A crawler hoe having a $2\frac{1}{4}-cy$ bucket and whose cost per hour, including the wages to an operator, is $$67,$ will excavate and load haul units under each of the stated conditions. The maximum digging depth of the machine is $20ft.$ Determine the cost per bank cubic yard for each condition. $($Condition $1\mathrm{.}300bc\frac{y}{h}r,$$$\frac{0\mathrm{.}223}{b}cy$; Condition $2\mathrm{.}319bc\frac{y}{h}r,$ $$\frac{0\mathrm{.}210}{b}cy$; Condition $3\mathrm{.}128bc\frac{y}{h}r,$$$\frac{0\mathrm{.}523}{b}cy)$

$\backslash$table$[[$Condition$,(1),(2),(3)],[$Material$,$Moist loam, earth,Sand and gravel,Rock, well blasted$],[$Depth of excavation $($ft$),12,16,14],[$Angle of swing $($degrees$),60,80,120],[$Percent swell,,$14,],[$Efficiency factor $($min$-$hr$),45,50,45]]$