Case a: $3$ loaders available $($all or none i$.$e$.$ you load $3$ cars at the same time or no cars$)-$ no outsourcing needed

$1.$ Paperwork and walkthrough $(5-10$ min$)$ work divided among loaders

$2.$ Suit up $3$min

$3.$ Prep work : $15$ to $20$ min, unless there is a repair$$ XX$\%$ which can take $15$ to $30$ min.

$4.$ Prep work $.$ When $3$ loaders are available, each one loads one car

$5.$ Loading time is $60-90$ min per car

$6.$ Once all$$ cars finish loading $,$ the re I&P for $15$ to $20$ min

$7.$ Paper work $15$ min

$8.$ Departure prep $5-10$ min

Case b: determine # of loaders needed to be able to have $32$ cars per day. Outsourcing can be possible. Outsource cost: $53$ USD $/$hr

$3.$ Paperwork and walkthrough $(5-10$ min$)$ work divided among loaders

$4.$ Suit up $3$min

$5.$ Prep work : $15$ to $20$ min, unless there is a repair$$ XX$\%$ which can take $15$ to $30$ min.

$6.$ Prep work $.$ When $3$ loaders are available, each one loads one car and share support with the third one. This would take ~ $30$ min

$7.$ Loading time is $60-90$ min per car

$8.$ Once all$$ cars finish loading $,$ the re I&P for $15$ to $20$ min

$9.$ Paper work $15$ min and

$10.$ Departure prep $5-10$ min

Arrival Times for cars $($ Sample$$ for $19$ days$)$

$10$:$03$ am

$9$:$47$ am

$9$:$07$ am

$6$:$04$ am

$8$:$09$ am

$4$:$10$ am

$8$:$08$ am

$8$:$38$ am

$8$:$17$ am

$10$:$03$ am

$9$:$47$ am

$9$:$07$ am

$7$:$38$ am

$9$:$26$ am

$10$:$29$ am

$11$:$29$ am

$9$:$32$ am

$8$:$28$ am

$11$:$30$ am

$10$:$54$ am

$10$:$28$ am

$8$:$49$ am

$10$:$00$ am

$10$:$29$ am

$11$:$29$ am

$10$:$11$ am

$10$:$10$ am

$11$:$37$ am

$11$:$49$ am

$10$:$44$ am

$11$:$37$ am

$10$:$29$ am

$11$:$13$ am

$12$:$14$ pm

$11$:$03$ am

$10$:$30$ am

$12$:$49$ pm

$12$:$53$ pm

$11$:$17$ am

$12$:$52$ pm

$12$:$26$ pm

$11$:$25$ am

$12$:$53$ pm

$12$:$19$ pm

$11$:$31$ am

$3$:$13$ pm

$5$:$33$ pm

$11$:$22$ am

$1$:$48$ pm

$2$:$32$ pm

$11$:$45$ am

$2$:$13$ pm

$12$:$19$ pm

$11$:$49$ am

$6$:$00$ pm

$6$:$38$ pm

$12$:$42$ pm

$2$:$11$ pm

$4$:$15$ pm

$11$:$46$ am

$2$:$18$ pm

$12$:$19$ pm

$1$:$22$ pm

$6$:$05$ pm

$6$:$38$ pm

$5$:$36$ pm

$6$:$11$ pm

$4$:$57$ pm

$12$:$40$ pm

$2$:$43$ pm

$12$:$57$ pm

$5$:$45$ pm

$6$:$19$ pm

$6$:$56$ pm

$5$:$36$ pm

$6$:$30$ pm

$6$:$00$ pm

$2$:$04$ pm

$2$:$55$ pm

$5$:$38$ pm

$6$:$15$ pm

$8$:$20$ pm

$8$:$41$ pm

$5$:$36$ pm

$6$:$59$ pm

$6$:$00$ pm

$2$:$04$ pm

$5$:$33$ pm

$6$:$18$ pm

$6$:$35$ pm

$8$:$43$ pm

$8$:$56$ pm

$6$:$31$ pm

$8$:$45$ pm

$7$:$18$ pm

$5$:$33$ pm

$5$:$36$ pm

$7$:$56$ pm

$8$:$06$ pm

$10$:$45$ pm

$9$:$29$ pm

$6$:$50$ pm

$8$:$45$ pm

$8$:$09$ pm

$5$:$49$ pm

$6$:$25$ pm

$8$:$39$ pm

$8$:$17$ pm

$11$:$24$ pm

$11$:$38$ pm

$8$:$41$ pm

$9$:$35$ pm

$8$:$13$ pm

$6$:$40$ pm

$6$:$44$ pm

$10$:$13$ pm

$8$:$54$ pm