FTAP 5878 F.T.A. SANTANDER HIPOTECARIO I Santander de Titulizacion S.G.F.T., S.A NO NO 20200630 201259000.00 216281000.00 201259000.00 216281000.00 196747000.00 210904000.00 196041000.00 210286000.00 869000.00 824000.00 -163000.00 -206000.00 4512000.00 5377000.00 4512000.00 5377000.00 0.00 0.00 69016000.00 72201000.00 2439000.00 2635000.00 40206000.00 41691000.00 40077000.00 41677000.00 37936000.00 39713000.00 78000.00 71000.00 1000.00 2000.00 2507000.00 2517000.00 29000.00 2000.00 -474000.00 -628000.00 129000.00 14000.00 129000.00 14000.00 0.00 0.00 0.00 0.00 26371000.00 27875000.00 26371000.00 27875000.00 270275000.00 288482000.00 223004000.00 238548000.00 0.00 0.00 223004000.00 238548000.00 204253000.00 219797000.00 47653000.00 63197000.00 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 42759000.00 44557000.00 0.00 0.00 38070000.00 39799000.00 38050000.00 39786000.00 37936000.00 39713000.00 0.00 0.00 114000.00 73000.00 0.00 0.00 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0.00 -66000.00 280000.00 315000.00 -7713000.00 -10931000.00 -17321000.00 -22352000.00 -1000.00 1000.00 -1000.00 0.00 0.00 0.00 0.00 -1000.00 1000.00 -1000.00 -218000.00 -179000.00 -1504000.00 -544000.00 26589000.00 28932000.00 27875000.00 29297000.00 26371000.00 28753000.00 26371000.00 28753000.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 -588000.00 -53000.00 -635000.00 -364000.00 -588000.00 -53000.00 -635000.00 -364000.00 -140000.00 -80000.00 -230000.00 -172000.00 728000.00 133000.00 865000.00 536000.00 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 1.42 0.30 0.00 8.08 1.32 0.29 25.18 7.61 0.54 30.00 6000.00 6000.00 2567000.00 2573000.00 21.00 1000.00 2000.00 3000.00 874000.00 877000.00 16.00 5000.00 3000.00 8000.00 602000.00 610000.00 8.00 8000.00 1000.00 9000.00 45000.00 54000.00 4.00 10000.00 10000.00 57000.00 67000.00 147.00 2484000.00 28000.00 16000.00 2528000.00 164000.00 2692000.00 226.00 2514000.00 30000.00 20000.00 2564000.00 4309000.00 0.00 6873000.00 30.00 6000.00 6000.00 2567000.00 2573000.00 3585000.00 2513000.00 71.77 21.00 1000.00 2000.00 3000.00 874000.00 877000.00 2118000.00 1092000.00 41.41 16.00 5000.00 3000.00 8000.00 602000.00 610000.00 1622000.00 253000.00 37.61 8.00 8000.00 1000.00 9000.00 45000.00 54000.00 846000.00 90000.00 6.38 4.00 10000.00 10000.00 57000.00 67000.00 449000.00 14.92 147.00 2484000.00 28000.00 16000.00 2528000.00 164000.00 2692000.00 14309000.00 2167000.00 18.81 226.00 2514000.00 30000.00 20000.00 2564000.00 4309000.00 0.00 6873000.00 22929000.00 29.98 2068000.00 2837000.00 1355000.00 1305000.00 70000.00 3147000.00 2712000.00 189000.00 7040000.00 7674000.00 32000.00 4519000.00 4776000.00 520000.00 60203000.00 62585000.00 22397000.00 159021000.00 171451000.00 1851792000.00 237353000.00 253340000.00 1875000000.00 10.55 10.88 25.00 17.54 17.05 1.00 2973.00 92627000.00 2871.00 90583000.00 10.00 3175000.00 1737.00 105800000.00 1841.00 112702000.00 7.00 1097000.00 474.00 33642000.00 588.00 43012000.00 2520.00 272182000.00 49.00 4287000.00 67.00 5662000.00 13898.00 1596588000.00 5.00 467000.00 9.00 757000.00 12.00 1614000.00 2.00 142000.00 3.00 216000.00 2.00 344000.00 1.00 87000.00 