FTAP 8466 F.T.A. SANTANDER HIPOTECARIO II Santander de Titulizacion S.G.F.T., S.A NO NO 20180630 479430000.00 506445000.00 479430000.00 506445000.00 470402000.00 498148000.00 469532000.00 496815000.00 1683000.00 2383000.00 -813000.00 -1050000.00 9028000.00 8297000.00 9028000.00 8297000.00 0.00 0.00 95547000.00 101421000.00 10913000.00 11035000.00 71249000.00 75316000.00 71249000.00 75305000.00 65075000.00 68084000.00 155000.00 173000.00 10000.00 11000.00 11623000.00 12569000.00 8000.00 9000.00 -5622000.00 -5541000.00 0.00 0.00 0.00 11000.00 11000.00 0.00 0.00 13385000.00 15070000.00 13385000.00 15070000.00 574977000.00 607866000.00 497022000.00 527649000.00 0.00 0.00 497022000.00 527649000.00 497022000.00 527649000.00 333516000.00 364922000.00 171100000.00 171100000.00 -7594000.00 -8373000.00 0.00 0.00 799000.00 -799000.00 0.00 0.00 0.00 0.00 68927000.00 71920000.00 0.00 0.00 68882000.00 71880000.00 68867000.00 71806000.00 65075000.00 68084000.00 123000.00 124000.00 3669000.00 3598000.00 0.00 0.00 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6007000.00 8649000.00 12563000.00 8649000.00 37000.00 224000.00 73000.00 224000.00 71000.00 105000.00 191000.00 105000.00 618000.00 1585000.00 1006000.00 1585000.00 -16013000.00 -14665000.00 -34415000.00 -30793000.00 0.00 0.00 -1000.00 0.00 0.00 0.00 0.00 0.00 -1000.00 136000.00 574000.00 -1685000.00 -673000.00 13249000.00 13451000.00 15070000.00 14698000.00 13385000.00 14025000.00 13385000.00 14025000.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 216000.00 -106661000.00 631000.00 839000.00 216000.00 -106661000.00 631000.00 839000.00 27000.00 -24411000.00 100000.00 389000.00 -243000.00 131072000.00 -731000.00 -1228000.00 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 2.43 3.03 1.29 7.00 2.60 2.87 1.14 7.05 150.00 51000.00 4000.00 55000.00 16803000.00 16858000.00 54.00 51000.00 6000.00 57000.00 4647000.00 4704000.00 31.00 120000.00 2000.00 13000.00 135000.00 1683000.00 1818000.00 20.00 383000.00 2000.00 385000.00 385000.00 17.00 306000.00 2000.00 308000.00 308000.00 419.00 10814000.00 6000.00 107000.00 10927000.00 10927000.00 691.00 11725000.00 18000.00 124000.00 11867000.00 23133000.00 0.00 35000000.00 150.00 51000.00 4000.00 55000.00 16803000.00 16858000.00 19834000.00 19834000.00 85.00 54.00 51000.00 6000.00 57000.00 4647000.00 4704000.00 6657000.00 6657000.00 70.66 31.00 120000.00 2000.00 13000.00 135000.00 1683000.00 1818000.00 3918000.00 3918000.00 46.40 20.00 383000.00 2000.00 385000.00 385000.00 2431000.00 2431000.00 15.84 17.00 306000.00 2000.00 308000.00 308000.00 1435000.00 1435000.00 21.46 419.00 10814000.00 6000.00 107000.00 10927000.00 10927000.00 51693000.00 49419000.00 21.14 691.00 11725000.00 18000.00 124000.00 11867000.00 23133000.00 0.00 35000000.00 85968000.00 40.71 11709000.00 12437000.00 866000.00 834000.00 230000.00 1032000.00 1511000.00 1253000.00 1110000.00 2327000.00 2008000.00 247000.00 32001000.00 31992000.00 7144000.00 498725000.00 529959000.00 1947393000.00 547913000.00 579851000.00 1955014000.00 16.12 16.52 28.00 13.51 13.01 3.15 916.00 31148000.00 871.00 30033000.00 27.00 2051000.00 1269.00 86339000.00 1180.00 80894000.00 41.00 6989000.00 2141.00 188415000.00 2117.00 188991000.00 1788.00 253500000.00 1459.00 149287000.00 1650.00 169079000.00 10830.00 1602740000.00 555.00 67664000.00 646.00 80057000.00 687.00 87534000.00 131.00 17768000.00 161.00 22214000.00 1.00 287000.00 36.00 6325000.00 43.00 7411000.00 4.00 902000.00 7.00 967000.00 8.00 1172000.00 6.00 1011000.00 6514.00 547913000.00 6676.00 579851000.00 13384.00 1955014000.00 78.93 80.97 503666.00 0.60 0.64 3.18 2.93 2.92 3.50 0.00 0.00 2.75 1162.00 81935000.00 1196.00 87194000.00 2383.00 290842000.00 153.00 12818000.00 157.00 13709000.00 299.00 