﻿<?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>4841</NumRegistroFondo>
      <DenominacionFondo>BANKINTER 6 Fondo de Titulización de Activos</DenominacionFondo>
      <DenominacionGestora>EUROPEA DE TITULIZACION S.A., S.G.F.T.</DenominacionGestora>
      <EstadoAgregado>NO</EstadoAgregado>
      <FondoAbierto>NO</FondoAbierto>
      <FechaPeriodo>20161231</FechaPeriodo>
      <PersonaContacto>
        <Nombre></Nombre>
        <Email></Email>
        <Telefono></Telefono>
        <Cargo></Cargo>
      </PersonaContacto>
    </DatosIdentificativos>
    <Balance>
      <E_0001>225952000</E_0001>
      <E_1001>263785000</E_1001>
      <E_0002>225952000</E_0002>
      <E_1002>263785000</E_1002>
      <E_0003>225952000</E_0003>
      <E_1003>263785000</E_1003>
      <E_0004>148326000</E_0004>
      <E_1004>174974000</E_1004>
      <E_0005>74741000</E_0005>
      <E_1005>85481000</E_1005>
      <E_0025>2885000</E_0025>
      <E_1025>3330000</E_1025>
      <E_1027>0</E_1027>
      <E_1029>0</E_1029>
      <E_1030>0</E_1030>
      <E_0041>46879000</E_0041>
      <E_1041>49872000</E_1041>
      <E_0042>207000</E_0042>
      <E_1042>102000</E_1042>
      <E_0043>28893000</E_0043>
      <E_1043>31812000</E_1043>
      <E_0044>26764000</E_0044>
      <E_1044>29401000</E_1044>
      <E_0045>18521000</E_0045>
      <E_1045>20795000</E_1045>
      <E_0046>7546000</E_0046>
      <E_1046>7975000</E_1046>
      <E_0065>64000</E_0065>
      <E_1065>99000</E_1065>
      <E_0066>2000</E_0066>
      <E_1066>4000</E_1066>
      <E_0067>627000</E_0067>
      <E_1067>523000</E_1067>
      <E_0068>4000</E_0068>
      <E_1068>5000</E_1068>
      <E_1069>0</E_1069>
      <E_0071>0</E_0071>
      <E_1071>0</E_1071>
      <E_0072>0</E_0072>
      <E_1072>0</E_1072>
      <E_0074>2129000</E_0074>
      <E_1074>2411000</E_1074>
      <E_0077>2129000</E_0077>
      <E_1077>2411000</E_1077>
      <E_0085>17779000</E_0085>
      <E_1085>17958000</E_1085>
      <E_0086>17779000</E_0086>
      <E_1086>17958000</E_1086>
      <E_0088>272831000</E_0088>
      <E_1088>313657000</E_1088>
      <E_0089>244795000</E_0089>
      <E_1089>284359000</E_1089>
      <E_0094>244795000</E_0094>
      <E_1094>284359000</E_1094>
      <E_0095>229044000</E_0095>
      <E_1095>268341000</E_1095>
      <E_0096>210491000</E_0096>
      <E_1096>243434000</E_1096>
      <E_0097>18553000</E_0097>
      <E_1097>24907000</E_1097>
      <E_0101>13500000</E_0101>
      <E_1101>13500000</E_1101>
      <E_0102>13500000</E_0102>
      <E_1102>13500000</E_1102>
      <E_1105>0</E_1105>
      <E_0108>2251000</E_0108>
      <E_1108>2518000</E_1108>
      <E_0109>2251000</E_0109>
      <E_1109>2518000</E_1109>
      <E_0117>31054000</E_0117>
      <E_1117>32612000</E_1117>
      <E_0123>28666000</E_0123>
      <E_1123>30520000</E_1123>
      <E_0124>27820000</E_0124>
      <E_1124>29549000</E_1124>
      <E_0125>25555000</E_0125>
      <E_1125>29493000</E_1125>
      <E_0126>2252000</E_0126>
      <E_1126>0</E_1126>
      <E_0128>13000</E_0128>
      <E_1128>56000</E_1128>
      <E_0129>0</E_0129>
      <E_1129>0</E_1129>
      <E_0131>9000</E_0131>
      <E_1131>46000</E_1131>
      <E_0132>0</E_0132>
      <E_1132>0</E_1132>
      <E_1135>0</E_1135>
      <E_0136>9000</E_0136>
      <E_1136>12000</E_1136>
      <E_0137>0</E_0137>
      <E_1137>34000</E_1137>
      <E_0139>837000</E_0139>
      <E_1139>925000</E_1139>
      <E_0140>837000</E_0140>
      <E_1140>925000</E_1140>
      <E_0143>0</E_0143>
      <E_1143>0</E_1143>
      <E_0144>0</E_0144>
      <E_1144>0</E_1144>
      <E_0148>2388000</E_0148>
      <E_1148>2092000</E_1148>
      <E_0149>2383000</E_0149>
      <E_1149>2087000</E_1149>
      <E_0150>6000</E_0150>
      <E_1150>7000</E_1150>
      <E_0151>2000</E_0151>
      <E_1151>10000</E_1151>
      <E_0152>1000</E_0152>
      <E_1152>1000</E_1152>
      <E_0153>2374000</E_0153>
      <E_1153>2069000</E_1153>
      <E_0157>5000</E_0157>
      <E_1157>5000</E_1157>
      <E_0158>-3018000</E_0158>
      <E_1158>-3314000</E_1158>
      <E_0160>-3018000</E_0160>
      <E_1160>-3314000</E_1160>
      <E_0162>272831000</E_0162>
      <E_1162>313657000</E_1162>
    </Balance>
    <CuentaPerdidasGanancias>
      <E_0201>402000</E_0201>
      <E_2201>1960000</E_2201>
      <E_3201>3034000</E_3201>
      <E_0202>402000</E_0202>
      <E_2202>1960000</E_2202>
      <E_3202>3029000</E_3202>
      <E_0203>0</E_0203>
      <E_2203>0</E_2203>
      <E_3203>5000</E_3203>
      <E_0204>-74000</E_0204>
      <E_2204>-370000</E_2204>
      <E_3204>-1089000</E_3204>
      <E_0205>-37000</E_0205>
      <E_2205>-243000</E_2205>
      <E_3205>-952000</E_3205>
      <E_0206>-24000</E_0206>
      <E_2206>-105000</E_2206>
      <E_3206>-137000</E_3206>
      <E_0207>-13000</E_0207>
      <E_2207>-22000</E_2207>
      <E_0208>-197000</E_0208>
      <E_2208>-860000</E_2208>
      <E_3208>-1054000</E_3208>
      <E_0209>131000</E_0209>
      <E_2209>730000</E_2209>
      <E_3209>891000</E_3209>
      <E_0216>1000</E_0216>
      <E_2216>4000</E_2216>
      <E_3216>19000</E_3216>
      <E_0217>-134000</E_0217>
      <E_2217>-736000</E_2217>
      <E_3217>-900000</E_3217>
      <E_0218>-6000</E_0218>
      <E_2218>-20000</E_2218>
      <E_3218>-20000</E_3218>
      <E_0219>-5000</E_0219>
      <E_2219>-18000</E_2219>
      <E_3219>-20000</E_3219>
      <E_0221>0</E_0221>
      <E_2221>0</E_2221>
      <E_3221>0</E_3221>
      <E_0222>-1000</E_0222>
      <E_2222>-2000</E_2222>
      <E_3222>0</E_3222>
      <E_0224>-128000</E_0224>
      <E_2224>-716000</E_2224>
      <E_3224>-880000</E_3224>
      <E_0225>-15000</E_0225>
      <E_2225>-65000</E_2225>
      <E_3225>-74000</E_3225>
      <E_0226>-7000</E_0226>
      <E_2226>-27000</E_2226>
      <E_3226>-32000</E_3226>
      <E_0227>-2000</E_0227>
      <E_2227>-10000</E_2227>
      <E_3227>-7000</E_3227>
      <E_0228>-103000</E_0228>
      <E_2228>-612000</E_2228>
      <E_3228>-766000</E_3228>
      <E_0230>-1000</E_0230>
      <E_2230>-2000</E_2230>
      <E_3230>-1000</E_3230>
      <E_0231>0</E_0231>
      <E_2231>0</E_2231>
      <E_3231>-2000</E_3231>
      <E_0232>0</E_0232>
      <E_2232>0</E_2232>
      <E_3232>-2000</E_3232>
      <E_0238>2000</E_0238>
      <E_2238>2000</E_2238>
      <E_3238>-8000</E_3238>
      <E_0240>0</E_0240>
      <E_2240>0</E_2240>
      <E_3240>0</E_3240>
      <E_0242>0</E_0242>
      <E_2242>0</E_2242>
      <E_3242>0</E_3242>
    </CuentaPerdidasGanancias>
    <EstadoFlujosEfectivo>
      <E_0300>-63000</E_0300>
      <E_2300>180000</E_2300>
      <E_3300>229000</E_3300>
      <E_0301>110000</E_0301>
      <E_2301>620000</E_2301>
      <E_3301>837000</E_3301>
      <E_0302>410000</E_0302>
      <E_2302>1990000</E_2302>
      <E_3302>3142000</E_3302>
      <E_0303>-38000</E_0303>
      <E_2303>-287000</E_2303>
      <E_3303>-1022000</E_3303>
      <E_0304>0</E_0304>
      <E_2304>0</E_2304>
      <E_3304>71000</E_3304>
      <E_0305>-224000</E_0305>
      <E_2305>-919000</E_2305>
      <E_3305>-1253000</E_3305>
      <E_0307>-25000</E_0307>
      <E_2307>-142000</E_2307>
      <E_3307>-106000</E_3307>
      <E_0308>-13000</E_0308>
      <E_2308>-22000</E_2308>
      <E_3308>5000</E_3308>
      <E_0309>-162000</E_0309>
      <E_2309>-418000</E_2309>
      <E_3309>-587000</E_3309>
      <E_0310>-16000</E_0310>
      <E_2310>-66000</E_2310>
      <E_3310>-75000</E_3310>
      <E_0311>-7000</E_0311>
      <E_2311>-36000</E_2311>
      <E_3311>-24000</E_3311>
      <E_0312>-2000</E_0312>
      <E_2312>-10000</E_2312>
      <E_3312>-7000</E_3312>
      <E_0313>-137000</E_0313>
      <E_2313>-306000</E_2313>
