﻿<?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>
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      <NumRegistroFondo>10533</NumRegistroFondo>
      <DenominacionFondo>BBVA RMBS 15 Fondo de Titulización de Activos</DenominacionFondo>
      <DenominacionGestora>EUROPEA DE TITULIZACION S.A., S.G.F.T.</DenominacionGestora>
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      <FondoAbierto>NO</FondoAbierto>
      <FechaPeriodo>20210630</FechaPeriodo>
      <PersonaContacto>
        <Nombre></Nombre>
        <Email></Email>
        <Telefono></Telefono>
        <Cargo></Cargo>
      </PersonaContacto>
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      <EntidadesCedentes>BANCO BILBAO VIZCAYA ARGENTARIA, S.A. (K8MS7FD7N5Z2WQ51AZ71);</EntidadesCedentes>
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      <E_0541>140000</E_0541>
      <E_0548>2912000</E_0548>
      <E_0555>5412000</E_0555>
      <E_0562>29000</E_0562>
      <E_0569>8353000</E_0569>
      <E_0576>11801000</E_0576>
      <E_0583>11801000</E_0583>
      <E_0589>70.78</E_0589>
      <E_0521>863</E_0521>
      <E_0528>3139000</E_0528>
      <E_0535>55000</E_0535>
      <E_0542>144000</E_0542>
      <E_0549>3338000</E_0549>
      <E_0556>81848000</E_0556>
      <E_0563>30000</E_0563>
      <E_0570>85216000</E_0570>
      <E_0577>141876000</E_0577>
      <E_0590>60.06</E_0590>
      <E_0600>74000</E_0600>
      <E_1600>75000</E_1600>
      <E_2600>0</E_2600>
      <E_0601>344000</E_0601>
      <E_1601>132000</E_1601>
      <E_2601>0</E_2601>
      <E_0602>667000</E_0602>
      <E_1602>421000</E_1602>
      <E_2602>0</E_2602>
      <E_0603>2550000</E_0603>
      <E_1603>1697000</E_1603>
      <E_2603>0</E_2603>
      <E_0604>4915000</E_0604>
      <E_1604>4276000</E_1604>
      <E_2604>42000</E_2604>
      <E_0605>79598000</E_0605>
      <E_1605>73831000</E_1605>
      <E_2605>11800000</E_2605>
      <E_0606>2520806000</E_0606>
      <E_1606>2645740000</E_1606>
      <E_2606>3988163000</E_2606>
      <E_0607>2608954000</E_0607>
      <E_1607>2726172000</E_1607>
      <E_2607>4000005000</E_2607>
      <E_0608>21.31</E_0608>
      <E_1608>21.74</E_1608>
      <E_2608>26.81</E_2608>
      <E_0609>12</E_0609>
      <E_1609>11.50</E_1609>
      <E_2609>5.87</E_2609>
      <E_0620>3377</E_0620>
      <E_0630>211484000</E_0630>
      <E_1620>2805</E_1620>
      <E_1630>173869000</E_1630>
      <E_2620>724</E_2620>
      <E_2630>53957000</E_2630>
      <E_0621>10839</E_0621>
      <E_0631>1075748000</E_0631>
      <E_1621>10067</E_1621>
      <E_1631>1011602000</E_1631>
      <E_2621>10017</E_2621>
      <E_2631>1276092000</E_2631>
      <E_0622>8709</E_0622>
      <E_0632>966191000</E_0632>
      <E_1622>9652</E_1622>
      <E_1632>1078239000</E_1632>
      <E_2622>18102</E_2622>
      <E_2632>2539338000</E_2632>
      <E_0623>2567</E_0623>
      <E_0633>304053000</E_0633>
      <E_1623>3246</E_1623>
      <E_1633>387450000</E_1633>
      <E_2623>1002</E_2623>
      <E_2633>130618000</E_2633>
      <E_0624>378</E_0624>
      <E_0634>47914000</E_0634>
      <E_1624>532</E_1624>
      <E_1634>68938000</E_1634>
      <E_2624>0</E_2624>
      <E_2634>0</E_2634>
      <E_0625>23</E_0625>
      <E_0635>3181000</E_0635>
      <E_1625>42</E_1625>
      <E_1635>5685000</E_1635>
      <E_2625>0</E_2625>
      <E_2635>0</E_2635>
