﻿<?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>3685</NumRegistroFondo>
      <DenominacionFondo>BANKINTER 3 Fondo de Titulizacion Hipotecaria</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>
      <Modificaciones>Estado S.05.5 Cuadro A – Información relativa a comisiones: modificación de la información reportada en los epígrafes relativos a base de cálculo y porcentaje anual</Modificaciones>
    </DatosIdentificativos>
    <Balance>
      <E_0001>94942000</E_0001>
      <E_1001>118466000</E_1001>
      <E_0002>94942000</E_0002>
      <E_1002>118466000</E_1002>
      <E_0003>94942000</E_0003>
      <E_1003>118466000</E_1003>
      <E_0004>93685000</E_0004>
      <E_1004>116763000</E_1004>
      <E_0025>1257000</E_0025>
      <E_1025>1703000</E_1025>
      <E_1027>0</E_1027>
      <E_0041>39439000</E_0041>
      <E_1041>42291000</E_1041>
      <E_0042>71000</E_0042>
      <E_1042>39000</E_1042>
      <E_0043>18979000</E_0043>
      <E_1043>20669000</E_1043>
      <E_0044>17765000</E_0044>
      <E_1044>19398000</E_1044>
      <E_0045>17470000</E_0045>
      <E_1045>19069000</E_1045>
      <E_0065>30000</E_0065>
      <E_1065>49000</E_1065>
      <E_0066>1000</E_0066>
      <E_1066>1000</E_1066>
      <E_0067>263000</E_0067>
      <E_1067>277000</E_1067>
      <E_0068>1000</E_0068>
      <E_1068>2000</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>1214000</E_0074>
      <E_1074>1271000</E_1074>
      <E_0077>1214000</E_0077>
      <E_1077>1271000</E_1077>
      <E_0085>20389000</E_0085>
      <E_1085>21583000</E_1085>
      <E_0086>20389000</E_0086>
      <E_1086>21583000</E_1086>
      <E_0088>134381000</E_0088>
      <E_1088>160757000</E_1088>
      <E_0089>113103000</E_0089>
      <E_1089>137182000</E_1089>
      <E_0094>113103000</E_0094>
      <E_1094>137182000</E_1094>
      <E_0095>99067000</E_0095>
      <E_1095>122955000</E_1095>
      <E_0096>80286000</E_0096>
      <E_1096>102750000</E_1096>
      <E_0097>18781000</E_0097>
      <E_1097>20205000</E_1097>
      <E_0101>13225000</E_0101>
      <E_1101>13225000</E_1101>
      <E_0102>13225000</E_0102>
      <E_1102>13225000</E_1102>
      <E_1105>0</E_1105>
      <E_0108>811000</E_0108>
      <E_1108>1002000</E_1108>
      <E_0109>811000</E_0109>
      <E_1109>1002000</E_1109>
      <E_0117>22329000</E_0117>
      <E_1117>24864000</E_1117>
      <E_0123>22202000</E_0123>
      <E_1123>24727000</E_1123>
      <E_0124>19709000</E_0124>
      <E_1124>21674000</E_1124>
      <E_0125>18830000</E_0125>
      <E_1125>21050000</E_1125>
      <E_0126>840000</E_0126>
      <E_1126>516000</E_1126>
      <E_0128>39000</E_0128>
      <E_1128>108000</E_1128>
      <E_0129>0</E_0129>
      <E_1129>0</E_1129>
      <E_0131>19000</E_0131>
      <E_1131>27000</E_1131>
      <E_0132>0</E_0132>
      <E_1132>0</E_1132>
      <E_1135>0</E_1135>
      <E_0136>19000</E_0136>
      <E_1136>27000</E_1136>
      <E_0137>0</E_0137>
      <E_1137>0</E_1137>
      <E_0139>314000</E_0139>
      <E_1139>386000</E_1139>
      <E_0140>314000</E_0140>
      <E_1140>386000</E_1140>
      <E_0143>2160000</E_0143>
      <E_1143>2640000</E_1143>
      <E_0144>2160000</E_0144>
      <E_1144>2640000</E_1144>
      <E_0148>127000</E_0148>
      <E_1148>137000</E_1148>
      <E_0149>124000</E_0149>
      <E_1149>134000</E_1149>
      <E_0150>13000</E_0150>
      <E_1150>13000</E_1150>
      <E_0151>2000</E_0151>
      <E_1151>3000</E_1151>
