﻿<?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>8722</NumRegistroFondo>
      <DenominacionFondo>MBS BANCAJA 4  Fondo de Titulización de Activos</DenominacionFondo>
      <DenominacionGestora>EUROPEA DE TITULIZACION S.A., S.G.F.T.</DenominacionGestora>
      <EstadoAgregado>NO</EstadoAgregado>
      <FondoAbierto>NO</FondoAbierto>
      <FechaPeriodo>20190331</FechaPeriodo>
      <PersonaContacto>
        <Nombre></Nombre>
        <Email></Email>
        <Telefono></Telefono>
        <Cargo></Cargo>
      </PersonaContacto>
    </DatosIdentificativos>
    <Balance>
      <E_0001>396217000</E_0001>
      <E_1001>410646000</E_1001>
      <E_0002>396217000</E_0002>
      <E_1002>410646000</E_1002>
      <E_0003>396217000</E_0003>
      <E_1003>410646000</E_1003>
      <E_0005>366146000</E_0005>
      <E_1005>379421000</E_1005>
      <E_0025>30306000</E_0025>
      <E_1025>31471000</E_1025>
      <E_0027>-235000</E_0027>
      <E_1027>-246000</E_1027>
      <E_0041>93786000</E_0041>
      <E_1041>95580000</E_1041>
      <E_0042>3216000</E_0042>
      <E_1042>2993000</E_1042>
      <E_0043>52727000</E_0043>
      <E_1043>53186000</E_1043>
      <E_0044>52385000</E_0044>
      <E_1044>53049000</E_1044>
      <E_0046>40310000</E_0046>
      <E_1046>41168000</E_1046>
      <E_0065>184000</E_0065>
      <E_1065>186000</E_1065>
      <E_0066>13000</E_0066>
      <E_1066>10000</E_1066>
      <E_0067>11813000</E_0067>
      <E_1067>11617000</E_1067>
      <E_0068>160000</E_0068>
      <E_1068>162000</E_1068>
      <E_0069>-95000</E_0069>
      <E_1069>-94000</E_1069>
      <E_0071>0</E_0071>
      <E_1071>0</E_1071>
      <E_0072>0</E_0072>
      <E_1072>0</E_1072>
      <E_0074>342000</E_0074>
      <E_1074>137000</E_1074>
      <E_0077>342000</E_0077>
      <E_1077>137000</E_1077>
      <E_0085>37843000</E_0085>
      <E_1085>39401000</E_1085>
      <E_0086>37843000</E_0086>
      <E_1086>39401000</E_1086>
      <E_0088>490003000</E_0088>
      <E_1088>506226000</E_1088>
      <E_0089>406666000</E_0089>
      <E_1089>420377000</E_1089>
      <E_0094>406666000</E_0094>
      <E_1094>420377000</E_1094>
      <E_0095>402912000</E_0095>
      <E_1095>417103000</E_1095>
      <E_0096>0</E_0096>
      <E_1096>0</E_1096>
      <E_0097>402912000</E_0097>
      <E_1097>417103000</E_1097>
      <E_0101>0</E_0101>
      <E_1101>0</E_1101>
      <E_0102>0</E_0102>
      <E_1102>0</E_1102>
      <E_0108>3753000</E_0108>
      <E_1108>3273000</E_1108>
      <E_0109>3753000</E_0109>
      <E_1109>3273000</E_1109>
      <E_0112>1000</E_0112>
      <E_1112>1000</E_1112>
      <E_0114>1000</E_0114>
      <E_1114>1000</E_1114>
      <E_0117>87857000</E_0117>
      <E_1117>89875000</E_1117>
      <E_0123>55942000</E_0123>
      <E_1123>57781000</E_1123>
      <E_0124>49392000</E_0124>
      <E_1124>51130000</E_1124>
      <E_0125>0</E_0125>
      <E_1125>0</E_1125>
      <E_0126>44777000</E_0126>
      <E_1126>46728000</E_1126>
      <E_0128>171000</E_0128>
      <E_1128>175000</E_1128>
      <E_0129>4444000</E_0129>
      <E_1129>4227000</E_1129>
      <E_0131>1549000</E_0131>
      <E_1131>1544000</E_1131>
      <E_0132>1360000</E_0132>
      <E_1132>1361000</E_1132>
      <E_0136>4000</E_0136>
      <E_1136>4000</E_1136>
      <E_0137>185000</E_0137>
      <E_1137>179000</E_1137>
      <E_0139>866000</E_0139>
      <E_1139>856000</E_1139>
      <E_0140>866000</E_0140>
      <E_1140>856000</E_1140>
      <E_0143>4135000</E_0143>
      <E_1143>4251000</E_1143>
      <E_0144>4135000</E_0144>
      <E_1144>4251000</E_1144>
      <E_0148>31915000</E_0148>
      <E_1148>32094000</E_1148>
      <E_0149>31898000</E_0149>
      <E_1149>32081000</E_1149>
      <E_0150>13000</E_0150>
      <E_1150>13000</E_1150>
      <E_0151>820000</E_0151>
      <E_1151>809000</E_1151>
      <E_0152>0</E_0152>
      <E_1152>0</E_1152>
      <E_0153>31290000</E_0153>
      <E_1153>31290000</E_1153>
      <E_0155>-225000</E_0155>
      <E_1155>-31000</E_1155>
      <E_0157>17000</E_0157>
      <E_1157>13000</E_1157>
      <E_0158>-4520000</E_0158>
      <E_1158>-4026000</E_1158>
      <E_0160>-4520000</E_0160>
      <E_1160>-4026000</E_1160>
      <E_0162>490003000</E_0162>
      <E_1162>506226000</E_1162>
    </Balance>
    <CuentaPerdidasGanancias>
      <E_0201>872000</E_0201>
      <E_1201>978000</E_1201>
      <E_2201>872000</E_2201>
      <E_3201>978000</E_3201>
      <E_0202>872000</E_0202>
      <E_1202>978000</E_1202>
      <E_2202>872000</E_2202>
      <E_3202>978000</E_3202>
      <E_0203>0</E_0203>
      <E_1203>0</E_1203>
      <E_2203>0</E_2203>
      <E_3203>0</E_3203>
      <E_0204>-256000</E_0204>
      <E_1204>-255000</E_1204>
      <E_2204>-256000</E_2204>
      <E_3204>-255000</E_3204>
      <E_0205>-226000</E_0205>
      <E_1205>-224000</E_1205>
      <E_2205>-226000</E_2205>
