_labels{$key} = "$URL/" . q|node140.html|; +$noresave{$key} = "$nosave"; + +$key = q/sect8.singlesideband/; +$external_labels{$key} = "$URL/" . q|node154.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig03.08/; +$external_labels{$key} = "$URL/" . q|node47.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig01.05/; +$external_labels{$key} = "$URL/" . q|node12.html|; +$noresave{$key} = "$nosave"; + +$key = q/eq-fourierseries/; +$external_labels{$key} = "$URL/" . q|node14.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig01.08/; +$external_labels{$key} = "$URL/" . q|node14.html|; +$noresave{$key} = "$nosave"; + +$key = q/sect3.sampling/; +$external_labels{$key} = "$URL/" . q|node41.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig02.06/; +$external_labels{$key} = "$URL/" . q|node29.html|; +$noresave{$key} = "$nosave"; + +$key = q/sect10.spectra/; +$external_labels{$key} = "$URL/" . q|node188.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig01.10/; +$external_labels{$key} = "$URL/" . q|node16.html|; +$noresave{$key} = "$nosave"; + +$key = q/cite_r-smith03/; +$external_labels{$key} = "$URL/" . q|node202.html|; +$noresave{$key} = "$nosave"; + +$key = q/sect6.pulse/; +$external_labels{$key} = "$URL/" . q|node91.html|; +$noresave{$key} = "$nosave"; + +$key = q/sect4.curved/; +$external_labels{$key} = "$URL/" . q|node60.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig03.05/; +$external_labels{$key} = "$URL/" . q|node43.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig08.25/; +$external_labels{$key} = "$URL/" . q|node152.html|; +$noresave{$key} = "$nosave"; + +$key = q/cite_r-puckette95b/; +$external_labels{$key} = "$URL/" . q|node202.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig04.08/; +$external_labels{$key} = "$URL/" . q|node64.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig10.06/; +$external_labels{$key} = "$URL/" . q|node191.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig04.19/; +$external_labels{$key} = "$URL/" . q|node72.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig07.22/; +$external_labels{$key} = "$URL/" . q|node115.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig05.05/; +$external_labels{$key} = "$URL/" . q|node78.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig04.13/; +$external_labels{$key} = "$URL/" . q|node69.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig02.03/; +$external_labels{$key} = "$URL/" . q|node27.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig07.02/; +$external_labels{$key} = "$URL/" . q|node106.html|; +$noresave{$key} = "$nosave"; + +$key = q/cite_r-puckette05/; +$external_labels{$key} = "$URL/" . q|node202.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig06.18/; +$external_labels{$key} = "$URL/" . q|node101.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig10.12/; +$external_labels{$key} = "$URL/" . q|node198.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig10.05/; +$external_labels{$key} = "$URL/" . q|node187.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig07.31/; +$external_labels{$key} = "$URL/" . q|node124.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig02.10/; +$external_labels{$key} = "$URL/" . q|node30.html|; +$noresave{$key} = "$nosave"; + +$key = q/sect6.model/; +$external_labels{$key} = "$URL/" . q|node90.html|; +$noresave{$key} = "$nosave"; + +$key = q/sect9.phaserelationship/; +$external_labels{$key} = "$URL/" . q|node176.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig03.02/; +$external_labels{$key} = "$URL/" . q|node42.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig05.14/; +$external_labels{$key} = "$URL/" . q|node86.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig05.08/; +$external_labels{$key} = "$URL/" . q|node79.html|; +$noresave{$key} = "$nosave"; + +$key = q/chapter-fft/; +$external_labels{$key} = "$URL/" . q|node163.html|; +$noresave{$key} = "$nosave"; + +$key = q/sect2.example.loop/; +$external_labels{$key} = "$URL/" . q|node36.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig07.20/; +$external_labels{$key} = "$URL/" . q|node115.html|; +$noresave{$key} = "$nosave"; + +$key = q/sect8.heterodyning/; +$external_labels{$key} = "$URL/" . q|node158.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig09.08/; +$external_labels{$key} = "$URL/" . q|node173.html|; +$noresave{$key} = "$nosave"; + +$key = q/sect5.chebychev/; +$external_labels{$key} = "$URL/" . q|node84.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig03.13/; +$external_labels{$key} = "$URL/" . q|node51.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig05.06/; +$external_labels{$key} = "$URL/" . q|node78.html|; +$noresave{$key} = "$nosave"; + +$key = q/sect7.phase/; +$external_labels{$key} = "$URL/" . q|node107.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig04.09/; +$external_labels{$key} = "$URL/" . q|node65.html|; +$noresave{$key} = "$nosave"; + +$key = q/sect8.recirculating/; +$external_labels{$key} = "$URL/" . q|node135.html|; +$noresave{$key} = "$nosave"; + +$key = q/sect4.polyphony/; +$external_labels{$key} = "$URL/" . q|node64.html|; +$noresave{$key} = "$nosave"; + +$key = q/sect7.pitchshift/; +$external_labels{$key} = "$URL/" . q|node115.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig06.17/; +$external_labels{$key} = "$URL/" . q|node101.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig07.06/; +$external_labels{$key} = "$URL/" . q|node108.html|; +$noresave{$key} = "$nosave"; + +$key = q/eq-cosinemultiplication/; +$external_labels{$key} = "$URL/" . q|node77.html|; +$noresave{$key} = "$nosave"; + +$key = q/cite_r-mathews69/; +$external_labels{$key} = "$URL/" . q|node202.html|; +$noresave{$key} = "$nosave"; + +$key = q/sect9.phase/; +$external_labels{$key} = "$URL/" . q|node175.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig04.01/; +$external_labels{$key} = "$URL/" . q|node59.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig09.13/; +$external_labels{$key} = "$URL/" . q|node177.html|; +$noresave{$key} = "$nosave"; + +$key = q/sect7.complex/; +$external_labels{$key} = "$URL/" . q|node105.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig07.26/; +$external_labels{$key} = "$URL/" . q|node120.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig07.27/; +$external_labels{$key} = "$URL/" . q|node120.html|; +$noresave{$key} = "$nosave"; + +$key = q/sect2.enveloping/; +$external_labels{$key} = "$URL/" . q|node29.html|; +$noresave{$key} = "$nosave"; + +$key = q/sect08.subtractive/; +$external_labels{$key} = "$URL/" . q|node152.html|; +$noresave{$key} = "$nosave"; + +$key = q/chapter-wavetable/; +$external_labels{$key} = "$URL/" . q|node26.html|; +$noresave{$key} = "$nosave"; + +$key = q/chapter-paf/; +$external_labels{$key} = "$URL/" . q|node89.html|; +$noresave{$key} = "$nosave"; + +$key = q/cite_r-blesser01/; +$external_labels{$key} = "$URL/" . q|node202.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig01.09/; +$external_labels{$key} = "$URL/" . q|node14.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig07.10/; +$external_labels{$key} = "$URL/" . q|node109.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig10.02/; +$external_labels{$key} = "$URL/" . q|node186.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig10.14/; +$external_labels{$key} = "$URL/" . q|node199.html|; +$noresave{$key} = "$nosave"; + +$key = q/sect7.psformula/; +$external_labels{$key} = "$URL/" . q|node115.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig03.01/; +$external_labels{$key} = "$URL/" . q|node41.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig07.17/; +$external_labels{$key} = "$URL/" . q|node113.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig01.01/; +$external_labels{$key} = "$URL/" . q|node7.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig09.14/; +$external_labels{$key} = "$URL/" . q|node179.html|; +$noresave{$key} = "$nosave"; + +$key = q/cite_r-schottstaedt87/; +$external_labels{$key} = "$URL/" . q|node202.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig07.12/; +$external_labels{$key} = "$URL/" . q|node110.html|; +$noresave{$key} = "$nosave"; + +$key = q/sect1.combine/; +$external_labels{$key} = "$URL/" . q|node13.html|; +$noresave{$key} = "$nosave"; + +$key = q/sect4.adsr/; +$external_labels{$key} = "$URL/" . q|node59.html|; +$noresave{$key} = "$nosave"; + +$key = q/sect5.FM/; +$external_labels{$key} = "$URL/" . q|node79.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig04.10/; +$external_labels{$key} = "$URL/" . q|node65.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig06.02/; +$external_labels{$key} = "$URL/" . q|node90.html|; +$noresave{$key} = "$nosave"; + +$key = q/cite_r-rossing02/; +$external_labels{$key} = "$URL/" . q|node202.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig02.13/; +$external_labels{$key} = "$URL/" . q|node34.html|; +$noresave{$key} = "$nosave"; + +$key = q/sect5.ringmod/; +$external_labels{$key} = "$URL/" . q|node77.html|; +$noresave{$key} = "$nosave"; + +$key = q/cite_r-mitra93/; +$external_labels{$key} = "$URL/" . q|node202.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig02.11/; +$external_labels{$key} = "$URL/" . q|node31.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig06.12/; +$external_labels{$key} = "$URL/" . q|node98.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig08.03/; +$external_labels{$key} = "$URL/" . q|node130.html|; +$noresave{$key} = "$nosave"; + +$key = q/sect1.amplitude/; +$external_labels{$key} = "$URL/" . q|node8.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig05.13/; +$external_labels{$key} = "$URL/" . q|node85.html|; +$noresave{$key} = "$nosave"; + +$key = q/cite_r-hartmann87/; +$external_labels{$key} = "$URL/" . q|node202.html|; +$noresave{$key} = "$nosave"; + +$key = q/sect8.peaking/; +$external_labels{$key} = "$URL/" . q|node144.html|; +$noresave{$key} = "$nosave"; + +$key = q/eq.momentarydel/; +$external_labels{$key} = "$URL/" . q|node113.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig04.14/; +$external_labels{$key} = "$URL/" . q|node69.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig04.04/; +$external_labels{$key} = "$URL/" . q|node60.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig08.13/; +$external_labels{$key} = "$URL/" . q|node141.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig08.07/; +$external_labels{$key} = "$URL/" . q|node133.html|; +$noresave{$key} = "$nosave"; + +$key = q/sect5.example.fm/; +$external_labels{$key} = "$URL/" . q|node87.html|; +$noresave{$key} = "$nosave"; + +$key = q/cite_r-dodge85/; +$external_labels{$key} = "$URL/" . q|node202.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig10.10/; +$external_labels{$key} = "$URL/" . q|node196.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig08.09/; +$external_labels{$key} = "$URL/" . q|node133.html|; +$noresave{$key} = "$nosave"; + +$key = q/sect8.shelving/; +$external_labels{$key} = "$URL/" . q|node142.html|; +$noresave{$key} = "$nosave"; + +$key = q/sect08.highpass/; +$external_labels{$key} = "$URL/" . q|node141.html|; +$noresave{$key} = "$nosave"; + +$key = q/cite_r-boulanger00/; +$external_labels{$key} = "$URL/" . q|node202.html|; +$noresave{$key} = "$nosave"; + +$key = q/cite_r-karplus83/; +$external_labels{$key} = "$URL/" . q|node202.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig03.07/; +$external_labels{$key} = "$URL/" . q|node46.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig08.16/; +$external_labels{$key} = "$URL/" . q|node144.html|; +$noresave{$key} = "$nosave"; + +$key = q/sect6.paf/; +$external_labels{$key} = "$URL/" . q|node96.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig08.24/; +$external_labels{$key} = "$URL/" . q|node152.html|; +$noresave{$key} = "$nosave"; + +$key = q/cite_r-puckette01a/; +$external_labels{$key} = "$URL/" . q|node202.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig10.07/; +$external_labels{$key} = "$URL/" . q|node192.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig02.07/; +$external_labels{$key} = "$URL/" . q|node29.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig05.16/; +$external_labels{$key} = "$URL/" . q|node87.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig04.18/; +$external_labels{$key} = "$URL/" . q|node72.html|; +$noresave{$key} = "$nosave"; + +$key = q/sect4.declick/; +$external_labels{$key} = "$URL/" . q|node61.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig09.15/; +$external_labels{$key} = "$URL/" . q|node179.html|; +$noresave{$key} = "$nosave"; + +$key = q/sect3.analog/; +$external_labels{$key} = "$URL/" . q|node47.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig06.08/; +$external_labels{$key} = "$URL/" . q|node96.html|; +$noresave{$key} = "$nosave"; + +$key = q/r-intervals/; +$external_labels{$key} = "$URL/" . q|node14.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig09.07/; +$external_labels{$key} = "$URL/" . q|node172.html|; +$noresave{$key} = "$nosave"; + +$key = q/sect8.bandpassdef/; +$external_labels{$key} = "$URL/" . q|node130.html|; +$noresave{$key} = "$nosave"; + +$key = q/sect08.low-pass/; +$external_labels{$key} = "$URL/" . q|node140.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig04.05/; +$external_labels{$key} = "$URL/" . q|node62.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig04.17/; +$external_labels{$key} = "$URL/" . q|node71.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig03.06/; +$external_labels{$key} = "$URL/" . q|node45.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig07.21/; +$external_labels{$key} = "$URL/" . q|node115.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig01.13/; +$external_labels{$key} = "$URL/" . q|node23.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig04.11/; +$external_labels{$key} = "$URL/" . q|node67.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig02.04/; +$external_labels{$key} = "$URL/" . q|node27.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig07.18/; +$external_labels{$key} = "$URL/" . q|node114.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig03.14/; +$external_labels{$key} = "$URL/" . q|node53.html|; +$noresave{$key} = "$nosave"; + +$key = q/cite_r-parks87/; +$external_labels{$key} = "$URL/" . q|node202.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig06.11/; +$external_labels{$key} = "$URL/" . q|node96.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig06.16/; +$external_labels{$key} = "$URL/" . q|node100.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig07.28/; +$external_labels{$key} = "$URL/" . q|node121.html|; +$noresave{$key} = "$nosave"; + +$key = q/sect1.examples/; +$external_labels{$key} = "$URL/" . q|node18.html|; +$noresave{$key} = "$nosave"; + +$key = q/chapter-filter/; +$external_labels{$key} = "$URL/" . q|node127.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig05.03/; +$external_labels{$key} = "$URL/" . q|node77.html|; +$noresave{$key} = "$nosave"; + +$key = q/cite_r-lebrun79/; +$external_labels{$key} = "$URL/" . q|node202.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig10.03/; +$external_labels{$key} = "$URL/" . q|node187.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig09.03/; +$external_labels{$key} = "$URL/" . q|node170.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig10.09/; +$external_labels{$key} = "$URL/" . q|node196.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig10.08/; +$external_labels{$key} = "$URL/" . q|node194.html|; +$noresave{$key} = "$nosave"; + +$key = q/cite_r-ballora03/; +$external_labels{$key} = "$URL/" . q|node202.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig08.28/; +$external_labels{$key} = "$URL/" . q|node156.html|; +$noresave{$key} = "$nosave"; + +$key = q/sect7-fractional/; +$external_labels{$key} = "$URL/" . q|node113.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig05.07/; +$external_labels{$key} = "$URL/" . q|node78.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig08.17/; +$external_labels{$key} = "$URL/" . q|node145.html|; +$noresave{$key} = "$nosave"; + +$key = q/eq-pitchmidi/; +$external_labels{$key} = "$URL/" . q|node11.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig07.23/; +$external_labels{$key} = "$URL/" . q|node117.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig07.13/; +$external_labels{$key} = "$URL/" . q|node110.html|; +$noresave{$key} = "$nosave"; + +$key = q/sect2.transpositionformula/; +$external_labels{$key} = "$URL/" . q|node28.html|; +$noresave{$key} = "$nosave"; + +$key = q/cite_r-risset69/; +$external_labels{$key} = "$URL/" . q|node202.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig01.03/; +$external_labels{$key} = "$URL/" . q|node9.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig09.18/; +$external_labels{$key} = "$URL/" . q|node182.html|; +$noresave{$key} = "$nosave"; + +$key = q/chapter-delay/; +$external_labels{$key} = "$URL/" . q|node104.html|; +$noresave{$key} = "$nosave"; + +$key = q/cite_r-strange72/; +$external_labels{$key} = "$URL/" . q|node202.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig09.06/; +$external_labels{$key} = "$URL/" . q|node171.html|; +$noresave{$key} = "$nosave"; + +$key = q/cite_r-moore90/; +$external_labels{$key} = "$URL/" . q|node202.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig08.06/; +$external_labels{$key} = "$URL/" . q|node131.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig06.05/; +$external_labels{$key} = "$URL/" . q|node94.html|; +$noresave{$key} = "$nosave"; + +$key = q/sect2.stretching/; +$external_labels{$key} = "$URL/" . q|node30.html|; +$noresave{$key} = "$nosave"; + +$key = q/sect4.voicealloc/; +$external_labels{$key} = "$URL/" . q|node65.html|; +$noresave{$key} = "$nosave"; + +$key = q/cite_r-roads01/; +$external_labels{$key} = "$URL/" . q|node202.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig01.02/; +$external_labels{$key} = "$URL/" . q|node8.html|; +$noresave{$key} = "$nosave"; + +$key = q/sect1.ex.3/; +$external_labels{$key} = "$URL/" . q|node21.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig10.01/; +$external_labels{$key} = "$URL/" . q|node184.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig01.06/; +$external_labels{$key} = "$URL/" . q|node12.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig09.10/; +$external_labels{$key} = "$URL/" . q|node175.html|; +$noresave{$key} = "$nosave"; + +$key = q/sect2.momentaryformula/; +$external_labels{$key} = "$URL/" . q|node28.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig08.32/; +$external_labels{$key} = "$URL/" . q|node160.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig08.23/; +$external_labels{$key} = "$URL/" . q|node150.html|; +$noresave{$key} = "$nosave"; + +$key = q/cite_r-steiglitz96/; +$external_labels{$key} = "$URL/" . q|node202.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig08.02/; +$external_labels{$key} = "$URL/" . q|node129.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig07.09/; +$external_labels{$key} = "$URL/" . q|node109.html|; +$noresave{$key} = "$nosave"; + +$key = q/sect5.octave/; +$external_labels{$key} = "$URL/" . q|node82.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig02.08/; +$external_labels{$key} = "$URL/" . q|node29.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig03.15/; +$external_labels{$key} = "$URL/" . q|node55.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig05.12/; +$external_labels{$key} = "$URL/" . q|node84.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig03.11/; +$external_labels{$key} = "$URL/" . q|node48.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig03.03/; +$external_labels{$key} = "$URL/" . q|node43.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig10.11/; +$external_labels{$key} = "$URL/" . q|node196.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig04.03/; +$external_labels{$key} = "$URL/" . q|node60.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig04.20/; +$external_labels{$key} = "$URL/" . q|node73.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig09.02/; +$external_labels{$key} = "$URL/" . q|node168.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig08.30/; +$external_labels{$key} = "$URL/" . q|node158.html|; +$noresave{$key} = "$nosave"; + +$key = q/sect8.nonrecirculating/; +$external_labels{$key} = "$URL/" . q|node133.html|; +$noresave{$key} = "$nosave"; + +$key = q/sect2.sampling/; +$external_labels{$key} = "$URL/" . q|node28.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig06.01/; +$external_labels{$key} = "$URL/" . q|node89.html|; +$noresave{$key} = "$nosave"; + +$key = q/fig08.14/; +$external_labels{$key} = "$URL/" . q|node142.html|; +$noresave{$key} = "$nosave"; + +1; + + +# LaTeX2HTML 2002-2-1 (1.71) +# labels from external_latex_labels array. + + +$key = q/eq-realsinusoid/; +$external_latex_labels{$key} = q|1|; +$noresave{$key} = "$nosave"; + +$key = q/fig01.12/; +$external_latex_labels{$key} = q|1.12|; +$noresave{$key} = "$nosave"; + +$key = q/fig06.09/; +$external_latex_labels{$key} = q|6.9|; +$noresave{$key} = "$nosave"; + +$key = q/sect2.example.overlap/; +$external_latex_labels{$key} = q|2.6|; +$noresave{$key} = "$nosave"; + +$key = q/sect3.noloopsampler/; +$external_latex_labels{$key} = q|3.10|; +$noresave{$key} = "$nosave"; + +$key = q/fig01.04/; +$external_latex_labels{$key} = q|1.4|; +$noresave{$key} = "$nosave"; + +$key = q/fig09.11/; +$external_latex_labels{$key} = q|9.11|; +$noresave{$key} = "$nosave"; + +$key = q/sect8.secondform/; +$external_latex_labels{$key} = q|8.2.2|; +$noresave{$key} = "$nosave"; + +$key = q/fig06.15/; +$external_latex_labels{$key} = q|6.16|; +$noresave{$key} = "$nosave"; + +$key = q/fig08.18/; +$external_latex_labels{$key} = q|8.18|; +$noresave{$key} = "$nosave"; + +$key = q/sect9.shift/; +$external_latex_labels{$key} = q|9.2.2|; +$noresave{$key} = "$nosave"; + +$key = q/fig07.14/; +$external_latex_labels{$key} = q|7.14|; +$noresave{$key} = "$nosave"; + +$key = q/sect8.envelopefollower/; +$external_latex_labels{$key} = q|8.4.2|; +$noresave{$key} = "$nosave"; + +$key = q/fig08.20/; +$external_latex_labels{$key} = q|8.20|; +$noresave{$key} = "$nosave"; + +$key = q/fig07.08/; +$external_latex_labels{$key} = q|7.8|; +$noresave{$key} = "$nosave"; + +$key = q/fig08.22/; +$external_latex_labels{$key} = q|8.22|; +$noresave{$key} = "$nosave"; + +$key = q/fig06.10/; +$external_latex_labels{$key} = q|6.10|; +$noresave{$key} = "$nosave"; + +$key = q/fig02.14/; +$external_latex_labels{$key} = q|2.14|; +$noresave{$key} = "$nosave"; + +$key = q/fig07.04/; +$external_latex_labels{$key} = q|7.4|; +$noresave{$key} = "$nosave"; + +$key = q/fig06.07/; +$external_latex_labels{$key} = q|6.7|; +$noresave{$key} = "$nosave"; + +$key = q/fig07.24/; +$external_latex_labels{$key} = q|7.24|; +$noresave{$key} = "$nosave"; + +$key = q/fig04.15/; +$external_latex_labels{$key} = q|4.15|; +$noresave{$key} = "$nosave"; + +$key = q/fig07.19/; +$external_latex_labels{$key} = q|7.19|; +$noresave{$key} = "$nosave"; + +$key = q/sect5.waveshaping/; +$external_latex_labels{$key} = q|5.3|; +$noresave{$key} = "$nosave"; + +$key = q/sec1.triad/; +$external_latex_labels{$key} = q|1.9|; +$noresave{$key} = "$nosave"; + +$key = q/fig08.29/; +$external_latex_labels{$key} = q|8.29|; +$noresave{$key} = "$nosave"; + +$key = q/fig07.29/; +$external_latex_labels{$key} = q|7.29|; +$noresave{$key} = "$nosave"; + +$key = q/fig06.03/; +$external_latex_labels{$key} = q|6.3|; +$noresave{$key} = "$nosave"; + +$key = q/sect6.carrier/; +$external_latex_labels{$key} = q|6.3|; +$noresave{$key} = "$nosave"; + +$key = q/fig05.11/; +$external_latex_labels{$key} = q|5.11|; +$noresave{$key} = "$nosave"; + +$key = q/fig02.01/; +$external_latex_labels{$key} = q|2.1|; +$noresave{$key} = "$nosave"; + +$key = q/sect5.bessel/; +$external_latex_labels{$key} = q|5.5|; +$noresave{$key} = "$nosave"; + +$key = q/fig04.06/; +$external_latex_labels{$key} = q|4.6|; +$noresave{$key} = "$nosave"; + +$key = q/fig02.12/; +$external_latex_labels{$key} = q|2.12|; +$noresave{$key} = "$nosave"; + +$key = q/fig01.07/; +$external_latex_labels{$key} = q|1.7|; +$noresave{$key} = "$nosave"; + +$key = q/fig02.05/; +$external_latex_labels{$key} = q|2.5|; +$noresave{$key} = "$nosave"; + +$key = q/sect5-spectra/; +$external_latex_labels{$key} = q|5.1|; +$noresave{$key} = "$nosave"; + +$key = q/sect4.tags/; +$external_latex_labels{$key} = q|4.6|; +$noresave{$key} = "$nosave"; + +$key = q/sect3.control/; +$external_latex_labels{$key} = q|3.2|; +$noresave{$key} = "$nosave"; + +$key = q/chapter-modulation/; +$external_latex_labels{$key} = q|5|; +$noresave{$key} = "$nosave"; + +$key = q/fig04.02/; +$external_latex_labels{$key} = q|4.2|; +$noresave{$key} = "$nosave"; + +$key = q/tab02.1/; +$external_latex_labels{$key} = q|2.1|; +$noresave{$key} = "$nosave"; + +$key = q/sect7.network/; +$external_latex_labels{$key} = q|7.3|; +$noresave{$key} = "$nosave"; + +$key = q/fig08.19/; +$external_latex_labels{$key} = q|8.19|; +$noresave{$key} = "$nosave"; + +$key = q/fig08.05/; +$external_latex_labels{$key} = q|8.5|; +$noresave{$key} = "$nosave"; + +$key = q/fig02.15/; +$external_latex_labels{$key} = q|2.15|; +$noresave{$key} = "$nosave"; + +$key = q/fig08.33/; +$external_latex_labels{$key} = q|8.33|; +$noresave{$key} = "$nosave"; + +$key = q/fig05.04/; +$external_latex_labels{$key} = q|5.4|; +$noresave{$key} = "$nosave"; + +$key = q/fig01.11/; +$external_latex_labels{$key} = q|1.11|; +$noresave{$key} = "$nosave"; + +$key = q/fig07.30/; +$external_latex_labels{$key} = q|7.30|; +$noresave{$key} = "$nosave"; + +$key = q/fig08.10/; +$external_latex_labels{$key} = q|8.10|; +$noresave{$key} = "$nosave"; + +$key = q/fig03.16/; +$external_latex_labels{$key} = q|3.16|; +$noresave{$key} = "$nosave"; + +$key = q/fig06.04/; +$external_latex_labels{$key} = q|6.4|; +$noresave{$key} = "$nosave"; + +$key = q/sect4.encapsulation/; +$external_latex_labels{$key} = q|4.7|; +$noresave{$key} = "$nosave"; + +$key = q/fig07.15/; +$external_latex_labels{$key} = q|7.15|; +$noresave{$key} = "$nosave"; + +$key = q/fig04.21/; +$external_latex_labels{$key} = q|4.21|; +$noresave{$key} = "$nosave"; + +$key = q/fig09.05/; +$external_latex_labels{$key} = q|9.5|; +$noresave{$key} = "$nosave"; + +$key = q/fig08.01/; +$external_latex_labels{$key} = q|8.1|; +$noresave{$key} = "$nosave"; + +$key = q/fig01.15/; +$external_latex_labels{$key} = q|1.15|; +$noresave{$key} = "$nosave"; + +$key = q/sect9-IFT/; +$external_latex_labels{$key} = q|9.1.2|; +$noresave{$key} = "$nosave"; + +$key = q/sect8.twopolebandpass/; +$external_latex_labels{$key} = q|8.3.4|; +$noresave{$key} = "$nosave"; + +$key = q/fig05.09/; +$external_latex_labels{$key} = q|5.9|; +$noresave{$key} = "$nosave"; + +$key = q/fig02.02/; +$external_latex_labels{$key} = q|2.2|; +$noresave{$key} = "$nosave"; + +$key = q/fig03.12/; +$external_latex_labels{$key} = q|3.12|; +$noresave{$key} = "$nosave"; + +$key = q/fig09.17/; +$external_latex_labels{$key} = q|9.17|; +$noresave{$key} = "$nosave"; + +$key = q/fig08.11/; +$external_latex_labels{$key} = q|8.11|; +$noresave{$key} = "$nosave"; + +$key = q/fig09.01/; +$external_latex_labels{$key} = q|9.1|; +$noresave{$key} = "$nosave"; + +$key = q/sect2.interpolation/; +$external_latex_labels{$key} = q|2.5|; +$noresave{$key} = "$nosave"; + +$key = q/fig03.09/; +$external_latex_labels{$key} = q|3.9|; +$noresave{$key} = "$nosave"; + +$key = q/fig04.12/; +$external_latex_labels{$key} = q|4.12|; +$noresave{$key} = "$nosave"; + +$key = q/eq-waveshaping/; +$external_latex_labels{$key} = q|5.3|; +$noresave{$key} = "$nosave"; + +$key = q/fig10.04/; +$external_latex_labels{$key} = q|10.4|; +$noresave{$key} = "$nosave"; + +$key = q/fig08.27/; +$external_latex_labels{$key} = q|8.27|; +$noresave{$key} = "$nosave"; + +$key = q/fig04.07/; +$external_latex_labels{$key} = q|4.7|; +$noresave{$key} = "$nosave"; + +$key = q/fig05.01/; +$external_latex_labels{$key} = q|5.1|; +$noresave{$key} = "$nosave"; + +$key = q/fig07.01/; +$external_latex_labels{$key} = q|7.1|; +$noresave{$key} = "$nosave"; + +$key = q/chapter-fourier/; +$external_latex_labels{$key} = q|9|; +$noresave{$key} = "$nosave"; + +$key = q/sect7.recirculatingcomb/; +$external_latex_labels{$key} = q|7.4|; +$noresave{$key} = "$nosave"; + +$key = q/fig04.16/; +$external_latex_labels{$key} = q|4.16|; +$noresave{$key} = "$nosave"; + +$key = q/pdpack/; +$external_latex_labels{$key} = q|2.6|; +$noresave{$key} = "$nosave"; + +$key = q/fig07.03/; +$external_latex_labels{$key} = q|7.3|; +$noresave{$key} = "$nosave"; + +$key = q/fig06.06/; +$external_latex_labels{$key} = q|6.6|; +$noresave{$key} = "$nosave"; + +$key = q/fig07.07/; +$external_latex_labels{$key} = q|7.7|; +$noresave{$key} = "$nosave"; + +$key = q/fig07.32/; +$external_latex_labels{$key} = q|7.32|; +$noresave{$key} = "$nosave"; + +$key = q/sect2.oscillator/; +$external_latex_labels{$key} = q|2.1|; +$noresave{$key} = "$nosave"; + +$key = q/fig10.13/; +$external_latex_labels{$key} = q|10.13|; +$noresave{$key} = "$nosave"; + +$key = q/fig08.26/; +$external_latex_labels{$key} = q|8.26|; +$noresave{$key} = "$nosave"; + +$key = q/sect8.timevarying/; +$external_latex_labels{$key} = q|8.3.9|; +$noresave{$key} = "$nosave"; + +$key = q/sect5.example.expon/; +$external_latex_labels{$key} = q|5.5|; +$noresave{$key} = "$nosave"; + +$key = q/fig06.14/; +$external_latex_labels{$key} = q|6.15|; +$noresave{$key} = "$nosave"; + +$key = q/fig03.04/; +$external_latex_labels{$key} = q|3.4|; +$noresave{$key} = "$nosave"; + +$key = q/fig03.10/; +$external_latex_labels{$key} = q|3.10|; +$noresave{$key} = "$nosave"; + +$key = q/chapter-waveforms/; +$external_latex_labels{$key} = q|10|; +$noresave{$key} = "$nosave"; + +$key = q/fig09.16/; +$external_latex_labels{$key} = q|9.16|; +$noresave{$key} = "$nosave"; + +$key = q/sect8.equalizing/; +$external_latex_labels{$key} = q|8.1.3|; +$noresave{$key} = "$nosave"; + +$key = q/sect1.synth/; +$external_latex_labels{$key} = q|1.5|; +$noresave{$key} = "$nosave"; + +$key = q/sect4.muting/; +$external_latex_labels{$key} = q|4.3.1|; +$noresave{$key} = "$nosave"; + +$key = q/fig08.15/; +$external_latex_labels{$key} = q|8.15|; +$noresave{$key} = "$nosave"; + +$key = q/fig09.09/; +$external_latex_labels{$key} = q|9.9|; +$noresave{$key} = "$nosave"; + +$key = q/fig09.12/; +$external_latex_labels{$key} = q|9.12|; +$noresave{$key} = "$nosave"; + +$key = q/fig07.11/; +$external_latex_labels{$key} = q|7.11|; +$noresave{$key} = "$nosave"; + +$key = q/fig05.15/; +$external_latex_labels{$key} = q|5.15|; +$noresave{$key} = "$nosave"; + +$key = q/fig07.25/; +$external_latex_labels{$key} = q|7.25|; +$noresave{$key} = "$nosave"; + +$key = q/fig07.16/; +$external_latex_labels{$key} = q|7.16|; +$noresave{$key} = "$nosave"; + +$key = q/fig08.31/; +$external_latex_labels{$key} = q|8.31|; +$noresave{$key} = "$nosave"; + +$key = q/sect9-bash/; +$external_latex_labels{$key} = q|9.6|; +$noresave{$key} = "$nosave"; + +$key = q/fig07.05/; +$external_latex_labels{$key} = q|7.5|; +$noresave{$key} = "$nosave"; + +$key = q/fig08.21/; +$external_latex_labels{$key} = q|8.21|; +$noresave{$key} = "$nosave"; + +$key = q/fig02.09/; +$external_latex_labels{$key} = q|2.9|; +$noresave{$key} = "$nosave"; + +$key = q/sect10.gentriangle/; +$external_latex_labels{$key} = q|10.3.4|; +$noresave{$key} = "$nosave"; + +$key = q/fig06.13/; +$external_latex_labels{$key} = q|6.14|; +$noresave{$key} = "$nosave"; + +$key = q/fig01.14/; +$external_latex_labels{$key} = q|1.14|; +$noresave{$key} = "$nosave"; + +$key = q/fig08.04/; +$external_latex_labels{$key} = q|8.4|; +$noresave{$key} = "$nosave"; + +$key = q/fig05.02/; +$external_latex_labels{$key} = q|5.2|; +$noresave{$key} = "$nosave"; + +$key = q/fig07.33/; +$external_latex_labels{$key} = q|7.33|; +$noresave{$key} = "$nosave"; + +$key = q/fig02.16/; +$external_latex_labels{$key} = q|2.16|; +$noresave{$key} = "$nosave"; + +$key = q/fig08.08/; +$external_latex_labels{$key} = q|8.8|; +$noresave{$key} = "$nosave"; + +$key = q/sect3.controlstreams/; +$external_latex_labels{$key} = q|3.3|; +$noresave{$key} = "$nosave"; + +$key = q/eq-meanpowersum/; +$external_latex_labels{$key} = q|1.6|; +$noresave{$key} = "$nosave"; + +$key = q/fig05.10/; +$external_latex_labels{$key} = q|5.10|; +$noresave{$key} = "$nosave"; + +$key = q/fig09.04/; +$external_latex_labels{$key} = q|9.4|; +$noresave{$key} = "$nosave"; + +$key = q/sect1.fourier/; +$external_latex_labels{$key} = q|1.7|; +$noresave{$key} = "$nosave"; + +$key = q/sect8.singlesideband/; +$external_latex_labels{$key} = q|8.4.3|; +$noresave{$key} = "$nosave"; + +$key = q/fig08.12/; +$external_latex_labels{$key} = q|8.12|; +$noresave{$key} = "$nosave"; + +$key = q/fig03.08/; +$external_latex_labels{$key} = q|3.8|; +$noresave{$key} = "$nosave"; + +$key = q/fig01.05/; +$external_latex_labels{$key} = q|1.5|; +$noresave{$key} = "$nosave"; + +$key = q/fig01.08/; +$external_latex_labels{$key} = q|1.8|; +$noresave{$key} = "$nosave"; + +$key = q/eq-fourierseries/; +$external_latex_labels{$key} = q|1.7|; +$noresave{$key} = "$nosave"; + +$key = q/sect3.sampling/; +$external_latex_labels{$key} = q|3.1|; +$noresave{$key} = "$nosave"; + +$key = q/fig02.06/; +$external_latex_labels{$key} = q|2.6|; +$noresave{$key} = "$nosave"; + +$key = q/sect10.spectra/; +$external_latex_labels{$key} = q|10.3|; +$noresave{$key} = "$nosave"; + +$key = q/fig01.10/; +$external_latex_labels{$key} = q|1.10|; +$noresave{$key} = "$nosave"; + +$key = q/sect6.pulse/; +$external_latex_labels{$key} = q|6.2|; +$noresave{$key} = "$nosave"; + +$key = q/sect4.curved/; +$external_latex_labels{$key} = q|4.2|; +$noresave{$key} = "$nosave"; + +$key = q/fig03.05/; +$external_latex_labels{$key} = q|3.5|; +$noresave{$key} = "$nosave"; + +$key = q/fig08.25/; +$external_latex_labels{$key} = q|8.25|; +$noresave{$key} = "$nosave"; + +$key = q/fig04.08/; +$external_latex_labels{$key} = q|4.8|; +$noresave{$key} = "$nosave"; + +$key = q/fig10.06/; +$external_latex_labels{$key} = q|10.6|; +$noresave{$key} = "$nosave"; + +$key = q/fig04.19/; +$external_latex_labels{$key} = q|4.19|; +$noresave{$key} = "$nosave"; + +$key = q/fig07.22/; +$external_latex_labels{$key} = q|7.22|; +$noresave{$key} = "$nosave"; + +$key = q/fig05.05/; +$external_latex_labels{$key} = q|5.5|; +$noresave{$key} = "$nosave"; + +$key = q/fig04.13/; +$external_latex_labels{$key} = q|4.13|; +$noresave{$key} = "$nosave"; + +$key = q/fig02.03/; +$external_latex_labels{$key} = q|2.3|; +$noresave{$key} = "$nosave"; + +$key = q/fig07.02/; +$external_latex_labels{$key} = q|7.2|; +$noresave{$key} = "$nosave"; + +$key = q/fig06.18/; +$external_latex_labels{$key} = q|6.19|; +$noresave{$key} = "$nosave"; + +$key = q/fig10.12/; +$external_latex_labels{$key} = q|10.12|; +$noresave{$key} = "$nosave"; + +$key = q/fig10.05/; +$external_latex_labels{$key} = q|10.5|; +$noresave{$key} = "$nosave"; + +$key = q/fig07.31/; +$external_latex_labels{$key} = q|7.31|; +$noresave{$key} = "$nosave"; + +$key = q/fig02.10/; +$external_latex_labels{$key} = q|2.10|; +$noresave{$key} = "$nosave"; + +$key = q/sect6.model/; +$external_latex_labels{$key} = q|6.1|; +$noresave{$key} = "$nosave"; + +$key = q/sect9.phaserelationship/; +$external_latex_labels{$key} = q|9.5.1|; +$noresave{$key} = "$nosave"; + +$key = q/fig03.02/; +$external_latex_labels{$key} = q|3.2|; +$noresave{$key} = "$nosave"; + +$key = q/fig05.14/; +$external_latex_labels{$key} = q|5.14|; +$noresave{$key} = "$nosave"; + +$key = q/fig05.08/; +$external_latex_labels{$key} = q|5.8|; +$noresave{$key} = "$nosave"; + +$key = q/chapter-fft/; +$external_latex_labels{$key} = q|9|; +$noresave{$key} = "$nosave"; + +$key = q/sect2.example.loop/; +$external_latex_labels{$key} = q|2.6|; +$noresave{$key} = "$nosave"; + +$key = q/fig07.20/; +$external_latex_labels{$key} = q|7.20|; +$noresave{$key} = "$nosave"; + +$key = q/sect8.heterodyning/; +$external_latex_labels{$key} = q|8.5|; +$noresave{$key} = "$nosave"; + +$key = q/fig09.08/; +$external_latex_labels{$key} = q|9.8|; +$noresave{$key} = "$nosave"; + +$key = q/sect5.chebychev/; +$external_latex_labels{$key} = q|5.5|; +$noresave{$key} = "$nosave"; + +$key = q/fig03.13/; +$external_latex_labels{$key} = q|3.13|; +$noresave{$key} = "$nosave"; + +$key = q/fig05.06/; +$external_latex_labels{$key} = q|5.6|; +$noresave{$key} = "$nosave"; + +$key = q/sect7.phase/; +$external_latex_labels{$key} = q|7.2|; +$noresave{$key} = "$nosave"; + +$key = q/fig04.09/; +$external_latex_labels{$key} = q|4.9|; +$noresave{$key} = "$nosave"; + +$key = q/sect8.recirculating/; +$external_latex_labels{$key} = q|8.2.3|; +$noresave{$key} = "$nosave"; + +$key = q/sect4.polyphony/; +$external_latex_labels{$key} = q|4.4|; +$noresave{$key} = "$nosave"; + +$key = q/sect7.pitchshift/; +$external_latex_labels{$key} = q|7.9|; +$noresave{$key} = "$nosave"; + +$key = q/fig06.17/; +$external_latex_labels{$key} = q|6.18|; +$noresave{$key} = "$nosave"; + +$key = q/fig07.06/; +$external_latex_labels{$key} = q|7.6|; +$noresave{$key} = "$nosave"; + +$key = q/eq-cosinemultiplication/; +$external_latex_labels{$key} = q|5.2|; +$noresave{$key} = "$nosave"; + +$key = q/sect9.phase/; +$external_latex_labels{$key} = q|9.5|; +$noresave{$key} = "$nosave"; + +$key = q/fig04.01/; +$external_latex_labels{$key} = q|4.1|; +$noresave{$key} = "$nosave"; + +$key = q/fig09.13/; +$external_latex_labels{$key} = q|9.13|; +$noresave{$key} = "$nosave"; + +$key = q/sect7.complex/; +$external_latex_labels{$key} = q|7.1|; +$noresave{$key} = "$nosave"; + +$key = q/fig07.26/; +$external_latex_labels{$key} = q|7.26|; +$noresave{$key} = "$nosave"; + +$key = q/fig07.27/; +$external_latex_labels{$key} = q|7.27|; +$noresave{$key} = "$nosave"; + +$key = q/sect2.enveloping/; +$external_latex_labels{$key} = q|2.3|; +$noresave{$key} = "$nosave"; + +$key = q/sect08.subtractive/; +$external_latex_labels{$key} = q|8.4.1|; +$noresave{$key} = "$nosave"; + +$key = q/chapter-wavetable/; +$external_latex_labels{$key} = q|2|; +$noresave{$key} = "$nosave"; + +$key = q/chapter-paf/; +$external_latex_labels{$key} = q|6|; +$noresave{$key} = "$nosave"; + +$key = q/fig01.09/; +$external_latex_labels{$key} = q|1.9|; +$noresave{$key} = "$nosave"; + +$key = q/fig07.10/; +$external_latex_labels{$key} = q|7.10|; +$noresave{$key} = "$nosave"; + +$key = q/fig10.02/; +$external_latex_labels{$key} = q|10.2|; +$noresave{$key} = "$nosave"; + +$key = q/fig10.14/; +$external_latex_labels{$key} = q|10.14|; +$noresave{$key} = "$nosave"; + +$key = q/sect7.psformula/; +$external_latex_labels{$key} = q|7.9|; +$noresave{$key} = "$nosave"; + +$key = q/fig03.01/; +$external_latex_labels{$key} = q|3.1|; +$noresave{$key} = "$nosave"; + +$key = q/fig07.17/; +$external_latex_labels{$key} = q|7.17|; +$noresave{$key} = "$nosave"; + +$key = q/fig01.01/; +$external_latex_labels{$key} = q|1.1|; +$noresave{$key} = "$nosave"; + +$key = q/fig09.14/; +$external_latex_labels{$key} = q|9.14|; +$noresave{$key} = "$nosave"; + +$key = q/fig07.12/; +$external_latex_labels{$key} = q|7.12|; +$noresave{$key} = "$nosave"; + +$key = q/sect1.combine/; +$external_latex_labels{$key} = q|1.6|; +$noresave{$key} = "$nosave"; + +$key = q/sect4.adsr/; +$external_latex_labels{$key} = q|4.1|; +$noresave{$key} = "$nosave"; + +$key = q/sect5.FM/; +$external_latex_labels{$key} = q|5.4|; +$noresave{$key} = "$nosave"; + +$key = q/fig04.10/; +$external_latex_labels{$key} = q|4.10|; +$noresave{$key} = "$nosave"; + +$key = q/fig06.02/; +$external_latex_labels{$key} = q|6.2|; +$noresave{$key} = "$nosave"; + +$key = q/fig02.13/; +$external_latex_labels{$key} = q|2.13|; +$noresave{$key} = "$nosave"; + +$key = q/sect5.ringmod/; +$external_latex_labels{$key} = q|5.2|; +$noresave{$key} = "$nosave"; + +$key = q/fig02.11/; +$external_latex_labels{$key} = q|2.11|; +$noresave{$key} = "$nosave"; + +$key = q/fig06.12/; +$external_latex_labels{$key} = q|6.13|; +$noresave{$key} = "$nosave"; + +$key = q/fig08.03/; +$external_latex_labels{$key} = q|8.3|; +$noresave{$key} = "$nosave"; + +$key = q/sect1.amplitude/; +$external_latex_labels{$key} = q|1.1|; +$noresave{$key} = "$nosave"; + +$key = q/fig05.13/; +$external_latex_labels{$key} = q|5.13|; +$noresave{$key} = "$nosave"; + +$key = q/sect8.peaking/; +$external_latex_labels{$key} = q|8.3.5|; +$noresave{$key} = "$nosave"; + +$key = q/eq.momentarydel/; +$external_latex_labels{$key} = q|7.7|; +$noresave{$key} = "$nosave"; + +$key = q/fig04.14/; +$external_latex_labels{$key} = q|4.14|; +$noresave{$key} = "$nosave"; + +$key = q/fig04.04/; +$external_latex_labels{$key} = q|4.4|; +$noresave{$key} = "$nosave"; + +$key = q/fig08.13/; +$external_latex_labels{$key} = q|8.13|; +$noresave{$key} = "$nosave"; + +$key = q/fig08.07/; +$external_latex_labels{$key} = q|8.7|; +$noresave{$key} = "$nosave"; + +$key = q/sect5.example.fm/; +$external_latex_labels{$key} = q|5.5|; +$noresave{$key} = "$nosave"; + +$key = q/fig10.10/; +$external_latex_labels{$key} = q|10.10|; +$noresave{$key} = "$nosave"; + +$key = q/fig08.09/; +$external_latex_labels{$key} = q|8.9|; +$noresave{$key} = "$nosave"; + +$key = q/sect8.shelving/; +$external_latex_labels{$key} = q|8.3.3|; +$noresave{$key} = "$nosave"; + +$key = q/sect08.highpass/; +$external_latex_labels{$key} = q|8.3.2|; +$noresave{$key} = "$nosave"; + +$key = q/fig03.07/; +$external_latex_labels{$key} = q|3.7|; +$noresave{$key} = "$nosave"; + +$key = q/fig08.16/; +$external_latex_labels{$key} = q|8.16|; +$noresave{$key} = "$nosave"; + +$key = q/sect6.paf/; +$external_latex_labels{$key} = q|6.4|; +$noresave{$key} = "$nosave"; + +$key = q/fig08.24/; +$external_latex_labels{$key} = q|8.24|; +$noresave{$key} = "$nosave"; + +$key = q/fig10.07/; +$external_latex_labels{$key} = q|10.7|; +$noresave{$key} = "$nosave"; + +$key = q/fig02.07/; +$external_latex_labels{$key} = q|2.7|; +$noresave{$key} = "$nosave"; + +$key = q/fig05.16/; +$external_latex_labels{$key} = q|5.16|; +$noresave{$key} = "$nosave"; + +$key = q/fig04.18/; +$external_latex_labels{$key} = q|4.18|; +$noresave{$key} = "$nosave"; + +$key = q/sect4.declick/; +$external_latex_labels{$key} = q|4.3|; +$noresave{$key} = "$nosave"; + +$key = q/fig09.15/; +$external_latex_labels{$key} = q|9.15|; +$noresave{$key} = "$nosave"; + +$key = q/sect3.analog/; +$external_latex_labels{$key} = q|3.7|; +$noresave{$key} = "$nosave"; + +$key = q/fig06.08/; +$external_latex_labels{$key} = q|6.8|; +$noresave{$key} = "$nosave"; + +$key = q/r-intervals/; +$external_latex_labels{$key} = q|1.7|; +$noresave{$key} = "$nosave"; + +$key = q/fig09.07/; +$external_latex_labels{$key} = q|9.7|; +$noresave{$key} = "$nosave"; + +$key = q/sect8.bandpassdef/; +$external_latex_labels{$key} = q|8.1.2|; +$noresave{$key} = "$nosave"; + +$key = q/sect08.low-pass/; +$external_latex_labels{$key} = q|8.3.1|; +$noresave{$key} = "$nosave"; + +$key = q/fig04.05/; +$external_latex_labels{$key} = q|4.5|; +$noresave{$key} = "$nosave"; + +$key = q/fig04.17/; +$external_latex_labels{$key} = q|4.17|; +$noresave{$key} = "$nosave"; + +$key = q/fig03.06/; +$external_latex_labels{$key} = q|3.6|; +$noresave{$key} = "$nosave"; + +$key = q/fig07.21/; +$external_latex_labels{$key} = q|7.21|; +$noresave{$key} = "$nosave"; + +$key = q/fig01.13/; +$external_latex_labels{$key} = q|1.13|; +$noresave{$key} = "$nosave"; + +$key = q/fig04.11/; +$external_latex_labels{$key} = q|4.11|; +$noresave{$key} = "$nosave"; + +$key = q/fig02.04/; +$external_latex_labels{$key} = q|2.4|; +$noresave{$key} = "$nosave"; + +$key = q/fig07.18/; +$external_latex_labels{$key} = q|7.18|; +$noresave{$key} = "$nosave"; + +$key = q/fig03.14/; +$external_latex_labels{$key} = q|3.14|; +$noresave{$key} = "$nosave"; + +$key = q/fig06.11/; +$external_latex_labels{$key} = q|6.12|; +$noresave{$key} = "$nosave"; + +$key = q/fig06.16/; +$external_latex_labels{$key} = q|6.17|; +$noresave{$key} = "$nosave"; + +$key = q/fig07.28/; +$external_latex_labels{$key} = q|7.28|; +$noresave{$key} = "$nosave"; + +$key = q/sect1.examples/; +$external_latex_labels{$key} = q|1.9|; +$noresave{$key} = "$nosave"; + +$key = q/chapter-filter/; +$external_latex_labels{$key} = q|8|; +$noresave{$key} = "$nosave"; + +$key = q/fig05.03/; +$external_latex_labels{$key} = q|5.3|; +$noresave{$key} = "$nosave"; + +$key = q/fig10.03/; +$external_latex_labels{$key} = q|10.3|; +$noresave{$key} = "$nosave"; + +$key = q/fig10.09/; +$external_latex_labels{$key} = q|10.9|; +$noresave{$key} = "$nosave"; + +$key = q/fig09.03/; +$external_latex_labels{$key} = q|9.3|; +$noresave{$key} = "$nosave"; + +$key = q/fig10.08/; +$external_latex_labels{$key} = q|10.8|; +$noresave{$key} = "$nosave"; + +$key = q/sect7-fractional/; +$external_latex_labels{$key} = q|7.7|; +$noresave{$key} = "$nosave"; + +$key = q/fig08.28/; +$external_latex_labels{$key} = q|8.28|; +$noresave{$key} = "$nosave"; + +$key = q/fig05.07/; +$external_latex_labels{$key} = q|5.7|; +$noresave{$key} = "$nosave"; + +$key = q/eq-pitchmidi/; +$external_latex_labels{$key} = q|1.4|; +$noresave{$key} = "$nosave"; + +$key = q/fig08.17/; +$external_latex_labels{$key} = q|8.17|; +$noresave{$key} = "$nosave"; + +$key = q/fig07.23/; +$external_latex_labels{$key} = q|7.23|; +$noresave{$key} = "$nosave"; + +$key = q/sect2.transpositionformula/; +$external_latex_labels{$key} = q|2.2|; +$noresave{$key} = "$nosave"; + +$key = q/fig07.13/; +$external_latex_labels{$key} = q|7.13|; +$noresave{$key} = "$nosave"; + +$key = q/fig01.03/; +$external_latex_labels{$key} = q|1.3|; +$noresave{$key} = "$nosave"; + +$key = q/fig09.18/; +$external_latex_labels{$key} = q|9.18|; +$noresave{$key} = "$nosave"; + +$key = q/chapter-delay/; +$external_latex_labels{$key} = q|7|; +$noresave{$key} = "$nosave"; + +$key = q/fig09.06/; +$external_latex_labels{$key} = q|9.6|; +$noresave{$key} = "$nosave"; + +$key = q/fig08.06/; +$external_latex_labels{$key} = q|8.6|; +$noresave{$key} = "$nosave"; + +$key = q/fig06.05/; +$external_latex_labels{$key} = q|6.5|; +$noresave{$key} = "$nosave"; + +$key = q/sect2.stretching/; +$external_latex_labels{$key} = q|2.4|; +$noresave{$key} = "$nosave"; + +$key = q/sect4.voicealloc/; +$external_latex_labels{$key} = q|4.5|; +$noresave{$key} = "$nosave"; + +$key = q/fig01.02/; +$external_latex_labels{$key} = q|1.2|; +$noresave{$key} = "$nosave"; + +$key = q/sect1.ex.3/; +$external_latex_labels{$key} = q|1.9|; +$noresave{$key} = "$nosave"; + +$key = q/fig10.01/; +$external_latex_labels{$key} = q|10.1|; +$noresave{$key} = "$nosave"; + +$key = q/fig01.06/; +$external_latex_labels{$key} = q|1.6|; +$noresave{$key} = "$nosave"; + +$key = q/fig09.10/; +$external_latex_labels{$key} = q|9.10|; +$noresave{$key} = "$nosave"; + +$key = q/sect2.momentaryformula/; +$external_latex_labels{$key} = q|2.2|; +$noresave{$key} = "$nosave"; + +$key = q/fig08.32/; +$external_latex_labels{$key} = q|8.32|; +$noresave{$key} = "$nosave"; + +$key = q/fig08.23/; +$external_latex_labels{$key} = q|8.23|; +$noresave{$key} = "$nosave"; + +$key = q/fig08.02/; +$external_latex_labels{$key} = q|8.2|; +$noresave{$key} = "$nosave"; + +$key = q/fig07.09/; +$external_latex_labels{$key} = q|7.9|; +$noresave{$key} = "$nosave"; + +$key = q/sect5.octave/; +$external_latex_labels{$key} = q|5.5|; +$noresave{$key} = "$nosave"; + +$key = q/fig02.08/; +$external_latex_labels{$key} = q|2.8|; +$noresave{$key} = "$nosave"; + +$key = q/fig03.15/; +$external_latex_labels{$key} = q|3.15|; +$noresave{$key} = "$nosave"; + +$key = q/fig05.12/; +$external_latex_labels{$key} = q|5.12|; +$noresave{$key} = "$nosave"; + +$key = q/fig03.11/; +$external_latex_labels{$key} = q|3.11|; +$noresave{$key} = "$nosave"; + +$key = q/fig03.03/; +$external_latex_labels{$key} = q|3.3|; +$noresave{$key} = "$nosave"; + +$key = q/fig10.11/; +$external_latex_labels{$key} = q|10.11|; +$noresave{$key} = "$nosave"; + +$key = q/fig04.03/; +$external_latex_labels{$key} = q|4.3|; +$noresave{$key} = "$nosave"; + +$key = q/fig04.20/; +$external_latex_labels{$key} = q|4.20|; +$noresave{$key} = "$nosave"; + +$key = q/fig09.02/; +$external_latex_labels{$key} = q|9.2|; +$noresave{$key} = "$nosave"; + +$key = q/fig08.30/; +$external_latex_labels{$key} = q|8.30|; +$noresave{$key} = "$nosave"; + +$key = q/sect8.nonrecirculating/; +$external_latex_labels{$key} = q|8.2.1|; +$noresave{$key} = "$nosave"; + +$key = q/sect2.sampling/; +$external_latex_labels{$key} = q|2.2|; +$noresave{$key} = "$nosave"; + +$key = q/fig06.01/; +$external_latex_labels{$key} = q|6.1|; +$noresave{$key} = "$nosave"; + +$key = q/fig08.14/; +$external_latex_labels{$key} = q|8.14|; +$noresave{$key} = "$nosave"; + +1; + diff --git a/node1.html b/node1.html new file mode 100644 index 0000000..438d055 --- /dev/null +++ b/node1.html @@ -0,0 +1,83 @@ + + + + + +#1 + + + + + + + + + + + + + + + + + + +next + +up + +previous + +contents + +index +
+ Next: #1 + Up: book + Previous: book +   Contents +   Index +
+
+ + +

+#1 +

+ +1] +
+ +Subsections + + + +
+
+Miller Puckette +2006-12-30 +
+ + diff --git a/node10.html b/node10.html new file mode 100644 index 0000000..a04af4c --- /dev/null +++ b/node10.html @@ -0,0 +1,202 @@ + + + + + +Controlling Amplitude + + + + + + + + + + + + + + + + + + + +next + +up + +previous + +contents + +index +
+ Next: Frequency + Up: Sinusoids, amplitude and frequency + Previous: Units of Amplitude +   Contents +   Index +
+
+ + +

+Controlling Amplitude +

+ +

+Perhaps the most frequently used operation on electronic sounds is to change +their amplitudes. For example, a simple strategy for synthesizing sounds is by +combining sinusoids, which can be generated by evaluating the formula on Page +[*], sample by sample. But the sinusoid has a constant +nominal amplitude $a$, and we would like to be able to vary that in time. + +

+ +

+ + + +
Figure 1.4: +The relationship between ``MIDI" pitch and frequency in cycles per +second (Hertz). The span of 24 MIDI values on the horizontal axis represents +two octaves, over which the frequency increases by a factor of four.
\begin{figure}\psfig{file=figs/fig01.04.ps}\end{figure}
+
+ +

+In general, to multiply the amplitude of a signal $x[n]$ by a factor $y \ge +0$, you can just multiply each sample by $y$, giving a new signal $y \cdot +x[n]$. Any measurement of the RMS or peak amplitude of $x[n]$ will be greater +or less by the factor $y$. More generally, you can change the amplitude by an +amount $y[n]$ which varies sample by sample. If $y[n]$ is nonnegative and if +it varies slowly enough, the amplitude of the product +$y[n] \cdot x[n]$ (in a +fixed window from $M$ to $M+N-1$) will be that of $x[n]$, multiplied by the +value of $y[n]$ in the window (which we assume doesn't change much over the $N$ +samples in the window). + +

+In the more general case where both $x[n]$ and $y[n]$ are allowed to take +negative and positive values and/or to change quickly, the effect of multiplying +them can't be described as simply changing the amplitude of one of them; this is +considered later in Chapter 5. + +

+

+ + +next + +up + +previous + +contents + +index +
+ Next: Frequency + Up: Sinusoids, amplitude and frequency + Previous: Units of Amplitude +   Contents +   Index + +
+Miller Puckette +2006-12-30 +
+ + diff --git a/node100.html b/node100.html new file mode 100644 index 0000000..fcac9c6 --- /dev/null +++ b/node100.html @@ -0,0 +1,205 @@ + + + + + +Two-cosine carrier signal + + + + + + + + + + + + + + + + + + + +next + +up + +previous + +contents + +index +
+ Next: The PAF generator + Up: Examples + Previous: Simple formant generator +   Contents +   Index +
+
+ + +

+Two-cosine carrier signal +

+ +

+Example F08.two.cosines.pd (Figure 6.17) shows how to make a carrier signal that +cross-fades between harmonics to make continuously variable center frequencies. +The center frequency quotient +appears as the output of a line~ object. This is separated into its +fractional part (using the wrap~ object) and its integer part (by +subtracting the fractional part from the original). These are labeled as $q$ +and $k$ to agree with the treatment in Section 6.3. + +

+ +

+ + + +
Figure 6.17: +Cross-fading between sinusoids to make movable +center frequencies.
\begin{figure}\psfig{file=figs/fig06.16.ps}\end{figure}
+
+ +

+The phase--a sawtooth wave at the fundamental frequency--is multiplied by +both $k$ and $k+1$ (the latter by adding the original sawtooth into the +former), and the cosines of both are taken; they are therefore at $k$ and $k+1$ +times the fundamental frequency and have no discontinuities at phase wrapping +points. The next several objects in the patch compute the weighted sum +$p +{c_1} + q {c_2}$, where $c_1$, $c_2$ are the two sinusoids and $p=1-q$, by +evaluating an equivalent expression, +${c_1} + q ({c_2} - {c_1})$. This gives +us the desired movable-frequency carrier signal. + +

+Example F09.declickit.pd (not shown here) shows how, by adding a +samphold~ object after the line~ object controlling center +frequency, you can avoid discontinuities in the output signal even if +the desired center frequency changes discontinuously. In the +example the center frequency quotient +alternates between 4 and 13.5. At ramp times below about 20 msec there are +audible artifacts when using the line~ object alone which disappear +when the samphold~ object is added. +(A disadvantage of sample-and-holding the frequency quotient is that, for +very low fundamental frequencies, the changes can be heard as discrete +steps. So in situations where the fundamental frequency is low and the +center frequency need not change very quickly, it may be better to omit the +sample-and-hold step.) + +

+The next two examples demonstrate using the crossfading-oscillators +carrier as part of the classic two-operator phase modulation technique. The +same modulating oscillator is added separately to the phases of the two +cosines. The resulting spectra can be made to travel up and down in frequency, +but because of the complicated phase relationships between neighboring peaks in +the phase modulation spectrum, no matter how you align two such spectra you can +never avoid getting phase cancellations where they overlap. + +

+

+ + +next + +up + +previous + +contents + +index +
+ Next: The PAF generator + Up: Examples + Previous: Simple formant generator +   Contents +   Index + +
+Miller Puckette +2006-12-30 +
+ + diff --git a/node101.html b/node101.html new file mode 100644 index 0000000..922cda3 --- /dev/null +++ b/node101.html @@ -0,0 +1,267 @@ + + + + + +The PAF generator + + + + + + + + + + + + + + + + + + + +next + +up + +previous + +contents + +index +
+ Next: Stretched wavetables + Up: Examples + Previous: Two-cosine carrier signal +   Contents +   Index +
+
+ + +

+The PAF generator +

+ +

+ +

+ + + +
Figure 6.18: +The phase-aligned formant (PAF) synthesis algorithm.
\begin{figure}\psfig{file=figs/fig06.17.ps}\end{figure}
+
+ +

+Example F12.paf.pd (Figure 6.18) is a realization of the PAF generator, +described in Section 6.4. +The control inputs specify the fundamental frequency, the center frequency, and +the bandwidth, all in ``MIDI" units. The first steps taken in the realization +are to divide center frequency by fundamental (to get the center frequency quotient) +and bandwidth by fundamental to get the index of modulation for the +waveshaper. The center frequency quotient is sampled-and-held so that it is +only updated at periods of the fundamental. + +

+The one oscillator (the phasor~ object) runs at the fundamental +frequency. This is used both to control a samphold~ object which +synchronizes updates to the center frequency quotient (labeled ``C.F. relative +to fundamental" in the figure), and to compute phases for both cos~ objects which operate as shown earlier in Figure 6.17. + +

+The waveshaping portion of the patch uses a half period of a sinusoid +as a lookup function (to compensate for the frequency doubling because +of the symmetry of the lookup function). To get a half-cycle of the sine function +we multiply the phase by 0.5 and subtract 0.25, so that the adjusted phase +runs from -0.25 to +0.25, once each period. This scans the positive half +of the cycle defined by the cos~ object. + +

+The amplitude of the half-sinusoid is then adjusted by an index of modulation +(which is just the bandwidth quotient +${\omega_b}/\omega$). The table +(``bell-curve") holds an unnormalized Gaussian curve sampled +from -4 to 4 over 200 points (25 points per unit), so the center of the table, +at point 100, corresponds to the central peak of the bell curve. Outside the +interval from -4 to 4 the Gaussian curve is negligibly small. + +

+Figure 6.19 shows how the Gaussian wavetable is prepared. One new +control object is needed: + +

+ +

+ + + +
Figure 6.19: +Filling in the wavetable for Figure 6.18.
\begin{figure}\psfig{file=figs/fig06.18.ps}\end{figure}
+
+ +

+
+\fbox{ $\mathrm{until}$\ } : +When the left, ``start" inlet is banged, output sequential bangs (with no +elapsed time between them) iteratively, until the right, ``stop" inlet is +banged. The stopping ``bang" message must originate somehow from the +until object's outlet; otherwise, the outlet will send ``bang" messages +forever, freezing out any other object which could break the loop. + +

+As used here, a loop driven by an until object +counts from 0 to 199, inclusive. The loop count is maintained by the +``f" and ``+ 1" objects, each of which feeds the other. But +since the ``+ 1" object's output goes to the right inlet of the +``f", its result (one greater) will only emerge from the +``f" the next time it is banged by ``until". So each bang +from ``until" increments the value by one. + +

+The order in which the loop is started matters: the upper ``t b b" +object (short for ``trigger bang bang") must first send zero to the +``f", thus initializing it, and then set the until object sending +bangs, incrementing the value, until stopped. To stop it when the value +reaches 199, a select object checks the value and, when it sees the +match, bangs the ``stop" inlet of the until object. + +

+Meanwhile, for every number from 0 to 199 that comes out of the ``f" +object, we create an ordered pair of messages to the tabwrite object. +First, at right, goes the index itself, from 0 to 199. Then for the left inlet, +the first expr object adjusts the index to range from -4 to 4 (it +previously ranged from 0 to 199) and the second one evaluates the +Gaussian function. + +

+In this patch we have not fully addressed the issue of updating the +center frequency quotient at the appropriate times. Whenever the carrier +frequency is changed the sample-and-hold step properly delays the update +of the quotient. But if, instead or in addition, the fundamental itself +changes abruptly, then for a fraction of a period the phasor~ object's frequency and the quotient are out of sync. Pd does not allow +the samphold~ output to be connected back into the phasor~ input without the inclusion of an explicit delay (see the next chapter) and +there is no simple way to modify the patch to solve this problem. + +

+Assuming that we did somehow clock the phasor~ object's input +synchronously with its own wraparound points, we would then have to do the +same for the bandwidth/fundamental quotient on the right side of the patch +as well. In the current scenario, however, there is no problem updating +that value continuously. + +

+A practical solution to this updating problem could be simply to rewrite the +entire patch in C as a Pd class; this also turns out to use much less CPU time +than the pictured patch, and is the more practical solution overall--as long +as you don't want to experiment with making embellishments or other changes to +the algorithm. Such embellishments might include: adding an inharmonic upward +or downward shift in the partials; allowing to switch between smooth and +sampled-and-held center frequency updates; adding separate gain controls for +even and odd partials; introducing gravel by irregularly modulating the phase; +allowing mixtures of two or more waveshaping functions; or making sharper +percussive attacks by aligning the phase of the oscillator with the timing of +an amplitude envelope generator. + +

+One final detail about amplitude is in order: since the amplitude of the +strongest partial decreases roughly as $1/(1+b)$ where $b$ is the index of +modulation, it is sometimes (but not always) desirable to correct the amplitude +of the output by multiplying by $1+b$. This is only an option if $b$ is +smoothly updated (as in this example), not if it is sampled-and-held. +One situation in which this is appropriate is in simulating plucked strings (by +setting center frequency to the fundamental, starting with a high index of +modulation and dropping it exponentially); it would be appropriate to hear +the fundamental dropping, not rising, in amplitude as the string decays. + +

+

+ + +next + +up + +previous + +contents + +index +
+ Next: Stretched wavetables + Up: Examples + Previous: Two-cosine carrier signal +   Contents +   Index + +
+Miller Puckette +2006-12-30 +
+ + diff --git a/node102.html b/node102.html new file mode 100644 index 0000000..ccf3811 --- /dev/null +++ b/node102.html @@ -0,0 +1,83 @@ + + + + + +Stretched wavetables + + + + + + + + + + + + + + + + + + +next + +up + +previous + +contents + +index +
+ Next: Exercises + Up: Examples + Previous: The PAF generator +   Contents +   Index +
+
+ + +

+Stretched wavetables +

+ +

+Instead of using waveshaping, fomant synthesis is also possible using +stretched wavetables, as demonstrated Example F14.wave.packet.pd (not shown here). The +technique is essentially that of Example B10.sampler.overlap.pd (described in Section +2.6), with a cosine lookup instead of the more general +wavetable, but with the addition of a control to set the duty cycle of the +amplitude envelopes. The units are adjusted to be compatible with those of +the previous example. + +

+

+
+Miller Puckette +2006-12-30 +
+ + diff --git a/node103.html b/node103.html new file mode 100644 index 0000000..dff21f3 --- /dev/null +++ b/node103.html @@ -0,0 +1,99 @@ + + + + + +Exercises + + + + + + + + + + + + + + + + + + +next + +up + +previous + +contents + +index +
+ Next: Time shifts and delays + Up: Designer spectra + Previous: Stretched wavetables +   Contents +   Index +
+
+ + +

+Exercises +

+ +

+ +

    +
  1. A pulse train consists of Hann windows (raised cosines), end to end, without any +gaps between them. What is the resulting spectrum? + +

    +

    2. +
  2. To synthesize a formant at 2000 Hertz center frequency and fundamental +300 Hertz, what should the values of $k$ and $q$ be (in the terminology of +Figure 6.8)? + +

    +

    3. +
  3. How would you modify the block diagram of Figure 6.8 +to produce only odd harmonics? + +

    +

    4. +
+
+
+Miller Puckette +2006-12-30 +
+ + diff --git a/node104.html b/node104.html new file mode 100644 index 0000000..22258ca --- /dev/null +++ b/node104.html @@ -0,0 +1,234 @@ + + + + + +Time shifts and delays + + + + + + + + + + + + + + + + + + + +next + +up + +previous + +contents + +index +
+ Next: Complex numbers + Up: book + Previous: Exercises +   Contents +   Index +
+
+ + +

+ +
+Time shifts and delays +

+ +

+At 5:00 some afternoon, put on your favorite recording of the Ramones string +quarter number 5. The next Saturday, play the same recording at 5:00:01, one +second later in the day. The two playings ideally should sound the same. +Shifting the whole thing one second (or, if you like, a few days +and a second) has no physical effect on the sound. + +

+But now suppose you played it at 5:00 and 5:00:01 on the same day (on two +different playback systems, since the music lasts much longer than one second). +Now the sound is much different. The difference, whatever it is, +clearly resides in neither of the two individual sounds, but rather in the +interference +between the two. This interference can be perceived in at least four different +ways: +

+
+
Canons: Combining two copies of a signal with a time shift sufficient +for the signal to change appreciably, we might hear the two as separate musical +streams, in effect comparing the signal to its earlier self. If the signal is +a melody, the time shift might be comparable to the length of one or several +notes. + +

+

+
+
Echos: At time shifts between about 30 milliseconds and about a second, +the later copy of the signal can sound like an echo of the earlier one. An echo +may reduce the intelligibility of the signal (especially if it consists of +speech), but usually won't change the overall ``shape" of melodies or +phrases. + +

+

+
+
Filtering: At time shifts below about 30 milliseconds, the copies are +too close together in time to be perceived separately, and the dominant effect +is that some frequencies are enhanced and others suppressed. This changes the +spectral envelope of the sound. + +

+

+
+
Altered room quality: If the second copy is played more quietly than the +first, and especially if we add many more delayed copies at reduced amplitudes, +the result can mimic the echos that arise in a room or other acoustic space. + +

+

+
+The sound of a given arrangement of delayed copies of a signal may +combine two or more of these affects. + +

+Mathematically, the effect of a time shift on a signal can be described as a +phase change of each of the signal's sinusoidal components. The phase shift of +each component is different depending on its frequency (as well as on the +amount of time shift). In the rest of this chapter we will often consider +superpositions of sinusoids at different phases. Heretofore we have been +content to use real-valued sinusoids in our analyses, but in this and later +chapters the formulas will become more complicated and we will need more +powerful mathematical tools to manage them. In a preliminary +section of this chapter we will develop the additional background needed. + +

+

+ +Subsections + + + +
+ + +next + +up + +previous + +contents + +index +
+ Next: Complex numbers + Up: book + Previous: Exercises +   Contents +   Index + +
+Miller Puckette +2006-12-30 +
+ + diff --git a/node105.html b/node105.html new file mode 100644 index 0000000..0ebb181 --- /dev/null +++ b/node105.html @@ -0,0 +1,556 @@ + + + + + +Complex numbers + + + + + + + + + + + + + + + + + + + +next + +up + +previous + +contents + +index +
+ Next: Complex sinusoids + Up: Time shifts and delays + Previous: Time shifts and delays +   Contents +   Index +
+
+ + +

+ +
+Complex numbers +

+ +

+Complex +numbers are written as: +

+
+ + +\begin{displaymath} +Z = a + bi +\end{displaymath} +
+
+

+where $a$ and $b$ are real numbers and $i=\sqrt{-1}$. (In this book we'll use +the upper case Roman letters such as $Z$ to denote complex numbers. Real +numbers appear as lower case Roman or Greek letters, except for +integer bounds, usually written as $M$ or $N$.) Since a complex +number has two real components, we use a Cartesian plane (in place of a number +line) to graph it, as shown in Figure 7.1. The quantities $a$ and +$b$ are called the +real +and +imaginary parts of $Z$, written as: +

+
+ + +\begin{displaymath} +a = \mathrm{re}(Z) +\end{displaymath} +
+
+

+

+
+ + +\begin{displaymath} +b = \mathrm{im}(Z) +\end{displaymath} +
+
+

+ +

+ +

+ + + +
Figure 7.1: +A number, $Z$, in the complex plane. The axes are for the real +part $a$ and the imaginary part $b$.
\begin{figure}\psfig{file=figs/fig07.01.ps}\end{figure}
+
+ +

+If $Z$ is a complex number, its +magnitude (or absolute value), +written as $\vert Z\vert$, is just the distance in the plane from the origin to the +point $(a,b)$: +

+
+ + +\begin{displaymath} +\vert Z\vert = \sqrt {({a^2} + {b^2})} +\end{displaymath} +
+
+

+and its +argument, +written as $\angle(Z)$, +is the angle from the positive $a$ axis to the point $(a,b)$: +

+
+ + +\begin{displaymath} +\angle(Z) = \mathrm{arctan} +{ \left ( { +b \over a +} \right ) } +\end{displaymath} +
+
+

+If we know the magnitude and argument of a complex number (call them $r$ and +$\theta$) we can reconstruct the real and imaginary parts: +

+
+ + +\begin{displaymath} +a = r \cos (\theta) +\end{displaymath} +
+
+

+

+
+ + +\begin{displaymath} +b = r \sin (\theta) +\end{displaymath} +
+
+

+A complex number may be written in terms of its real and imaginary parts +$a$ and $b$, as $Z=a+bi$ (this is called +rectangular form), or alternatively in +polar form, +in terms of $r$ and $\theta$: +

+
+ + +\begin{displaymath} +Z = r \cdot \left[ \cos(\theta) + i \sin(\theta) \right ] +\end{displaymath} +
+
+

+The rectangular and polar formulations are interchangeable; the equations +above show how to compute $a$ and $b$ from $r$ and $\theta$ and vice versa. + +

+The main reason we use complex numbers in electronic music is because they +magically automate trigonometric calculations. We frequently have to add +angles together in order to talk about the changing phase of an audio signal as +time progresses (or as it is shifted in time, as in this chapter). It turns +out that, if you multiply two complex numbers, the argument of the product is +the sum of the arguments of the two factors. To see how this happens, we'll +multiply two numbers $Z_1$ and $Z_2$, written in polar form: +

+
+ + +\begin{displaymath} +{Z_1} = {r_1} \cdot \left [ \cos({\theta_1}) + i \sin({\theta_1}) \right ] +\end{displaymath} +
+
+

+

+
+ + +\begin{displaymath} +{Z_2} = {r_2} \cdot \left [ \cos({\theta_2}) + i \sin({\theta_2}) \right ] +\end{displaymath} +
+
+

+giving: +

+
+ + +\begin{displaymath} +{Z_1}{Z_2} = {r_1}{r_2} \cdot +{ \left [ { +\cos({\theta_1... +...a_2}) - +\sin({\theta_1}) \sin({\theta_2}) +} \right . } \, + +\end{displaymath} +
+
+

+

+
+ + +\begin{displaymath} +{ \left . { ++ i \left ( +\sin({\theta_1}) \cos({\theta_2}) + +\cos({\theta_1}) \sin({\theta_2}) +\right ) +} \right ] } +\end{displaymath} +
+
+

+Here the minus sign in front of the +$\sin({\theta_1}) \sin({\theta_2})$ term +comes from multiplying $i$ by itself, which gives $-1$. We can spot the +cosine and sine summation formulas in the above expression, and so it simplifies +to: +

+
+ + +\begin{displaymath} +{Z_1}{Z_2} = {r_1}{r_2} +\cdot \left[ \cos({\theta_1}+{\theta_2}) ++ i \sin({\theta_1}+{\theta_2}) \right ] +\end{displaymath} +
+
+

+By inspection, it follows that the product ${Z_1}{Z_2}$ +has magnitude +${r_1}{r_2}$ and argument +${\theta_1}+{\theta_2}$. + +

+We can use this property of complex numbers to add and subtract angles (by +multiplying and dividing complex numbers with the appropriate arguments) and +then to take the cosine and sine of the result by extracting the real and +imaginary parts. + +

+

+ +Subsections + + + +
+ + +next + +up + +previous + +contents + +index +
+ Next: Complex sinusoids + Up: Time shifts and delays + Previous: Time shifts and delays +   Contents +   Index + +
+Miller Puckette +2006-12-30 +
+ + diff --git a/node106.html b/node106.html new file mode 100644 index 0000000..5c84176 --- /dev/null +++ b/node106.html @@ -0,0 +1,462 @@ + + + + + +Complex sinusoids + + + + + + + + + + + + + + + + + + +next + +up + +previous + +contents + +index +
+ Next: Time shifts and phase + Up: Complex numbers + Previous: Complex numbers +   Contents +   Index +
+
+ + +

+Complex sinusoids +

+ +

+Recall the formula for a (real-valued) sinusoid from Page +[*]: +

+
+ + +\begin{displaymath} +x[n] = a \cos (\omega n + \phi ) +\end{displaymath} +
+
+

+This is a sequence of cosines of angles (called phases) which increase +arithmetically +with the sample number $n$. The cosines are all adjusted by the factor $a$. +We can now rewrite this as the real part of a much simpler and easier to +manipulate sequence of complex numbers, by using the properties of their +arguments and magnitudes. + +

+ +

+ + + +
Figure 7.2: +The powers of a complex number $Z$ with $\vert Z\vert=1$, and the same +sequence multiplied by a constant $A$.
\begin{figure}\psfig{file=figs/fig07.02.ps}\end{figure}
+
+ +

+Suppose that a complex number $Z$ happens to have magnitude one and +argument $\omega $, so that +it can be written as: +

+
+ + +\begin{displaymath} +Z = \cos(\omega) + i \sin(\omega) +\end{displaymath} +
+
+

+Then for any integer $n$, the number $Z^n$ must have magnitude one as well +(because magnitudes multiply) and argument $n\omega$ (because arguments add). +So, +

+
+ + +\begin{displaymath} +{Z^n} = \cos(n\omega) + i \sin(n \omega) +\end{displaymath} +
+
+

+This is also true for negative values of $n$, so for example, +

+
+ + +\begin{displaymath} +{1 \over Z} = {Z^{-1}} = cos(\omega) - i \sin(\omega) +\end{displaymath} +
+
+

+Figure 7.2 shows graphically how the powers of $Z$ wrap around +the unit circle, which is the set of all complex numbers of magnitude one. +They form a geometric sequence: +

+
+ + +\begin{displaymath} +\ldots, {Z^0}, {Z^1}, {Z^2}, \ldots +\end{displaymath} +
+
+

+and taking the real part of each term we get a real sinusoid with +initial phase zero and amplitude one: +

+
+ + +\begin{displaymath} +\ldots, \cos(0), \cos(\omega), \cos(2 \omega), \ldots +\end{displaymath} +
+
+

+Furthermore, suppose we multiply the elements of the sequence by some (complex) +constant $A$ with magnitude $a$ and argument $\phi$. This gives +

+
+ + +\begin{displaymath} +\ldots, A, AZ, A{Z^2}, \ldots +\end{displaymath} +
+
+

+The magnitudes are all $a$ and the argument of the $n$th term is + +$n \omega + \phi$, so the sequence is equal to +

+
+ + +\begin{displaymath} +{AZ^n} = a \cdot [\cos(n \omega + \phi) + i \sin(n \omega + \phi)] +\end{displaymath} +
+
+

+and the real part is just the real-valued sinusoid: +

+
+ + +\begin{displaymath} +\mathrm{re}(A{Z^n}) = a \cdot \cos(n \omega + \phi) +\end{displaymath} +
+
+

+The complex number $A$ encodes both the real amplitude $a$ +and the initial phase $\phi$; the unit-magnitude complex +number $Z$ controls the frequency which is just its argument $\omega $. + +

+Figure 7.2 also shows the sequence +$A, AZ, A{Z^2}, \ldots$; +in effect this is the same sequence as +$1, Z, {Z^2}, \ldots$, but amplified and +rotated according to the amplitude and initial phase. In a complex +sinusoid of this form, $A$ is called the + +complex amplitude. + +

+Using complex numbers to represent the amplitudes and phases of sinusoids can +clarify manipulations that otherwise might seem unmotivated. For instance, +suppose we want to know the amplitude and phase of the sum of two sinusoids +with the same frequency. In the language of this chapter, we let the two +sinusoids be written as: +

+
+ + +\begin{displaymath} +X[n] = A {Z^n} , \ Y[n] = B {Z^n} +\end{displaymath} +
+
+

+where $A$ and $B$ encode the phases and amplitudes of the two signals. +The sum is then equal to: +

+
+ + +\begin{displaymath} +X[n] + Y[n] = (A+B) {Z^n} +\end{displaymath} +
+
+

+which is a sinusoid whose amplitude equals $\vert A+B\vert$ and whose phase equals +$\angle(A+B)$. This is clearly a much easier way to manipulate amplitudes +and phases than using properties of sines and cosines. Eventually, of course, +we will take the real part of the result; this can usually be left to the +end of whatever we're doing. + +

+

+ + +next + +up + +previous + +contents + +index +
+ Next: Time shifts and phase + Up: Complex numbers + Previous: Complex numbers +   Contents +   Index + +
+Miller Puckette +2006-12-30 +
+ + diff --git a/node107.html b/node107.html new file mode 100644 index 0000000..ed76d05 --- /dev/null +++ b/node107.html @@ -0,0 +1,270 @@ + + + + + +Time shifts and phase changes + + + + + + + + + + + + + + + + + + + +next + +up + +previous + +contents + +index +
+ Next: Delay networks + Up: Time shifts and delays + Previous: Complex sinusoids +   Contents +   Index +
+
+ + +

+ +
+Time shifts and phase changes +

+ +

+Starting from any (real or complex) signal $X[n]$, we can make other signals by +time shifting the signal $X$ by a (positive or negative) integer $d$: +

+
+ + +\begin{displaymath} +Y[n] = X[n-d] +\end{displaymath} +
+
+

+so that the $d$th sample of $Y$ is the 0th sample of $X$ and so on. If the +integer $d$ is positive, then $Y$ is a delayed copy of $X$. If +$d$ is negative, then $Y$ anticipates $X$; this can be done to a recorded +sound but isn't practical as a real-time operation. + +

+Time shifting is a linear operation (considered as a function of the input +signal $X$); if you time shift a sum ${X_1}+{X_2}$ you get the same result as +if you time shift them separately and add afterward. + +

+Time shifting has the +further property that, if you time shift a sinusoid of frequency $\omega $, the +result is another sinusoid of the same frequency; time shifting never +introduces frequencies that weren't present in the signal before it was +shifted. This property, called +time invariance, +makes it easy to analyze the effects of time shifts--and linear combinations +of them--by considering separately what the operations do on individual +sinusoids. + +

+Furthermore, the effect of a time shift on a sinusoid is simple: it just +changes the phase. If we use a complex sinusoid, the effect is even simpler. +If for instance +

+
+ + +\begin{displaymath} +X[n] = A {Z^n} +\end{displaymath} +
+
+

+then +

+
+ + +\begin{displaymath} +Y[n] = X[n-d] = A {Z^{(n-d)}} = {Z^{-d}} A {Z^n} = {Z^{-d}} X[n] +\end{displaymath} +
+
+

+so time shifting a complex sinusoid by $d$ samples is the same thing as +scaling it by ${Z^{-d}}$--it's just an amplitude change by a particular +complex number. Since $\vert Z\vert=1$ for a sinusoid, the amplitude change does not +change the magnitude of the sinusoid, only its phase. + +

+The phase change is equal to $- d \omega$, where +$\omega = \angle(Z)$ is +the angular frequency of the sinusoid. This is exactly what we should expect +since the sinusoid advances $\omega $ radians per sample and it is offset +(i.e., delayed) by $d$ samples. + +

+

+ + +next + +up + +previous + +contents + +index +
+ Next: Delay networks + Up: Time shifts and delays + Previous: Complex sinusoids +   Contents +   Index + +
+Miller Puckette +2006-12-30 +
+ + diff --git a/node108.html b/node108.html new file mode 100644 index 0000000..c4b86f2 --- /dev/null +++ b/node108.html @@ -0,0 +1,632 @@ + + + + + +Delay networks + + + + + + + + + + + + + + + + + + + +next + +up + +previous + +contents + +index +
+ Next: Recirculating delay networks + Up: Time shifts and delays + Previous: Time shifts and phase +   Contents +   Index +
+
+ + +

+ +
+Delay networks +

+ +

+ +

+ + + +
Figure 7.3: +A delay network. Here we add the incoming signal to a delayed +copy of itself.
\begin{figure}\psfig{file=figs/fig07.03.ps}\end{figure}
+
+ +

+If we consider our digital audio samples $X[n]$ to correspond to +successive moments in time, then time shifting the signal by $d$ samples +corresponds to a + +delay +of $d/R$ time units, where $R$ is the sample rate. +Figure 7.3 shows one example of a +linear delay network: +an assembly of delay units, possibly with amplitude +scaling operations, combined using addition and subtraction. The output +is a linear function of the input, in the sense that adding two signals at the +input is the same as processing each one separately and adding the results. +Moreover, linear delay networks create no new frequencies in the output that +weren't present in the input, as long as the network remains time invariant, +so that the gains and delay times do not change with time. + +

+In general there are two ways of thinking about delay networks. We can think +in the +time domain, +in which we draw waveforms as functions of time (or of the index $n$), and +consider delays as time shifts. Alternatively we may think in the +frequency domain, +in which we dose the input with a complex sinusoid (so that its output is a +sinusoid at the same frequency) and report the amplitude and/or phase change +wrought by the network, as a function of the frequency. We'll now look at the +delay network of Figure 7.3 in each of the two ways in turn. + +

+ +

+ + + +
Figure 7.4: +The time domain view of the delay network of Figure 7.3. +The output is the sum of the input and its time shifted copy.
\begin{figure}\psfig{file=figs/fig07.04.ps}\end{figure}
+
+ +

+Figure 7.4 shows the network's behavior in the time domain. We +invent some sort of suitable test function as input (it's a rectangular pulse +eight samples wide in this example) and graph the input and output as functions +of the sample number $n$. This particular delay network adds the input to a +delayed copy of itself. + +

+A frequently used test function is an +impulse, +which is a pulse lasting only one sample. The utility of this is that, if we +know the output of the network for an impulse, we can find the output for +any other digital audio signal--because any signal $x[n]$ is a sum of +impulses, one of height $x[0]$, the next one occurring one sample later +and having height $x[1]$, and so on. Later, when the networks get +more complicated, we will move to using impulses as input signals to show +their time-domain behavior. + +

+On the other hand, we can analyze the same network in the frequency domain +by considering a (complex-valued) test signal, +

+
+ + +\begin{displaymath} +X[n] = {Z^n} +\end{displaymath} +
+
+

+where Z has unit magnitude and argument $\omega $. We already know that the +output is another complex sinusoid with the same frequency, that is, +

+
+ + +\begin{displaymath} +H {Z^N} +\end{displaymath} +
+
+

+for some complex number $H$ (which we want to find). So we write the output +directly as the sum of the input and its delayed copy: +

+
+ + +\begin{displaymath} +{Z^n} + {Z^{-d}} {Z^n} = (1 + {Z^{-d}}) {Z^n} +\end{displaymath} +
+
+

+and find by inspection that: +

+
+ + +\begin{displaymath} +H = 1 + {Z^{-d}} +\end{displaymath} +
+
+

+We can understand the frequency-domain behavior of this delay network +by studying how the complex number $H$ varies as a function of the +angluar frequency $\omega $. We are especially interested in its argument and +magnitude--which tell us the relative phase and amplitude of the sinusoid +that comes out. We will work this example out in detail to show how the +arithmetic of complex numbers can predict what happens when sinusoids are +combined additively. + +

+ +

+ + + +
Figure 7.5: +Analysis, in the complex plane, of the frequency-domain behavior of +the delay network of Figure 7.3. The complex number $Z$ encodes +the frequency of the input. The delay line output is the input times +$Z^-d$. The total (complex) gain is $H$. We find the magnitude and argument +of $H$ by symmetrizing the sum, rotating it by $d/2$ times the +angular frequency of the input.
\begin{figure}\psfig{file=figs/fig07.05.ps}\end{figure}
+
+ +

+Figure 7.5 shows the result, in the complex plane, when the +quantities $1$ and ${Z^{-d}}$ are combined additively. To add complex numbers +we add their real and complex parts separately. So the complex number $1$ (real +part $1$, imaginary part $0$) is added coordinate-wise to the complex +number ${Z^{-d}}$ (real part +$\cos(-d \omega)$, imaginary part + +$\sin(-d \omega)$). This is shown graphically by making a parallelogram, +with corners at the origin and at the two points to be added, and whose +fourth corner is the sum $H$. + +

+As the figure shows, the result can be understood by symmetrizing it about +the real axis: instead of $1$ and ${Z^{-d}}$, it's easier to sum the +quantities ${Z^{d/2}}$ and ${Z^{-d/2}}$, because they are symmetric about +the real (horizontal) axis. (Strictly speaking, we haven't properly defined +the quantities ${Z^{d/2}}$ and ${Z^{-d/2}}$; we are using those expressions +to denote unit +complex numbers whose arguments are half those of $Z^d$ and $Z^{-d}$, so +that squaring them would give ${Z^{d}}$ and ${Z^{-d}}$.) +We rewrite the gain as: +

+
+ + +\begin{displaymath} +H = {Z^{-d/2}} ({Z^{d/2}} + {Z^{-d/2}}) +\end{displaymath} +
+
+

+The first term is a phase shift of $-d \omega / 2$. The second term is +best understood in rectangular form: +

+
+ + +\begin{displaymath} +{Z^{d/2}} + {Z^{-d/2}} +\end{displaymath} +
+
+

+

+
+ + +\begin{displaymath} += (\cos(\omega d / 2) + i \sin(\omega d / 2)) + +(\cos(\omega d / 2) - i \sin(\omega d / 2)) +\end{displaymath} +
+
+

+

+
+ + +\begin{displaymath} += 2 \cos(\omega d / 2) +\end{displaymath} +
+
+

+This real-valued quantity may be either positive or negative; its absolute value +gives the magnitude of the output: +

+
+ + +\begin{displaymath} +\vert H\vert = 2 \vert\cos(\omega d / 2) \vert +\end{displaymath} +
+
+

+The quantity $\vert H\vert$ is called the +gain +of the delay network at the angular frequency $\omega $, and is graphed in +Figure 7.6. The frequency-dependent gain of a delay network (that +is, the gain as a function of frequency) is called the network's +frequency response. + +

+Since the network has greater gain at some frequencies +than at others, it may be considered as a +filter +that can be used to separate certain components of a sound from others. +Because of the shape of this particular gain expression as a function of +$\omega $, this kind of delay network +is called a (non-recirculating) +comb filter. + +

+ +

+ + + +
Figure 7.6: +Gain of the delay network of Figure 7.3, shown as a function +of angular frequency $\omega $.
\begin{figure}\psfig{file=figs/fig07.06.ps}\end{figure}
+
+ +

+The output of the network is a sum of two sinusoids of equal amplitude, and +whose phases differ by $\omega d $. The resulting frequency response agrees +with common sense: if the angular frequency $\omega $ is set so that an integer +number of periods fit into $d$ samples, i.e., if $\omega $ is a multiple of +$2\pi/d$, the output of the delay is exactly the same as the original signal, +and so the two combine to make an output with twice the original amplitude. On +the other hand, if for example we take +$\omega = \pi/d$ so that the delay is +half the period, then the delay output is out of phase and cancels the input +exactly. + +

+This particular delay network has an interesting application: if we have a +periodic (or nearly periodic) incoming signal, whose fundamental frequency is +$\omega $ radians per sample, we can tune the comb filter so that the peaks in +the gain are aligned at even harmonics and the odd ones fall where the gain is +zero. To do this we choose $d=\pi/\omega$, i.e., set the delay time to exactly +one half period of the incoming signal. In this way we get a new signal whose +harmonics are +$2\omega, 4\omega, 6\omega, \ldots$, and so it now has a new +fundamental frequency at twice the original one. Except for a factor of two, +the amplitudes of the remaining harmonics still follow the spectral envelope of +the original sound. So we have a tool now for raising the pitch of an incoming +sound by an octave without changing its spectral envelope. This octave doubler +is the reverse of the octave divider introduced back in Chapter +5. + +

+The time and frequency domains offer complementary ways of looking +at the same delay network. When the delays inside the network are smaller than +the ear's ability to resolve events in time--less than about 20 +milliseconds--the time domain picture becomes less relevant to our +understanding of the delay network, and we turn mostly to the frequency-domain +picture. On the other hand, when delays are greater than about 50 +msec, the peaks and valleys of plots showing gain versus frequency (such as +that of Figure 7.6) crowd so closely together that +the frequency-domain view becomes less important. Both are nonetheless valid +over the entire range of possible delay times. + +

+

+ + +next + +up + +previous + +contents + +index +
+ Next: Recirculating delay networks + Up: Time shifts and delays + Previous: Time shifts and phase +   Contents +   Index + +
+Miller Puckette +2006-12-30 +
+ + diff --git a/node109.html b/node109.html new file mode 100644 index 0000000..93b1799 --- /dev/null +++ b/node109.html @@ -0,0 +1,707 @@ + + + + + +Recirculating delay networks + + + + + + + + + + + + + + + + + + + +next + +up + +previous + +contents + +index +
+ Next: Power conservation and complex + Up: Time shifts and delays + Previous: Delay networks +   Contents +   Index +
+
+ + +

+ +
+Recirculating delay networks +

+ +

+It is sometimes desirable to connect the outputs of one or more delays in a +network back into their own or each others' inputs. Instead of getting one +or several echos of the original sound as in the example above, we +can potentially get an infinite number of echos, each one feeding back into +the network to engender yet others. + +

+The simplest example of a recirculating network is the + +recirculating comb filter +whose block diagram is shown in Figure 7.7. As with the +earlier, simple comb filter, the input signal is sent down a delay line whose +length is $d$ samples. But now the delay line's +output is also fed back to its input; the delay's input is the sum of +the original input and the delay's output. The output is +multiplied by a number $g$ before feeding it back into its input. + +

+ +

+ + + +
Figure 7.7: +Block diagram for a recirculating comb filter. Here $d$ is the +delay time in samples and $g$ is the feedback coefficient.
\begin{figure}\psfig{file=figs/fig07.07.ps}\end{figure}
+
+ +

+The time domain behavior of the recirculating comb filter is shown in Figure +7.8. Here we consider the effect of sending an impulse into the +network. We get back the original impulse, plus a series of echos, each +in turn $d$ samples after the previous one, and multiplied each time by the +gain $g$. In general, a delay network's output given an impulse as input is +called the network's +impulse response. + +

+ +

+ + + +
Figure 7.8: +Time-domain analysis of the recirculating comb filter, using +an impulse as input.
\begin{figure}\psfig{file=figs/fig07.08.ps}\end{figure}
+
+ +

+Note that we have chosen a gain $g$ that is less than one in absolute value. +If we chose a gain greater than one (or less than -1), each echo would have +a larger magnitude than the previous one. Instead of falling exponentially +as they do in the figure, they would grow exponentially. A recirculating +network whose output eventually falls toward zero after its input terminates +is called +stable; +one whose output grows without bound is called unstable. + +

+We can also analyse the recirculating comb filter in the frequency domain. +The situation is now quite +hard to analyze using real sinusoids, and so we get the first big payoff +for having introduced complex numbers, which greatly simplify the analysis. + +

+If, as before, we feed the input with the signal, +

+
+ + +\begin{displaymath} +X[n] = Z^n +\end{displaymath} +
+
+

+with $\vert Z\vert=1$, we can write the output as +

+
+ + +\begin{displaymath} +Y[n] = (1 + g{Z^{-d}} + {g^2}{Z^{-2d}} + \cdots) X[n] +\end{displaymath} +
+
+

+Here the terms in the sum come from the series of +discrete echos. +It follows that the amplitude of the output is: +

+
+ + +\begin{displaymath} +H = 1 + g{Z^{-d}} + {(g{Z^{-d}})} ^ 2 + \cdots +\end{displaymath} +
+
+

+This is a geometric series; we can sum it using the standard technique. First +multiply both sides by $g{Z^{-d}}$ to give: +

+
+ + +\begin{displaymath} +g{Z^{-d}} H = g{Z^{-d}} + {(g{Z^{-d}})} ^ 2 + {(g{Z^{-d}})} ^ 3 + \cdots +\end{displaymath} +
+
+

+and subtract from the original equation to give: +

+
+ + +\begin{displaymath} +H - g{Z^{-d}} H = 1 +\end{displaymath} +
+
+

+Then solve for $H$: +

+
+ + +\begin{displaymath} +H = {1 \over {1 - g{Z^{-d}}}} +\end{displaymath} +
+
+

+ +

+A faster (but slightly less intuitive) method to get the same result is to +examine the recirculating network itself to yield an equation for $H$, as +follows. We named the input $X[n]$ and the output $Y[n]$. The signal going +into the delay line is the output $Y[n]$, and passing this through the delay +line and multiplier gives +

+
+ + +\begin{displaymath} +Y[n] \cdot g{Z^{-d}} +\end{displaymath} +
+
+

+This plus the input is just the output signal again, so: +

+
+ + +\begin{displaymath} +Y[n] = X[n]+Y[n] \cdot g{Z^{-d}} +\end{displaymath} +
+
+

+and dividing by $X[n]$ and using $H=Y[n]/X[n]$ gives: +

+
+ + +\begin{displaymath} +H = 1 + Hg{Z^{-d}} +\end{displaymath} +
+
+

+This is equivalent to the earlier equation for $H$. + +

+Now we would like to make a graph of the frequency response (the gain as a +function of frequency) as +we did for non-recirculating comb filters in +Figure 7.6. This +again requires that we make a preliminary picture in the complex plane. We +would like to estimate the magnitude of $H$ equal to: +

+
+ + +\begin{displaymath} +\vert H\vert = {1 \over {\vert 1 - g{Z^{-d}}\vert}} +\end{displaymath} +
+
+

+where we used the multiplicative property of magnitudes to conclude that the +magnitude of a (complex) reciprocal is the reciprocal of a (real) magnitude. +Figure 7.9 shows the situation graphically. The gain $\vert H\vert$ is +the reciprocal of the length of the segment reaching from the point 1 to the +point $g{Z^{-d}}$. Figure +7.10 shows a graph of the +frequency response $\vert H\vert$ as a function of the angular frequency + +$\omega = \angle(Z)$. + +

+ +

+ + + +
Figure 7.9: +Diagram in the complex plane for approximating the output gain $\vert H\vert$ +of the +recirculating comb filters at three different frequencies: 0, and the +arguments of two unit complex numbers $W$ and $Z$; $W$ +is chosen to give a gain about 3 dB below the peak.
\begin{figure}\psfig{file=figs/fig07.09.ps}\end{figure}
+
+ +

+ +

+ + + +
Figure 7.10: +Frequency response of the recirculating comb filter with $g = 0.8$. +The peak +gain is $1/(1-g)$ = 5. Peaks are much narrower than for the non-recirculating +comb filter.
\begin{figure}\psfig{file=figs/fig07.10.ps}\end{figure}
+
+ +

+Figure 7.9 can be used to analyze how the frequency response +$\vert H(\omega)\vert$ should +behave +qualitatively as a function of $g$. The height and bandwidth of the peaks +both depend on $g$. The maximum value that $\vert H\vert$ can attain is +when +

+
+ + +\begin{displaymath} +{Z^{-d}} = 1 +\end{displaymath} +
+
+

+This occurs at the frequencies +$\omega = 0, 2\pi/d , 4\pi/d , \ldots$ as in the +simple comb filter above. At these frequencies the gain reaches +

+
+ + +\begin{displaymath} +\vert H\vert = {1 \over {1 - g}} +\end{displaymath} +
+
+

+ +

+The next important question is the bandwidth of the peaks in the frequency +response. So we would like to find sinusoids $W^n$, with frequency +$\angle(W)$, giving rise to a value of $\vert H\vert$ that is, say, 3 decibels below the +maximum. To do this, we return to Figure 7.9, and try to place $W$ +so that the distance from the point 1 to the point $gW^{-d}$ is about +$\sqrt{2}$ times the distance from 1 to $g$ (since $\sqrt{2}$:1 is a ratio of +approximately 3 decibels). + +

+We do this by arranging for the imaginary part of +$gW^{-d}$ to be roughly $1-g$ or its negative, making a nearly isosceles right +triangle between the points 1, $1-g$, and $gW^{-d}$. (Here we're supposing that +$g$ is at least 2/3 or so; otherwise this approximation isn't very good). The +hypotenuse of a right isosceles triangle is always $\sqrt{2}$ times the leg, +and so the gain drops by that factor compared to its maximum. + +

+We now make another approximation, that the imaginary part of $gW^{-d}$ +is approximately the angle in radians it cuts from the real axis: +

+
+ + +\begin{displaymath} +\pm(1-g) \approx \mathrm{im}({gW^{-d}}) \approx \angle({W^{-d}}) +\end{displaymath} +
+
+

+So the region of each peak reaching within 3 decibels of the maximum value +is about +

+
+ + +\begin{displaymath} +(1-g)/d +\end{displaymath} +
+
+

+(in radians) to either side of the peak. The bandwidth narrows (and the filter +peaks become sharper) as $g$ approaches its maximum value of $1$. + +

+As with the non-recirculating comb filter of Section 7.3, the +teeth of the comb are closer together for larger values of the delay $d$. On +the other hand, a delay of $d=1$ (the shortest possible) gets only one tooth +(at zero frequency) below the Nyquist frequency $\pi $ (the next tooth, at +$2\pi $, corresponds again to a frequency of zero by foldover). +So the recirculating comb filter with $d=1$ is just a low-pass filter. +Delay networks +with one-sample delays will be the basis for designing many other kinds of +digital +filters in Chapter 8. + +

+

+ + +next + +up + +previous + +contents + +index +
+ Next: Power conservation and complex + Up: Time shifts and delays + Previous: Delay networks +   Contents +   Index + +
+Miller Puckette +2006-12-30 +
+ + diff --git a/node11.html b/node11.html new file mode 100644 index 0000000..85c2e0e --- /dev/null +++ b/node11.html @@ -0,0 +1,207 @@ + + + + + +Frequency + + + + + + + + + + + + + + + + + + + +next + +up + +previous + +contents + +index +
+ Next: Synthesizing a sinusoid + Up: Sinusoids, amplitude and frequency + Previous: Controlling Amplitude +   Contents +   Index +
+
+ + +

+Frequency +

+ +

+Frequencies, like amplitudes, are often measured on a logarithmic scale, in +order to emphasize proportions between them, which usually provide a better +description of the relationship between frequencies than do differences +between them. The frequency ratio between two musical tones determines +the musical interval between them. + +

+The Western musical scale divides the +octave (the musical interval associated with a ratio of 2:1) into +twelve equal sub-intervals, each of which therefore corresponds to a ratio +of +${2 ^ {1/{12}}}$. For historical reasons this sub-interval is called a +half-step. +A convenient logarithmic scale for pitch is simply to +count the number of half-steps from a reference pitch--allowing fractions to +permit us to specify pitches which don't fall on a note of the Western scale. +The most commonly used logarithmic pitch scale is +``MIDI pitch", in which the pitch 69 is assigned to a frequency of 440 cycles +per second--the A above middle C. To convert between a MIDI pitch $m$ +and a frequency +in cycles per second $f$, apply the +Pitch/Frequency Conversion formulas: + +

+ +

+
+ + +\begin{displaymath} +m = 69 + 12 \cdot {\log _ 2} (f/440) +\end{displaymath} +
+
+

+

+
+ + +\begin{displaymath} +f = 440 \cdot {{2} ^ {(m - 69) / 12}} +\end{displaymath} +
+
+

+Middle C, corresponding to MIDI pitch $m=60$, comes to $f=261.626$ cycles per +second. + +

+MIDI itself is an old hardware protocol which has unfortunately insinuated +itself into a great deal of software design. In hardware, MIDI allows only +integer pitches between 0 and 127. However, the underlying scale is well +defined for any ``MIDI" number, even negative ones; for example a ``MIDI pitch" +of -4 is a decent rate of vibrato. The pitch scale cannot, however, describe +frequencies less than or equal to zero cycles per second. (For a clear +description of MIDI, its capabilities and limitations, see +[Bal03, ch.6-8]). + +

+A half-step comes to a ratio of about 1.059 to 1, or about a six percent +increase in frequency. Half-steps are further divided into cents, each cent being one hundredth of a half-step. As a rule of +thumb, it might take about three cents to make a discernible change in the +pitch of a musical tone. At middle C this comes to a difference of about 1/2 +cycle per second. A graph of frequency as a function of MIDI pitch, over a +two-octave range, is shown in Figure 1.4. + +

+

+ + +next + +up + +previous + +contents + +index +
+ Next: Synthesizing a sinusoid + Up: Sinusoids, amplitude and frequency + Previous: Controlling Amplitude +   Contents +   Index + +
+Miller Puckette +2006-12-30 +
+ + diff --git a/node110.html b/node110.html new file mode 100644 index 0000000..2f603b5 --- /dev/null +++ b/node110.html @@ -0,0 +1,706 @@ + + + + + +Power conservation and complex delay networks + + + + + + + + + + + + + + + + + + + +next + +up + +previous + +contents + +index +
+ Next: Artificial reverberation + Up: Time shifts and delays + Previous: Recirculating delay networks +   Contents +   Index +
+
+ + +

+Power conservation and complex delay networks +

+ +

+The same techniques will work to analyze any delay network, although for +more complicated networks it becomes harder to characterize the results, or +to design the network to have specific, desired properties. Another point +of view can sometimes be usefully brought to the situation, particularly +when flat frequency responses are needed, either in their own right or else +to ensure that a complex, recirculating network remains stable at feedback +gains close to one. + +

+The central fact we will use is that if any delay network, with either one or +many inputs and outputs, is constructed so that its output power +(averaged over time) always +equals its input power, that network has to have a flat frequency response. +This is almost a tautology; if you put in a sinusoid at any frequency on one of +the inputs, you will get sinusoids of the same frequency at the outputs, and +the sum of the power on all the outputs will equal the power of the input, so +the gain, suitably defined, is exactly one. + +

+ +

+ + + +
Figure 7.11: +First fundamental building block for unitary delay networks: +delay lines in parallel.
\begin{figure}\psfig{file=figs/fig07.11.ps}\end{figure}
+
+ +

+In order to work with power-conserving delay networks we will need an +explicit definition of ``total average power". +If there is only one signal (call it $x[n]$), the average power is +given by: +

+
+ + +\begin{displaymath} +P(x[n]) = \left [{{\vert x[0]\vert}^2} + {{\vert x[1]\vert}^2} + \cdots ++ {{\vert x[N-1]\vert}^2} \right ] / N +\end{displaymath} +
+
+

+where $N$ is a large enough number so that any fluctuations in amplitude get +averaged out. This definition works as well for complex-valued signals +as for real-valued ones. The average total power for several digital +audio signals is +just the sum of the individual signal's powers: +

+
+ + +\begin{displaymath} +P({x_1}[n] , \ldots , {x_r}[n]) = P({x_1}[n]) + \cdots + P({x_r}[n]) +\end{displaymath} +
+
+

+where $r$ is the number of signals to be combined. + +

+It turns out that a wide range of interesting delay networks has the property +that the total power output equals the total power input; +they are called +unitary. To start with, we can put any number of delays in parallel, as +shown in Figure 7.11. Whatever the total power of the inputs, +the total power of the outputs has to equal it. + +

+A second family of power-preserving transformations is composed of rotations +and reflections of the signals ${x_1}[n]$, ... , ${x_r}[n]$, considering them, +at each fixed time point $n$, as the $r$ coordinates of a point in +$r$-dimensional space. The rotation or reflection must be one that leaves the +origin +$(0, \ldots, 0)$ fixed. + +

+For each sample number $n$, the total +contribution to the average signal power is proportional to +

+
+ + +\begin{displaymath} +{\vert{x_1}\vert}^2 + \cdots + {\vert{x_r}\vert}^2 +\end{displaymath} +
+
+

+This is just the Pythagorean distance from the origin to +the point +$({x_1}, \ldots, {x_r})$. Since rotations and reflections are +distance-preserving transformations, the distance from the origin before +transforming must +equal the distance from the origin afterward. So the total power +of a collection of signals must must be preserved by rotation. + +

+ +

+ + + +
Figure 7.12: +Second fundamental building block for unitary delay networks: +rotating two digital audio signals. Part (a) shows the transformation explicitly; +(b) shows it as a matrix operation.
\begin{figure}\psfig{file=figs/fig07.12.ps}\end{figure}
+
+ +

+Figure 7.12 shows a rotation matrix operating on two signals. In +part (a) the transformation is shown explicitly. If the input signals are +${x_1}[n]$ and ${x_2}[n]$, the outputs are: +

+
+ + +\begin{displaymath} +{y_1}[n] = c {x_1}[n] - s {x_2}[n] +\end{displaymath} +
+
+

+

+
+ + +\begin{displaymath} +{y_2}[n] = s {x_1}[n] + c {x_2}[n] +\end{displaymath} +
+
+

+where $c, s$ are given by +

+
+ + +\begin{displaymath} +c = \cos(\theta) +\end{displaymath} +
+
+

+

+
+ + +\begin{displaymath} +s = \sin(\theta) +\end{displaymath} +
+
+

+for an +angle of rotation $\theta$. +Considered as points on the Cartesian plane, the point +$({y_1}, {y_2})$ is +just the point +$({x_1}, {x_2})$ rotated counter-clockwise by the angle +$\theta$. The two points are thus at the same distance from the origin: +

+
+ + +\begin{displaymath} +{\vert{y_1}\vert}^2 + {\vert{y_2}\vert}^2 = {\vert{x_1}\vert}^2 + {\vert{x_2}\vert}^2 +\end{displaymath} +
+
+

+and so the two output signals have the same total power as the two input +signals. + +

+For an alternative description of rotation in two dimensions, +consider complex numbers +$X={x_1} + {x_2}i$ and + +$Y={y_1} + {y_2}i$. The above transformation amounts to setting +

+
+ + +\begin{displaymath} +Y = XZ +\end{displaymath} +
+
+

+where $Z$ is a complex number with +unit magnitude and argument $\theta$. Since $\vert Z\vert=1$, it follows that +$\vert X\vert = \vert Y\vert$. + +

+If we perform a rotation on a pair of signals and then invert one (but not the +other) of them, the result is a + +reflection. +This also preserves total signal power, since we can invert any or all of a +collection of signals without changing the total power. In two dimensions, a +reflection appears as a transformation of the form +

+
+ + +\begin{displaymath} +{y_1}[n] = c {x_1}[n] + s {x_2}[n] +\end{displaymath} +
+
+

+

+
+ + +\begin{displaymath} +{y_2}[n] = s {x_1}[n] - c {x_2}[n] +\end{displaymath} +
+
+

+ +

+A special and useful rotation matrix is obtained by setting + +$\theta = \pi /4$, so that +$s = c = \sqrt{1/2}$. This +allows us to simplify the computation as shown in Figure 7.13 (part +a) because each signal need only be multiplied by the one quantity $c=s$. + +

+ +

+ + + +
Figure 7.13: +Details about rotation (and reflection) matrix operations: (a) +rotation by the angle +$\theta = \pi /4$, so that + +$a = \cos(\theta) = \sin(\theta) = \sqrt{1/2} \approx 0.7071$; (b) combining +two-dimensional rotations to make higher-dimensional ones.
\begin{figure}\psfig{file=figs/fig07.13.ps}\end{figure}
+
+ +

+More complicated rotations or reflections of more than two input signals may be +made by repeatedly rotating and/or reflecting them in pairs. For +example, in Figure 7.13 (part b), four signals are combined in +pairs, in two successive stages, so that in the end every signal input feeds +into all the outputs. We could do the same with eight signals (using three +stages) and so on. Furthermore, if we use the special angle $\pi /4$, all the +input signals will contribute equally to each of the outputs. + +

+Any combination of delays and rotation matrices, applied in succession to a +collection of audio signals, will result in a flat frequency response, since +each individual operation does. +This already allows us to generate an infinitude of +flat-response delay networks, but so far, none of them are recirculating. A +third operation, shown in Figure 7.14, allows us to make +recirculating networks that still enjoy flat frequency responses. + +

+ +

+ + + +
Figure 7.14: +Flat frequency response in recirculating networks: (a) in general, +using a rotation matrix $R$; (b) the ``all-pass" configuration.
\begin{figure}\psfig{file=figs/fig07.14.ps}\end{figure}
+
+ +

+Part (a) of the figure shows the general layout. The transformation $R$ is +assumed to be any combination of delays and mixing matrices that preserves +total power. The signals +${x_1}, \ldots {x_k}$ go into a +unitary delay network, and the output signals +${y_1}, \ldots {y_k}$ emerge. +Some other signals +${w_1}, \ldots {w_j}$ (where $j$ is not necessarily equal to +$k$) appear at the output of the transformation $R$ and are fed back to its +input. + +

+If $R$ is indeed power preserving, the total input power (the power of the +signals +${x_1}, \ldots {x_k}$ plus that of the signals +${w_1}, \ldots {w_j}$) +must equal the output power (the power of the signals +${y_1}, \ldots {y_k}$ +plus +${w_1}, \ldots {w_j}$), and subtracting all the $w$ from the +equality, we find that the total input and output power are equal. + +

+If we let $j=k=1$ so that there is one $x$, $y$, and $w$, +and +let the transformation $R$ be a rotation by $\theta$ followed by a delay of +$d$ samples on the $W$ output, the result is the well-known +all-pass filter. +With some juggling, and letting +$c = \cos(\theta)$, we can show it is +equivalent to the network +shown in part (b) of the figure. All-pass filters have many applications, some +of which we will visit later in this book. + +

+

+ + +next + +up + +previous + +contents + +index +
+ Next: Artificial reverberation + Up: Time shifts and delays + Previous: Recirculating delay networks +   Contents +   Index + +
+Miller Puckette +2006-12-30 +
+ + diff --git a/node111.html b/node111.html new file mode 100644 index 0000000..74dcd8a --- /dev/null +++ b/node111.html @@ -0,0 +1,318 @@ + + + + + +Artificial reverberation + + + + + + + + + + + + + + + + + + + +next + +up + +previous + +contents + +index +
+ Next: Controlling reverberators + Up: Time shifts and delays + Previous: Power conservation and complex +   Contents +   Index +
+
+ + +

+Artificial reverberation +

+ +

+Artificial reverberation is widely used to improve the sound of recordings, but +has a wide range of other musical applications [DJ85, pp.289-340]. +Reverberation in real, natural spaces arises from a complicated pattern of +sound reflections off the walls and other objects that define the space. It is +a great oversimplification to imitate this process using recirculating, +discrete delay networks. Nonetheless, modeling reverberation using +recirculating delay lines can, with much work, be made to yield good results. + +

+The central idea is to idealize any room (or other reverberant space) as a +collection of parallel delay lines that models the memory of the air inside the +room. At each point on the walls of the room, many straight-line paths +terminate, each carrying sound to that point; the sound then reflects into many +other paths, each one originating at that point, and leading eventually to some +other point on a wall. + +