      <E_0152>1000</E_0152>
      <E_1152>1000</E_1152>
      <E_0153>108000</E_0153>
      <E_1153>117000</E_1153>
      <E_0157>3000</E_0157>
      <E_1157>3000</E_1157>
      <E_0158>-1051000</E_0158>
      <E_1158>-1289000</E_1158>
      <E_0160>-1051000</E_0160>
      <E_1160>-1289000</E_1160>
      <E_0162>134381000</E_0162>
      <E_1162>160757000</E_1162>
    </Balance>
    <CuentaPerdidasGanancias>
      <E_0201>195000</E_0201>
      <E_2201>962000</E_2201>
      <E_3201>1536000</E_3201>
      <E_0202>195000</E_0202>
      <E_2202>962000</E_2202>
      <E_3202>1532000</E_3202>
      <E_0203>0</E_0203>
      <E_2203>0</E_2203>
      <E_3203>4000</E_3203>
      <E_0204>-84000</E_0204>
      <E_2204>-378000</E_2204>
      <E_3204>-763000</E_3204>
      <E_0205>-49000</E_0205>
      <E_2205>-255000</E_2205>
      <E_3205>-628000</E_3205>
      <E_0206>-23000</E_0206>
      <E_2206>-103000</E_2206>
      <E_3206>-135000</E_3206>
      <E_0207>-12000</E_0207>
      <E_2207>-20000</E_2207>
      <E_0208>-91000</E_0208>
      <E_2208>-395000</E_2208>
      <E_3208>-507000</E_3208>
      <E_0209>20000</E_0209>
      <E_2209>189000</E_2209>
      <E_3209>266000</E_3209>
      <E_0216>0</E_0216>
      <E_2216>0</E_2216>
      <E_3216>0</E_3216>
      <E_0217>-26000</E_0217>
      <E_2217>-189000</E_2217>
      <E_3217>-266000</E_3217>
      <E_0218>-5000</E_0218>
      <E_2218>-18000</E_2218>
      <E_3218>-18000</E_3218>
      <E_0219>-4000</E_0219>
      <E_2219>-16000</E_2219>
      <E_3219>-18000</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>-21000</E_0224>
      <E_2224>-171000</E_2224>
      <E_3224>-248000</E_3224>
      <E_0225>-16000</E_0225>
      <E_2225>-61000</E_2225>
      <E_3225>-61000</E_3225>
      <E_0226>-3000</E_0226>
      <E_2226>-13000</E_2226>
      <E_3226>-15000</E_3226>
      <E_0227>-2000</E_0227>
      <E_2227>-10000</E_2227>
      <E_3227>-7000</E_3227>
      <E_0228>0</E_0228>
      <E_2228>-75000</E_2228>
      <E_3228>-119000</E_3228>
      <E_0230>0</E_0230>
      <E_2230>-12000</E_2230>
      <E_3230>-46000</E_3230>
      <E_0231>0</E_0231>
      <E_2231>0</E_2231>
      <E_3231>0</E_3231>
      <E_0232>0</E_0232>
      <E_2232>0</E_2232>
      <E_3232>0</E_3232>
      <E_0238>1000</E_0238>
      <E_2238>0</E_2238>
      <E_3238>0</E_3238>
      <E_0239>5000</E_0239>
      <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>-35000</E_0300>
      <E_2300>-93000</E_2300>
      <E_3300>-117000</E_3300>
      <E_0301>9000</E_0301>
      <E_2301>106000</E_2301>
      <E_3301>146000</E_3301>
      <E_0302>196000</E_0302>
      <E_2302>979000</E_2302>
      <E_3302>1593000</E_3302>
      <E_0303>-48000</E_0303>
      <E_2303>-324000</E_2303>
      <E_3303>-689000</E_3303>
      <E_0304>0</E_0304>
      <E_2304>0</E_2304>
      <E_3304>60000</E_3304>
      <E_0305>-103000</E_0305>
      <E_2305>-419000</E_2305>
      <E_3305>-683000</E_3305>
      <E_0307>-24000</E_0307>
      <E_2307>-110000</E_2307>
      <E_3307>-139000</E_3307>
      <E_0308>-12000</E_0308>
      <E_2308>-20000</E_2308>
      <E_3308>4000</E_3308>
      <E_0309>-29000</E_0309>
      <E_2309>-168000</E_2309>
      <E_3309>-200000</E_3309>
      <E_0310>-15000</E_0310>
      <E_2310>-61000</E_2310>
      <E_3310>-61000</E_3310>
      <E_0311>-3000</E_0311>
      <E_2311>-13000</E_2311>
      <E_3311>-16000</E_3311>
      <E_0312>-2000</E_0312>
      <E_2312>-10000</E_2312>
