FTAP 5878 F.T.A. SANTANDER HIPOTECARIO I Santander de Titulizacion S.G.F.T., S.A NO SI 20210630 172461000.00 186344000.00 172461000.00 186344000.00 167816000.00 181315000.00 167055000.00 180451000.00 973000.00 1073000.00 -212000.00 -209000.00 4645000.00 5029000.00 4645000.00 5029000.00 0.00 0.00 63742000.00 67843000.00 2215000.00 2363000.00 35311000.00 38291000.00 35255000.00 38259000.00 33284000.00 36107000.00 48000.00 55000.00 1000.00 1000.00 2249000.00 2569000.00 162000.00 34000.00 -489000.00 -507000.00 56000.00 32000.00 56000.00 32000.00 0.00 0.00 0.00 0.00 26216000.00 27189000.00 26216000.00 27189000.00 236203000.00 254187000.00 194003000.00 208302000.00 0.00 0.00 194003000.00 208302000.00 175252000.00 189551000.00 18652000.00 32951000.00 156600000.00 156600000.00 0.00 0.00 0.00 0.00 18751000.00 18751000.00 18751000.00 18751000.00 0.00 0.00 0.00 0.00 37555000.00 40856000.00 0.00 0.00 33343000.00 36171000.00 33334000.00 36161000.00 33284000.00 36107000.00 0.00 0.00 50000.00 54000.00 0.00 0.00 9000.00 10000.00 9000.00 10000.00 0.00 0.00 0.00 0.00 4212000.00 4685000.00 4204000.00 4675000.00 16000.00 12000.00 5000.00 5000.00 4328000.00 4658000.00 -145000.00 0.00 8000.00 10000.00 4645000.00 5029000.00 4645000.00 5029000.00 236203000.00 254187000.00 233000.00 337000.00 511000.00 704000.00 233000.00 337000.00 511000.00 704000.00 0.00 -68000.00 -149000.00 -136000.00 -258000.00 -58000.00 -127000.00 -116000.00 -219000.00 -10000.00 -22000.00 -20000.00 -39000.00 58000.00 139000.00 98000.00 229000.00 223000.00 327000.00 473000.00 675000.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 -153000.00 -37000.00 -369000.00 -1065000.00 -3000.00 -3000.00 -7000.00 -7000.00 -2000.00 -2000.00 -5000.00 -5000.00 0.00 0.00 0.00 0.00 -1000.00 -1000.00 -2000.00 -2000.00 0.00 -150000.00 -34000.00 -362000.00 -1058000.00 -20000.00 -19000.00 -43000.00 -37000.00 -6000.00 -6000.00 -12000.00 -12000.00 0.00 0.00 -113000.00 -270000.00 -978000.00 0.00 -11000.00 -9000.00 -37000.00 -31000.00 -11000.00 194000.00 -9000.00 263000.00 -11000.00 194000.00 -9000.00 263000.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 -204000.00 -6000.00 -240000.00 34000.00 145000.00 -478000.00 145000.00 93000.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 -14000.00 -274000.00 -226000.00 -475000.00 214000.00 295000.00 451000.00 572000.00 244000.00 316000.00 518000.00 670000.00 -57000.00 -93000.00 -121000.00 -179000.00 309000.00 435000.00 654000.00 865000.00 -273000.00 -346000.00 -579000.00 -751000.00 0.00 0.00 0.00 -9000.00 -17000.00 -21000.00 -33000.00 0.00 0.00 0.00 -193000.00 -550000.00 -650000.00 -998000.00 -19000.00 -19000.00 -38000.00 -38000.00 -6000.00 -6000.00 -12000.00 -12000.00 0.00 0.00 0.00 -168000.00 -525000.00 -600000.00 -948000.00 0.00 0.00 -35000.00 -19000.00 -27000.00 -49000.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 -37000.00 -21000.00 -80000.00 -59000.00 2000.00 2000.00 53000.00 10000.00 -78000.00 56000.00 -747000.00 -1029000.00 0.00 0.00 -77000.00 57000.00 -746000.00 -1028000.00 5892000.00 6140000.00 11812000.00 12680000.00 2112000.00 1388000.00 4472000.00 3087000.00 87000.00 165000.00 91000.00 168000.00 1000.00 77000.00 1000.00 78000.00 0.00 0.00 0.00 280000.00 -8169000.00 -7713000.00 -17122000.00 -17321000.00 -1000.00 -1000.00 -1000.00 -1000.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 -1000.00 -1000.00 -1000.00 -1000.00 -92000.00 -218000.00 -973000.00 -1504000.00 26308000.00 26589000.00 27189000.00 27875000.00 26216000.00 26371000.00 26216000.00 26371000.