Timothy B. Terriberry authored Jan 12, 2011 and Jean-Marc Valin committed Jan 12, 2011

Adds a new bitexact_log2tan() function which is much simpler, and
 more accurate.
The new approximation has an RMS error of 0.0038 bits from the
 correctly rounded result over the range of inputs we use, compared
 to an RMS error of 0.013 for the old log2_frac() method.
The actual computation of delta is also changed to use FRAC_MUL16,
 since this allows us to keep the full accuracy of the new method
 while avoiding 16-bit overflow.
The old delta computation actually could overflow 16 bits: it needed
 8 for the log2_frac() result, 1 for the sign of the difference, and
 8 more for N.