      <E_3313>-481000</E_3313>
      <E_0315>-11000</E_0315>
      <E_2315>-22000</E_2315>
      <E_3315>-21000</E_3315>
      <E_0320>-11000</E_0320>
      <E_2320>-22000</E_2320>
      <E_3320>-21000</E_3320>
      <E_0321>0</E_0321>
      <E_2321>0</E_2321>
      <E_3321>0</E_3321>
      <E_0322>881000</E_0322>
      <E_2322>-359000</E_2322>
      <E_3322>-1013000</E_3322>
      <E_0323>0</E_0323>
      <E_2323>0</E_2323>
      <E_3323>0</E_3323>
      <E_0324>0</E_0324>
      <E_2324>0</E_2324>
      <E_3324>0</E_3324>
      <E_0325>880000</E_0325>
      <E_2325>-359000</E_2325>
      <E_3325>-1000000</E_3325>
      <E_0326>6449000</E_0326>
      <E_2326>26629000</E_2326>
      <E_3326>28254000</E_3326>
      <E_0327>3203000</E_0327>
      <E_2327>12810000</E_2327>
      <E_3327>12118000</E_3327>
      <E_0328>272000</E_0328>
      <E_2328>1194000</E_2328>
      <E_3328>1311000</E_3328>
      <E_0329>0</E_0329>
      <E_2329>0</E_2329>
      <E_3329>0</E_3329>
      <E_0330>0</E_0330>
      <E_2330>-9000</E_2330>
      <E_3330>0</E_3330>
      <E_0331>-9044000</E_0331>
      <E_2331>-40983000</E_2331>
      <E_3331>-42683000</E_3331>
      <E_0332>1000</E_0332>
      <E_2332>0</E_2332>
      <E_3332>-13000</E_3332>
      <E_0333>0</E_0333>
      <E_2333>0</E_2333>
      <E_3333>0</E_3333>
      <E_0334>0</E_0334>
      <E_2334>0</E_2334>
      <E_3334>0</E_3334>
      <E_0336>1000</E_0336>
      <E_2336>0</E_2336>
      <E_3336>-13000</E_3336>
      <E_0337>818000</E_0337>
      <E_2337>-179000</E_2337>
      <E_3337>-784000</E_3337>
      <E_0338>16961000</E_0338>
      <E_2338>17958000</E_2338>
      <E_3338>18742000</E_3338>
      <E_0339>17779000</E_0339>
      <E_2339>17779000</E_2339>
      <E_3339>17958000</E_3339>
    </EstadoFlujosEfectivo>
    <IngresosGastosReconocidos>
      <E_0357>479000</E_0357>
      <E_2357>-564000</E_2357>
      <E_3357>-141000</E_3357>
      <E_0358>479000</E_0358>
      <E_2358>-564000</E_2358>
      <E_3358>-141000</E_3358>
      <E_0360>197000</E_0360>
      <E_2360>860000</E_2360>
      <E_3360>1055000</E_3360>
      <E_0362>-676000</E_0362>
      <E_2362>-296000</E_2362>
      <E_3362>-914000</E_3362>
      <E_0363>0</E_0363>
      <E_2363>0</E_2363>
      <E_3363>0</E_3363>
      <E_0370>0</E_0370>
      <E_2370>0</E_2370>
      <E_3370>0</E_3370>
    </IngresosGastosReconocidos>
    <ActivosTitulizados>
      <EntidadesCedentes>BANKINTER, S.A. (VWMYAEQSTOPNV0SUGU82);</EntidadesCedentes>
      <E_0380>1.57</E_0380>
      <E_0400>0</E_0400>
      <E_0420>0</E_0420>
      <E_0440>5.01</E_0440>
      <E_1380>1.42</E_1380>
      <E_1400>0</E_1400>
      <E_1420>0</E_1420>
      <E_1440>4.07</E_1440>
      <E_2380>0</E_2380>
      <E_2400>0</E_2400>
      <E_2440>8</E_2440>
      <E_0381>1.02</E_0381>
      <E_0401>0.04</E_0401>
      <E_0421>0</E_0421>
      <E_0441>4.16</E_0441>
      <E_1381>1.09</E_1381>
      <E_1401>0.03</E_1401>
      <E_1421>0</E_1421>
      <E_1441>3.42</E_1441>
      <E_2381>0</E_2381>
      <E_2401>0</E_2401>
      <E_2441>8</E_2441>
      <E_0460>94</E_0460>
      <E_0467>23000</E_0467>
      <E_0474>1000</E_0474>
      <E_0481>0</E_0481>
      <E_0488>24000</E_0488>
      <E_0495>4515000</E_0495>
      <E_0502>0</E_0502>
      <E_0509>4539000</E_0509>
      <E_0461>33</E_0461>
      <E_0468>30000</E_0468>
      <E_0475>2000</E_0475>
      <E_0482>0</E_0482>
      <E_0489>32000</E_0489>
      <E_0496>1796000</E_0496>
      <E_0503>0</E_0503>
      <E_0510>1828000</E_0510>
      <E_0462>10</E_0462>
      <E_0469>12000</E_0469>
      <E_0476>0</E_0476>
      <E_0483>1000</E_0483>
      <E_0490>13000</E_0490>
      <E_0497>367000</E_0497>
      <E_0504>0</E_0504>
      <E_0511>380000</E_0511>
      <E_0463>7</E_0463>
      <E_0470>23000</E_0470>
      <E_0477>0</E_0477>
      <E_0484>1000</E_0484>
