﻿<?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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      <DenominacionFondo>BBVA RMBS 17 Fondo de Titulización</DenominacionFondo>
      <DenominacionGestora>EUROPEA DE TITULIZACION S.A., S.G.F.T.</DenominacionGestora>
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      <FondoAbierto>NO</FondoAbierto>
      <FechaPeriodo>20190630</FechaPeriodo>
      <PersonaContacto>
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        <Email></Email>
        <Telefono></Telefono>
        <Cargo></Cargo>
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      <E_0577>94892000</E_0577>
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      <E_1600>0</E_1600>
      <E_2600>0</E_2600>
      <E_0601>0</E_0601>
      <E_1601>0</E_1601>
      <E_2601>0</E_2601>
      <E_0602>0</E_0602>
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      <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>1753000</E_0605>
      <E_1605>1388000</E_1605>
      <E_2605>1092000</E_2605>
      <E_0606>1511514000</E_0606>
      <E_1606>1574099000</E_1606>
      <E_2606>1798873000</E_2606>
      <E_0607>1513267000</E_0607>
      <E_1607>1575487000</E_1607>
      <E_2607>1799965000</E_2607>
      <E_0608>27.61</E_0608>
      <E_1608>28.08</E_1608>
      <E_2608>30.11</E_2608>
      <E_0609>4.26</E_0609>
      <E_1609>3.76</E_1609>
      <E_2609>1.66</E_2609>
      <E_0620>809</E_0620>
      <E_0630>63154000</E_0630>
      <E_1620>731</E_1620>
      <E_1630>58657000</E_1630>
      <E_2620>475</E_2620>
      <E_2630>43847000</E_2630>
      <E_0621>3166</E_0621>
      <E_0631>309403000</E_0631>
      <E_1621>3048</E_1621>
      <E_1631>300920000</E_1631>
      <E_2621>2435</E_2621>
      <E_2631>249407000</E_2631>
      <E_0622>7612</E_0622>
      <E_0632>859356000</E_0632>
      <E_1622>7681</E_1622>
      <E_1632>882054000</E_1632>
      <E_2622>6834</E_2622>
      <E_2632>842801000</E_2632>
      <E_0623>2331</E_0623>
      <E_0633>281354000</E_0633>
      <E_1623>2738</E_1623>
      <E_1633>333856000</E_1633>
      <E_2623>5243</E_2623>
      <E_2633>663910000</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>
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      <E_1625>0</E_1625>
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      <E_2625>0</E_2625>
      <E_2635>0</E_2635>
      <E_0626>0</E_0626>
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      <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>13918</E_0628>
      <E_0638>1513267000</E_0638>
      <E_1628>14198</E_1628>
      <E_1638>1575487000</E_1638>
      <E_2628>14987</E_2628>
      <E_2638>1799965000</E_2638>
      <E_0639>68.01</E_0639>
      <E_1639>69.20</E_1639>
      <E_2639>74.21</E_2639>
      <E_0650>1.58</E_0650>
      <E_1650>1.58</E_1650>
      <E_2650>1.78</E_2650>
      <E_0651>6.78</E_0651>
      <E_1651>6.78</E_1651>
      <E_2651>6.78</E_2651>
      <E_0652>0.06</E_0652>
      <E_1652>0.06</E_1652>
      <E_2652>0.19</E_2652>
      <E_0660>2288</E_0660>
      <E_0683>215928000</E_0683>
      <E_1660>2334</E_1660>
      <E_1683>224498000</E_1683>
