FTAP 8701 F.T.A.SANTANDER HIPOTECARIO III Santander de Titulizacion S.G.F.T., S.A NO NO 20200331 753507000.00 764996000.00 753507000.00 764996000.00 734414000.00 747098000.00 730307000.00 743118000.00 0.00 6777000.00 6564000.00 -2670000.00 -2584000.00 0.00 19093000.00 17898000.00 19093000.00 17898000.00 0.00 0.00 141223000.00 147159000.00 25811000.00 26905000.00 98384000.00 102210000.00 98384000.00 102210000.00 84419000.00 87787000.00 235000.00 244000.00 18000.00 14000.00 22496000.00 23339000.00 127000.00 23000.00 -8911000.00 -9197000.00 0.00 0.00 0.00 0.00 0.00 0.00 17028000.00 18044000.00 17028000.00 18044000.00 894730000.00 912155000.00 791049000.00 806130000.00 0.00 0.00 791049000.00 806130000.00 791049000.00 806130000.00 53900000.00 54098000.00 877266000.00 893463000.00 -140117000.00 -141431000.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 84588000.00 88127000.00 0.00 0.00 84531000.00 88004000.00 84419000.00 87787000.00 84419000.00 87787000.00 -9153000.00 -8981000.00 137000.00 138000.00 9016000.00 8843000.00 0.00 0.00 1530000.00 1530000.00 -1767000.00 -1767000.00 0.00 1000.00 237000.00 236000.00 112000.00 217000.00 112000.00 217000.00 0.00 0.00 57000.00 123000.00 40000.00 43000.00 40000.00 43000.00 293000.00 287000.00 0.00 0.00 -293000.00 -287000.00 17000.00 80000.00 19093000.00 17898000.00 19093000.00 17898000.00 894730000.00 912155000.00 1532000.00 1651000.00 1532000.00 1651000.00 1532000.00 1651000.00 1532000.00 1651000.00 -173000.00 -197000.00 -173000.00 -197000.00 -173000.00 -196000.00 -173000.00 -196000.00 -1000.00 -1000.00 -101000.00 2000.00 -101000.00 2000.00 1258000.00 1456000.00 1258000.00 1456000.00 0.00 0.00 0.00 0.00 -282000.00 -697000.00 -282000.00 -697000.00 -7000.00 -9000.00 -7000.00 -9000.00 -3000.00 -3000.00 -3000.00 -3000.00 -4000.00 -6000.00 -4000.00 -6000.00 -275000.00 -688000.00 -275000.00 -688000.00 -51000.00 -54000.00 -51000.00 -54000.00 -6000.00 -6000.00 -6000.00 -6000.00 -492000.00 -492000.00 -218000.00 -136000.00 -218000.00 -136000.00 95000.00 -539000.00 95000.00 -539000.00 95000.00 -539000.00 95000.00 -539000.00 0.00 0.00 0.00 0.00 65000.00 -436000.00 65000.00 -436000.00 -1136000.00 216000.00 -1136000.00 216000.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 854000.00 1051000.00 854000.00 1051000.00 1123000.00 1514000.00 1123000.00 1514000.00 1330000.00 1514000.00 1330000.00 1514000.00 0.00 0.00 0.00 1282000.00 1556000.00 1282000.00 1556000.00 -1489000.00 -1556000.00 -1489000.00 -1556000.00 0.00 -53000.00 -56000.00 -53000.00 -56000.00 -53000.00 -56000.00 -53000.00 -56000.00 -216000.00 -407000.00 -216000.00 -407000.00 -349000.00 -471000.00 -349000.00 -471000.00 133000.00 64000.00 133000.00 64000.00 -1870000.00 -1169000.00 -1870000.00 -1169000.00 -1870000.00 -1169000.00 -1870000.00 -1169000.00 11496000.00 11694000.00 11496000.00 11694000.00 4562000.00 7211000.00 4562000.00 7211000.00 232000.00 234000.00 232000.00 234000.00 51000.00 262000.00 51000.00 262000.00 1553000.00 1693000.00 1553000.00 1693000.00 -19764000.00 -22263000.00 -19764000.00 -22263000.00 0.00 0.00 0.00 0.00 -1016000.00 -118000.00 -1016000.00 -118000.00 18044000.00 19249000.00 18044000.00 19249000.00 17028000.00 19131000.00 17028000.00 19131000.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 1094000.00 -4271000.00 1094000.00 -4271000.00 1094000.00 -4271000.00 1094000.00 -4271000.00 101000.00 -2000.00 101000.00 -2000.00 -1195000.00 4273000.00 -1195000.00 4273000.00 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 3.47 9.63 0.19 6.45 3.47 9.47 0.49 6.51 199.00 70000.00 10000.00 80000.00 31885000.00 31965000.00 69.00 77000.00 9000.00 86000.00 8348000.00 8434000.00 50.00 30000.00 4000.00 22000.00 56000.00 3920000.00 3976000.00 28.00 46000.00 7000.00 12000.00 65000.00 1706000.00 1771000.00 12.00 22000.00 6000.00 6000.00 34000.00 642000.00 676000.00 752.00 22398000.00 109000.00 188000.00 22695000.00 509000.00 23204000.00 1110.00 22643000.00 145000.00 228000.00 23016000.00 47010000.00 0.00 70026000.00 199.00 70000.00 10000.00 80000.00 31885000.00 31965000.00 27475000.00 9838000.00 116.34 69.00 77000.00 9000.00 86000.00 8348000.00 8434000.00 9830000.00 1200000.00 85.80 50.00 30000.00 4000.00 22000.00 56000.00 3920000.00 3976000.00 5986000.00 740000.00 66.42 28.00 46000.00 7000.00 12000.00 65000.00 1706000.00 1771000.00 4952000.00 903000.00 35.76 12.00 22000.00 6000.00 6000.00 34000.00 642000.00 676000.00 1533000.00 44.10 752.00 22398000.00 109000.00 188000.00 22695000.00 509000.00 23204000.00 75230000.00 11187000.00 30.84 1110.00 22643000.00 145000.00 228000.00 23016000.00 47010000.00 0.00 70026000.00 125006000.00 56.02 20101000.00 22915000.00 260000.00 1069000.00 1157000.00 80000.00 1506000.00 1339000.00 163000.00 2542000.00 2351000.00 457000.00 3301000.00 3228000.00 799000.00 43811000.00 42979000.00 11776000.00 771669000.00 786839000.00 2786465000.00 843999000.00 860808000.00 2800000000.00 19.42 19.55 32.00 14.42 14.18 1327.00 45829000.00 1295.00 45506000.00 21.00 1715000.00 1171.00 79302000.00 1144.00 78086000.00 34.00 5310000.00 1467.00 134790000.00 1448.00 133022000.00 1444.00 229342000.00 1879.00 219484000.00 1883.00 219800000.00 14488.00 2434587000.00 1781.00 239801000.00 1830.00 246978000.00 903.00 129046000.00 692.00 99741000.00 768.00 110756000.00 101.00 14424000.00 111.00 15856000.00 74.00 10628000.00 75.00 10804000.00 8492.00 843999000.00 8554.00 860808000.00 16890.00 2800000000.00 95.09 95.99 87.21 0.64 0.68 4.02 5.67 5.67 4.76 0.00 0.00 3.75 1572.00 151106000.00 1592.00 153756000.00 3077.00 462067000.00 153.00 14721000.00 155.00 14860000.00 356.00 61499000.00 177.00 12600000.00 178.00 12807000.00 303.00 38664000.00 257.00 31993000.00 257.00 32367000.00 504.00 93237000.00 871.00 79492000.00 875.00 80889000.00 1833.00 266465000.00 210.00 17351000.00 212.00 17617000.00 311.00 45554000.00 579.00 45653000.00 583.00 46939000.00 972.00 136364000.00 305.00 28254000.00 307.00 28751000.00 566.00 87375000.00 1187.00 137270000.00 1183.00 139899000.00 2484.00 481710000.00 11.00 724000.00 11.00 737000.00 17.00 1836000.00 182.00 11907000.00 183.00 12181000.00 301.00 33831000.00 327.00 26139000.00 328.00 26561000.00 537.00 75021000.00 1100.00 131747000.00 1110.00 134912000.00 2256.00 465629000.00 18.00 1302000.00 18.00 1323000.00 28.00 3611000.00 206.00 18186000.00 210.00 18729000.00 497.00 71597000.00 50.00 4850000.00 50.00 4924000.00 110.00 18375000.00 34.00 3332000.00 34.00 3377000.00 94.00 16432000.00 720.00 65329000.00 729.00 66642000.00 1664.00 243089000.00 533.00 62043000.00 539.00 63537000.00 980.00 197644000.00 8492.00 843999000.00 8554.00 860808000.00 16890.00 2800000000.00 8492.00 843999000.00 8554.00 860808000.00 16890.00 2800000000.00 0.63 0.62 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 32000.00 134607000.00 4200.00 33000.00 138078000.00 4200.00 100000.00 420000000.00 ES0338093018 BONOS SERIE A2 15400.00 32000.00 493559000.00 15400.00 33000.00 506285000.00 15400.00 100000.00 1540000000.00 ES0338093000 BONOS SERIE A1 6133.00 23000.00 138319000.00 6133.00 23000.00 141885000.00 6133.00 100000.00 613300000.00 28224.00 1015585000.00 28224.00 1035348000.00 28224.00 2822400000.00 ES0338093075 BONOS SERIE F S E3M 0.50 0.11 5000.00 3469000.00 S 22400000.00 