﻿<?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>10439</NumRegistroFondo>
      <DenominacionFondo>BBVA RMBS 13 Fondo de Titulización de Activos</DenominacionFondo>
      <DenominacionGestora>EUROPEA DE TITULIZACION S.A., S.G.F.T.</DenominacionGestora>
      <EstadoAgregado>NO</EstadoAgregado>
      <FondoAbierto>NO</FondoAbierto>
      <FechaPeriodo>20210630</FechaPeriodo>
      <PersonaContacto>
        <Nombre></Nombre>
        <Email></Email>
        <Telefono></Telefono>
        <Cargo></Cargo>
      </PersonaContacto>
    </DatosIdentificativos>
    <Balance>
      <E_0001>2456270000</E_0001>
      <E_1001>2568229000</E_1001>
      <E_0002>2456270000</E_0002>
      <E_1002>2568229000</E_1002>
      <E_0003>2456270000</E_0003>
      <E_1003>2568229000</E_1003>
      <E_0004>769932000</E_0004>
      <E_1004>806326000</E_1004>
      <E_0005>1674514000</E_0005>
      <E_1005>1746940000</E_1005>
      <E_0025>13053000</E_0025>
      <E_1025>16672000</E_1025>
      <E_0027>-1229000</E_0027>
      <E_1027>-1709000</E_1027>
      <E_0041>400615000</E_0041>
      <E_1041>400047000</E_1041>
      <E_0042>0</E_0042>
      <E_1042>0</E_1042>
      <E_0043>150573000</E_0043>
      <E_1043>150898000</E_1043>
      <E_0044>139892000</E_0044>
      <E_1044>139605000</E_1044>
      <E_0045>41988000</E_0045>
      <E_1045>42511000</E_1045>
      <E_0046>91757000</E_0046>
      <E_1046>92186000</E_1046>
      <E_0065>58000</E_0065>
      <E_1065>86000</E_1065>
      <E_0066>48000</E_0066>
      <E_1066>68000</E_1066>
      <E_0067>6878000</E_0067>
      <E_1067>5294000</E_1067>
      <E_0068>80000</E_0068>
      <E_1068>91000</E_1068>
      <E_0069>-917000</E_0069>
      <E_1069>-631000</E_1069>
      <E_0071>0</E_0071>
      <E_1071>0</E_1071>
      <E_0072>0</E_0072>
      <E_1072>0</E_1072>
      <E_0074>10681000</E_0074>
      <E_1074>11293000</E_1074>
      <E_0077>10681000</E_0077>
      <E_1077>11293000</E_1077>
      <E_0082>1000</E_0082>
      <E_1082>5000</E_1082>
      <E_0083>1000</E_0083>
      <E_1083>5000</E_1083>
      <E_0085>250041000</E_0085>
      <E_1085>249144000</E_1085>
      <E_0086>250041000</E_0086>
      <E_1086>249144000</E_1086>
      <E_0088>2856885000</E_0088>
      <E_1088>2968276000</E_1088>
      <E_0089>2688721000</E_0089>
      <E_1089>2800618000</E_1089>
      <E_0094>2688721000</E_0094>
      <E_1094>2800618000</E_1094>
      <E_0095>2483721000</E_0095>
      <E_1095>2595618000</E_1095>
      <E_0096>1868774000</E_0096>
      <E_1096>1980674000</E_1096>
      <E_0097>614947000</E_0097>
      <E_1097>614944000</E_1097>
      <E_0101>205000000</E_0101>
      <E_1101>205000000</E_1101>
      <E_0102>205000000</E_0102>
      <E_1102>205000000</E_1102>
      <E_0117>168164000</E_0117>
      <E_1117>167658000</E_1117>
      <E_0123>152680000</E_0123>
      <E_1123>152146000</E_1123>
      <E_0124>152677000</E_0124>
      <E_1124>152146000</E_1124>
      <E_0125>152677000</E_0125>
      <E_1125>152146000</E_1125>
      <E_0128>0</E_0128>
      <E_1128>0</E_1128>
      <E_0131>0</E_0131>
      <E_1131>0</E_1131>
      <E_0132>0</E_0132>
      <E_1132>0</E_1132>
      <E_0136>0</E_0136>
      <E_1136>0</E_1136>
      <E_0139>0</E_0139>
      <E_1139>0</E_1139>
      <E_0140>0</E_0140>
      <E_1140>0</E_1140>
      <E_0143>3000</E_0143>
      <E_1143>0</E_1143>
      <E_0144>3000</E_0144>
      <E_1144>0</E_1144>
      <E_0148>15484000</E_0148>
      <E_1148>15512000</E_1148>
      <E_0149>15450000</E_0149>
      <E_1149>15485000</E_1149>
      <E_0150>40000</E_0150>
      <E_1150>40000</E_1150>
      <E_0151>53000</E_0151>
      <E_1151>56000</E_1151>
      <E_0152>9000</E_0152>