1.00 87000.00 8.00 301000.00 8.00 321000.00 5249.00 237353000.00 5388.00 253340000.00 16449.00 1875000000.00 45.87 47.45 90.93 0.53 0.59 3.02 6.65 6.65 3.38 0.00 0.00 3.16 837.00 30240000.00 854.00 32204000.00 2642.00 241894000.00 207.00 9256000.00 214.00 9856000.00 524.00 61062000.00 79.00 2778000.00 81.00 3026000.00 207.00 20660000.00 66.00 3623000.00 67.00 3863000.00 198.00 25459000.00 259.00 11924000.00 267.00 12643000.00 808.00 86954000.00 141.00 5514000.00 142.00 5876000.00 386.00 43132000.00 310.00 13201000.00 322.00 14065000.00 758.00 82217000.00 168.00 6907000.00 170.00 7379000.00 463.00 46616000.00 1386.00 70570000.00 1416.00 75161000.00 4425.00 541028000.00 7.00 284000.00 7.00 302000.00 19.00 1764000.00 87.00 2600000.00 89.00 2777000.00 248.00 20993000.00 213.00 8280000.00 217.00 8786000.00 534.00 58404000.00 658.00 32999000.00 680.00 35400000.00 2628.00 343150000.00 1.00 15000.00 1.00 17000.00 14.00 1436000.00 88.00 3232000.00 91.00 3465000.00 290.00 29597000.00 43.00 1987000.00 45.00 2203000.00 124.00 15767000.00 28.00 1110000.00 30.00 1189000.00 81.00 8448000.00 321.00 12934000.00 330.00 13776000.00 1085.00 105527000.00 350.00 19899000.00 365.00 21352000.00 1015.00 140892000.00 5249.00 237353000.00 5388.00 253340000.00 16449.00 1875000000.00 5249.00 237353000.00 5388.00 253340000.00 16449.00 1875000000.00 1.29 1.25 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 5000.00 85589000.00 17184.00 6000.00 102910000.00 17184.00 100000.00 1718400000.00 18750.00 242189000.00 18750.00 259510000.00 18750.00 1875000000.00 ES0309364034 BONOS SERIE D S E3M 0.95 0.70 84000.00 S 56300000.00 56384000.00 ES0309364026 BONOS SERIE C S E3M 0.50 0.25 25000.00 S 46900000.00 46925000.00 ES0309364018 BONOS SERIE B S E3M 0.30 0.05 5000.00 S 53400000.00 53405000.00 ES0309364000 BONOS SERIE A NS E3M 0.18 0.00 N 85589000.00 85589000.00 114000.00 0.00 242189000.00 0.00 242303000.00 0.00 0.21 0.13 2.31 ES0309364018 BONOS SERIE B 12889000.00 12889000.00 ES0309364034 BONOS SERIE D 80000.00 19391000.00 90000.00 19059000.00 ES0309364026 BONOS SERIE C 13000.00 12767000.00 23000.00 12705000.00 ES0309364000 BONOS SERIE A 7713000.00 1632813000.00 213865000.00 10931000.00 1595834000.00 213865000.00 7713000.00 1632813000.00 93000.00 258912000.00 10931000.00 1595834000.00 113000.00 258518000.00 ES0309364034 BONOS SERIE D 20190930 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 2068000.00 2837000.00 1355000.00 1305000.00 70000.00 3147000.00 2712000.00 189000.00 7040000.00 7674000.00 4519000.00 4776000.00 552000.00 60203000.00 62585000.00 22397000.00 163857000.00 177621000.00 1851792000.00 242189000.00 259510000.00 1875000000.00 10.55 10.88 25.00 18750000.00 18750000.00 28125000.00 18750000.00 18750000.00 28125000.00 7.74 7.23 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 35.34 39.64 91.65 4641000.00 5390000.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 3.00 90.00 649000.00 478000.00 0.27 0.19 0.23 649000.00 478000.00 0.27 0.19 0.23 Modulo Adicional 18.00 2525000.00 2521000.00 1.06 1.00 1.04 2525000.00 2521000.00 1.06 1.00 1.04 Modulo Adicional Hipotecario 1_Jun20.pdf 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