+Although the wall (and the air we passed through to get to the wall) absorbs +some of the sound, some portion of the incident power is reflected and makes +it to another wall. If most of the energy recirculates, the room reverberates +for a long time; if all of it does, the reverberation lasts forever. If at +any frequency the walls reflect more energy overall than they receive, the +sound will feed back unstably; this never happens in real rooms (conservation +of energy prevents it), but it can happen in an artificial reverberator if it +is not designed correctly. + +

+To make an artificial reverberator using a delay network, we must +fill two competing demands simultaneously. First, the delay lines must +be long enough to prevent +coloration in the output as a result of comb filtering. +(Even if we move beyond the simple comb filter +of Section 7.4, the frequency response will tend to +have peaks and +valleys whose spacing varies inversely with total delay time.) On the other +hand, we should not hear individual echoes; the +echo density should ideally be at least one thousand per second. + +

+In pursuit of these aims, we assemble some number of delay lines and +connect their outputs back to their inputs. The feedback path--the connection +from the outputs back to the inputs of the delays--should have an aggregate +gain that varies gently as a function of frequency, and never exceeds one for +any frequency. A good starting point is to give the feedback path a flat +frequency response and a gain slightly less than one; this is done using +rotation matrices. + +

+Ideally this is all we should need to do, but in reality we will not always +want to use the thousands of delay lines it would take to model the paths +between every possible pair of points on the walls. In practice we +usually use between four and sixteen delay lines to model the room. This +simplification sometimes reduces the echo density below what we would wish, +so we might use more delay lines at the input of the recirculating network +to increase the density. + +

+Figure 7.15 shows a simple reverberator design that uses this +principle. The incoming sound, shown as two separate signals in this example, +is first thickened by progressively delaying one of the two signals and then +intermixing them using a rotation matrix. At each stage the number of +echoes of the original signal is doubled; typically we would use between 6 and 8 +stages to make between 64 and 256 echos, all with a total delay of between 30 +and 80 milliseconds. The figure shows three such stages. + +

+ +

+ + + +
Figure 7.15: +Reverberator design using power-preserving transformations and +recirculating delays.
\begin{figure}\psfig{file=figs/fig07.15.ps}\end{figure}
+
+ +

+Next comes the recirculating part of the reverberator. After the initial +thickening, the input signal is fed into a bank of parallel delay +lines, and their outputs are again mixed using a rotation matrix. The +mixed outputs are attenuated by a gain $g \le 1$, and fed back into the +delay lines to make a recirculating network. + +

+The value $g$ controls +the reverberation time. If the average length of the recirculating delay lines +is $d$, then any incoming sound is attenuated by a factor of $g$ after a +time delay of $d$. After time $t$ the signal has recirculated $t/d$ times, +losing +$20 {\log_{10}} (g)$ decibels each time around, so the total gain, in +decibels, is: +

+
+ + +\begin{displaymath} +20 {t\over d} {\log_{10}} (g) +\end{displaymath} +
+
+

+The usual measure of reverberation time (RT) is the time at which the gain drops +by sixty decibels: +

+
+ + +\begin{displaymath} +20 {\mathrm{RT}\over d} {\log_{10}}( g ) = -60 +\end{displaymath} +
+
+

+

+
+ + +\begin{displaymath} +\mathrm{RT} = {{-3d} \over {{\log_{10}}(g) }} +\end{displaymath} +
+
+

+If $g$ is one, this formula gives $\infty$, since the logarithm of one is zero. + +

+The framework shown above is the basis for many modern reverberator designs. +Many extensions of this underlying design have been proposed. The most +important next step would be to introduce filters in the recirculation path so +that high frequencies can be made to decay more rapidly than low ones; this is +readily accomplished with a very simple low-pass filter, but we will not work +this out here, having not yet developed the needed filter theory. + +

+In general, to use this framework to design a reverberator involves making many +complicated choices of delay times, gains, and filter coefficients. Mountains +of literature have been published on this topic; Barry Blesser has published a +good overview [Ble01]. Much more is known about reverberator design +and tuning that has not been published; precise designs are often kept secret +for commercial reasons. In general, the design process involves painstaking +and lengthy tuning by trial, error, and critical listening. + +

+

+ +Subsections + + + +
+ + +next + +up + +previous + +contents + +index +
+ Next: Controlling reverberators + Up: Time shifts and delays + Previous: Power conservation and complex +   Contents +   Index + +
+Miller Puckette +2006-12-30 +
+ + diff --git a/node112.html b/node112.html new file mode 100644 index 0000000..19e8d98 --- /dev/null +++ b/node112.html @@ -0,0 +1,171 @@ + + + + + +Controlling reverberators + + + + + + + + + + + + + + + + + + +next + +up + +previous + +contents + +index +
+ Next: Variable and fractional shifts + Up: Artificial reverberation + Previous: Artificial reverberation +   Contents +   Index +
+
+ + +

+Controlling reverberators +

+ +

+Artificial reverberation is used almost universally in recording or sound +reinforcement to sweeten the overall sound. However, and more interestingly, +reverberation may be used as a sound source in its own right. The special case +of infinite reverberation is useful for grabbing live sounds +and extending them in time. + +

+To make this work in practice it is necessary to open the input of the +reverberator only for a short period of time, during which the input sound is +not varying too rapidly. If an infinite reverberator's input is left open for +too long, the sound will collect and quickly become an indecipherable mass. To +``infinitely reverberate" a note of a live instrument, it is best to wait until +after the attack portion of the note and then allow perhaps 1/2 second of the +note's steady state to enter the reverberator. It is possible to build chords +from a monophonic instrument by repeatedly opening the input at different +moments of stable pitch. + +

+ +

+ + + +
Figure 7.16: +Controlling a reverberator to capture sounds selectively: (a) +the network; (b) examples of how to control the input gain and feedback to +capture two sounds at times $t_1$ and $t_2$, and to hold them until a later +time $t_3$.
\begin{figure}\psfig{file=figs/fig07.16.ps}\end{figure}
+
+ +

+Figure 7.16 shows how this can be done in practice. The two most +important controls are the reverberator's input and feedback +gains. To capture a sound, we set the feedback gain to one (infinite +reverberation time) and momentarily open the input at time $t_1$. To add other +sounds to an already held one, we simply reopen the input gain at the +appropriate moments (at time $t_2$ in the figure, for example). Finally, we +can erase the recirculating sound, thus both fading the output and emptying the +reverberator, by setting the feedback gain to a value less than one (as at time +$t_3$). The further we reduce the feedback gain, the faster the output will +decay. + +

+

+ + +next + +up + +previous + +contents + +index +
+ Next: Variable and fractional shifts + Up: Artificial reverberation + Previous: Artificial reverberation +   Contents +   Index + +
+Miller Puckette +2006-12-30 +
+ + diff --git a/node113.html b/node113.html new file mode 100644 index 0000000..60d85e7 --- /dev/null +++ b/node113.html @@ -0,0 +1,427 @@ + + + + + +Variable and fractional shifts + + + + + + + + + + + + + + + + + + + +next + +up + +previous + +contents + +index +
+ Next: Fidelity of interpolating delay + Up: Time shifts and delays + Previous: Controlling reverberators +   Contents +   Index +
+
+ + +

+ +
+Variable and fractional shifts +

+ +

+Like any audio synthesis or processing technique, delay networks become much +more powerful and interesting if their characteristics can be made to change +over time. The gain parameters (such as $g$ in the recirculating comb filter) +may be controlled by envelope generators, varying them while avoiding clicks or +other artifacts. The delay times (such as $d$ before) are not so easy to vary +smoothly for two reasons. + +

+First, we have only defined time shifts for integer values of $d$, since for +fractional values of $d$ an expression such as $x[n-d]$ is not determined if +$x[n]$ is only defined for integer values of $n$. To make fractional delays +we will have to introduce some suitable interpolation scheme. And if we +wish to vary $d$ smoothly over time, it will not give good results simply +to hop from one integer to the next. + +

+Second, even once we have achieved perfectly smoothly changing delay +times, the artifacts caused by varying delay time become noticeable even at very +small relative rates of change; while in most cases you may ramp an amplitude +control between any two values over 30 milliseconds without trouble, changing a +delay by only one sample out of every hundred makes a very noticeable shift +in pitch--indeed, one frequently will vary a delay deliberately +in order to hear the artifacts, only incidentally passing from one specific +delay time value to another one. + +

+The first matter (fractional delays) can be dealt with using an +interpolation scheme, in exactly the same way as for wavetable lookup +(Section 2.5). For example, suppose we want +a delay of $d=1.5$ samples. For each $n$ we must estimate a value for +$x[n-1.5]$. +We could do this using standard four-point interpolation, putting a cubic +polynomial through the four ``known" points (0, x[n]), (1, x[n-1]), (2, x[n-2]), +(3, x[n-3]), and then evaluating the polynomial at the point 1.5. Doing +this repeatedly for each value of $n$ gives the delayed signal. + +

+This four-point interpolation scheme can be used for any delay of at least one +sample. Delays of less than one sample can't be calculated this way because we +need two input points at least as recent as the desired delay. They were +available in the above example, but for a delay time of 0.5 samples, for +instance, we would need the value of $x[n+1]$, which is in the future. + +

+The accuracy of the estimate could be further improved by using higher-order +interpolation schemes. However, there is a trade-off between quality and +computational efficiency. Furthermore, if we move to higher-order +interpolation schemes, the minimum possible delay time will increase, causing +trouble in some situations. + +

+The second matter to consider is the artifacts--whether wanted +or unwanted--that arise from changing delay lines. In +general, a discontinuous change in delay time will give rise to a +discontinuous change in the output signal, since it is in effect +interrupted at one point and made to jump to another. If the input is +a sinusoid, the result is a discontinuous phase change. + +

+If it is desired to change the delay line occasionally between fixed delay +times (for instance, at the beginnings of musical notes), then we can use the +techniques for managing sporadic discontinuities that were introduced in +Section 4.3. In effect these techniques all work by muting +the output in one way or another. On the other hand, if it is +desired that the delay time change continuously--while we are listening +to the output--then we must take into account the artifacts that +result from the changes. + +

+ +

+ + + +
Figure 7.17: +A variable length delay line, whose output is the input from some +previous time. The output samples can't be newer than the input samples, nor +older than the length $D$ of the delay line. The slope of the input/output +curve controls the momentary transposition of the output.
\begin{figure}\psfig{file=figs/fig07.17.ps}\end{figure}
+
+ +

+Figure 7.17 shows the relationship between input and output time in a +variable delay line. The delay line is assumed to have a fixed maximum length +$D$. At each sample of output (corresponding to a point on the horizontal +axis), we output one (possibly interpolated) sample of the delay line's input. +The vertical axis shows which sample (integer or fractional) to use from the +input signal. Letting $n$ denote the output sample number, the vertical axis +shows the quantity $n - d[n]$, where $d[n]$ is the (time-varying) delay in +samples. If we denote the input sample location by: +

+
+ + +\begin{displaymath} +y[n] = n - d[n] +\end{displaymath} +
+
+

+then the output of the delay line is: +

+
+ + +\begin{displaymath} +z[n] = x[y[n]] +\end{displaymath} +
+
+

+where the signal $x$ is evaluated at the point $y[n]$, interpolating +appropriately in case $y[n]$ is not an integer. This is exactly the formula +for wavetable lookup (Page [*]). We can use all the +properties of wavetable lookup of recorded sounds to predict the behavior +of variable delay lines. + +

+There remains one difference between delay lines and wavetables: +the material in the delay line is constantly being refreshed. Not only +can we not read into the future, but, if the +the delay line is $D$ samples in length, we can't read further than $D$ samples +into the past either: +

+
+ + +\begin{displaymath} +0 < d[n] < D +\end{displaymath} +
+
+

+or, negating this and adding $n$ to each side, +

+
+ + +\begin{displaymath} +n > y[n] > n - D. +\end{displaymath} +
+
+

+This last relationship appears as the region between the two diagonal lines +in Figure 7.17; the function $y[n]$ must stay within this strip. + +

+Returning to Section 2.2, we can use the Momentary +Transposition Formulas for wavetables to calculate the transposition $t[n]$ of +the output. This gives the Momentary Transposition Formula for delay lines: +

+
+ + +\begin{displaymath} +t[n] = y[n] - y[n-1] = 1 - (d[n] - d[n-1]) +\end{displaymath} +
+
+

+If $d[n]$ does not change with $n$, the transposition factor is $1$ and the +sound emerges from the delay line at the same speed as it went in. But if the +delay time is increasing as a function of $n$, the resulting sound is transposed +downward, and if $d[n]$ decreases, upward. + +

+This is called the +Doppler effect, and it occurs in nature as well. +The air that sound travels through can sometimes be thought of as a delay +line. Changing the length of the delay line corresponds to moving the +listener toward or away from a stationary sound source; the Doppler effect +from the changing path length works precisely the same in the delay line as it +would be in the physical air. + +

+Returning to Figure 7.17, we can predict that there is no pitch +shift at the beginning, but then when the slope of the path decreases the +pitch will drop for an interval of time before going back to the original +pitch (when the slope returns to one). The delay time can be manipulated +to give any desired transposition, but the greater the transposition, the +less long we can maintain it before we run off the bottom or the top of the +diagonal region. + +

+

+ + +next + +up + +previous + +contents + +index +
+ Next: Fidelity of interpolating delay + Up: Time shifts and delays + Previous: Controlling reverberators +   Contents +   Index + +
+Miller Puckette +2006-12-30 +
+ + diff --git a/node114.html b/node114.html new file mode 100644 index 0000000..a582b15 --- /dev/null +++ b/node114.html @@ -0,0 +1,257 @@ + + + + + +Fidelity of interpolating delay lines + + + + + + + + + + + + + + + + + + + +next + +up + +previous + +contents + +index +
+ Next: Pitch shifting + Up: Time shifts and delays + Previous: Variable and fractional shifts +   Contents +   Index +
+
+ + +

+Fidelity of interpolating delay lines +

+ +

+Since they are in effect doing wavetable lookup, variable delay lines +introduce distortion to the signals they operate on. Moreover, a +subtler problem can come up even when the delay line is not changing in length: +the frequency response, in real situations, is never perfectly flat for a +delay line whose length is not an integer. + +

+If the delay time is changing from sample to sample, the distortion results of +Section 2.5 apply. To use them, we suppose that the +delay line input can be broken down into sinusoids and consider separately what +happens to each individual sinusoid. We can use Table 2.1 +(Page [*]) to predict +the RMS level of the combined distortion products for an interpolated +variable delay line. + +

+We'll assume here that we want to use four-point interpolation. For sinusoids +with periods longer than 32 samples (that is, for frequencies below 1/16 of the +Nyquist frequency) the distortion is 96 dB or better--unlikely ever to be +noticeable. At a 44 kHz. sample rate, these periods would correspond to +frequencies up to about 1400 Hertz. At higher frequencies the quality degrades, +and above 1/4 the Nyquist frequency the distortion products, which are only +down about 50 dB, will probably be audible. + +

+The situation for a complex tone depends primarily on the amplitudes and +frequencies of its higher partials. Suppose, for instance, that a tone's +partials above 5000 Hertz are at least 20 dB less than its strongest partial, and +that above 10000 Hertz they are down 60 dB. Then as a rough estimate, the +distortion products from the range 5000-10000 will each be limited to +about -68 dB and those from above 10000 Hertz will be limited to about -75 dB +(because the worst figure in the table is about -15 dB and this must be +added to the strength of the partial involved.) + +

+If the high-frequency content of the input signal does turn out to give +unacceptable distortion products, in general it is more effective to increase +the sample rate than the number of points of interpolation. For periods +greater than 4 samples, doubling the period (by doubling the sample +rate, for example) decreases distortion by about 24 dB. + +

+The 4-point interpolating delay line's frequency response is nearly +flat up to half the Nyquist frequency, but thereafter it dives quickly. +Suppose (to pick the worst case) that the delay is set halfway between two +integers, say 1.5. Cubic interpolation gives: +

+
+ + +\begin{displaymath} +x[1.5] = {{-x[0] + 9x[1] + 9 x[2] - x[3]} \over 8} +\end{displaymath} +
+
+

+Now let $x[n]$ be a (real-valued) unit-amplitude sinusoid with angular +frequency $\omega $, whose phase is zero at $1.5$: +

+
+ + +\begin{displaymath} +x[n] = \cos(\omega \cdot (n - 1.5)) +\end{displaymath} +
+
+

+and compute $x[1.5]$ using the above formula: +

+
+ + +\begin{displaymath} +x[1.5] = {{9 \cos(\omega/2) - \cos(3 \omega / 2)}\over4} +\end{displaymath} +
+
+

+This is the peak value of the sinusoid that comes back out of the delay +line, and since the peak amplitude going in was one, this shows the +frequency response of the delay line. This is graphed in Figure +7.18. At half the Nyquist frequency ( +$\omega = \pi / 2$) the gain +is about +-1 dB, which is a barely perceptible drop in amplitude. At the Nyquist +frequency +itself, however, the gain is zero. + +

+ +

+ + + +
Figure 7.18: +Gain of a four-point interpolating delay line with a delay halfway +between two integers. The DC gain is one.
\begin{figure}\psfig{file=figs/fig07.18.ps}\end{figure}
+
+ +

+As with the results for distortion, the frequency response improves radically +with a doubling of sample rate. If we run our delay at a sample rate of 88200 +Hertz instead of the standard 44100, we will get only about 1 dB of roll-off all +the way up to 20000 Hertz. + +

+

+ + +next + +up + +previous + +contents + +index +
+ Next: Pitch shifting + Up: Time shifts and delays + Previous: Variable and fractional shifts +   Contents +   Index + +
+Miller Puckette +2006-12-30 +
+ + diff --git a/node115.html b/node115.html new file mode 100644 index 0000000..84bb568 --- /dev/null +++ b/node115.html @@ -0,0 +1,481 @@ + + + + + +Pitch shifting + + + + + + + + + + + + + + + + + + + +next + +up + +previous + +contents + +index +
+ Next: Examples + Up: Time shifts and delays + Previous: Fidelity of interpolating delay +   Contents +   Index +
+
+ + +

+ +
+Pitch shifting +

+ +

+A favorite use of variable delay lines is to alter the pitch of an incoming +sound using the Doppler effect. It may be desirable to alter the pitch +variably (randomly or periodically, for example), or else +to maintain a fixed musical interval of transposition over a length of time. + +

+Returning to Figure 7.17, we see that with a single variable +delay line we can maintain any desired pitch shift for a limited +interval of time, but if we wish to sustain a fixed transposition we will always +eventually land outside the diagonal strip of admissible delay times. In +the simplest scenario, we simply vary the transposition up and down so as to remain +in the strip. + +

+ +

+ + + +
Figure 7.19: +Vibrato using a variable delay line. Since the pitch shift +alternates between upward and downward, it is possible to maintain it without +drifting outside the strip of admissible delay.
\begin{figure}\psfig{file=figs/fig07.19.ps}\end{figure}
+
+ +

+This works, for example, if we wish to apply vibrato +to a sound as shown in Figure 7.19. +Here the delay function is +

+
+ + +\begin{displaymath} +d[n] = {d_0} + a \cos(\omega n) +\end{displaymath} +
+
+

+where $d_0$ is the average delay, $a$ is the amplitude of variation about +the average delay, and $\omega $ is an angular frequency. The Momentary +Transposition (Page [*]), is approximately +

+
+ + +\begin{displaymath} +t = 1 + a \omega \cos(\omega n - \pi/2) +\end{displaymath} +
+
+

+This ranges in value between $1 - a \omega$ and $1 + a \omega$. + +

+ +

+ + + +
Figure 7.20: +Piecewise linear delay functions to maintain a constant transposition +(except at the points of discontinuity). The outputs are enveloped as suggested +by the bars above each point, to smooth the output at the points of discontinuity +in delay time.
\begin{figure}\psfig{file=figs/fig07.20.ps}\end{figure}
+
+ +

+Suppose, on the other hand, that we wish to maintain a constant transposition +over a longer interval of time. In this case we can't maintain the +transposition forever, but it is still possible to maintain it over fixed +intervals of time broken by discontinuous changes, as shown in Figure +7.20. +The delay time is the output of a suitably normalized sawtooth function, and +the output of the variable delay line is enveloped as shown in the figure +to avoid discontinuities. + +

+ +

+ + + +
Figure 7.21: +Using a variable delay line as a pitch shifter. The sawtooth wave +creates a smoothly increasing or decreasing delay time. The output of the +delay line is enveloped to avoid discontinuities. +Another copy of the same diagram should run 180 degrees ($\pi $ radians) out +of phase with this one.
\begin{figure}\psfig{file=figs/fig07.21.ps}\end{figure}
+
+ +

+This is accomplished as shown in Figure 7.21. +The output of the sawtooth generator is used in two ways. First it is adjusted +to run between the bounds ${d_0}$ and ${d_0}+s$, and this adjusted sawtooth +controls the delay time, in samples. The initial delay $d_0$ should be at +least enough to make the variable delay feasible; for four-point interpolation +it must be at least one sample. Larger values of $d_0$ add a constant, +additional delay to the output; this is usually offered as a control in a +pitch shifter since it is essentially free. The quantity $s$ is sometimes +called the +window size. It corresponds roughly to the sample length in a +looping sampler (Section 2.2). + +

+The sawtooth output is also used to envelope the output in exactly the same +way as in the enveloped wavetable sampler of Figure 2.7 +(Page [*]). The +envelope is zero at the points where the sawtooth wraps around, and in +between, rises smoothly to a maximum value of 1 (for unit gain). + +

+If the frequency of the sawtooth wave is $f$ (in cycles per second), then +its value sweeps from 0 to 1 every $R/f$ samples (where $R$ is the sample rate). +The difference between successive values is thus $f/R$. If we let $x[n]$ +denote the output of the sawtooth oscillator, then +

+
+ + +\begin{displaymath} +x[n+1] - x[n] = {f \over R} +\end{displaymath} +
+
+

+(except at the wraparound points). If we adjust the output range of the +wavetable oscillator to the value $s$ (as is done in the figure) we get a +new slope: +

+
+ + +\begin{displaymath} +s \cdot x[n+1] - s \cdot x[n] = {{sf} \over R} +\end{displaymath} +
+
+

+Adding the constant $d_0$ has no effect on this slope. The Momentary +Transposition (Page [*]) is then: +

+
+ + +\begin{displaymath} +t = 1 - {{sf} \over R} +\end{displaymath} +
+
+

+To complete the design of the pitch shifter we must add the other copy halfway +out of phase. This gives rise to a delay reading pattern as shown in +Figure 7.22. + +

+ +

+ + + +
Figure 7.22: +The pitch shifter's delay reading pattern using two delay lines, +so that one is at maximum amplitude exactly when the other is switching.
\begin{figure}\psfig{file=figs/fig07.22.ps}\end{figure}
+
+ +

+The pitch shifter can transpose either upward (using negative sawtooth +frequencies, as in the figure) or downward, using positive ones. Pitch shift is +usually controlled by changing $f$ with $s$ fixed. To get a +desired transposition interval $t$, set +

+
+ + +\begin{displaymath} +f = {{(t - 1) R} \over s} +\end{displaymath} +
+
+

+The window size $s$ should be chosen small enough, if possible, so that the +two delayed copies +($s/2$ samples apart) do not sound as distinct echoes. However, very small +values of $s$ will force $f$ upward; values of $f$ greater than about 5 Hertz +result +in very audible modulation. So if very large transpositions are required, the +value of $s$ may need to be increased. Typical values range from 30 to 100 +milliseconds (about $R/30$ to $R/10$ samples). + +

+Although the frequency may be changed at will, even discontinuously, $s$ must +be changed more carefully. A possible solution is to mute the output while +changing $s$ discontinuously; alternatively, $s$ may be ramped continuously but +this causes hard-to-control Doppler shifts. + +

+A good choice of envelope is one half cycle of a sinusoid. If we assume +on average that the two delay outputs are uncorrelated (Page +[*]), the signal power from the two delay lines, after +enveloping, will add to a constant (since the sum of squares of the two +envelopes is one). + +

+Many variations exist on this pitch shifting algorithm. One +classic variant uses a single delay line, with no enveloping at +all. In this situation it is necessary to choose the point at +which the delay time jumps, and the point it jumps to, so that the output +stays continuous. For example, one could find a point where the output signal +passes through zero (a ``zero crossing") and jump discontinuously to another one. +Using only one delay line has the advantage that the signal output sounds +more ``present". A disadvantage is that, since +the delay time is a function of input signal value, the output is no longer +a linear function of the input, so non-periodic inputs can give rise to +artifacts such as difference tones. + +

+

+ + +next + +up + +previous + +contents + +index +
+ Next: Examples + Up: Time shifts and delays + Previous: Fidelity of interpolating delay +   Contents +   Index + +
+Miller Puckette +2006-12-30 +
+ + diff --git a/node116.html b/node116.html new file mode 100644 index 0000000..3a6170e --- /dev/null +++ b/node116.html @@ -0,0 +1,100 @@ + + + + + +Examples + + + + + + + + + + + + + + + + + + + +next + +up + +previous + +contents + +index +
+ Next: Fixed, noninterpolating delay line + Up: Time shifts and delays + Previous: Pitch shifting +   Contents +   Index +
+
+ + +

+Examples +

+ +

+

+ +Subsections + + + +
+
+Miller Puckette +2006-12-30 +
+ + diff --git a/node117.html b/node117.html new file mode 100644 index 0000000..ff2d3a2 --- /dev/null +++ b/node117.html @@ -0,0 +1,166 @@ + + + + + +Fixed, noninterpolating delay line + + + + + + + + + + + + + + + + + + + +next + +up + +previous + +contents + +index +
+ Next: Recirculating comb filter + Up: Examples + Previous: Examples +   Contents +   Index +
+
+ + +

+Fixed, noninterpolating delay line +

+ +

+Example G01.delay.pd (Figure 7.23) applies a simple delay line to +an input signal. Two new objects are needed: + +

+ +

+ + + +
Figure 7.23: +Example patch G01.delay.pd, showing a noninterpolating delay with +a delay time controlled in milliseconds.
\begin{figure}\psfig{file=figs/fig07.23.ps}\end{figure}
+
+ +

+
+\fbox{ \texttt{delwrite\~}}: +define and write to a delay line. The first creation argument gives the name of the +delay line (and two delay lines may not share the same name). The +second creation argument is the length of the delay line in milliseconds. The +inlet takes an audio signal and writes it continuously into the delay line. + +

+
+\fbox{ \texttt{delread\~}}: +read from (or ``tap") a delay line. The first creation argument gives the name +of the delay line (which should agree with the name of the corresponding +delwrite~ object; this is how Pd knows which delwrite~ to +associate with the delread~ object). The +second (optional) creation argument gives the delay time in milliseconds. This +may not be negative and also may not exceed the length of the delay line as +specified to the delwrite~ object. Incoming numbers (messages) may be +used to change the delay time dynamically. However, this will make a discontinuous +change in the output, which should therefore be muted if the delay time changes. + +

+The example simply pairs one delwrite~ and one delread~ object +to make a simple, noninterpolating delay. The input signal is a looped +recording. The delayed and the non-delayed signal are added to make a +non-recirculating comb filter. At delay times below about 10 milliseconds, the +filtering effect is most prominent, and above that, a discrete echo becomes +audible. There is no muting protection on the delay output, so clicks are +possible when the delay time changes. + +

+

+ + +next + +up + +previous + +contents + +index +
+ Next: Recirculating comb filter + Up: Examples + Previous: Examples +   Contents +   Index + +
+Miller Puckette +2006-12-30 +
+ + diff --git a/node118.html b/node118.html new file mode 100644 index 0000000..15db682 --- /dev/null +++ b/node118.html @@ -0,0 +1,104 @@ + + + + + +Recirculating comb filter + + + + + + + + + + + + + + + + + + + +next + +up + +previous + +contents + +index +
+ Next: Variable delay line + Up: Examples + Previous: Fixed, noninterpolating delay line +   Contents +   Index +
+
+ + +

+Recirculating comb filter +

+ +

+Example G02.delay.loop.pd (Figure 7.24) shows how to make a recirculating delay +network. The delay is again accomplished with a +delwrite~/delread~ pair. The output of the +delread~ object is multiplied by a feedback gain of 0.7 and fed into +the delwrite~ object. An input (supplied by the phasor~ and +associated objects) is added into the delwrite~ input; this sum +becomes the output of the network. This is the recirculating comb filter +of Section 7.4. + +

+ +

+ + + +
Figure 7.24: +Recirculating delay (still noninterpolating).
\begin{figure}\psfig{file=figs/fig07.24.ps}\end{figure}
+
+ +

+The network of tilde objects does not have any cycles, in the sense of objects +feeding either directly or indirectly (via connections through other objects) +to themselves. The feedback in the network occurs implicitly between the +delwrite~and delread~ objects. + +

+

+
+Miller Puckette +2006-12-30 +
+ + diff --git a/node119.html b/node119.html new file mode 100644 index 0000000..0eb139a --- /dev/null +++ b/node119.html @@ -0,0 +1,172 @@ + + + + + +Variable delay line + + + + + + + + + + + + + + + + + + + +next + +up + +previous + +contents + +index +
+ Next: Order of execution and + Up: Examples + Previous: Recirculating comb filter +   Contents +   Index +
+
+ + +

+Variable delay line +

+ +

+The next example, G03.delay.variable.pd (Figure 7.25), is another +recirculating comb filter, this time using a variable-length delay line. One +new object is introduced here: + +

+ +

+ + + +
Figure 7.25: +The flanger: an interpolating, variable delay line.
\begin{figure}\psfig{file=figs/fig07.25.ps}\end{figure}
+
+ +

+
+\fbox{ \texttt{vd\~}}: +Read from a delay line, with a time-varying delay time. As with the +delread~ object, this reads from a delay line whose name is specified +as a creation argument. Instead of using a second argument and/or +control messages to specify the delay time, for the vd~ object the delay in milliseconds is specified by an incoming audio signal. +The delay line is read using four-point (cubic) interpolation; the minimum +achievable delay is one sample. + +

+Here the objects on the left side, from the top down to the +clip -0.2 0.2 object, +form a waveshaping network; the index is set by the +``timbre" control, and the waveshaping output varies between a near sinusoid +and a bright, buzzy sound. The output is added to the output of the +vd~ object. The sum is then high pass filtered (the hip~ object +at lower left), multiplied by a +feedback gain, clipped, and written into the delay line at bottom right. There +is a control at right to set the feedback gain; here, in contrast with the +previous example, it is possible to specify a gain greater than one in order +to get unstable feedback. For this reason the second clip~ object is +inserted within the delay loop (just above the delwrite~ object) so +that the signal cannot exceed 1 in absolute value. + +

+The length of the delay is controlled by the signal input to the +vd~ object. An oscillator with variable frequency and gain, in the +center of the figure, provides the delay time. The oscillator is added to +one to make it nonnegative before multiplying it by the ``cycle depth" control, +which effectively sets the range of delay times. The minimum possible +delay time of 1.46 milliseconds is added so that the true range of delay times +is between the minimum and the same plus twice the ``depth". The reason for this +minimum delay time is taken up in the discussion of the next example. + +

+Comb filters with variable delay times are sometimes called flangers. +As the delay time changes the peaks in the frequency response move up and down +in frequency, so that the timbre of the output changes constantly in a +characteristic way. + +

+

+ + +next + +up + +previous + +contents + +index +
+ Next: Order of execution and + Up: Examples + Previous: Recirculating comb filter +   Contents +   Index + +
+Miller Puckette +2006-12-30 +
+ + diff --git a/node12.html b/node12.html new file mode 100644 index 0000000..975fe71 --- /dev/null +++ b/node12.html @@ -0,0 +1,302 @@ + + + + + +Synthesizing a sinusoid + + + + + + + + + + + + + + + + + + + +next + +up + +previous + +contents + +index +
+ Next: Superposing Signals + Up: Sinusoids, amplitude and frequency + Previous: Frequency +   Contents +   Index +
+
+ + +

+ +
+Synthesizing a sinusoid +

+ +

+In most widely used audio synthesis and processing packages (Csound, Max/MSP, +and Pd, for instance), the audio operations are specified as +networks of +unit generators[Mat69] which pass audio signals among themselves. The user of +the software package specifies the network, sometimes called a +patch, +which essentially corresponds to the synthesis algorithm to be used, and then +worries about how to control the various unit generators in time. In this +section, we'll use abstract block diagrams to describe patches, but in the +``examples" section (Page [*]), we'll choose a +specific implementation environment and show some of the software-dependent +details. + +

+To show how to produce a sinusoid with time-varying amplitude we'll need to +introduce two unit generators. First we need a pure sinusoid which is +made with an +oscillator. Figure 1.5 (part a) shows a pictorial +representation of +a sinusoidal oscillator as an icon. The input is a frequency (in cycles per second), and +the output is a sinusoid of peak amplitude one. + +

+ +

+ + + +
Figure 1.5: +Block diagrams for (a) a sinusoidal oscillator; (b) controlling the +amplitude using a multiplier and an amplitude signal $y[n]$.
\begin{figure}\psfig{file=figs/fig01.05.ps}\end{figure}
+
+ +

+Figure 1.5 (part b) shows how to multiply the output of a sinusoidal +oscillator by an appropriate scale factor $y[n]$ to control its amplitude. +Since the oscillator's peak amplitude is 1, the peak amplitude of the product +is about $y[n]$, assuming $y[n]$ changes slowly enough and doesn't become +negative in value. + +

+ +

+ + + +
Figure 1.6: +Two amplitude functions (parts a, c), and (parts b, d), the result of +multiplying them by +the pure sinusoid of Figure 1.1.
\begin{figure}\psfig{file=figs/fig01.06.ps}\end{figure}
+
+ +

+Figure 1.6 shows how the sinusoid of Figure 1.1 is +affected by amplitude change by two different controlling signals $y[n]$. +The controlling signal shown in part (a) has a discontinuity, and so +therefore does the resulting amplitude-controlled sinusoid shown in (b). +Parts (c) and (d) show a more gently-varying possibility for $y[n]$ and the +result. Intuition suggests that the result shown in (b) won't sound like an +amplitude-varying sinusoid, but instead like a sinusoid interrupted by +an audible ``pop" after which it continues more quietly. In general, for +reasons that can't be explained in this chapter, amplitude control signals +$y[n]$ which ramp smoothly from one value to another are less likely to give +rise to parasitic results (such as that ``pop") than are abruptly changing +ones. + +

+For now we can state two general rules without justifying them. First, pure +sinusoids are the signals most sensitive to the parasitic effects of +quick amplitude change. So when you want to test an amplitude transition, if +it works for sinusoids it will probably work for other signals as well. +Second, depending on the signal whose amplitude you are changing, the amplitude +control will need between 0 and 30 milliseconds of ``ramp" time--zero for the +most forgiving signals (such as white noise), and 30 for the least (such as a +sinusoid). All this also depends in a complicated way on listening levels and +the acoustic context. + +

+Suitable amplitude control functions $y[n]$ may be made using an +envelope generator. +Figure 1.7 shows a network in which an envelope generator is used to +control the amplitude of an oscillator. Envelope generators vary widely in +design, but we will focus on the simplest +kind, which generates line segments as shown in Figure 1.6 (part c). +If a +line segment is specified to ramp between two output values $a$ and $b$ over +$N$ samples starting at sample number $M$, the output is: +

+
+ + +\begin{displaymath} +y[n] = a + (b - a) {{n-M} \over N}, \hspace{0.1in} M \le n \le M+N-1. +\end{displaymath} +
+
+

+The output may have any number of segments such as this, laid end to end, +over the entire range of sample numbers $n$; flat, horizontal segments can be +made by setting $a=b$. + +

+In addition to changing amplitudes of sounds, amplitude control is often used, +especially in real-time applications, simply to turn sounds on and off: to turn +one off, ramp the amplitude smoothly to zero. Most software synthesis packages +also provide ways to actually stop modules from computing samples at all, but +here we'll use amplitude control instead. + +

+The envelope generator dates from the analog era +[Str95, p.64] [Cha80, p.90], as does the rest of +Figure 1.7; oscillators with controllable frequency were called +voltage-controlled oscillators or VCOs, and the multiplication step was +done using a voltage-controlled amplifier or VCA +[Str95, pp.34-35] [Cha80, pp.84-89]. +Envelope generators are described in more detail in Section 4.1. + +

+ +

+ + + +
Figure 1.7: +Using an envelope generator to control amplitude.
\begin{figure}\psfig{file=figs/fig01.07.ps}\end{figure}
+
+ +

+

+ + +next + +up + +previous + +contents + +index +
+ Next: Superposing Signals + Up: Sinusoids, amplitude and frequency + Previous: Frequency +   Contents +   Index + +
+Miller Puckette +2006-12-30 +
+ + diff --git a/node120.html b/node120.html new file mode 100644 index 0000000..fec86db --- /dev/null +++ b/node120.html @@ -0,0 +1,343 @@ + + + + + +Order of execution and lower limits on delay times + + + + + + + + + + + + + + + + + + + +next + +up + +previous + +contents + +index +
+ Next: Order of execution in + Up: Examples + Previous: Variable delay line +   Contents +   Index +
+
+ + +

+Order of execution and lower limits on delay times +

+ +

+When using delays (as well as other state-sharing tilde objects in Pd), the +order in which the writing and and reading operations are +done can affect the outcome of the computation. Although the tilde objects +in a patch may have a complicated topology of audio connections, in reality +Pd executes them all in a sequential order, one after the other, to compute +each block of audio output. This linear order is guaranteed to be compatible +with the audio interconnections, in the sense that no tilde object's computation +is done until all its inputs, for that same block, have been computed. + +

+Figure 7.26 shows two examples of tilde object topologies and their +translation into a sequence of computation. In part (a) there are four +tilde objects, and because of the connections, the object a~ must +produce its output before either of b~ or c~ can run; +and +both of those in turn are used in the computation of d~. So the +possible orderings of these four objects are ``a-b-c-d" and +``a-c-b-d". These +two orderings will have exactly the same result unless the computation of +b~ and c~ somehow affect each other's output (as +delay operations might, for example). + +

+ +

+ + + +
Figure 7.26: +Order of execution of tilde objects in Pd: (a), an acyclic network. +The objects may be executed in either the order ``a-b-c-d" or ``a-c-b-d". In +part (b), there is a cycle, and there is thus no compatible linear ordering of +the objects because each one would need to be run before the other.
\begin{figure}\psfig{file=figs/fig07.26.ps}\end{figure}
+
+ +

+Part (b) of the figure shows a cycle of tilde objects. This network cannot +be sorted into a compatible sequential order, since each of a~ and +b~ requires the other's output to be computed first. In general, +a sequential ordering of the tilde objects is possible if and only if there +are no cycles anywhere in the network of tilde objects and their audio +signal interconnections. Pd reports an error when such a cycle appears. +(Note that the situation for control interconnections between objects +is more complicated and flexible; see the Pd documentation for details.) + +

+To see the effect of the order of computation on a +delwrite~/delread~ pair, we can write explicitly the input +and output signals in the two possible orders, with the minimum possible +delay. If the write operation comes first, at a block starting at sample +number $N$, the operation can be written as: +

+
+ + +\begin{displaymath} +x[N], \ldots, x[N+B-1] \longrightarrow \fbox{\texttt{delwrite\~}} +\end{displaymath} +
+
+

+where $B$ is the block size (as in Section 3.2). +Having put those particular samples into the delay line, a following +delread~ is able to read the same values out: +

+
+ + +\begin{displaymath} +\fbox{\texttt{delread\~}} \longrightarrow x[N], \ldots, x[N+B-1] +\end{displaymath} +
+
+

+ +

+On the other hand, suppose the delread~ object comes before the +delwrite~. Then the samples +$x[N], \ldots, x[N+B-1]$ have not +yet been stored in the delay line, so the most recent samples that +may be read belong to the previous block: +

+
+ + +\begin{displaymath} +\fbox{\texttt{delread\~}} \longrightarrow x[N-B], \ldots, x[N-1] +\end{displaymath} +
+
+

+

+
+ + +\begin{displaymath} +x[N], \ldots, x[N+B-1] \longrightarrow \fbox{\texttt{delwrite\~}} +\end{displaymath} +
+
+

+Here the minimum delay we can possibly obtain is the block size $B$. So the +minimum delay is either $0$ or $B$, depending on the order in which the +delread~ and delwrite~objects are sorted into a sequence of +execution. + +

+Looking back at the patches of Figures 7.24 and 7.25, which +both feature recirculating delays, the delread~ or vd~ object must be placed +earlier in the sequence than the delwrite~ object. This is true of any +design in which a delay's output is fed back into its input. The minimum +possible delay is $B$ samples. For a (typical) sample rate of 44100 Hertz and +block size of 64 samples, this comes to 1.45 milliseconds. This might not +sound at first like a very important restriction. But if you are trying to tune +a recirculating comb filter to a specific pitch, the highest you can get only +comes to about 690 Hertz. To get shorter recirculating delays you must increase +the sample rate or decrease the block size. + +

+Example G04.control.blocksize.pd (Figure 7.27) shows how the block size can be +controlled in Pd using +a new object: + +

+ +

+ + + +
Figure 7.27: +A patch using block size control to lower the loop delay below +the normal 64 samples: (a) the main patch; (b) the ``delay-writer" subpatch +with a block~ object and a recirculating delay network.
\begin{figure}\psfig{file=figs/fig07.27.ps}\end{figure}
+
+ +

+
+\fbox{ \texttt{block\~}}, +
+\fbox{ \texttt{switch\~}}: +Set the local block size of the patch window the object sits in. Block sizes +are normally powers of two. The switch~ object, in addition, can be used to +turn audio computation within the window on and off, using control messages. +Additional creation arguments can set the local sample rate and specify +overlapping computations (demonstrated in Chapter 9). + +

+In part (a) of the figure (the main patch), a rectangular pulse is sent +to the pd delay-writer subpatch, whose output is then returned to the +main patch. Part (b) shows the contents of the subpatch, +which sends the pulses into +a recirculating delay. The block~ object specifies that, in this +subpatch, signal computation uses a block size ($B$) of only one. So the +minimum achievable delay is one sample instead of the default 64. + +

+Putting a pulse (or other excitation signal) into a recirculating comb filter +to make a pitch is sometimes called +Karplus-Strong synthesis, +having been described in a paper by them [KS83], although the idea +seems to be older. It shows up for example in Paul Lansky's 1979 piece, +Six Fantasies on a Poem by Thomas Campion. + +

+

+ + +next + +up + +previous + +contents + +index +
+ Next: Order of execution in + Up: Examples + Previous: Variable delay line +   Contents +   Index + +
+Miller Puckette +2006-12-30 +
+ + diff --git a/node121.html b/node121.html new file mode 100644 index 0000000..489d7ff --- /dev/null +++ b/node121.html @@ -0,0 +1,161 @@ + + + + + +Order of execution in non-recirculating delay lines + + + + + + + + + + + + + + + + + + + +next + +up + +previous + +contents + +index +
+ Next: Non-recirculating comb filter as + Up: Examples + Previous: Order of execution and +   Contents +   Index +
+
+ + +

+Order of execution in non-recirculating delay lines +

+ +

+In non-recirculating delay networks, it should be possible to place the +operation of writing into the delay line earlier in the sequence than that +of reading it. There should thus be no lower limit on the length of the +delay line (except whatever is imposed by the interpolation scheme; see +Section 7.7). In languages such as Csound, the sequence +of unit generator computation is (mostly) explicit, so this is easy to +specify. In graphical patching environments, however, the order is +implicit and another approach must be taken to ensuring that, for example, +a delwrite~ object is computed before the corresponding +delread~ object. One way of accomplishing this is shown in example +G05.execution.order.pd (Figure 7.28). + +

+ +

+ + + +
Figure 7.28: +Using subpatches to ensure that delay lines are written before they +are read in non-recirculating networks: +(a) the delwrite~ and vd~ objects might be executed in either +the ``right" or the ``wrong" order; (b) the delwrite~ object is inside the +pd delay-writer +subpatch and the vd~ object is inside the pd delay-reader one. +Because of the audio connection between the two subpatches, the order of +execution of the read/write pair is forced to be the correct one.
\begin{figure}\psfig{file=figs/fig07.28.ps}\end{figure}
+
+ +

+In part (a) of the figure, the connections in the patch do not determine which +order the two delay operations appear in the sorted sequence of tilde object +computation; the delwrite~ object could be computed either before or +after the vd~ object. If we wish to make sure the writing operation +happens before the reading operation, we can proceed as in part (b) of the +figure and put the two operations in subpatches, connecting the two via +audio signals so that the first subpatch must be computed before the +second one. (Audio computation in subpatches is done atomically, in the sense +that the entire subpatch contents are considered as the audio computation for +the subpatch as a whole. So everything in the one subpatch happens before +anything in the second one.) + +

+In this example, the ``right" +and the ``wrong" way to make the comb filter have audibly different results. +For delays less than 64 samples, the right hand side of the patch (using +subpatches) gives the correct result, but the left hand side can't produce +delays below the 64 sample block size. + +

+

+ + +next + +up + +previous + +contents + +index +
+ Next: Non-recirculating comb filter as + Up: Examples + Previous: Order of execution and +   Contents +   Index + +
+Miller Puckette +2006-12-30 +
+ + diff --git a/node122.html b/node122.html new file mode 100644 index 0000000..8ee7b86 --- /dev/null +++ b/node122.html @@ -0,0 +1,201 @@ + + + + + +Non-recirculating comb filter as octave doubler + + + + + + + + + + + + + + + + + + + +next + +up + +previous + +contents + +index +
+ Next: Time-varying complex comb filter: + Up: Examples + Previous: Order of execution in +   Contents +   Index +
+
+ + +

+Non-recirculating comb filter as octave doubler +

+ +

+In example G06.octave.doubler.pd (Figure 7.29) we revisit the idea of pitch-based +octave shifting introduced earlier in E03.octave.divider.pd. There, knowing the +periodicity of an incoming sound allowed us to tune a ring modulator to +introduce subharmonics. Here we realize the octave doubler described in +Section 7.3. +Using a variable, non-recirculating comb filter we +take out odd harmonics, leaving only the even ones, which +sound an octave higher. As before, the spectral envelope of the sound is +roughly preserved by the operation, so we can avoid the ``chipmunk" effect we +would have got by using speed change to do the transposition. + +

+ +

+ + + +
Figure 7.29: +An ``octave doubler" uses pitch information (obtained using +a fiddle~ object) to tune a comb filter to remove the odd harmonics +in an incoming sound.
\begin{figure}\psfig{file=figs/fig07.29.ps}\end{figure}
+
+ +

+The comb filtering is done by combining two delayed copies of the incoming +signal (from the pd looper subpatch at top). The fixed one +(delread~) is set to the window size of the pitch +following algorithm. Whereas in the earlier example this was hidden in another +subpatch, we can now show this explicitly. The delay in milliseconds is +estimated as equal to the 2048-sample analysis window used by the +fiddle~ object; in milliseconds this comes to +$1000\cdot2048/R$ where +$R$ is the sample rate. + +

+The variable delay is the same, plus 1/2 of the measured period of the incoming +sound, or $1000/(2f)$ milliseconds where $f$ is the frequency in cycles per +second. The sum of this and the fixed delay time is then smoothed using a +line~ object to make the input signal for the variable delay line. + +

+Since the difference between the two delays is $1/(2f)$, the resonant +frequencies of the resulting comb filter are +$2f, 4f, 6f\cdots$; the frequency +response (Section 7.3) is zero at the frequencies $f, 3f, \ldots$, +so the resulting sound contains only the partials at multiples of $2f$--an +octave above the original. Seen another way, the incoming sound is output +twice, a half-cycle apart; odd harmonics are thereby shifted 180 degrees +($\pi $ radians) and cancel; even harmonics are in phase with their delayed +copies and remain in the sum. + +

+Both this and the octave divider may be altered to make shifts of 3 or 4 +to one in frequency, and they may also be combined to make compound shifts +such as a musical fifth (a ratio of 3:2) by shifting down an octave and then +back up a factor of three. (You should do the down-shifting before the +up-shifting for best results.) + +

+

+ + +next + +up + +previous + +contents + +index +
+ Next: Time-varying complex comb filter: + Up: Examples + Previous: Order of execution in +   Contents +   Index + +
+Miller Puckette +2006-12-30 +
+ + diff --git a/node123.html b/node123.html new file mode 100644 index 0000000..bd556e1 --- /dev/null +++ b/node123.html @@ -0,0 +1,171 @@ + + + + + +Time-varying complex comb filter: shakers + + + + + + + + + + + + + + + + + + + +next + +up + +previous + +contents + +index +
+ Next: Reverberator + Up: Examples + Previous: Non-recirculating comb filter as +   Contents +   Index +
+
+ + +

+Time-varying complex comb filter: shakers +

+ +

+Example G07.shaker.pd (Figure 7.30) shows a different way of extending the +idea of a comb filter. Here we combine the input signal at four different +time shifts (instead of two, as in the original non-recirculating comb filter), +each at a different positive or negative gain. To do this, we insert the +input signal into a delay line and tap it at three different points; the +fourth ``tap" is the original, un-delayed signal. + +

+ +

+ + + +
Figure 7.30: +A ``shaker", a four-tap comb filter with randomly varying gains +on the taps.
\begin{figure}\psfig{file=figs/fig07.30.ps}\end{figure}
+
+ +

+As a way of thinking about the frequency response of a four-tap comb filter, +we consider first what happens when two of the four gains are close to zero. +Then we end up with a simple non-recirculating comb filter, with the slight +complication that the gains of the two delayed copies may be different. If they +are both of the same sign, we get the same peaks and valleys as predicted +in Section 7.3, only with the valleys between peaks possibly +more shallow. If they are opposite in sign, the valleys become peaks and +the peaks become valleys. + +

+Depending on which two taps we supposed were nonzero, the peaks and valleys are +spaced by different amounts; the delay times are chosen so that 6 different +delay times can arise in this way, ranging between 6 and 30 milliseconds. In +the general case in which all the gains are non-zero, we can imagine the +frequency response function varying continuously between these extremes, giving +a succession of complicated patterns. This has the effect of raising and +lowering the amplitudes of the partials of the incoming signal, all +independently of the others, in a complicated pattern, to give a steadily +time-varying timbre. + +

+The right-hand side of the patch takes care of changing the gains of the +input signal and its three time-shifted copies. Each time the metro object +fires, a counter is incremented (the f, + 1, and +mod 4 objects). This controls which of the amplitudes will be changed. +The amplitude itself is computed by making a random number and normalizing it to +lie between -0.7 and 1.3 in value. The random value and the index are packed +(along with a third value, a time interval) and this triple goes to the +route object. The first element of the triple (the +counter) selects which output to send the other two values to; as a result, +one of the four possible line~ objects gets a message to ramp to +a new value. + +

+If the time variation is done quickly enough, there is also a modulation +effect on the original signal; in this situation the straight line segments +used in this example should be replaced by modulating signals with more +controllable frequency content, for instance using filters (the +subject of Chapter 8). + +

+

+ + +next + +up + +previous + +contents + +index +
+ Next: Reverberator + Up: Examples + Previous: Non-recirculating comb filter as +   Contents +   Index + +
+Miller Puckette +2006-12-30 +
+ + diff --git a/node124.html b/node124.html new file mode 100644 index 0000000..19e74bb --- /dev/null +++ b/node124.html @@ -0,0 +1,177 @@ + + + + + +Reverberator + + + + + + + + + + + + + + + + + + + +next + +up + +previous + +contents + +index +
+ Next: Pitch shifter + Up: Examples + Previous: Time-varying complex comb filter: +   Contents +   Index +
+
+ + +

+Reverberator +

+ +

+Example G08.reverb.pd (Figure 7.31) shows a simple artificial reverberator, +essentially a realization of the design shown in Figure 7.15. Four +delay lines are fed by the input and by their own recirculated output. The +delay outputs are intermixed using rotation matrices, built up from elementary +rotations of $\pi /4$ as in Figure 7.13 (part a). + +

+ +

+ + + +
Figure 7.31: +An artificial reverberator.
\begin{figure}\psfig{file=figs/fig07.31.ps}\end{figure}
+
+ +

+The normalizing +multiplication (by $\sqrt{1/2}$ at each stage) is absorbed into the feedback +gain, which therefore cannot exceed $1/2$. +At a feedback gain of exactly $1/2$, all the energy leaving the delay lines is +reinserted into them, so the reverberation lasts perpetually. + +

+ +

+ + + +
Figure 7.32: +The echo generator used in the reverberator.
\begin{figure}\psfig{file=figs/fig07.32.ps}\end{figure}
+
+ +

+Figure 7.32 shows the interior of the reverb-echo abstraction +used in the reverberator. The two inputs are mixed (using the same rotation matrix +and again leaving the renormalization for later). One channel is then +delayed. The delay times are selected to grow roughly exponentially; this +ensures a smooth and spread-out pattern of echos. + +

+Many extensions of this idea are possible of which we'll only name a few. It +is natural, first, to put low-pass filters at the end of the delay lines, to +mimic the typically faster decay of high frequencies than low ones. It is also +common to use more than four recirculating delays; one reverberator in the Pd +distribution uses sixteen. Finally, it is common to allow separate control of +the amplitudes of the early echos (heard directly) and that of the +recirculating signal; parameters such as these are thought to control +sonic qualities described as ``presence", ``warmth", ``clarity", and so on. + +

+

+ + +next + +up + +previous + +contents + +index +
+ Next: Pitch shifter + Up: Examples + Previous: Time-varying complex comb filter: +   Contents +   Index + +
+Miller Puckette +2006-12-30 +
+ + diff --git a/node125.html b/node125.html new file mode 100644 index 0000000..da271df --- /dev/null +++ b/node125.html @@ -0,0 +1,177 @@ + + + + + +Pitch shifter + + + + + + + + + + + + + + + + + + +next + +up + +previous + +contents + +index +
+ Next: Exercises + Up: Examples + Previous: Reverberator +   Contents +   Index +
+
+ + +

+Pitch shifter +

+ +

+Example G09.pitchshift.pd (Figure 7.33) shows a realization of the pitch shifter +described in Section 7.9. A delay line (defined and written +elsewhere in the patch) is read using two vd~ objects. The delay +times vary between a minimum delay (provided as the ``delay" control) and the +minimum plus a window size (the ``window" control.) + +

+ +

+ + + +
Figure 7.33: +A pitch shifter using two variable taps into a delay +line.
\begin{figure}\psfig{file=figs/fig07.33.ps}\end{figure}
+
+ +

+The desired pitch shift in half-tones ($h$) is first converted into a +transposition factor +

+
+ + +\begin{displaymath} +t = {2 ^ {h/12}} = {e ^ {\log(2)/12 \cdot h}} \approx {e ^ {0.05776 h}} +\end{displaymath} +
+
+

+(called ``speed change" in the patch). The computation labeled ``tape +head rotation speed" is the same as the formula for $f$ given on Page +[*]. Here the positive interval (seven half-steps) +gives rise to a transposition factor greater than one, and therefore to a +negative value for $f$. + +

+Once $f$ is calculated, the production of the two phased sawtooth signals and +the corresponding envelopes parallels exactly that of +the overlapping sample looper (example B10.sampler.overlap.pd, Page +[*]). The minimum delay +is added to each of the two sawtooth signals to make delay inputs for the +vd~ objects, whose outputs are multiplied by the corresponding +envelopes and summed. + +

+

+ + +next + +up + +previous + +contents + +index +
+ Next: Exercises + Up: Examples + Previous: Reverberator +   Contents +   Index + +
+Miller Puckette +2006-12-30 +
+ + diff --git a/node126.html b/node126.html new file mode 100644 index 0000000..c2f01fc --- /dev/null +++ b/node126.html @@ -0,0 +1,210 @@ + + + + + +Exercises + + + + + + + + + + + + + + + + + + +next + +up + +previous + +contents + +index +
+ Next: Filters + Up: Time shifts and delays + Previous: Pitch shifter +   Contents +   Index +
+
+ + +

+Exercises +

+ +

+ +

    +
  1. A complex number has magnitude one and argument $\pi /4$. What are +its real and imaginary parts? + +

    +

    2. +
  2. A complex number has magnitude one and real part $1/2$. What is its +imaginary part? (There are two possible values.) + +

    +

    3. +
  3. What delay time would you give a comb filter so that its first frequency +response peak is at 440 Hertz? If the sample rate is 44100, what frequency +would correspond to the nearest integer delay? + +

    +

    4. +
  4. Suppose you made a variation on the non-recirculating comb filter so that +the delayed signal was subtracted from the original instead of adding. What +would the new frequency response be? + +

    +

    5. +
  5. If you want to make a 6-Hertz vibrato with a sinusoidally varying +delay line, and if you want the vibrato to change the frequency by 5%, how +big a delay variation would you need? How would this change if the same +depth of vibrato was desired at 12 Hertz? + +

    +

    6. +
  6. A complex sinusoid $X[n]$ has frequency 11025 Hertz, amplitude +50 and initial phase 135 degrees. Another one, $Y[n]$, has the same frequency, +but amplitude 20 and initial phase 45 degrees. What are the amplitude and +initial phase of the sum of $X$ and $Y$? + +

    +

    7. +
  7. What are the frequency, initial phase, and amplitude of the signal +obtained when $X[n]$ (above) is delayed 4 samples? + +

    +

    8. +
  8. Show that the frequency response of +a recirculating comb filter with delay time $d$ and feedback gain $g$, as a +function of angular frequency $\omega $, is equal to: +

    +
    + + +\begin{displaymath} +{[ {{(1-g \cos (\omega d))}^2} + {{(g \sin (\omega d))}^2} ]} +^ +{-1/2} +\end{displaymath} +
    +
    +

    + +

    +

    9. +
+ +

+

+ + +next + +up + +previous + +contents + +index +
+ Next: Filters + Up: Time shifts and delays + Previous: Pitch shifter +   Contents +   Index + +
+Miller Puckette +2006-12-30 +
+ + diff --git a/node127.html b/node127.html new file mode 100644 index 0000000..726b40d --- /dev/null +++ b/node127.html @@ -0,0 +1,296 @@ + + + + + +Filters + + + + + + + + + + + + + + + + + + + +next + +up + +previous + +contents + +index +
+ Next: Taxonomy of filters + Up: book + Previous: Exercises +   Contents +   Index +
+
+ + +

+ +
+Filters +

+ +

+In the previous chapter we saw that a delay network can have a non-uniform +frequency response--a gain that varies as a function of +frequency. Delay networks also typically change the phase of incoming signals +variably depending on frequency. When the delay times used are very short, +the most important properties of a delay network become its frequency and +phase response. A delay network that is designed specifically for its +frequency or phase response is called a +filter. + +

+ +

+ + + +
Figure 8.1: +Representations of a filter: (a) in a block diagram; (b) a graph of its +frequency response.
\begin{figure}\psfig{file=figs/fig08.01.ps}\end{figure}
+
+ +

+In block diagrams, filters are shown as in Figure 8.1 (part a). The +curve shown within the block gives a qualitative representation of the filter's +frequency response. The frequency response may vary with time, and depending +on the design of the filter, one or more controls (or additional audio inputs) +might be used to change it. + +

+Suppose, following the procedure of Section 7.3, we put +a unit-amplitude, complex-valued sinusoid with angular frequency $\omega $ into a filter. We +expect to get out a sinusoid of the same frequency and some amplitude, which +depends on $\omega $. This gives us a complex-valued function $H(\omega)$, which is called the +transfer function +of the filter. + +

+The frequency response is the gain as a function of the frequency +$\omega $. It is is equal to the magnitude of the transfer function. A +filter's frequency response is customarily graphed as in Figure +8.1 (part b). +An incoming unit-amplitude sinusoid of frequency $\omega $ comes out +of the filter with magnitude $\vert H(\omega)\vert$. + +

+It is sometimes also useful to know the phase response of the filter, equal +to +$\angle( H(\omega))$. For a fixed frequency $\omega $, the filter's +output phase will be +$\angle( H(\omega))$ radians ahead of its input +phase. + +

+The design and use of filters is a huge subject, because the wide range of uses +a filter might be put to suggests a wide variety of filter design processes. +In some applications a filter must exactly follow a prescribed frequency +response, in others it is important to minimize computation time, in others the +phase response is important, and in still others the filter must behave well +when its parameters change quickly with time. + +

+

+ +Subsections + + + +
+ + +next + +up + +previous + +contents + +index +
+ Next: Taxonomy of filters + Up: book + Previous: Exercises +   Contents +   Index + +
+Miller Puckette +2006-12-30 +
+ + diff --git a/node128.html b/node128.html new file mode 100644 index 0000000..5de6482 --- /dev/null +++ b/node128.html @@ -0,0 +1,96 @@ + + + + + +Taxonomy of filters + + + + + + + + + + + + + + + + + + + +next + +up + +previous + +contents + +index +
+ Next: Low-pass and high-pass filters + Up: Filters + Previous: Filters +   Contents +   Index +
+
+ + +

+Taxonomy of filters +

+ +

+Over the history of electronic music the technology for building filters has +changed constantly, but certain kinds of filters reappear often. In this +section we will give some nomenclature for describing filters of several +generic, recurring types. Later we'll develop some basic strategies for making +filters with desired characteristics, and finally we'll discuss some common +applications of filters in electronic music. + +

+

+ +Subsections + + + +
+
+Miller Puckette +2006-12-30 +
+ + diff --git a/node129.html b/node129.html new file mode 100644 index 0000000..d928405 --- /dev/null +++ b/node129.html @@ -0,0 +1,176 @@ + + + + + +Low-pass and high-pass filters + + + + + + + + + + + + + + + + + + + +next + +up + +previous + +contents + +index +
+ Next: Band-pass and stop-band filters + Up: Taxonomy of filters + Previous: Taxonomy of filters +   Contents +   Index +
+
+ + +

+Low-pass and high-pass filters +

+ +

+By far the most frequent purpose for using a filter is extracting either +the low-frequency or the high-frequency portion of an audio signal, attenuating +the rest. This is accomplished using a +low-pass or +high-pass +filter. + +

+ +

+ + + +
Figure 8.2: +Terminology for describing the frequency response of low-pass and +high-pass filters. The horizontal axis is frequency and the vertical +axis is gain. A low-pass filter is shown; a high-pass filter has the same +features switched from right to left.
\begin{figure}\psfig{file=figs/fig08.02.ps}\end{figure}
+
+ +

+Ideally, a low-pass or high-pass filter would have a frequency response of +one up to (or down to) a specified cutoff frequency and zero past it; but +such filters cannot be realized in practice. Instead, we try to find +realizable approximations to this ideal response. The more design effort +and computation time we put into it, the closer we can get. + +

+Figure 8.2 shows the frequency response of a low-pass +filter. Frequency is divided into three bands, labeled on the +horizontal axis. The +passband +is the region (frequency band) where the filter should pass its input through +to its output with unit gain. +For a low-pass filter (as shown), the passband reaches from a frequency of +zero up to a certain frequency limit. For a high-pass filter, the passband +would appear on the right-hand side of the graph and would extend from the +frequency limit up to the highest frequency possible. Any +realizable filter's passband will be only approximately flat; +the deviation from flatness is called the +ripple, +and is often specified by giving the ratio between the highest and lowest gain +in the passband, expressed in decibels. The ideal low-pass or high-pass filter +would have a ripple of 0 dB. + +

+The +stopband +of a low-pass or high-pass filter is the frequency +band over which the filter is intended not to transmit its input. +The +stopband attenuation +is the difference, in decibels, between the lowest gain in the passband +and the highest gain in the stopband. Ideally this would +be infinite; the higher the better. + +

+Finally, a realizable filter, whose frequency response is always a +continuous function of frequency, must have a frequency +band over which the gain drops from the passband gain to the stopband +gain; this is called the +transition band. +The thinner this band can be made, the more nearly ideal the filter. + +

+

+ + +next + +up + +previous + +contents + +index +
+ Next: Band-pass and stop-band filters + Up: Taxonomy of filters + Previous: Taxonomy of filters +   Contents +   Index + +
+Miller Puckette +2006-12-30 +
+ + diff --git a/node13.html b/node13.html new file mode 100644 index 0000000..cadc9db --- /dev/null +++ b/node13.html @@ -0,0 +1,312 @@ + + + + + +Superposing Signals + + + + + + + + + + + + + + + + + + + +next + +up + +previous + +contents + +index +
+ Next: Periodic Signals + Up: Sinusoids, amplitude and frequency + Previous: Synthesizing a sinusoid +   Contents +   Index +
+
+ + +

+ +
+Superposing Signals +

+ +

+If a signal $x[n]$ has a peak or RMS amplitude $A$ (in some fixed window), then +the scaled signal $k \cdot x[n]$ (where $k \ge 0$) has amplitude $kA$. The +mean power of the scaled signal changes by a factor of $k^2$. The situation gets +more complicated when two different signals are added together; just knowing +the amplitudes of the two does not suffice to know the amplitude of the sum. +The two amplitude measures do at least obey triangle inequalities; for any +two signals $x[n]$ and $y[n]$, +

+
+ + +\begin{displaymath} +{A_{\mathrm{peak}}} \{x[n]\} + +{A_{\mathrm{peak}}} \{y[n]\} \ge +{A_{\mathrm{peak}}} \{x[n]+y[n]\} +\end{displaymath} +
+
+

+

+
+ + +\begin{displaymath} +{A_{\mathrm{RMS}}} \{x[n]\} + +{A_{\mathrm{RMS}}} \{y[n]\} \ge +{A_{\mathrm{RMS}}} \{x[n]+y[n]\} +\end{displaymath} +
+
+

+If we fix a window from $M$ to $N+M-1$ as usual, we can write out the +mean power of the sum of two signals: + +

+
+ + +\begin{displaymath} +P \{x[n] + y[n]\} = P \{x[n]\} + P \{y[n]\} ++ 2 \cdot {\mathrm{COV}} \{ x[n] , y[n] \} +\end{displaymath} +
+
+

+where we have introduced the +covariance of two signals: +

+
+ + +\begin{displaymath} +{\mathrm{COV}} \{ x[n] , y[n] \} = +{ +{x[M]y[M] + \cdots + x[M+N-1]y[M+N-1]} +\over +N +} +\end{displaymath} +
+
+

+The covariance may be positive, zero, or negative. Over a sufficiently large +window, the covariance of two sinusoids with different frequencies is +negligible compared to the mean power. Two signals which have no covariance +are called uncorrelated (the correlation is the covariance normalized +to lie between -1 and 1). +In general, for two uncorrelated +signals, the power of the +sum is the sum of the powers: +

+
+ + +\begin{displaymath} +P \{x[n] + y[n]\} = P \{x[n]\} + P \{y[n]\} , \hspace{0.1in} +\mathrm{whenever} +\ {\mathrm{COV}} \{ x[n] , y[n] \} = 0 +\end{displaymath} +
+
+

+Put in terms of amplitude, this becomes: +

+
+ + +\begin{displaymath} +{{\left ( {A_{\mathrm{RMS}}} \{x[n]+y[n]\} \right ) } ^ 2} ... +...2} + +{{\left ( {A_{\mathrm{RMS}}} \{y[n]\} \right ) } ^ 2} . +\end{displaymath} +
+
+

+This is the familiar Pythagorean relation. So uncorrelated signals can be +thought of as vectors at right angles to each other; positively correlated ones +as having an acute angle between them, and negatively correlated as having an +obtuse angle between them. + +

+For example, if two uncorrelated signals both have RMS amplitude $a$, +the sum will have RMS amplitude ${\sqrt 2} a$. On the other hand if the two +signals happen to be equal--the most correlated possible--the sum will have +amplitude $2a$, which is the maximum allowed by the triangle inequality. + +

+

+ + +next + +up + +previous + +contents + +index +
+ Next: Periodic Signals + Up: Sinusoids, amplitude and frequency + Previous: Synthesizing a sinusoid +   Contents +   Index + +
+Miller Puckette +2006-12-30 +
+ + diff --git a/node130.html b/node130.html new file mode 100644 index 0000000..a46b107 --- /dev/null +++ b/node130.html @@ -0,0 +1,161 @@ + + + + + +Band-pass and stop-band filters + + + + + + + + + + + + + + + + + + + +next + +up + +previous + +contents + +index +
+ Next: Equalizing filters + Up: Taxonomy of filters + Previous: Low-pass and high-pass filters +   Contents +   Index +
+
+ + +

+ +
+Band-pass and stop-band filters +

+ +

+A +band-pass filter +admits frequencies within a given band, rejecting frequencies below it and +above it. Figure 8.3 shows the frequency response of a band-pass +filter, with the key parameters labelled. A stop-band filter +does the reverse, rejecting frequencies within the band and letting through +frequencies outside it. + +

+ +

+ + + +
Figure 8.3: +Terminology for describing the frequency response of band-pass and +stop-band filters. The horizontal axis is frequency and the vertical +axis is gain. A band-pass filter is shown; a stop-band filter would have a +contiguous stopband surrounded by two passbands.
\begin{figure}\psfig{file=figs/fig08.03.ps}\end{figure}
+
+ +

+In practice, a simpler language is often used for describing bandpass filters, +as shown in Figure 8.4. Here there are only two parameters: a +center frequency +and a +bandwidth. +The passband is considered to be the region where the filter has at least half +the power gain as at the peak (i.e., the gain is within 3 decibels of its +maximum). The bandwidth is the width, in frequency units, of the passband. +The center frequency is the point of maximum gain, which is approximately the +midpoint of the passband. + +

+ +

+ + + +
Figure 8.4: +A simplified view of a band-pass filter, showing bandwidth and +center frequency.
\begin{figure}\psfig{file=figs/fig08.04.ps}\end{figure}
+
+ +

+

+ + +next + +up + +previous + +contents + +index +
+ Next: Equalizing filters + Up: Taxonomy of filters + Previous: Low-pass and high-pass filters +   Contents +   Index + +
+Miller Puckette +2006-12-30 +
+ + diff --git a/node131.html b/node131.html new file mode 100644 index 0000000..1d34ffe --- /dev/null +++ b/node131.html @@ -0,0 +1,164 @@ + + + + + +Equalizing filters + + + + + + + + + + + + + + + + + + +next + +up + +previous + +contents + +index +
+ Next: Elementary filters + Up: Taxonomy of filters + Previous: Band-pass and stop-band filters +   Contents +   Index +
+
+ + +

+ +
+Equalizing filters +

+ +

+In some applications, such as +equalization, +the goal isn't to pass signals of certain frequencies while stopping others +altogether, but to make controllable adjustments, boosting or attenuating +a signal, over a frequency range, by a desired gain. Two filter types +are useful for this. First, a +shelving filter +(Figure 8.5) is used for selectively boosting or reducing either the +low or high end of the frequency range. Below a selectable crossover frequency, +the filter tends toward a low-frequency gain, and above it it tends toward a +different, high-frequency one. The crossover frequency, low-frequency gain, +and high-frequency gain can all be adjusted independently. + +

+ +

+ + + +
Figure 8.5: +A shelving filter, showing low and high frequency gain, and +crossover frequency.
\begin{figure}\psfig{file=figs/fig08.05.ps}\end{figure}
+
+ +

+Second, a +peaking filter +(Figure 8.6) is capable of boosting or attenuating signals within +a range of frequencies. The center frequency and bandwidth (which together +control the range of frequencies affected), and the in-band and out-of-band +gains are separately adjustible. + +

+ +

+ + + +
Figure 8.6: +A peaking filter, with controllable center frequency, bandwidth, +and in-band and out-of-band gains.
\begin{figure}\psfig{file=figs/fig08.06.ps}\end{figure}
+
+ +

+Parametric equalizers often employ two shelving filters (one each to adjust +the low and high ends of the spectrum) and two or three peaking filters to +adjust bands in between. + +

+

+ + +next + +up + +previous + +contents + +index +
+ Next: Elementary filters + Up: Taxonomy of filters + Previous: Band-pass and stop-band filters +   Contents +   Index + +
+Miller Puckette +2006-12-30 +
+ + diff --git a/node132.html b/node132.html new file mode 100644 index 0000000..e34b63d --- /dev/null +++ b/node132.html @@ -0,0 +1,158 @@ + + + + + +Elementary filters + + + + + + + + + + + + + + + + + + + +next + +up + +previous + +contents + +index +
+ Next: Elementary non-recirculating filter + Up: Filters + Previous: Equalizing filters +   Contents +   Index +
+
+ + +

+Elementary filters +

+ +

+We saw in Chapter 7 how to predict the frequency and phase response of delay +networks. The art of filter design lies in finding a delay network whose +transfer function (which controls the frequency and phase response) has a +desired shape. We will develop an approach to building such delay networks +out of the two types of comb filters developed in Chapter 7: recirculating and +non-recirculating. Here we will be interested in the special case where the +delay is only one sample in length. In this situation, the frequency responses +shown in Figures 7.6 and 7.10 no longer look like combs; +the second peak recedes all the way to the sample rate, $2\pi $ radians, when +$d=1$. Since only frequencies between 0 and the Nyquist frequency ($\pi $ +radians) are audible, in effect there is only one peak when $d=1$. + +

+In the comb filters shown in Chapter 7, the peaks are situated at DC (zero +frequency), but we will often wish to place them at other, nonzero +frequencies. This is done using delay networks--comb +filters--with complex-valued gains. + +

+

+ +Subsections + + + +
+ + +next + +up + +previous + +contents + +index +
+ Next: Elementary non-recirculating filter + Up: Filters + Previous: Equalizing filters +   Contents +   Index + +
+Miller Puckette +2006-12-30 +
+ + diff --git a/node133.html b/node133.html new file mode 100644 index 0000000..692e388 --- /dev/null +++ b/node133.html @@ -0,0 +1,358 @@ + + + + + +Elementary non-recirculating filter + + + + + + + + + + + + + + + + + + + +next + +up + +previous + +contents + +index +
+ Next: Non-recirculating filter, second form + Up: Elementary filters + Previous: Elementary filters +   Contents +   Index +
+
+ + +

+ +
+Elementary non-recirculating filter +

+ +

+The non-recirculating comb +filter may be generalized to yield the design shown in Figure 8.7. +This is the +elementary non-recirculating filter, +of the first form. Its single, complex-valued parameter $Q$ controls the +complex gain of the delayed signal subtracted from the original one. + +

+ +

+ + + +
Figure 8.7: +A delay network with a single-sample delay and a complex +gain $Q$. This is the non-recirculating elementary filter, first form. Compare +the non-recirculating comb filter shown in Figure 7.3, +which corresponds to choosing $Q=-1$ here.
\begin{figure}\psfig{file=figs/fig08.07.ps}\end{figure}
+
+ +

+To find its frequency response, as in Chapter 7 we feed the delay network +a complex sinusoid +$1, Z, {Z^2}, \ldots$ whose frequency is +$\omega=\arg(Z)$. +The $n$th sample of the input is $Z^n$ and that of the output +is +

+
+ + +\begin{displaymath} +(1 - Q{Z^{-1}}){Z^n} +\end{displaymath} +
+
+

+so the transfer function is +

+
+ + +\begin{displaymath} +H(Z) = 1 - Q{Z^{-1}} +\end{displaymath} +
+
+

+This can be analyzed graphically as shown in Figure 8.8. +The real numbers +$r$ and $\alpha $ are the magnitude and argument of the complex number $Q$: +

+
+ + +\begin{displaymath} +Q = r \cdot (\cos(\alpha) + i \sin(\alpha)) +\end{displaymath} +
+
+

+The gain of the filter is the distance from the point $Q$ to the point $Z$ +in the complex plane. Analytically we can see this because +

+
+ + +\begin{displaymath} +\vert 1 - Q{Z^{-1}}\vert = \vert Z\vert\vert 1 - Q{Z^{-1}}\vert = \vert Q - Z\vert +\end{displaymath} +
+
+

+Graphically, the number $Q{Z^{-1}}$ is just the number $Q$ rotated backwards +(clockwise) by the angular frequency $\omega $ of the incoming sinusoid. The +value +$\vert 1 - Q{Z^{-1}}\vert$ is the distance from $Q{Z^{-1}}$ to $1$ in the complex +plane, which is equal to the distance from $Q$ to $Z$. + +

+ +

+ + + +
Figure 8.8: +Diagram for calculating the frequency response of the +non-recirculating elementary filter +(Figure 8.7). The frequency response is given by the length of the +segment connecting $Z$ to $Q$ in the complex plane.
\begin{figure}\psfig{file=figs/fig08.08.ps}\end{figure}
+
+ +

+As the frequency of the input sweeps from 0 to $2\pi $, the point $Z$ travels +couterclockwise around the unit circle. At the point where +$\omega = \alpha$, +the distance is at a minimum, equal to $1-r$. The maximum occurs which $Z$ is +at the opposite point of the circle. Figure 8.9 shows the transfer +function for three different values of $r=\vert Q\vert$. + +

+ +

+ + + +
Figure 8.9: +Frequency response of the elementary non-recirculating filter +Figure 8.7. Three values of $Q$ are used, all with the +same argument (-2 radians), but with varying absolute value (magnitude) $r=\vert Q\vert$.
\begin{figure}\psfig{file=figs/fig08.09.ps}\end{figure}
+
+ +

+

+ + +next + +up + +previous + +contents + +index +
+ Next: Non-recirculating filter, second form + Up: Elementary filters + Previous: Elementary filters +   Contents +   Index + +
+Miller Puckette +2006-12-30 +
+ + diff --git a/node134.html b/node134.html new file mode 100644 index 0000000..74969bf --- /dev/null +++ b/node134.html @@ -0,0 +1,230 @@ + + + + + +Non-recirculating filter, second form + + + + + + + + + + + + + + + + + + + +next + +up + +previous + +contents + +index +
+ Next: Elementary recirculating filter + Up: Elementary filters + Previous: Elementary non-recirculating filter +   Contents +   Index +
+
+ + +

+ +
+Non-recirculating filter, second form +

+ +

+Sometimes we will need a variant of the filter above, shown in Figure +8.10, called the +elementary non-recirculating filter, second form. +Instead of multiplying the delay output by $Q$ we multiply the direct signal +by its +complex conjugate +$\overline{Q}$. If +

+
+ + +\begin{displaymath} +A = a+bi = r \cdot (\cos(\alpha) + i \sin(\alpha)) +\end{displaymath} +
+
+

+is any complex number, its complex conjugate is defined as: +

+
+ + +\begin{displaymath} +\overline{A} = a-bi = r \cdot (\cos(\alpha) - i \sin(\alpha)) +\end{displaymath} +
+
+

+Graphically this reflects points of the complex plane up and down across the +real axis. The transfer function of the new filter is +

+
+ + +\begin{displaymath} +H(Z) = \overline{Q} - {Z^{-1}} +\end{displaymath} +
+
+

+This gives rise to the same frequency response as before since +

+
+ + +\begin{displaymath} +\vert\overline{Q} - {Z^{-1}}\vert = \vert Q - \overline{Z^{-1}}\vert = \vert Q- Z\vert +\end{displaymath} +
+
+

+Here we use the fact that +$\overline{Z} = {Z^{-1}}$, for any unit complex +number $Z$, as can be verified by writing out $Z\overline{Z}$ in either +polar or rectangular form. + +

+Although the two forms of the elementary non-recirculating filter have the same +frequency response, their phase responses are different; this will +occasionally lead us to prefer the second form. + +

+ +

+ + + +
Figure 8.10: +The elementary non-recirculating filter, second form.
\begin{figure}\psfig{file=figs/fig08.10.ps}\end{figure}
+
+ +

+

+ + +next + +up + +previous + +contents + +index +
+ Next: Elementary recirculating filter + Up: Elementary filters + Previous: Elementary non-recirculating filter +   Contents +   Index + +
+Miller Puckette +2006-12-30 +
+ + diff --git a/node135.html b/node135.html new file mode 100644 index 0000000..fa93e19 --- /dev/null +++ b/node135.html @@ -0,0 +1,194 @@ + + + + + +Elementary recirculating filter + + + + + + + + + + + + + + + + + + + +next + +up + +previous + +contents + +index +
+ Next: Compound filters + Up: Elementary filters + Previous: Non-recirculating filter, second form +   Contents +   Index +
+
+ + +

+ +
+Elementary recirculating filter +

+ +

+The +elementary recirculating filter is the recirculating comb filter of +Figure 7.7 with a +complex-valued feedback gain $P$ as shown in Figure 8.11 (part +a). By the same analysis as before, feeding this network a sinusoid whose +$n$th sample is $Z^n$ gives an output of: +

+
+ + +\begin{displaymath} +{{1} \over {1 - P {Z^{-1}}}} {Z^n} +\end{displaymath} +
+
+

+so the transfer function is +

+
+ + +\begin{displaymath} +H(Z) = {{1} \over {1 - P {Z^{-1}}}} +\end{displaymath} +
+
+

+The recirculating filter is stable when $\vert P\vert < 1$; when, instead, $\vert P\vert> 1$ the +output grows exponentially as the delayed sample recirculates. + +

+ +

+ + + +
Figure 8.11: +The elementary recirculating filter: (a) block diagram; (b) +frequency response.
\begin{figure}\psfig{file=figs/fig08.11.ps}\end{figure}
+
+ +

+The transfer function is thus just the inverse of that of the non-recirculating +filter (first form). If you put the two in series with $P=Q$, the output +theoretically equals the input. (This analysis only demonstrates it for +sinusoidal inputs; that it follows for other signals as well can be verified by +working out the impulse response of the combined network). + +

+

+ + +next + +up + +previous + +contents + +index +
+ Next: Compound filters + Up: Elementary filters + Previous: Non-recirculating filter, second form +   Contents +   Index + +
+Miller Puckette +2006-12-30 +
+ + diff --git a/node136.html b/node136.html new file mode 100644 index 0000000..bfa0aa1 --- /dev/null +++ b/node136.html @@ -0,0 +1,129 @@ + + + + + +Compound filters + + + + + + + + + + + + + + + + + + + +next + +up + +previous + +contents + +index +
+ Next: Real outputs from complex + Up: Elementary filters + Previous: Elementary recirculating filter +   Contents +   Index +
+
+ + +

+Compound filters +

+ +

+We can use the recirculating and non-recirculating filters developed here to +create a +compound filter by putting several elementary ones in series. If the parameters +of the non-recirculating ones (of the first type) are +${Q_1}, \ldots, {Q_j}$ +and those of the recirculating ones are +${P_1}, \ldots, {P_k}$, then putting +them all in series, in any order, will give the transfer function: +

+
+ + +\begin{displaymath} +H(Z) = { +{ +(1 - {Q_1}{Z^{-1}}) \cdots (1 - {Q_j}{Z^{-1}}) +} \over { +(1 - {P_1}{Z^{-1}}) \cdots (1 - {P_k}{Z^{-1}}) +} +} +\end{displaymath} +
+
+

+The frequency response of the resulting compound filter is the product of +those of +the elementary ones. (One could also combine elementary filters by adding +their outputs, or making more complicated networks of them; but for most +purposes the series configuration is the easiest one to work with.) + +

+

+
+Miller Puckette +2006-12-30 +
+ + diff --git a/node137.html b/node137.html new file mode 100644 index 0000000..1e16380 --- /dev/null +++ b/node137.html @@ -0,0 +1,282 @@ + + + + + +Real outputs from complex filters + + + + + + + + + + + + + + + + + + + +next + +up + +previous + +contents + +index +
+ Next: Two recirculating filters for + Up: Elementary filters + Previous: Compound filters +   Contents +   Index +
+
+ + +

+Real outputs from complex filters +

+ +

+In most applications, we start with a real-valued signal to filter and we need +a real-valued output, but in general, a compound filter with a transfer +function as above will give a complex-valued output. However, we can +construct filters with non-real-valued coefficients which nonetheless give +real-valued outputs, so that the analysis that we carry out using complex +numbers can be used to predict, explain, and control real-valued output +signals. We do this by pairing each elementary filter (with coefficient +$P$ or $Q$) with another having as its coefficient the complex conjugate +$\overline{P}$ or $\overline{Q}$. + +

+For example, putting two non-recirculating filters, with coefficients $Q$ and +$\overline{Q}$, in series gives a transfer function equal to: +

+
+ + +\begin{displaymath} +H(Z) = (1 - {Q}{Z^{-1}}) \cdot (1 - \overline{Q}{Z^{-1}}) +\end{displaymath} +
+
+

+which has the property that: +

+
+ + +\begin{displaymath} +H(\overline{Z}) = \overline{H(Z)} +\end{displaymath} +
+
+

+Now if we put any real-valued sinusoid: +

+
+ + +\begin{displaymath} +{X_n} = 2 \, \mathrm{re}(A{Z^n}) = A{Z^n} + \overline{A} +{{\overline{Z}}^n} +\end{displaymath} +
+
+

+we get out: +

+
+ + +\begin{displaymath} +A \cdot H(Z) \cdot {Z^n} + +\overline{A} \cdot \overline{H(Z)} \cdot {{\overline{Z}}^n} +\end{displaymath} +
+
+

+which, by inspection, is another real sinusoid. +Here we're using two properties of complex conjugates. First, you can +add and multiply them at will: +

+
+ + +\begin{displaymath} +\overline{A+B} = \overline{A} + \overline{B} +\end{displaymath} +
+
+

+

+
+ + +\begin{displaymath} +\overline{AB} = \overline{A} \cdot \overline{B} +\end{displaymath} +
+
+

+and second, anything plus its complex conjugate is real, and is in fact +twice its real part: +

+
+ + +\begin{displaymath} +A + \overline{A} = 2 \, \mathrm{re} (A) +\end{displaymath} +
+
+

+This result for two conjugate filters extends to any compound filter; in +general, we always get a real-valued output from a real-valued input if we +arrange that each coefficient $Q_i$ and $P_i$ in the compound filter is +either real-valued, or else appears in a pair with its complex conjugate. + +

+

+ + +next + +up + +previous + +contents + +index +
+ Next: Two recirculating filters for + Up: Elementary filters + Previous: Compound filters +   Contents +   Index + +
+Miller Puckette +2006-12-30 +
+ + diff --git a/node138.html b/node138.html new file mode 100644 index 0000000..81bc2be --- /dev/null +++ b/node138.html @@ -0,0 +1,333 @@ + + + + + +Two recirculating filters for the price of one + + + + + + + + + + + + + + + + + + +next + +up + +previous + +contents + +index +
+ Next: Designing filters + Up: Elementary filters + Previous: Real outputs from complex +   Contents +   Index +
+
+ + +

+Two recirculating filters for the price of one +

+ +

+When pairing recirculating elementary filters, it is possible to avoid +computing one of each pair, as long as the input is real-valued (and so, +the output is as well.) Supposing the input is a real sinusoid of the form: +

+
+ + +\begin{displaymath} +A{Z^n} + \overline{A}{Z^{-n}} +\end{displaymath} +
+
+

+and we apply a single recirculating filter with coefficient $P$. Letting $a[n]$ +denote the real part of the output, we have: +

+
+ + +\begin{displaymath} +a[n] = +\mathrm{re} \left[ { +{1 \over {1 - {P}{Z^{-1}}}} {... +...n} + +{1 \over {1 - {P}{Z}}} \overline{A}{Z^{-n}}} +} \right ] +\end{displaymath} +
+
+

+

+
+ + +\begin{displaymath} += +\mathrm{re} \left[ { +{1 \over {1 - {P}{Z^{-1}}}} {A{Z^n}} + +{1 \over {1 - \overline{P}{Z^{-1}}}} {A{Z^n}} +} \right ] +\end{displaymath} +
+
+

+

+
+ + +\begin{displaymath} += +\mathrm{re} \left[ { +{{ +2 - 2 \, \mathrm{re} (P) {Z^{-... +...^{-1}}) (1 - {\overline{P}}{Z^{-1}}) +}} +{A{Z^n}} +} \right ] +\end{displaymath} +
+
+

+

+
+ + +\begin{displaymath} += +\mathrm{re} \left[ { +{{ +1 - \mathrm{re} (P) {Z^{-1}} +... +...}}^{-1}}) +}} +{\overline{A}{{\overline{Z}}^{-n}}} +} \right ] +\end{displaymath} +
+
+

+(In the second step we used the fact that you can conjugate all or part of an +expression, without changing the result, if you're just going to take the real +part anyway. The fourth step did the same thing backward.) Comparing the input +to the output, we see that the effect of passing a real signal through a complex +one-pole filter, then taking the real part, is equivalent to passing the signal +through a two-pole, one-zero filter with transfer function equal to: +

+
+ + +\begin{displaymath} +{H_{\mathrm{re}}}(Z) = {{ +1 - \mathrm{re} (P) {Z^{-1}} +} \over { +(1 - {P}{Z^{-1}}) (1 - {\overline{P}}{Z^{-1}}) +}} +\end{displaymath} +
+
+

+A similar calculation shows that taking the imaginary part (considered as a real +signal) is equivalent to filtering the input with the transfer function: +

+
+ + +\begin{displaymath} +{H_{\mathrm{im}}}(Z) = {{ +\mathrm{im} (P) {Z^{-1}} +} \over { +(1 - {P}{Z^{-1}}) (1 - {\overline{P}}{Z^{-1}}) +}} +\end{displaymath} +
+
+

+So taking either the real or imaginary part of a one-pole filter output gives +filters with two conjugate poles. The two parts can be combined +to synthesize filters with other possible numerators; in other words, with +one complex recirculating filter we can synthesize a filter that acts on +real signals with two (complex conjugate) poles and one (real) zero. + +

+This technique, known as +partial fractions, may be repeated for +any number of stages in series as long as we compute the appropriate +combination of real and imaginary parts of the output of each stage to +form the (real) input of the next stage. +No similar shortcut seems to exist for non-recirculating filters; for them +it is necessary to compute each member of each complex-conjugate pair +explicitly. + +

+

+ + +next + +up + +previous + +contents + +index +
+ Next: Designing filters + Up: Elementary filters + Previous: Real outputs from complex +   Contents +   Index + +
+Miller Puckette +2006-12-30 +
+ + diff --git a/node139.html b/node139.html new file mode 100644 index 0000000..0e2d9ae --- /dev/null +++ b/node139.html @@ -0,0 +1,216 @@ + + + + + +Designing filters + + + + + + + + + + + + + + + + + + + +next + +up + +previous + +contents + +index +
+ Next: One-pole low-pass filter + Up: Filters + Previous: Two recirculating filters for +   Contents +   Index +
+
+ + +

+Designing filters +

+ +

+The frequency response of a series of elementary recirculating and +non-recirculating filters can be estimated graphically by plotting all the +coefficients +${Q_1}, \ldots, {Q_j}$ and +${P_1}, \ldots, {P_k}$ on the +complex plane and reasoning as in Figure 8.8. The overall +frequency response is the product of all the distances from the point $Z$ +to each of the $Q_i$, divided by the product of the distances to each of +the $P_i$. + +

+One customarily marks each of the $Q_i$ with an ``o" (calling it a ``zero") +and each of the $P_i$ with an ``x" (a ``pole"); their names are borrowed +from the field of complex analysis. A plot showing the poles and zeroes +associated with a filter is unimaginatively called a pole-zero plot. + +

+When $Z$ is +close to a zero the frequency response tends to dip, and when it is close to +a pole, the frequency response tends to rise. The effect of a pole or a zero +is more pronounced, and also more local, if it is close to the unit circle +that $Z$ is constrained to lie on. +Poles must lie within the unit circle for a stable filter. Zeros may lie on +or outside it, but any zero $Q$ outside the unit circle may be replaced by one +within it, at the point +$1/\overline{Q}$, to give a constant multiple of the +same frequency response. Except in special cases we will keep the zeros +inside the circle as well as the poles. + +

+In the rest of this section we will show how to construct several of the +filter types most widely used in electronic music. The theory of digital +filter design is vast, and we will only give an introduction +here. A deeper treatment is available online from Julius Smith at +ccrma.stanford.edu. See also [Ste96] for an introduction +to filter design from the more general viewpoint of digital signal +processing. + +

+

+ +Subsections + + + +
+ + +next + +up + +previous + +contents + +index +
+ Next: One-pole low-pass filter + Up: Filters + Previous: Two recirculating filters for +   Contents +   Index + +
+Miller Puckette +2006-12-30 +
+ + diff --git a/node14.html b/node14.html new file mode 100644 index 0000000..14d467b --- /dev/null +++ b/node14.html @@ -0,0 +1,299 @@ + + + + + +Periodic Signals + + + + + + + + + + + + + + + + + + + +next + +up + +previous + +contents + +index +
+ Next: About the Software Examples + Up: Sinusoids, amplitude and frequency + Previous: Superposing Signals +   Contents +   Index +
+
+ + +

+ +
+Periodic Signals +

+A signal $x[n]$ is said to repeat at a period $\tau$ if +

+
+ + +\begin{displaymath} +x[n + \tau] = x[n] +\end{displaymath} +
+
+

+for all $n$. Such a signal would also repeat at periods $2 \tau$ and so on; +the smallest $\tau$ if any at which a signal repeats is called the signal's +period. +In discussing periods of digital audio signals, we quickly run into the +difficulty of describing signals whose ``period" isn't an integer, so that the +equation above doesn't make sense. For now we'll effectively +ignore this difficulty by supposing that the signal $x[n]$ may somehow be +interpolated between the samples so that it's well defined whether $n$ is an +integer or not. + +

+A sinusoid has a period (in samples) of +$2 \pi / \omega$ where +$\omega $ is the angular frequency. More generally, any sum of sinusoids +with frequencies +$2 \pi k/ \omega$, for integers $k$, will repeat after + +$2 \pi / \omega$ samples. +Such a sum is called a Fourier Series: + +

+
+ + +\begin{displaymath} +x[n] = {a_0} + +{a_1} \cos \left ( \omega n + {\phi_1} \rig... +... + \cdots + +{a_p} \cos \left ( p \omega n + {\phi_p} \right ) +\end{displaymath} +
+
+

+Moreover, if we make certain technical assumptions (in effect that signals +only contain frequencies up to a finite bound), we can represent any periodic +signal as such a sum. This is the discrete-time variant of Fourier analysis +which will reappear in Chapter 9. + +

+The angular frequencies of the sinusoids above are all integer +multiples of $\omega $. They are called the +harmonics +of $\omega $, which in turn is called the +fundamental. In terms of pitch, the harmonics + +$\omega, 2 \omega, \ldots$ are at intervals of 0, 1200, 1902, 2400, 2786, +3102, 3369, 3600, ..., cents above the fundamental; this sequence of pitches +is sometimes called the harmonic series. The first six of these are +all quite close to multiples of 100; in other words, the first six harmonics +of a pitch in the Western scale land close to (but not always exactly on) other +pitches of the same scale; the third and sixth miss only by 2 cents and the +fifth misses by 14. + +

+Put another way, the frequency ratio 3:2 (a perfect fifth in Western +terminology) is almost exactly +seven half-steps, 4:3 (a perfect fourth) is just as near to five half-steps, +and the ratios 5:4 and 6:5 (perfect major and minor thirds) are fairly close to +intervals of four and three half-steps, respectively. + +

+A Fourier series (with only three terms) is shown in Figure 1.8. +The first three graphs are of sinusoids, whose frequencies are in a 1:2:3 +ratio. The common period is marked on the horizontal axis. Each sinusoid +has a different amplitude and initial phase. The sum of the three, at +bottom, is not a sinusoid, but it still maintains the periodicity shared +by the three component sinusoids. + +

+ +

+ + + +
Figure 1.8: +A Fourier series, showing three sinusoids and their sum. The +three component sinusoids have frequencies in the ratio 1:2:3.
\begin{figure}\psfig{file=figs/fig01.08.ps}\end{figure}
+
+ +

+Leaving questions of phase aside, we can use a bank of sinusoidal oscillators +to synthesize periodic tones, or even to morph smoothly through a succession +of periodic tones, by specifying the fundamental frequency and the (possibly +time-varying) amplitudes of the partials. Figure 1.9 shows a +block diagram for doing this. + +

+ +

+ + + +
Figure 1.9: +Using many oscillators to synthesize a waveform with desired harmonic +amplitudes.
\begin{figure}\psfig{file=figs/fig01.09.ps}\end{figure}
+
+ +

+This is an example of +additive synthesis; more generally the term can be applied to networks +in which the frequencies of the oscillators are independently controllable. +The early days of computer music rang with the sound of additive synthesis. + +

+

+ + +next + +up + +previous + +contents + +index +
+ Next: About the Software Examples + Up: Sinusoids, amplitude and frequency + Previous: Superposing Signals +   Contents +   Index + +
+Miller Puckette +2006-12-30 +
+ + diff --git a/node140.html b/node140.html new file mode 100644 index 0000000..a4564fa --- /dev/null +++ b/node140.html @@ -0,0 +1,200 @@ + + + + + +One-pole low-pass filter + + + + + + + + + + + + + + + + + + + +next + +up + +previous + +contents + +index +
+ Next: One-pole, one-zero high-pass filter + Up: Designing filters + Previous: Designing filters +   Contents +   Index +
+
+ + +

+ +
+One-pole low-pass filter +

+ +

+ +

+ + + +
Figure 8.12: +One-pole low-pass filter: (a) pole-zero diagram; (b) +frequency response.
\begin{figure}\psfig{file=figs/fig08.12.ps}\end{figure}
+
+ +

+The one-pole low-pass filter has a single pole located at a positive real +number $p$, as pictured in Figure 8.12. This is just a recirculating +comb filter with delay length $d=1$, and the analysis of Section +7.4 applies. The maximum gain occurs at a +frequency of zero, corresponding to the point on the circle closest to the +point $p$. The gain there is $1/(1-p)$. Assuming $p$ is close +to one, if we move a distance of $1-p$ units +up or down from the real (horizontal) axis, the distance increases by a +factor of about $\sqrt{2}$, and so we expect the half-power point to occur at +an angular frequency of about $1-p$. + +

+This calculation is often made in reverse: if we wish the half-power point to +lie at a given angular frequency $\omega $, we set $p = 1-\omega$. This +approximation only works well if the value of $\omega $ is well under $\pi /2$, +as it often is in practice. +It is customary to normalize the one-pole low-pass filter, multiplying it by +the constant factor $1-p$ in order to give a gain of 1 at zero frequency; +nonzero frequencies will then get a gain less than one. + +

+The frequency response is graphed in Figure 8.12 (part b). The +audible frequencies only reach to the middle of the graph; the right-hand +side of the frequency response curve all lies above the Nyquist frequency +$\pi $. + +

+The one-pole low-pass filter is often used to seek trends in noisy signals. +For instance, if you use a physical controller and only +care about changes on the order of 1/10 second or so, you can smooth the +values with a low-pass filter whose half-power point is 20 or 30 +cycles per second. + +

+

+ + +next + +up + +previous + +contents + +index +
+ Next: One-pole, one-zero high-pass filter + Up: Designing filters + Previous: Designing filters +   Contents +   Index + +
+Miller Puckette +2006-12-30 +
+ + diff --git a/node141.html b/node141.html new file mode 100644 index 0000000..8229d40 --- /dev/null +++ b/node141.html @@ -0,0 +1,186 @@ + + + + + +One-pole, one-zero high-pass filter + + + + + + + + + + + + + + + + + + + +next + +up + +previous + +contents + +index +
+ Next: Shelving filter + Up: Designing filters + Previous: One-pole low-pass filter +   Contents +   Index +
+
+ + +

+ +
+One-pole, one-zero high-pass filter +

+ +

+Sometimes an audio signal carries an unwanted constant offset, or in other +words, a zero-frequency component. For example, the waveshaping spectra of +Section 5.3 almost always contain a constant component. +This is inaudible, but, since it specifies electrical power that is sent +to your speakers, its presence reduces the level of loudness you can +reach without distortion. Another name for a constant signal component is +``DC", meaning ``direct current". + +

+An easy and practical way to remove the zero-frequency component from an audio +signal is to use a one-pole low-pass filter to extract it, and then subtract the +result from the signal. The resulting transfer function is one minus the +transfer function of the low-pass filter: +

+
+ + +\begin{displaymath} +H(Z) = 1 - {{{1-p} \over {1 - p{Z^{-1}}}}} += p{{{1-{Z^{-1}}} \over {1 - p{Z^{-1}}}}} +\end{displaymath} +
+
+

+The factor of $1-p$ in the numerator of the low-pass transfer function is the +normalization factor needed so that the gain is one at zero frequency. + +

+By examining the right-hand side of the equation (comparing it to the general +formula for compound filters), we +see that there is still a pole at the real number $p$, and there is now also +a zero at the point $1$. The pole-zero plot is shown in Figure +8.13 +(part a), and the frequency response in part (b). (Henceforth, we +will only plot frequency responses to the Nyquist frequency $\pi $; +in the previous example we plotted it all the way up to the sample rate, +$2\pi $.) + +

+ +

+ + + +
Figure 8.13: +One-pole, one-zero high-pass filter: (a) pole-zero diagram; (b) +frequency response (from zero to Nyquist frequency).
\begin{figure}\psfig{file=figs/fig08.13.ps}\end{figure}
+
+ +

+

+ + +next + +up + +previous + +contents + +index +
+ Next: Shelving filter + Up: Designing filters + Previous: One-pole low-pass filter +   Contents +   Index + +
+Miller Puckette +2006-12-30 +
+ + diff --git a/node142.html b/node142.html new file mode 100644 index 0000000..f2288fa --- /dev/null +++ b/node142.html @@ -0,0 +1,247 @@ + + + + + +Shelving filter + + + + + + + + + + + + + + + + + + + +next + +up + +previous + +contents + +index +
+ Next: Band-pass filter + Up: Designing filters + Previous: One-pole, one-zero high-pass filter +   Contents +   Index +
+
+ + +

+ +
+Shelving filter +

+ +

+Generalizing the one-zero, one-pole filter above, suppose we place the +zero at a point $q$, a real number close to, but less than, one. The +pole, at the point $p$, is similarly situated, and might be either +greater than or less than $q$, i.e., to the right or left, respectively, +but with both $q$ and $p$ within the unit circle. This situation is +diagrammed in Figure 8.14. + +

+ +

+ + + +
Figure 8.14: +One-pole, one-zero shelving filter: (a) pole-zero diagram; (b) +frequency response.
\begin{figure}\psfig{file=figs/fig08.14.ps}\end{figure}
+
+ +

+At points of the circle far from $p$ and $q$, the effects of the pole and the +zero are nearly inverse (the distances to them are nearly equal), so the filter +passes those frequencies nearly unaltered. In the neighborhood of $p$ and +$q$, on the other hand, the filter will have a gain greater or less than one +depending on which of $p$ or $q$ is closer to the circle. This configuration +therefore acts as a low-frequency shelving filter. (To make a high-frequency +shelving filter we do the same thing, only placing $p$ and $q$ close to -1 +instead of 1.) + +

+To find the parameters of a shelving filter given a desired +transition frequency $\omega $ (in angular units) and low-frequency +gain $g$, first we choose an average distance $d$, as pictured in the figure, +from the pole and the zero to the edge of the circle. For small values of $d$, +the region of influence is about $d$ radians, so +simply set $d = \omega$ to get the desired transition frequency. + +

+Then put the pole at +$p = 1 - d / \sqrt{g}$ and the zero at + +$q = 1 - d \sqrt{g}$. The gain at zero frequency is then +

+
+ + +\begin{displaymath} +{{1-q} \over {1-p}} = g +\end{displaymath} +
+
+

+as desired. For example, in the figure, $d$ is 0.25 radians and $g$ is 2. + +

+

+ + +next + +up + +previous + +contents + +index +
+ Next: Band-pass filter + Up: Designing filters + Previous: One-pole, one-zero high-pass filter +   Contents +   Index + +
+Miller Puckette +2006-12-30 +
+ + diff --git a/node143.html b/node143.html new file mode 100644 index 0000000..c0fe1db --- /dev/null +++ b/node143.html @@ -0,0 +1,242 @@ + + + + + +Band-pass filter + + + + + + + + + + + + + + + + + + + +next + +up + +previous + +contents + +index +
+ Next: Peaking and stop-band filter + Up: Designing filters + Previous: Shelving filter +   Contents +   Index +
+
+ + +

+ +
+Band-pass filter +

+ +

+Starting with the three filter types shown above, which all have real-valued +poles and zeros, we now transform them to operate on bands located off the real +axis. The low-pass, high-pass, and shelving filters will then become +band-pass, stop-band, and peaking filters. First we develop the band-pass +filter. Suppose we want a center frequency at $\omega $ radians and a +bandwidth of $\beta $. We take the low-pass filter with cutoff frequency +$\beta $; its pole is located, for small values of $\beta $, roughly at +$p = 1 - \beta$. +Now rotate this value by $\omega $ radians in the complex plane, i.e., +multiply by the complex number +$\cos \omega + i \sin \omega$. The new pole +is at: +

+
+ + +\begin{displaymath} +{P_1} = (1 - \beta) (\cos \omega + i \sin \omega) +\end{displaymath} +
+
+

+To get a real-valued output, this must be paired with another pole: +

+
+ + +\begin{displaymath} +{P_2} = \overline{P_1} = (1 - \beta) (\cos \omega - i \sin \omega) +\end{displaymath} +
+
+

+The resulting pole-zero plot is as shown in Figure 8.15. + +

+ +

+ + + +
Figure 8.15: +Two-pole band-pass filter: (a) pole-zero diagram; (b) +frequency response.
\begin{figure}\psfig{file=figs/fig08.15.ps}\end{figure}
+
+ +

+The peak is approximately (not exactly) at the desired center frequency +$\omega $, and the frequency response drops by 3 decibels approximately $\beta $ +radians above and below it. It is often desirable to normalize the filter to +have a peak gain near unity; this is done by multiplying the input or output by +the product of the distances of the two poles to the peak on the circle, or +(very approximately): +

+
+ + +\begin{displaymath} +\beta * (\beta + 2 \omega) +\end{displaymath} +
+
+

+For some applications it is desirable to add a zero at the points $1$ and $-1$, +so that the gain drops to zero at angular frequencies $0$ and $\pi $. + +

+

+ + +next + +up + +previous + +contents + +index +
+ Next: Peaking and stop-band filter + Up: Designing filters + Previous: Shelving filter +   Contents +   Index + +
+Miller Puckette +2006-12-30 +
+ + diff --git a/node144.html b/node144.html new file mode 100644 index 0000000..7bc1403 --- /dev/null +++ b/node144.html @@ -0,0 +1,145 @@ + + + + + +Peaking and stop-band filter + + + + + + + + + + + + + + + + + + + +next + +up + +previous + +contents + +index +
+ Next: Butterworth filters + Up: Designing filters + Previous: Band-pass filter +   Contents +   Index +
+
+ + +

+ +
+Peaking and stop-band filter +

+ +

+In the same way, a peaking filter is obtained from a shelving filter by rotating the +pole and the zero, and by providing a conjugate pole and zero, as shown in +Figure 8.16. If the desired center frequency is $\omega $, and +the radii of the pole and zero (as for the shelving filter) are +$p$ and $q$, then we place the the upper pole and zero at +

+
+ + +\begin{displaymath} +{P_1} = p \cdot (\cos \omega + i \sin \omega) +\end{displaymath} +
+
+

+

+
+ + +\begin{displaymath} +{Q_1} = q \cdot (\cos \omega + i \sin \omega) +\end{displaymath} +
+
+

+As a special case, placing the zero on the unit circle gives a stop-band filter; +in this case the gain at the center frequency is zero. This is analogous +to the one-pole, one-zero high-pass filter above. + +

+ +

+ + + +
Figure 8.16: +A peaking filter: (a) pole-zero diagram; (b) +frequency response. Here the filter is set to attenuate by 6 decibels at +the center frequency.
\begin{figure}\psfig{file=figs/fig08.16.ps}\end{figure}
+
+ +

+

+
+Miller Puckette +2006-12-30 +
+ + diff --git a/node145.html b/node145.html new file mode 100644 index 0000000..b07a86a --- /dev/null +++ b/node145.html @@ -0,0 +1,374 @@ + + + + + +Butterworth filters + + + + + + + + + + + + + + + + + + + +next + +up + +previous + +contents + +index +
+ Next: Stretching the unit circle + Up: Designing filters + Previous: Peaking and stop-band filter +   Contents +   Index +
+
+ + +

+Butterworth filters +

+ +

+A filter with one real pole and one real zero can be configured as a shelving +filter, as a high-pass filter (putting the zero at the point $1$) or as a +low-pass filter (putting the zero at $-1$). The frequency responses of these +filters are quite blunt; in other words, the transition regions are wide. It +is often desirable to get a sharper filter, either shelving, low- or high-pass, +whose two bands are flatter and separated by a narrower transition region. + +

+A procedure borrowed from the analog filtering world transforms real, +one-pole, one-zero filters to corresponding + +Butterworth filters, +which have narrower transition regions. This procedure is described clearly +and elegantly in the last chapter of [Ste96]. The derivation +uses more mathematics background than we have developed here, and we will simply +present the result without deriving it. + +

+To make a Butterworth filter out of a high-pass, low-pass, or shelving +filter, suppose that either the pole or the +zero is given by the expression +

+
+ + +\begin{displaymath} +{{1 - {r^2}} \over {{(1 + r)}^2}} +\end{displaymath} +
+
+

+where $r$ is a parameter ranging from 1 to $\infty$. If $r=0$ this is the point +$1$, and if $r=\infty$ it's $-1$. + +

+Then, for reasons which will remain mysterious, we replace the point (whether +pole or zero) by $n$ points given by: +

+
+ + +\begin{displaymath} +{ (1 - {r^2}) - (2 r \sin(\alpha)) i } +\over +{ 1 + {r^2} + 2 r \cos(\alpha))} +\end{displaymath} +
+
+

+where $\alpha $ ranges over the values: +

+
+ + +\begin{displaymath} +{\pi \over 2} ({1 \over n} - 1) , \; +{\pi \over 2} ({3 \ov... +...} - 1) , \; \ldots , \; +{\pi \over 2} ({{2n-1} \over n} - 1) +\end{displaymath} +
+
+

+In other words, $\alpha $ takes on $n$ equally spaced angles between +$-\pi/2$ and $\pi /2$. The points are arranged in the complex plane as shown in +Figure 8.17. They lie on a circle through the original real-valued +point, which cuts the unit circle at right angles. + +

+A good estimate for the cutoff or transition frequency defined by +these circular collections of poles or zeros is simply the spot where the +circle intersects the unit circle, corresponding to +$\alpha = \pi/2$. This gives +the point +

+
+ + +\begin{displaymath} +{ (1 - {r^2}) - 2 r i } +\over +{ 1 + {r^2} } +\end{displaymath} +
+
+

+which, after some algebra, gives an angular frequency equal to +

+
+ + +\begin{displaymath} +\beta = 2 \arctan (r) +\end{displaymath} +
+
+

+ +

+ +

+ + + +
Figure 8.17: +Replacing a real-valued pole or zero (shown as a solid dot) with an +array of four +of them (circles) as for +a Butterworth filter. In this example we get four new poles or zeros as +shown, lying along the circle where $r=0.5$.
\begin{figure}\psfig{file=figs/fig08.17.ps}\end{figure}
+
+ +

+Figure 8.18 (part a) shows a pole-zero diagram and frequency +response for a Butterworth low-pass filter with three poles and three zeros. +Part (b) shows the frequency response of the low-pass filter and three other +filters obtained by choosing different values of $\beta $ (and hence $r$) for +the zeros, while leaving the poles stationary. As the zeros progress from +$\beta =\pi $ to $\beta =0$, the filter, which starts as a low-pass filter, +becomes a shelving filter and then a high-pass one. + +

+ +

+ + + +
Figure 8.18: +Butterworth low-pass filter with three poles +and three zeros: (a) pole-zero plot. The poles are chosen for a cutoff frequency +$\beta = \pi /4$; +(b) frequency responses for four filters with the same +pole configuration, with different placements of zeros (but leaving the poles +fixed). The low-pass filter +results from setting $\beta =\pi $ for the zeros; the two shelving filters +correspond to $\beta =3\pi /10$ and $\beta =2\pi /10$, and finally the high-pass +filter is obtained setting $\beta =0$. The high-pass filter is normalized for +unit gain at the Nyquist frequency, and the others for unit gain at DC.
\begin{figure}\psfig{file=figs/fig08.18.ps}\end{figure}
+
+ +

+

+ + +next + +up + +previous + +contents + +index +
+ Next: Stretching the unit circle + Up: Designing filters + Previous: Peaking and stop-band filter +   Contents +   Index + +
+Miller Puckette +2006-12-30 +
+ + diff --git a/node146.html b/node146.html new file mode 100644 index 0000000..9ad4054 --- /dev/null +++ b/node146.html @@ -0,0 +1,480 @@ + + + + + +Stretching the unit circle with rational functions + + + + + + + + + + + + + + + + + + + +next + +up + +previous + +contents + +index +
+ Next: Butterworth band-pass filter + Up: Designing filters + Previous: Butterworth filters +   Contents +   Index +
+
+ + +

+Stretching the unit circle with rational functions +

+ +

+In Section 8.3.4 we saw a simple way to turn a low-pass +filter into a band-pass one. It is tempting to apply the same method to turn +our Butterworth low-pass filter into a higher-quality band-pass filter; but if +we wish to preserve the high quality of the Butterworth filter we must be more +careful than before in the design of the transformation used. In this section +we will prepare the way to making the Butterworth band-pass filter by +introducing a class of rational transformations of the complex plane which +preserve the unit circle. + +

+This discussion is adapted from [PB87], pp. 201-206 (I'm grateful +to Julius Smith for this pointer). There the transformation is carried out +in continuous time, but here we have adapted the method to operate in +discrete time, in order to make the discussion self-contained. + +

+The idea is to start with any filter with a transfer function as before: +

+
+ + +\begin{displaymath} +H(Z) = { +{ +(1 - {Q_1}{Z^{-1}}) \cdots (1 - {Q_j}{Z^{-1}}) +} \over { +(1 - {P_1}{Z^{-1}}) \cdots (1 - {P_k}{Z^{-1}}) +} +} +\end{displaymath} +
+
+

+whose frequency response (the gain at a frequency $\omega $) is given by: +

+
+ + +\begin{displaymath} +\vert H(\cos(\omega) + i \sin(\omega)) \vert +\end{displaymath} +
+
+

+ +

+Now suppose we can find a rational function, $R(Z)$, which distorts the +unit circle in some desirable way. For $R$ to be a rational function means +that it can be written as a quotient of two polynomials (for example, the +transfer function $H$ is a rational function). That $R$ sends points on the +unit circle to other points on the unit circle is just the condition that +$\vert R(Z)\vert = 1$ whenever $Z=1$. It can easily be checked that any function of +the form +

+
+ + +\begin{displaymath} +R(Z) = U \cdot +{{ +{A_n}{Z^n} + {A_{n-1}}{Z^{n-1}} + \cdot... +...}{Z^n} + \overline{A_1}{Z^{n-1}} + \cdots + \overline{A_n} +}} +\end{displaymath} +
+
+

+(where $\vert U\vert=1$) has this property. The same reasoning as in Section +8.2.2 confirms that $\vert R(Z)\vert = 1$ whenever $Z=1$. + +

+Once we have a suitable rational function $R$, we can simply compose it with the +original transfer function $H$ to fabricate a new rational function, +

+
+ + +\begin{displaymath} +J(Z) = H(R(Z)) +\end{displaymath} +
+
+

+The gain of the new filter $J$ at the frequency $\omega $ is then equal to +that of $H$ at a different frequency $\phi$, chosen so that: +

+
+ + +\begin{displaymath} +\cos(\phi) + i \sin(\phi) = R(\cos(\omega) + i \sin(\omega)) +\end{displaymath} +
+
+

+The function $R$ moves points around on the unit +circle; $J$ at any point equals $H$ on the point $R$ moves it to. + +

+For example, suppose we start with a one-zero, one-pole low-pass filter: +

+
+ + +\begin{displaymath} +H(Z) = +{{ +1 + {Z^{-1}} +} \over { +1 - g{Z^{-1}} +}} +\end{displaymath} +
+
+

+and apply the function +

+
+ + +\begin{displaymath} +R(Z) = -{Z^2} = - +{{ +1 \cdot {Z^2} + 0 \cdot Z + 0 +} \over { +0 \cdot {Z^2} + 0 \cdot Z + 1 +}} +\end{displaymath} +
+
+

+Geometrically, this choice of $R$ stretches the unit circle uniformly to twice +its circumference and wraps it around itself twice. The points $1$ and +$-1$ are both sent to the point $-1$, and the points $i$ and $-i$ are sent +to the point $1$. The resulting transfer +function is +

