FTAP 10436 F.T.A. RMBS SANTANDER 2 Santander de Titulizacion S.G.F.T., S.A NO NO 20200630 1673242000.00 1751993000.00 1673242000.00 1751993000.00 1673242000.00 1751993000.00 1658617000.00 1741113000.00 0.00 0.00 19569000.00 16133000.00 0.00 0.00 -4944000.00 -5253000.00 0.00 0.00 0.00 0.00 0.00 0.00 364657000.00 368733000.00 11847000.00 12754000.00 184951000.00 187279000.00 184951000.00 187279000.00 164476000.00 168610000.00 393000.00 401000.00 18000.00 17000.00 26601000.00 27001000.00 246000.00 63000.00 -6783000.00 -8813000.00 0.00 0.00 0.00 0.00 0.00 0.00 167859000.00 168700000.00 167859000.00 168700000.00 2037899000.00 2120726000.00 1844445000.00 1929134000.00 0.00 0.00 1844445000.00 1929134000.00 1844445000.00 1929134000.00 1046945000.00 1131634000.00 797500000.00 797500000.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 193454000.00 191592000.00 0.00 0.00 166117000.00 169970000.00 165790000.00 169644000.00 164476000.00 168610000.00 0.00 0.00 231000.00 18000.00 1083000.00 1016000.00 327000.00 326000.00 322000.00 322000.00 0.00 0.00 0.00 0.00 5000.00 4000.00 0.00 0.00 0.00 0.00 27337000.00 21622000.00 27318000.00 21613000.00 48000.00 51000.00 105000.00 93000.00 27165000.00 21469000.00 0.00 0.00 19000.00 9000.00 0.00 0.00 2037899000.00 2120726000.00 1976000.00 2528000.00 4232000.00 5000000.00 1976000.00 2528000.00 4232000.00 5000000.00 -247000.00 -218000.00 -282000.00 -429000.00 -247000.00 -217000.00 -282000.00 -428000.00 -1000.00 -1000.00 1729000.00 2310000.00 3950000.00 4571000.00 0.00 0.00 0.00 0.00 -3258000.00 -2705000.00 -6070000.00 -4339000.00 -17000.00 -16000.00 -22000.00 -20000.00 -2000.00 -2000.00 -5000.00 -5000.00 -15000.00 -14000.00 -17000.00 -15000.00 -3241000.00 -2689000.00 -6048000.00 -4319000.00 -102000.00 -111000.00 -205000.00 -222000.00 -6000.00 -6000.00 -12000.00 -12000.00 0.00 -3077000.00 -2524000.00 -5696000.00 -4006000.00 -56000.00 -48000.00 -135000.00 -79000.00 1550000.00 642000.00 2089000.00 332000.00 1550000.00 642000.00 2089000.00 332000.00 0.00 0.00 0.00 0.00 -21000.00 -247000.00 31000.00 -564000.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 1735000.00 1978000.00 3686000.00 4033000.00 1904000.00 2311000.00 4124000.00 4629000.00 1904000.00 2463000.00 4126000.00 4920000.00 0.00 -152000.00 -2000.00 -291000.00 0.00 0.00 0.00 0.00 0.00 -101000.00 -111000.00 -207000.00 -225000.00 -101000.00 -111000.00 -207000.00 -225000.00 -68000.00 -222000.00 -231000.00 -371000.00 -88000.00 -248000.00 -271000.00 -411000.00 20000.00 26000.00 40000.00 40000.00 499000.00 673000.00 -4527000.00 -4763000.00 499000.00 673000.00 -4527000.00 -4763000.00 23726000.00 26605000.00 50063000.00 53694000.00 17087000.00 17246000.00 31998000.00 32274000.00 199000.00 332000.00 412000.00 376000.00 12000.00 140000.00 87000.00 342000.00 345000.00 1040000.00 1736000.00 1239000.00 -40870000.00 -44690000.00 -88823000.00 -92688000.00 0.00 0.00 0.00 0.00 2234000.00 2651000.00 -841000.00 -730000.00 165625000.00 160395000.00 168700000.00 163776000.00 167859000.00 163046000.00 167859000.00 163046000.00 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 2.47 0.32 0.00 0.00 2.21 0.31 1.15 3.61 6.65 5.37 50.00 118.00 48000.00 4000.00 