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The recognition of dovetail overlaps in GFA2 edges has been done has follow, considering the positions
of the two sequences (beg1, end1, beg2 and end2 respectively) the edge represents a dovetail overlap
if: beg1=0 or end1=x$ and beg2=0 or end2=y$. If this is true then extremes taken into account
are computed as the one described in GFA1, if segment1 is + then from_segment_end is R otherwise
is L. If segment2 is + then to_segment_end is L otherwise R.
This is not correct in GFA2 since a dovetail overlap could be, erroneously, such this one: E l12 1+ 2+ 0 3 0 3 *
So this situations must be solved in a different way then the one used by GFA1.