+
+ + +\begin{displaymath} +J(Z) = +{{ +1 - {Z^{-2}} +} \over { +1 + g{Z^{-2}} +}} += +... +... \over { +(1 - i\sqrt{g} {Z^{-1}})(1 + i\sqrt{g} {Z^{-1}}) +}} +\end{displaymath} +
+
+

+The pole-zero plots of $H$ and $J$ are shown in Figure 8.19. From +a low-pass filter we ended up with a band-pass filter. The points $i$ and $-i$ +which $R$ sends to $1$ (where the original filter's gain is highest) become +points of highest gain for the new filter. + +

+ +

+ + + +
Figure 8.19: +One-pole, one-zero low-pass filter: (a) pole-zero plot; (b) +plot for the resulting filter after the transformation $R(Z) = -{Z^2}$. The +result is a band-pass filter with center frequency $\pi /2$. +
\begin{figure}\psfig{file=figs/fig08.19.ps}\end{figure}
+
+ +

+

+ + +next + +up + +previous + +contents + +index +
+ Next: Butterworth band-pass filter + Up: Designing filters + Previous: Butterworth filters +   Contents +   Index + +
+Miller Puckette +2006-12-30 +
+ + diff --git a/node147.html b/node147.html new file mode 100644 index 0000000..9e7473c --- /dev/null +++ b/node147.html @@ -0,0 +1,458 @@ + + + + + +Butterworth band-pass filter + + + + + + + + + + + + + + + + + + + +next + +up + +previous + +contents + +index +
+ Next: Time-varying coefficients + Up: Designing filters + Previous: Stretching the unit circle +   Contents +   Index +
+
+ + +

+Butterworth band-pass filter +

+ +

+We can apply the transformation $R(Z) = -Z^2$ to convert the Butterworth filter into a high-quality +band-pass filter with center frequency $\pi /2$. A further transformation +can then be applied to shift the center frequency to any desired value $\omega $ +between 0 and $\pi $. The transformation will be of the form, +

+
+ + +\begin{displaymath} +S(Z) = +{{ +aZ + b +} \over { +bZ + a +}} +\end{displaymath} +
+
+

+where $a$ and $b$ are real numbers and not both are zero. This +is a particular case of the general form given above for unit-circle-preserving +rational functions. We have $S(1) = 1$ and $S(-1) = -1$, +and the top and bottom halves of the unit circle are transformed +symmetrically (if $Z$ goes to $W$ then $\overline{Z}$ goes to $\overline{W}$). +The qualitative effect of the transformation $S$ is to squash points of the +unit circle toward $1$ or $-1$. + +

+In particular, given a desired center frequency $\omega $, +we wish to choose $S$ so that: +

+
+ + +\begin{displaymath} +S(\cos(\omega) + i \sin(\omega)) = i +\end{displaymath} +
+
+

+If we leave $R = - {Z^2}$ as before, and let $H$ be the transfer +function for a low-pass Butterworth filter, then the combined filter +with transfer function $H(R(S(Z)))$ +will be a band-pass filter with center frequency $\omega $. Solving for $a$ +and $b$ gives: +

+
+ + +\begin{displaymath} +a = \cos({{\pi}\over 4} - {{\omega} \over 2}) , \; +b = \sin({{\pi}\over 4} - {{\omega} \over 2}) +\end{displaymath} +
+
+

+The new transfer function, $H(R(S(Z)))$, will have $2n$ poles and $2n$ +zeros (if $n$ is the degree of the Butterworth filter $H$). + +

+Knowing the transfer function is good, but even better is knowing the locations +of all the poles and zeros of the new filter, which we need to be able to +compute it using elementary filters. If $Z$ is a pole of the transfer +function +$J(Z) = H(R(S(Z)))$, that is, if $J(Z)=\infty$, then $R(S(Z))$ must +be a pole of $H$. The same goes for zeros. To find a pole or zero of $J$ +we set $R(S(Z)) = W$, where $W$ is a pole or zero of $H$, and solve for $Z$. +This gives: +

+
+ + +\begin{displaymath} +- { +{ \left [ { +{ +aZ + b +} \over { +bZ + a +} +} \right ] } +^ 2 +} = W +\end{displaymath} +
+
+

+

+
+ + +\begin{displaymath} +{ +{ +aZ + b +} \over { +bZ + a +} +} = { +\pm \sqrt { +- W +} +} +\end{displaymath} +
+
+

+

+
+ + +\begin{displaymath} +Z = { { +\pm a \sqrt { - W } +- b +} \over { +\mp b \sqrt { - W } ++ a +} +} +\end{displaymath} +
+
+

+(Here $a$ and $b$ are as given above and we have used the fact that +${a^2}+{b^2}=1$). A sample pole-zero plot and frequency response of $J$ +are shown in Figure 8.20. + +

+ +

+ + + +
Figure 8.20: +Butterworth band-pass filter: (a) pole-zero diagram; (b) +frequency response. The center frequency is $\pi /4$. The bandwidth depends +both on center frequency and on the bandwidth of the original Butterworth +low-pass filter used.
\begin{figure}\psfig{file=figs/fig08.20.ps}\end{figure}
+
+ +

+

+ + +next + +up + +previous + +contents + +index +
+ Next: Time-varying coefficients + Up: Designing filters + Previous: Stretching the unit circle +   Contents +   Index + +
+Miller Puckette +2006-12-30 +
+ + diff --git a/node148.html b/node148.html new file mode 100644 index 0000000..12bd48e --- /dev/null +++ b/node148.html @@ -0,0 +1,168 @@ + + + + + +Time-varying coefficients + + + + + + + + + + + + + + + + + + + +next + +up + +previous + +contents + +index +
+ Next: Impulse responses of recirculating + Up: Designing filters + Previous: Butterworth band-pass filter +   Contents +   Index +
+
+ + +

+ +
+Time-varying coefficients +

+ +

+In some recursive filter designs, changing the coefficients of the filter can +inject energy into the system. A physical analogue is a child on a swing set. +The child oscillates back and forth at the resonant frequency of the system, +and pushing or pulling the child injects or extracts energy smoothly. However, +if you decide to shorten the chain or move the swing set itself, you may inject +an unpredictable amount of energy into the system. The same thing can happen +when you change the coefficients in a resonant recirculating filter. + +

+The simple one-zero and one-pole filters used here don't have this +difficulty; if the feedback or feed-forward gain is changed smoothly (in the +sense of an amplitude envelope) the output will behave smoothly as well. +But one subtlety arises when trying to normalize a recursive filter's output +when the feedback gain is close to one. For example, suppose we have a one-pole +low-pass filter with gain 0.99 (for a cutoff frequency of 0.01 radians, or 70 +Hertz at the usual sample rate). To normalize this for unit DC gain we multiply +by 0.01. Suppose now we wish to double the cutoff frequency by changing the +gain slightly to 0.98. This is fine except that the normalizing factor +suddenly doubles. If we multiply the filter's output by the normalizing +factor, the output will suddenly, although perhaps only momentarily, jump by a +factor of two. + +

+ +

+ + + +
Figure 8.21: +Normalizing a recirculating elementary filter: +(a) correctly, by multiplying in the normalization factor at the input; (b) +incorrectly, multiplying at the output.
\begin{figure}\psfig{file=figs/fig08.21.ps}\end{figure}
+
+ +

+The trick is to normalize at the input of the filter, not the output. +Figure 8.21 (part a) shows a complex recirculating filter, with +feedback gain $P$, normalized at the input by $1-\vert P\vert$ so that the peak gain +is one. Part (b) shows the wrong way to do it, multiplying at the output. + +

+Things get more complicated when several elementary recirculating filters are +put in series, since the correct normalizing factor is in general a function of +all the coefficients. One possible approach, if such a filter is required to +change rapidly, is to normalize each input separately as if it were acting +alone, then multiplying the output, finally, by whatever further correction +is needed. + +

+

+ + +next + +up + +previous + +contents + +index +
+ Next: Impulse responses of recirculating + Up: Designing filters + Previous: Butterworth band-pass filter +   Contents +   Index + +
+Miller Puckette +2006-12-30 +
+ + diff --git a/node149.html b/node149.html new file mode 100644 index 0000000..87e5081 --- /dev/null +++ b/node149.html @@ -0,0 +1,266 @@ + + + + + +Impulse responses of recirculating filters + + + + + + + + + + + + + + + + + + + +next + +up + +previous + +contents + +index +
+ Next: All-pass filters + Up: Designing filters + Previous: Time-varying coefficients +   Contents +   Index +
+
+ + +

+Impulse responses of recirculating filters +

+ +

+In Section 7.4 we analyzed the impulse response of a +recirculating comb filter, of which the one-pole low-pass filter is a special +case. Figure 8.22 shows the result for two low-pass filters and +one complex one-pole resonant filter. All are elementary recirculating filters +as introduced in Section 8.2.3. Each is normalized to have +unit maximum gain. + +

+In the case of a low-pass filter, the impulse response gets longer (and +lower) as the pole gets closer to one. Suppose the pole is at a point $1-1/n$ +(so that the cutoff frequency is $1/n$ radians). The normalizing factor is +also $1/n$. After $n$ points, the output diminishes by a factor of +

+
+ + +\begin{displaymath} +{ {\left ( 1-{1\over n} \right ) } ^ n } \approx {1\over e} +\end{displaymath} +
+
+

+where $e$ is Euler's constant, about +2.718. The filter can be said to have a +settling time of $n$ samples. In the figure, $n=5$ for part (a) and +$n=10$ for part (b). In general, the settling time (in samples) is approximately one +over the cutoff frequency (in angular units). + +

+ +

+ + + +
Figure 8.22: +The impulse response of three elementary recirculating (one-pole) +filters, +normalized for peak gain 1: (a) low-pass with $P=0.8$; (b) low-pass with +$P=0.9$; (c) band-pass (only the real part shown), with $\vert P\vert=0.9$ and a center frequency of $2\pi /10$.
\begin{figure}\psfig{file=figs/fig08.22.ps}\end{figure}
+
+ +

+The situation gets more interesting when we look at a resonant one-pole filter, +that is, one whose pole lies off the real axis. In part (c) of the figure, +the pole $P$ has absolute value 0.9 (as in part b), but its argument is +set to $2\pi /10$ radians. We get the same settling time as in part (b), but +the output rings at the resonant frequency (and so at a period of 10 samples +in this example). + +

+A natural question to ask is, how many periods of ringing do we get before the +filter decays to strength $1/e$? If the pole of a resonant filter has magnitude +$1-1/n$ as above, we have seen in Section 8.2.3 that the +bandwidth (call it $b$) is about $1/n$, and we see here that the settling time +is about $n$. The resonant frequency (call it $\omega $) is the argument of the +pole, and the period in samples of the ringing is +$2 \pi / \omega$. The number of periods that make up the settling time is thus: +

+
+ + +\begin{displaymath} +{{n} \over {2\pi/\omega}} = {{1} \over {2\pi}} {{\omega} \over {b}} += {{q} \over {2\pi}} +\end{displaymath} +
+
+

+where $q$ is the +quality of the filter, defined as the center frequency divided by +bandwidth. Resonant filters are often specified in terms of the center +frequency and ``q" in place of bandwidth. + +

+

+ + +next + +up + +previous + +contents + +index +
+ Next: All-pass filters + Up: Designing filters + Previous: Time-varying coefficients +   Contents +   Index + +
+Miller Puckette +2006-12-30 +
+ + diff --git a/node15.html b/node15.html new file mode 100644 index 0000000..332d42c --- /dev/null +++ b/node15.html @@ -0,0 +1,153 @@ + + + + + +About the Software Examples + + + + + + + + + + + + + + + + + + + +next + +up + +previous + +contents + +index +
+ Next: Quick Introduction to Pd + Up: Sinusoids, amplitude and frequency + Previous: Periodic Signals +   Contents +   Index +
+
+ + +

+About the Software Examples +

+ +

+The examples for this book use Pure Data (Pd), and to +understand them you will have to learn at least something about Pd itself. +Pd is an environment for quickly realizing computer music applications, +primarily intended for live music performances. Pd can +be used for other media as well, but we won't go into that here. + +

+Several other patchable audio DSP environments exist besides Pd. The most +widely used one is certainly Barry Vercoe's Csound [Bou00], which +differs from Pd in being text-based (not GUI-based). This is an advantage in +some respects and a disadvantage in others. Csound is better adapted than Pd +for batch processing and it handles polyphony much better than Pd does. On the +other hand, Pd has a better developed real-time control structure than Csound. +Genealogically, Csound belongs to the so-called Music N languages +[Mat69, pp.115-172]. + +

+Another open-source alternative in wide use is James McCartney's SuperCollider, +which is also more text oriented than Pd, but like Pd is explicitly designed +for real-time use. SuperCollider has powerful linguistic constructs which make +it a more suitable tool than Csound for tasks like writing loops or maintaining +complex data structures. + +

+Finally, Pd has a widely-used sibling, Cycling74's commercial program +Max/MSP (the others named here are all open source). Both beginners and +system managers running multi-user, multi-purpose computer labs will find +Max/MSP better supported and documented than Pd. It's possible to take +knowledge of Pd and apply it in Max/MSP and vice versa, and even to port +patches from one to the other, but the two aren't truly compatible. + +

+

+ +Subsections + + + +
+ + +next + +up + +previous + +contents + +index +
+ Next: Quick Introduction to Pd + Up: Sinusoids, amplitude and frequency + Previous: Periodic Signals +   Contents +   Index + +
+Miller Puckette +2006-12-30 +
+ + diff --git a/node150.html b/node150.html new file mode 100644 index 0000000..c5dee59 --- /dev/null +++ b/node150.html @@ -0,0 +1,233 @@ + + + + + +All-pass filters + + + + + + + + + + + + + + + + + + +next + +up + +previous + +contents + +index +
+ Next: Applications + Up: Designing filters + Previous: Impulse responses of recirculating +   Contents +   Index +
+
+ + +

+All-pass filters +

+ +

+Sometimes a filter is applied to get a desired phase change, rather than to +alter the amplitudes of the frequency components of a sound. To do this +we would need a way to design a filter with a constant, unit frequency response +but which changes the phase of an incoming sinusoid in a way that depends on its +frequency. We have already seen in Chapter 7 that a delay of length $d$ +introduces a phase change of $- d \omega$, at the angular frequency $\omega $. +Another class of filters, called +all-pass filters, +can make phase changes which are more interesting functions of $\omega $. + +

+To design an all-pass filter, we start with two facts: first, an elementary +recirculating filter and an elementary non-recirculating one cancel each other +out perfectly if they have the same gain coefficient. In other words, if a +signal has been put through a one-zero filter, either real or complex, the +effect can be reversed by sequentially applying a one-pole filter, and vice +versa. + +

+The second fact is that the elementary non-recirculating filter of the second +form has the same frequency response as that of the first form; they differ only +in phase response. So if we combine an elementary recirculating filter with +an elementary non-recirculating one of the second form, the frequency responses +cancel out (to a flat gain independent of frequency) but the phase response +is not constant. + +

+To find the transfer function, we choose the same complex number $P<1$ as +coefficient for both elementary filters and multiply their transfer functions: +

+
+ + +\begin{displaymath} +H(Z) = {{ +{\overline{P} - {Z^{-1}}} +} \over { +{1 - P{Z^{-1}}} +}} +\end{displaymath} +
+
+

+The coefficient $P$ controls both the location of the one pole (at $P$ itself) +and the zero (at +$1/\overline{P}$). Figure 8.23 shows the phase response of +the all-pass filter for four real-valued choices $p$ of the coefficient. At +frequencies of $0$, $\pi $, and $2\pi $, the phase response is just that of a +one-sample delay; but for frequencies in between, the phase response is bent +upward or downward depending on the coefficient. + +

+ +

+ + + +
Figure 8.23: +Phase response of all-pass filters with different pole locations $p$. +When the pole is located at zero, the filter reduces to a one-sample delay.
\begin{figure}\psfig{file=figs/fig08.23.ps}\end{figure}
+
+ +

+Complex coefficients give similar phase response curves, but the frequencies at +which they cross the diagonal line in the figure are shifted according to the +argument of the coefficient $P$. + +

+

+ + +next + +up + +previous + +contents + +index +
+ Next: Applications + Up: Designing filters + Previous: Impulse responses of recirculating +   Contents +   Index + +
+Miller Puckette +2006-12-30 +
+ + diff --git a/node151.html b/node151.html new file mode 100644 index 0000000..0fc8525 --- /dev/null +++ b/node151.html @@ -0,0 +1,95 @@ + + + + + +Applications + + + + + + + + + + + + + + + + + + + +next + +up + +previous + +contents + +index +
+ Next: Subtractive synthesis + Up: Filters + Previous: All-pass filters +   Contents +   Index +
+
+ + +

+Applications +

+ +

+Filters are used in a broad range of applications both in audio engineering and +in electronic music. The former include, for instance, equalizers, speaker +crossovers, sample rate converters, and DC removal (which we have already used +in earlier chapters). Here, though, we'll be concerned with the specifically +musical applications. + +

+

+ +Subsections + + + +
+
+Miller Puckette +2006-12-30 +
+ + diff --git a/node152.html b/node152.html new file mode 100644 index 0000000..b5f2ce1 --- /dev/null +++ b/node152.html @@ -0,0 +1,163 @@ + + + + + +Subtractive synthesis + + + + + + + + + + + + + + + + + + + +next + +up + +previous + +contents + +index +
+ Next: Envelope following + Up: Applications + Previous: Applications +   Contents +   Index +
+
+ + +

+ +
+Subtractive synthesis +

+ +

+Subtractive synthesis is the technique of using filters to shape the +spectral envelope of a sound, forming another sound, usually preserving +qualities of the original sound such as pitch, roughness, noisiness, or +graniness. The spectral envelope of the resulting sound is the product of the +spectral envelope of the original sound with the frequency response of the +filter. Figure 8.24 shows a possible configuration of source, +filter, and result. + +

+ +

+ + + +
Figure 8.24: +Subtractive synthesis: (a) spectrum of input sound; (b) filter frequency +response; (c) spectrum of output sound.
\begin{figure}\psfig{file=figs/fig08.24.ps}\end{figure}
+
+ +

+The filter may be constant or time-varying. Already in wide use by the mid +1950s, subtractive synthesis boomed with the introduction of the +voltage-controlled filter (VCF), which became widely available in the mid 1960s +with the appearance of modular synthesizers. A typical VCF has two inputs: one +for the sound to filter, and one to vary the center or cutoff frequency of the +filter. + +

+A popular use of a VCF is to control the center frequency of a resonant filter +from the same ADSR generator that controls the amplitude; a possible block +diagram is shown in Figure 8.25. In this configuration, +the louder portion of a note (loudness roughly controlled by the multiplier +at the bottom) may also be made to sound brighter, using the filter, than +the quieter parts; this can mimic the spectral evolution of strings or +brass instruments over the life of a note. + +

+ +

+ + + +
Figure 8.25: +ADSR-controlled subtractive synthesis.
\begin{figure}\psfig{file=figs/fig08.25.ps}\end{figure}
+
+ +

+

+ + +next + +up + +previous + +contents + +index +
+ Next: Envelope following + Up: Applications + Previous: Applications +   Contents +   Index + +
+Miller Puckette +2006-12-30 +
+ + diff --git a/node153.html b/node153.html new file mode 100644 index 0000000..ca7f44f --- /dev/null +++ b/node153.html @@ -0,0 +1,296 @@ + + + + + +Envelope following + + + + + + + + + + + + + + + + + + + +next + +up + +previous + +contents + +index +
+ Next: Single Sideband Modulation + Up: Applications + Previous: Subtractive synthesis +   Contents +   Index +
+
+ + +

+ +
+Envelope following +

+ +

+It is frequently desirable to use the time-varying power of an incoming signal +to trigger or control a musical process. To do this, we will need a procedure +for measuring the power of an audio signal. Since most audio signals pass +through zero many times per second, it won't suffice to take instantaneous values +of the signal to measure its power; instead, we must calculate the average +power over an interval of time long enough that its variations won't +show up in the power estimate, but short enough that changes in signal level +are quickly reported. A computation that provides a +time-varying power estimate of a signal is called an +envelope follower. + +

+The output of a low-pass filter can be viewed as a moving average of its input. +For example, suppose we apply a normalized one-pole low-pass filter with +coefficient $p$, as in Figure 8.21, to an incoming signal $x[n]$. +The output (call it y[n]) is the sum of the delay output times $p$, with +the input times $1-p$: +

+
+ + +\begin{displaymath} +y[n] = p \cdot y[n-1] + (1-p) \cdot x[n] +\end{displaymath} +
+
+

+so each input is averaged, with weight $1-p$, into the previous output to +produce a new output. So we can make a moving average of the square of an +audio signal using the diagram of Figure 8.26. The output is +a time-varying average of the instantaneous power $x[n]^2$, and the design +of the low-pass filter controls, among other things, the settling time of +the moving average. + +

+ +

+ + + +
Figure 8.26: +Envelope follower. The output is the average power of the input +signal.
\begin{figure}\psfig{file=figs/fig08.26.ps}\end{figure}
+
+ +

+For more insight into the design of a suitable low-pass filter for an envelope +follower, we analyze it from the point of view of signal spectra. If, for +instance, we put in a real-valued sinusoid: +

+
+ + +\begin{displaymath} +x[n] = a \cdot \cos(\alpha n) +\end{displaymath} +
+
+

+the result of squaring is: +

+
+ + +\begin{displaymath} +{{x[n]}^2} = {{a^2}\over 2} \left ( \cos(2 \alpha n) + 1 \right ) +\end{displaymath} +
+
+

+and so if the low-pass filter effectively stops the component of frequency +$2 \alpha$ we will get out approximately the constant ${{a^2} / 2}$, which +is indeed the average power. + +

+The situation for a signal with several components is similar. Suppose the +input signal is now, +

+
+ + +\begin{displaymath} +x[n] = a \cdot \cos(\alpha n) + b \cdot \cos(\beta n) +\end{displaymath} +
+
+

+whose spectrum is plotted in Figure 8.27 (part a). (We have omitted +the two phase terms but they will have no effect on the outcome.) Squaring the +signal produces the spectrum shown in part (b) (see Section +5.2).) We can get the desired fixed value of +$({a^2} + +{b^2})/2$ simply by filtering out all the other components; ideally the result +will be a constant (DC) signal. As long as we filter out all the partials, and +also all the difference tones, we end up with a stable output that correctly +estimates the average power. + +

+ +

+ + + +
Figure 8.27: +Envelope following from the spectral point of view: (a) an +incoming signal with two components; (b) the result of squaring it.
\begin{figure}\psfig{file=figs/fig08.27.ps}\end{figure}
+
+ +

+Envelope followers may also be used on noisy signals, which may be thought of +as signals with dense spectra. In this situation there will be difference +frequencies arbitrarily close to zero, and filtering them out +entirely will be impossible; we will always get fluctuations in the output, but +they will decrease proportionally as the filter's passband is narrowed. + +

+Although a narrower passband will always give a cleaner output, whether for +discrete or continuous spectra, the filter's settling time will lengthen +proportionally as the passband is narrowed. There is thus a tradeoff between +getting a quick response and a smooth result. + +

+

+ + +next + +up + +previous + +contents + +index +
+ Next: Single Sideband Modulation + Up: Applications + Previous: Subtractive synthesis +   Contents +   Index + +
+Miller Puckette +2006-12-30 +
+ + diff --git a/node154.html b/node154.html new file mode 100644 index 0000000..2ad691d --- /dev/null +++ b/node154.html @@ -0,0 +1,398 @@ + + + + + +Single Sideband Modulation + + + + + + + + + + + + + + + + + + +next + +up + +previous + +contents + +index +
+ Next: Examples + Up: Applications + Previous: Envelope following +   Contents +   Index +
+
+ + +

+ +
+Single Sideband Modulation +

+ +

+As we saw in Chapter 5, multiplying two real sinusoids together results +in a signal with two new components at the sum and difference of the +original frequencies. If we carry out the same operation with complex +sinusoids, we get only one new resultant frequency; this is one result of +the greater mathematical simplicity of complex sinusoids as compared to +real ones. If we multiply a complex sinusoid +$1, Z, {Z^2}, \ldots$ +with another one, +$1, W, {W^2}, \ldots$ the result is + +$1, WZ, {{(WZ)}^2}, \ldots$, which is another complex sinusoid whose +frequency, $\angle(ZW)$, is the sum of the two original frequencies. + +

+In general, since complex sinusoids have simpler properties than real ones, it +is often useful to be able to convert from real sinusoids to complex ones. In +other words, from the real sinusoid: +

+
+ + +\begin{displaymath} +x[n] = a \cdot \cos (\omega n) +\end{displaymath} +
+
+

+(with a spectral peak of amplitude $a/2$ and frequency $\omega $) we would like +a way of computing the complex sinusoid: +

+
+ + +\begin{displaymath} +X[n] = a \left ( \cos (\omega n) + i \sin (\omega n) \right ) +\end{displaymath} +
+
+

+so that +

+
+ + +\begin{displaymath} +x[n] = \mathrm{re} (X[n]) +\end{displaymath} +
+
+

+We would like a linear process for doing this, so that superpositions of +sinusoids get treated as if their components were dealt with separately. + +

+Of course we could equally well have chosen the complex sinusoid with +frequency $-\omega$: +

+
+ + +\begin{displaymath} +X'[n] = a \left ( \cos (\omega n) - i \sin (\omega n) \right ) +\end{displaymath} +
+
+

+and in fact $x[n]$ is just half the sum of the two. In essence we need a filter +that will pass through positive frequencies (actually frequencies between +0 and $\pi $, corresponding to values of $Z$ on the top half of the complex +unit circle) from negative values +(from $-\pi$ to 0, or equivalently, from $\pi $ to $2\pi $--the bottom +half of the unit circle). + +

+One can design such a filter by designing a low-pass filter with cutoff +frequency $\pi /2$, and then performing a rotation by $\pi /2$ radians using the +technique of Section 8.3.4. However, it turns out to be +easier to do it using two specially designed networks of all-pass filters +with real coefficients. + +

+Calling the transfer functions of the two filters $H_1$ and $H_2$, we design +the filters so that +

+
+ + +\begin{displaymath} +\angle({H_1}(Z)) - \angle({H_2}(Z)) \approx +\left \{ +\be... +...pi} \\ +-\pi/2 & {-\pi < \angle(Z) < 0} +\end{array} \right . +\end{displaymath} +
+
+

+or in other words, +

+
+ + +\begin{displaymath} +{H_1}(Z) \approx i {H_2}(Z) , \; 0 < \angle(Z) < \pi +\end{displaymath} +
+
+

+

+
+ + +\begin{displaymath} +{H_1}(Z) \approx -i {H_2}(Z) , \; -\pi < \angle(Z) < 0 +\end{displaymath} +
+
+

+Then for any incoming real-valued signal $x[n]$ we simply form a complex number +$a[n] + i b[n]$ where $a[n]$ is the output of the first filter and $b[n]$ is +the output of the second. Any complex sinusoidal component of $x[n]$ +(call it $Z^n$) will be transformed to +

+
+ + +\begin{displaymath} +{H_1}(Z) + i {H_2}(Z) \approx +\left \{ +\begin{array}{ll} +... +...ngle(Z) < \pi} \\ +0 & \mbox{otherwise} +\end{array} \right . +\end{displaymath} +
+
+

+ +

+Having started with a real-valued signal, whose energy is split equally into +positive and negative frequencies, we end up with a complex-valued one with +only positive frequencies. + +

+

+ + +next + +up + +previous + +contents + +index +
+ Next: Examples + Up: Applications + Previous: Envelope following +   Contents +   Index + +
+Miller Puckette +2006-12-30 +
+ + diff --git a/node155.html b/node155.html new file mode 100644 index 0000000..4dc9f6b --- /dev/null +++ b/node155.html @@ -0,0 +1,100 @@ + + + + + +Examples + + + + + + + + + + + + + + + + + + + +next + +up + +previous + +contents + +index +
+ Next: Prefabricated low-, high-, and + Up: Filters + Previous: Single Sideband Modulation +   Contents +   Index +
+
+ + +

+Examples +

+ +

+In this section we will first introduce some easy-to-use prefabricated filters +available in Pd to develop examples showing applications from +the previous section. Then we will show some more sophisticated applications +that require specially designed filters. + +

+

+ +Subsections + + + +
+
+Miller Puckette +2006-12-30 +
+ + diff --git a/node156.html b/node156.html new file mode 100644 index 0000000..2932e14 --- /dev/null +++ b/node156.html @@ -0,0 +1,182 @@ + + + + + +Prefabricated low-, high-, and band-pass filters + + + + + + + + + + + + + + + + + + + +next + +up + +previous + +contents + +index +
+ Next: Prefabricated time-varying band-pass filter + Up: Examples + Previous: Examples +   Contents +   Index +
+
+ + +

+Prefabricated low-, high-, and band-pass filters +

+ +

+Patches H01.low-pass.pd, H02.high-pass.pd, and H03.band-pass.pd (Figure 8.28) show Pd's +built-in filters, which implement filter designs described in Sections +8.3.1, 8.3.2 and 8.3.4. +Two of the patches also use a noise generator we have not introduced before. +We will need four new Pd objects: + +

+
+\fbox{\texttt{lop\~}}: +one-pole low-pass filter. The left inlet takes a signal to be filtered, and +the right inlet takes control messages to set the +cutoff frequency of the filter. The filter is normalized so that the +gain is one at frequency 0. + +

+
+\fbox{ \texttt{hip\~}}: +one-pole, one-zero high-pass filter, with the same inputs and outputs as +lop~, normalized to have a gain of one at the Nyquist frequency. + +

+
+\fbox{ \texttt{bp\~}}: +resonant filter. The middle inlet takes control messages to set the center +frequency, and the right inlet to set ``q". + +

+
+\fbox{ \texttt{noise\~}}: +white noise generator. Each sample is an independent +pseudo-random number, uniformly distributed from -1 to 1. + +

+ +

+ + + +
Figure 8.28: +Using prefabricated filters in Pd: (a) a low-pass filter, with +white noise as a test input; (b) using a high-pass filter to remove a +signal component of frequency 0.
\begin{figure}\psfig{file=figs/fig08.28.ps}\end{figure}
+
+ +

+The first three example patches demonstrate these three filters (see Figure +8.28). The lop~ and bp~ objects are demonstrated +with noise as input; hip~ as shown is used to remove the DC (zero +frequency) component of a signal. + +

+

+ + +next + +up + +previous + +contents + +index +
+ Next: Prefabricated time-varying band-pass filter + Up: Examples + Previous: Examples +   Contents +   Index + +
+Miller Puckette +2006-12-30 +
+ + diff --git a/node157.html b/node157.html new file mode 100644 index 0000000..22dc11e --- /dev/null +++ b/node157.html @@ -0,0 +1,155 @@ + + + + + +Prefabricated time-varying band-pass filter + + + + + + + + + + + + + + + + + + + +next + +up + +previous + +contents + +index +
+ Next: Envelope followers + Up: Examples + Previous: Prefabricated low-, high-, and +   Contents +   Index +
+
+ + +

+Prefabricated time-varying band-pass filter +

+ +

+Time-varying band-pass filtering, as often used in classical +subtractive synthesis (Section 8.4.1), can be done +using the vcf~ object, introduced here: + +

+
+\fbox{ \texttt{vcf\~}}: +a ``voltage controlled" band-pass filter, +similar to bp~, but with a signal inlet to control center frequency. +Both bp~ and vcf~ are one-pole resonant filters as +developed in Section 8.3.4; bp~ outputs only +the real part of the resulting signal, while vcf~ outputs the +real and imaginary parts separately. + +

+ +

+ + + +
Figure 8.29: +The vcf~ band-pass filter, with its center frequency +controlled by an audio signal (as compared to +bp~ which takes only control messages to set its center frequency.
\begin{figure}\psfig{file=figs/fig08.29.ps}\end{figure}
+
+ +

+Example H04.filter.sweep.pd (Figure 8.29) demonstrates using the vcf~ object for a simple and characteristic subtractive synthesis task. A +phasor~ object (at top) creates a sawtooth wave to filter. (This is +not especially good practice as we are not controlling the possibility of +foldover; a better sawtooth generator for this purpose will be developed in +Chapter 10.) The second phasor~ object (labeled ``LFO for sweep") +controls the time-varying center frequency. After adjusting to set the depth +and a base center frequency (given in MIDI units), the result is converted into +Hertz (using the tabread4~ object) and passed to vcf~ to set +its center frequency. Another example of using a vcf~ object for +subtractive synthesis is demonstrated in example H05.filter.floyd.pd. + +

+

+ + +next + +up + +previous + +contents + +index +
+ Next: Envelope followers + Up: Examples + Previous: Prefabricated low-, high-, and +   Contents +   Index + +
+Miller Puckette +2006-12-30 +
+ + diff --git a/node158.html b/node158.html new file mode 100644 index 0000000..1bf2e52 --- /dev/null +++ b/node158.html @@ -0,0 +1,149 @@ + + + + + +Envelope followers + + + + + + + + + + + + + + + + + + + +next + +up + +previous + +contents + +index +
+ Next: Single sideband modulation + Up: Examples + Previous: Prefabricated time-varying band-pass filter +   Contents +   Index +
+
+ + +

+Envelope followers +

+ +

+Example H06.envelope.follower.pd shows a simple and self-explanatory realization of the +envelope follower described in Section 8.4.2. An +interesting application of envelope following is shown in Example H07.measure.spectrum.pd (Figure 8.30, part a). A famous bell sample is looped as a test +sound. Rather than get the overall mean square power of the bell, we would +like to estimate the frequency and power of each of its partials. To do this +we sweep a band-pass filter up and down in frequency, listening to the result +and/or watching the filter's output power using an envelope follower. (We use +two band-pass filters in series for better isolation of the partials; this is +not especially good filter design practice but it will do in this context.) +When the filter is tuned to a partial the envelope follower reports its +strength. + +

+ +

+ + + +
Figure 8.30: +Analyzing the spectrum of a sound: (a) band-pass filtering a sampled +bell sound and envelope-following the result; (b) frequency-shifting a +partial to DC and reading off its real and imaginary part. +
\begin{figure}\psfig{file=figs/fig08.30.ps}\end{figure}
+
+ +

+Example H08.heterodyning.pd (part (b) of the figure) shows an alternative way of finding partial strengths of +an incoming sound; it has the advantage of reporting the phase as well as the +strength. First we modulate the desired partial down to zero frequency. We use +a complex-valued sinusoid as a modulator so that we get only one sideband for +each component of the input. The test frequency is the only frequency that is +modulated to DC; others go elsewhere. We then low-pass the resulting complex +signal. (We can use a real-valued low-pass filter separately on the real +and imaginary parts.) This essentially removes all the partials except for the +DC one, which we then harvest. This technique is the basis of Fourier +analysis, the subject of Chapter 9. + +

+

+ + +next + +up + +previous + +contents + +index +
+ Next: Single sideband modulation + Up: Examples + Previous: Prefabricated time-varying band-pass filter +   Contents +   Index + +
+Miller Puckette +2006-12-30 +
+ + diff --git a/node159.html b/node159.html new file mode 100644 index 0000000..6755faf --- /dev/null +++ b/node159.html @@ -0,0 +1,115 @@ + + + + + +Single sideband modulation + + + + + + + + + + + + + + + + + + + +next + +up + +previous + +contents + +index +
+ Next: Using elementary filters directly: + Up: Examples + Previous: Envelope followers +   Contents +   Index +
+
+ + +

+Single sideband modulation +

+ +

+ +

+ + + +
Figure 8.31: +Using an all-pass filter network to +make a frequency shifter. +
\begin{figure}\psfig{file=figs/fig08.31.ps}\end{figure}
+
+ +

+As described in Section 8.4.3, a pair of all-pass filters +can be constructed to give roughly $\pi /2$ phase difference for positive +frequencies and $-\pi/2$ for negative ones. The design of these pairs is +beyond the scope of this discussion (see, for instance, [Reg93]) but +Pd does provide an abstraction, hilbert~, to do this. Example +H09.ssb.modulation.pd, shown in Figure 8.31, demonstrates how to use the +hilbert~ abstraction to do signal sideband modulation. The +Hilbert transform dates to the analog era [Str95, pp.129-132]. + +

+The two outputs of hilbert~, considered as the real and imaginary parts +of a complex-valued signal, are multiplied by a complex sinusoid (at +right in the figure), and the real part is output. The components of the +resulting signal are those of the input shifted by a (positive or negative) +frequency specified in the number box. + +

+

+
+Miller Puckette +2006-12-30 +
+ + diff --git a/node16.html b/node16.html new file mode 100644 index 0000000..d3ab63b --- /dev/null +++ b/node16.html @@ -0,0 +1,209 @@ + + + + + +Quick Introduction to Pd + + + + + + + + + + + + + + + + + + + +next + +up + +previous + +contents + +index +
+ Next: How to find and + Up: About the Software Examples + Previous: About the Software Examples +   Contents +   Index +
+
+ + +

+Quick Introduction to Pd +

+ +

+Pd documents are called +patches. They correspond roughly to the +boxes in the abstract block diagrams shown earlier in this chapter, but in +detail they +are quite different, because Pd is an implementation +environment, not a specification language. + +

+A Pd patch, such as the ones shown in +Figure 1.10, consists of a collection of +boxes +connected in a network. +The border of a box tells you how its text is interpreted and how the box +functions. In part (a) of the figure we see three types of boxes. From +top to bottom they are: + +

    +
  • a +message box. +Message boxes, with a flag-shaped border, interpret the text as a message to +send whenever the box is +activated (by an incoming message or with a pointing device). The message in this +case consists simply of the number ``21". + +

    +

    • +
  • an +object box. +Object boxes have a rectangular border; they interpret the text to create +objects +when you load a patch. Object boxes may hold hundreds of different +classes of objects--including oscillators, envelope generators, and other +signal processing modules to be introduced later--depending on the text +inside. In this example, the box holds an adder. In most Pd patches, the +majority of boxes are of type ``object". The first word typed into an object +box specifies its +class, +which in this case is just ``+". Any additional (blank-space-separated) words +appearing in the box are called +creation arguments, +which specify the initial state of the object when it is created. + +

    +

    • +
  • a +number box. +Number boxes are a particular type of +GUI box. Others include push buttons and +toggle switches; these will come up later in the examples. +The number box +has a punched-card-shaped border, with a nick out of its top right corner. +Whereas the appearance +of an object or message box is fixed when a patch is running, a number box's +contents (the text) changes to reflect the current value held by the box. You +can also use a number box as a control by clicking and dragging up and down, or +by typing values in it. + +

    +

    • +
+In Figure +1.10 (part a) the message box, when clicked, sends the message ``21" to an +object box which adds 13 to it. The lines connecting the boxes carry data +from one box to the next; outputs of boxes are on the bottom and inputs on top. + +

+ +

+ + + +
Figure 1.10: +(a) three types of boxes in Pd (message, object, and GUI); (b) a simple patch to output a +sinusoid.
\begin{figure}\psfig{file=figs/fig01.10.ps}\end{figure}
+
+ +

+Figure 1.10 (part b) shows a Pd patch which +makes a sinusoid with controllable frequency and amplitude. The connecting +patch lines are of two types here; the thin ones are for carrying sporadic +messages, +and the thicker ones (connecting the oscillator, the multiplier, and the output +dac~ object) carry digital audio signals. Since Pd is a real-time +program, the audio signals flow in a continuous stream. On the other hand, the +sporadic messages appear at specific but possibly unpredictable instants in +time. + +

+Whether a connection carries messages or signals depends on the box +the connection comes from; so, for instance, the + +object outputs messages, but the *~ object +outputs a signal. The inputs of a given object may or may not accept +signals (but they always accept messages, even if only to convert them to +signals). As a convention, object boxes with signal inputs or outputs +are all named with a trailing tilde (``~") as in ``*~" +and ``osc~". + +

+

+ + +next + +up + +previous + +contents + +index +
+ Next: How to find and + Up: About the Software Examples + Previous: About the Software Examples +   Contents +   Index + +
+Miller Puckette +2006-12-30 +
+ + diff --git a/node160.html b/node160.html new file mode 100644 index 0000000..e2680ef --- /dev/null +++ b/node160.html @@ -0,0 +1,211 @@ + + + + + +Using elementary filters directly: shelving and peaking + + + + + + + + + + + + + + + + + + + +next + +up + +previous + +contents + +index +
+ Next: Making and using all-pass + Up: Examples + Previous: Single sideband modulation +   Contents +   Index +
+
+ + +

+Using elementary filters directly: shelving and peaking +

+ +

+ +

+ + + +
Figure 8.32: +Building filters from elementary, raw ones: (a) shelving; (b) peaking. +
\begin{figure}\psfig{file=figs/fig08.32.ps}\end{figure}
+
+ +

+No finite set of prefabricated filters could fill every possible need, and so +Pd provides the elementary filters of Sections +8.2.1-8.2.3 in raw form, so that the +user can supply the filter coefficients explicitly. In this section we will +describe patches that realize the shelving and peaking filters of Sections +8.3.3 and 8.3.5 directly from elementary filters. +First we introduce the six Pd objects that realize elementary filters: + +

+
+\fbox{ \texttt{rzero\~}}, +
+\fbox{ \texttt{rzero\_rev\~}}, +
+\fbox{ \texttt{rpole\~}}: +elementary filters with real-valued coefficients operating on real-valued +signals. The three implement non-recirculating filters of the first and +second types, and the recirculating filter. They all have one inlet, at +right, to supply the coefficient that sets the location of the zero or pole. +The inlet +for the coefficient (as well as the left inlet for the signal to filter) take +audio signals. No stability check is performed. + +

+
+\fbox{ \texttt{czero\~}}, +
+\fbox{ \texttt{czero\_rev\~}}, +
+\fbox{ \texttt{cpole\~}}: +elementary filters with complex-valued coefficients, operating on complex-valued +signals, corresponding to the real-valued ones above. Instead of two inlets and +one outlet, each of these filters has four inlets (real and imaginary part of +the signal to filter, and real and imaginary part of the coefficient) and +two outlets for the complex-valued output. + +

+The example patches use a pair of abstractions to graph the frequency and phase +responses of filters as explained in Example H10.measurement.pd. Example H11.shelving.pd (Figure 8.32, part a) shows how to make a shelving filter. One +elementary non-recirculating filter (rzero~) and one elementary +recirculating one (rpole~) are put in series. As the analysis of +Section 8.3.9 might suggest, the rzero~ object is placed +first. + +

+Example H12.peaking.pd (part (b) of the figure) implements a peaking filter. Here the +pole and the zero are rotated by an angle $\omega $ to control the center +frequency of the filter. The bandwidth and center frequency gain are equal to +the shelf frequency and the DC gain of the corresponding shelving filter. + +

+Example H13.butterworth.pd demonstrates a three-pole, three-zero Butterworth shelving +filter. The filter itself is an abstraction, butterworth3~, for +easy reuse. + +

+

+ + +next + +up + +previous + +contents + +index +
+ Next: Making and using all-pass + Up: Examples + Previous: Single sideband modulation +   Contents +   Index + +
+Miller Puckette +2006-12-30 +
+ + diff --git a/node161.html b/node161.html new file mode 100644 index 0000000..8f76c02 --- /dev/null +++ b/node161.html @@ -0,0 +1,103 @@ + + + + + +Making and using all-pass filters + + + + + + + + + + + + + + + + + + +next + +up + +previous + +contents + +index +
+ Next: Exercises + Up: Examples + Previous: Using elementary filters directly: +   Contents +   Index +
+
+ + +

+Making and using all-pass filters +

+ +

+ +

+ + + +
Figure 8.33: +All-pass filters: (a) making an all-pass filter from elementary +filters; (b) using four all-pass filters to build a phaser. +
\begin{figure}\psfig{file=figs/fig08.33.ps}\end{figure}
+
+ +

+Example H14.all.pass.pd (Figure 8.33, part a) shows how to make an all-pass +filter out of a non-recirculating filter, +second form (rzero_rev~) and a recirculating filter (rpole~). +The coefficient, ranging from -1 to 1, is controlled in hundredths. + +

+Example H15.phaser.pd (part b of the figure) shows how to use four all-pass filters to +make a classic phaser. The phaser works by summing the input signal with a +phase-altered version of it, making interference effects. The amount of phase +change is varied in time by varying the (shared) coefficient of the all-pass +filters. The overall effect is somewhat similar to a flanger (time-varying comb +filter) but the phaser does not impose a pitch as the comb filter does. + +

+

+
+Miller Puckette +2006-12-30 +
+ + diff --git a/node162.html b/node162.html new file mode 100644 index 0000000..8ea9eb2 --- /dev/null +++ b/node162.html @@ -0,0 +1,158 @@ + + + + + +Exercises + + + + + + + + + + + + + + + + + + +next + +up + +previous + +contents + +index +
+ Next: Fourier analysis and resynthesis + Up: Filters + Previous: Making and using all-pass +   Contents +   Index +
+
+ + +

+Exercises +

+ +

+ +

    +
  1. A recirculating elementary filter has a pole at $i/2$. At what angular +frequency is its gain greatest, and what is the gain there? At what angular +frequency is the gain least, and what is the gain there? + +

    +

    2. +
  2. A shelving filter has a pole at 0.9 and a zero at 0.8. What are: the DC +gain; the gain at Nyquist; the approximate transition frequency? + +

    +

    3. +
  3. Suppose a complex recirculating filter has a pole at $P$. Suppose +further that you want to combine its real and imaginary output to make a +single, real-valued signal equivalent to a two-pole filter with poles at $P$ +and $\overline{P}$. How would you weight the two outputs? + +

    +

    4. +
  4. Suppose you wish to design a peaking filter with gain 2 at 1000 Hertz and +bandwidth 200 Hertz (at a sample rate of 44100 Hertz). Where, approximately, +would you put the upper pole and zero? + +

    +

    5. +
  5. In the same situation, where would you put the (upper) pole and zero +to remove a sinusoid at 1000 Hertz entirely, while attenuating only 3 decibels +at 1001 Hertz? + +

    +

    6. +
  6. A one-pole complex filter is excited by an impulse to make a tone at 1000 +Hertz, which decays 10 decibels in one second (at a sample rate of 44100 +Hertz). Where would you place the pole? What is the value of ``q"? + +

    +

    7. +
+
+ + +next + +up + +previous + +contents + +index +
+ Next: Fourier analysis and resynthesis + Up: Filters + Previous: Making and using all-pass +   Contents +   Index + +
+Miller Puckette +2006-12-30 +
+ + diff --git a/node163.html b/node163.html new file mode 100644 index 0000000..a5e0a16 --- /dev/null +++ b/node163.html @@ -0,0 +1,169 @@ + + + + + +Fourier analysis and resynthesis + + + + + + + + + + + + + + + + + + + +next + +up + +previous + +contents + +index +
+ Next: Fourier analysis of periodic + Up: book + Previous: Exercises +   Contents +   Index +
+
+ + +

+ +
+Fourier analysis and resynthesis +

+ +

+Among the applications of filters discussed in Chapter 8, we +saw how to use heterodyning, combined with a low-pass filter, to find the +amplitude and phase of a sinusoidal component of a signal (Page +[*]). In this chapter we will refine this technique +into what is called +Fourier analysis. +In its simplest form, Fourier analysis takes as input any periodic +signal (of period $N$) and outputs the complex-valued +amplitudes of its $N$ possible sinusoidal components. +These $N$ complex amplitudes can theoretically be used to +reconstruct the original signal exactly. This reconstruction is called +Fourier resynthesis. + +

+In this chapter we will start by developing the theory of Fourier analysis and +resynthesis of periodic sampled signals. Then we will go on to show how +to apply the same techniques to arbitrary signals, whether periodic or not. +Finally, we will develop some standard applications such as the phase vocoder. + +

+

+ +Subsections + + + +
+
+Miller Puckette +2006-12-30 +
+ + diff --git a/node164.html b/node164.html new file mode 100644 index 0000000..13f8321 --- /dev/null +++ b/node164.html @@ -0,0 +1,459 @@ + + + + + +Fourier analysis of periodic signals + + + + + + + + + + + + + + + + + + + +next + +up + +previous + +contents + +index +
+ Next: Periodicity of the Fourier + Up: Fourier analysis and resynthesis + Previous: Fourier analysis and resynthesis +   Contents +   Index +
+
+ + +

+Fourier analysis of periodic signals +

+ +

+Suppose $X[n]$ is a complex-valued signal that repeats every $N$ samples. (We +are continuing to use complex-valued signals rather than real-valued ones +to simplify the mathematics.) Because of the period $N$, the +values of $X[n]$ for +$n=0,\ldots,N-1$ determine $X[n]$ for all integer values +of $n$. + +

+Suppose further that $X[n]$ can be written as a sum of complex sinusoids of +frequency $0$, $2\pi/N$, $4\pi/N$, $\ldots$, $2(N-1)\pi/N$. These are the +partials, starting with the zeroth, for a signal of period $N$. We stop at +the $N$th term because the next one would have frequency $2\pi $, equivalent +to frequency $0$, which is already on the list. + +

+Given the values of $X$, we wish to find the complex amplitudes of the +partials. Suppose we want the $k$th partial, where $0 \leq k < N$. The +frequency of this partial is $2\pi k / N$. We can find its complex amplitude +by modulating $X$ downward $2\pi k / N$ radians per sample in frequency, so +that the $k$th partial is modulated to frequency zero. Then we pass the signal +through a low-pass filter with such a low cutoff frequency that nothing but the +zero-frequency partial remains. We can do this in effect by averaging over a +huge number of samples; but since the signal repeats every $N$ samples, this +huge average is the same as the average of the first $N$ samples. In short, to +measure a sinusoidal component of a periodic signal, modulate it down to DC and +then average over one period. + +

+Let $\omega=2\pi/N$ be the fundamental frequency for the period $N$, and +let $U$ be the unit-magnitude complex number with argument $\omega $: +

+
+ + +\begin{displaymath} +U = \cos(\omega) + i \sin(\omega) +\end{displaymath} +
+
+

+The $k$th partial of the signal $X[n]$ is of the form: +

+
+ + +\begin{displaymath} +{P_k}[n] = {A_k}{{\left [ {U^k} \right ]} ^ {n}} +\end{displaymath} +
+
+

+where ${A_k}$ is the complex amplitude of the partial, and the frequency +of the partial is: +

+
+ + +\begin{displaymath} +\angle({U^k}) = k \angle(U) = k\omega +\end{displaymath} +
+
+

+We're assuming for the moment that the signal $X[n]$ can actually be written +as a sum of the $n$ partials, or in other words: +

+
+ + +\begin{displaymath} +X[n] = +{A_0}{{\left [ {U^0} \right ]} ^ {n}} ++ {A_1}{{\l... +...n}} ++ \cdots ++ {A_{N-1}}{{\left [ {U^{N-1}} \right ]} ^ {n}} +\end{displaymath} +
+
+

+By the heterodyne-filtering argument above, we expect to be able to measure +each $A_k$ by multiplying by the sinusoid of frequency $-k\omega$ and +averaging over a period: +

+
+ + +\begin{displaymath} +{A_k} = {1\over N} \left ( +{{\left [ {U^{-k}} \right ]} ^ ... +...dots + +{{\left [ {U^{-k}} \right ]} ^ {N-1}} X[N-1] +\right ) +\end{displaymath} +
+
+

+This is such a useful formula that it gets its own notation. The +Fourier transform +of a signal $X[n]$, over $N$ samples, is defined as: +

+
+ + +\begin{displaymath} +{\cal FT}\left \{ X[n] \right \} (k) = +{V ^ {0}} X[0] + +{V ^ {1}} X[1] + +\cdots + +{V ^ {N-1}} X[N-1] +\end{displaymath} +
+
+

+where $V = {U^{-k}}$. The Fourier transform is a function of the variable $k$, +equal to $N$ times the amplitude of the input's $k$th partial. So far $k$ +has taken integer values but the formula makes sense for any value of $k$ if we +define $V$ more generally as: +

+
+ + +\begin{displaymath} +V = \cos(-k\omega) + i\sin(-k\omega) +\end{displaymath} +
+
+

+where, as before, $\omega=2\pi/N$ is the (angular) fundamental +frequency associated with the period $N$. + +

+

+ +Subsections + + + +
+ + +next + +up + +previous + +contents + +index +
+ Next: Periodicity of the Fourier + Up: Fourier analysis and resynthesis + Previous: Fourier analysis and resynthesis +   Contents +   Index + +
+Miller Puckette +2006-12-30 +
+ + diff --git a/node165.html b/node165.html new file mode 100644 index 0000000..4a0cf42 --- /dev/null +++ b/node165.html @@ -0,0 +1,136 @@ + + + + + +Periodicity of the Fourier transform + + + + + + + + + + + + + + + + + + + +next + +up + +previous + +contents + +index +
+ Next: Fourier transform as additive + Up: Fourier analysis of periodic + Previous: Fourier analysis of periodic +   Contents +   Index +
+
+ + +

+Periodicity of the Fourier transform +

+ +

+If X[n] is, as above, a signal that repeats every $N$ samples, the Fourier +transform of X[n] also repeats itself every $N$ units of frequency, that is, +

+
+ + +\begin{displaymath} +{\cal FT}\left \{ X[n] \right \} (k+N) = +{\cal FT}\left \{ X[n] \right \} (k) +\end{displaymath} +
+
+

+for all real values of $k$. This follows immediately from the definition +of the Fourier transform, since the factor +

+
+ + +\begin{displaymath} +V = \cos(-k\omega) + i\sin(-k\omega) +\end{displaymath} +
+
+

+is unchanged when we add $N$ (or any multiple of $N$) to $k$. + +

+

+
+Miller Puckette +2006-12-30 +
+ + diff --git a/node166.html b/node166.html new file mode 100644 index 0000000..130435d --- /dev/null +++ b/node166.html @@ -0,0 +1,334 @@ + + + + + +Fourier transform as additive synthesis + + + + + + + + + + + + + + + + + + +next + +up + +previous + +contents + +index +
+ Next: Properties of Fourier transforms + Up: Fourier analysis of periodic + Previous: Periodicity of the Fourier +   Contents +   Index +
+
+ + +

+ +
+Fourier transform as additive synthesis +

+ +

+Now consider an arbitrary signal $X[n]$ that repeats every $N$ +samples. (Previously we +had assumed that $X[n]$ could be obtained as a sum of sinusoids, and we haven't +yet found out whether every periodic $X[n]$ can be obtained that way.) Let +$Y[k]$ denote the Fourier transform of $X$ for +$k = 0, ..., N-1$: +

+
+ + +\begin{displaymath} +Y[k] = {\cal FT}\left \{ X[n] \right \} (k) +\end{displaymath} +
+
+

+

+
+ + +\begin{displaymath} += {{\left [ {U^{-k}} \right ]} ^ {0}} X[0] + +{{\left [ {U^... +...X[1] + +\cdots + +{{\left [ {U^{-k}} \right ]} ^ {N-1}} X[N-1] +\end{displaymath} +
+
+

+

+
+ + +\begin{displaymath} += {{\left [ {U^{0}} \right ]} ^ {k}} X[0] + +{{\left [ {U^{... +...1] + +\cdots + +{{\left [ {U^{-(N-1)}} \right ]} ^ {k}} X[N-1] +\end{displaymath} +
+
+

+In the second version we rearranged the exponents to show that $Y[k]$ is a sum +of complex sinusoids, with complex amplitudes $X[m]$ and frequencies $-m\omega$ +for +$m = 0, \ldots, N-1$. In other words, $Y[k]$ can be considered as a +Fourier series in its own right, whose $m$th component has strength $X[-m]$. +(The expression $X[-m]$ makes sense because $X$ is a periodic signal). +We can also express the amplitude of the partials of $Y[k]$ in terms of its own +Fourier transform. Equating the two gives: +

+
+ + +\begin{displaymath} +{1 \over N} {\cal FT} \left \{ Y[k] \right \} (m) = X[-m] +\end{displaymath} +
+
+

+This means in turn that $X[-m]$ can be obtained by summing sinusoids with +amplitudes $Y[k]/N$. Setting $n = -m$ gives: +

+
+ + +\begin{displaymath} +X[n] = {1 \over N} {\cal FT} \left \{ Y[k] \right \} (-n) +\end{displaymath} +
+
+

+

+
+ + +\begin{displaymath} += {{\left [ {U^{0}} \right ]} ^ {n}} Y[0] + +{{\left [ {U^{... +...Y[1] + +\cdots + +{{\left [ {U^{N-1}} \right ]} ^ {n}} Y[N-1] +\end{displaymath} +
+
+

+This shows that any periodic $X[n]$ can indeed be obtained as a sum of +sinusoids. Further, the formula explicitly shows how to reconstruct $X[n]$ +from its Fourier transform $Y[k]$, if we know its value for the integers +$k=0, +\ldots, N-1$. + +

+

+ + +next + +up + +previous + +contents + +index +
+ Next: Properties of Fourier transforms + Up: Fourier analysis of periodic + Previous: Periodicity of the Fourier +   Contents +   Index + +
+Miller Puckette +2006-12-30 +
+ + diff --git a/node167.html b/node167.html new file mode 100644 index 0000000..32c01be --- /dev/null +++ b/node167.html @@ -0,0 +1,95 @@ + + + + + +Properties of Fourier transforms + + + + + + + + + + + + + + + + + + + +next + +up + +previous + +contents + +index +
+ Next: Fourier transform of DC + Up: Fourier analysis and resynthesis + Previous: Fourier transform as additive +   Contents +   Index +
+
+ + +

+Properties of Fourier transforms +

+ +

+In this section we will investigate what happens when we take the Fourier +transform of a (complex) sinusoid. The simplest one is ``DC", the special +sinusoid of frequency zero. After we derive the Fourier transform of that, we +will develop some properties of Fourier transforms that allow us to apply the +result to any other sinusoid. + +

+

+ +Subsections + + + +
+
+Miller Puckette +2006-12-30 +
+ + diff --git a/node168.html b/node168.html new file mode 100644 index 0000000..d4bae66 --- /dev/null +++ b/node168.html @@ -0,0 +1,533 @@ + + + + + +Fourier transform of DC + + + + + + + + + + + + + + + + + + + +next + +up + +previous + +contents + +index +
+ Next: Shifts and phase changes + Up: Properties of Fourier transforms + Previous: Properties of Fourier transforms +   Contents +   Index +
+
+ + +

+Fourier transform of DC +

+ +

+Let $X[n]=1$ for all $n$ (this repeats with any desired integer period +$N>1$). From the preceding discussion, we expect to find that +

+
+ + +\begin{displaymath} +{\cal FT} \left \{ X[n] \right \} (k) = +\left \{ +\begin{... +...} +N & {k=0} \\ +0 & {k=1, \ldots, N-1} +\end{array} \right . +\end{displaymath} +
+
+

+We will often need to know the answer for non-integer values of $k$ however, +and for this there is nothing better to do than to calculate the value +directly: +

+
+ + +\begin{displaymath} +{\cal FT}\left \{ X[n] \right \} (k) = +{V ^ {0}} X[0] + +{V ^ {1}} X[1] + +\cdots + +{V ^ {N-1}} X[N-1] +\end{displaymath} +
+
+

+where $V$ is, as before, the unit magnitude complex number with argument +$-k\omega$. This is a geometric series; as long as $V \not= 1$ we get: +

+
+ + +\begin{displaymath} +{\cal FT} \left \{ X[n] \right \} (k) = +{{ +{V^N} - 1 +} \over { +V - 1 +}} +\end{displaymath} +
+
+

+We now symmetrize the top and bottom in the same way as we earlier did in +Section 7.3. To do this let: +

+
+ + +\begin{displaymath} +\xi = \cos(\pi k / N) - i \sin(\pi k / N) +\end{displaymath} +
+
+

+so that ${\xi^2} = V$. Then factoring appropriate powers of $\xi$ out of the +numerator and denominator gives: +

+
+ + +\begin{displaymath} +{\cal FT} \left \{ X[n] \right \} (k) = +{\xi^{N-1}} +{{ +{\xi^N} - {\xi^{-N}} +} \over { +\xi - {\xi^{-1}} +}} +\end{displaymath} +
+
+

+It's easy now to simplify the numerator: +

+
+ + +\begin{displaymath} +{\xi^N} - {\xi^{-N}} = +\left (\cos(\pi k) - i \sin(\pi k) ... +...eft (\cos(\pi k) + i \sin(\pi k) \right ) += - 2 i \sin(\pi k) +\end{displaymath} +
+
+

+and similarly for the denominator, giving: +

+
+ + +\begin{displaymath} +{\cal FT} \left \{ X[n] \right \} (k) = +\left ( { +\parbo... +... +} \right ) +{{ +\sin(\pi k) +} \over { +\sin(\pi k / N) +}} +\end{displaymath} +
+
+

+Whether $V=1$ or not, we have +

+
+ + +\begin{displaymath} +{\cal FT} \left \{ X[n] \right \} (k) = +\left ( { +\parbo... +...(\pi k (N-1)/N) - i \sin(\pi k (N-1)/N) +} \right ) +{D_N}(k) +\end{displaymath} +
+
+

+where ${D_N}(k)$, known as the +Dirichlet kernel, +is defined as +

+
+ + +\begin{displaymath} +{D_N}(k) = +\left \{ +\begin{array}{ll} +N & {k= 0} \\ +{... +...pi k / N) +}} +& {k\not=0,\; -N < k < N} +\end{array} \right . +\end{displaymath} +
+
+

+ +

+Figure 9.1 shows the Fourier transform of $X[n]=1$, with $N=100$. The +transform repeats every 100 samples, with a peak at $k=0$, another at +$k=100$, and so on. The figure endeavors to show both the magnitude and phase +behavior using a 3-dimensional graph projected onto the page. The phase +term +

+
+ + +\begin{displaymath} +\cos(\pi k (N-1)/N) - i \sin(\pi k (N-1)/N) +\end{displaymath} +
+
+

+acts to twist the values of +${\cal FT} \left \{ X[n] \right \} (k)$ around +the $k$ axis with a period of approximately two. The Dirichlet kernel +${D_N}(k)$, shown in Figure 9.2, controls the magnitude of + +${\cal FT} \left \{ X[n] \right \} (k)$. It has a peak, two units wide, around +$k=0$. This is surrounded by one-unit-wide +sidelobes, +alternating in sign and gradually decreasing in magnitude as $k$ increases or +decreases away from zero. The phase term rotates by almost $\pi $ radians +each time the Dirichlet kernel changes sign, so that the product of the +two stays roughly in the same complex half-plane for $k>1$ (and in the +opposite half-plane for $k < -1$). The phase rotates by almost $2\pi $ +radians over the peak from $k=-1$ to $k=1$. + +

+ +

+ + + +
Figure 9.1: +The Fourier transform of a signal consisting of all ones. Here +N=100, and values are shown for $k$ ranging from -5 to 10. The result +is complex-valued and shown as a projection, with the real axis pointing up the +page and the imaginary axis pointing away from it.
\begin{figure}\psfig{file=figs/fig09.01.ps}\end{figure}
+
+ +

+ +

+ + + +
Figure 9.2: +The Dirichlet kernel, for $N$ = 100.
\begin{figure}\psfig{file=figs/fig09.02.ps}\end{figure}
+
+ +

+

+ + +next + +up + +previous + +contents + +index +
+ Next: Shifts and phase changes + Up: Properties of Fourier transforms + Previous: Properties of Fourier transforms +   Contents +   Index + +
+Miller Puckette +2006-12-30 +
+ + diff --git a/node169.html b/node169.html new file mode 100644 index 0000000..c358dbd --- /dev/null +++ b/node169.html @@ -0,0 +1,490 @@ + + + + + +Shifts and phase changes + + + + + + + + + + + + + + + + + + + +next + +up + +previous + +contents + +index +
+ Next: Fourier transform of a + Up: Properties of Fourier transforms + Previous: Fourier transform of DC +   Contents +   Index +
+
+ + +

+ +
+Shifts and phase changes +

+ +

+Section 7.2 showed how time-shifting a signal changes the +phases of its sinusoidal components, and Section 8.4.3 +showed how multiplying a signal by a complex sinusoid shifts its component +frequencies. These two effects have corresponding identities +involving the Fourier transform. + +

+First we consider a time shift. If $X[n]$, as usual, is a complex-valued +signal that repeats every $N$ samples, let $Y[n]$ be $X[n]$ delayed $d$ +samples: +

+
+ + +\begin{displaymath} +Y[n] = X[n-d] +\end{displaymath} +
+
+

+which also repeats every $N$ samples since $X$ does. We can reduce the Fourier +transform of $Y[n]$ this way: +

+
+ + +\begin{displaymath} +{\cal FT} \left \{ Y[n] \right \} (k) = +{V ^ {0}} Y[0] + +{V ^ {1}} Y[1] + +\cdots + +{V ^ {N-1}} Y[N-1] +\end{displaymath} +
+
+

+

+
+ + +\begin{displaymath} += +{V ^ {0}} X[-d] + +{V ^ {1}} X[-d+1] + +\cdots + +{V ^ {N-1}} X[-d+N-1] +\end{displaymath} +
+
+

+

+
+ + +\begin{displaymath} += +{V ^ {d}} X[0] + +{V ^ {d+1}} X[1] + +\cdots + +{V ^ {d+N-1}} X[N-1] +\end{displaymath} +
+
+

+

+
+ + +\begin{displaymath} += {V^d} \left ( +{V ^ {0}} X[0] + +{V ^ {1}} X[1] + +\cdots + +{V ^ {N-1}} X[N-1] +\right ) +\end{displaymath} +
+
+

+

+
+ + +\begin{displaymath} += {V^d} {\cal FT} \left \{ X[n] \right \} (k) +\end{displaymath} +
+
+

+(The third line is just the second one with the terms summed in a +different order). We therefore get the Time Shift Formula for Fourier +Transforms: +

+
+ + +\begin{displaymath} +{\cal FT} \left \{ X[n-d] \right \} (k) = +\left ( { +\par... +...-dk\omega) +} \right ) +{\cal FT} \left \{ X[n] \right \} (k) +\end{displaymath} +
+
+

+The Fourier transform of $X[n-d]$ is a phase term times the Fourier transform +of $X[n]$. The phase is changed by $-dk\omega$, a +linear function of the frequency $k$. + +

+Now suppose instead that we change our starting signal $X[n]$ by multiplying +it by a complex exponential $Z^n$ with angular frequency $\alpha $: +

+
+ + +\begin{displaymath} +Y[n] = {Z^n} X[n] +\end{displaymath} +
+
+

+

+
+ + +\begin{displaymath} +Z = \cos(\alpha) + i \sin(\alpha) +\end{displaymath} +
+
+

+The Fourier transform is: +

+
+ + +\begin{displaymath} +{\cal FT} \left \{ Y[n] \right \} (k) = +{V ^ {0}} Y[0] + +{V ^ {1}} Y[1] + +\cdots + +{V ^ {N-1}} Y[N-1] +\end{displaymath} +
+
+

+

+
+ + +\begin{displaymath} += +{V ^ {0}} X[0] + +{V ^ {1}} Z X[1] + +\cdots + +{V ^ {N-1}} {Z^{N-1}} X[N-1] +\end{displaymath} +
+
+

+

+
+ + +\begin{displaymath} += +{{(VZ)} ^ {0}} X[0] + +{{(VZ)} ^ {1}} X[1] + +\cdots + +{{(VZ)} ^ {N-1}} X[N-1] +\end{displaymath} +
+
+

+

+
+ + +\begin{displaymath} += {\cal FT} \left \{ X[n] \right \} (k - {{\alpha } \over {\omega}}) +\end{displaymath} +
+
+

+We therefore get the Phase Shift Formula for Fourier Transforms: + +

+
+ + +\begin{displaymath} +{\cal FT} \left \{ (\cos(\alpha) + i \sin(\alpha)) X[n] \ri... +...l FT} \left \{ X[n] \right \} (k - {{\alpha N} \over {2 \pi}}) +\end{displaymath} +
+
+

+ +

+

+ + +next + +up + +previous + +contents + +index +
+ Next: Fourier transform of a + Up: Properties of Fourier transforms + Previous: Fourier transform of DC +   Contents +   Index + +
+Miller Puckette +2006-12-30 +
+ + diff --git a/node17.html b/node17.html new file mode 100644 index 0000000..bffb8ba --- /dev/null +++ b/node17.html @@ -0,0 +1,145 @@ + + + + + +How to find and run the examples + + + + + + + + + + + + + + + + + + +next + +up + +previous + +contents + +index +
+ Next: Examples + Up: About the Software Examples + Previous: Quick Introduction to Pd +   Contents +   Index +
+
+ + +

+How to find and run the examples +

+ +

+To run the patches, you must first download, install, and run Pd. +Instructions for +doing this appear in Pd's on-line HTML documentation, which you can find at +http://crca.ucsd.edu/~msp/software.htm. + +

+This book should appear at +http:/crca/ucsd/edu/~msp/techniques.htm, possibly in several revisions. +Choose the revision that corresponds to the text you're reading (or perhaps +just the latest one) and download the archive +containing the associated revision of the examples (you may also download an +archive of the HTML version of this book for easier access on your machine). The examples +should all stay in a single directory, since some of them depend on other +files in that directory and might not load them correctly if you have moved +things around. + +

+If you do want to copy one of the examples to another directory so that you +can build on it (which you're welcome to do), you should either include +the examples directory in Pd's search path (see the Pd documentation) or +else figure out what other files are needed and copy them too. A good way +to find this out is just to run Pd on the relocated file and see what Pd +complains it can't find. + +

+There should be dozens of files in the ``examples" folder, including the +examples themselves and the support files. The filenames of the examples +all begin with a letter (A for chapter 1, B for 2, etc.) and a number, as +in ``A01.sinewave.pd". + +

+The example patches are also distributed with Pd, but beware that you may find +a different version of the examples which might not correspond to the text +you're reading. + +

+

+ + +next + +up + +previous + +contents + +index +
+ Next: Examples + Up: About the Software Examples + Previous: Quick Introduction to Pd +   Contents +   Index + +
+Miller Puckette +2006-12-30 +
+ + diff --git a/node170.html b/node170.html new file mode 100644 index 0000000..a52ee86 --- /dev/null +++ b/node170.html @@ -0,0 +1,275 @@ + + + + + +Fourier transform of a sinusoid + + + + + + + + + + + + + + + + + + +next + +up + +previous + +contents + +index +
+ Next: Fourier analysis of non-periodic + Up: Properties of Fourier transforms + Previous: Shifts and phase changes +   Contents +   Index +
+
+ + +

+Fourier transform of a sinusoid +

+ +

+We can use the phase shift formula above to find the Fourier transform of +any complex sinusoid ${Z^n}$ with frequency $\alpha $, simply by setting +$X[n]=1$ in the formula and using the Fourier transform for DC: +

+
+ + +\begin{displaymath} +{\cal FT} \left \{ {Z^n} \right \} (k) = +{\cal FT} \left \{ 1 \right \}(k - {{\alpha } \over {\omega}}) +\end{displaymath} +
+
+

+

+
+ + +\begin{displaymath} += \left [ \cos(\Phi(k)) + i \sin(\Phi(k))\right ] +{D_N}(k - {{\alpha } \over {\omega}}) +\end{displaymath} +
+
+

+where ${D_N}$ is the Dirichlet kernel and $\Phi$ is an ugly phase term: +

+
+ + +\begin{displaymath} +\Phi(k) = - \pi \cdot (k - {{\alpha } \over {\omega}}) \cdot (N-1)/N +\end{displaymath} +
+
+

+ +

+ +

+ + + +
Figure 9.3: +Fourier transforms of complex sinusoids, with $N$ = 100: (a) +with frequency $2\omega $ ; (b) with frequency $1.5\omega $. (The effect of +the phase winding term is not shown.) +
\begin{figure}\psfig{file=figs/fig09.03.ps}\end{figure}
+
+ +

+If the sinusoid's frequency $\alpha $ is an integer multiple of the fundamental +frequency $\omega $, the Dirichlet kernel is shifted to the left or right by an +integer. In this case the zero crossings of the Dirichlet kernel line up with +integer values of $k$, so that only one partial is nonzero. This is pictured +in Figure 9.3 (part a). + +

+ +

+ + + +
Figure 9.4: +A complex sinusoid with frequency +$\alpha =1.5\omega =3\pi /N$, forced to +repeat every $N$ samples. ($N$ is arbitrarily set to 100; only the real +part is shown.) +
\begin{figure}\psfig{file=figs/fig09.04.ps}\end{figure}
+
+ +

+Part (b) shows the result when the frequency $\alpha $ falls halfway between two +integers. The partials have amplitudes falling off roughly as $1/k$ in both +directions, measured from the actual frequency $\alpha $. That the energy +should be spread over many partials, when after all we started with a single +sinusoid, might seem surprising at first. However, as shown in Figure +9.4, the signal repeats at a period $N$ which disagrees with the +frequency of the sinusoid. As a result there is a discontinuity at the +beginning of each period, and energy is flung over a wide range +of frequencies. + +

+

+ + +next + +up + +previous + +contents + +index +
+ Next: Fourier analysis of non-periodic + Up: Properties of Fourier transforms + Previous: Shifts and phase changes +   Contents +   Index + +
+Miller Puckette +2006-12-30 +
+ + diff --git a/node171.html b/node171.html new file mode 100644 index 0000000..3e63ad4 --- /dev/null +++ b/node171.html @@ -0,0 +1,543 @@ + + + + + +Fourier analysis of non-periodic signals + + + + + + + + + + + + + + + + + + + +next + +up + +previous + +contents + +index +
+ Next: Fourier analysis and reconstruction + Up: Fourier analysis and resynthesis + Previous: Fourier transform of a +   Contents +   Index +
+
+ + +

+Fourier analysis of non-periodic signals +

+ +

+Most signals aren't periodic, and even a periodic one might have an unknown +period. So we should be prepared to do Fourier analysis on signals without +making the comforting assumption that the signal to analyze repeats at a fixed +period $N$. Of course, we can simply take $N$ samples of the signal and +make it periodic; this is essentially what we did in the previous +section, in which a pure sinusoid gave us the complicated Fourier transform of +Figure 9.3 (part b). + +

+However, it would be better to get a result in which the response to a pure +sinusoid were better localized around the corresponding value of $k$. We +can accomplish this using the enveloping technique first introduced in Figure +2.7 (Page [*]). Applying this technique to Fourier +analysis will not only improve our analyses, but will also shed new light on +the enveloping looping sampler of Chapter 2. + +

+Given a signal $X[n]$, periodic or not, defined on the points from +$0$ to $N-1$, +the technique is to envelope the signal before doing the Fourier analysis. +The envelope shape is known as a +window function. +Given a window function $w[n]$, the +windowed Fourier transform +is: +

+
+ + +\begin{displaymath} +{\cal FT} \left \{ w[n] X[n] \right \} (k) +\end{displaymath} +
+
+

+Much ink has been spilled over the design of suitable window functions for +particular situations, but here we will consider the simplest one, named the +Hann +window function (the name is sometimes corrupted to ``Hanning" in DSP circles). +The Hann window is: +

+
+ + +\begin{displaymath} +w[n] = {1\over 2} - {1\over 2} \cos(2\pi n / N) +\end{displaymath} +
+
+

+It is easy to analyze the effect of multiplying a signal by the Hann window +before taking the Fourier transform, because the Hann window can be written +as a sum of three complex exponentials: +

+
+ + +\begin{displaymath} +w[n] = {1\over 2} - {1\over 4} {U^n} - {1\over 4} {U^{-n}} +\end{displaymath} +
+
+

+where as before, $U$ is the unit-magnitude complex number with argument +$2\pi/N$. +We can now calculate the windowed Fourier transform of a +sinusoid $Z^n$ with angular frequency $\alpha $ as before. The phases +come out messy and we'll replace them with simplified approximations: +

+
+ + +\begin{displaymath} +{\cal FT} \left \{ w[n] {Z^n} \right \} (k) +\end{displaymath} +
+
+

+

+
+ + +\begin{displaymath} += {\cal FT} \left \{ {1\over 2} {Z^n} - {1\over 4} {(UZ)^n} +- {1\over 4} {({U^{-1}}Z)^n}\right \} (k) +\end{displaymath} +
+
+

+

+
+ + +\begin{displaymath} +\approx \left [ \cos(\Phi(k)) + i \sin(\Phi(k))\right ] +M(k - {{\alpha } \over {\omega}}) +\end{displaymath} +
+
+

+where the (approximate) phase term is: +

+
+ + +\begin{displaymath} +\Phi(k) = - \pi \cdot (k - {{\alpha } \over {\omega}}) +\end{displaymath} +
+
+

+and the magnitude function is: +

+
+ + +\begin{displaymath} +M(k) = +{\left [ { +{1\over 2}{D_N}(k) ++ {1\over 4}{D_N}(k + 1) ++ {1\over 4}{D_N}(k - 1) +} \right ] } +\end{displaymath} +
+
+

+The magnitude function $M(k)$ is graphed in Figure 9.5. The three +Dirichlet kernel components are also shown separately. + +

+ +

+ + + +
Figure 9.5: +The magnitude M(k) of the Fourier transform of the Hann +window function. It is the sum of three (shifted and magnified) copies of the Dirichlet +kernel $D_N$, with $N=100$.
\begin{figure}\psfig{file=figs/fig09.05.ps}\end{figure}
+
+ +

+The main lobe of $M(k)$ is four harmonics wide, twice the width of the +main lobe of the Dirichlet kernel. The sidelobes, on the other hand, have +much smaller magnitude. Each sidelobe of $M(k)$ is a sum of three sidelobes +of ${D_n}(k)$, one attenuated by $1/2$ and the others, opposite in sign, +attenuated by $1/4$. They do not cancel out perfectly but they do cancel out +fairly well. + +

+The sidelobes reach their maximum amplitudes near their midpoints, and we +can estimate their amplitudes there, using the approximation: +

+
+ + +\begin{displaymath} +{D_N}(k) \approx { +{N \sin(\pi k) } \over {\pi k} +} +\end{displaymath} +
+
+

+Setting +$k = 3/2, 5/2, \ldots$ gives sidelobe amplitudes, relative to the +peak height $N$, of: +

+
+ + +\begin{displaymath} +{2 \over {3 \pi}} \approx -13 \mathrm{dB} , \; +{2 \over {5... +...{dB} , \; +{2 \over {9 \pi}} \approx -23 \mathrm{dB} , +\ldots +\end{displaymath} +
+
+

+The sidelobes drop off progressively more slowly so that the tenth one is only +attenuated about 30 dB and the 32nd one about -40 dB. On the +other hand, the Hann window sidelobes +are attenuated by: +

+
+ + +\begin{displaymath} +{2 \over {5 \pi}} - {1\over 2} [ {2 \over {3 \pi}} + {2 \over {7 \pi}} ] +\approx -32.30 \mathrm{dB} +\end{displaymath} +
+
+

+and $-42$, $-49$, $-54$, and $-59$ dB for the next four sidelobes. + +

+This shows that applying a Hann window before taking the Fourier transform +will better allow us to isolate sinusoidal +components. If a signal has many sinusoidal components, the sidelobes +engendered by each one will interfere with the main lobe of all the others. +Reducing the amplitude of the sidelobes reduces this interference. + +

+ +

+ + + +
Figure 9.6: +The Hann-windowed Fourier transform of a signal with two +sinusoidal components, at frequencies 5.3 and 10.6 times the fundamental, +and with different complex amplitudes.
\begin{figure}\psfig{file=figs/fig09.06.ps}\end{figure}
+
+ +

+Figure 9.6 shows a Hann-windowed Fourier analysis of a signal with +two sinusoidal components. The two are separated by about 5 times the +fundamental frequency $\omega $, and for each we see clearly the shape of the +Hann window's Fourier transform. Four points of the Fourier analysis lie +within the main lobe of $M(k)$ corresponding to each sinusoid. The amplitude +and phase of the individual sinusoids are reflected in those of the +(four-point-wide) peaks. The four points within a peak which happen to fall at +integer values $k$ are successively about one half cycle out of phase. + +

+To fully resolve the partials of a signal, we should choose an analysis size +$N$ large enough so that $\omega=2\pi/N$ is no more than a quarter of the +frequency separation between neighboring partials. For a periodic signal, for +example, the partials are separated by the fundamental frequency. For the +analysis to fully resolve the partials, the analysis period $N$ must be +at least four periods of the signal. + +

+In some applications it works to allow the peaks to overlap as long as the +center of each peak is isolated from all the other peaks; in this case the +four-period rule may be relaxed to three or even slightly less. + +

+

+ + +next + +up + +previous + +contents + +index +
+ Next: Fourier analysis and reconstruction + Up: Fourier analysis and resynthesis + Previous: Fourier transform of a +   Contents +   Index + +
+Miller Puckette +2006-12-30 +
+ + diff --git a/node172.html b/node172.html new file mode 100644 index 0000000..69cd23f --- /dev/null +++ b/node172.html @@ -0,0 +1,357 @@ + + + + + +Fourier analysis and reconstruction of audio signals + + + + + + + + + + + + + + + + + + + +next + +up + +previous + +contents + +index +
+ Next: Narrow-band companding + Up: Fourier analysis and resynthesis + Previous: Fourier analysis of non-periodic +   Contents +   Index +
+
+ + +

+Fourier analysis and reconstruction of audio signals +

+ +

+Fourier analysis can sometimes be used to resolve the component sinusoids in an +audio signal. Even when it can't go that far, it can separate a +signal into frequency regions, in the sense that for each $k$, the $k$th point +of the Fourier transform would be affected only by components close to +the nominal frequency $k\omega$. This suggests many interesting operations +we could perform on a signal by taking its Fourier transform, transforming +the result, and then reconstructing a new, transformed, signal from the +modified transform. + +

+ +

+ + + +
Figure 9.7: +Sliding-window analysis and resynthesis of an audio signal using +Fourier transforms. In this example the signal is filtered by multiplying the +Fourier transform with a desired frequency response.
\begin{figure}\psfig{file=figs/fig09.07.ps}\end{figure}
+
+ +

+Figure 9.7 shows how to carry out a Fourier analysis, modification, +and reconstruction of an audio signal. The first step is to divide the +signal into +windows, +which are segments of the signal, of $N$ samples each, usually with some +overlap. Each window is then shaped by multiplying it by a windowing +function (Hann, for example). Then the Fourier transform is calculated for +the $N$ points +$k = 0, 1, \ldots, N-1$. (Sometimes it is desirable to +calculate +the Fourier transform for more points than this, but these $N$ points will +suffice here.) + +

+The Fourier analysis gives us a two-dimensional array of complex numbers. +Let $H$ denote the +hop size, +the number of samples each window is advanced past the +previous window. Then for each +$m = \ldots, 0, 1, \ldots$, the $m$th window +consists of the $N$ points starting at the point $mH$. The $n$th point +of the $m$th window is $mH+n$. The windowed Fourier transform is thus +equal to: +

+
+ + +\begin{displaymath} +S[m, k] = {\cal FT}\{w(n)X[n-mH]\} (k) +\end{displaymath} +
+
+

+This is both a function of time ($m$, in units of $H$ samples) and of +frequency ($k$, as a multiple of the fundamental frequency $\omega $). Fixing +the frame number $m$ and looking +at the windowed Fourier transform as a function of $k$: +

+
+ + +\begin{displaymath} +S[k] = S[m, k] +\end{displaymath} +
+
+

+gives us a measure of the momentary spectrum of the signal $X[n]$. On the other +hand, fixing a frequency $k$ we can look at it as the $k$th channel of an +$N$-channel signal: +

+
+ + +\begin{displaymath} +C[m] = S[m, k] +\end{displaymath} +
+
+

+From this point of view, the windowed Fourier transform separates the original +signal $X[n]$ into $N$ narrow frequency regions, called bands. + +

+Having computed the windowed Fourier transform, we next apply any desired +modification. In the figure, the modification is simply to replace the upper +half of the spectrum by zero, which gives a highly selective low-pass filter. +(Two other possible modifications, narrow-band companding and vocoding, are +described in the following sections.) + +

+Finally we reconstruct an output signal. To do this we apply the inverse of +the Fourier transform (labeled ``iFT" in the figure). As shown in +Section 9.1.2 this can be done by taking another Fourier transform, +normalizing, and flipping the result backwards. In case the reconstructed +window does not go smoothly to zero at its two ends, we apply the Hann +windowing function a second time. Doing this to each successive window of +the input, we then add the outputs, using the same overlap as for the analysis. + +

+If we use the Hann window and an overlap of four (that is, choose $N$ a multiple +of four and space each window $H=N/4$ samples past the previous one), we can +reconstruct the original signal faithfully by omitting the ``modification" +step. This is because the iFT undoes the work of the $FT$, and so we +are multiplying each window by the Hann function squared. The output is +thus the input, times the Hann window function squared, overlap-added by four. +An easy check shows that this comes to the constant $3/2$, so the output +equals the input times a constant factor. + +

+The ability to reconstruct the input signal exactly is useful because some +types of modification may be done by degrees, and so the output can be made +to vary smoothly between the input and some transformed version of it. + +

+

+ +Subsections + + + +
+ + +next + +up + +previous + +contents + +index +
+ Next: Narrow-band companding + Up: Fourier analysis and resynthesis + Previous: Fourier analysis of non-periodic +   Contents +   Index + +
+Miller Puckette +2006-12-30 +
+ + diff --git a/node173.html b/node173.html new file mode 100644 index 0000000..b0db491 --- /dev/null +++ b/node173.html @@ -0,0 +1,293 @@ + + + + + +Narrow-band companding + + + + + + + + + + + + + + + + + + + +next + +up + +previous + +contents + +index +
+ Next: Timbre stamping (classical vocoder) + Up: Fourier analysis and reconstruction + Previous: Fourier analysis and reconstruction +   Contents +   Index +
+
+ + +

+Narrow-band companding +

+ +

+ +

+ + + +
Figure 9.8: +Block diagram for narrow-band noise suppression by companding.
\begin{figure}\psfig{file=figs/fig09.08.ps}\end{figure}
+
+ +

+A +compander +is a tool that amplifies a signal with a variable gain, depending on the +signal's measured amplitude. The term is a contraction of ``compressor" and +``expander". A compressor's gain decreases as the input level increases, so +that the +dynamic range, +that is, the overall variation in signal level, is reduced. An expander does +the reverse, increasing the dynamic range. Frequently the gain depends not only +on the immediate signal level but on its history; for instance the rate of change +might be limited or there might be a time delay. + +

+By using Fourier analysis and resynthesis, we can do companding individually on +narrow-band channels. If $C[m]$ is one such band, we apply a gain $g[m]$ to +it, to give $g[m]C[m]$. Although $C[m]$ is a complex number, the gain is a +non-negative real number. In general the gain could be a function not only of +$C[m]$ but also of any or all the previous samples in the channel: $C[m-1]$, +$C[m-2]$, and so on. Here we'll consider the simplest situation where the gain is +simply a function of the magnitude of the current sample: $\vert C[m]\vert$. + +

+The patch diagrammed in Figure 9.8 shows one very useful +application of companding, called +a +noise gate. Here the gain $g[m]$ depends on the channel amplitude +$C[m]$ and a noise floor which is a function $f$ of the channel number $k$. +For clarity we will apply the frequency subscript $k$ to the gain, now +written as $g[m, k]$, and to the windowed Fourier transform +$S[m, k] = C[m]$. +The gain is given by: +

+
+ + +\begin{displaymath} +g[m, k] = +\left \{ +\begin{array}{ll} +{1 - f[k]/\vert S[... +...]\vert > f[k]} \\ +0 & \mbox{otherwise} +\end{array} \right . +\end{displaymath} +
+
+

+Whenever the magnitude $S[m, k]$ is less than the threshold $f[k]$ the +gain is zero and so the amplitude $S[m, k]$ is replaced +by zero. Otherwise, multiplying the amplitude by $g[m, k]$ reduces +the the magnitude downward to +$\vert S[m, k]\vert-f[k]$. Since the gain is a +non-negative real number, the phase is preserved. + +

+In the figure, the gain is computed as a thresholding function of the +ratio +$x = \vert S[m, k]\vert/f[k]$ of the signal magnitude to the noise floor; the +threshold is $g(x) = 1-1/x$ when $x<1$ and zero otherwise, although other +thresholding functions could easily be substituted. + +

+This technique is useful for removing noise from a recorded sound. We either +measure or guess values of the noise floor $f[k]$. Because of the +design of the gain function $g[m, k]$, only amplitudes which are above the +noise floor reach the output. Since this is done on narrow frequency bands, it +is sometimes possible to remove most of the noise even while the signal itself, +in the frequency ranges where it is louder than the noise floor, is mostly +preserved. + +

+The technique is also useful as preparation before applying a non-linear +operation, such as distortion, to a sound. It is often best to distort only +the most salient frequencies of the sound. Subtracting the noise-gated sound +from the original then gives a residual signal which can be passed through +undistorted. + +

+

+ + +next + +up + +previous + +contents + +index +
+ Next: Timbre stamping (classical vocoder) + Up: Fourier analysis and reconstruction + Previous: Fourier analysis and reconstruction +   Contents +   Index + +
+Miller Puckette +2006-12-30 +
+ + diff --git a/node174.html b/node174.html new file mode 100644 index 0000000..951de7f --- /dev/null +++ b/node174.html @@ -0,0 +1,172 @@ + + + + + +Timbre stamping (classical vocoder) + + + + + + + + + + + + + + + + + + +next + +up + +previous + +contents + +index +
+ Next: Phase + Up: Fourier analysis and reconstruction + Previous: Narrow-band companding +   Contents +   Index +
+
+ + +

+Timbre stamping (classical vocoder) +

+ +

+ +

+ + + +
Figure 9.9: +Block diagram for timbre stamping (AKA ``vocoding'').
\begin{figure}\psfig{file=figs/fig09.09.ps}\end{figure}
+
+ +

+A second application of Fourier analysis and resynthesis is a time-varying +filter capable of making one sound take on the evolving spectral envelope of +another. This is +widely known in electronic music circles as +a +vocoder, +named, not quite accurately, after the original +Bell Laboratories vocal analysis/synthesis device. The +technique described here is more accurately called +timbre stamping. +Two input signals are used, one to be filtered, and the other to control the +filter via its time-varying spectral envelope. The windowed Fourier +transform is used both on the control signal input to estimate its spectral +envelope, and on the filter input in order to apply the filter. + +

+A block diagram for timbre stamping is shown in Figure 9.9. +As in the previous example, the timbre stamp acts by multiplying the +complex-valued windowed Fourier transform of the filter input by non-negative +real numbers, hence changing their magnitudes but leaving their phases intact. +Here the twist is that we want simply to replace the magnitudes of the +original, $\vert S[m, k]\vert$, with magnitudes obtained from the control input (call +them $\vert T[m, k]\vert$, say). The necessary gain would thus be, +

+
+ + +\begin{displaymath} +g[m, k] = {{\vert T[m, k]\vert}\over{\vert S[m, k]\vert}} +\end{displaymath} +
+
+

+In practice it is best to limit the gain to some maximum value (which might +depend on frequency) since otherwise channels containing nothing but noise, +sidelobes, or even truncation error might be raised to audibility. So a +suitable limiting function is applied to the gain before using it. + +

+

+ + +next + +up + +previous + +contents + +index +
+ Next: Phase + Up: Fourier analysis and reconstruction + Previous: Narrow-band companding +   Contents +   Index + +
+Miller Puckette +2006-12-30 +
+ + diff --git a/node175.html b/node175.html new file mode 100644 index 0000000..9c5a391 --- /dev/null +++ b/node175.html @@ -0,0 +1,567 @@ + + + + + +Phase + + + + + + + + + + + + + + + + + + + +next + +up + +previous + +contents + +index +
+ Next: Phase relationships between channels + Up: Fourier analysis and resynthesis + Previous: Timbre stamping (classical vocoder) +   Contents +   Index +
+
+ + +

+ +
+Phase +

+ +

+So far we have operated on signals by altering the magnitudes of their +windowed Fourier transforms, but leaving phases intact. The magnitudes +encode the spectral envelope of the sound. The phases, on the other hand, +encode frequency and time, in the sense that phase change from +one window to a different one accumulates, over time, according to frequency. +To make a transformation that allows independent control over frequency and +time requires analyzing and reconstructing the phase. + +

+ +

+ + + +
Figure 9.10: +Phase in windowed Fourier analysis: (a) a complex sinusoid analyzed +on three successive windows; (b) the result for a single channel (k=3), for +the three windows.
\begin{figure}\psfig{file=figs/fig09.10.ps}\end{figure}
+
+ +

+In the analysis/synthesis examples of the previous section, the phase of the +output is copied directly from the phase of the input. This is appropriate +when the output signal corresponds in time with the input signal. Sometimes time +modifications are desired, for instance to do time stretching or contraction. +Alternatively the output phase might depend on more than one input, for instance +to morph between one sound and another. + +

+Figure 9.10 shows how the phase of the Fourier transform +changes from window to window, given a complex sinusoid as input. The +sinusoid's frequency is +$\alpha = 3\omega$, so that the peak in the Fourier transform +is centered at $k=3$. If the initial phase is $\phi$, then the neighboring +phases can be filled in as: +

+
+ + +\begin{displaymath} +\begin{array}{lll} +{\angle S[0, 2] = \phi + \pi} & +{\angl... +...ha} & +{\angle S[2, 4] = \phi + 2H\alpha + \pi}\\ +\end{array}\end{displaymath} +
+
+

+This gives an excellent way of estimating the frequency $\alpha $: pick any +channel whose amplitude is dominated by the sinusoid and subtract two +successive phase to get $H\alpha$: +

+
+ + +\begin{displaymath} +H \alpha = \angle S[1, 3] - \angle S[0, 3] +\end{displaymath} +
+
+

+

+
+ + +\begin{displaymath} +\alpha = {{\angle S[1, 3] - \angle S[0, 3] + 2 p \pi} \over H} +\end{displaymath} +
+
+

+where $p$ is an integer. There are $H$ possible frequencies, spaced by +$2\pi/H$. If we are using an overlap of 4, that is, $H=N/4$, the frequencies +are spaced by +$8\pi/N = 4 \omega$. Happily, this is the width of the main lobe +for the Hann window, so no more than one possible value of $\alpha $ can explain +any measured phase difference within the main lobe of a peak. The correct value +of $p$ to choose is that which gives a frequency closest to the nominal +frequency of the channel, $k\omega$. + +

+When computing phases for synthesizing a new or modified signal, we want to +maintain the appropriate phase relationships between successive resynthesis +windows, and also, simultaneously, between adjacent channels. These two sets of +relationships are not always compatible, however. We will make it our first +obligation to honor the relations between successive resynthesis windows, and +worry about phase relationships between channels afterward. + +

+Suppose we want to construct the $m$th spectrum $S[m, k]$ for resynthesis +(having already constructed the previous one, number $m-1$). Suppose +we wish the phase relationships between windows $m-1$ and $m$ to be those of +a signal $x[n]$, but that the phases of window number $m-1$ might have come +from somewhere else and can't be assumed to be in line with our wishes. + +

+ +

+ + + +
Figure 9.11: +Propagating phases in resynthesis. Each phase, such as that of +$S[m, k]$ here, depends on the previous output phase and the difference of the +input phases.
\begin{figure}\psfig{file=figs/fig09.11.ps}\end{figure}
+
+ +

+ +

+ + + +
Figure 9.12: +Phases of one channel of the analysis windows and two successive +resynthesis windows.
\begin{figure}\psfig{file=figs/fig09.12.ps}\end{figure}
+
+ +

+To find out how much the phase of each channel should differ from the previous +one, we do two analyses of the signal $x[n]$, separated by the same hop size +$H$ that we're using for resynthesis: +

+
+ + +\begin{displaymath} +T[k] = {\cal FT}(W(n)X[n]) (k) +\end{displaymath} +
+
+

+

+
+ + +\begin{displaymath} +T'[k] = {\cal FT}(W(n)X[n+H]) (k) +\end{displaymath} +
+
+

+Figure 9.11 shows the process of phase accumulation, in which the +output phases each depend on the previous output phase and the phase difference +for two windowed analyses of the input. Figure 9.12 illustrates the +phase relationship in the complex plane. +The phase of the new output $S[m, k]$ should be that of the previous one plus the +difference between the phases of the two analyses: +

+
+ + +\begin{displaymath} +\angle S[m, k] = \angle S[m-1, k] + +\left ( \angle T'[k] - \angle T[k] \right ) +\end{displaymath} +
+
+

+

+
+ + +\begin{displaymath} += \angle \left ( +{{S[m-1, k] T'[k]} +\over +{T[k]}} +\right ) +\end{displaymath} +
+
+

+Here we used the fact that multiplying or dividing two complex numbers gives +the sum or difference of their arguments. + +

+If the desired magnitude is a real number $a$, then we should set $S[m, k]$ +to: +

+
+ + +\begin{displaymath} +S[m, k] \; = \; +a +\; \cdot \; +{ +{ \left \vert +{{S[m-... +...{-1} +} +\; \cdot \; +{ +{{S[m-1, k] T'[k]} +\over +{T[k]}} +} +\end{displaymath} +
+
+

+The magnitudes of the second and third terms cancel out, so that the magnitude +of $S[m, k]$ reduces to $a$; the first two terms are real numbers so the +argument is controlled by the last term. + +

+If we want to end up with the magnitude from the spectrum $T$ as well, we can +set $a = \vert T'[k]\vert$ and simplify: +

+
+ + +\begin{displaymath} +S[m, k] \; = \; +{ +{ \left \vert +{{S[m-1, k]} +\over +{... +...{-1} +} +\; \cdot \; +{ +{{S[m-1, k] T'[k]} +\over +{T[k]}} +} +\end{displaymath} +
+
+

+ +

+

+ +Subsections + + + +
+ + +next + +up + +previous + +contents + +index +
+ Next: Phase relationships between channels + Up: Fourier analysis and resynthesis + Previous: Timbre stamping (classical vocoder) +   Contents +   Index + +
+Miller Puckette +2006-12-30 +
+ + diff --git a/node176.html b/node176.html new file mode 100644 index 0000000..0c3aca1 --- /dev/null +++ b/node176.html @@ -0,0 +1,410 @@ + + + + + +Phase relationships between channels + + + + + + + + + + + + + + + + + + +next + +up + +previous + +contents + +index +
+ Next: Phase bashing + Up: Phase + Previous: Phase +   Contents +   Index +
+
+ + +

+ +
+Phase relationships between channels +

+ +

+In the scheme above, the phase of each $S[m, k]$ depends only on the previous +value for the same +channel. The phase relationships between neighboring channels are left to +chance. This sometimes works fine, but sometimes the incoherence +of neighboring channels gives rise to an unintended chorus effect. We +would ideally wish for $S[m, k]$ and $S[m,k+1]$ to have the same phase +relationship as for $T'[k]$ and $T'[k+1]$, but also for the phase relationship +between $S[m, k]$ and $S[m-1,k]$ to be the same as between $T'[k]$ and $T[k]$. + +

+These $2N$ equations for $N$ phases in general will have no solution, but we +can alter the equation for $S[m, k]$ above so that whenever there happens to be +a solution to the over-constrained system of equations, the reconstruction +algorithm homes in on the solution. This approach is called +phase locking +[Puc95b], and has the virtue of simplicity although more +sophisticated techniques are available [DL97]). + +

+The desired output phase relation, at the frame $m-1$, is: +

+
+ + +\begin{displaymath} +\angle T[k+1] - \angle T[k] = \angle S[m-1, k+1] - \angle S[m-1, k] +\end{displaymath} +
+
+

+or, rearranging: +

+
+ + +\begin{displaymath} +\angle \left \{ {{S[m-1, k+1]} \over {T[k+1]}} \right \} = +\angle \left \{ {{S[m-1, k]} \over {T[k]}} \right \} +\end{displaymath} +
+
+

+In other words, the phase of the quotient $S/T$ should not depend on $k$. +With this in mind, we can rewrite the recursion formula for $S[m, k]$: +

+
+ + +\begin{displaymath} +S[m, k] \; = \; +{ +{ \left \vert +R[k] +\right \vert} +^ +{-1} +} +\cdot +{ +{R[k] T'[k]} +} +\end{displaymath} +
+
+

+with +

+
+ + +\begin{displaymath} +R[k] \; = \; +{ +{ +\overline {T[k]} \; \cdot \; {S[m-1, k]} +} \over { +\left \vert +{S[m-1, k]} +\right \vert +} +} +\end{displaymath} +
+
+

+and because of the previous equation, the $R[k]$ should all be in phase. The +trick is now to replace $R[k]$ +for each $k$ with the sum of three neighboring ones. The computation is then: +

+
+ + +\begin{displaymath} +S[m, k] \; = \; +{ +{ \left \vert +R'[k] +\right \vert} +^ +{-1} +} +\; \cdot \; +{ +{R'[k] T'[k]} +} +\end{displaymath} +
+
+

+with +

+
+ + +\begin{displaymath} +R'[k] = R[k+1] + R[k] + R[k-1] +\end{displaymath} +
+
+

+If the channels are already in the correct phase relationship, this has +no effect (the resulting phase will be the same as if only $R[k]$ were +used.) But in general the sum will share two terms in common with its +neighbor at $k+1$: +

+
+ + +\begin{displaymath} +R'[k+1] = R[k+2] + R[k+1] + R[k] +\end{displaymath} +
+
+

+so that the $R'$ will tend to point more in the same direction than the $R$ +do. Applying this iteratively will eventually line all the $R'$ up to the +same phase, as long as the phase relationships between the measured spectra +$T$ and $T'$ allow it. + +

+

+ + +next + +up + +previous + +contents + +index +
+ Next: Phase bashing + Up: Phase + Previous: Phase +   Contents +   Index + +
+Miller Puckette +2006-12-30 +
+ + diff --git a/node177.html b/node177.html new file mode 100644 index 0000000..ef61e2c --- /dev/null +++ b/node177.html @@ -0,0 +1,166 @@ + + + + + +Phase bashing + + + + + + + + + + + + + + + + + + + +next + +up + +previous + +contents + +index +
+ Next: Examples + Up: Fourier analysis and resynthesis + Previous: Phase relationships between channels +   Contents +   Index +
+
+ + +

+ +
+Phase bashing +

+ +

+In Section 2.3 on enveloped sampling we saw how to make a +periodic waveform from a recorded sound, thereby borrowing the timbre of the +original sound but playing it at a specified pitch. If the window into the +recorded sound is made to precess in time, the resulting timbre varies +in imitation of the recorded sound. + +

+One important problem arises, which is that if we take waveforms from different +windows of a sample (or from different samples), there is no guarantee that the +phases of the two match up. If they don't the result can be ugly, since the +random phase changes are heard as frequency fluctuations. This can be +corrected using Fourier analysis and resynthesis [Puc05]. + +

+ +

+ + + +
Figure 9.13: +Phase-bashing a recorded sound (here, a sinusoid with rising +frequency) to give a series of oscillator wavetables.
\begin{figure}\psfig{file=figs/fig09.13.ps}\end{figure}
+
+ +

+Figure 9.13 shows a simple way to use Fourier analysis to align +phases in a series of windows in a recording. We simply take the FFT of the +window and then set each phase to zero for even values of $k$ and +$\pi $ for odd ones. The phase at the center of the window is thus zero for +both even and odd values of $k$. To set the phases (the arguments of the +complex amplitudes in the spectrum) in the desired way, first we find the +magnitude, which can be considered a complex number with argument zero. Then +multiplying by $(-1)^k$ adjusts the amplitude so that it is positive and +negative in alternation. Then we take the inverse Fourier transform, without +even bothering to window again on the way back; we will probably want to apply +a windowing envelope later anyway as was shown in Figure 2.7. The +results can be combined with the modulation techniques of Chapter 6 to yield +powerful tools for vocal and other imitative synthesis. + +

+

+ + +next + +up + +previous + +contents + +index +
+ Next: Examples + Up: Fourier analysis and resynthesis + Previous: Phase relationships between channels +   Contents +   Index + +
+Miller Puckette +2006-12-30 +
+ + diff --git a/node178.html b/node178.html new file mode 100644 index 0000000..b4b8d05 --- /dev/null +++ b/node178.html @@ -0,0 +1,90 @@ + + + + + +Examples + + + + + + + + + + + + + + + + + + + +next + +up + +previous + +contents + +index +
+ Next: Fourier analysis and resynthesis + Up: Fourier analysis and resynthesis + Previous: Phase bashing +   Contents +   Index +
+
+ + +

+Examples +

+ +

+

+ +Subsections + + + +
+
+Miller Puckette +2006-12-30 +
+ + diff --git a/node179.html b/node179.html new file mode 100644 index 0000000..1fbf4f9 --- /dev/null +++ b/node179.html @@ -0,0 +1,284 @@ + + + + + +Fourier analysis and resynthesis in Pd + + + + + + + + + + + + + + + + + + + +next + +up + +previous + +contents + +index +
+ Next: Narrow-band companding: noise suppression + Up: Examples + Previous: Examples +   Contents +   Index +
+
+ + +

+Fourier analysis and resynthesis in Pd +

+ +

+Example I01.Fourier.analysis.pd (Figure 9.14, part a) demonstrates computing the +Fourier transform of an audio signal using the fft~ object: + +

+ +

+ + + +
Figure: +Fourier analysis in Pd: (a) the +$\mathrm{fft}\sim$ object; (b) +using a subwindow to control block size of the Fourier transform; (c) +the subwindow, using a real Fourier transform (the fft~object) and the +Hann windowing function.
\begin{figure}\psfig{file=figs/fig09.14.ps}\end{figure}
+
+ +

+
+\fbox{\texttt{fft\~}}: +Fast Fourier transform. The two inlets take audio signals representing the real +and imaginary parts of a complex-valued signal. The window size $N$ is given +by Pd's block size. One Fourier transform is done on each block. + +

+The Fast Fourier transform [SI03] reduces the computational cost of +Fourier analysis in Pd to only that of between 5 and 15 osc~ objects in +typical configurations. The FFT algorithm in its simplest form takes $N$ to +be a power of two, which is also (normally) a constraint on block sizes in Pd. + +

+Example I02.Hann.window.pd (Figure 9.14, parts b and c) shows how to control the +block size using a block~ object, how to apply a Hann window, and a +different version of the Fourier transform. Part (b) shows the invocation of a +subwindow which in turn is shown in part (c). New objects are: + +

+
+\fbox{\texttt{rfft\~}}: +real Fast Fourier transform. The imaginary part of the input is assumed to +be zero. Only the first $N/2+1$ channels of output are filled in (the others +are determined by symmetry). This takes half the computation time of the +(more general) fft~object. + +

+
+\fbox{\texttt{tabreceive\~}}: +repeatedly outputs the contents of a wavetable. Each +block of computation outputs the same first $N$ samples of the table. + +

+In this example, the table ``$0-hann" holds a Hann window function +of length 512, in agreement with the specified block size. The signal +to be analyzed appears (from the parent patch) via the inlet~ object. +The channel amplitudes (the output of the rfft~ object) are reduced +to real-valued magnitudes: the real and imaginary parts are squared separately, +the two squares are added, and the result passed to the sqrt~ object. +Finally the magnitude is written (controlled by a connection not shown in +the figure) via tabwrite~ to another table, ``$0-magnitude", for +graphing. + +

+ +

+ + + +
Figure 9.15: +Fourier analysis and resynthesis, using block~ to specify an +overlap of 4, and rifft~ to reconstruct the signal after modification.
\begin{figure}\psfig{file=figs/fig09.15.ps}\end{figure}
+
+ +

+Example I03.resynthesis.pd (Figure 9.15) shows how to analyze and resynthesize +an audio signal following the strategy of Figure 9.7. +As before there is a sub-window to do the work at a block size appropriate to +the task; the figure shows only the sub-window. +We need one new object for the inverse Fourier transform: + +

+
+\fbox{\texttt{rifft\~}}: +real inverse Fast Fourier transform. Using the first $N/2+1$ points of its +inputs (taken to be a real/imaginary pair), and assuming the appropriate values +for the other channels by symmetry, reconstructs a real-valued output. No +normalization is done, so that a rfft~/rifft~ pair together +result in a gain of $N$. The ifft~ object is also available +which computes an unnormalized inverse for the fft~ object, +reconstructing a complex-valued output. + +

+The block~ object, in the subwindow, is invoked with a second argument +which specifies an overlap factor of 4. This dictates that the sub-window will +run four times every $N=512$ samples, at regular intervals of 128 samples. The +inlet~ object does the necessary buffering and rearranging of samples +so that its output always gives the 512 latest samples of input in order. In +the other direction, the outlet~ object adds segments of +its previous four inputs to carry out the overlap-add scheme shown in Figure +9.7. + +

+The 512-sample blocks are multiplied by the Hann window both at +the input and the output. If the rfft~ and rifft~ objects +were connected without any modifications in between, the output would +faithfully reconstruct the input. + +

+A modification is applied, however: each channel is multiplied by a +(positive real-valued) gain. The complex-valued amplitude for each channel is +scaled by separately multiplying the real and imaginary parts by the gain. The +gain (which depends on the channel) comes from another table, named +``$0-gain". The result is a graphical equalization filter; by mousing in the +graphical window for this table, you can design gain-frequency curves. + +

+There is an inherent delay introduced by using block~ to increase +the block size (but none if it is used, as shown in Chapter 7, to reduce +block size relative to the parent window.) The delay can be measured from +the inlet to the outlet of the sub-patch, and is equal to the difference of the +two block sizes. In this example the buffering delay is 512-64=448 samples. +Blocking delay does not depend on overlap, only on block sizes. + +

+

+ + +next + +up + +previous + +contents + +index +
+ Next: Narrow-band companding: noise suppression + Up: Examples + Previous: Examples +   Contents +   Index + +
+Miller Puckette +2006-12-30 +
+ + diff --git a/node18.html b/node18.html new file mode 100644 index 0000000..0d66d92 --- /dev/null +++ b/node18.html @@ -0,0 +1,96 @@ + + + + + +Examples + + + + + + + + + + + + + + + + + + + +next + +up + +previous + +contents + +index +
+ Next: Constant amplitude scaler + Up: Sinusoids, amplitude and frequency + Previous: How to find and +   Contents +   Index +
+
+ + +

+ +
+Examples +

+ +

+

+ +Subsections + + + +
+
+Miller Puckette +2006-12-30 +
+ + diff --git a/node180.html b/node180.html new file mode 100644 index 0000000..81d90ab --- /dev/null +++ b/node180.html @@ -0,0 +1,265 @@ + + + + + +Narrow-band companding: noise suppression + + + + + + + + + + + + + + + + + + + +next + +up + +previous + +contents + +index +
+ Next: Timbre stamp (``vocoder") + Up: Examples + Previous: Fourier analysis and resynthesis +   Contents +   Index +
+
+ + +

+Narrow-band companding: noise suppression +

+ +

+ +

+ + + +
Figure 9.16: +Noise suppression as an example of narrow-band companding: (a) +analysis and reconstruction of the signal; (b) computation of the +``mask".
\begin{figure}\psfig{file=figs/fig09.16.ps}\end{figure}
+
+ +

+Example I04.noisegate.pd (Figure 9.16) shows an example of narrow-band +companding using Fourier analysis/resynthesis. (This is a realization of the +block diagram of Figure 9.8.) Part (a) of the figure shows a filter +configuration similar to the previous example, except that the gain for each +channel is now a function of the channel magnitude. + +

+For each $k$, if we let $s[k]$ denote the power in channel $k$, and let +$m[k]$ be a mask level (a level presumably somewhat higher than the noise +power for channel $k$), then the gain in channel $k$ is given by +

+
+ + +\begin{displaymath} +\left \{ +\begin{array}{ll} +{\sqrt{{s[k]-m[k]}\over {s[k]}... +... {s[k] > m[k]} \\ +0 & \mbox{otherwise} +\end{array} \right . +\end{displaymath} +
+
+

+The power in the $k$th channel is thus reduced by $m[k]$ if possible, +and otherwise replaced by zero. + +

+The mask itself is the product of the measured average noise in each channel, +which is contained in the table ``$0-mask", multiplied by a value named +``mask-level". The average noise is measured in a subpatch +(pd calculate-mask), whose contents are shown in part (b) of the +figure. To compute the mask we are using two new new objects: + +

+
+\fbox{\texttt{bang\~}}: +send a bang in advance of each block of computation. The bang appears at the +logical time of the first sample in each block (the earliest logical time whose +control computation affects that block and not the previous one), following +the scheme shown +in Figure 3.2. + +

+
+\fbox{\texttt{tabsend\~}}: +the companion object for tabreceive~, repeatedly copies its input to +the contents of a table, affecting up to the first $N$ samples of the table. + +

+The power averaging process is begun by sending a time duration in milliseconds +to ``make-mask". The patch computes the equivalent number of blocks $b$ +and generates a sequence of weights: +$1, 1/2, 1/3, \ldots, 1/b$, +by which each of the $b$ following blocks' power is averaged into whatever the +mask table held at the previous block. At the end of $b$ blocks the table holds +the equally-weighted average of all $b$ power measurements. Thereafter, the +weight for averaging new power measurements is zero, so the measured average +stops evolving. + +

+To use this patch for classical noise suppression requires at least a few +seconds of recorded noise without the ``signal" present. This is played into +the patch, and its duration sent to ``make-mask", so that the +``$0-mask" table holds the average measured noise power for each channel. +Then, making the assumption that the noisy part of the signal rarely exceeds 10 +times its average power (for example), ``mask-level" is set to 10, and the +signal to be noise-suppressed is sent through part (a) of the patch. The noise +will be almost all gone, but those channels in which the signal exceeds 20 +times the noise power will only be attenuated by 3dB, and higher-power channels +progressively less. (Of course, actual noise suppression might not be the +most interesting application of the patch; one could try masking any signal +from any other one.) + +

+

+ + +next + +up + +previous + +contents + +index +
+ Next: Timbre stamp (``vocoder") + Up: Examples + Previous: Fourier analysis and resynthesis +   Contents +   Index + +
+Miller Puckette +2006-12-30 +
+ + diff --git a/node181.html b/node181.html new file mode 100644 index 0000000..7212181 --- /dev/null +++ b/node181.html @@ -0,0 +1,168 @@ + + + + + +Timbre stamp (``vocoder") + + + + + + + + + + + + + + + + + + + +next + +up + +previous + +contents + +index +
+ Next: Phase vocoder time bender + Up: Examples + Previous: Narrow-band companding: noise suppression +   Contents +   Index +
+
+ + +

+Timbre stamp (``vocoder") +

+ +

+ +

+ + + +
Figure 9.17: +Timbre stamp.
\begin{figure}\psfig{file=figs/fig09.17.ps}\end{figure}
+
+ +

+Example I05.compressor.pd (Figure 9.17) +is another channel compander which is presented in preparation +for Example I06.timbre.stamp.pd, which we will examine next. This is a realization of +the timbre stamp of Figure 9.9, slightly modified. + +

+There are two inputs, one at left to be filtered (and whose Fourier transform +is used for resynthesis after modifying the magnitudes), and one at right which +acts as a control source. Roughly speaking, if the two magnitudes +are $f[k]$ for the filter input and $c[k]$ for the control source, we just +``whiten" the filter input, multiplying by $1/f[k]$, and then stamp the control +magnitudes onto the result by further multiplying by $c[k]$. In practice, we +must limit the gain to some reasonable maximum value. In this patch this is +done by limiting the whitening factor $1/f[k]$ to a specified maximum value +using the clip~ object. The limit is controlled by the +``squelch" parameter, which is squared and divided by 100 to map values +from 0 to 100 to a useful range. + +

+Another possible scheme is to limit the gain after forming the quotient +$c[k]/f[k]$. The gain limitation may in either case be frequency dependent. +It is also sometimes useful to raise the gain to a power $p$ between 0 +and 1; if 1, this is a timbre stamp and if 0, it passes the filter input through +unchanged, and values in between give a smooth interpolation between the two. + +

+

+ + +next + +up + +previous + +contents + +index +
+ Next: Phase vocoder time bender + Up: Examples + Previous: Narrow-band companding: noise suppression +   Contents +   Index + +
+Miller Puckette +2006-12-30 +
+ + diff --git a/node182.html b/node182.html new file mode 100644 index 0000000..9fca509 --- /dev/null +++ b/node182.html @@ -0,0 +1,249 @@ + + + + + +Phase vocoder time bender + + + + + + + + + + + + + + + + + + +next + +up + +previous + +contents + +index +
+ Next: Exercises + Up: Examples + Previous: Timbre stamp (``vocoder") +   Contents +   Index +
+
+ + +

+Phase vocoder time bender +

+ +

+ +

+ + + +
Figure 9.18: +Phase vocoder for time stretching and contraction.
\begin{figure}\psfig{file=figs/fig09.18.ps}\end{figure}
+
+ +

