# A049320 Non-primitive Chacon sequence: fixed under 0->0010, 1->1. # Reinhard Zumkeller, Table of n, a(n) for n = 1..10001 # Offset adapted with bfclean.pl by Georg Fischer, Oct 25 2019. 1 0 2 0 3 1 4 0 5 0 6 0 7 1 8 0 9 1 10 0 11 0 12 1 13 0 14 0 15 0 16 1 17 0 18 0 19 0 20 1 21 0 22 1 23 0 24 0 25 1 26 0 27 1 28 0 29 0 30 1 31 0 32 0 33 0 34 1 35 0 36 1 37 0 38 0 39 1 40 0 41 0 42 0 43 1 44 0 45 0 46 0 47 1 48 0 49 1 50 0 51 0 52 1 53 0 54 0 55 0 56 1 57 0 58 0 59 0 60 1 61 0 62 1 63 0 64 0 65 1 66 0 67 1 68 0 69 0 70 1 71 0 72 0 73 0 74 1 75 0 76 1 77 0 78 0 79 1 80 0 81 1 82 0 83 0 84 1 85 0 86 0 87 0 88 1 89 0 90 1 91 0 92 0 93 1 94 0 95 0 96 0 97 1 98 0 99 0 100 0 101 1 102 0 103 1 104 0 105 0 106 1 107 0 108 1 109 0 110 0 111 1 112 0 113 0 114 0 115 1 116 0 117 1 118 0 119 0 120 1 121 0 122 0 123 0 124 1 125 0 126 0 127 0 128 1 129 0 130 1 131 0 132 0 133 1 134 0 135 0 136 0 137 1 138 0 139 0 140 0 141 1 142 0 143 1 144 0 145 0 146 1 147 0 148 1 149 0 150 0 151 1 152 0 153 0 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0 654 1 655 0 656 1 657 0 658 0 659 1 660 0 661 0 662 0 663 1 664 0 665 0 666 0 667 1 668 0 669 1 670 0 671 0 672 1 673 0 674 1 675 0 676 0 677 1 678 0 679 0 680 0 681 1 682 0 683 1 684 0 685 0 686 1 687 0 688 1 689 0 690 0 691 1 692 0 693 0 694 0 695 1 696 0 697 1 698 0 699 0 700 1 701 0 702 0 703 0 704 1 705 0 706 0 707 0 708 1 709 0 710 1 711 0 712 0 713 1 714 0 715 1 716 0 717 0 718 1 719 0 720 0 721 0 722 1 723 0 724 1 725 0 726 0 727 1 728 0 729 1 730 0 731 0 732 1 733 0 734 0 735 0 736 1 737 0 738 1 739 0 740 0 741 1 742 0 743 0 744 0 745 1 746 0 747 0 748 0 749 1 750 0 751 1 752 0 753 0 754 1 755 0 756 1 757 0 758 0 759 1 760 0 761 0 762 0 763 1 764 0 765 1 766 0 767 0 768 1 769 0 770 0 771 0 772 1 773 0 774 0 775 0 776 1 777 0 778 1 779 0 780 0 781 1 782 0 783 0 784 0 785 1 786 0 787 0 788 0 789 1 790 0 791 1 792 0 793 0 794 1 795 0 796 1 797 0 798 0 799 1 800 0 801 0 802 0 803 1 804 0 805 1 806 0 807 0 808 1 809 0 810 1 811 0 812 0 813 1 814 0 815 0 816 0 817 1 818 0 819 1 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1131 0 1132 1 1133 0 1134 0 1135 0 1136 1 1137 0 1138 0 1139 0 1140 1 1141 0 1142 1 1143 0 1144 0 1145 1 1146 0 1147 0 1148 0 1149 1 1150 0 1151 0 1152 0 1153 1 1154 0 1155 1 1156 0 1157 0 1158 1 1159 0 1160 1 1161 0 1162 0 1163 1 1164 0 1165 0 1166 0 1167 1 1168 0 1169 1 1170 0 1171 0 1172 1 1173 0 1174 1 1175 0 1176 0 1177 1 1178 0 1179 0 1180 0 1181 1 1182 0 1183 1 1184 0 1185 0 1186 1 1187 0 1188 0 1189 0 1190 1 1191 0 1192 0 1193 0 1194 1 1195 0 1196 1 1197 0 1198 0 1199 1 1200 0 1201 1 1202 0 1203 0 1204 1 1205 0 1206 0 1207 0 1208 1 1209 0 1210 1 1211 0 1212 0 1213 1 1214 0 1215 0 1216 0 1217 1 1218 0 1219 0 1220 0 1221 1 1222 0 1223 1 1224 0 1225 0 1226 1 1227 0 1228 0 1229 0 1230 1 1231 0 1232 0 1233 0 1234 1 1235 0 1236 1 1237 0 1238 0 1239 1 1240 0 1241 1 1242 0 1243 0 1244 1 1245 0 1246 0 1247 0 1248 1 1249 0 1250 1 1251 0 1252 0 1253 1 1254 0 1255 0 1256 0 1257 1 1258 0 1259 0 1260 0 1261 1 1262 0 1263 1 1264 0 1265 0 1266 1 1267 0 1268 0 1269 0 1270 1 1271 0 1272 0 1273 0 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1417 