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 2018-08-29, 18:26 #1 hal1se   Jul 2018 3·13 Posts find very easy twin prime in the infamy twin primes every prime templates probably twin prime, all template elements very regularly! 3# template probably twin or cousin prime=1 5# template probably twin or cousin prime=3 7# template probably twin or cousin prime=15=3*5 11# tepmlate probably twin or cousin prime=135=3^3*5 13# template probably twin or cousin prime=1485=3^3*5*11 17# template probably twin or cousin prime=22275=3^4*5^2*11 19# template probably twin or cousin prime=378675=3^4*5^2*11*17 23# template probably twin or cousin prime=7952175=3^5*5^2*7*11*17 some one see, any regularly? you must: look hyper geometric and complex variables domain! ________________ if we think, only prime template last probably element: ________________ 3# to 5# twimprime count, only (6n+5, 6n+6+1) format = 2 (11, 13) (17, 19) 3#=2*3 to 5#=2*3*5 range 2*3*5 - 2*3 = 2*3*(5-1)=3#*(5-1) 3#*(5-1)/6=(5-1) =4 (3#*n+3#-1, 3#*n+3#+1) format numbers 5# to 7# twinprime count, only (30n+29, 30n+30+1) format = 3 (59, 61) (149, 151) (179, 181) 5#=2*3*5 to 7#=2*3*5*7 range 2*3*5*7 - 2*3*5 = 2*3*5*(7-1)=5#*(7-1) 5#*(7-1)/5#=(7-1) =6 times :(5#*n+5#-1, 5#*n+5#+1) format numbers 3# to 5# 1*isprime(3#*1+(3#-1))*isprime(3#*1+(3#+1)) 2*isprime(3#*2+(3#-1))*isprime(3#*2+(3#+1)) 3*isprime(3#*3+(3#-1))*isprime(3#*3+(3#+1)) 4*isprime(3#*4+(3#-1))*isprime(3#*4+(3#+1)) 4: probably template last twin elements n=1,2,4 : 3 twinprimes __ 5# to 7# 1*isprime(5#*1+(5#-1))*isprime(5#*1+(5#+1)) 2*isprime(5#*2+(5#-1))*isprime(5#*2+(5#+1)) 3*isprime(5#*3+(5#-1))*isprime(5#*3+(5#+1)) 4*isprime(5#*4+(5#-1))*isprime(5#*4+(5#+1)) 5*isprime(5#*5+(5#-1))*isprime(5#*5+(5#+1)) 6*isprime(5#*6+(5#-1))*isprime(5#*6+(5#+1)) n=1,4,5 : 3 twinprimes __ 7# to 11# 1*isprime(7#*1+(7#-1))*isprime(7#*1+(7#+1)) 2*isprime(7#*2+(7#-1))*isprime(7#*2+(7#+1)) 3*isprime(7#*3+(7#-1))*isprime(7#*3+(7#+1)) 4*isprime(7#*4+(7#-1))*isprime(7#*4+(7#+1)) 5*isprime(7#*5+(7#-1))*isprime(7#*5+(7#+1)) 6*isprime(7#*6+(7#-1))*isprime(7#*6+(7#+1)) 7*isprime(7#*7+(7#-1))*isprime(7#*7+(7#+1)) 8*isprime(7#*8+(7#-1))*isprime(7#*8+(7#+1)) 9*isprime(7#*9+(7#-1))*isprime(7#*9+(7#+1)) 10*isprime(7#*10+(7#-1))*isprime(7#*10+(7#+1)) n=1,4,10 : 3 twinprimes __ 11# to 13# 1*isprime(11#*1+(11#-1))*isprime(11#*1+(11#+1)) 2*isprime(11#*2+(11#-1))*isprime(11#*2+(11#+1)) 3*isprime(11#*3+(11#-1))*isprime(11#*3+(11#+1)) 4*isprime(11#*4+(11#-1))*isprime(11#*4+(11#+1)) 5*isprime(11#*5+(11#-1))*isprime(11#*5+(11#+1)) 6*isprime(11#*6+(11#-1))*isprime(11#*6+(11#+1)) 7*isprime(11#*7+(11#-1))*isprime(11#*7+(11#+1)) 8*isprime(11#*8+(11#-1))*isprime(11#*8+(11#+1)) 9*isprime(11#*9+(11#-1))*isprime(11#*9+(11#+1)) 10*isprime(11#*10+(11#-1))*isprime(11#*10+(11#+1)) 11*isprime(11#*11+(11#-1))*isprime(11#*11+(11#+1)) 12*isprime(11#*12+(11#-1))*isprime(11#*12+(11#+1)) n=3,4,10 : 3 twinprimes __ 13# to 17# 1*isprime(13#*1+(13#-1))*isprime(13#*1+(13#+1)) 2*isprime(13#*2+(13#-1))*isprime(13#*2+(13#+1)) 3*isprime(13#*3+(13#-1))*isprime(13#*3+(13#+1)) 4*isprime(13#*4+(13#-1))*isprime(13#*4+(13#+1)) 5*isprime(13#*5+(13#-1))*isprime(13#*5+(13#+1)) 6*isprime(13#*6+(13#-1))*isprime(13#*6+(13#+1)) 7*isprime(13#*7+(13#-1))*isprime(13#*7+(13#+1)) 8*isprime(13#*8+(13#-1))*isprime(13#*8+(13#+1)) 9*isprime(13#*9+(13#-1))*isprime(13#*9+(13#+1)) 10*isprime(13#*10+(13#-1))*isprime(13#*10+(13#+1)) 11*isprime(13#*11+(13#-1))*isprime(13#*11+(13#+1)) 12*isprime(13#*12+(13#-1))*isprime(13#*12+(13#+1)) 13*isprime(13#*13+(13#-1))*isprime(13#*13+(13#+1)) 14*isprime(13#*14+(13#-1))*isprime(13#*14+(13#+1)) 15*isprime(13#*15+(13#-1))*isprime(13#*15+(13#+1)) 16*isprime(13#*16+(13#-1))*isprime(13#*16+(13#+1)) n=5,8,9,10,12,13 : 6 twinprimes __ 17# to 19# 1*isprime(17#*1+(17#-1))*isprime(17#*1+(17#+1)) 2*isprime(17#*2+(17#-1))*isprime(17#*2+(17#+1)) 3*isprime(17#*3+(17#-1))*isprime(17#*3+(17#+1)) 4*isprime(17#*4+(17#-1))*isprime(17#*4+(17#+1)) 5*isprime(17#*5+(17#-1))*isprime(17#*5+(17#+1)) 6*isprime(17#*6+(17#-1))*isprime(17#*6+(17#+1)) 7*isprime(17#*7+(17#-1))*isprime(17#*7+(17#+1)) 8*isprime(17#*8+(17#-1))*isprime(17#*8+(17#+1)) 9*isprime(17#*9+(17#-1))*isprime(17#*9+(17#+1)) 10*isprime(17#*10+(17#-1))*isprime(17#*10+(17#+1)) 11*isprime(17#*11+(17#-1))*isprime(17#*11+(17#+1)) 12*isprime(17#*12+(17#-1))*isprime(17#*12+(17#+1)) 13*isprime(17#*13+(17#-1))*isprime(17#*13+(17#+1)) 14*isprime(17#*14+(17#-1))*isprime(17#*14+(17#+1)) 15*isprime(17#*15+(17#-1))*isprime(17#*15+(17#+1)) 16*isprime(17#*16+(17#-1))*isprime(17#*16+(17#+1)) 17*isprime(17#*17+(17#-1))*isprime(17#*17+(17#+1)) 18*isprime(17#*18+(17#-1))*isprime(17#*18+(17#+1)) n=7,16 : 2 twin primes __ 19# to 23# 1*isprime(19#*1+(19#-1))*isprime(19#*1+(19#+1)) 2*isprime(19#*2+(19#-1))*isprime(19#*2+(19#+1)) 3*isprime(19#*3+(19#-1))*isprime(19#*3+(19#+1)) 4*isprime(19#*4+(19#-1))*isprime(19#*4+(19#+1)) 5*isprime(19#*5+(19#-1))*isprime(19#*5+(19#+1)) 6*isprime(19#*6+(19#-1))*isprime(19#*6+(19#+1)) 7*isprime(19#*7+(19#-1))*isprime(19#*7+(19#+1)) 8*isprime(19#*8+(19#-1))*isprime(19#*8+(19#+1)) 9*isprime(19#*9+(19#-1))*isprime(19#*9+(19#+1)) 