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[null,"BASEL III SSFA Calculator for the FHLB MPF Program"]
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[null,"Enable Macros before using the Calculator"]
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[]
[]
[]
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[null,"MPF Program",null,null,null,null,null,"Original"]
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[null,"Dollar Amount of Sold and Outstanding",null,null,null,null,null,12000000]
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[null,"Dollar Amount of CE Obligation",null,null,null,null,null,600000]
[]
[null,"Dollar Amount of First Loss Account",null,null,null,null,null,150000]
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[null,"Dollar Amount of Loans Greater than 90 days Past Due",null,null,null,null,null,75000]
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[]
[null,null,null,null,null,null,null,null,null,null,"Scenario Analysis"]
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[null,null,null,null,null,null,null,null,null,null,{"$f":"H27","v":0}]
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[null,null,null,null,null,null,null,null,null,null,{"$f":"H29","v":0}]
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[null,null,null,null,null,null,null,null,null,null,{"$f":"MAX(H31-1%,0)","v":0}]
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[null,null,null,null,null,null,null,null,null,null,{"$f":"MAX(H33-1%,0)","v":0}]
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[]
[]
[]
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[null,null,null,null,null,null,null,null,null,null,{"$f":"Scenario!P44","v":12.5}]
[null,null,null,null,null,null,null,null,null,null,{"$f":"K39*H18","v":7500000}]
[null,null,null,null,null,null,null,null,null,null,{"$f":"MAX(K39*K31,20%)","v":0.2}]
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[]
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[null,"mailto:info@wilwinn.com?subject=SSFA Calculator"]
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[null,"Original"]
[null,"100/125"]
[null,35]

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[null,"MPF Product",null,null,null,null,null,null,null,null,null,null,null,null,null,"Original"]
[null,null,null,null,null,null,null,null,null,null,null,null,null,null,null,"day 1"]
[null,"KG",null,null,"weighted average capital requirement",null,null,null,null,null,null,null,null,"inpt","KG",{"$f":"Output!I13","v":4.0250000000000001E-2}]
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[null,"KA = (1 - W) * KG + (0.5 * W)",null,null,"W is ratio of delinquent to total balance (90 days or more past due)",null,null,null,null,null,null,null,null,"inpt","W",{"$f":"Output!I15","v":6.2500000000000003E-3}]
[null,null,null,null,null,"is 0 at start and might grow over time",null,null,null,null,null,null,null,null,"KA",{"$f":"(1-P7)*P5+(0.5*P7)","v":4.3123437500000007E-2}]
[null,null,null,null,null,"KA = KG on day 1"]
[null,"CE Obligation Amount",null,null,null,null,null,null,null,null,null,null,null,null,null,{"$f":"Output!I17","v":0.05}]
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[null,"A",null,null,"attachment point for the position",null,null,null,null,null,null,null,null,"inpt","A",{"$f":"Output!I19","v":1.2500000000000001E-2}]
[null,null,null,null,null,"ratio of current dollar amount of underlying exposures that are subordinated to the position to the current dollar amount of underlying exposures"]
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[null,null,null,null,null,"decimal between 0 and 1"]
[null,null,null,null,null,"likely at or near 0 at start of pool and might grow to be something material over time with no losses (FLA)"]
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[]
[null,"D",null,null,"detachment point for the position",null,null,null,null,null,null,null,null,"inpt","D",{"$f":"P10+P12","v":6.25E-2}]
[null,null,null,null,null,"represents the threshold at which credit losses of principal allocated to the position would result in total loss of principal"]
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[null,null,null,null,null,"decimal between 0 and 1"]
[null,null,null,null,null,"equals A plus ratio of positions pari passu to total current amount of underlying exposures"]
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[]
[null,"P",null,null,"callibration parmeter",null,null,null,null,null,null,null,null,null,"P",0.5]
[null,null,null,null,null,".5 for securitizations that are not re-securitizations"]
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[null,"alpha",null,null,-1,null,null,null,null,null,null,null,null,null,"alpha",{"$f":"-1/(P26*P8)","v":-46.378491974346886}]
[null,null,null,null,"P * KA"]
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[]
[null,"u",null,null,"D - KA",null,null,null,null,null,null,null,null,null,"u",{"$f":"P19-P8","v":1.9376562499999993E-2}]
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[null,"L",null,null,"A - KA",null,null,null,null,null,null,null,null,null,"L",{"$f":"MAX(P12-P8,0)","v":0}]
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[]
[null,"KSSFA",null,null,"e^(alpha*u) - e^(alpha*L)",null,null,null,null,null,null,"e=",2.71828,null,"KSSFA",{"$f":"IFERROR((EXP(P29*P33)-EXP(P29*P35))/(P29*(P33-P35)),0)","v":0.65974478202288112}]
[null,null,null,null,"alpha (u-L)"]
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[]
[null,"Risk Weight (RW) if D < KA",null,null,12.5,null,null,null,null,null,null,null,null,null,null,{"$f":"IF(P19<=P8,1250%,0)","v":0}]
[null,"Risk Weight (RW) if A >= KA",null,null,"KSSFA*1250",null,null,null,null,null,null,null,null,null,null,{"$f":"IF(P12>=P8,P38*12.5,0)","v":0}]
[null,"Risk Weight (RW) =",null,null,"[(KA-A)/(D-A)*1250%]+[(D-KA)/(D-A)*1250%*KSSFA]",null,null,null,null,null,null,null,null,null,null,{"$f":"IF(P42>0,P42,IF(P43>0,P43,(((P8-P12)/(P19-P12))*1250%)+(((P19-P8)/(P19-P12))*1250%*P38)))","v":10.851755875728808}]
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[null,"Final Risk Weight (with 20% minimum)",null,null,null,null,null,null,null,null,null,null,null,null,null,{"$f":"IF(P44*P48<(0.2*P48),(0.2*P48)/P48,P44)","v":10.851755875728808}]
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[null,"CE Obligation",null,null,null,null,null,null,null,null,null,null,null,null,null,{"$f":"Calculator!H18","v":600000}]

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[null,"MPF Product",null,null,null,null,null,null,null,null,null,null,null,null,null,"Original"]
[null,null,null,null,null,null,null,null,null,null,null,null,null,null,null,"day 1"]
