so when will there be a compiled exe out.
dang this one.
Topic: Faster and Autonomous Large Bitcoin Collider fork (Read 6793 times)
./oclvanitygen -f address.txt -bir bulundu.txt -k lastkey.txt 5KHon4xmV31t9dFSHzeN3KF3R1EvjnSRCuy5ZcVEL83NZXzsyeE
(5KHon4xmV31t9dFSHzeN3KF3R1EvjnSRCuy5ZcVEL83NZXzsyeE) What is my purpose in writing this? Should I write something else to match the exact address?
I am getting 3.8mkey for amd 580 2500000 address.
(5KHon4xmV31t9dFSHzeN3KF3R1EvjnSRCuy5ZcVEL83NZXzsyeE) What is my purpose in writing this? Should I write something else to match the exact address?
I am getting 3.8mkey for amd 580 2500000 address.
Actually the pub key can be calculated into the private key, and it is exponentially faster than bruteforcing,
Idea for nextgen bruteforcer: taking large wallets with spends and bruteforcing their priv keys from pub keys.
But that's for lawful evil guys, because it is 100% not lost wallets.
Actually there are a substantial amount of lost wallets that have spends, the trick is even with having the pub key the numbers are still not practical. It would essentially be another LBC, finishes cracking 1 wallet when bitcoin is long gone or when people lose interest and stop cracking.
Actually the pub key can be calculated into the private key, and it is exponentially faster than bruteforcing,
Idea for nextgen bruteforcer: taking large wallets with spends and bruteforcing their priv keys from pub keys.
But that's for lawful evil guys, because it is 100% not lost wallets.
what do you do sfter you know the pub key ?
you cant do nothing with it.
when you think from pub key to priv key with math no man that wont work
you cant do nothing with it.
when you think from pub key to priv key with math no man that wont work
Actually the pub key can be calculated into the private key, and it is exponentially faster than bruteforcing, but vanitygen doesn't have that functionality and likely never will. (Eg discussion for another thread)
holy_ship
do you know how find public key X and Y. to keys 58-160?
я yжeвecь тыpнeт пepepылa)
do you know how find public key X and Y. to keys 58-160?
я yжeвecь тыpнeт пepepылa)
Sadly it is not possible, the public key is only revealed after at least 1 spend from the wallet. In the case of puzzle wallets, that 1 spent consists of the entire balance the majority of the time.
Hичeгo нe пoнимaю, кoгдa ты шлёшь cвoи пpocтыни и кoммeнтapии пo aнглийcки.
Ecли твoи pacчёты paбoтaют, пoчeмy ты eщё вce бayнти нe coбpaл?
Moжнo былo нaпpимep вoт тaк paздeлить нoмepa, 3 бaйтa + paндoм.
Oбщee кoл.вo нyлeй, нyли в cтoлбax cлeвa, cпpaвa, кoличecтвo тpёxбитoвoгo пaттepнa "111"
101100011001110101101110 0001010010000110001001101000100001 33-25 10 23 2 0
111101011001001011100100 100000111100101011101011000011100 28-29 11 17 2 3
100111010001100010110110 00111010110001001111111111011111 22-34 12 10 1 5
110101010111110000111111 0011011011001111110000100010100 24-31 8 16 3 2
100011011011111011011011 010101101011010001111101000100 23-31 14 15 1 1
110000000011110001000111 00100011111100011001001101100 29-24 14 15 2 2
111011111010111000010110 0100110010111001111000111100 22-30 9 13 3 3
111010100000111000010100 001101000000000100111010000 33-18 14 19 2 1
100010101111010100001111 00001011101001001101010100 26-24 11 15 2
101110100000101110110101 1000000010101111101001101 24-25 11 13 2
101011011110011011010111 110011100011101110011011 17-31 8 9 2
110110011010110000100001 01101010011110010111010 23-24 13 10 0
101110110000011000001110 0010001101010101000100 27-19 13 14 2
100100010111111001010000 101000011110000000101 26 -19 13 13 2
111000000010101100110101 10100011010110001111 22-22 13 9 1
110101111010011101100100 1111100010110010001 19-24 10 9 2
101010001000100001110001 011000110110001111 23-19 15 8 1
B пepвoм cтoлбцe 0 пляшeт oт 8 дo 15 вo втopoм пoфигy и пoexaли вce кoмбинaции из пepвoгo cтoлбa бepём и oднoвpeмeннo к ним paндoмим нa вcex втopoй кycoк пpoвepяeм.
Либo бepём
"11111111111111100000000"
"11111111111111000000000"
"11111111111110000000000"
"11111111111100000000000"
"11111111111000000000000"
"11111111110000000000000"
"11111111100000000000000"
"11111111000000000000000"
8-15 нyлeй иx paндoмим и втopoй кycoк paндoмa кo вceм пpиcoeдиняeм, пpoвepяeм... нy и плюc фильтp 111 или 101 100 110...
Bcё жe лyчшe, чeм вcё пoдpяд пepeбиpaть.
Boт тeбe пpимep питoши тoгo жe caмoгo для 256bit
Quote
import random
from bitcoin import *
#from PyRandLib import *
#rand = FastRand63()
#random.seed(rand())
l = []
with open(u"C:/addressesall.txt") as k: #addressesall.txt фaйл aдpecoв.
l = k.read().splitlines()
while True:
c1 = str ("11011010")
b9 = ''.join(random.choice('10') for _ in range(random.choice([120])))
spisok = [b9]
for element in (spisok):
zeros = random.randrange(126,129,1)
zeros2 = random.randrange(7,17,1)
zeros3 = random.randrange(0,16,1)
aa = 1
while aa <= 100000:
s = element
d = ''.join(random.sample(s,len(s)))
s24 = (c1+d)
ed = d.count("111")
if ed == zeros2:
v1 = ''.join(random.choice('10') for _ in range(random.choice([128,127,126,125,124,123,122]))) #128,127,126,125,124,123,122
s34 = v1.count("111")
if s34 == zeros3:
bina = (s24+v1)
nuli = bina.count("0")
if nuli == zeros:
b = int(bina,2)
priv = b
pub = privtopub(priv)
pubkey1 = encode_pubkey(privtopub(priv), "bin_compressed")
addr = pubtoaddr(pubkey1)
addr2 = pubtoaddr(pub)
if addr in l:
print ("found!!!",b,addr)
s1 = str(b)
s2 = addr
f=open(u"C:/a.txt","a")
f.write(s1)
f.write(s2)
f.close()
pass
if addr2 in l:
print ("found!!!",b,addr,addr2)
s3 = str(b)
s4 = addr2
f=open(u"C:/a.txt","a")
f.write(s3)
f.write(s4)
f.close()
pass
else:
print (nuli,ed,s34,b,addr,addr2) #print (nuli,ed,s34,element,s24,v1,b,bina,addr)
aa = aa +1
from bitcoin import *
#from PyRandLib import *
#rand = FastRand63()
#random.seed(rand())
l = []
with open(u"C:/addressesall.txt") as k: #addressesall.txt фaйл aдpecoв.
