FTAP 10468 FTA RMBS SANTANDER 3 Santander de Titulizacion S.G.F.T., S.A NO NO 20210331 0.00 3580300000.00 0.00 3580300000.00 0.00 3580300000.00 3541318000.00 0.00 0.00 0.00 56133000.00 0.00 0.00 0.00 -17151000.00 0.00 0.00 0.00 0.00 0.00 0.00 4255636000.00 757862000.00 28529000.00 29357000.00 3909299000.00 407630000.00 3909299000.00 407630000.00 345440000.00 3809913000.00 0.00 0.00 0.00 0.00 1768000.00 1921000.00 36000.00 41000.00 140763000.00 85081000.00 1316000.00 1645000.00 -44497000.00 -26498000.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 1000.00 1000.00 317808000.00 320874000.00 317808000.00 320874000.00 4255636000.00 4338162000.00 0.00 3957023000.00 0.00 0.00 0.00 3957023000.00 0.00 3957023000.00 2075023000.00 0.00 1882000000.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 4255636000.00 381139000.00 0.00 0.00 4221995000.00 350686000.00 4221679000.00 350370000.00 2334775000.00 345440000.00 1882000000.00 0.00 0.00 299000.00 428000.00 4605000.00 4502000.00 316000.00 316000.00 311000.00 311000.00 0.00 0.00 1000.00 1000.00 4000.00 4000.00 0.00 0.00 0.00 0.00 33641000.00 30453000.00 33606000.00 30426000.00 97000.00 104000.00 117000.00 111000.00 33392000.00 30211000.00 0.00 0.00 35000.00 27000.00 0.00 0.00 4255636000.00 4338162000.00 6167000.00 7699000.00 6167000.00 7699000.00 6167000.00 7699000.00 6167000.00 7699000.00 -766000.00 -2280000.00 -766000.00 -2280000.00 -766000.00 -2280000.00 -766000.00 -2280000.00 5401000.00 5419000.00 5401000.00 5419000.00 0.00 0.00 0.00 0.00 -3528000.00 -418000.00 -3528000.00 -418000.00 -24000.00 -25000.00 -24000.00 -25000.00 -3000.00 -3000.00 -3000.00 -3000.00 -21000.00 -22000.00 -21000.00 -22000.00 -3504000.00 -393000.00 -3504000.00 -393000.00 -210000.00 -229000.00 -210000.00 -229000.00 -6000.00 -6000.00 -6000.00 -6000.00 -3181000.00 -3181000.00 -107000.00 -158000.00 -107000.00 -158000.00 -1356000.00 1154000.00 -1356000.00 1154000.00 -1356000.00 1154000.00 -1356000.00 1154000.00 0.00 0.00 0.00 0.00 -517000.00 -515000.00 -517000.00 -515000.00 -5640000.00 -5640000.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 4862000.00 4937000.00 4862000.00 4937000.00 5526000.00 5575000.00 5526000.00 5575000.00 6318000.00 7776000.00 6318000.00 7776000.00 -792000.00 -2201000.00 -792000.00 -2201000.00 0.00 0.00 0.00 0.00 0.00 0.00 -217000.00 -234000.00 -217000.00 -234000.00 -217000.00 -234000.00 -217000.00 -234000.00 -447000.00 -404000.00 -447000.00 -404000.00 -560000.00 -498000.00 -560000.00 -498000.00 113000.00 94000.00 113000.00 94000.00 -7928000.00 -14087000.00 -7928000.00 -14087000.00 -7928000.00 -14087000.00 -7928000.00 -14087000.00 45802000.00 52274000.00 45802000.00 52274000.00 29563000.00 28434000.00 29563000.00 28434000.00 546000.00 473000.00 546000.00 473000.00 10000.00 38000.00 10000.00 38000.00 1839000.00 902000.00 1839000.00 902000.00 -85688000.00 -96208000.00 -85688000.00 -96208000.00 0.00 0.00 0.00 0.00 -3066000.00 -9150000.00 -3066000.00 -9150000.00 320874000.00 320609000.00 320874000.00 320609000.00 317808000.00 311459000.00 317808000.00 311459000.00 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 