      <E_0491>24000</E_0491>
      <E_0498>353000</E_0498>
      <E_0505>0</E_0505>
      <E_0512>377000</E_0512>
      <E_0464>5</E_0464>
      <E_0471>13000</E_0471>
      <E_0478>0</E_0478>
      <E_0485>1000</E_0485>
      <E_0492>14000</E_0492>
      <E_0499>171000</E_0499>
      <E_0506>0</E_0506>
      <E_0513>185000</E_0513>
      <E_0465>40</E_0465>
      <E_0472>573000</E_0472>
      <E_0479>4000</E_0479>
      <E_0486>84000</E_0486>
      <E_0493>661000</E_0493>
      <E_0500>1656000</E_0500>
      <E_0507>0</E_0507>
      <E_0514>2317000</E_0514>
      <E_0466>189</E_0466>
      <E_0473>674000</E_0473>
      <E_0480>7000</E_0480>
      <E_0487>87000</E_0487>
      <E_0494>768000</E_0494>
      <E_0501>8858000</E_0501>
      <E_0508>0</E_0508>
      <E_1515>9626000</E_1515>
      <E_0515>94</E_0515>
      <E_0522>23000</E_0522>
      <E_0529>1000</E_0529>
      <E_0536>0</E_0536>
      <E_0543>24000</E_0543>
      <E_0550>4515000</E_0550>
      <E_0557>0</E_0557>
      <E_0564>4539000</E_0564>
      <E_0571>14434000</E_0571>
      <E_0578>14434000</E_0578>
      <E_0584>31.45</E_0584>
      <E_0516>33</E_0516>
      <E_0523>30000</E_0523>
      <E_0530>2000</E_0530>
      <E_0537>0</E_0537>
      <E_0544>32000</E_0544>
      <E_0551>1796000</E_0551>
      <E_0558>0</E_0558>
      <E_0565>1828000</E_0565>
      <E_0572>5323000</E_0572>
      <E_0579>5323000</E_0579>
      <E_0585>34.34</E_0585>
      <E_0517>10</E_0517>
      <E_0524>12000</E_0524>
      <E_0531>0</E_0531>
      <E_0538>1000</E_0538>
      <E_0545>13000</E_0545>
      <E_0552>367000</E_0552>
      <E_0559>0</E_0559>
      <E_0566>380000</E_0566>
      <E_0573>976000</E_0573>
      <E_0580>976000</E_0580>
      <E_0586>38.93</E_0586>
      <E_0518>7</E_0518>
      <E_0525>23000</E_0525>
      <E_0532>0</E_0532>
      <E_0539>1000</E_0539>
      <E_0546>24000</E_0546>
      <E_0553>353000</E_0553>
      <E_0560>0</E_0560>
      <E_0567>377000</E_0567>
      <E_0574>1204000</E_0574>
      <E_0581>1204000</E_0581>
      <E_0587>31.31</E_0587>
      <E_0519>5</E_0519>
      <E_0526>13000</E_0526>
      <E_0533>0</E_0533>
      <E_0540>1000</E_0540>
      <E_0547>14000</E_0547>
      <E_0554>171000</E_0554>
      <E_0561>0</E_0561>
      <E_0568>185000</E_0568>
      <E_0575>528000</E_0575>
      <E_0582>528000</E_0582>
      <E_0588>35.04</E_0588>
      <E_0520>40</E_0520>
      <E_0527>573000</E_0527>
      <E_0534>4000</E_0534>
      <E_0541>84000</E_0541>
      <E_0548>661000</E_0548>
      <E_0555>1656000</E_0555>
      <E_0562>0</E_0562>
      <E_0569>2317000</E_0569>
      <E_0576>5307000</E_0576>
      <E_0583>5307000</E_0583>
      <E_0589>43.66</E_0589>
      <E_0521>189</E_0521>
      <E_0528>674000</E_0528>
      <E_0535>7000</E_0535>
      <E_0542>87000</E_0542>
      <E_0549>768000</E_0549>
      <E_0556>8858000</E_0556>
      <E_0563>0</E_0563>
      <E_0570>9626000</E_0570>
      <E_0577>27772000</E_0577>
      <E_0590>34.66</E_0590>
      <E_0600>2104000</E_0600>
      <E_1600>676000</E_1600>
      <E_2600>0</E_2600>
      <E_0601>597000</E_0601>
      <E_1601>3677000</E_1601>
      <E_2601>39000</E_2601>
      <E_0602>819000</E_0602>
      <E_1602>1025000</E_1602>
      <E_2602>133000</E_2602>
      <E_0603>1375000</E_0603>
      <E_1603>1245000</E_1603>
      <E_2603>580000</E_2603>
      <E_0604>2413000</E_0604>
      <E_1604>1866000</E_1604>
      <E_2604>1229000</E_2604>
      <E_0605>40288000</E_0605>
      <E_1605>46351000</E_1605>
      <E_2605>34818000</E_2605>
      <E_0606>205050000</E_0606>
      <E_1606>238238000</E_1606>
      <E_2606>1313212000</E_2606>
      <E_0607>252646000</E_0607>
      <E_1607>293078000</E_1607>
      <E_2607>1350011000</E_2607>
      <E_0608>12.31</E_0608>
      <E_1608>13.06</E_1608>
      <E_2608>23.07</E_2608>
      <E_0609>14.85</E_0609>
