﻿<?xml version="1.0" encoding="utf-8"?>
<TramiteCNMV xmlns:xsi="http://www.w3.org/2001/XMLSchema-instance" xsi:noNamespaceSchemaLocation="Esquema_FTA_EP.xsd">
  <DocumentoCNMV>
    <CodigoTramite>FTAP</CodigoTramite>
  </DocumentoCNMV>
  <TramiteFTAEP>
    <DatosIdentificativos>
      <NumRegistroFondo>8167</NumRegistroFondo>
      <DenominacionFondo>BANKINTER 10 Fondo de Titulización de Activos</DenominacionFondo>
      <DenominacionGestora>EUROPEA DE TITULIZACION S.A., S.G.F.T.</DenominacionGestora>
      <EstadoAgregado>NO</EstadoAgregado>
      <FondoAbierto>NO</FondoAbierto>
      <FechaPeriodo>20180630</FechaPeriodo>
      <PersonaContacto>
        <Nombre></Nombre>
        <Email></Email>
        <Telefono></Telefono>
        <Cargo></Cargo>
      </PersonaContacto>
    </DatosIdentificativos>
    <Balance>
      <E_0001>371219000</E_0001>
      <E_1001>397097000</E_1001>
      <E_0002>371219000</E_0002>
      <E_1002>397097000</E_1002>
      <E_0003>371219000</E_0003>
      <E_1003>397097000</E_1003>
      <E_0005>367131000</E_0005>
      <E_1005>392546000</E_1005>
      <E_0025>4102000</E_0025>
      <E_1025>4551000</E_1025>
      <E_0027>-14000</E_0027>
      <E_0041>50689000</E_0041>
      <E_1041>53923000</E_1041>
      <E_0042>462000</E_0042>
      <E_1042>471000</E_1042>
      <E_0043>36818000</E_0043>
      <E_1043>39082000</E_1043>
      <E_0044>36106000</E_0044>
      <E_1044>37786000</E_1044>
      <E_0046>34902000</E_0046>
      <E_1046>36559000</E_1046>
      <E_0065>60000</E_0065>
      <E_1065>72000</E_1065>
      <E_0066>2000</E_0066>
      <E_1066>3000</E_1066>
      <E_0067>1137000</E_0067>
      <E_1067>1141000</E_1067>
      <E_0068>9000</E_0068>
      <E_1068>11000</E_1068>
      <E_0069>-4000</E_0069>
      <E_0071>0</E_0071>
      <E_1071>0</E_1071>
      <E_0072>0</E_0072>
      <E_1072>0</E_1072>
      <E_0074>712000</E_0074>
      <E_1074>1296000</E_1074>
      <E_0077>712000</E_0077>
      <E_1077>1296000</E_1077>
      <E_0085>13409000</E_0085>
      <E_1085>14370000</E_1085>
      <E_0086>13409000</E_0086>
      <E_1086>14370000</E_1086>
      <E_0088>421908000</E_0088>
      <E_1088>451020000</E_1088>
      <E_0089>378097000</E_0089>
      <E_1089>407334000</E_1089>
      <E_0094>378097000</E_0094>
      <E_1094>407334000</E_1094>
      <E_0095>375937000</E_0095>
      <E_1095>404662000</E_1095>
      <E_0096>0</E_0096>
      <E_1096>0</E_1096>
      <E_0097>375937000</E_0097>
      <E_1097>404662000</E_1097>
      <E_0101>0</E_0101>
      <E_1101>0</E_1101>
      <E_0102>0</E_0102>
      <E_1102>0</E_1102>
      <E_0108>2160000</E_0108>
      <E_1108>2672000</E_1108>
      <E_0109>2160000</E_0109>
      <E_1109>2672000</E_1109>
      <E_0117>46748000</E_0117>
      <E_1117>47335000</E_1117>
      <E_0123>43116000</E_0123>
      <E_1123>43647000</E_1123>
      <E_0124>42331000</E_0124>
      <E_1124>42681000</E_1124>
      <E_0125>0</E_0125>
      <E_1125>0</E_1125>
      <E_0126>42313000</E_0126>
      <E_1126>42661000</E_1126>
      <E_0128>18000</E_0128>
      <E_1128>20000</E_1128>
      <E_0131>0</E_0131>
      <E_1131>0</E_1131>
      <E_0132>0</E_0132>
      <E_1132>0</E_1132>
      <E_0136>0</E_0136>
      <E_1136>0</E_1136>
      <E_0139>748000</E_0139>
      <E_1139>966000</E_1139>
      <E_0140>748000</E_0140>
      <E_1140>966000</E_1140>
      <E_0143>37000</E_0143>
      <E_1143>0</E_1143>
      <E_0144>37000</E_0144>
      <E_1144>0</E_1144>
      <E_0148>3632000</E_0148>
      <E_1148>3688000</E_1148>
      <E_0149>3631000</E_0149>
      <E_1149>3678000</E_1149>
      <E_0150>2000</E_0150>
      <E_1150>3000</E_1150>
      <E_0151>45000</E_0151>
      <E_1151>24000</E_1151>
      <E_0152>0</E_0152>
      <E_1152>0</E_1152>
      <E_0153>3697000</E_0153>
      <E_1153>3697000</E_1153>
      <E_0155>-113000</E_0155>
      <E_1155>-46000</E_1155>
      <E_0157>1000</E_0157>
      <E_1157>10000</E_1157>
      <E_0158>-2937000</E_0158>
      <E_1158>-3649000</E_1158>
      <E_0160>-2937000</E_0160>
      <E_1160>-3649000</E_1160>
      <E_0162>421908000</E_0162>
      <E_1162>451020000</E_1162>
    </Balance>
    <CuentaPerdidasGanancias>
      <E_0201>377000</E_0201>
      <E_1201>544000</E_1201>
      <E_2201>792000</E_2201>
      <E_3201>1149000</E_3201>
      <E_0202>377000</E_0202>
      <E_1202>544000</E_1202>
      <E_2202>792000</E_2202>
      <E_3202>1149000</E_3202>
      <E_0203>0</E_0203>
      <E_1203>0</E_1203>
      <E_2203>0</E_2203>
      <E_3203>0</E_3203>
      <E_0204>-182000</E_0204>
      <E_1204>-184000</E_1204>
      <E_2204>-362000</E_2204>
      <E_3204>-373000</E_3204>
      <E_0205>-164000</E_0205>
      <E_1205>-169000</E_1205>
      <E_2205>-325000</E_2205>
      <E_3205>-341000</E_3205>
      <E_0206>0</E_0206>
      <E_1206>0</E_1206>
      <E_2206>0</E_2206>
      <E_3206>0</E_3206>
      <E_0207>-18000</E_0207>
      <E_1207>-15000</E_1207>
      <E_2207>-37000</E_2207>
      <E_3207>-32000</E_3207>