+The phase vocoder usually refers to the general technique of passing from +(complex-valued) channel amplitudes to pairs consisting of (real-valued) +magnitudes and phase precession rates (``frequencies"), and back, as +described in Figure 9.11 (Section 9.5). In +Example I07.phase.vocoder.pd (Figure 9.18), we use this technique with the +specific aim of time-stretching and/or time-contracting a recorded sound +under real-time control. That is, we control, at any moment in real time, +the location in the recorded sound we hear. Two new objects are used: + +

+
+\fbox{\texttt{lrshift\~}}: +shift a block left or right (according to its creation argument). If the +argument is positive, each block of the output is the input shifted that number +of spaces to the right, filling zeros in as needed on the left. A negative +argument shifts to the left, filling zeros in at the right. + +

+
+\fbox{\texttt{q8\_rsqrt\~}}: +quick and approximate reciprocal square root. Outputs the reciprocal of the +square root of its input, good to about a part in 256, using much less +computation than a full-precision square root and reciprocal would. + +

+The process starts with a sub-patch, pd read-windows, that outputs +two Hann-windowed blocks of the recorded sound, a ``back" one and a +``front" one 1/4 window further forward in the recording. The window +shown uses the two outputs of the sub-patch to guide the amplitude +and phase change of each channel of its own output. + +

+The top two tabreceive~ objects recall the previous block of complex +amplitudes sent to the rifft~ object at bottom, corresponding to +$S[m-1,k]$ in +the discussion of Section 9.5. The patch as a whole computes +$S[m, k]$ and then its Hann windowed inverse FT for output. + +

+After normalizing $S[m-1,k]$, its complex conjugate (the normalized inverse) +is multiplied by the windowed Fourier +transform of the ``back" window $T[k]$, giving the product $R[k]$ of +Page [*]. +Next, depending on the value of the parameter ``lock", the computed value of +$R[k]$ is conditionally replaced with the phase-locking version $R'[k]$. This +is done using lrshift~ objects, whose outputs are added into $R[k]$ if +``lock" is set to one, or otherwise not if it is zero. +The result is then normalized and multiplied by the Hann-windowed Fourier transform +of the ``front" window ($T'[k]$) to give $S[m, k]$. + +

+Three other applications of Fourier analysis/resynthesis, not pictured here, +are provided in the Pd examples. First, Example I08.pvoc.reverb.pd shows how to make a +phase vocoder whose output recirculates as in a reverberator, except that +individual channels are replaced by the input when it is more powerful than +what is already recirculating. The result is a more coherent-sounding reverberation +effect than can be made in the classical way using delay lines. + +

+Example I09.sheep.from.goats.pd demonstrates the (imperfect) technique of separating pitched +signals from noisy ones, channel by channel, based on the phase coherence we +should expect from a Hann-windowed sinusoid. If three adjacent channels are +approximately $\pi $ radians out of phase from each other, they are judged to +belong to a sinusoidal peak. Channels belonging to sinusoidal peaks are +replaced with zero to extract the noisy portion of the signal, or all others +are replaced with zero to give the sinusoidal portion. + +

+Example I10.phase.bash.pd returns to the wavetable looping sampler of Figure +2.7, and shows how to align the phases of the sample so that all +components of the signal have zero phase at points 0, $N$, $2N$, and so on. In +this way, two copies of a looping sampler placed $N$ samples apart can be +coherently cross-faded. A synthetic, pitched version of the original soundfile +can be made using daisy-chained cross-fades. + +

+

+ + +next + +up + +previous + +contents + +index +
+ Next: Exercises + Up: Examples + Previous: Timbre stamp (``vocoder") +   Contents +   Index + +
+Miller Puckette +2006-12-30 +
+ + diff --git a/node183.html b/node183.html new file mode 100644 index 0000000..2d6599f --- /dev/null +++ b/node183.html @@ -0,0 +1,190 @@ + + + + + +Exercises + + + + + + + + + + + + + + + + + + +next + +up + +previous + +contents + +index +
+ Next: Classical waveforms + Up: Fourier analysis and resynthesis + Previous: Phase vocoder time bender +   Contents +   Index +
+
+ + +

+Exercises +

+ +

+ +

    +
  1. A signal $x[n]$ is 1 for $n=0$ and $0$ otherwise (an impulse). What is +its ($N$-point) Fourier transform as a function of $k$? + +

    +

    2. +
  2. Assuming further that $N$ is an even number, what does +the Fourier transform become if $x[n]$ is 1 at $n=N/2$ instead of at $n=0$? + +

    +

    3. +
  3. For what integer values of $k$ is the Fourier transform of the $N$-point +Hann window function nonzero? + +

    +

    4. +
  4. In order to Fourier analyze a 100-Hertz periodic tone (at a sample rate +of 44100 Hertz), using a Hann window, what value of $N$ would be needed to +completely resolve all the partials of the tone (in the sense of having +non-overlapping peaks in the spectrum)? + +

    +

    5. +
  5. Suppose an N-point Fourier transform is done on a complex sinusoid of frequency +$2.5\omega$ where $\omega=2\pi/N$ is the fundamental frequency. What percentage +of the signal energy lands in the main lobe, channels $k=2$ and $k=3$? If the signal +is Hann windowed, what percentage of the energy is now in the main lobe (which +is then channels 1 through 4)? + +

    +

    6. +
+ +

+

+ + +next + +up + +previous + +contents + +index +
+ Next: Classical waveforms + Up: Fourier analysis and resynthesis + Previous: Phase vocoder time bender +   Contents +   Index + +
+Miller Puckette +2006-12-30 +
+ + diff --git a/node184.html b/node184.html new file mode 100644 index 0000000..548f8b5 --- /dev/null +++ b/node184.html @@ -0,0 +1,237 @@ + + + + + +Classical waveforms + + + + + + + + + + + + + + + + + + + +next + +up + +previous + +contents + +index +
+ Next: Symmetries and Fourier series + Up: book + Previous: Exercises +   Contents +   Index +
+
+ + +

+ +
+Classical waveforms +

+ +

+Up until now we have primarily taken three approaches to synthesizing +repetitive waveforms: additive synthesis (Chapter 1), +wavetable synthesis (Chapter 2), and waveshaping +(Chapters 5 and 6). This chapter +introduces a fourth +approach, in which waveforms are built up explicitly from line segments with +controllable endpoints. This approach is historically at least as important +as the others, and was dominant during the +analog synthesizer period, approximately 1965-1985. +For lack of a better name, we'll use the term +classical waveforms +to denote waveforms composed of line segments. + +

+ +

+ + + +
Figure 10.1: +Classical waveforms: (a) the sawtooth, (b) the triangle, and (c) +the rectangle wave, +shown as functions of a continuous variable (not sampled).
\begin{figure}\psfig{file=figs/fig10.01.ps}\end{figure}
+
+ +

+They include the +sawtooth, triangle, and rectangle waves pictured in Figure +10.1, among many other possibilities. The salient features of +classical waveforms are either discontinuous jumps (changes in value) or +corners (changes in slope). In the figure, the sawtooth and rectangle waves +have jumps (once per cycle for the sawtooth, and twice for the rectangle), and +constant slope elsewhere (negative for the sawtooth wave, zero for the +rectangle wave). The triangle wave has no discontinuous jumps, but the slope +changes discontinuously twice per cycle. + +

+To use classical waveforms effectively, it is useful to understand how the +shape of the waveform is reflected in its Fourier series. (To compute these we +need background from Chapter 9, which is why this chapter +appears here and not earlier.) We will also need strategies for digitally +synthesizing classical waveforms. These waveforms prove to be much +more susceptible to foldover problems than any we have treated before, so we +will have to pay especially close attention to its control. + +

+In general, our strategy for predicting and controlling foldover will be to +consider first those sampled waveforms whose period is an integer $N$. Then if +we want to obtain a waveform of a non-integral period (call it $\tau$, say) we +approximate $\tau$ as a quotient $N/R$ of two integers. Conceptually at least, +we can then synthesize the desired waveform with period $N$, and then take only +one of each $R$ samples of output. This last, down-sampling step is where the +foldover is produced, and careful handling will help us control it. + +

+

+ +Subsections + + + +
+ + +next + +up + +previous + +contents + +index +
+ Next: Symmetries and Fourier series + Up: book + Previous: Exercises +   Contents +   Index + +
+Miller Puckette +2006-12-30 +
+ + diff --git a/node185.html b/node185.html new file mode 100644 index 0000000..11be05c --- /dev/null +++ b/node185.html @@ -0,0 +1,516 @@ + + + + + +Symmetries and Fourier series + + + + + + + + + + + + + + + + + + + +next + +up + +previous + +contents + +index +
+ Next: Sawtooth waves and symmetry + Up: Classical waveforms + Previous: Classical waveforms +   Contents +   Index +
+
+ + +

+Symmetries and Fourier series +

+ +

+Before making a quantitative analysis of the Fourier series of the classical +waveforms, we pause to make two useful observations about symmetries in +waveforms and the corresponding symmetries in the Fourier series. First, a +Fourier series might consist only of even or odd-numbered harmonics; this is +reflected in symmetries comparing a waveform to its displacement by half +a cycle. Second, the Fourier series may contain only real-valued or pure +imaginary-valued coefficients (corresponding to the cosine or sine functions). +This is reflected in symmetries comparing the waveform to its reversal in time. + +

+In this section we will assume that our waveform has an integer period $N$, and +furthermore, for simplicity, that $N$ is even (if it isn't we can just +up-sample by a factor of two). We know from Chapter 9 that any (real or +complex valued) waveform $X[n]$ can be written as a Fourier series (whose +coefficients we'll denote by $A[k]$): +

+
+ + +\begin{displaymath} +X[n] = A[0] + A[1]{U^n} + \cdots + A[N-1]{U^{(N-1)n}} +\end{displaymath} +
+
+

+or, equivalently, +

+
+ + +\begin{displaymath} +X[n] = +A[0] + A[1](\cos(\omega n) + i \sin(\omega n)) + \cdots +\end{displaymath} +
+
+

+

+
+ + +\begin{displaymath} ++ A[N-1](\cos(\omega (N-1) n) + i \sin(\omega (N-1) n)) +\end{displaymath} +
+
+

+where +$\omega=2\pi/N$ is the fundamental frequency of the waveform, +and +

+
+ + +\begin{displaymath} +U = \cos(\omega) + i \sin(\omega) +\end{displaymath} +
+
+

+is the unit-magnitude complex number whose argument is $\omega $. + +

+To analyze the first symmetry we delay the signal $X[n]$ by a half-cycle. Since + +${U^{N/2}} = -1$ we get: +

+
+ + +\begin{displaymath} +X[n+N/2] = A[0] - A[1]{U^n} + A[2]{U^{2n}} \pm \cdots +\end{displaymath} +
+
+

+

+
+ + +\begin{displaymath} ++ A[N-2]{U^{(N-2)n}} - A[N-1]{U^{(N-1)n}} +\end{displaymath} +
+
+

+In effect, a half-cycle delay changes the sign of every other term in the +Fourier series. +We combine this with the original series in two different ways. Letting +$X'$ denote half the sum of the two: +

+
+ + +\begin{displaymath} +X'[n] = {{X[n] + X[n+N/2]}\over 2} = +A[0] + A[2]{U^{2n}} + \cdots + A[N-2]{U^{(N-2)n}} +\end{displaymath} +
+
+

+and $X''$ half the difference: +

+
+ + +\begin{displaymath} +X''[n] = {{X[n] - X[n+N/2]}\over 2} = +A[1]{U^n} + A[3]{U^{3n}} + \cdots + A[N-1]{U^{(N-1)n}} +\end{displaymath} +
+
+

+we see that $X'$ consists only of even-numbered harmonics (including DC) and +$X''$ only of odd ones. + +

+Furthermore, if $X$ happens to be equal to itself shifted a half cycle, that +is, if +$X[n] = X[n+N/2]$, then (looking at the definitions of $X'$ and $X''$) +we get $X'[n] = X[n]$ and $X''[n] = 0$. This implies that, in this case, +$X[n]$ has only even numbered harmonics. Indeed, this should be no surprise, +since in this case $X[n]$ would have to repeat every $N/2$ samples, so its +fundamental frequency is twice as high as normal for period $N$. + +

+In the same way, if +$X[n] = -X[n+N/2$], then $X$ can have only odd-numbered +harmonics. This allows us easily to split any desired waveform into its +even- and odd-numbered harmonics. (This is equivalent to using a comb filter +to extract even or odd harmonics; see Chapter 7.) + +

+To derive the second symmetry relation we compare $X[n]$ with its time +reversal, $X[-n]$ (or, equivalently, since $X$ repeats every $N$ samples, with +$X[N-n]$). The Fourier series becomes: +

+
+ + +\begin{displaymath} +X[-n] = +A[0] + A[1](\cos(\omega n) - i \sin(\omega n)) + \cdots +\end{displaymath} +
+
+

+

+
+ + +\begin{displaymath} ++ A[N-1](\cos(\omega (N-1) n) - i \sin(\omega (N-1) n)) +\end{displaymath} +
+
+

+(since the cosine function is even and the sine function is odd). In the same +way as before we can extract the cosines by forming $X'[n]$ as half the sum: +

+
+ + +\begin{displaymath} +X'[n] = {{X[n] + X[-n]}\over 2} = +A[0] + A[1]\cos(\omega n)+ \cdots + A[N-1]\cos(\omega (N-1) n) +\end{displaymath} +
+
+

+and $X''[n]$ as half the difference divided by $i$: +

+
+ + +\begin{displaymath} +X''[n] = {{X[n] - X[-n]}\over {2i}} = +A[1]\sin(\omega n)+ \cdots + A[N-1]\sin(\omega (N-1) n) +\end{displaymath} +
+
+

+ +

+So if $X[n]$ satisfies $X[-n] = X[n]$ the Fourier series consists of cosine +terms only; if $X[-n] = -X[n]$ it consists of sine terms only; and as +before we can decompose any $X[n]$ (that repeats every $N$ samples) as a sum +of the two. + +

+

+ +Subsections + + + +
+ + +next + +up + +previous + +contents + +index +
+ Next: Sawtooth waves and symmetry + Up: Classical waveforms + Previous: Classical waveforms +   Contents +   Index + +
+Miller Puckette +2006-12-30 +
+ + diff --git a/node186.html b/node186.html new file mode 100644 index 0000000..9571010 --- /dev/null +++ b/node186.html @@ -0,0 +1,148 @@ + + + + + +Sawtooth waves and symmetry + + + + + + + + + + + + + + + + + + +next + +up + +previous + +contents + +index +
+ Next: Dissecting classical waveforms + Up: Symmetries and Fourier series + Previous: Symmetries and Fourier series +   Contents +   Index +
+
+ + +

+Sawtooth waves and symmetry +

+ +

+ +

+ + + +
Figure 10.2: +Using a symmetry relation to extract even and odd harmonics from a +sawtooth wave: (a) the +original sawtooth wave; (b) shifted by 1/2 cycle; (c) their sum (another +sawtooth wave at +twice the frequency); (d) their difference (a square wave).
\begin{figure}\psfig{file=figs/fig10.02.ps}\end{figure}
+
+ +

+As an example, we apply the shift symmetry (even and odd harmonics) to a +sawtooth wave. Figure 10.2 (part a) shows the original sawtooth wave +and part (b) shows the result of shifting by a half cycle. The sum of the two +(part c) drops discontinuously whenever either one of the two copies does so, +and traces a line segment whenever both component sawtooth waves do; so it in +turn becomes a sawtooth wave, of half the original period (twice the +fundamental frequency). Subtracting the two sawtooth waves (part d) gives a +waveform with slope zero except at the discontinuities. The discontinuities +coming from the original sawtooth wave jump in the same direction (negative to +positive), but those coming from the shifted one are negated and jump from +positive to negative. The result is a +square wave, +a particular rectangle wave in which the two component segments +have the same duration. + +

+This symmetry was used to great effect in the design of Buchla analog +synthesizers; instead of offering a single sawtooth generator, +Buchla designed an oscillator that outputs the even and odd harmonic portions +separately, so that cross-fading between the two allows a continuous control +over the relative strengths of the even and odd harmonics in the analog +waveform. + +

+

+ + +next + +up + +previous + +contents + +index +
+ Next: Dissecting classical waveforms + Up: Symmetries and Fourier series + Previous: Symmetries and Fourier series +   Contents +   Index + +
+Miller Puckette +2006-12-30 +
+ + diff --git a/node187.html b/node187.html new file mode 100644 index 0000000..0a6bc54 --- /dev/null +++ b/node187.html @@ -0,0 +1,403 @@ + + + + + +Dissecting classical waveforms + + + + + + + + + + + + + + + + + + + +next + +up + +previous + +contents + +index +
+ Next: Fourier series of the + Up: Classical waveforms + Previous: Sawtooth waves and symmetry +   Contents +   Index +
+
+ + +

+Dissecting classical waveforms +

+ +

+Among the several conclusions we can draw from the even/odd harmonic +decomposition of the sawtooth wave (Figure 10.2), one is that a +square wave can be decomposed into a linear combination of two sawtooth +waves. We can carry this idea further, and show how to compose any classical +waveform having only jumps (discontinuities in value) but no corners +(discontinuities in slope) as a sum of sawtooth waves of various phases and +amplitudes. We then develop the idea further, showing how to generate waveforms +with corners (either in addition to, or instead of, jumps) using +another elementary waveform we'll call the +parabolic wave. + +

+Suppose first that a waveform of period $N$ has discontinuities at $j$ +different points, +${L_1}, \ldots, {L_j}$, all lying on the cycle between 0 and +$N$, at which the waveform jumps by values +${d_1}, \ldots, {d_j}$. A negative +value of $d_1$, for instance, would mean that the waveform jumps from a higher +to a lower value at the point ${L_1}$, and a positive value of $d_1$ would mean +a jump from a lower to a higher value. + +

+ +

+ + + +
Figure 10.3: +Dissecting a waveform: (a) the original waveform with two +discontinuities; (b and c) the two component sawtooth waves.
\begin{figure}\psfig{file=figs/fig10.03.ps}\end{figure}
+
+ +

+For instance, Figure 10.3 (part a) shows a classical waveform with +two jumps: +$({L_1}, {d_1}) = (0.3N, -0.3)$ and +$({L_2}, {d_2}) = (0.6N, 1.3)$. +Parts (b) and (c) show sawtooth waves, each with one of the two jumps. The +sum of the two sawtooth waves reconstructs the waveform of part (a), except for +a possible constant (DC) offset. + +

+The sawtooth wave with a jump of one unit at the point zero is given by +

+
+ + +\begin{displaymath} +s[n] = n/N - 1/2 +\end{displaymath} +
+
+

+over the period +$0 \le n \le N-1$, and repeats for other values of +$n$. A sawtooth wave with a jump $(L, d)$ is given by +$s'[n] = d s[n-L]$. +The sum of all the component sawtooth waves is: +

+
+ + +\begin{displaymath} +x[n] = {d_1} s[n - {L_1}] + \cdots + {d_j} s[n - {L_j}] +\end{displaymath} +
+
+

+ +

+The slopes of the segments of the waveform of part (a) of the figure are all +the same, equal to the sum of the slopes of the component sawtooth waves: +

+
+ + +\begin{displaymath} +-{{{d_1} + \cdots + {d_j}} \over {N}} +\end{displaymath} +
+
+

+Square and rectangle waves have horizontal line segments (slope zero); for +this to happen in general the jumps must add to zero: + +${d_1} + \cdots + {d_j} = 0$. + +

+ +

+ + + +
Figure 10.4: +The parabolic wave.
\begin{figure}\psfig{file=figs/fig10.04.ps}\end{figure}
+
+ +

+To decompose classical waveforms with corners we use the parabolic wave, which, +over a single period from 0 to $N$, is equal to +

+
+ + +\begin{displaymath} +p[n] = {1 \over 2} {{({n\over N} - {1\over 2})}^2} - {1 \over {24}} +\end{displaymath} +
+
+

+as shown in Figure 10.4. It is a second-degree (quadratic) polynomial +in the variable $n$, arranged so that it reaches a maximum halfway through the +cycle at $n=N/2$, the DC component is zero (or in other words, the average +value over one cycle of the waveform is zero), and so that the slope changes +discontinuously by $-1/N$ at the beginning of the cycle. + +

+To construct a waveform with any desired number of corners (suppose they are +at the points +${M_i}, \ldots, {M_l}$, with slope changes equal to + +${c_1}, \ldots, {c_l}$), we sum up the necessary parabolic waves: +

+
+ + +\begin{displaymath} +x[n] = {-N c_1} p[n - {M_1}] - \cdots - {N c_l} p[n - {M_l}] +\end{displaymath} +
+
+

+An example is shown graphically in Figure 10.5. + +

+ +

+ + + +
Figure 10.5: +Decomposing a triangle wave (part a) into two parabolic waves +(b and c).
\begin{figure}\psfig{file=figs/fig10.05.ps}\end{figure}
+
+ +

+If the sum $x[n]$ is to contain line segments (not segments of curves), the +$n^2$ terms in the sum must sum to zero. From the expansion of $x[n]$ above, +this implies that +${c_1} + \cdots + {c_l} = 0$. Sums obtained from +existing classical +waveforms (as in the figure) will always satisfy this condition because the +changes in slope, over a cycle, must all add to zero for the waveform to +connect with itself. + +

+

+ + +next + +up + +previous + +contents + +index +
+ Next: Fourier series of the + Up: Classical waveforms + Previous: Sawtooth waves and symmetry +   Contents +   Index + +
+Miller Puckette +2006-12-30 +
+ + diff --git a/node188.html b/node188.html new file mode 100644 index 0000000..b429c65 --- /dev/null +++ b/node188.html @@ -0,0 +1,299 @@ + + + + + +Fourier series of the elementary waveforms + + + + + + + + + + + + + + + + + + + +next + +up + +previous + +contents + +index +
+ Next: Sawtooth wave + Up: Classical waveforms + Previous: Dissecting classical waveforms +   Contents +   Index +
+
+ + +

+ +
+Fourier series of the elementary waveforms +

+ +

+In general, given a repeating waveform $X[n]$, we can evaluate its Fourier +series coefficients $A[k]$ by directly evaluating the Fourier transform: +

+
+ + +\begin{displaymath} +A[k] = {1 \over N} {\cal FT}\{X[n]\}(k) +\end{displaymath} +
+
+

+

+
+ + +\begin{displaymath} += {1 \over N} \left [ X[0] + +{U^{-k}} X[1] + \cdots + +{U^{-(N-1)k}} X[N-1] \right ] +\end{displaymath} +
+
+

+but doing this directly for sawtooth and parabolic waves will require pages of +algebra (somewhat less if we were willing resort to differential calculus). +Instead, we rely on properties of the Fourier transform to relate the transform +of a signal $x[n]$ with its +first difference, +defined as $x[n] - x[n-1]$. The first difference of the parabolic wave will +turn out to be a sawtooth, and that of a sawtooth will be simple enough to +evaluate directly, and thus we'll get the desired Fourier series. + +

+In general, to evaluate the strength of the $k$th harmonic, we'll make the +assumption that $N$ is much larger than $k$, or equivalently, that $k/N$ is +negligible. + +

+We start from the Time Shift Formula for Fourier Transforms +(Page [*]) setting the time shift to one sample: +

+
+ + +\begin{displaymath} +{\cal FT}\{ x[n-1] \} = +\left [ \cos(k \omega) - i \sin (k \omega) \right ] +{\cal FT}\{ x[n] \} +\end{displaymath} +
+
+

+

+
+ + +\begin{displaymath} +\approx (1 - i \omega k) {\cal FT}\{ x[n] \} +\end{displaymath} +
+
+

+Here we're using the assumption that, because $N$ is much larger than $k$, + +$k \omega = 2\pi k / N$ is much smaller than unity and we can make +approximations: +

+
+ + +\begin{displaymath} +\cos(k \omega) \approx 1 \; , \; \sin(k \omega) \approx k \omega +\end{displaymath} +
+
+

+which are good to within a small error, on the order of $(k/N)^2$. +Now we plug this result in to evaluate: +

+
+ + +\begin{displaymath} +{\cal FT}\{ x[n] - x[n-1] \} \approx i \omega k {\cal FT}\{ x[n] \} +\end{displaymath} +
+
+

+
+ +Subsections + + + +
+ + +next + +up + +previous + +contents + +index +
+ Next: Sawtooth wave + Up: Classical waveforms + Previous: Dissecting classical waveforms +   Contents +   Index + +
+Miller Puckette +2006-12-30 +
+ + diff --git a/node189.html b/node189.html new file mode 100644 index 0000000..b5b3b94 --- /dev/null +++ b/node189.html @@ -0,0 +1,341 @@ + + + + + +Sawtooth wave + + + + + + + + + + + + + + + + + + + +next + +up + +previous + +contents + +index +
+ Next: Parabolic wave + Up: Fourier series of the + Previous: Fourier series of the +   Contents +   Index +
+
+ + +

+Sawtooth wave +

+First we apply this to the sawtooth wave $s[n]$. For $0 \le n < N$ we have: +

+
+ + +\begin{displaymath} +s[n] - s[n-1] = -{1 \over N} + +\left \{ +\begin{array}{ll} +{1} & {n = 0} \\ +0 & \mbox{otherwise} +\end{array} \right . +\end{displaymath} +
+
+

+Ignoring the constant offset of $-{1 \over N}$, this gives an +impulse, +zero everywhere except one sample per cycle. The summation in +the Fourier transform only has one term, and we get: +

+
+ + +\begin{displaymath} +{\cal FT}\{ s[n] - s[n-1] \} (k) = 1 , \; k \neq 0, \; -N < k < N\ +\end{displaymath} +
+
+

+We then apply the difference formula backward to get: +

+
+ + +\begin{displaymath} +{\cal FT}\{ s[n] \} (k) \approx {1 \over {i \omega k}} += {{-iN} \over {2 \pi k}} +\end{displaymath} +
+
+

+valid for integer values of $k$, small compared to $N$, but with $k \neq 0$ . +(To get the second +form of the expression we plugged in +$\omega=2\pi/N$ and $1/i = -i$.) + +

+This analysis doesn't give us the DC component +${\cal FT}\{ s[n] \}(0)$, +because we would have had to divide by $k=0$. Instead, we can evaluate the DC +term directly as the sum of all the points of the waveform: it's approximately +zero by symmetry. + +

+To get a Fourier series in terms of familiar real-valued sine and cosine functions, +we combine corresponding terms for negative and positive values of $k$. The +first harmonic ($k = \pm 1$) is: +

+
+ + +\begin{displaymath} +{1 \over N}\left [ +{\cal FT}\{ s[n] \} (1) \cdot {U^n} + +{\cal FT}\{ s[n] \} (-1) \cdot {U^{-n}} +\right ] +\end{displaymath} +
+
+

+

+
+ + +\begin{displaymath} +\approx {{-i} \over {2 \pi}} \left [ U^n - U^{-n} \right ] +\end{displaymath} +
+
+

+

+
+ + +\begin{displaymath} += {{\sin ( \omega n)} \over {\pi}} +\end{displaymath} +
+
+

+and similarly the $k$th harmonic is +

+
+ + +\begin{displaymath} +{{\sin ( k \omega n)} \over {k \pi}} +\end{displaymath} +
+
+

+so the entire Fourier series is: +

+
+ + +\begin{displaymath} +s[n] \approx {1 \over \pi} \left [ +{\sin ( \omega n )} ++ ... +...\over 2} ++ {{\sin ( 3 \omega n)} \over 3} ++ \cdots +\right ] +\end{displaymath} +
+
+

+ +

+

+ + +next + +up + +previous + +contents + +index +
+ Next: Parabolic wave + Up: Fourier series of the + Previous: Fourier series of the +   Contents +   Index + +
+Miller Puckette +2006-12-30 +
+ + diff --git a/node19.html b/node19.html new file mode 100644 index 0000000..8340d7c --- /dev/null +++ b/node19.html @@ -0,0 +1,201 @@ + + + + + +Constant amplitude scaler + + + + + + + + + + + + + + + + + + + +next + +up + +previous + +contents + +index +
+ Next: Amplitude control in decibels + Up: Examples + Previous: Examples +   Contents +   Index +
+
+ + +

+Constant amplitude scaler +

+ +

+Example A01.sinewave.pd, shown in Figure 1.11, contains essentially the +simplest possible patch that makes a sound, +with only three object boxes. (There are also comments, and two message +boxes to turn Pd's ``DSP" (audio) processing on and off.) The three object boxes +are: + +

+ +

+ + + +
Figure 1.11: +The contents of the first Pd example patch: A01.sinewave.pd.
\begin{figure}\psfig{file=figs/fig01.11.ps}\end{figure}
+
+ +

+
+\fbox{ $ \mathrm{osc}\sim $}: +sinusoidal oscillator. The +left hand side input +and the output are digital audio signals. The input is taken to be a +(possibly time-varying) frequency in Hertz. The output is a sinusoid at +the specified frequency. If nothing is connected to the frequency inlet, +the creation argument (440 in this example) is used as the frequency. +The output has peak amplitude one. You may set an initial phase by sending +messages (not audio signals) to the right inlet. The left (frequency) inlet +may also be sent messages to set the frequency, since any inlet that takes an +audio signal may also be sent messages which are automatically converted to the +desired audio signal. + +

+
+\fbox{ $*\sim$\ }: +multiplier. This exists in two +forms. If a creation argument is specified (as in this example; it's 0.05), +this box multiplies a digital audio signal (in the left inlet) by the number; +messages to the right inlet can update the number as well. If no argument is +given, this box multiplies two incoming digital audio signals together. + +

+
+\fbox{ $ \mathrm{dac}\sim $}: +audio output device. +Depending on your hardware, this might not actually be a Digital/Analog +Converter as the name suggests; but in general, it allows you to send any +audio signal to your computer's audio output(s). If there are no creation +arguments, the default behavior is to output to channels one and two of +the audio hardware; you may specify alternative channel numbers (one or many) +using the creation arguments. Pd itself may be configured to use two or +more output channels, or may not have the audio output device open at all; +consult the Pd documentation for details. + +

+The two message boxes show a peculiarity in the way messages are parsed in +message boxes. Earlier in Figure 1.10 (part a), the message +consisted only of the number 21. When clicked, that box sent the message ``21" +to its outlet and hence to any objects connected to it. In this current +example, the text of the message boxes starts with a semicolon. This is a +terminator between messages (so the first message is empty), after which the +next word is taken as the name of the recipient of the following message. Thus +the message here is ``dsp 1" (or ``dsp 0") and the message is to be sent, not +to any connected objects--there aren't any anyway--but rather, to the object +named ``pd". This particular object is provided invisibly by the Pd program +and you can send it various messages to control Pd's global state, in this case +turning audio processing on (``1") and off (``0"). + +

+Many more details about the control aspects of Pd, such as the above, are +explained in a different series of example patches (the ``control examples") in +the Pd release, but they will only be touched on here as necessary to +demonstrate the audio signal processing techniques that are the subject of this +book. + +

+

+ + +next + +up + +previous + +contents + +index +
+ Next: Amplitude control in decibels + Up: Examples + Previous: Examples +   Contents +   Index + +
+Miller Puckette +2006-12-30 +
+ + diff --git a/node190.html b/node190.html new file mode 100644 index 0000000..d1997af --- /dev/null +++ b/node190.html @@ -0,0 +1,267 @@ + + + + + +Parabolic wave + + + + + + + + + + + + + + + + + + + +next + +up + +previous + +contents + +index +
+ Next: Square and symmetric triangle + Up: Fourier series of the + Previous: Sawtooth wave +   Contents +   Index +
+
+ + +

+Parabolic wave +

+The same analysis, with some differences in sign and normalization, works +for parabolic waves. First we compute the difference: +

+
+ + +\begin{displaymath} +p[n] - p[n-1] = { +{ +{{({n\over N} - {1\over 2})}^2} - +{{({{n-1}\over N} - {1\over 2})}^2} +} \over { +2 +}} +\end{displaymath} +
+
+

+

+
+ + +\begin{displaymath} += { +{ +{{({n\over N} - {N\over {2N}})}^2} - +{{({{n}\over N} - {{N - 2}\over {2N}})}^2} +} \over { +2 +}} +\end{displaymath} +
+
+

+

+
+ + +\begin{displaymath} += { +{ +{{{2n}\over {N^2}} - {1\over {N}}} + {1\over {N^2}} +} \over { +2 +}} +\end{displaymath} +
+
+

+

+
+ + +\begin{displaymath} +\approx - s[n] / N . +\end{displaymath} +
+
+

+So (again for $k \neq 0$, small compared to $N$) we get: +

+
+ + +\begin{displaymath} +{\cal FT}\{ p[n] \} (k) \approx +{{-1} \over N} \cdot {{-iN} \over {2 \pi k}} \cdot {\cal FT}\{ s[n] \} (k) +\end{displaymath} +
+
+

+

+
+ + +\begin{displaymath} +\approx {{-1} \over N} \cdot {{-iN} \over {2 \pi k}} +\cdot {{-iN} \over {2 \pi k}} +\end{displaymath} +
+
+

+

+
+ + +\begin{displaymath} += {N \over {4 {\pi ^2} {k^2}}} +\end{displaymath} +
+
+

+and as before we get the Fourier series: +

+
+ + +\begin{displaymath} +p[n] \approx {1 \over {2 {\pi^2}}} \left [ +{\cos ( \omega ... +...\over 4} ++ {{\cos ( 3 \omega n)} \over 9} ++ \cdots +\right ] +\end{displaymath} +
+
+

+
+
+Miller Puckette +2006-12-30 +
+ + diff --git a/node191.html b/node191.html new file mode 100644 index 0000000..6664533 --- /dev/null +++ b/node191.html @@ -0,0 +1,264 @@ + + + + + +Square and symmetric triangle waves + + + + + + + + + + + + + + + + + + + +next + +up + +previous + +contents + +index +
+ Next: General (non-symmetric) triangle wave + Up: Fourier series of the + Previous: Parabolic wave +   Contents +   Index +
+
+ + +

+Square and symmetric triangle waves +

+ +

+ +

+ + + +
Figure 10.6: +Symmetric triangle wave, obtained by superposing parabolic waves with +$(M, c)$ pairs equal to $(0, 8)$ and $(N/2, -8)$.
\begin{figure}\psfig{file=figs/fig10.06.ps}\end{figure}
+
+ +

+To see how to obtain Fourier series for classical waveforms in general, +consider first the square wave, +

+
+ + +\begin{displaymath} +x[n] = s[n] - s[n-{N \over 2}] +\end{displaymath} +
+
+

+equal to $1/2$ for the first half cycle ($0 <= n < N/2$) and $-1/2$ for the rest. +We get the Fourier series by plugging in the Fourier series for $s[n]$ twice: +

+
+ + +\begin{displaymath} +x[n] \approx {1 \over \pi} \left [ +{\sin ( \omega n )} ++ ... +...\over 2} ++ {{\sin ( 3 \omega n)} \over 3} ++ \cdots +\right . +\end{displaymath} +
+
+

+

+
+ + +\begin{displaymath} +\left . +-{\sin ( \omega n )} ++ {{\sin ( 2 \omega n)} \over 2} +- {{\sin ( 3 \omega n)} \over 3} +\pm \cdots +\right ] +\end{displaymath} +
+
+

+

+
+ + +\begin{displaymath} += {2 \over \pi} \left [ +{\sin ( \omega n )} ++ {{\sin ( 3 ... +...\over 3} ++ {{\sin ( 5 \omega n)} \over 5} ++ \cdots +\right ] +\end{displaymath} +
+
+

+ +

+The symmetric triangle wave (Figure 10.6) given by +

+
+ + +\begin{displaymath} +x[n] = 8 p[n] - 8 p[n-{N \over 2}] +\end{displaymath} +
+
+

+similarly comes to +

+
+ + +\begin{displaymath} +x[n] \approx {8 \over {{\pi^2}}} \left [ +{\cos ( \omega n ... +...over 9} ++ {{\cos ( 5 \omega n)} \over 25} ++ \cdots +\right ] +\end{displaymath} +
+
+

+ +

+

+
+Miller Puckette +2006-12-30 +
+ + diff --git a/node192.html b/node192.html new file mode 100644 index 0000000..3e29c1c --- /dev/null +++ b/node192.html @@ -0,0 +1,437 @@ + + + + + +General (non-symmetric) triangle wave + + + + + + + + + + + + + + + + + + +next + +up + +previous + +contents + +index +
+ Next: Predicting and controlling foldover + Up: Fourier series of the + Previous: Square and symmetric triangle +   Contents +   Index +
+
+ + +

+ +
+General (non-symmetric) triangle wave +

+ +

+ +

+ + + +
Figure 10.7: +Non-symmetric triangle wave, with vertices at $(M, 1)$ and +$(N-M, -1)$.
\begin{figure}\psfig{file=figs/fig10.07.ps}\end{figure}
+
+ +

+A general, non-symmetric triangle wave appears in Figure 10.7. Here +we have arranged the cycle so that, first, the DC component is zero (so that +the two corners have equal and opposite heights), and second, so that the +midpoint of the shorter segment goes through the point $(0,0)$. + +

+The two line segments have slopes equal to $1/M$ and $-2/(N-2M)$, so the +decomposition into component parabolic waves is given by: +

+
+ + +\begin{displaymath} +x[n] = {{N^2} \over {MN - 2{M^2}}} (p[n-M] - p[n+M]) +\end{displaymath} +
+
+

+(here we're using the periodicity of $p[n]$ to replace $p[n-(N-M)]$ by +$p[n+M]$).) + +

+The most general way of dealing with linear combinations of elementary +(parabolic and/or sawtooth) waves is to go back to the complex Fourier +series, as +we did in finding the series for the elementary waves themselves. But in this +particular case we can use a trigonometric identity to avoid the extra work of +converting back and forth. First we plug in the real-valued Fourier series: +

+
+ + +\begin{displaymath} +x[n] = {{N^2} \over {2{\pi ^ 2} (MN - 2{M^2})}} \left [ +\p... +...{}} +{\cos ( \omega (n-M))} - {\cos ( \omega (n+M))} +\right . +\end{displaymath} +
+
+

+

+
+ + +\begin{displaymath} +\left . ++ {{\cos ( 2 \omega (n-M)) - \cos ( 2 \omega (n+M))} \over 4} ++ \cdots +\right ] +\end{displaymath} +
+
+

+Now we use the identity, +

+
+ + +\begin{displaymath} +\cos(a) - \cos(b) = 2 \sin({{b-a}\over 2}) \sin({{a+b}\over 2}) +\end{displaymath} +
+
+

+so that, for example, +

+
+ + +\begin{displaymath} +{\cos ( \omega (n-M))} - {\cos ( \omega (n+M))} = +2 \sin (2 \pi M / N) \sin ( \omega n) +\end{displaymath} +
+
+

+(Here again we used the definition of +$\omega=2\pi/N$.) This is a +simplification since the first sine term does not depend on $n$; it's +just an amplitude term. Applying the identity to all the terms of the expansion +for $x[n]$ gives: +

+
+ + +\begin{displaymath} +x[n] = a[1] \sin(\omega n) + a[2] \sin(2 \omega n) + \cdots +\end{displaymath} +
+
+

+where the amplitudes of the components are given by: +

+
+ + +\begin{displaymath} +a[k] = {1 \over {{\pi ^ 2} (M/N - 2{{(M/N)}^2})}} +\cdot {{\sin (2 \pi k M / N) } \over {k^2}} +\end{displaymath} +
+
+

+Notice that the result does not depend separately on the values of $M$ and $N$, +but only on their ratio, $M/N$ (this is not surprising because the shape of +the waveform depends on this ratio). If we look at small values of $k$: +

+
+ + +\begin{displaymath} +k < {{1} \over {4 M/N}} +\end{displaymath} +
+
+

+the argument of the sine function is less than $\pi /2$ and using the +approximation +$\sin(\theta) \approx \theta$ we find that $a[k]$ drops off +as $1/k$, just as the partials of a sawtooth wave. But for larger values of +$k$ the sine term oscillates between 1 and -1, so that the amplitudes drop off +irregularly as $1/{k^2}$. + +

+Figure 10.8 shows the partial strengths with $M/N$ set to +0.03; here, our prediction is that the $1/k$ dependence should extend to + +$k \approx 1/(4\cdot 0.03) \approx 8.5$, in rough agreement with the figure. + +

+Another way to see why the partials should behave as $1/k$ for low values of +$k$ and $1/{k^2}$ thereafter, is to compare the period of a given partial with +the length of the short segment, $2M$. For partials numbering less than +$N/4M$, the period is at least twice the length of the short segment, and at +that scale the waveform is nearly indistinguishable from a sawtooth wave. +For partials numbering in excess of $N/2M$, the two corners of the triangle +wave are at least one period apart, and at these higher frequencies the two +corners (each with $1/{k^2}$ frequency dependence) are resolved from each +other. In the figure, the notch at partial 17 occurs at the wavelength + +$N/2M \approx 1/17$, at which wavelength the two corners are one cycle apart; +since the corners are opposite in sign they cancel each other. + +

+

+ + +next + +up + +previous + +contents + +index +
+ Next: Predicting and controlling foldover + Up: Fourier series of the + Previous: Square and symmetric triangle +   Contents +   Index + +
+Miller Puckette +2006-12-30 +
+ + diff --git a/node193.html b/node193.html new file mode 100644 index 0000000..12e6a41 --- /dev/null +++ b/node193.html @@ -0,0 +1,148 @@ + + + + + +Predicting and controlling foldover + + + + + + + + + + + + + + + + + + + +next + +up + +previous + +contents + +index +
+ Next: Over-sampling + Up: Classical waveforms + Previous: General (non-symmetric) triangle wave +   Contents +   Index +
+
+ + +

+Predicting and controlling foldover +

+ +

+Now we descend to the real situation, in which the period of the waveform +cannot be assumed to be arbitrarily long and integer-valued. Suppose (for +definiteness) we want to synthesize tones at 440 Hertz (A above middle C), and +that we are using a sample rate of 44100 Hertz, so that the period is about 100.25 +samples. Theoretically, given a very high sample rate, we would expect the +fiftieth partial to have magnitude $1/50$ compared to the fundamental and +a frequency about 20 kHz. If we sample this waveform at the (lower) sample +rate of 44100, then partials in excess of this frequency will be aliased, as +described in Section 3.1. The relative strength of the +folded-over partials will be on the order of -32 decibels--quite audible. +If the fundamental frequency is raised further, more and louder partials reach +the Nyquist frequency (half the sample rate) and begin to fold over. + +

+Foldover problems are much less pronounced for waveforms with only corners +(instead of jumps) because of the faster dropoff of higher partial frequencies; +for instance, a symmetric triangle wave at 440 Hertz would get twice the dropoff, or -64 +decibels. In general, though, waveforms with discontinuities are a better +starting point for +subtractive synthesis (the most popular classical technique). +In case you were hoping, subtractive filtering can't remove foldover once it is +present in an audio signal. + +

+

+ +Subsections + + + +
+ + +next + +up + +previous + +contents + +index +
+ Next: Over-sampling + Up: Classical waveforms + Previous: General (non-symmetric) triangle wave +   Contents +   Index + +
+Miller Puckette +2006-12-30 +
+ + diff --git a/node194.html b/node194.html new file mode 100644 index 0000000..57957c7 --- /dev/null +++ b/node194.html @@ -0,0 +1,171 @@ + + + + + +Over-sampling + + + + + + + + + + + + + + + + + + + +next + +up + +previous + +contents + +index +
+ Next: Sneaky triangle waves + Up: Predicting and controlling foldover + Previous: Predicting and controlling foldover +   Contents +   Index +
+
+ + +

+Over-sampling +

+ +

+As a first line of defense against foldover, we can synthesize the waveform at +a much higher sample rate, apply a low-pass filter whose cutoff frequency is +set to the Nyquist frequency (for the original sample rate), then +down-sample. For example, in the above scenario (44100 sample rate, 440 Hertz +tone) we could generate the sawtooth at a sample rate of +$16\cdot 44100 = +705600$ Hertz. We need only worry about frequencies in excess of + +$705600-20000=685600$ Hertz (so that they fold over into audible frequencies; +foldover to ultrasonic frequencies normally won't concern us) so the first +problematic partial is +$685600/440=1558$, whose amplitude is -64dB relative +to that of the fundamental. + +

+ +

+ + + +
Figure 10.8: +Magnitude spectrum of a triangle wave with $M/N=0.03$. The two +line segments show $1/k$ and $1/{k^2}$ behavior at low and high frequencies.
\begin{figure}\psfig{file=figs/fig10.08.ps}\end{figure}
+
+ +

+This attenuation degrades by 6 dB for every octave the fundamental +is raised, so that a 10 kHz. sawtooth only enjoys a 37 dB drop from the +fundamental to the loudest foldover partial. On the other hand, raising the +sample rate by an additional factor of two reduces foldover by the same +amount. If we really wish to get 60 decibels of foldover rejection--all the +way up to a 10 kHz. fundamental--we will have to over-sample by a factor of 256, +to a sample rate of about 11 million Hertz. + +

+

+ + +next + +up + +previous + +contents + +index +
+ Next: Sneaky triangle waves + Up: Predicting and controlling foldover + Previous: Predicting and controlling foldover +   Contents +   Index + +
+Miller Puckette +2006-12-30 +
+ + diff --git a/node195.html b/node195.html new file mode 100644 index 0000000..ffca295 --- /dev/null +++ b/node195.html @@ -0,0 +1,154 @@ + + + + + +Sneaky triangle waves + + + + + + + + + + + + + + + + + + + +next + +up + +previous + +contents + +index +
+ Next: Transition splicing + Up: Predicting and controlling foldover + Previous: Over-sampling +   Contents +   Index +
+
+ + +

+Sneaky triangle waves +

+ +

+For low fundamental frequencies, over-sampling is an easy way to get adequate +foldover protection. If we wish to allow higher frequencies, we will need a +more sophisticated approach. One possibility is to replace discontinuities by +ramps, or in other words, to replace component sawtooth waves by triangle +waves, as treated in Section 10.3.4, +with values of $M/N$ small enough +that the result sounds like a sawtooth wave, but large enough to control +foldover. + +

+Returning to Figure 10.8, suppose for example we imitate a sawtooth +wave with a triangle wave with $M$ equal to two samples, so that the first +notch falls on the Nyquist frequency. Partials above the first notch (the 17th +partial in the figure) will fold over; the worst of them is about 40 dB below +the fundamental. On the other hand, the partial strengths start dropping faster +than those of a true sawtooth wave at about half the Nyquist frequency. This +is acceptable in some, but not all, situations. + +

+The triangle wave strategy can be combined with over-sampling to improve the +situation further. Again in the context of Figure 10.8, suppose we +over-sample by a factor of 4, and set the first notch at the original sample +rate. The partials up to the Nyquist frequency (partial 8, at the fundamental +frequency shown in the figure) follow those of the true sawtooth wave fairly +well. Foldover sets in only at partial number 48, and is 52 dB below the +fundamental. This overall behavior holds for any fundamental frequency up to +about one quarter the sample rate (after which $M$ exceeds $N/2$). Setting the +notch frequency to the original sample rate is equivalent to setting the +segment of length $2M$ to one sample (at the original sample rate). + +

+

+ + +next + +up + +previous + +contents + +index +
+ Next: Transition splicing + Up: Predicting and controlling foldover + Previous: Over-sampling +   Contents +   Index + +
+Miller Puckette +2006-12-30 +
+ + diff --git a/node196.html b/node196.html new file mode 100644 index 0000000..f99a7a2 --- /dev/null +++ b/node196.html @@ -0,0 +1,239 @@ + + + + + +Transition splicing + + + + + + + + + + + + + + + + + + +next + +up + +previous + +contents + +index +
+ Next: Examples + Up: Predicting and controlling foldover + Previous: Sneaky triangle waves +   Contents +   Index +
+
+ + +

+Transition splicing +

+ +

+In the point of view developed in this chapter, the energy of the spectral +components of classical waves can be attributed entirely to their jumps and +corners. This is artificial, of course: the energy really emanates from the +entire waveform. Our derivation of the spectrum of the classical waveforms +uses the jumps and corners as a bookkeeping device, and this is possible +because the entire waveform is determined by their positions and magnitudes. + +

+Taking this ruse even further, the problem of making band-limited versions of +classical waveforms can be attacked by making band-limited versions of the +jumps and corners. Since the jumps are the more serious foldover threat, we +will focus on them here, although the approach described here works perfectly +well for corners as well. + +

+ +

+ + + +
Figure 10.9: +A square wave, band-limited to partials 1, 3, 5, 7, 9, and 11. This +can be regarded approximately as a series of band-limited step functions arranged +end to end.
\begin{figure}\psfig{file=figs/fig10.09.ps}\end{figure}
+
+ +

+To construct a band-limited step function, all we have to do is add the Fourier +components of a square wave, as many as we like, and then harvest the step +function at any one of the jumps. Figure 10.9 shows the partial +Fourier sum corresponding to a square wave, using partials 1, 3, 5, 7, 9, and +11. The cutoff frequency can be taken as $12\omega$ (if $\omega $ is the +fundamental frequency). + +

+If we double the period of the square wave, to arrive at the same cutoff +frequency, we would add twice as many Fourier partials, up to number 23, for +instance. Extending this process forever, we would eventually see the ideal +band-limited step function, twice per (arbitrarily long) period. + +

+In practice we can do quite well using only the first two partials (one and +three times the fundamental). Figure 10.10 (part a) shows +a two-partial approximation of a square wave. The cutoff frequency is +four times the fundamental; so if the period of the waveform is eight +samples, the cutoff is at the Nyquist frequency. Part (b) of the +figure shows how we could use this step function to synthesize, approximately, +a square wave of twice the period. If the cutoff frequency is the Nyquist +frequency, the period of the waveform of part (b) is 16 samples. Each +transition lasts 4 samples, because the band-limited square wave has a period +of eight samples. + +

+ +

+ + + +
Figure 10.10: +Stretching a band-limited square wave: (a) the original waveform; +(b) after splicing in horizontal segments; (c) using the same step transition +for a sawtooth wave.
\begin{figure}\psfig{file=figs/fig10.10.ps}\end{figure}
+
+ +

+We can make a band-limited sawtooth wave by adding the four-sample-long +transition to a ramp function so that the end of the resulting function meets +smoothly with itself end to end, as shown in part (c) of the +figure. +There is one transition per period, so the period must be at least four +samples; the highest fundamental frequency we can synthesize this way is half +the Nyquist frequency. For this or lower fundamental frequency, the foldover +products all turn out to be at least 60 dB quieter than the fundamental. + +

+ +

+ + + +
Figure 10.11: +Block diagram for making a sawtooth wave with a spliced transition.
\begin{figure}\psfig{file=figs/fig10.11.ps}\end{figure}
+
+ +

+Figure 10.11 shows how to generate a sawtooth wave with a spliced +transition. The two parameters are $f$, the fundamental frequency, and $b$, +the band limit, assumed to be at least as large as $f$. We start with a +digital sawtooth wave (a phasor) ranging from -0.5 to 0.5 in value. The +transition will take place at the middle of the cycle, when the phasor crosses +0. The wavetable is traversed in a constant amount of time, $1/b$, regardless +of $f$. The table lookup is taken to be non-wraparound, so that inputs out of +range output either -0.5 or 0.5. + +

+At the end of the cycle the phasor discontinuously jumps from -0.5 to 0.5, but +the output of the transition table jumps an equal and opposite amount, so the +result is continuous. During the portion of the waveform in which the +transition table is read at one or the other end-point, the output describes +a straight line segment. + +

+

+ + +next + +up + +previous + +contents + +index +
+ Next: Examples + Up: Predicting and controlling foldover + Previous: Sneaky triangle waves +   Contents +   Index + +
+Miller Puckette +2006-12-30 +
+ + diff --git a/node197.html b/node197.html new file mode 100644 index 0000000..13f53b3 --- /dev/null +++ b/node197.html @@ -0,0 +1,86 @@ + + + + + +Examples + + + + + + + + + + + + + + + + + + + +next + +up + +previous + +contents + +index +
+ Next: Combining sawtooth waves + Up: Classical waveforms + Previous: Transition splicing +   Contents +   Index +
+
+ + +

+Examples +

+ +

+

+ +Subsections + + + +
+
+Miller Puckette +2006-12-30 +
+ + diff --git a/node198.html b/node198.html new file mode 100644 index 0000000..cc9ae5f --- /dev/null +++ b/node198.html @@ -0,0 +1,162 @@ + + + + + +Combining sawtooth waves + + + + + + + + + + + + + + + + + + + +next + +up + +previous + +contents + +index +
+ Next: Strategies for band-limiting sawtooth + Up: Examples + Previous: Examples +   Contents +   Index +
+
+ + +

+Combining sawtooth waves +

+ +

+ +

+ + + +
Figure 10.12: +Combining sawtooth waves: (a) adding and subtracting sawtooth waves +1/2 cycle out of phase, to extract even and odd harmonics; (b) combining three +sawtooth waves with arbitrary amplitudes and phases.
\begin{figure}\psfig{file=figs/fig10.12.ps}\end{figure}
+
+ +

+Example J01.even.odd.pd (Figure 10.12, part a) shows how to combine sawtooth +waves in pairs to extract the even and odd harmonics. The resulting waveforms +are as shown in Figure 10.3. Example J02.trapezoids.pd (part b of the +figure) demonstrates combining three sawtooth waves at arbitrary phases and +amplitudes; the resulting classic waveform has up to three jumps and no +corners. The three line segments are horizontal as long as the three jumps add +to zero; otherwise the segments are sloped to make up for the the unbalanced +jumps so that the result repeats from one period to the next. + +

+Example J03.pulse.width.mod.pd (not shown) combines two sawtooth waves, of opposite sign, with +slightly different frequencies so that the relative phase changes +continuously. Their sum is a rectangle wave whose width varies in time. This +is known as pulse width modulation (``PWM"). + +

+ +

+ + + +
Figure 10.13: +Combining parabolic waves to make a waveform with three corners.
\begin{figure}\psfig{file=figs/fig10.13.ps}\end{figure}
+
+ +

+Example J04.corners.pd (Figure 10.13) shows how to add parabolic waves to make +a combined waveform with three corners. Each parabolic wave is computed from a +sawtooth wave (ranging from -0.5 to 0.5) by squaring it, multiplying by 0.5, +and subtracting the DC component of -1/12, or -0.08333. The patch combines +three such parabolic waves with controllable amplitudes and phases. As +long as the amplitudes sum to zero, the resulting waveform consists of line +segments, whose corners are located according to the three phases and have +slope changes according to the three amplitudes. + +

+

+ + +next + +up + +previous + +contents + +index +
+ Next: Strategies for band-limiting sawtooth + Up: Examples + Previous: Examples +   Contents +   Index + +
+Miller Puckette +2006-12-30 +
+ + diff --git a/node199.html b/node199.html new file mode 100644 index 0000000..fbc38f0 --- /dev/null +++ b/node199.html @@ -0,0 +1,165 @@ + + + + + +Strategies for band-limiting sawtooth waves + + + + + + + + + + + + + + + + + + +next + +up + +previous + +contents + +index +
+ Next: Exercises + Up: Examples + Previous: Combining sawtooth waves +   Contents +   Index +
+
+ + +

+Strategies for band-limiting sawtooth waves +

+ +

+ +

+ + + +
Figure 10.14: +Alternative techniques for making waveforms with corners: (a) a +triangle wave as the minimum of two line segments; (b) clipping a triangle wave to +make an ``envelope".
\begin{figure}\psfig{file=figs/fig10.14.ps}\end{figure}
+
+ +

+Example J05.triangle.pd (Figure 10.14, part a) shows a simple way to make a +triangle wave, in which only the slope of the rising and falling segment are +specified. A phasor supplies the rising shape (its amplitude being the slope), +and the same phasor, subtracted from one, gives the decaying shape. The +minimum of the two linear functions follows the rising phasor up to the +intersection of the two, and then follows the falling phasor back down to zero +at the end of the cycle. + +

+A triangle wave can be clipped above and below to make a trapezoidal wave, +which can be used either as an audio-frequency pulse or, at a lower fundamental +frequency, as a repeating ASR (attack/sustain/release) envelope. Patch +J06.enveloping.pd (Figure 10.14 part b) demonstrates this. The same rising +shape is used as in the previous example, and the falling shape differs only +in that its phase is set so that it falls to zero at a controllable point (not +necessarily at the end of the cycle as before). The clip~ object prevents +it from rising above 1 (so that, if the intersection of the two segments is +higher than one, we get a horizontal ``sustain" segment), and also from falling +below zero, so that once the falling shape reaches zero, the output is zero for +the rest of the cycle. + +

+Example J07.oversampling.pd shows how to use up-sampling to reduce foldover when using a +phasor~ object as an audio sawtooth wave. A subpatch, running at 16 +times the base sample rate, contains the phasor~ object and a +three-pole, three-zero Butterworth filter to reduce the amplitudes of partials +above the Nyquist frequency of the parent patch (running at the original sample +rate) so that the output won't fold over when it is down-sampled at the +outlet~ object. Example J08.classicsynth.pd demonstrates using up-sampled +phasors as signal generators to make an imitation of a classic synthesizer +doing subtractive synthesis. + +

+Example J09.bandlimited.pd shows how to use transition splicing as an alternative way to +generate a sawtooth wave with controllable foldover. This has the advantage of +being more direct (and usually less compute-intensive) than the up-sampling +method. On the other hand, this technique depends on using the reciprocal of +the fundamental frequency as an audio signal in its own right (to control the +amplitude of the sweeping signal that reads the transition table) and, in the +same way as for the PAF technique of Chapter 6, care must be +taken to avoid clicks if the fundamental frequency changes discontinuously. + +

+

+ + +next + +up + +previous + +contents + +index +
+ Next: Exercises + Up: Examples + Previous: Combining sawtooth waves +   Contents +   Index + +
+Miller Puckette +2006-12-30 +
+ + diff --git a/node2.html b/node2.html new file mode 100644 index 0000000..dfe2c3a --- /dev/null +++ b/node2.html @@ -0,0 +1,74 @@ + + + + + +#1 + + + + + + + + + + + + + + + + + + +next + +up + +previous + +contents + +index +
+ Next: #1 + Up: #1 + Previous: #1 +   Contents +   Index +
+
+ + +

+#1 +

+ +1] +
+
+Miller Puckette +2006-12-30 +
+ + diff --git a/node20.html b/node20.html new file mode 100644 index 0000000..ed327e7 --- /dev/null +++ b/node20.html @@ -0,0 +1,167 @@ + + + + + +Amplitude control in decibels + + + + + + + + + + + + + + + + + + + +next + +up + +previous + +contents + +index +
+ Next: Smoothed amplitude control with + Up: Examples + Previous: Constant amplitude scaler +   Contents +   Index +
+
+ + +

+Amplitude control in decibels +

+ +

+Example A02.amplitude.pd shows how to make a crude amplitude control; +the active elements +are shown in Figure 1.12 (part a). There is one new object class: + +

+ +

+ + + +
Figure 1.12: +The active ingredients to three patches: (a) A02.amplitude.pd; (b) +A03.line.pd; (c) A05.output.subpatch.pd.
\begin{figure}\psfig{file=figs/fig01.12.ps}\end{figure}
+
+ +

+
+\fbox{ $ \mathrm{dbtorms} $} : Decibels to linear +amplitude conversion. The ``RMS" is a misnomer; it should have been named +``dbtoamp", +since it really converts from decibels to any linear amplitude unit, be it +RMS, peak, or other. An input of 100 dB is normalized to an output of 1. +Values greater than 100 are fine (120 will give 10), but values less than or +equal to zero will output zero (a zero input would otherwise have output a +small positive number). This is a control object, i.e., the numbers going in +and out are messages, not signals. (A corresponding object, + +\fbox{ $ \mathrm{dbtorms}\sim $}, is the signal correlate. However, as a +signal object this is expensive in CPU time and most often we'll find +one way or another to avoid using it.) + +

+The two number boxes are connected to the input and output of the +dbtorms object. The input functions as a control; ``mouse" on it +(click and drag upward or downward) to change the amplitude. It has been set to range from +0 to 80; this is protection for your speakers and ears, and it's wise to build +such guardrails into your own patches. + +

+The other number box shows the output of the dbtorms object. It is +useless +to mouse on this number box, since its outlet is connected nowhere; it is here +purely to display its input. Number boxes may be useful as controls, displays, +or both, although if you're using it as both there may be some extra work to do. + +

+

+ + +next + +up + +previous + +contents + +index +
+ Next: Smoothed amplitude control with + Up: Examples + Previous: Constant amplitude scaler +   Contents +   Index + +
+Miller Puckette +2006-12-30 +
+ + diff --git a/node200.html b/node200.html new file mode 100644 index 0000000..e74ed8f --- /dev/null +++ b/node200.html @@ -0,0 +1,116 @@ + + + + + +Exercises + + + + + + + + + + + + + + + + + + +next + +up + +previous + +contents + +index +
+ Next: Index + Up: Classical waveforms + Previous: Strategies for band-limiting sawtooth +   Contents +   Index +
+
+ + +

+Exercises +

+ +

+ +

    +
  1. A phasor~ object has a frequency of 441 Hertz (at a sample rate +of 44100). What is the amplitude of the DC component? The fundamental? The +partial at 22050 Hertz (above which the partials fold over)? + +

    +

    2. +
  2. A square wave oscillates between 1 and -1. What is its RMS amplitude? + +

    +

    3. +
  3. In Section 10.3 a square wave was presented as an odd +waveform whose Fourier series consisted of sine (and not cosine) functions. +If the square wave is advanced 1/8 cycle in phase, so that it appears as an +even function, what does its Fourier series become? + +

    +

    4. +
  4. A rectangle wave is 1 for 1/4 cycle, zero for 3/4 cycles. What are the +strengths of its harmonics at 0, 1, 2, 3, and 4 times the fundamental? + +

    +

    5. +
  5. How much is +$1 + 1/9 + 1/25 + 1/49 + 1/81 + \cdots$? + +

    +

    6. +
+ +

+ +

+ +

+ +

+
+Miller Puckette +2006-12-30 +
+ + diff --git a/node201.html b/node201.html new file mode 100644 index 0000000..b5b07f2 --- /dev/null +++ b/node201.html @@ -0,0 +1,1187 @@ + + + + + +Index + + + + + + + + + + + + + + + + + + + +next + +up + +previous + +contents +
+ Next: Bibliography + Up: book + Previous: Exercises +   Contents +
+
+ +
+ +

+Index +

+
+\fbox{ $ \mathrm{osc}\sim $} +
Constant amplitude scaler +
+\fbox{ $*\sim$\ } +
Constant amplitude scaler +
+\fbox{ $ \mathrm{dac}\sim $} +
Constant amplitude scaler +
+\fbox{ $ \mathrm{line}\sim $} +
Smoothed amplitude control with +
+\fbox{ $ \mathrm{mtof} $} +
Conversion between frequency and +
+\fbox{ $ \mathrm{ftom} $} +
Conversion between frequency and +
+\fbox{ $ \mathrm{r} $} +
Conversion between frequency and +
+\fbox{ $ \mathrm{receive} $} +
Conversion between frequency and +
+\fbox{ $\mathrm{s}$\ } +
Conversion between frequency and +
+\fbox{ $\mathrm{send}$} +
Conversion between frequency and +
+\fbox{ $ \mathrm{tabosc4}\sim $} +
Wavetable oscillator +
+\fbox{ $\mathrm{tabread4}\sim$\ } +
Wavetable lookup in general +
+\fbox{ $\mathrm{tabwrite}\sim$\ } +
Wavetable lookup in general +
+\fbox{ $\mathrm{pack}$\ } +
Wavetable lookup in general +
+\fbox{ $\mathrm{hip}\sim$\ } +
Using a wavetable as +
+\fbox{ $\mathrm{cos}\sim$\ } +
Looping samplers +
+\fbox{ $\mathrm{samphold}\sim$\ } +
Looping samplers +
+\fbox{ $\mathrm{loadbang}$\ } +
Overlapping sample looper +
+\fbox{ $\mathrm{expr}$\ } +
Overlapping sample looper +
+\fbox{$\mathrm{wrap}\sim$} +
Overlapping sample looper +
+\fbox{ $\mathrm{send}\sim$\ } +
Overlapping sample looper +
+\fbox{ $\mathrm{s}\sim$\ } +
Overlapping sample looper +
+\fbox{ $\mathrm{receive}\sim$\ } +
Overlapping sample looper +
+\fbox{ $\mathrm{r}\sim$\ } +
Overlapping sample looper +
+\fbox{ $\mathrm{delay}$\ }, +\fbox{ $\mathrm{del}$\ } +
Control operations in Pd +
+\fbox{ $\mathrm{pipe}$\ } +
Control operations in Pd +
+\fbox{ $\mathrm{moses}$\ } +
Control operations in Pd +
+\fbox{ $\mathrm{select}$\ }, +\fbox{ $\mathrm{sel}$\ } +
Control operations in Pd +
+\fbox{ $\mathrm{line}$} +
Converting controls to signals +
+\fbox{ $\mathrm{vline}\sim$} +
Converting controls to signals +
+\fbox{ $\mathrm{snapshot}\sim$} +
Signals to controls +
+\fbox{ $\mathrm{env}\sim$} +
Signals to controls +
+\fbox{ $\mathrm{notein}$} +
MIDI-style synthesizer +
+\fbox{ $\mathrm{stripnote}$} +
MIDI-style synthesizer +
+\fbox{ $\mathrm{trigger}$}, +\fbox{ $\mathrm{t}$} +
MIDI-style synthesizer +
+\fbox{ $ \mathrm{inlet} $} +
Encapsulation in Pd +
+\fbox{ $ \mathrm{inlet}\sim $} +
Encapsulation in Pd +
+\fbox{ $\mathrm{outlet}$\ } +
Encapsulation in Pd +
+\fbox{ $\mathrm{outlet}\sim$\ } +
Encapsulation in Pd +
+\fbox{ $\mathrm{unpack}$} +
Transfer functions for amplitude +
+\fbox{$\mathrm{catch\sim}$} +
Additive synthesis: Risset's bell +
+\fbox{$\mathrm{throw\sim}$} +
Additive synthesis: Risset's bell +
+\fbox{ $\mathrm{mod}$} +
Polyphonic synthesis: sampler +
+\fbox{$\mathrm{div}$} +
Polyphonic synthesis: sampler +
+\fbox{ $\mathrm{poly}$} +
Polyphonic synthesis: sampler +
+\fbox{$\mathrm{makenote}$} +
Polyphonic synthesis: sampler +
+\fbox{$\mathrm{fiddle}\sim$} +
Octave divider and formant +
+\fbox{$\mathrm{clip}\sim$} +
Waveshaping and difference tones +
+\fbox{ $\mathrm{until}$\ } +
The PAF generator +
+\fbox{$\mathrm{delwrite}\sim$} +
Fixed, noninterpolating delay line +
+\fbox{$\mathrm{delread}\sim$} +
Fixed, noninterpolating delay line +
+\fbox{$\mathrm{vd}\sim$} +
Variable delay line +
+\fbox{$\mathrm{block}\sim$} +
Order of execution and +
+\fbox{$\mathrm{switch}\sim$} +
Order of execution and +
+\fbox{$\mathrm{lop}\sim$} +
Prefabricated low-, high-, and +
+\fbox{ $\mathrm{hip}\sim$\ } +
Prefabricated low-, high-, and +
+\fbox{$\mathrm{bp}\sim$} +
Prefabricated low-, high-, and +
+\fbox{$\mathrm{noise}\sim$} +
Prefabricated low-, high-, and +
+\fbox{$\mathrm{vcf}\sim$} +
Prefabricated time-varying band-pass filter +
+\fbox{$\mathrm{rzero}\sim$} +
Using elementary filters directly: +
+\fbox{$\mathrm{rzero\_rev}\sim$} +
Using elementary filters directly: +
+\fbox{$\mathrm{rpole}\sim$} +
Using elementary filters directly: +
+\fbox{$\mathrm{czero}\sim$} +
Using elementary filters directly: +
+\fbox{$\mathrm{czero\_rev}\sim$} +
Using elementary filters directly: +
+\fbox{$\mathrm{cpole}\sim$} +
Using elementary filters directly: +
+\fbox{$\mathrm{fft}\sim$} +
Fourier analysis and resynthesis +
+\fbox{$\mathrm{rfft}\sim$} +
Fourier analysis and resynthesis +
+\fbox{$\mathrm{tabreceive}\sim$} +
Fourier analysis and resynthesis +
+\fbox{$\mathrm{rifft}\sim$} +
Fourier analysis and resynthesis +
+\fbox{$\mathrm{bang}\sim$} +
Narrow-band companding: noise suppression +
+\fbox{$\mathrm{tabsend}\sim$} +
Narrow-band companding: noise suppression +
+\fbox{$\mathrm{lrshift}\sim$} +
Phase vocoder time bender +
+\fbox{$\mathrm{q8\_rsqrt}\sim$} +
Phase vocoder time bender +
absolute value (of a complex number) +
Complex numbers +
abstraction +
Encapsulation in Pd +
additive synthesis +
Periodic Signals +
+
examples +
Additive synthesis: Risset's bell + | Additive synthesis: spectral envelope +
+
ADSR envelope generator +
Envelope Generators +
aliasing +
The sampling theorem +
all-pass filter +
Power conservation and complex +
amplitude +
Sinusoids, amplitude and frequency + | Measures of Amplitude +
+
complex +
Complex sinusoids +
+
amplitude, measures of +
Measures of Amplitude +
amplitude, peak +
Measures of Amplitude +
amplitude, RMS +
Measures of Amplitude +
angle of rotation +
Power conservation and complex +
argument (of a complex number) +
Complex numbers +
arguments +
+
creation +
Quick Introduction to Pd +
+
audio signals, digital +
Sinusoids, amplitude and frequency +
band-pass filter +
Band-pass and stop-band filters +
bandwidth +
Designer spectra + | Band-pass and stop-band filters +
beating +
More additive synthesis +
Bessel functions +
Sinusoidal waveshaping: evenness and +
box +
Quick Introduction to Pd +
+
GUI +
Quick Introduction to Pd +
message +
Quick Introduction to Pd +
number +
Quick Introduction to Pd +
object +
Quick Introduction to Pd +
+
carrier frequency +
Frequency and phase modulation + | Carrier/modulator model +
carrier signal +
Multiplying audio signals +
center frequency +
Designer spectra + | Band-pass and stop-band filters +
Central Limit Theorem +
Waveshaping +
cents +
Frequency +
Chebychev polynomials +
Waveshaping using Chebychev polynomials +
class +
Quick Introduction to Pd +
classical waveforms +
Classical waveforms +
clipping +
Wavetables and samplers +
clipping function +
Waveshaping +
coloration +
Artificial reverberation +
comb filter +
Delay networks +
+
recirculating +
Recirculating delay networks +
+
compander +
Narrow-band companding +
complex conjugate +
Non-recirculating filter, second form +
complex numbers +
Complex numbers +
compound filter +
Compound filters +
continuous spectrum +
Taxonomy of spectra +
control +
Control +
control stream +
Control streams +
+
numeric +
Control streams +
+
covariance +
Superposing Signals +
creation arguments +
Quick Introduction to Pd +
DC +
Taxonomy of spectra + | One-pole, one-zero high-pass filter +
debouncing +
Event detection +
decibels +
Units of Amplitude +
delay +
+
compound +
Operations on control streams +
in Pd +
Control operations in Pd +
on control streams +
Operations on control streams +
simple +
Operations on control streams +
+
delay network +
+
linear +
Delay networks +
+
delay, audio +
Delay networks +
digital audio signals +
Sinusoids, amplitude and frequency +
Dirichlet kernel +
Fourier transform of DC +
discrete spectrum +
Taxonomy of spectra +
distortion +
Waveshaping +
Doppler effect +
Variable and fractional shifts +
duty cycle +
Timbre stretching +
dynamic +
Units of Amplitude +
dynamic range +
Narrow-band companding +
echo density +
Artificial reverberation +
elementary filter +
+
non-recirculating +
Elementary non-recirculating filter +
recirculating +
Elementary recirculating filter +
+
encapsulation +
Encapsulation in Pd +
envelope follower +
Event detection + | Envelope following +
envelope generator +
Synthesizing a sinusoid + | Envelope Generators +
+
ADSR +
Envelope Generators +
resetting +
Muting +
+
equalization +
Equalizing filters +
event +
Control streams +
event detection +
Event detection +
feedback +
Phase-aligned formant (PAF) generator +
filter +
Delay networks + | Filters +
+
all-pass +
Power conservation and complex + | All-pass filters +
band-pass +
Band-pass and stop-band filters +
Butterworth +
Butterworth filters +
compound +
Compound filters +
elementary non-recirculating +
Elementary non-recirculating filter +
elementary recirculating +
Elementary recirculating filter +
high-pass +
Low-pass and high-pass filters +
low-pass +
Low-pass and high-pass filters +
peaking +
Equalizing filters +
shelving +
Equalizing filters +
+
first difference +
Fourier series of the +
foldover +
The sampling theorem +
formant +
Designer spectra +
Fourier analysis +
Fourier analysis and resynthesis +
Fourier transform +
Fourier analysis of periodic +
+
fast (FFT) +
Fourier analysis and resynthesis +
phase shift formula +
Shifts and phase changes +
time shift formula +
Shifts and phase changes +
windowed +
Fourier analysis of non-periodic +
+
frequency +
+
carrier +
Frequency and phase modulation +
modulation +
Frequency and phase modulation +
+
frequency domain +
Delay networks +
frequency modulation +
More additive synthesis + | Frequency and phase modulation +
frequency response +
Delay networks +
frequency, angular +
Sinusoids, amplitude and frequency +
fundamental +
Periodic Signals +
gain +
Delay networks +
granular synthesis +
Sampling +
GUI box +
Quick Introduction to Pd +
half-step +
Frequency +
Hann window function +
Pulse trains via wavetable +
Hanning window function +
Pulse trains via wavetable + | Fourier analysis of non-periodic +
harmonic signal +
Taxonomy of spectra +
harmonics +
Periodic Signals +
high-pass filter +
Low-pass and high-pass filters +
hop size +
Fourier analysis and reconstruction +
imaginary part of a complex number +
Complex numbers +
impulse +
Delay networks + | Sawtooth wave +
impulse response +
Recirculating delay networks +
index +
+
of modulation +
Frequency and phase modulation +
waveshaping +
Waveshaping + | Waveshaping using Chebychev polynomials +
+
inharmonic signal +
Taxonomy of spectra +
interference +
Time shifts and delays +
intermodulation +
Waveshaping +
Karplus-Strong synthesis +
Order of execution and +
logical time +
Control +
low-pass filter +
Low-pass and high-pass filters +
magnitude (of a complex number) +
Complex numbers +
merging control streams +
Operations on control streams +
+
in Pd +
Control operations in Pd +
+
message box +
Quick Introduction to Pd +
messages +
Quick Introduction to Pd + | Control operations in Pd +
MIDI +
Frequency +
modulating signal +
Multiplying audio signals +
modulation +
+
frequency +
More additive synthesis + | Frequency and phase modulation +
ring +
Multiplying audio signals +
+
muting +
Muting +
noise gate +
Narrow-band companding +
noisy spectrum +
Taxonomy of spectra +
number box +
Quick Introduction to Pd +
numeric control stream +
+
in Pd +
Control operations in Pd +
+
Nyquist theorem +
The sampling theorem +
object box +
Quick Introduction to Pd +
octave +
Frequency +
oscillator +
Synthesizing a sinusoid +
parabolic wave +
Dissecting classical waveforms +
parent +
Encapsulation in Pd +
partials +
Taxonomy of spectra +
passband +
Low-pass and high-pass filters +
patch +
Synthesizing a sinusoid + | Quick Introduction to Pd +
peaking filter +
Equalizing filters +
period +
Periodic Signals +
phase locking +
Phase relationships between channels +
phase-aligned formant (PAF) +
Phase-aligned formant (PAF) generator +
Pitch/Frequency Conversion formulas +
Frequency +
polar form (of a complex number) +
Complex numbers +
pole-zero plot +
Designing filters +
polyphony +
Polyphony +
power +
Measures of Amplitude +
power series +
Waveshaping +
pruning control streams +
Operations on control streams +
+
in Pd +
Control operations in Pd +
+
quality (``q'') +
Impulse responses of recirculating +
real part of a complex number +
Complex numbers +
real time +
Control +
rectangle wave +
Classical waveforms +
rectangular form (of a complex number) +
Complex numbers +
reflection +
Power conservation and complex +
resynchronizing control streams +
Operations on control streams +
+
in Pd +
Control operations in Pd +
+
ring modulation +
Multiplying audio signals +
ripple +
Low-pass and high-pass filters +
sample number +
Sinusoids, amplitude and frequency +
sample rate +
Sinusoids, amplitude and frequency +
sampling +
Sampling +
+
examples +
Polyphonic synthesis: sampler +
+
sawtooth wave +
Wavetables and samplers + | Classical waveforms +
settling time +
Impulse responses of recirculating +
shelving filter +
Equalizing filters +
sidebands +
Multiplying audio signals +
sidelobes +
Resulting spectra + | Fourier transform of DC +
signals, digital audio +
Sinusoids, amplitude and frequency +
spectral envelope +
Sampling + | Taxonomy of spectra +
spectrum +
Taxonomy of spectra +
square wave +
Sawtooth waves and symmetry +
stable delay network +
Recirculating delay networks +
stopband +
Low-pass and high-pass filters +
stopband attenuation +
Low-pass and high-pass filters +
subpatch +
Encapsulation in Pd +
subpatches +
Encapsulation in Pd +
subtractive synthesis +
Subtractive synthesis + | Predicting and controlling foldover +
switch-and-ramp technique +
Switch-and-ramp +
tags +
Voice tags +
tasks +
Voice allocation +
threshold detection +
Event detection +
timbre stamping +
Timbre stamping (classical vocoder) +
timbre stretching +
Timbre stretching + | Carrier/modulator model +
time domain +
Delay networks +
time invariance +
Time shifts and phase +
time sequence +
Control streams +
toggle switch +
More additive synthesis +
transfer function +
Linear and Curved Amplitude + | Waveshaping + | Filters +
transient generator +
Envelope Generators +
transition band +
Low-pass and high-pass filters +
triangle wave +
Classical waveforms +
unit generators +
Synthesizing a sinusoid +
unitary delay network +
Power conservation and complex +
vocoder +
Timbre stamping (classical vocoder) +
voice bank +
Polyphony +
von Hann window function +
Fourier analysis of non-periodic +
wave packet +
Resulting spectra +
waveshaping +
Waveshaping +
wavetable lookup +
Wavetables and samplers +
+
non-interpolating +
Wavetables and samplers +
+
wavetables +
+
transposition formula for looping +
Sampling +
transposition formula, momentary +
Sampling +
+
window +
Measures of Amplitude + | Fourier analysis and reconstruction +
window function +
Fourier analysis of non-periodic +
window size +
Pitch shifting + +
+ +

+ +

+
+Miller Puckette +2006-12-30 +
+ + diff --git a/node202.html b/node202.html new file mode 100644 index 0000000..b9cb20b --- /dev/null +++ b/node202.html @@ -0,0 +1,260 @@ + + + + + +Bibliography + + + + + + + + + + + + + + + + + + + +next + +up + +previous + +contents + +index +
+ Next: About this document ... + Up: book + Previous: Index +   Contents +   Index +

+ + +

+Bibliography +

Bal03 +
+Mark Ballora. +
Essentials of Music Technology. +
Prentice Hall, Upper Saddle River, New Jersey, 2003. + +

Ble01 +
+Barry Blesser. +
An interdisciplinary synthesis of reverberation viewpoints. +
Journal of the Audio Engineering Society, 49(10):867-903, + 2001. + +

Bou00 +
+Richard Boulanger, editor. +
The Csound book. +
MIT Press, Cambridge, Massachusetts, 2000. + +

Cha80 +
+Hal Chamberlin. +
Musical applications of microprocessors. +
Hayden, Rochelle Park, N.J., 1980. + +

Cho73 +
+John Chowning. +
The synthesis of complex audio spectra by means of frequency + modulation. +
Journal of the Audio Engineering Society, 21(7):526-534, 1973. + +

Cho89 +
+John Chowning. +
Frequency modulation synthesis of the singing voice. +
In Max V. Mathews and John R. Pierce, editors, Current + Directions in Computer Music Research, pages 57-64. MIT Press, Cambridge, + 1989. + +

DJ85 +
+Charles Dodge and Thomas A. Jerse. +
Computer music : synthesis, composition, and performance. +
Schirmer, New York, 1985. + +

DL97 +
+Mark Dolson and Jean Laroche. +
About this phasiness business. +
In Proceedings of the International Computer Music Conference, + pages 55-58, Ann Arbor, 1997. International Computer Music Association. + +

GM77 +
+John M. Grey and James A. Moorer. +
Perceptual evaluations of synthesized musical instrument tones. +
Journal of the Acoustical Society of America, 62:454-462, + 1977. + +

Har87 +
+William M. Hartmann. +
Digital waveform generation by fractional addressing. +
Journal of the Acoustical Society of America, 82:1883-1891, + 1987. + +

KS83 +
+Kevin Karplus and Alex Strong. +
Digital synthesis of plucked-string and drum timbres. +
Computer Music Journal, 7(2):43-55, 1983. + +

Leb77 +
+Marc Lebrun. +
A derivation of the spectrum of FM with a complex modulating wave. +
Computer Music Journal, 1(4):51-52, 1977. + +

Leb79 +
+Marc Lebrun. +
Digital waveshaping synthesis. +
Journal of the Audio Engineering Society, 27(4):250-266, 1979. + +

Mat69 +
+Max V. Mathews. +
The Technology of Computer Music. +
MIT Press, Cambridge, Massachusetts, 1969. + +

Moo90 +
+F. Richard Moore. +
Elements of Computer Music. +
Prentice Hall, Englewood Cliffs, second edition, 1990. + +

PB87 +
+T. W. Parks and C.S. Burrus. +
Digital filter design. +
Wiley, New York, 1987. + +

Puc95a +
+Miller S. Puckette. +
Formant-based audio synthesis using nonlinear distortion. +
Journal of the Audio Engineering Society, 43(1):224-227, 1995. + +

Puc95b +
+Miller S. Puckette. +
Phase-locked vocoder. +
In IEEE ASSP Workshop on Applications of Signal Processing to + Audio and Acoustics, 1995. + +

Puc01 +
+Miller S. Puckette. +
Synthesizing sounds with specified, time-varying spectra. +
In Proceedings of the International Computer Music Conference, + pages 361-364, Ann Arbor, 2001. International Computer Music Association. + +

Puc05 +
+Miller S. Puckette. +
Phase bashing for sample-based formant synthesis. +
In Proceedings of the International Computer Music Conference, + pages 733-736, Ann Arbor, 2005. International Computer Music Association. + +

Reg93 +
+Phillip A. Regalia. +
Special filter design. +
In Sanjit K. Mitra and James F. Kaiser, editors, Handbook for + digital signal processing, pages 907-978. Wiley, New York, 1993. + +

RM69 +
+Jean-Claude Risset and Max V. Mathews. +
Analysis of musical instrument tones. +
Physics Today, 22:23-40, 1969. + +

RMW02 +
+Thomas D. Rossing, F. Richard Moore, and Paul A. Wheeler. +
The Science of Sound. +
Addison Wesley, San Francisco, third edition, 2002. + +

Roa01 +
+Curtis Roads. +
Microsound. +
MIT Press, Cambridge, Massachusetts, 2001. + +

Sch77 +
+Bill Schottstaedt. +
Simulation of natural instrument tones using frequency modulation + with a complex modulating wave. +
Computer Music Journal, 1(4):46-50, 1977. + +

SI03 +
+Julius Orion Smith III. +
Mathematics of the Discrete Fourier Transform (DFT), with Music + and Audio Applications. +
W3K Publishing, Menlo Park, California, 2003. + +

Ste96 +
+Kenneth Steiglitz. +
A Digital Signal Processing Primer. +
Addison-Wesley, Menlo Park, California, 1996. + +

Str85 +
+John Strawn, editor. +
Digital Audio Signal Processing. +
William Kaufmann, Los Altos, California, 1985. + +

Str95 +
+Allen Strange. +
Electronic music: systems, techniques, and controls. +
W. C. Brown, Dubuque, Iowa, 1995. +
+ +

+

+
+Miller Puckette +2006-12-30 +
+ + diff --git a/node203.html b/node203.html new file mode 100644 index 0000000..e731e59 --- /dev/null +++ b/node203.html @@ -0,0 +1,83 @@ + + + + + +About this document ... + + + + + + + + + + + + + + + + +next + +up + +previous + +contents + +index +
+ Up: book + Previous: Bibliography +   Contents +   Index +
+
+ + +

+About this document ... +

+

+This document was generated using the +LaTeX2HTML translator Version 2002-2-1 (1.71) +

+Copyright © 1993, 1994, 1995, 1996, +Nikos Drakos, +Computer Based Learning Unit, University of Leeds. +
+Copyright © 1997, 1998, 1999, +Ross Moore, +Mathematics Department, Macquarie University, Sydney. +

+The command line arguments were:
+ latex2html book +

+The translation was initiated by Miller Puckette on 2006-12-30 +

+
+Miller Puckette +2006-12-30 +
+ + diff --git a/node21.html b/node21.html new file mode 100644 index 0000000..290d00d --- /dev/null +++ b/node21.html @@ -0,0 +1,168 @@ + + + + + +Smoothed amplitude control with an envelope generator + + + + + + + + + + + + + + + + + + + +next + +up + +previous + +contents + +index +
+ Next: Major triad + Up: Examples + Previous: Amplitude control in decibels +   Contents +   Index +
+
+ + +

+Smoothed amplitude control with an envelope generator +

+ +

+As Figure 1.6 shows, one way to make smooth amplitude changes in a +signal without clicks is to multiply it by the output of an envelope generator +as shown in block diagram form in Figure 1.7. This may be +implemented in Pd using the line~ object: + +

+
+\fbox{ $ \mathrm{line}\sim $}: +envelope generator. +The output is a signal which ramps linearly from one value to another over +time, as determined by the messages received. The inlets take messages to +specify target values (left inlet) and time delays (right inlet). Because +of a general rule of Pd messages, a pair of numbers sent to the left inlet +suffices to specify a target value and a time together. The time is in +milliseconds (taking into account the sample rate), and the target value is +unitless, or in other words, its output range should conform to whatever +input it may be connected to. + +

+Example A03.line.pd demonstrates the use of a line~ object to control the +amplitude of a sinusoid. The active part is shown in Figure 1.12 +(part b). +The six message boxes are all connected to the line~ object, and are +activated by clicking on them; the top one, for instance, specifies that the +line~ ramp (starting at wherever its output was before receiving the +message) to the value 0.1 over two seconds. After the two seconds elapse, +unless other messages have arrived in the meantime, the output remains +steady at 0.1. Messages may arrive before the two seconds elapse, in which +case the line~ object abandons its old trajectory and takes up a +new one. + +

+Two messages to line~ might arrive at the same time or so close together +in time that no DSP computation takes place between the two; in this case, the +earlier message has no effect, since line~ won't have changed its output +yet to follow the first message, and its current output, unchanged, is then +used as a starting point for the second segment. An exception to this rule +is that, if line~ gets a time value of zero, the output value is +immediately set to the new value and further segments will start from the +new value; thus, by sending two pairs, the first with a time value of +zero and the second with a nonzero time value, one can independently specify +the beginning and end values of a segment in line~'s output. + +

+The treatment of line~'s right inlet is unusual among Pd objects in that +it forgets old values; a message with a single number such as ``0.1" is +always equivalent to the pair, ``0.1 0". Almost any other object will retain +the previous value for the right inlet, instead of resetting it to zero. + +

+Example A04.line2.pd  shows the line~ object's output graphically. Using +the various message boxes, you can recreate the effects shown in Figure +1.6. + +

+

+ + +next + +up + +previous + +contents + +index +
+ Next: Major triad + Up: Examples + Previous: Amplitude control in decibels +   Contents +   Index + +
+Miller Puckette +2006-12-30 +
+ + diff --git a/node22.html b/node22.html new file mode 100644 index 0000000..e0c82a3 --- /dev/null +++ b/node22.html @@ -0,0 +1,129 @@ + + + + + +Major triad + + + + + + + + + + + + + + + + + + + +next + +up + +previous + +contents + +index +
+ Next: Conversion between frequency and + Up: Examples + Previous: Smoothed amplitude control with +   Contents +   Index +
+
+ + +

+Major triad +

+ +

+Example A05.output.subpatch.pd, whose active ingredients are shown in Figure +1.12 (part c), presents three sinusoids with frequencies in the +ratio 4:5:6, so that the lower two are separated by a major third, the +upper two by a minor third, and the top and bottom by a fifth. The lowest +frequency is 440, equal to A above middle C, or MIDI 69. The others are +approximately four and seven half-steps higher, respectively. The three +have equal amplitudes. + +

+The amplitude control in this example is taken care of by a new object called +output~. This isn't a built-in object of Pd, but is itself a Pd patch +which lives in a file, ``output.pd". (You can see the internals of +output~ by opening the properties menu for the box and selecting +``open".) You get two controls, one for amplitude in dB (100 meaning ``unit +gain"), and a ``mute" button. Pd's audio processing is turned on automatically +when you set the output level--this might not be the best behavior in +general, but it's appropriate for these example patches. The mechanism for +embedding one Pd patch as an object box inside another is discussed in Section +4.7. + +

+

+ + +next + +up + +previous + +contents + +index +
+ Next: Conversion between frequency and + Up: Examples + Previous: Smoothed amplitude control with +   Contents +   Index + +
+Miller Puckette +2006-12-30 +
+ + diff --git a/node23.html b/node23.html new file mode 100644 index 0000000..d743653 --- /dev/null +++ b/node23.html @@ -0,0 +1,204 @@ + + + + + +Conversion between frequency and pitch + + + + + + + + + + + + + + + + + + + +next + +up + +previous + +contents + +index +
+ Next: More additive synthesis + Up: Examples + Previous: Major triad +   Contents +   Index +
+
+ + +

+Conversion between frequency and pitch +

+ +

+Example A06.frequency.pd  (Figure 1.13) shows Pd's object for converting +pitch to frequency units (mtof, meaning ``MIDI to frequency") and its +inverse ftom. We also introduce two other object classes, +send and receive. + +

+ +

+ + + +
Figure 1.13: +Conversion between pitch and frequency in A06.frequency.pd.
\begin{figure}\psfig{file=figs/fig01.13.ps}\end{figure}
+
+ +

+
+\fbox{ $ \mathrm{mtof} $}, +\fbox{ $ \mathrm{ftom} $}: +convert MIDI pitch to frequency units according to the +Pitch/Frequency Conversion Formulas (Page [*]). Inputs +and outputs are messages (``tilde" equivalents of the two also exist, +although like dbtorms~ they're expensive in CPU time). +The ftom object's output is -1500 +if the input is zero or negative; and likewise, if you give mtof -1500 or lower it outputs zero. + +

+
+\fbox{ $ \mathrm{receive} $}, +\fbox{ $ \mathrm{r} $}: +Receive messages non-locally. +The receive object, which may be abbreviated as ``r", +waits for non-local messages to be sent by a send object (described below) +or +by a message box using redirection (the ``;" feature discussed in the +earlier example, A01.sinewave.pd). The argument (such as ``frequency" and ``pitch" +in this example) is the name to which messages are sent. Multiple +receive objects may share the same name, in which case any message +sent to that name will go to all of them. + +

+
+\fbox{ $\mathrm{send}$}, +\fbox{ $\mathrm{s}$\ }: +The send object, which may be abbreviated as ``s", directs +messages to receive objects. + +

+Two new properties of number boxes are used here. Earlier we've used them +as controls or as displays; here, the two number boxes each function as both. +If a number box gets a number in its inlet, it not only displays the number +but also repeats the number to its output. However, a number box may also be sent +a ``set" message, such as ``set 55" for example. This would set the value +of the number box to 55 (and display it) but not cause the output that would +result from the simple ``55" message. In this case, numbers coming from the +two receive objects are formatted (using message boxes) to read ``set 55" instead +of just ``55", and so on. (The special word ``$1" is replaced by the +incoming number.) This is done because otherwise we would have an infinite +loop: frequency would change pitch which would change frequency and so on +forever, or at least until something broke. + +

+

+ + +next + +up + +previous + +contents + +index +
+ Next: More additive synthesis + Up: Examples + Previous: Major triad +   Contents +   Index + +
+Miller Puckette +2006-12-30 +
+ + diff --git a/node24.html b/node24.html new file mode 100644 index 0000000..98e1dcb --- /dev/null +++ b/node24.html @@ -0,0 +1,175 @@ + + + + + +More additive synthesis + + + + + + + + + + + + + + + + + + +next + +up + +previous + +contents + +index +
+ Next: Exercises + Up: Examples + Previous: Conversion between frequency and +   Contents +   Index +
+
+ + +

+More additive synthesis +

+ +

+The major triad (Example A06.frequency.pd, Page [*]) +shows one way to combine several sinusoids together by summing. +There are many other possible ways to organize collections of +sinusoids, of which we'll show two. Example A07.fusion.pd (Figure 1.14) shows four oscillators, +whose frequencies are +tuned in the ratio 1:2:3:4, with relative amplitudes 1, 0.1, 0.2, and 0.5. The +amplitudes are set by multiplying the outputs of the oscillators (the +*~ objects below the oscillators). + +

+The second, third, and fourth oscillator are turned on and off using a +toggle switch. +This is a graphical control, like the number box introduced earlier. The +toggle switch puts out 1 and 0 alternately when clicked on with the +mouse. This value is multiplied by the sum of the second, third, and fourth +oscillators, effectively turning them on and off. + +

+Even when all four oscillators are combined (with the toggle switch in the +``1" position), the result fuses into a single tone, +heard at the pitch of the leftmost oscillator. In effect this patch sums a +four-term Fourier series to generate a complex, periodic waveform. + +

+ +

+ + + +
Figure 1.14: +Additive synthesis using harmonically tuned oscillators.
\begin{figure}\psfig{file=figs/fig01.14.ps}\end{figure}
+
+ +

+Example A08.beating.pd (Figure 1.15) shows another possibility, in which six +oscillators are tuned into three pairs of neighbors, for instance 330 and 330.2 +Hertz. These pairs slip into and out of phase with each other, so that the +amplitude of the sum changes over time. Called +beating, +this phenomenon is frequently used for musical effects. + +

+ +

+ + + +
Figure 1.15: +Additive synthesis: six oscillators arranged into three beating pairs.
\begin{figure}\psfig{file=figs/fig01.15.ps}\end{figure}
+
+ +

+Oscillators may be combined in other ways besides simply summing their output, +and a wide range of resulting sounds is available. Example A09.frequency.mod.pd (not +shown here) demonstrates +frequency modulation + synthesis, in which one oscillator +controls another's frequency. This will be more fully described in Chapter +5. + +

+

+ + +next + +up + +previous + +contents + +index +
+ Next: Exercises + Up: Examples + Previous: Conversion between frequency and +   Contents +   Index + +
+Miller Puckette +2006-12-30 +
+ + diff --git a/node25.html b/node25.html new file mode 100644 index 0000000..697547a --- /dev/null +++ b/node25.html @@ -0,0 +1,174 @@ + + + + + +Exercises + + + + + + + + + + + + + + + + + + +next + +up + +previous + +contents + +index +
+ Next: Wavetables and samplers + Up: Sinusoids, amplitude and frequency + Previous: More additive synthesis +   Contents +   Index +
+
+ + +

+Exercises +

+ +

+ +

    +
  1. A sinusoid (Page [*]) has initial phase $\phi=0$ and +angular frequency +$\omega = \pi/10$. What is its period in samples? What is +the phase at sample number $n=10$? + +

    +

    2. +
  2. Two sinusoids have periods of 20 and 30 samples, respectively. What is +the period of the sum of the two? + +

    +

    3. +
  3. If 0 dB corresponds to an amplitude of 1, +how many dB corresponds to amplitudes of 1.5, 2, 3, and 5? + +

    +

    4. +
  4. Two uncorrelated signals of RMS amplitude 3 and 4 are added; what's the +RMS amplitude of the sum? + +

    +

    5. +
  5. How many uncorrelated signals, all of equal amplitude, would you have +to add to get a signal that is 9 dB greater in amplitude? + +

    +

    6. +
  6. What is the angular frequency of middle C at 44100 samples per second? + +

    +

    7. +
  7. Two sinusoids play at middle C (MIDI 60) and the neighboring C sharp +(MIDI 61). What is the difference, in Hertz, between their frequencies? + +

    +

    8. +
  8. How many cents is the interval between the seventh and the eighth harmonic of +a periodic signal? + +

    +

    9. +
  9. If an audio signal +$x[n], n = 0, ..., N-1$ has peak amplitude 1, what +is the minimum possible RMS amplitude? What is the maximum possible? + +

    +

    10. +
+
+ + +next + +up + +previous + +contents + +index +
+ Next: Wavetables and samplers + Up: Sinusoids, amplitude and frequency + Previous: More additive synthesis +   Contents +   Index + +
+Miller Puckette +2006-12-30 +
+ + diff --git a/node26.html b/node26.html new file mode 100644 index 0000000..20e1a65 --- /dev/null +++ b/node26.html @@ -0,0 +1,416 @@ + + + + + +Wavetables and samplers + + + + + + + + + + + + + + + + + + + +next + +up + +previous + +contents + +index +
+ Next: The Wavetable Oscillator + Up: book + Previous: Exercises +   Contents +   Index +
+
+ + +

+ +
+Wavetables and samplers +

+ +

+In Chapter 1 we treated audio signals as if they always flowed by in +a continuous stream at some sample rate. The sample rate isn't really a +quality of the audio signal, but rather it specifies how fast the individual +samples should flow into or out of the computer. But audio signals are at +bottom just sequences of numbers, and in practice there is no requirement that +they be ``played" sequentially. Another, complementary view is that +they can be stored in memory, and, later, they can be read back in any +order--forward, backward, back and forth, or totally at random. An +inexhaustible range of new possibilities opens up. + +

+For many years (roughly 1950-1990), magnetic tape served as the main storage +medium for sounds. Tapes were passed back and forth across magnetic pickups to +play the signals back in real time. Since 1995 or so, the predominant way +of storing sounds has been to keep them as digital audio signals, which are read +back with much greater freedom and facility than were the magnetic tapes. Many +modes of use dating from the tape era are still current, including cutting, +duplication, speed change, and time reversal. Other techniques, such as +waveshaping, have come into their own only in the digital era. + +

+Suppose we have a stored digital audio signal, which is just a sequence of +samples (i.e., numbers) $x[n]$ for +$n = 0, ..., N-1$, where $N$ is the length +of the sequence. Then if we have an input signal $y[n]$ (which we can imagine +to be flowing in real time), we can use its values as indices to look up values +of the stored signal $x[n]$. This operation, called +wavetable lookup, +gives us a new signal, $z[n]$, calculated as: +

+
+ + +\begin{displaymath} +z[n] = x[y[n]] +\end{displaymath} +
+
+

+Schematically we represent this operation as shown in Figure 2.1. + +

+ +

+ + + +
Figure 2.1: +Diagram for wavetable lookup. The input is in samples, +ranging approximately from 0 to the wavetable's size $N$, depending on the +interpolation scheme.
\begin{figure}\psfig{file=figs/fig02.01.ps}\end{figure}
+
+ +

+Two complications arise. First, the input values, $y[n]$, might lie outside +the range $0, ..., N-1$, in which case the wavetable $x[n]$ has no value and +the expression for the output $z[n]$ is undefined. In this situation we might +choose to +clip the input, that is, to substitute 0 for +anything negative and $N-1$ for anything N or greater. Alternatively, we might +prefer to wrap the input around end to end. Here we'll adopt the convention that +out-of-range samples are always clipped; when we need wraparound, we'll +introduce another signal processing operation to do it for us. + +

+The second complication is that the input values need not be integers; in other +words they might fall between the points of the wavetable. In general, this +is addressed by choosing some scheme for interpolating between the points of +the wavetable. For the moment, though, we'll just round +down to the nearest integer below the input. This is called +non-interpolating wavetable lookup, and its full definition is: +

+
+ + +\begin{displaymath} +z[n] = \left \{ { +\begin{array}{ll} +x[ \lfloor y[n] \rflo... +...x[N-1] & \mbox{if $y[n] \ge N-1$} \\ +\end{array} } \right . +\end{displaymath} +
+
+

+(where +$\lfloor y[n] \rfloor$ means, ``the greatest integer not +exceeding $y[n]$"). + +

+Pictorally, we use $y[0]$ (a number) as a +location on the horizontal axis of the wavetable shown in Figure 2.1, +and the output, $z[0]$, is whatever we get on the vertical axis; and the +same for $y[1]$ and $z[1]$ and so on. The ``natural" range for the input $y[n]$ +is +$0 \le y[n] < N$. This is different from the usual range of an audio +signal suitable for output from the computer, which ranges from -1 to 1 in +our units. We'll see later that the usable range of input values, +from 0 to $N$ for non-interpolating lookup, shrinks slightly if interpolating lookup is used. + +

+Figure 2.2 (part a) shows a wavetable and the result of using two +different input signals as lookup indices into it. The wavetable +contains 40 points, which are numbered from 0 to 39. In part (b), a +sawtooth wave is used as the input signal $y[n]$. A sawtooth wave +is nothing but a ramp function repeated end to end. In this example the +sawtooth's range is from $0$ to +$40$ (this is shown in the vertical axis). The sawtooth wave thus scans +the wavetable from left to right--from the beginning point 0 to the endpoint +39--and does so every time it repeats. Over the fifty points shown +in Figure 2.2 (part b) the sawtooth wave makes +two and a half cycles. Its period is twenty samples, or in other +words the frequency (in cycles per second) is $R/20$. + +

+ +

+ + + +
Figure 2.2: +Wavetable lookup: (a) a wavetable; (b) and (d) signal inputs for +lookup; (c) and (e) the corresponding outputs.
\begin{figure}\psfig{file=figs/fig02.02.ps}\end{figure}
+
+ +

+Part (c) of Figure 2.2 shows the result of applying wavetable +lookup, using the table $x[n]$, to the signal $y[n]$. Since the sawtooth input +simply reads out the contents of the wavetable from left to right, repeatedly, +at a constant rate of precession, the result will be a new periodic signal, +whose waveform (shape) is derived from $x[n]$ and whose frequency is determined +by the sawtooth wave $y[n]$. + +

+Parts (d) and (e) show an example where the wavetable is read in a nonuniform +way; since the input signal rises from $0$ to $N$ and then later recedes to +$0$, we see the wavetable appear first forward, then frozen at its endpoint, +then backward. The table is scanned from left to right and then, more quickly, +from right to left. As in the previous example the incoming signal controls +the speed of precession while the output's amplitudes are those of the wavetable. + +

+

+ +Subsections + + + +
+ + +next + +up + +previous + +contents + +index +
+ Next: The Wavetable Oscillator + Up: book + Previous: Exercises +   Contents +   Index + +
+Miller Puckette +2006-12-30 +
+ + diff --git a/node27.html b/node27.html new file mode 100644 index 0000000..07f4be5 --- /dev/null +++ b/node27.html @@ -0,0 +1,263 @@ + + + + + +The Wavetable Oscillator + + + + + + + + + + + + + + + + + + + +next + +up + +previous + +contents + +index +
+ Next: Sampling + Up: Wavetables and samplers + Previous: Wavetables and samplers +   Contents +   Index +
+
+ + +

+ +
+The Wavetable Oscillator +

+ +

+Figure 2.2 suggests an easy way to synthesize any desired fixed +waveform at any desired frequency, using the block diagram shown in Figure +2.3. The upper block is an oscillator--not the sinusoidal +oscillator we saw earlier, but one that produces sawtooth waves instead. Its +output values, as indicated at the left of the block, should range from $0$ to +the wavetable size $N$. This is used as an index into the wavetable lookup +block (introduced in Figure 2.1), resulting in a periodic waveform. +Figure 2.3 (part b) adds an envelope generator and a multiplier to control +the output amplitude in the same way as for the sinusoidal oscillator shown in +Figure 1.7 (Page [*]). Often, one uses a wavetable with (RMS or peak) amplitude 1, so that +the amplitude of the output is just the magnitude of the envelope generator's +output. + +

+ +

+ + + +
Figure 2.3: +Block diagrams: (a) for a wavetable lookup oscillator; (b) with +amplitude control by an envelope generator.
\begin{figure}\psfig{file=figs/fig02.03.ps}\end{figure}
+
+ +

+Wavetable oscillators are often used to synthesize sounds with specified, +static spectra. To do this, you can pre-compute $N$ samples of any waveform +of period $N$ (angular frequency $2\pi/N$) by adding up the elements of the +Fourier Series (Page [*]). The computation involved in +setting up the wavetable at first might be significant, but this may be done +in advance of the synthesis process, which might take place in real time. + +

+While direct additive synthesis of complex waveforms, as shown in Chapter 1, +is in principle infinitely flexible as a technique for producing time-varying +timbres, wavetable synthesis is much less expensive in terms of computation +but requires switching wavetables to change the timbre. An intermediate +technique, more flexible and expensive than simple wavetable synthesis but +less flexible and less expensive than additive synthesis, is to create +time-varying mixtures between a small number of fixed wavetables. If the +number of wavetables is only two, this is in effect a cross-fade between +the two waveforms, as diagrammed in Figure 2.4. Suppose we wish to +use some signal +$0 \le x[n] \le 1$ to control the relative strengths of the two +waveforms, so that, if $x[n] = 0$, we get the first one and if $x[n] = 1$ we +get the second. Denoting the two signals to be cross-faded by $y[n]$ and +$z[n]$, we compute the signal +

+
+ + +\begin{displaymath} +(1 - x[n])y[n] + x[n]z[n] +\end{displaymath} +
+
+

+or, equivalently and usually more efficient to calculate, +

+
+ + +\begin{displaymath} +y[n] + x[n](z[n]-y[n]) +\end{displaymath} +
+
+

+This computation is diagrammed in Figure 2.4. + +

+ +

+ + + +
Figure 2.4: +Block diagram for cross-fading between two wavetables.
\begin{figure}\psfig{file=figs/fig02.04.ps}\end{figure}
+
+ +

+When using this technique to cross-fade between wavetable oscillators, it might +be desirable to keep the phases of corresponding partials the same across the +wavetables, so that their amplitudes combine additively when they are mixed. On +the other hand, if arbitrary wavetables are used (borrowed, for instance, from +a recorded sound) there will be a phasing effect as the different waveforms are +mixed. + +

+This scheme can be extended in a daisy chain to move along a continuous path +between a succession of timbres. Alternatively, or in combination with +daisy-chaining, cross-fading may be used to interpolate between two different +timbres, for example as a function of musical dynamic. To do this you +would prepare two or even several waveforms of a single synthetic voice +played at +different dynamics, and interpolate between successive ones as a function +of the output dynamic you want. + +

+

+ + +next + +up + +previous + +contents + +index +
+ Next: Sampling + Up: Wavetables and samplers + Previous: Wavetables and samplers +   Contents +   Index + +
+Miller Puckette +2006-12-30 +
+ + diff --git a/node28.html b/node28.html new file mode 100644 index 0000000..2b6927c --- /dev/null +++ b/node28.html @@ -0,0 +1,583 @@ + + + + + +Sampling + + + + + + + + + + + + + + + + + + + +next + +up + +previous + +contents + +index +
+ Next: Enveloping samplers + Up: Wavetables and samplers + Previous: The Wavetable Oscillator +   Contents +   Index +
+
+ + +

+ +
+Sampling +

+ +

+``Sampling" + +is nothing more than recording a live signal into a wavetable, and then later +playing it out again. (In commercial samplers the entire wavetable is +usually called a ``sample" but to avoid confusion we'll only use the word +``sample" here to mean a single number in an audio signal.) + +

+At its simplest, a sampler is simply a wavetable oscillator, as was shown in +Figure 2.3. However, in the earlier discussion we imagined playing +the oscillator back at a frequency high enough to be perceived as a pitch, at +least 30 Hertz or so. In the case of sampling, the frequency is usually lower +than 30 Hertz, and so the period, at least 1/30 second and perhaps much more, is +long enough that you can hear the individual cycles as separate events. + +

+Going back to Figure 2.2, suppose that instead of 40 points the +wavetable $x[n]$ is a one-second recording, at an original +sample rate of 44100, so that it has 44100 points; and let +$y[n]$ in part (b) of the figure have a period of 22050 samples. This +corresponds to a frequency of 2 Hertz. But what we hear is not a pitched sound +at 2 cycles per second (that's too slow to hear as a pitch) but rather, we +hear the original recording $x[n]$ played back repeatedly at double speed. We've +just reinvented the sampler. + +

+In general, if we assume the sample rate $R$ of the recording is the same as +the output sample rate, if the wavetable has $N$ samples, and if we index +it with a sawtooth wave of period $M$, +the sample is sped up or slowed down by +a factor of $N/M$, equal to $N f / R$ if $f$ is the frequency in Hertz of the +sawtooth. If we denote the transposition factor by $t$ (so that, for instance, +$t=3/2$ means transposing upward a perfect fifth), and if we denote the +transposition in half-steps by $h$, then we get the +Transposition Formulas for Looping Wavetables: + +

+
+ + +\begin{displaymath} +t = {N / M} = {{N f} / R} +\end{displaymath} +
+
+

+

+
+ + +\begin{displaymath} +h = 12 \, {\log _ 2} \left ( {N \over M} \right ) = +12 \, {\log _ 2} \left ( {N f \over R} \right ) +\end{displaymath} +
+
+

+Frequently the desired transposition in half-steps ($h$) is known and the +formula must be solved for either $f$ or $N$: +

+
+ + +\begin{displaymath} +f = {{2^{h/12} R} \over N} +\end{displaymath} +
+
+

+

+
+ + +\begin{displaymath} +N = {{2^{h/12} R} \over f} +\end{displaymath} +
+
+

+ +

+So far we have used a sawtooth as the input wave $y[t]$, but, as suggested in +parts (d) and (e) of Figure 2.2, we could use anything we like as an +input signal. In general, the transposition may be time dependent and +is controlled by the rate of change of the input signal. + +

+The +transposition multiple $t$ and the transposition in half-steps $h$ are then +given by the +Momentary Transposition Formulas for Wavetables: + +

+
+ + +\begin{displaymath} +t[n] = \left \vert y[n] - y[n-1] \right \vert +\end{displaymath} +
+
+

+

+
+ + +\begin{displaymath} +h[n] = 12 {{\log_2} \left \vert y[n] - y[n-1] \right \vert} +\end{displaymath} +
+
+

+(Here the enclosing bars ``$\vert$" mean absolute value.) +For example, if +$y[n] = n$, then $z[n] = x[n]$ so we hear the wavetable at its original pitch, +and this is what the formula predicts since, in that case, +

+
+ + +\begin{displaymath} +y[n]-y[n-1] = 1 +\end{displaymath} +
+
+

+On the other hand, if $y[n] = 2n$, then the wavetable is transposed up an +octave, consistent with +

+
+ + +\begin{displaymath} +y[n]-y[n-1] = 2 +\end{displaymath} +
+
+

+If values of $y[n]$ are +decreasing with $n$, you hear the sample backward, but the transposition +formula still gives a positive multiplier. This all agrees with the +earlier Transposition Formula for Looping Wavetables; if a sawtooth ranges +from $0$ to $N$, $f$ times per second, +the difference of successive samples is just $N f / R$--except at the sample +at the beginning of each new cycle. + +

+It's well known that transposing a recording also transposes its timbre--this +is the ``chipmunk" effect. Not only are any periodicities (such as might +give rise to pitch) transposed, but so are the frequencies of +the overtones. Some timbres, notably those of vocal sounds, have characteristic +frequency ranges in which overtones are stronger than other nearby ones. +Such frequency ranges are also transposed, and this is is heard as +a timbre change. In language that will be made more precise in Section +5.1, +we say that the +spectral envelope is transposed along with the pitch or +pitches. + +

+In both this and the preceding section, we have considered playing +wavetables periodically. In Section 2.1 the playback +repeated quickly enough that the repetition gives rise to a pitch, say between +30 and 4000 times per second, roughly the range of a piano. In the current +section we assumed a wavetable one second long, and in this case +``reasonable" transposition factors (less than four octaves up) would give rise +to a rate of repetition below 30, usually much lower, and going down as low as +we wish. + +

+The number 30 is significant for another reason: it is roughly the maximum +number of separate events the ear can discern per second; for instance, 30 +vocal phonemes, or melodic notes, or attacks of a snare drum are about the most +we can hope to crowd into a second before our ability to distinguish them +breaks down. + +

+A continuum exists between samplers and wavetable oscillators, in that the +patch of Figure 2.3 can either be regarded as a sampler (if the +frequency of repetition is less than about 20 Hertz) or as a wavetable oscillator +(if the frequency is greater than about 40 Hertz). It is possible to move +continuously between the two regimes. +Furthermore, it is not necessary to play an entire wavetable in a loop; with a bit +more arithmetic we can choose sub-segments of the wavetable, and these can change +in length and location continuously as the wavetable is played. + +

+The practice of playing many small segments of a wavetable in rapid succession +is often called +granular synthesis. +For much more discussion of the possibilities, see [Roa01]. + +

+Figure 2.5 shows how to build a very simple looping sampler. In the +figure, if the frequency is $f$ and the segment size in samples is $s$, +the output transposition factor is given by $t = fs/R$, where R is the sample +rate at which the wavetable was recorded (which need not equal the sample rate +the block diagram is working at.) In practice, this equation must usually +be solved for either $f$ or $s$ to attain a desired transposition. + +

+In the figure, a sawtooth oscillator controls the location of wavetable lookup, +but the lower and upper values of the sawtooth aren't statically +specified as they were in Figure 2.3; rather, the sawtooth +oscillator simply ranges from 0 to 1 in value and the range is adjusted +to select a desired segment of samples in the wavetable. + +

+It might be desirable to specify the segment's location $l$ either as its +left-hand edge (its lower bound) or else as the segment's midpoint; in either +case we specify the length $s$ as a separate parameter. In the first +case, we start by +multiplying the sawtooth by $s$, so that it then ranges from $0$ to $s$; then +we add $l$ so that it now ranges from $l$ to $l+s$. In order to specify the +location as the segment's midpoint, we first subtract $1/2$ from the sawtooth +(so that it ranges from $-1/2$ to $1/2$), and then as before multiply by $s$ +(so that it now ranges from $-s/2$ to $s/2$) and add $l$ to give a range from +$l-s/2$ to $l+s/2$. + +

+ +

+ + + +
Figure 2.5: +A simple looping sampler, as yet with no amplitude control. +There are inputs to control the frequency and the segment size and location. +The ``-" operation is included if we wish the segment location to be specified +as the segment's midpoint; otherwise we specify the location of the left + end of the segment.
\begin{figure}\psfig{file=figs/fig02.05.ps}\end{figure}
+
+ +

+In the looping sampler, +we will need to worry about maintaining continuity between the beginning and the +end of segments of the wavetable; we'll take this up in the next section. + +

+A further detail is that, if the segment size and location are changing +with time (they might be digital audio signals themselves, for instance), +they will affect the transposition factor, and the pitch or timbre of the +output signal might waver up and down as a result. The simplest way to +avoid this problem is to synchronize changes in the values of $s$ and $l$ +with the regular discontinuities of the sawtooth; since the signal jumps +discontinuously there, the transposition is not really defined there anyway, +and, if you are enveloping to hide the discontinuity, the effects of changes +in $s$ and $l$ are hidden as well. + +

+

+ + +next + +up + +previous + +contents + +index +
+ Next: Enveloping samplers + Up: Wavetables and samplers + Previous: The Wavetable Oscillator +   Contents +   Index + +
+Miller Puckette +2006-12-30 +
+ + diff --git a/node29.html b/node29.html new file mode 100644 index 0000000..b44904d --- /dev/null +++ b/node29.html @@ -0,0 +1,221 @@ + + + + + +Enveloping samplers + + + + + + + + + + + + + + + + + + + +next + +up + +previous + +contents + +index +
+ Next: Timbre stretching + Up: Wavetables and samplers + Previous: Sampling +   Contents +   Index +
+
+ + +

+ +
+Enveloping samplers +

+ +

+In the previous section we considered reading a wavetable either sporadically +or repeatedly to make a sampler. In most real applications we must deal with +getting the samples to start and stop cleanly, so that the output signal +doesn't jump discontinuously at the beginnings and ends of samples. This +discontinuity can sound like a click or a thump depending on the wavetable. + +