      <E_1609>13.85</E_1609>
      <E_2609>1.65</E_2609>
      <E_0620>4560</E_0620>
      <E_0630>145227000</E_0630>
      <E_1620>4485</E_1620>
      <E_1630>147116000</E_1630>
      <E_2620>1731</E_2620>
      <E_2630>107385000</E_2630>
      <E_0621>1674</E_0621>
      <E_0631>103061000</E_0631>
      <E_1621>2161</E_1621>
      <E_1631>135582000</E_1631>
      <E_2621>3560</E_2621>
      <E_2631>294621000</E_2631>
      <E_0622>59</E_0622>
      <E_0632>4358000</E_0632>
      <E_1622>128</E_1622>
      <E_1632>10380000</E_1632>
      <E_2622>5890</E_2622>
      <E_2632>576853000</E_2632>
      <E_0623>0</E_0623>
      <E_0633>0</E_0633>
      <E_1623>0</E_1623>
      <E_1633>0</E_1633>
      <E_2623>3792</E_2623>
      <E_2633>371152000</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>6293</E_0628>
      <E_0638>252646000</E_0638>
      <E_1628>6774</E_1628>
      <E_1638>293078000</E_1638>
      <E_2628>14973</E_2628>
      <E_2638>1350011000</E_2638>
      <E_0639>36.22</E_0639>
      <E_1639>38.42</E_1639>
      <E_2639>67.83</E_2639>
      <E_0650>0.72</E_0650>
      <E_1650>0.97</E_1650>
      <E_2650>3.25</E_2650>
      <E_0651>3.86</E_0651>
      <E_1651>4.33</E_1651>
      <E_2651>5</E_2651>
      <E_0652>0.33</E_0652>
      <E_1652>0.48</E_1652>
      <E_2652>2.41</E_2652>
      <E_0660>743</E_0660>
      <E_0683>25427000</E_0683>
      <E_1660>788</E_1660>
      <E_1683>29401000</E_1683>
      <E_2660>1744</E_2660>
      <E_2683>130940000</E_2683>
      <E_0661>103</E_0661>
      <E_0684>3663000</E_0684>
      <E_1661>118</E_1661>
      <E_1684>4264000</E_1684>
      <E_2661>279</E_2661>
      <E_2684>23306000</E_2684>
      <E_0662>162</E_0662>
      <E_0685>5700000</E_0685>
      <E_1662>170</E_1662>
      <E_1685>6494000</E_1685>
      <E_2662>355</E_2662>
      <E_2685>27584000</E_2685>
      <E_0663>102</E_0663>
      <E_0686>4592000</E_0686>
      <E_1663>104</E_1663>
      <E_1686>5175000</E_1686>
      <E_2663>234</E_2663>
      <E_2686>23243000</E_2686>
      <E_0664>259</E_0664>
      <E_0687>10478000</E_0687>
      <E_1664>272</E_1664>
      <E_1687>11913000</E_1687>
      <E_2664>596</E_2664>
      <E_2687>52134000</E_2687>
      <E_0665>190</E_0665>
      <E_0688>6343000</E_0688>
      <E_1665>205</E_1665>
      <E_1688>7377000</E_1688>
      <E_2665>444</E_2665>
      <E_2688>35185000</E_2688>
      <E_0666>330</E_0666>
      <E_0689>11894000</E_0689>
      <E_1666>356</E_1666>
      <E_1689>13727000</E_1689>
      <E_2666>782</E_2666>
      <E_2689>65613000</E_2689>
      <E_0667>185</E_0667>
      <E_0690>6611000</E_0690>
      <E_1667>201</E_1667>
      <E_1690>7558000</E_1690>
      <E_2667>420</E_2667>
      <E_2690>32192000</E_2690>
      <E_0668>1256</E_0668>
      <E_0691>59395000</E_0691>
      <E_1668>1354</E_1668>
      <E_1691>68717000</E_1691>
      <E_2668>2915</E_2668>
      <E_2691>291974000</E_2691>
      <E_0670>35</E_0670>
      <E_0693>860000</E_0693>
      <E_1670>44</E_1670>
      <E_1693>1131000</E_1693>
      <E_2670>101</E_2670>
      <E_2693>6968000</E_2693>
      <E_0671>257</E_0671>
      <E_0694>8777000</E_0694>
      <E_1671>277</E_1671>
      <E_1694>10174000</E_1694>
      <E_2671>555</E_2671>
      <E_2694>44255000</E_2694>
      <E_0672>1475</E_0672>
      <E_0695>66711000</E_0695>
      <E_1672>1614</E_1672>
      <E_1695>78172000</E_1695>
      <E_2672>3794</E_2672>
      <E_2695>390022000</E_2695>
      <E_0673>1</E_0673>
      <E_0696>7000</E_0696>
      <E_1673>1</E_1673>
      <E_1696>11000</E_1696>
      <E_2673>1</E_2673>
      <E_2696>53000</E_2696>
      <E_0674>146</E_0674>
      <E_0697>3937000</E_0697>
      <E_1674>156</E_1674>
      <E_1697>4664000</E_1697>
      <E_2674>332</E_2674>
      <E_2697>22490000</E_2697>
      <E_0675>36</E_0675>
      <E_0698>1345000</E_0698>
