FTAP 8466 F.T.A. SANTANDER HIPOTECARIO II Santander de Titulizacion S.G.F.T., S.A NO NO 20201231 Las modificaciones, como consecuencia del trabajo de auditoría, afectan a las casillas 0320, 2320, 0335 , 2335, 0336 , 2336, 2303, 0326, 2326, 0327, 2327, 0329 y 2329 del estado S03, y a las casillas 0358, 0360, 2358 y 2360 del estado S04 363587000.00 405698000.00 363587000.00 405698000.00 355034000.00 397498000.00 353329000.00 395998000.00 0.00 0.00 2401000.00 2287000.00 0.00 0.00 -696000.00 -787000.00 0.00 0.00 8553000.00 8200000.00 8553000.00 8200000.00 0.00 0.00 82740000.00 89773000.00 9524000.00 10778000.00 56266000.00 61956000.00 56266000.00 61956000.00 50517000.00 56820000.00 96000.00 119000.00 3000.00 5000.00 7842000.00 7632000.00 114000.00 12000.00 -2306000.00 -2632000.00 0.00 0.00 0.00 0.00 0.00 0.00 16950000.00 17039000.00 16950000.00 17039000.00 446327000.00 495471000.00 382936000.00 426351000.00 0.00 0.00 382936000.00 426351000.00 382936000.00 426351000.00 212776000.00 257871000.00 171100000.00 171100000.00 -940000.00 -2620000.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 54838000.00 60920000.00 0.00 0.00 54783000.00 60885000.00 54628000.00 60815000.00 50517000.00 56820000.00 0.00 0.00 90000.00 110000.00 4021000.00 3885000.00 0.00 0.00 799000.00 799000.00 -985000.00 -979000.00 1000.00 1000.00 185000.00 179000.00 155000.00 70000.00 155000.00 70000.00 0.00 0.00 55000.00 35000.00 22000.00 26000.00 22000.00 25000.00 311000.00 287000.00 10439000.00 10439000.00 -10750000.00 -10725000.00 33000.00 9000.00 8553000.00 8200000.00 8553000.00 8200000.00 446327000.00 495471000.00 544000.00 756000.00 2393000.00 3174000.00 544000.00 756000.00 2393000.00 3174000.00 -116000.00 -137000.00 -567000.00 -599000.00 -115000.00 -136000.00 -561000.00 -593000.00 -1000.00 -1000.00 -6000.00 -6000.00 -157000.00 -82000.00 94000.00 -41000.00 271000.00 537000.00 1920000.00 2534000.00 0.00 0.00 0.00 0.00 -131000.00 -120000.00 -428000.00 -396000.00 -21000.00 -4000.00 -38000.00 -30000.00 -2000.00 -2000.00 -9000.00 -9000.00 0.00 0.00 -19000.00 -2000.00 -29000.00 -21000.00 0.00 -110000.00 -116000.00 -390000.00 -366000.00 -27000.00 -31000.00 -114000.00 -127000.00 -6000.00 -6000.00 -24000.00 -24000.00 0.00 0.00 0.00 -77000.00 -79000.00 -252000.00 -215000.00 -2000.00 1147000.00 292000.00 1469000.00 -2000.00 1147000.00 292000.00 1469000.00 0.00 0.00 0.00 0.00 -150000.00 -260000.00 -135000.00 -610000.00 12000.00 -1304000.00 -1649000.00 -2997000.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 333000.00 417000.00 1655000.00 1936000.00 471000.00 583000.00 2050000.00 2540000.00 555000.00 743000.00 2303000.00 2944000.00 -95000.00 -110000.00 -433000.00 -466000.00 546000.00 699000.00 2619000.00 3034000.00 -535000.00 -749000.00 -2439000.00 -2972000.00 0.00 0.00 -28000.00 -32000.00 -117000.00 -130000.00 -28000.00 -32000.00 -117000.00 -130000.00 -110000.00 -134000.00 -278000.00 -474000.00 -171000.00 -164000.00 -493000.00 -582000.00 61000.00 30000.00 215000.00 108000.00 559000.00 2820000.00 -1744000.00 1815000.00 562000.00 2822000.00 -1733000.00 1824000.00 7559000.00 8661000.00 30855000.00 34048000.00 3820000.00 5897000.00 17310000.00 19097000.00 8000.00 35000.00 101000.00 1247000.00 13000.00 4000.00 53000.00 123000.00 397000.00 343000.00 1346000.00 1326000.00 -11235000.00 -12118000.00 -51398000.00 -54017000.00 -3000.00 -2000.00 -11000.00 -9000.00 -11000.00 -11000.00 8000.00 -2000.00 0.00 -9000.00 892000.00 3237000.00 -89000.00 3751000.00 16058000.00 13802000.00 17039000.00 13288000.00 16950000.00 17039000.00 16950000.00 17039000.