Ismailescu
k=10439679896374780276373 (23)
{3,5,13,17,97,241,257}
{3,7,11,19,31,37,41,61,73,109,151,331}
P=33241542480794255062005345795 (29) 720

Filaseta
k=143665583045350793098657 (24)
{3,7,11,19,31,37,61,73,109,151,331,1321}
{3,5,13,17,97,241,257}
P=1071026283344614900900221019395 (31) 720

Cohen
k=47867742232066880047611079 (26)
{3,5,13,17,97,241,257}
{3,7,11,19,31,37,41,61,73,109,151,331}
P=33241542480794255062005345795 (29) 720

Clavier 1
k=3316923598096294713661 (22)
{3,5,13,17,97,241,673}
{3,7,11,19,31,37,41,73,109,151,331,1321}
P=1885107369798300628981297352055 (31) 720

Clavier 2
k=43262598580503239091589 (23)
{3,5,17,97,241,257,673}
{3,7,11,13,19,31,37,41,61,73,151,331}
P=205243652197931501437886217615 (30) 720

Clavier 3
k=107711321583468432196343 (24)
{3,5,13,17,97,241,673
{3,7,11,19,31,37,41,61,73,109,151,331}
P=87048864161768613450309718755} (29) 720

Clavier 4
k=55465536577115049124007 (23)
{3,5,13,17,97,241,673}
{3,7,11,19,31,37,41,61,73,109,151,331}
P=87048864161768613450309718755 (29) 720

Clavier 5
k=105404490005793363299729 (24)
{3,7,11,19,31,37,41,61,73,109,151,331}
{3,5,13,17,97,241,673}
P=87048864161768613450309718755 (29) 720

Clavier 6
k=32099522445515872473461 (23)
{3,7,11,19,31,37,41,61,73,109,151,331}
{3,5,13,17,97,241,257}
P=33241542480794255062005345795 (29) 720

Clavier 7
k=92348240410439475192041 (23)
{3,7,11,19,31,37,41,61,73,109,151,331}
{3,5,13,17,97,241,257}
P=33241542480794255062005345795 (29) 720

Clavier 8
k=50500982247079839441193 (23)
{3,7,11,19,31,37,41,61,73,109,151,331}
{3,5,13,17,97,241,257}
P=33241542480794255062005345795 (29) 720

Clavier 9
k=28960674973436106391349 (23)
{3,7,11,19,31,37,41,61,73,109,151,331}
{3,5,13,17,97,241,257}
P=33241542480794255062005345795 (29) 720

Clavier 10
k=88595984169672153528691 (23)
{3,5,13,17,97,241,257}
{3,7,11,19,31,37,41,61,73,109,151,331}
P=33241542480794255062005345795 (29) 720

Clavier 11
k=12607110588854501953787 (23)
{3,5,13,17,97,241,257}
{3,7,11,19,31,37,41,61,73,109,151,331}
P=33241542480794255062005345795 (29) 720

Clavier 13
k=76719416286801468925067 (23)
{3,5,13,17,97,241,257}
{3,7,11,19,31,37,41,61,73,109,151,331}
P=33241542480794255062005345795 (29) 720

Clavier 14
k=21444598169181578466233 (23)
{3,5,13,17,97,241,257}
{3,7,11,19,31,37,41,61,73,109,151,331}
P=33241542480794255062005345795 (29) 720

Vantieghem 2
k=11615103277955704975673 (23)
{3,5,17,97,241,257,673}
{3,7,11,13,19,31,37,41,61,73,109,331}
P=148156013838241944746553627285 (30) 720

Vantieghem 3
k=17855036657007596110949 (23)
{3,7,11,19,31,37,41,61,73,109,151,331}
{3,5,13,17,97,257,673}
P=92828041865454496500952687635 (29) 720

Vantieghem 4
k=32904995562220857573541 (23)
{3,5,13,17,97,257,673}
{3,7,11,19,31,37,41,61,73,109,151,331}
P=92828041865454496500952687635 (29) 720

Vantieghem 5
k=39842638540982216997209 (23)
{3,7,11,19,31,37,41,61,73,109,151,331}
{3,5,13,17,97,257,673}
P=92828041865454496500952687635 (29) 720

Vantieghem 6
k=65548720000639644141973 (23)
{3,7,11,19,31,37,41,61,73,109,151,331}
{3,5,13,17,97,257,673}
P=92828041865454496500952687635 (29) 720

Vantieghem 7
k=99970730871809953933447 (23)
{3,7,11,19,31,37,41,61,73,109,151,331}
{3,5,13,17,97,257,673}
P=92828041865454496500952687635 (29) 720

