﻿<?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>11052</NumRegistroFondo>
      <DenominacionFondo>BBVA RMBS 19 Fondo de Titulización</DenominacionFondo>
      <DenominacionGestora>EUROPEA DE TITULIZACION S.A., S.G.F.T.</DenominacionGestora>
      <EstadoAgregado>NO</EstadoAgregado>
      <FondoAbierto>NO</FondoAbierto>
      <FechaPeriodo>20201231</FechaPeriodo>
      <PersonaContacto>
        <Nombre></Nombre>
        <Email></Email>
        <Telefono></Telefono>
        <Cargo></Cargo>
      </PersonaContacto>
    </DatosIdentificativos>
    <Balance>
      <E_0001>1795697000</E_0001>
      <E_1001>1925584000</E_1001>
      <E_0002>1795697000</E_0002>
      <E_1002>1925584000</E_1002>
      <E_0003>1795697000</E_0003>
      <E_1003>1925584000</E_1003>
      <E_0004>33757000</E_0004>
      <E_1004>36437000</E_1004>
      <E_0005>1761159000</E_0005>
      <E_1005>1889147000</E_1005>
      <E_0025>792000</E_0025>
      <E_0027>-11000</E_0027>
      <E_0041>189163000</E_0041>
      <E_1041>178696000</E_1041>
      <E_0043>65434000</E_0043>
      <E_1043>65343000</E_1043>
      <E_0044>56422000</E_0044>
      <E_1044>57387000</E_1044>
      <E_0045>1247000</E_0045>
      <E_1045>1264000</E_1045>
      <E_0046>54911000</E_0046>
      <E_1046>55865000</E_1046>
      <E_0065>163000</E_0065>
      <E_1065>182000</E_1065>
      <E_0066>85000</E_0066>
      <E_1066>76000</E_1066>
      <E_0067>11000</E_0067>
      <E_0068>5000</E_0068>
      <E_0069>0</E_0069>
      <E_0071>0</E_0071>
      <E_1071>0</E_1071>
      <E_0072>0</E_0072>
      <E_1072>0</E_1072>
      <E_0074>9012000</E_0074>
      <E_1074>7956000</E_1074>
      <E_0077>9012000</E_0077>
      <E_1077>7956000</E_1077>
      <E_0082>8000</E_0082>
      <E_1082>8000</E_1082>
      <E_0083>8000</E_0083>
      <E_1083>8000</E_1083>
      <E_0085>123721000</E_0085>
      <E_1085>113345000</E_1085>
      <E_0086>123721000</E_0086>
      <E_1086>113345000</E_1086>
      <E_0088>1984860000</E_0088>
      <E_1088>2104280000</E_1088>
      <E_0089>2145517000</E_0089>
      <E_1089>2214641000</E_1089>
      <E_0094>2145517000</E_0094>
      <E_1094>2214641000</E_1094>
      <E_0095>1606831000</E_0095>
      <E_1095>1735875000</E_1095>
      <E_0096>1606831000</E_0096>
      <E_1096>1735875000</E_1096>
      <E_0097>0</E_0097>
      <E_1097>0</E_1097>
      <E_0101>300266000</E_0101>
      <E_1101>300450000</E_1101>
      <E_0102>300266000</E_0102>
      <E_1102>300450000</E_1102>
      <E_0108>238420000</E_0108>
      <E_1108>178316000</E_1108>
      <E_0109>238420000</E_0109>
      <E_1109>178316000</E_1109>
      <E_0117>96767000</E_0117>
      <E_1117>96614000</E_1117>
      <E_0123>95572000</E_0123>
      <E_1123>95808000</E_1123>
      <E_0124>71450000</E_0124>
      <E_1124>63701000</E_1124>
      <E_0125>71450000</E_0125>
      <E_1125>63426000</E_1125>
      <E_0128>0</E_0128>
      <E_1128>275000</E_1128>
      <E_0131>213000</E_0131>
      <E_1131>225000</E_1131>
      <E_0132>213000</E_0132>
      <E_1132>225000</E_1132>
      <E_0139>23900000</E_0139>
      <E_1139>31310000</E_1139>
      <E_0140>23900000</E_0140>
      <E_1140>31310000</E_1140>
      <E_0143>9000</E_0143>
      <E_1143>572000</E_1143>
      <E_0144>9000</E_0144>
      <E_1144>572000</E_1144>
      <E_0148>1195000</E_0148>
      <E_1148>806000</E_1148>
      <E_0149>1185000</E_0149>
      <E_1149>801000</E_1149>
      <E_0150>28000</E_0150>
      <E_1150>24000</E_1150>
      <E_0151>32000</E_0151>
      <E_1151>20000</E_1151>
      <E_0152>5000</E_0152>
      <E_1152>2000</E_1152>
      <E_0153>1120000</E_0153>
      <E_1153>755000</E_1153>