+The easiest way to do this, assuming we will always play a wavetable completely +from beginning to end, is simply to prepare it in advance so that it +fades in cleanly at the beginning and out cleanly at the end. This may even +be done when the wavetable is sampled live, by multiplying the +input signal by a line segment envelope timed to match the length of the +recording. + +

+In many situations, however, it is either inconvenient or impossible to +pre-envelope the wavetable--for example, we might want to play only part of +it back, or we may want to change the sharpness of the enveloping +dynamically. In Section 1.5 we had already seen how +to control the amplitude of sinusoidal oscillators using multiplication by a +ramp function (also known as an envelope generator), and we built this notion +into the wavetable oscillators of Figures 2.3 and 2.4. +This also works fine for turning samplers on and off to avoid discontinuities, +but with one major difference: whereas in wavetable synthesis, we were free to +assume that the waveform lines up end to end, so that we may choose +any envelope timing we want, in the case of sampling using unprepared waveforms, +we are obliged to get the envelope generator's output to zero by the time we +reach the end of the wavetable for the first time. This situation is pictured +in Figure 2.6. + +

+ +

+ + + +
Figure 2.6: +Differing envelope requirements for oscillators and samplers: (a) +in an oscillator, the envelope can be chosen to conform to any desired +timescale; (b) when the wavetable is a recorded sound, it's up to you +to get the envelope to zero before you hit the end of the wavetable for the +first time.
\begin{figure}\psfig{file=figs/fig02.06.ps}\end{figure}
+
+ +

+In situations where an arbitrary wavetable must be repeated as needed, the +simplest way to make the looping work continuously is to arrange for amplitude +change to be synchronized with the looping, using a separate wavetable (the +envelope). This may be implemented as shown in Figure 2.7. A single +sawtooth oscillator is used to calculate lookup indices for two wavetables, one +holding the recorded sound, and the other, an envelope shape. The main thing +to worry about is getting the inputs of the two wavetables each into its own +appropriate range. + +

+ +

+ + + +
Figure 2.7: +A sampler as in Figure 2.5, but with an additional +wavetable lookup for enveloping.
\begin{figure}\psfig{file=figs/fig02.07.ps}\end{figure}
+
+ +

+In many situations it is desirable to combine two or more copies of the looping +wavetable sampler at the same frequency and at a specified phase relationship. +This may be done so that when any particular one is at the end of its segment, +one or more others is in the middle of the same segment, so that the aggregate +is continuously making sound. To accomplish this, we need a way to generate +two or more sawtooth waves at the desired phase relationship that we can use in +place of the oscillator at the top of Figure 2.7. We can start with +a single sawtooth wave and then produce others at fixed phase relationships +with the first one. If we wish a sawtooth which is, say, $a$ cycles ahead of +the first one, we simply add the parameter $a$ and then take the fractional +part, which is the desired new sawtooth wave, as shown in Figure 2.8. + +

+ +

+ + + +
Figure 2.8: +A technique for generating two or more sawtooth waves with +fixed phase relationships between +them. The relative phase is controlled by the parameter $a$ (which takes the +value 0.3 in the graphed signals). The ``wrap" operation computes the fractional +part of its input.
\begin{figure}\psfig{file=figs/fig02.08.ps}\end{figure}
+
+ +

+

+ + +next + +up + +previous + +contents + +index +
+ Next: Timbre stretching + Up: Wavetables and samplers + Previous: Sampling +   Contents +   Index + +
+Miller Puckette +2006-12-30 +
+ + diff --git a/node3.html b/node3.html new file mode 100644 index 0000000..46a0c9d --- /dev/null +++ b/node3.html @@ -0,0 +1,154 @@ + + + + + +#1 + + + + + + + + + + + + + + + + + + + +next + +up + +previous + +contents + +index +
+ Next: Contents + Up: book + Previous: #1 +   Contents +   Index +
+
+ + +

+#1 +

+ +

+ +

+ +

+ +

+ +

+ +

+ +

+ +

+ +

+ +

+ +

+ +

+ +

+ +

+ +

+ +

+ + +

+ +

+ +
+ +The Theory and Technique of Electronic Music +
+
DRAFT: December 30, 2006 +
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+Miller Puckette +
+
+
+ + +

+ +

+
+Copyright ©2007 by World Scientific Publishing Co. Pte. Ltd. + +

+
+
+All rights reserved. + +

+

+
+Miller Puckette +2006-12-30 +
+ + diff --git a/node30.html b/node30.html new file mode 100644 index 0000000..25d90c4 --- /dev/null +++ b/node30.html @@ -0,0 +1,541 @@ + + + + + +Timbre stretching + + + + + + + + + + + + + + + + + + + +next + +up + +previous + +contents + +index +
+ Next: Interpolation + Up: Wavetables and samplers + Previous: Enveloping samplers +   Contents +   Index +
+
+ + +

+ +
+Timbre stretching +

+ +

+The wavetable oscillator of Section 2.1, which we extended in +Section 2.2 to encompass grabbing waveforms from arbitrary +wavetables such as recorded sounds, may additionally be extended in +a complementary way, that we'll refer to as +timbre stretching, for reasons we'll develop in this section. There are +also many other possible ways to extend wavetable synthesis, using for +instance frequency modulation and waveshaping, but we'll leave them to later +chapters. + +

+The central idea of timbre stretching is to reconsider the idea of the wavetable +oscillator as a mechanism for playing a stored wavetable (or part of one) end +to end. There is no reason the end of one cycle has to coincide with the +beginning of another. Instead, we could ask for copies of the waveform to +be spaced with alternating segments of silence; or, going in the opposite +direction, the waveform copies could be spaced more closely together so that +they overlap. The single parameter available in Section +2.1--the frequency--has been heretofore used to control +two separate aspects of the output: the period at which we start new +copies of the waveform, and also the length of each individual copy. The +idea of timbre stretching is to control the two independently. + +

+Figure 2.9 shows the result of playing a wavetable in three ways. +In each case the output waveform has period 20; in other words, the output frequency +is $R/20$ if $R$ is the output sample rate. In part (a) of the figure, each +copy of the waveform is played over 20 samples, so that the wave form fits +exactly into the cycle with no gaps and no overlap. In part (b), although the +period is still 20, the waveform is compressed into the middle half of the +period (10 samples); or in other words, the +duty cycle--the relative amount of time the waveform fills the +cycle--equals 50 percent. The remaining 50 percent of the time, the output +is zero. + +

+ +

+ + + +
Figure 2.9: +A waveform is played at a period of 20 samples: (a) at 100 percent +duty cycle; (b) at 50 percent; (c) at 200 percent
\begin{figure}\psfig{file=figs/fig02.09.ps}\end{figure}
+
+ +

+In part (c), the waveform is stretched to 40 samples, and since it is still +repeated every 20 samples, the waveforms overlap two to one. The duty cycle +is thus 200 percent. + +

+Suppose now that the 100 percent duty cycle waveform has a Fourier series +(Section 1.7) equal to: +

+
+ + +\begin{displaymath} +{x_{100}}[n] = {a_0} + +{a_1} \cos \left ( \omega n + {\phi... +...+ +{a_2} \cos \left ( 2 \omega n + {\phi_2} \right ) + \cdots +\end{displaymath} +
+
+

+where $\omega $ is the angular frequency (equal to $\pi/10$ in our example since +the period is 20.) To simplify this example we won't worry about where +the series must end, and will just let it go on forever. + +

+We would like to relate this to the Fourier series of the other two waveforms +in the example, in order to show how changing the duty cycle changes the +timbre of the result. For the 50 percent duty cycle case (calling the +signal ${x_{50}}[n]$), we observe that the waveform, if we replicate it out +of phase by a half period and add the two, gives exactly the original waveform +at twice the frequency: +

+
+ + +\begin{displaymath} +{x_{100}}[2n] = {x_{50}}[n] + {x_{50}}[n+{\pi \over \omega}] +\end{displaymath} +
+
+

+where $\omega $ is the angular frequency (and so $\pi / \omega$ is half the +period) of both signals. So if we denote the Fourier series of ${x_{50}}[n]$ +as: +

+
+ + +\begin{displaymath} +{x_{50}}[n] = {b_0} + +{b_1} \cos \left ( \omega n + {\thet... +... +{b_2} \cos \left ( 2 \omega n + {\theta_2} \right ) + \cdots +\end{displaymath} +
+
+

+and substitute the Fourier series for all three terms above, we get: +

+
+ + +\begin{displaymath} +{a_0} + +{a_1} \cos \left ( 2 \omega n + {\phi_1} \right ) + +{a_2} \cos \left ( 4 \omega n + {\phi_2} \right ) + \cdots +\end{displaymath} +
+
+

+

+
+ + +\begin{displaymath} += +{b_0} + +{b_1} \cos \left ( \omega n + {\theta_1} \right... +... +{b_2} \cos \left ( 2 \omega n + {\theta_2} \right ) + \cdots +\end{displaymath} +
+
+

+

+
+ + +\begin{displaymath} ++ +{b_0} + +{b_1} \cos \left ( \omega n + \pi + {\theta_1} ... +...\cos \left ( 2 \omega n + 2 \pi + {\theta_2} \right ) + \cdots +\end{displaymath} +
+
+

+

+
+ + +\begin{displaymath} += 2 {b_0} + +2 {b_2} \cos \left ( 2 \omega n + {\theta_2} \... +... {b_4} \cos \left ( 4 \omega n + {\theta_4} \right ) + \cdots +\end{displaymath} +
+
+

+and so +

+
+ + +\begin{displaymath} +{a_0} = 2{b_0}, \,\, {a_1} = 2{b_2}, \,\, {a_2} = 2{b_4} +\end{displaymath} +
+
+

+and so on: the even partials of $x_{50}$, at least, are obtained by stretching +the partials of $x_{100}$ out twice as far. (We don't yet know about the odd +partials of $x_{50}$, and these might be in line with the even ones or not, +depending on factors we can't control yet. Suffice it to say for the moment, +that if the waveform connects smoothly with the horizontal axis at both +ends, the odd partials will act globally like the even ones. To make this +more exact we'll need Fourier analysis, which is developed in Chapter 9.) + +

+Similarly, $x_{100}$ and $x_{200}$ are related in exactly the same way: +

+
+ + +\begin{displaymath} +{x_{200}}[2n] = {x_{100}}[n] + {x_{100}}[n+{\pi \over \omega}] +\end{displaymath} +
+
+

+so that, if the amplitudes of the fourier series of $x_{200}$ are denoted +by $c_0$, $c_1$, $\ldots$, we get: +

+
+ + +\begin{displaymath} +{c_0} = 2{a_0}, {c_1} = 2{a_2}, {c_2} = 2{a_4}, \ldots +\end{displaymath} +
+
+

+so that the partials of $x_{200}$ are those of $x_{100}$ shrunk, by half, +to the left. + +

+We see that squeezing the waveform by a factor of 2 has the effect of +stretching the Fourier series out by two, and on the other hand stretching the +waveform by a factor of two squeezes the Fourier series by two. By the same +sort of argument, in general it turns out that stretching the waveform by a +factor of any positive number $f$ squeezes the overtones, in frequency, by the +reciprocal $1/f$--at least approximately, and the approximation is at least +fairly good if the waveform ``behaves well" at its ends. +(As we'll see later, the waveform can always be forced to behave at least +reasonably well by enveloping it as in Figure 2.7.) + +

+Figure 2.10 shows the spectra of the three waveforms--or in +other words the one waveform at three duty cycles--of Figure +2.9. The figure emphasizes the relationship between the three +spectra by drawing curves through each, which, on inspection, turn out to be +the same curve, only stretched differently; as the duty cycle goes up, the +curve is both compressed to the left (the frequencies all drop) and amplified +(stretched upward). + +

+ +

+ + + +
Figure 2.10: +The Fourier series magnitudes for the waveforms shown in Figure +2.9. The horizontal axis is the harmonic number. We only ``hear" +the coefficients for integer harmonic numbers; the continuous curves are the +``ideal" contours.
\begin{figure}\psfig{file=figs/fig02.10.ps}\end{figure}
+
+ +

+The continuous curves have a very simple interpretation. Imagine squeezing the +waveform into some tiny duty cycle, say 1 percent. The contour will be +stretched by a factor of 100. Working backward, this would allow us to +interpolate between each pair of consecutive points of the 100 percent duty +cycle contour (the original one) with 99 new ones. Already in the figure the +50 percent duty cycle trace defines the curve with twice the resolution of +the original one. In the limit, as the duty cycle gets arbitrarily small, the +spectrum is filled in more and more densely; and the limit is the ``true" +spectrum of the waveform. + +

+This ``true" spectrum is only audible at suitably low duty cycles, though. The +200 percent duty cycle example actually misses the peak in the ideal +(continuous) spectrum because the peak falls below the first harmonic. In +general, higher duty cycles sample the ideal curve at lower resolutions. + +

+Timbre stretching is an extremely powerful technique for generating +sounds with systematically variable spectra. Combined with the possibilities of +mixtures of waveforms (Section 2.1) and of snatching +endlessly variable waveforms from recorded samples (Section +2.2), it is possible to generate all sorts of sounds. +For example, the block diagram of Figure 2.7 gives us a +way to to grab and stretch timbres from a recorded wavetable. When the +``frequency" parameter $f$ is high enough to be audible as a pitch, the +``size" +parameter $s$ can be thought of as controlling timbre stretch, via the +formula $t = fs/R$ from Section 2.2, where we now +reinterpret $t$ as the factor by which the timbre is to be stretched. + +

+

+ + +next + +up + +previous + +contents + +index +
+ Next: Interpolation + Up: Wavetables and samplers + Previous: Enveloping samplers +   Contents +   Index + +
+Miller Puckette +2006-12-30 +
+ + diff --git a/node31.html b/node31.html new file mode 100644 index 0000000..d46e44d --- /dev/null +++ b/node31.html @@ -0,0 +1,644 @@ + + + + + +Interpolation + + + + + + + + + + + + + + + + + + + +next + +up + +previous + +contents + +index +
+ Next: Examples + Up: Wavetables and samplers + Previous: Timbre stretching +   Contents +   Index +
+
+ + +

+ +
+Interpolation +

+ +

+As mentioned before, interpolation schemes are often used to increase the +accuracy of table lookup. Here we will give a somewhat simplified account of +the effects of table sizes and interpolation schemes on the result of table +lookup. + +

+To speak of error in table lookup, we must view the wavetable as a sampled +version of an underlying function. When we ask for a value of the +underlying function which lies between the points of the wavetable, the error +is the difference between the result of the wavetable lookup and the ``ideal" +value of the function at that point. The most revealing study of wavetable +lookup error assumes that the underlying function is a sinusoid (Page +[*]). We can then understand what happens to other wavetables by +considering them as superpositions (sums) of sinusoids. + +

+The accuracy of lookup from a wavetable containing a sinusoid depends +on two factors: the quality of the interpolation scheme, and the period +of the sinusoid. In general, the longer the period of the sinusoid, the more +accurate the result. + +

+In the case of a synthetic wavetable, we might know its sinusoidal components +from having specified them--in which case the issue becomes one of choosing a +wavetable size appropriately, when calculating the wavetable, to match the +interpolation algorithm and meet the desired standard of accuracy. In the case +of recorded sounds, the accuracy analysis might lead us to adjust the sample +rate of the recording, either at the outset or else by resampling later. + +

+Interpolation error for a sinusoidal wavetable can have two components: first, +the continuous signal (the theoretical result of reading the wavetable +continuously in time, as if the output sample rate were infinite) might +not be a pure sinusoid; and second, the amplitude might be wrong. (It +is possible to get phase errors as well, but only through +carelessness.) + +

+In this treatment we'll only consider polynomial interpolation schemes such as +rounding, linear interpolation, and cubic interpolation. These schemes amount +to evaluating polynomials (of degree zero, one, and three, respectively) in the +interstices between points of the wavetable. The idea is that, for any index +$x$, we choose a nearby reference point ${x_0}$, and let the output be calculated +by some polynomial: +

+
+ + +\begin{displaymath} +{y_{\mathrm{INT}}}(x) = +{a_0} + {a_1} (x - {x_0}) + {a_2} {{({x - x_0})}^ 2 } + \cdots + +{a_n} {{({x - x_0})}^ n } +\end{displaymath} +
+
+

+Usually we choose the polynomial which passes through the $n+1$ nearest +points of the wavetable. For 1-point interpolation (a zero-degree polynomial) +this means letting $a_0$ equal the nearest point of the wavetable. For +two-point interpolation, we draw a line segment between the two points of the +wavetable on either side of the desired point $x$. We can let $x_0$ be the +closest integer to the left of $x$ (which we write as +$\lfloor x \rfloor$) and then the +formula for linear interpolation is: +

+
+ + +\begin{displaymath} +{y_{\mathrm{INT}}}(x) = +y[{x_0}] + (y[{x_0} + 1]- y[{x_0}]) \cdot (x - {x_0}) +\end{displaymath} +
+
+

+which is a polynomial, as in the previous formula, with +

+
+ + +\begin{displaymath} +{a_0} = y[{x_0}] +\end{displaymath} +
+
+

+

+
+ + +\begin{displaymath} +{a_1} = y[{x_0} + 1]- y[{x_0}] +\end{displaymath} +
+
+

+In general, you can fit exactly one polynomial of degree $n-1$ through any +$n$ points as long as their $x$ values are all different. + +

+Figure 2.11 shows the effect of using linear (two-point) interpolation +to fill in a sinusoid of period 6. At the top are three traces: the original +sinusoid, the linearly-interpolated result of using 6 points per period to +represent the sinusoid, and finally, another sinusoid, of slightly smaller +amplitude, which better matches the six-segment waveform. The error introduced +by replacing the original sinusoid by the linearly interpolated version has +two components: first, a (barely perceptible) change in amplitude, and second, +a (very perceptible) distortion of the wave shape. + +

+ +

+ + + +
Figure 2.11: +Linear interpolation of a sinusoid: (upper graph) the original sinusoid, the +interpolated sinusoid, and the best sinusoidal fit back to the interpolated +version; (lower graph) the error, rescaled vertically.
\begin{figure}\psfig{file=figs/fig02.11.ps}\end{figure}
+
+ +

+The bottom graph in the figure shows the difference between the interpolated +waveform and the best-fitting sinusoid. This is a residual signal all of +whose energy lies in overtones of the original sinusoid. +As the number of points increases, +the error decreases in magnitude. Since the error is the difference between +a sinusoid and a sequence of approximating line segments, the magnitude of +the error is +roughly proportional to the square of the phase difference between each +pair of points, or in other words, inversely proportional to the square +of the number of points in the wavetable. Put another way, wavetable +error decreases by 12 dB each time the table doubles in size. (This +rule of thumb is only good for tables with 4 or more points.) + +

+Four-point (cubic) interpolation works similarly. The interpolation formula +is: +

+
+ + +\begin{displaymath} +{y_{\mathrm{INT}}}(x) = +\end{displaymath} +
+
+

+

+
+ + +\begin{displaymath} +-f (f-1)(f-2)/6 \cdot y[{x_0}-1] ++ (f+1)(f-1)(f-2)/2 \cdot y[{x_0}] +\end{displaymath} +
+
+

+

+
+ + +\begin{displaymath} +- (f+1) f (f-2) / 2 \cdot y[{x_0}+1] ++ (f+1) f (f-1) / 6 \cdot y[{x_0}+2] +\end{displaymath} +
+
+

+where $f = x - {x_0}$ is the fractional part of the index. For tables +with 4 or more points, doubling the number of points on the table tends +to improve the RMS error by 24 dB. Table 2.1 shows the +calculated RMS error for sinusoids at various periods for 1, 2, and +4 point interpolation. (A slightly different quantity is measured in +[Moo90, p.164]. There, the errors in amplitude and phase are also +added in, yielding slightly more pessimistic results. See also +[Har87].) + +

+

+
+ + + +
Table 2.1: +RMS error for table lookup using 1, 2, and 4 point interpolation +at various table sizes.
+ + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + +
periodinterpolation points
 124
2-1.2-17.1-20.2
3-2.0-11.9-15.5
4-4.2-17.1-24.8
8-10.0-29.6-48.4
16-15.9-41.8-72.5
32-21.9-53.8-96.5
64-27.9-65.9-120.6
128-34.0-77.9-144.7
+ +
+

+
+ +

+The allowable input domain for table lookup depends on the number of points of +interpolation. In general, when using $k$-point interpolation into a table +with $N$ points, the input may range over an interval of $N + 1 - k$ points. +If $k=1$ (i.e., no interpolation at all), the domain is from $0$ to $N$ +(including the endpoint at $0$ but excluding the one at $N$) assuming input +values are truncated (as is done for non-interpolated table lookup in Pd). The +domain is from -$1/2$ to $N-1/2$ if, instead, we round the input to the nearest +integer instead of interpolating. In either case, the domain stretches over a +length of $N$ points. + +

+For two-point interpolation, the input must lie between the first and last +points, that is, between $0$ and $N-1$. So the $N$ points suffice to define +the function over a domain of length $N-1$. For four-point interpolation, +we cannot get values for inputs between 0 and 1 (not having the required +two points to the left of the input) and neither can we for the space between +the last two points ($N-2$ and $N-1$). So in this case the domain reaches from +$1$ to $N-2$ and has length $N-3$. + +

+Periodic waveforms stored in wavetables require special treatment at the +ends of the table. For example, suppose we wish to store a pure sinusoid of +length $N$. For non-interpolating table lookup, it suffices to set, for +example, +

+
+ + +\begin{displaymath} +x[n] = \cos(2 \pi n / N) ,\, n = 0, \ldots, N-1 +\end{displaymath} +
+
+

+For two-point interpolation, we need $N+1$ points: +

+
+ + +\begin{displaymath} +x[n] = \cos(2 \pi n / N) ,\, n = 0, \ldots, N +\end{displaymath} +
+
+

+In other words, we must repeat the first ($n=0$) point at the end, so that the +last segment from $N-1$ to $N$ reaches back to the beginning value. + +

+For four-point interpolation, the cycle must be adjusted to start at the point +$n=1$, since we can't get properly interpolated values out for inputs less than +one. If, then, one cycle of the wavetable is arranged from $1$ to $N$, we +must supply extra points for $0$ (copied from $N$), and also $N+1$ and $N+2$, +copied from $1$ and $2$, to make a table of length $N+3$. For the same sinusoid +as above, the table should contain: +

+
+ + +\begin{displaymath} +x[n] = \cos(2 \pi (n-1) / N) ,\, n = 0, \ldots, N+2 +\end{displaymath} +
+
+

+ +

+

+ + +next + +up + +previous + +contents + +index +
+ Next: Examples + Up: Wavetables and samplers + Previous: Timbre stretching +   Contents +   Index + +
+Miller Puckette +2006-12-30 +
+ + diff --git a/node32.html b/node32.html new file mode 100644 index 0000000..37deba2 --- /dev/null +++ b/node32.html @@ -0,0 +1,94 @@ + + + + + +Examples + + + + + + + + + + + + + + + + + + + +next + +up + +previous + +contents + +index +
+ Next: Wavetable oscillator + Up: Wavetables and samplers + Previous: Interpolation +   Contents +   Index +
+
+ + +

+Examples +

+ +

+

+ +Subsections + + + +
+
+Miller Puckette +2006-12-30 +
+ + diff --git a/node33.html b/node33.html new file mode 100644 index 0000000..90c11c2 --- /dev/null +++ b/node33.html @@ -0,0 +1,161 @@ + + + + + +Wavetable oscillator + + + + + + + + + + + + + + + + + + + +next + +up + +previous + +contents + +index +
+ Next: Wavetable lookup in general + Up: Examples + Previous: Examples +   Contents +   Index +
+
+ + +

+Wavetable oscillator +

+ +

+Example B01.wavetables.pd, shown in Figure 2.12, implements a wavetable +oscillator, which plays back from a wavetable named ``table10". Two new Pd +primitives are shown here. First is the wavetable itself, which appears at +right in the figure. You can ``mouse" on the wavetable to change its shape and +hear the sound change as a result. Not shown in the figure but demonstrated in +the patch is Pd's facility for automatically calculating wavetables with +specified partial amplitudes, which is often preferable to drawing waveforms by +hand. You can also read and write tables to (text or sound) files for +interchanging data with other programs. The other novelty is an object class: + +

+ +

+ + + +
Figure 2.12: +A wavetable oscillator: B01.wavetables.pd.
\begin{figure}\psfig{file=figs/fig02.12.ps}\end{figure}
+
+ +

+
+\fbox{ $ \mathrm{tabosc4}\sim $}: +a wavetable oscillator. The ``4" indicates that this class uses 4-point +(cubic) interpolation. In the example, the table's name, ``table10", is +specified as a creation argument to the tabosc4~ object. +(You can also switch between wavetables dynamically by sending appropriate +messages to the object.) + +

+Wavetables used by tabosc4~ must always have a period +equal to a power of two; but as shown above, the wavetable must have three +extra points wrapped around the ends. Allowable table lengths are thus +of the form ${2^m} + 3$, such as 131, 259, 515, etc. + +

+Wavetable oscillators are not limited to use as audio oscillators. Patch +B02.wavetable.FM.pd (not pictured here) uses a pair of wavetable oscillators in series. +The first one's output is used as the input of the second one, and thus +controls its frequency which changes periodically in time. + +

+

+ + +next + +up + +previous + +contents + +index +
+ Next: Wavetable lookup in general + Up: Examples + Previous: Examples +   Contents +   Index + +
+Miller Puckette +2006-12-30 +
+ + diff --git a/node34.html b/node34.html new file mode 100644 index 0000000..1489e1a --- /dev/null +++ b/node34.html @@ -0,0 +1,219 @@ + + + + + +Wavetable lookup in general + + + + + + + + + + + + + + + + + + + +next + +up + +previous + +contents + +index +
+ Next: Using a wavetable as + Up: Examples + Previous: Wavetable oscillator +   Contents +   Index +
+
+ + +

+Wavetable lookup in general +

+ +

+The tabosc4~ class, while handy and efficient, is somewhat +specialized and for many of the applications described in this chapter we need +something more general. Example B03.tabread4.pd (Figure 2.13) demonstrates +the timbre stretching technique discussed in Section 2.4. +This is a simple example of a situation where tabosc4~ would +not have sufficed. There are new classes introduced here: + +

+ +

+ + + +
Figure 2.13: +A wavetable oscillator with variable duty cycle: B03.tabread4.pd.
\begin{figure}\psfig{file=figs/fig02.13.ps}\end{figure}
+
+ +

+
+\fbox{ $\mathrm{tabread4}\sim$\ }: +wavetable lookup. As in tabosc4~ the table is read using +4-point interpolation. But whereas tabosc4~ takes a frequency +as input and automatically reads the waveform in a repeating pattern, the +simpler tabread4~ expects the table lookup index as input. +If you want to use it to do something repetitious, as in this example, the +input itself has to be a repeating waveform. Like tabosc4~ (and all the other table reading and writing objects), +you can send messages to select which table to use. + +

+
+\fbox{ $\mathrm{tabwrite}\sim$\ }: +record an audio signal into a wavetable. In this example the +tabwrite~ is used to display the output (although later +on it will be used for all sorts of other things.) Whenever it receives a +``bang" message from the pushbutton icon above it, tabwrite~ begins +writing successive samples of its input to the named table. + +

+Example B03.tabread4.pd shows how to combine a phasor~ and a tabread4~ object to make a wavetable oscillator. The phasor~'s output ranges from +0 to 1 in value. In this case the input wavetable, named ``waveform12", is 131 +elements long. The domain for the tabread4~ object is thus from 1 to +129. To adjust the range of the phasor~ accordingly, we multiply it by +the length of the domain (128) so that it reaches between 0 and 128, and then +add 1, effectively sliding the interval to the right by one point. This +rescaling is accomplished by the *~ and +~ objects +between the phasor~ and the tabread4~. + +

+With only these four boxes we would have essentially reinvented the +tabosc4~ class. In this example, however, the multiplication +is not by a constant 128 but by a variable amount controlled by the ``squeeze" +parameter. The function of the four boxes at the right hand side of the patch +is to supply the *~ object with values to scale the +phasor~ by. This makes use of one more new object class: + +

+
+\fbox{ $\mathrm{pack}$\ }: +compose a list of two or more elements. The creation arguments establish the +number of arguments, their types (usually numbers) and their initial values. +The inlets (there will be as many as you specified creation arguments) update +the values of the message arguments, and, if the leftmost inlet is changed +(or just triggered with a ``bang" message), the message is output. + +

+In this patch the arguments are initially 0 and 50, but the number box will +update the value of the first argument, so that, as pictured, the most recent +message to leave the pack object was ``206 50". The effect of this +on the line~ object below is to ramp to 206 in 50 milliseconds; in +general the output of the line~ object is an audio signal that smoothly +follows the sporadically changing values of the number box labeled ``squeeze". + +

+Finally, 128 is added to the ``squeeze" value; if ``squeeze" takes non-negative +values (as the number box in this patch enforces), the range-setting multiplier +ranges the phasor by 128 or more. If the value is greater than 128, the effect +is that the rescaled phasor spends some fraction of its cycle stuck at the end +of the wavetable (which clips its input to 129). The result is that the +waveform is scanned over some fraction of the cycle. As shown, the waveform +is squeezed into 128/(128+206) of the cycle, so the spectrum is stretched by +a factor of about 1/2. + +

+For simplicity, this patch is subtly different from the example of Section +2.4 in that the waveforms are squeezed toward the beginning +of each cycle and not toward the middle. This has the effect of slightly +changing the phase of the various partials of the waveform as it is stretched +and squeezed; if the squeezing factor changes quickly, the corresponding phase +drift will sound like a slight wavering in pitch. This can be avoided by +using a slightly more complicated arrangement: subtract 1/2 from the +phasor~, multiply it by 128 or more, and then add 65 instead of one. + +

+

+ + +next + +up + +previous + +contents + +index +
+ Next: Using a wavetable as + Up: Examples + Previous: Wavetable oscillator +   Contents +   Index + +
+Miller Puckette +2006-12-30 +
+ + diff --git a/node35.html b/node35.html new file mode 100644 index 0000000..fb505c5 --- /dev/null +++ b/node35.html @@ -0,0 +1,158 @@ + + + + + +Using a wavetable as a sampler + + + + + + + + + + + + + + + + + + + +next + +up + +previous + +contents + +index +
+ Next: Looping samplers + Up: Examples + Previous: Wavetable lookup in general +   Contents +   Index +
+
+ + +

+Using a wavetable as a sampler +

+ +

+Example B04.sampler.pd (Figure 2.14) shows how to use a wavetable as a +sampler. In this example the index into the sample (the wavetable) is controlled +by mousing on a number box at top. A convenient scaling for the number box is +hundredths of a second; to convert to samples (as the input of +tabread4~ requires) we multiply by 44100 samples/sec times 0.01 sec to get 441 samples +per unit, before applying pack and line~ in much the same way +as they were used in the previous example. +The transposition you hear depends on how quickly you mouse up and down. +This example has introduced one new object class: + +

+ +

+ + + +
Figure 2.14: +A sampler with mouse-controlled index: B04.sampler.pd.
\begin{figure}\psfig{file=figs/fig02.14.ps}\end{figure}
+
+ +

+
+\fbox{ $\mathrm{hip}\sim$\ }: +simple high-pass (low-cut) filter. The creation argument gives the roll-off +frequency in cycles per second. We use it here to eliminate the constant +(zero-frequency) +output when the input sits in a single sample (whenever you aren't actively +changing the wavetable reading location with the mouse). Filters are discussed +in Chapter 8. + +

+The pack and line~ in this example are not included merely to +make the sound more continuous, but are essential to making the sound +intelligible at all. If the index into the wavetable lookup simply changed +every time the mouse moved a pixel (say, twenty to fifty times a second) the +overwhelming majority of samples would get the same index as the previous +sample (the other 44000+ samples, not counting the ones where the mouse +moved.) So the speed of precession would almost always be zero. Instead of +changing transpositions, you would hear 20 to 50 cycles-per-second grit. (Try +it to find out what that sounds like!) + +

+

+ + +next + +up + +previous + +contents + +index +
+ Next: Looping samplers + Up: Examples + Previous: Wavetable lookup in general +   Contents +   Index + +
+Miller Puckette +2006-12-30 +
+ + diff --git a/node36.html b/node36.html new file mode 100644 index 0000000..d2c9cb1 --- /dev/null +++ b/node36.html @@ -0,0 +1,228 @@ + + + + + +Looping samplers + + + + + + + + + + + + + + + + + + + +next + +up + +previous + +contents + +index +
+ Next: Overlapping sample looper + Up: Examples + Previous: Using a wavetable as +   Contents +   Index +
+
+ + +

+Looping samplers +

+ +

+In most situations, you'll want a more automated way than moving the mouse to +specify wavetable read locations; for instance, you might want to be able to +play a sample at a steady transposition; you might have several samples playing +back at once (or other things requiring attention), or you might want to switch +quickly between samples or go to prearranged locations. In the next few +examples we'll develop an automated looping sample reader, which, although only +one of many possible approaches, is a powerful and often-used one. + +

+Patches B05.sampler.loop.pd and B06.sampler.loop.smooth.pd show how to do this: the former in the simplest +possible way and the latter (pictured in Figure 2.15, part a) +incorporating a second waveshape to envelope the sound as described in +Section 2.3. One new object class +is introduced here: + +

+ +

+ + + +
Figure 2.15: +(a) a looping sampler with a synchronized envelope (B06.sampler.loop.smooth.pd); (b) the +same, but with a control for read location (B08.sampler.nodoppler.pd).
\begin{figure}\psfig{file=figs/fig02.15.ps}\end{figure}
+
+ +

+
+\fbox{ $\mathrm{cos}\sim$\ }: +compute the cosine of $2\pi $ times the input signal (so that 0 to 1 makes a whole +cycle). Unlike the table reading classes in Pd, cos~ handles +wraparound so that there is no range limitation on its input. + +

+In Figure 2.15 (part a), a phasor~ object supplies both +indices into the wavetable (at right) and phases for a half-cosine-shaped +envelope function at left. These two are multiplied, and the product is +high-pass filtered and output. Reading the wavetable is straightforward; the +phasor is multiplied by a ``chunk size" parameter, added to 1, and used as an +index to tabread4~The chunk size parameter is multiplied by +441 to convert it from hundredths of a second to samples. This corresponds +exactly to the block diagram shown in Figure 2.5, with a segment +location of 1. (The segment location can't be 0 because 1 is the minimum index +for which tabread4~ works.) + +

+The left-hand signal path in the example corresponds to the enveloping +wavetable lookup technique shown in Figure 2.7. Here the sawtooth +wave is adjusted to the range (-1/4, 1/4) (by subtracting and multiplying by +0.5), and then sent to cos~. This reads the cosine +function in the range ($-\pi/2$, $\pi /2$), thus giving only the positive half +of the waveform. + +

+Part (b) of Figure 2.15 introduces a third parameter, the ``read +point", which specifies where in the sample the loop is to start. (In part (a) +we always started at the beginning.) The necessary change is simple enough: +add the ``read point" control value, in samples, +to the wavetable index and proceed as before. To avoid discontinuities +in the index we smooth the read point value using +pack and line~ objects, just as we did in +the first sampler example (Figure 2.14). + +

+This raises an important, though subtle, issue. The Momentary +Transposition Formula (Page [*]) predicts that, as +long as the chunk size and read point aren't changing in time, the +transposition is just the frequency times the chunk size (as always, using +appropriate units; Hertz and seconds, for example, so that the product is +dimensionless). However, varying the chunk size and read point in time will +affect the momentary transposition, often in very noticeable ways, as can be +heard in Example B07.sampler.scratch.pd. Example B08.sampler.nodoppler.pd (the one shown in the figure) shows +one possible way of controlling this effect, while introducing a new object +class: + +

+
+\fbox{ $\mathrm{samphold}\sim$\ }: +a sample and hold unit. (This will be familiar to analog synthesizer users, +but with a digital twist; for more details see Section 3.7.) +This stores a single sample of the left-hand-side +input and outputs it repeatedly, until caused by the right-hand-side input (also +a digital audio signal, called the trigger) to overwrite the stored +sample with a new one--again +from the left-hand-side input. The unit acquires a new sample whenever +the trigger's numerical value falls from one sample to the next. This is +designed to be easy to pair with phasor~ objects, to facilitate +triggering on phase wraparounds. + +

+Example B08.sampler.nodoppler.pd uses two samphold~ objects to update the values +of the chunk size and read point, exactly when the phasor~ wraps around, at which moments the cosine envelope is at zero so the effect +of the instantaneous changes can't be heard. In this situation we can apply +the simpler Transposition Formula for Looping Wavetables to relate frequency, +chunk size, and transposition. This is demonstrated in Example B09.sampler.transpose.pd (not shown). + +

+

+ + +next + +up + +previous + +contents + +index +
+ Next: Overlapping sample looper + Up: Examples + Previous: Using a wavetable as +   Contents +   Index + +
+Miller Puckette +2006-12-30 +
+ + diff --git a/node37.html b/node37.html new file mode 100644 index 0000000..ce3a563 --- /dev/null +++ b/node37.html @@ -0,0 +1,219 @@ + + + + + +Overlapping sample looper + + + + + + + + + + + + + + + + + + + +next + +up + +previous + +contents + +index +
+ Next: Automatic read point precession + Up: Examples + Previous: Looping samplers +   Contents +   Index +
+
+ + +

+Overlapping sample looper +

+ +

+As described in Section 2.3, it is sometimes desirable to +use two or more overlapping looping samplers to produce a reasonably continuous +sound without having to envelope too sharply at the ends of the loop. This is +especially likely in situations where the chunk that is looped is short, +a tenth of a second or less. Example B10.sampler.overlap.pd, shown in Figure 2.16 +(part a), realizes two looping samplers a half-cycle out of phase from each +other. New object classes are: + +

+ +

+ + + +
Figure 2.16: +(a) two overlapped looping samplers (B10.sampler.overlap.pd); (b) the +same, but with a phasor-controlled read point (B11.sampler.rockafella.pd).
\begin{figure}\psfig{file=figs/fig02.16.ps}\end{figure}
+
+ +

+
+\fbox{ $\mathrm{loadbang}$\ }: +output a ``bang" message on load. This is used in this patch to make sure the +division of transposition by chunk size will have a valid transposition factor +in case ``chunk size" is moused on first. + +

+
+\fbox{ $\mathrm{expr}$\ }: +evaluate mathematical expressions. Variables appear as $f1, $f2, and so on, +corresponding to the object's inlets. Arithmetic operations are allowed, +with parentheses for grouping, and many library functions are supplied, +such as exponentiation, which shows up in this example as ``pow" (the +power function). + +

+
+\fbox{$\mathrm{wrap}\sim$}: +wrap to the interval from 0 to 1. So, for instance, 1.2 becomes 0.2; 0.5 +remains unchanged; and -0.6 goes to 0.4. + +

+
+\fbox{ $\mathrm{send}\sim$\ }, + +\fbox{ $\mathrm{s}\sim$\ }, + +\fbox{ $\mathrm{receive}\sim$\ }, + +\fbox{ $\mathrm{r}\sim$\ }: +signal versions of send and receive. An audio +signal sent to a send~ object appears at the outlets of any and +all receive~ objects of the same name. Unlike +send and receive, you may not have more than one +send~ object with the same name (in that connection, see +the throw~ and catch~ objects). + +

+In the example, part of the wavetable reading machinery is duplicated, using +identical calculations of ``chunk-size-samples" (a message stream) and +``read-pt" (an audio signal smoothed as before). However, the ``phase" +audio signal, in the other copy, is replaced by ``phase2". The top part +of the figure shows the calculation of the two phase signals: the first one +as the output of a phasor~ object, and the second by adding +0.5 and wrapping, thereby adding 0.5 cycles ($\pi $ radians) to the +phase. The two phase signals are each used, with the same range adjustments as +before, to calculate indices into the wavetable and the cos~ object, and to control the two samphold~ objects. Finally, the +results of the two copies are added for output. + +

+

+ + +next + +up + +previous + +contents + +index +
+ Next: Automatic read point precession + Up: Examples + Previous: Looping samplers +   Contents +   Index + +
+Miller Puckette +2006-12-30 +
+ + diff --git a/node38.html b/node38.html new file mode 100644 index 0000000..5973910 --- /dev/null +++ b/node38.html @@ -0,0 +1,208 @@ + + + + + +Automatic read point precession + + + + + + + + + + + + + + + + + + +next + +up + +previous + +contents + +index +
+ Next: Exercises + Up: Examples + Previous: Overlapping sample looper +   Contents +   Index +
+
+ + +

+Automatic read point precession +

+ +

+Example B11.sampler.rockafella.pd, shown in part (b) of Figure 2.16, adapts the ideas +shown above to a situation where the read point is computed automatically. +Here we precess the read-point through the sample in a loop, permitting us +to speed up or slow down the playback independently of the transposition. + +

+This example addresses a weakness of the preceding one, which is that, if the +relative precession speed is anywhere near one (i.e., the natural speed of +listening to the recorded wavetable), and if there is not much transposition +either, it becomes preferable to use larger grains and lower the frequency of +repetition accordingly (keeping the product constant to achieve the desired +transposition.) However, if the grain size is allowed to get large, it is no +longer convenient to quantize control changes at phase wrappings, because +they might be too far apart to allow for a reasonable response time to control +changes. + +

+In this patch we remove the samphold~ object that had controlled +the read point (but we leave in the one for chunk size which is much harder +to change in mid-loop). Instead, we use the (known) rate of precession of the +read point to correct the sawtooth frequency, so that we maintain the desired +transposition. It turns out that, when transposition factor and precession +are close to each other (so that we are nearly doing the same thing as simple +speed change) the frequency will drop to a value close to zero, so we will +have increased the naturalness of the result at the same time. + +

+In this patch we switch from managing read points, chunk sizes, etc., in +samples and use seconds instead, converting to samples (and shifting by +one) only just before the tabread4~ object. +The wavetable holds one second of sound, and we'll assume here that the +nominal chunk size will not exceed 0.1 second, so that we can safely let +the read point range from 0 to 0.9; the ``real" chunk size will vary, and +can become quite large, because of the moving read pointer. + +

+The precession +control sets the frequency of a phasor of amplitude 0.9, and therefore the +precession must be multiplied by 0.9 to set the frequency of the phasor (so +that, for a precession of one for instance, the amplitude and frequency of +the read point are both 0.9, so that the slope, equal to amplitude over +frequency, is one). The output of this is named ``read-pt" as before, and +is used by both copies of the wavetable reader. + +

+The precession $p$ and the chunk size $c$ being known, and if we denote +the frequency of the upper (original) phasor~ by $f$, the transposition factor is given by: +

+
+ + +\begin{displaymath} +t = p + cf +\end{displaymath} +
+
+

+and solving for $f$ gives: +

+
+ + +\begin{displaymath} +f = {{t - p} \over c} = {{{{2 ^ {h/12}}} - p} \over c} +\end{displaymath} +
+
+

+where $h$ is the desired transposition in half-steps. This is the formula +used in the expr object. + +

+

+ + +next + +up + +previous + +contents + +index +
+ Next: Exercises + Up: Examples + Previous: Overlapping sample looper +   Contents +   Index + +
+Miller Puckette +2006-12-30 +
+ + diff --git a/node39.html b/node39.html new file mode 100644 index 0000000..8669e08 --- /dev/null +++ b/node39.html @@ -0,0 +1,165 @@ + + + + + +Exercises + + + + + + + + + + + + + + + + + + +next + +up + +previous + +contents + +index +
+ Next: Audio and control computations + Up: Wavetables and samplers + Previous: Automatic read point precession +   Contents +   Index +
+
+ + +

+Exercises +

+ +

+ +

    +
  1. If a wavetable with $1000$ samples is played back at unit transposition, +at a sample rate of 44100 Hertz, how long does the resulting sound last? + +

    +

    2. +
  2. A one-second wavetable is played back in 0.5 seconds. By what +interval is the sound transposed? + +

    +

    3. +
  3. Still assuming a one-second wavetable, if we play it back periodically +(in a loop), at how many Hertz should we loop the wavetable to transpose the +original sound upward one half-step? + +

    +

    4. +
  4. We wish to play a wavetable (recorded at $R=44100$), looping ten times +per second, so that the original sound stored in the wavetable is transposed up +a perfect fifth (see Page [*]). How large a segment of the +wavetable, in samples, should be played back? + +

    +

    5. +
  5. Suppose you wish to use waveform stretching on a wavetable that holds a +periodic waveform of period 100. You wish to hear the untransposed spectrum at +a period of 200 samples. By what duty factor should you squeeze the waveform? + +

    +

    6. +
  6. The first half of a wavetable contains a cycle of a sinusoid of peak +amplitude one. The second half contains zeros. What is the strength of the +second partial of the wavetable? + +

    +

    7. +
  7. A sinusoid is stored in a wavetable with period 4 so that the first four +elements are 0, 1, 0, and -1, corresponding to indices 0, 1, 2, and 3. What +value do we get for an input of 1.5: (a) using 2-point interpolation? (b) +using 4-point interpolation? (c) What's the value of the original sinusoid +there? + +

    +

    8. +
  8. If a wavetable's contents all fall between -1 and 1 in value, what is the +range of possible outputs of wavetable lookup using 4-point interpolation? + +

    +

    9. +
+
+ + +next + +up + +previous + +contents + +index +
+ Next: Audio and control computations + Up: Wavetables and samplers + Previous: Automatic read point precession +   Contents +   Index + +
+Miller Puckette +2006-12-30 +
+ + diff --git a/node4.html b/node4.html new file mode 100644 index 0000000..571ce2f --- /dev/null +++ b/node4.html @@ -0,0 +1,390 @@ + + + + + +Contents + + + + + + + + + + + + + + + + + + + +next + +up + +previous + +index +
+ Next: Foreword + Up: book + Previous: #1 +   Index +
+
+ +
+ +

+Contents +

+ + + + +

+

+
+Miller Puckette +2006-12-30 +
+ + diff --git a/node40.html b/node40.html new file mode 100644 index 0000000..2b5cc2e --- /dev/null +++ b/node40.html @@ -0,0 +1,119 @@ + + + + + +Audio and control computations + + + + + + + + + + + + + + + + + + + +next + +up + +previous + +contents + +index +
+ Next: The sampling theorem + Up: book + Previous: Exercises +   Contents +   Index +
+
+ + +

+Audio and control computations +

+ +

+

+ +Subsections + + + +
+
+Miller Puckette +2006-12-30 +
+ + diff --git a/node41.html b/node41.html new file mode 100644 index 0000000..88363c9 --- /dev/null +++ b/node41.html @@ -0,0 +1,407 @@ + + + + + +The sampling theorem + + + + + + + + + + + + + + + + + + + +next + +up + +previous + +contents + +index +
+ Next: Control + Up: Audio and control computations + Previous: Audio and control computations +   Contents +   Index +
+
+ + +

+ +
+The sampling theorem +

+ +

+So far we have discussed digital audio signals as if they were capable of +describing any function of time, in the sense that knowing the values the +function takes on the integers should somehow determine the values it takes +between them. This isn't really true. For instance, suppose some function +$f$ (defined for real numbers) happens to attain the value 1 at all integers: +

+
+ + +\begin{displaymath} +f(n) = 1 \, , \, \, \, \, \, n = \, \, \ldots, -1, 0, 1, \ldots +\end{displaymath} +
+
+

+We might guess that $f(t)=1$ for all real $t$. But perhaps $f$ happens +to be one for integers and zero everywhere else--that's a perfectly +good function too, and nothing about the function's values at the integers +distinguishes it from the simpler $f(t)=1$. But intuition tells us that +the constant function is in the spirit of digital audio signals, +whereas the one that hides a secret between the samples isn't. A function +that is ``possible to sample" should be one for which we can use some reasonable +interpolation scheme to deduce its values on non-integers from its values on +integers. + +

+It is customary at this point in discussions of computer music to invoke +the famous +Nyquist theorem. +This states (roughly speaking) that if a function is a finite or even infinite +combination of sinusoids, none of whose angular frequencies exceeds $\pi $, +then, theoretically at least, it is fully determined by the function's values +on the integers. One possible way of reconstructing the function would be +as a limit of higher- and higher-order polynomial interpolation. + +

+The angular frequency $\pi $, called the Nyquist frequency, corresponds +to $R/2$ cycles per second if $R$ is the sample rate. The corresponding period +is two samples. The Nyquist frequency is the best we can do in the sense that +any real sinusoid of higher frequency is equal, at the integers, to one whose +frequency is lower than the Nyquist, and it is this lower frequency that will +get reconstructed by the ideal interpolation process. For instance, a +sinusoid with angular frequency between $\pi $ and $2\pi $, say $\pi + \omega$, +can be written as +

+
+ + +\begin{displaymath} +\cos((\pi + \omega)n + \phi) = \cos((\pi + \omega)n + \phi - 2\pi n) +\end{displaymath} +
+
+

+

+
+ + +\begin{displaymath} += \cos((\omega - \pi)n + \phi) +\end{displaymath} +
+
+

+

+
+ + +\begin{displaymath} += \cos((\pi - \omega)n - \phi) +\end{displaymath} +
+
+

+for all integers $n$. (If $n$ weren't an integer the first step would fail.) +So a sinusoid with frequency between $\pi $ and $2\pi $ is equal, on the +integers at least, to one with frequency between 0 and $\pi $; you simply can't +tell the two apart. And since any conversion hardware should do the ``right" +thing and reconstruct the lower-frequency sinusoid, any higher-frequency one +you try to synthesize will come out your speakers at the wrong +frequency--specifically, you will hear the unique frequency between 0 and $\pi $ +that the higher frequency lands on when reduced in the above way. This +phenomenon is called +foldover, + +because the half-line of frequencies from 0 +to $\infty$ is folded back and forth, in lengths of $\pi $, onto the interval +from 0 to $\pi $. The word +aliasing +means the same thing. Figure 3.1 shows that sinusoids of angular +frequencies $\pi /2$ and $3\pi /2$, for instance, can't be distinguished +as digital audio signals. + +

+ +

+ + + +
Figure 3.1: +Two real sinusoids, with angular frequencies $\pi /2$ and $3\pi /2$, +showing that they coincide at integers. A digital audio signal can't +distinguish between the two.
\begin{figure}\psfig{file=figs/fig03.01.ps}\end{figure}
+
+ +

+We conclude that when, for instance, we're computing values of a +Fourier series (Page [*]), +either as a wavetable or as a real-time signal, we had better leave out any +sinusoid +in the sum whose frequency exceeds $\pi $. But the picture in general is not +this simple, since most techniques other than additive synthesis don't lead to +neat, band-limited signals (ones whose components stop at some limited +frequency). For example, a sawtooth wave of frequency $\omega $, of the form +put out by Pd's phasor~ object but considered as a continuous +function $f(t)$, expands to: +

+
+ + +\begin{displaymath} +f(t) = {1 \over 2} - {1 \over \pi} +{ \left ( +\sin(\omega ... +...\over 2} + +{{\sin(3 \omega t)} \over 3} + \cdots +\right ) } +\end{displaymath} +
+
+

+which enjoys arbitrarily high frequencies; and moreover the hundredth partial +is only 40 dB weaker than the first one. At any but very low values of +$\omega $, the partials above $\pi $ will be audibly present--and, because of +foldover, they will be heard at incorrect frequencies. (This does not mean +that one shouldn't use sawtooth waves as phase generators--the wavetable +lookup step magically corrects the sawtooth's foldover--but one should think +twice before using a sawtooth wave itself as a digital sound source.) + +

+Many synthesis techniques, even if not strictly band-limited, give partials +which may be made to drop off more rapidly than $1/n$ as in the sawtooth +example, and are thus more forgiving to work with digitally. In any case, +it is always a good idea to keep the possibility of foldover in mind, and +to train your ears to recognize it. + +

+The first line of defense against foldover is simply to use high sample rates; +it is a good practice to systematically use the highest sample rate that your +computer can easily handle. The highest practical rate will vary according to +whether you are working in real time or not, CPU time and memory constraints, +and/or input and output hardware, and sometimes even software-imposed +limitations. + +

+A very non-technical treatment of sampling theory is given in +[Bal03]. More detail can be found in [Mat69, pp. 1-30]. + +

+

+ + +next + +up + +previous + +contents + +index +
+ Next: Control + Up: Audio and control computations + Previous: Audio and control computations +   Contents +   Index + +
+Miller Puckette +2006-12-30 +
+ + diff --git a/node42.html b/node42.html new file mode 100644 index 0000000..f48154c --- /dev/null +++ b/node42.html @@ -0,0 +1,226 @@ + + + + + +Control + + + + + + + + + + + + + + + + + + + +next + +up + +previous + +contents + +index +
+ Next: Control streams + Up: Audio and control computations + Previous: The sampling theorem +   Contents +   Index +
+
+ + +

+ +
+Control +

+ +

+So far we have dealt with audio signals, which are just sequences $x[n]$ +defined for integers $n$, which correspond to regularly spaced points in time. +This is often an adequate framework for describing synthesis techniques, but +real electronic music applications usually also entail other computations +which have to be made at irregular points in time. In this section we'll +develop a framework for describing what we will call +control +computations. We will always require that any computation correspond to +a specific +logical time. +The logical time controls which sample of audio output will be the first to +reflect the result of the computation. + +

+In a non-real-time system (such as Csound in its classical form), +this means that logical time proceeds from zero to the length of the +output soundfile. Each ``score card" has an associated logical time (the +time in the score), and is acted upon once the audio computation has reached +that time. So audio and control calculations (grinding out the samples and +handling note cards) are each handled in turn, all in increasing order of +logical time. + +

+In a real-time system, logical time, which still corresponds to the time of the +next affected sample of audio output, is always slightly in advance of +real time, +which is measured by the sample that is actually leaving the computer. Control +and audio computations still are carried out in alternation, sorted by logical +time. + +

+The reason for using logical time and not real time in computer music +computations is to keep the calculations independent of the actual execution +time of the computer, which can vary for a variety of reasons, even for two +seemingly identical calculations. When we are calculating a new value of an +audio signal or processing some control input, real time may pass but we +require that the logical time stay the same through the whole calculation, as +if it took place instantaneously. As a result of this, electronic music +computations, if done correctly, are deterministic: two runs of the same +real-time or non-real-time audio computation, each having the same inputs, +should have identical results. + +

+ +

+ + + +
Figure 3.2: +Timeline for digital audio and control computation: (a) with a +block size of one sample; (b) with a block size of four samples.
\begin{figure}\psfig{file=figs/fig03.02.ps}\end{figure}
+
+ +

+Figure 3.2 (part a) shows schematically how logical time and +sample computation are lined up. Audio samples are computed at regular +periods +(marked as wavy lines), but +before the calculation of each sample we do all the control calculations +that might affect it +(marked as straight line segments). First we do the control computations +associated with logical times starting at zero, up to but not including one; +then we compute the first audio sample (of index zero), at logical time +one. We then do all control calculations up to but not including logical +time 2, then the sample of index one, and so on. (Here we are adopting +certain conventions about labeling that could be chosen differently. For +instance, there is no fundamental reason control should be pictured as +coming ``before" audio computation but it is easier to think that way.) + +

+Part (b) of the figure shows the situation if we wish to compute the audio +output in blocks of more than one sample at a time. Using the variable +$B$ to denote the number of elements in a block (so $B=4$ in the figure), +the first audio computation will output samples $0, 1, ... B-1$ all at once +in a block computed at logical time $B$. We have +to do the relevant control computations for all $B$ periods of time in +advance. There is a delay of $B$ samples between logical time and the +appearance of audio output. + +

+Most computer music software computes audio in blocks. This is done to +increase the efficiency of individual audio operations (such as Csound's unit +generators and Max/MSP and Pd's tilde objects). Each unit generator or tilde +object incurs overhead each time it is called, equal to perhaps twenty times +the cost of computing one sample on average. If the block size is one, this +means an overhead of 2,000%; if it is sixty-four (as in Pd by default), the +overhead is only some 30%. + +

+

+ + +next + +up + +previous + +contents + +index +
+ Next: Control streams + Up: Audio and control computations + Previous: The sampling theorem +   Contents +   Index + +
+Miller Puckette +2006-12-30 +
+ + diff --git a/node43.html b/node43.html new file mode 100644 index 0000000..b47ee88 --- /dev/null +++ b/node43.html @@ -0,0 +1,481 @@ + + + + + +Control streams + + + + + + + + + + + + + + + + + + + +next + +up + +previous + +contents + +index +
+ Next: Converting from audio signals + Up: Audio and control computations + Previous: Control +   Contents +   Index +
+
+ + +

+ +
+Control streams +

+ +

+Control computations may come from a variety of sources, both internal and +external to the overall computation. Examples of internally engendered control +computations include sequencing (in which control computations must take place +at pre-determined times) or feature detection of the audio output (for +instance, watching for zero crossings in a signal). Externally engendered ones +may come from input devices such as MIDI controllers, the mouse and keyboard, +network packets, and so on. In any case, control computations may occur at +irregular intervals, unlike audio samples which correspond to a steadily +ticking sample clock. + +

+ +

+ + + +
Figure 3.3: +Graphical representation of a control stream as a sequence +of points in time.
\begin{figure}\psfig{file=figs/fig03.03.ps}\end{figure}
+
+ +

+We will need a way of describing how information +flows between control and audio computations, which we will base on the +notion of a +control stream. +This is simply a collection of numbers--possibly empty--that appear as a result of control +computations, whether +regularly or irregularly spaced in logical time. +The simplest possible control stream has no information other than a + +time sequence: +

+
+ + +\begin{displaymath} +\ldots , t[0], t[1], t[2], \ldots +\end{displaymath} +
+
+

+Although the time values are best given in units of samples, +their values aren't quantized; they may be arbitrary real numbers. +We do require them to be sorted in nondecreasing order: +

+
+ + +\begin{displaymath} +\cdots \le t[0] \le t[1] \le t[2] \le \cdots +\end{displaymath} +
+
+

+Each item in the sequence +is called an +event. + +

+Control streams may be shown graphically as in Figure 3.3. A number +line shows time and a sequence of arrows points to the times associated +with each event. +The control +stream shown has no data (it is a time sequence). If we want to show +data in the control stream we will write it at the base of each arrow. + +

+A +numeric control stream +is one that contains one number per time point, so that it +appears as a sequence of +ordered pairs: +

+
+ + +\begin{displaymath} +\ldots , \, (t[0], x[0]), \, (t[1], x[1]), \, \ldots +\end{displaymath} +
+
+

+where the $t[n]$ are the time points +and the $x[n]$ are the signal's values +at those times. + +

+A numeric control stream is roughly analogous to a ``MIDI controller", whose +values change irregularly, for example when a physical control is moved by a +performer. Other control stream sources may have higher possible rates of +change and/or more precision. On the other hand, a time sequence might be a +sequence of pedal hits, which (MIDI implementation notwithstanding) shouldn't be +considered as having values, just times. + +

+Numeric control streams are like audio signals in that +both are just time-varying numeric values. But +whereas the audio signal comes at a steady rate (and so the time values need +not be specified per sample), the control stream comes +unpredictably--perhaps evenly, perhaps unevenly, perhaps never. + +

+Let us now look at what happens when we try to convert a numeric +control stream to +an audio signal. As before we'll choose a block size $B=4$. We will consider +as a control stream a square wave of period 5.5: + +

+

+
+ + +\begin{displaymath} +(2, 1), (4.75, 0), (7.5, 1), (10.25, 0), (13, 1), \ldots +\end{displaymath} +
+
+

+and demonstrate three ways it could be converted to an audio signal. Figure +3.4 (part a) shows the simplest, fast-as-possible, conversion. +Each audio sample of output simply reflects the most recent value of the +control signal. So samples 0 through 3 (which are computed at logical time +4 because of the block size) are 1 in value because of the point (2, 1). The +next four samples are also one, because of the two points, (4.75, 0) and +(7.5, 1), the most recent still has the value 1. + +

+Fast-as-possible conversion is most appropriate for control streams which do +not change frequently compared to the block size. Its main advantages are +simplicity of computation and the fastest possible response to changes. As the +figure shows, when the control stream's updates are too fast (on the order of +the block size), the audio signal may not be a good likeness of the sporadic +one. (If, as in this case, the control stream comes at regular intervals of +time, we can use the sampling theorem to analyze the result. Here the Nyquist +frequency associated with the block rate $R/B$ is lower than the input square +wave's frequency, and so the output is aliased to a new frequency lower than +the Nyquist frequency.) + +

+ +

+ + + +
Figure 3.4: +Three ways to change a control stream into an audio signal: (a) +as fast as possible; (b) delayed to the nearest sample; (c) with +two-point interpolation for higher delay accuracy.
\begin{figure}\psfig{file=figs/fig03.04.ps}\end{figure}
+
+ +

+Part (b) shows the result of nearest-sample conversion. Each new value of the +control stream at a time $t$ affects output samples starting from index + +$\lfloor t \rfloor$ (the greatest integer not exceeding $t$). +This is equivalent to using fast-as-possible conversion at a block size of 1; +in other words, nearest-sample conversion hides the effect of the larger block +size. This is better than fast-as-possible conversion in cases where the +control stream might change quickly. + +

+Part (c) shows sporadic-to-audio conversion, again at the nearest sample, +but now also using two-point interpolation to further increase the time +accuracy. Conceptually we can describe this as follows. Suppose the value +of the control stream was last equal to $x$, and that the next point is +$(n+f, y)$, where $n$ is an integer and $f$ is the fractional part of the +time value (so $0 \le f < 1$). The first point affected in the audio +output will be the sample at index $n$. But instead of setting the output +to $y$ as before, we set it to +

+
+ + +\begin{displaymath} +fx + (1-f)y, +\end{displaymath} +
+
+

+in other words, to a weighted average of the previous and the new value, whose +weights favor the new value more if the time of the sporadic value is earlier, +closer to $n$. In the example shown, the transition from 0 to 1 at time 2 +gives +

+
+ + +\begin{displaymath} +0 \cdot x + 1 \cdot y = 1, +\end{displaymath} +
+
+

+while the transition from 1 to 0 at time 4.75 gives: +

+
+ + +\begin{displaymath} +0.75 \cdot x + 0.25 \cdot y = 0.75. +\end{displaymath} +
+
+

+This technique gives a still closer representation of the control signal +(at least, the portion of it that lies below the Nyquist frequency), at +the expense of more computation and slightly greater delay. + +

+Numeric control streams may also be converted to audio signals using ramp +functions to smooth discontinuities. This is often used when a control stream +is used to control an amplitude, as described in Section 1.5. In +general there are three values to specify to set a ramp function in motion: a +start time and target value (specified by the control stream) and a target +time, often expressed as a delay after the start time. + +

+In such situations it is almost always accurate enough to adjust the start and +ending times to match the first audio sample computed at a later logical time, +a choice which corresponds to the fast-as-possible scenario above. Figure +3.5 (part a) shows the effect of ramping from 0, starting at +time 3, to a value of 1 at time 9, immediately starting back toward 0 at +time 15, with block size $B=4$. The times 3, 9, and 15 are truncated to +0, 8, and 12, respectively. + +

+ +

+ + + +
Figure 3.5: +Line segment smoothing of numeric control streams: (a) aligned to block +boundaries; (b) aligned to nearest sample.
\begin{figure}\psfig{file=figs/fig03.05.ps}\end{figure}
+
+ +

+In real situations the block size might be on the order of a millisecond, and +adjusting ramp endpoints to block boundaries works fine for controlling +amplitudes; reaching a target a fraction of a millisecond early or late rarely +makes an audible difference. However, other uses of ramps are more sensitive +to time quantization of endpoints. For example, if we wish to do something +repetitively every few milliseconds, the variation in segment lengths will make +for an audible aperiodicity. + +

+For situations such as these, we can improve the ramp generation algorithm to +start and stop at arbitrary samples, as shown in Figure 3.5 (part b), +for example. Here the endpoints of the line segments line up exactly with +the requested samples 3, 9, and 15. We can go even further and adjust for +fractional samples, making the line segments touch the values 0 and 1 at +exactly specifiable points on a number line. + +

+For example, suppose we want to repeat a recorded sound out of a wavetable 100 +times per second, every 441 samples at the usual sample rate. Rounding errors +due to blocking at 64-sample boundaries could detune the playback by as +much as a whole tone in pitch; and even rounding to one-sample boundaries +could introduce variations up to about 0.2%, or three cents. This +situation would call for sub-sample accuracy in sporadic-to-audio conversion. + +

+

+ + +next + +up + +previous + +contents + +index +
+ Next: Converting from audio signals + Up: Audio and control computations + Previous: Control +   Contents +   Index + +
+Miller Puckette +2006-12-30 +
+ + diff --git a/node44.html b/node44.html new file mode 100644 index 0000000..958efd3 --- /dev/null +++ b/node44.html @@ -0,0 +1,177 @@ + + + + + +Converting from audio signals to numeric control streams + + + + + + + + + + + + + + + + + + + +next + +up + +previous + +contents + +index +
+ Next: Control streams in block + Up: Audio and control computations + Previous: Control streams +   Contents +   Index +
+
+ + +

+Converting from audio signals to numeric control streams +

+ +

+We sometimes need to convert in the other direction, from an audio signal to a +sporadic one. To go in this direction, we somehow provide a series of logical +times (a time sequence), as well as an audio signal. For output we want +a control stream combining the time sequence with values taken from the +audio signal. We do this when we want to incorporate the signal's value as +part of a control computation. + +

+For example, we might be controlling the amplitude of a signal using a +line~ object as in Example A03.line.pd (Page +[*]). Suppose we wish to turn off the sound at a fixed rate +of speed instead of in a fixed amount of time. For instance, we might want to +re-use the network for another sound and wish to mute it as quickly as possible +without audible artifacts; we probably can ramp it off in less time if the +current amplitude is low than if it is high. To do this we must confect a +message to the line~ object to send it to zero in an amount of +time we'll calculate on the basis of its current output value. This will +require, first of all, that we ``sample" the line~ object's +output (an audio signal) into a control stream. + +

+The same issues of time delay and accuracy appear as for sporadic to audio +conversion. Again there will be a tradeoff between immediacy and accuracy. +Suppose as before that we are calculating audio in blocks of 4 samples, and +suppose that at logical time 6 we want to look at the value of an audio signal, +and use it to change the value of another one. As shown in Figure +3.2 (part b), the most recently calculated value of the signal will +be for index 3 and the earliest index at which our calculation can affect a +signal is 4. We can therefore carry out the whole affair with a delay of only +one sample. However, we can't choose exactly which sample--the update +can occur only at a block boundary. + +

+As before, we can trade immediacy for increased time accuracy. If it matters +exactly at which sample we carry out the audio-to-control-to-audio computation, +we read the sample of index 2 and update the one at index 6. Then if we want +to do the same thing again at logical time 7, we read from index 3 and update +at index 7, and so on. In general, if the block size is $B$, and for any +index $n$, we can always read the sample at index $n-B$ and affect the +one at index $n$. There is thus a round-trip delay of $B$ samples in going +from audio to control to audio computation, which is the price incurred for +being able to name the index $n$ exactly. + +

+If we wish to go further, to being able to specify a fraction of a sample, then +(as before) we can use interpolation--at a slight further increase in delay. +In general, as in the case of sporadic-to-audio conversion, in most cases the +simplest solution is the best, but occasionally we have to do extra work. + +

+

+ + +next + +up + +previous + +contents + +index +
+ Next: Control streams in block + Up: Audio and control computations + Previous: Control streams +   Contents +   Index + +
+Miller Puckette +2006-12-30 +
+ + diff --git a/node45.html b/node45.html new file mode 100644 index 0000000..c89645f --- /dev/null +++ b/node45.html @@ -0,0 +1,106 @@ + + + + + +Control streams in block diagrams + + + + + + + + + + + + + + + + + + + +next + +up + +previous + +contents + +index +
+ Next: Event detection + Up: Audio and control computations + Previous: Converting from audio signals +   Contents +   Index +
+
+ + +

+Control streams in block diagrams +

+ +

+ +

+ + + +
Figure 3.6: +Conversion between control and audio: (a) control to signal; (b) +signal to control by snapshots.
\begin{figure}\psfig{file=figs/fig03.06.ps}\end{figure}
+
+ +

+Figure 3.6 shows how control streams are expressed in block diagrams, +using control-to-signal and signal-to-control conversion as examples. Control +streams are represented using dots (as opposed to audio signals which appear +as solid arrows). + +

+The signal block converts from a numeric control stream to an audio +signal. The exact type of conversion isn't specified at this level of +detail; in the Pd examples the choice of conversion operator +will determine this. + +

+The snapshot block converts from audio signals back to numeric +control streams. In addition to the audio signal, a separate, control input +is needed to specify the time sequence at which the audio signal is sampled. + +

+

+
+Miller Puckette +2006-12-30 +
+ + diff --git a/node46.html b/node46.html new file mode 100644 index 0000000..d69c4cb --- /dev/null +++ b/node46.html @@ -0,0 +1,195 @@ + + + + + +Event detection + + + + + + + + + + + + + + + + + + + +next + +up + +previous + +contents + +index +
+ Next: Audio signals as control + Up: Audio and control computations + Previous: Control streams in block +   Contents +   Index +
+
+ + +

+Event detection +

+ +

+Besides taking snapshots, a second mode of passing information from +audio signals to control computations is + +event detection. +Here we derive time information from the audio signal. An example +is +threshold detection, +in which the input is an audio signal and the output is a time sequence. +We'll consider the example of threshold detection in some detail here. + +

+A +typical reason to use threshold detection is to find out when +some kind of activity starts and stops, such as a performer playing +an instrument. We'll suppose we already have a continuous measure of activity +in the form of an audio signal. (This can be done, for example, using an +envelope follower). What we want is a pair of time sequences, one which +marks times in which activity starts, and the other marking stops. + +

+ +

+ + + +
Figure 3.7: +Threshold detection: (a) with no debouncing; (b) debounced using two +threshold levels; (c) debounced using dead periods.
\begin{figure}\psfig{file=figs/fig03.07.ps}\end{figure}
+
+ +

+Figure 3.7 (part a) shows a simple realization of this idea. +We assume the signal input is as shown in the continuous graph. A horizontal +line shows the constant value of the threshold. The time sequence marked +``onsets" contains one event for each time the signal crosses the threshold +from below to above; the one marked ``turnoffs" marks crossings in the other +direction. + +

+In many situations we will get undesirable onsets and turnoffs +caused by small ripples in the signal close to the threshold. This is +avoided by +debouncing, +which can be +done in at least two simple ways. First, as shown in part (b) of the figure, +we can set two thresholds: a high one for marking onsets, and a lower one for +turnoffs. In this scheme the rule is that we only report the first onset after +each turnoff, and, vice versa, we only report one turnoff after each onset. Thus +the third time the signal crosses the high threshold in the figure, there is +no reported onset because there was no turnoff since the previous one. (At +startup, we act as if the most recent output was a turnoff, so that the first +onset is reported.) + +

+A second approach to filtering out multiple onsets and turnoffs, shown in +part (c) of the figure, is to associate a dead period to each onset. +This is a constant interval of time after each reported onset, during which +we refuse to report more onsets or turnoffs. After the period ends, if +the signal has dropped below the threshold in the meantime, we belatedly +report a turnoff. Dead periods may also be associated with turnoffs, and the +two time periods may have different values. + +

+The two filtering strategies may be used separately or simultaneously. It +is usually necessary to tailor the threshold values and/or dead +times by hand to each specific situation in which thresholding is used. + +

+Thresholding is often used as a first step in the design of higher-level +strategies for arranging computer responses to audible cues from performers. +A simple example could be to set off a sequence of pre-planned processes, each +one to be set off by an onset of sound after a specified period of relative +silence, such as you would see if a musician played a sequence of phrases +separated by rests. + +

+More sophisticated detectors (built on top of threshold detection) could detect +continuous sound or silence within an expected range of durations, or sequences +of quick alternation between playing and not playing, or periods of time in +which the percentage of playing time to rests is above or below a threshold, or +many other possible features. These could set off predetermined reactions or +figure in an improvisation. + +

+

+ + +next + +up + +previous + +contents + +index +
+ Next: Audio signals as control + Up: Audio and control computations + Previous: Control streams in block +   Contents +   Index + +
+Miller Puckette +2006-12-30 +
+ + diff --git a/node47.html b/node47.html new file mode 100644 index 0000000..12c8fc9 --- /dev/null +++ b/node47.html @@ -0,0 +1,203 @@ + + + + + +Audio signals as control + + + + + + + + + + + + + + + + + + + +next + +up + +previous + +contents + +index +
+ Next: Operations on control streams + Up: Audio and control computations + Previous: Event detection +   Contents +   Index +
+
+ + +

+ +
+Audio signals as control +

+ +

+From the tradition of analog synthesis comes an elegant, old-fashioned approach +to control problems that can be used as an alternative to the control +streams we have been concerned with so far in this chapter. Instead, or +in addition to using control streams, we can use audio signals themselves to +control the production of other audio signals. Two specific techniques from +analog synthesis lend themselves well to this treatment: analog sequencing +and sample-and-hold. + +

+The analog sequencer [Str95, pp. 70-79] +[Cha80, pp. 93,304-308] +was often used to set off a regularly or semi-regularly +repeating sequence of sounds. The sequencer itself typically put out a +repeating sequence of voltages, along with a trigger signal which pulsed at +each transition between voltages. One used the voltages for pitches or +timbral parameters, and the trigger to control one or more envelope generators. +Getting looped sequences of predetermined values in digital audio practice is +as simple as sending a phasor~ object into a non-interpolating table +lookup. If you want, say, four values in the sequence, scale the +phasor~ output to take values from 0 to $3.999\ldots$ so that the +first fourth of the cycle reads point 0 of the table and so on. + +

+ +

+ + + +
Figure 3.8: +Multiplying and wrapping a sawtooth wave to generate a higher +frequency.
\begin{figure}\psfig{file=figs/fig03.08.ps}\end{figure}
+
+ +

+To get repeated triggering, the first step is to synthesize another sawtooth +that runs in synchrony with the phasor~ output but four times +as fast. This is done using a variant of the technique of Figure +2.8, in which we used an adder and a wraparound operator to get +a desired phase shift. Figure 3.8 shows the effect of multiplying +a sawtooth wave by an integer, then wrapping around to get a sawtooth at +a multiple of the original frequency. + +

+From there is is easy to get to a repeated envelope shape by wavetable lookup +for example (using an interpolating table lookup this time, unlike the +sequence voltages). All the waveform generation and altering techniques +used for making pitched sounds can also be brought to use here. + +

+The other standard control technique from analog synthesizer control is the +sample and hold unit [Str95, pp. 80-83] +[Cha80, p. 92]. This takes an incoming signal, picks out certain +instantaneous values from it, and ``freezes" those values for its output. The +particular values to pick out are selected by a secondary, ``trigger" input. +At points in time specified by the trigger input a new, single value is taken +from the primary input and is output continuously until the next time point, +when it is replaced by a new value of the primary input. + +

+ +

+ + + +
Figure 3.9: +Sample and hold (``S/H"), using falling edges of the trigger signal.
\begin{figure}\psfig{file=figs/fig03.09.ps}\end{figure}
+
+ +

+In digital audio it is often useful to sample a new value on falling edges +of the trigger signal, i.e., whenever the current value +of the trigger signal is smaller than its previous value, as shown in +Figure 3.9. This is especially convenient for +use with a sawtooth trigger, when we wish to sample signals in +synchrony with an oscillator-driven process. Pd's sample and hold object +was previously introduced in the context of sampling +(Example B08.sampler.nodoppler.pd, Page [*]). + +

+

+ + +next + +up + +previous + +contents + +index +
+ Next: Operations on control streams + Up: Audio and control computations + Previous: Event detection +   Contents +   Index + +
+Miller Puckette +2006-12-30 +
+ + diff --git a/node48.html b/node48.html new file mode 100644 index 0000000..14c368b --- /dev/null +++ b/node48.html @@ -0,0 +1,206 @@ + + + + + +Operations on control streams + + + + + + + + + + + + + + + + + + + +next + +up + +previous + +contents + +index +
+ Next: Control operations in Pd + Up: Audio and control computations + Previous: Audio signals as control +   Contents +   Index +
+
+ + +

+Operations on control streams +

+ +

+So far we've discussed how to convert between control streams and audio +streams. In addition to this possibility, there are four types of +operations +you can perform on control streams to get other control streams. These control +stream operations have no corresponding operations on audio signals. Their +existence explains in large part why it is useful to introduce a whole +control structure in parallel with that of audio signals. + +

+The first type consists of + +delay +operations, which offset the time values associated with a control stream. +In real-time systems the delays can't be negative in value. A control stream +may be delayed by a constant amount, or alternatively, you can delay each event +separately by different amounts. + +

+Two different types of delay are used in practice: + +simple and + +compound. Examples of each are shown in Figure 3.10. A simple +delay acting on a control stream schedules each event, as it comes in, +for a time in the future. However, if another event arrives at the input +before the first event is output, the first event is forgotten in favor of the +second. In a compound delay, each event at the input produces an output, even +if other inputs arrive before the output appears. + +

+ +

+ + + +
Figure 3.10: +Delay as an operation on a control stream: (a) block +diagram; (b) effect of a simple delay on a control stream; (c) effect +of a compound delay.
\begin{figure}\psfig{file=figs/fig03.10.ps}\end{figure}
+
+ +

+A second operation on control steams is +merging: +taking two control streams and combining +all the events into a new one. Figure 3.11 (part a) shows how this +and the remaining operations are represented in block diagrams. + +

+Part (b) of the figure shows the effect of merging two streams. Streams may +contain more than one event at the same time. If two streams to be merged +contain events at the same time, the merged stream contains them both, in a +well-defined order. + +

+A third type of operation on control streams is +pruning. +Pruning a control stream means looking at the associated data and letting only +certain elements through. Part (c) shows an example, in +which events (which each have an associated number) are passed through only if +the number is positive. + +

+ +

+ + + +
Figure 3.11: +Operations on control streams (besides delay): (a) block diagrams; +(b) merging; (c) pruning; (d) resynchronizing.
\begin{figure}\psfig{file=figs/fig03.11.ps}\end{figure}
+
+ +

+Finally, there is the concept of +resynchronizing one control stream to another, as shown in part (d). +Here one control stream (the source) contributes values which are +put onto the time sequence of a second one (the sync). The value given the +output is always the most recent one from the source stream. Note that any +event from the source may appear more than once (as suggested in the figure), +or, on the other hand, it might not appear at all. + +

+Again, we have to consider what happens when the two streams each contain an +event at the same time. Should the sync even be considered as happening before +the source (so that the output gets the value of the previous source event)? +Or should the source event be considered as being first so that its value goes +to the output at the same time? How this should be disambiguated is a design +question, to which various software environments take various approaches. (In +Pd it is controlled explicitly by the user.) + +

+

+ + +next + +up + +previous + +contents + +index +
+ Next: Control operations in Pd + Up: Audio and control computations + Previous: Audio signals as control +   Contents +   Index + +
+Miller Puckette +2006-12-30 +
+ + diff --git a/node49.html b/node49.html new file mode 100644 index 0000000..3a79c44 --- /dev/null +++ b/node49.html @@ -0,0 +1,241 @@ + + + + + +Control operations in Pd + + + + + + + + + + + + + + + + + + + +next + +up + +previous + +contents + +index +
+ Next: Examples + Up: Audio and control computations + Previous: Operations on control streams +   Contents +   Index +
+
+ + +

+Control operations in Pd +

+ +

+So far we have used Pd mostly for processing audio signals, although as early +as Figure 1.10 we have had to make the distinction between Pd's +notion of audio signals and of control streams: thin connections carry +control streams and thick ones carry audio. Control streams in Pd appear +as sequences of + +messages. The messages may contain data (most often, one or more +numbers), or not. A + +numeric control stream +(Section 3.3) appears as a (thin) connection that +carries numbers as messages. + +

+Messages not containing data make up time sequences. So that you can +see messages with no data, in Pd they are given the (arbitrary) symbol ``bang". + +

+ +

+ + + +
Figure 3.12: +The four control operations in Pd: (a) delay; (b) merging; +(c) pruning; (d) resynchronizing.
\begin{figure}\psfig{file=figs/fig03.12.ps}\end{figure}
+
+ +

+The four types of control operations described in the previous section can +be expressed in Pd as shown in Figure 3.12. + +Delays +are accomplished +using two explicit delay objects: + +

+
+\fbox{ $\mathrm{del}$\ }, +
+\fbox{ $\mathrm{delay}$\ }: +simple delay. You can specify the delay time in a creation argument or via +the right inlet. A ``bang" in the left inlet sets the delay, which then outputs +``bang" after the specified delay in milliseconds. The delay is simple +in the sense that sending a bang to an already set delay resets it to a new +output time, canceling the previously scheduled one. + +

+
+\fbox{ $\mathrm{pipe}$\ }: +compound delay. Messages coming in the left inlet appear on the output +after the specified delay, which is set by the first creation argument. If +there are more creation arguments, they specify one or more inlets for numeric +or symbolic data the messages will contain. Any number of messages may be +stored by pipe simultaneously, and messages may be reordered as +they are output depending on the various delay times given for them. + +

+ +Merging +of control streams in Pd is accomplished not by explicit objects +but by Pd's connection mechanism itself. This is shown in part (b) of the +figure with number boxes as an example. In general, whenever more than one +connection is made to a control inlet, the control streams are merged. + +

+Pd offers several objects for + +pruning control streams, of which two are shown in part (c) of the +figure: + +

+
+\fbox{ $\mathrm{moses}$\ }: +prune for numeric range. Numeric messages coming in the left inlet +appear on the left output if they are smaller than a threshold value (set +by a creation argument or by the right inlet), and out the right inlet +otherwise. + +

+
+\fbox{ $\mathrm{select}$\ }, +
+\fbox{ $\mathrm{sel}$\ }: +prune for specific numbers. Numeric messages coming in the left inlet produce +a ``bang" on the output only if they match a test value exactly. The test +value is set either by creation argument or from the right inlet. + +

+Finally, Pd takes care of + +resynchronizing +control streams implicitly in its connection mechanism, as illustrated by part +(d) of the figure. Most objects with more than one inlet synchronize all other +inlets to the leftmost one. So the float object shown in the figure +resynchronizes its right-hand-side inlet (which takes numbers) to its +left-hand-side one. Sending a ``bang" to the left inlet outputs the most +recent number float has received beforehand. + +

+

+ + +next + +up + +previous + +contents + +index +
+ Next: Examples + Up: Audio and control computations + Previous: Operations on control streams +   Contents +   Index + +
+Miller Puckette +2006-12-30 +
+ + diff --git a/node5.html b/node5.html new file mode 100644 index 0000000..87b147a --- /dev/null +++ b/node5.html @@ -0,0 +1,158 @@ + + + + + +Foreword + + + + + + + + + + + + + + + + + + + +next + +up + +previous + +contents + +index +
+ Next: Preface + Up: book + Previous: Contents +   Contents +   Index +
+
+ + +

+Foreword +

+ +

+The Theory and Technique of Electronic Music is a uniquely complete +source of information for the computer synthesis of rich and interesting +musical timbres. The theory is clearly presented in a completely general +form. But in addition, examples of how to synthesize each theoretical aspect +are presented in the Pd language so the reader of the book can immediately use +the theory for his musical purposes. I know of no other book which combines +theory and technique so usefully. + +

+By far the most popular music and sound synthesis programs in use today are +block diagram compilers with graphical interfaces. These allow the composer to +design instruments by displaying the ``objects" of his instrument on a computer +screen and drawing the connecting paths between the objects. The resulting +graphical display is very congenial to musicians. A naive user can design a +simple instrument instantly. He can rapidly learn to design complex +instruments. He can understand how complex instruments work by looking at +their graphical images. + +

+The first graphical compiler program, Max, was written by Miller Puckette in +1988. Max dealt only with control signals for music synthesis because the +computers available at the time were not fast enough to deal with sound. As +soon as faster computers which could compute soundwave samples in real-time +were available, Puckette and David Zicarelli appended MSP to Max (Max/MSP) thus +making the computer, usually a laptop computer, into a complete musical +instrument capable of live performance. + +

+Development of Max/MSP was done by Puckette and Zicarelli at IRCAM in the +period 1993 to 1994 . Both have now moved to California. Zicarelli +commercialized and sells Max, MSP, and JITTER (an extension to video synthesis) +as products. Puckette, now a professor at UCSD, wrote Pd (Pure Data). It is +an open source program which is a close equivalent to Max/MSP. + +

+Max and Pd allow almost anyone to synthesize uninteresting timbres almost +instantly. Making interesting timbres is much more difficult and requires much +additional knowledge. The Theory and Technique of Electronic Music is +that body of knowledge. The theory is important for any synthesis program. +The Theory and Technique of Electronic Music gives copious examples of +how to apply the theory using Pd. The combination of theory plus Pd examples +makes this book uniquely useful. It also contains problem sets for each +chapter so it is a fine textbook. + +

+I expect Puckette's book to become THE essential book in any electronic +musician's library. + +

+Max Mathews +

+ + +next + +up + +previous + +contents + +index +
+ Next: Preface + Up: book + Previous: Contents +   Contents +   Index + +
+Miller Puckette +2006-12-30 +
+ + diff --git a/node50.html b/node50.html new file mode 100644 index 0000000..b3cb9ef --- /dev/null +++ b/node50.html @@ -0,0 +1,94 @@ + + + + + +Examples + + + + + + + + + + + + + + + + + + + +next + +up + +previous + +contents + +index +
+ Next: Sampling and foldover + Up: Audio and control computations + Previous: Control operations in Pd +   Contents +   Index +
+
+ + +

+Examples +

+ +

+

+ +Subsections + + + +
+
+Miller Puckette +2006-12-30 +
+ + diff --git a/node51.html b/node51.html new file mode 100644 index 0000000..5fae84d --- /dev/null +++ b/node51.html @@ -0,0 +1,149 @@ + + + + + +Sampling and foldover + + + + + + + + + + + + + + + + + + + +next + +up + +previous + +contents + +index +
+ Next: Converting controls to signals + Up: Examples + Previous: Examples +   Contents +   Index +
+
+ + +

+Sampling and foldover +

+ +

+Example C01.nyquist.pd (Figure 3.13, part a) shows an oscillator +playing a wavetable, sweeping through frequencies from 500 to 1423. The +wavetable consists of only the 46th partial, which therefore varies from 23000 +to 65458 Hertz. At a sample rate of 44100 these two frequencies +theoretically sound at 21100 +and 21358 Hertz, but sweeping from one to the other folds down through +zero and back up. + +

+ +

+ + + +
Figure 3.13: +(a) sending an oscillator over the Nyquist frequency; +(b) zipper noise from the line (control) object; (c) the +line~ and vline~ objects compared.
\begin{figure}\psfig{file=figs/fig03.13.ps}\end{figure}
+
+ +

+Two other waveforms are provided to show the interesting effects of beating +between partials which, although they ``should" have been far apart, find +themselves neighbors through foldover. For instance, at 1423 Hertz, the second +harmonic is 2846 Hertz whereas the 33rd harmonic sounds at 1423*33-44100 = 2859 +Hertz--a rude dissonance. + +

+Other less extreme examples can still produce audible foldover in less striking +forms. Usually it is still objectionable and it is worth learning to +hear it. Example C02.sawtooth-foldover.pd (not pictured here) demonstrates this for a sawtooth +(the phasor~ object). For wavetables holding audio recordings, +interpolation error can create extra foldover. The effects of this can +vary widely; the sound is sometimes described as +``crunchy" or ``splattering", depending on the recording, the transposition, +and the interpolation algorithm. + +

+

+ + +next + +up + +previous + +contents + +index +
+ Next: Converting controls to signals + Up: Examples + Previous: Examples +   Contents +   Index + +
+Miller Puckette +2006-12-30 +
+ + diff --git a/node52.html b/node52.html new file mode 100644 index 0000000..118a9bc --- /dev/null +++ b/node52.html @@ -0,0 +1,179 @@ + + + + + +Converting controls to signals + + + + + + + + + + + + + + + + + + + +next + +up + +previous + +contents + +index +
+ Next: Non-looping wavetable player + Up: Examples + Previous: Sampling and foldover +   Contents +   Index +
+
+ + +

+Converting controls to signals +

+ +

+Example C03.zipper.noise.pd (Figure 3.13, part b) demonstrates the effect of +converting a slowly-updated control stream to an audio signal. This introduces +a new object: + +

+
+\fbox{ $\mathrm{line}$}: +a ramp generator with control output. Like line~, line takes pairs of numbers as (target, time) pairs and ramps to the target in the +given amount of time; however, unlike line~, the output is +a numeric control stream, appearing, by default, at 20 msec time intervals. + +

+In the example you can compare the sound of the rising and falling amplitude +controlled by the line output with one controlled by the audio +signal generated by line~. + +

+The output of line is converted to an audio signal at the input of +the *~ object. The conversion is implied here by connecting a +numeric control stream into a signal inlet. In Pd, implicit conversions from +numeric control streams to audio streams is done in the fast-as-possible mode +shown in Figure 3.4 (part a). The line output becomes a +staircase signal with 50 steps per second. The result is commonly called +``zipper noise". + +

+Whereas the limitations of the line object for generating audio +signals were clearly audible even over such long time periods as 300 msec, the +signal variant, line~, does not yield audible problems until the time +periods involved become much shorter. Example C04.control.to.signal.pd (Figure 3.13, +part c) demonstrates the effect of using line~ to generate a 250 Hertz +triangle wave. Here the effects shown in Figure 3.5 come into +play. Since line~ always aligns line segments to block boundaries, the +exact durations of line segments vary, and in this example the variation (on +the order of a millisecond) is a significant fraction of their +length. + +

+A more precise object (and a more expensive one, in terms of computation time) +is provided for these situations: + +

+
+\fbox{ $\mathrm{vline}\sim$}: +exact line segment generator. This third member of the ``line" family +outputs an audio signal (like line~), but aligns the endpoints of the signal to +the desired time points, accurate to a fraction of a sample. (The accuracy +is limited only by the floating-point numerical format used by Pd.) Further, +many line segments may be specified withing a single audio block; +vline~ can generate waveforms at periods down to two samples +(beyond which you will just get foldover instead). + +

+The vline~ object can also be used for converting numeric +control streams to audio streams in the nearest-sample and two-point-interpolation +modes as shown in Figure 3.4 (parts b and +c). To get nearest-sample conversion, simply give vline~ a +ramp time of zero. For linear interpolation, give it a ramp time of +one sample (0.0227 msec if the sample rate is 44100 Hertz). + +

+

+ + +next + +up + +previous + +contents + +index +
+ Next: Non-looping wavetable player + Up: Examples + Previous: Sampling and foldover +   Contents +   Index + +
+Miller Puckette +2006-12-30 +
+ + diff --git a/node53.html b/node53.html new file mode 100644 index 0000000..be8099a --- /dev/null +++ b/node53.html @@ -0,0 +1,184 @@ + + + + + +Non-looping wavetable player + + + + + + + + + + + + + + + + + + + +next + +up + +previous + +contents + +index +
+ Next: Signals to controls + Up: Examples + Previous: Converting controls to signals +   Contents +   Index +
+
+ + +

+Non-looping wavetable player +

+ +

+One application area requiring careful attention to the control stream/audio +signal boundary is sampling. Until now our samplers have skirted the issue +by looping perpetually. This allows for a rich variety of sound that can be +accessed by making continuous changes in parameters such as loop size and +envelope shape. However, many uses of sampling require the internal features +of a wavetable to emerge at predictable, synchronizable moments in time. For +example, recorded percussion sounds are usually played from the beginning, are not +often looped, and are usually played in a determined time +relationship with the rest of the music. + +

+In this situation, control streams are better adapted than audio signals as +triggers. Example C05.sampler.oneshot.pd (Figure 3.14) shows one possible +way to accomplish this. The four tilde objects at bottom left form the +signal processing network for playback. One vline~ object +generates a phase signal (actually just a table lookup index) to the +tabread4~ object; this replaces the phasor~ of +Example B03.tabread4.pd (Page [*]) and its derivatives. + +

+ +

+ + + +
Figure 3.14: +Non-looping sampler.
\begin{figure}\psfig{file=figs/fig03.14.ps}\end{figure}
+
+ +

+The amplitude of the output of tabread4~ is controlled by a +second vline~ object, in order to prevent discontinuities +in the output in case a new event is started while the previous event is still +playing. The ``cutoff" vline~ object ramps the output down to zero +(whether or not it is playing) so that, once the output is zero, the index +of the wavetable may be changed discontinuously. + +

+In order to start a new ``note", first, the ``cutoff" vline~ object is +ramped to zero; then, after a delay of 5 msec (at which point vline~ has reached zero) the phase is reset. This is done with two messages: first, +the phase is set to 1 (with no time value so that it jumps to 1 with no +ramping). The value ``1" specifies the first readable point of the wavetable, +since we are using 4-point interpolation. Second, in the same message box, +the phase is ramped to 441,000,000 over a time period of 10,000,000 msec. (In +Pd, large numbers are shown using exponential notation; these two appear as +4.41e+08 and 1e+07.) The quotient is 44.1 (in units per millisecond) giving +a transposition of one. The upper vline~ object (which generates the +phase) receives these messages via the ``r phase" object above it. + +

+The example assumes that the wavetable is ramped smoothly to zero at either +end, and the bottom right portion of the patch shows how to record such a +wavetable (in this case four seconds long). Here a regular (and +computationally cheaper) line~ object suffices. Although the wavetable +should be at least 4 seconds long for this to work, you may record shorter +wavetables simply by cutting the line~ object off earlier. The only +caveat is that, if you are simultaneously reading and writing from the same +wavetable, you should avoid situations where read and write operations attack +the same portion of the wavetable at once. + +

+The vline~ objects surrounding the tabread4~ were chosen over line~ because the latter's rounding of +breakpoints to the nearest block boundary (typically 1.45 msec) can make +for audible aperiodicities in the sound if the wavetable is repeated more than +10 or 20 times per second, and would prevent you from getting a nice, periodic +sound at higher rates of repetition. + +

+We will return to vline~-based sampling in the next chapter, to +add transposition, envelopes, and polyphony. + +

+

+ + +next + +up + +previous + +contents + +index +
+ Next: Signals to controls + Up: Examples + Previous: Converting controls to signals +   Contents +   Index + +
+Miller Puckette +2006-12-30 +
+ + diff --git a/node54.html b/node54.html new file mode 100644 index 0000000..90a61dc --- /dev/null +++ b/node54.html @@ -0,0 +1,109 @@ + + + + + +Signals to controls + + + + + + + + + + + + + + + + + + + +next + +up + +previous + +contents + +index +
+ Next: Analog-style sequencer + Up: Examples + Previous: Non-looping wavetable player +   Contents +   Index +
+
+ + +

+Signals to controls +

+ +

+Example C06.signal.to.control.pd (not pictured) demonstrates conversion from audio signals back to numeric +control streams, via a new tilde object introduced here. + +

+
+\fbox{ $\mathrm{snapshot}\sim$}: +convert audio signal to control messages. This always gives the most recently +computed audio sample (fast-as-possible conversion), so the exact sampling +time varies by up to one audio block. + +

+It is frequently desirable to sense the audio signal's amplitude rather than +peek at a single sample; Example C07.envelope.follower.pd (also not pictured) introduces another +object which does this: + +

+
+\fbox{ $\mathrm{env}\sim$}: +RMS envelope follower. Outputs control messages giving the short-term RMS +amplitude (in decibels) of the incoming audio signal. A creation argument allows +you to select the number of samples used in the RMS computation; smaller numbers +give faster (and possibly less stable) output. + +

+

+
+Miller Puckette +2006-12-30 +
+ + diff --git a/node55.html b/node55.html new file mode 100644 index 0000000..cc0497a --- /dev/null +++ b/node55.html @@ -0,0 +1,141 @@ + + + + + +Analog-style sequencer + + + + + + + + + + + + + + + + + + + +next + +up + +previous + +contents + +index +
+ Next: MIDI-style synthesizer + Up: Examples + Previous: Signals to controls +   Contents +   Index +
+
+ + +

+Analog-style sequencer +

+ +

+Example C08.analog.sequencer.pd (Figure 3.15) realizes the analog sequencer and envelope +generation described in Section 3.7. The ``sequence" table, +with nine elements, holds a sequence of frequencies. The phasor~ object at top cycles through the sequence table at 0.6 Hertz. Non-interpolating +table lookup (tabread~ instead of tabread4~) is +used to read the frequencies in discrete steps. (Such situations, in +which we prefer non-interpolating table lookup, are rare.) + +

+ +

+ + + +
Figure 3.15: +An analog-synthesizer-style sequencer.
\begin{figure}\psfig{file=figs/fig03.15.ps}\end{figure}
+
+ +

+The wrap~ object converts the amplitude-9 sawtooth to a unit-amplitude +one as described earlier in Figure 3.8, which is then used to obtain +an envelope function from a second wavetable. This is used to control grain +size in a looping sampler (from Section 2.6). Here the +wavetable consists of six periods of a sinusoid. The grains are smoothed by +multiplying by a raised cosine function (cos~ and + 1). + +

+Example C09.sample.hold.pd (not pictured here) shows a sample-and-hold unit, another +useful device for doing control tasks in the audio signal domain. + +

+

+ + +next + +up + +previous + +contents + +index +
+ Next: MIDI-style synthesizer + Up: Examples + Previous: Signals to controls +   Contents +   Index + +
+Miller Puckette +2006-12-30 +
+ + diff --git a/node56.html b/node56.html new file mode 100644 index 0000000..79e92a0 --- /dev/null +++ b/node56.html @@ -0,0 +1,200 @@ + + + + + +MIDI-style synthesizer + + + + + + + + + + + + + + + + + + +next + +up + +previous + +contents + +index +
+ Next: Exercises + Up: Examples + Previous: Analog-style sequencer +   Contents +   Index +
+
+ + +

+MIDI-style synthesizer +

+ +

+Example C10.monophonic.synth.pd (Figure 3.16) also implements a monophonic, +note-oriented synthesizer, but in this case oriented toward MIDI +controllability. Here the tasks of envelope generation and sequencing pitches +are handled using control streams instead of audio signals. New +control objects are needed for this example: + +

+ +

+ + + +
Figure 3.16: +A MIDI-style monophonic synthesizer.
\begin{figure}\psfig{file=figs/fig03.16.ps}\end{figure}
+
+ +

+
+\fbox{ $\mathrm{notein}$}: +MIDI note input. Three outlets give the pitch, velocity, and channel of +incoming MIDI note-on and note-off events (with note-off events appearing as +velocity-zero note-on events). The outputs appear in Pd's customary +right-to-left order. + +

+
+\fbox{ $\mathrm{stripnote}$}: +filter out note-off messages. This passes +(pitch, velocity) pairs through whenever the velocity is nonzero, dropping +the others. Unlike notein, stripnote does not +directly use hardware MIDI input or output. + +

+
+\fbox{ $\mathrm{trigger}$}, +
+\fbox{ $\mathrm{t}$}: +copy a message to outlets in right to left order, with type conversion. The +creation arguments (``b" and ``f" in this example) specify two outlets, one +giving ``bang" messages, the other ``float" (i.e., numbers). One outlet +is created for each creation argument. The outputs appear in Pd's standard +right-to-left order. + +

+The patch's control objects feed frequencies to the phasor~ object +whenever a MIDI note-on message is received. Controlling the amplitude (via +the line~ object) is more difficult. When a note-on message is +received, the sel 0 object outputs the velocity at right (because +the input failed to match 0); this is divided by the maximum MIDI velocity of +127 and packed into a message for line~ with a time of 100 msec. + +

+However, when a note-off is received, it is only appropriate to stop the sound +if the note-off pitch actually matches the pitch the instrument is playing. +For example, suppose the messages received are ``60 127", ``72 127", +``60 0", and ``72 0". When the note-on at pitch 72 arrives the pitch should +change to 72, and then the ``60 0" message should be ignored, with the note +playing until the ``72 0" message. + +

+To accomplish this, first we store the velocity in the upper float object. Second, when the pitch arrives, it too is stored (the lower +float object) and then the velocity is tested against zero (the +``bang" outlet of t b f recalls the velocity which is sent to +sel 0). If this is zero, the second step is to recall the pitch and +test it (the select object) against the most recently received +note-on pitch. Only if these are equal (so that ``bang" appears at the +left-hand-side outlet of select) does the message ``0 1000" go to the +line~ object. + +

+

+ + +next + +up + +previous + +contents + +index +
+ Next: Exercises + Up: Examples + Previous: Analog-style sequencer +   Contents +   Index + +
+Miller Puckette +2006-12-30 +
+ + diff --git a/node57.html b/node57.html new file mode 100644 index 0000000..e6c6ef4 --- /dev/null +++ b/node57.html @@ -0,0 +1,174 @@ + + + + + +Exercises + + + + + + + + + + + + + + + + + + +next + +up + +previous + +contents + +index +
+ Next: Automation and voice management + Up: Audio and control computations + Previous: MIDI-style synthesizer +   Contents +   Index +
+
+ + +

+Exercises +

+ +

+ +

    +
  1. How many partials of a tone at A 440 can be represented digitally at a +sample rate of 44100 Hertz? + +

    +

    2. +
  2. What frequency would you hear if you synthesized a sinusoid at 88000 Hertz +at a sample rate of 44100? + +

    +

    3. +
  3. Suppose you are synthesizing sound at 44100 Hertz, and are computing +64-sample audio blocks. A control event is scheduled to happen at an elapsed +time of exactly one second, using the fast-as-possible update scheme. At what +sample does the update actually occur? + +

    +

    4. +
  4. Sampling at 44100, we wish to approximately play a tone at middle C by +repeating a fixed waveform every N samples. What value of $N$ should we +choose, and how many cents (Page [*]) are we off from the +``true" middle C? + +

    +

    5. +
  5. Two sawtooth waves, of unit amplitude, have frequencies 200 and 300 Hertz, +respectively. What is the periodicity of the sum of the two? What if you +then wrapped the sum back to the range from 0 to 1? Does this result change +depending on the relative phase of the two? + +

    +

    6. +
  6. Two sawtooth waves, of equal frequency and amplitude and one half cycle +out of phase, are summed. What is the waveform of the sum, and what are its +amplitude and frequency? + +

    +

    7. +
  7. What is the relative level, in decibels, of a sawtooth wave's third +harmonic (three times the fundamental) compared to that of the fundamental? + +

    +

    8. +
  8. Suppose you synthesize a 44000-Hertz sawtooth wave at a sample rate +of 44100 Hertz. What is the resulting waveform? + +

    +

    9. +
  9. Using the techniques of Section 3.7, draw a block diagram +for generating two phase-locked sinusoids at 500 and 700 Hertz. + +

    +

    10. +
  10. Draw a block diagram showing how to use thresholding to detect when one +audio signal exceeds another one in value. (You might want to do this to +detect and filter out feedback from speakers to microphones.) + +

    +

    11. +
+ +

+

+ + +next + +up + +previous + +contents + +index +
+ Next: Automation and voice management + Up: Audio and control computations + Previous: MIDI-style synthesizer +   Contents +   Index + +
+Miller Puckette +2006-12-30 +
+ + diff --git a/node58.html b/node58.html new file mode 100644 index 0000000..2fd79c3 --- /dev/null +++ b/node58.html @@ -0,0 +1,137 @@ + + + + + +Automation and voice management + + + + + + + + + + + + + + + + + + + +next + +up + +previous + +contents + +index +
+ Next: Envelope Generators + Up: book + Previous: Exercises +   Contents +   Index +
+
+ + +

+Automation and voice management +

+ +

+It is often desirable to control musical objects or events as aggregates rather +than individually. Aggregates might take the form of a series of events spaced +in time, in which the details of the events follow from the larger arc (for +instance, notes in a melody). Or the individuals might sound simultaneously, +as with voices in a chord, or partials in a complex tone. Often some or all +properties of the individual elements are best inferred from those of the +whole. + +

+A rich collection of tools and ideas has arisen in the electronic music +repertory for describing individual behaviors from aggregate ones. In this +chapter we cover two general classes of such tools: envelope generators and +voice banks. The envelope generator automates behavior over time, and the +voice bank over aggregates of simultaneous processes (such as signal +generators). + +

+

+ +Subsections + + + +
+
+Miller Puckette +2006-12-30 +
+ + diff --git a/node59.html b/node59.html new file mode 100644 index 0000000..ab88815 --- /dev/null +++ b/node59.html @@ -0,0 +1,195 @@ + + + + + +Envelope Generators + + + + + + + + + + + + + + + + + + + +next + +up + +previous + +contents + +index +
+ Next: Linear and Curved Amplitude + Up: Automation and voice management + Previous: Automation and voice management +   Contents +   Index +
+
+ + +

+ +
+Envelope Generators +

+ +

+An +envelope generator (sometimes, and more justly, called a +transient generator) makes an audio signal that smoothly rises and +falls as if to control the loudness of a musical note. +Envelope generators were touched on earlier in Section 1.5. +Amplitude control by multiplication (Figure 1.4) is the most direct, +ordinary way to use one, but there are many other possible uses. + +

+Envelope generators have come in many forms over the years, but the simplest +and the perennial favorite is the +ADSR envelope generator. ``ADSR" is an acronym for +``Attack, Decay, Sustain, Release", the four segments of the +ADSR generator's output. The ADSR generator is turned on and off by a control +stream called a ``trigger". Triggering the ADSR generator ``on" sets off its +attack, decay, and sustain segments. Triggering it ``off" starts the +release segment. Figure 4.1 shows the block +diagram representation of an ADSR envelope generator. + +

+ +

+ + + +
Figure 4.1: +ADSR envelope as a block diagram, showing the trigger input (a +control stream) and the audio output.
\begin{figure}\psfig{file=figs/fig04.01.ps}\end{figure}
+
+ +

+There are five parameters controlling the ADSR generator. First, a +level parameter sets the output value at the end of the attack segment +(normally the highest value output by the ADSR generator). Second and third, +the attack and decay parameters give the time duration of the +attack and decay segments. Fourth, a sustain parameter gives the level +of the sustain segment, as a fraction of the level parameter. Finally, the +release parameter gives the duration of the release segment. These five +values, together with the timing of the ``on" and ``off" triggers, fully +determines the output of the ADSR generator. For example, the duration of the +sustain portion is equal to the time between ``on" and ``off" triggers, minus +the durations of the attack and decay segments. + +

+ +

+ + + +
Figure 4.2: +ADSR envelope output: (a) with ``on" and ``off" triggers separated; +(b), (c) with early ``off" trigger; (d), (e) re-attacked.
\begin{figure}\psfig{file=figs/fig04.02.ps}\end{figure}
+
+ +

+Figure 4.2 graphs some possible outputs of an ADSR +envelope generator. In +part (a) we assume that the ``on" and ``off" triggers are widely enough +separated that the sustain segment is reached before the ``off" trigger is +received. +Parts (b) and (c) of Figure 4.2 show the result of following an +``on" trigger quickly by an ``off" one: (b) during the decay segment, and (c) +even earlier, during the attack. The ADSR generator reacts to these situations +by canceling whatever remains of the attack and decay segments and continuing +straight to the release segment. Also, an ADSR generator may be retriggered +``on" before the release segment is finished or even during the attack, decay, +or sustain segments. Part (d) of the figure shows a reattack during the +sustain segment, and part (e), during the decay segment. + +

+The classic application of an ADSR envelope is using a voltage-control keyboard +or sequencer to make musical notes on a synthesizer. Depressing and releasing +a key (for example) would generate ``on" and ``off" triggers. The ADSR +generator could then control the amplitude of synthesis so that ``notes" would +start and stop with the keys. In addition to amplitude, the ADSR generator +can (and often is) used to control timbre, which can then be made to evolve +naturally over the course of each note. + +

+

+ + +next + +up + +previous + +contents + +index +
+ Next: Linear and Curved Amplitude + Up: Automation and voice management + Previous: Automation and voice management +   Contents +   Index + +
+Miller Puckette +2006-12-30 +
+ + diff --git a/node6.html b/node6.html new file mode 100644 index 0000000..c2ea0f2 --- /dev/null +++ b/node6.html @@ -0,0 +1,191 @@ + + + + + +Preface + + + + + + + + + + + + + + + + + + + +next + +up + +previous + +contents + +index +
+ Next: Sinusoids, amplitude and frequency + Up: book + Previous: Foreword +   Contents +   Index +
+
+ + +

+Preface +

+ +

+This is a book about using electronic techniques to record, synthesize, +process, and analyze musical sounds, a practice which came into its modern form +in the years 1948-1952, but whose technological means and artistic uses have +undergone several revolutions since then. Nowadays most electronic music is +made using computers, and this book will focus exclusively on what used to be +called ``computer music", but which should really now be called ``electronic +music using a computer". + +

+Most of the computer music tools available today have antecedents in earlier +generations of equipment. The computer, however, is relatively cheap and the +results of using one are easy to document and re-create. In these respects at +least, the computer makes the ideal electronic music instrument--it is hard to +see what future technology could displace it. + +

+The techniques and practices of electronic music can be studied (at least in +theory) without making explicit reference to the current state of technology. +Still, it's important to provide working examples. So each chapter starts with +theory (avoiding any reference to implementation) and ends with a series of +examples realized in a currently available software package. + +

+The ideal reader of this book is anyone who knows and likes electronic +music of any genre, has plenty of facility with computers in general, and who +wants to learn how to make electronic music from the ground up, starting +with the humble oscillator and continuing through sampling, FM, filtering, +waveshaping, delays, and so on. This will take plenty of time. + +

+This book doesn't take the easy route of recommending pre-cooked software to +try out these techniques; instead, the emphasis is on learning how to use a +general-purpose computer music environment to realize them yourself. Of the +several such packages available, we'll use Pd, but that shouldn't stop you +from using these same techniques in other environments such as Csound or +Max/MSP. + +

+To read this book you must understand mathematics through intermediate algebra +and trigonometry; starting in Chapter 7, complex numbers also make an +appearance, although not complex analyis. (For instance, complex numbers are +added, multiplied, and conjugated, but there are no complex exponentials.) A +review of mathematics for computer music by F. Richard Moore +appears in [Str85, pp. 1-68]. + +

+Although the ``level" of mathematics is not high, the mathematics itself is +sometimes quite challenging. All sorts of cool mathematics is in the reach of +any student of algebra or geometry. In the service of computer music, for +instance, we'll run into Bessel functions, Chebychev polynomials, the Central +Limit Theorem, and, of course, Fourier analysis. + +

+You don't need much background in music as it is taught in the West; in +particular, Western written music notation is not needed. Some elementary bits +of Western music theory are used, such as the tempered scale, the A-B-C system +of naming pitches, and terms like ``note" and ``chord". Also you should be +familiar with terms of musical acoustics such as sinusoids, amplitude, +frequency, and the overtone series. + +

+Each chapter starts with a theoretical discussion of some family of +techniques or theoretical issues, followed by a series of examples realized +in Pd to illustrate them. The examples are included in the Pd distribution, +so you can run them and/or edit them into your own spinoffs. In addition, +all the figures were created using Pd patches, which appear in an electronic +supplement. These aren't carefully documented but in principle could be +used as an example of Pd's drawing capabilities for anyone interested in +that. + +

+I would like to thank some people who have made it possible for me to write +this. Barry Vercoe is almost entirely responsible for my music education. +Meanwhile I was taught mathematics by Wayne Holman, Samuel Greitzer, Murray +Klamkin, Gian-Carlo Rota, Frank Morgan, Michael Artin, Andrew Gleason, and many +others. Phil White taught me English and Rosie Paschall visual composition. +Finally, my parents (one deceased) are mighty patient; I'm now 47. Thank +you. + +

+ +

+

+ + +next + +up + +previous + +contents + +index +
+ Next: Sinusoids, amplitude and frequency + Up: book + Previous: Foreword +   Contents +   Index + +
+Miller Puckette +2006-12-30 +
+ + diff --git a/node60.html b/node60.html new file mode 100644 index 0000000..ad10a9d --- /dev/null +++ b/node60.html @@ -0,0 +1,317 @@ + + + + + +Linear and Curved Amplitude Shapes + + + + + + + + + + + + + + + + + + + +next + +up + +previous + +contents + +index +
+ Next: Continuous and discontinuous control + Up: Automation and voice management + Previous: Envelope Generators +   Contents +   Index +
+
+ + +

+ +
+Linear and Curved Amplitude Shapes +

+ +

+Suppose you wish to fade a signal in over a period of ten seconds--that is, +you wish to multiply it by an amplitude-controlling signal $y[n]$ which rises +from 0 to 1 in value over $10R$ samples, where $R$ is the sample rate. The +most obvious choice would be a linear ramp: +$y[n] = n/(10R)$. But this will +not turn out to yield a smooth increase in perceived loudness. Over the first +second $y[n]$ rises from $-\infty$ dB to -20 dB, over the next four by another +14 dB, and over the remaining five, only by the remaining 6 dB. Over most of +the ten second period the rise in amplitude will be barely perceptible. + +

+Another possibility would be to ramp $y[n]$ exponentially, so that it rises at +a constant rate in dB. You would have to fix the initial amplitude to be +inaudible, say 0 dB (if we fix unity at 100 dB). Now we have the opposite +problem: for the first five seconds the amplitude control will rise from 0 dB +(inaudible) to 50 dB (pianissimo); this part of the fade-in should only have +taken up the first second or so. + +

+A more natural progression would perhaps have been to regard the fade-in +as a timed succession of dynamics, 0-ppp-pp-p-mp-mf-f-ff-fff, +with each step taking roughly one second. + +

+A fade-in ideally should obey some scale in between logarithmic and linear. A +somewhat arbitrary choice, but useful in practice, is the quartic curve: +

+
+ + +\begin{displaymath} +y[n] = {{ \left ( {{n} \over {N}} \right ) } ^ 4} , +\end{displaymath} +
+
+

+where $N$ is the number of samples to fade in over (in the example above, it's +$10R$). So, after the first second of the ten we would have risen to -80 dB, +after five seconds to -24 dB, and after nine, about -4 dB. + +

+Figure 4.3 shows three amplitude transfer functions: +

+
+ + +\begin{displaymath} +{f_1} (x) = x \hspace{0.2in} \mathrm{(linear),} +\end{displaymath} +
+
+

+

+
+ + +\begin{displaymath} +\ \ \ \ \ \ \ % +{f_2} (x) = 10^{2(x-1)} \hspace{0.2in}\mathrm{(dB\ to\ linear),} +\end{displaymath} +
+
+

+

+
+ + +\begin{displaymath} +{f_3} (x) = {x^4} \hspace{0.2in}\mathrm{(quartic).} +\end{displaymath} +
+
+

+The second function converts from dB to linear, arranged so that the input +range, from 0 to 1, corresponds to 40 dB. (This input range of 40 dB +corresponds to a reasonable dynamic range, allowing +5 dB for each of 8 steps in dynamic.) The quartic curve imitates the +exponential (dB) curve fairly well for higher amplitudes, but drops off more +rapidly +for small amplitudes, reaching true zero at right (whereas the exponential curve +only goes down to $1/100$). + +

+ +

+ + + +
Figure 4.3: +Three amplitude transfer functions. The horizontal axis is in linear, +logarithmic, or fourth-root units depending on the curve.
\begin{figure}\psfig{file=figs/fig04.03.ps}\end{figure}
+
+ +

+We can think of the three curves as showing +transfer functions, from an abstract control (ranging from 0 to 1) to a +linear amplitude. After we choose a suitable transfer function $f$, we +can compute a corresponding amplitude control signal; if we wish to ramp +over $N$ samples from silence to unity gain, the control signal would be: +

+
+ + +\begin{displaymath} +y[n] = f(n/N) . +\end{displaymath} +
+
+

+A block diagram for this is shown in Figure 4.4. Here we are +introducing a new type of block to represent the application of a + +transfer function. For now we won't worry about its implementation; +depending on the function desired, this might be best done arithmetically or +using table lookup. + +

+ +

+ + + +
Figure 4.4: +Using a transfer function to alter the shape of amplitude curves.
\begin{figure}\psfig{file=figs/fig04.04.ps}\end{figure}
+
+ +

+

+ + +next + +up + +previous + +contents + +index +
+ Next: Continuous and discontinuous control + Up: Automation and voice management + Previous: Envelope Generators +   Contents +   Index + +
+Miller Puckette +2006-12-30 +
+ + diff --git a/node61.html b/node61.html new file mode 100644 index 0000000..f9cf23a --- /dev/null +++ b/node61.html @@ -0,0 +1,160 @@ + + + + + +Continuous and discontinuous control changes + + + + + + + + + + + + + + + + + + + +next + +up + +previous + +contents + +index +
+ Next: Muting + Up: Automation and voice management + Previous: Linear and Curved Amplitude +   Contents +   Index +
+
+ + +