      <E_2660>2439</E_2660>
      <E_2683>252686000</E_2683>
      <E_0661>284</E_0661>
      <E_0684>27826000</E_0684>
      <E_1661>288</E_1661>
      <E_1684>28981000</E_1684>
      <E_2661>302</E_2661>
      <E_2684>32891000</E_2684>
      <E_0662>159</E_0662>
      <E_0685>16567000</E_0685>
      <E_1662>159</E_1662>
      <E_1685>17028000</E_1685>
      <E_2662>165</E_2662>
      <E_2685>19045000</E_2685>
      <E_0663>432</E_0663>
      <E_0686>52683000</E_0686>
      <E_1663>442</E_1663>
      <E_1686>54509000</E_1686>
      <E_2663>468</E_2663>
      <E_2686>61230000</E_2686>
      <E_0664>792</E_0664>
      <E_0687>74159000</E_0687>
      <E_1664>808</E_1664>
      <E_1687>76623000</E_1687>
      <E_2664>869</E_2664>
      <E_2687>87986000</E_2687>
      <E_0665>325</E_0665>
      <E_0688>34119000</E_0688>
      <E_1665>329</E_1665>
      <E_1688>35245000</E_1688>
      <E_2665>351</E_2665>
      <E_2688>40664000</E_2688>
      <E_0666>674</E_0666>
      <E_0689>63225000</E_0689>
      <E_1666>685</E_1666>
      <E_1689>65259000</E_1689>
      <E_2666>721</E_2666>
      <E_2689>74194000</E_2689>
      <E_0667>390</E_0667>
      <E_0690>35347000</E_0690>
      <E_1667>398</E_1667>
      <E_1690>36497000</E_1690>
      <E_2667>423</E_2667>
      <E_2690>41626000</E_2690>
      <E_0668>2242</E_0668>
      <E_0691>259767000</E_0691>
      <E_1668>2287</E_1668>
      <E_1691>270021000</E_1691>
      <E_2668>2421</E_2668>
      <E_2691>309700000</E_2691>
      <E_0669>80</E_0669>
      <E_0692>11012000</E_0692>
      <E_1669>82</E_1669>
      <E_1692>11542000</E_1692>
      <E_2669>84</E_2669>
      <E_2692>12648000</E_2692>
      <E_0670>377</E_0670>
      <E_0693>31523000</E_0693>
      <E_1670>382</E_1670>
      <E_1693>32622000</E_1693>
      <E_2670>397</E_2670>
      <E_2693>36661000</E_2693>
      <E_0671>719</E_0671>
      <E_0694>66052000</E_0694>
      <E_1671>727</E_1671>
      <E_1694>68077000</E_1694>
      <E_2671>761</E_2671>
      <E_2694>77261000</E_2694>
      <E_0672>2225</E_0672>
      <E_0695>309142000</E_0695>
      <E_1672>2289</E_1672>
      <E_1695>326046000</E_1695>
      <E_2672>2455</E_2672>
      <E_2695>379811000</E_2695>
      <E_0673>93</E_0673>
      <E_0696>12695000</E_0696>
      <E_1673>95</E_1673>
      <E_1696>13128000</E_1696>
      <E_2673>97</E_2673>
      <E_2696>14199000</E_2696>
      <E_0674>385</E_0674>
      <E_0697>33258000</E_0697>
      <E_1674>389</E_1674>
      <E_1697>34275000</E_1697>
      <E_2674>408</E_2674>
      <E_2697>38325000</E_2697>
      <E_0675>103</E_0675>
      <E_0698>11323000</E_0698>
      <E_1675>105</E_1675>
      <E_1698>11889000</E_1698>
      <E_2675>108</E_2675>
      <E_2698>13383000</E_2698>
      <E_0676>99</E_0676>
      <E_0699>9407000</E_0699>
      <E_1676>101</E_1676>
      <E_1699>9736000</E_1699>
      <E_2676>106</E_2676>
      <E_2699>11084000</E_2699>
      <E_0677>1613</E_0677>
      <E_0700>157472000</E_0700>
      <E_1677>1647</E_1677>
      <E_1700>163133000</E_1700>
      <E_2677>1725</E_2677>
      <E_2700>183528000</E_2700>
      <E_0678>638</E_0678>