      <E_0157>10000</E_0157>
      <E_1157>5000</E_1157>
      <E_0158>-257424000</E_0158>
      <E_1158>-206975000</E_1158>
      <E_0160>-257424000</E_0160>
      <E_1160>-206975000</E_1160>
      <E_0162>1984860000</E_0162>
      <E_1162>2104280000</E_1162>
    </Balance>
    <CuentaPerdidasGanancias>
      <E_0201>8419000</E_0201>
      <E_1201>3753000</E_1201>
      <E_2201>34338000</E_2201>
      <E_3201>3753000</E_3201>
      <E_0202>8419000</E_0202>
      <E_1202>3753000</E_1202>
      <E_2202>34338000</E_2202>
      <E_3202>3753000</E_3202>
      <E_0204>-52000</E_0204>
      <E_1204>-278000</E_1204>
      <E_2204>-2244000</E_2204>
      <E_3204>-278000</E_3204>
      <E_0205>-40000</E_0205>
      <E_1205>-275000</E_1205>
      <E_2205>-2206000</E_2205>
      <E_3205>-275000</E_3205>
      <E_0207>-12000</E_0207>
      <E_1207>-3000</E_1207>
      <E_2207>-38000</E_2207>
      <E_3207>-3000</E_3207>
      <E_0208>-6469000</E_0208>
      <E_1208>-2651000</E_1208>
      <E_2208>-24294000</E_2208>
      <E_3208>-2651000</E_3208>
      <E_0209>1898000</E_0209>
      <E_1209>824000</E_1209>
      <E_2209>7800000</E_2209>
      <E_3209>824000</E_3209>
      <E_0217>-1888000</E_0217>
      <E_1217>-824000</E_1217>
      <E_2217>-7789000</E_2217>
      <E_3217>-824000</E_3217>
      <E_0218>-31000</E_0218>
      <E_1218>-23000</E_1218>
      <E_2218>-60000</E_2218>
      <E_3218>-23000</E_3218>
      <E_0219>-28000</E_0219>
      <E_1219>-22000</E_1219>
      <E_2219>-50000</E_2219>
      <E_3219>-22000</E_3219>
      <E_0221>0</E_0221>
      <E_2221>0</E_2221>
      <E_0222>-3000</E_0222>
      <E_1222>-1000</E_1222>
      <E_2222>-10000</E_2222>
      <E_3222>-1000</E_3222>
      <E_0224>-1857000</E_0224>
      <E_1224>-801000</E_1224>
      <E_2224>-7729000</E_2224>
      <E_3224>-801000</E_3224>
      <E_0225>-61000</E_0225>
      <E_1225>-24000</E_1225>
      <E_2225>-242000</E_2225>
      <E_3225>-24000</E_3225>
      <E_0226>-48000</E_0226>
      <E_1226>-20000</E_1226>
      <E_2226>-195000</E_2226>
      <E_3226>-20000</E_3226>
      <E_0227>-12000</E_0227>
      <E_1227>-2000</E_1227>
      <E_2227>-39000</E_2227>
      <E_3227>-2000</E_3227>
      <E_0228>-1736000</E_0228>
      <E_1228>-755000</E_1228>
      <E_2228>-7253000</E_2228>
      <E_3228>-755000</E_3228>
      <E_0230>0</E_0230>
      <E_2230>0</E_2230>
      <E_0231>-10000</E_0231>
      <E_2231>-11000</E_2231>
      <E_0232>-10000</E_0232>
      <E_2232>-11000</E_2232>
      <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>-103000</E_0300>
      <E_1300>484000</E_1300>
      <E_2300>2186000</E_2300>
      <E_3300>484000</E_3300>
      <E_0301>1902000</E_0301>
      <E_1301>642000</E_1301>
      <E_2301>10087000</E_2301>
      <E_3301>642000</E_3301>
      <E_0302>8553000</E_0302>
      <E_1302>642000</E_1302>
      <E_2302>34619000</E_2302>
      <E_3302>642000</E_3302>
      <E_0303>-74000</E_0303>
      <E_1303>0</E_1303>
      <E_2303>-2482000</E_2303>
      <E_3303>0</E_3303>
      <E_0304>2014000</E_0304>
      <E_1304>0</E_1304>
      <E_2304>10182000</E_2304>
      <E_3304>0</E_3304>
      <E_0305>-8591000</E_0305>
      <E_1305>0</E_1305>
      <E_2305>-32232000</E_2305>
      <E_3305>0</E_3305>
      <E_0307>0</E_0307>
      <E_1307>0</E_1307>
      <E_2307>0</E_2307>
      <E_3307>0</E_3307>
      <E_0308>0</E_0308>
      <E_1308>0</E_1308>
      <E_2308>0</E_2308>
      <E_3308>0</E_3308>
      <E_0309>-1960000</E_0309>
      <E_1309>0</E_1309>
      <E_2309>-7344000</E_2309>
      <E_3309>0</E_3309>
      <E_0310>-62000</E_0310>
      <E_1310>0</E_1310>
      <E_2310>-237000</E_2310>