+ +
+Continuous and discontinuous control changes +

+ +

+Synthesis algorithms vary widely in their ability to deal with discontinuously +changing controls. Until now in this chapter we have assumed that controls +must change continuously, and the ADSR envelope generator turns out +to be ideally suited for such controls. It may even happen that +the maximum amplitude of a note is less than the current value of the amplitude +of its predecessor (using the same generator) and the ADSR envelope will simply +ramp down (instead of up) to the new value for an attack. + +

+This isn't necessarily desirable, however, in situations where an envelope +generator is in charge of some aspect of timbre: perhaps, for example, we don't +want the sharpness of a note to decrease during the attack to a milder one, but +rather to jump to a much lower value so as always to be able to rise during the +attack. + +

+This situation also can arise with pitch envelopes: it may be desirable to +slide pitch from one note to the next, or it may be desirable that the pitch +trajectory of each note start anew at a point independent of the previous +sound. + +

+Two situations arise when we wish to make discontinuous changes to synthesis +parameters: either we can simply make them without disruption (for instance, +making a discontinuous change in pitch); or else we can't, such as a change in +a wavetable index (which makes a discontinuous change in the output). There +are even parameters that can't possibly be changed continuously; for +example, a selection among a collection of wavetables. In general, +discontinuously changing the phase of an oscillator or the amplitude of a +signal will cause an audible artifact, but phase increments (such as pitches) +may jump without bad results. + +

+In those cases where a parameter change can't be made continuously for one +reason or another, there are at least two strategies for making the change +cleanly: +muting and switch-and-ramp. + +

+

+ +Subsections + + + +
+ + +next + +up + +previous + +contents + +index +
+ Next: Muting + Up: Automation and voice management + Previous: Linear and Curved Amplitude +   Contents +   Index + +
+Miller Puckette +2006-12-30 +
+ + diff --git a/node62.html b/node62.html new file mode 100644 index 0000000..c7fb920 --- /dev/null +++ b/node62.html @@ -0,0 +1,173 @@ + + + + + +Muting + + + + + + + + + + + + + + + + + + + +next + +up + +previous + +contents + +index +
+ Next: Switch-and-ramp + Up: Continuous and discontinuous control + Previous: Continuous and discontinuous control +   Contents +   Index +
+
+ + +

+ +
+Muting +

+ +

+The +muting +technique is to apply an envelope to the output amplitude, which is quickly +ramped to zero before the parameter change and then restored afterward. It +may or may not be the case that the discontinuous changes will result in a signal +that rises smoothly from zero afterward. In Figure 4.5 (part a), +we take the example of an amplitude envelope (the output signal of an ADSR +generator), and assume that the discontinuous change is to start a new note at +amplitude zero. + +

+ +

+ + + +
Figure 4.5: +Muting technique for hiding discontinuous changes: (a) the +envelope (upper graph) is set discontinuously to zero and +the muting signal (lower graph) ramps down in advance to prepare for the change, and +then is restored (discontinuously) to its previous value; (b) the envelope +changes discontinuously between two nonzero values; the muting signal must +both ramp down beforehand and ramp back up afterward.
\begin{figure}\psfig{file=figs/fig04.05.ps}\end{figure}
+
+ +

+To change the ADSR generator's output discontinuously we +reset it. This is a different operation from triggering it; the +result is to make it jump to a new value, after which we may either simply +leave it there or trigger it anew. Figure 4.5 (part a) +shows the effect of resetting and retriggering an ADSR generator. + +

+Below the ADSR generator output we see the appropriate muting signal, which ramps to zero +to prepare for the discontinuity. The amount of time we allow for muting +should be small (so as to disrupt the previous sound as little as possible) +but not so small as to cause audible artifacts in the output. +A working example of this type of muting was already shown on Page +[*]; there we allowed 5 msec for ramping down. +The muting signal is multiplied by the output of the process to be de-clicked. + +

+Figure 4.5 (part b) shows the situation in which we suppose the +discontinuous change is between two possibly nonzero values. Here the muting +signal must not only ramp down as before (in advance of the discontinuity) but +must also ramp back up afterward. The ramp-down time need not equal the +ramp-up time; these must be chosen, as always, by listening to the output +sound. + +

+In general, muting presents the difficulty that you must start the muting +operation in advance of making the desired control change. In real-time +settings, this often requires that we intentionally delay the control change. +This is another reason for keeping the muting time as low as possible. +(Moreover, it's a bad idea to try to minimize delay by conditionally +omitting the ramp-down period when it isn't needed; a constant delay +is much better than one that varies, even if it is smaller on average.) + +

+

+ + +next + +up + +previous + +contents + +index +
+ Next: Switch-and-ramp + Up: Continuous and discontinuous control + Previous: Continuous and discontinuous control +   Contents +   Index + +
+Miller Puckette +2006-12-30 +
+ + diff --git a/node63.html b/node63.html new file mode 100644 index 0000000..0f14078 --- /dev/null +++ b/node63.html @@ -0,0 +1,173 @@ + + + + + +Switch-and-ramp + + + + + + + + + + + + + + + + + + +next + +up + +previous + +contents + +index +
+ Next: Polyphony + Up: Continuous and discontinuous control + Previous: Muting +   Contents +   Index +
+
+ + +

+Switch-and-ramp +

+ +

+The + +switch-and-ramp +technique also seeks to remove discontinuities resulting from discontinuous +control changes, but does so in a different way: by synthesizing an opposing +discontinuity which we add to cancel the original one out. Figure +4.6 shows an example in which a synthetic percussive sound (an +enveloped sinusoid) starts a note in the middle of a previous one. The attack +of the sound derives not from the amplitude envelope but from the initial phase +of the sinusoid, as is often appropriate for percussive sounds. The lower +graph in the figure shows a compensating audio signal with an opposing +discontinuity, which can be added to the upper one to remove the discontinuity. +The advantages of this technique over muting are, first, that there need be no +delay between the decision to make an attack and the sound of the attack; and +second, that any artifacts arising from this technique are more likely to be +masked by the new sound's onset. + +

+ +

+ + + +
Figure 4.6: +The switch-and-ramp technique for canceling out discontinuous changes. +A discontinuity (upper graph) is measured and canceled out with a signal +having the opposite discontinuity (lower graph), which then decays smoothly.
\begin{figure}\psfig{file=figs/fig04.06.ps}\end{figure}
+
+ +

+Figure 4.7 shows how the switch-and-ramp technique can be realized +in a block diagram. The box marked with ellipsis (``...") may hold any +synthesis algorithm, which we wish to interrupt discontinuously so that it +restarts from zero (as in, for example, part (a) of the previous figure). At +the same time that we trigger whatever control changes are necessary (exemplified by +the top ADSR generator), we also reset and trigger another ADSR generator +(middle right) to cancel out the discontinuity. The discontinuity is minus the +last value of the synthesis output just before it is reset to zero. + +

+ +

+ + + +
Figure 4.7: +Block diagram for the switch-and-ramp technique.
\begin{figure}\psfig{file=figs/fig04.07.ps}\end{figure}
+
+ +

+To do this we measure the level the ADSR generator must now jump to. This is +its own current level (which might not be zero) minus the discontinuity (or +equivalently, plus the synthesis output's last value). The two are +added (by the +~ object at bottom), and then a snapshot is taken. +The cancelling envelope generator (at right) is reset discontinuously to this +new value, and then triggered to ramp back to zero. The +~ object's +output (the sum of the synthesizer output and the discontinuity-cancelling +signal) is the de-clicked signal. + +

+

+ + +next + +up + +previous + +contents + +index +
+ Next: Polyphony + Up: Continuous and discontinuous control + Previous: Muting +   Contents +   Index + +
+Miller Puckette +2006-12-30 +
+ + diff --git a/node64.html b/node64.html new file mode 100644 index 0000000..3ff5750 --- /dev/null +++ b/node64.html @@ -0,0 +1,157 @@ + + + + + +Polyphony + + + + + + + + + + + + + + + + + + + +next + +up + +previous + +contents + +index +
+ Next: Voice allocation + Up: Automation and voice management + Previous: Switch-and-ramp +   Contents +   Index +
+
+ + +

+ +
+Polyphony +

+ +

+In music, the term +polyphony +is usually used to mean ``more than one separate voices singing or playing at +different pitches one from another". When speaking of electronic musical +instruments we use the term to mean ``maintaining several copies of some +process in parallel." We usually call each copy a ``voice" in keeping with the +analogy, although the voices needn't be playing separately distinguishable +sounds. + +

+In this language, a piano is a polyphonic instrument, with 88 ``voices". Each +voice of the piano is normally capable of playing exactly one pitch. There +is never a question of which voice to use to play a note of a given pitch, +and no question, either, of playing several notes simultaneously at the +same pitch. + +

+Many polyphonic electronic musical instruments take a more flexible approach +to voice management. Most software synthesis programs (like Csound) use +a dynamic voice allocation scheme, so that, in effect, a new voice is +created for every note in the score. In systems such as Max or Pd, which are +oriented toward real-time interactive use, a +voice bank is allocated in advance, and the work to be done (playing +notes, or whatever) is distributed among the voices in the bank. + +

+ +

+ + + +
Figure 4.8: +A voice bank for polyphonic synthesis.
\begin{figure}\psfig{file=figs/fig04.08.ps}\end{figure}
+
+ +

+This is diagrammed in Figure 4.8, where the several voices each +produce one output signal, which are all added to make the total output of the +voice bank. Frequently the individual voices will need several +separate outputs; for instance, they might output several channels so that +they may be panned individually; or they might have individual effect +sends so that each may have its own send level. + +

+

+ + +next + +up + +previous + +contents + +index +
+ Next: Voice allocation + Up: Automation and voice management + Previous: Switch-and-ramp +   Contents +   Index + +
+Miller Puckette +2006-12-30 +
+ + diff --git a/node65.html b/node65.html new file mode 100644 index 0000000..a428ef0 --- /dev/null +++ b/node65.html @@ -0,0 +1,225 @@ + + + + + +Voice allocation + + + + + + + + + + + + + + + + + + + +next + +up + +previous + +contents + +index +
+ Next: Voice tags + Up: Automation and voice management + Previous: Polyphony +   Contents +   Index +
+
+ + +

+ +
+Voice allocation +

+ +

+It is frequently desirable to automate the selection of voices to associate +with individual +tasks +(such as notes to play). For example, a musician playing +at a keyboard can't practically choose which voice should go with each note +played. To automate voice selection we need a voice allocation algorithm, to +be used as shown in Figure 4.9. + +

+Armed with a suitable voice allocation algorithm, the control source need not +concern itself with the detail of which voice is taking care of which task; +algorithmic note generators and sequencers frequently rely on this. On the +other hand, musical writing for ensembles frequently specifies explicitly +which instrument plays which note, so that the notes will connect to each other +end-to-end in a desirable way. + +

+ +

+ + + +
Figure 4.9: +Polyphonic voice allocation.
\begin{figure}\psfig{file=figs/fig04.09.ps}\end{figure}
+
+ +

+One simple voice allocation algorithm works as shown in Figure 4.10. Here we +suppose that the voice bank has only two voices, and we try to allocate voices +for the tasks $a$, $b$, $c$, and $d$. Things go smoothly until task $d$ +comes along, but then we see no free voices (they are taken up by $b$ and $c$). +We could now elect either to drop task $d$, or else to steal the voice of +either task $b$ or $c$. In practice the best choice is usually to steal one. +In this particular example, we chose to steal the voice of the oldest task, +$b$. + +

+ +

+ + + +
Figure 4.10: +A polyphonic voice allocation algorithm, showing voice stealing.
\begin{figure}\psfig{file=figs/fig04.10.ps}\end{figure}
+
+ +

+If we happen to know the length of the tasks $b$ and $c$ at the +outset of task $d$, we may be able to make a better choice of which voice +to steal. In this example it might have been better to steal from $c$, so +that $d$ and $b$ would be playing together at the end and not $d$ alone. +In some situations this information will be available when the choice must be +made, and in some (live keyboard input, for example) it will not. + +

+

+ + +next + +up + +previous + +contents + +index +
+ Next: Voice tags + Up: Automation and voice management + Previous: Polyphony +   Contents +   Index + +
+Miller Puckette +2006-12-30 +
+ + diff --git a/node66.html b/node66.html new file mode 100644 index 0000000..4bf3bf6 --- /dev/null +++ b/node66.html @@ -0,0 +1,218 @@ + + + + + +Voice tags + + + + + + + + + + + + + + + + + + + +next + +up + +previous + +contents + +index +
+ Next: Encapsulation in Pd + Up: Automation and voice management + Previous: Voice allocation +   Contents +   Index +
+
+ + +

+ +
+Voice tags +

+ +

+Suppose now that we're using a voice bank to play notes, as in the example +above, but suppose the notes $a$, $b$, $c$, and $d$ all have the same +pitch, and furthermore that all their other parameters are identical. How +can we design a control stream so that, when any one note is turned off, +we know which one it is? + +

+This question doesn't come up if the control source is a clavier keyboard +because it's impossible to play more than one simultaneous note on a single key. +But it could easily arise algorithmically, or simply as a result of merging +two keyboard streams together. Moreover, turning notes off is only the +simplest example of a more general problem, which is how, once having set +a task off in a voice bank, we can get back to the same voice to guide +its evolution as a function of real-time inputs or any other unpredictable +factor. + +

+To deal with situations like this we can add one or more +tags to the message starting a note (or, in general, a task). +A tag is any collection of data with which we can later identify the task, +which we can then use to search for the voice that is allocated for it. + +

+Taking again the example of Figure 4.10, here is one way we might +write those four tasks as a control stream: + +

+

+start-time end-time   pitch   ...
+
+    1          3        60    ...
+    2          8        62
+    4          6        64
+    5          8        65
+
+ +

+In this representation we have no need of tags because each message (each line +of text) contains all the information we need in order to specify the entire +task. (Here we have assumed that the tasks $a$, ..., $d$ are in +fact musical notes with pitches 60, 62, 64, and 65.) +In effect we're representing each task as a single event in a control stream +(Section 3.3). + +

+On the other hand, if we suppose now that we do not know in advance the length +of each note, a better representation would be this one: + +

+

+time    tag  action   parameters
+
+  1      a   start     60 ...
+  2      b   start     62 ...
+  3      a   end
+  4      c   start     64 ...
+  5      d   start     65 ...
+  6      c   end
+  8      b   end
+  8      d   end
+
+ +

+Here each note has been split into two separate events to start and end it. +The labels $a$, ..., $d$ are used as tags; +we know which start goes with which end since their tags are the same. Note +that the tag is not necessarily related at all to the voice that will be used +to play each note. + +

+The MIDI standard does not supply tags; in normal use, the pitch of a note +serves also as its tag (so tags are constantly being re-used.) If two +notes having the same pitch must be addressed separately (to slide their +pitches in different directions for example), the MIDI channel may be used (in +addition to the note) as a tag. + +

+In real-time music software it is often necessary to pass back and forth +between the event-per-task representation and the tagged one above, +since the first representation is better suited to storage and graphical +editing, while the second is often better suited to real-time +operations. + +

+

+ + +next + +up + +previous + +contents + +index +
+ Next: Encapsulation in Pd + Up: Automation and voice management + Previous: Voice allocation +   Contents +   Index + +
+Miller Puckette +2006-12-30 +
+ + diff --git a/node67.html b/node67.html new file mode 100644 index 0000000..391701d --- /dev/null +++ b/node67.html @@ -0,0 +1,227 @@ + + + + + +Encapsulation in Pd + + + + + + + + + + + + + + + + + + + +next + +up + +previous + +contents + +index +
+ Next: Examples + Up: Automation and voice management + Previous: Voice tags +   Contents +   Index +
+
+ + +

+ +
+Encapsulation in Pd +

+ +

+The examples for this chapter will use Pd's +encapsulation +mechanism, which permits the building of patches that +may be reused any number of times. One or more object boxes in a Pd patch may +be + +subpatches, +which are separate patches encapsulated inside the boxes. These come in +two types: +one-off subpatches and +abstractions. +In either case the subpatch appears as an object box in another patch, +called the +parent. + +

+If you type ``pd" or ``pd my-name" into an object box, this creates a one-off +subpatch. The contents of the subpatch are saved as part of the parent patch, +in one file. If you make several copies of a subpatch you may change them +individually. On the other hand, you can invoke an abstraction by typing into +the box the name of a Pd patch saved to a file (without the ``.pd" extension). +In this situation Pd will read that file into the subpatch. In this way, +changes to the file propagate everywhere the abstraction is invoked. + +

+A subpatch (either one-off or abstraction) may have inlets and outlets that +appear on the box in the parent patch. This is specified using the following +objects: + +

+
+\fbox{ $ \mathrm{inlet} $}, + +\fbox{ $ \mathrm{inlet}\sim $}: +create inlets for the object box containing the subpatch. The +inlet~ version creates an inlet for audio signals, whereas +inlet creates one for control streams. In either case, whatever +comes to the inlet of the box in the parent patch comes out of the +inlet or inlet~ object in the subpatch. + +

+
+\fbox{ $\mathrm{outlet}$\ }, + +\fbox{ $\mathrm{outlet}\sim$\ }: +Corresponding objects for output from subpatches. + +

+Pd provides an argument-passing mechanism so that you can parametrize different +invocations of an abstraction. If in an object box you type ``$1", +it is expanded to mean ``the first creation argument in my box on the +parent patch", and similarly for ``$2" and so on. The text in +an object box is interpreted at the time the box is created, unlike the +text in a message box. In message boxes, the same ``$1" means ``the +first argument of the message I just received" and is interpreted whenever +a new message comes in. + +

+An example of an abstraction, using inlets, outlets, and parametrization, is +shown in Figure 4.11. In part (a), a patch invokes +plusminus in an object box, with a creation argument equal to 5. The number 8 is fed to +the plusminus object, and out comes the sum and difference of 8 +and 5. + +

+ +

+ + + +
Figure 4.11: +Pd's abstraction mechanism: (a) invoking the abstraction, +plusminus with 5 as a creation argument; (b) the contents of the +file, +``plusminus.pd".
\begin{figure}\psfig{file=figs/fig04.11.ps}\end{figure}
+
+ +

+The plusminus object is not defined by Pd, but is rather defined +by the patch residing in the file named ``plusminus.pd". This patch is shown +in part (b) of the figure. The one inlet and +two outlet objects correspond to the inlets and outlets of +the plusminus object. The two ``$1" arguments (to the ++ and - objects) are replaced by 5 (the creation argument of the +plusminus object). + +

+We have already seen one abstraction in the examples: the output~ object introduced in Figure 1.10 (Page [*]). That +example also shows that an abstraction may display controls as part of its box +on the parent patch; see the Pd documentation for a description of this +feature. + +

+

+ + +next + +up + +previous + +contents + +index +
+ Next: Examples + Up: Automation and voice management + Previous: Voice tags +   Contents +   Index + +
+Miller Puckette +2006-12-30 +
+ + diff --git a/node68.html b/node68.html new file mode 100644 index 0000000..d7d9ef9 --- /dev/null +++ b/node68.html @@ -0,0 +1,92 @@ + + + + + +Examples + + + + + + + + + + + + + + + + + + + +next + +up + +previous + +contents + +index +
+ Next: ADSR envelope generator + Up: Automation and voice management + Previous: Encapsulation in Pd +   Contents +   Index +
+
+ + +

+Examples +

+ +

+

+ +Subsections + + + +
+
+Miller Puckette +2006-12-30 +
+ + diff --git a/node69.html b/node69.html new file mode 100644 index 0000000..46ce3c8 --- /dev/null +++ b/node69.html @@ -0,0 +1,203 @@ + + + + + +ADSR envelope generator + + + + + + + + + + + + + + + + + + + +next + +up + +previous + +contents + +index +
+ Next: Transfer functions for amplitude + Up: Examples + Previous: Examples +   Contents +   Index +
+
+ + +

+ADSR envelope generator +

+ +

+Example D01.envelope.gen.pd (Figure 4.12) shows how the line~ object may +be used to generate an ADSR envelope to control a synthesis patch (only the +ADSR envelope is shown in the figure). The ``attack" button, when pressed, has +two effects. The first (leftmost in the figure) is to set the line~ object on its attack segment, with a target of 10 (the peak amplitude) over 200 +msec (the attack time). Second, the attack button sets a delay 200 object, so that after the attack segment is done, the decay segment can start. +The decay segment falls to a target of 1 (the sustain level) after another 2500 +msec (the decay time). + +

+ +

+ + + +
Figure 4.12: +Using a line~ object to generate an +ADSR envelope.
\begin{figure}\psfig{file=figs/fig04.12.ps}\end{figure}
+
+ +

+The ``release" button sends the same line~ object back to zero over +500 more milliseconds (the release time). Also, in case the +delay 200 object happens to be set at the moment the ``release" button is pressed, a +``stop" message is sent to it. This prevents the ADSR generator from +launching its decay segment after launching its release segment. + +

+In Example D02.adsr.pd (Figure 4.13) +we encapsulate the ADSR generator in a Pd abstraction +(named adsr) so that it can easily be replicated. The design of the +adsr abstraction makes it possible to control the five ADSR parameters +either by supplying creation arguments or by connecting control streams to its +inlets. + +

+ +

+ + + +
Figure 4.13: +Invoking the adsr abstraction.
\begin{figure}\psfig{file=figs/fig04.13.ps}\end{figure}
+
+ +

+In this example the five creation arguments (1, 100, 200, 50, and 300) specify +the peak level, attack time, decay time, sustain level (as a percentage of peak +level), and release time. There are six control inlets: the first to trigger +the ADSR generator, and the others to update the values of the five parameters. +The output of the abstraction is an audio signal. + +

+This abstraction is realized as shown in Figure 4.14. (You can open +this subpatch by clicking on the adsr object in the patch.) The only +signal objects are line~ and outlet~. The three pack objects correspond to the three message objects from the earlier Figure +4.12. From left to right, they take care of the attack, decay, +and release segments. + +

+ +

+ + + +
Figure 4.14: +Inside the adsr abstraction.
\begin{figure}\psfig{file=figs/fig04.14.ps}\end{figure}
+
+ +

+The attack segment goes to a target specified as ``$1" (the first +creation argument of the abstraction) over ``$2" milliseconds; these +values may be overwritten by sending numbers to the ``peak level" and ``attack" +inlets. The release segment is similar, but simpler, since the target is +always zero. The hard part is the decay segment, which again must be set +off after a delay equal to the attack time (the del $2 object). +The sustain level is calculated from the peak level and the sustain percentage +(multiplying the two and dividing by 100). + +

+The trigger inlet, if sent a number other than zero, triggers an +onset (the attack +and decay segments), and if sent zero, triggers the release segment. +Furthermore, the ADSR generator may be reset to zero by sending a negative +trigger (which also generates an onset). + +

+

+ + +next + +up + +previous + +contents + +index +
+ Next: Transfer functions for amplitude + Up: Examples + Previous: Examples +   Contents +   Index + +
+Miller Puckette +2006-12-30 +
+ + diff --git a/node7.html b/node7.html new file mode 100644 index 0000000..b7912b2 --- /dev/null +++ b/node7.html @@ -0,0 +1,338 @@ + + + + + +Sinusoids, amplitude and frequency + + + + + + + + + + + + + + + + + + + +next + +up + +previous + +contents + +index +
+ Next: Measures of Amplitude + Up: book + Previous: Preface +   Contents +   Index +
+
+ + +

+Sinusoids, amplitude and frequency +

+ +

+Electronic music is usually made using a computer, by synthesizing or processing + digital audio signals. These are sequences of numbers, + +

+

+
+ + +\begin{displaymath} +..., x[n-1], x[n], x[n+1], ... +\end{displaymath} +
+
+

+where the index $n$, called the + sample number, may range over some or all the integers. A single +number in the sequence is called a sample. +An example of a digital audio signal is the Sinusoid: + +

+
+ + +\begin{displaymath} +x[n] = a \cos (\omega n + \phi ) +\end{displaymath} +
+
+

+where $a$ is the + amplitude, $\omega $ is the + angular frequency, and +$\phi$ is the initial + phase. +The phase is a function of the sample number $n$, equal to + +$\omega n + \phi$. The initial phase is the phase at the zeroth sample ($n=0$). + +

+Figure 1.1 (part a) shows a sinusoid graphically. +The +horizontal axis shows successive values of $n$ and the vertical axis shows the +corresponding values of $x[n]$. The graph is drawn in such a way as to +emphasize the sampled nature of the signal. Alternatively, we could draw it +more simply as a continuous curve (part b). The upper drawing is the most +faithful representation of the (digital audio) sinusoid, whereas the lower +one can be considered an idealization of it. + +

+ +

+ + + +
Figure 1.1: +A digital audio signal, showing its discrete-time nature (part a), and +idealized as a continuous function (part b). This signal is +a (real-valued) sinusoid, fifty points long, with amplitude 1, angular frequency +0.24, and initial phase zero.
\begin{figure}\psfig{file=figs/fig01.01.ps}\end{figure}
+
+ +

+Sinusoids play a key role in audio processing because, if you shift one of them +left or right by any number of samples, you get another one. This makes it +easy to calculate the effect of all sorts of operations on sinusoids. Our ears +use this same special property to help us parse incoming sounds, which is why +sinusoids, and combinations of sinusoids, can be used to achieve many musical +effects. + +

+Digital audio signals do not have any intrinsic relationship with time, but +to listen to them we must choose a +sample rate, usually given the variable name $R$, which is the number +of samples that fit into a second. The time $t$ is related to the sample number +$n$ by +$Rt = n$, or $t = n/R$. A sinusoidal signal with angular frequency $\omega $ +has a real-time frequency equal to +

+
+ + +\begin{displaymath} +f = {{\omega R} \over {2 \pi}} +\end{displaymath} +
+
+

+in Hertz (i.e., cycles per second), because a cycle is $2\pi $ radians and a +second is $R$ samples. + +

+A real-world audio signal's amplitude might be expressed as a time-varying +voltage or air pressure, but the samples of a digital audio signal are unitless +numbers. We'll casually assume here that there is ample numerical accuracy +so that we can ignore round-off errors, and that the numerical format is +unlimited in range, so that samples may take any value we wish. However, most +digital audio hardware works only over a fixed range of input and output +values, most often between -1 and 1. Modern digital audio processing software +usually uses a floating-point representation for signals. This allows us to +use whatever units are most convenient for any given task, as long as the final +audio output is within the hardware's range [Mat69, pp. 4-10]. + +

+

+ +Subsections + + + +
+ + +next + +up + +previous + +contents + +index +
+ Next: Measures of Amplitude + Up: book + Previous: Preface +   Contents +   Index + +
+Miller Puckette +2006-12-30 +
+ + diff --git a/node70.html b/node70.html new file mode 100644 index 0000000..b87ab09 --- /dev/null +++ b/node70.html @@ -0,0 +1,167 @@ + + + + + +Transfer functions for amplitude control + + + + + + + + + + + + + + + + + + + +next + +up + +previous + +contents + +index +
+ Next: Additive synthesis: Risset's bell + Up: Examples + Previous: ADSR envelope generator +   Contents +   Index +
+
+ + +

+Transfer functions for amplitude control +

+ +

+Section 4.2 described using ADSR envelopes to control +amplitude, for which exponential or quartic-curve segments often give more +natural-sounding results than linear ones. Patches D03.envelope.dB.pd and D04.envelope.quartic.pd (the latter shown in Figure 4.15) +demonstrate the use of decibel and quartic segments. In addition to amplitude, +in Example D04.envelope.quartic.pd the frequency of a sound is also controlled, using linear +and quartic shapes, for comparison. + +

+ +

+ + + +
Figure 4.15: +Linear and quartic transfer functions for changing amplitude and +pitch.
\begin{figure}\psfig{file=figs/fig04.15.ps}\end{figure}
+
+ +

+Since converting decibels to linear amplitude units is a costly operation +(at least when compared to an oscillator or a ramp generator), Example D03.envelope.dB.pd uses table lookup to implement the necessary transfer function. This has the +advantage of efficiency, but the disadvantage that we must decide on the +range of admissible values in advance (here from 0 to 120 dB). + +

+For a +quartic segment as in Example D04.envelope.quartic.pd no table lookup is required; +we simply square the line~ object's output signal twice in succession. +To compensate for raising the output to the fourth power, the target values +sent to the line~ object must be the fourth root of the desired +ones. Thus, messages to ramp the frequency or amplitude are first unpacked to +separate the target and time interval, the target's fourth root is taken +(via two square roots in succession), and the two are then sent to the +line~ object. Here we have made use of one new Pd object: + +

+
+\fbox{ $\mathrm{unpack}$}: +unpack a list of numbers (and/or symbols) and distribute them to separate +outlets. As usual the outputs appear in right-to-left order. The number of +outlets and their types are determined by the creation arguments. (See also +pack, Page [*]). + +

+The next two patches, D05.envelope.pitch.pd and D06.envelope.portamento.pd, use an ADSR envelope generator +to make a pitch envelope and a simple line~ object, also controlling +pitch, to make portamento. In both cases exponential segments are desirable, +and they are calculated using table lookup. + +

+

+ + +next + +up + +previous + +contents + +index +
+ Next: Additive synthesis: Risset's bell + Up: Examples + Previous: ADSR envelope generator +   Contents +   Index + +
+Miller Puckette +2006-12-30 +
+ + diff --git a/node71.html b/node71.html new file mode 100644 index 0000000..29b136a --- /dev/null +++ b/node71.html @@ -0,0 +1,248 @@ + + + + + +Additive synthesis: Risset's bell + + + + + + + + + + + + + + + + + + + +next + +up + +previous + +contents + +index +
+ Next: Additive synthesis: spectral envelope + Up: Examples + Previous: Transfer functions for amplitude +   Contents +   Index +
+
+ + +

+Additive synthesis: Risset's bell +

+ +

+The abstraction mechanism of Pd, which we used above to make a reusable ADSR +generator, is also useful for making voice banks. Here we will use +abstractions to organize banks of oscillators for additive synthesis. There +are many possible ways of organizing oscillator banks besides +those shown here. + +

+The simplest and most direct organization of the sinusoids is to form +partials to add up to a note. The result is monophonic, in the sense that +the patch will play only one note at a time, which, however, will consist of +several sinusoids whose individual frequencies and amplitudes might depend both +on those of the note we're playing, and also on their individual placement +in a harmonic (or inharmonic) overtone series. + +

+Example D07.additive.pd (Figure 4.16) uses a bank of 11 copies +of an abstraction named partial (Figure 4.17) in an +imitation of a well-known bell instrument by Jean-Claude Risset. As described +in [DJ85, p. 94], the bell sound has 11 partials, each with its own +relative amplitude, frequency, and duration. + +

+ +

+ + + +
Figure 4.16: +A Pd realization of Jean-Claude Risset's bell instrument. The +bell sound is made by summing 11 sinusoids, each made by a copy of the +partial abstraction.
\begin{figure}\psfig{file=figs/fig04.16.ps}\end{figure}
+
+ +

+ +

+ + + +
Figure 4.17: +The partial abstraction used by Risset's bell instrument +from Figure 4.16.
\begin{figure}\psfig{file=figs/fig04.17.ps}\end{figure}
+
+ +

+For each note, the partial abstraction computes a simple (quartic) +amplitude envelope consisting only of an attack and a decay segment; there is +no sustain or release segment. This is multiplied by a sinusoid, and the +product is added into a summing bus. Two new object classes are introduced +to implement the summing bus: + +

+
+\fbox{ \texttt{catch\~}}: +define and output a summing bus. The creation argument (``sum-bus" in this example) +gives the summing bus a name so that throw~ objects below can refer +to it. You may have as many summing busses (and hence catch~ objects) +as you like but they must all have different names. + +

+
+\fbox{ \texttt{throw\~}}: +add to a summing bus. The creation argument selects which summing bus to +use. + +

+The control interface is crude: number boxes control the ``fundamental" +frequency of the bell and its duration. Sending a ``bang" message to +the s trigger object starts a note. (The note then decays over +the period of time controlled by the duration parameter; there is no +separate trigger to stop the note). There is no amplitude +control except via the output~ object. + +

+The four arguments to each invocation of the partial abstraction specify: + +

    +
  1. amplitude. The amplitude of the partial at its peak, at the +end of the attack and the beginning of the decay of the note. + +

    +

    2. +
  2. relative duration. This is multiplied by the overall note duration +(controlled in the main patch) to +determine the duration of the decay portion of the sinusoid. Individual partials +may thus have different decay times, so that some partials die out faster than +others, under the main patch's overall control. + +

    +

    3. +
  3. relative frequency. As with the relative duration, this controls each +partial's frequency as a multiple of the overall frequency controlled in the +main patch. + +

    +

    4. +
  4. detune. A frequency in Hertz to be added to the product of the global +frequency and the relative frequency. + +

    +

    5. +
+Inside the partial abstraction, the amplitude is simply taken +directly from the ``$1" argument (multiplying by 0.1 to adjust for +the high individual amplitudes); the duration is calculated from the +r duration object, multiplying it by the ``$2" argument. +The frequency is computed as $fp+d$ where $f$ is the global frequency (from +the r frequency object), $p$ is the relative frequency of the +partial, and $d$ is the detune frequency. + +

+

+ + +next + +up + +previous + +contents + +index +
+ Next: Additive synthesis: spectral envelope + Up: Examples + Previous: Transfer functions for amplitude +   Contents +   Index + +
+Miller Puckette +2006-12-30 +
+ + diff --git a/node72.html b/node72.html new file mode 100644 index 0000000..faf98be --- /dev/null +++ b/node72.html @@ -0,0 +1,165 @@ + + + + + +Additive synthesis: spectral envelope control + + + + + + + + + + + + + + + + + + + +next + +up + +previous + +contents + +index +
+ Next: Polyphonic synthesis: sampler + Up: Examples + Previous: Additive synthesis: Risset's bell +   Contents +   Index +
+
+ + +

+Additive synthesis: spectral envelope control +

+ +

+The next patch example, D08.table.spectrum.pd (Figure 4.18), shows a very different application of +additive synthesis from the previous one. Here the sinusoids are +managed by the spectrum-partial abstraction shown in Figure +4.19. Each partial computes its own frequency as in the previous +patch. Each partial also computes its own amplitude +periodically (when triggered by the r poll-table object), using a +tabread4 object. The contents of the table (which has a nominal range of +50 dB) are converted to linear units and used as an amplitude control in the +usual way. + +

+A similar example, D09.shepard.tone.pd (not pictured), makes a Shepard tone using +the same technique. Here the frequencies of the sinusoids sweep +over a fixed range, finally jumping from the end back to the beginning and +repeating. The spectral envelope is arranged to have a peak at the middle of +the pitch range and drop off to inaudibility at the edges of the range so +that we hear only the continuous sweeping and not the jumping. The result +is a famous auditory conundrum, an indefinitely ascending or descending +tone. + +

+ +

+ + + +
Figure 4.18: +Additive synthesis for a specified spectral envelope, drawn in a +table.
\begin{figure}\psfig{file=figs/fig04.18.ps}\end{figure}
+
+ +

+ +

+ + + +
Figure 4.19: +The spectrum-partial abstraction used in +Figure 4.18.
\begin{figure}\psfig{file=figs/fig04.19.ps}\end{figure}
+
+ +

+The technique of synthesizing to a specified spectral envelope can +be generalized in many ways: the envelope may be made to vary in time +either as a result of a live analysis of another signal, or by calculating +from a set of compositional rules, or by cross-fading between a collection +of pre-designed spectral envelopes, or by frequency-warping the envelopes, +to name a few possibilities. + +

+

+ + +next + +up + +previous + +contents + +index +
+ Next: Polyphonic synthesis: sampler + Up: Examples + Previous: Additive synthesis: Risset's bell +   Contents +   Index + +
+Miller Puckette +2006-12-30 +
+ + diff --git a/node73.html b/node73.html new file mode 100644 index 0000000..3727430 --- /dev/null +++ b/node73.html @@ -0,0 +1,300 @@ + + + + + +Polyphonic synthesis: sampler + + + + + + + + + + + + + + + + + + +next + +up + +previous + +contents + +index +
+ Next: Exercises + Up: Examples + Previous: Additive synthesis: spectral envelope +   Contents +   Index +
+
+ + +

+Polyphonic synthesis: sampler +

+ +

+We move now to an example using dynamic voice allocation as described in +Section 4.5. In the additive synthesis examples shown +previously, each voice is used for a fixed purpose. In the +present example, we allocate voices from a bank as needed to play +notes in a control stream. + +

+Example D11.sampler.poly.pd (Figure 4.20) shows the polyphonic sampler, which +uses the abstraction sampvoice (whose interior +is shown in Figure 4.21). +The techniques for altering the pitch and other parameters in a one-shot +sampler are shown in Example D10.sampler.notes.pd (not shown) which in turn is derived from +the original one-shot sampler from the previous chapter (C05.sampler.oneshot.pd, shown +in Figure 3.14). + +

+ +

+ + + +
Figure 4.20: +A polyphonic sampler demonstrating voice allocation and use +of tags.
\begin{figure}\psfig{file=figs/fig04.20.ps}\end{figure}
+
+ +

+ +

+ + + +
Figure 4.21: +The sampvoice abstraction used in the polyphonic sampler +of Figure 4.20.
\begin{figure}\psfig{file=figs/fig04.21.ps}\end{figure}
+
+ +

+The sampvoice objects in Figure 4.20 are arranged in a +different kind of summing bus from the ones before; here, each one adds its +own output to the signal on its inlet, and puts the sum on its outlet. At the +bottom of the eight objects, the outlet therefore holds the sum of all eight. +This has the advantage of being more explicit than the throw~ / +catch~ busses, and is preferable when visual clutter is not a +problem. + +

+The main job of the patch, though, is to distribute the ``note" messages to +the sampvoice objects. To do this we must introduce some new Pd +objects: + +

+
+\fbox{ $\mathrm{mod}$}: +Integer modulus. For instance, 17 mod 10 gives 7, and -2 mod 10 gives 8. +There is also an integer division object named div ; dividing 17 by +10 via div gives 1, and -2 by 10 gives -1. + +

+
+\fbox{ $\mathrm{poly}$}: +Polyphonic voice allocator. Creation arguments give the number of +voices in the bank and a flag (1 if voice stealing is needed, 0 if not). +The inlets are a numeric tag at left and a flag at right indicating whether +to start or stop a voice with the given tag (nonzero numbers meaning ``start" +and zero, ``stop"). The outputs are, at left, the voice number, the tag +again at center, and the start/stop flag at right. In MIDI applications, the +tag can be pitch and the start/stop flag can be the note's velocity. + +

+
+\fbox{ \texttt{makenote}}: +Supply delayed note-off messages to match note-on messages. The inlets are +a tag and start/stop flag (``pitch" and ``velocity" in MIDI usage) and the +desired duration in milliseconds. The tag/flag pair are repeated to +the two outlets as they are received; then, after the delay, the tag is +repeated with flag zero to stop the note after the desired duration. + +

+The ``note" messages contain fields for pitch, amplitude, duration, +sample number, start location in the sample, rise time, and decay time. For +instance, the message, +

+     60 90 1000 2 500 10 20
+
+(if received by the r note object) +means to play a note at pitch 60 (MIDI units), amplitude 90 dB, one second +long, from the wavetable named ``sample2", starting at a point 500 msec +into the wavetable, with rise and decay times of 10 and 20 msec. + +

+After unpacking the message into its seven components, the patch +creates a tag for the note. To do this, first the t b f object +outputs a bang after the last of the seven parameters appear separately. The +combination of the +, f, and mod objects acts +as a counter that repeats after a million steps, essentially generating +a unique number corresponding to the note. + +

+The next step is to use the poly object to determine which voice to play +which note. The poly object expects separate messages to start +and stop tasks (i.e., notes). So the tag and duration are first fed to the +makenote object, whose outputs include a flag (``velocity") at +right and the tag again at left. For each tag makenote receives, two pairs +of numbers are output, one to start the note, and another, after a delay +equal to the note duration, to stop it. + +

+Having treated poly to this separated input, we now have to strip +the messages corresponding to the ends of notes, since we really only need +combined ``note" messages with +duration fields. The stripnote object does this job. Finally, the +voice number we have calculated is prepended to the seven parameters we +started with (the pack object), so that the output of the +pack object looks like this: +

+     4 60 90 1000 2 500 10 20
+
+where the ``4" is the voice number output by the poly object. +The voice number is used to route the message +to the desired voice using the route object. The appropriate +sampvoice object then gets the original list starting with +``60". + +

+Inside the sampvoice object (Figure 4.21), the message +is used to control the tabread4~ and surrounding line~ and vline~ objects. The control takes place with a delay of +5 msec as in the earlier sampler example. Here, however, we must +store the seven parameters of the note (earlier there were no +parameters). This is done using the six f objects, plus the +right inlet of the rightmost delay object. These values are used after +the delay of 5 msec. This is done in tandem with the muting +mechanism described on Page [*], using another +vline~ object. + +

+When the 5 msec have elapsed, the vline~ object in charge of +generating the wavetable index gets its marching orders (and, +simultaneously, the wavetable number is set for the tabread4~ object and the amplitude envelope generator starts its attack.) +The wavetable index must be set discontinuously to the starting index, then +ramped to an ending index over an appropriate time duration to obtain the +needed transposition. The starting index in samples is just 44.1 times the +starting location in milliseconds, plus one to allow for four-point table +interpolation. This becomes the third number in a packed +list generated by the pack object at the center of the voice patch. + +

+We arbitrarily decide that the ramp will last ten thousand seconds (this is the +``1e+07" appearing in the message box sent to the wavetable index generator), +hoping that this is at least as long as any note we will play. The ending index +is the starting index plus the number of samples to ramp through. At a +transposition factor of one, we should move by 441,000,000 samples during those +10,000,000 milliseconds, or proportionally more or less depending on the +transposition factor. This transposition factor is computed by the mtof object, dividing by 261.62 (the frequency corresponding to MIDI note 60) so +that a specified ``pitch" of 60 results in a transposition factor of one. + +

+These and other parameters are combined in one message +via the pack object so that the following message boxes can +generate the needed control messages. The only novelty is +the makefilename object, which converts numbers such as ``2" to +symbols such as ``sample2" so that the tabread4~ object's +wavetable may be set. + +

+At the bottom of the voice patch we see how a summing bus is implemented inside +a subpatch; an inlet~ object picks up the sum of all the preceding +voices, the output of the current voice is added in, and the result is +sent on to the next voice via the outlet~ object. + +

+

+ + +next + +up + +previous + +contents + +index +
+ Next: Exercises + Up: Examples + Previous: Additive synthesis: spectral envelope +   Contents +   Index + +
+Miller Puckette +2006-12-30 +
+ + diff --git a/node74.html b/node74.html new file mode 100644 index 0000000..f3493d8 --- /dev/null +++ b/node74.html @@ -0,0 +1,159 @@ + + + + + +Exercises + + + + + + + + + + + + + + + + + + +next + +up + +previous + +contents + +index +
+ Next: Modulation + Up: Automation and voice management + Previous: Polyphonic synthesis: sampler +   Contents +   Index +
+
+ + +

+Exercises +

+ +

+ +

    +
  1. What input to a fourth-power transfer function gives an output of -12 +dB, if an input of 1 outputs 0 dB? + +

    +

    2. +
  2. An envelope generator rises from zero to a peak value during its attack +segment. How many decibels less than the peak has the output reached +halfway into the attack, assuming linear output? Fourth-power output? + +

    +

    3. +
  3. What power-law transfer function (i.e. what choice of $n$ for the +function $f(x) = {x^n}$) would you use if you wish the halfway-point value +to be -12 decibels? + +

    +

    4. +
  4. Suppose you wish to cross-fade two signals, i.e., to ramp one signal in +and simultaneously another one out. If they have equal power and are +uncorrelated, a linear cross-fade would result in a drop of 3 decibels halfway +though the cross-fade. What power law would you use to maintain constant power +throughout the cross-fade? + +

    +

    5. +
  5. A three-note chord, lasting 1.5 seconds, is played starting once every +second. How many voices would be needed to synthesize this without cutting +off any notes? + +

    +

    6. +
  6. Suppose a synthesis patch gives output between $-1$ and $1$. While +a note is playing, a new note is started using the ``rampdown" voice-stealing +technique. What is the maximum output? + +

    +

    7. +
+
+ + +next + +up + +previous + +contents + +index +
+ Next: Modulation + Up: Automation and voice management + Previous: Polyphonic synthesis: sampler +   Contents +   Index + +
+Miller Puckette +2006-12-30 +
+ + diff --git a/node75.html b/node75.html new file mode 100644 index 0000000..f255e76 --- /dev/null +++ b/node75.html @@ -0,0 +1,125 @@ + + + + + +Modulation + + + + + + + + + + + + + + + + + + + +next + +up + +previous + +contents + +index +
+ Next: Taxonomy of spectra + Up: book + Previous: Exercises +   Contents +   Index +
+
+ + +

+ +
+Modulation +

+ +

+Having taken a two-chapter detour into aspects of control and organization +in electronic music, we return to describing audio synthesis and processing +techniques. So far we have seen additive and wavetable-based methods. In this +chapter we will introduce three so-called modulation techniques: +amplitude modulation, frequency modulation, and +waveshaping. The term ``modulation" refers loosely to any technique +that systematically alters the shape of a waveform by bending its graph +vertically or horizontally. Modulation is widely used for building synthetic +sounds with various families of spectra, for which we must develop some +terminology before getting into the techniques. + +

+

+ +Subsections + + + +
+
+Miller Puckette +2006-12-30 +
+ + diff --git a/node76.html b/node76.html new file mode 100644 index 0000000..194cd4d --- /dev/null +++ b/node76.html @@ -0,0 +1,294 @@ + + + + + +Taxonomy of spectra + + + + + + + + + + + + + + + + + + + +next + +up + +previous + +contents + +index +
+ Next: Multiplying audio signals + Up: Modulation + Previous: Modulation +   Contents +   Index +
+
+ + +

+ +
+Taxonomy of spectra +

+ +

+Figure 5.1 introduces a way of visualizing the +spectrum of an audio signal. The spectrum describes, roughly speaking, +how the signal's power is distributed into frequencies. (Much more precise +definitions can be given than those that we'll develop here, but they would +require more mathematical background.) + +

+ +

+ + + +
Figure 5.1: +A taxonomy of timbres. The spectral envelope describes the shape of +the spectrum. The sound may be discretely or continuously distributed in +frequency; if discretely, it may be harmonic or inharmonic.
\begin{figure}\psfig{file=figs/fig05.01.ps}\end{figure}
+
+ +

+Part (a) of the figure shows the spectrum of a +harmonic signal, +which is a periodic signal whose fundamental frequency is in the range of +perceptible pitches, roughly between 50 and 4000 Hertz. +The Fourier series (Page [*]) gives a description of +a periodic signal as a sum of sinusoids. The frequencies of the sinusoids +are in the ratio $0:1:2:\cdots$. (The constant term in the Fourier series +may be thought of as a sinusoid, +

+
+ + +\begin{displaymath} +{a_0} = {a_0}\cos(0 \cdot \omega n), +\end{displaymath} +
+
+

+whose frequency is zero.) + +

+In a harmonic signal, the power shown in the spectrum is +concentrated on a discrete subset of the frequency axis (a discrete +set consists of isolated points, only finitely many in any bounded interval). +We call +this a +discrete spectrum. +Furthermore, the frequencies where the signal's power lies are in the +$0:1:2\cdots$ ratio that arises from a periodic signal. (It's not +necessary for all of the harmonic frequencies to be present; some +harmonics may have zero amplitude.) +For a harmonic signal, the graph of the spectrum shows the amplitudes of the +partials of the signals. +Knowing the amplitudes and phases of all the partials fully determines +the original signal. + +

+Part (b) of the figure shows a spectrum which is also discrete, so that the +signal can again be considered as a sum of a series of +partials. In this case, however, there is no fundamental frequency, i.e., no +audible common submultiple of all the partials. This is called an + +inharmonic signal. (The terms $harmonic$ and +$inharmonic$ may be used to describe both the signals and their spectra.) + +

+When dealing with discrete spectra, we report a partial's amplitude in a +slightly non-intuitive way. Each component sinusoid, +

+
+ + +\begin{displaymath} +a \cos (\omega n + \phi) +\end{displaymath} +
+
+

+only counts as having amplitude $a/2$ as long as the angular frequency $\omega $ +is nonzero. But for a +component of zero frequency, for which + +$\omega = \phi = 0$, the amplitude is given as $a$--without dividing by two. +(Components of zero frequency are often called +DC +components; ``DC" is historically an acronym for ``direct current"). +These conventions for amplitudes in spectra will simplify the mathematics later +in this chapter; a deeper reason for them will become apparent in +Chapter 7. + +

+Part (c) of the figure shows a third possibility: +the spectrum might not be concentrated into a discrete set of frequencies, but +instead might be spread out among all possible frequencies. This can be called a +continuous, or +noisy spectrum. +Spectra don't necessarily fall into either the discrete or continuous categories; +real sounds, in particular, are usually somewhere in between. + +

+Each of the three parts of the figure shows a continuous curve called the +spectral envelope. In general, sounds don't have a single, +well-defined +spectral envelope; there may be many ways to draw a smooth-looking curve +through a spectrum. On the other hand, a spectral envelope may be specified +intentionally; in that case, it is usually +clear how to make a spectrum conform to it. For +a discrete spectrum, for example, we could +simply read off, from the spectral envelope, the desired amplitude of each +partial and make it so. + +

+A sound's pitch can sometimes be inferred from its spectrum. For discrete +spectra, the pitch is primarily encoded in the frequencies of the partials. +Harmonic signals have a pitch determined by their fundamental frequency; for +inharmonic ones, the pitch may be clear, ambiguous, or absent altogether, +according to complex and incompletely understood rules. A noisy spectrum may +also have a perceptible pitch if the spectral envelope contains one or more +narrow peaks. In general, a sound's loudness and timbre depend more on its +spectral envelope than on the frequencies in the spectrum, although the +distinction between continuous and discrete spectra may also be heard as a +difference in timbre. + +

+Timbre, as well as pitch, may evolve over the life of a sound. We have been +speaking of spectra here as static entities, not considering whether they +change in time or not. If a signal's pitch and timbre are changing over time, +we can think of the spectrum as a time-varying description of +the signal's momentary behavior. + +

+This way of viewing sounds is greatly oversimplified. The true behavior of +audible pitch and timbre has many aspects which can't be explained in terms of +this model. For instance, the timbral quality called ``roughness" is sometimes +thought of as being reflected in rapid changes in the spectral envelope over +time. The simplified description developed here is useful nonetheless in +discussions about how to construct discrete or continuous spectra for a wide +variety of musical purposes, as we will begin to show in the rest of this +chapter. + +

+

+ + +next + +up + +previous + +contents + +index +
+ Next: Multiplying audio signals + Up: Modulation + Previous: Modulation +   Contents +   Index + +
+Miller Puckette +2006-12-30 +
+ + diff --git a/node77.html b/node77.html new file mode 100644 index 0000000..ca7c7b9 --- /dev/null +++ b/node77.html @@ -0,0 +1,615 @@ + + + + + +Multiplying audio signals + + + + + + + + + + + + + + + + + + + +next + +up + +previous + +contents + +index +
+ Next: Waveshaping + Up: Modulation + Previous: Taxonomy of spectra +   Contents +   Index +
+
+ + +

+ +
+Multiplying audio signals +

+ +

+We have been routinely adding audio signals together, and multiplying them +by slowly-varying signals (used, for example, as amplitude envelopes) since +Chapter 1. For a full understanding of the algebra of audio +signals we must also consider the situation where two audio signals, +neither of which may be assumed to change slowly, are multiplied. The key to understanding +what happens is the Cosine Product Formula: + +

+
+ + +\begin{displaymath} +\cos(a) \cos (b) = {1 \over 2} +{ \left [ +\parbox[t][0.1in]{0in}{\mbox{}} +\cos (a+b) + \cos(a-b) +\right ] } +\end{displaymath} +
+
+

+To see why this formula holds, we can use the formula for the cosine of a +sum of two angles: +

+
+ + +\begin{displaymath} +\cos(a+b) = \cos(a)\cos(b) - \sin(a) \sin(b) +\end{displaymath} +
+
+

+to evaluate the right hand side of the cosine product formula; it then +simplifies to the left hand side. + +

+We can use this formula to see what happens when we multiply two sinusoids +(Page [*]): +

+
+ + +\begin{displaymath} +{\cos(\alpha n + \phi) \cos (\beta n + \xi)} += +\end{displaymath} +
+
+

+

+
+ + +\begin{displaymath} += {1 \over 2} { \left [ { +\parbox[t][0.1in]{0in}{\mbox{}}... +...t ( (\alpha - \beta) n + (\phi - \xi) \right ) } +} \right ] } +\end{displaymath} +
+
+

+In words, multiply two sinusoids and you get a result with two partials, +one at the sum of the two original frequencies, and one at their difference. +(If the difference $\alpha-\beta$ happens to be negative, simply switch the +original two sinusoids and the difference will then be positive.) These +two new components are called +sidebands. + +

+This gives us a technique for shifting the component frequencies +of a sound, called +ring modulation, which is shown in its simplest form in Figure +5.2. An oscillator provides a +carrier signal, which +is simply multiplied by the input. In this context the input is called the +modulating signal. +The term ``ring modulation" is often used +more generally to mean multiplying any two signals together, but here we'll +just consider using a sinusoidal carrier signal. (The technique of ring +modulation dates from the analog era [Str95]; digital +multipliers now replace both the VCA (Section 1.5) and the +ring modulator.) + +

+ +

+ + + +
Figure 5.2: +Block diagram for ring modulating an input signal with a sinusoid.
\begin{figure}\psfig{file=figs/fig05.02.ps}\end{figure}
+
+ +

+Figure 5.3 shows a variety of results that may be obtained by +multiplying a (modulating) sinusoid of angular frequency $\alpha $ and +peak amplitude +$2a$, by a (carrier) sinusoid of angular frequency $\beta $ and +peak amplitude 1: +

+
+ + +\begin{displaymath} +\left [ 2 a \cos (\alpha n) \right ] +\cdot +\left [ \cos (\beta n) \right ] +\end{displaymath} +
+
+

+(For simplicity the phase terms are omitted.) Each part of the figure +shows both the modulation signal and the result in the same spectrum. +The modulating signal appears as a single frequency, $\alpha $, at amplitude +$a$. +The product in general has two component frequencies, +each at an amplitude of $a/2$. + +

+ +

+ + + +
Figure 5.3: +Sidebands arising from multiplying two sinusoids of frequency +$\alpha $ and $\beta $: (a) with +$\alpha > \beta > 0$; +(b) with +$\beta > \alpha $ so that +the lower sideband is reflected about the $f=0$ axis; (c) with $\alpha =\beta $, +for which the amplitude of the zero-frequency +sideband depends on the phases of the two sinusoids; (d) +with $\alpha =0$.
\begin{figure}\psfig{file=figs/fig05.03.ps}\end{figure}
+
+ +

+Parts (a) and (b) of the figure show ``general" cases where $\alpha $ and $\beta $ are +nonzero and different from each other. The component frequencies of the output +are +$\alpha + \beta$ and +$\alpha-\beta$. In part (b), since +$\alpha-\beta<0$, +we get a negative frequency component. Since cosine is an even function, we +have +

+
+ + +\begin{displaymath} +\cos((\alpha - \beta)n) = \cos((\beta - \alpha)n) +\end{displaymath} +
+
+

+so the negative component is exactly equivalent to one at the positive +frequency $\beta-\alpha$, at the same amplitude. + +

+In the special case where +$\alpha =\beta $, the second (difference) sideband +has zero frequency. In this case phase will be significant so we rewrite +the product with explicit phases, replacing $\beta $ by $\alpha $, to get: +

+
+ + +\begin{displaymath} +{2 a \cos(\alpha n + \phi) \cos (\alpha n + \xi)} += +\end{displaymath} +
+
+

+

+
+ + +\begin{displaymath} += +{a \cos \left ( 2 \alpha n + (\phi + \xi) \right ) } ++ +{a \cos \left ( \phi - \xi \right ) } +. +\end{displaymath} +
+
+

+The second term has zero frequency; its amplitude depends on the relative phase +of the two sinusoids and +ranges from $+a$ to $-a$ +as the phase difference $\phi - \xi$ varies from $0$ to $\pi $ radians. This +situation is shown in part (c) of Figure 5.3. + +

+Finally, part (d) shows a carrier signal whose frequency is zero. Its value is +the constant $a$ (not $2a$; zero frequency is a special case). Here we +get only one sideband, of amplitude $a/2$ as usual. + +

+We can use the distributive rule for multiplication to find out what +happens when we multiply signals together which consist of more than one +partial each. For example, in the situation above we can replace the +signal of frequency $\alpha $ with a sum of several sinusoids, such as: +

+
+ + +\begin{displaymath} +{a_1} \cos({\alpha _1} n ) + \cdots + {a_k} \cos({\alpha _k} n ) +\end{displaymath} +
+
+

+Multiplying by the signal of frequency $\beta $ gives partials at frequencies +equal to: +

+
+ + +\begin{displaymath} +\alpha_1 + \beta, \alpha_1 - \beta, \ldots, +\alpha_k + \beta, \alpha_k - \beta +\end{displaymath} +
+
+

+As before if any frequency is negative we take its absolute value. + +

+Figure 5.4 shows the result of multiplying a complex periodic signal +(with several components tuned in the ratio 0:1:2:$\cdots$) by a +sinusoid. Both the spectral envelope and the component frequencies of the +result are changed according to relatively simple rules. + +

+ +

+ + + +
Figure 5.4: +Result of ring modulation of a complex signal by a pure sinusoid: +(a) the original signal's spectrum and spectral envelope; (b) modulated +by a relatively low modulating frequency (1/3 of the fundamental); (c) +modulated by a higher frequency, 10/3 of the fundamental.
\begin{figure}\psfig{file=figs/fig05.04.ps}\end{figure}
+
+ +

+The resulting spectrum is essentially the original spectrum combined with its +reflection about the vertical axis. This combined spectrum is then shifted to +the right by the carrier frequency. Finally, if any components of the +shifted spectrum are still left of the vertical axis, they are reflected about +it to make positive frequencies again. + +

+In part (b) of the figure, the carrier frequency (the frequency of the +sinusoid) is below the fundamental frequency of the complex signal. In this +case the shifting is by a relatively small distance, so that re-folding the +spectrum at the end almost places the two halves on top of each other. The +result is a spectral envelope roughly the same as the original (although half +as high) and a spectrum twice as dense. + +

+A special case, not shown, is to use a carrier frequency half the +fundamental. In this case, pairs of partials will fall on top of each other, +and will have the ratios 1/2 : 3/2 : 5/2 :$\cdots$ to give an odd-partial-only +signal an octave below the original. This is a very simple and effective +octave divider for a harmonic signal, assuming you know or can find its +fundamental frequency. If you want even partials as well as odd ones (for the +octave-down signal), simply mix the original signal with the modulated one. + +

+Part (c) of the figure shows the effect of using a modulating frequency +much higher than the fundamental frequency of the complex signal. Here the +unfolding effect is much more clearly visible (only one partial, the leftmost +one, had to be reflected to make its frequency positive). The spectral envelope +is now widely displaced from the original; this displacement is often a more +strongly audible effect than the relocation of partials. + +

+As another special case, the carrier frequency may be a multiple of the +fundamental of the complex periodic signal; then the partials +all land back on other partials of the same fundamental, and the only effect +is the shift in spectral envelope. + +

+

+ + +next + +up + +previous + +contents + +index +
+ Next: Waveshaping + Up: Modulation + Previous: Taxonomy of spectra +   Contents +   Index + +
+Miller Puckette +2006-12-30 +
+ + diff --git a/node78.html b/node78.html new file mode 100644 index 0000000..8cf14f9 --- /dev/null +++ b/node78.html @@ -0,0 +1,871 @@ + + + + + +Waveshaping + + + + + + + + + + + + + + + + + + + +next + +up + +previous + +contents + +index +
+ Next: Frequency and phase modulation + Up: Modulation + Previous: Multiplying audio signals +   Contents +   Index +
+
+ + +

+ +
+Waveshaping +

+ +

+Another approach to modulating a signal, called +waveshaping, +is simply to pass it through a +suitably chosen nonlinear function. A block diagram for doing this is shown in Figure +5.5. +The function $f()$ (called the +transfer function) +distorts the incoming waveform into a different shape. The new shape depends +on the shape of the incoming wave, on the transfer function, and +also--crucially--on +the amplitude of the incoming signal. Since the amplitude of the input +waveform affects the shape of the output waveform (and hence the timbre), +this gives us an easy way to make a continuously varying family of timbres, +simply by varying the input level of the transformation. For this reason, +it is customary to include a leading amplitude control as part of the waveshaping +operation, as shown in the block diagram. + +

+ +

+ + + +
Figure 5.5: +Block diagram for waveshaping an input signal using a nonlinear +function $f()$. An +amplitude adjustment step precedes the function lookup, to take advantage of +the different effect of the wavetable lookup at different amplitudes.
\begin{figure}\psfig{file=figs/fig05.05.ps}\end{figure}
+
+ +

+The amplitude of the incoming waveform is called the waveshaping +index. In many situations a small index leads to relatively little +distortion (so that the output closely resembles the input) and a larger one +gives a more distorted, richer timbre. + +

+Figure 5.6 shows a familiar example of waveshaping, in which +$f()$ amounts to a + +clipping function. This example shows clearly how the input +amplitude--the index--can +affect the output waveform. The clipping function passes its input +to the output unchanged as long as it stays in the interval between -0.3 and ++0.3. So when the input does not exceed 0.3 in +absolute value, the output is the same as the input. But when the input grows +past the limits, the output stays within; and as the amplitude of the +signal increases the effect of this clipping action is progressively more +severe. In the figure, the input is a decaying sinusoid. The output +evolves from a nearly square waveform at the beginning to a pure sinusoid +at the end. This effect will be well known to anyone who has played an +instrument through an overdriven amplifier. The louder the input, the +more distorted will be the output. For this reason, waveshaping is also sometimes +called + +distortion. + +

+ +

+ + + +
Figure 5.6: +Clipping as an example of waveshaping: (a) the input, a decaying +sinusoid; (b) the waveshaping function, which clips its input to +the interval between -0.3 and +0.3; (c) the result.
\begin{figure}\psfig{file=figs/fig05.06.ps}\end{figure}
+
+ +

+Figure 5.7 shows a much simpler and easier to analyse situation, +in which the transfer function simply squares the input: +

+
+ + +\begin{displaymath} +f(x) = {x^2} +\end{displaymath} +
+
+

+For a sinusoidal input, +

+
+ + +\begin{displaymath} +x[n] = a \cos (\omega n + \phi ) +\end{displaymath} +
+
+

+we get +

+
+ + +\begin{displaymath} +f(x[n]) = {{a^2} \over 2} \left ( 1 + \cos(2 \omega n + 2 \phi) \right ) +\end{displaymath} +
+
+

+If the amplitude $a$ equals one, this just amounts to ring modulating the +sinusoid by a sinusoid of the same frequency, whose result we described in the +previous section: the output is a DC (zero-frequency) sinusoid plus a +sinusoid at +twice the original frequency. However, in this waveshaping example, unlike +ring modulation, the amplitude of the output grows as the square +of the input. + +

+ +

+ + + +
Figure 5.7: +Waveshaping using a quadratic transfer function $f(x) = {x^2}$: +(a) the +input; (b) the transfer function; (c) the result, sounding at twice the +original frequency.
\begin{figure}\psfig{file=figs/fig05.07.ps}\end{figure}
+
+ +

+Keeping the same transfer function, we now consider the effect of sending in a +combination of two sinusoids with amplitudes $a$ and $b$, and angular +frequencies $\alpha $ and $\beta $. For simplicity, we'll omit the initial phase +terms. We set: +

+
+ + +\begin{displaymath} +x[n] = a \cos(\alpha n) + b \cos(\beta n) +\end{displaymath} +
+
+

+and plugging this into $f()$ gives +

+
+ + +\begin{displaymath} +f(x[n]) = {{a^2} \over 2} \left ( 1 + \cos(2 \alpha n) \right ) + +\end{displaymath} +
+
+

+

+
+ + +\begin{displaymath} ++ {{b^2} \over 2} \left ( 1 + \cos(2 \beta n) \right ) +\end{displaymath} +
+
+

+

+
+ + +\begin{displaymath} ++ a b \left [ +\cos ( (\alpha + \beta) n ) + \cos ( (\alpha - \beta) n ) +\right ] +\end{displaymath} +
+
+

+The first two terms are just what we would get by sending the two sinusoids +through separately. The third term is twice the product of the two input terms, +which comes from the middle, cross term in the expansion, +

+
+ + +\begin{displaymath} +f(x+y) = {x^2} + 2 x y + {y^2} +\end{displaymath} +
+
+

+This effect, called +intermodulation, +becomes more and more dominant as the number of terms in the input +increases; if there are $k$ sinusoids in the input there are +only $k$ ``straight" terms in the product, but there are $({k^2}-k)/2$ +intermodulation terms. + +

+In contrast with ring modulation, which is a linear function of its input +signal, waveshaping is +nonlinear. While we were able to analyze linear processes by considering their +action separately on all the components of the input, in this nonlinear case we +also have to consider the interactions between components. The results are +far more complex--sometimes sonically much richer, but, on the other +hand, harder to understand or predict. + +

+In general, we can show that a periodic input, no matter how complex, will +repeat at the same period after waveshaping: if the period is $\tau$ so that +

+
+ + +\begin{displaymath} +x[n + \tau] = x[n] +\end{displaymath} +
+
+

+and temporarily setting the index $a=1$, +

+
+ + +\begin{displaymath} +f(x[n+\tau]) = f(x[n]) +\end{displaymath} +
+
+

+(In some special cases the output can repeat at a submultiple of $\tau$, so +that we get a harmonic of the input as a result; this happened for example +in Figure 5.4.) + +

+Combinations of periodic tones at consonant intervals can give rise to +distortion products at subharmonics. For instance, if two periodic signals $x$ +and $y$ are a musical fourth apart (periods in the ratio 4:3), then the sum of +the two repeats at the lower rate given by the common subharmonic. In +equations we would have: +

+
+ + +\begin{displaymath} +x[t + \tau/3] = x[t] +\end{displaymath} +
+
+

+

+
+ + +\begin{displaymath} +y[t + \tau/4] = y[t] +\end{displaymath} +
+
+

+which implies +

+
+ + +\begin{displaymath} +x[t + \tau] + y[t+\tau] = x[t] + y[t] +\end{displaymath} +
+
+

+and so the distorted sum $f(x+y)$ would repeat after a period of $\tau$: +

+
+ + +\begin{displaymath} +f(x+y)[n + \tau] = f(x+y)[n]. +\end{displaymath} +
+
+

+This has been experienced by every electric guitarist who has set the amplifier +to ``overdrive" and played the open B and high E strings together: the +distortion product sometimes sounds at the pitch of the low E string, two +octaves below the high one. + +

+To get a somewhat more explicit analysis of the effect of waveshaping on +an incoming signal, it is sometimes useful to write the function $f$ as +a finite or infinite +power series: +

+
+ + +\begin{displaymath} +f(x) = {f_0} + {f_1}x + {f_2}{x^2} + {f_3}{x^3} + \cdots +\end{displaymath} +
+
+

+If the input signal $x[n]$ is a unit-amplitude sinusoid, +$\cos(\omega n)$, we +can consider the action of the above terms separately: +

+
+ + +\begin{displaymath} +f(a \cdot x[n]) = {f_0} + a {f_1}\cos(\omega n) + {a^2} {f_... +...\cos^2} (\omega n) ++ {a^3} {f_3} {\cos^3} (\omega n) + \cdots +\end{displaymath} +
+
+

+Since the terms of the series are successively multiplied by higher powers of +the index +$a$, a lower value of $a$ will emphasize the earlier terms more heavily, and +a higher value will emphasize the later ones. + +

+The individual terms' spectra can be found by applying the cosine product +formula repeatedly: +

+
+ + +\begin{displaymath} +1 = \cos (0) +\end{displaymath} +
+
+

+

+
+ + +\begin{displaymath} +x[n] = \cos (\omega n) +\end{displaymath} +
+
+

+

+
+ + +\begin{displaymath} +{x^2}[n] = {1 \over 2} + {1 \over 2} \cos (2\omega n) +\end{displaymath} +
+
+

+

+
+ + +\begin{displaymath} +{x^3}[n] = {1 \over 4} \cos (-\omega n) + {2 \over 4} \cos (\omega n) ++ {1 \over 4} \cos (3 \omega n) +\end{displaymath} +
+
+

+

+
+ + +\begin{displaymath} +{x^4}[n] = {1 \over 8} \cos (-2\omega n) + {3 \over 8} \cos... +... {3 \over 8} \cos (2 \omega n) + {1 \over 8} \cos (4 \omega n) +\end{displaymath} +
+
+

+

+
+ + +\begin{displaymath} +{x^5}[n] = {1 \over 16} \cos (-3\omega n) + {4 \over 16} \c... +... \over 16} \cos (3 \omega n) ++ {1 \over 16} \cos (5 \omega n) +\end{displaymath} +
+
+

+and so on. +The numerators of the fractions will be recognized as Pascal's triangle. The +Central Limit Theorem +of probability implies that each $k$th row can be +approximated by a Gaussian curve whose standard deviation (a measure of width) +is proportional to the square root of $k$. + +

+The negative-frequency terms (which have been shown separately here for clarity) +are to be combined with the positive ones; the spectral envelope is folded +into itself in the same way as in the ring modulation example of +Figure 5.4. + +

+As long as the coefficients $f_k$ are all positive numbers or zero, then so +are all the amplitudes of the sinusoids in the expansions above. In this +case all the phases stay coherent as $a$ varies and so we get a widening +of the spectrum (and possibly a drastically increasing amplitude) with +increasing values of $a$. On the other hand, if some of the $f_k$ are +positive and others negative, the different expansions will interfere +destructively; this will give a more complicated-sounding spectral evolution. + +

+Note also that the successive expansions all contain only even or only odd +partials. If the transfer function (in series form) happens to contain only +even powers: +

+
+ + +\begin{displaymath} +f(x) = {f_0} + {f_2}{x^2} + {f_4}{x^4} + \cdots +\end{displaymath} +
+
+

+then the result, having only even partials, will sound an octave higher than +the incoming sinusoid. If only odd powers show up in the expansion of $f(x)$, +then the output will contain only odd partials. Even if $f$ can't be expressed +exactly as a power series (for example, the clipping function of Figure +5.3), it is still true that if $f$ is an even function, i.e., if +

+
+ + +\begin{displaymath} +f(-x) = f(x) +\end{displaymath} +
+
+

+you will get only even harmonics and if $f$ is an odd function, +

+
+ + +\begin{displaymath} +f(-x) = -f(x) +\end{displaymath} +
+
+

+you will get odd harmonics. + +

+Many mathematical tricks have been proposed to use waveshaping to generate +specified spectra. It turns out that you can generate pure sinusoids +at any harmonic of the fundamental by using a Chebychev polynomial as +a transfer function [Leb79] [DJ85], and from there you can go on to build +any desired static spectrum (Example E05.chebychev.pd +demonstrates this.) Generating families of spectra by +waveshaping a sinusoid of variable amplitude turns out to be trickier, +although several interesting special cases have been found, some of which +are developed in detail in Chapter 6. + +

+

+ + +next + +up + +previous + +contents + +index +
+ Next: Frequency and phase modulation + Up: Modulation + Previous: Multiplying audio signals +   Contents +   Index + +
+Miller Puckette +2006-12-30 +
+ + diff --git a/node79.html b/node79.html new file mode 100644 index 0000000..1ead22d --- /dev/null +++ b/node79.html @@ -0,0 +1,488 @@ + + + + + +Frequency and phase modulation + + + + + + + + + + + + + + + + + + + +next + +up + +previous + +contents + +index +
+ Next: Examples + Up: Modulation + Previous: Waveshaping +   Contents +   Index +
+
+ + +

+ +
+Frequency and phase modulation +

+ +

+If a sinusoid is given a frequency which varies slowly in time we hear it as +having a varying pitch. But if the pitch changes so quickly that our ears +can't track the change--for instance, if the change itself occurs at or +above the fundamental frequency of the sinusoid--we hear a timbral change. +The timbres so generated are rich and widely varying. The discovery by +John Chowning of this +possibility [Cho73] revolutionized the field of computer music. +Here we develop +frequency modulation, +usually called FM, +as a special case of waveshaping [Leb79] +[DJ85, pp.155-158]; the +analysis given here is somewhat different [Puc01]. + +

+The FM technique, in its simplest form, is shown in Figure 5.8 +(part a). +A frequency-modulated sinusoid is one whose frequency varies sinusoidally, at +some angular frequency $\omega_m$, about a central frequency $\omega_c$, so +that the instantaneous frequencies vary between $(1-r)\omega_c $ and + +$(1+r) \omega_c$, with parameters $\omega_m$ controlling the frequency of +variation, and $r$ controlling the depth of variation. The parameters +$\omega_c$, $\omega_m$, and $r$ are called the +carrier frequency, the +modulation frequency, and the +index of modulation, respectively. + +

+It is customary to use a simpler, essentially equivalent formulation in +which the phase, instead of the frequency, of the carrier sinusoid is +modulated sinusoidally. (This gives an equivalent result since the +instantaneous frequency is the rate of change of phase, and since the +rate of change of a sinusoid is just another sinusoid.) The +phase modulation formulation is shown in part (b) of the figure. + +

+We can analyze the result of phase modulation as follows, assuming that +the modulating oscillator and the wavetable are both sinusoidal, and that +the carrier and modulation frequencies don't themselves vary +in time. The resulting signal can then be written as +

+
+ + +\begin{displaymath} +x[n] = \cos(a \cos(\omega_m n) + \omega_c n ) +\end{displaymath} +
+
+

+The +parameter $a$, which takes the place of the earlier parameter $r$, is +likewise called the index of modulation; it too +controls the extent of frequency variation relative to the carrier frequency +$\omega_c$. If $a=0$, there +is no frequency variation and the expression reduces to the unmodified, +carrier sinusoid; as $a$ increases the waveform becomes more complex. + +

+ +

+ + + +
Figure 5.8: +Block diagram for frequency modulation (FM) synthesis: (a) the classic +form; (b) realized as phase modulation.
\begin{figure}\psfig{file=figs/fig05.08.ps}\end{figure}
+
+ +

+To analyse the resulting spectrum we can rewrite the signal as, +

+
+ + +\begin{displaymath} +x[n] = \cos(\omega_c n) * \cos(a \cos(\omega_m n)) +\end{displaymath} +
+
+

+

+
+ + +\begin{displaymath} +- \sin(\omega_c n) * \sin(a \cos(\omega_m n)) +\end{displaymath} +
+
+

+We can consider the result as a sum of two waveshaping +generators, each operating on a sinusoid of frequency $\omega_m$ and +with a waveshaping index $a$, and each ring modulated with a sinusoid of +frequency $\omega_c$. The waveshaping function $f$ is given by + +$f(x) = \cos(x)$ for the first term and by +$f(x) = \sin(x)$ for the second. + +

+Returning to Figure 5.4, we can predict what the +spectrum will look like. The two harmonic spectra, of the waveshaping outputs +

+
+ + +\begin{displaymath} +\cos(a \cos(\omega_m n)) +\end{displaymath} +
+
+

+and +

+
+ + +\begin{displaymath} +\sin(a \cos(\omega_m n)) +\end{displaymath} +
+
+

+have, respectively, harmonics tuned to +

+
+ + +\begin{displaymath} +0, 2\omega_m, 4\omega_m, \ldots +\end{displaymath} +
+
+

+and +

+
+ + +\begin{displaymath} +\omega_m, 3\omega_m, 5\omega_m, \ldots +\end{displaymath} +
+
+

+and each is multiplied by a sinusoid at the carrier frequency. So there +will be a spectrum centered at the carrier frequency $\omega_c$, with +sidebands at both even and odd multiples of the modulation frequency $\omega_m$, +contributed respectively by the sine and cosine waveshaping terms above. +The index of modulation $a$, as it changes, controls the relative strength of +the various partials. The partials themselves are situated at the frequencies +

+
+ + +\begin{displaymath} +\omega_c + m \omega_m +\end{displaymath} +
+
+

+where +

+
+ + +\begin{displaymath} +m = \ldots -2, -1, 0, 1, 2, \ldots +\end{displaymath} +
+
+

+As with any situation where two periodic signals are multiplied, if there is +some common supermultiple of the two periods, the resulting product will repeat +at that longer period. So if the two periods are $k \tau$ and $m \tau$, where +$k$ and $m$ are relatively prime, they both repeat after a time interval of +$km\tau$. In other words, if the two have frequencies which are both multiples +of some common frequency, so that +$\omega_m=k\omega$ and +$\omega_c=m\omega$, +again with $k$ and $m$ relatively prime, the result will repeat at a frequency +of the common submultiple $\omega $. On the other hand, if no common +submultiple $\omega $ can be found, or if the only submultiples are lower than +any discernible pitch, then the result will be inharmonic. + +

+Much more about FM can be found in textbooks [Moo90, p. 316] +[DJ85, pp.115-139] [Bou00] and the research literature. +Some of the +possibilities are shown in the following examples. + +

+

+ + +next + +up + +previous + +contents + +index +
+ Next: Examples + Up: Modulation + Previous: Waveshaping +   Contents +   Index + +
+Miller Puckette +2006-12-30 +
+ + diff --git a/node8.html b/node8.html new file mode 100644 index 0000000..0638862 --- /dev/null +++ b/node8.html @@ -0,0 +1,268 @@ + + + + + +Measures of Amplitude + + + + + + + + + + + + + + + + + + + +next + +up + +previous + +contents + +index +
+ Next: Units of Amplitude + Up: Sinusoids, amplitude and frequency + Previous: Sinusoids, amplitude and frequency +   Contents +   Index +
+
+ + +

+ +
+Measures of Amplitude +

+ +

+The most fundamental property of a digital audio signal is its +amplitude. Unfortunately, a signal's amplitude has no one canonical +definition. +Strictly speaking, all the samples in a digital audio signal are themselves +amplitudes, and we also spoke of the amplitude $a$ of the sinusoid as a whole. +It is useful to have measures +of amplitude for digital audio signals in general. Amplitude +is best thought of as applying to a +window, a fixed range of samples of the signal. For instance, the +window starting at sample $M$ of length $N$ of an audio signal $x[n]$ consists of the +samples, +

+
+ + +\begin{displaymath} +x[M], x[M+1], \ldots, x[M+N-1] +\end{displaymath} +
+
+

+The two most frequently used measures of amplitude are the +peak amplitude, which is simply the greatest sample (in absolute value) +over the window: +

+
+ + +\begin{displaymath} +{A_{\mathrm{peak}}} \{x[n]\} = \max \vert x[n] \vert , +\hspace{0.3in}n = M, \ldots, M+N-1 +\end{displaymath} +
+
+

+and the +root mean square (RMS) amplitude: +

+
+ + +\begin{displaymath} +{A_{\mathrm{RMS}}} \{x[n]\} = \sqrt{P\{x[n]\}} +\end{displaymath} +
+
+

+where $P\{x[n]\}$ is the mean +power, defined as: +

+
+ + +\begin{displaymath} +{P\{x[n]\}} = {1 \over N} \left ( +{{\vert x[M]\vert} ^2} + \cdots + {{\vert x[M+N-1]\vert} ^2} +\right ) +\end{displaymath} +
+
+

+(In this last formula, the absolute value signs aren't necessary at the moment +since we're working on real-valued signals, but they will become important +later when we consider complex-valued signals.) Neither the peak nor the RMS +amplitude of any signal can be negative, and either one can be exactly zero +only if the signal itself is zero for all $n$ in the window. + +

+The RMS amplitude of a signal may equal the peak amplitude but never exceeds +it; and it may be as little as $1 / {\sqrt N}$ times the peak amplitude, but +never less than that. + +

+ +

+ + + +
Figure 1.2: +Root mean square (RMS) and peak amplitudes of signals compared. +For a sinusoid (part a), the peak amplitude is higher than RMS by a factor of +$\sqrt 2$.
\begin{figure}\psfig{file=figs/fig01.02.ps}\end{figure}
+
+ +

+Under reasonable conditions--if the window contains at least several periods and +if the angular frequency is well under one radian per sample--the peak +amplitude of the sinusoid of Page [*] +is approximately $a$ and its RMS amplitude +about $a / {\sqrt 2}$. Figure 1.2 shows the peak and RMS amplitudes +of two digital audio signals. + +

+

+ + +next + +up + +previous + +contents + +index +
+ Next: Units of Amplitude + Up: Sinusoids, amplitude and frequency + Previous: Sinusoids, amplitude and frequency +   Contents +   Index + +
+Miller Puckette +2006-12-30 +
+ + diff --git a/node80.html b/node80.html new file mode 100644 index 0000000..f5aba28 --- /dev/null +++ b/node80.html @@ -0,0 +1,96 @@ + + + + + +Examples + + + + + + + + + + + + + + + + + + + +next + +up + +previous + +contents + +index +
+ Next: Ring modulation and spectra + Up: Modulation + Previous: Frequency and phase modulation +   Contents +   Index +
+
+ + +

+Examples +

+ +

+

+ +Subsections + + + +
+
+Miller Puckette +2006-12-30 +
+ + diff --git a/node81.html b/node81.html new file mode 100644 index 0000000..4a5e04d --- /dev/null +++ b/node81.html @@ -0,0 +1,154 @@ + + + + + +Ring modulation and spectra + + + + + + + + + + + + + + + + + + + +next + +up + +previous + +contents + +index +
+ Next: Octave divider and formant + Up: Examples + Previous: Examples +   Contents +   Index +
+
+ + +

+Ring modulation and spectra +

+ +

+Example E01.spectrum.pd serves to introduce a spectrum +measurement tool we'll be using; here we'll skip to the +second example, E02.ring.modulation.pd, which shows the effect of ring modulating a harmonic +spectrum (which was worked out theoretically in Section 5.2 and +shown in Figure 5.4). In the example we consider a signal whose +harmonics (from 0 through 5) all have unit amplitude. The harmonics may be +turned on and off separately using toggle switches. When they are all on, +the spectral envelope peaks at DC (because the constant signal counts twice as +strongly as the other sinusoids), has a flat region from +harmonics 1 through 5, and then descends to zero. + +

+ +

+ + + +
Figure 5.9: +Ring modulation of a complex tone by a sinusoid: (a) its realization; +(b) a measured spectrum.
\begin{figure}\psfig{file=figs/fig05.09.ps}\end{figure}
+
+ +

+In the signal generation portion of the patch (part (a) of the figure), we sum +the six partials and multiply the sum by the single, carrier oscillator. +(The six signals are summed implicitly by connecting them all to the same +inlet of the *~ object.) The value of ``fundamental" at the top +is computed to line up well with the spectral analysis, whose result is +shown in part (b) of the figure. + +

+The spectral analysis (which uses techniques that won't be described until +Chapter 9) shows the location of the +sinusoids (assuming a discrete spectrum) on the horizontal axis and their +magnitudes on the vertical one. So the presence of a peak at DC of magnitude +one in the spectrum of the input signal predicts, à la Figure 5.3, +that there should be a peak in the output spectrum, at the carrier frequency, +of height 1/2. Similarly, the two other sinusoids in the input signal, which +have height 1/2 in the spectrum, give rise to two peaks each, of height 1/4, +in the output. One of these four has been reflected about the left edge of +the figure (taking the absolute value of its negative frequency). + +

+

+ + +next + +up + +previous + +contents + +index +
+ Next: Octave divider and formant + Up: Examples + Previous: Examples +   Contents +   Index + +
+Miller Puckette +2006-12-30 +
+ + diff --git a/node82.html b/node82.html new file mode 100644 index 0000000..d0b0967 --- /dev/null +++ b/node82.html @@ -0,0 +1,172 @@ + + + + + +Octave divider and formant adder + + + + + + + + + + + + + + + + + + + +next + +up + +previous + +contents + +index +
+ Next: Waveshaping and difference tones + Up: Examples + Previous: Ring modulation and spectra +   Contents +   Index +
+
+ + +

+Octave divider and formant adder +

+ +

+As suggested in Section 5.2, when considering the result of +modulating a complex harmonic (i.e., periodic) signal by a sinusoid, an +interesting special case is to set the carrier oscillator to $1/2$ the +fundamental frequency, which drops the resulting sound an octave with only +a relatively small deformation of the spectral envelope. Another is to +modulate by a sinusoid at several times the fundamental frequency, which +in effect displaces the spectral envelope without changing the fundamental +frequency of the result. This is demonstrated in Example E03.octave.divider.pd (Figure +5.10). The signal we process here is a recorded, spoken voice. + +

+ +

+ + + +
Figure 5.10: +Lowering the pitch of a sound by an octave by determining its pitch +and modulating at half the fundamental.
\begin{figure}\psfig{file=figs/fig05.10.ps}\end{figure}
+
+ +

+The subpatches pd looper and pd delay hide details. The +first is a looping sampler as introduced in Chapter 2. +The second is a delay of 1024 samples, which uses objects that are introduced +later in Chapter 7. We will introduce one object class here: + +

+
+\fbox{ \texttt{fiddle\~}}: +pitch tracker. The inlet takes a signal to analyze, and messages to +change settings. Depending on its creation arguments fiddle~may have a +variable number of outlets offering various information about the input +signal. As shown here, with only one creation argument to specify window size, +the third outlet attempts to report the pitch of the input, and the amplitude +of that portion of the input which repeats (at least approximately) at the +reported pitch. These are output as a list of two numbers. The pitch, which +is in MIDI units, is reported as zero if none could be identified. + +

+In this patch the third outlet is unpacked into its pitch and amplitude +components, and the pitch component is filtered by the moses object so that +only successful pitch estimates (nonzero ones) are used. These are +converted to units of frequency by the mtof object. Finally, the frequency +estimates are either reduced by $1/2$ or else multiplied by 15, depending on +the selected multiplier, to provide the modulation frequency. In the first +case we get an octave divider, and in the second, additional high harmonics +that deform the vowels. + +

+

+ + +next + +up + +previous + +contents + +index +
+ Next: Waveshaping and difference tones + Up: Examples + Previous: Ring modulation and spectra +   Contents +   Index + +
+Miller Puckette +2006-12-30 +
+ + diff --git a/node83.html b/node83.html new file mode 100644 index 0000000..79adc18 --- /dev/null +++ b/node83.html @@ -0,0 +1,167 @@ + + + + + +Waveshaping and difference tones + + + + + + + + + + + + + + + + + + + +next + +up + +previous + +contents + +index +
+ Next: Waveshaping using Chebychev polynomials + Up: Examples + Previous: Octave divider and formant +   Contents +   Index +
+
+ + +

+Waveshaping and difference tones +

+ +

+Example E04.difference.tone.pd (Figure 5.11) introduces waveshaping, demonstrating +the nonlinearity of the process. Two sinusoids (300 and 225 Hertz, or a ratio of +4 to 3) are summed and then clipped, using a new object class: + +

+ +

+ + + +
Figure 5.11: +Nonlinear distortion of a sum of two sinusoids to create a +difference tone.
\begin{figure}\psfig{file=figs/fig05.11.ps}\end{figure}
+
+ +

+
+\fbox{ \texttt{clip\~}}: +signal clipper. When the signal lies between the limits specified by the +arguments to the clip~ object, it is passed through unchanged; but +when it falls below the lower limit or rises above the upper limit, it is +replaced by the limit. The effect of +clipping a sinusoidal signal was shown graphically in Figure 5.6. + +

+As long as the amplitude of the sum of sinusoids is less than 50 percent, the +sum can't exceed one in absolute value and the clip~ object passes the +pair of sinusoids through unchanged to the output. As soon as the amplitude +exceeds 50 percent, however, the nonlinearity of the clip~ object +brings forth distortion products (at frequencies $300m+225n$ for integers $m$ +and $n$), all of which happening to be multiples of 75, which is thus the +fundamental of the resulting tone. Seen another way, the shortest common +period of the two sinusoids is 1/75 second (which is four periods of the 300 +Hertz, tone and three periods of the 225 Hertz tone), so the result repeats +75 times per second. + +

+The frequency of the 225 Hertz tone in the patch may be varied. If it is moved +slightly away from 225, a beating sound results. Other values find other +common subharmonics, and still others give rise to rich, inharmonic tones. + +

+

+ + +next + +up + +previous + +contents + +index +
+ Next: Waveshaping using Chebychev polynomials + Up: Examples + Previous: Octave divider and formant +   Contents +   Index + +
+Miller Puckette +2006-12-30 +
+ + diff --git a/node84.html b/node84.html new file mode 100644 index 0000000..e7ff2ae --- /dev/null +++ b/node84.html @@ -0,0 +1,305 @@ + + + + + +Waveshaping using Chebychev polynomials + + + + + + + + + + + + + + + + + + + +next + +up + +previous + +contents + +index +
+ Next: Waveshaping using an exponential + Up: Examples + Previous: Waveshaping and difference tones +   Contents +   Index +
+
+ + +

+Waveshaping using Chebychev polynomials +

+ +

+Example E05.chebychev.pd (Figure 5.12) demonstrates how you can use waveshaping +to generate pure harmonics. We'll limit ourselves to a specific example here +in which we would like +to generate the pure fifth harmonic, + +

+ + + +
Figure 5.12: +Using Chebychev polynomials as waveshaping transfer functions.
\begin{figure}\psfig{file=figs/fig05.12.ps}\end{figure}
+
+ +

+
+ + +\begin{displaymath} +\cos(5 \omega n) +\end{displaymath} +
+
+

+by waveshaping a sinusoid +

+
+ + +\begin{displaymath} +x[n] = \cos (\omega n) +\end{displaymath} +
+
+

+We +need to find a suitable transfer function $f(x)$. First we recall +the formula for the waveshaping function $f(x) = x^5$ +(Page [*]), which gives first, +third and fifth harmonics: +

+
+ + +\begin{displaymath} +16 {x^5} = \cos (5 \omega n) + 5 \cos(3 \omega n) + 10 \cos(\omega n) +\end{displaymath} +
+
+

+Next we add a suitable multiple of $x^3$ to +cancel the third harmonic: +

+
+ + +\begin{displaymath} +16 {x^5} - 20 {x^3} = \cos (5 \omega n) - 5 \cos(\omega n) +\end{displaymath} +
+
+

+and then a multiple of $x$ to cancel the first harmonic: +

+
+ + +\begin{displaymath} +16 {x^5} - 20 {x^3} + 5 x = \cos (5 \omega n) +\end{displaymath} +
+
+

+So for our waveshaping function we choose +

+
+ + +\begin{displaymath} +f(x) = 16 {x^5} - 20 {x^3} + 5 x +\end{displaymath} +
+
+

+This procedure allows us to isolate any desired harmonic; the resulting +functions $f$ are known as +Chebychev polynomials [Leb79]. + +

+To incorporate this in a waveshaping instrument, we simply build a patch +that works as in Figure 5.5, computing the expression +

+
+ + +\begin{displaymath} +x[n] = f( a[n] \cos(\omega n)) +\end{displaymath} +
+
+

+where $a[n]$ is a suitable +index +which may vary as a function of the sample number $n$. When $a$ happens to +be one in value, out comes the pure fifth harmonic. Other values of $a$ +give varying spectra which, in general, have first and third harmonics as +well as the fifth. + +

+By suitably combining Chebychev polynomials we can fix any desired +superposition of components in the output waveform (again, as long as +the waveshaping index is one). But the real +promise of waveshaping--that by simply changing the index we can +manufacture spectra that evolve in interesting but controllable ways--is +not addressed, at least directly, in the Chebychev picture. + +

+

+ + +next + +up + +previous + +contents + +index +
+ Next: Waveshaping using an exponential + Up: Examples + Previous: Waveshaping and difference tones +   Contents +   Index + +
+Miller Puckette +2006-12-30 +
+ + diff --git a/node85.html b/node85.html new file mode 100644 index 0000000..b634ec5 --- /dev/null +++ b/node85.html @@ -0,0 +1,331 @@ + + + + + +Waveshaping using an exponential function + + + + + + + + + + + + + + + + + + + +next + +up + +previous + +contents + +index +
+ Next: Sinusoidal waveshaping: evenness and + Up: Examples + Previous: Waveshaping using Chebychev polynomials +   Contents +   Index +
+
+ + +

+Waveshaping using an exponential function +

+ +

+We return again to the spectra computed on Page [*], +corresponding to waveshaping functions of the form $f(x) = x^k$. We note +with pleasure that not only are they all in phase (so that they can +be superposed with easily predictable results) but also that the spectra +spread out as $k$ increases. Also, in a series +of the form, +

+
+ + +\begin{displaymath} +f(x) = {f_0} + {f_1} x + {f_2} {x^2} + \cdots, +\end{displaymath} +
+
+

+a higher index of modulation will lend more relative weight to the higher +power terms in the expansion; as we saw seen earlier, if the index of +modulation is $a$, the various $x^k$ terms are multiplied by $f_0$, +$af_1$, ${a^2}{f_2}$, and so on. + +

+Now suppose we wish to arrange for different terms in the above expansion +to dominate the result in a predictable way as a function of the index $a$. +To choose the simplest possible example, suppose we wish $f_0$ to be the largest +term for $0<a<1$, then for it to be overtaken by the more quickly growing +$af_1$ term for $1<a<2$, which is then overtaken by the ${a^2}{f_2}$ term for +$2<a<3$ and so on, so that each $n$th term takes over at index $n$. +To make this happen we just require that +

+
+ + +\begin{displaymath} +{f_1} = {f_0} , 2 {f_2} = {f_1}, 3 {f_3} = {f_2} , \ldots +\end{displaymath} +
+
+

+and so choosing ${f_0}=0$, we get ${f_1}=1$, ${f_2}=1/2$, ${f_3}=1/6$, and in +general, +

+
+ + +\begin{displaymath} +{f_k} = {1 \over {1 \cdot 2 \cdot 3 \cdot ... \cdot k}} +\end{displaymath} +
+
+

+These happen to be the coefficients of the power series for the function +

+
+ + +\begin{displaymath} +f(x) = {e ^ x} +\end{displaymath} +
+
+

+where $e \approx 2.7$ is Euler's constant. + +

+Before plugging in $e^x$ as a transfer function it's wise to plan how we +will deal with signal amplitude, since $e^x$ grows quickly as +$x$ increases. If we're going to plug in a sinusoid of amplitude $a$, the maximum output +will be $e^a$, occurring whenever the phase is zero. A simple and natural +choice is simply to divide by $e^a$ to reduce the peak to one, giving: +

+
+ + +\begin{displaymath} +f(a \cos(\omega n)) = +{{{e^{a \cos(\omega n)}}} \over {e^a}} = {e^{a (\cos(\omega n) - 1)}} +\end{displaymath} +
+
+

+This is realized in Example E06.exponential.pd. Resulting spectra for +$a=$ 0, 4, and 16 are shown in Figure 5.13. As the waveshaping index +rises, progressively less energy is present in the fundamental; the energy +is increasingly spread over the partials. + +

+ +

+ + + +
Figure 5.13: +Spectra of waveshaping output using an exponential transfer function. +Indices of modulation of 0, 4, and 16 are shown; note the different vertical +scales.
\begin{figure}\psfig{file=figs/fig05.13.ps}\end{figure}
+
+ +

+

+ + +next + +up + +previous + +contents + +index +
+ Next: Sinusoidal waveshaping: evenness and + Up: Examples + Previous: Waveshaping using Chebychev polynomials +   Contents +   Index + +
+Miller Puckette +2006-12-30 +
+ + diff --git a/node86.html b/node86.html new file mode 100644 index 0000000..31bb30d --- /dev/null +++ b/node86.html @@ -0,0 +1,235 @@ + + + + + +Sinusoidal waveshaping: evenness and oddness + + + + + + + + + + + + + + + + + + + +next + +up + +previous + +contents + +index +
+ Next: Phase modulation and FM + Up: Examples + Previous: Waveshaping using an exponential +   Contents +   Index +
+
+ + +

+Sinusoidal waveshaping: evenness and oddness +

+ +

+Another interesting class of waveshaping transfer functions is the sinusoids: +

+
+ + +\begin{displaymath} +f(x) = \cos(x + \phi) +\end{displaymath} +
+
+

+which include the cosine and sine functions (got by choosing $\phi=0$ and +$\phi=-\pi/2$, respectively). These functions, one being even and the +other odd, give rise to even and odd harmonic spectra, which turn out to be: +

+
+ + +\begin{displaymath} +\cos(a \cos(\omega n)) = {J_0}(a) +- 2 {J_2}(a) \cos(2 \om... +...a) \cos(4 \omega n) +- 2 {J_6}(a) \cos(6 \omega n) \pm \cdots +\end{displaymath} +
+
+

+

+
+ + +\begin{displaymath} +\sin(a \cos(\omega n)) = +2 {J_1}(a) \cos(\omega n) +- 2{J_3}(a) \cos(3 \omega n) ++ 2{J_5}(a) \cos(5 \omega n) \mp \cdots +\end{displaymath} +
+
+

+The functions ${J_k}(a)$ are the +Bessel functions +of the first kind, which +engineers sometimes use to solve problems about vibrations or heat flow on +discs. For other values of $\phi$, we can expand the expression for $f$: +

+
+ + +\begin{displaymath} +f(x) = \cos(x) \cos(\phi) - \sin(x) \sin(\phi) +\end{displaymath} +
+
+

+so the result is a mix between the even and the odd harmonics, with $\phi$ +controlling the relative amplitudes of the two. This is demonstrated in Patch +E07.evenodd.pd, shown in Figure 5.14. + +

+ +

+ + + +
Figure 5.14: +Using an additive offset to a cosine transfer function to alter the +symmetry between even and odd. With no offset the symmetry is even. For odd symmetry, a quarter cycle is added +to the phase. Smaller offsets give a mixture of even and odd.
\begin{figure}\psfig{file=figs/fig05.14.ps}\end{figure}
+
+ +

+

+ + +next + +up + +previous + +contents + +index +
+ Next: Phase modulation and FM + Up: Examples + Previous: Waveshaping using an exponential +   Contents +   Index + +
+Miller Puckette +2006-12-30 +
+ + diff --git a/node87.html b/node87.html new file mode 100644 index 0000000..aa4886e --- /dev/null +++ b/node87.html @@ -0,0 +1,401 @@ + + + + + +Phase modulation and FM + + + + + + + + + + + + + + + + + + +next + +up + +previous + +contents + +index +
+ Next: Exercises + Up: Examples + Previous: Sinusoidal waveshaping: evenness and +   Contents +   Index +
+
+ + +

+Phase modulation and FM +

+ +

+Example E08.phase.mod.pd, shown in Figure 5.15, shows how to use Pd to +realize true frequency +modulation (part a) and phase modulation (part b). These correspond to the +block diagrams of Figure 5.8. To +accomplish phase modulation, the carrier oscillator is split into its phase and +cosine lookup components. The signal is of the form +

+
+ + +\begin{displaymath} +x[t] = \cos( \omega_c n + a \cos(\omega_m n)) +\end{displaymath} +
+
+

+where $\omega_c$ is the carrier frequency, $\omega_m$ is the modulation +frequency, and $a$ is the index of modulation--all in angular units. + +

+ +

+ + + +
Figure 5.15: +Pd patches for: (a) frequency modulation; (b) phase modulation.
\begin{figure}\psfig{file=figs/fig05.15.ps}\end{figure}
+
+ +

+We can predict the spectrum by expanding the outer cosine: +

+
+ + +\begin{displaymath} +x[t] = \cos( \omega_c n ) \cos (a \cos(\omega_m n)) +- \sin( \omega_c n ) \sin (a \cos(\omega_m n)) +\end{displaymath} +
+
+

+Plugging in the expansions from Page [*] and simplifying +yields: +

+
+ + +\begin{displaymath} +x[t] = {J_0}(a) \cos( \omega_c n ) +\end{displaymath} +
+
+

+

+
+ + +\begin{displaymath} ++ {J_1}(a) \cos( (\omega_c+\omega_m) n + {\pi\over2}) ++ {J_1}(a) \cos( (\omega_c-\omega_m) n + {\pi\over2}) +\end{displaymath} +
+
+

+

+
+ + +\begin{displaymath} ++ {J_2}(a) \cos( (\omega_c+2\omega_m) n + \pi) ++ {J_2}(a) \cos( (\omega_c-2\omega_m) n + \pi) +\end{displaymath} +
+
+

+

+
+ + +\begin{displaymath} ++ {J_3}(a) \cos( (\omega_c+3\omega_m) n + {{3\pi}\over2}) +... +...}(a) \cos( (\omega_c-3\omega_m) n + {{3\pi}\over2}) ++ \cdots +\end{displaymath} +
+
+

+So the components are centered about the carrier frequency $\omega_c$ with +sidebands extending in either direction, each spaced $\omega_m$ from the +next. The amplitudes are functions of the index of +modulation, and don't depend on the frequencies. +Figure 5.16 shows some two-operator phase modulation spectra, +measured using Example E09.FM.spectrum.pd. + +

+ +

+ + + +
Figure 5.16: +Spectra from phase modulation at three different indices. The indices +are given as multiples of $2\pi $ radians.
\begin{figure}\psfig{file=figs/fig05.16.ps}\end{figure}
+
+ +

+Phase modulation can thus be seen simply as a form of ring modulated +waveshaping. So +we can use the +strategies described in Section 5.2 to generate particular +combinations of frequencies. For example, if the carrier frequency is +half the modulation frequency, you get a sound with odd harmonics exactly +as in the octave dividing example (Figure 5.10). + +

+Frequency modulation need not be restricted to purely sinusoidal carrier or +modulation oscillators. One well-trodden path is to effect phase modulation +on the phase modulation spectrum itself. There are then two indices of +modulation (call +them $a$ and $b$) and two frequencies of modulation ($\omega_m$ and $\omega_p$) +and the waveform is: +

+
+ + +\begin{displaymath} +x[n] = \cos(\omega_c n + a \cos(\omega_m n) + b \cos(\omega_p n)) +\end{displaymath} +
+
+

+To analyze the result, just rewrite the original FM series above, replacing +$\omega_c n$ everywhere with +$\omega_c n + b \cos(\omega_p n)$. The third +positive sideband becomes for instance: +

+
+ + +\begin{displaymath} +{J_3}(a) \cos( (\omega_c+3\omega_m) n + {{3\pi}\over2} + b \cos(\omega_p n)) +\end{displaymath} +
+
+

+This is itself just another FM spectrum, with its own sidebands of frequency +

+
+ + +\begin{displaymath} +\omega_c+3\omega_m + k \omega_p , k = 0, \pm 1, \pm 2, \ldots +\end{displaymath} +
+
+

+having amplitude +${J_3}(a) {J_k}(b)$ and phase $(3+k)\pi / 2$ +[Leb77]. Example E10.complex.FM.pd (not shown here) illustrates this by +graphing spectra from a two-modulator FM instrument. + +

+Since early times [Sch77] researchers have sought combinations +of phases, frequencies, and modulation indices, for simple and compact phase +modulation instruments, that manage to imitate familiar instrumental sounds. +This became a major industry with the introduction of commercial FM +synthesizers. + +

+

+ + +next + +up + +previous + +contents + +index +
+ Next: Exercises + Up: Examples + Previous: Sinusoidal waveshaping: evenness and +   Contents +   Index + +
+Miller Puckette +2006-12-30 +
+ + diff --git a/node88.html b/node88.html new file mode 100644 index 0000000..d16e900 --- /dev/null +++ b/node88.html @@ -0,0 +1,170 @@ + + + + + +Exercises + + + + + + + + + + + + + + + + + + +next + +up + +previous + +contents + +index +
+ Next: Designer spectra + Up: Modulation + Previous: Phase modulation and FM +   Contents +   Index +
+
+ + +

+Exercises +

+ +

+ +

    +
  1. A sound has fundamental 440. How could it be ring modulated to +give a tone at 110 Hertz with only odd partials? How could you then fill in the +even ones if you wanted to? + +

    +

    2. +
  2. A sinusoid with frequency 400 and unit peak amplitude is squared. What +are the amplitudes and frequencies of the new signal's components? + +

    +

    3. +
  3. What carrier and modulation frequencies would you give a two-operator FM +instrument to give frequencies of 618, 1000, and 2618 Hertz? (This is +a prominent feature of Chowning's Stria [DJ85].) + +

    +

    4. +
  4. Two sinusoids with frequency 300 and 400 Hertz and peak amplitude +one (so RMS amplitude $\approx$0.707) are multiplied. What is the RMS +amplitude of the product? + +

    +

    5. +
  5. Suppose you wanted to make FM yet more complicated by modulating the +modulating oscillator, as in: +

    +
    + + +\begin{displaymath} +\cos( \omega_c n + a \cos( \omega_m n + b \cos( \omega_p n ))) +\end{displaymath} +
    +
    +

    +How, qualitatively speaking, would the spectrum differ from that of the simple +two-modulator example (Section 5.5)? + +

    +

    6. +
  6. A sinusoid at a frequency $\omega $ is ring modulated by another +sinusoid at exactly the same frequency. At what phase differences will the +DC component of the result disappear? + +

    +

    7. +
+
+ + +next + +up + +previous + +contents + +index +
+ Next: Designer spectra + Up: Modulation + Previous: Phase modulation and FM +   Contents +   Index + +
+Miller Puckette +2006-12-30 +
+ + diff --git a/node89.html b/node89.html new file mode 100644 index 0000000..79e1977 --- /dev/null +++ b/node89.html @@ -0,0 +1,230 @@ + + + + + +Designer spectra + + + + + + + + + + + + + + + + + + + +next + +up + +previous + +contents + +index +
+ Next: Carrier/modulator model + Up: book + Previous: Exercises +   Contents +   Index +
+
+ + +

+ +
+Designer spectra +

+ +

+As suggested at the beginning of the previous chapter, a powerful way to +synthesize musical sounds is to specify--and then realize--specific +trajectories of pitch (or more generally, frequencies of partials), along +with trajectories of +spectral envelope [Puc01]. +The +spectral envelope is used to determine the amplitude of the individual +partials, as a function of their frequencies, and is thought of as controlling +the sound's (possibly time-varying) timbre. + +

+A simple example of this would be to imitate a plucked +string by constructing a sound with harmonically spaced partials in which the spectral +envelope starts out rich but then dies away exponentially with higher +frequencies decaying faster than lower ones, so that the timbre mellows over +time. Spectral-evolution +models for various acoustic instruments have been proposed +[GM77] [RM69] +. A more complicated example is the +spoken or sung voice, in which vowels appear as spectral envelopes, dipthongs +and many consonants appear as time variations in the spectral envelopes, and +other consonants appear as spectrally shaped noise. + +

+Spectral envelopes may be obtained from analysis of recorded sounds (developed +in Chapter 9) or from purely synthetic criteria. +To specify a spectral envelope from scratch for every possible frequency +would be tedious, and in most cases you would want to describe them in +terms of their salient features. The most popular way of doing this is +to specify the size and shape of the spectral envelope's peaks, which are +called +formants. Figure 6.1 shows a spectral envelope with two +formants. Although the shapes of the two peaks in the spectral envelope +are different, they can both be roughly described by giving the coordinates +of each apex (which give the formant's +center frequency +and amplitude) and each formant's +bandwidth. A typical measure of bandwidth would be the width of the +peak at a level 3 decibels below its apex. +Note that if the peak is at (or near) the $f=0$ axis, we pretend it falls +off to the left at the same rate as (in reality) it falls off to the right. + +

+ +

+ + + +
Figure 6.1: +A spectral envelope showing the frequencies, amplitudes, and +bandwidths of two formants.
\begin{figure}\psfig{file=figs/fig06.01.ps}\end{figure}
+
+ +

+Suppose we wish to generate a harmonic sound with a specified collection of +formants. Independently of the fundamental frequency desired, we wish the +spectrum to have peaks with prescribed center frequencies, amplitudes, and +bandwidths. Returning to the phase modulation spectra shown in Figure +5.16, we see that, at small indices of modulation at least, the +result has a single, well-defined spectral peak. We can imagine adding several +of these, all sharing a fundamental (modulating) frequency but with carriers +tuned to different harmonics to select the various desired center frequencies, +and with indices of modulation chosen to give the desired bandwidths. This was +first explored by Chowning [Cho89] who arranged formants generated +by phase modulation to synthesize singing voices. +In this chapter we'll establish a general framework for building +harmonic spectra with desired, possibly time-varying, formants. + +

+

+ +Subsections + + + +
+ + +next + +up + +previous + +contents + +index +
+ Next: Carrier/modulator model + Up: book + Previous: Exercises +   Contents +   Index + +
+Miller Puckette +2006-12-30 +
+ + diff --git a/node9.html b/node9.html new file mode 100644 index 0000000..a40249b --- /dev/null +++ b/node9.html @@ -0,0 +1,237 @@ + + + + + +Units of Amplitude + + + + + + + + + + + + + + + + + + + +next + +up + +previous + +contents + +index +
+ Next: Controlling Amplitude + Up: Sinusoids, amplitude and frequency + Previous: Measures of Amplitude +   Contents +   Index +
+
+ + +

+Units of Amplitude +

+ +

+Two amplitudes are often better compared using their ratio than their +difference. Saying that one signal's amplitude is greater than +another's by a factor of two might be more informative than saying it is greater by +30 millivolts. This is true for any measure of amplitude (RMS or peak, for +instance). To facilitate comparisons, we often express amplitudes in +logarithmic units called +decibels. If $a$ is the amplitude of a signal (either peak or RMS), +then we can define the decibel (dB) level $d$ as: +

+
+ + +\begin{displaymath} +d = 20 \cdot {{{\log}_{10}} ( {a / {a_0}} )} +\end{displaymath} +
+
+

+where $a_0$ is a reference amplitude. This definition is set up so that, if we +increase the signal power by a factor of ten (so that the amplitude increases +by a factor of $\sqrt {10}$), the logarithm will increase by $1/2$, and so the +value in decibels goes up (additively) by ten. +An increase in amplitude by a +factor of two corresponds to an increase of about 6.02 decibels; doubling power +is an increase of 3.01 dB. The relationship between linear +amplitude and amplitude in decibels is graphed in Figure 1.3. + +

+ +

+ + + +
Figure 1.3: +The relationship between decibel and linear scales of amplitude. +The linear amplitude 1 is assigned to 0 dB.
\begin{figure}\psfig{file=figs/fig01.03.ps}\end{figure}
+
+ +

+Still using $a_0$ to denote the reference amplitude, a signal with linear +amplitude smaller than $a_0$ will have a negative amplitude in decibels: +${a_0}/10$ gives -20 dB, ${a_0}/100$ gives -40, and so on. A linear amplitude +of zero is smaller than that of any value in dB, so we give it a dB level of +$-\infty$. + +

+In digital audio a convenient choice of reference, assuming the hardware +has a maximum amplitude of one, is +

+
+ + +\begin{displaymath} +{a_0} = {10^{-5}} = 0.00001 +\end{displaymath} +
+
+

+so that the maximum amplitude possible is 100 dB, and 0 dB is likely to be +inaudibly quiet at any reasonable listening level. Conveniently enough, the +dynamic range of human hearing--the ratio between a damagingly loud sound and +an inaudibly quiet one--is about 100 dB. + +

+Amplitude is related in an inexact way to the perceived loudness of a sound. +In general, two signals with the same peak or RMS amplitude won't necessarily +have the same loudness at all. But amplifying a signal by 3 dB, say, will +fairly reliably make it sound about one ``step" louder. Much has been made of +the supposedly logarithmic nature of human hearing (and other senses), which +may partially explain why decibels are such a useful scale of +amplitude [RMW02, p. 99]. + +

+Amplitude is also related in an inexact way to musical +dynamic. Dynamic is better thought of as a measure of effort than of +loudness or power. It ranges over nine values: rest, +ppp, pp, p, mp, mf, f, ff, fff. These correlate in an even looser way with the amplitude +of a signal than does loudness [RMW02, pp. 110-111]. + +

+

+ + +next + +up + +previous + +contents + +index +
+ Next: Controlling Amplitude + Up: Sinusoids, amplitude and frequency + Previous: Measures of Amplitude +   Contents +   Index + +
+Miller Puckette +2006-12-30 +
+ + diff --git a/node90.html b/node90.html new file mode 100644 index 0000000..391a76d --- /dev/null +++ b/node90.html @@ -0,0 +1,315 @@ + + + + + +Carrier/modulator model + + + + + + + + + + + + + + + + + + + +next + +up + +previous + +contents + +index +
+ Next: Pulse trains + Up: Designer spectra + Previous: Designer spectra +   Contents +   Index +
+
+ + +

+ +
+Carrier/modulator model +

+ +

+Earlier we saw how to +use ring modulation +to modify the spectrum of a periodic signal, placing spectral peaks in +specified locations (see Figure +5.4, Page [*]). To do +so we need to be able to generate periodic signals whose spectra have maxima +at DC and fall off monotonically with increasing frequency. +If we can make a signal with a formant at frequency zero--and no other +formants besides that one--we can use ring modulation to displace the formant +to any desired harmonic. If we use waveshaping to generate the initial formant, +the ring modulation product will be of the form +

+
+ + +\begin{displaymath} +x[n] = \cos(\omega_c n) f (a \cos(\omega_m n)) +\end{displaymath} +
+
+

+where $\omega_c$ (the +carrier frequency) is set to the formant center frequency and + +$f (a \cdot \cos(\omega_m n))$ is a signal with fundamental frequency +determined by +$\omega_m$, +produced using a waveshaping function $f$ and index $a$. +This second term is the signal we wish to give a formant at DC with a +controllable bandwidth. A block diagram for synthesizing this signal is +shown in Figure 6.2. + +

+ +

+ + + +
Figure 6.2: +Ring modulated waveshaping for formant generation
\begin{figure}\psfig{file=figs/fig06.02.ps}\end{figure}
+
+ +

+Much earlier in Section 2.4 we introduced the +technique of +timbre stretching, +as part of the discussion of wavetable synthesis. This technique, which is +capable of generating complex, variable timbres, can be fit into the +same framework. The enveloped wavetable output for one cycle is: +

+
+ + +\begin{displaymath} +x(\phi) = T (c \phi) * W (a \phi), +\end{displaymath} +
+
+

+where $\phi$, the phase, satisfies +$-\pi \le \phi \le \pi$. Here +$T$ is a function stored in a wavetable, $W$ is a windowing function, +and $c$ and $a$ are the wavetable stretching and a modulation index for +the windowing function. Figure 6.3 shows how to realize +this in block +diagram form. Comparing this to Figure 2.7, we see that the +only significant new feature is the addition of the index $a$. + +

+In this setup, as in the previous one, the first term specifies the placement of +energy in the spectrum--in this case, with the parameter $c$ acting to stretch +out the wavetable spectrum. This is the role that was previously carried out +by the choice of ring modulation carrier frequency $\omega_c$. + +

+ +

+ + + +
Figure 6.3: +Wavetable synthesis generalized as a variable spectrum generator.
\begin{figure}\psfig{file=figs/fig06.03.ps}\end{figure}
+
+ +

+Both of these (ring modulated waveshaping and stretched wavetable synthesis) +can be considered as particular cases of a more general approach +which is to compute functions of the form, +

+
+ + +\begin{displaymath} +x[n] = c(\omega n) {m_a}(\omega n) +\end{displaymath} +
+
+

+where $c$ is a periodic function describing the carrier signal, and ${m_a}$ +is a periodic modulator function which +depends on an index $a$. +The modulation functions we're interested in will +usually take the form of pulse trains, and the index $a$ will control the +width of the pulse; higher values of $a$ will give narrower pulses. +In the wavetable case, the modulation function must +reach zero at phase wraparound points to suppress any discontinuities in the +carrier function when the phase wraps around. The carrier signal will give +rise to a single spectral peak (a formant) in the ring modulated waveshaping +case; for wavetables, it may have a more complicated spectrum. + +

+In the next section we will further develop the two forms of modulating +signal we've introduced here, and in the following one we'll +look more closely at the carrier signal. + +

+

+ + +next + +up + +previous + +contents + +index +
+ Next: Pulse trains + Up: Designer spectra + Previous: Designer spectra +   Contents +   Index + +
+Miller Puckette +2006-12-30 +
+ + diff --git a/node91.html b/node91.html new file mode 100644 index 0000000..5cedd2a --- /dev/null +++ b/node91.html @@ -0,0 +1,95 @@ + + + + + +Pulse trains + + + + + + + + + + + + + + + + + + + +next + +up + +previous + +contents + +index +
+ Next: Pulse trains via waveshaping + Up: Designer spectra + Previous: Carrier/modulator model +   Contents +   Index +
+
+ + +