      <E_0208>-170000</E_0208>
      <E_1208>-315000</E_1208>
      <E_2208>-363000</E_2208>
      <E_3208>-650000</E_3208>
      <E_0209>25000</E_0209>
      <E_1209>45000</E_1209>
      <E_2209>67000</E_2209>
      <E_3209>126000</E_3209>
      <E_0216>1000</E_0216>
      <E_1216>0</E_1216>
      <E_2216>1000</E_2216>
      <E_3216>0</E_3216>
      <E_0217>-43000</E_0217>
      <E_1217>-43000</E_1217>
      <E_2217>-92000</E_2217>
      <E_3217>-101000</E_3217>
      <E_0218>-5000</E_0218>
      <E_1218>-5000</E_1218>
      <E_2218>-14000</E_2218>
      <E_3218>-21000</E_3218>
      <E_0219>-5000</E_0219>
      <E_1219>-5000</E_1219>
      <E_2219>-13000</E_2219>
      <E_3219>-11000</E_3219>
      <E_0221>0</E_0221>
      <E_1221>0</E_1221>
      <E_2221>0</E_2221>
      <E_3221>0</E_3221>
      <E_0222>0</E_0222>
      <E_1222>0</E_1222>
      <E_2222>-1000</E_2222>
      <E_3222>-10000</E_3222>
      <E_0224>-38000</E_0224>
      <E_1224>-38000</E_1224>
      <E_2224>-78000</E_2224>
      <E_3224>-80000</E_3224>
      <E_0225>-20000</E_0225>
      <E_1225>-22000</E_1225>
      <E_2225>-40000</E_2225>
      <E_3225>-47000</E_3225>
      <E_0226>-10000</E_0226>
      <E_1226>-12000</E_1226>
      <E_2226>-21000</E_2226>
      <E_3226>-24000</E_3226>
      <E_0227>-2000</E_0227>
      <E_1227>-2000</E_1227>
      <E_2227>-3000</E_2227>
      <E_3227>-3000</E_3227>
      <E_0228>0</E_0228>
      <E_1228>0</E_1228>
      <E_2228>0</E_2228>
      <E_3228>0</E_3228>
      <E_0230>-6000</E_0230>
      <E_1230>-2000</E_1230>
      <E_2230>-14000</E_2230>
      <E_3230>-6000</E_3230>
      <E_0231>-18000</E_0231>
      <E_1231>0</E_1231>
      <E_2231>-18000</E_2231>
      <E_3231>0</E_3231>
      <E_0232>-18000</E_0232>
      <E_1232>0</E_1232>
      <E_2232>-18000</E_2232>
      <E_3232>0</E_3232>
      <E_0238>-25000</E_0238>
      <E_1238>0</E_1238>
      <E_2238>-25000</E_2238>
      <E_3238>-50000</E_3238>
      <E_0239>60000</E_0239>
      <E_1239>-2000</E_1239>
      <E_2239>67000</E_2239>
      <E_3239>25000</E_3239>
      <E_0240>0</E_0240>
      <E_1240>0</E_1240>
      <E_2240>0</E_2240>
      <E_3240>0</E_3240>
      <E_0242>0</E_0242>
      <E_1242>0</E_1242>
      <E_2242>0</E_2242>
      <E_3242>0</E_3242>
    </CuentaPerdidasGanancias>
    <EstadoFlujosEfectivo>
      <E_0300>-13000</E_0300>
      <E_1300>-130000</E_1300>
      <E_2300>-7000</E_2300>
      <E_3300>-407000</E_3300>
      <E_0301>26000</E_0301>
      <E_1301>41000</E_1301>
      <E_2301>67000</E_2301>
      <E_3301>120000</E_3301>
      <E_0302>389000</E_0302>
      <E_1302>560000</E_1302>
      <E_2302>811000</E_2302>
      <E_3302>1172000</E_3302>
      <E_0303>-165000</E_0303>
      <E_1303>-171000</E_1303>
      <E_2303>-327000</E_2303>
      <E_3303>-345000</E_3303>
      <E_0304>167000</E_0304>
      <E_1304>63000</E_1304>
      <E_2304>319000</E_2304>
      <E_3304>100000</E_3304>
      <E_0305>-347000</E_0305>
      <E_1305>-396000</E_1305>
      <E_2305>-699000</E_2305>
      <E_3305>-775000</E_3305>
      <E_0307>0</E_0307>
      <E_1307>0</E_1307>
      <E_2307>0</E_2307>
      <E_3307>0</E_3307>
      <E_0308>-18000</E_0308>
      <E_1308>-15000</E_1308>
      <E_2308>-37000</E_2308>
      <E_3308>-32000</E_3308>
      <E_0309>-22000</E_0309>
      <E_1309>-162000</E_1309>
      <E_2309>-44000</E_2309>
      <E_3309>-501000</E_3309>
      <E_0310>-20000</E_0310>
      <E_1310>-23000</E_1310>
      <E_2310>-41000</E_2310>
      <E_3310>-47000</E_3310>
      <E_0311>0</E_0311>
      <E_1311>-12000</E_1311>
      <E_2311>0</E_2311>
      <E_3311>-24000</E_3311>
      <E_0312>-2000</E_0312>
      <E_1312>-2000</E_1312>
      <E_2312>-3000</E_2312>
      <E_3312>-3000</E_3312>
      <E_0313>0</E_0313>
      <E_1313>-125000</E_1313>
      <E_2313>0</E_2313>
      <E_3313>-427000</E_3313>
      <E_0315>-17000</E_0315>
      <E_1315>-9000</E_1315>
      <E_2315>-30000</E_2315>
      <E_3315>-26000</E_3315>
      <E_0320>-18000</E_0320>
      <E_1320>-9000</E_1320>
      <E_2320>-31000</E_2320>
      <E_3320>-26000</E_3320>
      <E_0321>1000</E_0321>
      <E_1321>0</E_1321>
      <E_2321>1000</E_2321>
      <E_3321>0</E_3321>
      <E_0322>-417000</E_0322>
      <E_1322>-1563000</E_1322>
      <E_2322>-954000</E_2322>
      <E_3322>-2610000</E_3322>
      <E_0323>0</E_0323>
      <E_1323>0</E_1323>
      <E_2323>0</E_2323>
      <E_3323>0</E_3323>
      <E_0324>0</E_0324>
      <E_1324>0</E_1324>
      <E_2324>0</E_2324>
      <E_3324>0</E_3324>
      <E_0325>-465000</E_0325>
      <E_1325>-1553000</E_1325>
      <E_2325>-1002000</E_2325>
      <E_3325>-2606000</E_3325>
      <E_0326>8589000</E_0326>
      <E_1326>8863000</E_1326>
      <E_2326>17155000</E_2326>
      <E_3326>18102000</E_3326>
      <E_0327>4782000</E_0327>
      <E_1327>3727000</E_1327>
      <E_2327>9978000</E_2327>
      <E_3327>9363000</E_3327>
      <E_0328>461000</E_0328>
      <E_1328>502000</E_1328>
      <E_2328>956000</E_2328>