10*isprime(19#*10+(19#-1))*isprime(19#*10+(19#+1)) 11*isprime(19#*11+(19#-1))*isprime(19#*11+(19#+1)) 12*isprime(19#*12+(19#-1))*isprime(19#*12+(19#+1)) 13*isprime(19#*13+(19#-1))*isprime(19#*13+(19#+1)) 14*isprime(19#*14+(19#-1))*isprime(19#*14+(19#+1)) 15*isprime(19#*15+(19#-1))*isprime(19#*15+(19#+1)) 16*isprime(19#*16+(19#-1))*isprime(19#*16+(19#+1)) 17*isprime(19#*17+(19#-1))*isprime(19#*17+(19#+1)) 18*isprime(19#*18+(19#-1))*isprime(19#*18+(19#+1)) 19*isprime(19#*19+(19#-1))*isprime(19#*19+(19#+1)) 20*isprime(19#*20+(19#-1))*isprime(19#*20+(19#+1)) 21*isprime(19#*21+(19#-1))*isprime(19#*21+(19#+1)) 22*isprime(19#*22+(19#-1))*isprime(19#*22+(19#+1)) n=10 : only 1 twinprime __ 23# to 29# 1*isprime(23#*1+(23#-1))*isprime(23#*1+(23#+1)) 2*isprime(23#*2+(23#-1))*isprime(23#*2+(23#+1)) 3*isprime(23#*3+(23#-1))*isprime(23#*3+(23#+1)) 4*isprime(23#*4+(23#-1))*isprime(23#*4+(23#+1)) 5*isprime(23#*5+(23#-1))*isprime(23#*5+(23#+1)) 6*isprime(23#*6+(23#-1))*isprime(23#*6+(23#+1)) 7*isprime(23#*7+(23#-1))*isprime(23#*7+(23#+1)) 8*isprime(23#*8+(23#-1))*isprime(23#*8+(23#+1)) 9*isprime(23#*9+(23#-1))*isprime(23#*9+(23#+1)) 10*isprime(23#*10+(23#-1))*isprime(23#*10+(23#+1)) 11*isprime(23#*11+(23#-1))*isprime(23#*11+(23#+1)) 12*isprime(23#*12+(23#-1))*isprime(23#*12+(23#+1)) 13*isprime(23#*13+(23#-1))*isprime(23#*13+(23#+1)) 14*isprime(23#*14+(23#-1))*isprime(23#*14+(23#+1)) 15*isprime(23#*15+(23#-1))*isprime(23#*15+(23#+1)) 16*isprime(23#*16+(23#-1))*isprime(23#*16+(23#+1)) 17*isprime(23#*17+(23#-1))*isprime(23#*17+(23#+1)) 18*isprime(23#*18+(23#-1))*isprime(23#*18+(23#+1)) 19*isprime(23#*19+(23#-1))*isprime(23#*19+(23#+1)) 20*isprime(23#*20+(23#-1))*isprime(23#*20+(23#+1)) 21*isprime(23#*21+(23#-1))*isprime(23#*21+(23#+1)) 22*isprime(23#*22+(23#-1))*isprime(23#*22+(23#+1)) 23*isprime(23#*23+(23#-1))*isprime(23#*23+(23#+1)) 24*isprime(23#*24+(23#-1))*isprime(23#*24+(23#+1)) 25*isprime(23#*25+(23#-1))*isprime(23#*25+(23#+1)) 26*isprime(23#*26+(23#-1))*isprime(23#*26+(23#+1)) 27*isprime(23#*27+(23#-1))*isprime(23#*27+(23#+1)) 28*isprime(23#*28+(23#-1))*isprime(23#*28+(23#+1)) n=3,10,15,18,19,21,26: 7 twinprime __ 29# to 31# 15*isprime(29#*15+(29#-1))*isprime(29#*15+(29#+1)) only 1 twin prime ___ 31# to 37# 21*isprime(31#*21+(31#-1))*isprime(31#*21+(31#+1)) only 1 twin prime __ 37# to 41# 3*isprime(37#*3+(37#-1))*isprime(37#*3+(37#+1)) 22*isprime(37#*22+(37#-1))*isprime(37#*22+(37#+1)) middle point of range: 37#*(41+1)/2=155835500831010 ln(155835500831010)=32,679822084968449905680465344453 every (3/4)*(32,679822084968449905680465344453)^2= =800,978=~801 integers only 1 twin prime, average, this range. 40 probably template last element twinprime! but 2 twin prime! range twin prime last element count posibilities > normal distribition posibilites! __ 41# to 43# no twin prime! very normal and near normal distribition posibilites result! __ 43# to 47# 23*isprime(43#*23+(43#-1))*isprime(43#*23+(43#+1)) only 1 twin prime __ 47# to 53# 36*isprime(47#*36+(47#-1))*isprime(47#*36+(47#+1)) (22750921955774182169,22750921955774182171) only 1 twin prime. __ 53# to 59# 1*isprime(53#*1+(53#-1))*isprime(53#*1+(53#+1)) 2*isprime(53#*2+(53#-1))*isprime(53#*2+(53#+1)) 3*isprime(53#*3+(53#-1))*isprime(53#*3+(53#+1)) 4*isprime(53#*4+(53#-1))*isprime(53#*4+(53#+1)) 5*isprime(53#*5+(53#-1))*isprime(53#*5+(53#+1)) 6*isprime(53#*6+(53#-1))*isprime(53#*6+(53#+1)) 7*isprime(53#*7+(53#-1))*isprime(53#*7+(53#+1)) 8*isprime(53#*8+(53#-1))*isprime(53#*8+(53#+1)) 9*isprime(53#*9+(53#-1))*isprime(53#*9+(53#+1)) 10*isprime(53#*10+(53#-1))*isprime(53#*10+(53#+1)) 11*isprime(53#*11+(53#-1))*isprime(53#*11+(53#+1)) 12*isprime(53#*12+(53#-1))*isprime(53#*12+(53#+1)) 13*isprime(53#*13+(53#-1))*isprime(53#*13+(53#+1)) 14*isprime(53#*14+(53#-1))*isprime(53#*14+(53#+1)) 15*isprime(53#*15+(53#-1))*isprime(53#*15+(53#+1)) 16*isprime(53#*16+(53#-1))*isprime(53#*16+(53#+1)) 17*isprime(53#*17+(53#-1))*isprime(53#*17+(53#+1)) 18*isprime(53#*18+(53#-1))*isprime(53#*18+(53#+1)) 19*isprime(53#*19+(53#-1))*isprime(53#*19+(53#+1)) 20*isprime(53#*20+(53#-1))*isprime(53#*20+(53#+1)) 21*isprime(53#*21+(53#-1))*isprime(53#*21+(53#+1)) 22*isprime(53#*22+(53#-1))*isprime(53#*22+(53#+1)) 23*isprime(53#*23+(53#-1))*isprime(53#*23+(53#+1)) 24*isprime(53#*24+(53#-1))*isprime(53#*24+(53#+1)) 25*isprime(53#*25+(53#-1))*isprime(53#*25+(53#+1)) 26*isprime(53#*26+(53#-1))*isprime(53#*26+(53#+1)) 27*isprime(53#*27+(53#-1))*isprime(53#*27+(53#+1)) 28*isprime(53#*28+(53#-1))*isprime(53#*28+(53#+1)) 29*isprime(53#*29+(53#-1))*isprime(53#*29+(53#+1)) 30*isprime(53#*30+(53#-1))*isprime(53#*30+(53#+1)) 31*isprime(53#*31+(53#-1))*isprime(53#*31+(53#+1)) 32*isprime(53#*32+(53#-1))*isprime(53#*32+(53#+1)) 33*isprime(53#*33+(53#-1))*isprime(53#*33+(53#+1)) 34*isprime(53#*34+(53#-1))*isprime(53#*34+(53#+1)) 35*isprime(53#*35+(53#-1))*isprime(53#*35+(53#+1)) 36*isprime(53#*36+(53#-1))*isprime(53#*36+(53#+1)) 37*isprime(53#*37+(53#-1))*isprime(53#*37+(53#+1)) 38*isprime(53#*38+(53#-1))*isprime(53#*38+(53#+1)) 39*isprime(53#*39+(53#-1))*isprime(53#*39+(53#+1)) 40*isprime(53#*40+(53#-1))*isprime(53#*40+(53#+1)) 41*isprime(53#*41+(53#-1))*isprime(53#*41+(53#+1)) 