$(13)$ Total Station is set up at point #$1,$ ready to stake out design point # $100$ using a data collector, and HAR$=0^0^0^\text{'}\text{'}$ is set on point if $2.$ Using the coordinates and orientation data below, calculate the following: $-$ The Coordinates of point $2$ ; $-$ Stake$-$out Angle and distance to stake out design point # $100.[$ Point # $1$ coordinates: $576\mathrm{.}000$N$,981\mathrm{.}000$ E Elevation $=100\mathrm{.}000$m; BS direction to point $2$: $355^00^00^$ Distance $=100\mathrm{.}000$m; Point if $100$ coordinates: $545\mathrm{.}000$N$,888.$ M $3$ D Elevation $=100\mathrm{.}000$m $]$ Coordinates of point $2$ : Stake$-$out Angle: Stake$-$out Distance: