FTAP 8701 F.T.A.SANTANDER HIPOTECARIO III Santander de Titulizacion S.G.F.T., S.A NO SI 20210630 641394000.00 678521000.00 641394000.00 678521000.00 623476000.00 659453000.00 619618000.00 654020000.00 0.00 0.00 6322000.00 8384000.00 -2464000.00 -2951000.00 0.00 17918000.00 19068000.00 17918000.00 19068000.00 0.00 0.00 134953000.00 139786000.00 23466000.00 24415000.00 94517000.00 97293000.00 94517000.00 97293000.00 80084000.00 82522000.00 166000.00 192000.00 5000.00 6000.00 21713000.00 22104000.00 1013000.00 385000.00 -8464000.00 -7916000.00 0.00 0.00 0.00 0.00 0.00 0.00 16970000.00 18078000.00 16970000.00 18078000.00 776347000.00 818307000.00 678199000.00 716462000.00 0.00 0.00 678199000.00 716462000.00 678199000.00 716462000.00 36362000.00 603716000.00 777931000.00 249100000.00 -136094000.00 -136354000.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 80230000.00 82777000.00 0.00 0.00 80171000.00 82698000.00 80084000.00 82522000.00 80084000.00 82522000.00 -9944000.00 -9687000.00 105000.00 112000.00 9839000.00 9575000.00 0.00 0.00 1530000.00 1530000.00 -1769000.00 -1769000.00 0.00 0.00 239000.00 239000.00 87000.00 176000.00 87000.00 176000.00 0.00 0.00 59000.00 79000.00 36000.00 38000.00 36000.00 38000.00 323000.00 311000.00 0.00 0.00 -323000.00 -311000.00 23000.00 41000.00 17918000.00 19068000.00 17918000.00 19068000.00 776347000.00 818307000.00 1023000.00 1301000.00 2353000.00 2833000.00 1023000.00 1301000.00 2353000.00 2833000.00 0.00 0.00 -129000.00 -226000.00 -256000.00 -399000.00 -129000.00 -224000.00 -256000.00 -397000.00 0.00 -2000.00 0.00 -2000.00 0.00 0.00 -146000.00 277000.00 -385000.00 176000.00 748000.00 1352000.00 1712000.00 2610000.00 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 -240000.00 -208000.00 -455000.00 -490000.00 -18000.00 -34000.00 -29000.00 -41000.00 -2000.00 -2000.00 -5000.00 -5000.00 0.00 0.00 0.00 0.00 -16000.00 -32000.00 -24000.00 -36000.00 0.00 -222000.00 -174000.00 -426000.00 -449000.00 -45000.00 -50000.00 -90000.00 -101000.00 -6000.00 -6000.00 -12000.00 -12000.00 0.00 0.00 0.00 0.00 -171000.00 -118000.00 -324000.00 -336000.00 -447000.00 572000.00 -468000.00 667000.00 -447000.00 572000.00 -468000.00 667000.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 -480000.00 -36000.00 -798000.00 29000.00 419000.00 -1680000.00 9000.00 -2816000.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 404000.00 998000.00 935000.00 1852000.00 690000.00 1180000.00 1565000.00 2303000.00 951000.00 1205000.00 2038000.00 2535000.00 0.00 0.00 0.00 841000.00 1255000.00 1781000.00 2537000.00 -1102000.00 -1280000.00 -2254000.00 -2769000.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 -45000.00 -51000.00 -92000.00 -104000.00 -45000.00 -51000.00 -92000.00 -104000.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 -241000.00 -131000.00 -538000.00 -347000.00 0.00 0.00 0.00 0.00 -298000.00 -254000.00 -654000.00 -603000.00 57000.00 123000.00 116000.00 256000.00 -3033000.00 14626000.00 -2043000.00 12756000.00 0.00 0.00 -3031000.00 14627000.00 -2041000.00 12757000.00 10236000.00 10481000.00 20276000.00 21977000.00 7122000.00 21462000.00 16559000.00 26024000.00 79000.00 161000.00 204000.00 393000.00 173000.00 119000.00 240000.00 170000.00 903000.00 628000.00 1641000.00 2181000.00 -21544000.00 -18224000.00 -40961000.00 -37988000.00 -2000.00 -1000.00 -2000.00 -1000.00 0.00 0.00 0.00 -1000.00 -1000.00 -1000.00 -1000.00 -1000.00 -1000.00 -2629000.00 15624000.00 -1108000.00 14608000.00 19599000.00 17028000.00 18078000.00 18044000.00 16970000.00 32652000.00 16970000.00 32652000.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 -341000.00 -749000.00 -1535000.00 345000.00 -341000.00 -749000.00 -1535000.00 345000.00 146000.00 -277000.00 385000.00 -176000.00 195000.00 1026000.00 1150000.00 -169000.00 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 3.85 11.01 0.03 6.54 3.97 10.50 0.02 6.56 124.00 27000.00 3000.00 30000.00 23528000.00 23558000.00 14.00 11000.00 2000.00 13000.00 1287000.00 1300000.00 34.00 3000.00 19000.00 22000.00 4253000.00 4275000.00 15.00 26000.00 4000.00 6000.00 36000.00 927000.00 963000.00 17.00 141000.00 5000.00 6000.00 152000.00 704000.00 856000.00 735.00 21546000.00 1001000.00 151000.00 22698000.00 438000.00 23136000.00 939.00 21751000.00 1018000.00 182000.00 22951000.00 31137000.00 0.00 54088000.00 124.00 27000.00 3000.00 30000.00 23528000.00 23558000.00 16777000.00 9487000.00 140.42 14.00 11000.00 2000.00 13000.00 1287000.00 1300000.00 1601000.00 494000.00 81.20 34.00 3000.00 19000.00 22000.00 4253000.00 4275000.00 3741000.00 314000.00 114.27 15.00 26000.00 4000.00 6000.00 36000.00 927000.00 963000.00 1901000.00 581000.00 50.66 17.00 141000.00 5000.00 6000.00 152000.00 704000.00 856000.00 1959000.00 727000.00 43.70 735.00 21546000.00 1001000.00 151000.00 22698000.00 438000.00 23136000.00 66961000.00 1751000.00 34.55 939.00 21751000.00 1018000.00 182000.00 22951000.00 31137000.00 0.00 54088000.00 92940000.00 58.20 18355000.00 16059000.00 260000.00 980000.00 921000.00 80000.00 1586000.00 1602000.00 163000.00 2971000.00 2305000.00 457000.00 4901000.00 4463000.00 799000.00 54974000.00 48758000.00 11776000.00 643970000.00 692922000.00 2786465000.00 727737000.00 767030000.00 2800000000.00 18.28 18.75 32.00 15.66 15.17 1490.00 49868000.00 1437.00 48622000.00 21.00 1715000.00 1230.00 83557000.00 1191.00 80362000.00 34.00 5310000.00 1473.00 134852000.00 1509.00 137694000.00 1444.00 229342000.00 1779.00 203276000.00 1802.00 206526000.00 14488.00 2434587000.00 1389.00 183383000.00 1535.00 204963000.00 903.00 129046000.00 397.00 55394000.00 496.00 70033000.00 57.00 7603000.00 60.00 7945000.00 67.00 9804000.00 72.00 10885000.00 7882.00 727737000.00 8102.00 767030000.00 16890.00 2800000000.00 88.60 90.26 87.21 0.49 0.60 4.02 5.67 5.67 4.76 0.00 0.00 3.75 1484.00 130632000.00 1517.00 137515000.00 3077.00 462067000.00 143.00 12583000.00 144.00 13160000.00 356.00 61499000.00 164.00 11058000.00 170.00 11657000.00 303.00 38664000.00 230.00 26599000.00 236.00 27968000.00 504.00 93237000.00 793.00 67378000.00 820.00 71252000.00 1833.00 266465000.00 194.00 14730000.00 198.00 15651000.00 311.00 45554000.00 549.00 39801000.00 558.00 41543000.00 972.00 136364000.00 280.00 24079000.00 288.00 25175000.00 566.00 87375000.00 1089.00 117750000.00 1127.00 124623000.00 2484.00 481710000.00 8.00 431000.00 11.00 638000.00 17.00 1836000.00 166.00 10326000.00 174.00 10914000.00 301.00 33831000.00 312.00 22947000.00 317.00 24153000.00 537.00 75021000.00 1011.00 113645000.00 1043.00 120571000.00 2256.00 465629000.00 18.00 1193000.00 18.00 1240000.00 28.00 3611000.00 193.00 16162000.00 198.00 16926000.00 497.00 71597000.00 49.00 4453000.00 49.00 4611000.00 110.00 18375000.00 30.00 2624000.00 32.00 2918000.00 94.00 16432000.00 679.00 57739000.00 696.00 60227000.00 1664.00 243089000.00 490.00 53607000.00 506.00 56288000.00 980.00 197644000.00 7882.00 727737000.00 8102.00 767030000.00 16890.00 2800000000.00 7882.00 727737000.00 8102.00 767030000.00 16890.00 2800000000.00 0.65 0.64 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 27000.00 113321000.00 4200.00 29000.00 120514000.00 4200.00 100000.00 420000000.00 ES0338093018 BONOS SERIE A2 