In the simulation, your team will face late penalties when the lead time for a job exceeds the quoted lead time promised for the selected contract.

The revenue earned per job decreases linearly as the lead time exceeds the quoted lead time up to a maximum lead time where it reaches $$0.$

Lead times above the maximum lead time also earn $$0$ in revenue.

For Example, with Contract $1$

A job completed in $7$ days or fewer earns $$800$

A job completed in $14$ days earns $$0.$

For each day over the quoted lead time the revenue decreases by $($$$800-$$$0)/(14$ days $-7$ days$)=$ $$800/7=$ $$114\mathrm{.}29$ per day.

A job completed in $10$ days is $3$ days late on Contract $1.$ It earns a penalty of $$114\mathrm{.}29*(3)=$ $$342\mathrm{.}86$

The revenue earned for this job would be $$800-$ $$114\mathrm{.}29*(10-7)=$ $$457\mathrm{.}14$ in revenue.

Compare a job that is $0\mathrm{.}25$ days late on Contract $1$ with a job that is $0\mathrm{.}25$ days late on Contract $2.$

Calculate the revenue earned from a job that is $0\mathrm{.}25$ days late on Contact $1($completed in $7\mathrm{.}25$ days$)$

Calculate the revenue earned from a job that is $0\mathrm{.}25$ days late on Contract $2($completed in $0\mathrm{.}75$ days$)$

Which job earns more revenue?

Enter the absolute difference in revenue earned between these $2$ jobs.

Carry your calculations to at least $3$ decimal places.

Enter your final answer rounded to $1$ decimal place.