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# Skip the 0 delimiter
# Let <math>b = \lfloor\log_2(M)\rfloor</math>
## Interpret next ''b'' bits as a binary number ''r'''. If <math>r' < 2^{b+1}-M</math> holds, then the
## Otherwise interpret ''b + 1'' bits as a binary number ''r''', the
# Compute <math>N = q * M + r</math>
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