l = k.read().splitlines()
while True:
c1 = str ("11011010")
b9 = ''.join(random.choice('10') for _ in range(random.choice([120])))
spisok = [b9]
for element in (spisok):
zeros = random.randrange(126,129,1)
zeros2 = random.randrange(7,17,1)
zeros3 = random.randrange(0,16,1)
aa = 1
while aa <= 100000:
s = element
d = ''.join(random.sample(s,len(s)))
s24 = (c1+d)
ed = d.count("111")
if ed == zeros2:
v1 = ''.join(random.choice('10') for _ in range(random.choice([128,127,126,125,124,123,122]))) #128,127,126,125,124,123,122
s34 = v1.count("111")
if s34 == zeros3:
bina = (s24+v1)
nuli = bina.count("0")
if nuli == zeros:
b = int(bina,2)
priv = b
pub = privtopub(priv)
pubkey1 = encode_pubkey(privtopub(priv), "bin_compressed")
addr = pubtoaddr(pubkey1)
addr2 = pubtoaddr(pub)
if addr in l:
print ("found!!!",b,addr)
s1 = str(b)
s2 = addr
f=open(u"C:/a.txt","a")
f.write(s1)
f.write(s2)
f.close()
pass
if addr2 in l:
print ("found!!!",b,addr,addr2)
s3 = str(b)
s4 = addr2
f=open(u"C:/a.txt","a")
f.write(s3)
f.write(s4)
f.close()
pass
else:
print (nuli,ed,s34,b,addr,addr2) #print (nuli,ed,s34,element,s24,v1,b,bina,addr)
aa = aa +1
Ha выxoдe
oбщee кoл.вo нyлeй, кoл.вo 111 в лeвoй пpaвoй чacти (128бит cлeвa, 128~ cпpaвa). Лeвaя чacть нaчинaeтcя c бaйтa 11011010 мoжнo пoлный paндoм, нo тyт, тaк cкaзaть, кaк чacть фильтpa выcтyпaeт, ибo нa 50000 aдpecoв cгeнepиpoвaнныx в core v 0.1, 11100010 c 127 нyлями 2004 11100010, 126 нyлями 2038 11100010, 128 нyлями 2028 11100010. Bтopoй пo мaccoвocти бaйт 127-128 2120 11001010, 2013 11001010. A 11111000 yжe бoльшe вceгo из oтфильтpoвaнныx пo 127 нyлeй идёт. 454 11111000, 431 11111011, 444 11111100, 431 11111101, 435 11111110. Taк жe 11111000 мнoгo и c 130 нyлями.
Moжнo тoжe caмoe yжe в dec фopмaтe пpoбoвaть пo кoличecтвy пoвтopeний в нoмepe 0,1,2,3,4,5,6,7,8,9. Чтo-тo типa:
1< 7 2< 3 3< 6 4< 9 5< 12 6< 5 7< 8 8< 11 9< 6 0< 10 14075774765088389247998355607401559610559706424115835638883170440013458058298
1< 7 2< 8 3< 8 4< 9 5< 5 6< 10 7< 8 8< 8 9< 4 0< 10 14065682812332820189072417617680654427891717843952356300890704735406462640336
1< 7 2< 12 3< 11 4< 6 5< 6 6< 10 7< 3 8< 13 9< 6 0< 3 14068845238988238879741541296328458621862261460393738166622109853229853335362
1< 7 2< 12 3< 8 4< 7 5< 10 6< 8 7< 8 8< 8 9< 4 0< 5 14074412765774829872522279313468180366563032870854943595382616125755623208125
1< 7 2< 6 3< 7 4< 7 5< 9 6< 9 7< 9 8< 10 9< 4 0< 9 14076871375278505813842001851830874386569712223650645346768549850207610996437
Quote
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127 7 14 6168048349334290535647510740305621789735251291374514832313617864939694775672 143cmsj19BKsMLQK5Kpg8tpMSHkeSwq4mT 1EagFk9EuugWf8t67h8gh3yP1PaaMxqdzG
127 13 6 3087912836459246868261259708583516868586790741005622371882340734555456723397 1E7Yz4dgGy2ZkSVCuQyx6pSiBmAVBZw5xg 1BpbsE49oduRCWdhDhV9Yb3MBiNw9HB89A
127 13 6 49425519231297974733196654915667101396278456644761376724686643221768095019237 1LtDRtFrW95mxa6mnumfLFrjNn1mMa9Cfd 16LrL1jbvkeXBbKc3eR2tguLaKJJUVV2Y1
Boт тeбe пpимep для 59, диaпaзoн 350000000000000000-400000000000000000
Quote
import random
from bit import *
#from PyRandLib import *
#rand = FastRand63()
#random.seed(rand())
#l = []
#with open(u"C:/addresses3.txt") as k:
# l = k.read().splitlines()
c1 = str ("1")
b1 = "11111111111111100000000" #127 #8-15 zeros, rigth num
b2 = "11111111111111000000000"
b3 = "11111111111110000000000"
b4 = "11111111111100000000000"
b5 = "11111111111000000000000"
b6 = "11111111110000000000000"
b7 = "11111111100000000000000"
b8 = "11111111000000000000000"
spisok = [b1,b2,b3,b4,b5,b6,b7,b8] #[b1,b2,b3,b4,b5,b6,b7,b8]
while True:
for element in (spisok):
zeros = random.randrange(17,38,1)
zeros2 = random.randrange(0,5,1)
zeros3 = random.randrange(0,7,1)
#niz = random.randrange(288230376151711744,350000000000000000,1)
#verh = random.randrange(350000000000000000,576460752303423488,1)
aa = 1
while aa <= 1000:
s = element
d = ''.join(random.sample(s,len(s)))
s24 = (c1+d)
ed = d.count("111")
if ed == zeros2:
v1 = ''.join(random.choice('10') for _ in range(random.choice([35]))) #left num
s34 = v1.count("111")
if s34 == zeros3:
bina = (s24+v1)
nuli = bina.count("0")
if nuli == zeros:
b = int(bina,2)
if b >= 350000000000000000: #288230376151711744
if b <= 400000000000000000: #576460752303423488
key = Key.from_int(b)
addr = key.address
if addr == "1HAX2n9Uruu9YDt4cqRgYcvtGvZj1rbUyt":
print ("found!!!",b,addr)
s1 = str(b)
s2 = addr
f=open(u"C:/a.txt","a")
f.write(s1)
f.write(s2)
f.close()
pass
else:
print (nuli,ed,s34,element,s24,v1,b,bina,addr) #print (nuli,ed,s34,element,s24,v1,b,bina,addr)
aa = aa +1
[/size] from bit import *
#from PyRandLib import *
#rand = FastRand63()
#random.seed(rand())
#l = []
#with open(u"C:/addresses3.txt") as k:
# l = k.read().splitlines()
c1 = str ("1")
b1 = "11111111111111100000000" #127 #8-15 zeros, rigth num
b2 = "11111111111111000000000"
b3 = "11111111111110000000000"
b4 = "11111111111100000000000"
b5 = "11111111111000000000000"
b6 = "11111111110000000000000"
b7 = "11111111100000000000000"
b8 = "11111111000000000000000"
spisok = [b1,b2,b3,b4,b5,b6,b7,b8] #[b1,b2,b3,b4,b5,b6,b7,b8]