Wesolowski 1
k=21867705038000924683065281 (26)
{3,7,11,19,31,37,41,61,73,109,151,331}
{3,5,13,17,97,241,257}
P=33241542480794255062005345795 (29) 720

Wesolowski 4
k=38410495110832829780407 (23)
{3,7,11,13,19,31,37,41,61,73,151,331,1321}
{3,5,17,97,241,257,673}
P=271126864553467513399447693469415 (33) 720

Wesolowski 5
k=56284389701328043058161 (23)
{3,5,17,97,241,257,673}
{3,7,11,13,19,31,37,41,61,73,109,151}
P=67587788790255388691025974985 (29) 720

Wesolowski 6
k=64008563165679686026087 (23)
{3,7,11,13,19,31,37,41,61,73,109,1321}
{3,5,17,97,241,257,673}
P=591281251602168003051955714935 (30) 720

Wesolowski 7
k=178328409866851219182953 (24)
{3,5,13,17,97,241,257}
{3,7,11,19,31,37,41,61,73,109,151,331}
P=33241542480794255062005345795 (29) 720

Wesolowski 8
k=239365215362656954573813 (24)
{3,7,11,19,31,37,41,61,73,109,151,331}
{3,5,13,17,97,257,673}
P=92828041865454496500952687635 (29) 720

Wesolowski 9
k=378418904967987321998467 (24)
{3,5,13,17,97,241,257}
{3,7,11,19,31,37,41,61,73,109,151,331}
P=33241542480794255062005345795 (29) 720

Wesolowski 10
k=422280395899865397194393 (24)
{3,5,13,17,97,241,257}
{3,7,11,19,31,37,41,61,73,109,151,331}
P=33241542480794255062005345795 (29) 720

Wesolowski 11
k=474362792344501650476113 (24)
{3,7,11,19,31,37,41,61,73,109,151,331}
{3,5,13,17,97,241,673}
P=87048864161768613450309718755 (29) 720

Wesolowski 12
k=490393518369132405769309 (24)
{3,5,13,17,97,241,257}
{3,7,11,19,31,37,41,61,73,109,151,331}
P=33241542480794255062005345795 (29) 720

Wesolowski 13
k=1547374756499590486317191 (25)
{3,7,11,19,31,37,41,61,73,109,151,331}
{3,5,13,17,97,241,673}
P=87048864161768613450309718755 (29) 720

Wesolowski 14
k=3127894363368981760543181 (25)
{3,5,13,17,97,241,257}
{3,7,11,19,31,37,41,61,73,109,151,331}
P=33241542480794255062005345795 (29) 720

Wesolowski 15
k=2769569390938829068824114667 (28)
{3,5,7,11,19,31,37,41,61,73,109,151,331}
{3,5,13,17,19,241,433,38737}
P=22366096283725870121540301161955 (32) 360

Wesolowski 16
k=1631535784434767401179758185111 (31)
{3,5,17,19,97,109,241,257,433}
{3,7,11,13,19,31,37,41,61,73,151,331}
P=14393587894183912441848314729235 (32) 720

Wesolowski 17
k=6002524927312209061963632472348345399 (37)
{3,5,11,13,17,181,241,331,433,631,1321,61681}
{3,7,11,19,31,37,41,61,73,109,151,331}
P=5373117827642170481646844213356125774865 (40) 360

Wesolowski 18 
k=742067290618889036720616945148038913 (36)
{3,7,11,13,19,31,37,41,61,73,109,151}
{3,5,11,17,19,97,181,241,257,331,433,631,1321}
P=2171599914484065886366533930947209990785 (40) 720

Wesolowski 19
k=1051314309328263323931731864379271 (34)
{3,5,11,17,151,257,97,241,331,1321,61681}
{3,7,11,13,19,31,37,41,61,73,109,331}
P=2708540859502146859799487840589422795 (37) 720

Gurisatti 1
k=870220033837543850714903473 (27)
{3,5,13,17,241,257,673}
{3,7,11,19,31,37,41,61,73,109,151,331}
P=230634619480149831512676265155 (30) 720

Gurisatti 2
k=8476043360963969421064757 (25)
{3,5,13,17,97,241,257}
{3,7,11,19,31,37,41,61,73,109,151,331}
P=33241542480794255062005345795 (29) 720

Gurisatti 3
k=8476043360963969421064757 (25)
{3,5,13,17,97,241,257}
{3,7,11,19,31,37,61,73,109,151,331,1321}
P=1071026283344614900900221019395 (31) 720

Gurisatti 4
k=8637617017056602410615447711 (28)
{3,5,13,17,241,257,673}
{3,7,11,19,31,37,61,73,109,151,331,1321}
P=7430934934957998229957203567555 (31) 720