      <E_3310>0</E_3310>
      <E_0311>-48000</E_0311>
      <E_1311>0</E_1311>
      <E_2311>-183000</E_2311>
      <E_3311>0</E_3311>
      <E_0312>-12000</E_0312>
      <E_1312>0</E_1312>
      <E_2312>-36000</E_2312>
      <E_3312>0</E_3312>
      <E_0313>-1838000</E_0313>
      <E_1313>0</E_1313>
      <E_2313>-6888000</E_2313>
      <E_3313>0</E_3313>
      <E_0314>0</E_0314>
      <E_1314>0</E_1314>
      <E_2314>0</E_2314>
      <E_3314>0</E_3314>
      <E_0315>-45000</E_0315>
      <E_1315>-158000</E_1315>
      <E_2315>-557000</E_2315>
      <E_3315>-158000</E_3315>
      <E_0320>-45000</E_0320>
      <E_1320>-158000</E_1320>
      <E_2320>-557000</E_2320>
      <E_3320>-158000</E_3320>
      <E_0321>0</E_0321>
      <E_1321>0</E_1321>
      <E_2321>0</E_2321>
      <E_3321>0</E_3321>
      <E_0322>4034000</E_0322>
      <E_1322>112861000</E_1322>
      <E_2322>8190000</E_2322>
      <E_3322>112861000</E_3322>
      <E_0323>0</E_0323>
      <E_1323>1800000000</E_1323>
      <E_2323>0</E_2323>
      <E_3323>1800000000</E_3323>
      <E_0324>0</E_0324>
      <E_1324>-1999983000</E_1324>
      <E_2324>0</E_2324>
      <E_3324>-1999983000</E_3324>
      <E_0325>4086000</E_0325>
      <E_1325>12170000</E_1325>
      <E_2325>8385000</E_2325>
      <E_3325>12170000</E_3325>
      <E_0326>13225000</E_0326>
      <E_1326>4547000</E_1326>
      <E_2326>53797000</E_2326>
      <E_3326>4547000</E_3326>
      <E_0327>23858000</E_0327>
      <E_1327>7480000</E_1327>
      <E_2327>74677000</E_2327>
      <E_3327>7480000</E_3327>
      <E_0328>244000</E_0328>
      <E_1328>143000</E_1328>
      <E_2328>1027000</E_2328>
      <E_3328>143000</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>-33241000</E_0331>
      <E_1331>0</E_1331>
      <E_2331>-121116000</E_2331>
      <E_3331>0</E_3331>
      <E_0332>-52000</E_0332>
      <E_1332>300674000</E_1332>
      <E_2332>-195000</E_2332>
      <E_3332>300674000</E_3332>
      <E_0333>0</E_0333>
      <E_1333>300675000</E_1333>
      <E_2333>0</E_2333>
      <E_3333>300675000</E_3333>
      <E_0334>-53000</E_0334>
      <E_1334>0</E_1334>
      <E_2334>-196000</E_2334>
      <E_3334>0</E_3334>
      <E_0336>1000</E_0336>
      <E_1336>-1000</E_1336>
      <E_2336>1000</E_2336>
      <E_3336>-1000</E_3336>
      <E_0337>3931000</E_0337>
      <E_1337>113345000</E_1337>
      <E_2337>10376000</E_2337>
      <E_3337>113345000</E_3337>
      <E_0338>119790000</E_0338>
      <E_1338>0</E_1338>
      <E_2338>113345000</E_2338>
      <E_3338>0</E_3338>
      <E_0339>123721000</E_0339>
      <E_1339>113345000</E_1339>
      <E_2339>123721000</E_2339>
      <E_3339>113345000</E_3339>
    </EstadoFlujosEfectivo>
    <IngresosGastosReconocidos>
      <E_0357>1479000</E_0357>
      <E_1357>-209626000</E_1357>
      <E_2357>-74743000</E_2357>
      <E_3357>-209626000</E_3357>
      <E_0358>1479000</E_0358>
      <E_1358>-209626000</E_1358>
      <E_2358>-74743000</E_2358>
      <E_3358>-209626000</E_3358>
      <E_0360>6469000</E_0360>
      <E_1360>2651000</E_1360>
      <E_2360>24294000</E_2360>
      <E_3360>2651000</E_3360>
      <E_0362>-7948000</E_0362>
      <E_1362>206975000</E_1362>
      <E_2362>50449000</E_2362>
      <E_3362>206975000</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>BANCO BILBAO VIZCAYA ARGENTARIA, S.A. (K8MS7FD7N5Z2WQ51AZ71);</EntidadesCedentes>
      <E_0440>4.07</E_0440>
      <E_1440>1.06</E_1440>
      <E_2380>4.11</E_2380>
      <E_2400>1.23</E_2400>
      <E_2420>50</E_2420>
      <E_2440>2</E_2440>
      <E_0381>0.04</E_0381>
      <E_0441>3.95</E_0441>
      <E_1441>0.38</E_1441>
      <E_2381>4.11</E_2381>
