FTAP 10960 FT PYMES SANTANDER 14 Santander de Titulizacion S.G.F.T., S.A NO NO 20210930 162632000.00 272049000.00 162632000.00 272049000.00 162632000.00 272049000.00 162140000.00 271809000.00 0.00 0.00 3507000.00 2819000.00 0.00 0.00 -3015000.00 -2579000.00 0.00 0.00 0.00 0.00 0.00 0.00 315397000.00 468738000.00 4000.00 3000.00 200116000.00 263229000.00 200116000.00 263229000.00 197464000.00 261746000.00 441000.00 583000.00 15000.00 8000.00 12752000.00 10470000.00 406000.00 18000.00 -10962000.00 -9596000.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 115277000.00 205506000.00 115277000.00 205506000.00 478029000.00 740787000.00 280505000.00 478905000.00 0.00 0.00 280505000.00 478905000.00 280505000.00 478905000.00 227566000.00 111790000.00 55000000.00 368500000.00 -2061000.00 -1385000.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 197524000.00 261882000.00 0.00 0.00 197476000.00 261780000.00 197476000.00 261780000.00 166530000.00 261746000.00 30934000.00 0.00 0.00 12000.00 34000.00 0.00 0.00 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-262006000.00 -375901000.00 -57000.00 -58000.00 -174000.00 -213000.00 -57000.00 -58000.00 -173000.00 -212000.00 0.00 0.00 0.00 0.00 -1000.00 -1000.00 -7115000.00 -26661000.00 -90229000.00 -84548000.00 122392000.00 221065000.00 205506000.00 278952000.00 115277000.00 194404000.00 115277000.00 194404000.00 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 4.33 0.00 0.00 3.96 2.43 0.00 0.00 7.68 4.00 2.60 35.00 8.00 93.00 63000.00 2000.00 65000.00 4289000.00 4354000.00 32.00 63000.00 12000.00 75000.00 482000.00 557000.00 135.00 297000.00 13000.00 85000.00 395000.00 3321000.00 3716000.00 128.00 319000.00 1000.00 17000.00 337000.00 42000.00 379000.00 235.00 2286000.00 3000.00 74000.00 2363000.00 144000.00 2507000.00 1791.00 9850000.00 389000.00 324000.00 10563000.00 10563000.00 2414.00 12878000.00 420000.00 500000.00 13798000.00 8278000.00 0.00 22076000.00 1.00 0.00 3000.00 3000.00 55000.00 55000.00 5.45 2.00 3000.00 10000.00 13000.00 2342000.00 2355000.00 257000.00 189000.00 916.34 4.00 46000.00 4000.00 27000.00 77000.00 2112000.00 2189000.00 4726000.00 4726000.00 46.32 0.00 0.00 0.00 6.00 1672000.00 2000.00 44000.00 1718000.00 143000.00 1861000.00 6975000.00 6405000.00 26.68 0.00 0.00 0.00 13.00 1721000.00 16000.00 71000.00 1808000.00 4600000.00 0.00 6408000.00 12013000.00 53.34 66225000.00 48520000.00 733091000.00 62016000.00 162721000.00 243975000.00 64842000.00 62448000.00 197675000.00 70898000.00 109233000.00 394882000.00 8463000.00 43621000.00 158888000.00 63520000.00 69323000.00 371765000.00 39899000.00 50978000.00 99724000.00 375863000.00 546844000.00 2200000000.00 4.11 4.09 3.20 5.27 4.44 2.42 112.00 25236000.00 96.00 24471000.00 114.00 71129000.00 131.00 50554000.00 134.00 47069000.00 124.00 47826000.00 57.00 15465000.00 88.00 30746000.00 186.00 91331000.00 3.00 719000.00 7.00 1862000.00 32.00 11773000.00 1.00 1667000.00 1.00 1667000.00 2.00 4156000.00 2.00 4417000.00 306.00 97797000.00 328.00 110232000.00 456.00 222059000.00 420.10 54.33 46.11 1.95 2.10 1.52 18.00 18.00 21.00 0.00 0.00 0.00 2251.00 48732000.00 3196.00 72069000.00 7645.00 311402000.00 350.00 14753000.00 498.00 23068000.00 1229.00 79656000.00 131.00 6047000.00 191.00 7501000.00 584.00 26765000.00 180.00 13193000.00 248.00 15213000.00 689.00 60763000.00 845.00 25805000.00 