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Distribution to Lending Ranges

This function distributes the collateral value to lending ranges to classify parts of the receivables that have been collateralized.
The distribution of collateral value to lending ranges is characterized by the following:

Remaining collateral value n = collateral value – lending range n

Remaining collateral value n+1 = remaining collateral value n – lending range n+1 The process of distribution continues till all the lending ranges are exhausted.
The following example illustrates the distribution of collateral value to lending ranges:
Collateral agreement 1 is assigned to collateral object1 Collateral value for collateral agreement 1 = 7000
Collateral object 1: Asset object value = 10000 Safety discount = 10% Lending value = 10000 – (10000 * 10%) = 9000. Lending rates: 60% (1), 70% (2), and 80% (3) Lending limits: 5400 (1); 6300 (2) and 7200 (3) Lending ranges: 5400 (1); 900 (2) and 900 (3)
Distribution of Collateral value to Lending Range: ... 1. Lending Range 1: 5400 ... Lending range 1 < collateral value Distribution of collateral value = Lending range 1 = 5400 (collateral agreement 1) Remaining collateral value 1 = 7000 – 5400 = 1600
2. Lending Range 2: 900 Lending range 2 < remaining collateral value 1 Distribution of collateral value = lending range 2 = 900 (collateral agreement 1) Remaining collateral value 2 = 1600 – 900 = 700
3. Lending Range 3: 900 Lending range 3 > remaining collateral value 2 Distribution of collateral value = remaining collateral value 2 = 700 (collateral agreement 1) Remaining lending range 3 = 900 – 700 = 200
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