25874000.00 -25874000.00 ES0338093067 BONOS SERIE E S E3M 2.10 1.71 109000.00 4032000.00 S 28000000.00 32141000.00 -32141000.00 ES0338093059 BONOS SERIE D S E3M 0.55 0.16 23000.00 1515000.00 S 72000000.00 73538000.00 -73538000.00 ES0338093042 BONOS SERIE C S E3M 0.30 0.00 N 47500000.00 47500000.00 -17717000.00 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 107143000.00 27464000.00 134607000.00 ES0338093018 BONOS SERIE A2 NS E3M 0.14 0.00 N 392857000.00 100702000.00 493559000.00 ES0338093000 BONOS SERIE A1 NS E3M 0.06 0.00 N 110098000.00 28221000.00 138319000.00 137000.00 9016000.00 859198000.00 156387000.00 1024738000.00 -149270000.00 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 3471000.00 285393000.00 55421000.00 3910000.00 271017000.00 55421000.00 ES0338093018 BONOS SERIE A2 12726000.00 1046442000.00 199330000.00 14335000.00 993729000.00 199330000.00 ES0338093000 BONOS SERIE A1 3567000.00 474982000.00 56781000.00 4018000.00 460209000.00 56781000.00 19764000.00 1806817000.00 0.00 353174000.00 22263000.00 1724955000.00 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 20181231 FCH C C 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 20190930 SYP BBB BBB AAA ES0338093026 BONOS SERIE A3 20160513 MDY Ba3 Ba3 Aaa ES0338093026 BONOS SERIE A3 20200331 FCH B CCC AAA ES0338093018 BONOS SERIE A2 20190930 SYP BBB BBB AAA ES0338093018 BONOS SERIE A2 20160513 MDY Ba3 Ba3 Aaa ES0338093018 BONOS SERIE A2 20200331 FCH B CCC AAA ES0338093000 BONOS SERIE A1 20191231 SYP BBB BBB AAA ES0338093000 BONOS SERIE A1 20160513 MDY Ba3 Ba3 Aaa ES0338093000 BONOS SERIE A1 20200331 FCH B CCC AAA 20101000.00 22915000.00 260000.00 1069000.00 1157000.00 80000.00 1506000.00 1339000.00 163000.00 2542000.00 2351000.00 628000.00 3301000.00 3228000.00 628000.00 43811000.00 42979000.00 11776000.00 943255000.00 961379000.00 2808865000.00 1015585000.00 1035348000.00 2822400000.00 19.42 19.55 32.00 0.00 0.00 22400000.00 22400000.00 22400000.00 22400000.00 0.00 0.00 0.79 SANTANDER SANTANDER SANTANDER A-1 cp / P-1 cp/F-1 cp A-1 cp / P-1 cp/F-1 cp A-1 cp / P-1 cp/F-1 cp A-1 cp / P-1 cp/F-1 cp A-1 cp / P-1 cp/F-1 cp A-1 cp / P-1 cp/F-1 cp 0.00 0.00 0.00 0.00 0.00 0.00 0 0.00 0.00 0.00 0.00 0.00 0.00 0 0 S S S 74.80 75.29 80.74 18981000.00 17681000.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 3.00 90.00 4257000.00 4827000.00 0.50 0.56 0.57 4257000.00 4827000.00 0.50 0.56 0.57 Glosario definiciones 18.00 547.00 25688000.00 26788000.00 3.04 3.11 2.69 119601000.00 119507000.00 14.17 13.88 14.28 145289000.00 146295000.00 17.21 16.99 16.97 Glosario definiciones Hipotecario 3 mar20.pdf 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SANTANDER DE TITULIZACIÓN 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 20170401 20170701 20171001 20180101 20180401 20180701 20181001 20190101 20190401 20190701 20191001 20200101 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 21313000.00 21872000.00 20212000.00 23072000.00 23309000.00 22569000.00 21064000.00 22320000.00 22185000.00 21178000.00 19116000.00 20026000.00 -73000.00 -87000.00 -73000.00 -66000.00 -68000.00 -73000.00 -75000.00 -57000.00 -77000.00 -72000.00 -54000.00 -55000.00 -356000.00 -438000.00 -241000.00 -552000.00 -162000.00 -96000.00 0.00 0.00 71000.00 -118000.00 -132000.00 -207000.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 -20884000.00 -21347000.00 -19898000.00 -22454000.00 -23079000.00 -22400000.00 -20989000.00 -22263000.00 -22179000.00 -20988000.00 -18930000.00 -19764000.00 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 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