      <E_3205>-224000</E_3205>
      <E_0206>-6000</E_0206>
      <E_1206>-6000</E_1206>
      <E_2206>-6000</E_2206>
      <E_3206>-6000</E_3206>
      <E_0207>-24000</E_0207>
      <E_1207>-25000</E_1207>
      <E_2207>-24000</E_2207>
      <E_3207>-25000</E_3207>
      <E_0208>-147000</E_0208>
      <E_1208>-221000</E_1208>
      <E_2208>-147000</E_2208>
      <E_3208>-221000</E_3208>
      <E_0209>469000</E_0209>
      <E_1209>502000</E_1209>
      <E_2209>469000</E_2209>
      <E_3209>502000</E_3209>
      <E_0216>2000</E_0216>
      <E_1216>0</E_1216>
      <E_2216>2000</E_2216>
      <E_3216>0</E_3216>
      <E_0217>-55000</E_0217>
      <E_1217>-43000</E_1217>
      <E_2217>-55000</E_2217>
      <E_3217>-43000</E_3217>
      <E_0218>-9000</E_0218>
      <E_1218>-10000</E_1218>
      <E_2218>-9000</E_2218>
      <E_3218>-10000</E_3218>
      <E_0219>-8000</E_0219>
      <E_1219>-9000</E_1219>
      <E_2219>-8000</E_2219>
      <E_3219>-9000</E_3219>
      <E_0220>0</E_0220>
      <E_1220>0</E_1220>
      <E_2220>0</E_2220>
      <E_3220>0</E_3220>
      <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>-46000</E_0224>
      <E_1224>-33000</E_1224>
      <E_2224>-46000</E_2224>
      <E_3224>-33000</E_3224>
      <E_0225>-17000</E_0225>
      <E_1225>-18000</E_1225>
      <E_2225>-17000</E_2225>
      <E_3225>-18000</E_3225>
      <E_0226>-11000</E_0226>
      <E_1226>-13000</E_1226>
      <E_2226>-11000</E_2226>
      <E_3226>-13000</E_3226>
      <E_0227>-2000</E_0227>
      <E_1227>-2000</E_1227>
      <E_2227>-2000</E_2227>
      <E_3227>-2000</E_3227>
      <E_0228>0</E_0228>
      <E_1228>0</E_1228>
      <E_2228>0</E_2228>
      <E_3228>0</E_3228>
      <E_0230>-16000</E_0230>
      <E_1230>0</E_1230>
      <E_2230>-16000</E_2230>
      <E_3230>0</E_3230>
      <E_0231>-325000</E_0231>
      <E_1231>-188000</E_1231>
      <E_2231>-325000</E_2231>
      <E_3231>-188000</E_3231>
      <E_0232>-325000</E_0232>
      <E_1232>-188000</E_1232>
      <E_2232>-325000</E_2232>
      <E_3232>-188000</E_3232>
      <E_0238>-285000</E_0238>
      <E_1238>-289000</E_1238>
      <E_2238>-285000</E_2238>
      <E_3238>-289000</E_3238>
      <E_0239>194000</E_0239>
      <E_1239>18000</E_1239>
      <E_2239>194000</E_2239>
      <E_3239>18000</E_3239>
      <E_0240>0</E_0240>
      <E_1240>0</E_1240>
      <E_2240>0</E_2240>
      <E_3240>0</E_3240>
      <E_0242>0</E_0242>
      <E_1242>0</E_1242>
      <E_2242>0</E_2242>
      <E_3242>0</E_3242>
    </CuentaPerdidasGanancias>
    <EstadoFlujosEfectivo>
      <E_0300>550000</E_0300>
      <E_1300>584000</E_1300>
      <E_2300>550000</E_2300>
      <E_3300>584000</E_3300>
      <E_0301>589000</E_0301>
      <E_1301>610000</E_1301>
      <E_2301>589000</E_2301>
      <E_3301>610000</E_3301>
      <E_0302>777000</E_0302>
      <E_1302>909000</E_1302>
      <E_2302>777000</E_2302>
      <E_3302>909000</E_3302>
      <E_0303>-13000</E_0303>
      <E_1303>-12000</E_1303>
      <E_2303>-13000</E_2303>
      <E_3303>-12000</E_3303>
      <E_0304>205000</E_0304>
      <E_1304>160000</E_1304>
      <E_2304>205000</E_2304>
      <E_3304>160000</E_3304>
      <E_0305>-356000</E_0305>
      <E_1305>-422000</E_1305>
      <E_2305>-356000</E_2305>
      <E_3305>-422000</E_3305>
      <E_0307>0</E_0307>
      <E_1307>0</E_1307>
      <E_2307>0</E_2307>
      <E_3307>0</E_3307>
      <E_0308>-24000</E_0308>
      <E_1308>-25000</E_1308>
      <E_2308>-24000</E_2308>
      <E_3308>-25000</E_3308>
      <E_0309>-19000</E_0309>
      <E_1309>-21000</E_1309>
      <E_2309>-19000</E_2309>
      <E_3309>-21000</E_3309>
      <E_0310>-17000</E_0310>
      <E_1310>-19000</E_1310>
      <E_2310>-17000</E_2310>
      <E_3310>-19000</E_3310>
      <E_0311>0</E_0311>
      <E_1311>0</E_1311>
      <E_2311>0</E_2311>
      <E_3311>0</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>0</E_1313>
      <E_2313>0</E_2313>
      <E_3313>0</E_3313>
      <E_0315>-20000</E_0315>
      <E_1315>-5000</E_1315>
      <E_2315>-20000</E_2315>
      <E_3315>-5000</E_3315>
      <E_0320>-21000</E_0320>
      <E_1320>-5000</E_1320>
      <E_2320>-21000</E_2320>
      <E_3320>-5000</E_3320>
      <E_0321>1000</E_0321>
      <E_1321>0</E_1321>
      <E_2321>1000</E_2321>
      <E_3321>0</E_3321>
      <E_0322>-2108000</E_0322>
      <E_1322>-2020000</E_1322>
      <E_2322>-2108000</E_2322>
      <E_3322>-2020000</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>-1988000</E_0325>
      <E_1325>-1206000</E_1325>
      <E_2325>-1988000</E_2325>
      <E_3325>-1206000</E_3325>
      <E_0326>8493000</E_0326>
      <E_1326>9108000</E_1326>
      <E_2326>8493000</E_2326>
      <E_3326>9108000</E_3326>
      <E_0327>4378000</E_0327>
      <E_1327>5195000</E_1327>
      <E_2327>4378000</E_2327>
      <E_3327>5195000</E_3327>