3.56 0.71 1.10 3.96 3.51 0.69 1.57 3.97 6.43 5.36 50.00 6.00 230.00 62000.00 12000.00 74000.00 96818000.00 96892000.00 89.00 79000.00 23000.00 102000.00 9173000.00 9275000.00 218.00 98000.00 31000.00 252000.00 381000.00 29566000.00 29947000.00 62.00 98000.00 19000.00 33000.00 150000.00 3874000.00 4024000.00 138.00 284000.00 64000.00 77000.00 425000.00 7777000.00 8202000.00 2878.00 88007000.00 1202000.00 982000.00 90191000.00 11059000.00 101250000.00 3615.00 88628000.00 1351000.00 1344000.00 91323000.00 158267000.00 0.00 249590000.00 230.00 62000.00 12000.00 74000.00 96818000.00 96892000.00 32176000.00 17824000.00 301.13 89.00 79000.00 23000.00 102000.00 9173000.00 9275000.00 11064000.00 3788000.00 83.83 218.00 98000.00 31000.00 252000.00 381000.00 29566000.00 29947000.00 31073000.00 5354000.00 96.38 62.00 98000.00 19000.00 33000.00 150000.00 3874000.00 4024000.00 7570000.00 1271000.00 53.16 138.00 284000.00 64000.00 77000.00 425000.00 7777000.00 8202000.00 19392000.00 2720000.00 42.30 2878.00 88007000.00 1202000.00 982000.00 90191000.00 11059000.00 101250000.00 334290000.00 3771000.00 30.29 3615.00 88628000.00 1351000.00 1344000.00 91323000.00 158267000.00 0.00 249590000.00 435565000.00 57.30 66867000.00 56500000.00 128578000.00 624000.00 565000.00 261000.00 1512000.00 1425000.00 802000.00 3953000.00 3116000.00 1917000.00 7208000.00 7408000.00 3080000.00 179770000.00 171748000.00 116809000.00 3690742000.00 3787210000.00 6248553000.00 3950676000.00 4027972000.00 6500000000.00 18.97 19.23 25.09 6.04 5.92 1425.00 62088000.00 1285.00 55543000.00 7.00 371000.00 5229.00 435557000.00 4777.00 396424000.00 7.00 1081000.00 14617.00 1551568000.00 14793.00 1579794000.00 1909.00 252239000.00 9712.00 1187741000.00 10059.00 1236371000.00 20546.00 2894327000.00 4105.00 546565000.00 4386.00 585507000.00 13056.00 2028019000.00 715.00 102712000.00 768.00 110260000.00 6697.00 1086663000.00 185.00 25550000.00 180.00 25146000.00 1350.00 230146000.00 274.00 38895000.00 271.00 38927000.00 41.00 7154000.00 36262.00 3950676000.00 36519.00 4027972000.00 43613.00 6500000000.00 83.56 84.13 104.85 0.66 0.71 1.69 8.25 8.25 8.25 0.00 0.00 0.30 9704.00 959983000.00 9795.00 977076000.00 11703.00 1547658000.00 792.00 83307000.00 799.00 85089000.00 937.00 139415000.00 488.00 47104000.00 488.00 47592000.00 583.00 75846000.00 727.00 92477000.00 726.00 93433000.00 904.00 157174000.00 2487.00 239230000.00 2499.00 243254000.00 2989.00 384164000.00 828.00 81306000.00 835.00 83274000.00 965.00 130579000.00 2154.00 193576000.00 2167.00 197312000.00 2479.00 306610000.00 1910.00 185122000.00 1922.00 188513000.00 2261.00 298574000.00 3370.00 470312000.00 3399.00 479234000.00 4124.00 774058000.00 48.00 4200000.00 50.00 4327000.00 53.00 6503000.00 483.00 40888000.00 486.00 41317000.00 567.00 65049000.00 1442.00 126154000.00 1446.00 128167000.00 1677.00 201975000.00 5789.00 782849000.00 5830.00 803078000.00 7144.00 1349604000.00 35.00 2969000.00 36.00 3612000.00 39.00 5566000.00 903.00 88544000.00 906.00 90168000.00 1046.00 142814000.00 183.00 21397000.00 186.00 