      <E_2401>1.23</E_2401>
      <E_2421>50</E_2421>
      <E_2441>2</E_2441>
      <E_0460>394</E_0460>
      <E_0467>86000</E_0467>
      <E_0474>73000</E_0474>
      <E_0481>0</E_0481>
      <E_0488>159000</E_0488>
      <E_0495>39602000</E_0495>
      <E_0502>0</E_0502>
      <E_0509>39761000</E_0509>
      <E_0461>25</E_0461>
      <E_0468>12000</E_0468>
      <E_0475>12000</E_0475>
      <E_0482>0</E_0482>
      <E_0489>24000</E_0489>
      <E_0496>2362000</E_0496>
      <E_0503>0</E_0503>
      <E_0510>2386000</E_0510>
      <E_0462>3</E_0462>
      <E_0469>5000</E_0469>
      <E_0476>3000</E_0476>
      <E_0483>2000</E_0483>
      <E_0490>10000</E_0490>
      <E_0497>477000</E_0497>
      <E_0504>0</E_0504>
      <E_0511>487000</E_0511>
      <E_0463>1</E_0463>
      <E_0470>1000</E_0470>
      <E_0477>1000</E_0477>
      <E_0484>1000</E_0484>
      <E_0491>3000</E_0491>
      <E_0498>80000</E_0498>
      <E_0505>0</E_0505>
      <E_0512>83000</E_0512>
      <E_0464>2</E_0464>
      <E_0471>3000</E_0471>
      <E_0478>0</E_0478>
      <E_0485>2000</E_0485>
      <E_0492>5000</E_0492>
      <E_0499>157000</E_0499>
      <E_0506>0</E_0506>
      <E_0513>162000</E_0513>
      <E_0465>1</E_0465>
      <E_0472>2000</E_0472>
      <E_0479>1000</E_0479>
      <E_0486>3000</E_0486>
      <E_0493>6000</E_0493>
      <E_0500>79000</E_0500>
      <E_0507>0</E_0507>
      <E_0514>85000</E_0514>
      <E_0466>426</E_0466>
      <E_0473>109000</E_0473>
      <E_0480>90000</E_0480>
      <E_0487>8000</E_0487>
      <E_0494>207000</E_0494>
      <E_0501>42757000</E_0501>
      <E_0508>0</E_0508>
      <E_1515>42964000</E_1515>
      <E_0515>394</E_0515>
      <E_0522>86000</E_0522>
      <E_0529>73000</E_0529>
      <E_0536>0</E_0536>
      <E_0543>159000</E_0543>
      <E_0550>39602000</E_0550>
      <E_0557>0</E_0557>
      <E_0564>39761000</E_0564>
      <E_0571>59398000</E_0571>
      <E_0578>59398000</E_0578>
      <E_0584>66.94</E_0584>
      <E_0516>25</E_0516>
      <E_0523>12000</E_0523>
      <E_0530>12000</E_0530>
      <E_0537>0</E_0537>
      <E_0544>24000</E_0544>
      <E_0551>2362000</E_0551>
      <E_0558>0</E_0558>
      <E_0565>2386000</E_0565>
      <E_0572>3174000</E_0572>
      <E_0579>3174000</E_0579>
      <E_0585>75.17</E_0585>
      <E_0517>3</E_0517>
      <E_0524>5000</E_0524>
      <E_0531>3000</E_0531>
      <E_0538>2000</E_0538>
      <E_0545>10000</E_0545>
      <E_0552>477000</E_0552>
      <E_0559>0</E_0559>
      <E_0566>487000</E_0566>
      <E_0573>549000</E_0573>
      <E_0580>549000</E_0580>
      <E_0586>88.71</E_0586>
      <E_0518>1</E_0518>
      <E_0525>1000</E_0525>
      <E_0532>1000</E_0532>
      <E_0539>1000</E_0539>
      <E_0546>3000</E_0546>
      <E_0553>80000</E_0553>
      <E_0560>0</E_0560>
      <E_0567>83000</E_0567>
      <E_0574>191000</E_0574>
      <E_0581>191000</E_0581>
      <E_0587>43.46</E_0587>
      <E_0519>2</E_0519>
      <E_0526>3000</E_0526>
      <E_0533>0</E_0533>
      <E_0540>2000</E_0540>
      <E_0547>5000</E_0547>
      <E_0554>157000</E_0554>
      <E_0561>0</E_0561>
      <E_0568>162000</E_0568>
      <E_0575>304000</E_0575>
      <E_0582>304000</E_0582>
      <E_0588>53.29</E_0588>
      <E_0520>1</E_0520>
      <E_0527>2000</E_0527>
      <E_0534>1000</E_0534>
      <E_0541>3000</E_0541>
      <E_0548>6000</E_0548>
      <E_0555>79000</E_0555>
      <E_0562>0</E_0562>
      <E_0569>85000</E_0569>
      <E_0576>131000</E_0576>
      <E_0583>131000</E_0583>
      <E_0589>64.89</E_0589>
      <E_0521>426</E_0521>
      <E_0528>109000</E_0528>
      <E_0535>90000</E_0535>
      <E_0542>8000</E_0542>