      <E_0328>1305000</E_0328>
      <E_1328>1206000</E_1328>
      <E_2328>1305000</E_2328>
      <E_3328>1206000</E_3328>
      <E_0329>2000</E_0329>
      <E_1329>0</E_1329>
      <E_2329>2000</E_2329>
      <E_3329>0</E_3329>
      <E_0330>-22000</E_0330>
      <E_1330>-32000</E_1330>
      <E_2330>-22000</E_2330>
      <E_3330>-32000</E_3330>
      <E_0331>-16144000</E_0331>
      <E_1331>-16683000</E_1331>
      <E_2331>-16144000</E_2331>
      <E_3331>-16683000</E_3331>
      <E_0332>-120000</E_0332>
      <E_1332>-814000</E_1332>
      <E_2332>-120000</E_2332>
      <E_3332>-814000</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>-120000</E_0336>
      <E_1336>-814000</E_1336>
      <E_2336>-120000</E_2336>
      <E_3336>-814000</E_3336>
      <E_0337>-1558000</E_0337>
      <E_1337>-1436000</E_1337>
      <E_2337>-1558000</E_2337>
      <E_3337>-1436000</E_3337>
      <E_0338>39401000</E_0338>
      <E_1338>40979000</E_1338>
      <E_2338>39401000</E_2338>
      <E_3338>40979000</E_3338>
      <E_0339>37843000</E_0339>
      <E_1339>39543000</E_1339>
      <E_2339>37843000</E_2339>
      <E_3339>39543000</E_3339>
    </EstadoFlujosEfectivo>
    <IngresosGastosReconocidos>
      <E_0357>-642000</E_0357>
      <E_1357>7000</E_1357>
      <E_2357>-642000</E_2357>
      <E_3357>7000</E_3357>
      <E_0358>-642000</E_0358>
      <E_1358>7000</E_1358>
      <E_2358>-642000</E_2358>
      <E_3358>7000</E_3358>
      <E_0360>147000</E_0360>
      <E_1360>221000</E_1360>
      <E_2360>147000</E_2360>
      <E_3360>221000</E_3360>
      <E_0362>495000</E_0362>
      <E_1362>-228000</E_1362>
      <E_2362>495000</E_2362>
      <E_3362>-228000</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>BANKIA, S.A. (549300685QG7DJS55M76);</EntidadesCedentes>
      <E_0381>9.39</E_0381>
      <E_0401>3.08</E_0401>
      <E_0421>0.36</E_0421>
      <E_0441>4.02</E_0441>
      <E_1381>9.29</E_1381>
      <E_1401>2.92</E_1401>
      <E_1421>0.61</E_1421>
      <E_1441>3.96</E_1441>
      <E_2381>0.54</E_2381>
      <E_2441>12</E_2441>
      <E_0460>203</E_0460>
      <E_0467>128000</E_0467>
      <E_0474>6000</E_0474>
      <E_0481>0</E_0481>
      <E_0488>134000</E_0488>
      <E_0495>13132000</E_0495>
      <E_0502>0</E_0502>
      <E_0509>13266000</E_0509>
      <E_0461>92</E_0461>
      <E_0468>97000</E_0468>
      <E_0475>7000</E_0475>
      <E_0482>2000</E_0482>
      <E_0489>106000</E_0489>
      <E_0496>6790000</E_0496>
      <E_0503>0</E_0503>
      <E_0510>6896000</E_0510>
      <E_0462>22</E_0462>
      <E_0469>53000</E_0469>
      <E_0476>2000</E_0476>
      <E_0483>2000</E_0483>
      <E_0490>57000</E_0490>
      <E_0497>1532000</E_0497>
      <E_0504>0</E_0504>
      <E_0511>1589000</E_0511>
      <E_0463>21</E_0463>
      <E_0470>58000</E_0470>
      <E_0477>1000</E_0477>
      <E_0484>5000</E_0484>
      <E_0491>64000</E_0491>
      <E_0498>1093000</E_0498>
      <E_0505>0</E_0505>
      <E_0512>1157000</E_0512>
      <E_0464>15</E_0464>
      <E_0471>64000</E_0471>
      <E_0478>0</E_0478>
      <E_0485>8000</E_0485>
      <E_0492>72000</E_0492>
      <E_0499>1055000</E_0499>
      <E_0506>0</E_0506>
      <E_0513>1127000</E_0513>
      <E_0465>432</E_0465>
      <E_0472>14772000</E_0472>
      <E_0479>157000</E_0479>
      <E_0486>2290000</E_0486>
      <E_0493>17219000</E_0493>
      <E_0500>24999000</E_0500>
      <E_0507>0</E_0507>
      <E_0514>42218000</E_0514>
      <E_0466>785</E_0466>
      <E_0473>15172000</E_0473>
      <E_0480>173000</E_0480>
      <E_0487>2307000</E_0487>
      <E_0494>17652000</E_0494>
      <E_0501>48601000</E_0501>
      <E_0508>0</E_0508>
      <E_1515>66253000</E_1515>
      <E_0515>203</E_0515>
      <E_0522>128000</E_0522>
      <E_0529>6000</E_0529>
      <E_0536>0</E_0536>
      <E_0543>134000</E_0543>
      <E_0550>13132000</E_0550>
      <E_0557>0</E_0557>
      <E_0564>13266000</E_0564>
      <E_0571>44378000</E_0571>
      <E_0578>44378000</E_0578>
      <E_0584>29.89</E_0584>
      <E_0516>92</E_0516>
      <E_0523>97000</E_0523>
      <E_0530>7000</E_0530>
      <E_0537>2000</E_0537>
      <E_0544>106000</E_0544>
      <E_0551>6790000</E_0551>
      <E_0558>0</E_0558>
      <E_0565>6896000</E_0565>
      <E_0572>22650000</E_0572>
      <E_0579>22650000</E_0579>
      <E_0585>30.45</E_0585>
      <E_0517>22</E_0517>
      <E_0524>53000</E_0524>
      <E_0531>2000</E_0531>
      <E_0538>2000</E_0538>
      <E_0545>57000</E_0545>
      <E_0552>1532000</E_0552>
      <E_0559>0</E_0559>
      <E_0566>1589000</E_0566>
      <E_0573>4869000</E_0573>
      <E_0580>4869000</E_0580>
      <E_0586>32.64</E_0586>
      <E_0518>21</E_0518>
      <E_0525>58000</E_0525>
      <E_0532>1000</E_0532>
      <E_0539>5000</E_0539>
      <E_0546>64000</E_0546>
      <E_0553>1093000</E_0553>
      <E_0560>0</E_0560>