      <E_1152>9000</E_1152>
      <E_0153>15348000</E_0153>
      <E_1153>15380000</E_1153>
      <E_0157>34000</E_0157>
      <E_1157>27000</E_1157>
      <E_0162>2856885000</E_0162>
      <E_1162>2968276000</E_1162>
    </Balance>
    <CuentaPerdidasGanancias>
      <E_0201>2102000</E_0201>
      <E_1201>3612000</E_1201>
      <E_2201>4723000</E_2201>
      <E_3201>7182000</E_3201>
      <E_0202>2102000</E_0202>
      <E_1202>3612000</E_1202>
      <E_2202>4723000</E_2202>
      <E_3202>7182000</E_3202>
      <E_0203>0</E_0203>
      <E_1203>0</E_1203>
      <E_2203>0</E_2203>
      <E_3203>0</E_3203>
      <E_0204>-8000</E_0204>
      <E_1204>-840000</E_1204>
      <E_2204>-16000</E_2204>
      <E_3204>-864000</E_3204>
      <E_0205>0</E_0205>
      <E_1205>-831000</E_1205>
      <E_2205>0</E_2205>
      <E_3205>-847000</E_3205>
      <E_0206>0</E_0206>
      <E_1206>0</E_1206>
      <E_2206>0</E_2206>
      <E_3206>0</E_3206>
      <E_0207>-8000</E_0207>
      <E_1207>-9000</E_1207>
      <E_2207>-16000</E_2207>
      <E_3207>-17000</E_3207>
      <E_0209>2094000</E_0209>
      <E_1209>2772000</E_1209>
      <E_2209>4707000</E_2209>
      <E_3209>6318000</E_3209>
      <E_0210>0</E_0210>
      <E_1210>0</E_1210>
      <E_2210>0</E_2210>
      <E_3210>0</E_3210>
      <E_0213>0</E_0213>
      <E_1213>0</E_1213>
      <E_2213>0</E_2213>
      <E_3213>0</E_3213>
      <E_0216>0</E_0216>
      <E_1216>0</E_1216>
      <E_2216>0</E_2216>
      <E_3216>0</E_3216>
      <E_0217>-2210000</E_0217>
      <E_1217>-2704000</E_1217>
      <E_2217>-4900000</E_2217>
      <E_3217>-4815000</E_3217>
      <E_0218>-16000</E_0218>
      <E_1218>-16000</E_1218>
      <E_2218>-30000</E_2218>
      <E_3218>-29000</E_3218>
      <E_0219>-13000</E_0219>
      <E_1219>-13000</E_1219>
      <E_2219>-25000</E_2219>
      <E_3219>-24000</E_3219>
      <E_0221>0</E_0221>
      <E_1221>0</E_1221>
      <E_2221>0</E_2221>
      <E_3221>0</E_3221>
      <E_0222>-3000</E_0222>
      <E_1222>-3000</E_1222>
      <E_2222>-5000</E_2222>
      <E_3222>-5000</E_3222>
      <E_0224>-2194000</E_0224>
      <E_1224>-2688000</E_1224>
      <E_2224>-4870000</E_2224>
      <E_3224>-4786000</E_3224>
      <E_0225>-55000</E_0225>
      <E_1225>-55000</E_1225>
      <E_2225>-110000</E_2225>
      <E_3225>-111000</E_3225>
      <E_0226>-66000</E_0226>
      <E_1226>-71000</E_1226>
      <E_2226>-132000</E_2226>
      <E_3226>-143000</E_3226>
      <E_0227>-12000</E_0227>
      <E_1227>-12000</E_1227>
      <E_2227>-24000</E_2227>
      <E_3227>-24000</E_3227>
      <E_0228>-2061000</E_0228>
      <E_1228>-2550000</E_1228>
      <E_2228>-4604000</E_2228>
      <E_3228>-4508000</E_3228>
      <E_0230>0</E_0230>
      <E_1230>0</E_1230>
      <E_2230>0</E_2230>
      <E_3230>0</E_3230>
      <E_0231>116000</E_0231>
      <E_1231>-68000</E_1231>
      <E_2231>193000</E_2231>
      <E_3231>-1503000</E_3231>
      <E_0232>116000</E_0232>
      <E_1232>-68000</E_1232>
      <E_2232>193000</E_2232>
      <E_3232>-1503000</E_3232>
      <E_0238>0</E_0238>
      <E_1238>0</E_1238>
      <E_2238>0</E_2238>
      <E_3238>0</E_3238>
      <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>318000</E_0300>
      <E_1300>647000</E_1300>
      <E_2300>300000</E_2300>
      <E_3300>1383000</E_3300>
      <E_0301>2201000</E_0301>
      <E_1301>3496000</E_1301>
      <E_2301>5222000</E_2301>
      <E_3301>7163000</E_3301>
      <E_0302>2201000</E_0302>
      <E_1302>3518000</E_1302>
      <E_2302>5222000</E_2302>
      <E_3302>7185000</E_3302>
      <E_0303>0</E_0303>
      <E_1303>-22000</E_1303>
      <E_2303>0</E_2303>
