  We show that any disjunctive sum of Hackenbush Flowers $G$ has as evil twin
$G^* \in {G, G+*}$ such that the outcomes of $G$ under normal and mis\`ere play
are the same as the outcomes of $G^*$ under mis\`ere and normal play
respectively. We also show that, under mis\`ere play, any Green Hackenbush
position that has a single edge incident with the ground is equivalent to a
nim-heap.
