Borrowing & Loops

An SV3 advance lets a holder turn part of a token's floor value into USDC without selling through the curve. The holder pledges tokens, the market sends USDC, and enough collateral stays locked to cover the gross debt at the current floor.

A simple position

Suppose you pledge 10,000 tokens when the floor is $0.01.

total gross capacity = 10,000 × $0.01 = $100

You choose to draw $40:

Position after the advance	Amount
Gross debt	$40.00
One-time 3% fee	$1.20
USDC sent to your wallet	$38.80
Tokens locked by debt	4,000
Free pledged tokens	6,000
Interest rate	0%
Due date	None

The debt balance is $40 because the origination fee is withheld from the payout.

What happens to the market reserve

Opening the $40 advance changes the market's balance sheet:

liquid reserve      decreases by $40
outstanding debt    increases by $40
gross backing       is unchanged before fee effects
spot, floor, supply are unchanged

Gross backing counts liquid reserve plus outstanding debt. The pledged tokens stay in market custody and remain part of floor liability, so the same value cannot also be withdrawn or sold.

Your three exit choices

Repay

Send USDC back to reduce debt. The matching collateral becomes free immediately. Partial repayment is allowed and has no protocol repayment fee.

Keep the position open

Debt does not accrue interest and has no maturity date. You may leave it open while the tokens remain pledged.

Surrender collateral

Ask the market to burn enough pledged tokens to cancel debt. At a 0.01 USDC floor, surrendering 40 USDC of debt burns 4,000 tokens. No USDC moves and no surrender fee is charged.

Surrender is irreversible. It is the on-chain non-recourse close: the contract's claim ends with the collateral burned for the selected debt amount.

A higher floor frees collateral

If the floor later rises from 0.01 to 0.02 USDC while debt stays at 40 USDC:

Position value	Before	After
Floor	$0.01	$0.02
Tokens needed to cover $40	4,000	2,000
Free pledged tokens	6,000	8,000

The debt remains fixed while the higher floor reduces the number of tokens required to secure it.

Position formulas

Let $n$ be pledged token quantity, $F$ the current floor, $K$ total floor capacity, $D$ gross debt, $n_L$ locked collateral, and $n_f$ free collateral.

K=nF

n_L=\lceil D/F\rceil

n_f=n-n_L

Borrow capacity rounds down. Collateral required for debt and surrender rounds up.

Looping: borrow, buy more, repeat

A loop spends advance proceeds on another curve buy, then pledges the new tokens:

flowchart LR A[Buy tokens] --> B[Pledge tokens] B --> C[Draw floor value] C --> D[Receive proceeds after 3% fee] D --> E[Buy more tokens after 1.25% fee] E --> B

The next token tranche is smaller because:

floor is below the average purchase price;
the advance fee removes 3%;
the next buy removes 1.25%; and
the rising curve makes each later purchase more expensive.

For tranche $q$ and average price $\bar P$ on the next buy:

q'=q(F/\bar P)(1-0.03)(1-0.0125)

Holding $F/\bar P$ constant gives an upper bound:

Floor / average next buy	Next tranche	Exposure limit
0.25	0.2395× prior tranche	1.32× initial tokens
0.50	0.4789× prior tranche	1.92× initial tokens
0.75	0.7184× prior tranche	3.55× initial tokens
1.00	0.9579× prior tranche	23.74× theoretical

Cumulative token exposure and remaining floor equity over six loop rounds — Upper-bound example with floor equal to half the average next buy price. The curve's rising execution price makes a real sequence converge faster than this constant-price illustration.

The risk in a looped position

Looping converts floor equity into debt. When spot falls toward floor, the premium that supported the position disappears while gross debt stays fixed. A deeply looped position can finish with almost no floor equity even though the protocol never runs a liquidation auction.

A complete preview should show:

total pledged tokens;
gross debt and net cash received;
locked and free collateral;
spot equity: collateral × spot - debt;
floor equity: collateral × floor - debt;
fees paid; and
the executable unwind quote after curve impact.

See Fees for the action-fee split and Risks & Controls for pause, reserve, and contract boundaries.