42*isprime(53#*42+(53#-1))*isprime(53#*42+(53#+1)) 43*isprime(53#*43+(53#-1))*isprime(53#*43+(53#+1)) 44*isprime(53#*44+(53#-1))*isprime(53#*44+(53#+1)) 45*isprime(53#*45+(53#-1))*isprime(53#*45+(53#+1)) 46*isprime(53#*46+(53#-1))*isprime(53#*46+(53#+1)) 47*isprime(53#*47+(53#-1))*isprime(53#*47+(53#+1)) 48*isprime(53#*48+(53#-1))*isprime(53#*48+(53#+1)) 49*isprime(53#*49+(53#-1))*isprime(53#*49+(53#+1)) 50*isprime(53#*50+(53#-1))*isprime(53#*50+(53#+1)) 51*isprime(53#*51+(53#-1))*isprime(53#*51+(53#+1)) 52*isprime(53#*52+(53#-1))*isprime(53#*52+(53#+1)) 53*isprime(53#*53+(53#-1))*isprime(53#*53+(53#+1)) 54*isprime(53#*54+(53#-1))*isprime(53#*54+(53#+1)) 55*isprime(53#*55+(53#-1))*isprime(53#*55+(53#+1)) 56*isprime(53#*56+(53#-1))*isprime(53#*56+(53#+1)) 57*isprime(53#*57+(53#-1))*isprime(53#*57+(53#+1)) 58*isprime(53#*58+(53#-1))*isprime(53#*58+(53#+1)) n=27: only 1 twin prime! 912496437361321252439 912496437361321252441 range 53# to 59# probably tepmlate last element:58 middle point of range: (53#+59#)/2=53# *(1+59)/2=53# *30=977674754315701341900 range average twin prime rate: (3/4)*(ln(977674754315701341900))^2=1751,96555=~1752 every 1752 numbers average 1 twin prime in the range:53# to 59# but probably 58 twin prime test: how do not see we, posible 0 twinprime, surprise: 1 twin prime! how is it, posibilities > normal distribition posibilities? note: i am an autistic,alzheimer, parcinson, etc.., brain damage. please forgive. please do not see, my fault! important question: how is it, temlate last element twin prime posibilities > normal distribition posibilities? __ range 59# to 61# template 59#: last probably prime elements: only = 60. 10*isprime(61#*10+(61#-1))*isprime(61#*10+(61#+1)) n=10 1290172194953476680815969 1290172194953476680815971 1 twin prime surprise! normal posibilities: 0 twin prime count highly reality! 1 twin prime count posibilities very low posibilities! but how is it, 1 twin prime count? __ range 61# to 67# range 117288381359406970983270 to 7858321551080267055879090 24 decimal digit to 25 decimal digit. 10*isprime(61#*10+(61#-1))*isprime(61#*10+(61#+1)) n=10: 1 twin prime! 1290172194953476680815969 1290172194953476680815969+2 only 66 probably twin prime test: but 25 decimal digits twinprime easy! how is it, posibilities > normal distribition posibilities? __ range: 67# to 71# 1*isprime(67#*1+(67#-1))*isprime(67#*1+(67#+1)) 2*isprime(67#*2+(67#-1))*isprime(67#*2+(67#+1)) 3*isprime(67#*3+(67#-1))*isprime(67#*3+(67#+1)) 4*isprime(67#*4+(67#-1))*isprime(67#*4+(67#+1)) 5*isprime(67#*5+(67#-1))*isprime(67#*5+(67#+1)) 6*isprime(67#*6+(67#-1))*isprime(67#*6+(67#+1)) 7*isprime(67#*7+(67#-1))*isprime(67#*7+(67#+1)) 8*isprime(67#*8+(67#-1))*isprime(67#*8+(67#+1)) 9*isprime(67#*9+(67#-1))*isprime(67#*9+(67#+1)) 10*isprime(67#*10+(67#-1))*isprime(67#*10+(67#+1)) 11*isprime(67#*11+(67#-1))*isprime(67#*11+(67#+1)) 12*isprime(67#*12+(67#-1))*isprime(67#*12+(67#+1)) 13*isprime(67#*13+(67#-1))*isprime(67#*13+(67#+1)) 14*isprime(67#*14+(67#-1))*isprime(67#*14+(67#+1)) 15*isprime(67#*15+(67#-1))*isprime(67#*15+(67#+1)) 16*isprime(67#*16+(67#-1))*isprime(67#*16+(67#+1)) 17*isprime(67#*17+(67#-1))*isprime(67#*17+(67#+1)) 18*isprime(67#*18+(67#-1))*isprime(67#*18+(67#+1)) 19*isprime(67#*19+(67#-1))*isprime(67#*19+(67#+1)) 20*isprime(67#*20+(67#-1))*isprime(67#*20+(67#+1)) 21*isprime(67#*21+(67#-1))*isprime(67#*21+(67#+1)) 22*isprime(67#*22+(67#-1))*isprime(67#*22+(67#+1)) 23*isprime(67#*23+(67#-1))*isprime(67#*23+(67#+1)) 24*isprime(67#*24+(67#-1))*isprime(67#*24+(67#+1)) 25*isprime(67#*25+(67#-1))*isprime(67#*25+(67#+1)) 26*isprime(67#*26+(67#-1))*isprime(67#*26+(67#+1)) 27*isprime(67#*27+(67#-1))*isprime(67#*27+(67#+1)) 28*isprime(67#*28+(67#-1))*isprime(67#*28+(67#+1)) 29*isprime(67#*29+(67#-1))*isprime(67#*29+(67#+1)) 30*isprime(67#*30+(67#-1))*isprime(67#*30+(67#+1)) 31*isprime(67#*31+(67#-1))*isprime(67#*31+(67#+1)) 32*isprime(67#*32+(67#-1))*isprime(67#*32+(67#+1)) 33*isprime(67#*33+(67#-1))*isprime(67#*33+(67#+1)) 34*isprime(67#*34+(67#-1))*isprime(67#*34+(67#+1)) 35*isprime(67#*35+(67#-1))*isprime(67#*35+(67#+1)) 36*isprime(67#*36+(67#-1))*isprime(67#*36+(67#+1)) 37*isprime(67#*37+(67#-1))*isprime(67#*37+(67#+1)) 38*isprime(67#*38+(67#-1))*isprime(67#*38+(67#+1)) 39*isprime(67#*39+(67#-1))*isprime(67#*39+(67#+1)) 40*isprime(67#*40+(67#-1))*isprime(67#*40+(67#+1)) 41*isprime(67#*41+(67#-1))*isprime(67#*41+(67#+1)) 42*isprime(67#*42+(67#-1))*isprime(67#*42+(67#+1)) 43*isprime(67#*43+(67#-1))*isprime(67#*43+(67#+1)) 44*isprime(67#*44+(67#-1))*isprime(67#*44+(67#+1)) 45*isprime(67#*45+(67#-1))*isprime(67#*45+(67#+1)) 46*isprime(67#*46+(67#-1))*isprime(67#*46+(67#+1)) 47*isprime(67#*47+(67#-1))*isprime(67#*47+(67#+1)) 48*isprime(67#*48+(67#-1))*isprime(67#*48+(67#+1)) 49*isprime(67#*49+(67#-1))*isprime(67#*49+(67#+1)) 50*isprime(67#*50+(67#-1))*isprime(67#*50+(67#+1)) 51*isprime(67#*51+(67#-1))*isprime(67#*51+(67#+1)) 52*isprime(67#*52+(67#-1))*isprime(67#*52+(67#+1)) 53*isprime(67#*53+(67#-1))*isprime(67#*53+(67#+1)) 54*isprime(67#*54+(67#-1))*isprime(67#*54+(67#+1)) 55*isprime(67#*55+(67#-1))*isprime(67#*55+(67#+1)) 