FTAP 8701 F.T.A.SANTANDER HIPOTECARIO III Santander de Titulizacion S.G.F.T., S.A NO NO 20180930 Modificación de la casilla 0639 del estado S.051.D por error en el dato anteriormente reportado. 854711000.00 902240000.00 854711000.00 902240000.00 836077000.00 884268000.00 833238000.00 880708000.00 5726000.00 6648000.00 -2887000.00 -3088000.00 18634000.00 17972000.00 18634000.00 17972000.00 0.00 0.00 153109000.00 170243000.00 27920000.00 31364000.00 107404000.00 119460000.00 107404000.00 119357000.00 92833000.00 102692000.00 281000.00 313000.00 20000.00 22000.00 28760000.00 30471000.00 11000.00 24000.00 -14501000.00 -14165000.00 0.00 0.00 0.00 103000.00 103000.00 0.00 0.00 17785000.00 19419000.00 17785000.00 19419000.00 1007820000.00 1072483000.00 896249000.00 951568000.00 0.00 0.00 896249000.00 951568000.00 896249000.00 951568000.00 798765000.00 856933000.00 249100000.00 249100000.00 -151616000.00 -154465000.00 0.00 0.00 1530000.00 1530000.00 -1530000.00 -1530000.00 0.00 0.00 0.00 0.00 92937000.00 102943000.00 0.00 0.00 92863000.00 102882000.00 92833000.00 102692000.00 92833000.00 102692000.00 -8031000.00 -7459000.00 159000.00 156000.00 7872000.00 7303000.00 0.00 0.00 -233000.00 -231000.00 1000.00 230000.00 232000.00 1000.00 30000.00 190000.00 30000.00 190000.00 0.00 0.00 0.00 74000.00 61000.00 47000.00 50000.00 47000.00 50000.00 257000.00 239000.00 13662000.00 -13919000.00 -239000.00 27000.00 11000.00 18634000.00 17972000.00 18634000.00 17972000.00 1007820000.00 1072483000.00 1923000.00 2110000.00 5380000.00 6411000.00 1923000.00 2110000.00 5380000.00 6411000.00 -195000.00 -198000.00 -605000.00 -603000.00 -195000.00 -189000.00 -573000.00 -563000.00 -2000.00 -2000.00 -9000.00 -30000.00 -38000.00 -41000.00 -355000.00 -367000.00 -1120000.00 1687000.00 1557000.00 4408000.00 4688000.00 0.00 0.00 0.00 0.00 -1246000.00 -648000.00 -4587000.00 -2360000.00 -25000.00 -11000.00 -39000.00 -46000.00 -3000.00 -3000.00 -7000.00 -6000.00 -10000.00 -12000.00 -8000.00 -32000.00 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11631000.00 12196000.00 36157000.00 36291000.00 6247000.00 4472000.00 19526000.00 14430000.00 235000.00 317000.00 1111000.00 788000.00 186000.00 299000.00 556000.00 1739000.00 1491000.00 1576000.00 6074000.00 5959000.00 -22399000.00 -21346000.00 -68028000.00 -64685000.00 0.00 0.00 0.00 -1700000.00 -1477000.00 -1634000.00 -2615000.00 19485000.00 19160000.00 19419000.00 20298000.00 17785000.00 17683000.00 17785000.00 17683000.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 -904000.00 -148000.00 295000.00 994000.00 -904000.00 -148000.00 295000.00 994000.00 41000.00 355000.00 367000.00 1120000.00 863000.00 -207000.00 -662000.00 -2114000.00 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 3.59 8.35 0.57 6.72 3.67 7.91 0.33 6.86 267.00 88000.00 12000.00 100000.00 38536000.00 38636000.00 65.00 66000.00 8000.00 74000.00 7871000.00 7945000.00 59.00 114000.00 7000.00 41000.00 162000.00 5571000.00 5733000.00 17.00 406000.00 1000.00 4000.00 411000.00 155000.00 566000.00 57.00 2090000.00 15000.00 2105000.00 2105000.00 895.00 26150000.00 3000.00 219000.00 26372000.00 26372000.00 1360.00 28914000.00 31000.00 279000.00 29224000.00 52133000.00 0.00 81357000.00 267.00 88000.00 12000.00 100000.00 38536000.00 38636000.00 37018000.00 37018000.00 104.37 65.00 66000.00 8000.00 74000.00 7871000.00 7945000.00 8210000.00 8210000.00 96.77 59.00 114000.00 7000.00 41000.00 162000.00 5571000.00 5733000.00 7352000.00 7352000.00 77.98 17.00 406000.00 1000.00 4000.00 411000.00 155000.00 566000.00 2015000.00 2015000.00 28.09 57.00 2090000.00 15000.00 