One unit $of\frac{?}{(A\frac{?}{?})}is$ composed $of$ two units $of\frac{?}{(B\frac{?}{?})}$ and three units $of\frac{?}{(C\frac{?}{?}).}$ Each $\frac{?}{(B\frac{?}{?})}is$ composed $of$ one unit $of\frac{?}{(F\frac{?}{?}).}\frac{?}{(C\frac{?}{?})}is$ made $of$ one unit $of\frac{?}{(D\frac{?}{?})},$ one unit $ofE,$ and two units $ofF.$ Items $A,B,C,$ and $D$ have $29,40,36,$ and $25$ units $ofon-$hand Inventory. Items $A,B,$ and $C$ use lot$-$for$-$lot $(L4L)as$ thelr lot$-$sizing technique, while $D,E,$ and $F$ require multiples $of62,120,$ and $90,$ respectively, $tobe$ purchased. $B$ has scheduled recelpts $of15$ units $in$ Perlod $1.No$ other scheduled recelpts exist. Lead times are one period for Items $A,B,$ and $D,$ and two perlods for Items $C,E,$ and $F.$ Gross requirements for A are $15$ units $in$ Period $1,12$ units $in$ Perlod $2,50$ units $in$ Perlod $6,$ and $50$ units $in$ Perlod $8.$

Find the planned order releases for all items. $(Leaveno$ cells blank $-be$ certain $to$ enter $"0"$ wherever required.$)$