      <E_0567>1157000</E_0567>
      <E_0574>4029000</E_0574>
      <E_0581>4029000</E_0581>
      <E_0587>28.72</E_0587>
      <E_0519>15</E_0519>
      <E_0526>64000</E_0526>
      <E_0533>0</E_0533>
      <E_0540>8000</E_0540>
      <E_0547>72000</E_0547>
      <E_0554>1055000</E_0554>
      <E_0561>0</E_0561>
      <E_0568>1127000</E_0568>
      <E_0575>3002000</E_0575>
      <E_0582>3002000</E_0582>
      <E_0588>37.54</E_0588>
      <E_0520>432</E_0520>
      <E_0527>14772000</E_0527>
      <E_0534>157000</E_0534>
      <E_0541>2290000</E_0541>
      <E_0548>17219000</E_0548>
      <E_0555>24999000</E_0555>
      <E_0562>0</E_0562>
      <E_0569>42218000</E_0569>
      <E_0576>96404000</E_0576>
      <E_0583>96404000</E_0583>
      <E_0589>43.79</E_0589>
      <E_0521>785</E_0521>
      <E_0528>15172000</E_0528>
      <E_0535>173000</E_0535>
      <E_0542>2307000</E_0542>
      <E_0549>17652000</E_0549>
      <E_0556>48601000</E_0556>
      <E_0563>0</E_0563>
      <E_0570>66253000</E_0570>
      <E_0577>175332000</E_0577>
      <E_0590>37.79</E_0590>
      <E_0600>4111000</E_0600>
      <E_1600>3473000</E_1600>
      <E_2600>44000</E_2600>
      <E_0601>9244000</E_0601>
      <E_1601>8669000</E_1601>
      <E_2601>251000</E_2601>
      <E_0602>5673000</E_0602>
      <E_1602>8771000</E_1602>
      <E_2602>882000</E_2602>
      <E_0603>1357000</E_0603>
      <E_1603>1501000</E_1603>
      <E_2603>2063000</E_2603>
      <E_0604>2797000</E_0604>
      <E_1604>2544000</E_1604>
      <E_2604>3226000</E_2604>
      <E_0605>82003000</E_0605>
      <E_1605>85533000</E_1605>
      <E_2605>86867000</E_2605>
      <E_0606>343390000</E_0606>
      <E_1606>353186000</E_1606>
      <E_2606>1756805000</E_2606>
      <E_0607>448575000</E_0607>
      <E_1607>463677000</E_1607>
      <E_2607>1850138000</E_2607>
      <E_0608>13.55</E_0608>
      <E_1608>13.70</E_1608>
      <E_2608>22.08</E_2608>
      <E_0609>13.19</E_0609>
      <E_1609>12.94</E_1609>
      <E_2609>1.35</E_2609>
      <E_0620>5764</E_0620>
      <E_0630>255190000</E_0630>
      <E_1620>5783</E_1620>
      <E_1630>258036000</E_1630>
      <E_2620>4277</E_2620>
      <E_2630>253132000</E_2630>
      <E_0621>1906</E_0621>
      <E_0631>174948000</E_0631>
      <E_1621>2002</E_1621>
      <E_1631>185144000</E_1631>
      <E_2621>5054</E_2621>
      <E_2631>531431000</E_2631>
      <E_0622>173</E_0622>
      <E_0632>18437000</E_0632>
      <E_1622>188</E_1622>
      <E_1632>20497000</E_1632>
      <E_2622>6866</E_2622>
      <E_2632>939890000</E_2632>
      <E_0623>0</E_0623>
      <E_0633>0</E_0633>
      <E_1623>0</E_1623>
      <E_1633>0</E_1633>
      <E_2623>907</E_2623>
      <E_2633>125685000</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>7843</E_0628>
      <E_0638>448575000</E_0638>
      <E_1628>7973</E_1628>
      <E_1638>463677000</E_1638>
      <E_2628>17104</E_2628>
      <E_2638>1850138000</E_2638>
      <E_0639>37.60</E_0639>
      <E_1639>38.01</E_1639>
      <E_2639>60.38</E_2639>
      <E_0650>0.75</E_0650>
      <E_1650>0.75</E_1650>
      <E_2650>4.59</E_2650>
      <E_0651>3.42</E_0651>
      <E_1651>3.42</E_1651>
      <E_2651>6.92</E_2651>
      <E_0652>0.21</E_0652>
      <E_1652>0.21</E_1652>
      <E_2652>2.58</E_2652>
      <E_0660>522</E_0660>
      <E_0683>37009000</E_0683>
      <E_1660>531</E_1660>
      <E_1683>38137000</E_1683>
      <E_2660>1087</E_2660>
      <E_2683>145939000</E_2683>
      <E_0661>65</E_0661>
      <E_0684>4182000</E_0684>
      <E_1661>68</E_1661>
      <E_1684>4451000</E_1684>
      <E_2661>134</E_2661>
      <E_2684>14439000</E_2684>
      <E_0662>45</E_0662>
      <E_0685>2150000</E_0685>
      <E_1662>45</E_1662>
      <E_1685>2187000</E_1685>
      <E_2662>86</E_2662>
      <E_2685>7090000</E_2685>
      <E_0663>289</E_0663>
      <E_0686>26567000</E_0686>
      <E_1663>295</E_1663>
      <E_1686>27273000</E_1686>
      <E_2663>640</E_2663>
      <E_2686>107309000</E_2686>
      <E_0664>383</E_0664>
      <E_0687>21138000</E_0687>
      <E_1664>388</E_1664>
      <E_1687>21810000</E_1687>
      <E_2664>804</E_2664>
      <E_2687>88268000</E_2687>
      <E_0665>17</E_0665>
      <E_0688>974000</E_0688>
      <E_1665>17</E_1665>
      <E_1688>993000</E_1688>
      <E_2665>29</E_2665>
      <E_2688>2883000</E_2688>
      <E_0666>205</E_0666>
      <E_0689>12327000</E_0689>
      <E_1666>211</E_1666>
      <E_1689>13255000</E_1689>
      <E_2666>462</E_2666>
      <E_2689>61061000</E_2689>
      <E_0667>184</E_0667>
      <E_0690>10082000</E_0690>
      <E_1667>187</E_1667>
      <E_1690>10384000</E_1690>
      <E_2667>378</E_2667>
      <E_2690>40010000</E_2690>
      <E_0668>639</E_0668>
      <E_0691>51631000</E_0691>
      <E_1668>645</E_1668>
      <E_1691>53171000</E_1691>
      <E_2668>1259</E_2668>
      <E_2691>185281000</E_2691>
