FTAP 10960 FT PYMES SANTANDER 14 Santander de Titulizacion S.G.F.T., S.A NO NO 20190630 444535000.00 872974000.00 444535000.00 872974000.00 444535000.00 872974000.00 444535000.00 872974000.00 0.00 5095000.00 5976000.00 0.00 -5095000.00 -5976000.00 0.00 0.00 0.00 0.00 0.00 1328879000.00 1435648000.00 862765000.00 1209423000.00 862765000.00 1209423000.00 860491000.00 1206682000.00 0.00 2230000.00 2734000.00 22000.00 7000.00 2840000.00 223000.00 22000.00 0.00 -2840000.00 -223000.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 466114000.00 226225000.00 466114000.00 226225000.00 1773414000.00 2308622000.00 909534000.00 1101231000.00 0.00 0.00 909534000.00 1101231000.00 909181000.00 1101231000.00 540681000.00 734818000.00 368500000.00 368500000.00 -2087000.00 0.00 0.00 353000.00 0.00 353000.00 0.00 0.00 0.00 0.00 0.00 0.00 863880000.00 1207391000.00 0.00 0.00 862373000.00 1206800000.00 862070000.00 1206800000.00 861885000.00 1206682000.00 0.00 185000.00 118000.00 0.00 0.00 303000.00 0.00 303000.00 750000.00 -750000.00 0.00 0.00 0.00 0.00 1507000.00 591000.00 1411000.00 46000.00 75000.00 46000.00 5000.00 1000.00 5000.00 2000.00 4166000.00 0.00 -2840000.00 -3000.00 96000.00 545000.00 0.00 0.00 1773414000.00 2308622000.00 8602000.00 0.00 18683000.00 0.00 8602000.00 18683000.00 -234000.00 0.00 -547000.00 0.00 -234000.00 -546000.00 -1000.00 8368000.00 0.00 18136000.00 0.00 0.00 0.00 0.00 0.00 -7491000.00 0.00 -16401000.00 0.00 -2000.00 0.00 -40000.00 0.00 -2000.00 -5000.00 -35000.00 -7489000.00 0.00 -16361000.00 0.00 -92000.00 -206000.00 -6000.00 -10000.00 -6000.00 -10000.00 -7385000.00 -16135000.00 -877000.00 0.00 -1735000.00 0.00 -877000.00 -1735000.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 -3980000.00 0.00 6116000.00 0.00 8184000.00 0.00 18280000.00 0.00 8664000.00 18760000.00 -479000.00 0.00 -479000.00 -1000.00 -1000.00 -12152000.00 0.00 -12152000.00 0.00 -177000.00 -177000.00 -6000.00 -6000.00 -11969000.00 -11969000.00 -12000.00 0.00 -12000.00 0.00 -12000.00 -12000.00 -182646000.00 0.00 233773000.00 0.00 -182431000.00 0.00 234350000.00 0.00 335241000.00 718213000.00 21262000.00 55071000.00 -538934000.00 0.00 -538934000.00 -215000.00 0.00 -577000.00 0.00 -94000.00 -94000.00 -121000.00 -483000.00 -186626000.00 0.00 239889000.00 0.00 652740000.00 0.00 226225000.00 0.00 466114000.00 0.00 466114000.00 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 0.60 0.00 0.00 9.16 0.30 0.00 0.00 8.00 4.00 2.60 35.00 8.00 302.00 177000.00 10000.00 187000.00 8243000.00 8430000.00 100.00 157000.00 12000.00 169000.00 2203000.00 2372000.00 210.00 345000.00 21000.00 99000.00 465000.00 1865000.00 2330000.00 149.00 2495000.00 1000.00 29000.00 2525000.00 3230000.00 5755000.00 0.00 0.00 0.00 0.00 761.00 3174000.00 44000.00 128000.00 3346000.00 15541000.00 0.00 18887000.00 5.00 14000.00 1000.00 15000.00 15000.00 1788000.00 1788000.00 0.84 0.00 0.00 0.00 2.00 1000.00 1000.00 2000.00 693000.00 695000.00 161000.00 161000.00 431.68 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 7.00 15000.00 1000.00 1000.00 17000.00 693000.00 0.00 710000.00 1949000.00 36.43 202660000.00 687001000.00 733091000.00 171834000.00 234490000.00 243975000.00 223287000.00 186194000.00 197675000.00 262821000.00 419424000.00 394882000.00 98238000.00 116786000.00 158888000.00 272993000.00 345594000.00 371765000.00 81128000.00 96366000.00 99724000.00 1312961000.00 2085855000.00 2200000000.00 3.86 3.19 3.20 2.97 2.49 2.42 64.00 31019000.00 453.00 219595000.00 114.00 71129000.00 131.00 46088000.00 124.00 47826000.00 172.00 84931000.00 186.00 91331000.00 15.00 5147000.00 32.00 11773000.00 382.00 167185000.00 453.00 219595000.00 456.00 222059000.00 54.21 46.11 46.11 2.21 2.16 1.52 21.00 21.00 