FTAP 10723 FONDO DE TITULIZACION SANTANDER CONSUMO 2 Santander de Titulizacion S.G.F.T., S.A NO SI 20181231 Las modificaciones realizadas como consecuencia del trabajo de auditoría afectan a los estados S.01 y S.03 362496000.00 386283000.00 362496000.00 386283000.00 362496000.00 386283000.00 359647000.00 381073000.00 0.00 0.00 0.00 0.00 12179000.00 17582000.00 0.00 0.00 -9330000.00 -12372000.00 0.00 0.00 0.00 0.00 0.00 0.00 669155000.00 646510000.00 512099000.00 507930000.00 512099000.00 507930000.00 500540000.00 500000000.00 4773000.00 5288000.00 115000.00 180000.00 28415000.00 6038000.00 105000.00 673000.00 -21849000.00 -4249000.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 157056000.00 138580000.00 157056000.00 138580000.00 1031651000.00 1032793000.00 639460000.00 1001875000.00 0.00 0.00 639460000.00 1001875000.00 639460000.00 1001875000.00 504460000.00 865000000.00 135000000.00 136875000.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 392191000.00 30918000.00 0.00 0.00 364547000.00 9739000.00 364547000.00 9739000.00 360540000.00 7500000.00 1875000.00 0.00 2132000.00 2239000.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 27644000.00 21179000.00 27386000.00 20923000.00 41000.00 41000.00 5000.00 5000.00 12000.00 12000.00 27328000.00 20865000.00 0.00 0.00 258000.00 256000.00 0.00 0.00 1031651000.00 1032793000.00 17416000.00 19736000.00 73504000.00 79036000.00 17416000.00 19736000.00 73504000.00 79036000.00 0.00 -2621000.00 -2754000.00 -10595000.00 -11118000.00 -2621000.00 -2754000.00 -10595000.00 -11116000.00 0.00 -2000.00 0.00 0.00 14795000.00 16982000.00 62909000.00 67918000.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 -11997000.00 -17520000.00 -48287000.00 -55357000.00 -31000.00 -27000.00 -85000.00 -54000.00 -1000.00 -3000.00 -32000.00 -9000.00 0.00 0.00 -30000.00 -24000.00 -53000.00 -45000.00 0.00 -11966000.00 -17493000.00 -48202000.00 -55303000.00 -51000.00 -50000.00 -201000.00 -202000.00 -6000.00 -6000.00 -24000.00 -22000.00 -56000.00 28000.00 -56000.00 -40000.00 -11853000.00 -17465000.00 -47921000.00 -55039000.00 0.00 0.00 -2842000.00 538000.00 -14622000.00 -8182000.00 -2842000.00 538000.00 -14622000.00 -8182000.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 44000.00 -4379000.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 5573000.00 9869000.00 21364000.00 32817000.00 15145000.00 21669000.00 63211000.00 68484000.00 17793000.00 24450000.00 73915000.00 78074000.00 -2648000.00 -2781000.00 -10704000.00 -9588000.00 0.00 0.00 0.00 0.00 -2000.00 0.00 -9555000.00 -11770000.00 -41739000.00 -34396000.00 -51000.00 -51000.00 -201000.00 -176000.00 -6000.00 -6000.00 -24000.00 -18000.00 0.00 -56000.00 -28000.00 -9498000.00 -11713000.00 -41458000.00 -34174000.00 0.00 -17000.00 -30000.00 -108000.00 -1271000.00 0.00 0.00 0.00 0.00 -17000.00 -30000.00 -108000.00 -1271000.00 0.00 1204000.00 175000.00 -2888000.00 59329000.00 0.00 0.00 -143661000.00 -126000000.00 -574165000.00 -413000000.00 144881000.00 126175000.00 571277000.00 