56*isprime(67#*56+(67#-1))*isprime(67#*56+(67#+1)) 57*isprime(67#*57+(67#-1))*isprime(67#*57+(67#+1)) 58*isprime(67#*58+(67#-1))*isprime(67#*58+(67#+1)) 59*isprime(67#*59+(67#-1))*isprime(67#*59+(67#+1)) 60*isprime(67#*60+(67#-1))*isprime(67#*60+(67#+1)) 61*isprime(67#*61+(67#-1))*isprime(67#*61+(67#+1)) 62*isprime(67#*62+(67#-1))*isprime(67#*62+(67#+1)) 63*isprime(67#*63+(67#-1))*isprime(67#*63+(67#+1)) 64*isprime(67#*64+(67#-1))*isprime(67#*64+(67#+1)) 65*isprime(67#*65+(67#-1))*isprime(67#*65+(67#+1)) 66*isprime(67#*66+(67#-1))*isprime(67#*66+(67#+1)) 67*isprime(67#*67+(67#-1))*isprime(67#*67+(67#+1)) 68*isprime(67#*68+(67#-1))*isprime(67#*68+(67#+1)) 69*isprime(67#*69+(67#-1))*isprime(67#*69+(67#+1)) 70*isprime(67#*70+(67#-1))*isprime(67#*70+(67#+1)) 0 twin prime in 70 probably twin primes. very normal result! __ range: 71# to 73# 1*isprime(71#*1+(71#-1))*isprime(71#*1+(71#+1)) 2*isprime(71#*2+(71#-1))*isprime(71#*2+(71#+1)) 3*isprime(71#*3+(71#-1))*isprime(71#*3+(71#+1)) 4*isprime(71#*4+(71#-1))*isprime(71#*4+(71#+1)) 5*isprime(71#*5+(71#-1))*isprime(71#*5+(71#+1)) 6*isprime(71#*6+(71#-1))*isprime(71#*6+(71#+1)) 7*isprime(71#*7+(71#-1))*isprime(71#*7+(71#+1)) 8*isprime(71#*8+(71#-1))*isprime(71#*8+(71#+1)) 9*isprime(71#*9+(71#-1))*isprime(71#*9+(71#+1)) 10*isprime(71#*10+(71#-1))*isprime(71#*10+(71#+1)) 11*isprime(71#*11+(71#-1))*isprime(71#*11+(71#+1)) 12*isprime(71#*12+(71#-1))*isprime(71#*12+(71#+1)) 13*isprime(71#*13+(71#-1))*isprime(71#*13+(71#+1)) 14*isprime(71#*14+(71#-1))*isprime(71#*14+(71#+1)) 15*isprime(71#*15+(71#-1))*isprime(71#*15+(71#+1)) 16*isprime(71#*16+(71#-1))*isprime(71#*16+(71#+1)) 17*isprime(71#*17+(71#-1))*isprime(71#*17+(71#+1)) 18*isprime(71#*18+(71#-1))*isprime(71#*18+(71#+1)) 19*isprime(71#*19+(71#-1))*isprime(71#*19+(71#+1)) 20*isprime(71#*20+(71#-1))*isprime(71#*20+(71#+1)) 21*isprime(71#*21+(71#-1))*isprime(71#*21+(71#+1)) 22*isprime(71#*22+(71#-1))*isprime(71#*22+(71#+1)) 23*isprime(71#*23+(71#-1))*isprime(71#*23+(71#+1)) 24*isprime(71#*24+(71#-1))*isprime(71#*24+(71#+1)) 25*isprime(71#*25+(71#-1))*isprime(71#*25+(71#+1)) 26*isprime(71#*26+(71#-1))*isprime(71#*26+(71#+1)) 27*isprime(71#*27+(71#-1))*isprime(71#*27+(71#+1)) 28*isprime(71#*28+(71#-1))*isprime(71#*28+(71#+1)) 29*isprime(71#*29+(71#-1))*isprime(71#*29+(71#+1)) 30*isprime(71#*30+(71#-1))*isprime(71#*30+(71#+1)) 31*isprime(71#*31+(71#-1))*isprime(71#*31+(71#+1)) 32*isprime(71#*32+(71#-1))*isprime(71#*32+(71#+1)) 33*isprime(71#*33+(71#-1))*isprime(71#*33+(71#+1)) 34*isprime(71#*34+(71#-1))*isprime(71#*34+(71#+1)) 35*isprime(71#*35+(71#-1))*isprime(71#*35+(71#+1)) 36*isprime(71#*36+(71#-1))*isprime(71#*36+(71#+1)) 37*isprime(71#*37+(71#-1))*isprime(71#*37+(71#+1)) 38*isprime(71#*38+(71#-1))*isprime(71#*38+(71#+1)) 39*isprime(71#*39+(71#-1))*isprime(71#*39+(71#+1)) 40*isprime(71#*40+(71#-1))*isprime(71#*40+(71#+1)) 41*isprime(71#*41+(71#-1))*isprime(71#*41+(71#+1)) 42*isprime(71#*42+(71#-1))*isprime(71#*42+(71#+1)) 43*isprime(71#*43+(71#-1))*isprime(71#*43+(71#+1)) 44*isprime(71#*44+(71#-1))*isprime(71#*44+(71#+1)) 45*isprime(71#*45+(71#-1))*isprime(71#*45+(71#+1)) 46*isprime(71#*46+(71#-1))*isprime(71#*46+(71#+1)) 47*isprime(71#*47+(71#-1))*isprime(71#*47+(71#+1)) 48*isprime(71#*48+(71#-1))*isprime(71#*48+(71#+1)) 49*isprime(71#*49+(71#-1))*isprime(71#*49+(71#+1)) 50*isprime(71#*50+(71#-1))*isprime(71#*50+(71#+1)) 51*isprime(71#*51+(71#-1))*isprime(71#*51+(71#+1)) 52*isprime(71#*52+(71#-1))*isprime(71#*52+(71#+1)) 53*isprime(71#*53+(71#-1))*isprime(71#*53+(71#+1)) 54*isprime(71#*54+(71#-1))*isprime(71#*54+(71#+1)) 55*isprime(71#*55+(71#-1))*isprime(71#*55+(71#+1)) 56*isprime(71#*56+(71#-1))*isprime(71#*56+(71#+1)) 57*isprime(71#*57+(71#-1))*isprime(71#*57+(71#+1)) 58*isprime(71#*58+(71#-1))*isprime(71#*58+(71#+1)) 59*isprime(71#*59+(71#-1))*isprime(71#*59+(71#+1)) 60*isprime(71#*60+(71#-1))*isprime(71#*60+(71#+1)) 61*isprime(71#*61+(71#-1))*isprime(71#*61+(71#+1)) 62*isprime(71#*62+(71#-1))*isprime(71#*62+(71#+1)) 63*isprime(71#*63+(71#-1))*isprime(71#*63+(71#+1)) 64*isprime(71#*64+(71#-1))*isprime(71#*64+(71#+1)) 65*isprime(71#*65+(71#-1))*isprime(71#*65+(71#+1)) 66*isprime(71#*66+(71#-1))*isprime(71#*66+(71#+1)) 67*isprime(71#*67+(71#-1))*isprime(71#*67+(71#+1)) 68*isprime(71#*68+(71#-1))*isprime(71#*68+(71#+1)) 69*isprime(71#*69+(71#-1))*isprime(71#*69+(71#+1)) 70*isprime(71#*70+(71#-1))*isprime(71#*70+(71#+1)) 71*isprime(71#*71+(71#-1))*isprime(71#*71+(71#+1)) 72*isprime(71#*72+(71#-1))*isprime(71#*72+(71#+1)) n=10,14,52,63 very much twin prime in the probably 72 twin primes! __ range: 73# to 79# 1*isprime(73#*1+(73#-1))*isprime(73#*1+(73#+1)) 2*isprime(73#*2+(73#-1))*isprime(73#*2+(73#+1)) 3*isprime(73#*3+(73#-1))*isprime(73#*3+(73#+1)) 4*isprime(73#*4+(73#-1))*isprime(73#*4+(73#+1)) 5*isprime(73#*5+(73#-1))*isprime(73#*5+(73#+1)) 6*isprime(73#*6+(73#-1))*isprime(73#*6+(73#+1)) 7*isprime(73#*7+(73#-1))*isprime(73#*7+(73#+1)) 8*isprime(73#*8+(73#-1))*isprime(73#*8+(73#+1)) 9*isprime(73#*9+(73#-1))*isprime(73#*9+(73#+1)) 10*isprime(73#*10+(73#-1))*isprime(73#*10+(73#+1)) 11*isprime(73#*11+(73#-1))*isprime(73#*11+(73#+1)) 12*isprime(73#*12+(73#-1))*isprime(73#*12+(73#+1)) 