      <E_3312>-7000</E_3312>
      <E_0313>-9000</E_0313>
      <E_2313>-84000</E_2313>
      <E_3313>-116000</E_3313>
      <E_0315>-15000</E_0315>
      <E_2315>-31000</E_2315>
      <E_3315>-63000</E_3315>
      <E_0320>-15000</E_0320>
      <E_2320>-31000</E_2320>
      <E_3320>-63000</E_3320>
      <E_0321>0</E_0321>
      <E_2321>0</E_2321>
      <E_3321>0</E_3321>
      <E_0322>-149000</E_0322>
      <E_2322>-1101000</E_2322>
      <E_3322>-1707000</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>-148000</E_0325>
      <E_2325>-631000</E_2325>
      <E_3325>-484000</E_3325>
      <E_0326>4265000</E_0326>
      <E_2326>17747000</E_2326>
      <E_3326>19731000</E_3326>
      <E_0327>1634000</E_0327>
      <E_2327>6586000</E_2327>
      <E_3327>6185000</E_3327>
      <E_0328>184000</E_0328>
      <E_2328>821000</E_2328>
      <E_3328>890000</E_3328>
      <E_0329>0</E_0329>
      <E_2329>0</E_2329>
      <E_3329>0</E_3329>
      <E_0330>0</E_0330>
      <E_2330>0</E_2330>
      <E_3330>0</E_3330>
      <E_0331>-6231000</E_0331>
      <E_2331>-25785000</E_2331>
      <E_3331>-27290000</E_3331>
      <E_0332>-1000</E_0332>
      <E_2332>-470000</E_2332>
      <E_3332>-1223000</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>-2000</E_3334>
      <E_0336>-1000</E_0336>
      <E_2336>-470000</E_2336>
      <E_3336>-1221000</E_3336>
      <E_0337>-184000</E_0337>
      <E_2337>-1194000</E_2337>
      <E_3337>-1824000</E_3337>
      <E_0338>20573000</E_0338>
      <E_2338>21583000</E_2338>
      <E_3338>23407000</E_3338>
      <E_0339>20389000</E_0339>
      <E_2339>20389000</E_2339>
      <E_3339>21583000</E_3339>
    </EstadoFlujosEfectivo>
    <IngresosGastosReconocidos>
      <E_0357>154000</E_0357>
      <E_2357>-157000</E_2357>
      <E_3357>211000</E_3357>
      <E_0358>154000</E_0358>
      <E_2358>-157000</E_2358>
      <E_3358>211000</E_3358>
      <E_0360>91000</E_0360>
      <E_2360>395000</E_2360>
      <E_3360>507000</E_3360>
      <E_0362>-245000</E_0362>
      <E_2362>-238000</E_2362>
      <E_3362>-718000</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>1.35</E_0380>
      <E_0420>0</E_0420>
      <E_0440>5.49</E_0440>
      <E_1380>1.44</E_1380>
      <E_1420>0</E_1420>
      <E_1440>4.19</E_1440>
      <E_2380>0</E_2380>
      <E_2400>0</E_2400>
      <E_2440>6</E_2440>
      <E_0460>62</E_0460>
      <E_0467>13000</E_0467>
      <E_0474>0</E_0474>
      <E_0481>0</E_0481>
      <E_0488>13000</E_0488>
      <E_0495>1823000</E_0495>
      <E_0502>0</E_0502>
      <E_0509>1836000</E_0509>
      <E_0461>16</E_0461>
      <E_0468>10000</E_0468>
      <E_0475>0</E_0475>
      <E_0482>0</E_0482>
      <E_0489>10000</E_0489>
      <E_0496>634000</E_0496>
      <E_0503>0</E_0503>
      <E_0510>644000</E_0510>
      <E_0462>11</E_0462>
      <E_0469>15000</E_0469>
      <E_0476>0</E_0476>
      <E_0483>0</E_0483>
      <E_0490>15000</E_0490>
      <E_0497>230000</E_0497>
      <E_0504>0</E_0504>
      <E_0511>245000</E_0511>
      <E_0463>4</E_0463>
      <E_0470>7000</E_0470>
      <E_0477>0</E_0477>
      <E_0484>0</E_0484>
      <E_0491>7000</E_0491>
      <E_0498>90000</E_0498>
      <E_0505>0</E_0505>
      <E_0512>97000</E_0512>
      <E_0464>2</E_0464>
      <E_0471>3000</E_0471>
      <E_0478>0</E_0478>
      <E_0485>1000</E_0485>
      <E_0492>4000</E_0492>
      <E_0499>45000</E_0499>
      <E_0506>0</E_0506>
      <E_0513>49000</E_0513>
      <E_0465>25</E_0465>
