Thread: Am I missing something View Single Post
2021-03-02, 00:29   #3
Youjaes

Mar 2021

7 Posts

Quote:
 Originally Posted by Viliam Furik I am not sure, what you think you are missing or not, but if you are talking about the double-checking of the LL results, that's done because one test can have errors (thus potentially hiding a prime), but if two tests match, with different starting shifts, then there is almost no chance of it being the incorrect result. I hope that's enough as an answer.

If you say so.

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p = 29, s[0] = 2^2, s[27] = 458738443
p = 29, s[0] = 2^3, s[27] = 399253392
p = 29, s[0] = 2^4, s[27] = 173583544
p = 29, s[0] = 2^5, s[27] = 356285411
p = 29, s[0] = 2^6, s[27] = 454916308
p = 29, s[0] = 2^7, s[27] = 418665456
p = 29, s[0] = 2^8, s[27] = 159352507
p = 29, s[0] = 2^9, s[27] = 124138405
p = 29, s[0] = 2^10, s[27] = 280363297
p = 29, s[0] = 2^11, s[27] = 257365289
p = 29, s[0] = 2^12, s[27] = 324441881
p = 29, s[0] = 2^13, s[27] = 196341819
p = 29, s[0] = 2^14, s[27] = 163269510
p = 29, s[0] = 2^15, s[27] = 2
p = 29, s[0] = 2^16, s[27] = 399434360
p = 29, s[0] = 2^17, s[27] = 111230369
p = 29, s[0] = 2^18, s[27] = 82827156
p = 29, s[0] = 2^19, s[27] = 231142063
p = 29, s[0] = 2^20, s[27] = 229791253
p = 29, s[0] = 2^21, s[27] = 98213813
p = 29, s[0] = 2^22, s[27] = 330020529
p = 29, s[0] = 2^23, s[27] = 300822586
p = 29, s[0] = 2^24, s[27] = 206105139
p = 29, s[0] = 2^25, s[27] = 523959422
p = 29, s[0] = 2^26, s[27] = 525969049
p = 29, s[0] = 2^27, s[27] = 247553531
p = 29, s[0] = 2^28, s[27] = 109218723

p = 31, s[0] = 2^2, s[29] = 0
p = 31, s[0] = 2^3, s[29] = 1395627816
p = 31, s[0] = 2^4, s[29] = 2
p = 31, s[0] = 2^5, s[29] = 475947287
p = 31, s[0] = 2^6, s[29] = 2
p = 31, s[0] = 2^7, s[29] = 665640517
p = 31, s[0] = 2^8, s[29] = 0
p = 31, s[0] = 2^9, s[29] = 1159698774
p = 31, s[0] = 2^10, s[29] = 0
p = 31, s[0] = 2^11, s[29] = 1085580077
p = 31, s[0] = 2^12, s[29] = 2147483645
p = 31, s[0] = 2^13, s[29] = 0
p = 31, s[0] = 2^14, s[29] = 568206011
p = 31, s[0] = 2^15, s[29] = 1022830437
p = 31, s[0] = 2^16, s[29] = 2
p = 31, s[0] = 2^17, s[29] = 1825686668
p = 31, s[0] = 2^18, s[29] = 0
p = 31, s[0] = 2^19, s[29] = 2147483645
p = 31, s[0] = 2^20, s[29] = 143692922
p = 31, s[0] = 2^21, s[29] = 870057803
p = 31, s[0] = 2^22, s[29] = 0
p = 31, s[0] = 2^23, s[29] = 106150822
p = 31, s[0] = 2^24, s[29] = 2147483645
p = 31, s[0] = 2^25, s[29] = 806493586
p = 31, s[0] = 2^26, s[29] = 0
p = 31, s[0] = 2^27, s[29] = 797013063
p = 31, s[0] = 2^28, s[29] = 2
p = 31, s[0] = 2^29, s[29] = 1073741822
p = 31, s[0] = 2^30, s[29] = 0

James