while True:
for element in (spisok):
zeros = random.randrange(17,38,1)
zeros2 = random.randrange(0,5,1)
zeros3 = random.randrange(0,7,1)
#niz = random.randrange(288230376151711744,350000000000000000,1)
#verh = random.randrange(350000000000000000,576460752303423488,1)
aa = 1
while aa <= 1000:
s = element
d = ''.join(random.sample(s,len(s)))
s24 = (c1+d)
ed = d.count("111")
if ed == zeros2:
v1 = ''.join(random.choice('10') for _ in range(random.choice([35]))) #left num
s34 = v1.count("111")
if s34 == zeros3:
bina = (s24+v1)
nuli = bina.count("0")
if nuli == zeros:
b = int(bina,2)
if b >= 350000000000000000: #288230376151711744
if b <= 400000000000000000: #576460752303423488
key = Key.from_int(b)
addr = key.address
if addr == "1HAX2n9Uruu9YDt4cqRgYcvtGvZj1rbUyt":
print ("found!!!",b,addr)
s1 = str(b)
s2 = addr
f=open(u"C:/a.txt","a")
f.write(s1)
f.write(s2)
f.close()
pass
else:
print (nuli,ed,s34,element,s24,v1,b,bina,addr) #print (nuli,ed,s34,element,s24,v1,b,bina,addr)
aa = aa +1
Ha выxoдe
Quote
28 2 1 11111111111110000000000 101010111110111000011010 11000010011111001011000110100110001 387152157736275249 10101011111011100001101011000010011111001011000110100110001 1EE9Hpb6ue9boGfn5zq9fbi8FQEE6H8cKB
23 2 4 11111111111110000000000 100111111000001101011011 10111110011111000101000110011111101 359191610864602365 10011111100000110101101110111110011111000101000110011111101 1AiQ1Wcb8Q31uU8FEiShpKrnfi5cGZHrjf
23 2 4 11111111111110000000000 101011100110100111010110 11101101110111010101111101100001010 392744142258240266 10101110011010011101011011101101110111010101111101100001010 1Ki35fcVFmrYqzLh7gmywRu7LYQYXkBh9D
22 1 6 11111111110000000000000 101010001000010111110010 01011001110111011101111011011111111 379480576189462271 10101000100001011111001001011001110111011101111011011111111 16T7dKz2CSFizRxAK4kWbUTRkGarBKjicJ
22 1 6 11111111110000000000000 101100001100010000111110 11111111011110110111001100111101110 398042966034979310 10110000110001000011111011111111011110110111001100111101110 16rPCtMZscBgdJJaMPYetuhHYwi5Qh6TfC
33 0 2 11111111000000000000000 101000100100110010100001 01100000110011110011010100100111010 365465617798113594 10100010010011001010000101100000110011110011010100100111010 1DVTsQ6HDRLHZGzvgtuNPmPZnzosFMNUxT
33 0 2 11111111000000000000000 101011010000100101000010 11110101010010100000100110001110110 389642833269640310 10101101000010010100001011110101010010100000100110001110110 1M8gNjXyjuehiNrUdtEpTzySXXEs31AsuN
33 0 2 11111111000000000000000 101000110001010101010000 10011111010110011100011010000100100 367230857750918180 10100011000101010101000010011111010110011100011010000100100 126w2rEhvYAVeq3MmVpZswZY4o8joNeCt2
33 0 2 11111111000000000000000 101001100110010001000001 00110000101000111110110010100111100 374680618285360444 10100110011001000100000100110000101000111110110010100111100 14Jqsk7L9WeCBBjkGnFVXxGs1SvJDQSbwP
33 0 2 11111111000000000000000 101000100110000101010001 01000110010110111000001111101100010 365647583422193506 10100010011000010101000101000110010110111000001111101100010 1CTiLsXYhq7UGT7NSJUFs1nwfa91Qg4E6t
33 0 2 11111111000000000000000 101001100001010100100010 10000101011110110011000101001110010 373984673171868274 10100110000101010010001010000101011110110011000101001110010 1QFA6Kyx9haxhwXUJ7VED6ojDtBsScCq5w
33 0 2 11111111000000000000000 101010010000101100010100 00100101111000110100100100110001111 380651617816037775 10101001000010110001010000100101111000110100100100110001111 19FUS64ShfN8yo4MnQfgtHVeJGse2nw1CZ
24 0 4 11111111111110000000000 101010110101011001011011 01011011100010001111011110100101111 385817371161902383 10101011010101100101101101011011100010001111011110100101111 1NxBnhykCkLQUBQCdYPU5W8wbZtyAmkzeP
27 4 3 11111111111111100000000 100111100001110111011111 00111100111000101011110011000100000 356047127653508640 10011110000111011101111100111100111000101011110011000100000 19tzfnHa5XT1mHdw5haJVDLSzTEaNQgE5S
37 1 0 11111111100000000000000 101010000010011101001001 10101000010010100000010100011010010 378647947175274706 10101000001001110100100110101000010010100000010100011010010 1DaKib4B7ZojANadBC6Yx2Y7gfB4L91pNG
37 1 0 11111111100000000000000 101001010001100001000111 01001001010011010100001000010010010 371760524870422674 10100101000110000100011101001001010011010100001000010010010 16MfaRNaqe1cwcxmqV9uyssNzFvq1PBpzu
29 0 1 11111111100000000000000 101001010001101000110001 10111010101101101011010010101010101 371777376364111189 10100101000110100011000110111010101101101011010010101010101 1AY6EKs9d3G2EhpuFbyC5jssFABwqHJxtQ
29 4 1 11111111111111100000000 100111010111011111110100 11010011111001100000010000000100110 354587718034923558 10011101011101111111010011010011111001100000010000000100110 1D5HLiZLXdzgMjsQm4znrrRc81kMQMd7x1
28 2 1 11111111111111100000000 101011010011111101101011 00011111000010001101101010010101000 390119202285343912 10101101001111110110101100011111000010001101101010010101000 1ND6GBqJMUX5qN5EjRaRRuaKv1tXzodJLG
28 2 1 11111111111111100000000 101010110010111111101101 11101100001010011010100010010100010 385479359467439266 10101011001011111110110111101100001010011010100010010100010 19C5L9qVojrE8iaBxJAfYo6APrJmfUVkbE