15400.00 27000.00 415510000.00 15400.00 29000.00 441886000.00 15400.00 100000.00 1540000000.00 ES0338093000 BONOS SERIE A1 6133.00 19000.00 116446000.00 6133.00 20000.00 123838000.00 6133.00 100000.00 613300000.00 28224.00 894377000.00 28224.00 935338000.00 28224.00 2822400000.00 ES0338093075 BONOS SERIE F S E3M 0.50 0.00 3497000.00 N 22400000.00 25897000.00 -25897000.00 ES0338093067 BONOS SERIE E S E3M 2.10 1.56 103000.00 4710000.00 S 28000000.00 32813000.00 -32813000.00 ES0338093059 BONOS SERIE D S E3M 0.55 0.01 2000.00 1632000.00 S 72000000.00 73634000.00 -73634000.00 ES0338093042 BONOS SERIE C S E3M 0.30 0.00 N 47500000.00 47500000.00 -13694000.00 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 87202000.00 26119000.00 113321000.00 ES0338093018 BONOS SERIE A2 NS E3M 0.14 0.00 N 319742000.00 95768000.00 415510000.00 ES0338093000 BONOS SERIE A1 NS E3M 0.06 0.00 N 89607000.00 26839000.00 116446000.00 105000.00 9839000.00 745651000.00 148726000.00 904321000.00 -146038000.00 0.04 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 7579000.00 7570000.00 ES0338093034 BONOS SERIE B 11986000.00 11986000.00 ES0338093026 BONOS SERIE A3 3783000.00 306678000.00 55421000.00 3200000.00 288593000.00 55421000.00 ES0338093018 BONOS SERIE A2 13873000.00 1124490000.00 199330000.00 11735000.00 1058177000.00 199330000.00 ES0338093000 BONOS SERIE A1 3888000.00 496855000.00 56781000.00 3289000.00 478271000.00 56781000.00 21544000.00 1928023000.00 0.00 353183000.00 18224000.00 1825041000.00 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 20210630 SYP B- CCC+ AA ES0338093034 BONOS SERIE B 20120419 MDY Ca Ca Aa2 ES0338093034 BONOS SERIE B 20121123 FCH CC CC AA ES0338093026 BONOS SERIE A3 20210630 SYP A+ BBB AAA ES0338093026 BONOS SERIE A3 20160513 MDY Ba3 Ba3 Aaa ES0338093026 BONOS SERIE A3 20200331 FCH B (sf) B (sf) AAA ES0338093018 BONOS SERIE A2 20210630 SYP A+ BBB AAA ES0338093018 BONOS SERIE A2 20160513 MDY Ba3 Ba3 Aaa ES0338093018 BONOS SERIE A2 20200331 FCH B (sf) B (sf) AAA ES0338093000 BONOS SERIE A1 20210630 SYP A+ BBB AAA ES0338093000 BONOS SERIE A1 20160513 MDY Ba3 Ba3 Aaa ES0338093000 BONOS SERIE A1 20200331 FCH B (sf) B (sf) AAA 18355000.00 16059000.00 260000.00 980000.00 921000.00 80000.00 1586000.00 1602000.00 163000.00 2971000.00 2305000.00 628000.00 4901000.00 4463000.00 628000.00 54974000.00 48758000.00 11776000.00 810610000.00 861230000.00 2808865000.00 894377000.00 935338000.00 2822400000.00 18.28 18.75 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 0.00 0.00 0.00 0.00 0.00 0.00 S S S 71.35 13.10 80.74 17831000.00 18892000.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 3.00 90.00 3572000.00 4804000.00 0.49 0.63 0.58 3572000.00 4804000.00 0.49 0.63 0.58 Glosario definiciones 18.00 547.00 22036000.00 22302000.00 3.03 2.91 3.00 120077000.00 119651000.00 16.50 15.60 16.61 142113000.00 141953000.00 19.53 18.51 19.61 Glosario definiciones Hipotecario 3 jun21.pdf 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SANTANDER DE TITULIZACION 365 0.020 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 20210419 20210118 20201019 20200720 20200401 20200101 20191001 0.00 0.00 0.00 0.00 0.00 0.00 0.00 21868000.00 19679000.00 23886000.00 38051000.00 18314000.00 20026000.00 19116000.00 -63000.00 -50000.00 -48000.00 -81000.00 -64000.00 -55000.00 -54000.00 -261000.00 -212000.00 -73000.00 297000.00 -26000.00 -207000.00 -132000.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 -21544000.00 -19417000.00 -23765000.00 -38267000.00 -18224000.00 -19764000.00 -18930000.00 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