      <E_0472>233000</E_0472>
      <E_0479>2000</E_0479>
      <E_0486>24000</E_0486>
      <E_0493>259000</E_0493>
      <E_0500>590000</E_0500>
      <E_0507>0</E_0507>
      <E_0514>849000</E_0514>
      <E_0466>120</E_0466>
      <E_0473>281000</E_0473>
      <E_0480>2000</E_0480>
      <E_0487>25000</E_0487>
      <E_0494>308000</E_0494>
      <E_0501>3412000</E_0501>
      <E_0508>0</E_0508>
      <E_1515>3720000</E_1515>
      <E_0515>62</E_0515>
      <E_0522>13000</E_0522>
      <E_0529>0</E_0529>
      <E_0536>0</E_0536>
      <E_0543>13000</E_0543>
      <E_0550>1823000</E_0550>
      <E_0557>0</E_0557>
      <E_0564>1836000</E_0564>
      <E_0571>7545000</E_0571>
      <E_0578>7545000</E_0578>
      <E_0584>24.33</E_0584>
      <E_0516>16</E_0516>
      <E_0523>10000</E_0523>
      <E_0530>0</E_0530>
      <E_0537>0</E_0537>
      <E_0544>10000</E_0544>
      <E_0551>634000</E_0551>
      <E_0558>0</E_0558>
      <E_0565>644000</E_0565>
      <E_0572>2416000</E_0572>
      <E_0579>2416000</E_0579>
      <E_0585>26.66</E_0585>
      <E_0517>11</E_0517>
      <E_0524>15000</E_0524>
      <E_0531>0</E_0531>
      <E_0538>0</E_0538>
      <E_0545>15000</E_0545>
      <E_0552>230000</E_0552>
      <E_0559>0</E_0559>
      <E_0566>245000</E_0566>
      <E_0573>1094000</E_0573>
      <E_0580>1094000</E_0580>
      <E_0586>22.39</E_0586>
      <E_0518>4</E_0518>
      <E_0525>7000</E_0525>
      <E_0532>0</E_0532>
      <E_0539>0</E_0539>
      <E_0546>7000</E_0546>
      <E_0553>90000</E_0553>
      <E_0560>0</E_0560>
      <E_0567>97000</E_0567>
      <E_0574>307000</E_0574>
      <E_0581>307000</E_0581>
      <E_0587>31.60</E_0587>
      <E_0519>2</E_0519>
      <E_0526>3000</E_0526>
      <E_0533>0</E_0533>
      <E_0540>1000</E_0540>
      <E_0547>4000</E_0547>
      <E_0554>45000</E_0554>
      <E_0561>0</E_0561>
      <E_0568>49000</E_0568>
      <E_0575>120000</E_0575>
      <E_0582>120000</E_0582>
      <E_0588>40.83</E_0588>
      <E_0520>25</E_0520>
      <E_0527>233000</E_0527>
      <E_0534>2000</E_0534>
      <E_0541>24000</E_0541>
      <E_0548>259000</E_0548>
      <E_0555>590000</E_0555>
      <E_0562>0</E_0562>
      <E_0569>849000</E_0569>
      <E_0576>2566000</E_0576>
      <E_0583>2566000</E_0583>
      <E_0589>33.09</E_0589>
      <E_0521>120</E_0521>
      <E_0528>281000</E_0528>
      <E_0535>2000</E_0535>
      <E_0542>25000</E_0542>
      <E_0549>308000</E_0549>
      <E_0556>3412000</E_0556>
      <E_0563>0</E_0563>
      <E_0570>3720000</E_0570>
      <E_0577>14048000</E_0577>
      <E_0590>26.48</E_0590>
      <E_0600>1259000</E_0600>
      <E_1600>1292000</E_1600>
      <E_2600>91000</E_2600>
      <E_0601>2987000</E_0601>
      <E_1601>491000</E_1601>
      <E_2601>129000</E_2601>
      <E_0602>8006000</E_0602>
      <E_1602>4857000</E_1602>
      <E_2602>963000</E_2602>
      <E_0603>7971000</E_0603>
      <E_1603>11784000</E_1603>
      <E_2603>2730000</E_2603>
      <E_0604>569000</E_0604>
      <E_1604>10920000</E_1604>
      <E_2604>3341000</E_2604>
      <E_0605>48416000</E_0605>
      <E_1605>58315000</E_1605>
      <E_2605>89450000</E_2605>
      <E_0606>43467000</E_0606>
      <E_1606>50153000</E_1606>
      <E_2606>1225802000</E_2606>
      <E_0607>112675000</E_0607>
      <E_1607>137812000</E_1607>
      <E_2607>1322506000</E_2607>
      <E_0608>9.28</E_0608>
      <E_1608>9.91</E_1608>
      <E_2608>19.37</E_2608>
      <E_0609>17.15</E_0609>