+ +
+Pulse trains +

+ +

+Pulse trains may be generated either using the waveshaping formulation or +the stretched wavetable one. The waveshaping formulation is easier to analyze +and control, and we'll consider it first. + +

+

+ +Subsections + + + +
+
+Miller Puckette +2006-12-30 +
+ + diff --git a/node92.html b/node92.html new file mode 100644 index 0000000..10ccdce --- /dev/null +++ b/node92.html @@ -0,0 +1,350 @@ + + + + + +Pulse trains via waveshaping + + + + + + + + + + + + + + + + + + + +next + +up + +previous + +contents + +index +
+ Next: Pulse trains via wavetable + Up: Pulse trains + Previous: Pulse trains +   Contents +   Index +
+
+ + +

+Pulse trains via waveshaping +

+ +

+When we use waveshaping the shape of the formant is determined by +a modulation term +

+
+ + +\begin{displaymath} +{m_a}[n] = f (a \cos(\omega n)) +\end{displaymath} +
+
+

+For small values of the index $a$, the modulation term varies only slightly from +the constant value $f(0)$, so most of the energy is concentrated at DC. +As $a$ increases, the energy spreads out among progressively higher harmonics +of the fundamental $\omega $. Depending on the function $f$, this spread +may be orderly or disorderly. An orderly spread may be desirable and +then again may not, depending on whether our goal is a predictable spectrum or +a wide range of different (and perhaps hard-to-predict) spectra. + +

+The waveshaping function $f(x) = {e^x}$, analyzed on +Page [*], +gives well-behaved, simple and predictable results. After normalizing suitably, +we got the spectra shown in Figure 5.13. A slight rewriting of the +waveshaping modulator for this choice of $f$ (and taking the renormalization +into account) gives: +

+
+ + +\begin{displaymath} +{m_a}[n] = {e^{a \cdot (\cos(\omega n) - 1))}} +\end{displaymath} +
+
+

+

+
+ + +\begin{displaymath} += e ^ { +{ -\left [ +b \sin {\omega \over 2} +\right ] } +^2 +} +\end{displaymath} +
+
+

+where ${b^2}=2a$ so that $b$ is proportional to the bandwidth. This can +be rewritten as +

+
+ + +\begin{displaymath} +{m_a}[n] = g ( b \sin {\omega \over 2} n ) +\end{displaymath} +
+
+

+with +

+
+ + +\begin{displaymath} +g(x) = e ^ {- x ^ 2} +\end{displaymath} +
+
+

+Except for a missing normalization factor, this is a Gaussian distribution, +sometimes called a ``bell curve". The amplitudes of the harmonics are +given by Bessel ``I" type functions. + +

+Another fine choice is the (again unnormalized) Cauchy distribution: +

+
+ + +\begin{displaymath} +h(x) = {1\over{1 + {x^2}}} +\end{displaymath} +
+
+

+which gives rise to a spectrum of exponentially falling harmonics: +

+
+ + +\begin{displaymath} +h(b \sin({\omega \over 2} n)) = +G \cdot \left ( +{1\over 2... +...H \cos(\omega n) + {H^2} \cos(2 \omega n) ++ \cdots +\right ) +\end{displaymath} +
+
+

+where $G$ and $H$ are functions of the index $b$ +(explicit formulas are given in [Puc95a]). + +

+In both this and the Gaussian case above, the bandwidth (counted in peaks, +i.e., units of $\omega $) is roughly proportional to the index $b$, and the +amplitude of the DC term (the apex of the spectrum) is roughly proportional +to $1/(1+b)$ . +For either waveshaping function ($g$ or $h$), if $b$ is larger than about 2, +the waveshape of +${m_a}(\omega n)$ is +approximately a (forward or backward) scan of the transfer function, so +the resulting waveform looks +like pulses whose widths decrease as the specified bandwidth increases. + +

+

+ + +next + +up + +previous + +contents + +index +
+ Next: Pulse trains via wavetable + Up: Pulse trains + Previous: Pulse trains +   Contents +   Index + +
+Miller Puckette +2006-12-30 +
+ + diff --git a/node93.html b/node93.html new file mode 100644 index 0000000..a4637ac --- /dev/null +++ b/node93.html @@ -0,0 +1,229 @@ + + + + + +Pulse trains via wavetable stretching + + + + + + + + + + + + + + + + + + + +next + +up + +previous + +contents + +index +
+ Next: Resulting spectra + Up: Pulse trains + Previous: Pulse trains via waveshaping +   Contents +   Index +
+
+ + +

+Pulse trains via wavetable stretching +

+ +

+In the wavetable formulation, a pulse train can be made by a stretched +wavetable: +

+
+ + +\begin{displaymath} +{M_a}(\phi) = W (a \phi), +\end{displaymath} +
+
+

+where +$-\pi \le \phi \le \pi$ is the phase, i.e., the value $\omega n$ wrapped +to lie between $-\pi$ and $\pi $. The function $W$ should be zero at and beyond +the points $-\pi$ and $\pi $, and rise to a maximum at 0. A possible choice for +the function $W$ is +

+
+ + +\begin{displaymath} +W(\phi) = {1\over2} \left ( \cos(\phi) + 1 \right ) +\end{displaymath} +
+
+

+which is graphed in part (a) of Figure 6.4. This is known as the +Hann window function; +it will come up again +in Chapter 9. + +

+ +

+ + + +
Figure: +Pulse width modulation using the von Hann window function: (a) the +function +$W(\phi)=(1+\cos(\phi))/2$; (b) the function as a waveform, +repeated at a duty +cycle of 100% (modulation index $a=1$); (c) the waveform at a 50% duty +cycle ($a=2$).
\begin{figure}\psfig{file=figs/fig06.04.ps}\end{figure}
+
+ +

+Realizing this as a repeating waveform, we get a succession of (appropriately +sampled) copies of the function $W$, whose duty cycle is +$1/a$ (parts b and c of the figure). +If you don't wish the copies to overlap the index $a$ must be +at least 1. If you want to allow overlap the simplest strategy is to +duplicate the block diagram (Figure 6.3) out of phase, as described +in Section 2.4 and realized in Section +2.6. + +

+

+ + +next + +up + +previous + +contents + +index +
+ Next: Resulting spectra + Up: Pulse trains + Previous: Pulse trains via waveshaping +   Contents +   Index + +
+Miller Puckette +2006-12-30 +
+ + diff --git a/node94.html b/node94.html new file mode 100644 index 0000000..670c769 --- /dev/null +++ b/node94.html @@ -0,0 +1,230 @@ + + + + + +Resulting spectra + + + + + + + + + + + + + + + + + + +next + +up + +previous + +contents + +index +
+ Next: Movable ring modulation + Up: Pulse trains + Previous: Pulse trains via wavetable +   Contents +   Index +
+
+ + +

+Resulting spectra +

+ +

+Before considering more complicated carrier signals to go with the modulators +we've seen so far, it is instructive to see what multiplication by a pure +sinusoid gives us as waveforms and spectra. Figure 6.5 shows +the result of multiplying two different pulse trains by a sinusoid at the +sixth partial: +

+
+ + +\begin{displaymath} +\cos(6 \omega n) {M_a}(\omega n) +\end{displaymath} +
+
+

+where the index of modulation $a$ is two in both cases. In part (a) $M_a$ is +the stretched Hann windowing function; part (b) +shows waveshaping via the unnormalized Cauchy distribution. One period +of each waveform is shown. + +

+ +

+ + + +
Figure 6.5: +Audio signals resulting from multiplying a cosine (partial number +6) by pulse trains: (a) windowing function from the wavetable formulation; +(b) waveshaping output using the Cauchy lookup function.
\begin{figure}\psfig{file=figs/fig06.05.ps}\end{figure}
+
+ +

+In both situations we see, in effect, the sixth harmonic (the carrier signal) +enveloped into a +wave packet +centered at the middle of the cycle, where the phase of the sinusoid is zero. +Changing the frequency of the sinusoid changes the center frequency of the +formant; changing the width of the packet (the proportion of the waveform +during which the sinusoid is strong) changes the bandwidth. Note that +the stretched Hann window function is zero at the beginning and end +of the period, unlike the waveshaping packet. + +

+Figure 6.6 shows how the +shape of the formant depends on the method of production. +The stretched wavetable form (part (a) of the +figure) behaves well in the neighborhood of the peak, but somewhat oddly +starting at four partials' distance from the peak, past which we see what +are called +sidelobes: +spurious extra peaks at lower amplitude than the central peak. As the analysis +of Section 2.4 predicts, the entire formant, sidelobes and +all, stretches or contracts inversely as the pulse train is contracted or +stretched in time. + +

+ +

+ + + +
Figure 6.6: +Spectra of three ring-modulated pulse trains: (a) the von Hann +window function, 50% duty cycle (corresponding to an index of 2); (b) +a waveshaping pulse train using a Gaussian transfer function; (c) the +same, with a Cauchy transfer function. Amplitudes are in decibels.
\begin{figure}\psfig{file=figs/fig06.06.ps}\end{figure}
+
+ +

+The first, strongest sidelobes on either side are about 32 dB lower in amplitude +than the main peak. Further sidelobes drop off slowly when expressed in decibels; +the amplitudes decrease as the square of the distance from the center peak so +that the sixth sidelobe to the right, three times further than the first one +from the center frequency, is about twenty decibels further down. The effect +of these sidelobes is often audible as a slight buzziness in the sound. + +

+This formant shape may be made arbitrarily fat (i.e., high bandwidth), but +there is a limit on how thin it can be made, since the duty cycle of the +waveform cannot exceed 100%. At this maximum duty cycle the formant strength +drops to zero at two harmonics' distance from the center peak. If a still +lower bandwidth is needed, waveforms may be made to overlap as described in +Section 2.6. + +

+Parts (b) and (c) of the figure show formants generated using ring modulated +waveshaping, with Gaussian and Cauchy transfer functions. The index of +modulation is two in both cases (the same as for the Hann window of part +a), and the bandwidth is comparable to that of the Hann example. In these +examples there are no sidelobes, and moreover, the index of modulation may be +dropped all the way to zero, giving a pure sinusoid; there is no lower limit on +bandwidth. On the other hand, since the waveform does not reach zero at the +ends of a cycle, this type of pulse train cannot be used to window an arbitrary +wavetable, as the Hann pulse train could. + +

+The Cauchy example is particularly handy for designing spectra, since +the shape of the formant is a perfect isosceles triangle, when graphed in +decibels. On the other hand, the Gaussian example gathers more energy toward +the formant, and drops off faster at the tails, and so +has a cleaner sound and offers better protection against foldover. + +

+

+ + +next + +up + +previous + +contents + +index +
+ Next: Movable ring modulation + Up: Pulse trains + Previous: Pulse trains via wavetable +   Contents +   Index + +
+Miller Puckette +2006-12-30 +
+ + diff --git a/node95.html b/node95.html new file mode 100644 index 0000000..7fa38ec --- /dev/null +++ b/node95.html @@ -0,0 +1,416 @@ + + + + + +Movable ring modulation + + + + + + + + + + + + + + + + + + + +next + +up + +previous + +contents + +index +
+ Next: Phase-aligned formant (PAF) generator + Up: Designer spectra + Previous: Resulting spectra +   Contents +   Index +
+
+ + +

+ +
+Movable ring modulation +

+ +

+We turn now to the carrier signal, seeking ways to make it more controllable. +We would particularly like to be able to slide the spectral energy continuously +up and +down in frequency. Simply ramping the frequency of the carrier oscillator +will not accomplish this, since the spectra won't be harmonic except when the +carrier is an integer multiple of the fundamental frequency. + +

+In the stretched wavetable approach we can accomplish this simply by sampling +a sinusoid and transposing it to the desired ``pitch". The transposed pitch +isn't heard as a periodicity since the wavetable itself is read periodically at +the fundamental frequency. Instead, the sinusoid is transposed as a spectral +envelope. + +

+Figure 6.7 shows a carrier signal produced in this way, tuned to +produce a formant centered at 1.5 times the fundamental frequency. The signal +has no outright discontinuity at the phase wraparound frequency, but it does +have a discontinuity in slope, which, if not removed by applying a suitable +modulation signal, would have very audible high-frequency components. + +

+ +

+ + + +
Figure 6.7: +Waveform for a wavetable-based carrier signal tuned to 1.5 times +the fundamental. Two periods are shown.
\begin{figure}\psfig{file=figs/fig06.07.ps}\end{figure}
+
+ +

+Using this idea we can make a complete description of how to use the block +diagram of Figure 6.3 to produce a desired formant. The wavetable +lookup on the left hand side would hold a sinusoid (placed symmetrically so +that the phase is zero at the center of the wavetable). The right-hand-side +wavetable would hold a Hann or other appropriate window function. +If we desire the fundamental frequency to be $\omega $, the +formant center frequency to be $\omega_c$, and the bandwidth to be $\omega_b$, +we set the ``stretch" parameter to the center frequency quotient +defined as +${\omega_c}/\omega$, and the index of +modulation to the bandwidth quotient, +${\omega_b}/\omega$. + +

+The output signal is simply a sample of a cosine wave at the +desired center frequency, repeated at the (unrelated in general) desired +period, and windowed to take out the discontinuities at period boundaries. + +

+Although we aren't able to derive this result yet (we will need Fourier +analysis), it will turn out that, in the main lobe of the formant, the phases +are all zero at the center of the waveform (i.e., the components are all +cosines if we consider the phase to be zero at the center of +the waveform). This means we may +superpose any number of these formants to build a more complex spectrum and the +amplitudes of the partials will combine by addition. (The sidelobes don't +behave so well: they are alternately of opposite sign and will produce +cancellation patterns; but we can often just shrug them off as a small, +uncontrollable, residual signal.) + +

+This method leads to an interesting generalization, which is to take a sequence +of recorded wavetables, align all their component phases to those of +cosines, and use them in place of the cosine function as the carrier signal. +The phase alignment is necessary to allow coherent cross-fading between +samples so that the spectral envelope can change smoothly. If, for example, we +use successive snippets of a vocal sample as input, we get a strikingly +effective vocoder; see Section 9.6. + +

+Another technique for making carrier signals that can be slid continuously +up and down in frequency while maintaining a fundamental frequency +is simply to cross-fade between harmonics. The carrier signal is then: +

+
+ + +\begin{displaymath} +c(\phi) = c(\omega n) = p \cos( k \omega n) + q \cos( (k+1) \omega n) +\end{displaymath} +
+
+

+where $p + q = 1$ and $k$ is an integer, all three chosen so that +

+
+ + +\begin{displaymath} +(k + q) * {\omega} = {\omega_c} +\end{displaymath} +
+
+

+so that the spectral center of mass of the two cosines is placed at +$\omega_c$. (Note that we make the amplitudes of the two cosines add to one +instead of setting the total power to one; we do this because the modulator +will operate phase-coherently on them.) To accomplish this we simply +set $k$ and $q$ to be the integer and fractional part, respectively, +of the center frequency quotient +$\omega_c/\omega$. + +

+The simplest way of making a control interface for this synthesis technique +would be to use +ramps to update $\omega $ and $\omega_c$, and then to compute $q$ and $k$ +as audio signals from the ramped, smoothly varying $\omega $ and $\omega_c$. +Oddly enough, despite the fact that $k$, $p$, and $q$ are discontinuous +functions of +$\omega_c/\omega$, the carrier $c(\phi)$ turns out to vary +continuously with +$\omega_c/\omega$, and so if the desired center frequency +$\omega_c$ is ramped from value to value the result is a continuous sweep in +center frequency. However, more work is needed if discontinuous changes +in center frequency are needed. This is not an unreasonable thing to wish +for, being analogous to changing the frequency of an oscillator discontinuously. + +

+There turns out to be a good way to accomodate this. +The trick to updating $k$ and $q$ is to note that $c(\phi) = 1$ whenever $\phi$ +is a multiple of $2\pi $, regardless of the choice of $k$, $p$, and $q$ as long +as $p + q = 1$. Hence, we may make discontinuous changes in $k$, $p$, and $q$ once +per period (right when the phase is a multiple of $2\pi $), without making +discontinuities in the carrier signal. + +

+In the specific case of FM, if we wish we can now go back and modify the +original formulation to: +

+
+ + +\begin{displaymath} +p \cos ( n {\omega_2} t + r \cos ({\omega_1} t)) + +\end{displaymath} +
+
+


+
+ + +\begin{displaymath} ++ q \cos ( (n+1) {\omega_2} t + r \cos ({\omega_1} t)) +\end{displaymath} +
+
+

+This allows us to add glissandi (which are heard as dipthongs) to Chowning's +original phase-modulation-based vocal synthesis technique. + +

+

+ + +next + +up + +previous + +contents + +index +
+ Next: Phase-aligned formant (PAF) generator + Up: Designer spectra + Previous: Resulting spectra +   Contents +   Index + +
+Miller Puckette +2006-12-30 +
+ + diff --git a/node96.html b/node96.html new file mode 100644 index 0000000..f6ae18c --- /dev/null +++ b/node96.html @@ -0,0 +1,460 @@ + + + + + +Phase-aligned formant (PAF) generator + + + + + + + + + + + + + + + + + + + +next + +up + +previous + +contents + +index +
+ Next: Examples + Up: Designer spectra + Previous: Movable ring modulation +   Contents +   Index +
+
+ + +

+ +
+Phase-aligned formant (PAF) generator +

+ +

+Combining the two-cosine carrier signal with the waveshaping pulse generator +gives the +phase-aligned formant +generator, usually called by its acronym, PAF. (The PAF is the subject of a +1994 patent owned by IRCAM.) The combined formula is, +

+
+ + +\begin{displaymath} +x[n] = { +{\underbrace +{g \left ( a \sin (\omega n/2) \ri... +...) + q \cos( (k+1) \omega n)} +\right ] } _\mathrm{carrier}} +} +\end{displaymath} +
+
+

+Here the function $g$ may be either the Gaussian or Cauchy waveshaping +function, $\omega $ is the fundamental frequency, $a$ is a modulation +index controlling bandwidth, and $k$, $p$, and $q$ control the formant +center frequency. + +

+ +

+ + + +
Figure 6.8: +The PAF generator as a block diagram.
\begin{figure}\psfig{file=figs/fig06.08.ps}\end{figure}
+
+ +

+Figure 6.8 shows +the PAF as a block diagram, separated into a phase +generation step, a carrier, and a modulator. The phase generation step +outputs a sawtooth signal at the fundamental frequency. +The modulator is done by standard waveshaping, with a slight twist added. +The formula for the modulator signals in the PAF call for an incoming +sinusoid at half the fundamental frequency, i.e., +$\sin({\omega \over 2})$, +and this nominally would require us to use a phasor tuned to half the +fundamental frequency. However, since the waveshaping function is even, +we may substitute the absolute value of the sinusoid: +

+
+ + +\begin{displaymath} +\left \vert \sin({\omega \over 2}) \right \vert +\end{displaymath} +
+
+

+which repeats at the frequency $\omega $ (the first half cycle is the same +as the second one.) We can compute this simply by using a half-cycle +sinusoid as a wavetable lookup function (with phase running from $-\pi/2$ +to $\pi /2$), and it is this rectified sinusoid that we pass to the +waveshaping function. + +

+Although the wavetable function is pictured over both negative and positive +values (reaching from -10 to 10), in fact we're only using the positive +side for lookup, ranging from 0 to $b$, the index of modulation. +If the index of modulation exceeds the input range of the table (here set +to stop at 10 as an example), the table lookup address should be +clipped. The table should extend far enough into the tail of the waveshaping +function so that the effect of clipping is inaudible. + +

+The carrier signal is a weighted sum of two cosines, whose frequencies are +increased by multiplication (by $k$ and $k+1$, respectively) and wrapping. In +this way all the lookup +phases are controlled by the same sawtooth oscillator. + +

+The quantities $k$, $q$, and the wavetable index $b$ +are calculated as shown in Figure 6.9. They are +functions of the specified fundamental frequency, the formant center frequency, +and the bandwidth, which are the original parameters of the algorithm. The +quantity $p$, not shown in the figure, is just $1-q$. + +

+ +

+ + + +
Figure 6.9: +Calculation of the time-varying parameters $a$ (the waveshaping index), +k, and q for use in the block diagram of Figure 6.8.
\begin{figure}\psfig{file=figs/fig06.09.ps}\end{figure}
+
+ +

+As described in the previous section, the quantities $k$, $p$, and $q$ should +only change at phase wraparound points, that is to say, at periods of +$2 \pi / \omega$. Since the calculation of $k$, etc., depends on the value +of the parameter $\omega $, it follows that $\omega $ itself should only be +updated +when the phase is a multiple of $2\pi $; otherwise, a change in $\omega $ could +send the center frequency $(k+q)\omega$ to an incorrect value for a +(very audible) +fraction of a period. In effect, all the parameter calculations should be +synchronized to the phase of the original oscillator. + +

+Having the oscillator's phase control the updating of its own frequency +is an example of +feedback, +which in general means using any process's output as one of its inputs. +When processing digital audio signals at a fixed sample rate (as we're doing), +it is never possible to have the process's current output as an input, +since at the time we would need it we haven't yet calculated it. The best +we can hope for is to use the previous sample of output--in effect, adding +one sample of delay. In block environments (such as Max, Pd, and Csound) the +situation becomes more complicated, but we will delay discussing that until +the next chapter (and simply wish away the problem in the examples at the +end of this one). + +

+The amplitude of the central peak in the spectrum of the PAF generator is +roughly $1/(1+b)$; in other words, close to unity when the index $b$ is +smaller than one, and falling off inversely with larger values of $b$. +For values of $b$ less than about ten, the loudness of the output does +not vary greatly, since the introduction of other partials, even at lower +amplitudes, offsets the decrease of the center partial's amplitude. However, +if using the PAF to generate formants with specified peak amplitudes, the +output should be multiplied by $1+b$ (or even, if necessary, a better +approximation of the correction factor, whose exact value depends on the +waveshaping function). +This amplitude correction should be ramped, not +sampled-and-held. + +

+Since the expansion of the waveshaping (modulator) signal consists of all +cosine terms (i.e., since they all have initial phase zero), as do the two +components of the carrier, it follows from the cosine product formula that the +components of the result are all cosines as well. This means that any number of +PAF generators, if they are made to share the same oscillator for phase +generation, will all be in phase and combining them gives the sum of the +individual spectra. So we can make a multiple-formant version as shown in +Figure 6.10. + +

+ +

+ + + +
Figure 6.10: +Block diagram for making a spectrum with two formants using the PAF +generator.
\begin{figure}\psfig{file=figs/fig06.10.ps}\end{figure}
+
+ +

+Figure 6.12 shows a possible output of a pair of formants generated +this way; the first formant is centered halfway between partials 3 and 4, and +the second at partial 12, with lower amplitude and bandwidth. The Cauchy +waveshaping function was used, which makes linearly sloped spectra (viewed +in dB). The two superpose additively, so that the spectral envelope curves +smoothly from one formant to the other. The lower formant also adds to its +own reflection about the vertical axis, so that it appears slightly curved +upward there. + +

+ +

+ + + +
Figure 6.11: +Spectrum from a two-formant PAF generator.
\begin{figure}\psfig{file=figs/fig06.11.ps}\end{figure}
+
+ +

+The PAF generator can be altered if desired to make inharmonic spectra by +sliding the partials upward or downward in frequency. To do this, add a second +oscillator to the phase of both carrier cosines, but not to the phase of the +modulation portion of the diagram, nor to the controlling phase of the +sample-and-hold units. It turns out that the sample-and-hold strategy for +smooth parameter updates still works; and furthermore, multiple PAF generators +sharing the same phase generation portion will still be in phase with each +other. + +

+This technique for superposing spectra does not work as predictably for phase +modulation as it does for the PAF generator; the partials of the phase +modulation output have complicated phase relationships and they seem difficult +to combine coherently. In general, phase modulation will give more complicated +patterns of spectral evolution, whereas the PAF is easier to predict and turn to +specific desired effects. + +

+ +

+ + + +
Figure 6.12: +Spectrum from a two-formant PAF generator.
\begin{figure}\vspace*{-15pt} +\centerline{\psfig{file=figs/fig06.11.ps,width=3.8in}} +\vspace*{-13pt}\vspace*{13pt} +\end{figure}
+
+ +

+

+ + +next + +up + +previous + +contents + +index +
+ Next: Examples + Up: Designer spectra + Previous: Movable ring modulation +   Contents +   Index + +
+Miller Puckette +2006-12-30 +
+ + diff --git a/node97.html b/node97.html new file mode 100644 index 0000000..ecdbcd7 --- /dev/null +++ b/node97.html @@ -0,0 +1,92 @@ + + + + + +Examples + + + + + + + + + + + + + + + + + + + +next + +up + +previous + +contents + +index +
+ Next: Wavetable pulse train + Up: Designer spectra + Previous: Phase-aligned formant (PAF) generator +   Contents +   Index +
+
+ + +

+Examples +

+ +

+

+ +Subsections + + + +
+
+Miller Puckette +2006-12-30 +
+ + diff --git a/node98.html b/node98.html new file mode 100644 index 0000000..a33428c --- /dev/null +++ b/node98.html @@ -0,0 +1,178 @@ + + + + + +Wavetable pulse train + + + + + + + + + + + + + + + + + + + +next + +up + +previous + +contents + +index +
+ Next: Simple formant generator + Up: Examples + Previous: Examples +   Contents +   Index +
+
+ + +

+Wavetable pulse train +

+ +

+Example F01.pulse.pd (Figure 6.13) generates a variable-width pulse train +using stretched wavetable lookup. Figure +6.14 shows two intermediate products of the patch and its output. +The patch carries out the job in the simplest possible way, placing the +pulse at phase $\pi $ instead of phase zero; in later +examples this will be fixed by adding 0.5 to the phase and wrapping. + +

+ +

+ + + +
Figure 6.13: +Example patch F01.pulse.pd, which synthesizes a pulse train using +stretched wavetable lookup.
\begin{figure}\psfig{file=figs/fig06.12.ps}\end{figure}
+
+ +

+ +

+ + + +
Figure 6.14: +Intermediate audio signals from Figure 6.13: (a) the +result of multiplying the phasor by the ``index"; (b) the same, clipped to +lie between -0.5 and 0.5; (c) the output.
\begin{figure}\psfig{file=figs/fig06.13.ps}\end{figure}
+
+ +

+The initial phase is adjusted to run from -0.5 to 0.5 and then scaled by a +multiplier of at least one, resulting in the signal of Figure 6.14 +(part a); this corresponds to the output of the *~ object, fifth +from bottom in the patch shown. The graph in part (b) shows the result of +clipping the sawtooth wave back to the interval between $-0.5$ and $0.5$, using the +clip~ object. If the scaling multiplier were at its minimum (one), the +sawtooth would only range from -0.5 to 0.5 anyway and the clipping would have +no effect. For any value of the scaling multiplier greater than one, the +clipping output sits at the value -0.5, then ramps to 0.5, then sits at 0.5. +The higher the multiplier, the faster the waveform ramps and the +more time it spends clipped at the bottom and top. + +

+The cos~ object then converts this waveform into a pulse. Inputs of +both -0.5 and 0.5 go to -1 (they are one cycle apart); at the midpoint of +the waveform, the input is 0 and the output is thus 1. The output therefore +sits at -1, traces a full cycle of the cosine function, then comes back to +rest at -1. The proportion of time the waveform spends tracing the cosine +function is one divided by the multiplier; so it's 100% for a multiplier +of 1, 50% for 2, and so on. +Finally, the pulse output is adjusted to range from 0 to 1 in +value; this is graphed in part (c) of the figure. + +

+

+ + +next + +up + +previous + +contents + +index +
+ Next: Simple formant generator + Up: Examples + Previous: Examples +   Contents +   Index + +
+Miller Puckette +2006-12-30 +
+ + diff --git a/node99.html b/node99.html new file mode 100644 index 0000000..5070f42 --- /dev/null +++ b/node99.html @@ -0,0 +1,175 @@ + + + + + +Simple formant generator + + + + + + + + + + + + + + + + + + + +next + +up + +previous + +contents + +index +
+ Next: Two-cosine carrier signal + Up: Examples + Previous: Wavetable pulse train +   Contents +   Index +
+
+ + +

+Simple formant generator +

+ +

+The next three examples demonstrate the sound of the varying pulse +width, graph its spectrum, and contrast the waveshaping pulse generator. +Skipping to Example F05.ring.modulation.pd (Figure 6.15), we show the +simplest way of combining the pulse generator with a ring modulating +oscillator to make a formant. The pulse train from the previous example is +contained in the pd pulse-train subpatch. It is multiplied +by an oscillator whose frequency is controlled as a multiple of the +fundamental frequency. If the multiple is an integer, a harmonic sound +results. No attempt is made to control the relative phases of the components +of the pulse train and of the carrier sinusoid. + +

+ +

+ + + +
Figure 6.15: +Excerpt from example F05.ring.modulation.pd combining ring modulation +with a stretched wavetable pulse generator
\begin{figure}\psfig{file=figs/fig06.14.ps}\end{figure}
+
+ +

+The next example, F06.packets.pd (Figure 6.16), shows how to +combine the stretched wavetable pulse train with a sampled sinusoid to realize +movable formants, as described in Section 6.3. The pulse +generator is as before, but now the carrier signal is a broken sinusoid. +Since its phase is the fundamental phase times the center frequency quotient, +the sample-to-sample phase increment is the same as for a sinusoid at the +center frequency. However, when the phase wraps around, the carrier phase +jumps to a different place in the cycle, as was illustrated in Figure +6.7. +Although the bandwidth quotient +${\omega_b}/\omega$ must be at least +one, the center +frequency quotient +${\omega_c}/\omega$ may be +as low as zero if desired. + +

+ +

+ + + +
Figure 6.16: +Using stretched wavetable synthesis to make a formant with movable +center frequency.
\begin{figure}\psfig{file=figs/fig06.15.ps}\end{figure}
+
+ +

+

+ + +next + +up + +previous + +contents + +index +
+ Next: Two-cosine carrier signal + Up: Examples + Previous: Wavetable pulse train +   Contents +   Index + +
+Miller Puckette +2006-12-30 +
+ +