      <E_0669>2</E_0669>
      <E_0692>80000</E_0692>
      <E_1669>2</E_1669>
      <E_1692>80000</E_1692>
      <E_2669>2</E_2669>
      <E_2692>222000</E_2692>
      <E_0670>33</E_0670>
      <E_0693>2122000</E_0693>
      <E_1670>33</E_1670>
      <E_1693>2165000</E_1693>
      <E_2670>51</E_2670>
      <E_2693>6557000</E_2693>
      <E_0671>153</E_0671>
      <E_0694>5615000</E_0694>
      <E_1671>156</E_1671>
      <E_1694>5834000</E_1694>
      <E_2671>326</E_2671>
      <E_2694>26625000</E_2694>
      <E_0672>498</E_0672>
      <E_0695>38332000</E_0695>
      <E_1672>506</E_1672>
      <E_1695>39432000</E_1695>
      <E_2672>1045</E_2672>
      <E_2695>146124000</E_2695>
      <E_0674>201</E_0674>
      <E_0697>9877000</E_0697>
      <E_1674>208</E_1674>
      <E_1697>10500000</E_1697>
      <E_2674>409</E_2674>
      <E_2697>42329000</E_2697>
      <E_0675>328</E_0675>
      <E_0698>17728000</E_0698>
      <E_1675>338</E_1675>
      <E_1698>18451000</E_1698>
      <E_2675>757</E_2675>
      <E_2698>81024000</E_2698>
      <E_0676>31</E_0676>
      <E_0699>1421000</E_0699>
      <E_1676>31</E_1676>
      <E_1699>1451000</E_1699>
      <E_2676>67</E_2676>
      <E_2699>6935000</E_2699>
      <E_0677>4097</E_0677>
      <E_0700>198293000</E_0700>
      <E_1677>4160</E_1677>
      <E_1700>204817000</E_1700>
      <E_2677>9307</E_2677>
      <E_2700>858928000</E_2700>
      <E_0678>151</E_0678>
      <E_0701>9047000</E_0701>
      <E_1678>152</E_1678>
      <E_1701>9286000</E_1701>
      <E_2678>261</E_2678>
      <E_2701>29114000</E_2701>
      <E_0679>7843</E_0679>
      <E_0702>448575000</E_0702>
      <E_1679>7973</E_1679>
      <E_1702>463677000</E_1702>
      <E_2679>17104</E_2679>
      <E_2702>1850138000</E_2702>
      <E_0682>7843</E_0682>
      <E_0705>448575000</E_0705>
      <E_1682>7973</E_1682>
      <E_1705>463677000</E_1705>
      <E_2682>17104</E_2682>
      <E_2705>1850138000</E_2705>
      <E_0710>1.12</E_0710>
      <E_1710>1.10</E_1710>
      <E_2710>0.47</E_2710>
    </ActivosTitulizados>
    <Obligaciones>
      <MercadoCotizacion>AIAF</MercadoCotizacion>
      <DetalleImportePendiente>
        <Serie>ES0361797006</Serie>
        <Denominacion>BONOA1</Denominacion>
        <E_2720>3000</E_2720>
        <E_2721>100000</E_2721>
        <E_2722>300000000</E_2722>
      </DetalleImportePendiente>
      <DetalleImportePendiente>
        <Serie>ES0361797014</Serie>
        <Denominacion>BONOA2</Denominacion>
        <E_0720>11821</E_0720>
        <E_0721>31000</E_0721>
        <E_0722>371174000</E_0722>
        <E_1720>11821</E_1720>
        <E_1721>33000</E_1721>
        <E_1722>387318000</E_1722>
        <E_2720>11821</E_2720>
        <E_2721>100000</E_2721>
        <E_2722>1182100000</E_2722>
      </DetalleImportePendiente>
      <DetalleImportePendiente>
        <Serie>ES0361797022</Serie>
        <Denominacion>BONOA3</Denominacion>
        <E_2720>3000</E_2720>
        <E_2721>100000</E_2721>
        <E_2722>300000000</E_2722>
      </DetalleImportePendiente>
      <DetalleImportePendiente>
        <Serie>ES0361797030</Serie>
        <Denominacion>BONOSB</Denominacion>
        <E_0720>305</E_0720>
        <E_0721>53000</E_0721>
        <E_0722>16014000</E_0722>
        <E_1720>305</E_1720>
        <E_1721>53000</E_1721>
        <E_1722>16014000</E_1722>
        <E_2720>305</E_2720>
        <E_2721>100000</E_2721>
        <E_2722>30500000</E_2722>
      </DetalleImportePendiente>
      <DetalleImportePendiente>
        <Serie>ES0361797048</Serie>
        <Denominacion>BONOSC</Denominacion>
        <E_0720>189</E_0720>
        <E_0721>100000</E_0721>
        <E_0722>18900000</E_0722>
        <E_1720>189</E_1720>
        <E_1721>100000</E_1721>
        <E_1722>18900000</E_1722>
        <E_2720>189</E_2720>
        <E_2721>100000</E_2721>
        <E_2722>18900000</E_2722>
      </DetalleImportePendiente>
      <DetalleImportePendiente>
        <Serie>ES0361797055</Serie>
        <Denominacion>BONOSD</Denominacion>
        <E_0720>185</E_0720>
        <E_0721>100000</E_0721>
        <E_0722>18500000</E_0722>
        <E_1720>185</E_1720>
        <E_1721>100000</E_1721>
        <E_1722>18500000</E_1722>
        <E_2720>185</E_2720>
        <E_2721>100000</E_2721>
        <E_2722>18500000</E_2722>
      </DetalleImportePendiente>
      <DetalleImportePendiente>
        <Serie>ES0361797063</Serie>
        <Denominacion>BONOSE</Denominacion>
        <E_0720>231</E_0720>
        <E_0721>100000</E_0721>
        <E_0722>23100000</E_0722>
        <E_1720>231</E_1720>
        <E_1721>100000</E_1721>
        <E_1722>23100000</E_1722>
        <E_2720>231</E_2720>
        <E_2721>100000</E_2721>
        <E_2722>23100000</E_2722>
      </DetalleImportePendiente>
      <E_0723>12731</E_0723>
      <E_0724>447688000</E_0724>