473979000.00 68244000.00 111800000.00 281264000.00 285181000.00 77941000.00 16250000.00 296942000.00 194423000.00 0.00 571000.00 571000.00 0.00 -1875000.00 -1875000.00 -7500000.00 -5625000.00 -16000.00 0.00 0.00 -1650000.00 0.00 0.00 -1650000.00 0.00 -16000.00 0.00 6777000.00 10044000.00 18476000.00 92146000.00 150279000.00 128536000.00 138580000.00 46434000.00 157056000.00 138580000.00 157056000.00 138580000.00 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 4.50 4.50 0.00 0.00 16.36 2.67 0.00 0.00 15.89 4.00 2.00 25.00 15.00 2288.00 316000.00 55000.00 371000.00 15963000.00 16334000.00 715.00 253000.00 60000.00 313000.00 4097000.00 4410000.00 1930.00 1102000.00 102000.00 479000.00 1683000.00 3876000.00 5559000.00 3282.00 4199000.00 2000.00 413000.00 4614000.00 48000.00 4662000.00 3885.00 5190000.00 1000.00 506000.00 5697000.00 10000.00 5707000.00 13196.00 17924000.00 1824000.00 19748000.00 8245000.00 27993000.00 25296.00 28984000.00 220000.00 3222000.00 32426000.00 32239000.00 0.00 64665000.00 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 55773000.00 33139000.00 100278000.00 92622000.00 94009000.00 138409000.00 169322000.00 195045000.00 226292000.00 179442000.00 264086000.00 463316000.00 119273000.00 95751000.00 267294000.00 284349000.00 222663000.00 532171000.00 900781000.00 904693000.00 1727760000.00 3.86 3.69 3.50 2.34 2.21 1.62 0.00 0.00 0.00 0.00 0.00 0.00 8.58 9.24 20.00 21.00 0.00 0.00 18436.00 117968000.00 22119.00 125627000.00 29930.00 235294000.00 3782.00 24870000.00 3930.00 25043000.00 6308.00 48351000.00 3412.00 20910000.00 3890.00 22824000.00 5900.00 41446000.00 3587.00 23579000.00 3546.00 22697000.00 5037.00 43491000.00 13530.00 90585000.00 13859.00 85779000.00 20676.00 164650000.00 3403.00 21108000.00 3596.00 22369000.00 4800.00 40560000.00 8148.00 51658000.00 8656.00 54718000.00 12539.00 100146000.00 7812.00 51169000.00 8029.00 49778000.00 11358.00 94127000.00 14108.00 102337000.00 14032.00 85290000.00 21416.00 185154000.00 341.00 2376000.00 377.00 2695000.00 626.00 4708000.00 5017.00 31015000.00 5290.00 31140000.00 7894.00 57579000.00 10605.00 66083000.00 11905.00 71249000.00 16874.00 128774000.00 21646.00 148645000.00 24134.00 141869000.00 34231.00 299513000.00 461.00 3907000.00 533.00 3786000.00 768.00 7068000.00 3263.00 22082000.00 3655.00 22955000.00 4625.00 40216000.00 1061.00 7304000.00 1326.00 8711000.00 1550.00 14985000.00 850.00 5648000.00 924.00 5865000.00 1532.00 11126000.00 12517.00 83700000.00 14906.00 93793000.00 19857.00 158850000.00 3470.00 25837000.00 4328.00 28505000.00 5195.00 51722000.00 135449.00 900781000.00 149035.00 904693000.00 211116.00 1727760000.00 135449.00 900781000.00 149035.00 904693000.00 211116.00 1727760000.00 0.13 0.11 ES0305193031 SERIE F 150.00 13000.00 1875000.00 150.00 63000.00 9375000.00 150.00 100000.00 15000000.00 ES0305193056 SERIE E 150.00 100000.00 15000000.00 150.00 100000.00 15000000.00 150.00 100000.00 15000000.00 ES0305193049 SERIE D 200.00 100000.00 20000000.00 