22115000.00 231.00 36544000.00 188.00 21968000.00 190.00 22519000.00 223.00 35463000.00 3911.00 404204000.00 3934.00 411003000.00 4637.00 656664000.00 820.00 105086000.00 825.00 106889000.00 1051.00 185740000.00 36262.00 3950676000.00 36519.00 4027972000.00 43613.00 6500000000.00 36262.00 3950676000.00 36519.00 4027972000.00 43613.00 6500000000.00 0.35 0.35 0.32 ES0305048029 SERIE C 3136.00 100000.00 313600000.00 3136.00 100000.00 313600000.00 9750.00 100000.00 975000000.00 ES0305048011 SERIE B 15684.00 100000.00 1568400000.00 15684.00 100000.00 1568400000.00 11050.00 100000.00 1105000000.00 ES0305048003 SERIA A 49316.00 47000.00 2334775000.00 49316.00 49000.00 2420463000.00 53950.00 100000.00 5395000000.00 68136.00 4216775000.00 68136.00 4302463000.00 74750.00 7475000000.00 ES0305048029 SERIE C S E3M 0.65 0.11 39000.00 4605000.00 S 313600000.00 318244000.00 ES0305048011 SERIE B S E3M 0.63 0.09 159000.00 S 1568400000.00 1568559000.00 ES0305048003 SERIA A NS E3M 0.58 0.04 101000.00 S 2334775000.00 2334876000.00 299000.00 4605000.00 4216775000.00 0.00 4221679000.00 0.00 0.06 0.08 ES0305048011 SERIE B 433000.00 41598000.00 926000.00 38210000.00 ES0305048029 SERIE C 661400000.00 6889000.00 661400000.00 6889000.00 ES0305048003 SERIA A 85688000.00 3060225000.00 359000.00 97986000.00 96208000.00 2734714000.00 1275000.00 93733000.00 85688000.00 3721625000.00 792000.00 146473000.00 96208000.00 3396114000.00 2201000.00 138832000.00 ES0305048029 SERIE C 20150722 MDY Ca Ca Ca ES0305048029 SERIE C 20160602 DBRS C C C ES0305048011 SERIE B 20150722 MDY Caa1 Caa1 B2 ES0305048011 SERIE B 20191231 DBRS BB (low) BB (low) BB ES0305048003 SERIA A 20190331 MDY Aa1 Aa1 A3 ES0305048003 SERIA A 20160602 DBRS AAA AAA AA 66867000.00 56500000.00 128578000.00 624000.00 565000.00 261000.00 1512000.00 1425000.00 802000.00 3953000.00 3116000.00 1917000.00 7208000.00 7408000.00 3080000.00 179770000.00 171748000.00 116809000.00 3956841000.00 4061701000.00 7223553000.00 4216775000.00 4302463000.00 7475000000.00 18.97 19.23 25.00 278328000.00 277155000.00 313600000.00 313600000.00 313600000.00 313600000.00 6.60 6.44 4.82 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 55.30 56.19 72.17 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 3.00 90.00 33810000.00 39838000.00 0.86 0.99 0.90 33810000.00 39838000.00 0.86 0.99 0.90 Glosario definiciones 18.00 547.00 87789000.00 84666000.00 2.22 2.10 2.23 52566000.00 52057000.00 1.33 1.29 1.34 140355000.00 136723000.00 3.55 3.39 3.57 Glosario definiciones RMBS 3 mar21.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 20210218 20201118 20200818 20200518 20200218 20191118 277155000.00 275594000.00 275981000.00 271475000.00 268455000.00 265472000.00 87885000.00 82255000.00 85157000.00 85640000.00 101663000.00 93515000.00 -232000.00 -221000.00 -225000.00 -256000.00 -234000.00 -251000.00 0.00 0.00 0.00 0.00 0.00 0.00 -278328000.00 -277155000.00 -275594000.00 -275981000.00 -271475000.00 -268455000.00 -86480000.00 -80473000.00 -85319000.00 -80878000.00 -98409000.00 -90281000.00 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