31 2 2 11111111111100000000000 100110111001011110000011 01010010111010011010111001001000000 350361693421662784 10011011100101111000001101010010111010011010111001001000000 1Fg7j9QH3yfB9cf48HAhsvgQb36vdchuTY
31 2 2 11111111111100000000000 101011110001010001011110 10000001101101110000010000101110011 394244136480809331 10101111000101000101111010000001101101110000010000101110011 1BWivFJjvsMfqN9jPmSUWckPAmHviEVaJK
31 2 2 11111111111100000000000 101100010111000101110011 10000000100010010111110100101111000 399566494155663736 10110001011100010111001110000000100010010111110100101111000 12tmwQbekBeRSSjRB99Sc7PvGLVA19NdT9
35 0 1 11111111100000000000000 101000110010011001100010 10010000001100101010110111100001000 367381007773822728 10100011001001100110001010010000001100101010110111100001000 1MudMJCgmAZtjwXJapkY4VBzbvG8ktfjJy
35 0 1 11111111100000000000000 101011001011010011000000 10000000000110100001100110111011010 388899478961180122 10101100101101001100000010000000000110100001100110111011010 1FAdM8KNNHhhF9pS478SdQHSyGji1ren7j
35 0 1 11111111100000000000000 101010101000100110101000 00001100100011110011010000001101001 384016807192273001 10101010100010011010100000001100100011110011010000001101001 1MdP9p1tj3EUKUUypWQuSwrxqCLyHgYVSS
35 0 1 11111111100000000000000 101001010000010011010101 11011010000001000000001001111001011 371589501515994059 10100101000001001101010111011010000001000000001001111001011 15v8p3VRd4Z9LySLKC1ZBCzoe6i2q5Ltf7
35 0 1 11111111100000000000000 101000110100101000110001 00011100000001101101000110001100110 367695967903190118 10100011010010100011000100011100000001101101000110001100110 198RckQfZKNQvYFTPGittjedotR7EjodTB
35 0 1 11111111100000000000000 101100010010001010001011 00000000000011010101100001101111011 398872410195673979 10110001001000101000101100000000000011010101100001101111011 1L1NL5WSEi2mabdWrDaz1em27pNmqsXHPK
21 3 6 11111111111111000000000 101011111110100100111010 11101111011001110111010000011110111 396116482066194679 10101111111010010011101011101111011001110111010000011110111 1LJtpUHLxnncDzHMp9mZC3xoZusQKHHbwk
[/size]23 2 4 11111111111110000000000 100111111000001101011011 10111110011111000101000110011111101 359191610864602365 10011111100000110101101110111110011111000101000110011111101 1AiQ1Wcb8Q31uU8FEiShpKrnfi5cGZHrjf
23 2 4 11111111111110000000000 101011100110100111010110 11101101110111010101111101100001010 392744142258240266 10101110011010011101011011101101110111010101111101100001010 1Ki35fcVFmrYqzLh7gmywRu7LYQYXkBh9D
22 1 6 11111111110000000000000 101010001000010111110010 01011001110111011101111011011111111 379480576189462271 10101000100001011111001001011001110111011101111011011111111 16T7dKz2CSFizRxAK4kWbUTRkGarBKjicJ
22 1 6 11111111110000000000000 101100001100010000111110 11111111011110110111001100111101110 398042966034979310 10110000110001000011111011111111011110110111001100111101110 16rPCtMZscBgdJJaMPYetuhHYwi5Qh6TfC
33 0 2 11111111000000000000000 101000100100110010100001 01100000110011110011010100100111010 365465617798113594 10100010010011001010000101100000110011110011010100100111010 1DVTsQ6HDRLHZGzvgtuNPmPZnzosFMNUxT
33 0 2 11111111000000000000000 101011010000100101000010 11110101010010100000100110001110110 389642833269640310 10101101000010010100001011110101010010100000100110001110110 1M8gNjXyjuehiNrUdtEpTzySXXEs31AsuN
33 0 2 11111111000000000000000 101000110001010101010000 10011111010110011100011010000100100 367230857750918180 10100011000101010101000010011111010110011100011010000100100 126w2rEhvYAVeq3MmVpZswZY4o8joNeCt2
33 0 2 11111111000000000000000 101001100110010001000001 00110000101000111110110010100111100 374680618285360444 10100110011001000100000100110000101000111110110010100111100 14Jqsk7L9WeCBBjkGnFVXxGs1SvJDQSbwP
33 0 2 11111111000000000000000 101000100110000101010001 01000110010110111000001111101100010 365647583422193506 10100010011000010101000101000110010110111000001111101100010 1CTiLsXYhq7UGT7NSJUFs1nwfa91Qg4E6t
33 0 2 11111111000000000000000 101001100001010100100010 10000101011110110011000101001110010 373984673171868274 10100110000101010010001010000101011110110011000101001110010 1QFA6Kyx9haxhwXUJ7VED6ojDtBsScCq5w
33 0 2 11111111000000000000000 101010010000101100010100 00100101111000110100100100110001111 380651617816037775 10101001000010110001010000100101111000110100100100110001111 19FUS64ShfN8yo4MnQfgtHVeJGse2nw1CZ
24 0 4 11111111111110000000000 101010110101011001011011 01011011100010001111011110100101111 385817371161902383 10101011010101100101101101011011100010001111011110100101111 1NxBnhykCkLQUBQCdYPU5W8wbZtyAmkzeP
27 4 3 11111111111111100000000 100111100001110111011111 00111100111000101011110011000100000 356047127653508640 10011110000111011101111100111100111000101011110011000100000 19tzfnHa5XT1mHdw5haJVDLSzTEaNQgE5S
37 1 0 11111111100000000000000 101010000010011101001001 10101000010010100000010100011010010 378647947175274706 10101000001001110100100110101000010010100000010100011010010 1DaKib4B7ZojANadBC6Yx2Y7gfB4L91pNG
37 1 0 11111111100000000000000 101001010001100001000111 01001001010011010100001000010010010 371760524870422674 10100101000110000100011101001001010011010100001000010010010 16MfaRNaqe1cwcxmqV9uyssNzFvq1PBpzu