[null,"KG",null,null,"weighted average capital requirement",null,null,null,null,null,null,null,null,"inpt","KG",{"$f":"Calculator!$K$27","v":0}]
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[null,"KA = (1 - W) * KG + (0.5 * W)",null,null,"W is ratio of delinquent to total balance (90 days or more past due)",null,null,null,null,null,null,null,null,"inpt","W",{"$f":"Calculator!$K$29","v":0}]
[null,null,null,null,null,"is 0 at start and might grow over time",null,null,null,null,null,null,null,null,"KA",{"$f":"(1-P7)*P5+(0.5*P7)","v":0}]
[null,null,null,null,null,"KA = KG on day 1"]
[null,"CE Obligation Amount",null,null,null,null,null,null,null,null,null,null,null,null,null,{"$f":"Calculator!$K$31","v":0}]
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[null,"A",null,null,"attachment point for the position",null,null,null,null,null,null,null,null,"inpt","A",{"$f":"Calculator!$K$33","v":0}]
[null,null,null,null,null,"ratio of current dollar amount of underlying exposures that are subordinated to the position to the current dollar amount of underlying exposures"]
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[null,null,null,null,null,"decimal between 0 and 1"]
[null,null,null,null,null,"likely at or near 0 at start of pool and might grow to be something material over time with no losses (FLA)"]
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[null,"D",null,null,"detachment point for the position",null,null,null,null,null,null,null,null,"inpt","D",{"$f":"P10+P12","v":0}]
[null,null,null,null,null,"represents the threshold at which credit losses of principal allocated to the position would result in total loss of principal"]
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[null,null,null,null,null,"decimal between 0 and 1"]
[null,null,null,null,null,"equals A plus ratio of positions pari passu to total current amount of underlying exposures"]
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[null,"P",null,null,"callibration parmeter",null,null,null,null,null,null,null,null,null,"P",0.5]
[null,null,null,null,null,".5 for securitizations that are not re-securitizations"]
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[null,"alpha",null,null,-1,null,null,null,null,null,null,null,null,null,"alpha",{"$f":"-1/(P26*P8)","v":{"$error":"#DIV/0!"}}]
[null,null,null,null,"P * KA"]
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[null,"u",null,null,"D - KA",null,null,null,null,null,null,null,null,null,"u",{"$f":"P19-P8","v":0}]
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[null,"L",null,null,"A - KA",null,null,null,null,null,null,null,null,null,"L",{"$f":"MAX(P12-P8,0)","v":0}]
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[null,"KSSFA",null,null,"e^(alpha*u) - e^(alpha*L)",null,null,null,null,null,null,"e=",2.71828,null,"KSSFA",{"$f":"IFERROR((EXP(P29*P33)-EXP(P29*P35))/(P29*(P33-P35)),0)","v":0}]
[null,null,null,null,"alpha (u-L)"]
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[null,"Risk Weight (RW) if D < KA",null,null,12.5,null,null,null,null,null,null,null,null,null,null,{"$f":"IF(P19<=P8,1250%,0)","v":12.5}]
[null,"Risk Weight (RW) if A >= KA",null,null,"KSSFA*1250",null,null,null,null,null,null,null,null,null,null,{"$f":"IF(P12>=P8,P38*12.5,0)","v":0}]
[null,"Risk Weight (RW) =",null,null,"[(KA-A)/(D-A)*1250%]+[(D-KA)/(D-A)*1250%*KSSFA]",null,null,null,null,null,null,null,null,null,null,{"$f":"IF(P42>0,P42,IF(P43>0,P43,(((P8-P12)/(P19-P12))*1250%)+(((P19-P8)/(P19-P12))*1250%*P38)))","v":12.5}]

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[null,"BASEL III SSFA Calculator for the FHLB MPF Program"]
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[null,"Weighted Average Capital Requirement (KG) (%):",null,null,null,null,null,null,{"$f":"IFERROR((((Calculator!H16-Calculator!H22)*4%)+(Calculator!H22*8%))/Calculator!H16,0)","v":4.0250000000000001E-2}]
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[null,"Ratio of Delinquent Loans (90+ days) to Total Balance (%):",null,null,null,null,null,null,{"$f":"IFERROR(Calculator!H22/Calculator!H16,0)","v":6.2500000000000003E-3}]
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[null,"Credit Enhancement Obligation (%):",null,null,null,null,null,null,{"$f":"IFERROR(Calculator!H18/Calculator!H16,0)","v":0.05}]
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[null,"First Loss Account (%):",null,null,null,null,null,null,{"$f":"IFERROR(Calculator!H20/Calculator!H16,0)","v":1.2500000000000001E-2}]
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[]
[]
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[null,"SSFA:"]
[null,"Risk Weight",null,null,null,null,null,null,{"$f":"'Base Case'!$P$46","v":10.851755875728808}]
[null,"Total Increase to Risk-Weighted Assets $ Amt",null,null,null,null,null,null,{"$f":"I25*Calculator!H18","v":6511053.5254372843}]
[null,"Total Increase to Risk-Weighted Assets %",null,null,null,null,null,null,{"$f":"I25*I17","v":0.5425877937864404}]
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[null,"Gross-Up:"]
[null,"Risk Weight",null,null,null,null,null,null,{"$f":"(1-I15)*0.5+I15","v":0.50312500000000004}]
[null,"Total Increase to Risk-Weighted Assets $ Amt",null,null,null,null,null,null,{"$f":"MAX((Calculator!H16-Calculator!H20)*Output!I31,Calculator!H18*0.2)","v":5962031.2500000009}]
[null,"Total Increase to Risk-Weighted Assets %",null,null,null,null,null,null,{"$f":"I32/Calculator!H16","v":0.4968359375000001}]
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[null,"CE times 1250%:"]
[null,"Total Increase to Risk-Weighted Assets $ Amt",null,null,null,null,null,null,{"$f":"Calculator!H18*12.5","v":7500000}]
[null,"Total Increase to Risk-Weighted Assets %",null,null,null,null,null,null,{"$f":"I37/Calculator!H16","v":0.625}]
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[null,"Shock Analysis - Risk Weight Multiplier"]
[null,"MPF - Original"]
[null,null,null,"First Loss Account"]
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[]
[null,"Shock Analysis - Risk Weight %"]
[null,"MPF - Original"]
[null,null,null,"First Loss Account"]
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[]
[]
[]
[]
[]
[]
[]
[]
[null,"mailto:info@wilwinn.com?subject=SSFA Calculator"]
[null,"mailto:info@wilwinn.com?subject=SSFA Calculator"]

{"sheet":"Calculator Instructions","index":4,"n_rows":65,"n_cols":2,"rows_kept":65,"cut":false,"hidden":false,"merged":[]}
[]
[]
[]
[]
[]
[null,"SSFA Calculator Instructions"]
[]
[null,"1) Enable Macros before using the Calculator"]
[]
[null,"2) Input the following information for each master commitment in the base case inputs section on the Calculator tab:"]
[]
[null,"MPF Program (select MPF Original or MPF 125)"]
[]
[null,"Dollar Amount of Sold and Outstanding"]
[]
[null,"Dollar Amount of CE Obligation"]
[]