      <E_3303>-22000</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>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>-1867000</E_0309>
      <E_1309>-2833000</E_1309>
      <E_2309>-4905000</E_2309>
      <E_3309>-5763000</E_3309>
      <E_0310>-55000</E_0310>
      <E_1310>-55000</E_1310>
      <E_2310>-111000</E_2310>
      <E_3310>-111000</E_3310>
      <E_0311>-66000</E_0311>
      <E_1311>-72000</E_1311>
      <E_2311>-135000</E_2311>
      <E_3311>-145000</E_3311>
      <E_0312>-12000</E_0312>
      <E_1312>-12000</E_1312>
      <E_2312>-24000</E_2312>
      <E_3312>-24000</E_3312>
      <E_0313>-1734000</E_0313>
      <E_1313>-2694000</E_1313>
      <E_2313>-4635000</E_2313>
      <E_3313>-5483000</E_3313>
      <E_0315>-16000</E_0315>
      <E_1315>-16000</E_1315>
      <E_2315>-17000</E_2315>
      <E_3315>-17000</E_3315>
      <E_0320>-16000</E_0320>
      <E_1320>-16000</E_1320>
      <E_2320>-17000</E_2320>
      <E_3320>-17000</E_3320>
      <E_0321>0</E_0321>
      <E_1321>0</E_1321>
      <E_2321>0</E_2321>
      <E_3321>0</E_3321>
      <E_0322>3547000</E_0322>
      <E_1322>-3997000</E_1322>
      <E_2322>597000</E_2322>
      <E_3322>-15413000</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>3546000</E_0325>
      <E_1325>-3997000</E_1325>
      <E_2325>594000</E_2325>
      <E_3325>-15415000</E_3325>
      <E_0326>29357000</E_0326>
      <E_1326>29363000</E_1326>
      <E_2326>58482000</E_2326>
      <E_3326>59803000</E_3326>
      <E_0327>27380000</E_0327>
      <E_1327>14141000</E_1327>
      <E_2327>50773000</E_2327>
      <E_3327>32274000</E_3327>
      <E_0328>1467000</E_0328>
      <E_1328>1044000</E_1328>
      <E_2328>2719000</E_2328>
      <E_3328>2660000</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>-54658000</E_0331>
      <E_1331>-48545000</E_1331>
      <E_2331>-111380000</E_2331>
      <E_3331>-110152000</E_3331>
      <E_0332>1000</E_0332>
      <E_1332>0</E_1332>
      <E_2332>3000</E_2332>
      <E_3332>2000</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>1000</E_0336>
      <E_1336>0</E_1336>
      <E_2336>3000</E_2336>
      <E_3336>2000</E_3336>
      <E_0337>3865000</E_0337>
      <E_1337>-3350000</E_1337>
      <E_2337>897000</E_2337>
      <E_3337>-14030000</E_3337>
      <E_0338>246176000</E_0338>
      <E_1338>243068000</E_1338>
      <E_2338>249144000</E_2338>
      <E_3338>253748000</E_3338>
      <E_0339>250041000</E_0339>
      <E_1339>239718000</E_1339>
      <E_2339>250041000</E_2339>
      <E_3339>239718000</E_3339>
    </EstadoFlujosEfectivo>
    <IngresosGastosReconocidos />
    <ActivosTitulizados>
      <EntidadesCedentes>BANCO BILBAO VIZCAYA ARGENTARIA, S.A. (K8MS7FD7N5Z2WQ51AZ71);</EntidadesCedentes>
      <E_0380>0.48</E_0380>
      <E_0400>0.03</E_0400>
      <E_0440>3.84</E_0440>
      <E_1380>0.50</E_1380>
      <E_1400>0.03</E_1400>
      <E_1440>2.97</E_1440>
      <E_2380>6.11</E_2380>
      <E_2400>1.83</E_2400>
      <E_2420>50</E_2420>
      <E_2440>4</E_2440>
      <E_0381>0.90</E_0381>
      <E_0401>0.06</E_0401>
      <E_0421>0</E_0421>
      <E_0441>3.40</E_0441>
      <E_1381>0.95</E_1381>
      <E_1401>0.06</E_1401>
      <E_1421>0</E_1421>
      <E_1441>2.65</E_1441>
      <E_2381>6.11</E_2381>
      <E_2401>1.83</E_2401>
      <E_2421>50</E_2421>
      <E_2441>4</E_2441>
      <E_0460>855</E_0460>
      <E_0467>348000</E_0467>
      <E_0474>40000</E_0474>
      <E_0481>0</E_0481>
      <E_0488>388000</E_0488>
      <E_0495>96191000</E_0495>
      <E_0502>0</E_0502>
      <E_0509>96579000</E_0509>
      <E_0461>64</E_0461>
      <E_0468>68000</E_0468>
      <E_0475>8000</E_0475>
      <E_0482>1000</E_0482>
      <E_0489>77000</E_0489>
      <E_0496>7577000</E_0496>
