﻿<?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>3997</NumRegistroFondo>
      <DenominacionFondo>BANKINTER 5 Fondo de Titulización Hipotecaria</DenominacionFondo>
      <DenominacionGestora>EUROPEA DE TITULIZACION S.A., S.G.F.T.</DenominacionGestora>
      <EstadoAgregado>NO</EstadoAgregado>
      <FondoAbierto>NO</FondoAbierto>
      <FechaPeriodo>20170331</FechaPeriodo>
      <PersonaContacto>
        <Nombre></Nombre>
        <Email></Email>
        <Telefono></Telefono>
        <Cargo></Cargo>
      </PersonaContacto>
    </DatosIdentificativos>
    <Balance>
      <E_0001>82253000</E_0001>
      <E_1001>85471000</E_1001>
      <E_0002>82253000</E_0002>
      <E_1002>85471000</E_1002>
      <E_0003>82253000</E_0003>
      <E_1003>85471000</E_1003>
      <E_0004>81208000</E_0004>
      <E_1004>84545000</E_1004>
      <E_0025>1045000</E_0025>
      <E_1025>926000</E_1025>
      <E_0041>18047000</E_0041>
      <E_1041>19028000</E_1041>
      <E_0042>163000</E_0042>
      <E_1042>128000</E_1042>
      <E_0043>11698000</E_0043>
      <E_1043>12432000</E_1043>
      <E_0044>11317000</E_0044>
      <E_1044>11611000</E_1044>
      <E_0045>10975000</E_0045>
      <E_1045>11277000</E_1045>
      <E_0065>23000</E_0065>
      <E_1065>25000</E_1065>
      <E_0066>1000</E_0066>
      <E_1066>1000</E_1066>
      <E_0067>316000</E_0067>
      <E_1067>306000</E_1067>
      <E_0068>2000</E_0068>
      <E_1068>2000</E_1068>
      <E_0071>0</E_0071>
      <E_1071>0</E_1071>
      <E_0072>0</E_0072>
      <E_1072>0</E_1072>
      <E_0074>381000</E_0074>
      <E_1074>821000</E_1074>
      <E_0077>381000</E_0077>
      <E_1077>821000</E_1077>
      <E_0085>6186000</E_0085>
      <E_1085>6468000</E_1085>
      <E_0086>6186000</E_0086>
      <E_1086>6468000</E_1086>
      <E_0088>100300000</E_0088>
      <E_1088>104499000</E_1088>
      <E_0089>88905000</E_0089>
      <E_1089>92266000</E_1089>
      <E_0094>88905000</E_0094>
      <E_1094>92266000</E_1094>
      <E_0095>83997000</E_0095>
      <E_1095>87221000</E_1095>
      <E_0096>76474000</E_0096>
      <E_1096>79698000</E_1096>
      <E_0097>7523000</E_0097>
      <E_1097>7523000</E_1097>
      <E_0101>4260000</E_0101>
      <E_1101>4260000</E_1101>
      <E_0102>4260000</E_0102>
      <E_1102>4260000</E_1102>
      <E_0108>648000</E_0108>
      <E_1108>785000</E_1108>
      <E_0109>648000</E_0109>
      <E_1109>785000</E_1109>
      <E_0117>12307000</E_0117>
      <E_1117>13297000</E_1117>
      <E_0123>11446000</E_0123>
      <E_1123>12487000</E_1123>
      <E_0124>11133000</E_0124>
      <E_1124>12150000</E_1124>
      <E_0125>11128000</E_0125>
      <E_1125>12145000</E_1125>
      <E_0126>0</E_0126>
      <E_1126>0</E_1126>
      <E_0128>5000</E_0128>
      <E_1128>5000</E_1128>
      <E_0129>0</E_0129>
      <E_1129>0</E_1129>
      <E_0131>19000</E_0131>
      <E_1131>12000</E_1131>
      <E_0132>0</E_0132>
      <E_1132>0</E_1132>
      <E_0136>4000</E_0136>
      <E_1136>4000</E_1136>
      <E_0137>15000</E_0137>
      <E_1137>8000</E_1137>
      <E_0139>294000</E_0139>
      <E_1139>319000</E_1139>
      <E_0140>294000</E_0140>
      <E_1140>319000</E_1140>
      <E_0143>0</E_0143>
      <E_1143>6000</E_1143>
      <E_0144>0</E_0144>
      <E_1144>6000</E_1144>
      <E_0148>861000</E_0148>
      <E_1148>810000</E_1148>
      <E_0149>857000</E_0149>
      <E_1149>809000</E_1149>
      <E_0150>5000</E_0150>
      <E_1150>5000</E_1150>
      <E_0151>6000</E_0151>
      <E_1151>4000</E_1151>
      <E_0152>1000</E_0152>
      <E_1152>1000</E_1152>
      <E_0153>845000</E_0153>
      <E_1153>799000</E_1153>
      <E_0157>4000</E_0157>
      <E_1157>1000</E_1157>
      <E_0158>-912000</E_0158>