      <E_0549>207000</E_0549>
      <E_0556>42757000</E_0556>
      <E_0563>0</E_0563>
      <E_0570>42964000</E_0570>
      <E_0577>63747000</E_0577>
      <E_0590>67.40</E_0590>
      <E_0600>0</E_0600>
      <E_1600>0</E_1600>
      <E_2600>0</E_2600>
      <E_0601>0</E_0601>
      <E_1601>0</E_1601>
      <E_2601>9000</E_2601>
      <E_0602>0</E_0602>
      <E_1602>0</E_1602>
      <E_2602>0</E_2602>
      <E_0603>0</E_0603>
      <E_1603>0</E_1603>
      <E_2603>0</E_2603>
      <E_0604>0</E_0604>
      <E_1604>0</E_1604>
      <E_2604>0</E_2604>
      <E_0605>1625000</E_0605>
      <E_1605>958000</E_1605>
      <E_2605>897000</E_2605>
      <E_0606>1850252000</E_0606>
      <E_1606>1981755000</E_1606>
      <E_2606>1999076000</E_2606>
      <E_0607>1851877000</E_0607>
      <E_1607>1982713000</E_1607>
      <E_2607>1999982000</E_2607>
      <E_0608>26.74</E_0608>
      <E_1608>27.73</E_1608>
      <E_2608>27.82</E_2608>
      <E_0609>4.19</E_0609>
      <E_1609>3.19</E_1609>
      <E_2609>3.09</E_2609>
      <E_0620>1177</E_0620>
      <E_0630>101904000</E_0630>
      <E_1620>924</E_1620>
      <E_1630>77883000</E_1630>
      <E_2620>896</E_2620>
      <E_2630>75264000</E_2630>
      <E_0621>4644</E_0621>
      <E_0631>541555000</E_0631>
      <E_1621>3867</E_1621>
      <E_1631>456250000</E_1631>
      <E_2621>3770</E_2621>
      <E_2631>444306000</E_2631>
      <E_0622>8234</E_0622>
      <E_0632>973289000</E_0632>
      <E_1622>8252</E_1622>
      <E_1632>1027125000</E_1632>
      <E_2622>8181</E_2622>
      <E_2632>1026934000</E_2632>
      <E_0623>1549</E_0623>
      <E_0633>181456000</E_0633>
      <E_1623>2983</E_1623>
      <E_1633>351140000</E_1633>
      <E_2623>3222</E_2623>
      <E_2633>381480000</E_2633>
      <E_0624>218</E_0624>
      <E_0634>31648000</E_0634>
      <E_1624>259</E_1624>
      <E_1634>36574000</E_1634>
      <E_2624>261</E_2624>
      <E_2634>37237000</E_2634>
      <E_0625>139</E_0625>
      <E_0635>20460000</E_0635>
      <E_1625>175</E_1625>
      <E_1635>27179000</E_1635>
      <E_2625>181</E_2625>
      <E_2635>28051000</E_2635>
      <E_0626>11</E_0626>
      <E_0636>1565000</E_0636>
      <E_1626>43</E_1626>
      <E_1636>6562000</E_1636>
      <E_2626>44</E_2626>
      <E_2636>6710000</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>15972</E_0628>
      <E_0638>1851877000</E_0638>
      <E_1628>16503</E_1628>
      <E_1638>1982713000</E_1638>
      <E_2628>16555</E_2628>
      <E_2638>1999982000</E_2638>
      <E_0639>65.41</E_0639>
      <E_1639>69.14</E_1639>
      <E_2639>69.58</E_2639>
      <E_0650>1.79</E_0650>
      <E_1650>1.86</E_1650>
      <E_2650>1.86</E_2650>
      <E_0651>6.55</E_0651>
      <E_1651>6.55</E_1651>
      <E_2651>6.55</E_2651>
      <E_0652>0.07</E_0652>
      <E_1652>0.24</E_1652>
      <E_2652>0.42</E_2652>
      <E_0660>2972</E_0660>
      <E_0683>306283000</E_0683>
      <E_1660>3049</E_1660>
      <E_1683>325390000</E_1683>
      <E_2660>3057</E_2660>
      <E_2683>327860000</E_2683>
      <E_0661>275</E_0661>
      <E_0684>25946000</E_0684>
      <E_1661>280</E_1661>
      <E_1684>27285000</E_1684>
      <E_2661>281</E_2661>
      <E_2684>27548000</E_2684>
      <E_0662>187</E_0662>
      <E_0685>19850000</E_0685>
      <E_1662>191</E_1662>
      <E_1685>21157000</E_1685>
      <E_2662>191</E_2662>
      <E_2685>21270000</E_2685>
      <E_0663>477</E_0663>
      <E_0686>66360000</E_0686>
      <E_1663>495</E_1663>
      <E_1686>71100000</E_1686>
      <E_2663>497</E_2663>
      <E_2686>72103000</E_2686>
      <E_0664>770</E_0664>
      <E_0687>79690000</E_0687>
      <E_1664>793</E_1664>
