FTAP 10426 F.T.A. RMBS SANTANDER 1 Santander de Titulizacion S.G.F.T., S.A NO NO 20200930 667424000.00 707718000.00 667424000.00 707718000.00 667424000.00 707718000.00 655797000.00 698719000.00 16099000.00 14159000.00 -4472000.00 -5160000.00 0.00 0.00 0.00 0.00 134502000.00 138732000.00 8098000.00 8467000.00 89244000.00 91992000.00 89244000.00 91992000.00 71108000.00 75277000.00 469000.00 484000.00 17000.00 31000.00 23982000.00 25388000.00 457000.00 103000.00 -6789000.00 -9291000.00 0.00 0.00 0.00 0.00 0.00 0.00 37160000.00 38273000.00 37160000.00 38273000.00 801926000.00 846450000.00 729682000.00 769834000.00 0.00 0.00 729682000.00 769834000.00 729682000.00 769834000.00 315607000.00 359805000.00 419100000.00 419100000.00 -5025000.00 -9071000.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 72244000.00 76616000.00 0.00 0.00 72232000.00 76600000.00 72232000.00 76334000.00 71108000.00 75277000.00 0.00 0.00 166000.00 217000.00 958000.00 840000.00 0.00 0.00 302000.00 302000.00 -307000.00 -306000.00 0.00 0.00 5000.00 4000.00 0.00 0.00 0.00 266000.00 266000.00 12000.00 16000.00 6000.00 7000.00 6000.00 7000.00 115000.00 96000.00 0.00 0.00 -115000.00 -96000.00 6000.00 9000.00 0.00 0.00 801926000.00 846450000.00 1996000.00 2474000.00 6407000.00 7568000.00 1996000.00 2474000.00 6407000.00 7568000.00 -1402000.00 -1625000.00 -4178000.00 -4987000.00 -1401000.00 -1625000.00 -4177000.00 -4986000.00 -1000.00 -1000.00 -1000.00 594000.00 849000.00 2229000.00 2581000.00 0.00 0.00 0.00 0.00 -118000.00 -117000.00 -353000.00 -329000.00 -23000.00 -25000.00 -44000.00 -48000.00 -2000.00 -2000.00 -7000.00 -7000.00 0.00 0.00 -21000.00 -23000.00 -37000.00 -41000.00 0.00 -95000.00 -92000.00 -309000.00 -281000.00 -41000.00 -45000.00 -125000.00 -136000.00 -6000.00 -6000.00 -18000.00 -18000.00 0.00 0.00 -48000.00 -41000.00 -166000.00 -127000.00 188000.00 239000.00 2590000.00 1026000.00 188000.00 239000.00 2590000.00 1026000.00 0.00 0.00 0.00 0.00 -165000.00 75000.00 -439000.00 -550000.00 -499000.00 -1046000.00 -4027000.00 -2728000.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 533000.00 746000.00 1759000.00 2029000.00 691000.00 910000.00 2264000.00 2690000.00 2086000.00 2512000.00 6374000.00 7580000.00 -1395000.00 -1602000.00 -4110000.00 -4890000.00 -41000.00 -44000.00 -126000.00 -136000.00 -41000.00 -44000.00 -126000.00 -136000.00 -117000.00 -120000.00 -379000.00 -525000.00 -147000.00 143000.00 -463000.00 -602000.00 30000.00 -263000.00 84000.00 77000.00 -627000.00 -476000.00 -2872000.00 -2680000.00 -627000.00 -476000.00 -2582000.00 -2680000.00 7887000.00 9592000.00 25584000.00 28807000.00 6261000.00 7768000.00 18393000.00 20969000.00 256000.00 5000.00 598000.00 217000.00 3000.00 37000.00 35000.00 171000.00 318000.00 395000.00 1175000.00 2532000.00 -15352000.00 -18273000.00 -48367000.00 -55376000.00 0.00 0.00 -290000.00 0.00 267000.00 -267000.00 -290000.00 -94000.00 270000.00 -1113000.00 -651000.00 37254000.00 35240000.00 38273000.00 36161000.00 