      <E_1158>-1064000</E_1158>
      <E_0160>-912000</E_0160>
      <E_1160>-1064000</E_1160>
      <E_0162>100300000</E_0162>
      <E_1162>104499000</E_1162>
    </Balance>
    <CuentaPerdidasGanancias>
      <E_0201>156000</E_0201>
      <E_1201>230000</E_1201>
      <E_2201>156000</E_2201>
      <E_3201>230000</E_3201>
      <E_0202>156000</E_0202>
      <E_1202>230000</E_1202>
      <E_2202>156000</E_2202>
      <E_3202>230000</E_3202>
      <E_0203>0</E_0203>
      <E_1203>0</E_1203>
      <E_2203>0</E_2203>
      <E_3203>0</E_3203>
      <E_0204>-21000</E_0204>
      <E_1204>-53000</E_1204>
      <E_2204>-21000</E_2204>
      <E_3204>-53000</E_3204>
      <E_0205>-9000</E_0205>
      <E_1205>-44000</E_1205>
      <E_2205>-9000</E_2205>
      <E_3205>-44000</E_3205>
      <E_0206>-7000</E_0206>
      <E_1206>-9000</E_1206>
      <E_2206>-7000</E_2206>
      <E_3206>-9000</E_3206>
      <E_0207>-5000</E_0207>
      <E_2207>-5000</E_2207>
      <E_0208>-65000</E_0208>
      <E_1208>-80000</E_1208>
      <E_2208>-65000</E_2208>
      <E_3208>-80000</E_3208>
      <E_0209>70000</E_0209>
      <E_1209>97000</E_1209>
      <E_2209>70000</E_2209>
      <E_3209>97000</E_3209>
      <E_0216>0</E_0216>
      <E_1216>0</E_1216>
      <E_2216>0</E_2216>
      <E_3216>0</E_3216>
      <E_0217>-70000</E_0217>
      <E_1217>-96000</E_1217>
      <E_2217>-70000</E_2217>
      <E_3217>-96000</E_3217>
      <E_0218>-5000</E_0218>
      <E_1218>-5000</E_1218>
      <E_2218>-5000</E_2218>
      <E_3218>-5000</E_3218>
      <E_0219>-4000</E_0219>
      <E_1219>-4000</E_1219>
      <E_2219>-4000</E_2219>
      <E_3219>-4000</E_3219>
      <E_0221>0</E_0221>
      <E_1221>0</E_1221>
      <E_2221>0</E_2221>
      <E_3221>0</E_3221>
      <E_0222>-1000</E_0222>
      <E_1222>-1000</E_1222>
      <E_2222>-1000</E_2222>
      <E_3222>-1000</E_3222>
      <E_0224>-65000</E_0224>
      <E_1224>-91000</E_1224>
      <E_2224>-65000</E_2224>
      <E_3224>-91000</E_3224>
      <E_0225>-9000</E_0225>
      <E_1225>-9000</E_1225>
      <E_2225>-9000</E_2225>
      <E_3225>-9000</E_3225>
      <E_0226>-2000</E_0226>
      <E_1226>-3000</E_1226>
      <E_2226>-2000</E_2226>
      <E_3226>-3000</E_3226>
      <E_0227>-2000</E_0227>
      <E_1227>-2000</E_1227>
      <E_2227>-2000</E_2227>
      <E_3227>-2000</E_3227>
      <E_0228>-46000</E_0228>
      <E_1228>-76000</E_1228>
      <E_2228>-46000</E_2228>
      <E_3228>-76000</E_3228>
      <E_0230>-6000</E_0230>
      <E_1230>-1000</E_1230>
      <E_2230>-6000</E_2230>
      <E_3230>-1000</E_3230>
      <E_0231>0</E_0231>
      <E_1231>-1000</E_1231>
      <E_2231>0</E_2231>
      <E_3231>-1000</E_3231>
      <E_0232>0</E_0232>
      <E_1232>-1000</E_1232>
      <E_2232>0</E_2232>
      <E_3232>-1000</E_3232>
      <E_0238>0</E_0238>
      <E_1238>0</E_1238>
      <E_2238>0</E_2238>
      <E_3238>0</E_3238>
      <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>36000</E_0300>
      <E_1300>-12000</E_1300>
      <E_2300>36000</E_2300>
      <E_3300>-12000</E_3300>
      <E_0301>62000</E_0301>
      <E_1301>75000</E_1301>
      <E_2301>62000</E_2301>
      <E_3301>75000</E_3301>
      <E_0302>151000</E_0302>
      <E_1302>230000</E_1302>
      <E_2302>151000</E_2302>
      <E_3302>230000</E_3302>
      <E_0303>-9000</E_0303>
      <E_1303>-60000</E_1303>
      <E_2303>-9000</E_2303>
      <E_3303>-60000</E_3303>
      <E_0304>3000</E_0304>
      <E_1304>0</E_1304>
      <E_2304>3000</E_2304>
      <E_3304>0</E_3304>
      <E_0305>-78000</E_0305>
      <E_1305>-85000</E_1305>
      <E_2305>-78000</E_2305>
      <E_3305>-85000</E_3305>
      <E_0307>0</E_0307>
      <E_1307>-10000</E_1307>
      <E_2307>0</E_2307>
