p = 11470374874925275658116663507232161402086650258453896274534991676898999262641581519101074740642369848233294239851519212341844337347119899874391456329785623
q = 335062023296420808191071248367701059461
j = 34233586850807404623475048381328686211071196701374230492615844865929237417097514638999377942356150481334217896204702
g = 117483621780776948851322623152941329604983290852776470044816799968190986256316556722568523187517506040883960831402919848784195399671137064998190231834559
y = 10709965516783081490573356698184657992418098658871683731914897364288781862793359484228879297315128529085240057591857301471581217507082588896460650496983734
z = 224029434095732291724690823
a = 0
b = (q-1)/z
def f(y):
return pow(2, (y % k))
print 'a',a
print 'b',b
global k
k = 20
print 'k is set to %d' % k
this is the beginning of an example of implementing kangaros polard ...
Wanting to understand and test it on the empty wallet with 2 ^ 65 to which we know the public key (x, y) how to get the target which is the private key ... in this example all values are in DEC ... I did not want to wake up before testing, but since I'm starting to make an idiot of myself by asking questions so little clear that when I read, I do not understand them myself - I've given above what I mean :-)