      <E_0701>91762000</E_0701>
      <E_1678>651</E_1678>
      <E_1701>96378000</E_1701>
      <E_2678>687</E_2678>
      <E_2701>113043000</E_2701>
      <E_0679>13918</E_0679>
      <E_0702>1513267000</E_0702>
      <E_1679>14198</E_1679>
      <E_1702>1575487000</E_1702>
      <E_2679>14987</E_2679>
      <E_2702>1799965000</E_2702>
      <E_0682>13918</E_0682>
      <E_0705>1513267000</E_0705>
      <E_1682>14198</E_1682>
      <E_1705>1575487000</E_1705>
      <E_2682>14987</E_2682>
      <E_2705>1799965000</E_2705>
      <E_0710>0.51</E_0710>
      <E_1710>0.46</E_1710>
      <E_2710>0.45</E_2710>
    </ActivosTitulizados>
    <Obligaciones>
      <MercadoCotizacion>AIAF</MercadoCotizacion>
      <DetalleImportePendiente>
        <Serie>ES0305217004</Serie>
        <Denominacion>BONOS</Denominacion>
        <E_0720>15840</E_0720>
        <E_0721>83000</E_0721>
        <E_0722>1315916000</E_0722>
        <E_1720>15840</E_1720>
        <E_1721>87000</E_1721>
        <E_1722>1380995000</E_1722>
        <E_2720>15840</E_2720>
        <E_2721>100000</E_2721>
        <E_2722>1584000000</E_2722>
      </DetalleImportePendiente>
      <E_0723>15840</E_0723>
      <E_0724>1315916000</E_0724>
      <E_1723>15840</E_1723>
      <E_1724>1380995000</E_1724>
      <E_2723>15840</E_2723>
      <E_2724>1584000000</E_2724>
      <DetalleInteres>
        <Serie>ES0305217004</Serie>
        <Denominacion>BONOS</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>1315916000</E_0736>
        <E_0737>0</E_0737>
        <E_0738>1315916000</E_0738>
        <E_0739>0</E_0739>
      </DetalleInteres>
      <E_0740>0</E_0740>
      <E_0741>0</E_0741>
      <E_0743>1315916000</E_0743>
      <E_0744>0</E_0744>
      <E_0745>1315916000</E_0745>
      <E_0746>0</E_0746>
      <E_0747>0</E_0747>
      <E_0748>0</E_0748>
      <E_0749>0</E_0749>
      <DetalleAmortizacion>
        <Serie>ES0305217004</Serie>
        <Denominacion>BONOS</Denominacion>
        <E_0750>31479000</E_0750>
        <E_0751>268084000</E_0751>
        <E_0752>0</E_0752>
        <E_0753>0</E_0753>
        <E_1750>28560000</E_1750>
        <E_1751>144991000</E_1751>
        <E_1752>0</E_1752>
        <E_1753>0</E_1753>
      </DetalleAmortizacion>
      <E_0754>31479000</E_0754>
      <E_0755>268084000</E_0755>
      <E_0756>0</E_0756>
      <E_0757>0</E_0757>
      <E_1754>28560000</E_1754>
      <E_1755>144991000</E_1755>
      <E_1756>0</E_1756>
      <E_1757>0</E_1757>
      <DetalleCalificacionCrediticia>
        <Serie>ES0305217004</Serie>
        <Denominacion>BONOS</Denominacion>
        <E_0760>20180425</E_0760>
        <E_0761>MDY</E_0761>
        <E_0762>Aa1 (sf)</E_0762>
        <E_0763>Aa1</E_0763>
        <E_0764>Aa2 (sf)</E_0764>
      </DetalleCalificacionCrediticia>
      <DetalleCalificacionCrediticia>
        <Serie>ES0305217004</Serie>
        <Denominacion>BONOS</Denominacion>
        <E_0760>20161121</E_0760>
        <E_0761>DBRS</E_0761>
        <E_0762>A (high) (sf)</E_0762>
        <E_0763>A(high)(sf)</E_0763>
        <E_0764>A(high)(sf)</E_0764>
      </DetalleCalificacionCrediticia>
      <DetalleCalificacionCrediticia>