52000.00 40916000.00 40968000.00 101.00 89000.00 13000.00 102000.00 11389000.00 11491000.00 137.00 126000.00 14000.00 75000.00 215000.00 14299000.00 14514000.00 34.00 64000.00 6000.00 9000.00 79000.00 1677000.00 1756000.00 23.00 142000.00 4000.00 5000.00 151000.00 1397000.00 1548000.00 773.00 26269000.00 222000.00 160000.00 26651000.00 2196000.00 28847000.00 1186.00 26738000.00 263000.00 249000.00 27250000.00 71874000.00 0.00 99124000.00 118.00 48000.00 4000.00 52000.00 40916000.00 40968000.00 17880000.00 6119000.00 229.13 101.00 89000.00 13000.00 102000.00 11389000.00 11491000.00 15534000.00 5713000.00 73.97 137.00 126000.00 14000.00 75000.00 215000.00 14299000.00 14514000.00 23791000.00 2063000.00 61.01 34.00 64000.00 6000.00 9000.00 79000.00 1677000.00 1756000.00 5502000.00 549000.00 31.92 23.00 142000.00 4000.00 5000.00 151000.00 1397000.00 1548000.00 3904000.00 39.65 773.00 26269000.00 222000.00 160000.00 26651000.00 2196000.00 28847000.00 95186000.00 7849000.00 30.31 1186.00 26738000.00 263000.00 249000.00 27250000.00 71874000.00 0.00 99124000.00 161797000.00 61.26 17562000.00 24486000.00 627000.00 474000.00 1379000.00 789000.00 2269000.00 2648000.00 37000.00 4377000.00 3457000.00 81000.00 88321000.00 82755000.00 15758000.00 1754728000.00 1838248000.00 2984124000.00 1869263000.00 1952857000.00 3000000000.00 18.62 18.93 24.20 12.87 12.37 6.92 750.00 31274000.00 601.00 25292000.00 10.00 388000.00 2609.00 209507000.00 2094.00 166543000.00 15.00 1649000.00 8211.00 914783000.00 8194.00 922615000.00 1329.00 171948000.00 4746.00 619319000.00 5461.00 716696000.00 11336.00 1671695000.00 491.00 70516000.00 665.00 95755000.00 7078.00 1154320000.00 88.00 12505000.00 97.00 13550000.00 39.00 5331000.00 42.00 6270000.00 40.00 6028000.00 41.00 6136000.00 16974.00 1869263000.00 17195.00 1952857000.00 19768.00 3000000000.00 77.31 79.16 95.63 0.40 0.48 1.19 7.50 7.50 7.50 0.00 0.00 0.32 3128.00 313192000.00 3179.00 327539000.00 3630.00 495619000.00 484.00 50247000.00 494.00 53057000.00 562.00 84747000.00 173.00 16422000.00 172.00 16794000.00 188.00 24133000.00 492.00 62003000.00 500.00 64669000.00 583.00 98561000.00 1510.00 142762000.00 1520.00 147518000.00 1779.00 225055000.00 438.00 40904000.00 444.00 42879000.00 479.00 62804000.00 933.00 78982000.00 935.00 81974000.00 1036.00 123335000.00 778.00 77557000.00 790.00 80821000.00 887.00 119203000.00 2307.00 316208000.00 2341.00 330704000.00 2731.00 505194000.00 17.00 1682000.00 17.00 1741000.00 19.00 2841000.00 352.00 32613000.00 356.00 33967000.00 402.00 51116000.00 506.00 42718000.00 514.00 44455000.00 570.00 67445000.00 3288.00 419539000.00 3337.00 440449000.00 3864.00 695634000.00 28.00 3327000.00 28.00 3491000.00 48.00 7148000.00 438.00 39899000.00 445.00 41797000.00 528.00 67755000.00 79.00 9113000.00 79.00 9349000.00 88.00 13421000.00 75.00 7992000.00 74.00 8088000.00 108.00 17164000.00 1645.00 174916000.00 1662.00 182331000.00 1907.00 276351000.00 303.00 39187000.00 308.00 41234000.00 359.00 62474000.00 16974.00 1869263000.00 17195.00 1952857000.00 19768.00 3000000000.00 16974.00 1869263000.00 17195.00 1952857000.00 19768.00 3000000000.00 0.31 0.30 0.30 ES0305034029 SERIE C 1424.00 