FTAP 10723 FONDO DE TITULIZACION SANTANDER CONSUMO 2 Santander de Titulizacion S.G.F.T., S.A NO SI 20180930 SAN CON 2 - Triggers Set 2018.pdf 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150246000.00 24134.00 141869000.00 32730.00 275138000.00 526.00 4313000.00 533.00 3786000.00 743.00 6834000.00 3509.00 22522000.00 3655.00 22955000.00 4309.00 37259000.00 1128.00 7539000.00 1326.00 8711000.00 1432.00 13978000.00 990.00 6177000.00 924.00 5865000.00 1506.00 10686000.00 13819.00 88668000.00 14906.00 93793000.00 18832.00 150224000.00 3663.00 24869000.00 4328.00 28505000.00 4714.00 46419000.00 149221.00 903677000.00 149035.00 904693000.00 200014.00 1584099000.00 149221.00 903677000.00 149035.00 904693000.00 200014.00 1584099000.00 0.10 0.11 0.01 0.01 ES0305193031 SERIE F 150.00 25000.00 3750000.00 150.00 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 1003750000.00 10150.00 1009375000.00 10150.00 1015000000.00 ES0305193031 SERIE F S fijo 0.00 6.93 54000.00 S 3750000.00 3804000.00 ES0305193056 SERIE E S fijo 0.00 6.75 211000.00 S 15000000.00 15211000.00 ES0305193049 SERIE D S fijo 0.00 6.50 271000.00 S 20000000.00 20271000.00 ES0305193023 SERIE C S fijo 0.00 3.20 333000.00 S 50000000.00 50333000.00 ES0305193015 SERIE B S fijo 0.00 2.00 208000.00 S 50000000.00 50208000.00 ES0305193007 SERIE A NS fijo 0.00 0.60 1081000.00 S 865000000.00 866081000.00 2158000.00 0.00 1003750000.00 0.00 1005908000.00 0.00 1.03 1.06 ES0305193056 SERIE E 256000.00 1131000.00 622000.00 622000.00 ES0305193049 SERIE D 329000.00 1452000.00 798000.00 798000.00 ES0305193023 SERIE C 404000.00 1786000.00 982000.00 982000.00 ES0305193015 SERIE B 253000.00 1117000.00 614000.00 614000.00 ES0305193007 SERIE A 1311000.00 5796000.00 3186000.00 3186000.00 ES0305193031 SERIE F 1875000.00 11250000.00 99000.00 834000.00 3750000.00 3750000.00 605000.00 605000.00 1875000.00 11250000.00 2652000.00 12116000.00 3750000.00 3750000.00 6807000.00 6807000.00 ES0305193031 SERIE F MDY B3 (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 MDY A3 (sf) A3 (sf) A3 (sf) ES0305193015 SERIE B DBRS A (sf) A (sf) A (sf) ES0305193007 SERIE A MDY Aa2 (sf) Aa2 (sf) Aa2 (sf) ES0305193007 SERIE A DBRS AA (sf) AA (sf) AA (sf) 48950000.00 33139000.00 30290000.00 88642000.00 94009000.00 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