FTAP 10634 FT RMBS PRADO II Santander de Titulizacion S.G.F.T., S.A NO NO 20190930 370896000.00 394597000.00 370896000.00 394597000.00 370896000.00 394597000.00 368717000.00 392603000.00 0.00 0.00 2248000.00 2159000.00 0.00 0.00 -69000.00 -165000.00 0.00 0.00 0.00 0.00 0.00 0.00 55548000.00 59072000.00 42663000.00 44087000.00 42663000.00 44087000.00 42062000.00 43487000.00 433000.00 460000.00 23000.00 19000.00 65000.00 62000.00 85000.00 69000.00 -5000.00 -10000.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 12885000.00 14985000.00 12885000.00 14985000.00 426444000.00 453669000.00 361691000.00 391598000.00 0.00 0.00 361691000.00 391598000.00 225841000.00 255748000.00 225841000.00 255748000.00 0.00 0.00 0.00 0.00 135850000.00 135850000.00 135850000.00 135850000.00 0.00 0.00 0.00 0.00 64753000.00 62071000.00 0.00 0.00 45973000.00 46607000.00 42114000.00 43560000.00 42062000.00 43487000.00 0.00 0.00 52000.00 73000.00 0.00 0.00 3856000.00 3047000.00 0.00 0.00 37000.00 314000.00 3819000.00 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99000.00 519000.00 519000.00 19.08 26.00 52000.00 86000.00 33000.00 171000.00 1142000.00 1313000.00 4742000.00 4132000.00 27.69 140.00 107000.00 108000.00 62000.00 277000.00 14406000.00 0.00 14683000.00 30581000.00 48.01 54000.00 97000.00 174000.00 177000.00 166000.00 1017000.00 445000.00 758000.00 2572000.00 1829000.00 642000.00 2561000.00 3113000.00 570000.00 25334000.00 23392000.00 18956000.00 381380000.00 409258000.00 518908000.00 413092000.00 438311000.00 540000000.00 23.47 24.03 52.56 9.80 9.06 12.60 2414.00 131909000.00 2410.00 133893000.00 2172.00 135599000.00 1689.00 206947000.00 1709.00 211361000.00 1999.00 243874000.00 586.00 74236000.00 727.00 93057000.00 1154.00 160527000.00 4689.00 413092000.00 4846.00 438311000.00 5325.00 540000000.00 47.44 48.38 53.55 1.70 1.72 4.26 6.40 6.40 6.30 0.03 0.18 0.38 1133.00 87184000.00 1172.00 92471000.00 1274.00 112243000.00 94.00 8943000.00 94.00 9240000.00 100.00 10861000.00 86.00 4792000.00 88.00 5110000.00 94.00 6070000.00 98.00 10610000.00 99.00 10951000.00 116.00 14594000.00 183.00 14090000.00 194.00 15156000.00 214.00 18329000.00 40.00 3413000.00 40.00 3526000.00 42.00 4031000.00 105.00 7886000.00 107.00 8193000.00 121.00 10119000.00 93.00 9854000.00 100.00 10612000.00 107.00 12336000.00 911.00 95692000.00 941.00 100947000.00 1042.00 125686000.00 67.00 4590000.00 69.00 4972000.00 73.00 5718000.00 140.00 7692000.00 144.00 8051000.00 156.00 9897000.00 1205.00 112503000.00 1252.00 120547000.00 1396.00 151599000.00 35.00 2507000.00 35.00 2598000.00 37.00 3114000.00 12.00 1248000.00 12.00 1304000.00 13.00 1582000.00 8.00 804000.00 8.00 834000.00 9.00 951000.00 395.00 31639000.00 404.00 33352000.00 437.00 40250000.00 84.00 9645000.00 87.00 10447000.00 94.00 12620000.00 4689.00 413092000.00 4846.00 438311000.00 5325.00 540000000.00 4689.00 413092000.00 4846.00 438311000.00 5325.00 540000000.00 0.92 0.89 1.60 ES0305123004 BONOS SERIE A 4210.00 64000.00 267903000.00 4210.00 71000.00 299235000.00 4210.00 100000.00 421000000.00 4210.00 267903000.00 4210.00 299235000.00 4210.00 421000000.00 ES0305123004 BONOS SERIE A NS 0.90 0.50 52000.00 S 267903000.00 267955000.00 52000.00 0.00 267903000.00 0.00 267955000.00 0.00 0.50 0.58 ES0305123004 BONOS SERIE A 9225000.00 153097000.00 416000.00 9364000.00 9151000.00 110648000.00 468000.00 7623000.00 9225000.00 153097000.00 416000.00 9364000.00 9151000.00 110648000.00 468000.00 7623000.00 ES0305123004 BONOS SERIE A SYP AAA (sf) AAA (sf) AA+s(sf) ES0305123004 BONOS SERIE A DBRS AAA (sf) AAA (sf) AAA (sf) 54000.00 97000.00 174000.00 177000.00 166000.00 1017000.00 445000.00 758000.00 2572000.00 1829000.00 2561000.00 3113000.00 1212000.00 25334000.00 23392000.00 18956000.00 236191000.00 270182000.00 399908000.00 267903000.00 299235000.00 421000000.00 23.47 24.03 53.00 12409000.00 13205000.00 16200000.00 12869036.00 12869036.00 16200000.00 4.63 4.41 3.00 BNP BNP BNP A lp/ AA (low) lp A lp/ AA (low) lp A lp / A lp A lp / A lp A lp / A lp A lp / A lp 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 N N N 99.98 100.00 100.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 3.00 90.00 2378000.00 2152000.00 0.58 0.49 0.51 2378000.00 2152000.00 0.58 0.49 0.51 Nota de Valores 4.10 12.00 360.00 1531000.00 1074000.00 0.37 0.25 0.35 1531000.00 1074000.00 0.37 0.25 0.35 Nota de Valores 4.10 Triggers RMBS PRADO II SEPTIEMBRE 2019.pdf 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 SANTANDER DE TITULIZACIÓN 45000.00 365 0.000 10000.00 Trimestral S UCI 6000.00 Trimestral S BNP 3000.00 Trimestral S N S MODULO ADICIONAL 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 20181201 20190301 20190601 20190901 14500000.00 14231000.00 13948000.00 13488000.00 13205000.00 12882000.00 12641000.00 11101000.00 11454000.00 9206000.00 11340000.00 12644000.00 9910000.00 9448000.00 -73000.00 -64000.00 -48000.00 -50000.00 -72000.00 -64000.00 -43000.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 -14231000.00 -13948000.00 -13488000.00 -13205000.00 -12882000.00 -12641000.00 -12409000.00 -11297000.00 -11673000.00 -9618000.00 -11573000.00 -12895000.00 -10087000.00 -9637000.00 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 0.00 0.00 0.00 0.00 0.00