2105000.00 2105000.00 6884000.00 6884000.00 30.58 895.00 26150000.00 3000.00 219000.00 26372000.00 26372000.00 111447000.00 105554000.00 23.66 1360.00 28914000.00 31000.00 279000.00 29224000.00 52133000.00 0.00 81357000.00 172926000.00 47.05 28700000.00 29815000.00 260000.00 825000.00 745000.00 80000.00 2163000.00 1314000.00 163000.00 1820000.00 2954000.00 457000.00 2914000.00 2535000.00 799000.00 40424000.00 41396000.00 11776000.00 883711000.00 941760000.00 2786465000.00 960557000.00 1020519000.00 2800000000.00 20.45 21.04 32.00 12.95 12.22 1182.00 43197000.00 1076.00 39079000.00 21.00 1715000.00 1035.00 71824000.00 1015.00 70658000.00 34.00 5310000.00 1381.00 125528000.00 1391.00 128432000.00 1444.00 229342000.00 1847.00 216867000.00 1756.00 206674000.00 14488.00 2434587000.00 2092.00 288783000.00 2161.00 302247000.00 903.00 129046000.00 1156.00 171924000.00 1423.00 213694000.00 198.00 32428000.00 286.00 46722000.00 60.00 10006000.00 76.00 13013000.00 8951.00 960557000.00 9184.00 1020519000.00 16890.00 2800000000.00 86.34 90.49 87.21 0.67 0.72 4.02 5.67 5.67 4.76 0.00 0.00 3.75 1662.00 170048000.00 1699.00 179376000.00 3077.00 462067000.00 166.00 16878000.00 167.00 18000000.00 356.00 61499000.00 185.00 14746000.00 190.00 15896000.00 303.00 38664000.00 275.00 36614000.00 279.00 38197000.00 504.00 93237000.00 901.00 88944000.00 927.00 94291000.00 1833.00 266465000.00 219.00 19520000.00 223.00 20883000.00 311.00 45554000.00 601.00 52320000.00 615.00 56389000.00 972.00 136364000.00 320.00 31305000.00 322.00 32663000.00 566.00 87375000.00 1243.00 156939000.00 1286.00 168236000.00 2484.00 481710000.00 11.00 805000.00 12.00 911000.00 17.00 1836000.00 192.00 13386000.00 195.00 14221000.00 301.00 33831000.00 346.00 29792000.00 360.00 31936000.00 537.00 75021000.00 1162.00 152421000.00 1214.00 163381000.00 2256.00 465629000.00 22.00 1683000.00 22.00 1771000.00 28.00 3611000.00 220.00 20849000.00 226.00 22018000.00 497.00 71597000.00 52.00 5506000.00 52.00 5442000.00 110.00 18375000.00 34.00 3602000.00 37.00 3888000.00 94.00 16432000.00 759.00 73653000.00 773.00 77816000.00 1664.00 243089000.00 574.00 71546000.00 585.00 75204000.00 980.00 197644000.00 8944.00 960557000.00 9184.00 1020519000.00 16890.00 2800000000.00 8944.00 960557000.00 9184.00 1020519000.00 16890.00 2800000000.00 0.76 0.74 0.46 ES0338093075 BONOS SERIE F 224.00 100000.00 22400000.00 224.00 100000.00 22400000.00 224.00 100000.00 22400000.00 ES0338093067 BONOS SERIE E 280.00 100000.00 28000000.00 280.00 100000.00 28000000.00 280.00 100000.00 28000000.00 ES0338093059 BONOS SERIE D 720.00 100000.00 72000000.00 720.00 100000.00 72000000.00 720.00 100000.00 72000000.00 ES0338093042 BONOS SERIE C 475.00 100000.00 47500000.00 475.00 100000.00 47500000.00 475.00 100000.00 47500000.00 ES0338093034 BONOS SERIE B 792.00 100000.00 79200000.00 792.00 100000.00 79200000.00 792.00 100000.00 79200000.00 ES0338093026 BONOS SERIE A3 4200.00 37000.00 156579000.00 4200.00 40000.00 168526000.00 4200.00 100000.00 420000000.00 ES0338093018 BONOS SERIE A2 15400.00 37000.00 574122000.00 15400.00 40000.00 617926000.00 15400.00 100000.00 1540000000.00 ES0338093000 BONOS SERIE A1 6133.00 26000.00 160896000.00 6133.00 28000.00 173173000.00 6133.00 100000.00 613300000.00 28224.00 1140697000.00 28224.00 1208725000.00 28224.00 2822400000.00 ES0338093075 BONOS SERIE F S E3M 0.50 0.18 10000.00 3406000.00 S 22400000.00 25816000.00 -25815000.00 ES0338093067 BONOS SERIE E S E3M 2.10 1.78 114000.00 3187000.00 S 28000000.00 31301000.00 -31302000.00 ES0338093059 BONOS SERIE D S E3M 0.55 0.23 35000.00 1279000.00 S 72000000.00 