It's simple because they have moral fibers, and they behave the way god intended the female sex to behave. Not out of enslavement from males but out of love for their male counter parts. Meanwhile in the good ol US of A bitches feel entitled and act like dudes and wonder why they are single lol, but I've seen Americanized asian korean girls, and they act very similar to all american girls, it really all depends on the upbringing.
Wtf Why invoking an imaginary entity in a bitchy situations thread? Even if it exists how could you know how it intended human females to behave? |
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BTW, what's a "cunt mod"? I'm intrigued!
Maybe he meant "cut mod" because he prefers cut penises |
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I'll resolve you from your sins for little amount of coins. Just PM me with your sins and send some BTC to address in my signature and i'll make sure u don't go to hell 
Thus a scammerare you reincarnated Forrest Gump maybe? How the hell do you know that? |
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I'll resolve you from your sins for little amount of coins. Just PM me with your sins and send some BTC to address in my signature and i'll make sure u don't go to hell
Thus a scammer |
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Don't worry, I already have a room in Heaven, just next to the beer volcano and the stripper factory
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Yep, safe as OpenSSL
Should be enough
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I'll resolve you from your sins for little amount of coins. Just PM me with your sins and send some BTC to address in my signature and i'll make sure u don't go to hell Yeah sure  |
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The danger here is you won't find out which gender she is until it's too late....
+1 |
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Q&D python code for vanity address mining You can put it in pywallet (or jeeq or jasvet, I don't really know which one have the correct classes. PM me if you want to test) You just need to change pvk1 and pattern verbose=False
#### On A's computer
pvk1=2142
key=EC_KEY(pvk1)
print 'Hidden pvk1: %d'%pvk1
print 'pbk1 X: ', key.pubkey.point.x()
print 'pbk1 Y: ', key.pubkey.point.y()
print
#### B receives X and Y and puts them in pbk2
pbk2=key.pubkey.point
pvk2=0
pattern='1BTC'
print 'Pattern: '+pattern
while True:
pvk2+=1
pbk2=pbk2.__add__(key.generator)
if verbose:
print 'Partial private key pvk2=%d'%pvk2
print 'pbk2 X: ', pbk2.x()
print 'pbk2 Y: ', pbk2.y()
print 'pbk2 compressed addr: ', pbk2.get_addr(True)
print 'pbk2 uncompressed addr: ', pbk2.get_addr(False)
print
if pbk2.get_addr(True)[:len(pattern)]==pattern:
break
if pbk2.get_addr(False)[:len(pattern)]==pattern:
break
#### B sends pvk2 to A
finalpvk=pvk1+pvk2
print 'My hidden pvk1: %d'%pvk1
print 'Received pvk2: %d'%pvk2
print 'Final pvk: %d'%finalpvk
key=EC_KEY(finalpvk)
if key.pubkey.point.get_addr(True)[:len(pattern)]==pattern:
print 'BitcoinAddress(pvk=%d, compressed=True) ='%finalpvk, key.pubkey.point.get_addr(True)
elif key.pubkey.point.get_addr(False)[:len(pattern)]==pattern:
print 'BitcoinAddress(pvk=%d, compressed=False) ='%finalpvk, key.pubkey.point.get_addr(False)
else:
print "pvk2 doesn't work"
For pvk=2142 and pattern='1jj' Hidden pvk1: 2142
pbk1 X: 65150968730280697562609886764166998172449505192100168981244287450372694995242
pbk1 Y: 71888227149264242494450017634314194438151153455233498547016746414353185433649
Pattern: 1jj
My hidden pvk1: 2142
Received pvk2: 2570
Final pvk: 4712
BitcoinAddress(pvk=4712, compressed=True) = 1jjenYCokb9eHC2Sg82Q13dyY6YHb3BRX
For pvk=2142 and pattern='1BTC' Hidden pvk1: 2142
pbk1 X: 65150968730280697562609886764166998172449505192100168981244287450372694995242
pbk1 Y: 71888227149264242494450017634314194438151153455233498547016746414353185433649
Pattern: 1BTC
My hidden pvk1: 2142
Received pvk2: 35640
Final pvk: 37782
BitcoinAddress(pvk=37782, compressed=False) = 1BTCHcadnBqGqCRco6vDyMpm5KMN16QT6e |
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http://christelbach.com/ECCalculator.aspxParameters here: https://en.bitcoin.it/wiki/Secp256k1mod p = 115792089237316195423570985008687907853269984665640564039457584007908834671663 A = 0 B = 7 Gx = 55066263022277343669578718895168534326250603453777594175500187360389116729240 Gy = 32670510020758816978083085130507043184471273380659243275938904335757337482424 (Doesn't look really acurate though)
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BTCitcoin is the Pioneering Digital Currency laying the Worlds First Foundations towards the Future of a Unified, Worldwide BTCanking and Monetary System Powered not by Big Business or Nations who Hord Resources and not even by Governments that Overreach their rightful domains but by Ordinary People from all over World
just like You and Me. Colors are always the first thing that raises my scam alert |
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fincen = USA What about the other 95% of the population  Yeah mate, think too many on here and the US gov seems to forget there's a big wide world out there outside of the USA. Also funny that most of these exchanges base themselves in the US.....dat just askin for trouble. 2013-04-11 Israeli banks limit money connected to bitcoin. https://bitcointalk.org/index.php?topic=173108.0Israel being the 51st state, it's not surprising at all |
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i know letting someone do it, is probably not a good idea.
Did you even read post #8? |
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Actually, it is possible for someone else to create a vanity address for you without having the private key
It's just some basic EC maths
How? A wants a vanity address, B owns 1000000 GPUs: - 1. A choses a private key pvk1
- 2. He calculates the public key from it, pbk1
- 3. He sends it to B
- 4. B uses it as a starting point for calculations: pbk2 = pbk1, pvk2 = 0
- 5. If pbk2 fulfills the criterion of A, then goto 8., else goto 6.
- 6. B adds G (the secp256k1 generator) to pbk2, and adds 1 to pvk2
- 7. Goto 5.
- 8. B sends pvk2 to A
- 9. A can now calculate the real private key, which is pvk1+pvk2
Could you explain step six? Where and how do you add it. If you can, provide some real or made up examples. I'll be able to post examples in an hour Until then: http://en.m.wikipedia.org/wiki/Elliptic_curve_point_multiplication#Point_addition |
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Actually, it is possible for someone else to create a vanity address for you without having the private key
It's just some basic EC maths
How? A wants a vanity address, B owns 1000000 GPUs: - 1. A choses a private key pvk1
- 2. He calculates the public key from it, pbk1
- 3. He sends it to B
- 4. B uses it as a starting point for calculations: pbk2 = pbk1, pvk2 = 0
- 5. If pbk2 fulfills the criterion of A, then goto 8., else goto 6.
- 6. B adds G (the secp256k1 generator) to pbk2, and adds 1 to pvk2
- 7. Goto 5.
- 8. B sends pvk2 to A
- 9. A can now calculate the real private key, which is pvk1+pvk2
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