100000.00 142400000.00 1424.00 100000.00 142400000.00 4500.00 100000.00 450000000.00 ES0305034011 SERIE B 6551.00 100000.00 655100000.00 6551.00 100000.00 655100000.00 4800.00 100000.00 480000000.00 ES0305034003 SERIE A 23449.00 52000.00 1211421000.00 23449.00 55000.00 1300244000.00 25200.00 100000.00 2520000000.00 31424.00 2008921000.00 31424.00 2097744000.00 34500.00 3450000000.00 ES0305034029 SERIE C S E3M 0.50 0.25 43000.00 1083000.00 S 142400000.00 143526000.00 ES0305034011 SERIE B S E3M 0.40 0.15 118000.00 S 655100000.00 655218000.00 ES0305034003 SERIE A NS E3M 0.30 0.05 70000.00 S 1211421000.00 1211491000.00 231000.00 1083000.00 2008921000.00 0.00 2010235000.00 0.00 0.09 0.00 ES0305034011 SERIE B 7335000.00 152000.00 7187000.00 ES0305034029 SERIE C 307600000.00 3366000.00 307600000.00 3366000.00 ES0305034003 SERIE A 40870000.00 1308579000.00 16254000.00 44690000.00 1130243000.00 16254000.00 40870000.00 1616179000.00 0.00 26955000.00 44690000.00 1437843000.00 152000.00 26807000.00 ES0305034029 SERIE C MDY Ca Ca Ca (sf) ES0305034029 SERIE C DBRS C C C (sf) ES0305034011 SERIE B 20200331 MDY B1 Caa1 B2 (sf) ES0305034003 SERIE A 20180331 MDY Aa1 Aa1 A3 (sf) ES0305034011 SERIE B 20190930 DBRS BB BB B (sf) ES0305034003 SERIE A 20161028 DBRS AA AA A (sf) 17562000.00 24486000.00 627000.00 474000.00 1379000.00 789000.00 2269000.00 2648000.00 37000.00 4377000.00 3457000.00 81000.00 88321000.00 82755000.00 15758000.00 1894386000.00 1983135000.00 3434124000.00 2008921000.00 2097744000.00 3450000000.00 18.62 18.93 24.00 143927000.00 140663000.00 142400000.00 142400000.00 142400000.00 142400000.00 7.16 6.71 4.75 SANTANDER SANTANDER SANTANDER A2 lp P-1 cp / A (alto) lp A2 lp P-1 cp / A (alto) lp A3 lp P-2 cp / A lp Baa3 lp P-3 cp / BBB (high) lp Baa3 lp P-3 cp / BBB (high) lp Baa3 lp P-3 cp / BBB (high) 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 60.26 61.95 74.62 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 3.00 90.00 13922000.00 9529000.00 0.74 0.49 0.58 13922000.00 9529000.00 0.74 0.49 0.58 Nota de Valores 18.00 26238000.00 25454000.00 1.40 1.30 1.39 11033000.00 10807000.00 0.59 0.55 0.59 37271000.00 36261000.00 1.99 1.85 1.98 Modulo Adicional a la Nota de Valores RMBS 2 jun20.pdf 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SANTANDER DE TITULIZACIÓN 90000.00 365 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 20200501 20200201 20191101 20190801 20190501 20190201 20181101 20180801 20180501 142165000.00 140663000.00 139834000.00 137998000.00 137482000.00 135828000.00 136324000.00 135939000.00 132768000.00 42743000.00 49563000.00 45144000.00 47432000.00 45478000.00 49906000.00 44870000.00 48499000.00 48967000.00 -111000.00 -106000.00 -107000.00 -144000.00 -121000.00 -114000.00 -120000.00 -157000.00 -122000.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 -143927000.00 -142165000.00 -140663000.00 -139834000.00 -137998000.00 -137482000.00 -135828000.00 -136324000.00 -135939000.00 -40870000.00 -47955000.00 -44208000.00 -45451000.00 -44842000.00 -48138000.00 -45246000.00 -47957000.00 -45674000.00 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 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00