73314000.00 -73314000.00 ES0338093042 BONOS SERIE C S E3M 0.30 0.00 N 47500000.00 47500000.00 -29216000.00 ES0338093034 BONOS SERIE B S E3M 0.22 0.00 N 79200000.00 79200000.00 ES0338093026 BONOS SERIE A3 NS E3M 0.20 0.00 N 156579000.00 156579000.00 ES0338093018 BONOS SERIE A2 NS E3M 0.14 0.00 N 574122000.00 574122000.00 ES0338093000 BONOS SERIE A1 NS E3M 0.06 0.00 N 160896000.00 160896000.00 159000.00 7872000.00 1140697000.00 0.00 1148728000.00 -159647000.00 0.06 0.05 ES0338093075 BONOS SERIE F 2782000.00 2782000.00 ES0338093067 BONOS SERIE E 7157000.00 7157000.00 ES0338093059 BONOS SERIE D 12147000.00 12147000.00 ES0338093042 BONOS SERIE C 7570000.00 7570000.00 ES0338093034 BONOS SERIE B 11986000.00 11986000.00 ES0338093026 BONOS SERIE A3 3934000.00 263422000.00 55421000.00 3749000.00 269427000.00 55421000.00 ES0338093018 BONOS SERIE A2 14423000.00 965879000.00 199330000.00 13745000.00 988508000.00 199330000.00 ES0338093000 BONOS SERIE A1 4042000.00 452403000.00 56781000.00 3852000.00 458747000.00 56781000.00 22399000.00 1681704000.00 0.00 353174000.00 21346000.00 1716682000.00 0.00 353174000.00 ES0338093075 BONOS SERIE F 20120420 SYP D D CCC- ES0338093075 BONOS SERIE F 20120217 MDY C C Ca ES0338093075 BONOS SERIE F 20120212 FCH C C CCC ES0338093067 BONOS SERIE E 20130725 SYP D D BB ES0338093067 BONOS SERIE E 20120217 MDY C C Ba2 ES0338093067 BONOS SERIE E 20160927 FCH C C BB ES0338093059 BONOS SERIE D 20130725 SYP D D BBB ES0338093059 BONOS SERIE D 20120217 MDY C C Baa1 ES0338093059 BONOS SERIE D 20160927 FCH C C BBB ES0338093042 BONOS SERIE C 20130725 SYP CCC- CCC- A ES0338093042 BONOS SERIE C 20120419 MDY C C A1 ES0338093042 BONOS SERIE C 20121123 FCH CC CC A ES0338093034 BONOS SERIE B 20130725 SYP CCC+ CCC+ AA ES0338093034 BONOS SERIE B 20120419 MDY Ca Ca Aa2 ES0338093034 BONOS SERIE B 20121123 FCH CC CC AA ES0338093026 BONOS SERIE A3 20141223 SYP BB- BB- AAA ES0338093026 BONOS SERIE A3 20160513 MDY Ba3 Baa3 Aaa ES0338093026 BONOS SERIE A3 20041015 FCH CCC CCC AAA ES0338093018 BONOS SERIE A2 20141223 SYP BB- BB- AAA ES0338093018 BONOS SERIE A2 20160513 MDY Ba3 Baa3 Aaa ES0338093018 BONOS SERIE A2 20041015 FCH CCC CCC AAA ES0338093000 BONOS SERIE A1 20141223 SYP BB- BB- AAA ES0338093000 BONOS SERIE A1 20160513 MDY Ba3 Baa3 Aaa ES0338093000 BONOS SERIE A1 20041015 FCH CCC CCC AAA 28700000.00 29815000.00 260000.00 825000.00 745000.00 80000.00 2163000.00 1314000.00 163000.00 1820000.00 2954000.00 628000.00 2914000.00 2535000.00 628000.00 40424000.00 41396000.00 11776000.00 1063851000.00 1129966000.00 2808865000.00 1140697000.00 1208725000.00 2822400000.00 20.45 21.04 32.00 0.00 22400000.00 11200000.00 11200000.00 11200000.00 0.00 0.00 0.79 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 78.16 79.39 80.74 -33000.00 -227000.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 3.00 90.00 6274000.00 8390000.00 0.65 0.84 0.67 6274000.00 8390000.00 0.65 0.84 0.67 18.00 547.00 148802000.00 144782000.00 15.49 14.19 15.52 87623000.00 87613000.00 9.12 8.59 9.10 236425000.00 232395000.00 24.61 22.78 24.62 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 N 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 0.00 0.00 0.00 0.00 0.00 0.00 0.00 23073000.00 21313000.00 21872000.00 20212000.00 23072000.00 23309000.00 22569000.00 -66000.00 -73000.00 -87000.00 -73000.00 -66000.00 -68000.00 -73000.00 -552000.00 -356000.00 -438000.00 -241000.00 -552000.00 -162000.00 -96000.00 0.00 0.00 0.00 0.00 0.00 -22455000.00 -20884000.00 -21347000.00 -19898000.00 -22454000.00 -23079000.00 -22400000.00 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