FTAP 10854 FT PYMES SANTANDER 13 Santander de Titulizacion S.G.F.T., S.A NO NO 20200630 345929000.00 471337000.00 345929000.00 471337000.00 345929000.00 471337000.00 343780000.00 469463000.00 0.00 0.00 7974000.00 7938000.00 0.00 -5825000.00 -6064000.00 0.00 0.00 0.00 0.00 0.00 446223000.00 586786000.00 301724000.00 376852000.00 301724000.00 376852000.00 294088000.00 370225000.00 917000.00 1155000.00 11000.00 27000.00 24854000.00 23029000.00 36000.00 42000.00 -18182000.00 -17626000.00 0.00 0.00 0.00 0.00 0.00 8000.00 8000.00 144499000.00 209926000.00 144499000.00 209926000.00 792152000.00 1058123000.00 497776000.00 687593000.00 0.00 0.00 497776000.00 687593000.00 497776000.00 687593000.00 418418000.00 121273000.00 81881000.00 569611000.00 -2523000.00 -3291000.00 0.00 0.00 0.00 0.00 15000.00 -15000.00 0.00 0.00 0.00 0.00 294376000.00 370530000.00 0.00 0.00 294277000.00 370400000.00 294277000.00 370400000.00 267006000.00 370225000.00 27082000.00 0.00 0.00 189000.00 97000.00 0.00 78000.00 0.00 0.00 228000.00 336000.00 -228000.00 -336000.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 99000.00 130000.00 21000.00 27000.00 19000.00 27000.00 9000.00 9000.00 2000.00 6000.00 0.00 0.00 -9000.00 -15000.00 78000.00 103000.00 0.00 0.00 792152000.00 1058123000.00 3665000.00 6875000.00 7894000.00 14879000.00 3665000.00 6875000.00 7894000.00 14879000.00 -271000.00 -332000.00 -444000.00 -655000.00 -271000.00 -331000.00 -444000.00 -654000.00 -1000.00 -1000.00 3394000.00 6543000.00 7450000.00 14224000.00 0.00 0.00 0.00 0.00 -67000.00 -58000.00 -4634000.00 -6191000.00 -11395000.00 -3000.00 -4000.00 -29000.00 -48000.00 -2000.00 -2000.00 -5000.00 -5000.00 -1000.00 -2000.00 -24000.00 -43000.00 -55000.00 -4630000.00 -6162000.00 -11347000.00 -43000.00 -73000.00 -92000.00 -156000.00 -6000.00 -6000.00 -12000.00 -12000.00 -6000.00 -12000.00 -13000.00 -19000.00 0.00 -4539000.00 -6045000.00 -11160000.00 446000.00 -3326000.00 -362000.00 -5446000.00 446000.00 -3326000.00 -362000.00 -5446000.00 0.00 0.00 0.00 0.00 -3782000.00 1484000.00 -897000.00 2617000.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 3452000.00 2058000.00 1416000.00 3391000.00 3535000.00 -4421000.00 7645000.00 14803000.00 3692000.00 7069000.00 8074000.00 15457000.00 -157000.00 -11489000.00 -429000.00 -653000.00 0.00 0.00 0.00 -1000.00 0.00 -1000.00 0.00 -45000.00 6537000.00 -6157000.00 -11340000.00 -45000.00 -78000.00 -100000.00 -168000.00 -6000.00 -12000.00 -12000.00 0.00 6621000.00 -6045000.00 -11160000.00 -38000.00 -58000.00 -72000.00 -72000.00 -38000.00 -58000.00 -72000.00 -72000.00 0.00 -26065000.00 -29704000.00 -66843000.00 -62127000.00 -26064000.00 -29644000.00 -66718000.00 -61957000.00 77313000.00 108376000.00 163650000.00 275433000.00 13101000.00 32938000.00 33894000.00 56734000.00 1533000.00 24440000.00 2222000.00 24903000.00 25000.00 4000.00 238000.00 19000.00 0.00 0.00 -118036000.00 -195402000.00 -266722000.00 -419046000.00 -1000.00 -60000.00 -125000.00 -170000.00 -60000.00 -124000.00 -170000.00 -1000.00 -1000.00 -22613000.00 -27646000.00 -65427000.00 -58736000.00 167112000.00 258074000.00 209926000.00 289164000.00 144499000.00 230428000.00 144499000.00 230428000.00 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 4.89 0.00 0.00 9.38 3.55 0.00 0.00 9.09 4.00 2.50 50.00 10.00 135.00 131000.00 4000.00 135000.00 11525000.00 11660000.00 89.00 241000.00 7000.00 248000.00 1841000.00 2089000.00 252.00 1161000.00 27000.00 194000.00 1382000.00 7321000.00 8703000.00 419.00 2342000.00 5000.00 83000.00 2430000.00 462000.00 2892000.00 419.00 2128000.00 4000.00 72000.00 2204000.00 191000.00 2395000.00 2244.00 19223000.00 543000.00 19766000.00 19766000.00 3558.00 25226000.00 47000.00 892000.00 26165000.00 21340000.00 0.00 47505000.00 13.00 16000.00 16000.00 4650000.00 4666000.00 2926000.00 1097000.00 159.47 3.00 38000.00 1000.00 39000.00 566000.00 605000.00 3096000.00 198000.00 19.54 12.00 448000.00 5000.00 65000.00 518000.00 2493000.00 3011000.00 3324000.00 1400000.00 90.58 15.00 1110000.00 4000.00 41000.00 1155000.00 430000.00 1585000.00 13036000.00 12.16 7.00 29000.00 3000.00 4000.00 36000.00 121000.00 157000.00 2336000.00 435000.00 6.72 51.00 2912000.00 76000.00 2988000.00 2988000.00 46935000.00 15352000.00 6.37 101.00 4553000.00 13000.00 186000.00 4752000.00 8260000.00 0.00 13012000.00 71653000.00 18.16 93945000.00 107805000.00 493874000.00 130529000.00 144207000.00 367610000.00 74848000.00 147147000.00 402543000.00 67985000.00 88031000.00 389110000.00 32122000.00 60880000.00 301431000.00 197033000.00 226888000.00 523453000.00 74234000.00 95697000.00 356979000.00 670696000.00 870655000.00 2835000000.00 4.54 4.54 4.05 5.31 4.76 2.67 724.00 159247000.00 718.00 173035000.00 851.00 268073000.00 410.00 124671000.00 483.00 136221000.00 692.00 235528000.00 56.00 20069000.00 86.00 47217000.00 281.00 147261000.00 6.00 3078000.00 7.00 3648000.00 58.00 40160000.00 6.00 7816000.00 6.00 8389000.00 1.00 420000.00 1.00 415000.00 1.00 308000.00 1.00 309000.00 1204.00 315609000.00 1302.00 369234000.00 1882.00 691022000.00 41.20 42.97 45.05 2.13 2.16 2.02 19.50 19.50 21.00 0.00 0.00 0.00 3308.00 95050000.00 3966.00 125900000.00 10071.00 404623000.00 683.00 24530000.00 848.00 36201000.00 2043.00 106743000.00 219.00 9254000.00 292.00 11498000.00 824.00 33383000.00 308.00 17616000.00 382.00 22073000.00 975.00 60732000.00 979.00 41693000.00 1203.00 56638000.00 3151.00 151131000.00 414.00 12174000.00 531.00 16540000.00 1386.00 48803000.00 896.00 30809000.00 1134.00 39577000.00 3085.00 128072000.00 940.00 24764000.00 1154.00 31718000.00 2931.00 97295000.00 2596.00 134181000.00 3198.00 171984000.00 7582.00 503726000.00 9.00 220000.00 14.00 392000.00 46.00 2103000.00 766.00 15461000.00 920.00 19943000.00 2302.00 64369000.00 908.00 19857000.00 1146.00 27569000.00 3115.00 90576000.00 2365.00 146492000.00 3097.00 182198000.00 8783.00 571439000.00 15.00 1358000.00 18.00 1634000.00 51.00 