      <E_1675>39</E_1675>
      <E_1698>1554000</E_1698>
      <E_2675>67</E_2675>
      <E_2698>6791000</E_2698>
      <E_0676>20</E_0676>
      <E_0699>623000</E_0699>
      <E_1676>22</E_1676>
      <E_1699>754000</E_1699>
      <E_2676>48</E_2676>
      <E_2699>4638000</E_2699>
      <E_0677>569</E_0677>
      <E_0700>18339000</E_0700>
      <E_1677>602</E_1677>
      <E_1700>21258000</E_1700>
      <E_2677>1347</E_2677>
      <E_2700>99872000</E_2700>
      <E_0678>424</E_0678>
      <E_0701>17944000</E_0701>
      <E_1678>451</E_1678>
      <E_1701>20734000</E_1701>
      <E_2678>959</E_2678>
      <E_2701>92751000</E_2701>
      <E_0679>6293</E_0679>
      <E_0702>252646000</E_0702>
      <E_1679>6774</E_1679>
      <E_1702>293078000</E_1702>
      <E_2679>14973</E_2679>
      <E_2702>1350011000</E_2702>
      <E_0682>6293</E_0682>
      <E_0705>252646000</E_0705>
      <E_1682>6774</E_1682>
      <E_1705>293078000</E_1705>
      <E_2682>14973</E_2682>
      <E_2705>1350011000</E_2705>
      <E_0710>0.73</E_0710>
      <E_1710>0.67</E_1710>
      <E_2710>0.24</E_2710>
    </ActivosTitulizados>
    <Obligaciones>
      <MercadoCotizacion>AIAF</MercadoCotizacion>
      <DetalleImportePendiente>
        <Serie>ES0313546006</Serie>
        <Denominacion>SERIEA</Denominacion>
        <E_0720>12953</E_0720>
        <E_0721>18000</E_0721>
        <E_0722>236047000</E_0722>
        <E_1720>12953</E_1720>
        <E_1721>21000</E_1721>
        <E_1722>272927000</E_1722>
        <E_2720>12953</E_2720>
        <E_2721>100000</E_2721>
        <E_2722>1295300000</E_2722>
      </DetalleImportePendiente>
      <DetalleImportePendiente>
        <Serie>ES0313546014</Serie>
        <Denominacion>SERIEB</Denominacion>
        <E_0720>277</E_0720>
        <E_0721>38000</E_0721>
        <E_0722>10531000</E_0722>
        <E_1720>277</E_1720>
        <E_1721>46000</E_1721>
        <E_1722>12607000</E_1722>
        <E_2720>277</E_2720>
        <E_2721>100000</E_2721>
        <E_2722>27700000</E_2722>
      </DetalleImportePendiente>
      <DetalleImportePendiente>
        <Serie>ES0313546022</Serie>
        <Denominacion>SERIEC</Denominacion>
        <E_0720>270</E_0720>
        <E_0721>38000</E_0721>
        <E_0722>10274000</E_0722>
        <E_1720>270</E_1720>
        <E_1721>46000</E_1721>
        <E_1722>12300000</E_1722>
        <E_2720>270</E_2720>
        <E_2721>100000</E_2721>
        <E_2722>27000000</E_2722>
      </DetalleImportePendiente>
      <E_0723>13500</E_0723>
      <E_0724>256852000</E_0724>
      <E_1723>13500</E_1723>
      <E_1724>297834000</E_1724>
      <E_2723>13500</E_2723>
      <E_2724>1350000000</E_2724>
      <DetalleInteres>
        <Serie>ES0313546006</Serie>
        <Denominacion>SERIEA</Denominacion>
        <E_0730>NS</E_0730>
        <E_0731>Euribor 03 meses</E_0731>
        <E_0732>0.23</E_0732>
        <E_0733>0</E_0733>
        <E_0734>0</E_0734>
        <E_0735>0</E_0735>
        <E_0742>N</E_0742>
        <E_0736>236047000</E_0736>
        <E_0737>0</E_0737>
        <E_0738>236047000</E_0738>
        <E_0739>0</E_0739>
      </DetalleInteres>
      <DetalleInteres>
        <Serie>ES0313546014</Serie>
        <Denominacion>SERIEB</Denominacion>
        <E_0730>S</E_0730>
        <E_0731>Euribor 03 meses</E_0731>
        <E_0732>0.60</E_0732>
        <E_0733>0.29</E_0733>
        <E_0734>3000</E_0734>
        <E_0735>0</E_0735>
        <E_0742>N</E_0742>
        <E_0736>10531000</E_0736>
        <E_0737>0</E_0737>
        <E_0738>10534000</E_0738>
        <E_0739>0</E_0739>
      </DetalleInteres>
      <DetalleInteres>
        <Serie>ES0313546022</Serie>
        <Denominacion>SERIEC</Denominacion>
        <E_0730>S</E_0730>
        <E_0731>Euribor 03 meses</E_0731>
        <E_0732>1.35</E_0732>
        <E_0733>1.04</E_0733>