      <E_0503>0</E_0503>
      <E_0510>7654000</E_0510>
      <E_0462>11</E_0462>
      <E_0469>19000</E_0469>
      <E_0476>1000</E_0476>
      <E_0483>1000</E_0483>
      <E_0490>21000</E_0490>
      <E_0497>1147000</E_0497>
      <E_0504>0</E_0504>
      <E_0511>1168000</E_0511>
      <E_0463>12</E_0463>
      <E_0470>41000</E_0470>
      <E_0477>2000</E_0477>
      <E_0484>3000</E_0484>
      <E_0491>46000</E_0491>
      <E_0498>1362000</E_0498>
      <E_0505>0</E_0505>
      <E_0512>1408000</E_0512>
      <E_0464>7</E_0464>
      <E_0471>36000</E_0471>
      <E_0478>1000</E_0478>
      <E_0485>4000</E_0485>
      <E_0492>41000</E_0492>
      <E_0499>846000</E_0499>
      <E_0506>0</E_0506>
      <E_0513>887000</E_0513>
      <E_0465>131</E_0465>
      <E_0472>6781000</E_0472>
      <E_0479>29000</E_0479>
      <E_0486>318000</E_0486>
      <E_0493>7128000</E_0493>
      <E_0500>9460000</E_0500>
      <E_0507>47000</E_0507>
      <E_0514>16635000</E_0514>
      <E_0466>1080</E_0466>
      <E_0473>7293000</E_0473>
      <E_0480>81000</E_0480>
      <E_0487>327000</E_0487>
      <E_0494>7701000</E_0494>
      <E_0501>116583000</E_0501>
      <E_0508>47000</E_0508>
      <E_1515>124331000</E_1515>
      <E_0515>855</E_0515>
      <E_0522>348000</E_0522>
      <E_0529>40000</E_0529>
      <E_0536>0</E_0536>
      <E_0543>388000</E_0543>
      <E_0550>96191000</E_0550>
      <E_0557>0</E_0557>
      <E_0564>96579000</E_0564>
      <E_0571>146370000</E_0571>
      <E_0578>146370000</E_0578>
      <E_0584>65.98</E_0584>
      <E_0516>64</E_0516>
      <E_0523>68000</E_0523>
      <E_0530>8000</E_0530>
      <E_0537>1000</E_0537>
      <E_0544>77000</E_0544>
      <E_0551>7577000</E_0551>
      <E_0558>0</E_0558>
      <E_0565>7654000</E_0565>
      <E_0572>11538000</E_0572>
      <E_0579>11538000</E_0579>
      <E_0585>66.34</E_0585>
      <E_0517>11</E_0517>
      <E_0524>19000</E_0524>
      <E_0531>1000</E_0531>
      <E_0538>1000</E_0538>
      <E_0545>21000</E_0545>
      <E_0552>1147000</E_0552>
      <E_0559>0</E_0559>
      <E_0566>1168000</E_0566>
      <E_0573>1632000</E_0573>
      <E_0580>1632000</E_0580>
      <E_0586>71.57</E_0586>
      <E_0518>12</E_0518>
      <E_0525>41000</E_0525>
      <E_0532>2000</E_0532>
      <E_0539>3000</E_0539>
      <E_0546>46000</E_0546>
      <E_0553>1362000</E_0553>
      <E_0560>0</E_0560>
      <E_0567>1408000</E_0567>
      <E_0574>2075000</E_0574>
      <E_0581>2075000</E_0581>
      <E_0587>67.86</E_0587>
      <E_0519>7</E_0519>
      <E_0526>36000</E_0526>
      <E_0533>1000</E_0533>
      <E_0540>4000</E_0540>
      <E_0547>41000</E_0547>
      <E_0554>846000</E_0554>
      <E_0561>0</E_0561>
      <E_0568>887000</E_0568>
      <E_0575>1170000</E_0575>
      <E_0582>1170000</E_0582>
      <E_0588>75.81</E_0588>
      <E_0520>131</E_0520>
      <E_0527>6781000</E_0527>
      <E_0534>29000</E_0534>
      <E_0541>318000</E_0541>
      <E_0548>7128000</E_0548>
      <E_0555>9460000</E_0555>
      <E_0562>47000</E_0562>
      <E_0569>16635000</E_0569>
      <E_0576>21837000</E_0576>
      <E_0583>21837000</E_0583>
      <E_0589>76.18</E_0589>
      <E_0521>1080</E_0521>
      <E_0528>7293000</E_0528>
      <E_0535>81000</E_0535>
      <E_0542>327000</E_0542>
      <E_0549>7701000</E_0549>
      <E_0556>116583000</E_0556>
      <E_0563>47000</E_0563>
      <E_0570>124331000</E_0570>
      <E_0577>184622000</E_0577>
      <E_0590>67.34</E_0590>
      <E_0600>241000</E_0600>
      <E_1600>185000</E_1600>
      <E_2600>100000</E_2600>
      <E_0601>801000</E_0601>
      <E_1601>746000</E_1601>
      <E_2601>379000</E_2601>
      <E_0602>1778000</E_0602>
      <E_1602>1888000</E_1602>