      <E_3307>-10000</E_3307>
      <E_0308>-5000</E_0308>
      <E_1308>0</E_1308>
      <E_2308>-5000</E_2308>
      <E_3308>0</E_3308>
      <E_0309>-11000</E_0309>
      <E_1309>-78000</E_1309>
      <E_2309>-11000</E_2309>
      <E_3309>-78000</E_3309>
      <E_0310>-9000</E_0310>
      <E_1310>-9000</E_1310>
      <E_2310>-9000</E_2310>
      <E_3310>-9000</E_3310>
      <E_0311>0</E_0311>
      <E_1311>-3000</E_1311>
      <E_2311>0</E_2311>
      <E_3311>-3000</E_3311>
      <E_0312>-2000</E_0312>
      <E_1312>-2000</E_1312>
      <E_2312>-2000</E_2312>
      <E_3312>-2000</E_3312>
      <E_0313>0</E_0313>
      <E_1313>-64000</E_1313>
      <E_2313>0</E_2313>
      <E_3313>-64000</E_3313>
      <E_0315>-15000</E_0315>
      <E_1315>-9000</E_1315>
      <E_2315>-15000</E_2315>
      <E_3315>-9000</E_3315>
      <E_0320>-15000</E_0320>
      <E_1320>-9000</E_1320>
      <E_2320>-15000</E_2320>
      <E_3320>-9000</E_3320>
      <E_0321>0</E_0321>
      <E_1321>0</E_1321>
      <E_2321>0</E_2321>
      <E_3321>0</E_3321>
      <E_0322>-318000</E_0322>
      <E_1322>-431000</E_1322>
      <E_2322>-318000</E_2322>
      <E_3322>-431000</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>-319000</E_0325>
      <E_1325>-435000</E_1325>
      <E_2325>-318000</E_2325>
      <E_3325>-434000</E_3325>
      <E_0326>2794000</E_0326>
      <E_1326>2895000</E_1326>
      <E_2326>2794000</E_2326>
      <E_3326>2895000</E_3326>
      <E_0327>1014000</E_0327>
      <E_1327>1473000</E_1327>
      <E_2327>1014000</E_2327>
      <E_3327>1473000</E_3327>
      <E_0328>114000</E_0328>
      <E_1328>141000</E_1328>
      <E_2328>114000</E_2328>
      <E_3328>141000</E_3328>
      <E_0329>0</E_0329>
      <E_1329>0</E_1329>
      <E_2329>0</E_2329>
      <E_3329>0</E_3329>
      <E_0330>0</E_0330>
      <E_1330>-3000</E_1330>
      <E_2330>0</E_2330>
      <E_3330>-3000</E_3330>
      <E_0331>-4241000</E_0331>
      <E_1331>-4941000</E_1331>
      <E_2331>-4240000</E_2331>
      <E_3331>-4940000</E_3331>
      <E_0332>1000</E_0332>
      <E_1332>4000</E_1332>
      <E_2332>0</E_2332>
      <E_3332>3000</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>1000</E_0336>
      <E_1336>4000</E_1336>
      <E_2336>0</E_2336>
      <E_3336>3000</E_3336>
      <E_0337>-282000</E_0337>
      <E_1337>-443000</E_1337>
      <E_2337>-282000</E_2337>
      <E_3337>-443000</E_3337>
      <E_0338>6468000</E_0338>
      <E_1338>6820000</E_1338>
      <E_2338>6468000</E_2338>
      <E_3338>6820000</E_3338>
      <E_0339>6186000</E_0339>
      <E_1339>6377000</E_1339>
      <E_2339>6186000</E_2339>
      <E_3339>6377000</E_3339>
    </EstadoFlujosEfectivo>
    <IngresosGastosReconocidos>
      <E_0357>87000</E_0357>
      <E_1357>-238000</E_1357>
      <E_2357>87000</E_2357>
      <E_3357>-238000</E_3357>
      <E_0358>87000</E_0358>
      <E_1358>-238000</E_1358>
      <E_2358>87000</E_2358>
      <E_3358>-238000</E_3358>
      <E_0360>65000</E_0360>
      <E_1360>80000</E_1360>
      <E_2360>65000</E_2360>
      <E_3360>80000</E_3360>
      <E_0362>-152000</E_0362>
      <E_1362>158000</E_1362>
      <E_2362>-152000</E_2362>
      <E_3362>158000</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_0380>1.45</E_0380>
      <E_0400>0</E_0400>
      <E_0420>0</E_0420>
      <E_0440>4.18</E_0440>
      <E_1380>1.27</E_1380>
      <E_1400>0</E_1400>
      <E_1420>0</E_1420>
      <E_1440>4.43</E_1440>
      <E_2380>0</E_2380>
      <E_2400>0</E_2400>
      <E_2440>6</E_2440>
      <E_0460>47</E_0460>
      <E_0467>11000</E_0467>
      <E_0474>0</E_0474>
      <E_0481>0</E_0481>
      <E_0488>11000</E_0488>
      <E_0495>1634000</E_0495>
      <E_0502>0</E_0502>