      <E_3328>993000</E_3328>
      <E_0329>0</E_0329>
      <E_1329>0</E_1329>
      <E_2329>0</E_2329>
      <E_3329>0</E_3329>
      <E_0330>-16000</E_0330>
      <E_1330>0</E_1330>
      <E_2330>-16000</E_2330>
      <E_3330>145000</E_3330>
      <E_0331>-14281000</E_0331>
      <E_1331>-14645000</E_1331>
      <E_2331>-29075000</E_2331>
      <E_3331>-31209000</E_3331>
      <E_0332>48000</E_0332>
      <E_1332>-10000</E_1332>
      <E_2332>48000</E_2332>
      <E_3332>-4000</E_3332>
      <E_0333>0</E_0333>
      <E_1333>0</E_1333>
      <E_2333>0</E_2333>
      <E_3333>0</E_3333>
      <E_0334>0</E_0334>
      <E_1334>0</E_1334>
      <E_2334>0</E_2334>
      <E_3334>0</E_3334>
      <E_0336>48000</E_0336>
      <E_1336>-10000</E_1336>
      <E_2336>48000</E_2336>
      <E_3336>-4000</E_3336>
      <E_0337>-430000</E_0337>
      <E_1337>-1693000</E_1337>
      <E_2337>-961000</E_2337>
      <E_3337>-3017000</E_3337>
      <E_0338>13839000</E_0338>
      <E_1338>15499000</E_1338>
      <E_2338>14370000</E_2338>
      <E_3338>16823000</E_3338>
      <E_0339>13409000</E_0339>
      <E_1339>13806000</E_1339>
      <E_2339>13409000</E_2339>
      <E_3339>13806000</E_3339>
    </EstadoFlujosEfectivo>
    <IngresosGastosReconocidos>
      <E_0357>-31000</E_0357>
      <E_1357>-136000</E_1357>
      <E_2357>349000</E_2357>
      <E_3357>605000</E_3357>
      <E_0358>-31000</E_0358>
      <E_1358>-136000</E_1358>
      <E_2358>349000</E_2358>
      <E_3358>605000</E_3358>
      <E_0360>169000</E_0360>
      <E_1360>315000</E_1360>
      <E_2360>363000</E_2360>
      <E_3360>650000</E_3360>
      <E_0362>-138000</E_0362>
      <E_1362>-179000</E_1362>
      <E_2362>-712000</E_2362>
      <E_3362>-1255000</E_3362>
      <E_0363>0</E_0363>
      <E_1363>0</E_1363>
      <E_2363>0</E_2363>
      <E_3363>0</E_3363>
      <E_0370>0</E_0370>
      <E_1370>0</E_1370>
      <E_2370>0</E_2370>
      <E_3370>0</E_3370>
    </IngresosGastosReconocidos>
    <ActivosTitulizados>
      <EntidadesCedentes>BANKINTER, S.A. (VWMYAEQSTOPNV0SUGU82);</EntidadesCedentes>
      <E_0381>1.29</E_0381>
      <E_0401>0.05</E_0401>
      <E_0421>0</E_0421>
      <E_0441>4.80</E_0441>
      <E_1381>1.31</E_1381>
      <E_1401>0.04</E_1401>
      <E_1421>0</E_1421>
      <E_1441>4.33</E_1441>
      <E_2381>0.10</E_2381>
      <E_2441>8</E_2441>
      <E_0460>116</E_0460>
      <E_0467>45000</E_0467>
      <E_0474>1000</E_0474>
      <E_0481>0</E_0481>
      <E_0488>46000</E_0488>
      <E_0495>9002000</E_0495>
      <E_0502>5000</E_0502>
      <E_0509>9053000</E_0509>
      <E_0461>33</E_0461>
      <E_0468>42000</E_0468>
      <E_0475>1000</E_0475>
      <E_0482>0</E_0482>
      <E_0489>43000</E_0489>
      <E_0496>2328000</E_0496>
      <E_0503>0</E_0503>
      <E_0510>2371000</E_0510>
      <E_0462>8</E_0462>
      <E_0469>16000</E_0469>
      <E_0476>0</E_0476>
      <E_0483>1000</E_0483>
      <E_0490>17000</E_0490>
      <E_0497>371000</E_0497>
      <E_0504>0</E_0504>
      <E_0511>388000</E_0511>
      <E_0463>7</E_0463>
      <E_0470>19000</E_0470>
      <E_0477>0</E_0477>
      <E_0484>1000</E_0484>
      <E_0491>20000</E_0491>
      <E_0498>303000</E_0498>
      <E_0505>0</E_0505>
      <E_0512>323000</E_0512>
      <E_0464>5</E_0464>
      <E_0471>19000</E_0471>
      <E_0478>0</E_0478>
      <E_0485>1000</E_0485>
      <E_0492>20000</E_0492>
      <E_0499>267000</E_0499>
      <E_0506>0</E_0506>
      <E_0513>287000</E_0513>
      <E_0465>54</E_0465>
      <E_0472>1066000</E_0472>
      <E_0479>9000</E_0479>
      <E_0486>121000</E_0486>
      <E_0493>1196000</E_0493>
      <E_0500>2565000</E_0500>
      <E_0507>0</E_0507>
      <E_0514>3761000</E_0514>
      <E_0466>223</E_0466>
      <E_0473>1207000</E_0473>
      <E_0480>11000</E_0480>
      <E_0487>124000</E_0487>
      <E_0494>1342000</E_0494>
      <E_0501>14836000</E_0501>
      <E_0508>5000</E_0508>
      <E_1515>16183000</E_1515>
      <E_0515>116</E_0515>
      <E_0522>45000</E_0522>
      <E_0529>1000</E_0529>
      <E_0536>0</E_0536>
      <E_0543>46000</E_0543>
      <E_0550>9002000</E_0550>
      <E_0557>5000</E_0557>
      <E_0564>9053000</E_0564>
      <E_0571>31259000</E_0571>
      <E_0578>31259000</E_0578>
      <E_0584>28.96</E_0584>
      <E_0516>33</E_0516>
      <E_0523>42000</E_0523>
      <E_0530>1000</E_0530>
      <E_0537>0</E_0537>
      <E_0544>43000</E_0544>
      <E_0551>2328000</E_0551>
      <E_0558>0</E_0558>
      <E_0565>2371000</E_0565>
      <E_0572>12152000</E_0572>
      <E_0579>12152000</E_0579>
      <E_0585>19.51</E_0585>
      <E_0517>8</E_0517>
      <E_0524>16000</E_0524>
      <E_0531>0</E_0531>
      <E_0538>1000</E_0538>
      <E_0545>17000</E_0545>
      <E_0552>371000</E_0552>
      <E_0559>0</E_0559>
      <E_0566>388000</E_0566>
      <E_0573>2380000</E_0573>
      <E_0580>2380000</E_0580>
      <E_0586>16.30</E_0586>
      <E_0518>7</E_0518>
      <E_0525>19000</E_0525>
      <E_0532>0</E_0532>
