vector{AD}=vector{b}
vector{DC_(1)}=vector{DC}+vector{DD_(1)}
vector{DC}=vector{AB}=vector{a}
vector{DD_(1)}=vector{AA_(1)}=vector{c} ⇒ vector{DC_(1)}=vector{a}+vector{c}
vector{DM}=(1/2)vector{DC_(1)}=(1/2)vector{a}+(1/2)vector{c}
vector{AM}=vector{b}+(1/2)vector{a}+(1/2)vector{c}