      <E_1723>12731</E_1723>
      <E_1724>463832000</E_1724>
      <E_2723>18731</E_2723>
      <E_2724>1873100000</E_2724>
      <DetalleInteres>
        <Serie>ES0361797014</Serie>
        <Denominacion>BONOA2</Denominacion>
        <E_0730>S</E_0730>
        <E_0731>Euribor 03 meses</E_0731>
        <E_0732>0.15</E_0732>
        <E_0733>0</E_0733>
        <E_0734>0</E_0734>
        <E_0735>0</E_0735>
        <E_0742>N</E_0742>
        <E_0736>371174000</E_0736>
        <E_0737>0</E_0737>
        <E_0738>371174000</E_0738>
        <E_0739>0</E_0739>
      </DetalleInteres>
      <DetalleInteres>
        <Serie>ES0361797030</Serie>
        <Denominacion>BONOSB</Denominacion>
        <E_0730>S</E_0730>
        <E_0731>Euribor 03 meses</E_0731>
        <E_0732>0.22</E_0732>
        <E_0733>0</E_0733>
        <E_0734>0</E_0734>
        <E_0735>0</E_0735>
        <E_0742>N</E_0742>
        <E_0736>16014000</E_0736>
        <E_0737>0</E_0737>
        <E_0738>16014000</E_0738>
        <E_0739>0</E_0739>
      </DetalleInteres>
      <DetalleInteres>
        <Serie>ES0361797048</Serie>
        <Denominacion>BONOSC</Denominacion>
        <E_0730>S</E_0730>
        <E_0731>Euribor 03 meses</E_0731>
        <E_0732>0.33</E_0732>
        <E_0733>0.02</E_0733>
        <E_0734>1000</E_0734>
        <E_0735>0</E_0735>
        <E_0742>S</E_0742>
        <E_0736>18900000</E_0736>
        <E_0737>0</E_0737>
        <E_0738>18901000</E_0738>
        <E_0739>0</E_0739>
      </DetalleInteres>
      <DetalleInteres>
        <Serie>ES0361797055</Serie>
        <Denominacion>BONOSD</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>10000</E_0734>
        <E_0735>0</E_0735>
        <E_0742>S</E_0742>
        <E_0736>18500000</E_0736>
        <E_0737>0</E_0737>
        <E_0738>18510000</E_0738>
        <E_0739>0</E_0739>
      </DetalleInteres>
      <DetalleInteres>
        <Serie>ES0361797063</Serie>
        <Denominacion>BONOSE</Denominacion>
        <E_0730>S</E_0730>
        <E_0731>Euribor 03 meses</E_0731>
        <E_0732>4</E_0732>
        <E_0733>3.69</E_0733>
        <E_0734>160000</E_0734>
        <E_0735>4444000</E_0735>
        <E_0742>S</E_0742>
        <E_0736>23100000</E_0736>
        <E_0737>0</E_0737>
        <E_0738>27704000</E_0738>
        <E_0739>0</E_0739>
      </DetalleInteres>
      <E_0740>171000</E_0740>
      <E_0741>4444000</E_0741>
      <E_0743>447688000</E_0743>
      <E_0744>0</E_0744>
      <E_0745>452303000</E_0745>
      <E_0746>0</E_0746>
      <E_0747>0.19</E_0747>
      <E_0748>0.19</E_0748>
      <E_0749>4.18</E_0749>
      <DetalleAmortizacion>
        <Serie>ES0361797006</Serie>
        <Denominacion>BONOA1</Denominacion>
        <E_0750>0</E_0750>
        <E_0751>300000000</E_0751>
        <E_0752>0</E_0752>
        <E_0753>8380000</E_0753>
        <E_1750>0</E_1750>
        <E_1751>300000000</E_1751>
        <E_1752>0</E_1752>
        <E_1753>8380000</E_1753>
      </DetalleAmortizacion>
      <DetalleAmortizacion>
        <Serie>ES0361797014</Serie>
        <Denominacion>BONOA2</Denominacion>
        <E_0750>16144000</E_0750>
        <E_0751>810926000</E_0751>
        <E_0752>0</E_0752>
        <E_0753>142723000</E_0753>
        <E_1750>12220000</E_1750>
        <E_1751>749788000</E_1751>
        <E_1752>0</E_1752>
        <E_1753>142723000</E_1753>
      </DetalleAmortizacion>
      <DetalleAmortizacion>
        <Serie>ES0361797022</Serie>
        <Denominacion>BONOA3</Denominacion>
        <E_0750>0</E_0750>
        <E_0751>300000000</E_0751>
        <E_0752>0</E_0752>
        <E_0753>41868000</E_0753>
        <E_1750>3913000</E_1750>
        <E_1751>300000000</E_1751>
        <E_1752>0</E_1752>
        <E_1753>41869000</E_1753>
      </DetalleAmortizacion>
      <DetalleAmortizacion>
        <Serie>ES0361797030</Serie>
        <Denominacion>BONOSB</Denominacion>
        <E_0750>0</E_0750>
        <E_0751>14486000</E_0751>
        <E_0752>0</E_0752>
        <E_0753>4473000</E_0753>
        <E_1750>550000</E_1750>
        <E_1751>14486000</E_1751>
        <E_1752>0</E_1752>
        <E_1753>4473000</E_1753>
      </DetalleAmortizacion>
      <DetalleAmortizacion>
        <Serie>ES0361797048</Serie>
        <Denominacion>BONOSC</Denominacion>
        <E_0750>0</E_0750>
        <E_0751>0</E_0751>
        <E_0752>1000</E_0752>
        <E_0753>2969000</E_0753>
        <E_1750>0</E_1750>
        <E_1751>0</E_1751>
        <E_1752>0</E_1752>
        <E_1753>2967000</E_1753>
      </DetalleAmortizacion>
      <DetalleAmortizacion>
        <Serie>ES0361797055</Serie>
        <Denominacion>BONOSD</Denominacion>
        <E_0750>0</E_0750>
        <E_0751>0</E_0751>
        <E_0752>12000</E_0752>
        <E_0753>3456000</E_0753>
        <E_1750>0</E_1750>
        <E_1751>0</E_1751>
        <E_1752>12000</E_1752>
        <E_1753>3408000</E_1753>