Gurisatti 5
k=396284345867947111538029513 (27)
{3,7,11,19,31,37,61,73,109,151,331,1321}
{3,5,13,17,97,241,257}
P=1071026283344614900900221019395 (31) 720

Gurisatti 6
k=212502507013238007431486407 (27)
{3,7,11,19,31,37,41,73,109,151,331,1321}
{3,5,13,17,97,241,673}
P=1885107369798300628981297352055 (31) 720

Gurisatti 7
k=3993938085572253363152261 (25)
{3,5,13,17,97,241,257}
{3,7,11,19,31,37,61,73,109,151,331,1321}
P=1071026283344614900900221019395 (31) 720

Gurisatti 8
k=773553855548262449239841 (24)
{3,7,11,13,19,31,37,41,61,73,109,151}
{3,5,17,97,241,257,673}
P=67587788790255388691025974985 (29) 720

Gurisatti 9
k=773553855548262449239841 (24)
{3,7,11,13,19,31,37,41,61,73,109,331}
{3,5,17,97,241,257,673}
P=148156013838241944746553627285 (30) 720

Gurisatti 10
k=216644304573327922644547 (24) 
{3,5,17,97,241,257,673} 
{3,7,11,19,31,37,41,61,73,109,151,331}
P=1720889083813425665902276747695 (31) 720

Gurisatti 11
k=216644304573327922644547 (24) 
{3,5,17,97,241,257,673} 
{3,7,11,13,19,31,37,61,73,109,151,331}
P=545647758282305698944624334635 (30) 720
      
Gurisatti 12
k=1057198980466907795111869 (25) 
{3,5,17,97,241,257,673} 
{3,7,11,19,31,37,41,61,73,109,151,331} 
P=1720889083813425665902276747695 (31) 720

Gurisatti 13
k=1057198980466907795111869 (25) 
{3,7,11,19,31,37,41,61,73,109,151,331} 
{3,5,13,17,97,241,257} . 
P=33241542480794255062005345795 (29) 720

Gurisatti 14
k=3250597248389004053650661 (25) (prime)
{3,5,17,97,241,257,673}
{3,7,11,19,31,37,41,61,73,109,151,331}
P=1720889083813425665902276747695 (31) 720

Gurisatti 15
k=3250597248389004053650661 (25) (prime)
{3,5,17,97,241,257,673}
{3,7,11,13,19,31,37,41,61,73,151,331}
P=205243652197931501437886217615 (30) 720

Gurisatti 16
k=684998202368425409181617 (24) (prime)
{3,5,17,97,241,257,673} 
{3,7,11,13,19,31,37,41,61,73,109,331}
P=148156013838241944746553627285 (30) 720

Gurisatti 17
k=684998202368425409181617 (24) (prime)
{3,5,17,97,241,257,673}
{3,7,11,13,19,37,41,61,73,109,151,331}
P=721663164179823666346116055485 (30) 720

Gurisatti 18
k=971688764763227907612407 (24)
{3,5,17,97,241,257,673}
{3,7,11,13,19,31,37,41,73,109,151,331}
P=366746853927451371421796683935 (30) 720

Gurisatti 19
k=971688764763227907612407 (24)
{3,5,17,97,241,257,673}
{3,7,11,13,19,31,37,61,73,109,151,331}
P=545647758282305698944624334635 (30) 720

Gurisatti 20
k=1574659518193293073896953 (25) 
{3,5,17,97,241,257,673}
{3,7,13,19,31,37,41,61,73,109,151,331}
P=2033778008143139423339054338185 (31) 720

Gurisatti 21
k=1574659518193293073896953 (25) 
{3,5,17,97,241,257,673}
{3,7,11,13,19,31,37,41,61,73,109,151}
P=67587788790255388691025974985 (29) 720 

Gurisatti 22
k=1651613100316182634822211 (25) 
{3,7,13,19,31,37,41,61,73,109,151,331}
{3,5,17,97,241,257,673}
P=2033778008143139423339054338185 (31) 720

Gurisatti 23
k=1651613100316182634822211 (25) 
{3,7,11,13,19,31,37,41,61,73,109,151}
{3,5,17,97,241,257,673}
P=67587788790255388691025974985 (29) 720 

Gurisatti 24
k=2579882148294177281806591 (25) 
{3,5,17,97,241,257,673}
{3,7,13,19,31,37,41,61,73,109,151,331}
P=2033778008143139423339054338185 (31) 720

Gurisatti 25
k=2579882148294177281806591 (25) 
{3,5,17,97,241,257,673}
{3,7,11,13,19,31,37,41,73,109,151,331}
P=366746853927451371421796683935 (30) 720 

Gurisatti 26
k=2681186855821233923845067 (25) 
{3,5,17,97,241,257,673}
{3,7,11,13,19,31,37,41,73,109,151,331}
P=366746853927451371421796683935 (30) 720 