      <E_2602>463000</E_2602>
      <E_0603>3627000</E_0603>
      <E_1603>2797000</E_1603>
      <E_2603>837000</E_2603>
      <E_0604>4417000</E_0604>
      <E_1604>4802000</E_1604>
      <E_2604>1497000</E_2604>
      <E_0605>75425000</E_0605>
      <E_1605>73251000</E_1605>
      <E_2605>24565000</E_2605>
      <E_0606>2511833000</E_0606>
      <E_1606>2626260000</E_1606>
      <E_2606>4072269000</E_2606>
      <E_0607>2598122000</E_0607>
      <E_1607>2709929000</E_1607>
      <E_2607>4100110000</E_2607>
      <E_0608>21.21</E_0608>
      <E_1608>21.64</E_1608>
      <E_2608>27.23</E_2608>
      <E_0609>13.32</E_0609>
      <E_1609>12.83</E_1609>
      <E_2609>6.41</E_2609>
      <E_0620>3577</E_0620>
      <E_0630>199687000</E_0630>
      <E_1620>3339</E_1620>
      <E_1630>186702000</E_1630>
      <E_2620>1281</E_2620>
      <E_2630>83236000</E_2630>
      <E_0621>7014</E_0621>
      <E_0631>724793000</E_0631>
      <E_1621>6684</E_1621>
      <E_1631>700320000</E_1631>
      <E_2621>4187</E_2621>
      <E_2631>480176000</E_2631>
      <E_0622>8421</E_0622>
      <E_0632>1019740000</E_0632>
      <E_1622>8848</E_1622>
      <E_1632>1084449000</E_1632>
      <E_2622>21518</E_2622>
      <E_2632>3314065000</E_2632>
      <E_0623>3853</E_0623>
      <E_0633>499436000</E_0633>
      <E_1623>4226</E_1623>
      <E_1633>551966000</E_1633>
      <E_2623>1275</E_2623>
      <E_2633>222633000</E_2633>
      <E_0624>987</E_0624>
      <E_0634>134866000</E_0634>
      <E_1624>1167</E_1624>
      <E_1634>160490000</E_1634>
      <E_2624>0</E_2624>
      <E_2634>0</E_2634>
      <E_0625>121</E_0625>
      <E_0635>18406000</E_0635>
      <E_1625>155</E_1625>
      <E_1635>23944000</E_1635>
      <E_2625>0</E_2625>
      <E_2635>0</E_2635>
      <E_0626>8</E_0626>
      <E_0636>1194000</E_0636>
      <E_1626>15</E_1626>
      <E_1636>2058000</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>23981</E_0628>
      <E_0638>2598122000</E_0638>
      <E_1628>24434</E_1628>
      <E_1638>2709929000</E_1638>
      <E_2628>28261</E_2628>
      <E_2638>4100110000</E_2638>
      <E_0639>67.79</E_0639>
      <E_1639>69.16</E_1639>
      <E_2639>67.52</E_2639>
      <E_0650>0.47</E_0650>
      <E_1650>0.54</E_1650>
      <E_2650>1.37</E_2650>
      <E_0651>6.55</E_0651>
      <E_1651>6.55</E_1651>
      <E_2651>6.55</E_2651>
      <E_0652>0</E_0652>
      <E_1652>0</E_1652>
      <E_2652>0.79</E_2652>
      <E_0660>5156</E_0660>
      <E_0683>529443000</E_0683>
      <E_1660>5251</E_1660>
      <E_1683>551722000</E_1683>
      <E_2660>6025</E_2660>
      <E_2683>820462000</E_2683>
      <E_0661>446</E_0661>
      <E_0684>44894000</E_0684>
      <E_1661>454</E_1661>
      <E_1684>47055000</E_1684>
      <E_2661>520</E_2661>
      <E_2684>72691000</E_2684>
      <E_0662>567</E_0662>
      <E_0685>48862000</E_0685>
      <E_1662>577</E_1662>
      <E_1685>50804000</E_1685>
      <E_2662>634</E_2662>
      <E_2685>74802000</E_2685>
      <E_0663>550</E_0663>
      <E_0686>63747000</E_0686>
      <E_1663>559</E_1663>
      <E_1686>66213000</E_1686>
      <E_2663>681</E_2663>
      <E_2686>106906000</E_2686>
      <E_0664>1599</E_0664>
      <E_0687>153078000</E_0687>
      <E_1664>1620</E_1664>
      <E_1687>158472000</E_1687>
      <E_2664>1886</E_2664>
      <E_2687>236989000</E_2687>
      <E_0665>303</E_0665>
      <E_0688>31851000</E_0688>
      <E_1665>307</E_1665>
      <E_1688>33153000</E_1688>
      <E_2665>348</E_2665>
      <E_2688>50854000</E_2688>
      <E_0666>1088</E_0666>
      <E_0689>95608000</E_0689>
      <E_1666>1105</E_1666>
      <E_1689>99300000</E_1689>
      <E_2666>1235</E_2666>
      <E_2689>150331000</E_2689>