3598000.00 441.00 12403000.00 532.00 16292000.00 1304.00 63492000.00 165.00 10054000.00 198.00 12649000.00 514.00 36617000.00 122.00 3963000.00 148.00 5332000.00 407.00 17162000.00 1726.00 46708000.00 2137.00 61181000.00 5565.00 208343000.00 474.00 24109000.00 605.00 31336000.00 1720.00 242793000.00 17334.00 670696000.00 21523.00 870655000.00 55855.00 2835000000.00 17334.00 670696000.00 21523.00 870655000.00 55855.00 2835000000.00 6.97 5.78 3.35 1.53 6810 1.24 6810 0.50 6820 ES0305289029 SERIE C 1350.00 61000.00 81881000.00 1350.00 92000.00 124111000.00 1350.00 100000.00 135000000.00 ES0305289011 SERIE B 4455.00 100000.00 445500000.00 4455.00 100000.00 445500000.00 4455.00 100000.00 445500000.00 ES0305289003 SERIE A 22545.00 12000.00 267006000.00 22545.00 22000.00 491498000.00 22545.00 100000.00 2254500000.00 28350.00 794387000.00 28350.00 1061109000.00 28350.00 2835000000.00 ES0305289029 SERIE C S E3M 0.65 0.40 40000.00 S 81881000.00 81921000.00 -2523000.00 ES0305289011 SERIE B S E3M 0.50 0.25 134000.00 S 445500000.00 445634000.00 ES0305289003 SERIE A NS E3M 0.30 0.05 15000.00 S 267006000.00 267021000.00 189000.00 0.00 794387000.00 0.00 794576000.00 -2523000.00 0.19 0.07 ES0305289011 SERIE B 100000.00 1616000.00 11374000.00 1077000.00 ES0305289029 SERIE C 11819000.00 53119000.00 57000.00 925000.00 115000.00 593000.00 ES0305289003 SERIE A 106217000.00 1987494000.00 195402000.00 1458889000.00 118036000.00 2040613000.00 157000.00 2541000.00 195402000.00 1458889000.00 11489000.00 1670000.00 ES0305289029 SERIE C SCP CCC (sf) CCC (sf) CCC (sf) ES0305289029 SERIE C MDY Caa3 (sf) Caa3 (sf) Caa3 (sf) ES0305289029 SERIE C DBRS C (sf) C (sf) C (sf) ES0305289003 SERIE A SCP AAA (sf) AAA (sf) AAA (sf) ES0305289011 SERIE B 20190331 SCP BBB- (sf) BBB- (sf) BB+ (sf) ES0305289011 SERIE B 20191231 MDY Ba3 (sf) Ba3 (sf) B2 (sf) ES0305289011 SERIE B 20200331 DBRS BBB (high) (sf) B (high) (sf) CCC (high) (sf) ES0305289003 SERIE A 20190331 MDY Aa1 (sf) Aa1 (sf) A1 (sf) ES0305289003 SERIE A 20190331 DBRS A (high) (sf) A (high) (sf) A (sf) 93945000.00 107805000.00 493874000.00 130529000.00 144207000.00 367610000.00 74848000.00 147147000.00 402543000.00 67985000.00 88031000.00 389110000.00 32122000.00 60880000.00 301431000.00 197036000.00 226891000.00 523453000.00 197922000.00 286148000.00 356979000.00 794387000.00 1061109000.00 2835000000.00 4.54 4.54 4.05 81872000.00 129069000.00 135000000.00 135000000.00 135000000.00 135000000.00 10.31 12.16 5.00 SAN SAN SAN P1 P1 P1 P3 P3 P3 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 33.60 46.31 79.52 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 3.00 90.00 8392000.00 11379000.00 1.25 1.31 1.27 8392000.00 11379000.00 1.25 1.31 1.27 Glosario de definiciones 12.00 365.00 19730000.00 14258000.00 2.94 1.64 2.75 71000.00 0.01 0.01 19801000.00 14258000.00 2.95 1.64 2.76 Glosario de definiciones PYMES SANTANDER 13 -JUNIO 2020.pdf 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