[null,"Dollar Amount of First Loss Account"]
[]
[null,"Dollar Amount of Loans Greater than 90 days Past Due"]
[]
[null,"See Definitions Tab for more information. For a complete description of the MPF Program and required reporting, see Wilary Winn's "]
[null,"Accounting and Regulatory Guidance for the Mortgage Partnership Finance Program, December 2013, Version 4"]
[]
[]
[null,"3) The following information is calculated based on your inputs in the section above:"]
[]
[null,"Base Case"]
[]
[null,"Weighted Average Capital Requirement (KG) (%):"]
[]
[null,"Ratio of Delinquent Loans (90+ days) to Total Balance (%):"]
[]
[null,"Credit Enhancement Obligation (%):"]
[]
[null,"First Loss Account (%):"]
[]
[null,"Risk Weight"]
[null,"Total Increase to Risk-Weighted Assets $ Amt"]
[null,"Total Increase to Risk-Weighted Assets %"]
[]
[null,"4) You may click the View All Inputs button to show all BASEL III SSFA calculations based on your inputs (for informational purposes):"]
[]
[]
[]
[null,"5) The shock analysis section illustrates the Risk Weight Multipliers and Percentages under different levels of the "]
[null,"     Credit Enhancement Obligation and First Loss Account"]
[]
[]
[]
[]
[]
[]
[]
[]
[]
[]
[]
[]
[]
[]
[]
[]
[null,"The table above shows the risk weight multipliers under different credit enhancement obligation levels (left axis) and first loss account"]
[null,"levels (right axis). "]

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[]
[]
[]
[]
[]
[null,null,"BASEL III Risk Weight Multiplier Shock Analysis"]
[]
[]
[null,null,null,null,null,null,null,null,null,null,null,null,{"$f":"Output!I13","v":4.0250000000000001E-2}]
[null,null,null,null,null,null,null,null,null,null,null,null,{"$f":"Output!I15","v":6.2500000000000003E-3}]
[]
[]
[]
[]
[]
[1]
[null,null,"MPF - Original"]
[null,null,null,null,null,"First Loss Account"]
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[20,null,null,0.39999999999999991,20,1.708911105337743,1.6839111063384538,1.6589111073027158,1.6339111082318565,1.6089111091271553,1.5839111099898449,1.5589111108211127,1.5339111116221031,1.5089111123939194,1.4839111131376237,1.4589111138542399,1.4339111145447552,1.4089111152101201,1.3839111158512503,1.3589111164690286,1.3339111170643054,1.3089111176379007,1.2839111181906042,1.2589111187231761,1.2339111192363506,1.2089111197308338,1.183911120207306,1.1589111206664242,1.13391112110882,1.1089111215351024,1.0839111219458579]
[]
[]
[]
[]
[]
[]
[]
[]
[null,null,"mailto:info@wilwinn.com?subject=SSFA Calculator"]

{"sheet":"Shock Analysis Support","index":6,"n_rows":46,"n_cols":41,"rows_kept":46,"cut":false,"hidden":true,"merged":[[12,5,13,12],[15,5,16,12],[19,5,20,12],[22,5,23,12]]}
[{"$f":"'Shock Analysis - RW Multiplier'!$A$16","v":1}]
[]
[null,"MPF Product",null,null,null,null,null,null,null,null,null,null,null,null,null,"Original","Original","Original","Original","Original","Original","Original","Original","Original","Original","Original","Original","Original","Original","Original","Original","Original","Original","Original","Original","Original","Original","Original","Original","Original","Original"]
[null,null,null,null,null,null,null,null,null,null,null,null,null,null,null,"day 1","day 1","day 1","day 1","day 1","day 1","day 1","day 1","day 1","day 1","day 1","day 1","day 1","day 1","day 1","day 1","day 1","day 1","day 1","day 1","day 1","day 1","day 1","day 1","day 1","day 1"]
[null,"KG",null,null,"weighted average capital requirement",null,null,null,null,null,null,null,null,"inpt","KG",{"$f":"'Shock Analysis - RW Multiplier'!$M$9","v":4.0250000000000001E-2},{"$f":"'Shock Analysis - RW Multiplier'!$M$9","v":4.0250000000000001E-2},{"$f":"'Shock Analysis - RW Multiplier'!$M$9","v":4.0250000000000001E-2},{"$f":"'Shock Analysis - RW Multiplier'!$M$9","v":4.0250000000000001E-2},{"$f":"'Shock Analysis - RW Multiplier'!$M$9","v":4.0250000000000001E-2},{"$f":"'Shock Analysis - RW Multiplier'!$M$9","v":4.0250000000000001E-2},{"$f":"'Shock Analysis - RW Multiplier'!$M$9","v":4.0250000000000001E-2},{"$f":"'Shock Analysis - RW Multiplier'!$M$9","v":4.0250000000000001E-2},{"$f":"'Shock Analysis - RW Multiplier'!$M$9","v":4.0250000000000001E-2},{"$f":"'Shock Analysis - RW Multiplier'!$M$9","v":4.0250000000000001E-2},{"$f":"'Shock Analysis - RW Multiplier'!$M$9","v":4.0250000000000001E-2},{"$f":"'Shock Analysis - RW Multiplier'!$M$9","v":4.0250000000000001E-2},{"$f":"'Shock Analysis - RW Multiplier'!$M$9","v":4.0250000000000001E-2},{"$f":"'Shock Analysis - RW Multiplier'!$M$9","v":4.0250000000000001E-2},{"$f":"'Shock Analysis - RW Multiplier'!$M$9","v":4.0250000000000001E-2},{"$f":"'Shock Analysis - RW Multiplier'!$M$9","v":4.0250000000000001E-2},{"$f":"'Shock Analysis - RW Multiplier'!$M$9","v":4.0250000000000001E-2},{"$f":"'Shock Analysis - RW Multiplier'!$M$9","v":4.0250000000000001E-2},{"$f":"'Shock Analysis - RW Multiplier'!$M$9","v":4.0250000000000001E-2},{"$f":"'Shock Analysis - RW Multiplier'!$M$9","v":4.0250000000000001E-2},{"$f":"'Shock Analysis - RW Multiplier'!$M$9","v":4.0250000000000001E-2},{"$f":"'Shock Analysis - RW Multiplier'!$M$9","v":4.0250000000000001E-2},{"$f":"'Shock Analysis - RW Multiplier'!$M$9","v":4.0250000000000001E-2},{"$f":"'Shock Analysis - RW Multiplier'!$M$9","v":4.0250000000000001E-2},{"$f":"'Shock Analysis - RW Multiplier'!$M$9","v":4.0250000000000001E-2},{"$f":"'Shock Analysis - RW Multiplier'!$M$9","v":4.0250000000000001E-2}]
[]
[null,"KA = (1 - W) * KG + (0.5 * W)",null,null,"W is ratio of delinquent to total balance (90 days or more past due)",null,null,null,null,null,null,null,null,"inpt","W",{"$f":"'Shock Analysis - RW Multiplier'!$M$10","v":6.2500000000000003E-3},{"$f":"'Shock Analysis - RW Multiplier'!$M$10","v":6.2500000000000003E-3},{"$f":"'Shock Analysis - RW Multiplier'!$M$10","v":6.2500000000000003E-3},{"$f":"'Shock Analysis - RW Multiplier'!$M$10","v":6.2500000000000003E-3},{"$f":"'Shock Analysis - RW Multiplier'!$M$10","v":6.2500000000000003E-3},{"$f":"'Shock Analysis - RW Multiplier'!$M$10","v":6.2500000000000003E-3},{"$f":"'Shock Analysis - RW Multiplier'!$M$10","v":6.2500000000000003E-3},{"$f":"'Shock Analysis - RW Multiplier'!$M$10","v":6.2500000000000003E-3},{"$f":"'Shock Analysis - RW Multiplier'!$M$10","v":6.2500000000000003E-3},{"$f":"'Shock Analysis - RW Multiplier'!$M$10","v":6.2500000000000003E-3},{"$f":"'Shock Analysis - RW Multiplier'!$M$10","v":6.2500000000000003E-3},{"$f":"'Shock Analysis - RW Multiplier'!$M$10","v":6.2500000000000003E-3},{"$f":"'Shock Analysis - RW Multiplier'!$M$10","v":6.2500000000000003E-3},{"$f":"'Shock Analysis - RW Multiplier'!$M$10","v":6.2500000000000003E-3},{"$f":"'Shock Analysis - RW Multiplier'!$M$10","v":6.2500000000000003E-3},{"$f":"'Shock Analysis - RW Multiplier'!$M$10","v":6.2500000000000003E-3},{"$f":"'Shock Analysis - RW Multiplier'!$M$10","v":6.2500000000000003E-3},{"$f":"'Shock Analysis - RW Multiplier'!$M$10","v":6.2500000000000003E-3},{"$f":"'Shock Analysis - RW Multiplier'!$M$10","v":6.2500000000000003E-3},{"$f":"'Shock Analysis - RW Multiplier'!$M$10","v":6.2500000000000003E-3},{"$f":"'Shock Analysis - RW Multiplier'!$M$10","v":6.2500000000000003E-3},{"$f":"'Shock Analysis - RW Multiplier'!$M$10","v":6.2500000000000003E-3},{"$f":"'Shock Analysis - RW Multiplier'!$M$10","v":6.2500000000000003E-3},{"$f":"'Shock Analysis - RW Multiplier'!$M$10","v":6.2500000000000003E-3},{"$f":"'Shock Analysis - RW Multiplier'!$M$10","v":6.2500000000000003E-3},{"$f":"'Shock Analysis - RW Multiplier'!$M$10","v":6.2500000000000003E-3}]