13*isprime(73#*13+(73#-1))*isprime(73#*13+(73#+1)) 14*isprime(73#*14+(73#-1))*isprime(73#*14+(73#+1)) 15*isprime(73#*15+(73#-1))*isprime(73#*15+(73#+1)) 16*isprime(73#*16+(73#-1))*isprime(73#*16+(73#+1)) 17*isprime(73#*17+(73#-1))*isprime(73#*17+(73#+1)) 18*isprime(73#*18+(73#-1))*isprime(73#*18+(73#+1)) 19*isprime(73#*19+(73#-1))*isprime(73#*19+(73#+1)) 20*isprime(73#*20+(73#-1))*isprime(73#*20+(73#+1)) 21*isprime(73#*21+(73#-1))*isprime(73#*21+(73#+1)) 22*isprime(73#*22+(73#-1))*isprime(73#*22+(73#+1)) 23*isprime(73#*23+(73#-1))*isprime(73#*23+(73#+1)) 24*isprime(73#*24+(73#-1))*isprime(73#*24+(73#+1)) 25*isprime(73#*25+(73#-1))*isprime(73#*25+(73#+1)) 26*isprime(73#*26+(73#-1))*isprime(73#*26+(73#+1)) 27*isprime(73#*27+(73#-1))*isprime(73#*27+(73#+1)) 28*isprime(73#*28+(73#-1))*isprime(73#*28+(73#+1)) 29*isprime(73#*29+(73#-1))*isprime(73#*29+(73#+1)) 30*isprime(73#*30+(73#-1))*isprime(73#*30+(73#+1)) 31*isprime(73#*31+(73#-1))*isprime(73#*31+(73#+1)) 32*isprime(73#*32+(73#-1))*isprime(73#*32+(73#+1)) 33*isprime(73#*33+(73#-1))*isprime(73#*33+(73#+1)) 34*isprime(73#*34+(73#-1))*isprime(73#*34+(73#+1)) 35*isprime(73#*35+(73#-1))*isprime(73#*35+(73#+1)) 36*isprime(73#*36+(73#-1))*isprime(73#*36+(73#+1)) 37*isprime(73#*37+(73#-1))*isprime(73#*37+(73#+1)) 38*isprime(73#*38+(73#-1))*isprime(73#*38+(73#+1)) 39*isprime(73#*39+(73#-1))*isprime(73#*39+(73#+1)) 40*isprime(73#*40+(73#-1))*isprime(73#*40+(73#+1)) 41*isprime(73#*41+(73#-1))*isprime(73#*41+(73#+1)) 42*isprime(73#*42+(73#-1))*isprime(73#*42+(73#+1)) 43*isprime(73#*43+(73#-1))*isprime(73#*43+(73#+1)) 44*isprime(73#*44+(73#-1))*isprime(73#*44+(73#+1)) 45*isprime(73#*45+(73#-1))*isprime(73#*45+(73#+1)) 46*isprime(73#*46+(73#-1))*isprime(73#*46+(73#+1)) 47*isprime(73#*47+(73#-1))*isprime(73#*47+(73#+1)) 48*isprime(73#*48+(73#-1))*isprime(73#*48+(73#+1)) 49*isprime(73#*49+(73#-1))*isprime(73#*49+(73#+1)) 50*isprime(73#*50+(73#-1))*isprime(73#*50+(73#+1)) 51*isprime(73#*51+(73#-1))*isprime(73#*51+(73#+1)) 52*isprime(73#*52+(73#-1))*isprime(73#*52+(73#+1)) 53*isprime(73#*53+(73#-1))*isprime(73#*53+(73#+1)) 54*isprime(73#*54+(73#-1))*isprime(73#*54+(73#+1)) 55*isprime(73#*55+(73#-1))*isprime(73#*55+(73#+1)) 56*isprime(73#*56+(73#-1))*isprime(73#*56+(73#+1)) 57*isprime(73#*57+(73#-1))*isprime(73#*57+(73#+1)) 58*isprime(73#*58+(73#-1))*isprime(73#*58+(73#+1)) 59*isprime(73#*59+(73#-1))*isprime(73#*59+(73#+1)) 60*isprime(73#*60+(73#-1))*isprime(73#*60+(73#+1)) 61*isprime(73#*61+(73#-1))*isprime(73#*61+(73#+1)) 62*isprime(73#*62+(73#-1))*isprime(73#*62+(73#+1)) 63*isprime(73#*63+(73#-1))*isprime(73#*63+(73#+1)) 64*isprime(73#*64+(73#-1))*isprime(73#*64+(73#+1)) 65*isprime(73#*65+(73#-1))*isprime(73#*65+(73#+1)) 66*isprime(73#*66+(73#-1))*isprime(73#*66+(73#+1)) 67*isprime(73#*67+(73#-1))*isprime(73#*67+(73#+1)) 68*isprime(73#*68+(73#-1))*isprime(73#*68+(73#+1)) 69*isprime(73#*69+(73#-1))*isprime(73#*69+(73#+1)) 70*isprime(73#*70+(73#-1))*isprime(73#*70+(73#+1)) 71*isprime(73#*71+(73#-1))*isprime(73#*71+(73#+1)) 72*isprime(73#*72+(73#-1))*isprime(73#*72+(73#+1)) 73*isprime(73#*73+(73#-1))*isprime(73#*73+(73#+1)) 74*isprime(73#*74+(73#-1))*isprime(73#*74+(73#+1)) 75*isprime(73#*75+(73#-1))*isprime(73#*75+(73#+1)) 76*isprime(73#*76+(73#-1))*isprime(73#*76+(73#+1)) 77*isprime(73#*77+(73#-1))*isprime(73#*77+(73#+1)) 78*isprime(73#*78+(73#-1))*isprime(73#*78+(73#+1)) no twin prime in the range, very normal result __ range 79# to 83# only probably 82 twinprime test: 19*isprime(79#*19+(79#-1))*isprime(79#*19+(79#+1)) 74*isprime(79#*74+(79#-1))*isprime(79#*74+(79#+1)) n=19,74 2 twinprime. 64352895346813458157981691082599 64352895346813458157981691082599+2 241323357550550468092431341559749 241323357550550468092431341559749+2 32 and 33 decimal digits 2 twin primes! __ range 83# to 89# 82*isprime(83#*82+(83#-1))*isprime(83#*82+(83#+1)) 22166354802209895662516793493401569 22166354802209895662516793493401569+2 35 decimal digits how is 1 twin prime posible, in the probably 88 twin primes __ range 89# to 97# 90*isprime(89#*90+(89#-1))*isprime(89#*90+(89#+1)) 2162955512567445120129198921723606209 2162955512567445120129198921723606209+2 how is 1 twin prime posible, in the probably 96 twin primes __ range 97# to 101# 1*isprime(97#*1+(97#-1))*isprime(97#*1+(97#+1)) 2*isprime(97#*2+(97#-1))*isprime(97#*2+(97#+1)) 3*isprime(97#*3+(97#-1))*isprime(97#*3+(97#+1)) 4*isprime(97#*4+(97#-1))*isprime(97#*4+(97#+1)) 5*isprime(97#*5+(97#-1))*isprime(97#*5+(97#+1)) 6*isprime(97#*6+(97#-1))*isprime(97#*6+(97#+1)) 7*isprime(97#*7+(97#-1))*isprime(97#*7+(97#+1)) 8*isprime(97#*8+(97#-1))*isprime(97#*8+(97#+1)) 9*isprime(97#*9+(97#-1))*isprime(97#*9+(97#+1)) 10*isprime(97#*10+(97#-1))*isprime(97#*10+(97#+1)) 11*isprime(97#*11+(97#-1))*isprime(97#*11+(97#+1)) 12*isprime(97#*12+(97#-1))*isprime(97#*12+(97#+1)) 13*isprime(97#*13+(97#-1))*isprime(97#*13+(97#+1)) 14*isprime(97#*14+(97#-1))*isprime(97#*14+(97#+1)) 15*isprime(97#*15+(97#-1))*isprime(97#*15+(97#+1)) 16*isprime(97#*16+(97#-1))*isprime(97#*16+(97#+1)) 17*isprime(97#*17+(97#-1))*isprime(97#*17+(97#+1)) 18*isprime(97#*18+(97#-1))*isprime(97#*18+(97#+1)) 19*isprime(97#*19+(97#-1))*isprime(97#*19+(97#+1)) 