﻿<?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>10572</NumRegistroFondo>
      <DenominacionFondo>BBVA CONSUMO 7 Fondo de Titulización</DenominacionFondo>
      <DenominacionGestora>EUROPEA DE TITULIZACION S.A., S.G.F.T.</DenominacionGestora>
      <EstadoAgregado>NO</EstadoAgregado>
      <FondoAbierto>SI</FondoAbierto>
      <FechaPeriodo>20180630</FechaPeriodo>
      <PersonaContacto>
        <Nombre></Nombre>
        <Email></Email>
        <Telefono></Telefono>
        <Cargo></Cargo>
      </PersonaContacto>
    </DatosIdentificativos>
    <Balance>
      <E_0001>486498000</E_0001>
      <E_1001>639952000</E_1001>
      <E_0002>486498000</E_0002>
      <E_1002>639952000</E_1002>
      <E_0003>486498000</E_0003>
      <E_1003>639952000</E_1003>
      <E_0016>482725000</E_0016>
      <E_1016>635516000</E_1016>
      <E_0025>17406000</E_0025>
      <E_1025>15382000</E_1025>
      <E_0027>-13633000</E_0027>
      <E_1027>-10946000</E_1027>
      <E_0041>317564000</E_0041>
      <E_1041>360473000</E_1041>
      <E_0043>233032000</E_0043>
      <E_1043>275614000</E_1043>
      <E_0044>213230000</E_0044>
      <E_1044>251799000</E_1044>
      <E_0057>211464000</E_0057>
      <E_1057>249679000</E_1057>
      <E_0065>486000</E_0065>
      <E_1065>641000</E_1065>
      <E_0066>482000</E_0066>
      <E_1066>599000</E_1066>
      <E_0067>9157000</E_0067>
      <E_1067>6550000</E_1067>
      <E_0068>814000</E_0068>
      <E_1068>681000</E_1068>
      <E_0069>-9173000</E_0069>
      <E_1069>-6351000</E_1069>
      <E_0071>0</E_0071>
      <E_1071>0</E_1071>
      <E_0072>0</E_0072>
      <E_1072>0</E_1072>
      <E_0074>19802000</E_0074>
      <E_1074>23815000</E_1074>
      <E_0077>19802000</E_0077>
      <E_1077>23815000</E_1077>
      <E_0082>1000</E_0082>
      <E_1082>4000</E_1082>
      <E_0083>1000</E_0083>
      <E_1083>4000</E_1083>
      <E_0085>84531000</E_0085>
      <E_1085>84855000</E_1085>
      <E_0086>84531000</E_0086>
      <E_1086>84855000</E_1086>
      <E_0088>804062000</E_0088>
      <E_1088>1000425000</E_1088>
      <E_0089>578141000</E_0089>
      <E_1089>733628000</E_1089>
      <E_0094>578141000</E_0094>
      <E_1094>733628000</E_1094>
      <E_0095>512891000</E_0095>
      <E_1095>668378000</E_1095>
      <E_0096>302668000</E_0096>
      <E_1096>458159000</E_1096>
      <E_0097>210223000</E_0097>
      <E_1097>210219000</E_1097>
      <E_0101>65250000</E_0101>
      <E_1101>65250000</E_1101>
      <E_0102>65250000</E_0102>
      <E_1102>65250000</E_1102>
      <E_0117>225921000</E_0117>
      <E_1117>266797000</E_1117>
      <E_0123>222692000</E_0123>
      <E_1123>262442000</E_1123>
      <E_0124>222075000</E_0124>
      <E_1124>260474000</E_1124>
      <E_0125>221795000</E_0125>
      <E_1125>260101000</E_1125>
      <E_0128>280000</E_0128>
      <E_1128>373000</E_1128>
      <E_0131>610000</E_0131>
      <E_1131>1808000</E_1131>
      <E_0132>599000</E_0132>
      <E_1132>1796000</E_1132>
      <E_0136>11000</E_0136>
      <E_1136>12000</E_1136>
      <E_0139>0</E_0139>
      <E_1139>0</E_1139>
      <E_0140>0</E_0140>
      <E_1140>0</E_1140>
      <E_0143>7000</E_0143>
      <E_1143>160000</E_1143>
      <E_0144>7000</E_0144>
      <E_1144>160000</E_1144>
      <E_0148>3229000</E_0148>
      <E_1148>4355000</E_1148>
      <E_0149>3198000</E_0149>
      <E_1149>4336000</E_1149>
      <E_0150>8000</E_0150>
      <E_1150>11000</E_1150>
      <E_0151>0</E_0151>
      <E_1151>0</E_1151>
      <E_0152>2000</E_0152>
      <E_1152>2000</E_1152>
      <E_0153>3188000</E_0153>
      <E_1153>4323000</E_1153>
      <E_0157>31000</E_0157>
      <E_1157>19000</E_1157>
      <E_0162>804062000</E_0162>
      <E_1162>1000425000</E_1162>
    </Balance>
    <CuentaPerdidasGanancias>
      <E_0201>15331000</E_0201>
      <E_1201>24809000</E_1201>
      <E_2201>32661000</E_2201>
      <E_3201>52576000</E_3201>
      <E_0202>15162000</E_0202>
      <E_1202>24602000</E_1202>
      <E_2202>32319000</E_2202>
      <E_3202>52159000</E_3202>
      <E_0203>169000</E_0203>
      <E_1203>207000</E_1203>
      <E_2203>342000</E_2203>
      <E_3203>417000</E_3203>
      <E_0204>-2453000</E_0204>
      <E_1204>-3666000</E_1204>
      <E_2204>-5132000</E_2204>
      <E_3204>-7650000</E_3204>
      <E_0205>-2329000</E_0205>
      <E_1205>-3529000</E_1205>
      <E_2205>-4877000</E_2205>
      <E_3205>-7374000</E_3205>
      <E_0206>-84000</E_0206>
      <E_1206>-87000</E_1206>
      <E_2206>-168000</E_2206>
      <E_3206>-174000</E_3206>
      <E_0207>-40000</E_0207>
      <E_1207>-50000</E_1207>
      <E_2207>-87000</E_2207>
      <E_3207>-102000</E_3207>
      <E_0209>12878000</E_0209>
      <E_1209>21143000</E_1209>
      <E_2209>27529000</E_2209>
      <E_3209>44926000</E_3209>
      <E_0216>0</E_0216>
      <E_1216>0</E_1216>
      <E_2216>0</E_2216>
      <E_3216>0</E_3216>
      <E_0217>-10234000</E_0217>
      <E_1217>-18687000</E_1217>
      <E_2217>-22021000</E_2217>
      <E_3217>-40133000</E_3217>
      <E_0218>-24000</E_0218>
      <E_1218>-43000</E_1218>
      <E_2218>-37000</E_2218>
      <E_3218>-54000</E_3218>
      <E_0219>-22000</E_0219>
      <E_1219>-42000</E_1219>
      <E_2219>-33000</E_2219>
      <E_3219>-50000</E_3219>
      <E_0221>0</E_0221>
      <E_1221>0</E_1221>
      <E_2221>0</E_2221>
      <E_3221>0</E_3221>
      <E_0222>-2000</E_0222>
      <E_1222>-1000</E_1222>
      <E_2222>-4000</E_2222>
      <E_3222>-4000</E_3222>
      <E_0224>-10210000</E_0224>
      <E_1224>-18644000</E_1224>
      <E_2224>-21984000</E_2224>
      <E_3224>-40079000</E_3224>
      <E_0225>-48000</E_0225>
      <E_1225>-75000</E_1225>
      <E_2225>-101000</E_2225>
      <E_3225>-158000</E_3225>
      <E_0226>0</E_0226>
      <E_1226>0</E_1226>
      <E_2226>0</E_2226>
      <E_3226>0</E_3226>
      <E_0227>-12000</E_0227>
      <E_1227>-12000</E_1227>
      <E_2227>-24000</E_2227>
      <E_3227>-24000</E_3227>
      <E_0228>-10150000</E_0228>
      <E_1228>-18557000</E_1228>
      <E_2228>-21859000</E_2228>
      <E_3228>-39897000</E_3228>
      <E_0230>0</E_0230>
      <E_1230>0</E_1230>
      <E_2230>0</E_2230>
      <E_3230>0</E_3230>
      <E_0231>-2644000</E_0231>
      <E_1231>-2456000</E_1231>
      <E_2231>-5508000</E_2231>
      <E_3231>-4793000</E_3231>
      <E_0232>-2644000</E_0232>
      <E_1232>-2456000</E_1232>
      <E_2232>-5508000</E_2232>
      <E_3232>-4793000</E_3232>
      <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>2807000</E_0300>
      <E_1300>2458000</E_1300>
      <E_2300>5618000</E_2300>
      <E_3300>4545000</E_3300>
      <E_0301>13502000</E_0301>
      <E_1301>22066000</E_1301>
      <E_2301>28762000</E_2301>
      <E_3301>46055000</E_3301>
      <E_0302>15805000</E_0302>
      <E_1302>25484000</E_1302>
      <E_2302>33561000</E_2302>
      <E_3302>53326000</E_3302>
      <E_0303>-2387000</E_0303>
      <E_1303>-3539000</E_1303>
      <E_2303>-4972000</E_2303>
      <E_3303>-7513000</E_3303>
      <E_0304>0</E_0304>
      <E_1304>0</E_1304>
      <E_2304>0</E_2304>
      <E_3304>0</E_3304>
      <E_0305>0</E_0305>
      <E_1305>0</E_1305>
      <E_2305>0</E_2305>
      <E_3305>0</E_3305>
      <E_0307>-85000</E_0307>
      <E_1307>-86000</E_1307>
      <E_2307>-169000</E_2307>