      <E_0667>979</E_0667>
      <E_0690>100629000</E_0690>
      <E_1667>991</E_1667>
      <E_1690>104576000</E_1690>
      <E_2667>1138</E_2667>
      <E_2690>155288000</E_2690>
      <E_0668>3250</E_0668>
      <E_0691>452212000</E_0691>
      <E_1668>3320</E_1668>
      <E_1691>472318000</E_1691>
      <E_2668>3937</E_2668>
      <E_2691>703543000</E_2691>
      <E_0669>123</E_0669>
      <E_0692>14442000</E_0692>
      <E_1669>127</E_1669>
      <E_1692>15316000</E_1692>
      <E_2669>148</E_2669>
      <E_2692>24003000</E_2692>
      <E_0670>457</E_0670>
      <E_0693>36283000</E_0693>
      <E_1670>466</E_1670>
      <E_1693>37824000</E_1693>
      <E_2670>532</E_2670>
      <E_2693>57777000</E_2693>
      <E_0671>1713</E_0671>
      <E_0694>152600000</E_0694>
      <E_1671>1735</E_1671>
      <E_1694>158021000</E_1694>
      <E_2671>1955</E_2671>
      <E_2694>232670000</E_2694>
      <E_0672>2773</E_0672>
      <E_0695>357552000</E_0695>
      <E_1672>2832</E_1672>
      <E_1695>373882000</E_1695>
      <E_2672>3345</E_2672>
      <E_2695>587985000</E_2695>
      <E_0673>130</E_0673>
      <E_0696>12931000</E_0696>
      <E_1673>133</E_1673>
      <E_1696>13812000</E_1696>
      <E_2673>161</E_2673>
      <E_2696>22187000</E_2696>
      <E_0674>852</E_0674>
      <E_0697>83858000</E_0697>
      <E_1674>867</E_1674>
      <E_1697>87298000</E_1697>
      <E_2674>984</E_2674>
      <E_2697>130351000</E_2697>
      <E_0675>140</E_0675>
      <E_0698>15844000</E_0698>
      <E_1675>147</E_1675>
      <E_1698>17355000</E_1698>
      <E_2675>175</E_2675>
      <E_2698>26732000</E_2698>
      <E_0676>120</E_0676>
      <E_0699>11018000</E_0699>
      <E_1676>121</E_1676>
      <E_1699>11351000</E_1699>
      <E_2676>143</E_2676>
      <E_2699>18698000</E_2699>
      <E_0677>3252</E_0677>
      <E_0700>326575000</E_0700>
      <E_1677>3331</E_1677>
      <E_1700>341990000</E_1700>
      <E_2677>3826</E_2677>
      <E_2700>513769000</E_2700>
      <E_0678>483</E_0678>
      <E_0701>66695000</E_0701>
      <E_1678>491</E_1678>
      <E_1701>69467000</E_1701>
      <E_2678>588</E_2678>
      <E_2701>114072000</E_2701>
      <E_0679>23981</E_0679>
      <E_0702>2598122000</E_0702>
      <E_1679>24434</E_1679>
      <E_1702>2709929000</E_1702>
      <E_2679>28261</E_2679>
      <E_2702>4100110000</E_2702>
      <E_0682>23981</E_0682>
      <E_0705>2598122000</E_0705>
      <E_1682>24434</E_1682>
      <E_1705>2709929000</E_1705>
      <E_2682>28261</E_2682>
      <E_2705>4100110000</E_2705>
      <E_0710>0.34</E_0710>
      <E_1710>0.38</E_1710>
      <E_2710>0.31</E_2710>
    </ActivosTitulizados>
    <Obligaciones>
      <MercadoCotizacion>AIAF</MercadoCotizacion>
      <DetalleImportePendiente>
        <Serie>ES0305036008</Serie>
        <Denominacion>BONOSA</Denominacion>
        <E_0720>34850</E_0720>
        <E_0721>58000</E_0721>
        <E_0722>2021754000</E_0722>
        <E_1720>34850</E_1720>
        <E_1721>61000</E_1721>
        <E_1722>2133135000</E_1722>
        <E_2720>34850</E_2720>
        <E_2721>100000</E_2721>
        <E_2722>3485000000</E_2722>
      </DetalleImportePendiente>
      <DetalleImportePendiente>
        <Serie>ES0305036016</Serie>
        <Denominacion>BONOSB</Denominacion>
        <E_0720>6150</E_0720>
        <E_0721>100000</E_0721>
        <E_0722>615000000</E_0722>
        <E_1720>6150</E_1720>
        <E_1721>100000</E_1721>
        <E_1722>615000000</E_1722>
        <E_2720>6150</E_2720>
        <E_2721>100000</E_2721>
        <E_2722>615000000</E_2722>
      </DetalleImportePendiente>
      <E_0723>41000</E_0723>
      <E_0724>2636754000</E_0724>
      <E_1723>41000</E_1723>