      <E_0626>3</E_0626>
      <E_0636>383000</E_0636>
      <E_1626>3</E_1626>
      <E_1636>389000</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>25896</E_0628>
      <E_0638>2608954000</E_0638>
      <E_1628>26347</E_1628>
      <E_1638>2726172000</E_1638>
      <E_2628>29845</E_2628>
      <E_2638>4000005000</E_2638>
      <E_0639>61.59</E_0639>
      <E_1639>64.03</E_1639>
      <E_2639>64.18</E_2639>
      <E_0650>0.53</E_0650>
      <E_1650>0.60</E_1650>
      <E_2650>1.19</E_2650>
      <E_0651>5.46</E_0651>
      <E_1651>5.46</E_1651>
      <E_2651>7.29</E_2651>
      <E_0652>0</E_0652>
      <E_1652>0</E_1652>
      <E_2652>0.46</E_2652>
      <E_0660>5693</E_0660>
      <E_0683>534951000</E_0683>
      <E_1660>5796</E_1660>
      <E_1683>558137000</E_1683>
      <E_2660>6503</E_2660>
      <E_2683>806673000</E_2683>
      <E_0661>533</E_0661>
      <E_0684>51634000</E_0684>
      <E_1661>542</E_1661>
      <E_1684>53998000</E_1684>
      <E_2661>594</E_2661>
      <E_2684>77785000</E_2684>
      <E_0662>567</E_0662>
      <E_0685>47582000</E_0685>
      <E_1662>577</E_1662>
      <E_1685>49999000</E_1685>
      <E_2662>614</E_2662>
      <E_2685>70953000</E_2685>
      <E_0663>567</E_0663>
      <E_0686>66065000</E_0686>
      <E_1663>575</E_1663>
      <E_1686>68451000</E_1686>
      <E_2663>686</E_2663>
      <E_2686>104627000</E_2686>
      <E_0664>1568</E_0664>
      <E_0687>137616000</E_0687>
      <E_1664>1594</E_1664>
      <E_1687>143383000</E_1687>
      <E_2664>1829</E_2664>
      <E_2687>210960000</E_2687>
      <E_0665>338</E_0665>
      <E_0688>34330000</E_0688>
      <E_1665>348</E_1665>
      <E_1688>36428000</E_1688>
      <E_2665>391</E_2665>
      <E_2688>53910000</E_2688>
      <E_0666>1034</E_0666>
      <E_0689>89678000</E_0689>
      <E_1666>1048</E_1666>
      <E_1689>93288000</E_1689>
      <E_2666>1159</E_2666>
      <E_2689>137392000</E_2689>
      <E_0667>1088</E_0667>
      <E_0690>98497000</E_0690>
      <E_1667>1104</E_1667>
      <E_1690>102646000</E_1690>
      <E_2667>1226</E_2667>
      <E_2690>151244000</E_2690>
      <E_0668>3601</E_0668>
      <E_0691>453275000</E_0691>
      <E_1668>3671</E_1668>
      <E_1691>473224000</E_1691>
      <E_2668>4249</E_2668>
      <E_2691>683240000</E_2691>
      <E_0669>148</E_0669>
      <E_0692>16670000</E_0692>
      <E_1669>151</E_1669>
      <E_1692>17557000</E_1692>
      <E_2669>168</E_2669>
      <E_2692>24813000</E_2692>
      <E_0670>644</E_0670>
      <E_0693>50174000</E_0693>
      <E_1670>656</E_1670>
      <E_1693>52492000</E_1693>
      <E_2670>720</E_2670>
      <E_2693>75203000</E_2693>
      <E_0671>1388</E_0671>
      <E_0694>118113000</E_0694>
      <E_1671>1406</E_1671>
      <E_1694>122817000</E_1694>
      <E_2671>1564</E_2671>
      <E_2694>176940000</E_2694>
      <E_0672>3723</E_0672>
      <E_0695>428906000</E_0695>
      <E_1672>3799</E_1672>
      <E_1695>451570000</E_1695>
      <E_2672>4399</E_2672>
      <E_2695>685191000</E_2695>
      <E_0673>122</E_0673>
      <E_0696>11432000</E_0696>
      <E_1673>126</E_1673>
      <E_1696>12355000</E_1696>
      <E_2673>138</E_2673>
      <E_2696>18048000</E_2696>
      <E_0674>837</E_0674>
      <E_0697>81676000</E_0697>
      <E_1674>846</E_1674>
      <E_1697>84770000</E_1697>
      <E_2674>950</E_2674>
      <E_2697>121351000</E_2697>