20*isprime(97#*20+(97#-1))*isprime(97#*20+(97#+1)) 21*isprime(97#*21+(97#-1))*isprime(97#*21+(97#+1)) 22*isprime(97#*22+(97#-1))*isprime(97#*22+(97#+1)) 23*isprime(97#*23+(97#-1))*isprime(97#*23+(97#+1)) 24*isprime(97#*24+(97#-1))*isprime(97#*24+(97#+1)) 25*isprime(97#*25+(97#-1))*isprime(97#*25+(97#+1)) 26*isprime(97#*26+(97#-1))*isprime(97#*26+(97#+1)) 27*isprime(97#*27+(97#-1))*isprime(97#*27+(97#+1)) 28*isprime(97#*28+(97#-1))*isprime(97#*28+(97#+1)) 29*isprime(97#*29+(97#-1))*isprime(97#*29+(97#+1)) 30*isprime(97#*30+(97#-1))*isprime(97#*30+(97#+1)) 31*isprime(97#*31+(97#-1))*isprime(97#*31+(97#+1)) 32*isprime(97#*32+(97#-1))*isprime(97#*32+(97#+1)) 33*isprime(97#*33+(97#-1))*isprime(97#*33+(97#+1)) 34*isprime(97#*34+(97#-1))*isprime(97#*34+(97#+1)) 35*isprime(97#*35+(97#-1))*isprime(97#*35+(97#+1)) 36*isprime(97#*36+(97#-1))*isprime(97#*36+(97#+1)) 37*isprime(97#*37+(97#-1))*isprime(97#*37+(97#+1)) 38*isprime(97#*38+(97#-1))*isprime(97#*38+(97#+1)) 39*isprime(97#*39+(97#-1))*isprime(97#*39+(97#+1)) 40*isprime(97#*40+(97#-1))*isprime(97#*40+(97#+1)) 41*isprime(97#*41+(97#-1))*isprime(97#*41+(97#+1)) 42*isprime(97#*42+(97#-1))*isprime(97#*42+(97#+1)) 43*isprime(97#*43+(97#-1))*isprime(97#*43+(97#+1)) 44*isprime(97#*44+(97#-1))*isprime(97#*44+(97#+1)) 45*isprime(97#*45+(97#-1))*isprime(97#*45+(97#+1)) 46*isprime(97#*46+(97#-1))*isprime(97#*46+(97#+1)) 47*isprime(97#*47+(97#-1))*isprime(97#*47+(97#+1)) 48*isprime(97#*48+(97#-1))*isprime(97#*48+(97#+1)) 49*isprime(97#*49+(97#-1))*isprime(97#*49+(97#+1)) 50*isprime(97#*50+(97#-1))*isprime(97#*50+(97#+1)) 51*isprime(97#*51+(97#-1))*isprime(97#*51+(97#+1)) 52*isprime(97#*52+(97#-1))*isprime(97#*52+(97#+1)) 53*isprime(97#*53+(97#-1))*isprime(97#*53+(97#+1)) 54*isprime(97#*54+(97#-1))*isprime(97#*54+(97#+1)) 55*isprime(97#*55+(97#-1))*isprime(97#*55+(97#+1)) 56*isprime(97#*56+(97#-1))*isprime(97#*56+(97#+1)) 57*isprime(97#*57+(97#-1))*isprime(97#*57+(97#+1)) 58*isprime(97#*58+(97#-1))*isprime(97#*58+(97#+1)) 59*isprime(97#*59+(97#-1))*isprime(97#*59+(97#+1)) 60*isprime(97#*60+(97#-1))*isprime(97#*60+(97#+1)) 61*isprime(97#*61+(97#-1))*isprime(97#*61+(97#+1)) 62*isprime(97#*62+(97#-1))*isprime(97#*62+(97#+1)) 63*isprime(97#*63+(97#-1))*isprime(97#*63+(97#+1)) 64*isprime(97#*64+(97#-1))*isprime(97#*64+(97#+1)) 65*isprime(97#*65+(97#-1))*isprime(97#*65+(97#+1)) 66*isprime(97#*66+(97#-1))*isprime(97#*66+(97#+1)) 67*isprime(97#*67+(97#-1))*isprime(97#*67+(97#+1)) 68*isprime(97#*68+(97#-1))*isprime(97#*68+(97#+1)) 69*isprime(97#*69+(97#-1))*isprime(97#*69+(97#+1)) 70*isprime(97#*70+(97#-1))*isprime(97#*70+(97#+1)) 71*isprime(97#*71+(97#-1))*isprime(97#*71+(97#+1)) 72*isprime(97#*72+(97#-1))*isprime(97#*72+(97#+1)) 73*isprime(97#*73+(97#-1))*isprime(97#*73+(97#+1)) 74*isprime(97#*74+(97#-1))*isprime(97#*74+(97#+1)) 75*isprime(97#*75+(97#-1))*isprime(97#*75+(97#+1)) 76*isprime(97#*76+(97#-1))*isprime(97#*76+(97#+1)) 77*isprime(97#*77+(97#-1))*isprime(97#*77+(97#+1)) 78*isprime(97#*78+(97#-1))*isprime(97#*78+(97#+1)) 79*isprime(97#*79+(97#-1))*isprime(97#*79+(97#+1)) 80*isprime(97#*80+(97#-1))*isprime(97#*80+(97#+1)) 81*isprime(97#*81+(97#-1))*isprime(97#*81+(97#+1)) 82*isprime(97#*82+(97#-1))*isprime(97#*82+(97#+1)) 83*isprime(97#*83+(97#-1))*isprime(97#*83+(97#+1)) 84*isprime(97#*84+(97#-1))*isprime(97#*84+(97#+1)) 85*isprime(97#*85+(97#-1))*isprime(97#*85+(97#+1)) 86*isprime(97#*86+(97#-1))*isprime(97#*86+(97#+1)) 87*isprime(97#*87+(97#-1))*isprime(97#*87+(97#+1)) 88*isprime(97#*88+(97#-1))*isprime(97#*88+(97#+1)) 89*isprime(97#*89+(97#-1))*isprime(97#*89+(97#+1)) 90*isprime(97#*90+(97#-1))*isprime(97#*90+(97#+1)) 91*isprime(97#*91+(97#-1))*isprime(97#*91+(97#+1)) 92*isprime(97#*92+(97#-1))*isprime(97#*92+(97#+1)) 93*isprime(97#*93+(97#-1))*isprime(97#*93+(97#+1)) 94*isprime(97#*94+(97#-1))*isprime(97#*94+(97#+1)) 95*isprime(97#*95+(97#-1))*isprime(97#*95+(97#+1)) 96*isprime(97#*96+(97#-1))*isprime(97#*96+(97#+1)) 97*isprime(97#*97+(97#-1))*isprime(97#*97+(97#+1)) 98*isprime(97#*98+(97#-1))*isprime(97#*98+(97#+1)) 99*isprime(97#*99+(97#-1))*isprime(97#*99+(97#+1)) 100*isprime(97#*100+(97#-1))*isprime(97#*100+(97#+1)) n=34 34*isprime(97#*34+(97#-1))*isprime(97#*34+(97#+1)) and n=71 71*isprime(97#*71+(97#-1))*isprime(97#*71+(97#+1)) 166000893404077326582223354607886437039 166000893404077326582223354607886437041 80694878738093144866358575156611462449 80694878738093144866358575156611462451 __ i love this tests. please 101# to 103# ... ... nextprime(1e4#) to nextprime(nextprime(1e4#)) test yourself. for examples: 1*isprime(179#*1+(179#-1))*isprime(179#*1+(179#+1)) 2*isprime(179#*2+(179#-1))*isprime(179#*2+(179#+1)) 3*isprime(179#*3+(179#-1))*isprime(179#*3+(179#+1)) 4*isprime(179#*4+(179#-1))*isprime(179#*4+(179#+1)) 5*isprime(179#*5+(179#-1))*isprime(179#*5+(179#+1)) 6*isprime(179#*6+(179#-1))*isprime(179#*6+(179#+1)) 7*isprime(179#*7+(179#-1))*isprime(179#*7+(179#+1)) 8*isprime(179#*8+(179#-1))*isprime(179#*8+(179#+1)) 9*isprime(179#*9+(179#-1))*isprime(179#*9+(179#+1)) 10*isprime(179#*10+(179#-1))*isprime(179#*10+(179#+1)) 11*isprime(179#*11+(179#-1))*isprime(179#*11+(179#+1)) 