      <E_1724>2748135000</E_1724>
      <E_2723>41000</E_2723>
      <E_2724>4100000000</E_2724>
      <DetalleInteres>
        <Serie>ES0305036008</Serie>
        <Denominacion>BONOSA</Denominacion>
        <E_0730>NS</E_0730>
        <E_0731>Euribor 03 meses</E_0731>
        <E_0732>0.30</E_0732>
        <E_0733>0</E_0733>
        <E_0734>0</E_0734>
        <E_0735>0</E_0735>
        <E_0742>N</E_0742>
        <E_0736>2021754000</E_0736>
        <E_0737>0</E_0737>
        <E_0738>2021754000</E_0738>
        <E_0739>0</E_0739>
      </DetalleInteres>
      <DetalleInteres>
        <Serie>ES0305036016</Serie>
        <Denominacion>BONOSB</Denominacion>
        <E_0730>S</E_0730>
        <E_0731>Euribor 03 meses</E_0731>
        <E_0732>0.40</E_0732>
        <E_0733>0</E_0733>
        <E_0734>0</E_0734>
        <E_0735>0</E_0735>
        <E_0742>N</E_0742>
        <E_0736>615000000</E_0736>
        <E_0737>0</E_0737>
        <E_0738>615000000</E_0738>
        <E_0739>0</E_0739>
      </DetalleInteres>
      <E_0740>0</E_0740>
      <E_0741>0</E_0741>
      <E_0743>2636754000</E_0743>
      <E_0744>0</E_0744>
      <E_0745>2636754000</E_0745>
      <E_0746>0</E_0746>
      <E_0747>0.01</E_0747>
      <E_0748>0.04</E_0748>
      <E_0749>0.52</E_0749>
      <DetalleAmortizacion>
        <Serie>ES0305036008</Serie>
        <Denominacion>BONOSA</Denominacion>
        <E_0750>54658000</E_0750>
        <E_0751>1463246000</E_0751>
        <E_0752>0</E_0752>
        <E_0753>20678000</E_0753>
        <E_1750>48545000</E_1750>
        <E_1751>1253998000</E_1751>
        <E_1752>0</E_1752>
        <E_1753>19895000</E_1753>
      </DetalleAmortizacion>
      <DetalleAmortizacion>
        <Serie>ES0305036016</Serie>
        <Denominacion>BONOSB</Denominacion>
        <E_0750>0</E_0750>
        <E_0751>0</E_0751>
        <E_0752>0</E_0752>
        <E_0753>6832000</E_0753>
        <E_1750>0</E_1750>
        <E_1751>0</E_1751>
        <E_1752>22000</E_1752>
        <E_1753>6460000</E_1753>
      </DetalleAmortizacion>
      <E_0754>54658000</E_0754>
      <E_0755>1463246000</E_0755>
      <E_0756>0</E_0756>
      <E_0757>27510000</E_0757>
      <E_1754>48545000</E_1754>
      <E_1755>1253998000</E_1755>
      <E_1756>22000</E_1756>
      <E_1757>26355000</E_1757>
      <DetalleCalificacionCrediticia>
        <Serie>ES0305036008</Serie>
        <Denominacion>BONOSA</Denominacion>
        <E_0760>20160314</E_0760>
        <E_0761>SYP</E_0761>
        <E_0762>A (sf)</E_0762>
        <E_0763>A (sf)</E_0763>
        <E_0764>A (sf)</E_0764>
      </DetalleCalificacionCrediticia>
      <DetalleCalificacionCrediticia>
        <Serie>ES0305036008</Serie>
        <Denominacion>BONOSA</Denominacion>
        <E_0760>20210406</E_0760>
        <E_0761>DBRS</E_0761>
        <E_0762>AA (sf)</E_0762>
        <E_0763>A (high) (sf)</E_0763>
        <E_0764>A (sf)</E_0764>
      </DetalleCalificacionCrediticia>
      <DetalleCalificacionCrediticia>
        <Serie>ES0305036016</Serie>
        <Denominacion>BONOSB</Denominacion>
        <E_0760>20190529</E_0760>
        <E_0761>SYP</E_0761>
        <E_0762>A (sf)</E_0762>
        <E_0763>A (sf)</E_0763>
        <E_0764>A- (sf)</E_0764>
      </DetalleCalificacionCrediticia>
      <DetalleCalificacionCrediticia>
        <Serie>ES0305036016</Serie>
        <Denominacion>BONOSB</Denominacion>
        <E_0760>20210524</E_0760>
        <E_0761>DBRS</E_0761>
        <E_0762>A (sf)</E_0762>
        <E_0763>BBB (high) (sf)</E_0763>
        <E_0764>BB (sf)</E_0764>
      </DetalleCalificacionCrediticia>
      <E_0771>2636754000</E_0771>
      <E_1771>2748135000</E_1771>
      <E_2771>4100000000</E_2771>
