FTAP 10606 F.T. PYMES SANTANDER 12 Santander de Titulizacion S.G.F.T., S.A NO NO 20180331 510935000.00 571164000.00 510935000.00 571164000.00 510935000.00 571164000.00 506489000.00 565195000.00 15721000.00 15641000.00 -11275000.00 -9672000.00 0.00 0.00 0.00 0.00 418128000.00 459991000.00 472000.00 440000.00 300841000.00 330843000.00 300841000.00 330843000.00 293179000.00 320379000.00 1285000.00 1384000.00 47000.00 52000.00 22355000.00 23567000.00 27000.00 92000.00 -16052000.00 -14631000.00 0.00 0.00 0.00 0.00 0.00 0.00 116815000.00 128708000.00 116815000.00 128708000.00 929063000.00 1031155000.00 635778000.00 710699000.00 0.00 0.00 635778000.00 710699000.00 635778000.00 710699000.00 643384000.00 719630000.00 -7606000.00 -8931000.00 0.00 0.00 0.00 0.00 0.00 0.00 293285000.00 320456000.00 0.00 0.00 293246000.00 320439000.00 293246000.00 320439000.00 142910000.00 232950000.00 150269000.00 87430000.00 67000.00 59000.00 0.00 0.00 274000.00 274000.00 -274000.00 -274000.00 0.00 0.00 0.00 0.00 39000.00 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548.00 499000.00 20000.00 519000.00 18675000.00 19194000.00 200.00 297000.00 27000.00 324000.00 4399000.00 4723000.00 378.00 1221000.00 21000.00 129000.00 1371000.00 3803000.00 5174000.00 364.00 1352000.00 54000.00 1406000.00 1406000.00 495.00 4120000.00 128000.00 4248000.00 12000.00 4260000.00 1887.00 15662000.00 6000.00 469000.00 16137000.00 11906000.00 28043000.00 3872.00 23151000.00 74000.00 780000.00 24005000.00 38795000.00 0.00 62800000.00 39.00 35000.00 4000.00 39000.00 10247000.00 10286000.00 8942000.00 8942000.00 115.03 14.00 30000.00 5000.00 35000.00 2263000.00 2298000.00 3023000.00 3023000.00 76.02 42.00 635000.00 4000.00 37000.00 676000.00 2367000.00 3043000.00 6488000.00 6488000.00 46.90 5.00 83000.00 1000.00 84000.00 84000.00 621000.00 621000.00 13.53 5.00 317000.00 6000.00 323000.00 323000.00 1308000.00 1308000.00 24.69 73.00 2333000.00 6000.00 30000.00 2369000.00 561000.00 2930000.00 13531000.00 13531000.00 21.65 178.00 3433000.00 19000.00 74000.00 3526000.00 15438000.00 0.00 18964000.00 33913000.00 55.92 71419000.00 76321000.00 899941000.00 96084000.00 97391000.00 114870000.00 155865000.00 211578000.00 286148000.00 53160000.00 42872000.00 260001000.00 116664000.00 131518000.00 448579000.00 148841000.00 156700000.00 473540000.00 195711000.00 208402000.00 316921000.00 837744000.00 924782000.00 2800000000.00 7.22 7.04 4.79 4.92 4.58 1.91 37.00 4275000.00 37.00 6288000.00 224.00 41970000.00 199.00 45559000.00 172.00 41642000.00 2.00 168000.00 528.00 132710000.00 548.00 135749000.00 653.00 158044000.00 153.00 41349000.00 160.00 45205000.00 269.00 118454000.00 73.00 37408000.00 80.00 39949000.00 121.00 59787000.00 53.00 22686000.00 50.00 14776000.00 43.00 23852000.00 43.00 9458000.00 48.00 17943000.00 67.00 19255000.00 26.00 10501000.00 28.00 10975000.00 75.00 38744000.00 1112.00 303946000.00 1123.00 312527000.00 1454.00 460274000.00 85.42 86.52 90.81 2.02 2.08 2.49 17.50 17.50 21.00 0.00 0.00 0.00 3430.00 114707000.00 3762.00 125773000.00 6987.00 410856000.00 680.00 36468000.00 782.00 39655000.00 1403.00 118656000.00 330.00 19198000.00 370.00 21154000.00 700.00 58745000.00 325.00 12340000.00 370.00 13360000.00 699.00 48888000.00 1019.00 51455000.00 1128.00 56439000.00 2073.00 142071000.00 462.00 17705000.00 513.00 18997000.00 910.00 46377000.00 1258.00 40327000.00 1463.00 45404000.00 2848.00 159956000.00 1173.00 35314000.00 1301.00 38759000.00 2234.00 115370000.00 