Alan Green alanvgreen

## lsfr.py
""" simple LFSR generator

Uses galois algorithmn to return next bit of LFSR.
To initialize the generator pass the seed value (one
value that the generator will generate, != 0) and
the used polynom.
Observe that for a n bit polynom, x^n has to be in
the polynom, which should be the case anyhow therefore e.g.:

  x^4 + x^3 + 1 = 0b1100
	""" simple LFSR generator

	Uses galois algorithmn to return next bit of LFSR.
	To initialize the generator pass the seed value (one
	value that the generator will generate, != 0) and
	the used polynom.
	Observe that for a n bit polynom, x^n has to be in
	the polynom, which should be the case anyhow therefore e.g.:

	x^4 + x^3 + 1 = 0b1100