      <E_1687>84369000</E_1687>
      <E_2664>795</E_2664>
      <E_2687>85178000</E_2687>
      <E_0665>239</E_0665>
      <E_0688>26649000</E_0688>
      <E_1665>245</E_1665>
      <E_1688>28270000</E_1688>
      <E_2665>246</E_2665>
      <E_2688>28510000</E_2688>
      <E_0666>622</E_0666>
      <E_0689>61966000</E_0689>
      <E_1666>638</E_1666>
      <E_1689>65786000</E_1689>
      <E_2666>638</E_2666>
      <E_2689>66141000</E_2689>
      <E_0667>393</E_0667>
      <E_0690>36462000</E_0690>
      <E_1667>403</E_1667>
      <E_1690>38569000</E_1690>
      <E_2667>406</E_2667>
      <E_2690>39063000</E_2690>
      <E_0668>4345</E_0668>
      <E_0691>555816000</E_0691>
      <E_1668>4511</E_1668>
      <E_1691>596778000</E_1691>
      <E_2668>4526</E_2668>
      <E_2691>601657000</E_2691>
      <E_0669>74</E_0669>
      <E_0692>10261000</E_0692>
      <E_1669>75</E_1669>
      <E_1692>10825000</E_1692>
      <E_2669>75</E_2669>
      <E_2692>10877000</E_2692>
      <E_0670>355</E_0670>
      <E_0693>30580000</E_0693>
      <E_1670>363</E_1670>
      <E_1693>32080000</E_1693>
      <E_2670>365</E_2670>
      <E_2693>32354000</E_2693>
      <E_0671>708</E_0671>
      <E_0694>68289000</E_0694>
      <E_1671>725</E_1671>
      <E_1694>72265000</E_1694>
      <E_2671>726</E_2671>
      <E_2694>72825000</E_2694>
      <E_0672>1794</E_0672>
      <E_0695>274115000</E_0695>
      <E_1672>1875</E_1672>
      <E_1695>298288000</E_1695>
      <E_2672>1883</E_2672>
      <E_2695>301497000</E_2695>
      <E_0673>109</E_0673>
      <E_0696>17074000</E_0696>
      <E_1673>110</E_1673>
      <E_1696>17769000</E_1696>
      <E_2673>110</E_2673>
      <E_2696>17853000</E_2696>
      <E_0674>457</E_0674>
      <E_0697>41202000</E_0697>
      <E_1674>469</E_1674>
      <E_1697>43581000</E_1697>
      <E_2674>469</E_2674>
      <E_2697>43785000</E_2697>
      <E_0675>90</E_0675>
      <E_0698>10015000</E_0698>
      <E_1675>92</E_1675>
      <E_1698>10516000</E_1698>
      <E_2675>92</E_2675>
      <E_2698>10564000</E_2698>
      <E_0676>53</E_0676>
      <E_0699>5477000</E_0699>
      <E_1676>54</E_1676>
      <E_1699>5870000</E_1699>
      <E_2676>54</E_2676>
      <E_2699>5901000</E_2699>
      <E_0677>1592</E_0677>
      <E_0700>145672000</E_0700>
      <E_1677>1656</E_1677>
      <E_1700>156790000</E_1700>
      <E_2677>1664</E_2677>
      <E_2700>158213000</E_2700>
      <E_0678>460</E_0678>
      <E_0701>70170000</E_0701>
      <E_1678>479</E_1678>
      <E_1701>76025000</E_1701>
      <E_2678>480</E_2678>
      <E_2701>76783000</E_2701>
      <E_0679>15972</E_0679>
      <E_0702>1851877000</E_0702>
      <E_1679>16503</E_1679>
      <E_1702>1982713000</E_1702>
      <E_2679>16555</E_2679>
      <E_2702>1999982000</E_2702>
      <E_0682>15972</E_0682>
      <E_0705>1851877000</E_0705>
      <E_1682>16503</E_1682>
      <E_1705>1982713000</E_1705>
      <E_2682>16555</E_2682>
      <E_2705>1999982000</E_2705>
      <E_0710>0.51</E_0710>
      <E_1710>0.52</E_1710>
      <E_2710>0.51</E_2710>
    </ActivosTitulizados>
    <Obligaciones>
      <MercadoCotizacion>AIAF</MercadoCotizacion>
      <DetalleImportePendiente>
        <Serie>ES0305462006</Serie>
        <Denominacion>BONOS</Denominacion>
        <E_0720>18000</E_0720>
        <E_0721>93000</E_0721>
        <E_0722>1678884000</E_0722>
        <E_1720>18000</E_1720>
        <E_1721>100000</E_1721>
        <E_1722>1800000000</E_1722>
        <E_2720>18000</E_2720>
        <E_2721>100000</E_2721>
        <E_2722>1800000000</E_2722>
      </DetalleImportePendiente>
      <E_0723>18000</E_0723>
      <E_0724>1678884000</E_0724>