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 825000.00 256000.00 447000.00 -133000.00 825000.00 256000.00 447000.00 -133000.00 155000.00 81000.00 -94000.00 40000.00 -980000.00 -337000.00 -353000.00 93000.00 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 2.47 4.13 0.00 6.72 2.14 3.75 1.17 6.83 53.00 22000.00 2000.00 24000.00 8530000.00 8554000.00 15.00 13000.00 1000.00 14000.00 1026000.00 1040000.00 30.00 23000.00 1000.00 6000.00 30000.00 1639000.00 1669000.00 7.00 9000.00 1000.00 2000.00 12000.00 247000.00 259000.00 4.00 10000.00 1000.00 11000.00 136000.00 147000.00 341.00 7800000.00 112000.00 67000.00 7979000.00 379000.00 8358000.00 450.00 7877000.00 117000.00 76000.00 8070000.00 11957000.00 0.00 20027000.00 53.00 22000.00 2000.00 24000.00 8530000.00 8554000.00 7022000.00 3654000.00 121.82 15.00 13000.00 1000.00 14000.00 1026000.00 1040000.00 2084000.00 637000.00 49.90 30.00 23000.00 1000.00 6000.00 30000.00 1639000.00 1669000.00 3555000.00 941000.00 46.95 7.00 9000.00 1000.00 2000.00 12000.00 247000.00 259000.00 909000.00 209000.00 28.49 4.00 10000.00 1000.00 11000.00 136000.00 147000.00 660000.00 22.27 341.00 7800000.00 112000.00 67000.00 7979000.00 379000.00 8358000.00 30567000.00 178000.00 27.34 450.00 7877000.00 117000.00 76000.00 8070000.00 11957000.00 0.00 20027000.00 44797000.00 44.71 5893000.00 7745000.00 43995000.00 553000.00 406000.00 303000.00 1878000.00 939000.00 296000.00 4049000.00 2583000.00 3440000.00 5427000.00 5781000.00 2459000.00 50414000.00 45226000.00 28575000.00 345875000.00 400057000.00 1875946000.00 414089000.00 462737000.00 1955014000.00 14.18 14.99 28.00 16.00 15.00 3.15 1218.00 40845000.00 1065.00 36058000.00 27.00 2051000.00 1783.00 121030000.00 1593.00 107352000.00 41.00 6989000.00 1754.00 143710000.00 1965.00 165253000.00 1788.00 253500000.00 733.00 73152000.00 1009.00 101386000.00 10830.00 1602740000.00 209.00 25795000.00 315.00 38143000.00 687.00 87534000.00 51.00 7210000.00 77.00 11027000.00 1.00 287000.00 8.00 674000.00 14.00 1729000.00 4.00 902000.00 15.00 1673000.00 16.00 1789000.00 6.00 1011000.00 5771.00 414089000.00 6054.00 462737000.00 13384.00 1955014000.00 69.72 73.89 503666.00 0.52 0.58 3.18 2.82 3.02 3.50 0.00 0.00 2.75 1039.00 61841000.00 1083.00 69179000.00 2383.00 290842000.00 136.00 9567000.00 143.00 10880000.00 299.00 48152000.00 99.00 5688000.00 108.00 6536000.00 197.00 23792000.00 108.00 8691000.00 112.00 9576000.00 289.00 45155000.00 600.00 42314000.00 639.00 47787000.00 1396.00 183384000.00 142.00 9253000.00 147.00 10431000.00 257.00 36289000.00 308.00 17877000.00 324.00 20145000.00 602.00 76505000.00 167.00 10547000.00 172.00 11792000.00 408.00 52846000.00 832.00 72648000.00 874.00 80734000.00 1906.00 337732000.00 8.00 482000.00 8.00 522000.00 16.00 1886000.00 124.00 5816000.00 130.00 6480000.00 259.00 23926000.00 287.00 17499000.00 296.00 19432000.00 535.00 68244000.00 746.00 67828000.00 788.00 75686000.00 2163.00 386040000.00 16.00 906000.00 18.00 1110000.00 37.00 3902000.00 141.00 8721000.00 149.00 9784000.00 383.00 46584000.00 34.00 2641000.00 35.00 2824000.00 61.00 9805000.00 25.00 1900000.00 26.00 2111000.00 57.00 8385000.00 579.00 36823000.00 599.00 40401000.00 1381.00 177823000.00 380.00 33047000.00 403.00 37327000.00 755.00 133722000.00 5771.00 414089000.00 6054.00 462737000.00 13384.00 1955014000.00 5771.00 414089000.00 6054.00 462737000.00 13384.00 1955014000.00 1.07 1.01 0.79 ES0382042051 SERIE F 176.00 100000.00 17600000.00 176.00 100000.00 17600000.00 176.00 100000.00 17600000.00 ES0382042044 SERIE E 196.00 100000.00 19600000.00 196.00 100000.00 