      <E_0509>1645000</E_0509>
      <E_0461>13</E_0461>
      <E_0468>8000</E_0468>
      <E_0475>0</E_0475>
      <E_0482>0</E_0482>
      <E_0489>8000</E_0489>
      <E_0496>375000</E_0496>
      <E_0503>0</E_0503>
      <E_0510>383000</E_0510>
      <E_0462>6</E_0462>
      <E_0469>8000</E_0469>
      <E_0476>0</E_0476>
      <E_0483>0</E_0483>
      <E_0490>8000</E_0490>
      <E_0497>262000</E_0497>
      <E_0504>0</E_0504>
      <E_0511>270000</E_0511>
      <E_0463>2</E_0463>
      <E_0470>5000</E_0470>
      <E_0477>0</E_0477>
      <E_0484>0</E_0484>
      <E_0491>5000</E_0491>
      <E_0498>70000</E_0498>
      <E_0505>0</E_0505>
      <E_0512>75000</E_0512>
      <E_0464>1</E_0464>
      <E_0471>1000</E_0471>
      <E_0478>0</E_0478>
      <E_0485>0</E_0485>
      <E_0492>1000</E_0492>
      <E_0499>20000</E_0499>
      <E_0506>0</E_0506>
      <E_0513>21000</E_0513>
      <E_0465>20</E_0465>
      <E_0472>302000</E_0472>
      <E_0479>3000</E_0479>
      <E_0486>21000</E_0486>
      <E_0493>326000</E_0493>
      <E_0500>644000</E_0500>
      <E_0507>0</E_0507>
      <E_0514>970000</E_0514>
      <E_0466>89</E_0466>
      <E_0473>335000</E_0473>
      <E_0480>3000</E_0480>
      <E_0487>21000</E_0487>
      <E_0494>359000</E_0494>
      <E_0501>3005000</E_0501>
      <E_0508>0</E_0508>
      <E_1515>3364000</E_1515>
      <E_0515>47</E_0515>
      <E_0522>11000</E_0522>
      <E_0529>0</E_0529>
      <E_0536>0</E_0536>
      <E_0543>11000</E_0543>
      <E_0550>1634000</E_0550>
      <E_0557>0</E_0557>
      <E_0564>1645000</E_0564>
      <E_0571>6238000</E_0571>
      <E_0578>6238000</E_0578>
      <E_0584>26.37</E_0584>
      <E_0516>13</E_0516>
      <E_0523>8000</E_0523>
      <E_0530>0</E_0530>
      <E_0537>0</E_0537>
      <E_0544>8000</E_0544>
      <E_0551>375000</E_0551>
      <E_0558>0</E_0558>
      <E_0565>383000</E_0565>
      <E_0572>1513000</E_0572>
      <E_0579>1513000</E_0579>
      <E_0585>25.31</E_0585>
      <E_0517>6</E_0517>
      <E_0524>8000</E_0524>
      <E_0531>0</E_0531>
      <E_0538>0</E_0538>
      <E_0545>8000</E_0545>
      <E_0552>262000</E_0552>
      <E_0559>0</E_0559>
      <E_0566>270000</E_0566>
      <E_0573>1079000</E_0573>
      <E_0580>1079000</E_0580>
      <E_0586>25.02</E_0586>
      <E_0518>2</E_0518>
      <E_0525>5000</E_0525>
      <E_0532>0</E_0532>
      <E_0539>0</E_0539>
      <E_0546>5000</E_0546>
      <E_0553>70000</E_0553>
      <E_0560>0</E_0560>
      <E_0567>75000</E_0567>
      <E_0574>268000</E_0574>
      <E_0581>268000</E_0581>
      <E_0587>27.99</E_0587>
      <E_0519>1</E_0519>
      <E_0526>1000</E_0526>
      <E_0533>0</E_0533>
      <E_0540>0</E_0540>
      <E_0547>1000</E_0547>
      <E_0554>20000</E_0554>
      <E_0561>0</E_0561>
      <E_0568>21000</E_0568>
      <E_0575>77000</E_0575>
      <E_0582>77000</E_0582>
      <E_0588>27.27</E_0588>
      <E_0520>20</E_0520>
      <E_0527>302000</E_0527>
      <E_0534>3000</E_0534>
      <E_0541>21000</E_0541>
      <E_0548>326000</E_0548>
      <E_0555>644000</E_0555>
      <E_0562>0</E_0562>
      <E_0569>970000</E_0569>
      <E_0576>3487000</E_0576>
      <E_0583>3487000</E_0583>
      <E_0589>27.82</E_0589>
      <E_0521>89</E_0521>
      <E_0528>335000</E_0528>
      <E_0535>3000</E_0535>
      <E_0542>21000</E_0542>
      <E_0549>359000</E_0549>
      <E_0556>3005000</E_0556>
      <E_0563>0</E_0563>
      <E_0570>3364000</E_0570>
      <E_0577>12662000</E_0577>
      <E_0590>26.57</E_0590>
      <E_0600>771000</E_0600>
      <E_1600>790000</E_1600>
      <E_2600>0</E_2600>
      <E_0601>626000</E_0601>
      <E_1601>550000</E_1601>
      <E_2601>61000</E_2601>
      <E_0602>1584000</E_0602>