      <E_3307>-175000</E_3307>
      <E_0308>169000</E_0308>
      <E_1308>207000</E_1308>
      <E_2308>342000</E_2308>
      <E_3308>417000</E_3308>
      <E_0309>-10682000</E_0309>
      <E_1309>-19575000</E_1309>
      <E_2309>-23123000</E_2309>
      <E_3309>-41474000</E_3309>
      <E_0310>-50000</E_0310>
      <E_1310>-77000</E_1310>
      <E_2310>-104000</E_2310>
      <E_3310>-162000</E_3310>
      <E_0311>0</E_0311>
      <E_1311>0</E_1311>
      <E_2311>0</E_2311>
      <E_3311>0</E_3311>
      <E_0312>-12000</E_0312>
      <E_1312>-12000</E_1312>
      <E_2312>-24000</E_2312>
      <E_3312>-24000</E_3312>
      <E_0313>-10620000</E_0313>
      <E_1313>-19486000</E_1313>
      <E_2313>-22995000</E_2313>
      <E_3313>-41288000</E_3313>
      <E_0315>-13000</E_0315>
      <E_1315>-33000</E_1315>
      <E_2315>-21000</E_2315>
      <E_3315>-36000</E_3315>
      <E_0320>-13000</E_0320>
      <E_1320>-33000</E_1320>
      <E_2320>-21000</E_2320>
      <E_3320>-36000</E_3320>
      <E_0321>0</E_0321>
      <E_1321>0</E_1321>
      <E_2321>0</E_2321>
      <E_3321>0</E_3321>
      <E_0322>-2909000</E_0322>
      <E_1322>-5026000</E_1322>
      <E_2322>-5942000</E_2322>
      <E_3322>-6135000</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>-2311000</E_0325>
      <E_1325>-4426000</E_1325>
      <E_2325>-4593000</E_2325>
      <E_3325>-4938000</E_3325>
      <E_0326>55171000</E_0326>
      <E_1326>77258000</E_1326>
      <E_2326>115301000</E_2326>
      <E_3326>160962000</E_3326>
      <E_0327>32524000</E_0327>
      <E_1327>59598000</E_1327>
      <E_2327>66689000</E_2327>
      <E_3327>110273000</E_3327>
      <E_0328>3795000</E_0328>
      <E_1328>4775000</E_1328>
      <E_2328>7297000</E_2328>
      <E_3328>9590000</E_3328>
      <E_0329>0</E_0329>
      <E_1329>0</E_1329>
      <E_2329>0</E_2329>
      <E_3329>0</E_3329>
      <E_0330>0</E_0330>
      <E_1330>0</E_1330>
      <E_2330>0</E_2330>
      <E_3330>0</E_3330>
      <E_0331>-93801000</E_0331>
      <E_1331>-146057000</E_1331>
      <E_2331>-193880000</E_2331>
      <E_3331>-285763000</E_3331>
      <E_0332>-598000</E_0332>
      <E_1332>-600000</E_1332>
      <E_2332>-1349000</E_2332>
      <E_3332>-1197000</E_3332>
      <E_0333>0</E_0333>
      <E_1333>0</E_1333>
      <E_2333>0</E_2333>
      <E_3333>0</E_3333>
      <E_0334>-599000</E_0334>
      <E_1334>-599000</E_1334>
      <E_2334>-1197000</E_2334>
      <E_3334>-1197000</E_3334>
      <E_0336>1000</E_0336>
      <E_1336>-1000</E_1336>
      <E_2336>-152000</E_2336>
      <E_3336>0</E_3336>
      <E_0337>-102000</E_0337>
      <E_1337>-2568000</E_1337>
      <E_2337>-324000</E_2337>
      <E_3337>-1590000</E_3337>
      <E_0338>84633000</E_0338>
      <E_1338>90351000</E_1338>
      <E_2338>84855000</E_2338>
      <E_3338>89373000</E_3338>
      <E_0339>84531000</E_0339>
      <E_1339>87783000</E_1339>
      <E_2339>84531000</E_2339>
      <E_3339>87783000</E_3339>
    </EstadoFlujosEfectivo>
    <IngresosGastosReconocidos />
    <ActivosTitulizados>
      <EntidadesCedentes>BANCO BILBAO VIZCAYA ARGENTARIA, S.A. (K8MS7FD7N5Z2WQ51AZ71);</EntidadesCedentes>
      <E_0392>3.69</E_0392>
      <E_0412>0</E_0412>
      <E_0452>17.24</E_0452>
      <E_1392>2.42</E_1392>
      <E_1412>0</E_1412>
      <E_1452>17.57</E_1452>
      <E_2392>7.30</E_2392>
      <E_2412>2.19</E_2412>
      <E_2432>30</E_2432>
      <E_2452>7</E_2452>
      <E_0460>4900</E_0460>
      <E_0467>1131000</E_0467>
      <E_0474>379000</E_0474>
      <E_0481>0</E_0481>
      <E_0488>1510000</E_0488>
      <E_0495>44448000</E_0495>
      <E_0502>0</E_0502>