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 -256000.00 -588000.00 -285000.00 -635000.00 -256000.00 -588000.00 -285000.00 -635000.00 -59000.00 -140000.00 -99000.00 -230000.00 315000.00 728000.00 384000.00 865000.00 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 1.58 0.35 0.27 7.38 1.65 0.33 0.40 7.46 0.54 41.00 21000.00 1000.00 22000.00 2898000.00 2920000.00 11.00 6000.00 6000.00 331000.00 337000.00 18.00 12000.00 1000.00 5000.00 18000.00 812000.00 830000.00 4.00 7000.00 7000.00 70000.00 77000.00 4.00 8000.00 8000.00 40000.00 48000.00 181.00 2222000.00 163000.00 13000.00 2398000.00 51000.00 2449000.00 259.00 2276000.00 165000.00 18000.00 2459000.00 4202000.00 0.00 6661000.00 41.00 21000.00 1000.00 22000.00 2898000.00 2920000.00 5000000.00 3582000.00 58.40 11.00 6000.00 6000.00 331000.00 337000.00 1059000.00 557000.00 31.82 18.00 12000.00 1000.00 5000.00 18000.00 812000.00 830000.00 1614000.00 515000.00 51.43 4.00 7000.00 7000.00 70000.00 77000.00 433000.00 254000.00 17.78 4.00 8000.00 8000.00 40000.00 48000.00 578000.00 173000.00 8.30 181.00 2222000.00 163000.00 13000.00 2398000.00 51000.00 2449000.00 17734000.00 843000.00 13.81 259.00 2276000.00 165000.00 18000.00 2459000.00 4202000.00 0.00 6661000.00 26418000.00 25.21 2787000.00 2312000.00 9294000.00 1782000.00 1543000.00 1799000.00 4459000.00 5398000.00 4727000.00 3667000.00 3620000.00 7748000.00 5775000.00 5082000.00 9997000.00 58239000.00 57186000.00 105270000.00 126852000.00 145059000.00 1736165000.00 203561000.00 220200000.00 1875000000.00 9.74 10.15 25.00 18.52 18.03 1.00 3130.00 94335000.00 3062.00 94007000.00 10.00 3175000.00 1457.00 86545000.00 1601.00 96194000.00 7.00 1097000.00 282.00 20063000.00 367.00 26134000.00 2520.00 272182000.00 22.00 1986000.00 35.00 3076000.00 13898.00 1596588000.00 4.00 204000.00 4.00 352000.00 12.00 1614000.00 2.00 174000.00 2.00 78000.00 2.00 344000.00 1.00 87000.00 7.00 254000.00 7.00 272000.00 4904.00 203561000.00 5079.00 220200000.00 16449.00 1875000000.00 42.61 44.24 90.93 0.44 0.52 3.02 6.65 6.65 3.38 0.00 0.00 3.16 788.00 25876000.00 812.00 28068000.00 2642.00 241894000.00 190.00 7846000.00 203.00 8708000.00 524.00 61062000.00 77.00 2413000.00 79.00 2626000.00 207.00 20660000.00 61.00 3180000.00 63.00 3451000.00 198.00 25459000.00 245.00 10554000.00 251.00 11162000.00 808.00 86954000.00 129.00 4540000.00 134.00 5012000.00 386.00 43132000.00 291.00 11427000.00 299.00 12177000.00 758.00 82217000.00 159.00 5978000.00 167.00 6472000.00 463.00 46616000.00 1299.00 60591000.00 1349.00 65685000.00 4425.00 541028000.00 7.00 249000.00 7.00 267000.00 19.00 1764000.00 80.00 2181000.00 82.00 2387000.00 248.00 20993000.00 199.00 7093000.00 206.00 7659000.00 534.00 58404000.00 608.00 28002000.00 626.00 30278000.00 2628.00 343150000.00 1.00 10000.00 1.00 13000.00 14.00 1436000.00 79.00 2698000.00 83.00 2974000.00 290.00 29597000.00 42.00 1708000.00 42.00 1813000.00 124.00 15767000.00 25.00 912000.00 26.00 1015000.00 81.00 8448000.00 302.00 11156000.00 311.00 12035000.00 1085.00 105527000.00 322.00 17147000.00 338.00 18398000.00 1015.00 140892000.00 4904.00 203561000.00 5079.00 220200000.00 16449.00 1875000000.00 4904.00 203561000.00 5079.00 220200000.00 16449.00 1875000000.00 1.40 1.34 0.60 ES0309364034 BONOS SERIE D 563.00 100000.00 56300000.00 563.00 100000.00 