      </DetalleAmortizacion>
      <DetalleAmortizacion>
        <Serie>ES0361797063</Serie>
        <Denominacion>BONOSE</Denominacion>
        <E_0750>0</E_0750>
        <E_0751>0</E_0751>
        <E_0752>0</E_0752>
        <E_0753>9267000</E_0753>
        <E_1750>0</E_1750>
        <E_1751>0</E_1751>
        <E_1752>0</E_1752>
        <E_1753>8328000</E_1753>
      </DetalleAmortizacion>
      <E_0754>16144000</E_0754>
      <E_0755>1425412000</E_0755>
      <E_0756>13000</E_0756>
      <E_0757>213136000</E_0757>
      <E_1754>16683000</E_1754>
      <E_1755>1364274000</E_1755>
      <E_1756>12000</E_1756>
      <E_1757>212148000</E_1757>
      <DetalleCalificacionCrediticia>
        <Serie>ES0361797014</Serie>
        <Denominacion>BONOA2</Denominacion>
        <E_0760>20190129</E_0760>
        <E_0761>FCH</E_0761>
        <E_0762>AAA</E_0762>
        <E_0763>AA-(sf)</E_0763>
        <E_0764>AAA</E_0764>
      </DetalleCalificacionCrediticia>
      <DetalleCalificacionCrediticia>
        <Serie>ES0361797014</Serie>
        <Denominacion>BONOA2</Denominacion>
        <E_0760>20180716</E_0760>
        <E_0761>MDY</E_0761>
        <E_0762>Aa2</E_0762>
        <E_0763>Aa2</E_0763>
        <E_0764>Aaa</E_0764>
      </DetalleCalificacionCrediticia>
      <DetalleCalificacionCrediticia>
        <Serie>ES0361797030</Serie>
        <Denominacion>BONOSB</Denominacion>
        <E_0760>20190129</E_0760>
        <E_0761>FCH</E_0761>
        <E_0762>A+</E_0762>
        <E_0763>BBB+(sf)</E_0763>
        <E_0764>AA</E_0764>
      </DetalleCalificacionCrediticia>
      <DetalleCalificacionCrediticia>
        <Serie>ES0361797030</Serie>
        <Denominacion>BONOSB</Denominacion>
        <E_0760>20180716</E_0760>
        <E_0761>MDY</E_0761>
        <E_0762>Ba1</E_0762>
        <E_0763>Ba1</E_0763>
        <E_0764>Aa3</E_0764>
      </DetalleCalificacionCrediticia>
      <DetalleCalificacionCrediticia>
        <Serie>ES0361797048</Serie>
        <Denominacion>BONOSC</Denominacion>
        <E_0760>20190129</E_0760>
        <E_0761>FCH</E_0761>
        <E_0762>A-</E_0762>
        <E_0763>BBB-(sf)</E_0763>
        <E_0764>A+</E_0764>
      </DetalleCalificacionCrediticia>
      <DetalleCalificacionCrediticia>
        <Serie>ES0361797048</Serie>
        <Denominacion>BONOSC</Denominacion>
        <E_0760>20160514</E_0760>
        <E_0761>MDY</E_0761>
        <E_0762>B2sf</E_0762>
        <E_0763>B2sf</E_0763>
        <E_0764>A3</E_0764>
      </DetalleCalificacionCrediticia>
      <DetalleCalificacionCrediticia>
        <Serie>ES0361797055</Serie>
        <Denominacion>BONOSD</Denominacion>
        <E_0760>20190129</E_0760>
        <E_0761>FCH</E_0761>
        <E_0762>BBB</E_0762>
        <E_0763>BB(sf)</E_0763>
        <E_0764>BBB+</E_0764>
      </DetalleCalificacionCrediticia>
      <DetalleCalificacionCrediticia>
        <Serie>ES0361797055</Serie>
        <Denominacion>BONOSD</Denominacion>
        <E_0760>20130320</E_0760>
        <E_0761>MDY</E_0761>
        <E_0762>Casf</E_0762>
        <E_0763>Casf</E_0763>
        <E_0764>Baa3</E_0764>
      </DetalleCalificacionCrediticia>
      <DetalleCalificacionCrediticia>
        <Serie>ES0361797063</Serie>
        <Denominacion>BONOSE</Denominacion>
        <E_0760>20100806</E_0760>
        <E_0761>FCH</E_0761>
        <E_0762>CC</E_0762>
        <E_0763>CC</E_0763>
        <E_0764>CCC</E_0764>
      </DetalleCalificacionCrediticia>
      <DetalleCalificacionCrediticia>
        <Serie>ES0361797063</Serie>
        <Denominacion>BONOSE</Denominacion>
        <E_0760>20110325</E_0760>
        <E_0761>MDY</E_0761>
        <E_0762>Csf</E_0762>
        <E_0763>Csf</E_0763>
        <E_0764>Caa3</E_0764>
      </DetalleCalificacionCrediticia>
      <E_0771>447688000</E_0771>
      <E_1771>463832000</E_1771>
      <E_2771>1873100000</E_2771>
      <E_0772>447688000</E_0772>
      <E_1772>463832000</E_1772>
      <E_2772>1873100000</E_2772>
      <E_0773>31.33</E_0773>
      <E_1773>31.58</E_1773>
      <E_2773>43.27</E_2773>
    </Obligaciones>
    <OtraInformacionFondo>
      <E_0775>22652000</E_0775>
      <E_1775>23100000</E_1775>
      <E_2775>23100000</E_2775>
      <E_0776>23100000</E_0776>
      <E_1776>23100000</E_1776>
      <E_2776>23100000</E_2776>
      <E_0777>5.06</E_0777>
      <E_1777>4.98</E_1777>
      <E_2777>1.23</E_2777>
      <E_0778>Citibank Europe PLC SE</E_0778>
      <E_1778>Citibank International LTD SE</E_1778>
      <E_2778>Bancaja</E_2778>
      <E_0779>A/Aa3</E_0779>
      <E_1779>A/A1</E_1779>
      <E_2779>A+/A1</E_2779>
      <E_0791>S</E_0791>
      <E_1791>S</E_1791>
      <E_2791>S</E_2791>
      <E_0792>0</E_0792>
      <E_1792>0</E_1792>
      <E_2792>16.02</E_2792>
      <DetallePermuta>
        <Descripcion>Permuta de intereses</Descripcion>
        <E_0800>BNP PARIBAS</E_0800>