      <E_1602>1651000</E_1602>
      <E_2602>183000</E_2602>
      <E_0603>1735000</E_0603>
      <E_1603>1642000</E_1603>
      <E_2603>616000</E_2603>
      <E_0604>6204000</E_0604>
      <E_1604>4805000</E_1604>
      <E_2604>1039000</E_2604>
      <E_0605>35922000</E_0605>
      <E_1605>33382000</E_1605>
      <E_2605>26525000</E_2605>
      <E_0606>46702000</E_0606>
      <E_1606>54234000</E_1606>
      <E_2606>681581000</E_2606>
      <E_0607>93544000</E_0607>
      <E_1607>97054000</E_1607>
      <E_2607>710005000</E_2607>
      <E_0608>11.31</E_0608>
      <E_1608>11.48</E_1608>
      <E_2608>22.18</E_2608>
      <E_0609>16.17</E_0609>
      <E_1609>15.93</E_1609>
      <E_2609>2.03</E_2609>
      <E_0620>2327</E_0620>
      <E_0630>68102000</E_0630>
      <E_1620>2383</E_1620>
      <E_1630>69601000</E_1630>
      <E_2620>1097</E_2620>
      <E_2630>57471000</E_2630>
      <E_0621>437</E_0621>
      <E_0631>25442000</E_0631>
      <E_1621>468</E_1621>
      <E_1631>27453000</E_1631>
      <E_2621>2275</E_2621>
      <E_2631>173551000</E_2631>
      <E_0622>0</E_0622>
      <E_0632>0</E_0632>
      <E_1622>0</E_1622>
      <E_1632>0</E_1632>
      <E_2622>5430</E_2622>
      <E_2632>478983000</E_2632>
      <E_0623>0</E_0623>
      <E_0633>0</E_0633>
      <E_1623>0</E_1623>
      <E_1633>0</E_1633>
      <E_2623>0</E_2623>
      <E_2633>0</E_2633>
      <E_0624>0</E_0624>
      <E_0634>0</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>2764</E_0628>
      <E_0638>93544000</E_0638>
      <E_1628>2851</E_1628>
      <E_1638>97054000</E_1638>
      <E_2628>8802</E_2628>
      <E_2638>710005000</E_2638>
      <E_0639>31.75</E_0639>
      <E_1639>32.26</E_1639>
      <E_2639>63.64</E_2639>
      <E_0650>0.70</E_0650>
      <E_1650>0.75</E_1650>
      <E_2650>4.17</E_2650>
      <E_0651>3.22</E_0651>
      <E_1651>3.22</E_1651>
      <E_2651>6.64</E_2651>
      <E_0652>0.29</E_0652>
      <E_1652>0.33</E_1652>
      <E_2652>2.50</E_2652>
      <E_0660>310</E_0660>
      <E_0683>8348000</E_0683>
      <E_1660>321</E_1660>
      <E_1683>8709000</E_1683>
      <E_2660>938</E_2660>
      <E_2683>62260000</E_2683>
      <E_0661>43</E_0661>
      <E_0684>1612000</E_0684>
      <E_1661>43</E_1661>
      <E_1684>1657000</E_1684>
      <E_2661>157</E_2661>
      <E_2684>12544000</E_2684>
      <E_0662>96</E_0662>
      <E_0685>2760000</E_0685>
      <E_1662>98</E_1662>
      <E_1685>2859000</E_1685>
      <E_2662>254</E_2662>
      <E_2685>17655000</E_2685>
      <E_0663>55</E_0663>
      <E_0686>2247000</E_0686>
      <E_1663>58</E_1663>
      <E_1686>2385000</E_1686>
      <E_2663>154</E_2663>
      <E_2686>13570000</E_2686>
      <E_0664>128</E_0664>
      <E_0687>4293000</E_0687>
      <E_1664>135</E_1664>
      <E_1687>4515000</E_1687>
      <E_2664>384</E_2664>
      <E_2687>31402000</E_2687>
      <E_0665>83</E_0665>
      <E_0688>2803000</E_0688>
      <E_1665>85</E_1665>
      <E_1688>2898000</E_1688>
      <E_2665>241</E_2665>
      <E_2688>18571000</E_2688>
      <E_0666>216</E_0666>
      <E_0689>6397000</E_0689>
      <E_1666>222</E_1666>
      <E_1689>6630000</E_1689>
      <E_2666>559</E_2666>
      <E_2689>42250000</E_2689>
      <E_0667>82</E_0667>
      <E_0690>2546000</E_0690>
      <E_1667>83</E_1667>
      <E_1690>2658000</E_1690>
      <E_2667>232</E_2667>
      <E_2690>15305000</E_2690>
      <E_0668>397</E_0668>
      <E_0691>15540000</E_0691>
      <E_1668>406</E_1668>
      <E_1691>15995000</E_1691>
      <E_2668>1148</E_2668>
      <E_2691>102113000</E_2691>
      <E_2669>2</E_2669>
      <E_2692>168000</E_2692>
      <E_0670>20</E_0670>
      <E_0693>484000</E_0693>
      <E_1670>20</E_1670>