        <E_0734>10000</E_0734>
        <E_0735>0</E_0735>
        <E_0742>N</E_0742>
        <E_0736>10274000</E_0736>
        <E_0737>0</E_0737>
        <E_0738>10284000</E_0738>
        <E_0739>0</E_0739>
      </DetalleInteres>
      <E_0740>13000</E_0740>
      <E_0741>0</E_0741>
      <E_0743>256852000</E_0743>
      <E_0744>0</E_0744>
      <E_0745>256865000</E_0745>
      <E_0746>0</E_0746>
      <E_0747>0.09</E_0747>
      <E_0748>0.30</E_0748>
      <E_0749>2.40</E_0749>
      <DetalleAmortizacion>
        <Serie>ES0313546006</Serie>
        <Denominacion>SERIEA</Denominacion>
        <E_0750>8311000</E_0750>
        <E_0751>1059253000</E_0751>
        <E_0752>0</E_0752>
        <E_0753>193193000</E_0753>
      </DetalleAmortizacion>
      <DetalleAmortizacion>
        <Serie>ES0313546014</Serie>
        <Denominacion>SERIEB</Denominacion>
        <E_0750>371000</E_0750>
        <E_0751>17169000</E_0751>
        <E_0752>9000</E_0752>
        <E_0753>7548000</E_0753>
      </DetalleAmortizacion>
      <DetalleAmortizacion>
        <Serie>ES0313546022</Serie>
        <Denominacion>SERIEC</Denominacion>
        <E_0750>362000</E_0750>
        <E_0751>16726000</E_0751>
        <E_0752>29000</E_0752>
        <E_0753>9520000</E_0753>
      </DetalleAmortizacion>
      <E_0754>9044000</E_0754>
      <E_0755>1093148000</E_0755>
      <E_0756>38000</E_0756>
      <E_0757>210261000</E_0757>
      <DetalleCalificacionCrediticia>
        <Serie>ES0313546006</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>ES0313546006</Serie>
        <Denominacion>SERIEA</Denominacion>
        <E_0760>20151222</E_0760>
        <E_0761>SYP</E_0761>
        <E_0762>AA+sf</E_0762>
        <E_0763>AA+sf</E_0763>
        <E_0764>AAA</E_0764>
      </DetalleCalificacionCrediticia>
      <DetalleCalificacionCrediticia>
        <Serie>ES0313546014</Serie>
        <Denominacion>SERIEB</Denominacion>
        <E_0760>20160514</E_0760>
        <E_0761>MDY</E_0761>
        <E_0762>A1sf</E_0762>
        <E_0763>A2sf</E_0763>
        <E_0764>A2</E_0764>
      </DetalleCalificacionCrediticia>
      <DetalleCalificacionCrediticia>
        <Serie>ES0313546014</Serie>
        <Denominacion>SERIEB</Denominacion>
        <E_0760>20151222</E_0760>
        <E_0761>SYP</E_0761>
        <E_0762>BBB+sf</E_0762>
        <E_0763>BBB+sf</E_0763>
        <E_0764>A+</E_0764>
      </DetalleCalificacionCrediticia>
      <DetalleCalificacionCrediticia>
        <Serie>ES0313546022</Serie>
        <Denominacion>SERIEC</Denominacion>
        <E_0760>20160514</E_0760>
        <E_0761>MDY</E_0761>
        <E_0762>Baa2sf</E_0762>
        <E_0763>Baa3sf</E_0763>
        <E_0764>Baa3</E_0764>
      </DetalleCalificacionCrediticia>
      <DetalleCalificacionCrediticia>
        <Serie>ES0313546022</Serie>
        <Denominacion>SERIEC</Denominacion>
        <E_0760>20151222</E_0760>
        <E_0761>SYP</E_0761>
        <E_0762>BBB+sf</E_0762>
        <E_0763>BBB+sf</E_0763>
        <E_0764>BBB+</E_0764>
      </DetalleCalificacionCrediticia>
      <E_0771>256852000</E_0771>
      <E_1771>297834000</E_1771>
      <E_2771>1350000000</E_2771>
      <E_0772>256852000</E_0772>
      <E_1772>297834000</E_1772>
      <E_2772>1350000000</E_2772>
      <E_0773>21.67</E_0773>
      <E_1773>22.67</E_1773>
      <E_2773>34.94</E_2773>
    </Obligaciones>
    <OtraInformacionFondo>
      <E_0775>13500000</E_0775>
      <E_1775>13496000</E_1775>
      <E_2775>39520000</E_2775>
      <E_0776>13500000</E_0776>
      <E_1776>13500000</E_1776>
      <E_2776>39520000</E_2776>
      <E_0777>5.26</E_0777>
      <E_1777>4.53</E_1777>
      <E_2777>2.93</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>91.90</E_0792>
      <E_1792>91.64</E_1792>
      <E_2792>95.95</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 Bonos</E_0803>