29 0 1 11111111100000000000000 101001010001101000110001 10111010101101101011010010101010101 371777376364111189 10100101000110100011000110111010101101101011010010101010101 1AY6EKs9d3G2EhpuFbyC5jssFABwqHJxtQ
29 4 1 11111111111111100000000 100111010111011111110100 11010011111001100000010000000100110 354587718034923558 10011101011101111111010011010011111001100000010000000100110 1D5HLiZLXdzgMjsQm4znrrRc81kMQMd7x1
28 2 1 11111111111111100000000 101011010011111101101011 00011111000010001101101010010101000 390119202285343912 10101101001111110110101100011111000010001101101010010101000 1ND6GBqJMUX5qN5EjRaRRuaKv1tXzodJLG
28 2 1 11111111111111100000000 101010110010111111101101 11101100001010011010100010010100010 385479359467439266 10101011001011111110110111101100001010011010100010010100010 19C5L9qVojrE8iaBxJAfYo6APrJmfUVkbE
31 2 2 11111111111100000000000 100110111001011110000011 01010010111010011010111001001000000 350361693421662784 10011011100101111000001101010010111010011010111001001000000 1Fg7j9QH3yfB9cf48HAhsvgQb36vdchuTY
31 2 2 11111111111100000000000 101011110001010001011110 10000001101101110000010000101110011 394244136480809331 10101111000101000101111010000001101101110000010000101110011 1BWivFJjvsMfqN9jPmSUWckPAmHviEVaJK
31 2 2 11111111111100000000000 101100010111000101110011 10000000100010010111110100101111000 399566494155663736 10110001011100010111001110000000100010010111110100101111000 12tmwQbekBeRSSjRB99Sc7PvGLVA19NdT9
35 0 1 11111111100000000000000 101000110010011001100010 10010000001100101010110111100001000 367381007773822728 10100011001001100110001010010000001100101010110111100001000 1MudMJCgmAZtjwXJapkY4VBzbvG8ktfjJy
35 0 1 11111111100000000000000 101011001011010011000000 10000000000110100001100110111011010 388899478961180122 10101100101101001100000010000000000110100001100110111011010 1FAdM8KNNHhhF9pS478SdQHSyGji1ren7j
35 0 1 11111111100000000000000 101010101000100110101000 00001100100011110011010000001101001 384016807192273001 10101010100010011010100000001100100011110011010000001101001 1MdP9p1tj3EUKUUypWQuSwrxqCLyHgYVSS
35 0 1 11111111100000000000000 101001010000010011010101 11011010000001000000001001111001011 371589501515994059 10100101000001001101010111011010000001000000001001111001011 15v8p3VRd4Z9LySLKC1ZBCzoe6i2q5Ltf7
35 0 1 11111111100000000000000 101000110100101000110001 00011100000001101101000110001100110 367695967903190118 10100011010010100011000100011100000001101101000110001100110 198RckQfZKNQvYFTPGittjedotR7EjodTB
35 0 1 11111111100000000000000 101100010010001010001011 00000000000011010101100001101111011 398872410195673979 10110001001000101000101100000000000011010101100001101111011 1L1NL5WSEi2mabdWrDaz1em27pNmqsXHPK
21 3 6 11111111111111000000000 101011111110100100111010 11101111011001110111010000011110111 396116482066194679 10101111111010010011101011101111011001110111010000011110111 1LJtpUHLxnncDzHMp9mZC3xoZusQKHHbwk
нa гпy тaкoe б пpoкoлбacить былa бы тeмa.
Этo c ycлoвиeм, чтo cлeвa вceгдa нyли oт 8 дo 15 штyк в кoличecтвe. Пo идee тaк oнo и ecть (пoчти 1 paз 7 пpocкaкивaeт).
Quote
101100011001110101101110 0001010010000110001001101000100001 33-25 10 23 2 0
111101011001001011100100 100000111100101011101011000011100 28-29 11 17 2 3
100111010001100010110110 00111010110001001111111111011111 22-34 12 10 1 5
110101010111110000111111 0011011011001111110000100010100 24-31 8 16 3 2
100011011011111011011011 010101101011010001111101000100 23-31 14 15 1 1
110000000011110001000111 00100011111100011001001101100 29-24 14 15 2 2
111011111010111000010110 0100110010111001111000111100 22-30 9 13 3 3
111010100000111000010100 001101000000000100111010000 33-18 14 19 2 1
100010101111010100001111 00001011101001001101010100 26-24 11 15 2
101110100000101110110101 1000000010101111101001101 24-25 11 13 2
101011011110011011010111 110011100011101110011011 17-31 8 9 2
110110011010110000100001 01101010011110010111010 23-24 13 10 0
101110110000011000001110 0010001101010101000100 27-19 13 14 2
100100010111111001010000 101000011110000000101 26 -19 13 13 2
111000000010101100110101 10100011010110001111 22-22 13 9 1
110101111010011101100100 1111100010110010001 19-24 10 9 2
101010001000100001110001 011000110110001111 23-19 15 8 1
101010011100001101001101 01100110001011011 20-21 12
111010011010111001001001 0011001111010110 18-22 11
100101101011111100000110 000001111101001 19-20 11
100010001110000010111110 10110011010000 21-17 13
101110101011101110101011 0101010010011 14 -22 8
100111011110100000100000 101001111100 19- 17 14
100101011101101001000010 00101110000 20-15 13
110100101001100101100100 0100011101 18-16 13
110101001011011001010100 011011000 17-16 12
101110000110001010100110 00101110 17-15 13
111110101001111111001110 1000111 10-21 7
111101100101001100110101 100100 14-16 10
101111110001001010101000 11110 13 -16 12
110110010001011011001110 1000 14- 14 11
110101011000011100001110 101 13-14 12
110100000000110010011011 10 15-11 14
111111010010111101110010 1 8-17 8
110111000010101000000100 15-9 15
[/size] 111101011001001011100100 100000111100101011101011000011100 28-29 11 17 2 3