[null,null,null,null,null,"is 0 at start and might grow over time",null,null,null,null,null,null,null,null,"KA",{"$f":"(1-P7)*P5+(0.5*P7)","v":4.3123437500000007E-2},{"$f":"(1-Q7)*Q5+(0.5*Q7)","v":4.3123437500000007E-2},{"$f":"(1-R7)*R5+(0.5*R7)","v":4.3123437500000007E-2},4.3123437500000007E-2,4.3123437500000007E-2,4.3123437500000007E-2,4.3123437500000007E-2,4.3123437500000007E-2,4.3123437500000007E-2,4.3123437500000007E-2,4.3123437500000007E-2,4.3123437500000007E-2,4.3123437500000007E-2,4.3123437500000007E-2,4.3123437500000007E-2,4.3123437500000007E-2,4.3123437500000007E-2,4.3123437500000007E-2,4.3123437500000007E-2,4.3123437500000007E-2,4.3123437500000007E-2,{"$f":"(1-AK7)*AK5+(0.5*AK7)","v":4.3123437500000007E-2},{"$f":"(1-AL7)*AL5+(0.5*AL7)","v":4.3123437500000007E-2},{"$f":"(1-AM7)*AM5+(0.5*AM7)","v":4.3123437500000007E-2},{"$f":"(1-AN7)*AN5+(0.5*AN7)","v":4.3123437500000007E-2},{"$f":"(1-AO7)*AO5+(0.5*AO7)","v":4.3123437500000007E-2}]
[null,null,null,null,null,"KA = KG on day 1"]
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[]
[null,"A",null,null,"attachment point for the position",null,null,null,null,null,null,null,null,"inpt","A",{"$f":"'Shock Analysis - RW Multiplier'!F44","v":0.01},{"$f":"'Shock Analysis - RW Multiplier'!G44","v":1.0800000000000001E-2},{"$f":"'Shock Analysis - RW Multiplier'!H44","v":1.1600000000000001E-2},{"$f":"'Shock Analysis - RW Multiplier'!I44","v":1.2400000000000001E-2},{"$f":"'Shock Analysis - RW Multiplier'!J44","v":1.3200000000000002E-2},{"$f":"'Shock Analysis - RW Multiplier'!K44","v":1.4000000000000002E-2},{"$f":"'Shock Analysis - RW Multiplier'!L44","v":1.4800000000000002E-2},{"$f":"'Shock Analysis - RW Multiplier'!M44","v":1.5600000000000003E-2},{"$f":"'Shock Analysis - RW Multiplier'!N44","v":1.6400000000000001E-2},{"$f":"'Shock Analysis - RW Multiplier'!O44","v":1.72E-2},{"$f":"'Shock Analysis - RW Multiplier'!P44","v":1.7999999999999999E-2},{"$f":"'Shock Analysis - RW Multiplier'!Q44","v":1.8799999999999997E-2},{"$f":"'Shock Analysis - RW Multiplier'!R44","v":1.9599999999999996E-2},{"$f":"'Shock Analysis - RW Multiplier'!S44","v":2.0399999999999995E-2},{"$f":"'Shock Analysis - RW Multiplier'!T44","v":2.1199999999999993E-2},{"$f":"'Shock Analysis - RW Multiplier'!U44","v":2.1999999999999992E-2},{"$f":"'Shock Analysis - RW Multiplier'!V44","v":2.279999999999999E-2},{"$f":"'Shock Analysis - RW Multiplier'!W44","v":2.3599999999999989E-2},{"$f":"'Shock Analysis - RW Multiplier'!X44","v":2.4399999999999988E-2},{"$f":"'Shock Analysis - RW Multiplier'!Y44","v":2.5199999999999986E-2},{"$f":"'Shock Analysis - RW Multiplier'!Z44","v":2.5999999999999985E-2},{"$f":"'Shock Analysis - RW Multiplier'!AA44","v":2.6799999999999984E-2},{"$f":"'Shock Analysis - RW Multiplier'!AB44","v":2.7599999999999982E-2},{"$f":"'Shock Analysis - RW Multiplier'!AC44","v":2.8399999999999981E-2},{"$f":"'Shock Analysis - RW Multiplier'!AD44","v":2.9199999999999979E-2},{"$f":"'Shock Analysis - RW Multiplier'!AE44","v":2.9999999999999978E-2}]
[null,null,null,null,null,"ratio of current dollar amount of underlying exposures that are subordinated to the position to the current dollar amount of underlying exposures"]
[]
[null,null,null,null,null,"decimal between 0 and 1"]
[null,null,null,null,null,"likely at or near 0 at start of pool and might grow to be something material over time with no losses (FLA)"]
[]
[]
[null,"D",null,null,"detachment point for the position",null,null,null,null,null,null,null,null,"inpt","D",{"$f":"P10+P12","v":0.03},{"$f":"Q10+Q12","v":3.0800000000000001E-2},{"$f":"R10+R12","v":3.1600000000000003E-2},3.2399999999999998E-2,3.32E-2,3.4000000000000002E-2,3.4800000000000005E-2,3.5600000000000007E-2,3.6400000000000002E-2,3.7199999999999997E-2,3.7999999999999999E-2,3.8800000000000001E-2,3.9599999999999996E-2,4.0399999999999991E-2,4.1199999999999994E-2,4.1999999999999996E-2,4.2799999999999991E-2,4.3599999999999986E-2,4.4399999999999988E-2,4.519999999999999E-2,4.5999999999999985E-2,{"$f":"AK10+AK12","v":4.6799999999999981E-2},4.7599999999999983E-2,4.8399999999999985E-2,4.919999999999998E-2,4.9999999999999975E-2]
[null,null,null,null,null,"represents the threshold at which credit losses of principal allocated to the position would result in total loss of principal"]
[]
[null,null,null,null,null,"decimal between 0 and 1"]
[null,null,null,null,null,"equals A plus ratio of positions pari passu to total current amount of underlying exposures"]
[]
[]
[null,"P",null,null,"callibration parmeter",null,null,null,null,null,null,null,null,null,"P",0.5,0.5,0.5,0.5,0.5,0.5,0.5,0.5,0.5,0.5,0.5,0.5,0.5,0.5,0.5,0.5,0.5,0.5,0.5,0.5,0.5,0.5,0.5,0.5,0.5,0.5]
[null,null,null,null,null,".5 for securitizations that are not re-securitizations"]
[]
[null,"alpha",null,null,-1,null,null,null,null,null,null,null,null,null,"alpha",{"$f":"-1/(P26*P8)","v":-46.378491974346886},{"$f":"-1/(Q26*Q8)","v":-46.378491974346886},{"$f":"-1/(R26*R8)","v":-46.378491974346886},-46.378491974346886,-46.378491974346886,-46.378491974346886,-46.378491974346886,-46.378491974346886,-46.378491974346886,-46.378491974346886,-46.378491974346886,-46.378491974346886,-46.378491974346886,-46.378491974346886,-46.378491974346886,-46.378491974346886,-46.378491974346886,-46.378491974346886,-46.378491974346886,-46.378491974346886,-46.378491974346886,{"$f":"-1/(AK26*AK8)","v":-46.378491974346886},-46.378491974346886,-46.378491974346886,-46.378491974346886,-46.378491974346886]
[null,null,null,null,"P * KA"]
[]
[]
[null,"u",null,null,"D - KA",null,null,null,null,null,null,null,null,null,"u",{"$f":"P19-P8","v":-1.3123437500000008E-2},{"$f":"Q19-Q8","v":-1.2323437500000006E-2},{"$f":"R19-R8","v":-1.1523437500000004E-2},-1.0723437500000009E-2,-9.9234375000000069E-3,-9.1234375000000048E-3,-8.3234375000000027E-3,-7.5234375000000006E-3,-6.7234375000000055E-3,-5.9234375000000103E-3,-5.1234375000000082E-3,-4.3234375000000061E-3,-3.5234375000000109E-3,-2.7234375000000158E-3,-1.9234375000000137E-3,-1.1234375000000116E-3,-3.2343750000001642E-4,4.7656249999997874E-4,1.2765624999999808E-3,2.0765624999999829E-3,2.8765624999999781E-3,{"$f":"AK19-AK8","v":3.6765624999999733E-3},4.4765624999999754E-3,5.2765624999999775E-3,6.0765624999999726E-3,6.8765624999999678E-3]