      <E_1609>16.17</E_1609>
      <E_2609>2.09</E_2609>
      <E_0620>4202</E_0620>
      <E_0630>96432000</E_0630>
      <E_1620>4440</E_1620>
      <E_1630>113006000</E_1630>
      <E_2620>3473</E_2620>
      <E_2630>149179000</E_2630>
      <E_0621>303</E_0621>
      <E_0631>16243000</E_0631>
      <E_1621>442</E_1621>
      <E_1631>24806000</E_1631>
      <E_2621>5840</E_2621>
      <E_2631>394587000</E_2631>
      <E_0622>0</E_0622>
      <E_0632>0</E_0632>
      <E_1622>0</E_1622>
      <E_1632>0</E_1632>
      <E_2622>9907</E_2622>
      <E_2632>778740000</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>4505</E_0628>
      <E_0638>112675000</E_0638>
      <E_1628>4882</E_1628>
      <E_1638>137812000</E_1638>
      <E_2628>19220</E_2628>
      <E_2638>1322506000</E_2638>
      <E_0639>26.47</E_0639>
      <E_1639>28.46</E_1639>
      <E_2639>60.58</E_2639>
      <E_0650>0.77</E_0650>
      <E_1650>1.01</E_1650>
      <E_2650>5.25</E_2650>
      <E_0651>3.66</E_0651>
      <E_1651>4.03</E_1651>
      <E_2651>8.12</E_2651>
      <E_0652>0.33</E_0652>
      <E_1652>0.48</E_1652>
      <E_2652>3.50</E_2652>
      <E_0660>459</E_0660>
      <E_0683>9121000</E_0683>
      <E_1660>480</E_1660>
      <E_1683>11204000</E_1683>
      <E_2660>1829</E_2660>
      <E_2683>103136000</E_2683>
      <E_0661>135</E_0661>
      <E_0684>2828000</E_0684>
      <E_1661>142</E_1661>
      <E_1684>3457000</E_1684>
      <E_2661>513</E_2661>
      <E_2684>34465000</E_2684>
      <E_0662>188</E_0662>
      <E_0685>4547000</E_0685>
      <E_1662>205</E_1662>
      <E_1685>5760000</E_1685>
      <E_2662>635</E_2662>
      <E_2685>40417000</E_2685>
      <E_0663>60</E_0663>
      <E_0686>1676000</E_0686>
      <E_1663>63</E_1663>
      <E_1686>2019000</E_1686>
      <E_2663>280</E_2663>
      <E_2686>20054000</E_2686>
      <E_0664>150</E_0664>
      <E_0687>3918000</E_0687>
      <E_1664>155</E_1664>
      <E_1687>4577000</E_1687>
      <E_2664>652</E_2664>
      <E_2687>42880000</E_2687>
      <E_0665>180</E_0665>
      <E_0688>3775000</E_0688>
      <E_1665>192</E_1665>
      <E_1688>4568000</E_1688>
      <E_2665>670</E_2665>
      <E_2688>41005000</E_2688>
      <E_0666>288</E_0666>
      <E_0689>6123000</E_0689>
      <E_1666>308</E_1666>
      <E_1689>7502000</E_1689>
      <E_2666>1216</E_2666>
      <E_2689>76745000</E_2689>
      <E_0667>128</E_0667>
      <E_0690>2740000</E_0690>
      <E_1667>142</E_1667>
      <E_1690>3390000</E_1690>
      <E_2667>536</E_2667>
      <E_2690>29378000</E_2690>
      <E_0668>632</E_0668>
      <E_0691>19606000</E_0691>
      <E_1668>698</E_1668>
      <E_1691>23767000</E_1691>
      <E_2668>2350</E_2668>
      <E_2691>189670000</E_2691>
      <E_0670>43</E_0670>
      <E_0693>775000</E_0693>
      <E_1670>46</E_1670>
      <E_1693>930000</E_1693>
      <E_2670>173</E_2670>
      <E_2693>8986000</E_2693>
      <E_0671>351</E_0671>
      <E_0694>8513000</E_0694>
      <E_1671>370</E_1671>
      <E_1694>10103000</E_1694>
      <E_2671>1088</E_2671>
      <E_2694>73953000</E_2694>
      <E_0672>907</E_0672>
      <E_0695>26623000</E_0695>
      <E_1672>1013</E_1672>
      <E_1695>33072000</E_1695>
      <E_2672>4564</E_2672>
      <E_2695>374152000</E_2695>
      <E_2673>6</E_2673>
      <E_2696>217000</E_2696>
      <E_0674>136</E_0674>
      <E_0697>2474000</E_0697>
      <E_1674>151</E_1674>
      <E_1697>3217000</E_1697>
      <E_2674>548</E_2674>