Gurisatti 27
k=2681186855821233923845067 (25) 
{3,5,17,97,241,257,673}
{3,7,11,13,19,31,37,61,73,109,151,331}
P=545647758282305698944624334635 (30) 720 

Gurisatti 28
k=3045998278981289844695333 (25) 
{3,5,17,97,241,257,673}
{3,7,11,19,31,37,41,61,73,109,151,331}
P=1720889083813425665902276747695 (31) 720

Gurisatti 29
k=3045998278981289844695333 (25) 
{3,5,13,17,97,257,673}
{3,7,11,19,31,37,41,61,73,109,151,331}
P=92828041865454496500952687635 (29) 720 

Gurisatti 30
k=3359730632416034895700067 (25) 
{3,5,17,97,241,257,673}
{3,7,13,19,31,37,41,61,73,109,151,331}
P=2033778008143139423339054338185 (31) 720

Gurisatti 31
k=3359730632416034895700067 (25) 
{3,5,17,97,241,257,673}
{3,7,11,13,19,31,37,61,73,109,151,331}
P=545647758282305698944624334635 (30) 720 

Gurisatti 32
k=3411390660447661363351183 (25) 
{3,7,11,19,31,37,41,61,73,109,151,331}
{3,5,13,17,97,241,673}
P=87048864161768613450309718755 (29) 720 

Gurisatti 33
k=3411390660447661363351183 (25) 
{3,7,11,19,31,37,41,61,73,109,151,331}
{3,5,13,17,97,241,257}
P=33241542480794255062005345795 (29) 720 

Gurisatti 34
k=3440209451231682850413571 (25) 
{3,5,17,97,241,257,673}
{3,7,11,13,19,31,37,61,73,109,151,331}
P=545647758282305698944624334635 (30) 720 

Gurisatti 35
k=3440209451231682850413571 (25) 
{3,5,17,97,241,257,673}
{3,7,11,13,19,31,37,41,61,73,109,151}
P=67587788790255388691025974985 (29) 720 

Gurisatti 36
k=3460847921975938031400739 (25) 
{3,5,17,97,241,257,673}
{3,7,11,13,19,37,41,61,73,109,151,331}
P=721663164179823666346116055485 (30) 720 

Gurisatti 37
k=3460847921975938031400739 (25) 
{3,5,17,97,241,257,673}
{3,7,11,13,19,31,37,41,61,73,109,331}
P=148156013838241944746553627285 (30) 720 

Gurisatti 38
k=4698804227342444902772647 (25) 
{3,7,13,19,31,37,41,61,73,109,151,331}
{3,5,17,97,241,257,673}
P=2033778008143139423339054338185 (31) 720 

Gurisatti 39
k=4698804227342444902772647 (25) 
{3,7,11,13,19,31,37,41,61,73,109,331}
{3,5,17,97,241,257,673}
P=148156013838241944746553627285 (30) 720 

Gurisatti 40
k=4809415017104834966367641 (25) 
{3,7,11,19,31,37,41,61,73,109,151,331}
{3,5,17,97,241,257,673}
P=1720889083813425665902276747695 (31) 720 

Gurisatti 41
k=4809415017104834966367641 (25) 
{3,7,11,19,31,37,41,61,73,109,151,331}
{3,5,13,17,97,257,673}
P=92828041865454496500952687635 (29) 720 

Gurisatti 42
k=5226774293311056510187759 (25) 
{3,5,17,97,241,257,673}
{3,7,11,13,19,37,41,61,73,109,151,331}
P=721663164179823666346116055485 (30) 720 

Gurisatti 43
k=5226774293311056510187759 (25) 
{3,5,17,97,241,257,673}
{3,7,11,13,19,31,37,61,73,109,151,331}
P=545647758282305698944624334635 (30) 720 

Gurisatti 44
k=5641881553607576591441731 (25) 
{3,5,17,97,241,257,673}
{3,7,11,13,19,37,41,61,73,109,151,331}
P=721663164179823666346116055485 (30) 720 

Gurisatti 45
k=5641881553607576591441731 (25) 
{3,5,17,97,241,257,673}
{3,7,11,13,19,31,37,41,61,73,109,151}
P=67587788790255388691025974985 (29) 720 

Gurisatti 46
k=6414444673509253397716849 (25) 
{3,5,17,97,241,257,673}
{3,7,11,19,31,37,41,61,73,109,151,331}
P=1720889083813425665902276747695 (31) 720 

Gurisatti 47
k=6414444673509253397716849 (25) 
{3,5,17,97,241,257,673}
{3,7,11,13,19,31,37,61,73,109,151,331}
P=545647758282305698944624334635 (30) 720 