[]
[null,"L",null,null,"A - KA",null,null,null,null,null,null,null,null,null,"L",{"$f":"MAX(P12-P8,0)","v":0},{"$f":"MAX(Q12-Q8,0)","v":0},{"$f":"MAX(R12-R8,0)","v":0},0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,{"$f":"MAX(AK12-AK8,0)","v":0},0,0,0,0]
[]
[]
[null,"KSSFA",null,null,"e^(alpha*u) - e^(alpha*L)",null,null,null,null,null,null,"e=",2.71828,null,"KSSFA",{"$f":"IFERROR((EXP(P29*P33)-EXP(P29*P35))/(P29*(P33-P35)),0)","v":1.3767293152130753},{"$f":"IFERROR((EXP(Q29*Q33)-EXP(Q29*Q35))/(Q29*(Q33-Q35)),0)","v":1.3489752481751123},{"$f":"IFERROR((EXP(R29*R33)-EXP(R29*R35))/(R29*(R33-R35)),0)","v":1.3219298811994289},1.2955732591074973,1.2698860201160465,1.2448493775611833,1.2204451021994016,1.1966555050669221,1.1734634208794399,1.1508521919549091,1.1288056526425874,1.1073081142420933,1.0863443503967534,1.0658995829460536,1.0459594682224649,1.0265100837784416,1.0075379155297908,0.98902984530213389,0.97097313876749014,0.95335543375866172,0.93616472894918579,{"$f":"IFERROR((EXP(AK29*AK33)-EXP(AK29*AK35))/(AK29*(AK33-AK35)),0)","v":0.91938937288728917},0.90301805337252239,0.88703978716413434,0.87144391001061905,0.85622006699020581]
[null,null,null,null,"alpha (u-L)"]
[]
[]
[null,"Risk Weight (RW) if D < KA",null,null,12.5,null,null,null,null,null,null,null,null,null,null,{"$f":"IF(P19<=P8,1250%,0)","v":12.5},{"$f":"IF(Q19<=Q8,1250%,0)","v":12.5},{"$f":"IF(R19<=R8,1250%,0)","v":12.5},12.5,12.5,12.5,12.5,12.5,12.5,12.5,12.5,12.5,12.5,12.5,12.5,12.5,12.5,0,0,0,0,{"$f":"IF(AK19<=AK8,1250%,0)","v":0},0,0,0,0]
[null,"Risk Weight (RW) if A >= KA",null,null,"KSSFA*1250",null,null,null,null,null,null,null,null,null,null,{"$f":"IF(P12>=P8,P38*12.5,0)","v":0},{"$f":"IF(Q12>=Q8,Q38*12.5,0)","v":0},{"$f":"IF(R12>=R8,R38*12.5,0)","v":0},0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,{"$f":"IF(AK12>=AK8,AK38*12.5,0)","v":0},0,0,0,0]
[null,"Risk Weight (RW) =",null,null,"[(KA-A)/(D-A)*1250%]+[(D-KA)/(D-A)*1250%*KSSFA]",null,null,null,null,null,null,null,null,null,null,{"$f":"IF(P42>0,P42,IF(P43>0,P43,(((P8-P12)/(P19-P12))*1250%)+(((P19-P8)/(P19-P12))*1250%*P38)))","v":12.5},{"$f":"IF(Q42>0,Q42,IF(Q43>0,Q43,(((Q8-Q12)/(Q19-Q12))*1250%)+(((Q19-Q8)/(Q19-Q12))*1250%*Q38)))","v":12.5},{"$f":"IF(R42>0,R42,IF(R43>0,R43,(((R8-R12)/(R19-R12))*1250%)+(((R19-R8)/(R19-R12))*1250%*R38)))","v":12.5},12.5,12.5,12.5,12.5,12.5,12.5,12.5,12.5,12.5,12.5,12.5,12.5,12.5,12.5,12.496732522282374,12.476840873411172,12.439462276821544,12.385233658198684,{"$f":"IF(AK42>0,AK42,IF(AK43>0,AK43,(((AK8-AK12)/(AK19-AK12))*1250%)+(((AK19-AK8)/(AK19-AK12))*1250%*AK38)))","v":12.314768744534954},{"$f":"IF(AL42>0,AL42,IF(AL43>0,AL43,(((AL8-AL12)/(AL19-AL12))*1250%)+(((AL19-AL8)/(AL19-AL12))*1250%*AL38)))","v":12.228658909094023},{"$f":"IF(AM42>0,AM42,IF(AM43>0,AM43,(((AM8-AM12)/(AM19-AM12))*1250%)+(((AM19-AM8)/(AM19-AM12))*1250%*AM38)))","v":12.127473985598909},{"$f":"IF(AN42>0,AN42,IF(AN43>0,AN43,(((AN8-AN12)/(AN19-AN12))*1250%)+(((AN19-AN8)/(AN19-AN12))*1250%*AN38)))","v":12.011763052764939},{"$f":"IF(AO42>0,AO42,IF(AO43>0,AO43,(((AO8-AO12)/(AO19-AO12))*1250%)+(((AO19-AO8)/(AO19-AO12))*1250%*AO38)))","v":11.882055190257713}]
[]
[null,"Final Risk Weight (with 20% minimum)",null,null,null,null,null,null,null,null,null,null,null,null,null,{"$f":"IF(P44*P10<0.2,0.2/P10,P44)","v":12.5},{"$f":"IF(Q44*Q10<0.2,0.2/Q10,Q44)","v":12.5},12.5,12.5,12.5,12.5,12.5,12.5,12.5,12.5,12.5,12.5,12.5,12.5,12.5,12.5,12.5,12.496732522282374,12.476840873411172,12.439462276821544,12.385233658198684,12.314768744534954,12.228658909094023,12.127473985598909,12.011763052764939,11.882055190257713]

{"sheet":"Shock Analysis Support 2","index":7,"n_rows":46,"n_cols":41,"rows_kept":46,"cut":false,"hidden":true,"merged":[[12,5,13,12],[15,5,16,12],[19,5,20,12],[22,5,23,12]]}
[{"$f":"'Shock Analysis - RW Multiplier'!$A$16","v":1}]
[]
[null,"MPF Product",null,null,null,null,null,null,null,null,null,null,null,null,null,"Original","Original","Original","Original","Original","Original","Original","Original","Original","Original","Original","Original","Original","Original","Original","Original","Original","Original","Original","Original","Original","Original","Original","Original","Original","Original"]
[null,null,null,null,null,null,null,null,null,null,null,null,null,null,null,"day 1","day 1","day 1","day 1","day 1","day 1","day 1","day 1","day 1","day 1","day 1","day 1","day 1","day 1","day 1","day 1","day 1","day 1","day 1","day 1","day 1","day 1","day 1","day 1","day 1","day 1"]
[null,"KG",null,null,"weighted average capital requirement",null,null,null,null,null,null,null,null,"inpt","KG",{"$f":"'Shock Analysis - RW Multiplier'!$M$9","v":4.0250000000000001E-2},{"$f":"'Shock Analysis - RW Multiplier'!$M$9","v":4.0250000000000001E-2},{"$f":"'Shock Analysis - RW Multiplier'!$M$9","v":4.0250000000000001E-2},{"$f":"'Shock Analysis - RW Multiplier'!$M$9","v":4.0250000000000001E-2},{"$f":"'Shock Analysis - RW Multiplier'!$M$9","v":4.0250000000000001E-2},{"$f":"'Shock Analysis - RW Multiplier'!$M$9","v":4.0250000000000001E-2},{"$f":"'Shock Analysis - RW Multiplier'!$M$9","v":4.0250000000000001E-2},{"$f":"'Shock Analysis - RW Multiplier'!$M$9","v":4.0250000000000001E-2},{"$f":"'Shock Analysis - RW Multiplier'!$M$9","v":4.0250000000000001E-2},{"$f":"'Shock Analysis - RW Multiplier'!$M$9","v":4.0250000000000001E-2},{"$f":"'Shock Analysis - RW Multiplier'!$M$9","v":4.0250000000000001E-2},{"$f":"'Shock Analysis - RW Multiplier'!$M$9","v":4.0250000000000001E-2},{"$f":"'Shock Analysis - RW Multiplier'!$M$9","v":4.0250000000000001E-2},{"$f":"'Shock Analysis - RW Multiplier'!$M$9","v":4.0250000000000001E-2},{"$f":"'Shock Analysis - RW Multiplier'!$M$9","v":4.0250000000000001E-2},{"$f":"'Shock Analysis - RW Multiplier'!$M$9","v":4.0250000000000001E-2},{"$f":"'Shock Analysis - RW Multiplier'!$M$9","v":4.0250000000000001E-2},{"$f":"'Shock Analysis - RW Multiplier'!$M$9","v":4.0250000000000001E-2},{"$f":"'Shock Analysis - RW Multiplier'!$M$9","v":4.0250000000000001E-2},{"$f":"'Shock Analysis - RW Multiplier'!$M$9","v":4.0250000000000001E-2},{"$f":"'Shock Analysis - RW Multiplier'!$M$9","v":4.0250000000000001E-2},{"$f":"'Shock Analysis - RW Multiplier'!$M$9","v":4.0250000000000001E-2},{"$f":"'Shock Analysis - RW Multiplier'!$M$9","v":4.0250000000000001E-2},{"$f":"'Shock Analysis - RW Multiplier'!$M$9","v":4.0250000000000001E-2},{"$f":"'Shock Analysis - RW Multiplier'!$M$9","v":4.0250000000000001E-2},{"$f":"'Shock Analysis - RW Multiplier'!$M$9","v":4.0250000000000001E-2}]