      <E_0539>1000</E_0539>
      <E_0546>20000</E_0546>
      <E_0553>303000</E_0553>
      <E_0560>0</E_0560>
      <E_0567>323000</E_0567>
      <E_0574>1205000</E_0574>
      <E_0581>1205000</E_0581>
      <E_0587>26.80</E_0587>
      <E_0519>5</E_0519>
      <E_0526>19000</E_0526>
      <E_0533>0</E_0533>
      <E_0540>1000</E_0540>
      <E_0547>20000</E_0547>
      <E_0554>267000</E_0554>
      <E_0561>0</E_0561>
      <E_0568>287000</E_0568>
      <E_0575>751000</E_0575>
      <E_0582>751000</E_0582>
      <E_0588>38.22</E_0588>
      <E_0520>54</E_0520>
      <E_0527>1066000</E_0527>
      <E_0534>9000</E_0534>
      <E_0541>121000</E_0541>
      <E_0548>1196000</E_0548>
      <E_0555>2565000</E_0555>
      <E_0562>0</E_0562>
      <E_0569>3761000</E_0569>
      <E_0576>11289000</E_0576>
      <E_0583>11289000</E_0583>
      <E_0589>33.32</E_0589>
      <E_0521>223</E_0521>
      <E_0528>1207000</E_0528>
      <E_0535>11000</E_0535>
      <E_0542>124000</E_0542>
      <E_0549>1342000</E_0549>
      <E_0556>14836000</E_0556>
      <E_0563>5000</E_0563>
      <E_0570>16183000</E_0570>
      <E_0577>59036000</E_0577>
      <E_0590>27.41</E_0590>
      <E_0600>1980000</E_0600>
      <E_1600>1176000</E_1600>
      <E_2600>28000</E_2600>
      <E_0601>1971000</E_0601>
      <E_1601>4838000</E_1601>
      <E_2601>581000</E_2601>
      <E_0602>675000</E_0602>
      <E_1602>627000</E_1602>
      <E_2602>865000</E_2602>
      <E_0603>1909000</E_0603>
      <E_1603>1266000</E_1603>
      <E_2603>1197000</E_2603>
      <E_0604>2980000</E_0604>
      <E_1604>2363000</E_1604>
      <E_2604>1896000</E_2604>
      <E_0605>40966000</E_0605>
      <E_1605>42455000</E_1605>
      <E_2605>47554000</E_2605>
      <E_0606>356791000</E_0606>
      <E_1606>382072000</E_1606>
      <E_2606>1665519000</E_2606>
      <E_0607>407272000</E_0607>
      <E_1607>434797000</E_1607>
      <E_2607>1717640000</E_2607>
      <E_0608>15.19</E_0608>
      <E_1608>15.54</E_1608>
      <E_2608>25.23</E_2608>
      <E_0609>14.06</E_0609>
      <E_1609>13.56</E_1609>
      <E_2609>1.08</E_2609>
      <E_0620>5131</E_0620>
      <E_0630>245117000</E_0630>
      <E_1620>5228</E_1620>
      <E_1630>251643000</E_1630>
      <E_2620>5197</E_2620>
      <E_2630>321284000</E_2630>
      <E_0621>1361</E_0621>
      <E_0631>146332000</E_0631>
      <E_1621>1508</E_1621>
      <E_1631>164471000</E_1631>
      <E_2621>3725</E_2621>
      <E_2631>488453000</E_2631>
      <E_0622>121</E_0622>
      <E_0632>15703000</E_0632>
      <E_1622>147</E_1622>
      <E_1632>18683000</E_1632>
      <E_2622>4499</E_2622>
      <E_2632>717532000</E_2632>
      <E_0623>1</E_0623>
      <E_0633>9000</E_0633>
      <E_1623>0</E_1623>
      <E_1633>0</E_1633>
      <E_2623>1086</E_2623>
      <E_2633>190371000</E_2633>
      <E_0624>1</E_0624>
      <E_0634>111000</E_0634>
      <E_1624>0</E_1624>
      <E_1634>0</E_1634>
      <E_2624>0</E_2624>
      <E_2634>0</E_2634>
      <E_0625>0</E_0625>
      <E_0635>0</E_0635>
      <E_1625>0</E_1625>
      <E_1635>0</E_1635>
      <E_2625>0</E_2625>
      <E_2635>0</E_2635>
      <E_0626>0</E_0626>
      <E_0636>0</E_0636>
      <E_1626>0</E_1626>
      <E_1636>0</E_1636>
      <E_2626>0</E_2626>
      <E_2636>0</E_2636>
      <E_0627>0</E_0627>
      <E_0637>0</E_0637>
      <E_1627>0</E_1627>
      <E_1637>0</E_1637>
      <E_2627>0</E_2627>
      <E_2637>0</E_2637>
      <E_0628>6615</E_0628>
      <E_0638>407272000</E_0638>
      <E_1628>6883</E_1628>
      <E_1638>434797000</E_1638>
      <E_2628>14507</E_2628>
      <E_2638>1717640000</E_2638>
      <E_0639>35.26</E_0639>
      <E_1639>35.98</E_1639>
      <E_2639>59.11</E_2639>
      <E_0650>0.41</E_0650>
      <E_1650>0.46</E_1650>
      <E_2650>2.88</E_2650>
      <E_0651>2.96</E_0651>
      <E_1651>3.09</E_1651>
      <E_2651>5.32</E_2651>
      <E_0652>0</E_0652>
      <E_1652>0</E_1652>
      <E_2652>2.15</E_2652>
      <E_0660>737</E_0660>
      <E_0683>36794000</E_0683>
      <E_1660>770</E_1660>
      <E_1683>40053000</E_1683>
      <E_2660>1609</E_2660>
      <E_2683>166254000</E_2683>
      <E_0661>121</E_0661>
      <E_0684>5381000</E_0684>
      <E_1661>126</E_1661>
      <E_1684>5732000</E_1684>
      <E_2661>265</E_2661>
      <E_2684>26432000</E_2684>
      <E_0662>143</E_0662>
      <E_0685>6462000</E_0685>
      <E_1662>148</E_1662>
      <E_1685>6989000</E_1685>
      <E_2662>275</E_2662>
      <E_2685>25477000</E_2685>
      <E_0663>158</E_0663>
      <E_0686>10933000</E_0686>
      <E_1663>162</E_1663>
      <E_1686>11402000</E_1686>
      <E_2663>350</E_2663>
      <E_2686>42630000</E_2686>
      <E_0664>330</E_0664>
      <E_0687>17002000</E_0687>
      <E_1664>342</E_1664>
      <E_1687>18153000</E_1687>
      <E_2664>713</E_2664>
      <E_2687>70967000</E_2687>
      <E_0665>179</E_0665>
      <E_0688>8679000</E_0688>
      <E_1665>187</E_1665>
      <E_1688>9336000</E_1688>
      <E_2665>354</E_2665>
      <E_2688>33804000</E_2688>
