  We translate O'Meara's classification Theorem 93:28 in terms of BONGs. BONGs,
short for "basis of norm generators", are a new way of describing quadratic
lattices, an alternative to the traditional Jordan decompositions. They were
introduced in [B].
  Our result has its own merits as it is somewhat simpler than O'Meara's 93:28.
However, it's main importance is that it is a prerequisite for a future work
where we solve the more complicated problem of representation.
  [B] C. N. Beli, Integral spinor norms over dyadic local fields, J. Number
Theory 102 (2003) 125-182.