      <E_0772>2636754000</E_0772>
      <E_1772>2748135000</E_1772>
      <E_2772>4100000000</E_2772>
      <E_0773>36.35</E_0773>
      <E_1773>36.84</E_1773>
      <E_2773>43.32</E_2773>
    </Obligaciones>
    <OtraInformacionFondo>
      <E_0775>205000000</E_0775>
      <E_1775>205000000</E_1775>
      <E_2775>205000000</E_2775>
      <E_0776>205000000</E_0776>
      <E_1776>205000000</E_1776>
      <E_2776>205000000</E_2776>
      <E_0777>7.77</E_0777>
      <E_1777>7.46</E_1777>
      <E_2777>5</E_2777>
      <E_0778>BBVA</E_0778>
      <E_1778>BBVA</E_1778>
      <E_2778>BBVA</E_2778>
      <E_0779>A (high)/A-</E_0779>
      <E_1779>A (high)/A-</E_1779>
      <E_2779>A/BBB</E_2779>
      <E_0791>S</E_0791>
      <E_1791>S</E_1791>
      <E_2791>S</E_2791>
      <E_0792>76.68</E_0792>
      <E_1792>77.62</E_1792>
      <E_2792>85</E_2792>
      <DetallePermuta />
    </OtraInformacionFondo>
    <Cumplimiento>
      <E_7000>3</E_7000>
      <E_7003>5128000</E_7003>
      <E_7006>7166000</E_7006>
      <E_7009>0.20</E_7009>
      <E_7012>0.27</E_7012>
      <E_7015>0.22</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>5128000</E_7005>
      <E_7008>7166000</E_7008>
      <E_7011>0.20</E_7011>
      <E_7014>0.27</E_7014>
      <E_7017>0.22</E_7017>
      <E_7018>Epígrafe 4.9.3.3 Nota de Valores</E_7018>
      <E_7019>18</E_7019>
      <E_7021>14563000</E_7021>
      <E_7024>14250000</E_7024>
      <E_7027>0.56</E_7027>
      <E_7030>0.53</E_7030>
      <E_7033>0.57</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>14563000</E_7023>
      <E_7026>14250000</E_7026>
      <E_7029>0.56</E_7029>
      <E_7032>0.53</E_7032>
      <E_7035>0.57</E_7035>
      <E_7036>Epígrafe 4.9.3.3 Nota de Valores</E_7036>
      <Trigger2>
        <Denominacion>Serie B</Denominacion>
        <E_0855>13</E_0855>
        <E_0859>0.82</E_0859>
        <E_1859>0.81</E_1859>
        <E_2859>Referencia del folleto: Epígrafe 3.4.6.2.1 </E_2859>
      </Trigger2>
      <Trigger3>
        <Denominacion>FR</Denominacion>
        <E_0856>1</E_0856>
        <E_0860>0.20</E_0860>
        <E_1860>0.23</E_1860>
        <E_2860>Referencia del folleto: Epígrafe 3.4.2.2</E_2860>
      </Trigger3>
      <InformeCumplimientoReglas>
        <DocAdjunto>
          <Nombre>BR13_20210426_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>0.0120</E_3862>
      <E_4862>55000</E_4862>
      <E_5862>8000</E_5862>
      <E_6862>Trimestral</E_6862>
      <E_7862>S</E_7862>
      <E_8862>Adicionalmente, comisión de 300 € 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 contable neto medio diario de los inmuebles durante el Periodo de Determinación</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 3.4.6.4</E_0871>
      <E_0872_A>20201231</E_0872_A>
      <E_0872_B>20210331</E_0872_B>
      <E_0873_A>13855000</E_0873_A>
      <E_0873_B>2614000</E_0873_B>
      <E_0873_M>16469000</E_0873_M>
      <E_0874_A>-1688000</E_0874_A>
      <E_0874_B>77000</E_0874_B>
      <E_0874_M>-1611000</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>-610000</E_0877_A>
      <E_0877_B>-147000</E_0877_B>
      <E_0877_M>-757000</E_0877_M>
      <E_0878_A>11557000</E_0878_A>
      <E_0878_B>2544000</E_0878_B>
      <E_0878_M>14101000</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>-11557000</E_0881_A>
      <E_0881_B>-2544000</E_0881_B>
      <E_0881_M>-14101000</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>2902000</E_0883_A>
      <E_0883_B>1734000</E_0883_B>
      <E_0883_M>4636000</E_0883_M>
      <E_0884_A>12478000</E_0884_A>
      <E_0884_B>13288000</E_0884_B>
    </Comisiones>
    <NotasExplicativasEInformes />
  </TramiteFTAEP>
</TramiteCNMV>