        <E_0801>trimestral</E_0801>
        <E_0802>Euribor 12M (día 15 de cada mes) por ponderación mes</E_0802>
        <E_0803>Saldo Vivo no Dudosos al inicio del Periodo de Cálculo</E_0803>
        <E_0804>Euribor 3 M + Spread ( Anual: -0,0109% ; Semestral: +0,0387%)</E_0804>
        <E_0805>Saldo Vivo no Dudosos al inicio del Periodo de Cálculo</E_0805>
        <E_0806>-4619000</E_0806>
        <E_1806>-4129000</E_1806>
        <E_2806>-4945000</E_2806>
      </DetallePermuta>
      <E_0808>-4619000</E_0808>
      <E_0809>-4129000</E_0809>
      <E_0810>-4945000</E_0810>
    </OtraInformacionFondo>
    <Cumplimiento>
      <E_7000>3</E_7000>
      <E_7003>5570000</E_7003>
      <E_7006>6309000</E_7006>
      <E_7009>1.35</E_7009>
      <E_7012>1.47</E_7012>
      <E_7015>1.39</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>5570000</E_7005>
      <E_7008>6309000</E_7008>
      <E_7011>1.35</E_7011>
      <E_7014>1.47</E_7014>
      <E_7017>1.39</E_7017>
      <E_7018>Epígrafe 4.9.3.3 Nota de Valores</E_7018>
      <E_7019>18</E_7019>
      <E_7021>34952000</E_7021>
      <E_7024>35467000</E_7024>
      <E_7027>7.79</E_7027>
      <E_7030>7.65</E_7030>
      <E_7033>7.74</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>34952000</E_7023>
      <E_7026>35467000</E_7026>
      <E_7029>7.79</E_7029>
      <E_7032>7.65</E_7032>
      <E_7035>7.74</E_7035>
      <E_7036>Epígrafe 4.9.3.3 Nota de Valores</E_7036>
      <Trigger1>
        <Denominacion>Serie B</Denominacion>
        <E_0854>1.25</E_0854>
        <E_0858>1.35</E_0858>
        <E_1858>1.39</E_1858>
        <E_2858>Referencia del folleto: Capitulo 4.9.2.4</E_2858>
      </Trigger1>
      <Trigger1>
        <Denominacion>Serie C</Denominacion>
        <E_0854>1</E_0854>
        <E_0858>1.35</E_0858>
        <E_1858>1.39</E_1858>
        <E_2858>Referencia del folleto: Capitulo 4.9.2.5</E_2858>
      </Trigger1>
      <Trigger1>
        <Denominacion>Serie D</Denominacion>
        <E_0854>0.75</E_0854>
        <E_0858>1.35</E_0858>
        <E_1858>1.39</E_1858>
        <E_2858>Referencia del folleto: Capitulo 4.9.2.6</E_2858>
      </Trigger1>
      <Trigger2>
        <Denominacion>Serie B</Denominacion>
        <E_0855>9</E_0855>
        <E_0859>6.61</E_0859>
        <E_1859>6.60</E_1859>
        <E_2859>Referencia del folleto: Capitulo 3.4.6.2.1 </E_2859>
      </Trigger2>
      <Trigger2>
        <Denominacion>Serie C</Denominacion>
        <E_0855>7.40</E_0855>
        <E_0859>6.61</E_0859>
        <E_1859>6.60</E_1859>
        <E_2859>Referencia del folleto: Capitulo 3.4.6.2.1 </E_2859>
      </Trigger2>
      <Trigger2>
        <Denominacion>Serie D</Denominacion>
        <E_0855>5.70</E_0855>
        <E_0859>6.61</E_0859>
        <E_1859>6.60</E_1859>
        <E_2859>Referencia del folleto: Capitulo 3.4.6.2.1 </E_2859>
      </Trigger2>
      <Trigger3>
        <Denominacion>FR</Denominacion>
        <E_0856>1</E_0856>
        <E_0860>1.35</E_0860>
        <E_1860>1.39</E_1860>
        <E_2860>Referencia del folleto: Capitulo 3.4.2.2</E_2860>
      </Trigger3>
      <InformeCumplimientoReglas>
        <DocAdjunto>
          <Nombre>MBJ4_20190123_TRG.pdf</Nombre>
          <Contenido>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</Contenido>
        </DocAdjunto>
      </InformeCumplimientoReglas>
    </Cumplimiento>
    <Comisiones>
      <E_0862>Europea de Titulización</E_0862>
      <E_1862>5000</E_1862>
      <E_2862>Saldo de principal pendiente de las series</E_2862>
      <E_3862>0.0110</E_3862>
      <E_4862>35000</E_4862>
      <E_6862>Trimestral</E_6862>
      <E_7862>S</E_7862>
      <E_0863>Bankia</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>BNP PARIBAS</E_0864>
      <E_2864>Pago de intereses y reembolso de principal en la fecha de pago</E_2864>
      <E_3864>0.01</E_3864>
      <E_6864>Trimestral</E_6864>
      <E_7864>N</E_7864>
      <E_0866>S</E_0866>
      <E_0867>N</E_0867>
      <E_0868>N</E_0868>
      <E_0870>BANKIA</E_0870>
      <E_0871>Capítulo 3.4.6.4</E_0871>
      <E_0872_A>20181231</E_0872_A>
      <E_0873_A>1870000</E_0873_A>
      <E_0873_M>1870000</E_0873_M>
      <E_0874_A>-852000</E_0874_A>
      <E_0874_M>-852000</E_0874_M>
      <E_0875_A>0</E_0875_A>
      <E_0875_M>0</E_0875_M>
      <E_0876_A>-756000</E_0876_A>
      <E_0876_M>-756000</E_0876_M>
      <E_0877_A>-152000</E_0877_A>
      <E_0877_M>-152000</E_0877_M>
      <E_0878_A>110000</E_0878_A>
      <E_0878_M>110000</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>-126000</E_0881_A>
      <E_0881_M>-126000</E_0881_M>
      <E_0882_A>16000</E_0882_A>
      <E_0882_M>16000</E_0882_M>
      <E_0883_A>0</E_0883_A>
      <E_0883_M>0</E_0883_M>
      <E_0884_A>31290000</E_0884_A>
    </Comisiones>
    <NotasExplicativasEInformes />
  </TramiteFTAEP>
</TramiteCNMV>