      <E_0509>45958000</E_0509>
      <E_0461>516</E_0461>
      <E_0468>361000</E_0468>
      <E_0475>104000</E_0475>
      <E_0482>1000</E_0482>
      <E_0489>466000</E_0489>
      <E_0496>4924000</E_0496>
      <E_0503>0</E_0503>
      <E_0510>5390000</E_0510>
      <E_0462>310</E_0462>
      <E_0469>353000</E_0469>
      <E_0476>83000</E_0476>
      <E_0483>39000</E_0483>
      <E_0490>475000</E_0490>
      <E_0497>2653000</E_0497>
      <E_0504>0</E_0504>
      <E_0511>3128000</E_0511>
      <E_0463>294</E_0463>
      <E_0470>487000</E_0470>
      <E_0477>80000</E_0477>
      <E_0484>104000</E_0484>
      <E_0491>671000</E_0491>
      <E_0498>2281000</E_0498>
      <E_0505>0</E_0505>
      <E_0512>2952000</E_0512>
      <E_0464>323</E_0464>
      <E_0471>689000</E_0471>
      <E_0478>87000</E_0478>
      <E_0485>180000</E_0485>
      <E_0492>956000</E_0492>
      <E_0499>2376000</E_0499>
      <E_0506>0</E_0506>
      <E_0513>3332000</E_0513>
      <E_0465>1978</E_0465>
      <E_0472>7618000</E_0472>
      <E_0479>563000</E_0479>
      <E_0486>2387000</E_0486>
      <E_0493>10568000</E_0493>
      <E_0500>9957000</E_0500>
      <E_0507>0</E_0507>
      <E_0514>20525000</E_0514>
      <E_0466>8321</E_0466>
      <E_0473>10639000</E_0473>
      <E_0480>1296000</E_0480>
      <E_0487>2711000</E_0487>
      <E_0494>14646000</E_0494>
      <E_0501>66639000</E_0501>
      <E_0508>0</E_0508>
      <E_1515>81285000</E_1515>
      <E_0515>0</E_0515>
      <E_0522>0</E_0522>
      <E_0529>0</E_0529>
      <E_0536>0</E_0536>
      <E_0543>0</E_0543>
      <E_0550>0</E_0550>
      <E_0557>0</E_0557>
      <E_0564>0</E_0564>
      <E_0571>0</E_0571>
      <E_0578>0</E_0578>
      <E_0584>0</E_0584>
      <E_0516>0</E_0516>
      <E_0523>0</E_0523>
      <E_0530>0</E_0530>
      <E_0537>0</E_0537>
      <E_0544>0</E_0544>
      <E_0551>0</E_0551>
      <E_0558>0</E_0558>
      <E_0565>0</E_0565>
      <E_0572>0</E_0572>
      <E_0579>0</E_0579>
      <E_0585>0</E_0585>
      <E_0517>0</E_0517>
      <E_0524>0</E_0524>
      <E_0531>0</E_0531>
      <E_0538>0</E_0538>
      <E_0545>0</E_0545>
      <E_0552>0</E_0552>
      <E_0559>0</E_0559>
      <E_0566>0</E_0566>
      <E_0573>0</E_0573>
      <E_0580>0</E_0580>
      <E_0586>0</E_0586>
      <E_0518>0</E_0518>
      <E_0525>0</E_0525>
      <E_0532>0</E_0532>
      <E_0539>0</E_0539>
      <E_0546>0</E_0546>
      <E_0553>0</E_0553>
      <E_0560>0</E_0560>
      <E_0567>0</E_0567>
      <E_0574>0</E_0574>
      <E_0581>0</E_0581>
      <E_0587>0</E_0587>
      <E_0519>0</E_0519>
      <E_0526>0</E_0526>
      <E_0533>0</E_0533>
      <E_0540>0</E_0540>
      <E_0547>0</E_0547>
      <E_0554>0</E_0554>
      <E_0561>0</E_0561>
      <E_0568>0</E_0568>
      <E_0575>0</E_0575>
      <E_0582>0</E_0582>
      <E_0588>0</E_0588>
      <E_0520>0</E_0520>
      <E_0527>0</E_0527>
      <E_0534>0</E_0534>
      <E_0541>0</E_0541>
      <E_0548>0</E_0548>
      <E_0555>0</E_0555>
      <E_0562>0</E_0562>
      <E_0569>0</E_0569>
      <E_0576>0</E_0576>
      <E_0583>0</E_0583>
      <E_0589>0</E_0589>
      <E_0521>0</E_0521>
      <E_0528>0</E_0528>
      <E_0535>0</E_0535>
      <E_0542>0</E_0542>
      <E_0549>0</E_0549>
      <E_0556>0</E_0556>
      <E_0563>0</E_0563>
      <E_0570>0</E_0570>
      <E_0577>0</E_0577>
      <E_0590>0</E_0590>
      <E_0600>33890000</E_0600>
      <E_1600>31536000</E_1600>
      <E_2600>28892000</E_2600>
      <E_0601>79203000</E_0601>
      <E_1601>93927000</E_1601>
      <E_2601>139117000</E_2601>
      <E_0602>115179000</E_0602>
      <E_1602>125008000</E_1602>
      <E_2602>241603000</E_2602>
