Implement easy block encryption/decryption
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2c781ab778
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@ -25,6 +25,13 @@ class EosTestCase:
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def setUpClass(cls):
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pass
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def assertTrue(self, a):
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if is_python:
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self.impl.assertTrue(a)
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else:
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if not a:
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raise Error('Assertion failed: ' + str(a) + ' not True')
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def assertEqual(self, a, b):
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if is_python:
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self.impl.assertEqual(a, b)
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@ -32,21 +32,53 @@ class BitStream(EosObject):
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self.ptr = ptr
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self.remaining = self.nbits - self.ptr
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def read(self, nbits):
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def read(self, nbits=None):
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# 11000110110
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# ^----
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if nbits is None:
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nbits = self.remaining
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if nbits > self.remaining:
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nbits = self.remaining
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val = (self.impl >> (self.remaining - nbits)) & ((ONE << nbits) - ONE)
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self.ptr += nbits
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self.remaining -= nbits
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return val
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def write(self, bits):
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def write(self, bits, nbits=None):
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# 11 0100110
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# 10010
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# ^----
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self.impl = ((self.impl >> self.remaining) << (self.remaining + bits.nbits())) | (bits << self.remaining) | (self.impl & ((ONE << self.remaining) - 1))
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self.ptr += bits.nbits()
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self.nbits += bits.nbits()
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if nbits is None:
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nbits = bits.nbits()
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self.impl = ((self.impl >> self.remaining) << (self.remaining + nbits)) | (bits << self.remaining) | (self.impl & ((ONE << self.remaining) - 1))
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self.ptr += nbits
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self.nbits += nbits
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# Make the size of this BitStream a multiple of the block_size
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def multiple_of(self, block_size):
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if self.nbits % block_size != 0:
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self.nbits += (block_size - (self.nbits % block_size))
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return self # For convenient chaining
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def map(self, func, block_size):
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if self.nbits % block_size != 0:
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raise Exception('The size of the BitStream must be a multiple of block_size')
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self.seek(0)
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result = []
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while self.remaining > 0:
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result.append(func(self.read(block_size)))
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return result
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@classmethod
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def unmap(cls, value, func, block_size):
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bs = cls()
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for x in value:
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bs.write(func(x), block_size)
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bs.seek(0)
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return bs
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def serialise(self):
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return self.impl
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@ -56,13 +56,13 @@ class EGPrivateKey(EmbeddedObject):
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# HAC 8.17
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@staticmethod
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def generate():
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def generate(group=DEFAULT_GROUP):
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# Choose an element 1 <= x <= p - 2
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x = BigInt.crypto_random(ONE, DEFAULT_GROUP.p - TWO)
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x = BigInt.crypto_random(ONE, group.p - TWO)
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# Calculate the public key as G^x
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X = pow(DEFAULT_GROUP.g, x, DEFAULT_GROUP.p)
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X = pow(group.g, x, group.p)
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pk = EGPublicKey(group=DEFAULT_GROUP, X=X)
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pk = EGPublicKey(group=group, X=X)
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sk = EGPrivateKey(public_key=pk, x=x)
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return sk
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@ -28,6 +28,17 @@ class EGTestCase(EosTestCase):
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m = sk.decrypt(ct)
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self.assertEqualJSON(pt, m)
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def test_eg_block(self):
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test_group = CyclicGroup(p=BigInt('11'), g=BigInt('2'))
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pt = BigInt('11010010011111010100101', 2)
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sk = EGPrivateKey.generate(test_group)
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ct = BitStream(pt).multiple_of(test_group.p.nbits() - 1).map(sk.public_key.encrypt, test_group.p.nbits() - 1)
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for i in range(len(ct)):
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self.assertTrue(ct[i].gamma < test_group.p)
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self.assertTrue(ct[i].delta < test_group.p)
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m = BitStream.unmap(ct, sk.decrypt, test_group.p.nbits() - 1).read()
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self.assertEqualJSON(pt, m)
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class BitStreamTestCase(EosTestCase):
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def test_bitstream(self):
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bs = BitStream(BigInt('100101011011', 2))
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@ -47,3 +58,10 @@ class BitStreamTestCase(EosTestCase):
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self.assertEqual(bs.read(4), 0b1101)
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self.assertEqual(bs.read(4), 0b0110)
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self.assertEqual(bs.read(2), 0b11)
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def test_bitstream_map(self):
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bs = BitStream(BigInt('100101011011', 2))
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result = bs.map(lambda x: x, 4)
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expect = [0b1001, 0b0101, 0b1011]
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for i in range(len(expect)):
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self.assertEqual(result[i], expect[i])
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