      <E_1693>500000</E_1693>
      <E_2670>83</E_2670>
      <E_2693>5131000</E_2693>
      <E_0671>138</E_0671>
      <E_0694>3613000</E_0694>
      <E_1671>139</E_1671>
      <E_1694>3742000</E_1694>
      <E_2671>343</E_2671>
      <E_2694>24098000</E_2694>
      <E_0672>678</E_0672>
      <E_0695>25741000</E_0695>
      <E_1672>694</E_1672>
      <E_1695>26728000</E_1695>
      <E_2672>2374</E_2672>
      <E_2695>223364000</E_2695>
      <E_0674>69</E_0674>
      <E_0697>1713000</E_0697>
      <E_1674>70</E_1674>
      <E_1697>1780000</E_1697>
      <E_2674>230</E_2674>
      <E_2697>13553000</E_2697>
      <E_0675>16</E_0675>
      <E_0698>410000</E_0698>
      <E_1675>17</E_1675>
      <E_1698>429000</E_1698>
      <E_2675>73</E_2675>
      <E_2698>4468000</E_2698>
      <E_0676>7</E_0676>
      <E_0699>250000</E_0699>
      <E_1676>8</E_1676>
      <E_1699>259000</E_1699>
      <E_2676>27</E_2676>
      <E_2699>2200000</E_2699>
      <E_0677>216</E_0677>
      <E_0700>5487000</E_0700>
      <E_1677>231</E_1677>
      <E_1700>5695000</E_1700>
      <E_2677>895</E_2677>
      <E_2700>53201000</E_2700>
      <E_0678>210</E_0678>
      <E_0701>9300000</E_0701>
      <E_1678>221</E_1678>
      <E_1701>9615000</E_1701>
      <E_2678>708</E_2678>
      <E_2701>68152000</E_2701>
      <E_0679>2764</E_0679>
      <E_0702>93544000</E_0702>
      <E_1679>2851</E_1679>
      <E_1702>97054000</E_1702>
      <E_2679>8802</E_2679>
      <E_2702>710005000</E_2702>
      <E_0682>2764</E_0682>
      <E_0705>93544000</E_0705>
      <E_1682>2851</E_1682>
      <E_1705>97054000</E_1705>
      <E_2682>8802</E_2682>
      <E_2705>710005000</E_2705>
      <E_0710>1.67</E_0710>
      <E_1710>1.64</E_1710>
      <E_2710>0.42</E_2710>
    </ActivosTitulizados>
    <Obligaciones>
      <MercadoCotizacion>AIAF</MercadoCotizacion>
      <DetalleImportePendiente>
        <Serie>ES0313920003</Serie>
        <Denominacion>SERIEA</Denominacion>
        <E_0720>6841</E_0720>
        <E_0721>13000</E_0721>
        <E_0722>87602000</E_0722>
        <E_1720>6841</E_1720>
        <E_1721>13000</E_1721>
        <E_1722>91843000</E_1722>
        <E_2720>6841</E_2720>
        <E_2721>100000</E_2721>
        <E_2722>684100000</E_2722>
      </DetalleImportePendiente>
      <DetalleImportePendiente>
        <Serie>ES0313920011</Serie>
        <Denominacion>SERIEB</Denominacion>
        <E_0720>149</E_0720>
        <E_0721>29000</E_0721>
        <E_0722>4328000</E_0722>
        <E_1720>149</E_1720>
        <E_1721>29000</E_1721>
        <E_1722>4328000</E_1722>
        <E_2720>149</E_2720>
        <E_2721>100000</E_2721>
        <E_2722>14900000</E_2722>
      </DetalleImportePendiente>
      <DetalleImportePendiente>
        <Serie>ES0313920029</Serie>
        <Denominacion>SERIEC</Denominacion>
        <E_0720>110</E_0720>
        <E_0721>29000</E_0721>
        <E_0722>3195000</E_0722>
        <E_1720>110</E_1720>
        <E_1721>29000</E_1721>
        <E_1722>3195000</E_1722>
        <E_2720>110</E_2720>
        <E_2721>100000</E_2721>
        <E_2722>11000000</E_2722>
      </DetalleImportePendiente>
      <E_0723>7100</E_0723>
      <E_0724>95125000</E_0724>
      <E_1723>7100</E_1723>
      <E_1724>99366000</E_1724>
      <E_2723>7100</E_2723>
      <E_2724>710000000</E_2724>
      <DetalleInteres>
        <Serie>ES0313920003</Serie>
        <Denominacion>SERIEA</Denominacion>
        <E_0730>NS</E_0730>
        <E_0731>Euribor 03 meses</E_0731>
        <E_0732>0.24</E_0732>
        <E_0733>0</E_0733>
        <E_0734>0</E_0734>
        <E_0735>0</E_0735>
        <E_0742>N</E_0742>
        <E_0736>87602000</E_0736>
        <E_0737>0</E_0737>
        <E_0738>87602000</E_0738>