      <E_2697>29727000</E_2697>
      <E_0675>24</E_0675>
      <E_0698>563000</E_0698>
      <E_1675>26</E_1675>
      <E_1698>697000</E_1698>
      <E_2675>139</E_2675>
      <E_2698>10449000</E_2698>
      <E_0676>6</E_0676>
      <E_0699>115000</E_0699>
      <E_1676>7</E_1676>
      <E_1699>147000</E_1699>
      <E_2676>41</E_2676>
      <E_2699>2672000</E_2699>
      <E_0677>345</E_0677>
      <E_0700>5796000</E_0700>
      <E_1677>371</E_1677>
      <E_1700>7230000</E_1700>
      <E_2677>2208</E_2677>
      <E_2700>107898000</E_2700>
      <E_0678>473</E_0678>
      <E_0701>13482000</E_0701>
      <E_1678>513</E_1678>
      <E_1701>16172000</E_1701>
      <E_2678>1772</E_2678>
      <E_2701>136702000</E_2701>
      <E_0679>4505</E_0679>
      <E_0702>112675000</E_0702>
      <E_1679>4882</E_1679>
      <E_1702>137812000</E_1702>
      <E_2679>19220</E_2679>
      <E_2702>1322506000</E_2702>
      <E_0682>4505</E_0682>
      <E_0705>112675000</E_0705>
      <E_1682>4882</E_1682>
      <E_1705>137812000</E_1705>
      <E_2682>19220</E_2682>
      <E_2705>1322506000</E_2705>
      <E_0710>1.21</E_0710>
      <E_1710>1.09</E_1710>
      <E_2710>0.23</E_2710>
    </ActivosTitulizados>
    <Obligaciones>
      <MercadoCotizacion>AIAF</MercadoCotizacion>
      <DetalleImportePendiente>
        <Serie>ES0314019003</Serie>
        <Denominacion>SERIEA</Denominacion>
        <E_0720>12736</E_0720>
        <E_0721>8000</E_0721>
        <E_0722>99114000</E_0722>
        <E_1720>12736</E_1720>
        <E_1721>10000</E_1721>
        <E_1722>123799000</E_1722>
        <E_2720>12736</E_2720>
        <E_2721>100000</E_2721>
        <E_2722>1273600000</E_2722>
      </DetalleImportePendiente>
      <DetalleImportePendiente>
        <Serie>ES0314019011</Serie>
        <Denominacion>SERIEB</Denominacion>
        <E_0720>337</E_0720>
        <E_0721>13000</E_0721>
        <E_0722>4421000</E_0722>
        <E_1720>337</E_1720>
        <E_1721>16000</E_1721>
        <E_1722>5521000</E_1722>
        <E_2720>337</E_2720>
        <E_2721>100000</E_2721>
        <E_2722>33700000</E_2722>
      </DetalleImportePendiente>
      <DetalleImportePendiente>
        <Serie>ES0314019029</Serie>
        <Denominacion>SERIEC</Denominacion>
        <E_0720>152</E_0720>
        <E_0721>100000</E_0721>
        <E_0722>15200000</E_0722>
        <E_1720>152</E_1720>
        <E_1721>100000</E_1721>
        <E_1722>15200000</E_1722>
        <E_2720>152</E_2720>
        <E_2721>100000</E_2721>
        <E_2722>15200000</E_2722>
      </DetalleImportePendiente>
      <E_0723>13225</E_0723>
      <E_0724>118735000</E_0724>
      <E_1723>13225</E_1723>
      <E_1724>144520000</E_1724>
      <E_2723>13225</E_2723>
      <E_2724>1322500000</E_2724>
      <DetalleInteres>
        <Serie>ES0314019003</Serie>
        <Denominacion>SERIEA</Denominacion>
        <E_0730>NS</E_0730>
        <E_0731>Euribor 03 meses</E_0731>
        <E_0732>0.26</E_0732>
        <E_0733>0</E_0733>
        <E_0734>0</E_0734>
        <E_0735>0</E_0735>
        <E_0742>N</E_0742>
        <E_0736>99114000</E_0736>
        <E_0737>0</E_0737>
        <E_0738>99114000</E_0738>
        <E_0739>0</E_0739>
      </DetalleInteres>
      <DetalleInteres>
        <Serie>ES0314019011</Serie>
        <Denominacion>SERIEB</Denominacion>
        <E_0730>S</E_0730>
        <E_0731>Euribor 03 meses</E_0731>
        <E_0732>0.58</E_0732>
        <E_0733>0.27</E_0733>