19600000.00 196.00 100000.00 19600000.00 ES0382042036 SERIE D 498.00 100000.00 49800000.00 498.00 100000.00 49800000.00 498.00 100000.00 49800000.00 ES0382042028 SERIE C 323.00 100000.00 32300000.00 323.00 100000.00 32300000.00 323.00 100000.00 32300000.00 ES0382042010 SERIE B 518.00 100000.00 51800000.00 518.00 100000.00 51800000.00 518.00 100000.00 51800000.00 ES0382042002 SERIE A 18015.00 15000.00 263293000.00 18015.00 17000.00 314691000.00 18015.00 100000.00 1801500000.00 19726.00 434393000.00 19726.00 485791000.00 19726.00 1972600000.00 ES0382042051 SERIE F S E3M 1.00 0.49 22000.00 4021000.00 S 17600000.00 21643000.00 -940000.00 ES0382042044 SERIE E S E3M 2.10 1.59 64000.00 S 19600000.00 19664000.00 ES0382042036 SERIE D S E3M 0.55 0.04 4000.00 S 49800000.00 49804000.00 ES0382042028 SERIE C S E3M 0.30 0.00 N 32300000.00 32300000.00 ES0382042010 SERIE B S E3M 0.20 0.00 N 51800000.00 51800000.00 ES0382042002 SERIE A NS E3M 0.15 0.00 N 263293000.00 263293000.00 90000.00 4021000.00 434393000.00 0.00 438504000.00 -940000.00 0.09 0.10 ES0382042051 SERIE F ES0382042028 SERIE C 43000.00 37000.00 ES0382042010 SERIE B 27000.00 27000.00 ES0382042044 SERIE E 82000.00 1962000.00 87000.00 1616000.00 ES0382042036 SERIE D 13000.00 677000.00 23000.00 585000.00 ES0382042002 SERIE A 11235000.00 1538207000.00 147000.00 12118000.00 1486809000.00 147000.00 11235000.00 1538207000.00 95000.00 2856000.00 12118000.00 1486809000.00 110000.00 2412000.00 ES0382042051 SERIE F 20090804 SYP D D CCC- ES0382042051 SERIE F 20150119 MDY C C Caa2 ES0382042044 SERIE E 20200331 SYP B- CCC- BB ES0382042044 SERIE E 20121123 MDY Caa3 Ca Ba3 ES0382042036 SERIE D 20200331 SYP BBB- B- BBB ES0382042036 SERIE D 20181231 MDY Ba2 B1 Baa2 ES0382042028 SERIE C 20200331 SYP AA- B A- ES0382042028 SERIE C 20181231 MDY A1 A2 A2 ES0382042010 SERIE B 20200331 SYP AA+ BBB AA- ES0382042010 SERIE B 20181231 MDY Aa1 Aa1 Aa2 ES0382042002 SERIE A 20200331 SYP AAA AA- AAA ES0382042002 SERIE A 20180424 MDY Aa1 Aa1 Aaa 5893000.00 7745000.00 43995000.00 553000.00 406000.00 303000.00 1878000.00 939000.00 296000.00 4049000.00 2583000.00 3440000.00 5427000.00 5781000.00 2459000.00 50414000.00 45226000.00 28575000.00 366179000.00 423111000.00 1893532000.00 434393000.00 485791000.00 1972600000.00 14.18 14.99 28.00 6287000.00 3713000.00 17600000.00 17600000.00 17600000.00 17600000.00 1.45 0.76 0.90 SANTANDER SANTANDER SANTANDER A-1 cp / P-1 cp A-1 cp / P-1 cp A-1 cp / P-1 cp A-1 cp / P-1 cp A-1 cp / P-1 cp A-1 cp / P-1 cp 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 S S S 60.04 64.25 91.33 8398000.00 8130000.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 3.00 90.00 1646000.00 1839000.00 0.40 0.40 0.41 1646000.00 1839000.00 0.40 0.40 0.41 DEFINICIONES (PAG 115) 18.00 547.00 7871000.00 7232000.00 1.90 1.56 1.80 22650000.00 22606000.00 5.47 4.89 5.42 30521000.00 29838000.00 7.37 6.45 7.22 DEFINICIONES (PAG 115) HIPOTECARIO 2 dic20.pdf 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SANTANDER DE TITULIZACION 365 0.025 17500.00 Trimestral S SANTANDER 6000.00 Trimestral S N S N SANTANDER 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 20201019 20200720 20200420 20200120 20191020 5816000.00 5216000.00 4405000.00 3713000.00 3041000.00 11823000.00 14874000.00 12343000.00 15333000.00 12999000.00 -34000.00 -31000.00 -40000.00 -32000.00 -50000.00 11000.00 211000.00 14000.00 -57000.00 -49000.00 -6287000.00 -5816000.00 -5216000.00 -4405000.00 -3713000.00 -11329000.00 -14454000.00 -11506000.00 -14552000.00 -12228000.00 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