      <E_0603>132408000</E_0603>
      <E_1603>155731000</E_1603>
      <E_2603>312476000</E_2603>
      <E_0604>135320000</E_0604>
      <E_1604>163542000</E_1604>
      <E_2604>395318000</E_2604>
      <E_0605>224752000</E_0605>
      <E_1605>337383000</E_1605>
      <E_2605>1113739000</E_2605>
      <E_0606>0</E_0606>
      <E_1606>0</E_1606>
      <E_2606>0</E_2606>
      <E_0607>720752000</E_0607>
      <E_1607>907127000</E_1607>
      <E_2607>2231145000</E_2607>
      <E_0608>4.06</E_0608>
      <E_1608>4.31</E_1608>
      <E_2608>5.17</E_2608>
      <E_0609>3.58</E_0609>
      <E_1609>3.18</E_1609>
      <E_2609>1.71</E_2609>
      <E_0620>0</E_0620>
      <E_0630>0</E_0630>
      <E_1620>0</E_1620>
      <E_1630>0</E_1630>
      <E_2620>0</E_2620>
      <E_2630>0</E_2630>
      <E_0621>0</E_0621>
      <E_0631>0</E_0631>
      <E_1621>0</E_1621>
      <E_1631>0</E_1631>
      <E_2621>0</E_2621>
      <E_2631>0</E_2631>
      <E_0622>0</E_0622>
      <E_0632>0</E_0632>
      <E_1622>0</E_1622>
      <E_1632>0</E_1632>
      <E_2622>0</E_2622>
      <E_2632>0</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>0</E_0628>
      <E_0638>0</E_0638>
      <E_1628>0</E_1628>
      <E_1638>0</E_1638>
      <E_2628>0</E_2628>
      <E_2638>0</E_2638>
      <E_0650>8.06</E_0650>
      <E_1650>8.16</E_1650>
      <E_2650>10.65</E_2650>
      <E_0651>22</E_0651>
      <E_1651>22</E_1651>
      <E_2651>22</E_2651>
      <E_0652>3.81</E_0652>
      <E_1652>3.75</E_1652>
      <E_2652>4</E_2652>
      <E_0660>15140</E_0660>
      <E_0683>127710000</E_0683>
      <E_1660>18487</E_1660>
      <E_1683>160043000</E_1683>
      <E_2660>38080</E_2660>
      <E_2683>401555000</E_2683>
      <E_0661>1463</E_0661>
      <E_0684>12878000</E_0684>
      <E_1661>1812</E_1661>
      <E_1684>16491000</E_1684>
      <E_2661>3724</E_2661>
      <E_2684>40860000</E_2684>
      <E_0662>2102</E_0662>
      <E_0685>17232000</E_0685>
      <E_1662>2697</E_1662>
      <E_1685>22617000</E_1685>
      <E_2662>6263</E_2662>
      <E_2685>65065000</E_2685>
      <E_0663>2073</E_0663>
      <E_0686>18216000</E_0686>
      <E_1663>2525</E_1663>
      <E_1686>22674000</E_1686>
      <E_2663>5168</E_2663>
      <E_2686>57593000</E_2686>
      <E_0664>8222</E_0664>
      <E_0687>73379000</E_0687>
      <E_1664>9939</E_1664>
      <E_1687>91928000</E_1687>
      <E_2664>20568</E_2664>
      <E_2687>222984000</E_2687>
      <E_0665>1127</E_0665>
      <E_0688>10188000</E_0688>
      <E_1665>1367</E_1665>
      <E_1688>12916000</E_1688>
      <E_2665>2646</E_2665>
      <E_2688>30756000</E_2688>
      <E_0666>3119</E_0666>
      <E_0689>26869000</E_0689>
      <E_1666>3896</E_1666>
      <E_1689>34384000</E_1689>
      <E_2666>8543</E_2666>
      <E_2689>90752000</E_2689>
      <E_0667>2576</E_0667>
      <E_0690>22528000</E_0690>
      <E_1667>3125</E_1667>
      <E_1690>28422000</E_1690>
      <E_2667>6331</E_2667>
      <E_2690>70547000</E_2690>
      <E_0668>13975</E_0668>
      <E_0691>124037000</E_0691>
      <E_1668>16765</E_1668>
      <E_1691>155201000</E_1691>
      <E_2668>31932</E_2668>
      <E_2691>358004000</E_2691>
      <E_0669>546</E_0669>
      <E_0692>5024000</E_0692>
      <E_1669>662</E_1669>
      <E_1692>6361000</E_1692>
      <E_2669>1379</E_2669>
      <E_2692>16636000</E_2692>
      <E_0670>1900</E_0670>
      <E_0693>14965000</E_0693>
      <E_1670>2296</E_1670>
      <E_1693>18698000</E_1693>
      <E_2670>4760</E_2670>
      <E_2693>49550000</E_2693>
      <E_0671>4776</E_0671>
      <E_0694>40638000</E_0694>
      <E_1671>5936</E_1671>
      <E_1694>51752000</E_1694>