        <E_0804>Euribor 3 M</E_0804>
        <E_0805>Saldo vivo Bonos</E_0805>
        <E_0806>-3088000</E_0806>
        <E_1806>-3443000</E_1806>
        <E_2806>2751000</E_2806>
      </DetallePermuta>
      <E_0808>-3088000</E_0808>
      <E_0809>-3443000</E_0809>
      <E_0810>2751000</E_0810>
    </OtraInformacionFondo>
    <Cumplimiento>
      <E_7000>3</E_7000>
      <E_7003>1114000</E_7003>
      <E_7006>1617000</E_7006>
      <E_7009>0.44</E_7009>
      <E_7012>0.56</E_7012>
      <E_7015>0.48</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>1114000</E_7005>
      <E_7008>1617000</E_7008>
      <E_7011>0.44</E_7011>
      <E_7014>0.56</E_7014>
      <E_7017>0.48</E_7017>
      <E_7018>Capítulo III. Epigrafe 2.3.1.3.i</E_7018>
      <E_7019>18</E_7019>
      <E_7021>2054000</E_7021>
      <E_7024>1735000</E_7024>
      <E_7027>0.81</E_7027>
      <E_7030>0.59</E_7030>
      <E_7033>0.77</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>2054000</E_7023>
      <E_7026>1735000</E_7026>
      <E_7029>0.81</E_7029>
      <E_7032>0.59</E_7032>
      <E_7035>0.77</E_7035>
      <E_7036>Capítulo II. Epigrafe 11.3.1.4.a.</E_7036>
      <Trigger1>
        <Denominacion>Serie B</Denominacion>
        <E_0854>2.25</E_0854>
        <E_0858>0.44</E_0858>
        <E_1858>0.46</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>0.44</E_0858>
        <E_1858>0.46</E_1858>
        <E_2858>Referencia del folleto: V.4.2 2.Aplicación</E_2858>
      </Trigger1>
      <InformeCumplimientoReglas>
        <DocAdjunto>
          <Nombre>BK06_20161128_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>45000</E_4862>
      <E_5862>11000</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.3.2 / 2</E_0871>
      <E_0872_A>20160131</E_0872_A>
      <E_0872_B>20160430</E_0872_B>
      <E_0872_C>20160731</E_0872_C>
      <E_0872_D>20161031</E_0872_D>
      <E_0873_A>98000</E_0873_A>
      <E_0873_B>312000</E_0873_B>
      <E_0873_C>498000</E_0873_C>
      <E_0873_D>645000</E_0873_D>
      <E_0873_M>1553000</E_0873_M>
      <E_0874_A>0</E_0874_A>
      <E_0874_B>0</E_0874_B>
      <E_0874_C>0</E_0874_C>
      <E_0874_D>0</E_0874_D>
      <E_0874_M>0</E_0874_M>
      <E_0875_A>0</E_0875_A>
      <E_0875_B>0</E_0875_B>
      <E_0875_C>0</E_0875_C>
      <E_0875_D>0</E_0875_D>
      <E_0875_M>0</E_0875_M>
      <E_0876_A>0</E_0876_A>
      <E_0876_B>0</E_0876_B>
      <E_0876_C>0</E_0876_C>
      <E_0876_D>-2000</E_0876_D>
      <E_0876_M>-2000</E_0876_M>
      <E_0877_A>-11000</E_0877_A>
      <E_0877_B>-43000</E_0877_B>
      <E_0877_C>-73000</E_0877_C>
      <E_0877_D>-100000</E_0877_D>
      <E_0877_M>-227000</E_0877_M>
      <E_0878_A>87000</E_0878_A>
      <E_0878_B>269000</E_0878_B>
      <E_0878_C>425000</E_0878_C>
      <E_0878_D>543000</E_0878_D>
      <E_0878_M>1324000</E_0878_M>
      <E_0879_A>0</E_0879_A>
      <E_0879_B>0</E_0879_B>
      <E_0879_C>0</E_0879_C>
      <E_0879_D>0</E_0879_D>
      <E_0879_M>0</E_0879_M>
      <E_0880_A>0</E_0880_A>
      <E_0880_B>0</E_0880_B>
      <E_0880_C>0</E_0880_C>
      <E_0880_D>0</E_0880_D>
      <E_0880_M>0</E_0880_M>
      <E_0881_A>-87000</E_0881_A>
      <E_0881_B>-269000</E_0881_B>
      <E_0881_C>-425000</E_0881_C>
      <E_0881_D>-543000</E_0881_D>
      <E_0881_M>-1324000</E_0881_M>
      <E_0882_A>0</E_0882_A>
      <E_0882_B>0</E_0882_B>
      <E_0882_C>0</E_0882_C>
      <E_0882_D>0</E_0882_D>
      <E_0882_M>0</E_0882_M>
      <E_0883_A>148000</E_0883_A>
      <E_0883_B>0</E_0883_B>
      <E_0883_C>21000</E_0883_C>
      <E_0883_D>138000</E_0883_D>
      <E_0883_M>307000</E_0883_M>
      <E_0884_A>2010000</E_0884_A>
      <E_0884_B>2191000</E_0884_B>
      <E_0884_C>2326000</E_0884_C>
      <E_0884_D>2306000</E_0884_D>
    </Comisiones>
    <NotasExplicativasEInformes />
  </TramiteFTAEP>
</TramiteCNMV>