        <E_0739>0</E_0739>
      </DetalleInteres>
      <DetalleInteres>
        <Serie>ES0313920011</Serie>
        <Denominacion>SERIEB</Denominacion>
        <E_0730>S</E_0730>
        <E_0731>Euribor 03 meses</E_0731>
        <E_0732>0.45</E_0732>
        <E_0733>0.12</E_0733>
        <E_0734>1000</E_0734>
        <E_0735>0</E_0735>
        <E_0742>S</E_0742>
        <E_0736>4328000</E_0736>
        <E_0737>0</E_0737>
        <E_0738>4329000</E_0738>
        <E_0739>0</E_0739>
      </DetalleInteres>
      <DetalleInteres>
        <Serie>ES0313920029</Serie>
        <Denominacion>SERIEC</Denominacion>
        <E_0730>S</E_0730>
        <E_0731>Euribor 03 meses</E_0731>
        <E_0732>1.25</E_0732>
        <E_0733>0.92</E_0733>
        <E_0734>4000</E_0734>
        <E_0735>0</E_0735>
        <E_0742>S</E_0742>
        <E_0736>3195000</E_0736>
        <E_0737>0</E_0737>
        <E_0738>3199000</E_0738>
        <E_0739>0</E_0739>
      </DetalleInteres>
      <E_0740>5000</E_0740>
      <E_0741>0</E_0741>
      <E_0743>95125000</E_0743>
      <E_0744>0</E_0744>
      <E_0745>95130000</E_0745>
      <E_0746>0</E_0746>
      <E_0747>0.05</E_0747>
      <E_0748>0.08</E_0748>
      <E_0749>3.17</E_0749>
      <DetalleAmortizacion>
        <Serie>ES0313920003</Serie>
        <Denominacion>SERIEA</Denominacion>
        <E_0750>4241000</E_0750>
        <E_0751>596498000</E_0751>
        <E_0752>0</E_0752>
        <E_0753>100054000</E_0753>
        <E_1750>4580000</E_1750>
        <E_1751>580764000</E_1751>
        <E_1752>44000</E_1752>
        <E_1753>100037000</E_1753>
      </DetalleAmortizacion>
      <DetalleAmortizacion>
        <Serie>ES0313920011</Serie>
        <Denominacion>SERIEB</Denominacion>
        <E_0750>0</E_0750>
        <E_0751>10572000</E_0751>
        <E_0752>2000</E_0752>
        <E_0753>3866000</E_0753>
        <E_1750>208000</E_1750>
        <E_1751>10218000</E_1751>
        <E_1752>5000</E_1752>
        <E_1753>3857000</E_1753>
      </DetalleAmortizacion>
      <DetalleAmortizacion>
        <Serie>ES0313920029</Serie>
        <Denominacion>SERIEC</Denominacion>
        <E_0750>0</E_0750>
        <E_0751>7805000</E_0751>
        <E_0752>7000</E_0752>
        <E_0753>3749000</E_0753>
        <E_1750>153000</E_1750>
        <E_1751>7544000</E_1751>
        <E_1752>11000</E_1752>
        <E_1753>3716000</E_1753>
      </DetalleAmortizacion>
      <E_0754>4241000</E_0754>
      <E_0755>614875000</E_0755>
      <E_0756>9000</E_0756>
      <E_0757>107669000</E_0757>
      <E_1754>4941000</E_1754>
      <E_1755>598526000</E_1755>
      <E_1756>60000</E_1756>
      <E_1757>107610000</E_1757>
      <DetalleCalificacionCrediticia>
        <Serie>ES0313920003</Serie>
        <Denominacion>SERIEA</Denominacion>
        <E_0760>20150123</E_0760>
        <E_0761>MDY</E_0761>
        <E_0762>Aa2sf</E_0762>
        <E_0763>Aa2sf</E_0763>
        <E_0764>Aaa</E_0764>
      </DetalleCalificacionCrediticia>
      <DetalleCalificacionCrediticia>
        <Serie>ES0313920003</Serie>
        <Denominacion>SERIEA</Denominacion>
        <E_0760>20170224</E_0760>
        <E_0761>SYP</E_0761>
        <E_0762>AA-sf</E_0762>
        <E_0763>A+sf</E_0763>
        <E_0764>AAA</E_0764>
      </DetalleCalificacionCrediticia>
      <DetalleCalificacionCrediticia>
        <Serie>ES0313920011</Serie>
        <Denominacion>SERIEB</Denominacion>
        <E_0760>20150710</E_0760>
        <E_0761>MDY</E_0761>
        <E_0762>A3sf</E_0762>
        <E_0763>A3sf</E_0763>
        <E_0764>A2</E_0764>
      </DetalleCalificacionCrediticia>
      <DetalleCalificacionCrediticia>
        <Serie>ES0313920011</Serie>
        <Denominacion>SERIEB</Denominacion>