[]
[null,"KA = (1 - W) * KG + (0.5 * W)",null,null,"W is ratio of delinquent to total balance (90 days or more past due)",null,null,null,null,null,null,null,null,"inpt","W",{"$f":"'Shock Analysis - RW Multiplier'!$M$10","v":6.2500000000000003E-3},{"$f":"'Shock Analysis - RW Multiplier'!$M$10","v":6.2500000000000003E-3},{"$f":"'Shock Analysis - RW Multiplier'!$M$10","v":6.2500000000000003E-3},{"$f":"'Shock Analysis - RW Multiplier'!$M$10","v":6.2500000000000003E-3},{"$f":"'Shock Analysis - RW Multiplier'!$M$10","v":6.2500000000000003E-3},{"$f":"'Shock Analysis - RW Multiplier'!$M$10","v":6.2500000000000003E-3},{"$f":"'Shock Analysis - RW Multiplier'!$M$10","v":6.2500000000000003E-3},{"$f":"'Shock Analysis - RW Multiplier'!$M$10","v":6.2500000000000003E-3},{"$f":"'Shock Analysis - RW Multiplier'!$M$10","v":6.2500000000000003E-3},{"$f":"'Shock Analysis - RW Multiplier'!$M$10","v":6.2500000000000003E-3},{"$f":"'Shock Analysis - RW Multiplier'!$M$10","v":6.2500000000000003E-3},{"$f":"'Shock Analysis - RW Multiplier'!$M$10","v":6.2500000000000003E-3},{"$f":"'Shock Analysis - RW Multiplier'!$M$10","v":6.2500000000000003E-3},{"$f":"'Shock Analysis - RW Multiplier'!$M$10","v":6.2500000000000003E-3},{"$f":"'Shock Analysis - RW Multiplier'!$M$10","v":6.2500000000000003E-3},{"$f":"'Shock Analysis - RW Multiplier'!$M$10","v":6.2500000000000003E-3},{"$f":"'Shock Analysis - RW Multiplier'!$M$10","v":6.2500000000000003E-3},{"$f":"'Shock Analysis - RW Multiplier'!$M$10","v":6.2500000000000003E-3},{"$f":"'Shock Analysis - RW Multiplier'!$M$10","v":6.2500000000000003E-3},{"$f":"'Shock Analysis - RW Multiplier'!$M$10","v":6.2500000000000003E-3},{"$f":"'Shock Analysis - RW Multiplier'!$M$10","v":6.2500000000000003E-3},{"$f":"'Shock Analysis - RW Multiplier'!$M$10","v":6.2500000000000003E-3},{"$f":"'Shock Analysis - RW Multiplier'!$M$10","v":6.2500000000000003E-3},{"$f":"'Shock Analysis - RW Multiplier'!$M$10","v":6.2500000000000003E-3},{"$f":"'Shock Analysis - RW Multiplier'!$M$10","v":6.2500000000000003E-3},{"$f":"'Shock Analysis - RW Multiplier'!$M$10","v":6.2500000000000003E-3}]
[null,null,null,null,null,"is 0 at start and might grow over time",null,null,null,null,null,null,null,null,"KA",{"$f":"(1-P7)*P5+(0.5*P7)","v":4.3123437500000007E-2},{"$f":"(1-Q7)*Q5+(0.5*Q7)","v":4.3123437500000007E-2},{"$f":"(1-R7)*R5+(0.5*R7)","v":4.3123437500000007E-2},4.3123437500000007E-2,4.3123437500000007E-2,4.3123437500000007E-2,4.3123437500000007E-2,4.3123437500000007E-2,4.3123437500000007E-2,4.3123437500000007E-2,4.3123437500000007E-2,4.3123437500000007E-2,4.3123437500000007E-2,4.3123437500000007E-2,4.3123437500000007E-2,4.3123437500000007E-2,4.3123437500000007E-2,4.3123437500000007E-2,4.3123437500000007E-2,4.3123437500000007E-2,4.3123437500000007E-2,4.3123437500000007E-2,4.3123437500000007E-2,4.3123437500000007E-2,4.3123437500000007E-2,4.3123437500000007E-2]
[null,null,null,null,null,"KA = KG on day 1"]
[null,"CE Obligation Amount",null,null,null,null,null,null,null,null,null,null,null,null,null,{"$f":"VLOOKUP($A$1,'Shock Analysis - RW Multiplier'!$A$46:$D$65,4,FALSE)","v":0.02},{"$f":"VLOOKUP($A$1,'Shock Analysis - RW Multiplier'!$A$46:$D$65,4,FALSE)","v":0.02},{"$f":"VLOOKUP($A$1,'Shock Analysis - RW Multiplier'!$A$46:$D$65,4,FALSE)","v":0.02},{"$f":"VLOOKUP($A$1,'Shock Analysis - RW Multiplier'!$A$46:$D$65,4,FALSE)","v":0.02},{"$f":"VLOOKUP($A$1,'Shock Analysis - RW Multiplier'!$A$46:$D$65,4,FALSE)","v":0.02},{"$f":"VLOOKUP($A$1,'Shock Analysis - RW Multiplier'!$A$46:$D$65,4,FALSE)","v":0.02},{"$f":"VLOOKUP($A$1,'Shock Analysis - RW Multiplier'!$A$46:$D$65,4,FALSE)","v":0.02},{"$f":"VLOOKUP($A$1,'Shock Analysis - RW Multiplier'!$A$46:$D$65,4,FALSE)","v":0.02},{"$f":"VLOOKUP($A$1,'Shock Analysis - RW Multiplier'!$A$46:$D$65,4,FALSE)","v":0.02},{"$f":"VLOOKUP($A$1,'Shock Analysis - RW Multiplier'!$A$46:$D$65,4,FALSE)","v":0.02},{"$f":"VLOOKUP($A$1,'Shock Analysis - RW Multiplier'!$A$46:$D$65,4,FALSE)","v":0.02},{"$f":"VLOOKUP($A$1,'Shock Analysis - RW Multiplier'!$A$46:$D$65,4,FALSE)","v":0.02},{"$f":"VLOOKUP($A$1,'Shock Analysis - RW Multiplier'!$A$46:$D$65,4,FALSE)","v":0.02},{"$f":"VLOOKUP($A$1,'Shock Analysis - RW Multiplier'!$A$46:$D$65,4,FALSE)","v":0.02},{"$f":"VLOOKUP($A$1,'Shock Analysis - RW Multiplier'!$A$46:$D$65,4,FALSE)","v":0.02},{"$f":"VLOOKUP($A$1,'Shock Analysis - RW Multiplier'!$A$46:$D$65,4,FALSE)","v":0.02},{"$f":"VLOOKUP($A$1,'Shock Analysis - RW Multiplier'!$A$46:$D$65,4,FALSE)","v":0.02},{"$f":"VLOOKUP($A$1,'Shock Analysis - RW Multiplier'!$A$46:$D$65,4,FALSE)","v":0.02},{"$f":"VLOOKUP($A$1,'Shock Analysis - RW Multiplier'!$A$46:$D$65,4,FALSE)","v":0.02},{"$f":"VLOOKUP($A$1,'Shock Analysis - RW Multiplier'!$A$46:$D$65,4,FALSE)","v":0.02},{"$f":"VLOOKUP($A$1,'Shock Analysis - RW Multiplier'!$A$46:$D$65,4,FALSE)","v":0.02},{"$f":"VLOOKUP($A$1,'Shock Analysis - RW Multiplier'!$A$46:$D$65,4,FALSE)","v":0.02},{"$f":"VLOOKUP($A$1,'Shock Analysis - RW Multiplier'!$A$46:$D$65,4,FALSE)","v":0.02},{"$f":"VLOOKUP($A$1,'Shock Analysis - RW Multiplier'!$A$46:$D$65,4,FALSE)","v":0.02},{"$f":"VLOOKUP($A$1,'Shock Analysis - RW Multiplier'!$A$46:$D$65,4,FALSE)","v":0.02},{"$f":"VLOOKUP($A$1,'Shock Analysis - RW Multiplier'!$A$46:$D$65,4,FALSE)","v":0.02}]
[]
[null,"A",null,null,"attachment point for the position",null,null,null,null,null,null,null,null,"inpt","A",{"$f":"'Shock Analysis - RW Multiplier'!F19","v":0},{"$f":"'Shock Analysis - RW Multiplier'!G19","v":5.9999999999999995E-4},{"$f":"'Shock Analysis - RW Multiplier'!H19","v":1.1999999999999999E-3},{"$f":"'Shock Analysis - RW Multiplier'!I19","v":1.8E-3},{"$f":"'Shock Analysis - RW Multiplier'!J19","v":2.3999999999999998E-3},{"$f":"'Shock Analysis - RW Multiplier'!K19","v":2.9999999999999996E-3},{"$f":"'Shock Analysis - RW Multiplier'!L19","v":3.5999999999999995E-3},{"$f":"'Shock Analysis - RW Multiplier'!M19","v":4.1999999999999997E-3},{"$f":"'Shock Analysis - RW Multiplier'!N19","v":4.7999999999999996E-3},{"$f":"'Shock Analysis - RW Multiplier'!O19","v":5.3999999999999994E-3},{"$f":"'Shock Analysis - RW Multiplier'!P19","v":5.9999999999999993E-3},{"$f":"'Shock Analysis - RW Multiplier'!Q19","v":6.5999999999999991E-3},{"$f":"'Shock Analysis - RW Multiplier'!R19","v":7.1999999999999989E-3},{"$f":"'Shock Analysis - RW Multiplier'!S19","v":7.7999999999999988E-3},{"$f":"'Shock Analysis - RW Multiplier'!T19","v":8.3999999999999995E-3},{"$f":"'Shock Analysis - RW Multiplier'!U19","v":8.9999999999999993E-3},{"$f":"'Shock Analysis - RW Multiplier'!V19","v":9.5999999999999992E-3},{"$f":"'Shock Analysis - RW Multiplier'!W19","v":1.0199999999999999E-2},{"$f":"'Shock Analysis - RW Multiplier'!X19","v":1.0799999999999999E-2},{"$f":"'Shock Analysis - RW Multiplier'!Y19","v":1.1399999999999999E-2},{"$f":"'Shock Analysis - RW Multiplier'!Z19","v":1.1999999999999999E-2},{"$f":"'Shock Analysis - RW Multiplier'!AA19","v":1.2599999999999998E-2},{"$f":"'Shock Analysis - RW Multiplier'!AB19","v":1.3199999999999998E-2},{"$f":"'Shock Analysis - RW Multiplier'!AC19","v":1.3799999999999998E-2},{"$f":"'Shock Analysis - RW Multiplier'!AD19","v":1.4399999999999998E-2},{"$f":"'Shock Analysis - RW Multiplier'!AE19","v":1.4999999999999998E-2}]