      <E_0675>156</E_0675>
      <E_0698>14726000</E_0698>
      <E_1675>161</E_1675>
      <E_1698>15476000</E_1698>
      <E_2675>192</E_2675>
      <E_2698>25485000</E_2698>
      <E_0676>88</E_0676>
      <E_0699>7474000</E_0699>
      <E_1676>88</E_1676>
      <E_1699>7794000</E_1699>
      <E_2676>102</E_2676>
      <E_2699>12842000</E_2699>
      <E_0677>3261</E_0677>
      <E_0700>300564000</E_0700>
      <E_1677>3309</E_1677>
      <E_1700>312991000</E_1700>
      <E_2677>3712</E_2677>
      <E_2700>454652000</E_2700>
      <E_0678>540</E_0678>
      <E_0701>65591000</E_0701>
      <E_1678>550</E_1678>
      <E_1701>68796000</E_1701>
      <E_2678>649</E_2678>
      <E_2701>108696000</E_2701>
      <E_0679>25896</E_0679>
      <E_0702>2608954000</E_0702>
      <E_1679>26347</E_1679>
      <E_1702>2726172000</E_1702>
      <E_2679>29845</E_2679>
      <E_2702>4000005000</E_2702>
      <E_0682>25896</E_0682>
      <E_0705>2608954000</E_0705>
      <E_1682>26347</E_1682>
      <E_1705>2726172000</E_1705>
      <E_2682>29845</E_2682>
      <E_2705>4000005000</E_2705>
      <E_0710>0.13</E_0710>
      <E_1710>0.13</E_1710>
      <E_2710>0.10</E_2710>
    </ActivosTitulizados>
    <Obligaciones>
      <MercadoCotizacion>AIAF</MercadoCotizacion>
      <DetalleImportePendiente>
        <Serie>ES0305069009</Serie>
        <Denominacion>BONOS</Denominacion>
        <E_0720>32800</E_0720>
        <E_0721>59000</E_0721>
        <E_0722>1920114000</E_0722>
        <E_1720>32800</E_1720>
        <E_1721>62000</E_1721>
        <E_1722>2042387000</E_1722>
        <E_2720>32800</E_2720>
        <E_2721>100000</E_2721>
        <E_2722>3280000000</E_2722>
      </DetalleImportePendiente>
      <E_0723>32800</E_0723>
      <E_0724>1920114000</E_0724>
      <E_1723>32800</E_1723>
      <E_1724>2042387000</E_1724>
      <E_2723>32800</E_2723>
      <E_2724>3280000000</E_2724>
      <DetalleInteres>
        <Serie>ES0305069009</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>N</E_0742>
        <E_0736>1920114000</E_0736>
        <E_0737>0</E_0737>
        <E_0738>1920114000</E_0738>
        <E_0739>0</E_0739>
      </DetalleInteres>
      <E_0740>0</E_0740>
      <E_0741>0</E_0741>
      <E_0743>1920114000</E_0743>
      <E_0744>0</E_0744>
      <E_0745>1920114000</E_0745>
      <E_0746>0</E_0746>
      <E_0747>0.04</E_0747>
      <E_0748>0.10</E_0748>
      <E_0749>0.49</E_0749>
      <DetalleAmortizacion>
        <Serie>ES0305069009</Serie>
        <Denominacion>BONOS</Denominacion>
        <E_0750>59117000</E_0750>
        <E_0751>1359886000</E_0751>
        <E_0752>0</E_0752>
        <E_0753>33793000</E_0753>
        <E_1750>50716000</E_1750>
        <E_1751>1132835000</E_1751>
        <E_1752>478000</E_1752>
        <E_1753>32380000</E_1753>
      </DetalleAmortizacion>
      <E_0754>59117000</E_0754>
      <E_0755>1359886000</E_0755>
      <E_0756>0</E_0756>
      <E_0757>33793000</E_0757>
      <E_1754>50716000</E_1754>
      <E_1755>1132835000</E_1755>
      <E_1756>478000</E_1756>
      <E_1757>32380000</E_1757>
      <DetalleCalificacionCrediticia>
        <Serie>ES0305069009</Serie>
        <Denominacion>BONOS</Denominacion>
        <E_0760>20180425</E_0760>
        <E_0761>MDY</E_0761>
        <E_0762>Aa1 (sf)</E_0762>
        <E_0763>Aa1 (sf)</E_0763>
        <E_0764>Aa3 (sf)</E_0764>