37160000.00 35510000.00 37160000.00 35510000.00 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 5.23 0.75 2.17 4.83 4.86 0.75 10.89 2.93 6.65 5.37 50.00 6.00 141.00 18000.00 10000.00 28000.00 36387000.00 36415000.00 34.00 29000.00 7000.00 36000.00 3160000.00 3196000.00 102.00 61000.00 15000.00 125000.00 201000.00 11176000.00 11377000.00 30.00 41000.00 13000.00 17000.00 71000.00 1102000.00 1173000.00 17.00 89000.00 8000.00 11000.00 108000.00 1119000.00 1227000.00 789.00 23791000.00 421000.00 356000.00 24568000.00 2702000.00 27270000.00 1113.00 24029000.00 474000.00 509000.00 25012000.00 55646000.00 0.00 80658000.00 141.00 18000.00 10000.00 28000.00 36387000.00 36415000.00 18678000.00 9358000.00 194.96 34.00 29000.00 7000.00 36000.00 3160000.00 3196000.00 4420000.00 907000.00 72.31 102.00 61000.00 15000.00 125000.00 201000.00 11176000.00 11377000.00 14660000.00 1806000.00 77.61 30.00 41000.00 13000.00 17000.00 71000.00 1102000.00 1173000.00 3329000.00 1113000.00 35.24 17.00 89000.00 8000.00 11000.00 108000.00 1119000.00 1227000.00 2338000.00 460000.00 52.48 789.00 23791000.00 421000.00 356000.00 24568000.00 2702000.00 27270000.00 90533000.00 1627000.00 30.12 1113.00 24029000.00 474000.00 509000.00 25012000.00 55646000.00 0.00 80658000.00 133958000.00 60.21 17115000.00 24283000.00 132000.00 182000.00 395000.00 314000.00 1424000.00 817000.00 3024000.00 2166000.00 25000.00 34334000.00 32169000.00 10323000.00 710562000.00 753612000.00 1289652000.00 766986000.00 813543000.00 1300000000.00 19.60 19.99 25.48 11.74 10.98 362.00 13195000.00 269.00 10298000.00 2.00 43000.00 957.00 68548000.00 760.00 53306000.00 22.00 2519000.00 3535.00 370295000.00 3487.00 368340000.00 529.00 67583000.00 1957.00 242187000.00 2351.00 292013000.00 5706.00 800284000.00 331.00 47524000.00 427.00 62070000.00 2642.00 398133000.00 88.00 11450000.00 100.00 13692000.00 90.00 16030000.00 38.00 5313000.00 41.00 5416000.00 51.00 9860000.00 59.00 8474000.00 59.00 8408000.00 32.00 5548000.00 7327.00 766986000.00 7494.00 813543000.00 9074.00 1300000000.00 88.50 82.44 98.66 1.12 1.19 1.95 6.41 6.36 7.50 0.00 0.00 0.54 1766.00 164209000.00 1807.00 174148000.00 2148.00 270637000.00 196.00 19473000.00 203.00 21282000.00 232.00 31691000.00 96.00 8385000.00 98.00 8609000.00 112.00 13472000.00 204.00 25936000.00 208.00 27726000.00 254.00 44055000.00 721.00 66273000.00 731.00 69485000.00 872.00 109007000.00 139.00 13270000.00 141.00 13941000.00 156.00 20345000.00 326.00 26127000.00 333.00 27712000.00 392.00 43475000.00 305.00 26998000.00 311.00 28593000.00 359.00 42140000.00 935.00 122275000.00 965.00 130942000.00 1241.00 219833000.00 17.00 1477000.00 17.00 1539000.00 17.00 2067000.00 154.00 12241000.00 158.00 13198000.00 181.00 20975000.00 199.00 16698000.00 204.00 17746000.00 218.00 24703000.00 1026.00 140924000.00 1048.00 149031000.00 1324.00 246583000.00 36.00 3105000.00 36.00 3250000.00 41.00 4836000.00 243.00 22298000.00 244.00 23369000.00 292.00 36086000.00 49.00 5644000.00 