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Borrow

Dynamics behind the borrow operation.
A user who has made a deposit obtaining an amount
MM
 of fToken can request a loan by locking them as collateral.
At the time of the borrow request, named
tbt_b
, the user possesses a collateral amount
AtbA_{t_b}
 correspondent to the amount
MM
 of fToken multiplied by
IdtbI_{d_{t_b}}
 which is the deposit interest index at the time of borrowing
tbt_b
:
Atb=M∗IdtbA_{t_b} = M * I_{d_{t_b}}
The collateral amount
AtbA_{t_b}
, can be expressed in the borrowed token value following this formula:
Qtb=Atb∗RBorrowedDepositedtbQ_{t_b}=A_{t_b} * R_{\frac{Borrowed}{Deposited}_{t_b}}
Where
RBorrowedDepositedtbR_{\frac{Borrowed}{Deposited}_{t_b}}
 represents the conversion rate between the borrowed and the collateralized asset.

Thresholds

S1 - Loan To Value

For safety reasons, the total amount of
QQ
 cannot be borrowed by the user; it is necessary to retain a portion of it within the protocol to safeguard the loan in case of negative fluctuations in the value of the collateralized asset and to guarantee the interest repayment. Therefore, a safety threshold
S1S1
 is devised by the protocol.
S1S1
 is expressed in percentage form, e.g.,
S1S1
 = 0.8 (i.e., 80%), which determines the Loan to Value (LTV).
The granted value is given by the following:
Atb∗S1=M∗Idtb∗S1A_{t_b} * S1 = M * I_{d_{t_b}} * S1
Therefore, the borrowable amount
BABA
 is calculated as follows:
BAt=M∗RB2CtBA_t = M * R_{B2C_t}
Where
RB2CtR_{B2C_t}
 is the Borrowable to Collateral ratio, and it is calculated as follows:
RB2Ct=Idt∗RBorrowedDepositedt∗S1R_{B2C_t} = I_{d_t} * R_{\frac{Borrowed}{Deposited}_{t}} * S1
So, the borrowable amount at the time of borrow is calculated as:
​
BAtb=M∗RB2CtbBA_{t_b} = M * R_{B2C_{t_b}}
 or
BAtb=Atb∗RBorrowedDepositedtb∗S1BA_{t_b} = A_{t_b}* R_{\frac{Borrowed}{Deposited}_{t_b}} * S1
​

S2 - Liquidation Threshold (or under-collateralization threshold)

The critical value
S2S2
 represents the liquidation threshold, and it is given in percentage defined such that:
S1S1
 <
S2S2
 (e.g.,
S1S1
 = 80%;
S2S2
 = 90%). When the borrowed amount plus accrued interest reaches down the amount
Atb∗S2A_{t_b} * S2
 (in the same currency), the position is considered under-collateralized and must be liquidated.
The quantity
At∗S2A_{t} * S2
 is the threshold of under-collateralization of the loan. Therefore, the equivalent amount in the borrowed asset is calculated as:
Tt=At∗S2∗RUSDC/ALGOtT_t = A_t * S2 * R_{{USDC}/{ALGO}_t}
The user will have to pay interest on the loan. Regular payments are not required to simplify the protocol. However, the non-payments may correspond to a decrease in the collateral value, which must be kept above the T threshold. If the user does not pay interest or stabilize its collateral, a liquidator can repay the debt, acquiring collateral control.

Rebalance Threshold

Users can borrow more assets against the same collateral or reduce the locked up collateral if the Liquidation Margin is greater than:
1−S1/S2<LM1-{S1}/{S2}<LM

Borrow Balance

The variable state Borrow Balance
BBtBB_{t}
represents the actual amount the user must repay to the platform to close the debt position. To clearly understand all the situations that a loan position could incur, four components are defined as follows:
1.
BtnB_{t_n}
​ which represents the actual value borrowed by the user, which is initially
Btb=BAtbB_{t_b} = BA_{t_b}
. This is checked and updated only when one of the following occurs: Repay Loan (fully/partially or liquidate) and borrow additional asset (collateral value increased).
2.
CC
 which is the amount of asset added (borrow additional asset) or subtracted (Repay loan/interest) from the borrow balance.
3.
BBtnBB_{t_n}
is the borrow balance of the loan at the time t updated at the last loan operation N. It is calculated as an update of the previous borrow balance and the relative compounded interest, plus/minus the contribution of
CC
.
BBtn=BBtn−1∗IbtIbtn−1±CBB_{t_n} = BB_{t_{n-1}} *\frac{I_{b_t}}{I_{b_{t_n-1}}} \pm C
4.
AItNAI_{t_N}
is the part of the user debt composed of the accrued interest on the borrowed amount . When the user repays, the accrued interest part of the payment is addressed to the reserve pool.
AItN=BBtn−1∗IbtIbtn−1−BtN−1AI_{t_N} = BB_{t_{n-1}} *\frac{I_{b_t}}{I_{b_{t_n-1}}} - B_{t_{N-1}}