      </DetalleCalificacionCrediticia>
      <DetalleCalificacionCrediticia>
        <Serie>ES0305069009</Serie>
        <Denominacion>BONOS</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>
      <E_0771>1920114000</E_0771>
      <E_1771>2042387000</E_1771>
      <E_2771>3280000000</E_2771>
      <E_0772>1920114000</E_0772>
      <E_1772>2042387000</E_1772>
      <E_2772>3280000000</E_2772>
      <E_0773>36.91</E_0773>
      <E_1773>37.41</E_1773>
      <E_2773>43.05</E_2773>
    </Obligaciones>
    <OtraInformacionFondo>
      <E_0775>160000000</E_0775>
      <E_1775>160000000</E_1775>
      <E_2775>160000000</E_2775>
      <E_0776>160000000</E_0776>
      <E_1776>160000000</E_1776>
      <E_2776>160000000</E_2776>
      <E_0777>8.33</E_0777>
      <E_1777>7.83</E_1777>
      <E_2777>4.88</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/Baa2</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 />
    </OtraInformacionFondo>
    <Cumplimiento>
      <E_7000>3</E_7000>
      <E_7003>3225000</E_7003>
      <E_7006>4663000</E_7006>
      <E_7009>0.12</E_7009>
      <E_7012>0.17</E_7012>
      <E_7015>0.23</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>3225000</E_7005>
      <E_7008>4663000</E_7008>
      <E_7011>0.12</E_7011>
      <E_7014>0.17</E_7014>
      <E_7017>0.23</E_7017>
      <E_7018>Epígrafe 4.9.3.3 Nota de Valores</E_7018>
      <E_7019>18</E_7019>
      <E_7021>7003000</E_7021>
      <E_7024>6531000</E_7024>
      <E_7027>0.27</E_7027>
      <E_7030>0.24</E_7030>
      <E_7033>0.26</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>7003000</E_7023>
      <E_7026>6531000</E_7026>
      <E_7029>0.27</E_7029>
      <E_7032>0.24</E_7032>
      <E_7035>0.26</E_7035>
      <E_7036>Epígrafe 4.9.3.3 Nota de Valores</E_7036>
      <Trigger3>
        <Denominacion>FR</Denominacion>
        <E_0856>1</E_0856>
        <E_0860>0.12</E_0860>
        <E_1860>0.23</E_1860>
        <E_2860>Referencia del folleto: Epígrafe 3.4.2.3</E_2860>
      </Trigger3>
      <InformeCumplimientoReglas>
        <DocAdjunto>
          <Nombre>BR15_20210519_TRG.pdf</Nombre>
          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</Contenido>
        </DocAdjunto>
      </InformeCumplimientoReglas>
    </Cumplimiento>
    <Comisiones>
      <E_0862>Europea de Titulización</E_0862>
      <E_2862>Saldo de principal pendiente de Bonos y del préstamo B</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>20210131</E_0872_A>
      <E_0872_B>20210430</E_0872_B>
      <E_0873_A>1094000</E_0873_A>
      <E_0873_B>3876000</E_0873_B>
      <E_0873_M>4970000</E_0873_M>
      <E_0874_A>-53000</E_0874_A>
      <E_0874_B>-75000</E_0874_B>
      <E_0874_M>-128000</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>-195000</E_0877_B>
      <E_0877_M>-245000</E_0877_M>
      <E_0878_A>991000</E_0878_A>
      <E_0878_B>3606000</E_0878_B>
      <E_0878_M>4597000</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>-991000</E_0881_A>
      <E_0881_B>-3606000</E_0881_B>
      <E_0881_M>-4597000</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>3220000</E_0883_A>
      <E_0883_B>2574000</E_0883_B>
      <E_0883_M>5794000</E_0883_M>
      <E_0884_A>6434000</E_0884_A>
      <E_0884_B>6476000</E_0884_B>
    </Comisiones>
    <NotasExplicativasEInformes />
  </TramiteFTAEP>
</TramiteCNMV>