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nefarious: split p10b64encode() away from P10SIDGenerator
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@ -13,6 +13,34 @@ import utils
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from log import log
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from classes import *
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def p10b64encode(num, length=2):
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"""
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Encodes a given numeric using P10 Base64 numeric nicks, as documented at
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https://github.com/evilnet/nefarious2/blob/a29b63144/doc/p10.txt#L69-L92
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"""
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c = 'ABCDEFGHIJKLMNOPQRSTUVWXYZabcdefghijklmnopqrstuvwxyz0123456789[]'
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s = ''
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# To accomplish this encoding, we divide the given value into a series of places. Much like
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# a number can be divided into hundreds, tens, and digits (e.g. 128 is 1, 2, and 8), the
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# places here add up to the value given. In the case of P10 Base64, each place can represent
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# 0 to 63. divmod() is used to get the quotient and remainder of a division operation. When
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# used on the input number and the length of our allowed characters list, the output becomes
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# the values of (the next highest base, the current base).
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places = divmod(num, len(c))
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print('places:', places)
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while places[0] >= len(c):
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# If the base one higher than ours is greater than the largest value each base can
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# represent, repeat the divmod process on that value,also keeping track of the
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# remaining values we've calculated already.
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places = divmod(places[0], len(c)) + places[1:]
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print('places:', places)
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# Expand the place values we've got to the characters list now.
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chars = [c[place] for place in places]
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s = ''.join(chars)
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# Pad up to the required string length using the first character in our list (A).
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return s.rjust(length, c[0])
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class P10SIDGenerator():
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def __init__(self, irc):
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self.irc = irc
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@ -31,42 +59,13 @@ class P10SIDGenerator():
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# Initialize a counter for the last numeric we've used.
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self.currentnum = self.minnum
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@staticmethod
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def encode(num, length=2):
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"""
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Encodes a given numeric using P10 Base64 numeric nicks, as documented at
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https://github.com/evilnet/nefarious2/blob/a29b63144/doc/p10.txt#L69-L92
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"""
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c = 'ABCDEFGHIJKLMNOPQRSTUVWXYZabcdefghijklmnopqrstuvwxyz0123456789[]'
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s = ''
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# To accomplish this encoding, we divide the given value into a series of places. Much like
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# a number can be divided into hundreds, tens, and digits (e.g. 128 is 1, 2, and 8), the
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# places here add up to the value given. In the case of P10 Base64, each place can represent
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# 0 to 63. divmod() is used to get the quotient and remainder of a division operation. When
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# used on the input number and the length of our allowed characters list, the output becomes
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# the values of (the next highest base, the current base).
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places = divmod(num, len(c))
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print('places:', places)
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while places[0] >= len(c):
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# If the base one higher than ours is greater than the largest value each base can
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# represent, repeat the divmod process on that value,also keeping track of the
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# remaining values we've calculated already.
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places = divmod(places[0], len(c)) + places[1:]
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print('places:', places)
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# Expand the place values we've got to the characters list now.
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chars = [c[place] for place in places]
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s = ''.join(chars)
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# Pad up to the required string length using the first character in our list (A).
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return s.rjust(length, c[0])
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def next_sid(self):
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"""
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Returns the next available SID.
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"""
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if self.currentnum > self.maxnum:
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raise ProtocolError("Ran out of valid SIDs! Check your 'sidrange' setting and try again.")
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sid = self.encodeSID(self.currentnum)
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sid = p10b64encode(self.currentnum)
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self.currentnum += 1
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return sid
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