Portfolio blanket lending and collateral-pool design

A blanket loan should be designed around the properties the borrower expects to own together for the life of the financing. A larger initial commitment can be unattractive if selling, refinancing, or improving one property later requires an expensive pool adjustment. Start with the planned ownership sequence, then test which collateral belongs in the loan.

A portfolio worksheet needs a separate row for every property. Aggregate value and income are necessary, but they conceal which asset contributes borrowing capacity and which asset consumes the flexibility of stronger properties. The most useful comparison is the same proposed pool with and without each optional property.

Identify the actual pool mechanism

Fannie Mae’s Credit Facility term sheet describes one large multifamily facility with cross-collateralization and cross-default, and mechanisms for additions, substitutions, and releases. It demonstrates that collateral movement is a contractual feature requiring defined procedures. It does not establish eligibility or release terms for an ordinary small blanket loan; the hypothetical pool below is not a Fannie Mae product example.

For the actual offer, identify the borrowers, guarantors, collateral, and debt tied together. A shared sponsor alone does not tell you whether an issue at one asset can affect the entire financing. Have counsel map the executed obligations and determine whether any property-specific liabilities or existing agreements prevent the proposed structure.

Compare marginal proceeds, not just total proceeds

Consider three hypothetical properties. All income is already normalized on the same lender-accepted basis, and values are assumed solely for this example.

Assume a proposed loan is constrained by 65% of total value and 1.30 times coverage using an 8% annual mortgage constant. Ignore fees, reserves, existing debt, and other constraints for this first screen.

The A+B pool has $32 million of value and $2.4 million of cash flow. Its value limit is $20.8 million. Its coverage limit is approximately $23.077 million, so value limits this simplified pool to $20.8 million.

Adding C produces $40 million of value and $2.7 million of cash flow. The value limit becomes $26 million; the coverage limit becomes approximately $25.962 million. C therefore adds about $5.162 million to this modeled pool commitment.

Financed alone under identical assumptions, C supports only about $2.885 million because its cash flow is weak relative to value. Pooling appears to create substantially more proceeds from C. In fact, part of the increase uses the unused cash-flow capacity of A and B. That capacity is no longer available for other purposes while it supports the combined loan.

Test the planned release before closing

Suppose the borrower wants to sell C in year 2 and the remaining A+B pool must still satisfy the same simplified constraints. Ignoring amortization and changes in value or income, the debt must fall from $25.962 million to $20.8 million. A paydown of about $5.162 million is necessary to restore those modeled limits.

Now assume C sells for $8 million with $400,000 of selling costs. Net proceeds before debt release are $7.6 million. After the modeled paydown, approximately $2.438 million remains before taxes and other obligations. That is materially different from assuming that only C’s standalone $2.885 million borrowing capacity must be repaid.

The actual release amount may be higher because of an allocated-loan formula, premium, minimum release price, changed underwriting, or another provision. It might also be calculated differently. Do not describe the modeled amount as a contractual entitlement. Obtain the proposed formula and calculate it using the same sale assumptions.

Build an inclusion and exclusion worksheet

For each optional property, record initial incremental proceeds, incremental closing costs, future release proceeds, and consequences for the remaining pool. Then add nonnumerical constraints that can defeat an otherwise attractive result.

The worksheet should show who benefits from the additional proceeds and who bears the release cost. Where ownership differs among assets, that economic allocation deserves attention before loan documents are finalized.

Preserve the ability to change the plan

A portfolio can evolve differently from its original business plan. Test a weaker sale price, delayed leasing at C, and a decline in A’s income separately. A portfolio stress that changes every input at once can hide which event causes a release problem.

Also record consent timing. A release that is economically feasible but requires an approval process longer than the purchase contract allows can still disrupt a sale. Ask when the request may be submitted, which valuations and operating reports must be current, and whether simultaneous substitutions are permitted.

The decision to include C should therefore rest on both the additional $5.162 million of modeled initial proceeds and the later restrictions needed to support them. If early sale flexibility is central to the investment, keeping C outside the pool may be worth a smaller initial financing package. The worksheet makes that tradeoff visible before cross-collateral obligations are signed.