2146.00 110719000.00 2391.00 121297000.00 4840.00 376425000.00 21.00 520000.00 22.00 572000.00 37.00 1420000.00 702.00 19984000.00 775.00 22136000.00 1404.00 82412000.00 1191.00 35334000.00 1320.00 39079000.00 2471.00 136052000.00 2719.00 166972000.00 3040.00 187743000.00 6005.00 563166000.00 24.00 1049000.00 26.00 1164000.00 48.00 3044000.00 440.00 35915000.00 492.00 38856000.00 939.00 95179000.00 154.00 9430000.00 176.00 10213000.00 346.00 32345000.00 169.00 11368000.00 194.00 12461000.00 330.00 29949000.00 1943.00 74292000.00 2191.00 83248000.00 3997.00 247679000.00 552.00 44647000.00 625.00 48472000.00 1288.00 131410000.00 18738.00 837744000.00 20941.00 924782000.00 39559.00 2800000000.00 18738.00 837744000.00 20941.00 924782000.00 39559.00 2800000000.00 11.45 10.66 5.09 2.28 5229 2.06 5229 0.75 5229 ES0305107023 SERIE C 1400.00 67000.00 93653000.00 1400.00 76000.00 107061000.00 1400.00 100000.00 140000000.00 ES0305107015 SERIE B 7000.00 100000.00 700000000.00 7000.00 100000.00 700000000.00 7000.00 100000.00 700000000.00 ES0305107007 SERIE A 21000.00 7000.00 142910000.00 21000.00 11000.00 232949000.00 21000.00 100000.00 2100000000.00 29400.00 936563000.00 29400.00 1040010000.00 29400.00 2940000000.00 ES0305107023 SERIE C S E3M 0.65 0.32 13000.00 S 93295000.00 358000.00 93666000.00 -7606000.00 ES0305107015 SERIE B S E3M 0.50 0.17 54000.00 S 700000000.00 700054000.00 ES0305107007 SERIE A NS E3M 0.30 0.00 N 142910000.00 142910000.00 67000.00 0.00 936205000.00 358000.00 936630000.00 -7606000.00 0.16 0.14 ES0305107015 SERIE B 290000.00 5420000.00 322000.00 3859000.00 ES0305107023 SERIE C 13408000.00 46347000.00 83000.00 1778000.00 116000.00 1199000.00 ES0305107007 SERIE A 90039000.00 3582905000.00 2782000.00 125510000.00 2780006000.00 2782000.00 103447000.00 3629252000.00 373000.00 9980000.00 125510000.00 2780006000.00 438000.00 7840000.00 ES0305107023 SERIE C DBRS C C C ES0305107023 SERIE C SCOPE C C C ES0305107007 SERIE A SCOPE AAA AAA AAA ES0305107023 SERIE C MDY Ca Ca Ca ES0305107007 SERIE A MDY Aa2 Aa2 Aa2 ES0305107015 SERIE B 20171231 DBRS B CCC (low) CCC (low) ES0305107007 SERIE A 20171231 DBRS A (high) A (low) A (low) ES0305107015 SERIE B 20171231 SCOPE BB B+ B+ ES0305107015 SERIE B 20170331 MDY B1 Caa1 Caa1 71419000.00 76321000.00 899941000.00 96084000.00 97391000.00 114870000.00 155865000.00 211624000.00 286148000.00 53160000.00 42872000.00 260001000.00 116664000.00 131518000.00 448579000.00 148841000.00 156700000.00 473540000.00 294530000.00 323584000.00 456921000.00 936563000.00 1040010000.00 2940000000.00 7.22 7.04 4.79 93295000.00 104599852.00 140000000.00 70000000.00 70000000.00 70000000.00 9.96 10.06 4.76 SANTANDER SANTANDER SANTANDER A3 lp P-2 cp / A lp A3 lp P-2 cp / A lp A3 lp P-2 cp / A lp Baa3 lp P-3 cp / BBB lp Baa3 lp P-3 cp / BBB lp Baa3 lp P-3 cp / BBB lp 7146000.00 11647000.00 105000000.00 0.76 1.12 3.57 SANTANDER SANTANDER SANTANDER A3 lp P-2 cp / A lp A3 lp P-2 cp / A lp A3 lp P-2 cp / A lp Baa3 lp P-3 cp / BBB lp Baa3 lp P-3 cp / BBB lp Baa3 lp P-3 cp / BBB lp S S S 15.26 22.40 71.43 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 3.00 90.00 7485000.00 8628000.00 0.89 0.93 1.07 7485000.00 8628000.00 0.89 0.93 1.07 Nota de Valores 12.00 16241000.00 1632000.00 1.94 1.76 2.04 467000.00 181000.00 0.06 0.02 0.06 16708000.00 1813000.00 2.00 1.78 2.10 Modulo Adicional a la Nota de Valores Informe cumplimiento reglas de funcionamiento.pdf 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