100111010001100010110110 00111010110001001111111111011111 22-34 12 10 1 5
110101010111110000111111 0011011011001111110000100010100 24-31 8 16 3 2
100011011011111011011011 010101101011010001111101000100 23-31 14 15 1 1
110000000011110001000111 00100011111100011001001101100 29-24 14 15 2 2
111011111010111000010110 0100110010111001111000111100 22-30 9 13 3 3
111010100000111000010100 001101000000000100111010000 33-18 14 19 2 1
100010101111010100001111 00001011101001001101010100 26-24 11 15 2
101110100000101110110101 1000000010101111101001101 24-25 11 13 2
101011011110011011010111 110011100011101110011011 17-31 8 9 2
110110011010110000100001 01101010011110010111010 23-24 13 10 0
101110110000011000001110 0010001101010101000100 27-19 13 14 2
100100010111111001010000 101000011110000000101 26 -19 13 13 2
111000000010101100110101 10100011010110001111 22-22 13 9 1
110101111010011101100100 1111100010110010001 19-24 10 9 2
101010001000100001110001 011000110110001111 23-19 15 8 1
101010011100001101001101 01100110001011011 20-21 12
111010011010111001001001 0011001111010110 18-22 11
100101101011111100000110 000001111101001 19-20 11
100010001110000010111110 10110011010000 21-17 13
101110101011101110101011 0101010010011 14 -22 8
100111011110100000100000 101001111100 19- 17 14
100101011101101001000010 00101110000 20-15 13
110100101001100101100100 0100011101 18-16 13
110101001011011001010100 011011000 17-16 12
101110000110001010100110 00101110 17-15 13
111110101001111111001110 1000111 10-21 7
111101100101001100110101 100100 14-16 10
101111110001001010101000 11110 13 -16 12
110110010001011011001110 1000 14- 14 11
110101011000011100001110 101 13-14 12
110100000000110010011011 10 15-11 14
111111010010111101110010 1 8-17 8
110111000010101000000100 15-9 15
Или тaк, фильтp нyлeй выбиpaeм 126-128. Paндoмим кoличecтвo пpocтыx чиceл для микшиpoвaния. Oни тaм кaк и нyли к ycpeднённoмy знaчeнию энтpoпии cтpeмятcя. Hyли к 127. Цифpы 1,2,3,4,5,6,7,8,9,0 к 7 (oнo и пoнятнo 77\10).
Quote
import random
from bitcoin import *
#from bit import *
#from PyRandLib import *
#rand = FastRand63()
#random.seed(rand())
#import time
l = []
with open(u"C:/addressesall.txt") as k: #addressesall.txt
l = k.read().splitlines()
def funky():
LLL = random.randrange(0,21,1)
return LLL
# 10 >1, 9 >3, 6 >4, 10 >7, 5 >8
while True:
bb1=funky()
bb2=funky()
bb3=funky()
bb4=funky()
bb5=funky()
bb6=funky()
bb7=funky()
bb8=funky()
bb9=funky()
bb10=funky()
balbes = (bb1+bb2+bb3+bb4+bb5+bb6+bb7+bb8+bb9+bb10)
if balbes == 75:
#print(balbes)
#c1 = str ("112")
#b9 = ''.join(random.choice('12345') for _ in range(random.choice([25]))) #77-76 11 76 , sum = 75
b9 = ''.join(random.choice('9') for _ in range(random.choice([bb1])))
b8 = ''.join(random.choice('8') for _ in range(random.choice([bb2])))
b7 = ''.join(random.choice('7') for _ in range(random.choice([bb3])))
b6 = ''.join(random.choice('6') for _ in range(random.choice([bb4])))
b5 = ''.join(random.choice('5') for _ in range(random.choice([bb5])))
b4 = ''.join(random.choice('4') for _ in range(random.choice([bb6])))
b3 = ''.join(random.choice('3') for _ in range(random.choice([bb7])))
b2 = ''.join(random.choice('2') for _ in range(random.choice([bb8])))
b1 = ''.join(random.choice('1') for _ in range(random.choice([bb9])))
b0 = ''.join(random.choice('0') for _ in range(random.choice([bb10])))
#ell = (b9+b8+b7+b6)
#spisok = [ell]
bb = 14
while bb <= 115:
#start_time = time.time()
aa = 1
while aa <= 100:
randazeros = random.randrange(126,129,1) #126-128 zeros
c1 = str(bb)
s = (b9+b8+b7+b6+b5+b4+b3+b2+b1+b0)
d = ''.join(random.sample(s,len(s)))
s24 = (c1+d)
#dec1 = s24.count("4")
b = int(s24)
if b <= 115792089237316195423570985008687907853269984665640564039457584007913129639936:
if b != 57896044618658097711785492504343953926634992332820282019728792003956564819968:
bbb = bin(b)[2:]
nuli = bbb.count("0")
if nuli == randazeros: # zeros filt
priv = b
pub = privtopub(priv)
pubkey1 = encode_pubkey(privtopub(priv), "bin_compressed")
addr = pubtoaddr(pubkey1)
addr2 = pubtoaddr(pub)
if addr in l:
print ("found!!!",b,addr)
s1 = str(b)
s2 = addr
f=open(u"C:/a.txt","a")
f.write(s1)
f.write(s2)
f.close()
pass
if addr2 in l:
print ("found!!!",b,addr,addr2)
s3 = str(b)
s4 = addr2
f=open(u"C:/a.txt","a")
f.write(s3)
f.write(s4)
f.close()
pass
else:
print (c1,b,addr,addr2,b0,b1,b2,b3,b4,b5,b6,b7,b8,b9,"bin zeros>",nuli) #print (c1,b,addr,addr2,b0,b1,b2,b3,b4,b5,b6,b7,b8,b9,"bin zeros>",nuli)
#wifKey = encode_privkey(priv, "wif")
#key = Key.from_int(b)
##key.to_wif()
#print(wifKey,key.to_wif(),c1,b,addr,addr2)
aa = aa +1
#print("--- %s seconds ---" % (time.time() - start_time))
bb = bb +1
pass
[/size] from bitcoin import *
#from bit import *
#from PyRandLib import *
#rand = FastRand63()
#random.seed(rand())
#import time
l = []
with open(u"C:/addressesall.txt") as k: #addressesall.txt
l = k.read().splitlines()
def funky():
LLL = random.randrange(0,21,1)
return LLL
# 10 >1, 9 >3, 6 >4, 10 >7, 5 >8
while True:
bb1=funky()
bb2=funky()
bb3=funky()
bb4=funky()
bb5=funky()
bb6=funky()
bb7=funky()
bb8=funky()
bb9=funky()
bb10=funky()