1 1418 0 1419 0 1420 1 1421 0 1422 0 1423 0 1424 1 1425 0 1426 1 1427 0 1428 0 1429 1 1430 0 1431 0 1432 0 1433 1 1434 0 1435 0 1436 0 1437 1 1438 0 1439 1 1440 0 1441 0 1442 1 1443 0 1444 1 1445 0 1446 0 1447 1 1448 0 1449 0 1450 0 1451 1 1452 0 1453 1 1454 0 1455 0 1456 1 1457 0 1458 0 1459 0 1460 1 1461 0 1462 0 1463 0 1464 1 1465 0 1466 1 1467 0 1468 0 1469 1 1470 0 1471 0 1472 0 1473 1 1474 0 1475 0 1476 0 1477 1 1478 0 1479 1 1480 0 1481 0 1482 1 1483 0 1484 1 1485 0 1486 0 1487 1 1488 0 1489 0 1490 0 1491 1 1492 0 1493 1 1494 0 1495 0 1496 1 1497 0 1498 0 1499 0 1500 1 1501 0 1502 0 1503 0 1504 1 1505 0 1506 1 1507 0 1508 0 1509 1 1510 0 1511 0 1512 0 1513 1 1514 0 1515 0 1516 0 1517 1 1518 0 1519 1 1520 0 1521 0 1522 1 1523 0 1524 1 1525 0 1526 0 1527 1 1528 0 1529 0 1530 0 1531 1 1532 0 1533 1 1534 0 1535 0 1536 1 1537 0 1538 1 1539 0 1540 0 1541 1 1542 0 1543 0 1544 0 1545 1 1546 0 1547 1 1548 0 1549 0 1550 1 1551 0 1552 0 1553 0 1554 1 1555 0 1556 0 1557 0 1558 1 1559 0 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2275 1 2276 0 2277 1 2278 0 2279 0 2280 1 2281 0 2282 0 2283 0 2284 1 2285 0 2286 0 2287 0 2288 1 2289 0 2290 1 2291 0 2292 0 2293 1 2294 0 2295 1 2296 0 2297 0 2298 1 2299 0 2300 0 2301 0 2302 1 2303 0 2304 1 2305 0 2306 0 2307 1 2308 0 2309 0 2310 0 2311 1 2312 0 2313 0 2314 0 2315 1 2316 0 2317 1 2318 0 2319 0 2320 1 2321 0 2322 0 2323 0 2324 1 2325 0 2326 0 2327 0 2328 1 2329 0 2330 1 2331 0 2332 0 2333 1 2334 0 2335 1 2336 0 2337 0 2338 1 2339 0 2340 0 2341 0 2342 1 2343 0 2344 1 2345 0 2346 0 2347 1 2348 0 2349 0 2350 0 2351 1 2352 0 2353 0 2354 0 2355 1 2356 0 2357 1 2358 0 2359 0 2360 1 2361 0 2362 0 2363 0 2364 1 2365 0 2366 0 2367 0 2368 1 2369 0 2370 1 2371 0 2372 0 2373 1 2374 0 2375 1 2376 0 2377 0 2378 1 2379 0 2380 0 2381 0 2382 1 2383 0 2384 1 2385 0 2386 0 2387 1 2388 0 2389 1 2390 0 2391 0 2392 1 2393 0 2394 0 2395 0 2396 1 2397 0 2398 1 2399 0 2400 0 2401 1 2402 0 2403 0 2404 0 2405 1 2406 0 2407 0 2408 0 2409 1 2410 0 2411 1 2412 0 2413 0 2414 1 2415 0 2416 1 2417 0 2418 0 2419 1 2420 0 2421 0 2422 0 2423 1 2424 0 2425 1 2426 0 2427 0 2428 1 2429 0 2430 1 2431 0 2432 0 2433 1 2434 0 2435 0 2436 0 2437 1 2438 0 2439 1 2440 0 2441 0 2442 1 2443 0 2444 0 2445 0 2446 1 2447 0 2448 0 2449 0 2450 1 2451 0 2452 1 2453 0 2454 0 2455 1 2456 0 2457 1 2458 0 2459 0 2460 1 2461 0 2462 0 2463 0 2464 1 2465 0 2466 1 2467 0 2468 0 2469 1 2470 0 2471 0 2472 0 2473 1 2474 0 2475 0 2476 0 2477 1 2478 0 2479 1 2480 0 2481 0 2482 1 2483 0 2484 0 2485 0 2486 1 2487 0 2488 0 2489 0 2490 1 2491 0 2492 1 2493 0 2494 0 2495 1 2496 0 2497 1 2498 0 2499 0 2500 1 2501 0 2502 0 2503 0 2504 1 2505 0 2506 1 2507 0 2508 0 2509 1 2510 0 2511 1 2512 0 2513 0 2514 1 2515 0 2516 0 2517 0 2518 1 2519 0 2520 1 2521 0 2522 0 2523 1 2524 0 2525 0 2526 0 2527 1 2528 0 2529 0 2530 0 2531 1 2532 0 2533 1 2534 0 2535 0 2536 1 2537 0 2538 1 2539 0 2540 0 2541 1 2542 0 2543 0 2544 0 2545 1 2546 0 2547 1 2548 0 2549 0 2550 1 2551 0 2552 0 2553 0 2554 1 2555 0 2556 0 2557 0 2558 1 2559 0 2560 1 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