48152000.00 111.00 7525000.00 111.00 7723000.00 197.00 23792000.00 117.00 11097000.00 121.00 11986000.00 289.00 45155000.00 676.00 54913000.00 689.00 58023000.00 1396.00 183384000.00 159.00 12104000.00 165.00 13028000.00 257.00 36289000.00 343.00 23591000.00 351.00 25163000.00 602.00 76505000.00 185.00 13835000.00 189.00 14398000.00 408.00 52846000.00 944.00 96744000.00 971.00 101543000.00 1906.00 337732000.00 10.00 667000.00 11.00 720000.00 16.00 1886000.00 149.00 7972000.00 150.00 8296000.00 259.00 23926000.00 312.00 22309000.00 317.00 23314000.00 535.00 68244000.00 863.00 91005000.00 885.00 96626000.00 2163.00 386040000.00 20.00 1425000.00 20.00 1484000.00 37.00 3902000.00 161.00 11665000.00 166.00 12407000.00 383.00 46584000.00 36.00 3179000.00 37.00 3923000.00 61.00 9805000.00 29.00 2664000.00 29.00 2751000.00 57.00 8385000.00 642.00 48144000.00 650.00 50441000.00 1381.00 177823000.00 439.00 44321000.00 461.00 47122000.00 755.00 133722000.00 6511.00 547913000.00 6676.00 579851000.00 13384.00 1955014000.00 6511.00 547913000.00 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 22000.00 398591000.00 18015.00 24000.00 433006000.00 18015.00 100000.00 1801500000.00 19726.00 569691000.00 19726.00 604106000.00 19726.00 1972600000.00 ES0382042051 SERIE F S E3M 1.00 0.67 29000.00 3669000.00 S 17600000.00 21298000.00 -7594000.00 ES0382042044 SERIE E S E3M 2.10 1.77 71000.00 S 19600000.00 19671000.00 ES0382042036 SERIE D S E3M 0.55 0.22 23000.00 S 49800000.00 49823000.00 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 398591000.00 398591000.00 123000.00 3669000.00 569691000.00 0.00 573483000.00 -7594000.00 0.10 0.09 ES0382042051 SERIE F ES0382042028 SERIE C 37000.00 37000.00 ES0382042010 SERIE B 27000.00 27000.00 ES0382042044 SERIE E 86000.00 1086000.00 87000.00 646000.00 ES0382042036 SERIE D 28000.00 414000.00 28000.00 272000.00 ES0382042002 SERIE A 16013000.00 1402908000.00 147000.00 14665000.00 107644000.00 147000.00 16013000.00 1402908000.00 114000.00 1711000.00 14665000.00 107644000.00 115000.00 1129000.00 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 CCC+ CCC+ BBB ES0382042036 SERIE D 20160513 MDY Caa1 Caa1 Baa2 ES0382042028 SERIE C 20130725 SYP B- B- A- ES0382042028 SERIE C 20160513 MDY Baa3 Baa3 A2 ES0382042010 SERIE B 20171019 SYP BBB- BBB- AA- ES0382042010 SERIE B 20160513 MDY A2 A2 Aa2 ES0382042002 SERIE A 20151214 SYP A A AAA ES0382042002 SERIE A 20151021 MDY Aa2 Aa2 Aaa 11709000.00 12437000.00 866000.00 834000.00 230000.00 1032000.00 1511000.00 1253000.00 1110000.00 247000.00 2327000.00 2008000.00 7144000.00 32001000.00 31992000.00 520503000.00 554214000.00 1964979000.00 569691000.00 604106000.00 1972600000.00 16.12 16.52 28.00 0.00 0.00 17600000.00 8798000.00 8798000.00 8798000.00 0.00 0.00 0.90 SANTANDER UK 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 S S S 69.50 71.68 91.33 9013000.00 -85000.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 3.00 90.00 3388000.00 2668000.00 0.62 0.47 0.56 3388000.00 2668000.00 0.62 0.47 0.56 DEFINICIONES (PAG 115) 18.00 547.00 9918000.00 44040000.00 0.51 2.25 0.52 21636000.00 17123000.00 0.88 2.95 1.11 31554000.00 61163000.00 1.39 5.20 1.63 DEFINICIONES (PAG 115) POSTERGAMIENTO DE INTERESES: LOS PORCENTAJES DE FALLIDOS HACE Informe cumplimiento reglas de funcionamiento.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 20161001 20180101 20180401 0.00 0.00 0.00 0.00 0.00 16589000.00 14996000.00 16733000.00 13824000.00 18663000.00 16012000.00 -42000.00 -44000.00 -47000.00 -55000.00 -39000.00 -42000.00 -299000.00 -172000.00 -252000.00 -111000.00 -105000.00 -8000.00 0.00 0.00 0.00 0.00 0.00 -16248000.00 -14780000.00 -16434000.00 -13658000.00 -18519000.00 -15962000.00 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