[null,null,null,null,null,"ratio of current dollar amount of underlying exposures that are subordinated to the position to the current dollar amount of underlying exposures"]
[]
[null,null,null,null,null,"decimal between 0 and 1"]
[null,null,null,null,null,"likely at or near 0 at start of pool and might grow to be something material over time with no losses (FLA)"]
[]
[]
[null,"D",null,null,"detachment point for the position",null,null,null,null,null,null,null,null,"inpt","D",{"$f":"P10+P12","v":0.02},{"$f":"Q10+Q12","v":2.06E-2},{"$f":"R10+R12","v":2.12E-2},2.18E-2,2.24E-2,2.3E-2,2.3599999999999999E-2,2.4199999999999999E-2,2.4799999999999999E-2,2.5399999999999999E-2,2.5999999999999999E-2,2.6599999999999999E-2,2.7199999999999998E-2,2.7799999999999998E-2,2.8400000000000002E-2,2.8999999999999998E-2,2.9600000000000001E-2,3.0199999999999998E-2,3.0800000000000001E-2,3.1399999999999997E-2,3.2000000000000001E-2,3.2599999999999997E-2,3.32E-2,3.3799999999999997E-2,3.44E-2,3.4999999999999996E-2]
[null,null,null,null,null,"represents the threshold at which credit losses of principal allocated to the position would result in total loss of principal"]
[]
[null,null,null,null,null,"decimal between 0 and 1"]
[null,null,null,null,null,"equals A plus ratio of positions pari passu to total current amount of underlying exposures"]
[]
[]
[null,"P",null,null,"callibration parmeter",null,null,null,null,null,null,null,null,null,"P",0.5,0.5,0.5,0.5,0.5,0.5,0.5,0.5,0.5,0.5,0.5,0.5,0.5,0.5,0.5,0.5,0.5,0.5,0.5,0.5,0.5,0.5,0.5,0.5,0.5,0.5]
[null,null,null,null,null,".5 for securitizations that are not re-securitizations"]
[]
[null,"alpha",null,null,-1,null,null,null,null,null,null,null,null,null,"alpha",{"$f":"-1/(P26*P8)","v":-46.378491974346886},{"$f":"-1/(Q26*Q8)","v":-46.378491974346886},{"$f":"-1/(R26*R8)","v":-46.378491974346886},-46.378491974346886,-46.378491974346886,-46.378491974346886,-46.378491974346886,-46.378491974346886,-46.378491974346886,-46.378491974346886,-46.378491974346886,-46.378491974346886,-46.378491974346886,-46.378491974346886,-46.378491974346886,-46.378491974346886,-46.378491974346886,-46.378491974346886,-46.378491974346886,-46.378491974346886,-46.378491974346886,-46.378491974346886,-46.378491974346886,-46.378491974346886,-46.378491974346886,-46.378491974346886]
[null,null,null,null,"P * KA"]
[]
[]
[null,"u",null,null,"D - KA",null,null,null,null,null,null,null,null,null,"u",{"$f":"P19-P8","v":-2.3123437500000007E-2},{"$f":"Q19-Q8","v":-2.2523437500000007E-2},{"$f":"R19-R8","v":-2.1923437500000007E-2},-2.1323437500000007E-2,-2.0723437500000007E-2,-2.0123437500000008E-2,-1.9523437500000008E-2,-1.8923437500000008E-2,-1.8323437500000008E-2,-1.7723437500000008E-2,-1.7123437500000008E-2,-1.6523437500000009E-2,-1.5923437500000009E-2,-1.5323437500000009E-2,-1.4723437500000006E-2,-1.4123437500000009E-2,-1.3523437500000006E-2,-1.292343750000001E-2,-1.2323437500000006E-2,-1.172343750000001E-2,-1.1123437500000007E-2,-1.052343750000001E-2,-9.9234375000000069E-3,-9.3234375000000105E-3,-8.7234375000000072E-3,-8.1234375000000109E-3]
[]
[null,"L",null,null,"A - KA",null,null,null,null,null,null,null,null,null,"L",{"$f":"MAX(P12-P8,0)","v":0},{"$f":"MAX(Q12-Q8,0)","v":0},{"$f":"MAX(R12-R8,0)","v":0},0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0]
[]
[]
[null,"KSSFA",null,null,"e^(alpha*u) - e^(alpha*L)",null,null,null,null,null,null,"e=",2.71828,null,"KSSFA",{"$f":"IFERROR((EXP(P29*P33)-EXP(P29*P35))/(P29*(P33-P35)),0)","v":1.7926323098054064},{"$f":"IFERROR((EXP(Q29*Q33)-EXP(Q29*Q35))/(Q29*(Q33-Q35)),0)","v":1.7636077906612981},{"$f":"IFERROR((EXP(R29*R33)-EXP(R29*R35))/(R29*(R33-R35)),0)","v":1.7351593176678752},1.7072744379000115,1.6799409810106487,1.653147052612709,1.6268810278195127,1.6011315449398433,1.5758874993238896,1.5511380373563941,1.5268725505934322,1.5030806700393176,1.4797522605602393,1.4568774154312951,1.4344464510136896,1.4124499015589309,1.3908785141369404,1.3697232436850739,1.3489752481751123,1.3286258838953695,1.3086667008451165,1.289089438238608,1.2698860201160465,1.2510485510589049,1.2325693120070702,1.214440756175347]
[null,null,null,null,"alpha (u-L)"]
[]
[]
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[null,null,"BASEL III Risk Weight % Shock Analysis"]
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[]
[]
[]
[]
[]
[]
[]
[]
[null,null,"mailto:info@wilwinn.com?subject=SSFA Calculator"]

{"sheet":"Shock Analysis Instructions","index":9,"n_rows":49,"n_cols":2,"rows_kept":49,"cut":false,"hidden":true,"merged":[]}
[]
[]
[]
[]
[]
[null,"SSFA Shock Analysis Instructions"]
[]
[null,"1) Enable Macros before using the Shock Analysis Tool"]
[]
[null,"2) The shock analysis tool illustrates the Risk Weight Multipliers (Shock Analysis - RW Multiplier tab) and Percentages (Shock Analysis - RW% tab)"]
[null,"    under different levels of the Credit Enhancement Obligation and First Loss Account"]
[]
[]
[]
[]
[]
[]
[]
[]
[]
[]
[]
[]
[]
[]
[]
[]
[null,"The table above shows the risk weight multipliers under different credit enhancement obligation levels (left axis) and first loss account"]
[null,"levels (right axis). "]
[]
[null,"The Shock Analysis - RW Multiplier and the Shock Analysis - RW% tabs consist of two tables - one for the MPF Original program and another table "]
[null,"for the MPF 125 Program. The tables reflect the appropriate percentages of the first loss account as experienced under these two programs."]
[]
[null,"3) By default, the Weighted Average Capital Requirement (KG) and the Ratio of Delinquent Loans to Total Balance are based on the inputs entered"]
[null,"in the Calculator Tab."]
[]
[null,"In order to change these inputs, please update KG and Ratio of Delinquent Loans to Total Balance Assumptions in the Shock Analysis - RW Multiplier tab:"]
[]
[null,"Assumptions"]
[null,"Weighted Average Capital Requirement (KG) (%):"]
[null,"Ratio of Delinquent Loans (90+ days) to Total Balance (%):"]
[]
[null,"4) Click the Update Shock Analysis button every time the Calculator tab or the KG and Ratio of Delinquent Loans to Total Balance assumptions"]
[null,"are updated:"]
[]
[]
[]
[null,"5) Please note the  Risk Weight Percentages in the Shock Analysis - RW% tab are based on the inputs entered in the Shock Analysis - RW Multiplier"]
[null,"tab."]