      <E_0666>224</E_0666>
      <E_0689>9887000</E_0689>
      <E_1666>232</E_1666>
      <E_1689>10683000</E_1689>
      <E_2666>492</E_2666>
      <E_2689>47581000</E_2689>
      <E_0667>129</E_0667>
      <E_0690>6355000</E_0690>
      <E_1667>133</E_1667>
      <E_1690>6700000</E_1690>
      <E_2667>292</E_2667>
      <E_2690>27277000</E_2690>
      <E_0668>1056</E_0668>
      <E_0691>73940000</E_0691>
      <E_1668>1089</E_1668>
      <E_1691>78183000</E_1691>
      <E_2668>2121</E_2668>
      <E_2691>268854000</E_2691>
      <E_0670>45</E_0670>
      <E_0693>1658000</E_0693>
      <E_1670>46</E_1670>
      <E_1693>1776000</E_1693>
      <E_2670>86</E_2670>
      <E_2693>7491000</E_2693>
      <E_0671>178</E_0671>
      <E_0694>7876000</E_0694>
      <E_1671>182</E_1671>
      <E_1694>8360000</E_1694>
      <E_2671>387</E_2671>
      <E_2694>38041000</E_2694>
      <E_0672>1837</E_0672>
      <E_0695>146409000</E_0695>
      <E_1672>1912</E_1672>
      <E_1695>156056000</E_1695>
      <E_2672>4075</E_2672>
      <E_2695>611991000</E_2695>
      <E_0674>120</E_0674>
      <E_0697>4755000</E_0697>
      <E_1674>122</E_1674>
      <E_1697>5010000</E_1697>
      <E_2674>284</E_2674>
      <E_2697>22559000</E_2697>
      <E_0675>15</E_0675>
      <E_0698>609000</E_0698>
      <E_1675>16</E_1675>
      <E_1698>676000</E_1698>
      <E_2675>36</E_2675>
      <E_2698>3977000</E_2698>
      <E_0676>28</E_0676>
      <E_0699>1905000</E_0699>
      <E_1676>31</E_1676>
      <E_1699>2156000</E_1699>
      <E_2676>56</E_2676>
      <E_2699>6773000</E_2699>
      <E_0677>740</E_0677>
      <E_0700>31636000</E_0700>
      <E_1677>782</E_1677>
      <E_1700>34202000</E_1700>
      <E_2677>1922</E_2677>
      <E_2700>162305000</E_2700>
      <E_0678>575</E_0678>
      <E_0701>36991000</E_0701>
      <E_1678>603</E_1678>
      <E_1701>39330000</E_1701>
      <E_2678>1190</E_2678>
      <E_2701>155227000</E_2701>
      <E_0679>6615</E_0679>
      <E_0702>407272000</E_0702>
      <E_1679>6883</E_1679>
      <E_1702>434797000</E_1702>
      <E_2679>14507</E_2679>
      <E_2702>1717640000</E_2702>
      <E_0682>6615</E_0682>
      <E_0705>407272000</E_0705>
      <E_1682>6883</E_1682>
      <E_1705>434797000</E_1705>
      <E_2682>14507</E_2682>
      <E_2705>1717640000</E_2705>
      <E_0710>1.18</E_0710>
      <E_1710>1.15</E_1710>
      <E_2710>0.53</E_2710>
    </ActivosTitulizados>
    <Obligaciones>
      <MercadoCotizacion>AIAF</MercadoCotizacion>
      <DetalleImportePendiente>
        <Serie>ES0313529002</Serie>
        <Denominacion>BONOA1</Denominacion>
        <E_2720>800</E_2720>
        <E_2721>100000</E_2721>
        <E_2722>80000000</E_2722>
      </DetalleImportePendiente>
      <DetalleImportePendiente>
        <Serie>ES0313529010</Serie>
        <Denominacion>BONOA2</Denominacion>
        <E_0720>15754</E_0720>
        <E_0721>24000</E_0721>
        <E_0722>372621000</E_0722>
        <E_1720>15754</E_1720>
        <E_1721>25000</E_1721>
        <E_1722>401695000</E_1722>
        <E_2720>15754</E_2720>
        <E_2721>100000</E_2721>
        <E_2722>1575400000</E_2722>
      </DetalleImportePendiente>
      <DetalleImportePendiente>
        <Serie>ES0313529028</Serie>
        <Denominacion>SERIEB</Denominacion>
        <E_0720>207</E_0720>
        <E_0721>54000</E_0721>
        <E_0722>11173000</E_0722>
        <E_1720>207</E_1720>
        <E_1721>54000</E_1721>
        <E_1722>11173000</E_1722>
        <E_2720>207</E_2720>
        <E_2721>100000</E_2721>
        <E_2722>20700000</E_2722>
      </DetalleImportePendiente>
      <DetalleImportePendiente>
        <Serie>ES0313529036</Serie>
        <Denominacion>SERIEC</Denominacion>
        <E_0720>224</E_0720>
        <E_0721>54000</E_0721>
        <E_0722>12091000</E_0722>
        <E_1720>224</E_1720>
        <E_1721>54000</E_1721>
        <E_1722>12091000</E_1722>
        <E_2720>224</E_2720>
        <E_2721>100000</E_2721>
        <E_2722>22400000</E_2722>
      </DetalleImportePendiente>
      <DetalleImportePendiente>
        <Serie>ES0313529044</Serie>
        <Denominacion>SERIED</Denominacion>
        <E_0720>191</E_0720>
        <E_0721>54000</E_0721>
        <E_0722>10310000</E_0722>
        <E_1720>191</E_1720>
        <E_1721>54000</E_1721>
        <E_1722>10310000</E_1722>
        <E_2720>191</E_2720>
        <E_2721>100000</E_2721>
        <E_2722>19100000</E_2722>
      </DetalleImportePendiente>
      <DetalleImportePendiente>
        <Serie>ES0313529051</Serie>
        <Denominacion>SERIEE</Denominacion>
        <E_0720>224</E_0720>
        <E_0721>54000</E_0721>
        <E_0722>12054000</E_0722>
        <E_1720>224</E_1720>
        <E_1721>54000</E_1721>
        <E_1722>12054000</E_1722>
        <E_2720>224</E_2720>
        <E_2721>100000</E_2721>
        <E_2722>22400000</E_2722>
      </DetalleImportePendiente>
      <E_0723>16600</E_0723>
      <E_0724>418249000</E_0724>
      <E_1723>16600</E_1723>