      <E_2671>12306</E_2671>
      <E_2694>128633000</E_2694>
      <E_0672>9807</E_0672>
      <E_0695>86710000</E_0695>
      <E_1672>12063</E_1672>
      <E_1695>109470000</E_1695>
      <E_2672>24230</E_2672>
      <E_2695>270525000</E_2695>
      <E_0673>628</E_0673>
      <E_0696>6010000</E_0696>
      <E_1673>786</E_1673>
      <E_1696>7780000</E_1696>
      <E_2673>1716</E_2673>
      <E_2696>20967000</E_2696>
      <E_0674>1989</E_0674>
      <E_0697>18079000</E_0697>
      <E_1674>2379</E_1674>
      <E_1697>22380000</E_1697>
      <E_2674>4665</E_2674>
      <E_2697>52437000</E_2697>
      <E_0675>571</E_0675>
      <E_0698>4935000</E_0698>
      <E_1675>694</E_1675>
      <E_1698>6344000</E_1698>
      <E_2675>1502</E_2675>
      <E_2698>16297000</E_2698>
      <E_0676>420</E_0676>
      <E_0699>3704000</E_0699>
      <E_1676>494</E_1676>
      <E_1699>4620000</E_1699>
      <E_2676>991</E_2676>
      <E_2699>10822000</E_2699>
      <E_0677>9799</E_0677>
      <E_0700>84274000</E_0700>
      <E_1677>11853</E_1677>
      <E_1700>105100000</E_1700>
      <E_2677>23003</E_2677>
      <E_2700>251026000</E_2700>
      <E_0678>2435</E_0678>
      <E_0701>23376000</E_0701>
      <E_1678>3009</E_1678>
      <E_1701>29946000</E_1701>
      <E_2678>6422</E_2678>
      <E_2701>76136000</E_2701>
      <E_0679>82668</E_0679>
      <E_0702>720752000</E_0702>
      <E_1679>100785</E_1679>
      <E_1702>907127000</E_1702>
      <E_2679>204229</E_2679>
      <E_2702>2231145000</E_2702>
      <E_0682>82668</E_0682>
      <E_0705>720752000</E_0705>
      <E_1682>100785</E_1682>
      <E_1705>907127000</E_1705>
      <E_2682>204229</E_2682>
      <E_2705>2231145000</E_2705>
      <E_0710>0.09</E_0710>
      <E_1710>0.08</E_1710>
      <E_2710>0.05</E_2710>
    </ActivosTitulizados>
    <Obligaciones>
      <MercadoCotizacion>AIAF</MercadoCotizacion>
      <DetalleImportePendiente>
        <Serie>ES0305086003</Serie>
        <Denominacion>BONOSA</Denominacion>
        <E_0720>12397</E_0720>
        <E_0721>42000</E_0721>
        <E_0722>524655000</E_0722>
        <E_1720>12397</E_1720>
        <E_1721>58000</E_1721>
        <E_1722>718535000</E_1722>
        <E_2720>12397</E_2720>
        <E_2721>100000</E_2721>
        <E_2722>1239700000</E_2722>
      </DetalleImportePendiente>
      <DetalleImportePendiente>
        <Serie>ES0305086011</Serie>
        <Denominacion>BONOSB</Denominacion>
        <E_0720>2103</E_0720>
        <E_0721>100000</E_0721>
        <E_0722>210300000</E_0722>
        <E_1720>2103</E_1720>
        <E_1721>100000</E_1721>
        <E_1722>210300000</E_1722>
        <E_2720>2103</E_2720>
        <E_2721>100000</E_2721>
        <E_2722>210300000</E_2722>
      </DetalleImportePendiente>
      <E_0723>14500</E_0723>
      <E_0724>734955000</E_0724>
      <E_1723>14500</E_1723>
      <E_1724>928835000</E_1724>
      <E_2723>14500</E_2723>
      <E_2724>1450000000</E_2724>
      <DetalleInteres>
        <Serie>ES0305086003</Serie>
        <Denominacion>BONOSA</Denominacion>
        <E_0730>NS</E_0730>
        <E_0731>Fijo</E_0731>
        <E_0733>1</E_0733>
        <E_0734>175000</E_0734>
        <E_0735>0</E_0735>
        <E_0742>S</E_0742>
        <E_0736>524655000</E_0736>
        <E_0737>0</E_0737>
        <E_0738>524830000</E_0738>
        <E_0739>0</E_0739>
      </DetalleInteres>
      <DetalleInteres>
        <Serie>ES0305086011</Serie>
        <Denominacion>BONOSB</Denominacion>
        <E_0730>S</E_0730>
        <E_0731>Fijo</E_0731>
        <E_0733>1.50</E_0733>
        <E_0734>105000</E_0734>
        <E_0735>0</E_0735>
        <E_0742>S</E_0742>