Thresholds Parameters

The Borrow Cap is the global maximum borrowable amount for a given token pair, specified in the absolute terms using the borrowed asset.
Token Pairs (Col-Bor)
S1
S2
Borrow Cap
ALGO - USDC
0.7
0.8
ALGO - USDt
0.7
0.8
ALGO - goBTC
0.65
0.8
ALGO - goETH
0.65
0.8
ALGO-Planet
0.7
0.8
600,000
USDC - ALGO
0.7
0.8
USDC - USDt
0.85
0.95
USDC - goBTC
0.75
0.825
USDC - goETH
0.7
0.8
USDC-Planet
0.65
0.8
350,000
USDt - ALGO
0.7
0.8
USDt - USDC
0.85
0.95
USDt - goBTC
0.75
0.825
USDt - goETH
0.7
0.8
USDt-Planet
0.65
0.8
350,000
goBTC - ALGO
0.65
0.8
goBTC - USDC
0.75
0.825
goBTC - USDT
0.75
0.825
goBTC - goETH
0.8
0.875
goETH - ALGO
0.65
0.8
goETH - USDC
0.7
0.8
goETH - USDt
0.7
0.8
goETH - goBTC
0.8
0.875
gALGO - ALGO
0.75
0.9
3,750,000
gALGO - USDC
0.65
0.75
1,000,000
gALGO - USDt
0.65
0.75
1,000,000
gALGO - goBTC
0.6
0.75
10
gALGO - goETH
0.6
0.75
200
gALGO-Planets
0.65
0.75
500,000
gALGO3 - ALGO
0.85
0.9
gALGO3 - USDC
0.65
0.75
gALGO3 - USDt
0.65
0.75
gALGO3 - goBTC
0.5
0.675
gALGO3 - goETH
0.5
0.675
Planet-ALGO
0.7
0.8
40,000
Planet-USDC
0.65
0.8
8,000
Planet-USDt
0.65
0.8
8,000
ALGO/gALGO PLP - ALGO
0.725
0.85
750,000
ALGO/gALGO PLP - USDC
0.65
0.8
250,000
ALGO/gALGO PLP - USDt
0.65
0.8
250,000
ALGO/USDC TMP1.1 - ALGO
0.65
0.825
400,000
ALGO/USDC TMP1.1 - USDC
0.7
0.8
200,000
ALGO/USDC TMP1.1 - USDt
0.7
0.8
200,000
ALGO/USDC PLP - ALGO
0.65
0.825
200,000
ALGO/USDC PLP - USDC
0.7
0.8
100,000
ALGO/USDC PLP - USDt
0.7
0.8
100,000
ALGO/gALGO3 TMP1.1 - ALGO
0.725
0.85
400,000
ALGO/gALGO3 TMP1.1 - USDC
0.65
0.8
100,000
ALGO/gALGO3 TMP1.1 - USDt
0.65
0.8
100,000
ALGO/gALGO3 PLP - ALGO
0.725
0.85
350,000
ALGO/gALGO3 PLP - USDC
0.65
0.8
75,000
ALGO/gALGO3 PLP - USDt
0.65
0.8
75,000
USDC/gALGO TMP1.1 - ALGO
0.65
0.825
750,000
USDC/gALGO TMP1.1 - USDC
0.7
0.8
250,000
USDC/gALGO TMP1.1 - USDt
0.7
0.8
250,000
USDC/USDt TMP1.1 - ALGO
0.65
0.8
400,000
USDC/USDt TMP1.1 - USDC
0.85
0.9
250,000
USDC/USDt TMP1.1 - USDt
0.85
0.9
250,000
USDC/USDt PLP - ALGO
0.65
0.8
400,000
USDC/USDt PLP - USDC
0.85
0.9
250,000
USDC/USDt PLP - USDt
0.85
0.9
250,000
goBTC/gALGO PLP - ALGO
0.7
0.8
600,000
goBTC/gALGO PLP - USDC
0.65
0.775
200,000
goBTC/gALGO PLP - USDt
0.65
0.775
200,000
goBTC/gALGO PLP - goBTC
0.675
0.775
8
goBTC/gALGO PLP - goETH
0.7
0.8
120
goETH/gALGO PLP - ALGO
0.725
0.825
600,000
goETH/gALGO PLP - USDC
0.675
0.8
200,000
goETH/gALGO PLP - USDt
0.675
0.8
200,000
goETH/gALGO PLP - goBTC
0.725
0.825
8
goETH/gALGO PLP - goETH
0.7
0.8
120
The S1 and S2 parameters are related to the collateralized-borrowed assets pair. Their value is established using an innovative algebraical model specifically built for Folks Finance that considers the covariance of the pairs of assets, market capitalization and liquidation risk.
​
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Last modified 2mo ago