      <E_1724>447323000</E_1724>
      <E_2723>17400</E_2723>
      <E_2724>1740000000</E_2724>
      <DetalleInteres>
        <Serie>ES0313529010</Serie>
        <Denominacion>BONOA2</Denominacion>
        <E_0730>S</E_0730>
        <E_0731>Euribor 03 meses</E_0731>
        <E_0732>0.16</E_0732>
        <E_0733>0</E_0733>
        <E_0734>0</E_0734>
        <E_0735>0</E_0735>
        <E_0742>N</E_0742>
        <E_0736>372621000</E_0736>
        <E_0737>0</E_0737>
        <E_0738>372621000</E_0738>
        <E_0739>0</E_0739>
      </DetalleInteres>
      <DetalleInteres>
        <Serie>ES0313529028</Serie>
        <Denominacion>SERIEB</Denominacion>
        <E_0730>S</E_0730>
        <E_0731>Euribor 03 meses</E_0731>
        <E_0732>0.29</E_0732>
        <E_0733>0</E_0733>
        <E_0734>0</E_0734>
        <E_0735>0</E_0735>
        <E_0742>N</E_0742>
        <E_0736>11173000</E_0736>
        <E_0737>0</E_0737>
        <E_0738>11173000</E_0738>
        <E_0739>0</E_0739>
      </DetalleInteres>
      <DetalleInteres>
        <Serie>ES0313529036</Serie>
        <Denominacion>SERIEC</Denominacion>
        <E_0730>S</E_0730>
        <E_0731>Euribor 03 meses</E_0731>
        <E_0732>0.70</E_0732>
        <E_0733>0.38</E_0733>
        <E_0734>1000</E_0734>
        <E_0735>0</E_0735>
        <E_0742>S</E_0742>
        <E_0736>12091000</E_0736>
        <E_0737>0</E_0737>
        <E_0738>12092000</E_0738>
        <E_0739>0</E_0739>
      </DetalleInteres>
      <DetalleInteres>
        <Serie>ES0313529044</Serie>
        <Denominacion>SERIED</Denominacion>
        <E_0730>S</E_0730>
        <E_0731>Euribor 03 meses</E_0731>
        <E_0732>2</E_0732>
        <E_0733>1.68</E_0733>
        <E_0734>5000</E_0734>
        <E_0735>0</E_0735>
        <E_0742>S</E_0742>
        <E_0736>10310000</E_0736>
        <E_0737>0</E_0737>
        <E_0738>10315000</E_0738>
        <E_0739>0</E_0739>
      </DetalleInteres>
      <DetalleInteres>
        <Serie>ES0313529051</Serie>
        <Denominacion>SERIEE</Denominacion>
        <E_0730>S</E_0730>
        <E_0731>Euribor 03 meses</E_0731>
        <E_0732>3.90</E_0732>
        <E_0733>3.58</E_0733>
        <E_0734>12000</E_0734>
        <E_0735>0</E_0735>
        <E_0742>S</E_0742>
        <E_0736>12054000</E_0736>
        <E_0737>0</E_0737>
        <E_0738>12066000</E_0738>
        <E_0739>0</E_0739>
      </DetalleInteres>
      <E_0740>18000</E_0740>
      <E_0741>0</E_0741>
      <E_0743>418249000</E_0743>
      <E_0744>0</E_0744>
      <E_0745>418267000</E_0745>
      <E_0746>0</E_0746>
      <E_0747>0.14</E_0747>
      <E_0748>0.14</E_0748>
      <E_0749>2.34</E_0749>
      <DetalleAmortizacion>
        <Serie>ES0313529002</Serie>
        <Denominacion>BONOA1</Denominacion>
        <E_0750>0</E_0750>
        <E_0751>80000000</E_0751>
        <E_0752>0</E_0752>
        <E_0753>3246000</E_0753>
        <E_1750>0</E_1750>
        <E_1751>80000000</E_1751>
        <E_1752>0</E_1752>
        <E_1753>3246000</E_1753>
      </DetalleAmortizacion>
      <DetalleAmortizacion>
        <Serie>ES0313529010</Serie>
        <Denominacion>BONOA2</Denominacion>
        <E_0750>14281000</E_0750>
        <E_0751>1202779000</E_0751>
        <E_0752>0</E_0752>
        <E_0753>232511000</E_0753>
        <E_1750>13241000</E_1750>
        <E_1751>1145376000</E_1751>
        <E_1752>0</E_1752>
        <E_1753>232511000</E_1753>
      </DetalleAmortizacion>
      <DetalleAmortizacion>
        <Serie>ES0313529028</Serie>
        <Denominacion>SERIEB</Denominacion>
        <E_0750>0</E_0750>
        <E_0751>9527000</E_0751>
        <E_0752>0</E_0752>
        <E_0753>4315000</E_0753>
        <E_1750>344000</E_1750>
        <E_1751>9527000</E_1751>
        <E_1752>0</E_1752>
        <E_1753>4315000</E_1753>
      </DetalleAmortizacion>
      <DetalleAmortizacion>
        <Serie>ES0313529036</Serie>
        <Denominacion>SERIEC</Denominacion>
        <E_0750>0</E_0750>
        <E_0751>10309000</E_0751>
        <E_0752>11000</E_0752>
        <E_0753>5699000</E_0753>
        <E_1750>372000</E_1750>
        <E_1751>10309000</E_1751>
        <E_1752>12000</E_1752>
        <E_1753>5654000</E_1753>
      </DetalleAmortizacion>
      <DetalleAmortizacion>
        <Serie>ES0313529044</Serie>
        <Denominacion>SERIED</Denominacion>
        <E_0750>0</E_0750>
        <E_0751>8790000</E_0751>
        <E_0752>44000</E_0752>
        <E_0753>7663000</E_0753>
        <E_1750>317000</E_1750>
        <E_1751>8790000</E_1751>
        <E_1752>45000</E_1752>
        <E_1753>7489000</E_1753>
      </DetalleAmortizacion>
      <DetalleAmortizacion>
        <Serie>ES0313529051</Serie>
        <Denominacion>SERIEE</Denominacion>
        <E_0750>0</E_0750>
        <E_0751>10346000</E_0751>
        <E_0752>110000</E_0752>
        <E_0753>13794000</E_0753>
        <E_1750>371000</E_1750>
        <E_1751>10346000</E_1751>
        <E_1752>114000</E_1752>
        <E_1753>13357000</E_1753>
      </DetalleAmortizacion>