1193.00 39524000.00 2681.00 157367000.00 227.00 3093000.00 343.00 4816000.00 872.00 27458000.00 659.00 23157000.00 919.00 32008000.00 2441.00 110649000.00 572.00 16045000.00 818.00 21868000.00 2159.00 77354000.00 1390.00 68100000.00 2009.00 100477000.00 4911.00 364863000.00 11.00 391000.00 14.00 469000.00 37.00 1310000.00 127.00 4331000.00 146.00 6316000.00 326.00 27128000.00 563.00 8407000.00 777.00 13802000.00 2141.00 67038000.00 1356.00 53793000.00 1950.00 75147000.00 5310.00 388625000.00 21.00 290000.00 28.00 561000.00 66.00 3201000.00 261.00 8926000.00 347.00 13087000.00 852.00 74587000.00 77.00 5866000.00 107.00 10441000.00 292.00 31379000.00 67.00 3565000.00 92.00 3803000.00 247.00 15355000.00 1159.00 55841000.00 1600.00 80518000.00 3783.00 268262000.00 351.00 15528000.00 469.00 26156000.00 1159.00 106838000.00 10598.00 375863000.00 14945.00 546844000.00 37424.00 2200000000.00 10598.00 375863000.00 14945.00 546844000.00 37424.00 2200000000.00 12.76 10.20 5.12 2.10 6820 1.61 6820 0.67 4931 ES0305381024 SERIE C 1100.00 50000.00 55000000.00 1100.00 100000.00 110000000.00 1100.00 100000.00 110000000.00 ES0305381016 SERIE B 2585.00 100000.00 258500000.00 2585.00 100000.00 258500000.00 2585.00 100000.00 258500000.00 ES0305381008 SERIE A 19415.00 9000.00 166530000.00 19415.00 19000.00 373536000.00 19415.00 100000.00 1941500000.00 23100.00 480030000.00 23100.00 742036000.00 23100.00 2310000000.00 ES0305381024 SERIE C S E3M 0.65 0.10 12000.00 S 55000000.00 55012000.00 -2061000.00 ES0305381016 SERIE B S E3M 0.50 0.00 N 258500000.00 258500000.00 ES0305381008 SERIE A NS E3M 0.30 0.00 N 166530000.00 166530000.00 12000.00 0.00 480030000.00 0.00 480042000.00 -2061000.00 0.01 0.02 ES0305381016 SERIE B 758000.00 161000.00 715000.00 ES0305381024 SERIE C 55000000.00 15000.00 710000.00 110000.00 577000.00 ES0305381008 SERIE A 59609000.00 1774971000.00 176000.00 103578000.00 1492275000.00 64000.00 176000.00 59609000.00 1829971000.00 15000.00 1644000.00 103578000.00 1492275000.00 335000.00 1468000.00 ES0305381024 SERIE C SCO CCC CCC CCC ES0305381024 SERIE C FCH CC CC CC ES0305381016 SERIE B FCH B+ B+ B+ ES0305381008 SERIE A FCH A+ A+ A+ ES0305381024 SERIE C 20191231 MDY Caa3 Caa3 Caa3 ES0305381016 SERIE B 20210630 SCO A+ BBB BB+ ES0305381016 SERIE B 20200630 MDY Ba1 Ba1 B1 ES0305381008 SERIE A 20200630 SCO AAA AAA AA+ ES0305381008 SERIE A 20191231 MDY Aa1 Aa1 A2 66225000.00 48520000.00 733091000.00 62016000.00 162726000.00 243975000.00 64842000.00 62448000.00 197675000.00 71290000.00 109233000.00 394882000.00 8463000.00 43621000.00 158888000.00 63520000.00 69323000.00 371765000.00 143674000.00 246165000.00 209724000.00 480030000.00 742036000.00 2310000000.00 4.11 4.09 3.19 55000000.00 110000000.00 110000000.00 55000000.00 110000000.00 110000000.00 11.46 14.82 4.76 SANTANDER SANTANDER SANTANDER F2 cp/ P3 cp F2 cp/ P3 cp F2 cp/ P3 cp F2 cp/ P3 cp F2 cp/ P3 cp F2 cp/ P3 cp 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 34.69 50.34 84.04 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 3.00 90.00 4467000.00 9497000.00 1.19 1.74 0.82 4467000.00 9497000.00 1.19 1.74 0.82 Glosario definiciones 12.00 10215000.00 9399000.00 2.72 1.72 2.40 75000.00 37000.00 0.02 0.01 0.01 10290000.00 9436000.00 2.74 1.73 2.41 Glosario definiciones PYMES SANTANDER 14 sep21.pdf 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