Address review comments
Co-authored-by: Jack Grigg <jack@electriccoin.co>
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@ -9,6 +9,7 @@ from utils import leos2bsp
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class OrchardNote(object):
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def __init__(self, d, pk_d, v, rho, rseed):
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assert isinstance(v, int)
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self.d = d
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self.pk_d = pk_d
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self.v = v
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@ -1,5 +1,6 @@
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#!/usr/bin/env python3
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import sys; assert sys.version_info[0] >= 3, "Python 3 required."
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import struct
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from chacha20poly1305 import ChaCha20Poly1305
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import os
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@ -126,19 +127,20 @@ class TransmittedNoteCipherText(object):
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assert(leadbyte == 2)
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np = OrchardNotePlaintext(
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p_enc[1:12], # d
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struct.unpack('<Q', p_enc[12:20]), # v
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struct.unpack('<Q', p_enc[12:20])[0], # v
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p_enc[20:52], # rseed
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p_enc[52:564], # memo
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)
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g_d = diversify_hash(np.d)
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pk_d = OrchardKeyAgreement.derive_public(ivk, g_d)
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note = OrchardNote(np.d, pk_d, np.v, rho, np.rseed)
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esk = OrchardKeyAgreement.esk(np.rseed, rho)
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if OrchardKeyAgreement.derive_public(esk, g_d) != epk:
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return None
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pk_d = OrchardKeyAgreement.derive_public(ivk, g_d)
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note = OrchardNote(np.d, pk_d, np.v, rho, np.rseed)
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cm = note.note_commitment()
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if cm is None:
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return None
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@ -152,6 +154,7 @@ class TransmittedNoteCipherText(object):
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# and to decode epk from it. That is required for consensus compatibility
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# in Sapling decryption before ZIP 216, but the reverse is okay here
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# because Pallas points have no non-canonical encodings.
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ephemeral_key = bytes(self.epk)
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ock = prf_ock_orchard(ovk, bytes(cv), bytes(cm_star), bytes(self.epk))
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op = OrchardSym.decrypt(ock, self.c_out)
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if op is None:
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@ -164,7 +167,6 @@ class TransmittedNoteCipherText(object):
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return None
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shared_secret = OrchardKeyAgreement.agree(esk, pk_d)
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ephemeral_key = bytes(self.epk)
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k_enc = kdf_orchard(shared_secret, ephemeral_key)
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p_enc = OrchardSym.decrypt(k_enc, self.c_enc)
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if p_enc is None:
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@ -174,7 +176,7 @@ class TransmittedNoteCipherText(object):
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assert(leadbyte == 2)
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np = OrchardNotePlaintext(
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p_enc[1:12], # d
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struct.unpack('<Q', p_enc[12:20]), # v
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struct.unpack('<Q', p_enc[12:20])[0], # v
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p_enc[20:52], # rseed
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p_enc[52:564], # memo
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)
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