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')));?> Lenders Prospective
Mac Lenders
    

Lenders on Prosper do not have the opportunity to meet you, as say a bank loan officer would, and cannot, therefore, make a judgment on the intangibles normally factored into a loan decision. Prosper lenders may only look at your credit score, debit to income ratio and the proposed interest rate offered to decide if they will place a bid on your loan.

The Experian chart below shows historical default rates lenders use as a guide in deciding whether or not to bid on your loan.

Grade and chart
Average
Range
AA
 
 
 
0.20%
0.00% - 0.40%
A
 
 
 
 
0.90%
0.70% - 1.10%
B
 
 
 
 
1.80%
1.60% - 2.10%
C
 
 
 
 
3.30%
2.90% - 3.70%
D
 
 
 
 
6.20%
5.40% - 7.20%
E
 
 
 
 
10.40%
9.1% - 11.8%
HR
 
 
 
 
19.10%
15.1% - 28.2%
NC
Cannot estimate default rate for borrowers with no credit history

For example, a borrower with a D rating has an average default rate of 6.2% that means if a lender invests in 10 D borrowers 1 borrower will default about half way threw the loan and the lender will take a 50% loss on that borrower.

The significantly higher risk (and the higher possibility that they will not be repaid) requires “compensation” in the form of higher interest. Say a borrower expects to make at least an 8% return on all loans they make. That means the lender must add the 8% to the 6.2% default rate to get a 14.2% rate that they need to bid in order to make a 8% return on a D loan.

Lenders may use a formula to gage their risk vs reward when making a decsion on bidding on a loan. Here is an example of a lenders formula.

Prime Rate is currently 8.25%
A lender may want the following returns based on credit risk.

Lender calculation
Rating Prime Default Rate Risk vs. Reward Minimum Bid
AA Rating: 8.25% + 0.20% + 0.05% = 8.5%
A rating: 8.25% + 0.90% + 0.25% = 9.4%
B rating: 8.25% + 1.80% + 1.0% = 11.05%
C rating: 8.25% + 3.30% + 2.75% = 14.30%
D rating: 8.25% + 6.20% + 4.0% = 18.45%
E rating: 8.25% + 11.10% + 5.0% = 24.35%
HR rating: 8.25% + 19.10% + 6.0% = 33.35%

Prosper has a max borrower rate of 30% so you will not see many HR loans be filled if the lender were to use this calculation.

 
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