Yk;D!4&BEo(M&g?6*pK}9#mhZnU8OML&bQ#soFjjU{*t~nxgpFlh<{W zt#d1CiGqk9=O53kPiU}29G*TB+XK>aBdSFx&1yG=11pSFagPrc=2u2Xe~0Ua?o5>Q zMEm0?R5`rqocuXU6MMzi%rFzf6>k*}$|qBh^s*z=#@qzvd3r`h^WIK#Xt6nHBef39 zt|f0iPkeC+eJ!)RQg4U5bcm{WVMR!&&SpCCG+?XH3Mkq8sssBIiGm^PJbmhY!T9V_ zj{CR!%1a;2itn)iVk@Prf{?`B`k^*70D~hS5YDB%nFyovL#Ye)p%zNi)1GudZ^WY37?NxC#@2P3t;FrE$fU-_GL&AoIVZ$e*RqpY3LBTCW#o;k3sZD!S#@=2k5C=o#00 zIz)c+#jcpSpO}U8gvMD&`zJjP7cp;?4}eOxK_{Bmmivl*u)K3Xsq>_Tkqf$0g@(CSLPxhSy)= zy70}HeZ39+A1JIves05?ns{FOS~xzeMI2p?u-v=v^+xHLvii34HPF(@I7z%+{_x@W zIEE>&y^+#1`h+C5g9J#+^R^Pl&ut7)9urDfInZ_HYOl6yh!LFc({y=*qw_P4q3z%x z!k1O#AD^7vwdr~Gf7^BQCB1zD!lq-YN6qn~=zg32v^OKhnGhO7wl8t((xC{q`zx5Y z)MtBD=l!^Z5xBelc|p*L^HWGn@?pr`>J1IyZqa<~m#VXvxkjqpPqcrU$c@TI?3xz_ zjCmp5$MrEQd%H{k#CFFrIwku6tiT0yVYf3sFeH>|M9sT+fUby0l;U*?zj_XXTO#m1 z#IIYb=oT4hQxzOn)EDq*Dz)0gyjvCFlaHXTVeUqB>hh0uL!)+hu|u(6hG}Xpg4n}3 zjLO31oWj;Nk)R0)q(52%J>f2e1)v#@(a|dVr*vfK5yUDLV?CQS(qX{K{>4M{upTBN zLL+gdakREYzDbB?%^Ih<2QgfcKfaVuD02B|Jm-`gjN>;Ydo#Ke$uIke_e<9Gh75k{ S`E;BQ@LnD$S1Dr}{C@zNuqYk? literal 0 HcmV?d00001 diff --git a/img585.png b/img585.png new file mode 100644 index 0000000000000000000000000000000000000000..9af3b7ab70ed06bf99388dbcb3453b8fdab1a0f2 GIT binary patch literal 864 zcmV-m1E2hfP)-BLn(3MkYz=bQ>& zDi*VUf`=}6vXMd#o&*mqDDB)V{srAz4j#h(0it-w;6;QW{R3JE6a;%H1r>X!#`oUr zZg%2qel!7#_8n&4eD*uD?@jj25P*JG;C6Otiu)yQJ=Iazx#}x-@~Ip!9cKG z4(@UL;^Plm)7#_D-8+_pRspDH-|OcN+8N(Hhl6zBT|g-vEd1)us|Hkb?UPGdwiLGqu{})fbC{)gla!6gln(U3j&cHSnEz zLp|fmK5B9N#!y3FwOjIa*x}J(MvY-x10PSVZG81=;$V{DQJf|liH$VpGyjY->VjSE zNZmj+dFAyLPVym8g8p;iEfdSxs%+@U1(>4Smb50NBEY4(aoR13aGSzS=no~Dny qyuS%o=8U~oUupF-If{B|kl;7A@2Ykr+L_4!0000k+ literal 0 HcmV?d00001 diff --git a/img586.png b/img586.png new file mode 100644 index 0000000000000000000000000000000000000000..def92cf551497b55a7ea0f7bb96cf53f92282247 GIT binary patch literal 226 zcmeAS@N?(olHy`uVBq!ia0vp^!ayv`!py+Hc(%Ao638(K@Ck9bP0l+XkKVx38! literal 0 HcmV?d00001 diff --git a/img587.png b/img587.png new file mode 100644 index 0000000000000000000000000000000000000000..c7abd7623d21d4d14d0846edb0b0030846f3a155 GIT binary patch literal 271 zcmeAS@N?(olHy`uVBq!ia0vp^YCx>O!py+H_}f=q49GDE@Ck9@jN0Ol3-3Y9PR{@P?$sjsq(5w{X2~Wl-?kBY1?_ zjAgR0Pm#hzg$oR7k!pGw2_6iS67I3Pmc%kMOKfyuIAptqiHC>%z?vir>!}AD4l=47 zxxO!py+H_}f=q49GDE@Ck9dk&)f1Q=O_lV~7Us}yZDim$dhYZARuxH!A4@_dfTbHVGaKlM?QUyOqQ;GfQlAVK`*FhKYxV{lJ=HR5SD(XIuA|cfkX;&5cPv&%au4bc1=P@WLF42R}3qh&5zt evo8~v%gEs5DRHR400001 zbW%=J06^y0W&i*K&`Cr=RCt{2S3js6MHv6>-QMly?)GLQ7Gjg_EP}Au1$nZDfC@sc zeC1k*Wey9$CT?CZzACw-(MEEWg@x~mkYJE@ z^AZdx@;;88@6Yf1GvDma%mMqRBVYjEo1N*j!RIFj3_%2h+B)8UAd9jI&m!>hB*ybW zc!V@2=i=sCTf9nD8- z=(vcHk*Vw4a*TvRXqfRBQ8eDlx0#N{dWX753f=EyF3_h^3?|b_-lDe>RmG9zO3fL5 zg48fD0}xZpo98|>Ol~R3qo>&-G@1i?F^FFLU?C*p5!4Wc9&0;$Yq=o>OF)U`wlPpc z2Af(&?K^6e1L;fe>r{IPz=(L0zvGspC_-N`wQY#LznMFM5VI-TU(p7?TkWCW6CUdy zkjSbE>$F{N$EO1Z|NR1;bFn9Vyw{Xk@Fz+gF4h35a(*24WQL{)I$7uw;y*B~i_d+V zDi~H(9`%%3Oy+Z`(Rcw!bIkgB>g_K4i_=4Fti(Yd8*zH!FtzB~d#_^hk4hIsN-Ys) zb+QE@_m|D;+MO_a-J)fo143>Xt9P`z0X(Bs3$DdmMw^)iso{ba$IBPWa{vc)KnL_} zDaau8Xj-*8^a=2zjreak1*V_l0KasdjIaq=-QxPOpiNs?vDy?C;vY!^y!j5Z zDSyU+F9s(E3Et%$+@ zN_R}}@3a9fpW!%|*l3kYIMk{GcOys@T}UTlZAy9cRdnQPEVePBV`UA|8|u2SE6l{K zp50E$>97wgm((IwU_oYx=g?I^D10s?mqb5K~rG*2?wjcRW&20)d)xR0eb>9 zI%*5HRrKAV)~u#5aIODyC9oBH>FZQrgbjI&*Kdi^u%HI3O=057kAZJEu^XKp6XE&O YBUF<#xnzEf_y7O^07*qoM6N<$g59wVWdHyG literal 0 HcmV?d00001 diff --git a/img59.png b/img59.png new file mode 100644 index 0000000000000000000000000000000000000000..dbdfcc1b65746b4f9a39d4cd8304f7dd15b8a39e GIT binary patch literal 231 zcmeAS@N?(olHy`uVBq!ia0vp^q98U4GXn$T;oTfZfgFPXpAgs0n>Vjmv0~1gITI#K zXlZGwsHn)v$w^2^2nh-C@bIv)u`w_(P*G8lkdWZv;Q?xT6?u9dkYX$e@(X5gcy=QV z$Vv5daSW-LlbqndCN3fI<9lpF@y*Gy5bP0l+XkKU(ig* literal 0 HcmV?d00001 diff --git a/img590.png b/img590.png new file mode 100644 index 0000000000000000000000000000000000000000..88f5384773d1023a72ac8b17198f466976631ba1 GIT binary patch literal 343 zcmV-d0jU0oP)RHR400001 zbW%=J06^y0W&i*H)k#D_RCt_YU;qOa289nGx`6=&G%)ZVU^u{l2KX2lcs8I5;syK+ z3;_%bj0NvM@Pqlh7rh6f3J|NkfOav?+%AWSxD*gyo}g0nalARK`J zEE^7hM0j`^`2YWh2q|0uFE>@^96<-2qhmF9s$Ys|AF8D!lHFAkld1gdjgUf p9RL4=lDaLF%MGFUP@FP60RS)iGF$Y~NOAxG002ovPDHLkV1oNRHR400001 zbW%=J06^y0W&i*IfJsC_RCt{2RJl&WKoEUSHjas%I2|SKQ6#ryEush&9V;PdILypCY@AJ$a1=B=X+6jD?2Ko}3mA9;N|2^E zi&{P9o0G_(K4QlFk^{6!v?m74K%_N~);xp*KcNjFs=zG@EO>ER|0fAdIMc|hf>uKa zgOpwil_ZJE+`nCe)TP(P>30B9(Dh#aRu(d-gBtiX*w1P7UYlj34J`*flE0Cib;1lAydGqEKD^|>zGiSnt z2`w!xIXO8A2?-$~As!wcHa0c}1_mlBDiRVBJUl!=9UuE9SpzA?k|4ie28U-i(tsR) zPZ!6KiaE&%2@et*8hCm51lW|BtrC(G9vl{6VQOb!WAn=q;yAE^Z42XyHue-=ZGr0# z!~0nyZ1b5Wz2VH^?Zvc&E@O1TaS?83{1OTGl BJeL3f literal 0 HcmV?d00001 diff --git a/img593.png b/img593.png new file mode 100644 index 0000000000000000000000000000000000000000..c7abd7623d21d4d14d0846edb0b0030846f3a155 GIT binary patch literal 271 zcmeAS@N?(olHy`uVBq!ia0vp^YCx>O!py+H_}f=q49GDE@Ck9@jN0Ol3-3Y9PR{@P?$sjsq(5w{X2~Wl-?kBY1?_ zjAgR0Pm#hzg$oR7k!pGw2_6iS67I3Pmc%kMOKfyuIAptqiHC>%z?vir>!}AD4l=47 zxxmgkdP1$4-Xp~8v_Fa6%`c;2?-t^9-yXIk*DVYDaMi@zhDN3XE)M- zoMWCYjv*Cuk`o+Q*R12o;gI7#ELz7_a-ii{$$@}I9zKHx-a8u_8Y|fjv$C-@v$XNv z;o((S$yCP1x2I|&(}HVEEAF!DD6r{Y2v}g*qxXkLT1C>arjE_jZUT!kzw=VX2wwIJ zf&#l6)`=?I4Z7qYDX`ht!0f;e8Qug&Ha!FXPw`Cq8JV4b|LNq>;da>M@SeeWXY)oz zkGcegVuv5h>dx#Ietid>M+}~>elF{r5}E+a4Qplq literal 0 HcmV?d00001 diff --git a/img595.png b/img595.png new file mode 100644 index 0000000000000000000000000000000000000000..e1f42c43d2d57c80427eee1f5e4c656b3215c899 GIT binary patch literal 383 zcmV-_0f7FAP)RHR400001 zbW%=J06^y0W&i*H{YgYYRCt_YV1NRC1~kCx0VLQs(1jUT7_NY*4;T{2fQg|1QwRzi z@an_`4#0Ktfvn!JfPr}ig8;+(|9>EEF-Tz8zzs7S;0Gx0;7#sM}Q!rSbAA&z{ zGITI7@BlgQ{{z7RxIFW{Rt9bd2C1JF0t^hrNV+-x|K9**G65N&#LVJ=!+#tKz;wuf dnc#;!0040jGWU?TiqQZ7002ovPDHLkV1n12i2DEl literal 0 HcmV?d00001 diff --git a/img596.png b/img596.png new file mode 100644 index 0000000000000000000000000000000000000000..462c63e84e85b25004b1705521ec3b445d388eff GIT binary patch literal 760 zcmVRHR400001 zbW%=J06^y0W&i*Jc1c7*RCt{2RxxkWKp1_F9mk2CoGbo-e}csZQYBYnVCZ1Bj@~*F zF?6i12r)MP37Lw71dZ51mDno-3tQakL;%zbAkj)Q|xrB3webmzQ#e&2WJ z?;Haw;24)Qw5aRPS-wh+(H@ZMNO4}h<1cWQen)@?>p}9YJzS&69&_76&H5Ls8^BQ! zhX^RZ2`9?7PW#{*kO=J9G97H_rtGbId)QzmxPYjd(Dv|KN^l8{dfKaH!(!wWwpnmt z6O3+6AlLKMM}xK?Nn?z&A2N=dV|GeXh8TjeEJJVR5vksfs_{%E2Fl?Me}LDrMSb^M z6?Xo#Q^*>f!^=4X!J@dk5MiM}lbo~iz*`1*>h88!^QEf}s7K-^Ka%r-D@4v|a7o-V z$w+))Nck|1nlia86O@dq7$Ld*)j$>F*m&;xgEa^7&(n87o4G2D7`Dm%I60CWm|NsL zTUfDdRj3O&^VzJr_&%d6%bml>2Un||y~F>5og0faPHh#e<*7~8*T3Ty#ZuQ%t*Gv| z+vh$o_y%jr^}}nyd>lU>b37^j1_#+?X?(mjk#5rngEKtLP9VjLI%7yJH#RzvCeU^1 zw0ApS1D`?fM0#R|x;!46SD~Ji8Os^je^M`uhB*2Y;>T-vn{Zzg`91vETT qO@7wYiY>2}u17`ODn6-h6~6(&_p#cRHR400001 zbW%=J06^y0W&i*J#z{m$RCt{2R=tZ8K@|TbyPKVCJ|-ZX79!i*ELMkdu!V)#cz;3~ z!R~^BU}N?~{3^Wo7q~XpiC1W=0kPFpv9ic2C%5uGe&lk|aN6a^%f2`7 zy?Jlu?abQ%v(d8+@CaZXH58e_M`z~53Sz~rc2CL_=?|GoXqJ-^O!;d?F7Mzn+1A~M zq+MU`R9tS(6MIh3Qo?o(Xd|R?l_Xzs_DODOq*mFhLa-s)eUhjy?8th$gKvHXq7IiI zCrQp@Qg5rstdwVVIsYr%>TG+Uo_6^aT398$N8diI1)K>Nj;0Fl0>gtu0{>T!+c>JpPEIAX}!T72Mned7g*rm;;N!D%poelU(UC?#nCZE zr5>Jv1wYr zf6hI+y1MsVDX(k_p;SzqQh+X+09XoKaKQr&4;R2PBT3P5;FS$xV>Xi{VlV!U*?bk9 z3c&sdpwg3EckEXiZf`;Ug7l>}f&fYr1rDGKV9~+>6aXFo?#!7)FwN#HesQUFobkPT z5Ag9VfK4)%ws$!{xkxtExLWCZ!N?T7P{k0%J=0NI^PjHgIB9{X(#bH*bYf8lN?KAv z0a&8O04e~>Js6Mcm|!^sAPPE`3c#uZpz9c+oleV$Y0Ow46`59Nbz_S_|MIy1`F(!f zg8uIN&=nvM)62he0dxX+@1ydhHri*3js#y7c`9P92S2=YzfRl-v{S{cutb}QO9>qx zK%_-Wr=u(Yiw;<(qD>9G4j3&{Gd<|wg*7@1AplHINe50^FoZt!SfJFtW)uLn-QlDG z@9t4>?4cRe=^r=;4goGYd}K#KYY^5P0BaI-Mre3jxC#g*liLU9k@1%(DU$yF%~^hf)yp{uCgA(G6ZWW7?O(lqIs9Q zySyYg1tgw~FM_*E=6(zX7e9F2-K2ud|D@R6D=0-XR02#=aL|DRblQNS#WV-B>EfWx z6dW6F;3g*0k;t5(!2xd7P3hbKB8U)?N79b?9K;H9nGiQwhVTxJo)@V#2>u@6)U#1Z zm2^+jm11lCW%4P}Mb%C{St7aPhZJ7%d_Bk=TU^QMw|OwNM<_iOrdE7B5B~C-r=7?@ zmhcq9fwKo z4;0MFd8Wjxt?Vk7t4hY)(}59;av9vTr#XVL^aF+Fc~)rzl$4xNVMw4nhF09+F^AG^+UDF8tan7L(Vg129lTf0}-B51h2qkpN zfF>g1MC1edl)390gVaTdWdJB=8A>!1z#)V5U9-atP=%^jhp`>4(5QmfRc)-@pa~W5 z>k7PhpMnZQFmUi`jO`n$aI&M4Iv&usZQHIx)v7}yQ1~?D;v-dJg}Dp>UY23W&8hdu zY&k)uM3v{IQAPH4Uct~l&(=Luc%Wo9mpHD|gGEC?vLs%5s&d>0t&&|DWEoUBS$UbU zpEEqAlvJ5-aFV5~!c@j%lpYHs&+*>dZn0#PryUkodMrHcFu$vKA0~^6Kkga}pCCu4 zq0-sIXV!A$5iY~gY4JYZ`q$s~irU!(Vd2?f=YLP@_hSjaxlv^?+K`){-7>!EhzkN{ zI3JODTFAq|^&fBAYk}bU0(8*|a=l(H5@Jkcexg8?$2B-8Vk?8`1uABka9fb;o9-%K zC7x}>pDmtkS9!L0iTJkh67g;0CF0vgBI4;3@p`*pR`yj;fWTNS6GL@Dbw#rPWimS! z^}&!u+3Cnee$`sst1X06-DQ@d8u`*bZcZ1yBC&h5S|-NbDO{e~{i+V-W}Em})Q1Ze zX71o2V}TvjkUPghil;VSU}>QbCAwnxT725lJX2eGF+rJ{ZiWlb!6ATeh}i}3+akJH zB4CO5x|lN=H%xN1GA67epabjxaMYe3BeXTg(sUod6wQhLnvty;|Db`RnR#}OasuHS zVn#Wvh};y-WJVrwrz|YTQG1mSC3R{~r~N3|>v#4i&Hn9h8K-&E?Dy`g;mICgj;`!5 zV1sevx_5hQ1IIRdJ$n$#IF#{$le7tc8s${1aSxz2oF7AY=ldM@Z{GoW!|vAsy=nKG zdT1-=SA&XQ?>F=8)E2iW^n8~&dC1L-e2=V!6{rnY`A{n3?#vR>d;Yi%Hy4T2r6w_= zH=73+U>zpX_k&{?G<<+wvu34ohcVIJ0o((lw24930>?S7hfDlw;u!iFiZ=kJ3F2wm z)}T?}(FyYGBpDM3J&y?!+z%Tvv#<))RX)5nCMOeV#Mf@n0CsLJ<^j#V+{W#@$;lwx zlw#kj!I>QHSKgiN!H^-_iAt=J0}&XoHSD=x@Q1rQ$DbN1z2ay zjX$uQs z4nX1-tneYR%1^)Sm;36UDhGF!=n4fNR)3$9FXQZFazGxn*)j6Lzv(@iKf@a%^-Ym> z`(W?<0e6mtMc*c+Ej_FeI~8%}zl{;=C0xv-Wgah=$!-jWpBN-QG?4Y2Smi_Ji-tl7 zxz}msa!b}RQB;d&vRaKV$#bp?|E9MkOWTHjQ#9iKyXwVy*Zc8MABMMkTd}lls1L*2 z;@MjNZvAb^%Kl+Eu6e`pcx|of*d9~Oti0yj#vIn$nyku*)jZH>8@kROk*W)v%n?~yk-b*NeCyKbz zeO;WkbOEy^U4?JR9XL7|(Z@G#OLH&=V#FeW?#L5-5?ma&&tnl#Zhaabt@BUQXtY0s4m2Knyor69$wvu`P00000NkvXX Hu0mjfA{K$e literal 0 HcmV?d00001 diff --git a/img599.png b/img599.png new file mode 100644 index 0000000000000000000000000000000000000000..e619abdad999c51dde43f67e55363f8ac382981b GIT binary patch literal 12600 zcmaKTbyytFw(a0fa7}<0M?6lDD^ z;oUS;Gy%(z*(DzV04l&I8A&a#?2{Z;HJYjRGssg-o}$QwjIs1J9E3BTI=HkFfK-D1 z>$Hp-z5KL5!eJb#C&E<%aUOZQEV!^itjq#G@1B|d+qmMC(w)*>hudRABTmw_$klZ- zv;^422>`T0XdeavfzuuLb8R0s+ymCK5zH4K(?+&4!8@oG^c=Vnp3JS?t$whf##JM} z_OCPTrYu8xX>+U59Pm`-AX;al=b%WP=tQLruwM=7w7`@dDWYk{3|C+UBdUXd{|Mea z1;ClcR$smPa15o|H2^k@fA5>yO_9P|YuRmTN>3@~yjq`$a@k0${)R3I(<;M8 zb@o8W29taVISo|_Y zNi%)=FQOgU3h-iiaj&}WQ9bB6cV zo*Vsld+$3|*O8N2T~9*c2DAlcx@VkNXaFr39iAwapjBXZVjyK!VyKZAGs%Zfv|_>!xS?N*eR25*;*3|#WGL_d!)A(e8f&JPm_V3hxGiEySTZ0T5yOUc#ML|yb?auU{LH#=%b zwlV!oC0?NIfu20tzuB!1GM?GD2s>XTq8j6T%rINhT;4DAYgmL_F=emb?j;^V21itycQerNJR9OsCee3QCDruP+3aK^o zQ)Wz*A$r?^_j4Rl>lU#7(H`8y*YS5&0G@MC~SS@Cm{KZ6FD)7R*NiI%b}q~Tvmu75d|$PXd1-gWq5t0wqdfs zz|_ZeJ&wpS^r2IN@+&B7K(6$xX{WPB<~uv(>S}j|(OOUS&mB;Y)XhPPItqS`kWD}8 zgcWGKv~`?2F4tDz-u6t}$%r+4(|jbggMifJL-lm+p6*~G`IkOV0BeNx+-vbG23bxb z0{jf6sE2G`PN~gN9Rkkqd-$L*nZgDZP14XZmGXs@H0pC<6w0cj!ot0w1{%}+5e~?k zC1PLGWRw87%L4Jyh`}{^0UsIKh>{Z)a;y z$S@r1TXgZdH9v)r_TinY4{W0gboXhwDAxpztNq$R-y;CQqaVcU_WTa>>__RusNr=j zW}5w@6Ee;^LkK^6Bhv(biyi=8CJe1ZewQayHC!!f6%LPKP~cO=ILt; zUGEj<`th+N-6i4Ue*RD*`_Yw9(E-hAqr-JbliX;WgS6Z{H`*nW$Rqj7baXsFyLnTX zxH+{V19oJcGTksXUYF-_Ysru1magUu<_qzvg?+~~OcwI6y)W+(c7K=Ba|pg6dC!Ro zVvw50i8yvIPi^s-X_x6R3MlJ_U55nEq;>5mJ34JJ= zJmo8(tP{xu%n@;*r0JP?@JPNH%e(s0Ac&HNKJobHTfo~V@oACvG8X@_(ND9?C|WD5 zL6;}kU&plhYIr`^vhvfL(8Qi&gg5N)0vxftUlm@l-^QRKK8w*l4-PoX(adtA%o{JM z`_bP{WTmf;y#HY6uPU^yl7u3Z41_FOTO~QQ@2g}od%90{tXX1bs;*RCUa!HvYu?(n z_6XEO)f!?humPyAXNC@yfLJ4xjh0?L$qmN=wu%N9g+*A#4fAlcm~ZThH4aAO$B9<( zXjM{dLRLqPFZc0tB3DkO>LLC-P|g8W({-Iy-j5B7Qv8PI-h5V(Ve^HV3C{qh=| zEPs5WxI6$d5>wt)#jef27&s4e;vj7BofcSU`5p0@KaE$A-=b}FO*f^vqS&|Gfj4Da z%Gt^z`C8e)K#wEpSYgUYhhPe=PU-hhEYg50E#I%9EAl-}P+9Vw^vo5osY)pB0iUwd z-RiU%Z_w59oHfqZ7cFmV!?1a)%1bL1+WK0i$};E_W(Av7C#X9*>Cd;@ z`1*ypBI66lmLgY)49wtr&ug(o$;*h~>-?liT!17M* zBlD_8%Y81Z%Jg)hiyX$EaAL2`cR~B)Hl|6^$fJMs>rb_A{CaF|nJ&LK)9l<9^0b2r zFl0I-PNDK*mwb<%d)LyC79=RQQ;2zjH_gtBzy9wDR6bAQ+V%qd-@PP{bmn|z*&F^X zPJ29mGBKrieavIdKkzbp=O%gCn@U%|ZE ze0U*v$j~92`b>=OH;zixinV|LLIZ2~0$JV|Iu(dfV!5~ic^`q@#Ur$rx{|mYJ$yCB zop5(tAD(u-uZ4*hHP`eR4?&z+8nQS3q6n?3s_u9dptQE{KYmgpfFb$H+5xg5Zwg2w zn&f>Gq-8+s7}MzY1&v&YIJVkLFJryX3Eoeo^PjLRV~T!u8Yvc3K9;gH!P06Utk90D zyV`?ph(R)O(#*XvkJvi?;T#3cNQth<;cv73uXV9!2ssM)f3a-2K8qrgV@?BZFSrIr z#sGyxzUv4_$#05!l3 znCo5L2b^==0JD#>I3tkXs@2r->~=vPVLNg%qHBbP?4NO({P@TP!Dn`PZ38bwr28dV zd62i)IrBq{sGjZ>Wpvj$vsDNir*Z2;w(+Vf;Z!|0Q}gc|VZ4?4ti~quA}Fhu`Y~;z z+48_U&R(CU#HX*Nv#P}PQ_0JdduCZTZWSr1?x|F=&=d8zEdG1OZ$a$}wLY}JlvUjOY>0Kx@sbwS9RiQ7B-E zJpT`2ELFRX3EjPYa5ipbmo?2kyH&;?qfZ4pSH~~eb8FFS^)=S5B8O+NCqcWtFpk9Q zXStQzu2Ohh|M>W^me^h#_8Rloazb+$*_KnD742!cRS;{77hdwCnq@ukMDZ?6 zfq#hW;pnueLFkB`gBt$(8Jp(gVP4Og{?K>aw`8(SU6XzDcHGg)leO^vt>IL2c9N&U z)Rvc?Zz{QmMoz{KmT?hkeO#cgFV`EG-KSrgEUOyeCR3gMIQvTFkmAZ=jF-&}oiU>R z^b!?4Vc{qVo0cu-Gbwo*(W--`y(T;x;>yw9n$A|8i6dRxkLkKAP8`utn%CLILCiD$ zfQ}!da0svXubK=BIM@s=`+>;w&9a@+-SWfXoaFGb!- zl9|V2PpD_4+!2Hy6gHG+!JfTQ+eVf>vm5e>$kr<+d8!2w0Kb~8yZMGpESdWll-3}# z{k0z$={Wi88X7UI>^PNU8pJQ1Wyv5|B1eei0DZr~9+Y^NS1mk}t5i@XkgEkQWd6YG zZKNd6Is?sMSS+h|!aFSNU#V2^rywF-P&b`kK!l_;K3rk%_rD z&*yrJxHh{z{Hqyb$6!a$0m&;|hcp9&E_9gDoMktUi_GGVV;F`9fD`Z6{dQ+?vM2n! z@6?7gB3Ut;YcvGK_<=tGXz5X%p?IxM)kUAO(S2vK(RPWk?qLi(_!7f!)vSTqdgHI- zj89J8F0OzWsy7W1Y{(n_QnacwV%<&m_5JSh7#V>C?2*CHVJE`kAwP(Lsip&unXv_- zus~7}%H;W4@k`9+nHVwnGAY>9$NG6%JM4>vjHx&}|4({P{2{d@-f;pgXGs2!62cdz zxRd@7nq77T$4lv7t;8Gl84rW#a$SCL0>4pWLG@5cqeC19N{g?9D7efusF+7v{e@_< zUJM23sKqwO{;~_ZB8;!%z_o7-+#hURdOt4erl*f=(MIabeH{#Fvw!Kai`feaP57vp zByE7?U!9(+GCsJfqg$m5-JCqb21FcfV zihx1&8+tc6Tgh+!6pd`Mcc-ryM9U|tWC>BeP>lYws-+aM%+OG#HtjMw_uGkyeh}7v zr@`m{5Db6t#HrB59%Xd@);BKvEB%zb!mw>C#ff6r&6yyZen@yTb9`Q2ve+N}AsTe^ zXF|6S@m+l@fvNZu)!b+iafN&9U27pphAgeZ*J$Oa6%ncw7a@V`hT2cNcbBj>6tz9%Z_?%Qi=JIJkIH}rhNwwsY3 zO7ymp7~O;`EDwL<1qU+&a7GeX*U9($!%Rs`rwR78a_S@&_(klTIFMV;K1y(RKX&E_ z(2WFVJFz+e0c0<9to7qu`?NVsK(N2?zRGs@;aoE{t=e2T&$$)|-K-fRMSPk`^X&}KOy;ze zRM!)GLdV7?Lmk>P;`QQTC49^2{OoR%00CSr%#D-|7zp@1Y$~x29$#*6ru}7n4~Xmi zCCw4f(`>{Tq=GQ;D>A*~xMT(PG$3#%S5?)({TiBY-g5Bm+>Hx)+Vfn1etKr)jPns- z!v1+5K=NG{J5D7aUNT>{=Pny%;srX26}I#^?BE4k&zWbGAMGKJf3Y;Tk)6klgCLqu zdcEA|`=YtgI|!IGy*rm=j@ic|nZc=OI6quDq&Yql zHEGket;5f5u-SNNicJn*T|r|@&i$bH7Es6!Xz3Q<5i)#3`+PD*IRlZt`^M3Gb%Sfd zUdH#d?Sw-S|4xPCc849<3d=wDgS{07=%N|E{)=v1o(vm^EOjWGi)HTuzhKg;48zN7|1ONM~`{i;U83n5xTesWPQZW{zsm zy84K_8H~CQ*Exx!wK?QymwQ&DLIOF_gWl2x-ZUYp6PG?jZT=v_AlJAqN&r(2>4)~} zMyEU<<#=~JwD-!^;C$ZEZmGmNW7Fk#@SSxCd3mY0VvCaQhH{g^w+zM*U4MTGpj@qcGEFZt#R zUvy@7ek%&&U$F40UtVgwcKDB$`yVZiKsh7|dBDt7;Ly9$mx7zXlhG010f8>tpZAA( zaM-cc5*V4R^!VNHhy3Lulwc-nf;?ZPX(}HBrI}s!BIEb5K3Kr(*t{UwN;a_Q#&7W- zjlTf~2$1AoVYFCRi6Z;4F8l3v(MZvQONcEz1dZx<&bN!A;mD5erj{FgrDjJ?`WT%j z4D_ohrZ(ZKgaFPhC?ajv>D^QQckgiPi}sKM1*dZn#Dq^j4YT>4pME5imuVQ0mOUCFjo6{xko*mZ7$Ez;_ z=a|G&hPOenWuE@Ds!dls4H__}1M?SFQO)UQ>dKVUVw4w)G3G)>zSrX9P8oc~K3n)}5M1iJ!R07Jg2_s^l`Vf3g@jd-O- zBoXc5>Hy@k^LyoKi^VNX(+y)~zt?Pdp>7A?W=VVby)v_ApZnlAprmA()Jq{Ep@p~x z32saWaZp77ObO$Y$<8}eA&S}!HQ5$%y;BZkGwvk3-xzh@7BJrjdSipu{rWIir)Ci3 z&RW_~a7e*yprx>d$Zsx#-t{P2RgV#Hna!^?DUigJN{XHjc zGCL^=Ww5YI@wpw&Eq%>+KUmdWx9t$h#f|Fnpu(3q$^_JY~)3xfT_P?lb4R2n=ck{jXYz-19{#|EW@w|yXaXPS>pm%WY%9 z2}bkTMJN#qiFu{9P~!xXYFA5VTzG`+A?S{;RYvRr>*guvOO7v@6n#Ixd@jzndNSns zv*YTJJ$D##8!a!T^Pz50tAYqz-_=gVk5cQ3`4PMK2 zxkwoD^Lx4P!5p94VqX1KEFT~QlJ%ncJv^-PlUK|3;V0}F%Dm55#29}DWGoS)Q}XA} zn+5(dwr1)JgWkCPyd-lIr7ZHc`Ot0rJ*|V0mi~^nR!N8Xcc@RW&Jgr?xL+;x8OwpF zfYCPfc_Pk>CGrj>x-^NPic(3!&Cg}adCi`Vd$vJ<8iqW0aYJu+lBH7gWLU8)!$dmk zT17)O0Ti7anPdVhzDAi&EA42ne@w{HJ{18073EUJ8Pqf$ScEHn^CRf;mG>rlCcnfI z*8db?A=frjn7Jb!5#^km`H6v|YzL$hYZ&E*s(Ac;1$I=Af8Li?UKap-yIhKnpO>qd ztj2n@DFAMm;;82H1BVJrHC`><#w*avN8zF|`2^@Eky=>*LdM^TrUyfc_}-#DPqssB)%PjO5!8Av6}acG(*49;ji``SeAue6Bu~R`zWe4!i#MYL zOX^eY|Ea%YnFemygu^dTa#9Zp#^tl>%+)F@c>~3)C=+Y6nM4~V){vi{2+&6y5h!K5 zGUlMmsCs3h3nUWG2Hw$5NbucR14l@mMf)Z;B48+$5X&tm7)52NXxI}e|77j)hmUpH z@*<@7%abK6P&OHP2)L*3rKfb`fi%uOMRrR~;AXh+;1%=3ISzubO-VF{Xd$tSpNFU` zfIPO>&}w8quvVQ9pJTd-b}tF0gbS2Va@IS(*PB+diYNnLVMmW7ZwbJE%hx_&cUV~6 z&B&pVDOw>%I*)fYOYYPv*FYu~g|@mJ-Er63AL#paS`wBoKSxZ)vpPtlPt-AqP#A`^ z3l3VyvZ78+F-on$TkGo{ z&d*-~_teL>fm+W5cY&AVb4R*6O`O%wg7XI|Z&sGp2KauoD(l6CHeBedT?3m5FxWaK zsCCPIr845+h!UH*xPZkFs9Bl;S;1FrgA^Yd?P+|wb&b2wBQ5^}QZKY19D}U<`vive z_K3Rxndn`-b^}4vGlM1vWsAf|Q1D*jX~+S%KkIsi~h2Pf%W zQ{3WZLgD^K;-A8p=bZP!sHttJ`_P*U)VP9R$_vYGj(hH9$raC9<6ODRinoUB5l`*k zl6A2QTZqI$SBamp6oo7Rw$OH62a229Cg=QPr%X;^ypS}^R_#S>-DCcUjn>* z^mC}{?EZ1>Wkyc~EapXq`C*L`%LcRQCBoUaR_FqPfMXzzO*|3iIT9PR`D1m}Pz3DZ z1P`r?pkDWaA=2x?JC|g}?>mNK1Kt|DU5HU2D4Irg<~d~b?b^aSB8m%1AZ)UWQ<&G( zb#C*C1a>w(Jze1V>KF_5yVe*A2wU&~PsP6cA_v3gptbGw9pDKZo*-20P0<-tQ5yO~ z);|b5B3_9-zAb$C6Eh=v*VWNt1iuRrK>`49cK-Pmpu48;o98FLn7#dgOI#&*>~ zQ%`YW3>>7A-r@K>poU+*lOz&%BGMnD;XNE_ZHAT_gDT$jjoS0*m=u=HmcL*wrAc#j zNZvm7>*r{gGcNTm+g5hSS?utVG1tuKdB@5*``jH)*&LO&6JH%bkB+NO<`3#s9B(q; zGn}EBkT+QWE`e`XulgR56id9?ITN1HF-amIxi?7ql@+GceSSj@m~PcKu8F4y8nGF= zZZx$nFIV0OWCJAbem~W7Bcq-?oiq>NhtXk3U1B3URg=dAb&|t7@3X1rY*;oxw$=x{ z&`r4jB>T64yOW53^L3$hKX2EZljf=pAKb~#5Ma2iDw;Cj9^?0m8(?n{1TPeL)rDw~ zq56v7(l(SQpMNKavXb+8=;;zLLD!fyM|`~qg$Z>$AxfP1R+*f#WbbwIu56XbH5*_z zSy=w#l)6i@SW}3n0G#u+=24a2FB;mjRc^pFa#th#I@#BOd)J38(uq?N2lqBaX*Wsu zuEDw8nLX(%w`KC@m(HKeN>Ng!&SKU83j|Yuk>^qkQI|^En_~}^hKjib410KX1VAjY z>C+7CZB=^71)B5CQ(C86+SMR#n}98azI(J(+o}5^x|cm>TA*iA4?6QX5v^$yqw~E_ z;MM6tC1~va56Z8{t7Ms%7W5)kQh3@ z)_HPQoNumY;VvkDq`nc|pa^(_PW+(nt*KTA)s&Vo04z1z5yYI_k;SGi+PaL{=MCtR zX8Fbr{#SbZ;|V!$==hR%!-8$fogTD^HMkU7^z3j7>k@VLRn8%YR_b~>IqV^4eX1Xw zFnlhZ>Wl|i#B7qC)=}ag8~@w`&;#NO00!c<-)NtTe|HSTr~QpMAi(5I$p(XkR*Pl>nE`FF8>H^eJM;DxvnR)BmZEolkEr*2D;NLRn4+|~K+M~JG|B%GK=GI)n`U(BH2xPhw8aEDbMJVi@HA=gCilc z&y1CHgqA%N_K`w&-OtX7E!UxyKU(8D>Ae9T({@hb;%5sq00|o<+%X)&TX98)YloR&bZ<~?MjSLN9&lQ$dc^N2 z-HKkCu&7;+Wy<4i2j~Xo`-AV$hTv@yPL;<} zW8e_2=c_QwS{F&Bsf87o>`^3nk~4i#__!BHR$ci1!I~cnorRuDb9MHLh^ z7&iZUYz=RGIhqp*E5_0keo0AYCqagk#d1T@UnArY6zN%cqAG^uzxT3QBlh!Ev{BoQ zH%`3jG-r>vV(jVkewH(F<-LNEVigYF42g?69on*?9b#yGgpR%PY4B=PH52XgbdV06 zHS}adlM1KQ5#}20=GpBO{;am!15@?wWd2ptRKjMCOQOl;Fm8u3W1QCQ2|XS|cMO{N zzgDBk(toXPM%eyZAzP;Xod!z%=-+7|k?u6UTlYy&UJt<{s`s~?kzT>8pT8ln6_eq+ zZ0sX#q+-1@Q2{O=U2@$QS9u*tWp=poOzTm8t$VLta({(b)i#iBf_h1n`eBCjHcl7y;s|E+s*_nY6tQnRfh)X zt+P2LY@rAywf#e|4Agpa%rrE!5p53Pr6hMs-Ux zqaf~D56z?f{-tQ@gl%l2dAGReg`Us9v}?jng0QLmMWlbtt$3fb6QQc`?(_-I)@=QN zqD}wj!>^^TmM6r(+m}NZ?4QDOluzsOhYU*VkVRXl=22qzf|c%-2aH_8CfMZ62c0L~ zGnmcNAkJoq32Mc>mdcrBGJv8~-gSWeEOw!!N$K}=&W;m;;d3Vx@X?=*>>28O~9E$S`Q_w>_{~?B*)PrAktYEXu`^t&JFO1+%5-nBTPr+3X)&c^e*0cL}ql+=4BB#wlrsGR!k zx;G4-HtpU89E2}NCW{+|=|tBw0%$S5+6eU6c5gi1 zU3}TL*I6gwdxx*PQ4p2>%Z)ZNl^=P~TU-2>7!K{ZL3-M(TDtGr>HRH)QS^uTbjo{| zF~y6i4{O%evRMOl_n_t&A>Fc>=TPnlR+mL+<#VY5>XDwQ~Comkaq&oddgEeMw7JXU23=27_z)*taubtmfIF>L;h~~ zdTVLkAyMV}&L7z$EyOt*JdmhNllwhO?!7(}2Tss;bldmk3~f7^l|xH~Dx_Le3CPCM2w&^cpr+y;JmFE_9MlC~7Uyzgxjz}>+d0dyBu?BqR* zHM}Yjl>)(*ALhIF-vL(cr~ngAHQ#pwUUVbLb_^!WQyj*YRc!)z_9qN|LEXObysD2M z&RR^HGj3lg19wj(hA8@Q3tv}tt><^wF>mL0O=9I7PkG7zOJfe+`UcheI3ejNr!^ZO zyskuucgorz_8Yew;G2E5R7ey~ic;ua==_IiGPm12-9?cy-}oY}#mMrGT$)S*$t#k_ zh>aI=I2|S`lDB)k>9*OQx}`EOJ)bgQ;wCgdr*Yzl;$y++%!k3=HWd0! z_<2Qo+29V=X%TkfcUg2We&gN>+tkp8#;n7sJ(*M_j$1}R-W3+d>KWF5H4cNtSNbv>kbKH&Bzxg8|>ld1OM%zEpxw#EEAn#7gPfEgkYWt6bo zs`0q7IX~q^_{#H-F^wqOWisWFxh2f3$Inn9+1w>f5qL~EsfI|P52$$8@{?v%e3=W< zP2Ma#Ua2qPddNWhW3l%AInF9Q8*Y&@Gf{vQBWa^@#ePMm+UQ4bxT|ZA^B~jXSyqLo zGhvPCSMj-bm9O~f8{&&D9$MS$K3EDI%|QvqbVQFI2n1}$iS>Tlr3vd$fld_uyeq)N zkYH_F>S^;#FYU)Kv`f$#u`LVHV9%T?pZHf)|7))yO`BVxCQKmCY0h9-sZ9Qbzk2@r zQuJPPxmm8O{{Zis_uh0E#Vk7+%6JAiW1Vd@5c4-Uea)J6tI6Hi_A;pU`VmdIGGD+mG#4hLMjh=j#iNm$Ca@M752k%T%#ksBjWIiR?TaXy z_T}L2uky-;DL3L);f|eSzb4rkt+s99@~Hmy@XUZ3?V5t^iO$}Ml3CZ<-KwFn*-f6_$2hN!HPrN;BE3E407Y9XH^4pYEGVTqdk3mmZQ6W5I)`%zXJW zMG$cZsZZhl0BoEGQ7_Jj;qo-Yts`BUXsI*TD^>gyj=w50E5a-&Z?rpFrwT%+@d_*& zY?H~-{`ZPp==5uHTe-vmOpR;#j~F-|98L)Fsz{t5zHO7^RUm$9P2Y0Pje~%W~cPrU@4KUX|!d|K?T+n}9;SFqqzPh#~j9 z4lY7GCJVr@?2z5?UDUH@s0M1zddRhNvm5j|Hz5UUDmacIH(s_G!pPoN!)0koPcd5dM4F*vrog$zdsUpgv@?u!UZ|_JXDh+XdfKAx zvveW}_;7W|6?W(*nH9g4u4yK9M4H~PFUCk5sFPM#ZZay|6zxt}Gn|rqp%3l}`M9FN z5B#ZGRACrGt1b>q8D-|itz1#t2t5=e7%Bbv-K+g{U#8aQmV*Ck?rXD&IPe!=RZG$W zvs6-97JF2d&WvsvS6#FkUMZMbo4V#*VL21iwsMBCEhF*M$M+FUjAc8f|JnBcTk@$h zpIP_8ui{ptMt$hj=!H?I{dp+%gVHcNg{raD6e%nfr_L~x`<{ux<@-N9$KAf{zdJeD z#Wxg6iOl@%d;8E$(w<|Ii*P4^a@uZ+X*yAzbY#d?P`=ZFIDPrjxgJ-jAe?wYZI`K2 yal{Dt2_l~)0krMu8BGN(I5zU({T76Y6EbF@DuXFj|NaUA_#~?$Q!Qm0{J#K>-&IBc literal 0 HcmV?d00001 diff --git a/img6.png b/img6.png new file mode 100644 index 0000000000000000000000000000000000000000..9db6e36a2f204d67b8d50c1e0f401944a873cb15 GIT binary patch literal 339 zcmeAS@N?(olHy`uVBq!ia0vp^sz9v3!py+HC{Q&=6v#0M@Ck99m2D!X5-v9sqzoBuV#F561 zmnsq)Hd_LnZ*E|)LA}AH!m;Y|kA|d}109|TY@LSl|7#xD)F}I6WhW00P?uXFLo~y( g#TF}`*%~o2tUs=j=%*281oRw(r>mdKI;Vst0HZ2)X#fBK literal 0 HcmV?d00001 diff --git a/img60.png b/img60.png new file mode 100644 index 0000000000000000000000000000000000000000..2ce6d737d2e8adb3c7ece72ea8b600b815e4ca9a GIT binary patch literal 254 zcmeAS@N?(olHy`uVBq!ia0vp^N+321GXn#o=ah*pK#oCxPl)U0&6`)OSTSeLoCy;q zw6wHTR8-{T@*cccXsHmt&NJ#MT@BlTviab3JNHLZK`2{mLJiCzw z}(8nSyJYfJL0Q=?qKkA^>bP0l+XkK;(b?H literal 0 HcmV?d00001 diff --git a/img600.png b/img600.png new file mode 100644 index 0000000000000000000000000000000000000000..71b36623a93f2572f7a08a3514df3ea4ff71958e GIT binary patch literal 400 zcmV;B0dM|^P)RHR400001 zbW%=J06^y0W&i*I4oO5oRCt`VlD|&FFc8Ln?!N>|d+ElQN65ke5+VaTJOaEySr|(O z#DaK-yZ{o95Q&u`BU?MM5~&MfF_*;sLpq_B&pO+m@9g{RGnDA&&|?ipYA;J>pkIzs zu@5#8)`MTbuxL6r78*EE%LbK#p(p01Ud@q_CXC_YlEj6M@wM#=iAOee^A@B*$B_Z@ zSmrSjh*Y=MC+N*_M6stKqQc);?9uS{N?S}suuNp^&NTlWEmz1}crYAdlHYz``TT5j z4f`cMvD3T4v!`E3v+CAU5wUkmdu!^FtZOWu}gt9s{Q~S2BPu8E#KHvMX(!4tZ uFJc|FxMO{)^M-6cEWhCu-ZpptSNs6>Uo*)<52u6x0000IqP)Aw_cReI0TMxc#MzP{hU{H5rNiI3Fr}hL*F1Zt+ zFjQfvs@Zz*)KkBBo@2-Vt8*p- zX>Tfe!Oi{H_W`kh89+a?5_J^O7D16Tk6D%SOt+*NKuq0F8IlbUGD`?5mazxzTo|1_ zYEewGq^8)HRhyM@VjfElw+(3DC&J5F3-~oc5G3yp0CQ-4`BU+WJy2gKLjZo5P1BTi z8*2fGyBTw9e>bp(kXIp<9mypW+bNS~Xw5r^CMaMsdYq0StXFt?DA>d?y#`tZ~>O1ESK5C!~vMDPe^iE&-ikyZdgiPk+-^#P^2uCWf*xd(YR8V=?_h^K?-*@Hybi{=iBtCg z!tX_ejZ}0raGhlRq+65V&^)CwdUy*?0K7Xme-}EFqw`Od^V!py+HsP$j#E0ALl;1lAydGqEKD^|>zGiSnt z2`w!x6%`dZIXMXl2_YdN9v&VxHZ}$Z1}Z8l5)u+TJUl>6uOd&+15%77L4Lsu4$p3+ z0Xc1+E{-7;bCMGnnC#d>E_`70$Z6QH^Pmblvpuuf0mdWj2iEZO_#{k{P+$n;H2P%R zbh3u=%%A;@8pazKSG?t0!Izocuu($zL6giLE(0}r`57la&d;gVWVhiHsABARP{CSQ zYZCH_*{D>dh243=*CQbcC%?;c>^sO>DYNUS;nu?pg@UFI3=H24+?Ty@Ug76&t$_G069%_%KYgVL$MPz2fVE633Z$-rqC)P@v=z!I^Q4 z_lEj|iBFz2-uV8Gmznzz*MiLt85Yid%6KzRfg{2!LGVbL{3eOdySP|OHX60@@RagP v=rMYJD}OJhaO9DnX@bQ3Im z5$}LV)f%pR=fGc64<3B*Pb7o@AtWR~=#TF`_g+Xgn_+flc6WAm_DB&DCkz@{Q?ph- za1^@Eqhf_xPqQf8tXHRKR?FXca!r-=I_Mvn;F7_0dfVyPk0iGsyeTGDrZX)@XHrUE`iLv>=-bl?pspL)Dqb4 zwdb%UXAoXHPKd;%gx?;iq`$n!s58nW#w{31D;zr`JYLvb`Z^6PsPGp#(IDTyJu^&{^XjgCr}%ja=!gSp6#I3x z-qq!#U-d8STz$p}D?pV9k``JhLf05jP-Y}G+N(vtxDGBD+FAy_T8j3_#C}13?9W{sDVK#|ADxtwRtAu(2Jm$%DC##eH42)g zBH<$tdyIvYFt|U7{nEXkVDB} zoJ<8EA$?3ASn+ghtS8m?GJ2!q7U#PQfzT__5U$o0teKJIeQlIuObDj}ZE zoKWa#!|ae}VVKpFf%X-TLWi2c-E_Pci>*-_MGCpb<5RP2X*5NZEwcSZ?nF|);_Js* zlO~o0G~wNc+sTWK`{`{2!2D`aR6U;ewy>sZ*r?8m$$w|-{ore<(w8Rnx##H#$H}wJe zGHWBPoG2pyWUw1=nQWYR?}QbgpmHhr$t#4_H4gW~=D&PHFWh}DbC!mK$J$(f%2lJF zUyhcp=|-xsc6An~p2Z3y;(GYTlo_!--EtBX0V#V5H2>ky7a%XNTH1A z)nF|3Hv$}NOX^#wP@rGtStvoj{JN6T1=v4XJpabTv8SfB>XXS|$KcNU9@Zvu@}$ed z6>&~;G{JlyFrmb*a9m>;)t`t`eul!XFw-0PuC1(rNdQqN)o{c6xy*&w@Bt*w7g$ayq_G3nWsPMl~;b3K{h!vjsN4~FL;h?a5f)g1>s{2|f zYIl5cU2J@rCfWD#9iPZo^&^@2X-u5(szAO@Vfg2dC{sb{>l8Rme1&&CB)`&}G?HI? zOd7|?I8oJ09LJD3L&hK?B2M(0AR>bOho7WE+SbB?9Qt?7_wQSv#UBfD=&w0Z2`ta? z+;II0&bNv0V>LFUDNX3spldjiQebRI_s1c!;FS6aL!>i#On5*RU>^$*E0 zG?gd>`TCF?gImcx^O_4$)v672yN6#Z3**_ZzGVV$FDtwT{N*s?m>tK;bVUqtOpr`X z&wX;9iU4e-m1k-f@}4D9!}NLc*mOK+-B;8OdOh{vX`upuAY(yfJhCrlOzg`S%D0t8 z1Vifg7-BFge+xocFvQ^cUwKSd>Z7vpvt|nm!j~8rK>b7h^8ZArQw3VpYR&-a=wb{+ zsF#JZUn`3p6aKG%1ER(yB`r#~_BX`#%ZL`d@otu?I5M%Q5vlP5@chgcu_{KXI%TMGy@#7pgq}eFf$y+yLYJr=|PcX`b*xPyAuG(TuntuWq!&0r@!*hn(8R8uz9tTO4l?nU?~GB8BsJK%w( zJlvG7M6Ng3+884D_S|_S0&iuxABkbloeilk3AqVGp$c@`P8hAuV2?`5B(elKB5+SP0YF6toOIM!o2{ToQ}a4TafcGvQvg z-C4jo*>FPVqDls9#QiO7$w`mX%fUpKr^#F9N!<0EYC_?z=~#~KYRWpEQxAndT^awg zD=A-Z#t*BOCv;m1PoHuwO4K)leA&9yMJT7E<-J*xHjj12=UevMsA9MjZ60iwLd9w1 zZDQ&7eXUG4y>sjZ52uE2E0GmZF|*;tXPUixS7%TwZ)`>o3F(jFoMe0j78o|TgIt)D zWgA6Ms@Wm4tL3{va4Qe)b}xuN**a5(y|CCR$No^5rr3*Fq~BuiPb;Ukkv%+IC&SP- zFeis@1ZsM4%ze3xAqE2}8Mb-6{?iJ3jV-!nf-s$;wiK6FMq^ zRFoUU5tHR+0ado3Xns`{VqeKU3%opK^NpQp)UiTQK`8_Hwv?j6DHy;vO7%dg^RKKG zFR^4S3I(BtjEhjr*`6B#``eoVh+&*|+PgE~;r8o=N=3dQ_@qTzg!B?lcp3%s6#6bF zC>3=~wh%h({9mit-^K>K?Q};WhK#7ox4kQ67HsMmwKK*Bs>+RO zFx02Xl481HvihtX73}Y|LFiK6EqOd2Ag@#b4 zZ18CcQppvsC=2CJQxJ493?M`^A4XsC;X~nAW~^VZO&D){{lJI9QY*jmF_)}>gM1Rg zVl1&iDVH_Bs!AaDSOP{>__)Iv{|Mx=NcO#~4PTZXjhP%4d00U`S2zWf>Xnp&(=42! zUZx|S3hJHPA-&BL=tH4_bnRw*Gk6riDED>#FZ}h4cr>Z;ir(i<*znAM>(-_=d#;P` zP|Ce1sI6O@?;b@%#xm`&yX9*}BF445yVpSO>6Wjf9s!&TE>V>V8KxcfMf1uyMP-Lw zOAQA@{i{?#y>rpLvW=b(g|+Q0kxn{n8Rq~r#~X9*1erRQ{V4qIQA9>E7++sQU8HQt zSQuYl+wL*$%jL09UT;wQh8X08k=tSCORwetp7?`Y4=5XOD>d?^R}(=-KAIv5ME@L@ zT2?iizjSt0OUtS%QKIf&GNMGq%WE3}%jEEr4A!Z#rdKQ{B~QOki^5=azmpIa`;<4N zSU^y%s+IeE6CfvyT2(8T1?sI5x#yd;7um+8Vzep6N_#ji>5J_dV?|P0!)V*bw{5Wv zliagtR^IASDBMA=r)oV_>ru$Pg6h745+zecZ((Qa3@WAqzA^~3+X{IWo`oK?Z&1Rk zvIC;0lCW(G4dn5HlGfCRS*;*IRy5FuS?vcf3Zh%hR=G8OV%M{P)hUT~JPR234dKV) zjr!j;4_9L^XHqG{fx`Hhob)xLQj(@Hx+7=9*4!40G=!u%I0m0%CjHKx+!YS?Fg~_G zp`RW`czheJJfB4*+JT63d5JfmA^!Xd|DN<~%6#S%Qe+8jq@Rbgx}2WAZi;R4a6LUt ze=BcouD7-trk{t~j6YmY54Sm^U$40iW1INcd@IKtIrvlf)=5sq?X&~y*XMI4*FX7r zp!{a9Xw;=*Qsn6#OooKxhLeHlD*xD(&Q{jf<%Yrb{3e@Ea} z!084{lR@B7!UDGhq24hr`K4#rRVH~KOC{A7HCZ^WbJ5!TOX^77If~};KQ2Pyn^?fZ zLqqO?e+*w8Dwe>JK%VmNplYK73lfsVMkAQf`c1J*8@>4y0SY6)5#@AC~>)}>M4r}S* zeyjy}B{x;w39wh|da1=iw$;>OE{Y(9L{3f(TUub}a=I!X?CyEGXPUBUM2tzZv0Xp* zIx^#-P>TBBRtX9>LMtN>aU;oUtmUurwz6fCLEZK!s5?*}W^%MSSR?80Oe?nm46{YM z4T#qAe`L$>P?*#74z!hIP*R4Mt+=UIV%1rhTkyoLz;^ASA<;9{Y?s2Esz!chyA-Z- z9>#1Y`AwtOh@M1jW{jQ6T%3oILwp=4jE@6_@o_vI_===8V%!~8rfGN76i4$HQb*&- z;x4o4=k2UYu0Y^SDiu<>B9r{?Ss2X26wtR1_V5JKy8XyOP%D?MG*Ep4OUbZQ8nik6 z)+UHTl?ocuf5OX2pepQMPY&xTN#Hkl@kG-LAt(A`LV7uPAb>Q$Y9Rq$}9Qu^_ z*dGeh=&`Zko>ab5DuOU=W!YF%WIRk~0Ux{Dco~SJsb?;wExp1XZexqZzT-%BUjcYI zuk`>5H#k>v&xQ$*eFyiRVWL@(j}qee%W>qyM*N%`PEfqET^WpH2Bn@WRb1!u!N?!B`idh^RH z!TsxtYUZqACQpHLE&re6;H)kDyx=rrfyL>AIfY;^XidYUa5Mhf0diMo zV3?7%SpF8Q7+R0-hWH$_;Df;(>2>#P6niy0nLG7o0Y6W3_iMe}v){e%MuHxwttVEB zgXa~#>xBcip6Bm5Zj;MKazyPH3$Z<~+KYB)=|gxqcl~nXCnrAszRy=X|72-ReqQYW zA@`nPf{=ZmRFq5P$j|hLuzO((k)XO}A1GE_mz;Ztdn?<~@@+MJV0zDWAS5L#Qr}h=_)&V5@KE0Q5oOd2~UVQAA6s8gfH$!Y3 zSQs1OY+;}?$1ua1WuNoay00X&xVbwc6o!QpXO1!P*i8L2<3`7_Q*m{B9ZN4%j+R2Xa0B&;Oz|?V;|XSBHP*kX*Jha0(Z0C|dy9 z$7$RjvQ!Gke>-}@&>U`sJkbq@HPM_Z8t-SfZ5~1ZE>oD{Sd`ydc{bG?+%a zxHIRrXTp8|&fiaP17H?oW8CTa#bgQ|#unN^NxA1~Sl2|(2T%41%pOHyK?iVS$As+r zcO&_1-;NCkMqBqAS zQ*qyKW$3nt=lOPlb1mm10Fma%d+t-&P_V{tpPjsQKqyv5cOdY1@h9K7v(WXc&!4tX z1o-+}q6ni?_g)9eO#|vTt-nv$!5TN(oqw=Kr0yimbLh2bOC(t1w@YC#GNIT9ffoO; zb`l%^85VA?EBw!}aC11YFgE57EMC6xcV&V9DyBWMy)qXt-4)WBY;L#k9I_?B{87kZ zZ>=937EZKtrIx05XZ6moD!IN74#sd6zoJJL@%|V6emty7Y3_p*&XiZ>I^1Y3#GpCy z{&c@9#u6*<$HFggGl*g}e=sL;&d zEjIs(yt4Ewr&kIXKwD z*f_8-HlncbJDp2U9-UoD-zM}s3JWhc@cv(b5Z%f3(Ek7Be3H>%y7$74P0u}hQkDMa z5JCz+K`Etp0+dqpIK9mdfga>_K);$ssef;f)|4XLphf^5-2ilVr^ZFY0)6<@oJOf{ zl-g8cG1brF(0YGXk9RUH2%*RVviJJ=wz<(n2u0o(5%j}-pWB9&FPuMg_}8%Vx0&gV z{Bff<)b(t|jq_gfwpPR#QCp--|A+VLN8nSmvaNk%{O=}T8#!dOzURYu^?Z>jq_iV zhhci;D7U@&?zWEw;%Ys#mklRXj3tGBqn+LH&kx(6CI$fIwf7u9G1+W?`_~!C zx*vY;VHJsYCmz@tlDr=_jpS&LfJjm}lY?>vYCW`K(fc7)@X5fo?qFh;h0fC9vK2%n zcGQ2E#(ZA*kS0tsu(?~kM|T#sy&g3>TEQgy?tXBmfNp6|UGs{(DjF``p-K@H*%bsq zzq%M{8TVSPSGdX;Cd&QLbu+kmOHXj(R5SOkKtd)TQq0Rp_ylj#k|7#oy&o*FGN%s@ zex;|;3~RhOm1|L>~yQQoq$cWkJHa?yF?yvKe$ss%`NT0@1G+t!5@2v`)PA> z!TrERzek6H=R@Y^X1>rAzlVk1G?l)$okQkBC|sp7{~-u=cM@oZuXX=UHEo{5P&+5K z6|P=ygPXqno@Yi?ip6%rn{qBSh}0FjcN1i#FAIkhb6ITvK+UqdpbD3b#d8SKfL(Wm zzASuZ)HmDOC-Bz)O8%w43%)G0*_8$Ay{`=L1KIbt&bG5f?FW2W=&DA&Z97!X74Wc! z=Q=Ix3X??epyp=(LS(kz75<)ap@Z#rg};u4+wTf(7N%^F90%L)3Ik6dOWXXz7t4sO zw*!*KCi%;LZ#2V=+EUux-^;?S;lRS!nB=M12dlRPyPkUP|DYzI@wX!w2StvJrBdjw zhwib8ZwE_Rs1Ql{l4nXVtH?8!St(23&D-84R3sp=L z{_5w4j(QIMJ#v=Y%p*B?1NpABhNTh|R1u#32V@_1HP*J41z|Q3Y4mw{dR;tQo0|UG zK@GOe-uT|9-_1e=$lXrHg}(wd5HyX)jlXG@g$W#rmlkYqqe0v`@_zF<5ggnMv9TgG zcpwfE2*k?edhoW|I4E*#99S3|C%*eT-8~!!d$$@#$~j4Ac1juMbc;P7I3|XpW#YD4 z0uL;-ae^pcW^M3vi(iH{=g8Yz+(|#yWa0J}chZlwJv9gJO>h_&#>Rn#vEe-v)QeSm zIx;)fRRhg$oA`eWQx--tZukAGCjb05+W*(ErXpJa`6LP1U#!_9fBv-P5Yb>`-R|W4 zLA5$?ohUK;iIeqRr3uEKJ!q_;lFg6Y>jEw^eW5bt) zheh@%n3>?Y?)(EHU~Xu=t<@((?^d?a;Cxw>^ zzD4T0A!a|}4%P)RHR400001 zbW%=J06^y0W&i*I8%ab#RCt_YV1R-EAm(B~0vA9;0|N%&=VbVw!0-W60ts-ySphJ{ z0lxn%2`dxuYQqf_7#yH1HVE~B2Vyc0FVLavAoE!o!2*m041LlnKn4p`1Iq^v2HF88 zII93c9pGVr1|-x00o*`>AH;&WgT)6dAXLBz6^RI7;Q#-h;lcu#SqHX*Rb05h!ZHyg zn7{xvBY^|OG6s$h0@U>njRAWC!~O;|F-9bT4h9B!D3c#9h?Fcp1C_A7K$5rqF^Pd? z0V^;R4uH5H7#P19AnE5QV4naKO=U2EB%lur91Xfm2zh=6J_VrG2MiM+Nqq|gAA{W` zggo2doj^w$zGiSnt z2`w!xIXO8A2?-$~As!wcHa0c}1_mlBDiRVBJUl!=9UuE9SpzA?k|4ie28U-i(tw<1 zPZ!6KiaE&%49%=OKMt_WF}lOUlf%PP!^5*i+Ck+!+801@u8jLGvG#s(spd8U@ z%*0*bU?%-U!lL`PVb9S+?BOb>4*cUg^GKVayKrK*{>z5H&zKF)a;jMhDJy!^|-FK_mSr`?{_}X@L%kX-XeGEK*GlYeK*+twXNLuzO&^ZjAu6{1-oD!M< D--T9I literal 0 HcmV?d00001 diff --git a/img607.png b/img607.png new file mode 100644 index 0000000000000000000000000000000000000000..df021186024762d72d1f4b4b2f1f3265498622c8 GIT binary patch literal 7302 zcmb_>cQjq!w*OY5*N_msizp${d(F`aqK4=pYIKfHv~Wax5xsYgI6Bc2y?5uRQG-LY z}YLG5HSG_0RRBRD$0sF0DytKZ4-F6 z9T2|FxMYtQnH8aj?#!)m&|D+CE0Sc%yptf7LdbJpvXrNN zkx0dY8x_vN}t=*7l}DDwHc>5X0vg28kj#vvdI)`epYkq={Jd-;5FV5-Dy!H z6q5ce0R>hD^#dj6Zgw9DHxutTE&nD6zR@VIhR+5m5iO7^PDmf?fZPGA;D-zs9AnU` zo({T33}7sS9}ToUtC!*oSm=CD-n4kg3jc)OGX6Qd*YKRRWRW&wJ%%LG^(-RKXG!9` ze(S3G$Y1eSuD_w(Xm7!l|Bc%NvkPM<2VyL?H$9mQVa*=|d4A3@ z8Yk-?(!=>My*(>woq0<~*EfIJKmK*d6EM~?Z@=@PT))aA)cQ-d4prXVdhw8&n@ZO4 zdYD~5!lA#I0TXB(l9L0Py&P(&NA?eF&mi7Gn9?-cts>U6jdr}eHg9(D${#&`NTHEd zwa<)MsZn4@6uh@wQzs=8@cN>EmLu1Mes6?r3K_BHYFebrJX`o-s^D#gBn85NqI$qV z?-y3<{A1nWU|Wm_6tcPo2D7UX7jhqphhI$LhR-niG3W8&DO$m|e_HiUA5Ak^1ZEYy zJzDe9?+SwcfwfmEbBOv|-MAkcG}Fcb8sI{>!cmv|I_hDFtZ5#`FrLS;#`83t4pZP} z9ws?9VY|>ZY4gUOR75gL#pg+sD>+}6QX}5zYc%NOCPLWuxRWQy$Z6z1|rKnncIsYpE@wPXabS(Rp zF^W?gTXsHpXRcLe@^Oi-Z9$1I&Io^^V*55;SAOjZXn^r`aqS&lKf6XLB(+{Gw5?dp zF3bH2bdmguO5@RiizwS@SZDvPEodRsDrHhejF_PxKy}LPOa!ubof^QO-#Lj~BpuUW z_{iLv>P)+!#8yv(yZV09uM?c$qL7eMgK4_S=3IMycCPW%nHu7jEfs0OMH|i~p|vJm zFw+XO7%y5FmTvVWA~*FF1u3?mkWerxIm7zQN6Wy(f`Wc%y{IDEF(ET#Ptb4TRJ_N& zSe9We^TXcB3kSp@2jG$t^NwHVF|NceFsx}48?CQlc2d7sntX9JQ~ezk2FyVkOb3!$ z9jB&}Lf9f5CA>t&Gpu5~!7YD?gKg#W8V2EDE-pD-n_{&rxLyJ;OsT%lmPI0g*&1W- z;XI3p^+(6MPA}~FaJlaS*iNzXnDbKJ0glwbDembf*ytM;NLC-3q0;TQ*dI-6j3-n! zaVu+IC!baY)KKy;9hcYfwxA_lMOK$vLy?1#EDD2G{{GRbdqQTjqwyta@L87k znTS^XpRsFrcJ~zl8aKxUllKV*F@U*gm<0(}YF9^Tts9?5_5Er^(nSFk?YQI79Xu@0y!zrDQ@RVW)h!Z*3^eQix~mKDa-3~t!!#J5zN zO2Qg!SM7#KgfU%HKb41@qK)?hG*91^`Zs;WS*Qr$zK=b`)ml7rxN6j%cx`7?q}~$=^xA|din6NsX>R&Ss3S&^BO=~54lMJH_Js&|Ak5|FAL^H+h>a4?QBi zi1o2N-lz3Yu%Qa9s%jyTFbHa_gMq=^4T-d~E?!#H?ud##eaXS#~zpuP8iB1~S zUg==h3LcM-y$oo6mP@Qsv(o?s-&9pD^himx(rgd@sRKNS1p~osi0V2_3OGUx&@ojY zrV`J%pJSWSajg6X^|)#gsYHp%08TsiQB8YQwH3izSR8 zrE~SPPQKnm!qKF&F5~0kH_=9jx>(6d_#9O(DI6(@-`C@(qinruI?yD6!j+?hNhZbs zb%ygFE2rpTCN_2lX(S0rbDH}yOY=rr!FgYjMClIpmUlJfaiK_>l*4o3*K539ExLW( zKK@LnU`E24c%JP@r1Y~eDzwWiWbg)St?q~IyL;K$L_9>ed-@JYxIikh-BjY4e}ewnr*nE=VNDMc0(Hi6gR+Ty>*dA%mTgdua$o_ydM1f%^OMZ<{2i|4=}|L&eR?^% zUj6L?dAW3Hz8IPmaXk$_DXYBp+VLB8i_w3QJkC&Lf!lKH0W#LECq4vn$? zkE=H;PqhWg;Ud9uv?3f8F=7mH1gL4TB87)VtPcgiA7u<`C{LABue)m#(uzw!1A9&r z85%p-CCT>$PaD*14zh9Ikzz|O8SGwL3P)#Md(o;A1OA4pxpA;X8!XjF!8*k*uXcHr zOs%Y|=CS3e1YIzP)2@>lF&^kSbYx=yG(-dWqepEg=N$0j_bsIFcRsTOO7PEa$y-zY zrriRp|LP$WK;VLo*A4Q9@deT;EQLA0J8EJJNZ|IG_b7cTRmQA(XQTAVt~|fm?@g^j z(gx-Vy3 z(Q?B2?zbI(-~XRhi<-|Ms}WYv$z1bbn|*h-IcPNuI9>8SH?jQi?M9+B<2t{6%`tF)^ZNS`1AEeY zG7ohy)P}FLnK*85_WW&XYu}%c+?xr3lHELopH=Ox-_7PoGYD3WwoK{oA9T2B|1kCV z6qrsCoz^O${iThKYc#IB9La4(bCBi~UtuYB;WD<|c4QNHp)$wbp|MKlk)4j1KY8Uc zdWpc2`k9b|En9b5$301+eeB!Vi-oZ*9S=3j-*&aZj3=d@Hb^mkm}9o8-xqC+5(rMv zMl33WN&!$BnFgckEh~`Gps!ww|0-vTd@Q8Trxtr zbfl<@IjPY>;|{!t5x$9^H|6-LiT1 zY83QBBCNp%mOc2In?JWT6N_nDh!Pm$!?@!m>@3g)OL~xZ4d+UAacX>VfzheSM1|j4 z;9=ai5D?6>i2k--?Kob>=O0_Qf4-*wvMkZ>SmOc&=a^FPmwd({ zQ?9!uMd|K1Ur>iT)rlEqaJ)1QVw9y6pFRoS6-pf9?u33Do(`fPPJ0UzY71#^WL;@e z5E_!}$R>AIFSmq@3YJL)=kOlk7G-As0);(!c&qLPyEWx@tsK)UfpWfnYn+~cQyag~ z<=gO9927M(WSAh~7%xqZAitJcI)du*?BvTsxBsF*x@X|GmkKy!mdl;Ku8sG7K><=(RhtFvGepf%7mo;2g|=%yGo+B<=4+_Ed=#jj z`LiBgj>TF>xqd|k5f%ShBJRkwdRXUqxo?wQ`Yg7d1+@F+uipZyCZa|*B8Kh+zK&Tk zQw11Lyi(N9FgBX8K9m>~UpT{97K%V{$p^Sp+|etN)u=>bZRl`89!M ziqW+^GTj6;S5N5sJ>|rn=x**}&>RFe1|=|mu)IfPpt-gs+umv@`pT$Rye7bYr-b0V zlU?zx&CQnq(OHtcu`gGRp?e*IaP?unzR>pz{QtFsFy~c8VsV~wGkVT2AQp?}QQ`YL z^4ogWolRagt)(=L4{>bmd=6(Vo`l#^3a$@Tbc&^LWCuhSd+mbvPF8GuovHZ)*g z`WFuK1rmzUA^quHO2~c#`Il^w28bcenX9#i@{(wy`L|&ZBans+ArWe?%_)*PZjOIZ z6Yd*iEren27+aybHd`T58lN`C?aldRm$gR6rMn57qcHn2z-=FA1hU(&MuPvcfhv&# z#)$WXj6rK_OZ#ayRXcx+2$HV1)i(XNSzgQYP?|FuszRfn6Mxt@u>0rd`|}U3MLDIL zm679w0`O9TG+P$G0z9`>?4MhaK0LC1xP_weS zy@+BGC(*HSv=oxIeA03t$jY{p@8p;#WDRi{=yf3t6dP~(vg#dhuw;*u>D9>dvp*nvKiZpfO>SD8#79MHD! z_)453h`n-!&&lzmTjZLq@t0JY#qcvVPeIo*rJEfXS+MdoYWL9q``af@7#%;=R#AHX z0m-cywp#ocBTHI`E$_vgR3bk;xjj-1-}xvyNi{bP4<(0^BncfDi3x!OiFc2IHR1^s#GLQ<=h#c&V@PI;2EE8Z`yA+I1~Pj z*)yHuzLVx1^^R|bEB-e@F)C9vkZJ29_0beNhz&)=vsR^x=ZyW)E9aPOgExC2!Mwe) z3)e({E>Z4<{hdbn+tMZaU+Qm#XgluWpck-E9X5HTOWV-hwpT70OOW5w4Lh@i)1Au4 zZ5H}ZriJyN`Vjas>(yrCO*6M0lxxY_;L&hpWM20)zO8$2FXZs56*Cqbw>43rb%fFi z#6!5m16U7(b%9-6*6Au*^weo3mE?!lWcAC?+KP*{Uw|F)A0Q}AzdfGDW4A#J7VJlX zZdf{)d+O6u_LVF|d$gk&r?!_Z%tvpTVURp`2c@uJjQ5M__+KVaOdHRdG(WdWY33q$ z_%NKNaQK3?GB^LC)_n*44r5qMbJ)nnBvV;>*N`6oH))iM3_A3d;^W`9#hDShb?1z#>x;+fuO~Zr&V@?Yg78Y@m9VpVi{q5#myG>r?$SH8Sn@? zX4@_#C*yW7MH==eJ5Gg0&!c+DULLk*%l`@F9jb1YLY((25l1v$BcGBp{tv|e1O9&t z31cZ7$$b?2qESx0DqZ7{ye;xp{`inu z2T_}uLZH}7+l`+?Z=2<(krZ39AFD#<{|xCQIU0%OA%gUWmy$+3K9nJV-$zEJOFx$@ zru!HWFkE=!N2-4yr3L4R(WLT&vDIsp&p`QhzQJvU9edCSjU(%UVe z=*$2*iNGuEt7cv_=r$5U>({a9BS~MLdg^vQIs;aIrnIM%ylAoErB7}>cIIf@H#zO$ zf+MfrwvL=6c#cO3pEPrca)Z!Eu6Y%7A-%doqnFTTQHZOvI5m>lA}4>G2ka+GpY?ah zFo-Ow^F^SIv(vwK50INNXhtTnj`07HcvrvZY%JE*)UVZUs$1qYA7`}sDHgy=o~3^X zEUQI#8jAkh^SIgiminHm+Vy+wbc;5$)66~GJuy2F>=yH6XznCdvCw9kQS0ysKe$W_ zuuVxjDJ*Kw#ZA!@BBAz`L|bf8PrnMh^ht|?}992;P=L!@I_aPcP%eH zfc+tanW>=`DZT!5%UcJVOd9Hw=1f0Pp#(jSnIxCajv>PYyXRVLQ)81ol5hD+i6EEh z+9692%G9x=x)$ZmXCK$2KYX5^X-gZyUKujV89_wHY~}X9G38yT;Li5rUR)FeEp($; zI<6M3g$gRwElni0X(CZb&SO7I9!S*jht6)uT*9UzcqV-cq_LgUlGr5utj@0{_Aaqn z(2C!tTGyiFav3Wt>sK`G{A0PhCDIt0un>sIb&X%EUux$vVVG4w-ZW@*!)C_ek(kV| z_(P(OWc|_xa$~qOrnsf)d^hCxS=UM+sKV`JEsEY=CIeH|=jr(3qg-3Tv<;&my>frE ztFFBzJrq{PVx-ubSq<{_HeaGtuy&JZx;^byu%k4V@tdL7H~!CkpIR({B~3^DQpb&x zvG3h-@W+V?89!+;p5f&It`FYfl@&4|$JWn}rpR~2E?mDC2^zcfs|DlC9h@bVvrZ~L zc#NpJ99BCfUjF89Ca79>%B}ef@VPf|NxwUSov549nj#D{v#Cujyk}T=gsdFQ&ZFoc zZwdVE5ne@w(@I~Rl%K-tRUqaGhKC5VJq}IVi71>-w^6^ud5816;#z2I>QLX=2*{C2 zDZaofd1QChlj5AG?_`zgI8zO*I3wp$GO2JDV@|FP@MMvggB9tTFUoo7?`>Wud{Etx zm*C+wTqN1VbJ)OTgvQaXVSPwb%)3K1e2n7XBq%sg>J#!ZUoRL-c=U#=oiY zD)G8gNx+V*SJROM5|!&5`QEb(s-b3hL(j}B_IH;3cTSArg4;7pBsd%)qe|W+xs-47$J6Ne{)Hogsf@jdskY0YeTq7*{ieNM96YqJTn%knw z53TBdIH6*!aMRWI&z7Pr6JIiBmOdMSUveC=DV8Vwpg%M%i6k^ug8_lYKdlXXJ8Q74FA?5Z~Q;Pp^wB$^R6kz)njg)3j}`+ z+2h{~ziYAmclCwh)XTKX;MYA)=WKqp-U)_VN$7m~pU20&3L}iZFP1-SU$yY-^&6`> zN4F8a=WHZkbMlo|$y-j=-g=N4@}9+SF*)WnU4gT^ychL9+y6YkZ5cy;zVP6TlU1HC zT721zr$)JgP>zRFU#)^rp2)#o-s00snmcHs_&FG3)how&t{=&PTe5S+jc(+`Bfs5m zb|&p>)E(_PUwKHKoE6L|%Z2X=#W!v6l*HKJoInh6zguHujtqw)G#31=yuvsH{jF$< zHRW}}vqOeY6O2kl)H+rsCw8dViKKafVN_><{EI7@=U*3|(jQCM-u_qwRFpIoq4MUT F{|`XCGvxpP literal 0 HcmV?d00001 diff --git a/img608.png b/img608.png new file mode 100644 index 0000000000000000000000000000000000000000..6d56c942102c9b2c979a4eda27085416aec62bf8 GIT binary patch literal 4335 zcmVod+GL-o5LqUC-XN>mP*{GP5g@uyp@K zmS;U(Ei9d`e%ayZ8knV)fcvrs2U-#{KqztZbixe)@1gq5bvs+o(W7RD22QXTnWwv? zs;A!)f-)acZc8*|R)1M0N%^K*kh98Zn7u5f4M?ZP|4C4~z#?2{r!u+KFP-ucz25G} zcdgoU{T|1!91~D4Cz!P#GW{1;^!xasAx|JUSpxF=p_wiu6Tm+N*RdseYBiO=sb-eM z$#R`rxFsu4cm?=63VUvLCM`4>nYvcCU|vmxSuTiFS}HBFwA#}8S#Za!C+(-!Dx0pfV^djkX)^Co{h*oI ztN?|YA@;Vnf@@LQEsq%1T_0&j3sVR2N)0Ow9p03-rW=-m#*{1M zz9k*KRmeoQVCD>S8bIZqjYHy*=A9_`ybREmW`HQt{MR|6&7lL}W6gT=w&g#=s_c4c z;VpR77li91s)ZlJr77R*;Jn(MjR%jB1i-DqB%@&i*|pNfxO)Yj0JznVwxyh=(n8_4 zCc2E9L95adK#6J;&P2h-$vKp(&gowmT}G1jOzq8?*ngpU2Jl0G68VeM%jLA|Eu{Wa ze`&<>I+s=Glxbafavk1{Cnbi^(d`}vIWV8%7-HYcbXQ1qGefGI88+8V7XEJ+db;%m z^9i*v^mMx`QhAJ76ED{H^#Cns#jJ=AJiJ9QoT$r85s~3W1mQ~-S1JWpMEX{rG>2{u zvOEKdBL(xxzakf{pN*rME|zH&Z9*K}>>-A>*P5;wjdfSQM{l5j_O0VKMAT#zQ1C6= z`ry@E7h`0n{(<9<0GkW+fmp_p6>dIg{oZ}OKWtQp3Rkqk)J_yY z4sxH7pQovd0Wwg2e?1yk1D~xD+t+B0?DD(ZM9l~_>w-`V*=Q0Iv~(K^yw2Wu&5KNr zW#b~&((Pc;Z{OpKr3ZtqE^_-8>Rsqhq$zQ>+TH+SwQdN)#=6PsUyJQ)umTe3(>RB< zK5Na3>i{i6mD_G#AFcV^#W+M)L%sIxt7c_Ib?uwKWoYR(YM!pFsIJeth2BqVUVr$! zv;zRdvx#ag40Mgp-ev`-{Qq8$4d0&zBGhwP6P9?3P-2U^PBv)<`uuDRKfNNmB>BM( zZ@&KQGpJx4Lix6#+a_c1O}%uYKF5y?75tN^0Ajz_J0o{t&9JtxeSe;JN9?RyN7wCK zUC*vx3$q!{Tub>p&26aF7zXw>C#WLb-sJM*WahD48Z0`{_CFZ=Nc6+^Ci~!f+1vJz z>ShM}y15R_D@@0~BiHImtmr0u-9X1dYPh-f;t$8ux+Y()F#e|_@P%|5JoS;zFjn2D z{C$3szwIFd$x#poL56)18Wmx(Y4foSCE@?z5opWpG18;LV=qW*^fsifxiGys()P^^ zI=VUV-r&jI_UfR1nNGJ>Zx5Pf`tDGq9OFAbABf&Nan9h`(mn!x?0a3<6;j>Ikm_cJ zR5vrEx|t!>%?y@&8sqkr3P!&|f19JD3AA*(d*fPJig6PGTDs+PI-6yzLu+hVmY0G2 ziCYy9v~>INgTo!n75AtOsYGcJVs=wq)otv>n~=GFwvrz_+yR9FQ>7}SWGI)p8qh_d z2F%`xwt$-MHu>n#_qTkc&>P3d9XmycLJ+kJ|H@U&!eNeA6s8`?iNHc#*g=mOj=64; zUcqlA9~-s3nn55;u`m6?R|KE!pg(P5(Vsj#aP9Vy5d=qu!i@+4fk}q%{q3))LPnve zasWN0aPW=D`McTsTzsYBgP8U}-AtmVNuB?Ja><*hpxVW0ER|3t>}ojk!w>5cE_sa_ znZ?Gs^}e(rc3`hu|6RPhB41Wqm_4t_gmZwR8fC9un^149x}9#Id7dZ z&Qv+BeRiwR8S!VvKAs1FQet@z{f1RGL;0N-sZ&QPe`p`r(Q1Ot26$P1$k}W`p}#)J z*A|go>ZcBk;&;Y{gtu>rg`RG;l{Hn*C?jmtAwE}H(9+E<+gwxC9zAKT4W3(hRAgxJ zrWoDI+tOE_tte|?(hTd_n>ssI5q&5FmC@I7|LbWe_G6!TZ7O;pIQTvY*cGZ{>+abv3RM5m%&DRd1A)4+P46P?CujcYY~jN-iWt# zdWQV2^F}n@GTkgtMpWH43Ujvf(|Sqvd0P&MzKNvGbc?q+`KDteAE^rpJS*@`6D-qQVmW{9p^eg6KpBc0i`Gq=2&r8mTp zb#n@(SyY{-ng^$yySB)!r5&n~b!%Uq&9?S0I6gkj+@`9A=<6* zR#bOfswP!Rw^h_L2MRcD{hY6@AJS?AEqYgNbq%UiKYw`;xKo87u~u~ZgvQuq`FOz( zOk9tvuCoCYh^pUtNe70bTHUTMDZ!4qH8%#bRIlD0}L*nfcwjCd9 zTaYAAViJs$HY23886l<32q|qwNNF=dN}CZ<+KiCWW`vYBBc!w$Aqlh@Z%5r75CYQ&`dL;|{meMCx|5kf0z=aJc4lzO*h^N5xZCkE{lJ4BXF_j6P@JsUpuPCm=D z3%9>}Ts220r$-#C=|F0DJt9$orFM)g$H$j+9!J$4SHI*|$+Z%SExzuG&+}vltucZ9 z$$4x)&-{e_dysAX{dt-j`z_^W5w|`M=`!+3zKf{U7GS-?XHQ4XCMDYcfl7atFocAMfeP8;Q3j8M4E z&run`ZGR35C%P*d{bu*{vi~^veh$uFWUJN5Sg_iLTuY$w_h*aY=YY=R=}T_dlozcS zr48VP*u zGOW!H2_eWIJEv{i_0vvi?3}hR$in|uFU^i8SxUG;i6xFUS^8L;&Oo{i`%WBfQDEgP zJR|IiwnR+YcXNK;_K>(eL27Bqf+_!S42St zi?q4<*4uBmepO{_hnYu!pK*mBT(*%pT3c_+m7WIU6HYu%sLJLNQ8Hl7+MM&x-nqkV zMe4D>la6%AVQdYYHEXMm7j^xeP?PEZ9dz!T2DaFf3R|eA(N1zR=4}thZAn-Pj-R%; z49suIH-OQlq*nCVy0y)6W{u8WSYM(l>3SxY?8>4YOT;zHxM@p3L*!W$|iz z-TE5bbnUEA5>-jJiOm>K5N)1}M5sj@Hgl18awUkiWvm-i=nK$H66ra+r%i#4Mrymw z-0o=$g9#TZ%AKZUCyllp&H1BF9(GMz;BMPx=w@oU#_QhYdHcT>yQXbV5%bAIaSGoh z(lh*wkXBM7*glNT3-_)E-hg?XNAL^QI1YTXg2rD!FN(`{5Pv1D4gTcZbI`S@o25FCa0*MNp6o1=R!r=qY zVaNT-<4@&bqRpc~efi51PX7EMQ32k!(35^NNBL8)Spnb;f!x1_la+m}{brZqm4DMV zJEGWo5hKz8h!N5Oh!IlSjF8f1gp@WTq_i0!rOgN_ZAOTHa%B^qBSPGZk^UlXy=!gF zeIJIq;cqb`yyLVN*fJs3RvU~z9}3r_!T=tQaN6WYa8hW4P<)23$BAhTXNf!*uSZe3 zciO1o?=CNs^F%1TGG1=ZKOEM(0H>F;heVA^loV@|NgOoQY4;c}cL;xS3%@O1&J%e| zNX8D8YIY$g&zAYe%H+6F)6Zm%oCoFgJNKp*fYH;XwsP&B_Kw*AQ#0T zCe7`Pg&ZKG1xZI z90@B8fG1rP;a;6o72!^*Cm{>CikG-YTUe(_`-1lqvfXWO_OVaBDLM5GfJY($D}aEh zDv8-9!%1gDCLXb~y!0sv#dYK6A=AzuLTZBxW3Bp70) z%po>jpdh&w&^ZW%53%2c=2Hc8#{GxkKNT{gphq^Meh|k%kihQdB2={qsRE@OAU`OP2Z7!h<6WGX0Q^s0Z8(fE061BH z@+g*$x%nX3{sj{ePmjQooyG2-cdnmBB~os(Rl`L6iP*0<)}K2WJlFimIulH-3)Pu( zpwiV)Uo`0ru%P2VKywz5Okd>IK2HGL0qfTuAy$7E(LRTjsgfG>3C1tRE1c$-7FhXw zodJ-l1i}m2V4jSo&ik1$YR94r+a#3WNmT)Wi@B4u4w&KVE0W;G(s`*GGmA)|9}Bz;(j^e`>zlacM|UC$*XPJ1axs$+{Hk-d ze~VcEMx-XmspQkoe$-;y=Rh5Tw=f8pAfJDu@euFd5E?IYCzZ6n#0AH_zAkA7!ic6< zc6|w_T;)!MB>D+2I*AmsENW>qP8vZ?vjBCZ37wOoadtDJ9r$M>{$@PmdG;eMa zR`~_rzb)u>dp)Jy-m2FfX$CEz1_|`LVvpPFvuAU2IXc;XOKT0??iq>TQgH&egn* z*I%?=?5=@f&_x^n1_S;A=++8o&St;k~q1!j0jTN^)k%Xex($7#B2NdiEk^&_L#(%bC5LjA}SrG9cK^^-%XpBzg4 zKuy)p;)eEV_E!ZqCrb2*8#0)UiRVV`n`L4@dQSU5FP0 z+%%juyfX1iRAbjZi+LThA~==ySz#;l9r}+n;n9z8$4sU!z=}J&qBJTlR0y;(Xhm2N z5e7v4fKks>zwz_A#Xy)234lJY*8@`NclnKrQ zJY6Lf#93R#*WbULpgoxYAgt8Ib>q;7tG9Rg4;WvQmF*kC3VI_9se^xj=o!o8okTi% zSJ8O6Xl!}=k@^sZ{4v|2Q1M!}O7)Zw`rZ0BKB(TmkRLep>jbafNZcq3?C<7*G0A83 z27mmzkKplhk}X+6;M1?m4j&TvpDE;;8(*Y;a3XXodSZ#+i$C>{+dr5-a_29`G;`N4 z26FoY0Hn6_(m_i5XOtnG@+J76AXytIuV1?JrG)x%N63-2gRfYBg&zq-@gC#K`dlo8u4>fj;*udFYWjxLf8ah451>c|d75CQ;Tro7yUDp)+ zwH(Ct8|kONHrIov%k3d3uGkfHBXdNN2jcp@bkE*4*LN6iXLZ{z@o{`LmDOv51m){q zLeW3oL@oSfxelmdV;P;?5ZCW#n_8Re&V0PFx@HTTm0O2zp2lKfV12j_@3M3kzF_^$ z6s3N0DD{&=sh=Faqkc~8uuUJ*NgBf+Ksx$4YX~nYn_kanzZ_Y477mRhmo*demGq{8O zGd2To4KOepjKNv1&cMQli;BvZ=w^(%g+6EjjRp%4XgNmR0)duJqW%P=A80n3WwBc(P9QsjS5ZEr&+?@Pn*qJ%COVxq>Cd6T25yda>6Taa7k}xP2-Sn;+YG?$3}B#Emux%`CIIN(Mc2j- zSGUgC)bMmSk8>qvw{sr_OVA{?Jcmx19`1J;WwBf<->Or{*pBdHdFypTP z*d`3@x}2`J>&mXb=n6AQ1ogZGP%goeKOcg6-ZXoN^bYFe$-EG!!z+WxsIHhpz;f0h zg-qxxrsb$W1qckbk9W%dp>tOt7FENgl{aBuEOQ{Zim zMXqB0J;FsxW0xneG`gAT)P9}z0IG=7axm4jQfh;!-k;{^hKcH%odG4 z^+B~$g+t$99pPketi0;KE6OI|=?hAT7^(nPKeY9>>LW&YeFOkB?||Cry=%kur$k6E zt*Za30(i84@4WChap{aY+wSgY z_A>{a)DEmu9i~?S;O-;jZj;;Dk}Z-@l8Svh1DC^)2JR?3_V}N!NcFsE!{#)RLM{GI z^rZl`^bH7DoYR2sv`MwrkjuLTmGrGT#{jOL*iBoZ)EEenrkr7g^ex-=Bc{N2@-{1^ z?|=;f8$UZV;Pp1gSwqq(MP~I_X&jdZL$+(1b05PLx#!KDoOonTUy4(x9Gr?pwmu1D zWw<%em+aBhTCFN+ML)hH6?l(Okg?Q)S6+VJMM+Roy|bb(TH9EblAlu&_cJ*fbF@A_ zKIE+=&2A*?qvc{bi%38mX);C;+CEY9NVh%;Ap`m-?ov)>t|)@_xxhh-H%ZR*xM1`p z0JkBg!L&;HUOO~c2zZ+nBM(DVNuNGpt$TTIv&-y{RsQ5GPl1RGPXXsmWGgJhr)yO=_|@xom7yi^(C^LaQc-SA`=#q`Z;as ziq9M638_-}L<5&1Lj4h+eyo1j@CK4~;Otv(`6BYJuB?DIX!HU!IU~wshAb*?$9}E_ zZCw7)8d(0&_TP;xuTD*0;?<9O5u>JNVSRSUo6AG29^X#)Bkg?LUY?k~v~zn-2r|`t zkwx2g3zV8>E+ZOZ1DKha$@Eu2AhyI%l@sgH~36V+9`)XR+sn2dcZk61c9pA<^^ zq>#m&R|RM{4Kd8-o%@#9IY9ln$~Pp%nRT37Xua5a>uB{do7>uHtLCity?I2>G66sv z9_+|+rSiq0dmme^7rWVOU=s@c_pQ~OHFdMzJ0i49=&d8{Vxn)d;fzo1LUHH=Vc5W` zU4H_Ak6XvY2&cUoyaes8cd3|9)T#}(zC&QNK8XozosItRet+7lEzOt9lU+8VC{)|` zwt@+aXu5KR4ZH|`ti4qGXl$Ki>rm(}%mBdNi-{hRO$-WUeV3-Cw~iL(%tmtt{b6}! z13>Q#cr`8Pdas6#4FI^QZ&Pi)*?D6O6WZ`?4E+JC@e5ie{`_BP!yh<(!Jqzz<_!Aj w39uT^ENFVGzRN}w#i4I71BQ*fwGhPr0r>%O?5{|F=>Px#07*qoM6N<$f*SU9>;M1& literal 0 HcmV?d00001 diff --git a/img61.png b/img61.png new file mode 100644 index 0000000000000000000000000000000000000000..1b59ec556696651a2d34f90f2fc0179d15c04a75 GIT binary patch literal 555 zcmV+`0@VG9P)RHR400001 zbW%=J06^y0W&i*IsYygZRCt{2R69$)>jBfP%y75#1&CqbH?%A6zIEyqaGUBX)(1k^P<%83;x`HSSevVSDk7KW%n%$iN6%!si04Wn!i%1mu$KZ{MLr zs4!N4T>SdOY9K literal 0 HcmV?d00001 diff --git a/img610.png b/img610.png new file mode 100644 index 0000000000000000000000000000000000000000..d361c211cf303dad03ae9bdd1500a9d1d4e9ca2c GIT binary patch literal 12546 zcmY-W1yEc~*EI|?xCRLBPJ#s;++BkPcbDJo*4Pv*?X$o#PL+388Riqc2Bg(64Dr_lr4)Z_mkn zF^+g0ZD7bB79+-HwTX)p zMoT>dU-(Kh^Ys($AEM>-?_+har=PdlUt!L#3`j{X$_P&yBZ9eCVm;jiC>f7A=JW5` zpSiWGCj4sJXN0!=K3Rq~`+DGD0xq75POFr{!6z(%Qwi_ltwdjb`+b`BBeR8)p56mV zBcszYKwOH3=X0&v^psAYHjDy99*Q^5*-^F1F`d-EGuN|^3%BB&uya7yu5XOJP?Tqe# z35_>~s0$EWkZE@~W4UersUe&|vgJ(jLr~$j-xnZJpY+g1M4$#Y@@j7^dw5@EAcN@+ zfB-3v5YnkAHt#jh7ovqm4K$(D)T`@mD0>s3!2{N*A{x-rTp5$YgHF$J>@1(Y(0@Gs zKC=mV$=NyT--BXJKz`y;7voF$r(n9PVdYh^bZCU+zNBiMZ4iJ{>2M!B+{$ClE7B+y_?2c`Y=7xgoyZ-n44o`( z8pPeaY_ayF6R$@asZbH^Ty0nZO5xbM4-R5hv(=QGqgqQ*^`0#ssJy<4E8bAZQ~tTx zL{k6!Zghp`bQ2y^lLp_+Jeykn9-Y+TPtVbrge9?RT71B zQrasF?bwZ;CElSvZwP!2{X^#9*R?%T;KVM~nCJkj*A6btxJd0E4Zod|BsUGNEJ%37 z?0{vqAdk6pI(|9gbf_CB=2#ayDcW;_XNWJX-`EgNi6S ziZqxT_GE1>jK8o9uFZ25N6cLd?pQKvO>11c?u#Zl}U1%VV@X2cu|Whx#NI8p=CWJ8NOmln$7=_HkR40sJ> zbPFXP=h6`js4_P=6yb(mq;{iQ;7HoVlm}eU=ptAadBx!J=V{LQA4|F^OdVe(VE3II z!P{%lww|aBDsVkM^P$9s&Y2R-CH)P+n!nU>moHEAlNuOys$!lJt zsep0VubhN|nt7Y%|Cx91?)E3v*+A&tgVwtk_pkmKtYIA+=OB6(VWU3~qCXo{-mXjt z5<1Vo55jahD9YHJc3?!#@*nKKw|?qA{lQz|SlAQ`$l|2V6qChrs2Hu~#TRe_K)=DA z@QO_LFB{jgCI4w9Z#Vff9_D~y12&|uC4Zsqj&+AMHYeOVI}@NfX#Q^dmBDGF;Qi37 z;n+(-8!&Vdw6>^|;EaP?&03S{L)OGeuza!X32s%dk6!k47_WCAizx#=<@ZdVk}d3W z?9<&eXEMELZ<`!uLC#qzJE7y zlae~vtfKV{JDpBf4N&gqLq?@6soVTZmLoA<&{KNInB(&!4dn7o?YC4>&J>mELC32v zWzm;bx!Vgg>6e>YG=rwIu7#K?=<&uz0rx9nrv1#x-l*Es`VG%3)<@t*%OaasR-o)A z!lCpF52C2$A0oWfTo3|}?F^4-5kTIA5%U=fl{nx5u~Zw+PNZB;JggPt2YlwOSgSdy zI6;_AIlM}%)KxdxRuTFI*{1Qy?gZ5INVEd&!33kLzUCSX2=#OKb>o_Uktsy-9u2sqq z2bg2bp@AqTtCJyrbb6Q(Xe~ zt-cxsX^kCm3rnJ0tnYG3Ml37Akh(-{;K<6@dTHSwddRFL(c^b+Pd2y^Jio6^fSnV9 zI|IO|vu;WinzJD^*jysJ6e7eI3Y-k7V_dZpWaT%(e7l1!7*}DPobCN&7e{l=0shgU zU+@i%VZU=LS5F(8tNi31?m}l)+OcZtlm<#1Gz(VE>P-_DKL&cOI~<(0*M|Jr_8Fac z>S~FK;Nm%hlNisC0kiCFU94#Lnq#=)0y0Pub>hCQIKQRzs%a2+$ zTCVM8AiH~}l1mZh#UY^GOQ*qP5h+L!G1R4%_fdJB9aaEnJeg#2v$AE$*mWeqSb$|$ zi5Uzyr8Z}qx6CYjPRz0|+ezd$QZjl>rFP?w_WHg^#QCf3w>6S$-v02WB0*o<4T+{Q z#q27q?(*{%`%*a1sPNOR521$QG*xSL=#XqISYUyCSjhaJlEe0#eT)p>DmRl9WW z74fN>;rTU2j&PffSZW+X9}OtiIm-$1b%6v~J(Q8!TG<&68B;&2M(4y_#3|wW_yc|+c>RfwZaH5QZ)mQ6cy<1)j^Vo)aQqThW2>!aL}JL4J);;M;#3v6fnbMp5^r*hPxZ7aw4!9Lfe9ed3I zxOL=QP4Ca~&C5J-M54D6SR&;fpK$j(n)yA(MQ`blGxZ^Thf9_yG&0Gi`QE~9(y>SP zZUp_6(uRDQ2vG>){j{(CXp>#y_{cieo-%u!83hbSY`U0NfDl#5$U784TN2 zok@9|1KO|2cbYm+N6-N*^aOXdJ5lK&9_c*BDh?5ispYPf%AHZ;!)V^WvNvTmv)1!| z^Y!dI;NnE$eX8)ui1v8tcrFl9JC0vm#SaacR~uY*LXQOXkx5qKXmmx))LY&|c8=D2 zR*~}Qe_~+!=!)cWJr|SKfT&e524+ieVe*p6ajksNV{%#W=d(sbV6^|r_>UH)kj`(; zV&EA^ooA9~L1z$n8KX4Nk{a{QsZc6O&Mwy;-yV~FAD#Fu_K=M1^;R~=}LfAAEGNF|MeK6 zq@A#9!UuBpeRDOUUz72rd)h1O%$i=V)X-!y#rDqerSK@%eZ)utmeFtm;pZxAX}8vD ziHGk$dD0_VMJ202IHm^&vE9Zy>Iq?*myVLSk`QWX{V;w>x-0B|SN$>6HdoIaW&vyN z(r#DO8O6DF2cR=KBT_uvmgPKPVmlRGcL5O$l2O&Tyb{nR=N)*SR~i zPok(}$h#_MjC2rm($GYPExx_^0?z5(_P&zEZsgP~XE4&-?glz^R~;$1cPD(uQFpzh z{yJ701uOs9D%)FK>w%3@#JHR#;RO-L@<6@;nDPmgD?P$OexsvsAbyHAIWl4=mo4T; zOYBJc)YtO^r&z7BK6M&x>>D2lxW}f=a4G>Veg;^BY(CoX(AJzViVx@So5gZVkDhSLF-SVw2nth7z zA&p?bF+2TbynYQc=v_~#_FIdnzdb~P9`SFA1H>etxi?6@lqj8+R4$NrX|d!S^MPIu zBi`E^JniQWUER1n9i=Dgih=yHfT%ya4XHChCho(UJL^yLqGba$5uvK!ep9wO``mur zuAQ~ecfrZuZI=Fe+Dh8>6znic$TyjW6Pj-$`4HYY$X5hWHK`DJ{Kg4c4nJuP7YKG5 zBRs3pt+y27Qj?>l{fPf1iZ4rSLrF@rF<)gvdtq_Lc+y8rh6UyR*}O_A_~X9TU;jwV zam`*)jT4e21m36Xoj~uj8_hjxOURl08 zdanKQZWC#Yg{CiyUGCN6CKjC4rz>u0tmRN1H`f6E^@cc#=3Ocu(TGq%>0iVf9f0dE z=r#K}(oxo-rA?p$l;{-PflA4!+aJ$uJ6YR_SbFq_Y zzZus9CW9X=8HY~y5v#RTiy!(&OO5Rh0xekF2X$0O<|%9t#n z2U{nFn&rXkVnQ2^Gmfez-HDvd0wJiQ-%JAX@ANdV_n*IufXy#KuPzG1rq&>DQgs!b9fiM>Z{iFBr$?rMi6aONeN|Uh|Z^!GC0S4 zi#6m9&q}aZOby&eQvK=Y=dtvtQr}8&%k-!pdjTQJF&$DC7q|!P^})Vu6&BYhmcSj2 zeZn{U(Ie!l$`~S8VSfG9@6=k;Wla@B3wjF0Kb0+5%S+wTkMcTA^*sM9=QQzV z5LTM*Ivr}?O@AP(VmU$NDeDwgytguhrZ_OI=M%L+nxv!7Jw8Fj;_s>81B0hc1);NC zZ>u`i{!`Y{NQth#x)}FAeo^UQH{cK1?;9#6$W>z-zp1P%3DPJ z@MO=C3T%BPrk%!n6kt7dg=UJ$`$JyZq$`+9J|Ej~!a_&KOjzWE*Er0f%V)F~a^B`* z7;D<7>qct9A2SgC45GZ1IFOm!%<7(~;$_FH5Te+4B$Nq9xZ+g{|IlE7hpPIz$;Xes z2N_p7;J4d(&ncGlB||z+4DOaPUtWi(jI~mSdnbzX3)Mfq10aw-;Bc%@Iki9@iX)Pr zpoPE^H{AHbWoCftEwPxY@aG-4tU*BZ@F=n+^CM{~vFaQy+Dl7~Zf5MU7>(GeKCyla zNmtnKL;~~hKn&4SeQ`=DmIsJ@1v%6{ajKI&0xurPyK6u*D5MovfcC+yZNo426@GN% z*4$4G6V0h2O>yJ3jBo=8SX-zJ)Z^)3^Pa|n4`_4JTy{S}#VFg~zGA*WDSgot%CG^| z9l+lrh?CFX{N+MSGulR?1st*EcJ5tPqjt9=2P6?UC< z3H6IydOBxi{8F+9&3Om~$jaX{*Zz z_Uq57fH@xrWh-ah=(dcuAQ`h?T4@TTHhY=YVHfEFT(vOh{gA%6ZM;51`T>6v-aL%^)smezw63QG##W^7g14f# z%Q*VeBah*G9aH(^U&HNoZM^T>2mYe}mQs8RiA;K99UMNb;{5Fl_lqE z{&rQ`a+x>+L;AJQ%qL)!CgN`~ABxjjRE`^mbPytl$+V4Q@YN*h5(4x5}&& zLEYb>?apdF))2|^FU$<2P1?JfkDqF=71#PJ9)!Rr>Hu*m3%C=;>t%DWq~5P3saR$? z+*Ca{S~+TC2?!wqx^s(`x~i_?QmSGXq%>YZTTZ@-`D{0QCnVyp!&?-N`*c_7g?2hQ zXur<&Nj9LL572WalWyHhoIFO?*_E;7 zZ6eV$Hyfw}g-@oUC9Fd}v$K4}UERqiRbC-w_-xbcuoY%WnLin9Klu`zAwU(uWLq4F zJS;U1Rb<41D&%_tO9<=PvKuaCKhn3g+T)cA&h*NEu){L6YJ;&N;cRS9Y{o(jJ%k0NuvZ)D zdcNmYvu3OXW-*V*^tZd-GK=H+^fUr1CJTp}#9L+lFy&o_sXKNBJG~yYWd?xy5zY_Y zb$e;}hB)yE@iSo!USbL+jh4<|{gR6E_McKp&h91e6&?UJ4k)bms*W-}yy&;Ee#^`Z z9`hxbBva|mlk3oL>ghoRp$iqwqKQKU2DPub3L`9PAwj|Fd7YmTjKvA^xei&zx>p%;4o&G93 zj`|?jAMutWy&9J4unX)A^8@WR7VT)iCl_yJ>UU5(b%s+O!0~XY$iAUg@13TeX+rtZ zIB}ZGez;CV3nh(xY+h?jS?gpKao`pugY$1RT&YsrD-foGxvLx9fHhOyau< zD18_OZ89e4r&aEShr0f~rFj%qTZ*$1#^k5j2rBCP(oQm0T^?!+L#`Orxx1Xs4tQxw zC@5z2k>t6JeTL@dVp2xebc6?%^dEa_#2KjwYuq=?9M`m@-RU;AU~S)0td;PENqKP; z5uiy^pFuim8-Tc+t638G>ZjVOYe&C)K|8>GP5ML9O&;OQmtRU@EHybTe-SV2XSF@u zWtB@%SD9gr0cPa0yhdoe@-2;!%aW>NMk)!z5C5@Z6@#T$H6$I=MmGT+5hEFqEk(#C z`cT`tppiQw2_#oKb8^;g@RDxB55W3SH)|IaNwYSH$ZZ=@LL6iIDmm*>f6v5=S@Ga7 z(IBJrA}5;mAIWAcm9`a%1jG&f+f%Sx=wpOZ*oPWXrDQS_iMzQIdr#oh<2N(|unh6p!Wx`W>0f_bL^1Ghw*CCZ z7R$d`{Vd3{kGl;n`|tD4@rrX`Q=Qx{BBIh$xMlLrF^3cZ$nlc2gN9T=F$v=iB;w5V z<^rr9ooEZ@tk^s?m+{zEx;do~K2fT(Db^{<{2>mmTRvYE-GPj+25scCZqLrhTlVuF zk$$r!o9D3zvsFS(PIPp}@sd9k#*89rATrEP*i-k+0*O>+& z&mY+R4Z9%<2@iPBCyu1>jKa6~?)2~lG5>7Nr?B1{r-TX&bWCIHs@4`jC_SM>6s6Ls zpuDWi=-h|Hyj8BQ=<>l`KjGLq_)Mz+TJ^(6IRp1yZ~AtznqFp{FNH?nO0RN)xNYQk zSxS}1oOYuW`>)pR-+`YTCKzn<`P*w(6}}g626x7yCmkCog0PYmo92#}Sw#@xn^kwLIJ^lq2$^Ggf@6+X1~L6s2cQ!r|C(KUp%>xN479Hn z>^ts{kv;`LS;L;C;)~G@N-Ag1LqR#vR72ARmCHKv&k}-ie(T9UsmyZ3j5XFRE+Sq@ z$!2~L>K15|!~rkt>80 zepOi!G+(kfO#|@0#IjVK$Oz~lek6#}hRjW{f(s=l;k|?Cyy1r|@tlYv7&1y$iXZV1 zu5RdrwU1l)qS9_s<{R?0wyeG`!2A!dZ8cEP;t;u#V91xpbpq6&*ObZJx?x9)z>=zO znP0+;Xje*$angT^g{El|PfXw>!NK9w{C5|?W+ zvb02~KZ=+3l5i*3f#cS0NX68<)FseE$KjTEJq(ihQIKz;6ev?M9k0L_KVJ4PGu`Y z>=*Bm_@UpPP`+THB-j>^mNt-2Q!T8rUPMls;DLG~-b34{W6<^N zZKlY_41`FmWe?bC%BVG{x+=UnD3jkmza;;hE1+@v@BjvIRF8&NlfC0-TQj1iC}ad8 zFk;!w;0AOWKZ5Ar28$*aIA##Y3I{-RbU1G0{m#P+n^^|Q4Qw5ut6FbinW->Y@TwL# zp|ZYvfA`{fw#c$-8Kjj=$21*st~tIfp?j!Ef5|5-dpk=u^N~T<7=(E9OxB( zdBoTo%_@waUZ9N-$-i^y-mNlpQ#oPv;K#Hh_{kkYzrm~gM`x!6FbEKKa26p`={QK= zU5Ujl?lFP=nUpXuV3V~zYjv@@#uocFrb1TM$v_=m~pT9p7xg0lmN7YvAW zmsr+iG&9c8;#j*I22}l&|LK9!bj?bDu+)QGo8OuR7?2XqvX$zG*Wc}dh2-ahe9Fqn zeR!K`B1$Y@`jsX0iOcv&_!N?))w;A`$jB*3|4r01@XWqDQCL*#=s z!@o1&0ci&;YuZkab+|IEt$hh_CeUEB{M7m+Zw98TRAfX z{g;$Wt2inVX(Eqr!7+q2gJ>yy47otobW-Wq3_`XiZ2AB#^{} z8^Z)e4{nX!0zrq-Ykhx&)I$0M<uPQpY1|9-1a44cv zOPFl^=H&fis?8ndC?7A9iI$RW1SYzu zD47snNy(OQe5T=QIK!vq#!#i{P8PA=F;)56%j(a(ajY4}W{P0FrI5`1694e(bYdFGP z^9b(W9jf@0c{z=gK=Q(NOQFO-b}{=u zuha_*^bgem8qTPJ1`nR!35w(_>OV^CUba$7iT!n9JZ)_-M@+(G!5Qx~Oi=rRcDFsc zihzSflT5?;zS_3*AO*nbI>L8DiJF>-ug^pq6I zD9-K?vtG|Nx6i-ixw-u?A@C=9!;vGdzm zT}^DlN9IxIQ@e<|=INVwUZC1vq1aw5)YB$1inuOK3nB6sA?<!chv!XeAo-#pk7jF(<2+$i9{!IeLs;K+?fsKGH8mL(L5Ifg&NbwpWIjLAdzjl3=5 zgrXOdH#ovW`#(rE4->JL<+BriPnL-37xo|Ca?`$g0WAoZEKS1FfsSIL+MbAwVJzM!T3_E)gjZAOUs_S#8OCjQU8^vOo!=&VcF5(^n44d26^7YyZ7djw@9tDShk zt(aUE>0dD`vm5y$&ToeGsK6r;Xcn{(!hrgg1i$*^$d~Bd5Zg_avT^OJYDF-%LuFqS zl)amIe2(`1GKQ9>HDn)Z`^J*38|O-hfr8yBjkJIAQvZHL!{MGSaZ-TmyVKfAL3i)w zt~S6jeA4qwmISx55bSfYIjJc}KmDK%)8SU_+?Eulw9 z%r8h-@=q`31GU4OKfmA8;VSe|(m@!!yr>(SPjOA#VB4VN)w=UQ{Te~}cIJ>PkoBKiHx@I<-VV1;d8&ANrP%mQUG+?4dS zr|dU|SXO*0$Q?6n$y$tKRtGpkEK(9|giyY#Vnp!Cl-ApAZlYb}X`d`e|w6X&^h*hFh~XQqNy*)2Og8?#|3``Ai?4SL_n9z_79K!hc?4IQX$Mv2!pV;Nnyj{n09f-$X)H6zy^^mB&DB%@5{$<`}#_ zpu7P-JeNmswwf1cf16`;BkX4<<7M*P5>Xh0;&6R5*WDzv69snhHv5XXQEi^n3_K z$>Y!C!rTA*?et7BgZ*G9_pt`O2LIfTY-KI2p6upt2KvsAUmiOm!}h|%+2c*^xx-S* zVXBJy_eFwH!|O-W5_l>Rd_BaVZTA)x9+cg`Dc46-ImdO7F~(Y3%Yagpd7ZsOJT9O% zbE1H05zf-IGJ0a&Fur*{g6yitBfUU>Tx}A9Y}&)*Op<(uouU3|nSR;!=P^{cue6MkJQ(@hEB= z%hylls-A)E+yl{1*%!fVQ=Q!g;HRThFJ%V`l*)oK6ZJ1*R$E=p5j4x;U%dUIWB*cB zoUUUU7&@pn1eb_bA4bn_&l0Ztg{N#^3?Fp#Z_1;k&_}aX+N1=it310}7=P(WDhcd9 z%(eaJMfnwkG=Mvv_rTd6tiM+|zb9y3NGa8L2K}CWoJp6bfrWlqV-?XUmc6^aU`phB zui+)@q_N&}s;(l^{WjIeJ%lc0;73=yuF5U(v{(Fwq766>>&MGP_YuRS7=2xB-1HoG zO}UAJCRJ&<$*;2bwhhag+BSaLLk>YvRLl0^|C3DrNle8xVTZ*psC0sq8(ohI=9Pm|a5N&I4tyJ6V%nNq+>ZwnCG qig~n^`XJ1>vXHgIRT=(@VQ^pFB1g}b`1Vr+oPx|}>1s*S;QtS$0Hrbj literal 0 HcmV?d00001 diff --git a/img611.png b/img611.png new file mode 100644 index 0000000000000000000000000000000000000000..641874a5fd53b11f3ae427d2b1e0ade71e9591f0 GIT binary patch literal 5360 zcmVRHR400001 zbW%=J06^y0W&i*bZb?KzRCt{2T~BNsNtv%_lf)S(E{oHkU5$NSq{UpgjyZ8mjvx&f z?R5p?D-u$k1k0bp$k|->1e1X|6H5p*5)yANyO-5&W-bd7NVY&ipp|fCk`QMcyLkQg zbyt1=s;ax+^W=Rn@$0JZ`+dLeuCDs(U$;_}7%){ke~aI5Rm!kYL#}WNn8RB3P16z0 z5|L0NOT*!|^ySd-ks*{KL@S+);fpb*NwofX!j^!U=+>XeGY#;E5g_Dx0(uYP5;pDA zw~Y+I3OQZsDkPR1u1p)siRSLDIYiPW)Ns9Kvi|KpsI7hNubO79R41Ep(};4p1||a+ zN5H$m(oddMpxXE)3cMQzb}D3Iz+|n!1{F7845D3K6H6vL_iVSif=+>_lU;COG6Di8JLO~c z?76{{`>0Y+gZEemRP7p3Zbf18AY5JDmRU-E z=$+rD8rRp8ctEFF|C;@{Ux#0)vIc%@D3dZQyi&@{opMVTDM$>*vv8H&^F+FGFo>+& zg0~9u(@5XiF`)ANWHcq@7sw8TD;ur)$W=CgF<7-?$}?p8Lbv-dDav?#I8s1S33>+G z3C4N4$qSvN>||2L{`ru~-02(e@sUfAk=ryzRW=f3`r^y#sWR4*ouIaRS|i;?*dVad zZsl{;2vN8S**~6THWfhN4_;lVGX*EOQ+t(O4L49FtC_~XppWZ!VG{@#2p7?|8@gL$ z(Qyw%VLKNugO?^~3_%iHyUIwv6rmwWrFsuXh%(Z(0F{HnOlhm^J}sal&Grvu?#MF; zirPYgj-cvXRxEmOL}e~Yyhn-nLYZmE7@#~K3G&I(X|S7F7;HAwwc}|!sJ4AAuZA>!CW;)SOcn%hq!1Ybg^1SZdYIQrO1>uS>Z^LW%Wj_?B&fv8E8Yxgk!!4nOgZ!jk%&c zQ~rQ2_om$rCMYwtC^Zy>+4rstoUm9~yQ6=MWk_m|gdhXH zr4P;zt=T%=A%Tkm5dhr&fdji;9jOS%v;=j(S~>J_QQ+#tIN%MXzO25}z@2qTK&g{C z;H&!&CQYST$B)Jhy~d4xE{H1)HC$=bJP@#kPOT;D+3m8Mo+0uZ0)u-Ad0=LD30yWb z@`1DS*?X!EH|%{sg92{X(4tNvl;Mx~F)%`0c4*PX5ik4VfEXTPVCKvN`Y2qa*1ppL zk4p;}xPVyM+sZ0){}F+KLmrmA`SuRqlMmP6AJh=!dUO|6XJVhuR)jedCsL z(70NWG);RiTX31JkyG#J3v;uy;<^Ip!3=mNtJD8>y8%WjaCa<^3tR!e7_f1UJwqDU zV!&K|#sOnf4=ga>sX~CmdQH%HDGcmZz)Y_R@++$=h60w{fhb_6^3%9;8dy{oy8#9s zrx;+-10De^8x@HFW-902fXTr{3Ru{e&eeXE{dgn<7B;NK)0b5mPbgq!`vTMKJ~oqsX-t3mk?C{~!4>=X;mO8X)>Sb2e>(&&rHdU#14-ii z9X>t9bh^3s5|~(ECIZt{hy}D^Ny8KU0|S;Mux6^i6ksyn5b-fd>7@YPQR>q?u%HHU zdQBV3K3OkJDN1gK*aP)|wX#3B(Fd@qCKfseo|%UA$GQO)`9%BD1SO&;@Uj7O1M&-KQM zt)8=Vwj*X*cy8FMcBdF6VOljgu6_FP!O79r&X14IXk4z923XAOxRyzbJDXmkhT{Zo zX*=AITVhDtp@y0{9apN$tC{AEIGtwN+UriA6?5x4tlHt8p=Em9uZ$y`Y9;Uck>J22xZISC#vGV5$KgX>fcE-v<>4THS; zu3<;xV$YlL^vGiu7mKX|XPn(*4VZv-nmqLM(b$T?^(u7dE=S_}RYN-g4;5)#Zqp$i zv(dP~Q|l{-kT0qeQAT-(tI71#dbZd;$ig`$RLQ`m@=ifLO5 z>bbaJ`vWwwT5Z|a-6w>?1z?-{&6q8p4c?IP1)EDCf(a}STtr2ObT}^Dy3f!eagnH@ zPGv$x6qkFGEfXrDxJZx#1nxn&O#g)o6;WI)CIk9KaQoJQAQT|JsIJ=|k&0&Q0=u&= zE}HN5N5XJ%yRcCR2bZvO`y)ZPgk4_EM&eR-Sys$ot!C`peohE3WrxL&0$kG0?T-ZD zl6J8}s{EGZxFL4U*tz`?F)m{lIT9{f5)y^Wce3Mfnfyq)OSwF9Qfwm5W{j zSM2o3yk(B;t!&-f!_IczXtk^Jr{1bl`z-e9_vQNeu{GJ2o;~}>e#cHWy8vXFz=@Tw!tO4%d)}q4OEN<8t#h zec?LCuDbNLb%x8~^o7gdNH1?!xSj+SyS{Lxumj<8)q%Y4Fbu92K6Zo~+dH+ucl? zU8Wf?+#aIABfla z^ke*+*C1SboNd?F_Kgd3a>(n4!gr2Xh~4iA_$3$a``^*izDz;r3zvIgf_Qw#&87WT zxChLzW-Kl@TsjmkH{BPH%SoZ}_KRR#GM`v&LQ-1dUQS%Y;!>2Naj8xlhfC$p1DET4 zE(Y$JDqmgMG44N1|NCwaxQF?=lJ0R$v95%{)hZPCo$KevH#@;?ONRNAWL)Fr*YEG- zpK)doBqqX5!X+FoaW5xsZQL=gp>Z|om&3({#wEniei>Zc;S#r3T;2G0cw96;8rLxS zG%k0d;ScgB7dQVDiWnE|ODZ=5?DliGSiYXA!NUm{p*i6;K7!Th3qBWH5>IvL<;6OU zZ=!jGzoZM4XdW(sUk3Eehvl0+vI!2Sg<(*>dEtw9n3)gB*D`T1BgM-GhT~g~!N)o* z%!lJ!O<wEX{l3`@n~lej^f*>SY6+^Sxoe`SGs)+sQlXD<{8EqaU5Wr$%p`kL#I_ zIEPg`(Zlt%JD+-?pX3*0Z@h8(#qX)Te_xrkOHo^)W*_40f$w%5v7a9cd^~_WGo+y>mq{q z`U}1j`99d(u;)j=Q0jj`MSxrgU!ZrH$oJ-l#ot#xf)t_NYye-#Jdv;ZeDUW~kRrT0 zROV12_db;`p$L~X`6r)2&HnfzYmlUT5%b>oVoRo^e7P4y326MIz1S|fpr3!P`C`0; ze6fKiA>Z7~(dO21LF&byFvW^5I?yHKi<-;$7B{yZ4tnM5w+=B)#-EHY-Ym$>ix;s^ z#&1?Mx9I6Tq8XAnOf@fG>Us6#&q`f8RqEUJFPoTdX^`SD(LB=$svpSJlmdqxmku?u|5j*!nD)!qAOuo=u&X>CYbbg|F zogEXO#W>_kH=SFLvvD|;r19matAysm@D*~-7`r&rIaG_a2m$5%cK4V&XHR`}+{SgAW>w2u+R zS5`HInD<*hgp8@l(t70^G-L@R0fnhgzCmkpgyuc+4O>FwKUwe-D8&or8}O_JnD@pv zkgn9cH@>0MheGr2__7lmv^bNc{ZG%b6CAX(qsAd-ztjA+g7VEjz(MOFiH;)Iz`Ni;Ii4ZVr=jd^Wc9mBXb2 z6<$^HjrW%u4oJ87%xk_ zOcMQty|R4%62ARzDN9+(V#!`s$*!My>1zvE8@+My+f6up- zI@%pH5|qj4fj!$fvGxxe)?RFvn{(b(pE)`I`Re4%KAtx}Qu56hlZzc*b19!pnfJbn zQp7R#g6vdZ^6gi``6jjuiM`5TzL-DZX(XD5^F`NH$Y8JsJm_>slb@G|_5xe~+ZEqL z^PI-P-8*;l!}@NmJ-79Bmtq!}m(dbTBLE&1t|2=DOtJPmB^;c`}=NZ4B=IyVXtF>yoQ#X9m z%@Ke%_c!e1#clQaxJoe$Y?q7T2qlE?m1p^%)zdnq810|yb_Rm4FNQ%KfNy3#DBlju zgZNTyzrbOtc`#oJRN#;bwxy>V!j}xK1mm}zYs1Uboinv#*efROO{!>hqPgvS zeF@``TTUZ2FG#F@i#17eXw&vV==OS;tN+G>CG$KFhT@;Z@yo? zujF96;WN^q?w{|~XT|$UW*Z{s$hR`1_P_1z=YQJ!O%wS>HgH$Je7kU% zXg&mA>-`9lny*%uf^Th=5g(LqT={>A_;%nh(R={DGov`Zrul2}`8JH~zc05d}AKCw!=j8{`oddUIM-?6FV^9hyt9(H{D^P zdH;MZdLWY4m`C~kD2a5#H@rMK=AnF(9VVLR_Vs2FLSp&04HEg5t48Y0B80^DaUF)K z=4CgBKkrz+j(+Ge6UV&Z+1ModIMO_|xi zbE6`G&us_W5iOpC2S5MI>#%L=YwVsn*>PcG(rXWf+Hl7dZD)a)mhi?(<} zRbOw=J8~eQ`ND|Vjmv0~1gITI#K zXlZGwsHn)v$w^2^2nh-C@bIv)u`w_(P*G8lkdWZv;Q?xT6?u9dkYX$e@(X5gcy=QV z$SL!5aSW-LlMK}MAf2I^na4+3LZTwY+(3c3j!j|z^hQMo#uGmeOgPT4OhWE}s7>mF zgw%uwsch2BNB-z5s2MS{N=p8i*|285%^7=%3k69WbYp(fEk{Kx+t1-gL2)78&qol`;+0PGr45&!@I literal 0 HcmV?d00001 diff --git a/img614.png b/img614.png new file mode 100644 index 0000000000000000000000000000000000000000..013203a1db68961e6f96015d9e5ac78feeb9b56d GIT binary patch literal 8303 zcmbVyWl$VI(}?u39gs-tNZT0 zANT93W~yhpW~zFo=jo@Xs-sm^WU&CG05~`}EO|L8bvQV9lYgB8?VkePq;ZbqpG0t1 zSJ8l5jm|BXgM*`nla~_L^vXTU6Lr~DnTLpWPA}yY#@24^D>?yF-J6h-$g!0cwN`^G zJ6J`6M*lMwH{sw8CIE{iFq#%C7M@_aV$U+rW)=ywVO$g8Qae}-oX>hzFG-L#>(yrE zA0OxEQvry&s+W)!JI)QG--(HvSLrJ-uS;4kzy@~-;X^Nmt!d0sV?M+D zm#6!1Z$@f$M`q)#j2wu2JSBqaamE#E^`e>%U@yNNw^lK(cZB&tMYlBkdUd(brU5tX zUQTM-dlZVQ7HYd1{WzII!va2GiA%z};#1~$*I%T&gkKO3(zo2_>l+3=)|^Z=pT8wq z7IR`fq6xYkh6GWIRr4hhs&qQh55i9DyK6O@F2*>*JA5)eCglDZhNvD zPL>}v*lC;$EHD-3PNm{#-Os`&5GkQIN| zGf9#WXn4^XO}sPqZX*84ux{%Ih#O?8MRfnLaD!rojOC zk|(M=atXk~gD+u4p^l>aUf30Ji-T+$tK9Fd&YT{Ut6o*Oz$Ruq`;A#k75Pzt<^79# zvPkIyVrh}Yjri=_&)cc0SWX-7l$nP0tcI)dSlpA{QOvN$9ct?+}rFn&9i{j%dEicOyrUe7W^Gr%7azSiz7uQ*G&_ z477>Ln0=(Xe$udy8HwHQpZZT)AWNA}clA}rxDk9-chG*wbo?@5}qLc8LmIn`iaJ@kDMHR(3iJ=1vc z=J`g`wVif}_^B)rAP7MV-T@_OfFMZyo9b)zdru4tZS*^=HNz8zLdh2bNv&V8A=w?1q2VW#CPr1yX>GONt@I?9M&K`vq_+1Y&&~1w-72U9CRp zRhrdq;;MC>Cy0JoBlb3=!ds z2%3fMYG^r^e}CW24ZrN!yW~n37ou`bh~=7ux3cYYe5GH})%ZLh-(H6p8y{6?$mT@h%ZrAsO_qFa&+ai*<09{BebsvJ9XzT^0@cse zAEYIktuFOgmVJsP7GYay?gL9zEePVj)7=fN(%r*h%FE+g7?F&7fxM>j&MFmf`u0&1 zDeth^=L^rKm>|LWTH|H?W8o;5EX0RHRF_#^%aMFZS5Xk@{-5QKFxSZJ)~-D)Y1bCT zcok9wc>6p_Ef?$Zyd5836|V3uca3|VB-gl5?U@2;nu=&P^X0oDnO17KpVt)z&Gq`F zG&4PMO1(~XBN^01S2IEU*t5dP1$N^aKqq(IR~ahBfgbXcn8|H(h^hKq#@(fNYlG(+ zjzq#+NBUOzhxM|`7HS7?2&|yjKN&y$lcp1a=^uTedva~jEo`G?f5a77wtU7ejO8gIU}jgN$(N7`sN<YdFR( z52YDtOfU>fnH6~v9#>hZtO3bc#*Erxu)nBS7hUeefv31CUR7?B5;yV&Wxh`KGM&F-OyJF;6iGeI7RSmhd;uk2^+U9ZdQqtBZO`jm zX{QcG{k|3Ua&$?XwSOfLr(w^`@meRlyqdp)_46pS|7kAQ9Ia zJTN!u4daOGL)r)^kU;W~*sN_i&*yu>gyrD^^y!=ZjhS-V^;Zx}%4@V@XZf2elj%u# zbu0L9QFXtlW940$$R+Snwyyl!*7xHAFCMO!)c4m7re%70Eu24B2%68bXupIOll5Bv zbBg>My!o(mYe>Qo83U-~E<__ptsBSnW4uK&%y!v-I!S(r8~j zk}}T%(~m=3hOOOIYet^i*{ZCcc5jYTIJ=pHs;oXgZ=KvGRKGi1ECA0{R!3^dXEL>v z=9t*G{%evpf~xt-;6+YNGeA9dnl-E@B3jSLrLATKShd;Wa_c`QIZakoN1nF zVNc5gWVmcG6bJYN7jq+DcaU@+K5+lk8Xse)tYK?+0p0+WHe!LYf4?lb9M@SH_;rp3 zeIjm(rBWws$ij%YN0`AqkBpL%d5!0LWO4d%nWdN8VcT||KzCz$ZAX#Oz{m9arDtg? z!PcGCWnxITw5c3No`FkS-oe1HSvu>^~5}fMelqc}n zIg&*F1zi3U#!rg^v?_{%Hz&FIO@(TPI-+;+LlDwAx)Xqt~qsyy|(PLxtT%3r@-$wn6$ zsXE_Sza?xYIlu*qOu0@s>!Upq z#GIcT@;yQ$zCHYD%`)T#!}=2sn|b)G$NtkpZ}}w;jlm(1j!0zZs7i`ZG?za>DDe&r zqvWV@>EYPl*uw^WR&&REbldcbRf6sTs~j!X zn!L`arf>zd%UqybkBzFv2F{1b1b5@TRrw@bJb_B2O(9M@k39x-l90-yQM0WV@2nnx zC%+2(9q<4zx{&(8Wu+FR)nmw!?)6%)_z(Pvh7t(qnFSl6sf|6|0w%&^PaD6tCJzc9OZL~NvEb__18Evv{1e2>wyd&eSTk`OAqku+o7V1;M@ zoiFFxem(fWcazPx8jU!=il9KezWd%c=$iOjmzK!&v&j;xQ-C?5ZSVGU+3kOHK`et4@3Iv6LAg!`opFc!kPYNfCx9@ z1DKX|(h5RUWddW^55^9H!1lT-$bLl`x75|N4-k)1F8HI*t=Uo8hp}jL=L*5A&F^8A zWn^*fR>fNbTKKZd^Ar>Vvvm(HP;n%1OOI@bLxA8Q%)Tv^x?|zRtv@05RK>LNX$$JI z84_7$r;H#U7CSYhtYSsPxl5GC)Tf@Vv+Chu8P*ba0G(!D#FTva?#{T=-l!&KyqUir zybYN0AY6Pmz=jz7BR;*wa*m+=kK&>}gR|++)Vofo3<0ZFl}4Vcz76R2=lN4wKX$d& z9kAsIH||4Sk&QC*2C5=D^2WLFY)$00mOhPY8_o%YhymYArt)y%?u|WQnbv@~H;0b) z_fDsgz7l8?Tl0s%O40gTS&+@`ey1$U4yW(l)cZ+CCeEYDZu#~kx9xIMtO}b@+3U*n zgf$;IF2}BJtI8+TZYWXwMgJ-4EN9lO=L^y^Yhx2HV_xKtU)U1;p{bUBZ5J$ZFJd+2 zOLRMN2o1_jkJiW^JnqcZHa*Yy1!`R+IA{EEqm!r;&@BJPJYor?uEi@y6`M$n*zCiK zyD#|uYSF@>`gUUODP2Ur*}9xJ-OY!e->xh~p+HeuqrL2=fC!m4UE|noOmaxTWU-CU zyIK0hTdm1`(P=X${Axw}ENh$ZoO?nj5v%or>^#UC7<_i3S3QlPD_SttHzvV20}A)w z{bg~yAL%lTxEQBtQ~sM@ZGT3$r^g| z`xv9k)({ue;FKf&7N_{gQTw`Z&>@mqNBVMMQTt!c5atRS#LaPg2KcKYHGUQ%14aGu z1*2-G4adc$+Di-{x4&g8t^8*{%Y6c_|x9>dWYb$S3&S$=~*KKpsDDl79M+P>v!~YFNHKEEvu)R0Jh`$mJfn>M_)%4KWW=nLdsU$Mv`B>-j0M5lo?Z=ycbPL6mpd4Z;-Ws z)`Qy7GkthG9czIe^Le-<4VPB}f=1xBD?O#ug4(G0ca}UI$hpkaN+SxTE;K$j8^ME|iaD;et+IJ0P24_$Kzt zr_KW{*v7S2DemMsI*&kfCg}0f@0){kuRj(h`}@Jy9%ITS&FZgf0`eBL6j3h0fm1gB zsGn|+5Ai-cxht8pZsW-3vgv$oel8 z9FVl&`2AoZLHzxf&tJcf!93wlKbNFR{j$LswWmv#jn#iE0NTY{f5Ydzh*u0MiR|9P z3M;SikcIw zbX6W#%WUAx_QL-1P`ZB?2?JNVSUrW-scDHay-p9mqx=kSRyjBi5FSg$9Pa?T%7nog zkzGeT=6M_oOo!*>@c-xYjD_^bS==x6;?KGh`qUPUark4t&N%WU+ z=}Am--&Y2W)OD-NF|*v_!8_{|_iy%R=@(<^>~B=zzeL^DDxT@O+_eL)ttW&hA_5eh zqr{5c4kAK)`kUM!m#ye}-a_X;6_4{D7Rc?U74Hx+O1cCtsX8AOKHw^Z_*bBvftxSt*mbJCasK-7#+DO*$362A1vEqM(s6mR4u=OpifJCvP5n@z2EV z^$JCE@0CFgsIAh(;=Y2&+AQ8s7fAxVUxOQT6y0NQZqFks8OG=Zs%8)5dCjg4g2Lu| zD@o{rmKF#qBw0ZkGK@QE$^So741|mybmw=MQeUWumlk#`zg3J&J&V@>R&3?%`MN^a z)COxEOSdxtO(g`r$7iEGr!hhCF?9d|ZquKN_QR0jVS{abMAVF8!SltJU52j>fh~B# zE;UlOKMXD*mTj))DR;A~iD6DP!EkG#9_CQOPtTO12&!!(wm$l!yk*ysLuIvCTU49R zo_!1hNHp7*=x4Ymt~&Q}M+<(u3x6O%ZhMCqu#;DD-Z?dRU~%0f3)h4HVOf5z*bv5D z(R_ok%)qWo?|JZgJxZosGnd$8=b2z5?ke55ate;8HMeCkM#|wK*B8si$R(s1UMOq~ zg`!$@F8jSRRw~f(8SOn|+MjvGm$L7dku7BQtLU5uRs7zL!d^H|Pp8!ZINC@c_>o_` z(844VQWiRVm+?`g+>eB^cq5<7MCED*QLR6(1|(NTr8NpFJ@NBrG}IErQ?(KSS#u($ zYR8CHBRbQ5k;dnn(%+zk7 z3FCr~`Ed?i*QkdAb(UXzo9c|2(?wHsd1$bWd(k#EwsIb(`ujiJIWKY$U6loV3HV^R zf5=%}QA@e9782mfzihygK(!fj#yRbCf2KJ%vDl`IO16Fo7?J09TWfQcvd9Lq%W(Cf zkmnAu4ME>Y&JUvGr0O?YEkgd1FbVlw9jfYdTt7)ho2Ht3|6;O966B=oBoAbFsIh+S zFS~Ih7#QRwB7;ik=QY&Uo@jO6U*x=Mgnyj)TCo;nvx#qSA=x2RuA4tx zqMN@5KDd)d;r0&(veMIdPaxW2Fnrgw2cMA|UO?ys4(BVEvtDeTiITbDvi6I#9Z}#e z8T7HGqk>isKk#8)jn=9I=su3*D?zD}(aPyo53l0X*hu&n+1};^!oSjx&-!A5CL0pMYW$%P7X6PH{u+P4F_b5V!84V zz<5mx4h%;jRDv>q6LxtDR8RQCZ{d7Q1MiGlPg_?2D$}LZP2yC-IG^d}>qVOq!(g>} zF*2%?Xh+DiqYOCM9UsFr17f>d^?du z*uw5cK{VPFR3Z1n@{o;m%`!_sl%?L;qolB+jQ@Yd6MEt@$E$V<=*1f}$$}hY6a(bV zVGAJpVr^5=B$Z3gQNm~H>U2t-tlF#M2GH~TZl=p_lhiJ>K*c|8lsH+bP5%8W!U&L< z=pFe(_u-5*1>qIA?BRoKJ#s1JaJ1V?oDF%)`AvP$_l#%PVC`V-shA=f5#WX4cR(c@ zGDfMU+G^ycA|0zJ4*NaSrY;5*QrFE}4^Q_Q~tdbLHm)c$WA>&$be)B~-YiSvH6RCGH12 zKmhUKcg+Z%g4XJ#g$T0;o`kJ1gv0aL+H|w;vtX~xA{VC`Y0qiB2`3%Bz?N_H6wwZT8{XwV5mhrWyB@*XN3D=p7 zlyvIPC`V33Zxx!ih#|M4#1;Zs*r=Evez$fnTD?%a2>yZ{(g#;@G$YW5>axhlr4r3A zSv_%pyTLACT2o;N*XovpJM6yE0K>aepHGpHnG`9RGoZE z*ejoZAhvFa^wkY3o?2Ld^cHqW=s&8i>gbU4EaT^hmA_etwQ)kW0vD{+XFOk&RF6kW zx?3GZFi)3uF_F7c7lY=I2=|k3_p>80G3oD2^l9^~e81>QhD&5_`glp6^>p7Q0 ztY!k_-Yz08JFa*m6nJ1-GSu?85{_c506GGeTQ%~1zhR>bmdxZ2N^OA#a*;yDO;mmg zsMg0PEp+Wc3{wR^TkIqDT=GgI!VvhC8W>cRSWj-Be?U)n?)qOa-zCu6S&l=iOiKut z3w2dJlk>dZm{qF?+xhEO3~x-vYFsOE(marSu>t||T2i&cdfO)w46pxo7sPfElLGLN z!=QDDO|sN=(1}jM8f56*uVx|b}yXC4LHtu3o{ z=q~Xo?GF2uhF!JRi*rC1wK!^>quIJ4?|i^^;JWXasokV?jxjg&Ur!Okz(N^5bTu=gEt} z&6T(F=*`2fj!+x9viL3od9(#(G?FsA6^CvK{+mV7BG0cvu}0s+)P*FaUZc`kN|kE< zqYVB+0i-U$I3!C>w3VJu*Ph;jZUO;E5H#%PE{a?-0g=%mTd&EHGNz|Hd{qE;RiF7~ zODr0C?I$`dzW{zm2=L8l6!ZTEy7frgl-1sXJ`ecL;F(BEN(#J>1j+ve7p30+L;wFl z&*tsN@nJg=^G!iPT7_tlEE*a@WOBB?9Sf^je>hj+d-guS1SWc85$&tqLuRJ^(^ms9 zW~aGyFJy{A@AdtzzaxpqU{ws4;)xmB#(QCn%A+hl(MSjDi?rnbk!LKOVdht^e>N5G z1?<$OVUgcPrPnU^i0HryB9#8U#s6WFwuq3x1^+;PgI*}l1B@UmM(#g89p=RR3&Z4+ z$}a~u1iSn}bS;fyw!jenH^6)(lz-MzRj4#nLTcPqNMyIXO0hc52!?#}J^zW09jM^18* zoSDfanR#Z;gexgXq9A@n1ONai(o$k7005NbzvhDQZvx64#(DQ&5ACd?pbA(D&nT7x z07wDSV!~?f8E2V{&f7{27obeuldsp#JCRJ!*n(kA>KHjCG-cSPm2LBCSaXOx!CdMAPV2X1ACz>OQ*<sa|i_cA<|CLb+T)U3KMPPmETarN_s8VR05AQpX0W=DiGJ;+4Tvm}FOx@;? z!fe1dgM-Nrh4PkuJW?}!j0lmXGol=a`c3@7{(sbWG|)pZi#%UYASvE>Nz+6J%914F zMzFJi4>D7^#QV%F+Y)iV-$fVKLp@U>$jC$729ER^<`)9Zpb+zS`3=P`CU2GO&)4WD zyq&9Cy1kB1pr*AGW)s>l1`gE{{UVsnzSUX)B+)7AH)h!sundcn$-lW;`%VxT|DND) zMLFnd*;wy(&xZ6}cW|;iXFB>)I(7L;k3F0V3n`yXyuF9#y|%jFY5&Iis2uca>Jnmx zwr!G;qZFV>o9fBF3r~f|_*SxZ`7_z#=Hv0=`NL$J)8MuwL3UdANlb_tPrv`%D*|&O zAjJ$#D)gSr!}?&ED$2DA>r@BJ$vnZ$np@^u==m&76?qu1VJpnBV;;H?sPd$6;EUIH zD*tL;@9Z%<*oKdrtRc!5x77#Ng7}Rav-&jOa}S?|MoVZ#EJMu>jRQ`cNLSfS+-}3y zCcmz5|HMcZXk?1Tro(ErELv^9<70me{-+FjB^B)7bwZ8g39oFMsyT8gvBRDG{w}T? z!sFJb9b@3xk56ZG4S*@jHSN{WzB)oIJ1k#@^&MZR$=O}UtNN@GQ&|A7mqM# z3b$6xPkf&zir{>_9?Q7NZ(ln{#H-O}w(lLUYp8wt;{<&@P*@#&f!tZIX^_1X#^|HY zorlw?9#id`C9sR?5Bny}*m%<{$KW~hmiheVN|5T2tF*n(KS<=MWX_rP z?>iCbZ&rTXw5XD;f!cgqV1&Xk6Qfdse|5?(Xy>8f4$qbwo&fDr#XXifn}QrRNUq65 z@Czamh2v7EDC+It?CX|!qwb;siehEZFc_ue2;yS8$C4~@VOn&q_)Qp-YFWZ=K}Xgc zE@Lyl(zntPgO+$*^k8$98^?r}XjoVt8wfhFjv?8C*@9;^_E0V0!`r0m1(0zPa+ zL;=6Z*y5%4ZOz#gqt%x-p!3GqB5%rt7w@9y#`*ijqulF&aeH~y;)C?9&>8|^Yg4`7 z2XwPJCCu+`sSGB8elalhzrUzA_t(dn(O@iP{?rSnZ@~v`vfcUd?Wk4{nKlC8f&rZ8 z#054wU|tYpaSjEiJ=&&jv9wy5Y?LiR*B~M89<6?aFDz|D!kAC;O8ia?5%TOnh2c_` z|y*OA?SToUKBkHxLxrNfUw~qAYfLog-DK`I>hA^$^JF=e%JSclKN3+q_7gOo^g65>0zn zW3#8Ve8y%Wvd$jBMFR%DU|}W*lQZcyc|An&*9tQ+e8bT z3)+iF0(4!2+B*Kj6M#0N5OTADst=bksYc2eXoe%RR*>CZ{7HW?Nkd@dwz;|`pcRuU zmDp~fXPuB_ly2C+h>+W$3E#wv&ZpR|aGMiBwc~vD_ASM~$K1Q-GbHok^c8NAW%J9p zEa@pEJsM6P1V!sINMeU)XIr?ueZ4#QjUgJ(YTyE)351N$sp0zVr-@Y7b#G`Ui4yad zLOhuq#YTkQ;x+pWW)zIv=H;o7Rta`25Te#~0C}W}Q~Oyh0hmfhDGJ=`9AL!fJ@ zrV{ff@naSm@~|jEWxBePZ7Fog4 z-m_l}X-S0a$xDTWHC$p;xFEIp!RkWuYc%P8=iuGX9s_-}a{{oZj+2>u;o;K8n4g{m zIxX%Hzq=X%9z_8imMJMYxiP|C_53N^M~nKq>U28a6)c-mH*eq1KF}<)sLXXk2_E+qAl{>-^3mkVd45%#6u=rI^;IzZX;|HJ}*Z!HX zYVO8A=A@)beAFK=Hrn}YrTbbGAUnL$V|YfjCE>F6t`l)k>wXp;$Jp$<-#+LfPmwSN zS-d@_dE8R#rP_2S9@>aCUytOkN;+64`ZfFcXi!QDPHCYVQsj9r5e7{|_xK|vEHFEk zJ(Kzdd|m)sJ@?jLHTO4>m-u(jfo|HL@i;~!8?R-qzNRz%6I)&L+qQFqNzlT~<8j2v zI(m3Sw}2XG$F*(UIBw3hrq$~g*&i;E_deO~h7Tu*-UnUFmQQ-D&#P%M+(=SB;kxzq zuBj_VxXZu&SdwgXqS_&;Oep6Ky3#^M;HP+_{pYL9#&A_e#RJ!35KI_mFpa=kSMnjH zhrS*3N|fR3NLxvhXAVMQ02Iwxtz`}I8-3pymsJB%Wn{0oTL3XftKG;v|a>?uQL zdTJZ^EcED%N#0M)O+v>Z0%X(5F#Sp$aV={>5SB4LH>Bm3EZiX~;D!<*q0`kwd|gy_ z?+&S|lv`GdZ=;Lz=$}3~9^PRuXl8!1c)^<*91vD}2@KQ|)usHihQPK9^VN1#rO;)x%ewmO5$h@P!2PbQOSbkqkH|JHkm3Jlg#_o_D?bSMZ;Ia9&dQZ?Ds#UL0B zQw8qFrc79_>sHxPb%x;*+?SXkwF*=>B}vs|Kej8_vMeXyY!1Ka1!PA}`@VYJbK)8g zz{_WPm22a`S9<`H(Nb74$%2L;Pws}uVS#&a}BYm^Zp5bo^#&ru%1sVDj&^% zP`3U>%g@QtD{vNmw_Mfyba?%En9!P;>B}#=3_Dk9o^ki8zf1fnJEwB)#fEL++0}V^ zEf|`MSEtNSE+8!T%+^*D-q+eTH#_*UM1QEM{_FhG{7>XDT@(UYuxz4L=q~r1<_!a3Gz1nxzZL&Sd1V?eY8x}@|qQSdPvkZPRlRF?0JL8t;W zfc_ipA&)UmyIn#T#>Fx{R@C7bo;^YYgEOej-T&6(H>e&)s&|K{*AFK+>6(y(y{gYz zYCPyR(+ZI{J=zJkcY5Ny;At`6laP*;J00gF4`cL@9Kiq^#46f}JcN#{#CEEfg4(xq z2yhTTK%WB^OxjzYa!oB@GoyDx@7sK^0187*ON$nLi+-Auiol#14Zqwq?mWn)2eSo4 zog<0nnDInMBzXKFs0j^9n!#V(x6%E2<#sRU0$Ys4J*VNMRK(TRC^Ff~f-C+09+f7Oj1YjyRJ>Le&Er=pi3oCRH` zujhlI5m&4CE3{G7J0)0i936nRIqu|8d}8-UAD*k za*;i&i66;giL}D*I2Ck|lDdr6WK6u2;bb3D(0Y*G$}94-LZ^maOj_|J7G}e=pPO(T zXH;k)vhg{Oa85u&V>VRs8BVsBB-KPQ|tGBNoeSSQ-7 z@j&nJ42O?-RIhzM_00RU5C>O)5XZSur7pvrtge1G!DDJVhEPRTkBj=@A+ygu%d3_J z6;iMu=cx0FvaUg$!UQ010(82TYCrM81x>L$aR zb?6Gwelx1Xf-THSDkIbr&%0%J`cS-ekGn3eC9_fNDo!iAlK8Jj=kIArbMi{!Im;Ao z6lqD(%<@A!t#fI0lD0_v&M4L;>4uh|m&=&o<~(rWfR>JH8)sESpRTC)iOJvn_eT41 zeOc5Y!lT{Gl`8&u-hynZOjnh*pQTb6Y`(ZyM8Vyxza&Q|t8s6#VHMOocup???j1Wz z&0j+?v!nDZqfQ<1N3+FOgy?f6~aMiNIL*ZXCvGv!hE5|7Y2v=qHuilnNSHGLe@(%yHB6S;}n33L6 z3g_sK@fzM3r%?VfV0S8jwGM2hZnztuC5!1X{H~yOhtWrQLz9-&=(%efk$gg1c0X)t zmD9?8V3Xo)>Ej?Hgl|^$VY6{1lOJtXnpcR-YCw08ZdYo{n6iLa22OXTkg@|~Xsi;Cp|OFye1k6wE^&$@KWu%rvSq;&iT+;aQI zv;4dQ{_qhn)xJi!0 z2viJ=+m2PV-gF-y!RiFA7;4?+V6N@=(9nMxGJ+SIy1jQEmDSWQP0CeUHUs;4G~(Fw_a5KHjGO~xoyIGWALF*2yzRqdnx$^t>A|&x(n0l z1&_)c0i=BQ_(JYG@?afxpr^<7<@QsT4pxn5DA9}bb$D&%O)J;I5GWoet~IMOvw2Pp zovLhE6*~0=T4^>!5zVj4Yq`t6AUksTa%3if1>*C1-ztMRdFp|sBqdC?I)9ieHiEv) zNt0_r*IYT{6sDj^@3Gz^9zH=QtftMDQ{}|8?x{|e^OnLk!Z$ztf{=G8pZ;Zat}mDG znA&Vr3X}C1jyV437z33d1A4g4mPMNjhP<=zng_|8@7ZQI*36wEZ@-3CTZ{|kyeDX# zM~^sQ^j1`o`i8MLG|qcAt0yoj@8>FQ6+-O@wEoPO6=) z%($j1&<6M97H6~tr#M-#>#?926kIO#Ee3stu|T*<(~MLcrVT;jw{b8z7l;h|akbPI zotaOq$aAKZWzr%QOPl+eyQL!!?%!bHxUyViyC4RG9RnijF?G8ps34u1x}2zJAS`btiJ~2?ak#e^^NJ4>ZgIkp-KFM_EUNC7>|d)-TnkR;_uIm zBVqh{$WMbRz&hU%6!=snXH@(2gq1|>n4hNG1ta=aDTLH4mXvX}xhMU#HI2vvOZ(a? z_7U~FF5O+llWQdaney%R&W{eQhneI>9DY=^A$eS%0=fcXahS510m9M0sZ>?(%yfeG z41;v|1tI~0zb3cq6$W|k>-Nx(-a$WH#%O7bMmYVw0T2(f2M_w>!eF5ct!POiZ>&67 zO>*b)slm1Sreiw4%^WzlR*QWu@eI9nnh8&q5ky*b<0;4<>ub0_bl%GN#gY!m<*m~; z4Ga4_cU30D)TL@uPyXT~hv=#~#>((xAYsPMDtIGh!j$$j;;=Z?LbQBqC6Vb|y0EW$ zFR@+i0@DuEZSCgICQfIr>(vWBky_Ar&j-rz4K!$w3|H3%$?rZZ zKtam==;5^qz(tVZ5KYCEYt4ID1uLT3=VCnQpFQEZ5*Eng%EXxne-mQCV)R+ebSzQ9 zH$LjKEf(G5K2_2SE81=ka$I~tu=Pi@*F{sP&_t8*%^zXz@E4WYK9BZtk&wQA8E;zB zy`Qe-3#Z9*v*e2iwqxbHCzi}h=;gYkBb_?)a@jZx`oP0v@{|lNJU=MwO z6PWS%yYofyfly$k$ja$~fk0+$<@+EzPRo|dlm-eKe2W4}xB_CR!flpaAe6h<7+K~3 z*6?S|1jy&klJ3hzr~6MoJnUN#lsRM%^l1u~?ZD1)ce^cnh=Zt2(m|qSDEts`dpy?Q z2=}&x3@BU)=XZ7LcEZYZdy9>tzBD3GCyTRSD(R9AamHW|#~xVznJt4Ohzi^e1sk5s z*N2*9UQE+s586^bZf+AHn^QPm`W{eWp2)T=@xJs2C63pnnQ^dP>aJrz7*Q^qI^!2~ z)*5i*jP=WGF3e8$0|i^; z&k#07skvP2>l*g2Omr|hTiPL7zcz(0*jb0D6_SQTq(gC=m z@NoVxvkA72zY2LXzpD=d*pcfO!C-0xe|r`szQ!+TWewfQuu4zIIei%A%;NKn>sF&u z0V*O2r>uf)La*vcfW?$km|zjmwP0QQNt;k^9P_jkoKN&O_n_W#)i0DoxRO;dtw1uZ$ka`cWH=+DASz;`eW+SZY( zW=ygc7@IDuB2T<02}(m6(EaU6-OYY5{;k%r5D1G#sVSwJ8uM>W;`7#|qI+8{^0jgb za~d6%fVEamKc=;88w&X}+(Te}Z$Xt6OWC2*xu!1!cRN#vQT#eKNIX=(aw3|^%QR>N zN2y&uSigdXUxiJcMmf{D=DVih7FRy>`>+6=y{HLD7Iy41(9^NEQ`l7hD2XKJrLXKN zs3MUU_}#ph1QJqurXa5Mmx$$O(>UA7Fw7O%Wr0B;i=5KGC$S1M%D+N4&vqHkp}u2A zlzFQ*} zruUx|_HncnLtiH2|1+lKp(UI$Q$U25xxLjgeQ}_<)P4Q_2i@K7Pg22)-*R_u_sSp> zO;<^A8^I=iu*8wk0vlt0HJj#+V{98*WLV$^zdqt6Ds;ZJL~%L~mU|@Ej6qRi-5na- zI?sFlo!|$z#~!HC;KqA}YnaFZD8&+cyyDcV1G9P5z6>+G=B~jK8}d2M_tQs~QJz)> z=-wN)lfO9A=*7jhS+Yf6k0)jDqr1O@>syt2+@o@!G{pkWt!*F73LJ;#}fV2*2gav z?}1$8 zUKrE>>OKH9svNNAJ>0Z@0&h;=*Hu^T->&0s4wuAvtkDbqx&yddvu9v(Dmm8}vLxlW zd=k4WWtB+zOInus+VzTS-E~~>d6X}oE{-veiTu1Roz0sly1O}6F_P?>yL3A>M(2jrelOfJi_$Bw_sM?#wM)$%zQ5cl+3M& zyua`hB2P^f@O2=R1n<(BPy8#BN!^_xbJ%xZ;GC^BkRWxZZDgJqJCUE#J7ld!$3ajJuk`l6~{O|pGdu1a5BwV%L zMmqoW@|rfLc<3(Dlsc@lE#^~)m_tu#<;Enfv8~ybijHkmCn*D zgnV9Ex7b=2wezb>LifGyyNc>$uOD*gf2X=NCh&VqA1aoMui|cfPKYJYL;+_<6tv(b@b=`Y}Y3A59gb3NXrLAr)Jq@sEOi1!`5$%bd* zzTJ4y80>UGdtir}&T7|k05LNc!DOFgvOn2^xhfh-o^v`fVgxC({FKaiC~X-lidN(u zTK^vWu{3o$KxmSu_e#%OInney$2>K&D>*sBTr@K;F}*1Us@@YujP^Yw>P>6!pp6uJ z+RXAX!Y+g_g5$5Vf}JC)LvL9R84L28o11fW>Sc6wp5&HibC<{XGh@;gQYEJn5r-U^n3&y|!L#r?a?W+aExqC+k7pJBM@(0|Xb!He z;B0x>u_Odfd~M!vS-$_ViI!Q5!0%g8vbARAv6h^w#n1ZfiSQAQWa zpiPz;1Xw7<=g0$!fu`g?+L=lIeGOuZOQnnZGzKb+h?^UVfn;q9mVO3+bLD5v*o5NP#lS{ku${3Gnu24(l_r1 zhEN8npIsNlw}5(6#4`qoZjoJ4!(Jt?emRCM$@Y`3a<>!PV=L`8eik0oqQQm(-{w~2 zm8d)hv8D0s>d?upL*BeI20gFV?wYR6pkEToIC))hMNQ(*9MPFzOns=-)Q(WPsSF_?j{4^n@djBF?*Qn`M6mt{Q!vc(#7_RWJMfAb{h1J5lSN z>8snF9XE07@SJrr*KYG&c;P{`f=C%~CVgYv@m65<(!-z7`S+kQ)2F5(nPlp01F7GW z0+ym5gk$WW4dqyDJ0UR5+jSXV#(%&!g0vs3ZViq9<5~l)uPO8%d&m9!sw0u$gs3Dd8U21V_LayK?f#m(vy!jF?Y~}z zAIbo?=0t@p)X4PC7d&EWQ=f`xz2tP>wNMxbRgY#=fPgI zVka{+cR6;nPBPx5g?MIPi+B&P02+H!hFrRPFqxXI&>6cFwn!5BR3-sTOD%s_x?4U3u~g znbC3~Z0dRDuUpLg{2>A#dU`Bj!<&vjns0zH|0wKq8*}dCeMF=Xa&%&r811_qe+!My z&rT8T2L>shI$aIi!z_BSIDKN-LQ?>22GikHjc5 z%_;T(S25zKU>38gnNydraEiL<2UtZR&+VZnU$3TkR(l{Ct*GKKW%LS*R_@UU0JYn7 zI_n;7ifiz9j%$l`QpkAL$*K4i>mJ*W{jMb zz_YsKTKEVQT*fY9mBf-;9s~%MJ0YKwPkU-ZHc-eEQhwZ+-80?D$dJ@R_u>?(jMO$y z($f0$BZBS5c&|O2xU9baF9)!0vCrCW35qQtt80HgPqPEVo}^sV$A*K<#O5ts>{oX* zdIu}XgKVl`Je;Ct%@o0n)p&NVI|Q@ZfiR0Z^l}*&v3xs&5uWj*s-=ax%oK=2kTF-^ zFVypp3)(h&PIYfC{&pUNS&Om>H_KBp|h&O0;0Y(J|_ky|j;Xf0B?&Y~VqV}(&ac5xd8-7p)=Lgf$%4G+1#L}-m zbVm)Ri7y_nJZ4pUvbPOAG|1WD4iPc`2h*DAfM2zxa{tOoRs^Kt6oEQcAx9-1nI5~# zv>gq)nh;%4>sRlai@^U`+nf`*mSvhiv}Tc8A9sDeA6Gwtp2pEQqk$Lh!H|*ydpm*0(p}%qC&j*Rjy95Rr1l_;-&p4p@PbLJQ=A(% zcY$w1EI%RGU(XRsEO~|y?{@%yP#X-84IOXdj7Ap zgo%u0IULQ5cXh$Qncu)=HuDPd!oLCHd=>vCeNWH5=Kha};avkCKdM9o2X%|f!M)Do z;@J4f5wp*J${${{kzY8<<)O(p0`gZaGoMT(_Btr`DIy@1Vb*}v)$vxRei2Hw0ml8` zV>oeuR4fgwTNkS&J6iA?gYPlK>`@tSQ=V^vGii z{j@0JkaN$OYu)$2tUCYnH&#r>zreJ{lY!pz+;Xi0oFTv_>{ac4`cFN(AZ_ovFe(Q= zQ%YJwMST2xx;e)CcUA@bs|wN`*5)@@n~y#&sFld7Yr9`TAvM(9V2{z^cg>fSARt_6 zi@ItiYct&2v2j7+AjzuzeibOl?Q;J45u-Tj(S?!vZ>7PO^EJ#5kD!Oy%Ep=~w-dvm z27?7hLswD=MM_sa;G9WfJ=CF4wr#0)`i_30s}bWBLE!=}X4(C}(I)F{Lhn`L?*egs4nF@%K3e>?A#R#XAw z)*b5difFd;hIOul+fgPwzz62_`Nsv*j{>)9eNVW+u4x(mK2{pe%BR~(jScqH4M5lU zI2@QS+u>O*hb2kn9aQRla6tLj4yB6?X;}5iSd9$rt3l9H8I|IaTi?i8SGnvINrobn z#LC|~4ce$baJ#ZUn#VqJcnDW|!;j~y$W>E(2=O~GUO{}*!`U}_V8ws6iU4VG1+gj- H!+`$-Zl2%| literal 0 HcmV?d00001 diff --git a/img616.png b/img616.png new file mode 100644 index 0000000000000000000000000000000000000000..d080094ad4b865748c448ec00d5ae68267a85861 GIT binary patch literal 13310 zcmV2=LJly(A;=zNT@mKVGG6M`SeC6d4n`NfEr{~P+?$f8AKK)BE9Y$@&%^?27 zU96UBLgAjg0J*C^o%ZZfe$A>&V*HN1I(`xa5EuhU9a;j0$eQaS0wPFb=~B|E%O9lF z$yy5gy?ByFU53Xi)Ww5ei2e`@ylbr1q0llxpk3q7Z^Z#WYqjbx|G0MxTPe27w3(XQYcWtJW46&w-HWl zOuoP9m-_=Klx{Q=Pk+jpxz0mp#Jv=6pvip~J44kXo4>V=5V+Fs@9T?xPeD2Vl||mj ze+>{&PPG<8NMDrxXOUV=)9s`e1GC8rN%^?4pd_~xdd`9Dwc^- zROk=DC(xY86IGh{)~HdpER{C~ef{}A-<43fr(q!q3{xTSk)b{*7tu9Yv1d@?XiZGL zlb3>8tPUc&JP<&R;S1q;Hk;-`hxR5iz-ZXgcbB>T0}h2QdF=azL>sdl`?Z| zOe~r>o58D0;+I;Z{UZ7wacb3sVH2v;Ki%}YgoQF&MC-K37Dcpwu`7!=$aLOlRw;HS zVIi?fC*MZZ5GqZ3DAJhUG*fw>xSCX@1qOnRR=@90kSBZnH4(%$nl%>fpJHp$cwVq3 zVt`cTt5@|e4i>D*9|h0`9{r1HsH`kn)YPxDNJ+nWioc;0w|Upx^i72x;Mkk~H~d9; z)SdRk<~@MqUWMY#uxpaFvTeT2e(p7tF3wP1*h={2n*~u++u(PP&R<6_(mTB-4>k?2?UvCr3f5bwUrJh&FQnJ1{{xY$X0?w{Z304d3{N2Asx%qO|3O-HF%U%lMVyJV@Jq$a zjTUwVrh(*ovhJFtGaXF>T2H&*M zJg}n^1W!2A+sT?_663~q7LoiXPp#8BYZ9uDzdGj6-q%-?8CHRkC%{o4rNV;3F+a4W z?OX{ug(UO`e{Ko!ryAkcQ9e(M>W1%4;A_&qF`PP5H z5XR#5OokYOP!&Ya-M;js_6w+gi!=oIZ1n^%mX^u9Z?ux1Ev7JkAlR;+NVt1*YPFd@ zHjIGlF7kBor+n#DZO(j0#dkxtK;NxLbMYngILy`93Fk6v`#N*yfPp3UX$C_&NYaWo zGaF1YFAgco(E00KYogthb!Ui^CDkTj&$a=vB%SXpy!x~-5_&C^3hNIp?d5 z0oR-C+r25)B*+00;0zFB=-qwd+JK(ug}@9T#%E`tnk4qKtzA*lS43&16+#^-j zGcpGHN<{1yAkynG{1%{xVh;a3grsBfr)ep9k!-;_6(w1PT~Tn=e7SA|Mxl>+DFBa3 zULLt>X021nJ}ki9-X%Q|XGC3Z4>}*e;n=a18zSF^d@i+OoC0>~>+A}4rzU?8CHVrS z?io_1YqjOAV{YS<{RVipY8NGJtlFrJI+|7y?VzczNt->5t^1s=O|Jk>)MV@UlTZSo zPqLQUCmnZ`^v=)x!qN5^jlInS3uk0GF_+ZfWz0JNUO#^0=Ah^8vN@j0b3zZpEhP+Df* z%2ppy^XV%!1!QW}G*joQ$C2*1Dl|bvoXl){OJL2IyB-=2_0_RYl)Jb#y*eUa{+(|S zdKr*$U^i)#CbZm@*$g+@neBM9W$Z8D4h3;2*$;2(i8lg$tn!y=V|#T4f4v`fO29l7 z#o&SmQKI0gc`ph^d{i`JSjx4hegUc&wboVhqoPDz6#AlI@E}wzB?>Yb$#O)@da?5U zxApa6ad!&_tFzYi+1Q$dDl_Y2ZK5U#oi;tH4`i3a+HD)vQd^+lRGe^XohA zvb%_ieYUu~!#ESb@tk~4UH#`B`of-NpCXD-^&A4?|l*y!9GzLw=l+IwocHgnr zn^}_(&trlD(v;7hAZWfHeZ+~m(U9R-h9EK)M5OWEr~cj6E?WZ;-Z6lx^t|bb$mt_r zGrx{PspG%SS2`i{S8=I-43wEw22~j40UB4>3?Z9+cyx^S>s*hIY_YEagH zuyR@DQJb>@f0tOfcFmwg@+83YRxDF~sldO}v3L(Ky(UTsFk!a3a_#SdTaco;9G2kZ ztOQs>ywCV6MMQ@swRo_WM&JF>{nZ^ zA_+BCS7p6jN>a9=^LLG{C*cU_l4RFck=15iy`K9&!>e2Ey7fc4r{o z8SKuOvolCpB%eJDX*Dp!00er~I)+Gtu?SCsH0-();=mATVArd<k%is#pu+_fQyk5zmVzeRHOg1PZvb_J^v1mwPeb8L&%gAqZ(9(0->q@t zDR~?C?)T}52u+a|c4OJKm95~no{d&{9GoHp9%KY>VsMHK;L(JlJZ3LDUr7~75IWGv zqA*6}M`WItUF6vc4%5B}me>&T(~J;upRV^iyE(H{ZSsFaI zI_GCJMwCqQ&j5x={u#q8>CX14Z{;7Zc{SYodgrKQ3pe&Px{nxNpoZ7kQq3^QKik*5 zdfAY-iCCz*drcC=nKA#ji1Fa=rxjQ8vRFtUk z-K#q=v~p*nTTGfV|W zs!$CzW*qMp5yaBMS*hU|=2E$%*^-W|b7|}l7k||G8-F9_>R$FGQxLx`CU$1GXD-&M zSj2@i{hj9wS3gTjf{4`^VKPSe9$IH1q~K@_?8=y`MEfM2WnD-UtDHgAS@4{pox_s+ z60ty};U1+Regs>Q3-NCSF%~iEhS&m#Pdd@_dIYM5vqJB=D|*#BuDinV8;G?0goqnZ zrzM{OW{Q_mf2+lu%S&pB!W(2%xK${OT6{Y>LVcSx)3Itj(g}>56ARnYaWamSDB5!K z_<>P-f9Q5{9$^JFuKNiw%K(~-;xSWPc)o^(uykMIH@t$Kfke%X?WP zRdgAVOzNSUckAbOuWI@$E_YhyZegkJH73f*45!P!t(+Z5o)Ii3lAef+MP%3%Y4Y@C z+evPPAo@-!) zFYl7ozX~yHO5>Czn?qPNo^S+rg>_q$FxQ`_*t(r0*%2Tu5ZkI@2gt zH|Qr7MWQm390<&L=xMfgrxG{6G^P1?3ENkNM|M-Z=%e!H3G4590y0e z9-DC3TJ+e$6_Jv2AWkMm`H29%6<{bLntp1(djXTG$B4)`uer%xJ0kMUaR)9pY00I< zp^q`!YQS@NeQAX2Fv<9dEr4?WF>ae=xj%TvsF6#lnn{r2ew>g@ru8Mm>u6sbi4_;Y z_sR0rS{P|=QJUgJ0rtv#OLx~+Kq&j=BMD-i8`<`BAWq#Kz15gKsUT&MOlOw>h6I9; z>V+ho$-QJZ`RavwA@|2uFR-#RnJ8tXEE1*43ZyEOD1Ra8})CbjZ{R^tl@{CM5>$hZ={V>{3TgClNa(J@Fu*lQU6BTNT)BE z++V#>|3=!_aQFH&c-Z+(2kRV!V>*=XYj%wfOb6-4FA;b!`+Co7A&=yrn|(@`lC^Y9 zEIi!n%JLp`Zkb6@>A3B%3Io?&hrQ$7v zK&PXSd*NOT;1h-LsQ3o98%-)@kw}@`D4&I=9Au?%uYXmXtrLPMsASu@Q9fG|ATL?U zCglQ8IVefaYJXHe(yi2j*sk>&KUZ!%Z@L~KY;}$^jO&4InRcM~hH#kUL~xi1M{p2H z1SyNe==uNmwqn`_#29XNc>XLB+#h1ZO&t9kA}~%G?`c7#EE4k+8OzYF*Bw7&OFpTX zqK`F_W=m{uduzoM9sdddfg7PJL#Z0rRdl@e#*?8-8%ovCIa>0m%RcI-TXz>Ji=+VD zsa)md!THLU>RoS}Z3E@ zV&&1K3Vd8k(*RwNE>Vy%=6WX8DcdEz(OIhH&BCy|o~h8mREyv@@Kg`2YR~qYR`=Ph znh3v1=GXBAvFAq-B)}g%V;9GhQ@E`F)$Hiu4#?&DlnRfa3?%kH|CZ+tGHR3lkXP=(6AoN*W zdnADfe)HLde8qb0#o^sC8=HI`| zg~8hrB7<;j82h-5MX^ZnypXLSG6-kl>VCXGFSI%i)@ua6!3`^RfW{xvJ)v@+Z8Qg| zvyftgA?+2?KWodI((G&CjENM|%$|bovuTi+we3`tu3vREjn8FR!Cu}dMi@=R1LK@Yo zfixKR`(W3r|r{=FG7RfX1QiGhTaN0gM=se`9 zJiJ`Moytu_WLXv&v+#HVr$?GE(*=~ea@ipc|EP=4T~a7K5jGy$Rt@#ckpe0YFBiwO zOw1lJF;jqpS`7!YERJE9c35X#)Q9D>qmfQggg2q*$aiM?2VfNJ4Yss$)k3jNx< zRpjNGx3Lblk1`o3OWXkAgYSomag9&AJ&x=?yDBn_RBSI z2GA;23jLbkp0`ykybiD5X?2m?(<>?X(T5)-v4Q~bOEvp*PD5D8E{O?SvI)1+?3bvI z7J1U2Jw9qafY~pxz-gDP<%s1lWbfuVzY?TL{xxzqN!!J{gSykpE13TK)HTzo*!Qlp`FU+2xKO3&N0 z(FR7jw+afSQ+wHJ6m9`$8l)#icPi%}ns!wN%nv;uf*89*X^JCiIR|P+0k3h1i=|HI zF8~9NJo`#UJ_-XM8UxFlspPR@VwRsUdD$)1x$I^0i|$+cX|KVyIGPtadsBViDY8WqZWws!%UD}CWD&vB9rVXlkV{4xT(1l`NTQeems?3 zFcr&*q+Bj~hnh%8AVWbu<5$-kPlgPIsy1%Cpe7BeK5?qR+u`DK8Cvq`av5Awfgxjm zD~!Skf6}WuTV-sQ#H&4JTrA$0mlH{?c7t9*540Enjuq-Gesz6tWvXj$JGvLtL@)XS z-VPU^%W$dQ(Od?PR8UYC!L2Yw?EyG#pBsMU6AkkNS!N6GDlDYqaEoz})wg1hfnbOd zAALQ;jb{_Oqusi4@yu4-YR7fK@_1dyU{Ak_eU%i3EuTky|qkUfvTdt0gmfjD7D+4h<)Qt%_s{ zNo2`V>?u>;;gl0LBB`CJ<&w?;k?*=l6%m|kiVlGnnR+WX(mb4+=?1Asp@YyD`<&AjbfkJ6yWaWnTsKRX;*Mjl zqLAB1`X{_)xDf?yfusCj;vt-I>4mk|zranXkcvMt){GuiK^Z zJR%S)wIn&K{rQgJ1sbVZxlxa&9JfN?GDw+@^{;!+3NzsaZiS5e6@$!gU>Rh?BhIQp z<|TMq^_sAD4t*H0aW59YCd|MUoC6`KxwrNP%Q*)^zb0<&n*<_Qs^KX8;;Aw3cMD4n z!V*{@_xamDLog|Hub$bs$83QhmW|OkrO)tt85O*^S5jI!Y-Q|wMg|-;HR+t}Px_VZ_Ok4gfF|kx&2fE+OrPGkw<Z51o| zOBU;4iz35s>tZrXQDoQ>8mm+!Rje3ce8LKg=a=l6sdiY}ieSaQWYS>!341M8)shK+ zlFudIU!>h|!lZ(|l+MZ`nH+VLT9}T!V_02FA|tU{oTI%{SjUK?rc!eD0x5_j#$em) z)|1L%Fmbk+%(UTl8EZ4u_DBX3NJS(+%bS#zmc+?qW_){p!-eBo=}9j(;V0PR*gI=N zIwFZ{C5Bi}F_$&IdKH%fU^`rbcl8*T(s+l=#cI`C3@K?zOw*~sO)#u0K-G;3^Y>r& z%(?b>PftW*q6YRvMALT)k$Y=IdM>2MprYqH!{DL6mM6NB=XUF(2~_rlF2JsU-hATo zs`B6S586x(X^BKl>tMq>YrIrGC#q;?N|Li4t{tKJ6qJ(WEKS$yujl08c%*ko-AqT3 zuR>7^r9MB<=0?q$O}mg{l<9VUu8kTw>4_wnaWc6%lC%O3r-w98cMLY2N%8EFF}tqS zKDB2)=m65}OMZx5pKimMz<%mUstsp9MKFoOI!**>i)8Pkm!vO}nbAu^5g5Gi8vzUn zbL9Q~R$=P=T8Z@OieyIgl8{3HXOEPIm%4h4@gB^Qbx(~k-oFBu!->*Hx^~I262%$A zU|7+r<@CFMtBymU_Xz5qZrtIsH8Ys4=1y+PrgN4{?-5ijK_s2!k+!K8jb0LU2g23;JmD=ZtY0LvZcL#55<0|2)YJLVw6yEPChU^LW`0;D1WH?wNcz*h7>!7-h#@6W ze$eoZBHd{p)gNHgr`&MTJcoB%ILvV(IEW;IgGeGsStRQ^hj&5)*(Lx06RSx?K~$4S z(^UH*I5eCH4kC#l9g$2NDZ5!dNZLrnps%(O_^9Ob9RO5ipL?j3<~a4269)- zwKmHKNgJs&oIF@)|Ij6HNq*gKo^>J>E$Q=8fe%wCQK$a8Sw2YGNJS($JEMSF4aeuP zS}2<>BOO!CPJE>E9$-(cSG!V9&^DWWpcpyd?tlfc%SzHS2iaox<;XU>qg=5D!^hFp zJEd~QFah$<;N3G!-po$^%3m+}dro^^~J& zroihdM;R}*1vr5{v9Tu#a-ZQ=fXmXwu=*b!wsyEDvHx{}!uhfN-nGc(&W{a~Y}+s? zUGim)DCBFn_p;X(z-=I$!&4WaTx0Cr^Gf>ebSaxC#{c@1P2P^&TV4MdUIoA~ul{ac z0=t48R+2Ttz8;aA&)f%w*SPyW{+sykD#-zfvBNgW0lR{Ok{mD>n-03SAdF(1DPUh% zGgw~Deqr7rT{B_->*k8n$Z_9yE6}UFdfV^iZIJJl#ZD`UeUXp#UuD`+Zlu3AEQyB9 z+DTU7BQwlSxw!z1F!~Iy-kI#h!&V51%VDRLHQ8w2vs%|6+;$4E9W_4sZCkbO7~-K$WzH%!#{Umw-e@ed03_T6COvDs_q zLhjYAo0r;uhFizro7Dz)do*L%X(j0w0BR<08NlcR(8-;7368GJ0nk6G)!cS_;fZJ2@1APw9H$2@KVB9_m6u>B7IFJ3m(0JzGEB-^g)HU}RfjWA1 zgMMy*bY#cW%&0waNg!e%H#C&c=^}Vz-Q$yFHHbbPN;IB>(KChSSx< zx_p*?=9sfL_~mZY_9Nyy|7hw>t8;$F_->?=^&ZPL;Ugorr^0OvPbcI->OJaiWz`r+ z`x`^)hhTE;#`Xe=XzER$JRFUnC7-slH6WuSE5z}1Tm(`du=n_-2-0(03XV_j8NT-^ z^x=R1PZtV({@4E_+ZL3dVt6_(8E9zg)TPU+1(1DNVa9jpNw$oAnB5$dWXm{E1rC^t z-R?=2m>2Ez`|K%pdhKS3PyQpKsO}oHlFa1U9PnRYvR##PcEED@gU_>x z(tCz?I`UV5gF}Q~gY&ufXBg!q1Ti;Lax{;)s8+cx_oS4p+!4*EwD02H#fjDFx{|LgQqa8%_oc9AZjU8XR0dPrk z1paVPmknYclmrOs#6ev)ja^rgm{r|r>T=MPb>UY!#jNcEMNivyWwN%Bc0^o#Qrxb{k6^VOG1l+8J0xrcxY)VwNi>CGb z)Njwbv@-qxz6|xiQMeC;=g}Oa!o439$fG7rllXS<+_2ueonoi$(PD7J$GmFs%AL9{ z|84!_YNEz|oFq>G(WpvMZkDHn9_^|h3Ap43QyRG>t=P~<8vd8?6S+^z1uE&HU{T0| z&kge~rHWsEpmx3E%K6nZ2SB;TmpOvm?XfsPfl!FU8L5~5wmMw>UFTdO*mEIySMfF~qzX;;D4?nxCbH&3`; zHX^-)pT|$+K5e>NJouz_z)=zaZnJk3Zw!-i&6jW0g4`(Eb{b3e;n@8K!CLNulFTe+ zGQmWSszp9KXn(r`C|_%8RgkKp73cOeMhROTH0{bQ$k`N`f5wxW<(A#?vU!Puud5&8 zm+gz&Ejt3|8S7S(6^q|-B@rh3gkANMtnww+*OUAK1Y|;nKMT955HVQcOAN2qr}=-_ zBN_g9tnek0bHf(LpWR+4n=(U;3H5ux`tZk%P3r#HAx#nGoqVN2S0~}T!wyybXTc>x z&s=TY66VfXg7*(fvOc&TSJwd$z~W1*2mDNg`6QF7qJ9R!r`g|?de2@Q+Uj2C;q}z7 z8%H|wRYm;Y`>ZbaeytNZ6JmUC3%zbk>O_k}Q4LAo_c3(==vc|*B^T3~X})Sq7_=Kz zm!WeI#Q9nB?Y{1ElfTJb*Eajm_18a=EWo(%*LI@ETDa>b{w{kXy2z4famZcn@pt0; z*(P`J2afFUmeRa}ycM9_A`3tOtxhg~Lu3IcQKX}3`Vg^p(^Z$K;TqoVJI!!)mz(^E zqyFNC-;k0mz<7y+y9%6eq=75p<(}z1NutFee+A9W=B0j*ecI&qYcKC23qT;DGhG5m z#Bq%sf7n9rl59u#y9K$?UEAB_-UK0=<<>i%!aw`MKSaXY_wFb1;9iLyYjO3@dFjAu z7}5OhC2yB~%-I?485V(qF5GNh>X@gwFA@@g0NncT<|m4&o5t`O9pDA##YuSOPrESS9%$A=pRU*~dlI^lZH2Y-BT7YUL|;t&`Iqcn_NOQL z;aELH=R!TjLh3SiLFS+&n?YJ}To)cx=BUfUJH-!5vOc65>~~2={Y~Eb4kVTJs<<8e5hhrIZT^czUYNy+n?VH&e#>W2y+x!=cyl_9GxF8j5Cc-<*L)rAZe2wz& z{0t?*EY-d`mk{3C9~@w!u&+me@Nyg<5Fi#VosC>EKu*&zq8tB%Q5A42HE}3QH1a|q zIDkuqi;G3zaN>^Rk9l#aU>aVL9y!gv8^pa}I2(WGN@O)`Qb}s?_b>1YmzR*J1IfI) z&Be<#AIG4OhZ7ljC$RXHaL;Yw#O*fx$P`|x$e}F3Gzz58ksH_oilY(a&O^t%cu;^` ztN3GHx-UTm>)JCsGI@pxk$kM`wJ;i7aipA#1?F-isVm}FV^A-9hL1u*&qB~eUn-btA2uq3k!*yM0C^=mJw z1_$lg5PomF0tf6qHq(qijDh8=4~rVGuHv>V4GBdHRU=WZ5(Wp z1Lk6r!%fc|WQ*OGBirnbvc>Wd_IrPn%jIXgn3l^m6?R3tub;ZJI;te62UJ$`g9q|Q zp4NM0YCqZ-sAfNO&oJH8(R;Bl%y8k6Ysx-#@!J!i#)~t*DcrFTN_l8kAHVS;rw-I zUR&AX+YzI#1w}`%r!06U%oUp8cxuEY7cY0E8o&vYR1{4gvB1h4-P{DTdARwip0`7Z zBFL0Y3Y|{j#8=}Wy2tdfTAlM!#$6nKh1hUSp+u8!;y*7#CWGI4h`AS6qJIBAc{mDJ zFlE|5dC262X)q1lB(pHlhS0!T7;>+!mc0rx*FCQa6JjO7jQFGY@8~vT)2UQTWy=z7*!y$5;On1 zAE*L5g3S##$}t;UEeXv>)WqKfi(bA~2PD7-Z4xB}4xZ46)0o32-!*JzcH>|+J8h+a zNAa_p15&|8m1Kc$8K*I`G9HvH2NyYr{fQ?}bq@zRVk$uB9m}#5Tl3rcvy~L@9pRG04WpA;SwVS1e zoTbnly=1-~bFYaKuRF}g-eOA&e2!ynK9)H-%R2+>gnOV%F?pS4);wk^|DkHuv2e=E8e|t!~az3gn}nK>6;bP8-=kC@Mu?>(+^-jRc!t0Oz9 zBr~++;3wGzcFiUMW*R03=js-)lRXJDJCj)lcEU00IB-mM+L&JH&rM3#H!BaRXP zOkn~TrAR~z!@NBW97+{MEH_~4V`r7L>)2VtRRzOD)XRTc9j^X{ZhJ^X3GkNoW0?Ta zkU9>3AbQJxT7(-A$3%!y3ic1X+>>NpUBS*=?oC7q@R#qZFbWE8~7wCkZHo*;uG7;h_1$%~FSCRyH z{q6{pXAe%oJ*DmV`;Puagb9!>O=c+n`#jSDZjj)iRDq`r&GOt1!h3GCr2WAz+awFz zPDTk>2s8Kt`e{Fy8!&;LRTBTdaWy=wL4LTca$xa zGf!QzZ+8Ro1NXN2!SO$K9Xr#Le44kX7}CF0Fa3&f1MSQ+JnI1T3OIV}KW)2`|55CW zl9+{4FnK=a=o!RHR400001 zbW%=J06^y0W&i*H{7FPXRCt_YU;qP_1q>x%#s>yu&@I3yz;J*86Yy-#XJFvHD}Y4` z9V`G50U)E9SQub-a56jqu{em(j}`DEm=6*hfF|<)|Ict?!373Zpojv*4v?Azh}8oM zST-DVfie$V*suUZE8GQ<@Be>ea7b|Avjv*`goV2E%%tGmn~`7Z%Q1@rz+1;+W$AR-RS800w$7#Nm+KvL1pPzl5gEa#7c zlwV-j!H;D82MF;9!mtL}vhD=~^SxG775TR(Fxb8bV6XsjY@zn={qF##H-Je#1rR9* cjJM$g03i=SC5Wx@%K!iX07*qoM6N<$f;7;QGynhq literal 0 HcmV?d00001 diff --git a/img618.png b/img618.png new file mode 100644 index 0000000000000000000000000000000000000000..cfe4e6aa43b687e91eb6ba54bd33430c7b0bcbe1 GIT binary patch literal 216 zcmeAS@N?(olHy`uVBq!ia0vp^fU3Lz(7SsMM6S?hldBK<9znncp$}C666=m;PC858jus| z>EaktF((Opkue;uvkOKW>p>^Rs;4s)#45lLm4($aRHR400001 zbW%=J06^y0W&i*H%1J~)RCt_YU;qP_{|pQTVAcl)B+&4Ifsx?=1Bwus28Mc65r3*UoTk8suo8YuA+Be2mvJg# z-ruRfz~HcqK^~`)c7{rj!V3&LfT8#w2>xIw`M~f9WYM}8$b$XzGiSnt z2`w!x6%`dZIXMXl2_YdN9v&VxHZ}$Z1}Z8l5)u+TJUl>6uOd&+15%77L4Lsu4$p3+ z0Xg$MT^vIy<|HRHG_bLieBkbwSy5?tq|%Oovo3Ffjx(dj0xoAxnF7OthD<*;v$A#u zwrT(EB_wVXXdh>I{a@PQt93)BG8?18-iAbGed7uL4&)qoz*lniZ#NHX_(7u{c@Kkm z83Csc%+PLlV8{H3w?OVU>w@KK8}=qX_|N$0ld6Hi4+DcKxe3g#PoyTSGEGP@Jdx&Z j)IYcJt)lLoPN0XC_DYH0ygzdq(5Vcbu6{1-oD!MRHR400001 zbW%=J06^y0W&i*IV@X6oRCt{2RIy6LKoFgn+!>O~?ID8NNIoH@AVLZ&8}kYI0|SC! zWg0o`?hj07dp{svW9{~WiiKEiAy?kIlilQYy-O6u?p`1>^LF0s?2rw>0=kP-jU0%w zCPHN$(&s?|ogNQbsA6o3L@T8qiA%eSIuL@~g)7?kct2G*gXHw7=)D3uLS z3V{V9=?_X(1(&Vs^{oGB`LA%7vIV|EovA;I^3>GGPSkM3(u6YKQ#1}w3Z|+b{+j9@)>L=T zGxKy!xU!-&5d0KoPD0B|JOe+sZVe+-I$CHOB@MK!=`cvh(l06+?m zl@L|;$h!1pbiA8bey&|!Ktt&c8{vFo{OTwC0ZIE!q#4}&i@ln*0!y;FpiBex77?pl zM_dqeFLTx>1W~K_L4TKRn=pw})b%nc_$-+?d6gsh?(}rQYoUb8wzKdTD5S2SV>`r# zYOHK1~!rh8t(VLTsPw zPw7rGK5LxiiEvlD}m zsp4uOOjyesiO8)GUQNH3eB6zivK@juvnO)3GyBb85kJUZDxufLrJ~E%uCsS}8}M2P zGo2f-3I^C>$p(9QKYiy>7H8^tWmFXXhW>!9s090@u4rjB3;g-3br|PPPQymW zLd=ipG3LCsae;`r)x3$7_grzy+5YYNObKoEW$X!c;4~hZ+U2Nn0B(PJCturf3_B;n zhh>e>$Sv~ORW%H-mX?f4%ir+Jge-_haFIz+D?_48I!U2B<#_4${S0kp``0zSV8WF! zh-2chObFjs0hG=UJAn*Y3iol{{pAJ9LU0XwTazoPORur8dofq4|~R?gx=O4@*1q($pJF(a+L;Nrb) zRZQ6YvLclXl)7o+0vLT%N43d@_9ehEPHNup_7F}fZc_w8$9ojk+GMn}AuH~A4Lyg^ z(5Qd=kp&TPy*`C#>6vrW(n*conRZQ!uY~}Y{xXS4jVLU~bTi!BSU-jnlal(A%faoR^xU6RQ827`?ttLD%_a*uk z?_D|hhqB_VZ>S3f5JfD0lsFp8OLdOrqv&}Wh+(AcQw6Bpfjpv5Z>_{xIcVn&1BUjg z*tFwjmKc)(SDBW3Zu$4b`X z#<2s>yRgLBnDX|QPB2#JI-t!J_!GQTQLG0BBr+f=NbokE^)a?xs9d~pz>=23^AzUt zYVwUT8TjhjSZI|X0uaqa$c&6~S47eE&bvV`QrHK7@su0=amd2<79r`4gSC&R5GG@i zaXvYU1CfMUGU0aDZ_xUZ&p1QGT_LK*$}QvK9uUxfB&1)Pn$AAiIuyX9e`jNvU)@HJ z)MelBQg}`aeHX`v@C8TX`u;ouLh@ni_o^c1HFk!JU$U+$l&5vt$Q~d>#2ZsY-5*d2Iz~|R`T#{=|LG1_a-Y5Kx@L3DW zlI|0g{t>mONY-HMC1nT@DU_MT1+WB)y+OW^yJ$f}6($Dt`}&31*(vGYSMBGv%|i^Y zP+axS*!oCN|LR*JlQ6T>(ykAuHZh`_z(MP>A@kK8L={!XzvEu#{&><1C;Ju}&#F4n z<91x=nq)Tz10jVAr$Z)zlO?PsA%)fWm1=W)%i(T*Re16d5qo@(c*X9BU7f@wD)$kU zX{>H`;2R<+h50!6Iz;FBqL3FO)E~x@74%blX)4Ptg;4Y*hht=iQQ{&q1u`RQAk^2- zMN4KI;qVU}Mk?P);hz7VW+kOjx8|~qLs#`$kxjf~a@zScDnZ@OmGJNpb%O_!V$~CT zCVBsIc31~(b5A{|i?-vCypj(U>?Vi}pj`A_D7^&I`x&ycVBu_yN_X2)=rDHVB)V9c z`BwKF%H@pvOik9l%H}ybb1N#%jCr(LE0CDZ))&ipBEt{9*+S`vBR&<`B@ljn1uejh z`jT&Wuk^}*p7fnYT9$b3vE2vT3U)c7PcIP>Do#)A3!k6t=;s7$N zIC-zO#s-YppPhM!&?(ox)T4n|E($4Tiw}(8FgM|FhH-v*v6v9?5mSyAuCtADa_2c% zNlV|444&er<)&!!lmxzvw3IR5uK6nqU%RF9$8F#=9s7hkR$&OW= z0jY4EXRkTdyi%AQ)@=!wpf@bFJ3)K&8r%)fZ#7XQ1`WNgkh!1wm<=gR4wz2~V{qXW z5|7MkJ#{{;XfAC}^Yvkl^TNbxQ!a(PI6!(TQW1;_z2;rx+Q=2;5p z5cM}qCbMy6?LqTU!uKyBY`Nx2P^f2<^nlbPQyr$l4gUjaU@~! zAn+Qdds-g9Ej{rO=(1W@TYUPav<&HXItd@~fR@%kmyy1dvbMnB7>-C<+!WMogX2Nz zDl8|oaaK|h*6#BvJ&qO3h+(G#M~p2 zu?0|xV*PzStB1t}1`Wg2WYiEdER~}NOhkH%e3WEd!qVb`seBtOAjE4sN^)STFV4HZ zmt-Lt+4i!bg&p9L!&N`p#lo$q)wEco+nMds#|jrgsQ71m(s=9X&H8?f^jBRL5O6{S z5Z}+GjXO6458Dt;ya)_6=Q36pyQvY-hX5?_0WJ1(Wf@dMdgvdz>rUj}gJ!Gbd6qrngZ?1=n>HQ_5kv|zVE zr&vZ0EIL#?a?t@hvNkArFkUyID`SuWbj@LsVloJ)cq4R2Ukmr+eYDt{O^?wlDjbj^ zFCpEOQ*=PM;V5E^#lU)uuyARP78_^*2!O`%`7&$)tcZKTrqpb9QMsgUHedl?S5`NS z9K+PX$Rt+<}b_@V@n0i|ozgxMG~L!Xf;xgADNu+ybJB=@+OjfX(2cVqrWvoO|~ z5qUy+*yTy%cPth6^=}Fy; zahEO0Ir2^UvI=Bpip&#@pGJuzvLzcct!Vxs;w(kLV66ZHTsVC&#f_uiAV|^5-Ip{p za?0Ec)@40xtSo#Fq^^*qS2f2cOnoUIsg;<+TD9Nms?^J8fogTr6x;g^cFUx)f9%yL ze{o1nBzTsuR_H)U6Zm)PiZ?;4P;V~fEJv`Qn}AK$s>&k;we90(hhAWdkHb2E`zK*D z*@}`82gN9@u zmuJ2xv^wTKz09_L?Fq!t@?Lk6;pG^--?_4&bsDsK$nA3gItTt*=s=Sgx@K5oyLe~h;2(bQrx*53FQ0k*2Y zdp5KX_=#OGrd|AP|9ZT_zYlD6;l*gIq*s}uuLm}879tl0KhwW*%wc;t8`QuFi?v=$!y(|GitkdLPkbs{RXNfi^``_)rB6R~n z*5!zK9W7>nU8mw!JmZkr2q@a8;L^z;yDkJkLK75_FVhqXigazM&)vBZvvA^_2Rdl& zJ9s0rftoIQby>!IMx{-php<0E{gkVU(!h*=V-Nf%i+`cv*$lQatS`j_o70~24ZPbE z>Os(*j8H^puSPH=K-WG{OVV>J&=k$~%%t=rERb=rc_l-=cT3hb--OY_0)M&wdyzGH zzxUi~zl2ILeytTZo+&SwM#$kHx56+EKqLf>`Lb-^$tpafGB}3YIszVb0RO!HNyGz> z9iV)zagGcm`mGqXRc}7CUb7+g3HxV*IsAldj&v+qxu|KO!C1y8!0U5uE?4c77qsx8 z5dQ?<={V_23?+@*TkU2{y9KTr-Y98urDPyqLSHFD$=C5NB`~$(5c6JRiCKD^Ctad-)7)%-{ zi&VW)m7jj2Q~TXl_b#$_!Hpz8h4(7Uo3)m&*~s{ZP+9`6r-7cYh0^wWF#~bpOUgKT zbNvTS!HBI;^YFfHA-6C9mURx_HslkI@MV!=;?Z>X$gk^1HzCntc=01A5MD0_($*s| zH8{hjs0I862G~FtlNTq(0j^?roL!XBk_Wv}84s-ifqO<2se0vGd)P+;IFEF-(GpMH z1v7H68;MO7$#ZCB>n=PoOlv33Vh6DT1*e&CO)d0???898fDf=b@T*+IeAE!YBi;ps zMS9&pB0Q>PC;@(cP0RU86Zt&@cf)n|Smo><#l0Sq$WLDK`k&stR!fH*juSRQEDrZU zP8^jG*Ne`h-%81+qT};Y*-d(#H>p~ZaHFF|knGlrDxAL8^r-%x0U315Ih?eXTqpn8 z04=r_vYvF6tf{K_L(4jE1lxs-xLUi@0kq~RhB-86^Jv2B*!aClP0bsNOU`Q_jHN2l>k7wzWFeG>K6$do;LHBkq-ER;CoXaFo7h;4MSC@1nMkQ_^ zJsxAqa<%1uOs3xsvN6&zeSj^sej{LEdEnGIHw;Ynmd?d$KM{E{O2{^J6Si<2tIX0< zGM4KkZ?DgFp$V2R z_^iRZaXv$fj*ZD41d*w$-;%HKH_HJ{s^%>bH$BY23(%XZ8?nEvQXhgY!}7?+D0QDk zl&12}(wAE2dz?@14!9h0_C{pSne5Cdj?l&OcN`B01b!}yD7be>slXdS$P{?kaR>8Y zPY3oTc0bOv_gdwH>z4^hrj4u7>HT2P85b;bP%_?eg{hhKiM(m#=&^jisI42_pD87a zjO3AU&TFgVrj1`EG~{Hu?41|EKIvgW9~v}$cs&40yo~@EmZ`{~;xDj}1-#$gG9y7k z`Ook0m>Ga3ie3KjWHh&2DWp1=5%kqrsq1HBj`bj+XzfmMKs0p`{Q`RK*uB-Oa4)-g zv(Q(=Q_*lqnh+O`Z}j4uNOHF54fzqLvRzt_;8yw%w{B{rYL{!DLk=dzu7TgWiV^)I z=hDl~pzUWB?UPFpIKl>(Od+L7892oBi)&1*$Kx;Txrqvc%3%iYs$+wrvj=723TqDz%PlF(pJY4)ZoPev5d0Wt0(rZFn13j<>6m}%jlLC70 zrtcyd#Y=yJs~uEMj6&)+SisXe#KWtD1tu;f>ySlen=z&;P| zAnVFWJnKpLT~wq^r!P}JhUH7L?iAOHX!7sV{#SYVU)@K3wqGm*ps2IvAqaqN2};iM z>unl|Hj8}k?%~cx7Z_!UZdTOB6kWTDQMhJ&o9u+biviaJ9U8U;^Dl%^aHSnv{mq^> zQ;N@xAGEOpZ4=3D>Bp(B`hndUi#Rl_Vv1}1N`)_HWHvY>6FExPYe2ehH}>TZD_ZuD zLi_HJ`4Od3E2}04oNA&O^wUTB$P-5QrnPRtoHw)LcAb!@e%|Mfk?93owU1!^ zr^}}$Q8)7oVPM#FPVA_TQ$}T97E1#&CdAW^-4jCZcl#z=hlYAaKX+6D7;>+e(i~72 zL&`+5<0qwCVhB{`)2}5(`Y|%M03r@O9_plnA|CR@#f;x}?B!#_S6y!jM@ns(E6|$?jIaxMBOln(R#`$mcmoO(%Fyn@^4z z%JwMS@N3`lr=aC-r zvFMY+j2!Vu+YDah7KQdQBKxIoYhdbb#SB;zGQJU1_deuM3j=yR0yNw~mIl{e8j?K*hoS$f zW%19ZiIC>xudNzjhn`-YU$9p*L4)@i7d+IYo)6`0*I4_eNui*a9n=2PR=r9LG6`>j zH*i}1$U<+|!6!P*L*)T!Qgc^wh90X{ika3umB!HSf3^En(IW_;9b)Fim?NyU0Ru|x zf+wMvXLJnCSderLZ*rY#S&zlz|VP0*^!NaoKOH6rRc&%QKDi4UrmbU3;)7|d;XdT(C$_cZyy{!015-qXqVXG9$ve*}^C|PnP zj|{%GuZh5>dgAPvS5FF&?p-T6DAT&UM)rO2wJ zpfqA0bxR$Y1R^J&XOzh&!puO-j|(&_MUfxvVdTW1GxvO|G%hWSQ&hHOBgC+@Y$LoS zJsCPaUpab>Ocgy{845F2HT?w_j&@$L{4$4o^8jY%eFZ-zdBt0Xshcs5Ozr=;pXjs$-mGVZxb#0tiRAYf7 zRNpNolqX5%EZQc9Cer-g`YBF)8+GMaa|mOcjtp!F(eV#a&Z%ycQRLhJGN3P=ej!Nz z#B`rTR4n#y>nh9*hgER}4x{y#J|&`h~)-bO3$Q*-o#Z#Z=Rh33{z z&Vcm|xCSNLSo_GyV#RpmFgWTVFR$G+XNZ}iJWVAbAtwigb}mQoyD3BP>(ui``!!A> z70;{$XYsHg`$wc?ix%1h^@JoBCYBM=zQe0E!1NC_pm~J&=FV$o9kyZEM@45J_`MhZ z1qcm}U%iN*a;rmR+sU;x4g=a?)I<_&rHIuy>`*Oyq2)ewUYnM4I*l&p9o?uzFX0e#By276uu)G5e}HuK0c#TKuq@hTUkh-NA}=H5^mysiKksWLDRBP!^yQ} zYjbT^!j|`$k2WAke=a$*dU%H51J()@)U^2l4I*n#9rKH8*5nT3@)!L?;)8b-r|?0v zY@)w)t^b6}#QFWjJ7Rf+`kXZe|3xlXeFB2g?R6@k@s2$Rqh(js=>Q3%HP*fk=h zL70Dt(Ho``uC9+qcU6Jd>kS1tQOgN^R`J6KYNECeRta$%piCUtc%OE~G?QZ9Y^Trm zXaKp;;(AH|oGZ%UdOz_wP@V_X;k=*SD2Ky{Os(nW6cxALGg45*uq|JY#P4m#`p527 zxwzgOlwWkzfFGSDBxZGKqLlCZk~$j>fW>F;an3uJjeOl)PwGiWB<_dk@GhA8kM2rU z)&b(vMNVl88eidC7 zasca_*uW3?%D!v|yJDo|{NR{a&5ztS5h)QVQBFv4GJYOnc1U8qD5J5?<9hAmi~EnJwF?4MvfxfD z9Uh5ye;R0i8pOhhRD-cG_vbe_WIOM$Lae*><5!OxDS z+H!#ZI+wRQ_T+~Igi8V9g9dSUuZd_7bDI&YmkgtK5C^52Z7MC$&n=lD%2ziZtIF~c z+dojf^ToM<@b?fsi}1tAA;0s^f@R zR@wvL_Y-p?ghkF>e*Zwqh3v--su3IB8T8f-1~-}``vt_OOWWd>2fHlY3!)-%&kSx{ zeDhR2y4^T^rtnAdP5JrW+p}D$#52vt(SN+~=F!IGkO{eayYYIyv$NsPfW12uxC;Y1-Zpg7r8te((TqJnHYSt)N_%N*X%T@M7B7RbAy;=H=iV{S;ZU}Nrx^2 zqfgD`?@7vmhreXWSF$ZD6uAb-!DR2+H-l3{HvIs+Rb@TSJ3JOl>t zAfmdRtR7Kyo%}t+^%h<#Pxb9sh9tmQJjw6~1W@_#`5I>h!xqaHC8c8~k0B?zjYp;0 zTfOm|-~}+T2Wyjfpx9=0$&KYuOKU6}#}DuSe=b0NIaymqa-p#zeB_|E#z8~kPC?aW zTJm1Q99GQ5`+kg>`lopBIzQFHhQU$5#}ya