        <E_0734>3000</E_0734>
        <E_0735>0</E_0735>
        <E_0742>N</E_0742>
        <E_0736>4421000</E_0736>
        <E_0737>0</E_0737>
        <E_0738>4424000</E_0738>
        <E_0739>0</E_0739>
      </DetalleInteres>
      <DetalleInteres>
        <Serie>ES0314019029</Serie>
        <Denominacion>SERIEC</Denominacion>
        <E_0730>S</E_0730>
        <E_0731>Euribor 03 meses</E_0731>
        <E_0732>1.46</E_0732>
        <E_0733>1.15</E_0733>
        <E_0734>36000</E_0734>
        <E_0735>0</E_0735>
        <E_0742>N</E_0742>
        <E_0736>15200000</E_0736>
        <E_0737>0</E_0737>
        <E_0738>15236000</E_0738>
        <E_0739>0</E_0739>
      </DetalleInteres>
      <E_0740>39000</E_0740>
      <E_0741>0</E_0741>
      <E_0743>118735000</E_0743>
      <E_0744>0</E_0744>
      <E_0745>118774000</E_0745>
      <E_0746>0</E_0746>
      <E_0747>0.20</E_0747>
      <E_0748>0.40</E_0748>
      <E_0749>3.86</E_0749>
      <DetalleAmortizacion>
        <Serie>ES0314019003</Serie>
        <Denominacion>SERIEA</Denominacion>
        <E_0750>5965000</E_0750>
        <E_0751>1174486000</E_0751>
        <E_0752>0</E_0752>
        <E_0753>208071000</E_0753>
      </DetalleAmortizacion>
      <DetalleAmortizacion>
        <Serie>ES0314019011</Serie>
        <Denominacion>SERIEB</Denominacion>
        <E_0750>266000</E_0750>
        <E_0751>29279000</E_0751>
        <E_0752>3000</E_0752>
        <E_0753>8859000</E_0753>
      </DetalleAmortizacion>
      <DetalleAmortizacion>
        <Serie>ES0314019029</Serie>
        <Denominacion>SERIEC</Denominacion>
        <E_0750>0</E_0750>
        <E_0751>0</E_0751>
        <E_0752>45000</E_0752>
        <E_0753>7593000</E_0753>
      </DetalleAmortizacion>
      <E_0754>6231000</E_0754>
      <E_0755>1203765000</E_0755>
      <E_0756>48000</E_0756>
      <E_0757>224523000</E_0757>
      <DetalleCalificacionCrediticia>
        <Serie>ES0314019003</Serie>
        <Denominacion>SERIEA</Denominacion>
        <E_0760>20150223</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>ES0314019003</Serie>
        <Denominacion>SERIEA</Denominacion>
        <E_0760>20151231</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>ES0314019011</Serie>
        <Denominacion>SERIEB</Denominacion>
        <E_0760>20150223</E_0760>
        <E_0761>MDY</E_0761>
        <E_0762>Aa2sf</E_0762>
        <E_0763>Aa2sf</E_0763>
        <E_0764>A2</E_0764>
      </DetalleCalificacionCrediticia>
      <DetalleCalificacionCrediticia>
        <Serie>ES0314019011</Serie>
        <Denominacion>SERIEB</Denominacion>
        <E_0760>20151231</E_0760>
        <E_0761>SYP</E_0761>
        <E_0762>AA-sf</E_0762>
        <E_0763>AA-sf</E_0763>
        <E_0764>A+</E_0764>
      </DetalleCalificacionCrediticia>
      <DetalleCalificacionCrediticia>
        <Serie>ES0314019029</Serie>
        <Denominacion>SERIEC</Denominacion>
        <E_0760>20160514</E_0760>
        <E_0761>MDY</E_0761>
        <E_0762>Aa3sf</E_0762>
        <E_0763>A1sf</E_0763>
        <E_0764>Baa3</E_0764>
      </DetalleCalificacionCrediticia>
      <DetalleCalificacionCrediticia>
        <Serie>ES0314019029</Serie>
        <Denominacion>SERIEC</Denominacion>
        <E_0760>20150218</E_0760>
        <E_0761>SYP</E_0761>
        <E_0762>BBBsf</E_0762>
        <E_0763>BBBsf</E_0763>
        <E_0764>BBB+</E_0764>
      </DetalleCalificacionCrediticia>
      <E_0771>118735000</E_0771>
      <E_1771>144520000</E_1771>