{"sheet":"All_Inputs","index":10,"n_rows":35,"n_cols":12,"rows_kept":35,"cut":false,"hidden":false,"merged":[]}
[]
[]
[]
[]
[]
[null,"BASEL III SSFA Inputs",null,null,null,null,null,null,null,null,null,"Scenario"]
[]
[]
[null,"Weighted Average Capital Requirement (KG) (%):",null,null,null,null,null,null,null,{"$f":"'Base Case'!$P$5","v":4.0250000000000001E-2},null,{"$f":"Scenario!$P$5","v":0}]
[]
[null,"Ratio of Delinquent Loans (90+ days) to Total Balance (W) (%):",null,null,null,null,null,null,null,{"$f":"'Base Case'!$P$7","v":6.2500000000000003E-3},null,{"$f":"Scenario!$P$7","v":0}]
[]
[null,"Weighted Average Capital Requirement Adjusted for Delinquencies (KA) (%):",null,null,null,null,null,null,null,{"$f":"'Base Case'!$P$8","v":4.3123437500000007E-2},null,{"$f":"Scenario!$P$8","v":0}]
[]
[null,"Credit Enhancement Obligation (%):",null,null,null,null,null,null,null,{"$f":"'Base Case'!$P$10","v":0.05},null,{"$f":"Scenario!$P$10","v":0}]
[]
[null,"First Loss Account (Attachment Position or A):",null,null,null,null,null,null,null,{"$f":"'Base Case'!$P$12","v":1.2500000000000001E-2},null,{"$f":"Scenario!$P$12","v":0}]
[]
[null,"Detachment Position (D):",null,null,null,null,null,null,null,{"$f":"'Base Case'!$P$19","v":6.25E-2},null,{"$f":"Scenario!$P$19","v":0}]
[]
[null,"Calibration Parameter (P):",null,null,null,null,null,null,null,{"$f":"'Base Case'!$P$26","v":0.5},null,{"$f":"Scenario!$P$26","v":0.5}]
[]
[null,"Alpha",null,null,null,null,null,null,null,{"$f":"'Base Case'!$P$29","v":-46.378491974346886},null,{"$f":"Scenario!$P$29","v":{"$error":"#DIV/0!"}}]
[]
[null,"u (D - KA)",null,null,null,null,null,null,null,{"$f":"'Base Case'!$P$33","v":1.9376562499999993E-2},null,{"$f":"Scenario!$P$33","v":0}]
[]
[null,"L (A - KA)",null,null,null,null,null,null,null,{"$f":"'Base Case'!$P$35","v":0},null,{"$f":"Scenario!$P$35","v":0}]
[]
[null,"KSSFA",null,null,null,null,null,null,null,{"$f":"'Base Case'!$P$38","v":0.65974478202288112},null,{"$f":"Scenario!$P$38","v":0}]
[]
[null,"Is D < KA?",null,null,null,null,null,null,null,{"$f":"IF('Base Case'!$P$42>0,\"Yes\",\"No\")","v":"No"},null,{"$f":"IF(Scenario!$P$42>0,\"Yes\",\"No\")","v":"Yes"}]
[]
[null,"Is A >= KA?",null,null,null,null,null,null,null,{"$f":"IF('Base Case'!$P$43>0,\"Yes\",\"No\")","v":"No"},null,{"$f":"IF(Scenario!$P$43>0,\"Yes\",\"No\")","v":"No"}]
[]
[null,"Risk Weight (RW):",null,null,null,null,null,null,null,{"$f":"'Base Case'!$P$44","v":10.851755875728808},null,{"$f":"Scenario!$P$44","v":12.5}]

{"sheet":"Definitions","index":11,"n_rows":84,"n_cols":4,"rows_kept":84,"cut":false,"hidden":false,"merged":[[44,12,45,19],[47,12,50,19]]}
[]
[]
[]
[]
[]
[null,"Base Case Inputs"]
[]
[null,null,"Loans Sold and Outstanding"]
[null,null,"Total loans sold and outstanding should be input by dollar amount per the pooled detail report."]
[null,null,null,"   ($26,117,643 in example)"]
[]
[null,null,"First Loss Account (FLA)"]
[null,null,"The FLA is funded by the FHLB and absorbs foreclosure losses up to the funded amount.  It should be input by dollar amount"]
[null,null,"per the pooled detail report.  ($17,491 in example)"]
[]
[null,null,"Credit Enhancement (CE) Obligation"]
[null,null,"The total credit enhancement obligation should be input per the master commitment summary.  The CE obgligation is the maximum"]
[null,null,"amount the PFI can lose due to foreclosure losses under the master commitment."]
[null,null,null,"     ($1,149,173.68 in example)"]
[]
[]
[null,"BASEL III SSFA Output"]
[]
[null,null,"KG"]
[null,null,"KG is the weighted-average capital requirement of the underlying loans and is expressed as a percentage value between zero and 100.  "]
[null,null,"In effect, it is the capital charge the PFI would incur if it held the loans directly, rather than the synthetic securitiy arising from the sale to the FHLB."]
[null,null,"KG is typically 4% for current loans and 8% for loans which are 90+ days past due or in non-accrual status."]
[]
[]
[null,null,"Parameter W"]
[null,null,"Parameter W is the ratio of delinquent loans to the total loans sold and outstanding.  It is expressed as a percentage value between 0 and 100. "]
[null,null,"For this calculation, loans must meet the following criteria:"]
[null,null,"  i.            ninety days or more past due;"]
[null,null," ii.            subject to a bankruptcy or insolvency proceeding;"]
[null,null,"iii.            in the process of foreclosure"]
[null,null,"iv.            held as real estate owned"]
[null,null," v.            has contractually deferred interest payments for 90 days or more"]
[null,null,"vi.            is in default"]
[]
[null,null,"Parameter KA"]
[null,null,"KA is the weighted-average capital requirement adjusted for delinquencies.  KG is adjusted for delinquent loans to calculate KA,"]
[null,null,"according to the following formula:"]
[null,null,"             KA = (1-W)*KG + (0.5*W)"]
[]
[null,null,"Parameter A - Attachment Position"]
[null,null,"Parameter A is the attachment point and is equal to the first loss account as a percentage of the loans sold and outstanding."]
[null,null,"Basically, it represents the point at which the PFI begins incurring losses.  The value is zero at the start for Original MPF"]
[null,null,"program and grows at 4 basis points per year, provided there are no losses.  The value is initially set at 1% for the MPF 125"]
[null,null,"program. The value could increase over time due to prepayments."]
[]
[null,null,"Parameter D - Detachment Position"]
[null,null,"Parameter D is the detachment point and is equal to the sum of the first loss account and credit enhancement obligation amount"]
[null,null,"as a percentage of the loans sold and outstanding.  In effect, it represents the point at which the PFI would no longer incur losses."]
[]
[null,null,"Calibration Parameter (ρ)"]
[null,null,"A supervisory calibration parameter, ρ, is an indicator variable that is equal to 0.5 for the synthetic securitization exposures "]
[null,null,"which arise under the MPF program."]
[]
[null,null,"KSSFA"]
[null,null,"KSSFA is the capital requirement per unit of the securitization exposure and is a function of the following variables:"]
[]
[null,null,"  i.            α = - "]
[]
[null,null," ii.            ρ = An indicator variable (calibration parameter) that is equal to 0.5"]
[null,null,"iii.            µ = D - KA"]
[null,null,"iv.            ɩ = max(A - KA, 0)"]
[null,null," v.            е = 2.71828, the base of natural logarithms"]
[]
[null,null,"The KSSFA formula is determined as follows:"]
[null,null,null,"   еα*µ - еα*ɩ    "]
[null,null,null,"     α(µ - ɩ)"]
[]
[null,null,"If the detachment point percentage D is less than or equal to KA, the risk weighting is 1,250%.  "]
[null,null,"If A is greater than or equal to KA, the risk weight is equal to KSSFA times 1,250%, subject to a minimum supervisory floor of 20%.   "]
[]
[null,null,"Risk Weight Multiplier"]
[null,null,"The Risk weight multiplier is the result of the SSFA calculation."]
[]
[null,null,"Total Increase to Risk-Weighted Assets $ Amt"]
[null,null,"The total increase to the risk-weighted assets dollar amount is the CE obligation dollar amount multiplied by the risk weight multiplier."]
[]
[null,null,"Total Increase to Risk-Weighted Assets %"]
[null,null,"The total increase to risk-weighted assets percentage is the total increase in the risk-weighted dollar amount divided by the loans sold "]
[null,null,"and outstanding under the master commitment."]