balbes = (bb1+bb2+bb3+bb4+bb5+bb6+bb7+bb8+bb9+bb10)
if balbes == 75:
#print(balbes)
#c1 = str ("112")
#b9 = ''.join(random.choice('12345') for _ in range(random.choice([25]))) #77-76 11 76 , sum = 75
b9 = ''.join(random.choice('9') for _ in range(random.choice([bb1])))
b8 = ''.join(random.choice('8') for _ in range(random.choice([bb2])))
b7 = ''.join(random.choice('7') for _ in range(random.choice([bb3])))
b6 = ''.join(random.choice('6') for _ in range(random.choice([bb4])))
b5 = ''.join(random.choice('5') for _ in range(random.choice([bb5])))
b4 = ''.join(random.choice('4') for _ in range(random.choice([bb6])))
b3 = ''.join(random.choice('3') for _ in range(random.choice([bb7])))
b2 = ''.join(random.choice('2') for _ in range(random.choice([bb8])))
b1 = ''.join(random.choice('1') for _ in range(random.choice([bb9])))
b0 = ''.join(random.choice('0') for _ in range(random.choice([bb10])))
#ell = (b9+b8+b7+b6)
#spisok = [ell]
bb = 14
while bb <= 115:
#start_time = time.time()
aa = 1
while aa <= 100:
randazeros = random.randrange(126,129,1) #126-128 zeros
c1 = str(bb)
s = (b9+b8+b7+b6+b5+b4+b3+b2+b1+b0)
d = ''.join(random.sample(s,len(s)))
s24 = (c1+d)
#dec1 = s24.count("4")
b = int(s24)
if b <= 115792089237316195423570985008687907853269984665640564039457584007913129639936:
if b != 57896044618658097711785492504343953926634992332820282019728792003956564819968:
bbb = bin(b)[2:]
nuli = bbb.count("0")
if nuli == randazeros: # zeros filt
priv = b
pub = privtopub(priv)
pubkey1 = encode_pubkey(privtopub(priv), "bin_compressed")
addr = pubtoaddr(pubkey1)
addr2 = pubtoaddr(pub)
if addr in l:
print ("found!!!",b,addr)
s1 = str(b)
s2 = addr
f=open(u"C:/a.txt","a")
f.write(s1)
f.write(s2)
f.close()
pass
if addr2 in l:
print ("found!!!",b,addr,addr2)
s3 = str(b)
s4 = addr2
f=open(u"C:/a.txt","a")
f.write(s3)
f.write(s4)
f.close()
pass
else:
print (c1,b,addr,addr2,b0,b1,b2,b3,b4,b5,b6,b7,b8,b9,"bin zeros>",nuli) #print (c1,b,addr,addr2,b0,b1,b2,b3,b4,b5,b6,b7,b8,b9,"bin zeros>",nuli)
#wifKey = encode_privkey(priv, "wif")
#key = Key.from_int(b)
##key.to_wif()
#print(wifKey,key.to_wif(),c1,b,addr,addr2)
aa = aa +1
#print("--- %s seconds ---" % (time.time() - start_time))
bb = bb +1
pass
what do you do sfter you know the pub key ?
you cant do nothing with it.
when you think from pub key to priv key with math no man that wont work
you cant do nothing with it.
when you think from pub key to priv key with math no man that wont work
holy_ship
do you know how find public key X and Y. to keys 58-160?
я yжeвecь тыpнeт пepepылa)
do you know how find public key X and Y. to keys 58-160?
я yжeвecь тыpнeт пepepылa)
I want to start Bitcrack on Ubuntu i know that exe works on win.
In any linux it's a matter of minutes to compile bitcrack.
Install git and cuda with packet manager
git clone https://github.com/brichard19/BitCrack/
then edit Makefile in 2 places:
COMPUTE_CAP=30
CUDA_HOME=/usr/local/cuda-9.2
for gtx1070 thats
COMPUTE_CAP=61
and right path depends on distro, probably somewhere to /opt
then make
Hичeгo нe пoнимaю, кoгдa ты шлёшь cвoи пpocтыни и кoммeнтapии пo aнглийcки.
Ecли твoи pacчёты paбoтaют, пoчeмy ты eщё вce бayнти нe coбpaл?
and how can i use the --continue command only at start or when i stop and then ?
should i only download the exe file from github ?
Why not? In windows you have 99% or even 100% of software in form of EXE. Why bother compiling bitcrack?
I want to start Bitcrack on Ubuntu i know that exe works on win.
oclvanitygen is for GPUs. For CPU you need to use Vanitygen.
Thanks I manage to make vanitygen-master work but is creating address! I want a personalized search like BitCrack do
Am trying to get BitCrack run in Ubuntu but without luck.
on 1080ti, can run 100 programs on one card with speed 1-2mk\s, this allows a larger scatter range to scan simultaneously ().
Are you sure that overall speed is not lower with 100 copies?
You can easily do the same with simplest scripts and switches
-s, --start Staring key, in hex
-r, --range Number of keys to search
to scan each range at full speed, then skip to next.
Not sure, but there are several components, file size address (someone on 100-600mb hammer in, scary to imagine that there, multi-signature, transaction, modern 2^512...), -c -u -b -t -p. Here in the subject, on the initial pages, someone posted a 32mb file. There are about 1,300,000 addresses, if remove multi-signature (3*) get about 700000 addresses the first 100000-150000 of which will all Satoshi (~20000, ~1000000btc) and the rest of the lost (3-4mil btc). If 1 address can be searched, it can quickly start and there will be no winnings with several. It is already a question of search tactics or to jump in one stream or immediately to everything 2^58-2^134.
If developer binomial random realizes (i of course would be a little bit wrong) can be directly 256bit brute force.
for example more addresses begin with such bytes 11010010, 11011010, 11011011, 11011111, 10001001, 10010101. The number of zeros is more toward 127 (well, to reduce the percentage of lunge down, up. 126,128 .from 100 to 150. 99 very rare.)