21.00 0.00 0.00 0.00 6081.00 178161000.00 7520.00 284219000.00 7645.00 311402000.00 948.00 59176000.00 1204.00 76215000.00 1229.00 79656000.00 447.00 17689000.00 577.00 24494000.00 584.00 26765000.00 509.00 36068000.00 677.00 57392000.00 689.00 60763000.00 2117.00 108147000.00 2640.00 152245000.00 2681.00 157367000.00 660.00 12634000.00 863.00 24488000.00 872.00 27458000.00 1831.00 70879000.00 2409.00 120647000.00 2441.00 110649000.00 1651.00 49121000.00 2125.00 70600000.00 2159.00 77354000.00 3804.00 231877000.00 4792.00 343854000.00 4911.00 364863000.00 30.00 886000.00 35.00 1301000.00 37.00 1310000.00 196.00 14881000.00 318.00 26542000.00 326.00 27128000.00 1621.00 38858000.00 2082.00 62568000.00 2141.00 67038000.00 3998.00 188728000.00 5218.00 373982000.00 5310.00 388625000.00 57.00 2121000.00 65.00 3012000.00 66.00 3201000.00 637.00 32140000.00 830.00 70484000.00 852.00 74587000.00 210.00 23040000.00 290.00 32014000.00 292.00 31379000.00 192.00 10692000.00 242.00 14612000.00 247.00 15355000.00 2910.00 170763000.00 3724.00 245914000.00 3783.00 268262000.00 841.00 67100000.00 1132.00 101272000.00 1159.00 106838000.00 28740.00 1312961000.00 36743.00 2085855000.00 37424.00 2200000000.00 28740.00 1312961000.00 36743.00 2085855000.00 37424.00 2200000000.00 6.40 5.32 5.12 0.81 6820 0.68 4931 0.67 4931 ES0305381024 SERIE C 1100.00 100000.00 110000000.00 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 72000.00 1402566000.00 19415.00 100000.00 1941500000.00 19415.00 100000.00 1941500000.00 23100.00 1771066000.00 23100.00 2310000000.00 23100.00 2310000000.00 ES0305381024 SERIE C S E3M 0.65 0.34 80000.00 S 110000000.00 110080000.00 ES0305381016 SERIE B S E3M 0.50 0.19 105000.00 S 258500000.00 258605000.00 ES0305381008 SERIE A NS E3M 0.30 0.00 N 1402566000.00 1402566000.00 185000.00 0.00 1771066000.00 0.00 1771251000.00 0.00 0.04 0.05 ES0305381024 SERIE C 154000.00 154000.00 ES0305381016 SERIE B 213000.00 213000.00 ES0305381008 SERIE A 538934000.00 538934000.00 112000.00 112000.00 538934000.00 538934000.00 479000.00 479000.00 0.00 0.00 0.00 0.00 ES0305381024 SERIE C SCP CCC (sf) CCC (sf) CCC (sf) ES0305381024 SERIE C MDY (P) Caa3 (sf) (P) Caa3 (sf) (P) Caa3 (sf) ES0305381024 SERIE C FCH CC (sf) CC (sf) CC (sf) ES0305381016 SERIE B SCP BB+ (sf) BB+ (sf) BB+ (sf) ES0305381016 SERIE B MDY (P) B1 (sf) (P) B1 (sf) (P) B1 (sf) ES0305381016 SERIE B FCH B+ (sf) B+ (sf) B+ (sf) ES0305381008 SERIE A SCP AA+ (sf) AA+ (sf) AA+ (sf) ES0305381008 SERIE A MDY (P) A2 (sf) (P) A2 (sf) (P) A2 (sf) ES0305381008 SERIE A FCH A+ (sf) A+ (sf) A+ (sf) 202660000.00 687001000.00 687001000.00 171834000.00 234490000.00 234490000.00 223287000.00 186194000.00 186194000.00 262821000.00 419424000.00 419424000.00 98238000.00 116786000.00 116786000.00 272993000.00 345594000.00 345594000.00 539233000.00 320511000.00 320511000.00 1771066000.00 2310000000.00 2310000000.00 3.86 3.19 3.19 110000000.00 110000000.00 110000000.00 55000000.00 55000000.00 55000000.00 6.21 4.76 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 0 0 0 0 0 0.00 0.00 0.00 0.00 0.00 0.00 S S S 79.19 84.04 84.04 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 3.00 90.00 7833000.00 0.00 0.60 0.00 0.25 7833000.00 0.00 0.60 0.00 0.25 Glosario definiciones 12.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 Glosario definiciones Pymes Santander 14 Junio19.pdf 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SANTANDER DE TITULIZACIÓN 90000.00 365 0.020 90000.00 Trimestral S SANTANDER 6000.00 Trimestral S SANTANDER 2150.00 Trimestral S 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 20190401 110000000.00 551671000.00 -194000.00 0.00 -110000000.00 -539413000.00 -95000.00 0.00 11969000.00 11969000.00