49.00 5829000.00 59.00 8822000.00 32.00 2756000.00 33.00 2911000.00 43.00 5836000.00 740.00 68257000.00 761.00 72708000.00 941.00 118844000.00 143.00 20640000.00 147.00 21524000.00 192.00 36593000.00 7327.00 766986000.00 7494.00 813543000.00 9074.00 1300000000.00 7327.00 766986000.00 7494.00 813543000.00 9074.00 1300000000.00 0.94 0.90 0.66 ES0305028021 SERIE C 598.00 100000.00 59800000.00 598.00 100000.00 59800000.00 1950.00 100000.00 195000000.00 ES0305028013 SERIE B 3593.00 100000.00 359300000.00 3593.00 100000.00 359300000.00 3380.00 100000.00 338000000.00 ES0305028005 SERIE A 9407.00 41000.00 386715000.00 9407.00 46000.00 435082000.00 9620.00 100000.00 962000000.00 13598.00 805815000.00 13598.00 854182000.00 14950.00 1495000000.00 ES0305028021 SERIE C S E3M 0.65 0.16 4000.00 958000.00 S 59800000.00 60762000.00 -5025000.00 ES0305028013 SERIE B S E3M 1.30 0.81 104000.00 S 359300000.00 359404000.00 ES0305028005 SERIE A NS E3M 0.90 0.41 58000.00 S 386715000.00 386773000.00 166000.00 958000.00 805815000.00 0.00 806939000.00 -5025000.00 0.57 0.65 ES0305028013 SERIE B 852000.00 28793000.00 902000.00 25480000.00 ES0305028021 SERIE C 135200000.00 1722000.00 1722000.00 ES0305028005 SERIE A 15352000.00 575285000.00 543000.00 35409000.00 18273000.00 509311000.00 700000.00 33210000.00 15352000.00 710485000.00 1395000.00 65924000.00 18273000.00 509311000.00 1602000.00 60412000.00 ES0305028021 SERIE C MDY Ca (sf) Ca (sf) Ca (sf) ES0305028021 SERIE C DBRS C (sf) C (sf) C (sf) ES0305028013 SERIE B 20160513 MDY Caa1 Caa1 B3 (sf) ES0305028013 SERIE B 20150727 DBRS CCC CCC (sf) B (sf) ES0305028005 SERIE A 20180710 MDY Aa1 (sf) Aa1 (sf) A2 (sf) ES0305028005 SERIE A 20181231 DBRS AAA (sf) AAA (sf) AA (sf) 17115000.00 24283000.00 132000.00 182000.00 395000.00 314000.00 1424000.00 817000.00 3024000.00 2166000.00 25000.00 34334000.00 32169000.00 10323000.00 749391000.00 794251000.00 1484652000.00 805815000.00 854182000.00 1495000000.00 19.60 19.99 25.00 34605000.00 32531000.00 59800000.00 59800000.00 59800000.00 59800000.00 4.29 3.81 4.60 SANTANDER SANTANDER SANTANDER A (alto) lp / A2 lp A (alto) lp / A2 lp A lp/ Baa1 lp A lp / A3 lp A lp / A3 lp A lp / A3 lp 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 47.92 50.87 64.35 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 3.00 90.00 9715000.00 6341000.00 1.27 0.78 1.31 9715000.00 6341000.00 1.27 0.78 1.31 Glosario definiciones 18.00 547.00 24131000.00 24537000.00 3.15 3.02 3.24 12392000.00 11824000.00 1.62 1.45 1.66 36523000.00 36361000.00 4.76 4.47 4.90 Glosario definiciones RMBS 1 sep20.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 20200918 20200618 20200318 20191218 33745000.00 32030000.00 32531000.00 32812000.00 17670000.00 18832000.00 18222000.00 18775000.00 -63000.00 -66000.00 -43000.00 -46000.00 0.00 0.00 0.00 0.00 -34605000.00 -33745000.00 -32030000.00 -32531000.00 -16747000.00 -17051000.00 -18680000.00 -19010000.00 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