Bob the Beetle lives on a coordinate plane and is currently at $(10,-5)$ facing north (that is, in the positive $y$-direction). Bob moves $1$ unit and then turns $90^{\circ }$ left. From there, Bob moves $2$ units (west) and then turns $90^{\circ }$ left. He then moves $3$ units (south) and again turns $90^{\circ }$ left. Bob continues his progress, increasing his distance each time by $1$ unit and always turning left. What is the location of the point which Bob makes the $2023$ left turn?