        <E_0736>210300000</E_0736>
        <E_0737>0</E_0737>
        <E_0738>210405000</E_0738>
        <E_0739>0</E_0739>
      </DetalleInteres>
      <E_0740>280000</E_0740>
      <E_0741>0</E_0741>
      <E_0743>734955000</E_0743>
      <E_0744>0</E_0744>
      <E_0745>735235000</E_0745>
      <E_0746>0</E_0746>
      <E_0747>1.12</E_0747>
      <E_0748>1.10</E_0748>
      <E_0749>1.07</E_0749>
      <DetalleAmortizacion>
        <Serie>ES0305086003</Serie>
        <Denominacion>BONOSA</Denominacion>
        <E_0750>93801000</E_0750>
        <E_0751>715045000</E_0751>
        <E_0752>1581000</E_0752>
        <E_0753>31365000</E_0753>
        <E_1750>146057000</E_1750>
        <E_1751>285763000</E_1751>
        <E_1752>2750000</E_1752>
        <E_1753>23446000</E_1753>
      </DetalleAmortizacion>
      <DetalleAmortizacion>
        <Serie>ES0305086011</Serie>
        <Denominacion>BONOSB</Denominacion>
        <E_0750>0</E_0750>
        <E_0751>0</E_0751>
        <E_0752>806000</E_0752>
        <E_0753>9253000</E_0753>
        <E_1750>0</E_1750>
        <E_1751>0</E_1751>
        <E_1752>789000</E_1752>
        <E_1753>6055000</E_1753>
      </DetalleAmortizacion>
      <E_0754>93801000</E_0754>
      <E_0755>715045000</E_0755>
      <E_0756>2387000</E_0756>
      <E_0757>40618000</E_0757>
      <E_1754>146057000</E_1754>
      <E_1755>285763000</E_1755>
      <E_1756>3539000</E_1756>
      <E_1757>29501000</E_1757>
      <DetalleCalificacionCrediticia>
        <Serie>ES0305086003</Serie>
        <Denominacion>BONOSA</Denominacion>
        <E_0760>20180425</E_0760>
        <E_0761>MDY</E_0761>
        <E_0762>Aa1</E_0762>
        <E_0763>Aa2(sf)</E_0763>
        <E_0764>Aa3 (sf)</E_0764>
      </DetalleCalificacionCrediticia>
      <DetalleCalificacionCrediticia>
        <Serie>ES0305086003</Serie>
        <Denominacion>BONOSA</Denominacion>
        <E_0760>20170619</E_0760>
        <E_0761>DBRS</E_0761>
        <E_0762>A(high)(sf)</E_0762>
        <E_0763>A(high)(sf)</E_0763>
        <E_0764>A (sf)</E_0764>
      </DetalleCalificacionCrediticia>
      <DetalleCalificacionCrediticia>
        <Serie>ES0305086011</Serie>
        <Denominacion>BONOSB</Denominacion>
        <E_0760>20171024</E_0760>
        <E_0761>MDY</E_0761>
        <E_0762>Baa3(sf)</E_0762>
        <E_0763>Baa3(sf)</E_0763>
        <E_0764>B1 (sf)</E_0764>
      </DetalleCalificacionCrediticia>
      <DetalleCalificacionCrediticia>
        <Serie>ES0305086011</Serie>
        <Denominacion>BONOSB</Denominacion>
        <E_0760>20180618</E_0760>
        <E_0761>DBRS</E_0761>
        <E_0762>BBB</E_0762>
        <E_0763>BB (h) (sf)</E_0763>
        <E_0764>BB (h) (sf)</E_0764>
      </DetalleCalificacionCrediticia>
      <E_0771>734955000</E_0771>
      <E_1771>928835000</E_1771>
      <E_2771>1450000000</E_2771>
      <E_0772>734955000</E_0772>
      <E_1772>928835000</E_1772>
      <E_2772>1450000000</E_2772>
      <E_0773>10.23</E_0773>
      <E_1773>10.73</E_1773>
      <E_2773>13.16</E_2773>
    </Obligaciones>
    <OtraInformacionFondo>
      <E_0775>65250000</E_0775>
      <E_1775>65250000</E_1775>
      <E_2775>65250000</E_2775>
      <E_0776>65250000</E_0776>
      <E_1776>65250000</E_1776>
      <E_2776>65250000</E_2776>
      <E_0777>8.88</E_0777>
      <E_1777>7.02</E_1777>
      <E_2777>4.50</E_2777>
      <E_0778>BBVA</E_0778>
      <E_1778>BBVA</E_1778>
      <E_2778>BBVA</E_2778>
      <E_0779>A (high)/A3</E_0779>
      <E_1779>A/Baa1</E_1779>
      <E_2779>A/Baa1</E_2779>
      <E_0791>S</E_0791>
      <E_1791>S</E_1791>
      <E_2791>S</E_2791>
      <E_0792>71.39</E_0792>
      <E_1792>77.36</E_1792>