12*isprime(179#*12+(179#-1))*isprime(179#*12+(179#+1)) 13*isprime(179#*13+(179#-1))*isprime(179#*13+(179#+1)) 14*isprime(179#*14+(179#-1))*isprime(179#*14+(179#+1)) 15*isprime(179#*15+(179#-1))*isprime(179#*15+(179#+1)) 16*isprime(179#*16+(179#-1))*isprime(179#*16+(179#+1)) 17*isprime(179#*17+(179#-1))*isprime(179#*17+(179#+1)) 18*isprime(179#*18+(179#-1))*isprime(179#*18+(179#+1)) 19*isprime(179#*19+(179#-1))*isprime(179#*19+(179#+1)) 20*isprime(179#*20+(179#-1))*isprime(179#*20+(179#+1)) 21*isprime(179#*21+(179#-1))*isprime(179#*21+(179#+1)) 22*isprime(179#*22+(179#-1))*isprime(179#*22+(179#+1)) 23*isprime(179#*23+(179#-1))*isprime(179#*23+(179#+1)) 24*isprime(179#*24+(179#-1))*isprime(179#*24+(179#+1)) 25*isprime(179#*25+(179#-1))*isprime(179#*25+(179#+1)) 26*isprime(179#*26+(179#-1))*isprime(179#*26+(179#+1)) 27*isprime(179#*27+(179#-1))*isprime(179#*27+(179#+1)) 28*isprime(179#*28+(179#-1))*isprime(179#*28+(179#+1)) 29*isprime(179#*29+(179#-1))*isprime(179#*29+(179#+1)) 30*isprime(179#*30+(179#-1))*isprime(179#*30+(179#+1)) 31*isprime(179#*31+(179#-1))*isprime(179#*31+(179#+1)) 32*isprime(179#*32+(179#-1))*isprime(179#*32+(179#+1)) 33*isprime(179#*33+(179#-1))*isprime(179#*33+(179#+1)) 34*isprime(179#*34+(179#-1))*isprime(179#*34+(179#+1)) 35*isprime(179#*35+(179#-1))*isprime(179#*35+(179#+1)) 36*isprime(179#*36+(179#-1))*isprime(179#*36+(179#+1)) 37*isprime(179#*37+(179#-1))*isprime(179#*37+(179#+1)) 38*isprime(179#*38+(179#-1))*isprime(179#*38+(179#+1)) 39*isprime(179#*39+(179#-1))*isprime(179#*39+(179#+1)) 40*isprime(179#*40+(179#-1))*isprime(179#*40+(179#+1)) 41*isprime(179#*41+(179#-1))*isprime(179#*41+(179#+1)) 42*isprime(179#*42+(179#-1))*isprime(179#*42+(179#+1)) 43*isprime(179#*43+(179#-1))*isprime(179#*43+(179#+1)) 44*isprime(179#*44+(179#-1))*isprime(179#*44+(179#+1)) 45*isprime(179#*45+(179#-1))*isprime(179#*45+(179#+1)) 46*isprime(179#*46+(179#-1))*isprime(179#*46+(179#+1)) 47*isprime(179#*47+(179#-1))*isprime(179#*47+(179#+1)) 48*isprime(179#*48+(179#-1))*isprime(179#*48+(179#+1)) 49*isprime(179#*49+(179#-1))*isprime(179#*49+(179#+1)) 50*isprime(179#*50+(179#-1))*isprime(179#*50+(179#+1)) 51*isprime(179#*51+(179#-1))*isprime(179#*51+(179#+1)) 52*isprime(179#*52+(179#-1))*isprime(179#*52+(179#+1)) 53*isprime(179#*53+(179#-1))*isprime(179#*53+(179#+1)) 54*isprime(179#*54+(179#-1))*isprime(179#*54+(179#+1)) 55*isprime(179#*55+(179#-1))*isprime(179#*55+(179#+1)) 56*isprime(179#*56+(179#-1))*isprime(179#*56+(179#+1)) 57*isprime(179#*57+(179#-1))*isprime(179#*57+(179#+1)) 58*isprime(179#*58+(179#-1))*isprime(179#*58+(179#+1)) 59*isprime(179#*59+(179#-1))*isprime(179#*59+(179#+1)) 60*isprime(179#*60+(179#-1))*isprime(179#*60+(179#+1)) 61*isprime(179#*61+(179#-1))*isprime(179#*61+(179#+1)) 62*isprime(179#*62+(179#-1))*isprime(179#*62+(179#+1)) 63*isprime(179#*63+(179#-1))*isprime(179#*63+(179#+1)) 64*isprime(179#*64+(179#-1))*isprime(179#*64+(179#+1)) 65*isprime(179#*65+(179#-1))*isprime(179#*65+(179#+1)) 66*isprime(179#*66+(179#-1))*isprime(179#*66+(179#+1)) 67*isprime(179#*67+(179#-1))*isprime(179#*67+(179#+1)) 68*isprime(179#*68+(179#-1))*isprime(179#*68+(179#+1)) 69*isprime(179#*69+(179#-1))*isprime(179#*69+(179#+1)) 70*isprime(179#*70+(179#-1))*isprime(179#*70+(179#+1)) 71*isprime(179#*71+(179#-1))*isprime(179#*71+(179#+1)) 72*isprime(179#*72+(179#-1))*isprime(179#*72+(179#+1)) 73*isprime(179#*73+(179#-1))*isprime(179#*73+(179#+1)) 74*isprime(179#*74+(179#-1))*isprime(179#*74+(179#+1)) 75*isprime(179#*75+(179#-1))*isprime(179#*75+(179#+1)) 76*isprime(179#*76+(179#-1))*isprime(179#*76+(179#+1)) 77*isprime(179#*77+(179#-1))*isprime(179#*77+(179#+1)) 78*isprime(179#*78+(179#-1))*isprime(179#*78+(179#+1)) 79*isprime(179#*79+(179#-1))*isprime(179#*79+(179#+1)) 80*isprime(179#*80+(179#-1))*isprime(179#*80+(179#+1)) 81*isprime(179#*81+(179#-1))*isprime(179#*81+(179#+1)) 82*isprime(179#*82+(179#-1))*isprime(179#*82+(179#+1)) 83*isprime(179#*83+(179#-1))*isprime(179#*83+(179#+1)) 84*isprime(179#*84+(179#-1))*isprime(179#*84+(179#+1)) 85*isprime(179#*85+(179#-1))*isprime(179#*85+(179#+1)) 86*isprime(179#*86+(179#-1))*isprime(179#*86+(179#+1)) 87*isprime(179#*87+(179#-1))*isprime(179#*87+(179#+1)) 88*isprime(179#*88+(179#-1))*isprime(179#*88+(179#+1)) 89*isprime(179#*89+(179#-1))*isprime(179#*89+(179#+1)) 90*isprime(179#*90+(179#-1))*isprime(179#*90+(179#+1)) 91*isprime(179#*91+(179#-1))*isprime(179#*91+(179#+1)) 92*isprime(179#*92+(179#-1))*isprime(179#*92+(179#+1)) 93*isprime(179#*93+(179#-1))*isprime(179#*93+(179#+1)) 94*isprime(179#*94+(179#-1))*isprime(179#*94+(179#+1)) 95*isprime(179#*95+(179#-1))*isprime(179#*95+(179#+1)) 96*isprime(179#*96+(179#-1))*isprime(179#*96+(179#+1)) 97*isprime(179#*97+(179#-1))*isprime(179#*97+(179#+1)) 98*isprime(179#*98+(179#-1))*isprime(179#*98+(179#+1)) 99*isprime(179#*99+(179#-1))*isprime(179#*99+(179#+1)) 100*isprime(179#*100+(179#-1))*isprime(179#*100+(179#+1)) 101*isprime(179#*101+(179#-1))*isprime(179#*101+(179#+1)) 102*isprime(179#*102+(179#-1))*isprime(179#*102+(179#+1)) 103*isprime(179#*103+(179#-1))*isprime(179#*103+(179#+1)) 104*isprime(179#*104+(179#-1))*isprime(179#*104+(179#+1)) 105*isprime(179#*105+(179#-1))*isprime(179#*105+(179#+1)) 