Gurisatti 48
k=7104760081600566119199041 (25) 
{3,7,13,19,31,37,41,61,73,109,151,331}
{3,5,17,97,241,257,673}
P=2033778008143139423339054338185 (31) 720 

Gurisatti 49
k=7104760081600566119199041 (25) 
{3,7,11,13,19,31,37,41,73,109,151,331}
{3,5,17,97,241,257,673}
P=366746853927451371421796683935 (30) 720 

Gurisatti 50
k=7438574178639212261363911 (25) 
{3,5,17,97,241,257,673}
{3,7,11,19,31,37,41,61,73,109,151,331}
P=1720889083813425665902276747695 (31) 720 

Gurisatti 51
k=7438574178639212261363911 (25) 
{3,5,17,97,241,257,673}
{3,7,11,13,19,31,41,61,73,109,151,331}
P=604636705123636044776475614055 (30) 720 

Gurisatti 52
k=7721599323775986659140607 (25) 
{3,5,17,97,241,257,673}
{3,7,11,19,31,37,41,61,73,109,151,331}
P=1720889083813425665902276747695 (31) 720 

Gurisatti 53
k=7721599323775986659140607 (25) 
{3,5,17,97,241,257,673}
{3,7,11,13,19,31,41,61,73,109,151,331}
P=604636705123636044776475614055 (30) 720 

Gurisatti 54
k=8296577648306367131528381 (25) 
{3,7,11,13,19,37,41,61,73,109,151,331}
{3,5,17,97,241,257,673}
P=721663164179823666346116055485 (30) 720 

Gurisatti 55
k=8296577648306367131528381 (25) 
{3,7,11,13,19,31,37,41,61,73,109,331}
{3,5,17,97,241,257,673}
P=148156013838241944746553627285 (30) 720 

Gurisatti 56
k=8437742201839353828903133 (25) 
{3,7,11,19,31,37,41,61,73,109,151,331}
{3,5,17,97,241,257,673}
P=1720889083813425665902276747695 (31) 720  

Gurisatti 57
k=8437742201839353828903133 (25) 
{3,7,11,19,31,37,41,61,73,109,151,331}
{3,5,13,17,241,257,673}
P=33241542480794255062005345795 (29) 720

Gurisatti 58
k=8563992700801737350303137 (25) 
{3,7,11,19,31,37,41,61,73,109,151,331}
{3,5,13,17,97,241,257}
P=33241542480794255062005345795 (29) 720 

Gurisatti 59
k=8563992700801737350303137 (25) 
{3,7,11,19,31,37,41,61,73,109,151,331}
{3,5,13,17,97,257,673}
P=92828041865454496500952687635 (29) 720 

Gurisatti 60
k=8851693660223009972455379 (25) 
{3,7,11,19,31,37,41,61,73,109,151,331}
{3,5,13,17,97,241,257}
P=33241542480794255062005345795 (29) 720 

Gurisatti 61
k=8851693660223009972455379 (25) 
{3,7,11,19,31,37,41,61,73,109,151,331}
{3,5,13,17,97,257,673}
P=92828041865454496500952687635 (29) 720 

Gurisatti 62
k=9075389690161610674154617 (25) 
{3,7,13,19,31,37,41,61,73,109,151,331}
{3,5,17,97,241,257,673}
P=2033778008143139423339054338185 (31) 720 

Gurisatti 63
k=9075389690161610674154617 (25) 
{3,7,11,13,19,31,37,41,73,109,151,331}
{3,5,17,97,241,257,673}
P=366746853927451371421796683935 (30) 720 

Gallot 1
k=623506356601958507977841221247 (30)
{3,7,13,19,37,73,97,109,241,673}
{3,5,17,257,641,65537,6700417}
P=147730320137652237176247361367695815 (36) 576

Gallot 2
k=3872639446526560168555701047 (28)
{3,5,11,17,31,41,61 151,331,61681}
{3,7,13,19,37,73,97,109,241,673}
P=5369260990362049846228553762527155 (34) 720

Gallot 3
k=878503122374924101526292469 (27)
{3,5,11,17,31,41,61,151,331,61681}
{3,7,13,19,37,73,97,109,241,257}
P=2050371581757870446479551733981395 (34) 720

Gallot 6
6752111260707276586600527347 (28)
{3,5,31,17,11,151,41,61681,61,1321,7,73}
{3,13,257,19,241,37,109,97}
8182902898798026766765824291810945 (34) 720

Gallot 7
2573455513910801216010607729 (28)
{3,5,31,17,11,151,41,331,61681,61}
{3,7,73,13,257,19,241,37,109,673}
14225773964155121757533384711025555 (35) 720