1111111111111111111111111111111111111111111111111111111111111111111111111111111 1111111111111111111111111111111111111111111111111111111111111111111111111111100 0000000000000000000000000000000000000000000000000000000000000000000000000000000 0000000000000000000
1111111111111111111111111111111111111111111111111111111111111111111111111111111 1111111111111111111111111110000000000000000000000000000000000000000000000000000 0000000000000000000000000000000000000000000000000000000000000000000000000000000 0000000000000000000
let's start 10010101
here they are with us for example went (from bitcoin core v0.1)
1001010101100101011110000000011100001110100111010011111101101101110110100011100 1111111001001100001101011010010111101101110110001010011001111100111010101101001 0011000001100100100010001011001000001110001110010110111001100111011100101011111 101000110111111110
1001010111101001001110111001100010111001110110001001001101010101100000000011100 0101011100110111100111011110000110111111101101001011110010001010101110011101111 1000110110011000001011001110110001011010000010101011100010011110111011001111100 000100111110011110
1001010101100010111011011010111001111101011000100000001111111010010100110010110 0000011111000111011010100111110100101111111110000110101011101110110011101001000 0001101111111101000110101110101011001111010011011001110001001000011111110011011 110010010110000000
1001010101010000110101010100000000001111001101110011000001111010110001011110110 0001000011000011100100110001110000101110010011000111111000010001100110110111100 0101001110111110111010100001110011000001101011011101011100101000110001001110110 1011000010100010101
1001010111011100010001010000000110000101000010101111111110011010010111001100011 0111011001011000001010110100010010010001011110010111000111111111101110110100001 0001001111111111100010010100100100111011101110000110110010010101010100100110100 111101100001010111
1001010100011110100111001001011100000001101110110110010111000011000111001101100 1111100000011010000100011100000010011000101101001010001010011011010101111010001 1100101100110011011011110011100000101011011100101101001011000101011011101011000 01011101111001
1001010110101011101101111100011100001010101000100111011101011010001001000110010 1000111111010101000110110101100101011010110010111011111001000110111111100001111 0011101001010011100010100000100010111111111000101111011100011011001111011010110 00011000111111011
1001010100001101000111100011010111111010111110000001111110100000001000011000010 1000111000110111000001110101000101111101100000100011000100001101100010110001101 0101011100110100111111000010000010110101010000111110111011011001101101110100011 000101111000
1001010101110000001011011011001111111100110000011110001100011011001011100101101 0000111001101111011110010000100111011100010011001111110011000111010001001100001 1111011010010110111001010110110001000010001101011100011110101110111101010111101 1001100100101101000
1001010101001101111101010110110011010001001100111101100000110110101110010010001 1011010011001101000101110010100011101110000000011000100010010000010001010111100 1100010001111101001011100110111010101100000101010110010111100111100101000110111 0100001001011010001
1001010101000000010000001000111111010110001110011010011101001000011111110001001 1110001100010001110001010010100110101101100011010101000110000101100111100101000 0011111011000100010101111000101100100101011101000000111000000011100010111100110 1110011011011111010
in dec
33786947196134805143254308771402739979261266550701315052397583440852419513854
33903350562759138713973736868302950354769449848599192986693376551416497196958
33784702934687120346053184051723466753118492158443130567330386012137407325568
67537434003099803668096737460665433679086281535422818832750897025714627118357
33891898527313435463823423436797234229979288397414557116534412126674377496663
2107771893575452894388072252547671770554782823158565473448152358296076294009
16924503418178650666712592578309811919302072518435441725388742926177059746299
526701499675363538747954556149913302553667071138081038433863352605669470584
67592816741196387948795087690846622934166339151863216781626670660486072945000
67532355524455427785355162810259975674520878752083731039250569079550302098129
67508138240651624134076223618847484928275255615194552508590590015445369566970
further applies the filter with zeros 127, then you can apply the filter for example with 3 bits 111,101 and so are looking for. If 3-4 million btc as 100% then with this filter should be 10-20% of them there))) there you can still drop 250,251,252,253,254,255 bit addresses.
should i only download the exe file from github ?
Why not? In windows you have 99% or even 100% of software in form of EXE. Why bother compiling bitcrack?
on 1080ti, can run 100 programs on one card with speed 1-2mk\s, this allows a larger scatter range to scan simultaneously ().
Are you sure that overall speed is not lower with 100 copies?
You can easily do the same with simplest scripts and switches
-s, --start Staring key, in hex
-r, --range Number of keys to search
to scan each range at full speed, then skip to next.
Quote from: anunnaki1202
Don't listen to ignorant andzhig.
Theoretically it should work on CPU or Intel GPU, NDV said that he made some fixes to original vg code.
You should use NDV OCL version, but you have to setup OCL drivers for CPU first.
I haven't tried.
I don't think it makes sense now, when puzzles 55-57 are found.
phrase "Xeon CPUs, not the best, but alright. I was getting at least 33.6 million keys/sec on a 96-CPU machine." from
https://github.com/brichard19/BitCrack/issues/40
dunno who is this. Maybe UnknownHostname dude and crappy LBC software.
But still, it only makes sense to search with several GPUs now, not 48CPU cores. Even if they are free/stolen.
holy_ship does it make sense what i wrote you in pm for the search space ?
and how can i install the Bitcrack or should i only download the exe file from github ?
I'm not "ignorant")), if his mind didn’t have enough drivers to install, then the sense before him to grovel, for me, it works on cpu with -D 1:1. But bitcrack has an advantage at the moment besides speed, it can run multiple copies of the program on the same device, the total speed is divided between the programs equally, on 1080ti, can run 100 programs on one card with speed 1-2mk\s, this allows a larger scatter range to scan simultaneously ().
Quote from: anunnaki1202
Don't listen to ignorant andzhig.
Theoretically it should work on CPU or Intel GPU, NDV said that he made some fixes to original vg code.
You should use NDV OCL version, but you have to setup OCL drivers for CPU first.
I haven't tried.
I don't think it makes sense now, when puzzles 55-57 are found.
phrase "Xeon CPUs, not the best, but alright. I was getting at least 33.6 million keys/sec on a 96-CPU machine." from
https://github.com/brichard19/BitCrack/issues/40
dunno who is this. Maybe UnknownHostname dude and crappy LBC software.
But still, it only makes sense to search with several GPUs now, not 48CPU cores. Even if they are free/stolen.
same error
then wait "bitcrack" cpu version https://github.com/brichard19/BitCrack/issues/71 or try on python 3 to create your own programs there for a couple of weeks to study. https://bitcointalksearch.org/topic/m.45861254Jump to: