FTAP 8466 F.T.A. SANTANDER HIPOTECARIO II Santander de Titulizacion S.G.F.T., S.A NO NO 20181231 Las modificaciones realizadas como consecuencia del trabajo de auditoría afectan a los estados S.02, S.03, S.04 y S.05.3.B 456460000.00 506445000.00 456460000.00 506445000.00 448167000.00 498148000.00 447093000.00 496815000.00 0.00 0.00 2034000.00 2383000.00 0.00 0.00 -960000.00 -1050000.00 0.00 0.00 8293000.00 8297000.00 8293000.00 8297000.00 0.00 0.00 89909000.00 101421000.00 11080000.00 11035000.00 65541000.00 75316000.00 65508000.00 75305000.00 60000000.00 68084000.00 151000.00 173000.00 8000.00 11000.00 10123000.00 12569000.00 5000.00 9000.00 -4779000.00 -5541000.00 0.00 0.00 33000.00 0.00 33000.00 0.00 11000.00 11000.00 0.00 0.00 13288000.00 15070000.00 13288000.00 15070000.00 546369000.00 607866000.00 474161000.00 527649000.00 0.00 0.00 474161000.00 527649000.00 474161000.00 527649000.00 308708000.00 364922000.00 171100000.00 171100000.00 -5647000.00 -8373000.00 0.00 0.00 0.00 0.00 799000.00 0.00 -799000.00 0.00 0.00 0.00 0.00 63915000.00 71920000.00 0.00 0.00 63868000.00 71880000.00 63868000.00 71806000.00 60000000.00 68084000.00 0.00 127000.00 124000.00 3741000.00 3598000.00 0.00 0.00 799000.00 -972000.00 -167000.00 0.00 1000.00 173000.00 166000.00 0.00 74000.00 74000.00 0.00 0.00 47000.00 40000.00 28000.00 31000.00 28000.00 31000.00 263000.00 239000.00 10439000.00 10439000.00 -10702000.00 -10678000.00 19000.00 9000.00 8293000.00 8297000.00 8293000.00 8297000.00 546369000.00 607866000.00 748000.00 1001000.00 3319000.00 4418000.00 748000.00 1001000.00 3319000.00 4418000.00 0.00 -166000.00 -160000.00 -626000.00 -641000.00 -155000.00 -152000.00 -610000.00 -605000.00 -2000.00 -1000.00 -7000.00 -6000.00 -9000.00 -7000.00 -9000.00 -30000.00 54000.00 -69000.00 -28000.00 -661000.00 636000.00 772000.00 2665000.00 3116000.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 -135000.00 -968000.00 -455000.00 -463000.00 -8000.00 -5000.00 -34000.00 -31000.00 -2000.00 -3000.00 -9000.00 -8000.00 0.00 0.00 -6000.00 -2000.00 -25000.00 -23000.00 0.00 -127000.00 -963000.00 -421000.00 -432000.00 -34000.00 -38000.00 -141000.00 -157000.00 -6000.00 -6000.00 -24000.00 -24000.00 0.00 -855000.00 0.00 -87000.00 -64000.00 -256000.00 -251000.00 507000.00 635000.00 460000.00 671000.00 507000.00 635000.00 460000.00 671000.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 337000.00 -1281000.00 26000.00 -2155000.00 -1345000.00 842000.00 -2696000.00 -1169000.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 538000.00 490000.00 1556000.00 1945000.00 682000.00 726000.00 2662000.00 2875000.00 767000.00 958000.00 3275000.00 4202000.00 -118000.00 -114000.00 -465000.00 -462000.00 33000.00 881000.00 3328000.00 3638000.00 0.00 -993000.00 -3463000.00 -4473000.00 0.00 -6000.00 0.00 -30000.00 0.00 0.00 0.00 -13000.00 -35000.00 -39000.00 -144000.00 -160000.00 -35000.00 -39000.00 -144000.00 -160000.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 -109000.00 -197000.00 -962000.00 -770000.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 -109000.00 -197000.00 -962000.00 -770000.00 0.00 0.00 1106000.00 3421000.00 -3338000.00 -1573000.00 0.00 0.00 0.00 0.00 1109000.00 3421000.00 -3338000.00 -1573000.00 13852000.00 9126000.00 35481000.00 36546000.00 0.00 7333000.00 21669000.00 19584000.00 0.00 194000.00 1102000.00 365000.00 890000.00 78000.00 263000.00 482000.00 404000.00 231000.00 2445000.00 2103000.00 -14037000.00 -13541000.00 -64298000.00 -60653000.00 -3000.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 -3000.00 0.00 1644000.00 3911000.00 -1782000.00 372000.00 11644000.00 11159000.00 15070000.00 14698000.00 13288000.00 15070000.00 13288000.00 15070000.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 -1485000.00 947000.00 -32000.00 1868000.00 -1485000.00 947000.00 -32000.00 1868000.00 -54000.00 69000.00 28000.00 661000.00 1539000.00 -1016000.00 4000.00 -2529000.00 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 2.34 3.19 0.26 6.93 2.60 2.87 1.14 7.05 136.00 51000.00 3000.00 54000.00 14206000.00 14260000.00 41.00 37000.00 5000.00 42000.00 3503000.00 3545000.00 29.00 16000.00 2000.00 12000.00 30000.00 1778000.00 1808000.00 9.00 57000.00 1000.00 2000.00 60000.00 256000.00 316000.00 28.00 729000.00 6000.00 735000.00 735000.00 390.00 9321000.00 2000.00 84000.00 9407000.00 0.00 9407000.00 633.00 10211000.00 13000.00 104000.00 10328000.00 19743000.00 0.00 30071000.00 136.00 51000.00 3000.00 54000.00 14206000.00 14260000.00 17892000.00 17892000.00 79.70 41.00 37000.00 5000.00 42000.00 3503000.00 3545000.00 4989000.00 4989000.00 71.06 29.00 16000.00 2000.00 12000.00 30000.00 1778000.00 1808000.00 3537000.00 3537000.00 51.12 9.00 57000.00 1000.00 2000.00 60000.00 256000.00 316000.00 734000.00 734000.00 43.05 28.00 729000.00 6000.00 735000.00 735000.00 3703000.00 3703000.00 19.85 390.00 9321000.00 2000.00 84000.00 9407000.00 0.00 9407000.00 47517000.00 44632000.00 19.80 633.00 10211000.00 13000.00 104000.00 10328000.00 19743000.00 0.00 30071000.00 78372000.00 38.37 10224000.00 12437000.00 848000.00 834000.00 230000.00 699000.00 1511000.00 1395000.00 1110000.00 3584000.00 2008000.00 247000.00 35132000.00 31992000.00 7144000.00 467368000.00 529959000.00 1947393000.00 519250000.00 579851000.00 1955014000.00 15.76 16.52 28.00 14.01 13.01 3.15 982.00 33414000.00 871.00 30033000.00 27.00 2051000.00 1387.00 94981000.00 1180.00 80894000.00 41.00 6989000.00 2123.00 184057000.00 2117.00 188991000.00 1788.00 253500000.00 1312.00 134329000.00 1650.00 169079000.00 10830.00 1602740000.00 424.00 51656000.00 646.00 80057000.00 687.00 87534000.00 116.00 16688000.00 161.00 22214000.00 1.00 287000.00 22.00 3241000.00 43.00 7411000.00 4.00 902000.00 8.00 884000.00 8.00 1172000.00 6.00 1011000.00 6374.00 519250000.00 6676.00 579851000.00 13384.00 1955014000.00 76.43 80.97 503666.00 0.58 0.64 3.18 2.93 2.92 3.50 0.00 0.00 2.75 1146.00 78137000.00 1196.00 87194000.00 2383.00 290842000.00 151.00 12108000.00 157.00 13709000.00 299.00 48152000.00 111.00 7337000.00 111.00 7723000.00 197.00 23792000.00 115.00 10518000.00 121.00 11986000.00 289.00 45155000.00 664.00 52609000.00 689.00 58023000.00 1396.00 183384000.00 156.00 11594000.00 165.00 13028000.00 257.00 36289000.00 338.00 22450000.00 351.00 25163000.00 602.00 76505000.00 180.00 12970000.00 189.00 14398000.00 408.00 52846000.00 922.00 91623000.00 971.00 101543000.00 1906.00 337732000.00 9.00 589000.00 11.00 720000.00 16.00 1886000.00 143.00 7447000.00 150.00 8296000.00 259.00 23926000.00 307.00 21443000.00 317.00 23314000.00 535.00 68244000.00 838.00 85785000.00 885.00 96626000.00 2163.00 386040000.00 20.00 1360000.00 20.00 1484000.00 37.00 3902000.00 155.00 10962000.00 166.00 12407000.00 383.00 46584000.00 36.00 3062000.00 37.00 3923000.00 61.00 9805000.00 27.00 2328000.00 29.00 2751000.00 57.00 8385000.00 627.00 45450000.00 650.00 50441000.00 1381.00 177823000.00 429.00 41478000.00 461.00 47122000.00 755.00 133722000.00 6374.00 519250000.00 6676.00 579851000.00 13384.00 1955014000.00 6374.00 519250000.00 6676.00 579851000.00 13384.00 1955014000.00 0.96 0.96 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 20000.00 368708000.00 18015.00 24000.00 433006000.00 18015.00 100000.00 1801500000.00 19726.00 539808000.00 19726.00 604106000.00 19726.00 1972600000.00 ES0382042051 SERIE F S E3M 1.00 0.68 30000.00 3741000.00 S 17600000.00 21371000.00 -5647000.00 ES0382042044 SERIE E S E3M 2.10 1.78 73000.00 S 19600000.00 19673000.00 ES0382042036 SERIE D S E3M 0.55 0.23 24000.00 S 49800000.00 49824000.00 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 368708000.00 368708000.00 127000.00 3741000.00 539808000.00 0.00 543676000.00 -5647000.00 0.10 0.09 ES0382042051 SERIE F ES0382042028 SERIE C 37000.00 37000.00 ES0382042010 SERIE B 27000.00 27000.00 ES0382042044 SERIE E 89000.00 1263000.00 87000.00 910000.00 ES0382042036 SERIE D 29000.00 471000.00 27000.00 358000.00 ES0382042002 SERIE A 14037000.00 1432792000.00 147000.00 13541000.00 168297000.00 147000.00 14037000.00 1432792000.00 118000.00 1945000.00 13541000.00 168297000.00 114000.00 1479000.00 ES0382042051 SERIE F 20090804 SYP D D CCC- ES0382042051 SERIE F 20150119 MDY C C Caa2 ES0382042044 SERIE E 20130725 SYP CCC- CCC- BB ES0382042044 SERIE E 20121123 MDY Ca Ca Ba3 ES0382042036 SERIE D 20130725 SYP B- CCC+ BBB ES0382042036 SERIE D 20181231 MDY B1 Caa1 Baa2 ES0382042028 SERIE C 20130725 SYP B B- A- ES0382042028 SERIE C 20181231 MDY A2 Baa3 A2 ES0382042010 SERIE B 20171019 SYP BBB BBB- AA- ES0382042010 SERIE B 20181231 MDY Aa1 A2 Aa2 ES0382042002 SERIE A 20151214 SYP AA- A AAA ES0382042002 SERIE A 20180424 MDY Aa1 Aa2 Aaa 10224000.00 12437000.00 848000.00 834000.00 230000.00 699000.00 1511000.00 1395000.00 1110000.00 247000.00 3584000.00 2008000.00 7144000.00 35132000.00 31992000.00 487926000.00 554214000.00 1964979000.00 539808000.00 604106000.00 1972600000.00 15.76 16.52 28.00 176000.00 0.00 17600000.00 8798000.00 8798000.00 8798000.00 0.03 0.00 0.90 SANTANDER SANTANDER UK 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 0 0 0.00 0.00 0.00 0.00 0.00 0.00 0 0 S S S 67.82 71.68 91.33 8326000.00 8223000.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 3.00 90.00 2668000.00 0.47 0.00 2668000.00 0.00 0.47 0.00 DEFINICIONES (PAG 115) 18.00 547.00 44040000.00 2.25 17123000.00 2.95 0.00 61163000.00 0.00 5.20 0.00 DEFINICIONES (PAG 115) HIPOTECARIO 2 dic18.pdf 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SANTANDER DE TITULIZACIÓN 365 0.025 17500.00 Trimestral S SANTANDER 6000.00 Trimestral S SANTANDER 2350.00 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 20170101 20170401 20170701 20171001 20180101 20180401 20180701 20181001 0.00 0.00 0.00 0.00 0.00 0.00 0.00 16589000.00 14996000.00 16733000.00 13824000.00 18663000.00 16225000.00 16012000.00 14338000.00 -42000.00 -44000.00 -47000.00 -55000.00 -39000.00 -44000.00 -42000.00 -39000.00 -299000.00 -172000.00 -252000.00 -111000.00 -105000.00 -54000.00 -8000.00 32000.00 0.00 0.00 0.00 0.00 0.00 -176000.00 -16248000.00 -14780000.00 -16434000.00 -13658000.00 -18519000.00 -16127000.00 -15962000.00 -14155000.00 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