        <E_0760>20170224</E_0760>
        <E_0761>SYP</E_0761>
        <E_0762>A+sf</E_0762>
        <E_0763>BBB+sf</E_0763>
        <E_0764>A+</E_0764>
      </DetalleCalificacionCrediticia>
      <DetalleCalificacionCrediticia>
        <Serie>ES0313920029</Serie>
        <Denominacion>SERIEC</Denominacion>
        <E_0760>20160514</E_0760>
        <E_0761>MDY</E_0761>
        <E_0762>Baa3sf</E_0762>
        <E_0763>Baa3sf</E_0763>
        <E_0764>Baa3</E_0764>
      </DetalleCalificacionCrediticia>
      <DetalleCalificacionCrediticia>
        <Serie>ES0313920029</Serie>
        <Denominacion>SERIEC</Denominacion>
        <E_0760>20170224</E_0760>
        <E_0761>SYP</E_0761>
        <E_0762>BBB+sf</E_0762>
        <E_0763>BB+sf</E_0763>
        <E_0764>BBB+</E_0764>
      </DetalleCalificacionCrediticia>
      <E_0771>95125000</E_0771>
      <E_1771>99366000</E_1771>
      <E_2771>710000000</E_2771>
      <E_0772>95125000</E_0772>
      <E_1772>99366000</E_1772>
      <E_2772>710000000</E_2772>
      <E_0773>22.63</E_0773>
      <E_1773>22.88</E_1773>
      <E_2773>36.93</E_2773>
    </Obligaciones>
    <OtraInformacionFondo>
      <E_0775>4260000</E_0775>
      <E_1775>4260000</E_1775>
      <E_2775>6035000</E_2775>
      <E_0776>4260000</E_0776>
      <E_1776>4260000</E_1776>
      <E_2776>6035000</E_2776>
      <E_0777>4.48</E_0777>
      <E_1777>4.29</E_1777>
      <E_2777>0.85</E_2777>
      <E_0778>SGSE</E_0778>
      <E_1778>SGSE</E_1778>
      <E_2778>Bankinter</E_2778>
      <E_0779>A2/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>92.09</E_0792>
      <E_1792>92.43</E_1792>
      <E_2792>96.35</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.</E_0802>
        <E_0803>Saldo vivo Bonos</E_0803>
        <E_0804>Euribor 3 M</E_0804>
        <E_0805>Saldo vivo Bonos</E_0805>
        <E_0806>-942000</E_0806>
        <E_1806>-1104000</E_1806>
        <E_2806>-955000</E_2806>
      </DetallePermuta>
      <E_0808>-942000</E_0808>
      <E_0809>-1104000</E_0809>
      <E_0810>-955000</E_0810>
    </OtraInformacionFondo>
    <Cumplimiento>
      <E_7002>90</E_7002>
      <E_7003>395000</E_7003>
      <E_7006>320000</E_7006>
      <E_7009>0.42</E_7009>
      <E_7012>0.33</E_7012>
      <E_7015>0.41</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>395000</E_7005>
      <E_7008>320000</E_7008>
      <E_7011>0.42</E_7011>
      <E_7014>0.33</E_7014>
      <E_7017>0.41</E_7017>
      <E_7018>Capítulo II. Epigrafe 11.3.4.5.2º.a.</E_7018>
      <E_7019>18</E_7019>
      <E_7021>917000</E_7021>
      <E_7024>788000</E_7024>
      <E_7027>0.98</E_7027>
      <E_7030>0.81</E_7030>
      <E_7033>0.95</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>917000</E_7023>
      <E_7026>788000</E_7026>
      <E_7029>0.98</E_7029>
      <E_7032>0.81</E_7032>
      <E_7035>0.95</E_7035>
      <E_7036>Capítulo V. Epigrafe 4.2.2.8º</E_7036>
      <Trigger1>
        <Denominacion>Serie B</Denominacion>
        <E_0854>2.50</E_0854>
        <E_0858>1.40</E_0858>
        <E_1858>1.35</E_1858>
        <E_2858>Referencia del folleto: V.4.2 2.Aplicación</E_2858>
      </Trigger1>
      <Trigger1>
        <Denominacion>Serie C</Denominacion>
        <E_0854>2</E_0854>
        <E_0858>1.40</E_0858>
        <E_1858>1.35</E_1858>
        <E_2858>Referencia del folleto: V.4.2 2.Aplicación</E_2858>
      </Trigger1>
      <InformeCumplimientoReglas>
        <DocAdjunto>
          <Nombre>BK05_20170213_TRIGGERS.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>0.0230</E_3862>
      <E_4862>0</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.3.8</E_0871>
    </Comisiones>
    <NotasExplicativasEInformes />
  </TramiteFTAEP>
</TramiteCNMV>