      <E_2792>85.50</E_2792>
      <DetallePermuta />
    </OtraInformacionFondo>
    <Cumplimiento>
      <E_7000>3</E_7000>
      <E_7003>14176000</E_7003>
      <E_7006>13996000</E_7006>
      <E_7009>2</E_7009>
      <E_7012>1.56</E_7012>
      <E_7015>2.03</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>14176000</E_7005>
      <E_7008>13996000</E_7008>
      <E_7011>2</E_7011>
      <E_7014>1.56</E_7014>
      <E_7017>2.03</E_7017>
      <E_7018>GLOSARIO DE DEFINICIONES</E_7018>
      <E_7019>18</E_7019>
      <E_7021>12237000</E_7021>
      <E_7024>7812000</E_7024>
      <E_7027>1.70</E_7027>
      <E_7030>0.86</E_7030>
      <E_7033>1.54</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>12237000</E_7023>
      <E_7026>7812000</E_7026>
      <E_7029>1.70</E_7029>
      <E_7032>0.86</E_7032>
      <E_7035>1.54</E_7035>
      <E_7036>GLOSARIO DE DEFINICIONES</E_7036>
      <Trigger2>
        <Denominacion>Serie B</Denominacion>
        <E_0855>5</E_0855>
        <E_0859>2.34</E_0859>
        <E_1859>2.31</E_1859>
        <E_2859>Referencia del folleto: 3.4.6.2.1 </E_2859>
      </Trigger2>
      <Trigger3>
        <Denominacion>FR</Denominacion>
        <E_0856>1</E_0856>
        <E_0860>2</E_0860>
        <E_1860>2.02</E_1860>
        <E_2860>Referencia del folleto: 3.4.2.2 </E_2860>
      </Trigger3>
      <InformeCumplimientoReglas>
        <DocAdjunto>
          <Nombre>BVC7_20180619_TRG.pdf</Nombre>
          <Contenido>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</Contenido>
        </DocAdjunto>
      </InformeCumplimientoReglas>
    </Cumplimiento>
    <Comisiones>
      <E_0862>Europea de Titulización</E_0862>
      <E_2862>Saldo de principal pendiente de las series</E_2862>
      <E_3862>0.0130</E_3862>
      <E_5862>6000</E_5862>
      <E_6862>Trimestral</E_6862>
      <E_7862>S</E_7862>
      <E_8862>Adicionalmente, comisión de 300 € trimestral por cada envío a EdW, el 0,01% del Saldo Vivo medio diario de los préstamos hipotecarios y el 0,025% del valor bruto contable de los inmuebles</E_8862>
      <E_0864>BBVA</E_0864>
      <E_1864>12000</E_1864>
      <E_6864>Trimestral</E_6864>
      <E_7864>S</E_7864>
      <E_0866>S</E_0866>
      <E_0867>N</E_0867>
      <E_0868>N</E_0868>
      <E_0870>BBVA</E_0870>
      <E_0871>Capítulo 3.4.6.4</E_0871>
      <E_0872_A>20180228</E_0872_A>
      <E_0872_B>20180531</E_0872_B>
      <E_0873_A>9975000</E_0873_A>
      <E_0873_B>23421000</E_0873_B>
      <E_0873_M>33396000</E_0873_M>
      <E_0874_A>-1874000</E_0874_A>
      <E_0874_B>-4625000</E_0874_B>
      <E_0874_M>-6499000</E_0874_M>
      <E_0875_A>0</E_0875_A>
      <E_0875_B>0</E_0875_B>
      <E_0875_M>0</E_0875_M>
      <E_0876_A>0</E_0876_A>
      <E_0876_B>0</E_0876_B>
      <E_0876_M>0</E_0876_M>
      <E_0877_A>-50000</E_0877_A>
      <E_0877_B>-125000</E_0877_B>
      <E_0877_M>-175000</E_0877_M>
      <E_0878_A>8051000</E_0878_A>
      <E_0878_B>18671000</E_0878_B>
      <E_0878_M>26722000</E_0878_M>
      <E_0879_A>0</E_0879_A>
      <E_0879_B>0</E_0879_B>
      <E_0879_M>0</E_0879_M>
      <E_0880_A>0</E_0880_A>
      <E_0880_B>0</E_0880_B>
      <E_0880_M>0</E_0880_M>
      <E_0881_A>-8051000</E_0881_A>
      <E_0881_B>-18671000</E_0881_B>
      <E_0881_M>-26722000</E_0881_M>
      <E_0882_A>0</E_0882_A>
      <E_0882_B>0</E_0882_B>
      <E_0882_M>0</E_0882_M>
      <E_0883_A>12375000</E_0883_A>
      <E_0883_B>10620000</E_0883_B>
      <E_0883_M>22995000</E_0883_M>
      <E_0884_A>0</E_0884_A>
      <E_0884_B>0</E_0884_B>
    </Comisiones>
    <NotasExplicativasEInformes />
  </TramiteFTAEP>
</TramiteCNMV>