Wahington & Lincoln $($W&L$)$ is an accounting firm, which is a general partnership. George and Abe two general partners in W&L$.$ W&L is near insolvency, meaning that soon it may not be able to meet its financial obligations. George approaches, Bernie, a certified public accountant. George pays Bernie $$10,000$ to certify fraudulently financial statements for W&L$.$ Bernie certifies false financial statements for W&L$,$ which enable George, on behalf of W&L$,$ to secure a $$600,000$ loan from Westside Bank. Abe does not know and has no reasonable way of knowing that George secured fraudulent financial statements for W&L$.$ Nor does Abe know or have any reasonable way of knowing that George secured the $$600,000$ loan from Westside Bank. After paying down the loan to $$400,000,$ W&L defaults in paying the remainder of the loan to Westside Bank. Westside Bank sues all the partners of W&L and W&L$,$ as an entity, for $$400,000.$

$($a$)$ What, if anything, is Abe's maximum liability to Westside Bank for the $$400,000$ debt? Do not explain. Simply provide the number. $2$ points.

$($b$)$ Suppose that Westside Bank collects $$100,000$ from George. What, if anything, is Abe's liability to George if George seeks indemnification from Abe? Do not explain. Simply provide the number. $2$ points.

$($c$)$ Suppose that Westside Bank sues W&L as an entity and all the partners excluding George, for the $$400,000$ debt. What, if anything, is Abe's maximum liability for the $$400,000$ debt? Do not explain. Simply provide the number. $2$ points.

$($d$)$ Assume the facts in this question except that W&L is an LLP$.$ What, if anything, is Abe's maximum liability for the $$400,000$ debt? Do not explain. Simply provide the number. $2$ points.

$($e$)$ Assume the facts in this question except that W&L is an LLP$.$ Also assume that Westside Bank collects from Abe $$75,000$ of the $$400,000$ debt. What, if anything, is George's maximum liability to Abe if Abe seeks indemnification from George? Do not explain. Simply provide the number. $2$ points.