Gallot 8
2668934159979395835274330907 (28)
{3,5,31,17,11,151,41,61681,61,1321}
{3,7,73,13,19,241,37,109,97,673}
21428379964556700443709726647427105 (35) 720

Gallot 9
1723525455942005335396308929 (28)
{3,5,31,17,11,151,41,61681,61,1321}
{3,7,73,13,257,19,241,37,109,673}
56774161349392494990035048952461505 (35) 720

Gallot 10
11252264900274601966567368371 (29)
{3,5,31,17,11,41,331,61681,61,1321}
{3,7,73,13,257,19,241,37,109,97}
17937356685444681190725085037016045 (35) 720

Gallot 11
27456735936026361614526507061 (29)
{3,5,31,17,11,151,41,331,61681,1321}
{3,7,73,13,257,19,241,37,109,97}
44402309172166341963926030173597095 (35) 720

Gallot 12
16985143930825825363784428577 (29)
{3,5,31,17,11,41,331,61681,61,1321}
{3,7,73,13,19,241,37,109,97,673}
46972144160717005608396818015221005 (35) 720

Gallot 13
71304118104020595224410968529 (29)
{3,5,31,17,11,151,41,331,61681,1321}
{3,7,73,13,19,241,37,109,97,673}
116275307676528981096195401972104455 (36) 720

Gallot 14
19387161879696990635166458771 (29)
{3,5,31,17,11,41,331,61681,61,1321}
{3,7,73,3,257,19,241,37,109,673}
124451969580456396302659610617647405 (36) 720

Gallot 15
5005425549902954169655052777 (28)
{3,5,31,17,11,151,41,331,61681,1321}
{3,7,73,13,257,19,241,37,109,673}
308069629617195341667239363987946855 (36) 720

Gallot 16
k=713331160941223303050450522407 (30)
{3,5,31,17,11,151,41,331,61681,61}
{3,7,73,13,257,19,241,37,97,433,577}
P=4699696205118973488246767750180235855 (37) 720

Gallot 17
k=40895222176977251007561615287 (29)
{3,7,11,13,31,41,61,151,241,331,1321,61681}
{3,5,17,19,73,97,109,257,673}
P=49266162120133644233650143695045447055 (38) 720

Gallot 18
k=625944059089014261314259898429 (30)
{3,7,11,13,31,41,61,151,241,331,1321,61681}
{3,5,17,19,37,97,109,257,673}
P=24970520526643079954041853653653171795 (38) 720

Gallot 19
k=721413784980345829736061421921 (30)
{3,5,11,17,31,41,61,331,1321,61681}
{3,7,13,19,37,73,97,241,257,433,673}
P=47955111691272927533100975280291822545 (38) 720

Gallot 20
k=767540314626189018242806926997 (30)
{3,7,11,13,31,41,61,151,241,331,1321,61681}
{3,5,17,19,37,73,97,257,673}
P=16723376132522429693991333180886986615 (38) 720

Gallot 21
k=1250159125256219168019962519063 (31)
{3,7,11,13,31,41,61,151,241,331,1321,61681}
{3,5,17,19,73,97,257,433,673}
P=195708699064384109662114791008758519035 (39) 720

Gallot 22
k=2927077193573965558562123011193 (31)
{3,5,11,17,31,41,61,331,1321,61681}
{3,7,13,19,37,73,97,241,257,433,577}
P=41114560840809032966715100648927758705 (38) 720

Gallot 23
k=3299158631034088098163838172071 (31)
{3,5,11,17,31,41,61,151,331,61681}
{3,7,13,19,37,73,97,241,257,433,673}
P=5481621396958525403102382488511782895 (37) 720

Gallot 24
k=3716967043605211142231204058419 (31)
{3,7,11,13,31,41,61,151,241,331,1321,61681}
{3,5,17,19,37,97,257,433,673}
P=99194820073728932294496537908548838415 (38) 720

Gallot 25
k=4179762257153783809945560340207 (31)
{3,5,11,17,31,41,61,151,1321,61681}
{3,7,13,19,73,97,109,241,257,433,673}
P=64447879752319842758823299758171234365 (38) 720

Gallot 26
k=4187917553225075423128305403313 (31)
{3,7,11,13,31,41,61,151,241,331,1321,61681}
{3,5,17,37,73,97,257,577,673}
P=507862527813970628075421012914304804045 (39) 720

Gallot 27
k=4577856708201656871199293365393 (31)
{3,5,11,17,31,41,61,151,331,61681}
{3,7,13,19,73,109,241,257,433,577,673}
P=96058961972391345270916172151009072615 (38) 720