      <E_0754>14281000</E_0754>
      <E_0755>1321751000</E_0755>
      <E_0756>165000</E_0756>
      <E_0757>267228000</E_0757>
      <E_1754>14645000</E_1754>
      <E_1755>1264348000</E_1755>
      <E_1756>171000</E_1756>
      <E_1757>266572000</E_1757>
      <DetalleCalificacionCrediticia>
        <Serie>ES0313529010</Serie>
        <Denominacion>BONOA2</Denominacion>
        <E_0760>20180425</E_0760>
        <E_0761>MDY</E_0761>
        <E_0762>Aa1</E_0762>
        <E_0763>Aa2sf</E_0763>
        <E_0764>Aaa</E_0764>
      </DetalleCalificacionCrediticia>
      <DetalleCalificacionCrediticia>
        <Serie>ES0313529010</Serie>
        <Denominacion>BONOA2</Denominacion>
        <E_0760>20180615</E_0760>
        <E_0761>SYP</E_0761>
        <E_0762>AAA</E_0762>
        <E_0763>AA+sf</E_0763>
        <E_0764>AAA</E_0764>
      </DetalleCalificacionCrediticia>
      <DetalleCalificacionCrediticia>
        <Serie>ES0313529028</Serie>
        <Denominacion>SERIEB</Denominacion>
        <E_0760>20180629</E_0760>
        <E_0761>MDY</E_0761>
        <E_0762>Aa3</E_0762>
        <E_0763>A2sf</E_0763>
        <E_0764>A1</E_0764>
      </DetalleCalificacionCrediticia>
      <DetalleCalificacionCrediticia>
        <Serie>ES0313529028</Serie>
        <Denominacion>SERIEB</Denominacion>
        <E_0760>20180615</E_0760>
        <E_0761>SYP</E_0761>
        <E_0762>A+</E_0762>
        <E_0763>Asf</E_0763>
        <E_0764>A</E_0764>
      </DetalleCalificacionCrediticia>
      <DetalleCalificacionCrediticia>
        <Serie>ES0313529036</Serie>
        <Denominacion>SERIEC</Denominacion>
        <E_0760>20180629</E_0760>
        <E_0761>MDY</E_0761>
        <E_0762>A3</E_0762>
        <E_0763>Baa2sf</E_0763>
        <E_0764>Baa1</E_0764>
      </DetalleCalificacionCrediticia>
      <DetalleCalificacionCrediticia>
        <Serie>ES0313529036</Serie>
        <Denominacion>SERIEC</Denominacion>
        <E_0760>20180615</E_0760>
        <E_0761>SYP</E_0761>
        <E_0762>BBB+</E_0762>
        <E_0763>BB+sf</E_0763>
        <E_0764>BBB-</E_0764>
      </DetalleCalificacionCrediticia>
      <DetalleCalificacionCrediticia>
        <Serie>ES0313529044</Serie>
        <Denominacion>SERIED</Denominacion>
        <E_0760>20150710</E_0760>
        <E_0761>MDY</E_0761>
        <E_0762>Ba3sf</E_0762>
        <E_0763>Ba3sf</E_0763>
        <E_0764>Ba3</E_0764>
      </DetalleCalificacionCrediticia>
      <DetalleCalificacionCrediticia>
        <Serie>ES0313529044</Serie>
        <Denominacion>SERIED</Denominacion>
        <E_0760>20150305</E_0760>
        <E_0761>SYP</E_0761>
        <E_0762>B-sf</E_0762>
        <E_0763>B-sf</E_0763>
        <E_0764>BB-</E_0764>
      </DetalleCalificacionCrediticia>
      <DetalleCalificacionCrediticia>
        <Serie>ES0313529051</Serie>
        <Denominacion>SERIEE</Denominacion>
        <E_0760>20130326</E_0760>
        <E_0761>MDY</E_0761>
        <E_0762>Casf</E_0762>
        <E_0763>Casf</E_0763>
        <E_0764>Caa3</E_0764>
      </DetalleCalificacionCrediticia>
      <DetalleCalificacionCrediticia>
        <Serie>ES0313529051</Serie>
        <Denominacion>SERIEE</Denominacion>
        <E_0760>20050627</E_0760>
        <E_0761>SYP</E_0761>
        <E_0762>CCC-</E_0762>
        <E_0763>CCC-</E_0763>
        <E_0764>CCC-</E_0764>
      </DetalleCalificacionCrediticia>
      <E_0771>418249000</E_0771>
      <E_1771>447323000</E_1771>
      <E_2771>1740000000</E_2771>
      <E_0772>418249000</E_0772>
      <E_1772>447323000</E_1772>
      <E_2772>1740000000</E_2772>
      <E_0773>24.99</E_0773>
      <E_1773>25.49</E_1773>
      <E_2773>38.01</E_2773>
    </Obligaciones>
    <OtraInformacionFondo>
      <E_0775>11688000</E_0775>
      <E_1775>11252000</E_1775>
      <E_2775>22400000</E_2775>
      <E_0776>11703000</E_0776>
      <E_1776>11703000</E_1776>
      <E_2776>22400000</E_2776>
      <E_0777>2.79</E_0777>
      <E_1777>2.52</E_1777>
      <E_2777>1.29</E_2777>
      <E_0778>SGSE</E_0778>
      <E_1778>SGSE</E_1778>
      <E_2778>Bankinter</E_2778>
      <E_0779>A1/A</E_0779>
      <E_1779>A2/A</E_1779>
      <E_2779>Aa3</E_2779>
      <E_0791>S</E_0791>
      <E_1791>S</E_1791>
      <E_2791>S</E_2791>
      <E_0792>0</E_0792>
      <E_1792>0</E_1792>
      <E_2792>4.60</E_2792>
      <DetallePermuta>
        <Descripcion>Permuta de intereses</Descripcion>
        <E_0800>CRÉDIT AGRICOLE CIB</E_0800>
        <E_0801>trimestral</E_0801>
        <E_0802>Intereses ordinarios vencidos, pagados o no, correspondientes al índice referencia de los Préstamos no Dudosos</E_0802>
        <E_0803>Saldo Vivo medio diario no Dudosos</E_0803>
        <E_0804>Euribor 3 M</E_0804>
        <E_0805>Saldo Vivo medio diario no Dudosos</E_0805>
        <E_0806>-2908000</E_0806>
        <E_1806>-3638000</E_1806>
        <E_2806>2256000</E_2806>
      </DetallePermuta>
      <E_0808>-2908000</E_0808>
      <E_0809>-3638000</E_0809>
      <E_0810>2256000</E_0810>