      <E_2771>1322500000</E_2771>
      <E_0772>118735000</E_0772>
      <E_1772>144520000</E_1772>
      <E_2772>1322500000</E_2772>
      <E_0773>21.81</E_0773>
      <E_1773>22.81</E_1773>
      <E_2773>37.01</E_2773>
    </Obligaciones>
    <OtraInformacionFondo>
      <E_0775>13225000</E_0775>
      <E_1775>13225000</E_1775>
      <E_0776>13225000</E_0776>
      <E_1776>13225000</E_1776>
      <E_0777>11.14</E_0777>
      <E_1777>9.15</E_1777>
      <E_0778>SGSE</E_0778>
      <E_1778>SGSE</E_1778>
      <E_0779>A/A1</E_0779>
      <E_1779>A/A1</E_1779>
      <E_0791>S</E_0791>
      <E_1791>S</E_1791>
      <E_2791>S</E_2791>
      <E_0792>83.48</E_0792>
      <E_1792>85.66</E_1792>
      <E_2792>96.30</E_2792>
      <DetallePermuta>
        <Descripcion>Permuta de intereses</Descripcion>
        <E_0800>BANKINTER</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>-1125000</E_0806>
        <E_1806>-1388000</E_1806>
        <E_2806>-2199000</E_2806>
      </DetallePermuta>
      <E_0808>-1125000</E_0808>
      <E_0809>-1388000</E_0809>
      <E_0810>-2199000</E_0810>
    </OtraInformacionFondo>
    <Cumplimiento>
      <E_7002>90</E_7002>
      <E_7003>1213000</E_7003>
      <E_7006>1365000</E_7006>
      <E_7009>1.08</E_7009>
      <E_7012>0.99</E_7012>
      <E_7015>1.05</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>1213000</E_7005>
      <E_7008>1365000</E_7008>
      <E_7011>1.08</E_7011>
      <E_7014>0.99</E_7014>
      <E_7017>1.05</E_7017>
      <E_7018>Capítulo II. Epigrafe 11.3.2.1.6.a.</E_7018>
      <E_7019>18</E_7019>
      <E_7021>514000</E_7021>
      <E_7024>527000</E_7024>
      <E_7027>0.46</E_7027>
      <E_7030>0.38</E_7030>
      <E_7033>0.44</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>514000</E_7023>
      <E_7026>527000</E_7026>
      <E_7029>0.46</E_7029>
      <E_7032>0.38</E_7032>
      <E_7035>0.44</E_7035>
      <E_7036>No definido</E_7036>
      <Trigger1>
        <Denominacion>Serie B</Denominacion>
        <E_0854>6</E_0854>
        <E_0858>1.08</E_0858>
        <E_1858>1</E_1858>
        <E_2858>Referencia del folleto: V.4.1.</E_2858>
      </Trigger1>
      <Trigger3>
        <Denominacion>FR</Denominacion>
        <E_0856>2.50</E_0856>
        <E_0860>1.08</E_0860>
        <E_1860>1</E_1860>
        <E_2860>Referencia del folleto: V.3.2</E_2860>
      </Trigger3>
      <InformeCumplimientoReglas>
        <DocAdjunto>
          <Nombre>BK03_20161017_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>53000</E_4862>
      <E_5862>15000</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>
      <E_0872_A>20161231</E_0872_A>
      <E_0873_A>188000</E_0873_A>
      <E_0873_M>188000</E_0873_M>
      <E_0874_A>0</E_0874_A>
      <E_0874_M>0</E_0874_M>
      <E_0875_A>0</E_0875_A>
      <E_0875_M>0</E_0875_M>
      <E_0876_A>0</E_0876_A>
      <E_0876_M>0</E_0876_M>
      <E_0877_A>-114000</E_0877_A>
      <E_0877_M>-114000</E_0877_M>
      <E_0878_A>74000</E_0878_A>
      <E_0878_M>74000</E_0878_M>
      <E_0879_A>0</E_0879_A>
      <E_0879_M>0</E_0879_M>
      <E_0880_A>0</E_0880_A>
      <E_0880_M>0</E_0880_M>
      <E_0881_A>-74000</E_0881_A>
      <E_0881_M>-74000</E_0881_M>
      <E_0882_A>0</E_0882_A>
      <E_0882_M>0</E_0882_M>
      <E_0883_A>84000</E_0883_A>
      <E_0883_M>84000</E_0883_M>
      <E_0884_A>33000</E_0884_A>
    </Comisiones>
    <NotasExplicativasEInformes />
  </TramiteFTAEP>
</TramiteCNMV>