Gallot 28
k=5121491754723013160497095747577 (31)
{3,5,11,17,31,41,61,151,331,61681}
{3,7,13,19,73,97,109,241,257,433,673}
P=16148560331580520782112424087777955015 (38) 720

Gallot 29
k=5378157768088933940273747384479 (31)
{3,7,11,13,31,41,61,151,241,331,1321,61681}
{3,5,17,37,73,97,109,257,673}
P=95939368339207622981318700879825344265 (38) 720

Gallot 30
k=5845788302625286235762978134637 (31)
{3,5,11,17,31,41,61,151,331,61681}
{3,7,13,19,73,97,109,241,257,433,577}
P=13845050982647786762672910399179613735 (38) 720

Gallot 31
k=6437675277021622907441620080113 (31)
{3,7,11,13,31,41,61,151,241,331,1321,61681}
{3,5,17,19,37,97,257,577,673}
P=132183397650211533334698619799613579135 (39) 720

Gallot 32
k=9186986608203849137755210433161 (31)
{3,7,11,13,31,41,61,151,241,331,1321,61681}
{3,5,17,19,97,109,257,433,673}
P=292222578055039287029733044108968199655 (39) 720

Gallot 33
k=9448037352261838738195026946667 (31)
{3,5,11,17,31,41,61,151,331,61681}
{3,7,13,19,37,73,97,241,257,673,38737}
P=490396231071552883464150093435290840655 (39) 720

Gallot 34
k=15002700438281376322448457539207 (32)
{3,5,11,17,31,41,61,151,1321,61681}
{3,7,13,19,37,73,97,241,433,257,673}
P=21876803218677377817215248541764547445 (38) 720

Gallot 35
k=19421845819018502682661509573479 (32)
{3,5,11,17,31,41,151,331,1321,61681}
{3,7,13,19,37,73,97,241,257,433,673}
P=118708555170200197663905692906951888595 (39) 720

Gallot 36
k=19460628283567005041694882474667 (32)
{3,5,11,17,31,41,151,331,1321,61681}
{3,7,13,19,37,73,97,241,257,433,577}
P=101775388310855147179901314721116255155 (39) 720

Gallot 37
k=20255729268872216057769251009033 (32)
{3,5,11,17,31,41,61,151,331,61681}
{3,7,13,19,37,73,97,241,257,433,38737}
P=315514959961340859643353626236970184255 (39) 720

Gallot 38
k=33371246322491345847754523702857 (32)
{3,5,11,17,31,41,61,151,1321,61681}
{3,7,13,19,73,97,109,241,257,433,577}
P=55254720084826967714474062348387521885 (38) 720

Gallot 39
k=35702068324587427220323385493143 (32)
{3,5,11,17,31,41,61,151,1321,61681}
{3,7,13,19,37,73,97,241,257,433,577}
P=18756189386592640416839819329269158805 (38) 720

Gallot 40
k=36760455750981285411815305268453 (32)
{3,5,11,17,31,41,61,331,1321,61681}
{3,7,13,19,73,97,109,241,257,433,673}
P=141273166874290516246162332582481315065 (39) 720

Gallot 41
k=44534692991073855897926457177877 (32)
{3,7,11,13,31,41,61,151,241,331,1321,61681}
{3,5,17,19,97,109,257,577,673}
P=389405144429001544148166204274537300695 (39) 720

Gallot 42
k=48114492719494130882688991720811 (32)
{3,5,11,17,31,41,61,331,1321,61681}
{3,7,13,19,73,97,109,241,257,433,577}
P=121121273828329313334376918127922316185 (39) 720

Gallot 43
k=49189619388976165085132142491081 (32)
{3,5,11,17,31,41,61,151,331,61681}
{3,7,13,19,37,73,241,257,433,577,673}
P=32607170577784218119485306143003079695 (38) 720

Gallot 44
k=51251128169615086477256795252353 (32)
{3,7,11,13,31,41,61,151,241,331,1321,61681}
{3,5,17,37,97,109,257,577,673}
P=758315281256476691235902608324098953985 (39) 720

Gallot 45
k=58899032204903318269743990477001 (32)
{3,7,11,13,31,41,61,151,241,331,1321,61681}
{3,5,17,73,97,109,257,433,673}
P=1122749905158835155430026958944983082885 (40) 720

Gallot 46
k=82968616069216887254580611267041 (32)
{3,7,11,13,31,41,61,151,241,331,1321,61681}
{3,5,17,37,97,109,257,433,673}
P=569065020422971243163164349054306494065 (39) 720

Gallot 47
k=103261335922254218709499817713819 (33)
{3,7,11,13,31,41,61,151,241,331,1321,61681}
{3,5,17,37,73,97,257,433,673}
P=381116940283274318815697224596003431805 (39) 720