      <E_1723>18000</E_1723>
      <E_1724>1800000000</E_1724>
      <E_2723>18000</E_2723>
      <E_2724>1800000000</E_2724>
      <DetalleInteres>
        <Serie>ES0305462006</Serie>
        <Denominacion>BONOS</Denominacion>
        <E_0730>NS</E_0730>
        <E_0731>Euribor 03 meses</E_0731>
        <E_0732>0.50</E_0732>
        <E_0733>0</E_0733>
        <E_0734>0</E_0734>
        <E_0735>0</E_0735>
        <E_0742>S</E_0742>
        <E_0736>1678884000</E_0736>
        <E_0737>0</E_0737>
        <E_0738>1678884000</E_0738>
        <E_0739>0</E_0739>
      </DetalleInteres>
      <E_0740>0</E_0740>
      <E_0741>0</E_0741>
      <E_0743>1678884000</E_0743>
      <E_0744>0</E_0744>
      <E_0745>1678884000</E_0745>
      <E_0746>0</E_0746>
      <E_0747>0.12</E_0747>
      <E_0748>0.16</E_0748>
      <E_0749>0.16</E_0749>
      <DetalleAmortizacion>
        <Serie>ES0305462006</Serie>
        <Denominacion>BONOS</Denominacion>
        <E_0750>33241000</E_0750>
        <E_0751>121116000</E_0751>
        <E_0752>74000</E_0752>
        <E_0753>2482000</E_0753>
        <E_1750>0</E_1750>
        <E_1751>0</E_1751>
        <E_1752>0</E_1752>
        <E_1753>0</E_1753>
      </DetalleAmortizacion>
      <E_0754>33241000</E_0754>
      <E_0755>121116000</E_0755>
      <E_0756>74000</E_0756>
      <E_0757>2482000</E_0757>
      <E_1754>0</E_1754>
      <E_1755>0</E_1755>
      <E_1756>0</E_1756>
      <E_1757>0</E_1757>
      <DetalleCalificacionCrediticia>
        <Serie>ES0305462006</Serie>
        <Denominacion>BONOS</Denominacion>
        <E_0760>20191125</E_0760>
        <E_0761>MDY</E_0761>
        <E_0762>Aa1 (sf)</E_0762>
        <E_0763>Aa1 (sf)</E_0763>
        <E_0764>Aa1 (sf)</E_0764>
      </DetalleCalificacionCrediticia>
      <DetalleCalificacionCrediticia>
        <Serie>ES0305462006</Serie>
        <Denominacion>BONOS</Denominacion>
        <E_0760>20191125</E_0760>
        <E_0761>DBRS</E_0761>
        <E_0762>AA (sf)</E_0762>
        <E_0763>AA (sf)</E_0763>
        <E_0764>AA (sf)</E_0764>
      </DetalleCalificacionCrediticia>
      <E_0771>1678884000</E_0771>
      <E_1771>1800000000</E_1771>
      <E_2771>1800000000</E_2771>
      <E_0772>1678884000</E_0772>
      <E_1772>1800000000</E_1772>
      <E_2772>1800000000</E_2772>
      <E_0773>41.66</E_0773>
      <E_1773>42.67</E_1773>
      <E_2773>42.76</E_2773>
    </Obligaciones>
    <OtraInformacionFondo>
      <E_0775>100000000</E_0775>
      <E_1775>100000000</E_1775>
      <E_2775>100000000</E_2775>
      <E_0776>100000000</E_0776>
      <E_1776>100000000</E_1776>
      <E_2776>100000000</E_2776>
      <E_0777>5.96</E_0777>
      <E_1777>5.56</E_1777>
      <E_2777>5.56</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 (high)/A3</E_1779>
      <E_2779>A (high)/A3</E_2779>
      <E_0791>N</E_0791>
      <E_1791>N</E_1791>
      <E_2791>N</E_2791>
      <E_0792>100</E_0792>
      <E_1792>100</E_1792>
      <E_2792>100</E_2792>
      <DetallePermuta>
        <Descripcion>Permuta financiera</Descripcion>
        <E_0800>BBVA</E_0800>
        <E_0801>trimestral</E_0801>
        <E_0802>Intereses percibidos e ingresados</E_0802>
        <E_0803>Saldo Vivo medio diario no Morosos</E_0803>
        <E_0804>Tipo interés medio ponderado bonos + 0,40%</E_0804>
        <E_0805>Saldo Vivo medio diario no Morosos</E_0805>
        <E_0806>-262320000</E_0806>
        <E_1806>-209626000</E_1806>
        <E_2806>-209626173</E_2806>
      </DetallePermuta>
      <E_0808>-262320000</E_0808>
      <E_0809>-209626000</E_0809>
      <E_0810>-209626173</E_0810>
    </OtraInformacionFondo>
    <Cumplimiento>
      <E_7000>3</E_7000>
