FTAP 10634 FT RMBS PRADO II Santander de Titulizacion S.G.F.T., S.A NO NO 20180930 Prado II - Triggers Set 2018.pdf 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131000.00 166000.00 165000.00 324000.00 166000.00 295000.00 309000.00 758000.00 1424000.00 612000.00 642000.00 3431000.00 2370000.00 570000.00 22227000.00 20092000.00 18956000.00 420621000.00 450654000.00 518908000.00 448294000.00 474527000.00 540000000.00 24.24 24.82 52.56 8.80 8.07 12.60 2401.00 133235000.00 2380.00 131575000.00 2172.00 135599000.00 1724.00 214724000.00 1760.00 222400000.00 1999.00 243874000.00 778.00 100335000.00 916.00 120339000.00 1154.00 160527000.00 1.00 213000.00 4903.00 448294000.00 5057.00 474527000.00 5325.00 540000000.00 48.77 49.87 53.55 1.70 1.81 4.26 6.40 6.40 6.30 0.15 0.16 0.38 1184.00 94441000.00 1215.00 99286000.00 1274.00 112243000.00 94.00 9354000.00 95.00 9719000.00 100.00 10861000.00 88.00 5183000.00 90.00 5432000.00 94.00 6070000.00 103.00 11320000.00 105.00 12020000.00 116.00 14594000.00 197.00 15573000.00 204.00 16481000.00 214.00 18329000.00 40.00 3568000.00 40.00 3677000.00 42.00 4031000.00 109.00 8316000.00 113.00 8798000.00 121.00 10119000.00 100.00 10719000.00 102.00 11183000.00 107.00 12336000.00 948.00 103065000.00 985.00 109936000.00 1042.00 125686000.00 70.00 5031000.00 70.00 5198000.00 73.00 5718000.00 147.00 8239000.00 152.00 8616000.00 156.00 9897000.00 1274.00 124193000.00 1321.00 131891000.00 1396.00 151599000.00 36.00 2630000.00 36.00 2753000.00 37.00 3114000.00 12.00 1321000.00 12.00 1377000.00 13.00 1582000.00 8.00 844000.00 8.00 874000.00 9.00 951000.00 406.00 33908000.00 420.00 36064000.00 437.00 40250000.00 87.00 10589000.00 89.00 11222000.00 94.00 12620000.00 4903.00 448294000.00 5057.00 474527000.00 5325.00 540000000.00 4903.00 448294000.00 5057.00 474527000.00 5325.00 540000000.00 0.88 0.85 1.60 ES0305123004 BONOS SERIE A 4210.00 74000.00 310352000.00 4210.00 81000.00 341504000.00 4210.00 100000.00 421000000.00 4210.00 310352000.00 4210.00 341504000.00 4210.00 421000000.00 ES0305123004 BONOS SERIE A NS 0.90 0.58 70000.00 S 310352000.00 310422000.00 70000.00 0.00 310352000.00 0.00 310422000.00 0.00 0.58 0.56 ES0305123004 BONOS SERIE A 9151000.00 169525000.00 468000.00 7623000.00 34499000.00 128611000.00 1632000.00 6677000.00 9151000.00 169525000.00 468000.00 7623000.00 34499000.00 128611000.00 1632000.00 6677000.00 ES0305123004 BONOS SERIE A SYP AA+s(sf) AA+s(sf) AA+s(sf) ES0305123004 BONOS SERIE A DBRS AAA (sf) AAA (sf) AAA (sf) 131000.00 166000.00 165000.00 324000.00 166000.00 295000.00 309000.00 758000.00 1424000.00 612000.00 3431000.00 2370000.00 1212000.00 22227000.00 20092000.00 18956000.00 282679000.00 317631000.00 399908000.00 310352000.00 341504000.00 421000000.00 24.24 24.82 53.00 13488000.00 14265000.00 16200000.00 12869036.00 14265000.00 16200000.00 4.34 4.18 3.00 BNP BNP BNP A A A A A A N N N 99.97 100.00 100.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 3.00 90.00 1045000.00 1452000.00 0.23 0.31 0.23 1045000.00 1452000.00 0.23 0.31 0.23 Nota de Valores 4.10 12.00 360.00 1014000.00 330000.00 0.23 0.07 0.23 1012000.00 0.23 2026000.00 330000.00 0.45 0.07 0.23 Nota de Valores 4.10 SANTANDER DE TITULIZACIÓN 45000.00 365 0.000 10000.00 Trimestral S UCI 6000.00 Trimestral S BNP 3000.00 Trimestral S 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 20180301 20180601 20180901 14500387.00 14231050.00 12586279.00 11101366.00 11454197.00 9440727.00 -72957.00 -64064.00 -47575.00 0.00 0.00 0.00 -14231050.00 -13948293.00 -12361248.00 -11297703.00 -11672857.00 -9618166.00 0.00 0.00 0.00 -42.00 -33.00 -17.00 0.00 0.00 0.00 0.00 0.00 0.00