200.00 100000.00 20000000.00 200.00 100000.00 20000000.00 ES0305193023 SERIE C 500.00 100000.00 50000000.00 500.00 100000.00 50000000.00 500.00 100000.00 50000000.00 ES0305193015 SERIE B 500.00 100000.00 50000000.00 500.00 100000.00 50000000.00 500.00 100000.00 50000000.00 ES0305193007 SERIE A 8650.00 100000.00 865000000.00 8650.00 100000.00 865000000.00 8650.00 100000.00 865000000.00 10150.00 1001875000.00 10150.00 1009375000.00 10150.00 1015000000.00 ES0305193031 SERIE F S 0.00 6.93 27000.00 S 1875000.00 1902000.00 ES0305193056 SERIE E S 0.00 6.75 211000.00 S 15000000.00 15211000.00 ES0305193049 SERIE D S 0.00 6.50 271000.00 S 20000000.00 20271000.00 ES0305193023 SERIE C S 0.00 3.20 333000.00 S 50000000.00 50333000.00 ES0305193015 SERIE B S 0.00 2.00 208000.00 S 50000000.00 50208000.00 ES0305193007 SERIE A NS 0.00 0.60 1082000.00 S 865000000.00 866082000.00 2132000.00 0.00 1001875000.00 0.00 1004007000.00 0.00 1.02 1.06 ES0305193056 SERIE E 259000.00 1390000.00 259000.00 622000.00 ES0305193049 SERIE D 332000.00 1784000.00 332000.00 798000.00 ES0305193023 SERIE C 409000.00 2195000.00 409000.00 982000.00 ES0305193015 SERIE B 256000.00 1373000.00 256000.00 614000.00 ES0305193007 SERIE A 1326000.00 7122000.00 1326000.00 3186000.00 ES0305193031 SERIE F 1875000.00 13125000.00 66000.00 900000.00 1875000.00 5625000.00 199000.00 605000.00 1875000.00 13125000.00 2648000.00 14764000.00 1875000.00 5625000.00 2781000.00 6807000.00 ES0305193031 SERIE F MDY Ba3 (sf) B3 (sf) B3 (sf) ES0305193031 SERIE F DBRS CCC (high) (sf) CCC (high) (sf) CCC (high) (sf) ES0305193056 SERIE E MDY Ba3 (sf) Ba3 (sf) Ba3 (sf) ES0305193056 SERIE E DBRS B (sf) B (sf) B (sf) ES0305193049 SERIE D MDY Ba2 (sf) Ba2 (sf) Ba2 (sf) ES0305193049 SERIE D DBRS BB (sf) BB (sf) BB (sf) ES0305193023 SERIE C MDY Baa3 (sf) Baa3 (sf) Baa3 (sf) ES0305193023 SERIE C DBRS BBB (sf) BBB (sf) BBB (sf) ES0305193015 SERIE B DBRS A (sf) A (sf) A (sf) ES0305193007 SERIE A DBRS AA (sf) AA (sf) AA (sf) ES0305193015 SERIE B 20181231 MDY A1 (sf) A3 (sf) A3 (sf) ES0305193007 SERIE A 20181231 MDY Aa1 (sf) Aa2 (sf) Aa2 (sf) 55773000.00 33139000.00 30290000.00 92622000.00 94009000.00 89717000.00 169322000.00 195045000.00 189287000.00 179442000.00 264095000.00 305323000.00 119273000.00 95751000.00 107809000.00 385443000.00 327336000.00 292574000.00 1001875000.00 1009375000.00 1015000000.00 3.86 3.69 5.00 15000000.00 15000000.00 15000000.00 15000000.00 15000000.00 15000000.00 1.50 1.49 1.48 SANTANDER SANTANDER SANTANDER A (high) lp / A2 lp A lp / A3 lp A lp / A3 lp BBB (high) lp / A3 lp BBB (high) lp / A3 lp BBB (high) lp / A3 lp 0.00 0.00 0.00 0.00 0.00 0.00 0 0.00 0.00 0.00 0.00 0.00 0.00 S S S 86.26 85.70 85.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 3.00 90.00 12552000.00 12006000.00 1.39 1.36 1.65 12552000.00 12006000.00 1.39 1.36 1.65 12.00 365.00 19629000.00 0.00 2.18 0.00 1.79 67000.00 0.01 0.00 0.01 19696000.00 0.00 2.19 0.00 1.80 SAN CON 2 dic 2018.pdf 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