56300000.00 563.00 100000.00 56300000.00 ES0309364026 BONOS SERIE C 469.00 100000.00 46900000.00 469.00 100000.00 46900000.00 469.00 100000.00 46900000.00 ES0309364018 BONOS SERIE B 534.00 100000.00 53400000.00 534.00 100000.00 53400000.00 534.00 100000.00 53400000.00 ES0309364000 BONOS SERIE A 17184.00 3000.00 51936000.00 17184.00 4000.00 69058000.00 17184.00 100000.00 1718400000.00 18750.00 208536000.00 18750.00 225658000.00 18750.00 1875000000.00 ES0309364034 BONOS SERIE D S E3M 0.95 0.41 50000.00 S 56300000.00 56350000.00 ES0309364026 BONOS SERIE C S E3M 0.50 0.00 N 46900000.00 46900000.00 ES0309364018 BONOS SERIE B S E3M 0.30 0.00 N 53400000.00 53400000.00 ES0309364000 BONOS SERIE A NS E3M 0.18 0.00 N 51936000.00 51936000.00 50000.00 0.00 208536000.00 0.00 208586000.00 0.00 0.11 0.11 2.31 ES0309364026 BONOS SERIE C 12804000.00 13000.00 12767000.00 ES0309364018 BONOS SERIE B 12895000.00 12889000.00 ES0309364034 BONOS SERIE D 57000.00 19685000.00 80000.00 19391000.00 ES0309364000 BONOS SERIE A 8169000.00 1666464000.00 213865000.00 7713000.00 1632813000.00 213865000.00 8169000.00 1666464000.00 57000.00 259249000.00 7713000.00 1632813000.00 93000.00 258912000.00 ES0309364034 BONOS SERIE D 20210630 SYP AA+ AA BBB+ ES0309364034 BONOS SERIE D 20171201 MDY Aa2 Aa2 Baa3 ES0309364026 BONOS SERIE C 20190930 SYP AAA AAA A+ ES0309364026 BONOS SERIE C 20150123 MDY Aa1 Aa1 A2 ES0309364018 BONOS SERIE B 20190930 SYP AAA AAA AA ES0309364018 BONOS SERIE B 20150123 MDY Aa1 Aa1 Aa3 ES0309364000 BONOS SERIE A 20181231 SYP AAA AAA AAA ES0309364000 BONOS SERIE A 20150123 MDY Aa1 Aa1 Aaa 2787000.00 2312000.00 9294000.00 1782000.00 1543000.00 1799000.00 4459000.00 5398000.00 4727000.00 3667000.00 3620000.00 7748000.00 5775000.00 5082000.00 9997000.00 58239000.00 57186000.00 105270000.00 131827000.00 150517000.00 1736165000.00 208536000.00 225658000.00 1875000000.00 9.74 10.15 25.00 18750000.00 18750000.00 28125000.00 18750000.00 18750000.00 28125000.00 8.99 8.31 1.50 SANTANDER SANTANDER SANTANDER P1 / A1 P1 / A1 P1 / A1 P1 / A1 P1 / A1 P1 / A1 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 24.90 30.60 91.65 4702000.00 5061000.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 3.00 90.00 446000.00 553000.00 0.22 0.25 0.21 446000.00 553000.00 0.22 0.25 0.21 Modulo Adicional 18.00 547.00 2384000.00 2614000.00 1.17 1.19 1.24 1758000.00 1715000.00 0.86 0.78 0.84 4142000.00 4329000.00 2.03 1.97 2.08 Modulo Adicional Hipotecario 1_Jun21.pdf 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SANTANDER DE TITULIZACION 365 0.025 15000.00 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 20210415 20210115 20201015 20200715 20200415 20200115 20191015 18750000.00 18750000.00 18750000.00 18750000.00 18750000.00 18750000.00 18750000.00 8403000.00 9449000.00 8436000.00 8721000.00 8295000.00 10134000.00 9582000.00 -36000.00 -26000.00 -49000.00 -25000.00 -36000.00 -25000.00 -47000.00 37000.00 38000.00 87000.00 169000.00 89000.00 25000.00 44000.00 -18750000.00 -18750000.00 -18750000.00 -18750000.00 -18750000.00 -18750000.00 -18750000.00 -8226000.00 -9017000.00 -8170000.00 -8578000.00 -7807000.00 -9694000.00 -8974000.00 -10000.00 -12000.00 -15000.00 -24000.00 -17000.00 -17000.00 -18000.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 168000.00 432000.00 289000.00 263000.00 525000.00 423000.00 586000.00 168000.00 432000.00 289000.00 263000.00 525000.00 423000.00 586000.00