\begin{tikzpicture}[
declare function = {
d1=0.8; d2=1;
a1=50; a2=30;
}]
\coordinate (O) at (0,0);
\coordinate (a) at (d1,0);
\coordinate (b) at ($(O)!d1!a1 : (a)$);
\coordinate (c) at (d2,0);
\coordinate (d) at ($(b)!d2!a2 : (c)$);
\coordinate (e) at ($(d)!1.2!180 : (a)$);
\draw[thick] (O) node[below left=-2mm]{\sffamily\bfseries HO} -- (b) -- (d) -- (e) node[above right =-2mm]{\sffamily\bfseries O};
\node[xshift=7.8mm] at (e) {$
\xFiveCycle(0,0){-36}[]{
1s==\HashWedgeAsSubstX(-4,0)(-126,-50)[10];3s==\HashWedgeAsSubstX(4,0)(100,120)[12];4s==\HashWedgeAsSubstX(4,0)(55,120)[7];5s==\HashWedgeAsSubstX(-4,0)(-130,-30)[8];
1s==\WedgeAsSubstX(0,0)(-23,-150)[3];3s==\WedgeAsSubstX(0,0)(150,-23)[10];4s==\WedgeAsSubstX(0,0)(-65,115)[9];5s==\WedgeAsSubstX(0,0)(-95,95)[12]
}[]
$};
\node at (1.85,0.25) {\sffamily\bfseries H};
\node at (4.05,0.25) {\sffamily\bfseries H};
\node at (3.9,1.75) {\sffamily\bfseries H};
\node at (2,1.75) {\sffamily\bfseries H};
\node at (3.5,2.1) {\sffamily\bfseries OH};
\node at (2.35 ,2.1) {\sffamily\bfseries HO};
\node at (4.85,2.2) {$
\sixheteroh[ace,
{E\xFiveCycle(0,0){-108}[c]{2==N;3==N;4==N}[e]}
]{1==N;3==N;
2s==\sixheteroh[]{3==S;
2s==\sixheteroh[]{2==H$\bf_3$C}{4==(yl)}[adef]}
{4==(yl)}[adef]}
{4==NH}[]
$};
\node at (7,1.2) {$
\threeheterov[]{
2s==\HashWedgeAsSubstX(2,2)(77,111)[10];3s==\HashWedgeAsSubstX(-2,2)(-150,0)[10];
2s==\WedgeAsSubstX(0,0)(150,0)[10];3s==\WedgeAsSubstX(0,0)(-77,111)[10]}
{}[]
$};
\node at (5.9,1.63) {\sffamily\bfseries H};
\node at (8.05,1.63) {\sffamily\bfseries H};
\node at (8,2.65) {$
\bzdrh{2==F;3==F}
$};
\end{tikzpicture}