106*isprime(179#*106+(179#-1))*isprime(179#*106+(179#+1)) 107*isprime(179#*107+(179#-1))*isprime(179#*107+(179#+1)) 108*isprime(179#*108+(179#-1))*isprime(179#*108+(179#+1)) 109*isprime(179#*109+(179#-1))*isprime(179#*109+(179#+1)) 110*isprime(179#*110+(179#-1))*isprime(179#*110+(179#+1)) 111*isprime(179#*111+(179#-1))*isprime(179#*111+(179#+1)) 112*isprime(179#*112+(179#-1))*isprime(179#*112+(179#+1)) 113*isprime(179#*113+(179#-1))*isprime(179#*113+(179#+1)) 114*isprime(179#*114+(179#-1))*isprime(179#*114+(179#+1)) 115*isprime(179#*115+(179#-1))*isprime(179#*115+(179#+1)) 116*isprime(179#*116+(179#-1))*isprime(179#*116+(179#+1)) 117*isprime(179#*117+(179#-1))*isprime(179#*117+(179#+1)) 118*isprime(179#*118+(179#-1))*isprime(179#*118+(179#+1)) 119*isprime(179#*119+(179#-1))*isprime(179#*119+(179#+1)) 120*isprime(179#*120+(179#-1))*isprime(179#*120+(179#+1)) 121*isprime(179#*121+(179#-1))*isprime(179#*121+(179#+1)) 122*isprime(179#*122+(179#-1))*isprime(179#*122+(179#+1)) 123*isprime(179#*123+(179#-1))*isprime(179#*123+(179#+1)) 124*isprime(179#*124+(179#-1))*isprime(179#*124+(179#+1)) 125*isprime(179#*125+(179#-1))*isprime(179#*125+(179#+1)) 126*isprime(179#*126+(179#-1))*isprime(179#*126+(179#+1)) 127*isprime(179#*127+(179#-1))*isprime(179#*127+(179#+1)) 128*isprime(179#*128+(179#-1))*isprime(179#*128+(179#+1)) 129*isprime(179#*129+(179#-1))*isprime(179#*129+(179#+1)) 130*isprime(179#*130+(179#-1))*isprime(179#*130+(179#+1)) 131*isprime(179#*131+(179#-1))*isprime(179#*131+(179#+1)) 132*isprime(179#*132+(179#-1))*isprime(179#*132+(179#+1)) 133*isprime(179#*133+(179#-1))*isprime(179#*133+(179#+1)) 134*isprime(179#*134+(179#-1))*isprime(179#*134+(179#+1)) 135*isprime(179#*135+(179#-1))*isprime(179#*135+(179#+1)) 136*isprime(179#*136+(179#-1))*isprime(179#*136+(179#+1)) 137*isprime(179#*137+(179#-1))*isprime(179#*137+(179#+1)) 138*isprime(179#*138+(179#-1))*isprime(179#*138+(179#+1)) 139*isprime(179#*139+(179#-1))*isprime(179#*139+(179#+1)) 140*isprime(179#*140+(179#-1))*isprime(179#*140+(179#+1)) 141*isprime(179#*141+(179#-1))*isprime(179#*141+(179#+1)) 142*isprime(179#*142+(179#-1))*isprime(179#*142+(179#+1)) 143*isprime(179#*143+(179#-1))*isprime(179#*143+(179#+1)) 144*isprime(179#*144+(179#-1))*isprime(179#*144+(179#+1)) 145*isprime(179#*145+(179#-1))*isprime(179#*145+(179#+1)) 146*isprime(179#*146+(179#-1))*isprime(179#*146+(179#+1)) 147*isprime(179#*147+(179#-1))*isprime(179#*147+(179#+1)) 148*isprime(179#*148+(179#-1))*isprime(179#*148+(179#+1)) 149*isprime(179#*149+(179#-1))*isprime(179#*149+(179#+1)) 150*isprime(179#*150+(179#-1))*isprime(179#*150+(179#+1)) 151*isprime(179#*151+(179#-1))*isprime(179#*151+(179#+1)) 152*isprime(179#*152+(179#-1))*isprime(179#*152+(179#+1)) 153*isprime(179#*153+(179#-1))*isprime(179#*153+(179#+1)) 154*isprime(179#*154+(179#-1))*isprime(179#*154+(179#+1)) 155*isprime(179#*155+(179#-1))*isprime(179#*155+(179#+1)) 156*isprime(179#*156+(179#-1))*isprime(179#*156+(179#+1)) 157*isprime(179#*157+(179#-1))*isprime(179#*157+(179#+1)) 158*isprime(179#*158+(179#-1))*isprime(179#*158+(179#+1)) 159*isprime(179#*159+(179#-1))*isprime(179#*159+(179#+1)) 160*isprime(179#*160+(179#-1))*isprime(179#*160+(179#+1)) 161*isprime(179#*161+(179#-1))*isprime(179#*161+(179#+1)) 162*isprime(179#*162+(179#-1))*isprime(179#*162+(179#+1)) 163*isprime(179#*163+(179#-1))*isprime(179#*163+(179#+1)) 164*isprime(179#*164+(179#-1))*isprime(179#*164+(179#+1)) 165*isprime(179#*165+(179#-1))*isprime(179#*165+(179#+1)) 166*isprime(179#*166+(179#-1))*isprime(179#*166+(179#+1)) 167*isprime(179#*167+(179#-1))*isprime(179#*167+(179#+1)) 168*isprime(179#*168+(179#-1))*isprime(179#*168+(179#+1)) 169*isprime(179#*169+(179#-1))*isprime(179#*169+(179#+1)) 170*isprime(179#*170+(179#-1))*isprime(179#*170+(179#+1)) 171*isprime(179#*171+(179#-1))*isprime(179#*171+(179#+1)) 172*isprime(179#*172+(179#-1))*isprime(179#*172+(179#+1)) 173*isprime(179#*173+(179#-1))*isprime(179#*173+(179#+1)) 174*isprime(179#*174+(179#-1))*isprime(179#*174+(179#+1)) 175*isprime(179#*175+(179#-1))*isprime(179#*175+(179#+1)) 176*isprime(179#*176+(179#-1))*isprime(179#*176+(179#+1)) 177*isprime(179#*177+(179#-1))*isprime(179#*177+(179#+1)) 178*isprime(179#*178+(179#-1))*isprime(179#*178+(179#+1)) 179*isprime(179#*179+(179#-1))*isprime(179#*179+(179#+1)) 180*isprime(179#*180+(179#-1))*isprime(179#*180+(179#+1)) n=172 twin prime! 172*isprime(179#*172+(179#-1))*isprime(179#*172+(179#+1)) (179#*172+(179#-1)) (179#*172+(179#+1)) 5158789550582100068566834449931204367324113440624489853008262468109349569 (73 decimal digits) is prime 5158789550582100068566834449931204367324113440624489853008262468109349571 (73 decimal digits) is prime 180*2=360 probably prime test only 1200 miliseconds=~ 1 second but easy find 1 twinprime! important question? how is it? prime template's last probably twin prime elements, twin prime count greater than 0 posibilities, bigger than normal distribition posibilities? this is important question, don't forget! if anyone answer and proofed this question, easy proofed infinity twin primes there are! math very simple! if some think and if look full picture!