    </OtraInformacionFondo>
    <Cumplimiento>
      <E_7000>3</E_7000>
      <E_7003>1240000</E_7003>
      <E_7006>1278000</E_7006>
      <E_7009>0.31</E_7009>
      <E_7012>0.30</E_7012>
      <E_7015>0.30</E_7015>
      <E_7004>0</E_7004>
      <E_7007>0</E_7007>
      <E_7010>0</E_7010>
      <E_7013>0</E_7013>
      <E_7016>0</E_7016>
      <E_7005>1240000</E_7005>
      <E_7008>1278000</E_7008>
      <E_7011>0.31</E_7011>
      <E_7014>0.30</E_7014>
      <E_7017>0.30</E_7017>
      <E_7018>Capítulo II Epígrafe 11.3.3.</E_7018>
      <E_7019>18</E_7019>
      <E_7021>3387000</E_7021>
      <E_7024>3750000</E_7024>
      <E_7027>0.83</E_7027>
      <E_7030>0.86</E_7030>
      <E_7033>0.83</E_7033>
      <E_7022>0</E_7022>
      <E_7025>0</E_7025>
      <E_7028>0</E_7028>
      <E_7031>0</E_7031>
      <E_7034>0</E_7034>
      <E_7023>3387000</E_7023>
      <E_7026>3750000</E_7026>
      <E_7029>0.83</E_7029>
      <E_7032>0.86</E_7032>
      <E_7035>0.83</E_7035>
      <E_7036>Capítulo II Epígrafe 11.3.3.</E_7036>
      <Trigger1>
        <Denominacion>Serie B</Denominacion>
        <E_0854>1.50</E_0854>
        <E_0858>0.31</E_0858>
        <E_1858>0.30</E_1858>
        <E_2858>Referencia del folleto: V.4.2.2</E_2858>
      </Trigger1>
      <Trigger1>
        <Denominacion>Serie C</Denominacion>
        <E_0854>1</E_0854>
        <E_0858>0.31</E_0858>
        <E_1858>0.30</E_1858>
        <E_2858>Referencia del folleto: V.4.2.2</E_2858>
      </Trigger1>
      <Trigger1>
        <Denominacion>Serie D</Denominacion>
        <E_0854>1</E_0854>
        <E_0858>0.31</E_0858>
        <E_1858>0.30</E_1858>
        <E_2858>Referencia del folleto: V.4.2.2</E_2858>
      </Trigger1>
      <Trigger2>
        <Denominacion>Serie B</Denominacion>
        <E_0855>32902314.18</E_0855>
        <E_0859>0</E_0859>
        <E_1859>0</E_1859>
        <E_2859>Referencia del folleto: V.4.2.1</E_2859>
      </Trigger2>
      <Trigger2>
        <Denominacion>Serie C</Denominacion>
        <E_0855>17920856.44</E_0855>
        <E_0859>0</E_0859>
        <E_1859>0</E_1859>
        <E_2859>Referencia del folleto: V.4.2.1</E_2859>
      </Trigger2>
      <Trigger2>
        <Denominacion>Serie D</Denominacion>
        <E_0855>7732819.79</E_0855>
        <E_0859>0</E_0859>
        <E_1859>0</E_1859>
        <E_2859>Referencia del folleto: V.4.2.1</E_2859>
      </Trigger2>
      <Trigger3>
        <Denominacion>FR</Denominacion>
        <E_0856>1</E_0856>
        <E_0860>0.31</E_0860>
        <E_1860>0.30</E_1860>
        <E_2860>Referencia del folleto: III.2.3.1</E_2860>
      </Trigger3>
      <InformeCumplimientoReglas>
        <DocAdjunto>
          <Nombre>BK10_20180621_TRG.pdf</Nombre>
          <Contenido>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</Contenido>
        </DocAdjunto>
      </InformeCumplimientoReglas>
    </Cumplimiento>
    <Comisiones>
      <E_0862>Europea de Titulización</E_0862>
      <E_2862>Saldo de principal pendiente de las series</E_2862>
      <E_3862>0.0190</E_3862>
      <E_4862>38000</E_4862>
      <E_5862>9000</E_5862>
      <E_6862>Trimestral</E_6862>
      <E_7862>S</E_7862>
      <E_0863>BANKINTER</E_0863>
      <E_2863>Saldo Vivo medio diario de los Préstamos hipotecarios</E_2863>
      <E_3863>0.01</E_3863>
      <E_6863>Trimestral</E_6863>
      <E_7863>S</E_7863>
      <E_0864>Société Générale, sucursal en España</E_0864>
      <E_1864>2000</E_1864>
      <E_6864>Trimestral</E_6864>
      <E_7864>N</E_7864>
      <E_8864>Adicionalmente, 50 € por cada devolución de retenciones fiscales</E_8864>
      <E_0866>S</E_0866>
      <E_0867>N</E_0867>
      <E_0868>N</E_0868>
      <E_0870>BANKINTER</E_0870>
      <E_0871>Capítulo V.3.6</E_0871>
      <E_0872_A>20180228</E_0872_A>
      <E_0872_B>20180531</E_0872_B>
      <E_0873_A>28000</E_0873_A>
      <E_0873_B>60000</E_0873_B>
      <E_0873_M>88000</E_0873_M>
      <E_0874_A>0</E_0874_A>
      <E_0874_B>-18000</E_0874_B>
      <E_0874_M>-18000</E_0874_M>
      <E_0875_A>0</E_0875_A>
      <E_0875_B>0</E_0875_B>
      <E_0875_M>0</E_0875_M>
      <E_0876_A>0</E_0876_A>
      <E_0876_B>0</E_0876_B>
      <E_0876_M>0</E_0876_M>
      <E_0877_A>-36000</E_0877_A>
      <E_0877_B>-79000</E_0877_B>
      <E_0877_M>-115000</E_0877_M>
      <E_0878_A>-8000</E_0878_A>
      <E_0878_B>-37000</E_0878_B>
      <E_0878_M>-45000</E_0878_M>
      <E_0879_A>0</E_0879_A>
      <E_0879_B>0</E_0879_B>
      <E_0879_M>0</E_0879_M>
      <E_0880_A>0</E_0880_A>
      <E_0880_B>0</E_0880_B>
      <E_0880_M>0</E_0880_M>
      <E_0881_A>0</E_0881_A>
      <E_0881_B>0</E_0881_B>
      <E_0881_M>0</E_0881_M>
      <E_0882_A>8000</E_0882_A>
      <E_0882_B>37000</E_0882_B>
      <E_0882_M>45000</E_0882_M>
      <E_0883_A>0</E_0883_A>
      <E_0883_B>0</E_0883_B>
      <E_0883_M>0</E_0883_M>
      <E_0884_A>3697000</E_0884_A>
      <E_0884_B>3697000</E_0884_B>
    </Comisiones>
    <NotasExplicativasEInformes />
  </TramiteFTAEP>
</TramiteCNMV>