Gallot 48
k=108163961230976010164504629398023 (33)
{3,5,11,17,31,41,61,151,1321,61681}
{3,7,13,19,73,109,241,257,433,577,673}
P=383365222856582982183928288252214455965 (39) 720

Gallot 49
k=112011362169619212725820307689097 (33)
{3,7,11,13,31,41,61,151,241,331,1321,61681}
{3,5,17,19,73,97,257,577,673}
P=260794271039606538741432412037075439915 (39) 720

Gallot 50
k=112848601029893348723637904674433 (33)
{3,5,11,17,31,41,151,331,1321,61681}
{3,7,13,19,73,97,109,241,257,433,673}
P=349708986852751933658532987212371779915 (39) 720

Gallot 51
k=114544124759324107685435101095161 (33)
{3,5,11,17,31,41,61,151,1321,61681}
{3,7,13,19,37,73,241,257,433,577,673}
P=130133149043060278356012354727815916245 (39) 720

Gallot 52
k=117567702673070986187799450473771 (33)
{3,5,11,17,31,41,151,331,1321,61681}
{3,7,13,19,73,97,109,241,257,433,577}
P=299824792591438136286736305529774913835 (39) 720

Gallot 53
k=120050994498066637552305762035281 (33)
{3,5,11,17,31,41,61,151,331,61681}
{3,7,13,19,37,73,97,241,433,673,38737}
P=82623178231121555852131124691626822569 (38) 720

Gallot 54
k=129525505283648668621773270359909 (33)
{3,5,11,17,31,41,61,331,1321,61681}
{3,7,13,19,37,73,241,257,433,577,673}
P=285258757173860610171126419966271975345 (39) 720

Gallot 55
k=250175898496735525230885330533959 (33)
{3,5,11,17,31,41,151,331,1321,61681}
{3,7,13,19,37,73,241,257,433,577,673}
P=706132333332015608784263760900115873395 (39) 720

Gallot 56
k=300226105225152019065716668816681 (33)
{3,5,11,17,31,41,61,151,331,61681}
{3,7,13,19,73,97,109,241,257,577,38737}
P=1238604480172811352946098222016214081415 (40) 720

Gallot 57
k=383108025782868399607962124911703 (33)
{3,5,11,17,31,41,61,151,331,61681}
{3,7,13,19,37,73,97,241,257,577,38737}
P=420443722627468073935831506555962578095 (39) 720

Gallot 58
k=446897955416781805595283511775909 (33)
{3,5,11,17,31,41,61,151,331,61681}
{3,7,13,19,73,97,109,241,257,433,38737}
P=929490017183409559489879601617020272535 (39) 720

Gallot 59
k=489258960167808724976183840056121 (33)
{3,5,11,17,31,41,61,151,1321,61681}
{3,7,13,19,37,73,97,241,433,257,38737}
P=1259200187640275757066072931296186143205 (40) 720

Gallot 60
k=671123793683612397602249748594421 (33)
{3,5,11,17,31,41,61,151,331,61681}
{3,7,13,19,73,97,109,241,257,673,38737}
P=1444680788832412548583577302282343287335 (40) 720

Gallot 61
k=696280859182780902783618090914489 (33)
{3,5,11,17,31,61,41,331,1321,61681}
{3,7,13,19,73,109,241,257,433,577,673}
P=840356879241913689423048102062801224665 (39) 720

Brier 1
k=8604726937478086473372279397345312460541378561077 (49)
{3,5,17,257,641,65537,6700417}
{3,7,13,19,37,73,109,241,433,577,38737,487824887233}
P=10684064136101381923216621253969914129959350095395015 (53) 576

Brier 2
k=29364695660123543278115025405114452910889 (41)
{3,5,17,97,193,257,673,65537}
{3,7,13,19,37,73,109,241,433,577,1153,6337,38737}
P=469428868750024417104962949024683046579106695 (45) 288

================================================================== 
163  Basic Brier numbers
==================================================================

Clavier 12 = Ismailescu
k=10439679896374780276373 (23)
P=33241542480794255062005345795 (29)

Vantieghem 1 = Cohen
k=47867742232066880047611079 (26)
P=33241542480794255062005345795 (29) 720

Wesolowski 2 = Wesolowski 1
k=24155005016816795415535763 (26)
P=33241542480794255062005345795 (29) 

Wesolowski 3 = Wesolowski 1
k=30902663634162389353963691 (26)
P=33241542480794255062005345795 (29)

Gallot 4 = Gallot 3
k=878503122374924101526292469 (27)
P=2050371581757870446479551733981395 (34)

Gallot 5 = Gallot 2
k=3872639446526560168555701047 (28)
P=5369260990362049846228553762527155 (34)

========================================== 
6 duplicates
==========================================