      <E_7003>803000</E_7003>
      <E_7006>0</E_7006>
      <E_7009>0.04</E_7009>
      <E_7012>0</E_7012>
      <E_7015>0.05</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>803000</E_7005>
      <E_7008>0</E_7008>
      <E_7011>0.04</E_7011>
      <E_7014>0</E_7014>
      <E_7017>0.05</E_7017>
      <E_7018>GLOSARIO DE DEFINICIONES</E_7018>
      <E_7019>18</E_7019>
      <E_7021>0</E_7021>
      <E_7024>0</E_7024>
      <E_7027>0</E_7027>
      <E_7030>0</E_7030>
      <E_7033>0</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>0</E_7023>
      <E_7026>0</E_7026>
      <E_7029>0</E_7029>
      <E_7032>0</E_7032>
      <E_7035>0</E_7035>
      <E_7036>GLOSARIO DE DEFINICIONES</E_7036>
      <Trigger3>
        <Denominacion>FR</Denominacion>
        <E_0856>1</E_0856>
        <E_0860>0.04</E_0860>
        <E_1860>0.05</E_1860>
        <E_2860>Referencia del folleto: Epígrafe 3.4.2.3</E_2860>
      </Trigger3>
      <InformeCumplimientoReglas>
        <DocAdjunto>
          <Nombre>BR19_20201120_TRG.pdf</Nombre>
          <Contenido>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</Contenido>
        </DocAdjunto>
      </InformeCumplimientoReglas>
    </Cumplimiento>
    <Comisiones>
      <E_0862>Europea de Titulización</E_0862>
      <E_1862>13000</E_1862>
      <E_2862>Saldo de principal pendiente de Bonos y del préstamo B</E_2862>
      <E_3862>0.01</E_3862>
      <E_6862>Trimestral</E_6862>
      <E_7862>S</E_7862>
      <E_8862>Adicionalmente, comisión de 500 € trimestral por cada envío a EdW y el 0,025% del valor bruto contable de los inmuebles</E_8862>
      <E_0863>BBVA</E_0863>
      <E_2863>Saldo Vivo medio diario de los Préstamos hipotecarios y valor de los inmuebles adjudicados a la fecha de pago anterior</E_2863>
      <E_3863>0.01</E_3863>
      <E_6863>Trimestral</E_6863>
      <E_7863>S</E_7863>
      <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 3.4.7.4</E_0871>
      <E_0872_A>20200430</E_0872_A>
      <E_0872_B>20200731</E_0872_B>
      <E_0872_C>20201031</E_0872_C>
      <E_0873_A>2671000</E_0873_A>
      <E_0873_B>4594000</E_0873_B>
      <E_0873_C>6563000</E_0873_C>
      <E_0873_M>13828000</E_0873_M>
      <E_0874_A>-1000</E_0874_A>
      <E_0874_B>-2000</E_0874_B>
      <E_0874_C>-3000</E_0874_C>
      <E_0874_M>-6000</E_0874_M>
      <E_0875_A>0</E_0875_A>
      <E_0875_B>0</E_0875_B>
      <E_0875_C>0</E_0875_C>
      <E_0875_M>0</E_0875_M>
      <E_0876_A>0</E_0876_A>
      <E_0876_B>0</E_0876_B>
      <E_0876_C>0</E_0876_C>
      <E_0876_M>0</E_0876_M>
      <E_0877_A>-166000</E_0877_A>
      <E_0877_B>-297000</E_0877_B>
      <E_0877_C>-427000</E_0877_C>
      <E_0877_M>-890000</E_0877_M>
      <E_0878_A>2504000</E_0878_A>
      <E_0878_B>4295000</E_0878_B>
      <E_0878_C>6133000</E_0878_C>
      <E_0878_M>12932000</E_0878_M>
      <E_0879_A>0</E_0879_A>
      <E_0879_B>0</E_0879_B>
      <E_0879_C>0</E_0879_C>
      <E_0879_M>0</E_0879_M>
      <E_0880_A>0</E_0880_A>
      <E_0880_B>0</E_0880_B>
      <E_0880_C>0</E_0880_C>
      <E_0880_M>0</E_0880_M>
      <E_0881_A>-2504000</E_0881_A>
      <E_0881_B>-4295000</E_0881_B>
      <E_0881_C>-6133000</E_0881_C>
      <E_0881_M>-12932000</E_0881_M>
      <E_0882_A>0</E_0882_A>
      <E_0882_B>0</E_0882_B>
      <E_0882_C>0</E_0882_C>
      <E_0882_M>0</E_0882_M>
      <E_0883_A>3259000</E_0883_A>
      <E_0883_B>1790000</E_0883_B>
      <E_0883_C>1838000</E_0883_C>
      <E_0883_M>6887000</E_0883_M>
      <E_0884_A>0</E_0884_A>
      <E_0884_B>0</E_0884_B>
      <E_0884_C>0</E_0884_C>
    </Comisiones>
    <NotasExplicativasEInformes />
  </TramiteFTAEP>
</TramiteCNMV>