        <Serie>ES0305217004</Serie>
        <Denominacion>BONOS</Denominacion>
        <E_0760>20161121</E_0760>
        <E_0761>AXES</E_0761>
        <E_0762>A+(sf)</E_0762>
        <E_0763>A+ (sf)</E_0763>
        <E_0764>A+ (sf)</E_0764>
      </DetalleCalificacionCrediticia>
      <E_0771>1315916000</E_0771>
      <E_1771>1380995000</E_1771>
      <E_2771>1584000000</E_2771>
      <E_0772>1315916000</E_0772>
      <E_1772>1380995000</E_1772>
      <E_2772>1584000000</E_2772>
      <E_0773>47.16</E_0773>
      <E_1773>47.66</E_1773>
      <E_2773>49.77</E_2773>
    </Obligaciones>
    <OtraInformacionFondo>
      <E_0775>72000000</E_0775>
      <E_1775>72000000</E_1775>
      <E_2775>72000000</E_2775>
      <E_0776>72000000</E_0776>
      <E_1776>72000000</E_1776>
      <E_2776>72000000</E_2776>
      <E_0777>5.47</E_0777>
      <E_1777>5.21</E_1777>
      <E_2777>4.55</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/Baa1</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>1238000</E_7003>
      <E_7006>1390000</E_7006>
      <E_7009>0.08</E_7009>
      <E_7012>0.09</E_7012>
      <E_7015>0.09</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>1238000</E_7005>
      <E_7008>1390000</E_7008>
      <E_7011>0.08</E_7011>
      <E_7014>0.09</E_7014>
      <E_7017>0.09</E_7017>
      <E_7018>Epígrafe 4.9.3.3 Nota de Valores</E_7018>
      <E_7019>18</E_7019>
      <E_7021>135000</E_7021>
      <E_7024>0</E_7024>
      <E_7027>0.01</E_7027>
      <E_7030>0</E_7030>
      <E_7033>0.01</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>135000</E_7023>
      <E_7026>0</E_7026>
      <E_7029>0.01</E_7029>
      <E_7032>0</E_7032>
      <E_7035>0.01</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>0.08</E_0860>
        <E_1860>0.09</E_1860>
        <E_2860>Referencia del folleto: Epígrafe 3.4.2.3</E_2860>
      </Trigger3>
      <InformeCumplimientoReglas>
        <DocAdjunto>
          <Nombre>BR17_20190516_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>0.0130</E_3862>
      <E_4862>50000</E_4862>
      <E_5862>7000</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 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 3.4.6.4</E_0871>
      <E_0872_A>20190131</E_0872_A>
      <E_0872_B>20190430</E_0872_B>
      <E_0873_A>2074000</E_0873_A>
      <E_0873_B>8269000</E_0873_B>
      <E_0873_M>10343000</E_0873_M>
      <E_0874_A>2000</E_0874_A>
      <E_0874_B>1000</E_0874_B>
      <E_0874_M>3000</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>-39000</E_0877_A>
      <E_0877_B>-155000</E_0877_B>
      <E_0877_M>-194000</E_0877_M>
      <E_0878_A>2037000</E_0878_A>
      <E_0878_B>8115000</E_0878_B>
      <E_0878_M>10152000</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>-2037000</E_0881_A>
      <E_0881_B>-8115000</E_0881_B>
      <E_0881_M>-10152000</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>6035000</E_0883_A>
      <E_0883_B>5724000</E_0883_B>
      <E_0883_M>11759000</E_0883_M>
      <E_0884_A>67000</E_0884_A>
      <E_0884_B>420000</E_0884_B>
    </Comisiones>
    <NotasExplicativasEInformes />
  </TramiteFTAEP>
</TramiteCNMV>