﻿<?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>9441</NumRegistroFondo>
      <DenominacionFondo>GAT ICO-FTVPO 1 Fondo de Titulización Hipotecaria</DenominacionFondo>
      <DenominacionGestora>EUROPEA DE TITULIZACION S.A., S.G.F.T.</DenominacionGestora>
      <EstadoAgregado>NO</EstadoAgregado>
      <FondoAbierto>NO</FondoAbierto>
      <FechaPeriodo>20161231</FechaPeriodo>
      <PersonaContacto>
        <Nombre></Nombre>
        <Email></Email>
        <Telefono></Telefono>
        <Cargo></Cargo>
      </PersonaContacto>
    </DatosIdentificativos>
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    <IngresosGastosReconocidos>
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      <E_3370>0</E_3370>
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    <ActivosTitulizados>
      <EntidadesCedentes>BANCO BILBAO VIZCAYA ARGENTARIA, S.A. (K8MS7FD7N5Z2WQ51AZ71); BANCO SABADELL, S.A. (SI5RG2M0WQQLZCXKRM20);</EntidadesCedentes>
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      <E_1380>0.56</E_1380>
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      <E_1420>18.01</E_1420>
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      <E_2400>0.64</E_2400>
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      <E_2650>4.29</E_2650>
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      <E_2652>2.97</E_2652>
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      <E_1660>227</E_1660>
      <E_1683>6916000</E_1683>
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      <E_2683>10898000</E_2683>
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      <E_2684>343000</E_2684>
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      <E_1663>57</E_1663>
      <E_1686>1603000</E_1686>
      <E_2663>65</E_2663>
      <E_2686>3148000</E_2686>
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      <E_1666>7</E_1666>
      <E_1689>157000</E_1689>
      <E_2666>9</E_2666>
      <E_2689>348000</E_2689>
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      <E_1690>1381000</E_1690>
      <E_2667>53</E_2667>
      <E_2690>2460000</E_2690>
      <E_0668>3647</E_0668>
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      <E_1691>121642000</E_1691>
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      <E_2691>273843000</E_2691>
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      <E_0693>9423000</E_0693>
      <E_1670>462</E_1670>
      <E_1693>11183000</E_1693>
      <E_2670>533</E_2670>
      <E_2693>21891000</E_2693>
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      <E_1671>70</E_1671>
      <E_1694>3079000</E_1694>
      <E_2671>77</E_2671>
      <E_2694>5590000</E_2694>
      <E_0672>236</E_0672>
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      <E_1695>9452000</E_1695>
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      <E_2695>20416000</E_2695>
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      <E_2697>1243000</E_2697>
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      <E_1699>1677000</E_1699>
      <E_2676>62</E_2676>
      <E_2699>3183000</E_2699>
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      <E_1700>6338000</E_1700>
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      <E_2702>357900000</E_2702>
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      <E_1682>5356</E_1682>
      <E_1705>164024000</E_1705>
      <E_2682>7767</E_2682>
      <E_2705>357900000</E_2705>
      <E_0710>0.83</E_0710>
      <E_1710>0.74</E_1710>
      <E_2710>0.58</E_2710>
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    <Obligaciones>
      <MercadoCotizacion>AIAF</MercadoCotizacion>
      <DetalleImportePendiente>
        <Serie>ES0341068007</Serie>
        <Denominacion>BONAG</Denominacion>
        <E_0720>3316</E_0720>
        <E_0721>34000</E_0721>
        <E_0722>114071000</E_0722>
        <E_1720>3316</E_1720>
        <E_1721>42000</E_1721>
        <E_1722>139509000</E_1722>
        <E_2720>3316</E_2720>
        <E_2721>100000</E_2721>
        <E_2722>331600000</E_2722>
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      <DetalleImportePendiente>
        <Serie>ES0341068015</Serie>
        <Denominacion>BONBCA</Denominacion>
        <E_0720>98</E_0720>
        <E_0721>100000</E_0721>
        <E_0722>9800000</E_0722>
        <E_1720>98</E_1720>
        <E_1721>100000</E_1721>
        <E_1722>9800000</E_1722>
        <E_2720>98</E_2720>
        <E_2721>100000</E_2721>
        <E_2722>9800000</E_2722>
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      <DetalleImportePendiente>
        <Serie>ES0341068023</Serie>
        <Denominacion>BONBCM</Denominacion>
        <E_0720>33</E_0720>
        <E_0721>100000</E_0721>
        <E_0722>3300000</E_0722>
        <E_1720>33</E_1720>
        <E_1721>100000</E_1721>
        <E_1722>3300000</E_1722>
        <E_2720>33</E_2720>
        <E_2721>100000</E_2721>
        <E_2722>3300000</E_2722>
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      <DetalleImportePendiente>
        <Serie>ES0341068031</Serie>
        <Denominacion>BONBCP</Denominacion>
        <E_0720>27</E_0720>
        <E_0721>100000</E_0721>
        <E_0722>2700000</E_0722>
        <E_1720>27</E_1720>
        <E_1721>100000</E_1721>
        <E_1722>2700000</E_1722>
        <E_2720>27</E_2720>
        <E_2721>100000</E_2721>
        <E_2722>2700000</E_2722>
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      <DetalleImportePendiente>
        <Serie>ES0341068049</Serie>
        <Denominacion>BONBCT</Denominacion>
        <E_0720>20</E_0720>
        <E_0721>100000</E_0721>
        <E_0722>2000000</E_0722>
        <E_1720>20</E_1720>
        <E_1721>100000</E_1721>
        <E_1722>2000000</E_1722>
        <E_2720>20</E_2720>
        <E_2721>100000</E_2721>
        <E_2722>2000000</E_2722>
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      <DetalleImportePendiente>
        <Serie>ES0341068056</Serie>
        <Denominacion>BONCCA</Denominacion>
        <E_0720>32</E_0720>
        <E_0721>100000</E_0721>
        <E_0722>3200000</E_0722>
        <E_1720>32</E_1720>
        <E_1721>100000</E_1721>
        <E_1722>3200000</E_1722>
        <E_2720>32</E_2720>
        <E_2721>100000</E_2721>
        <E_2722>3200000</E_2722>
      </DetalleImportePendiente>
      <DetalleImportePendiente>
        <Serie>ES0341068064</Serie>
        <Denominacion>BONCCM</Denominacion>
        <E_0720>23</E_0720>
        <E_0721>100000</E_0721>
        <E_0722>2300000</E_0722>
        <E_1720>23</E_1720>
        <E_1721>100000</E_1721>
        <E_1722>2300000</E_1722>
        <E_2720>23</E_2720>
        <E_2721>100000</E_2721>
        <E_2722>2300000</E_2722>
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      <DetalleImportePendiente>
        <Serie>ES0341068072</Serie>
        <Denominacion>BONCCP</Denominacion>
        <E_0720>15</E_0720>
        <E_0721>100000</E_0721>
        <E_0722>1500000</E_0722>
        <E_1720>15</E_1720>
        <E_1721>100000</E_1721>
        <E_1722>1500000</E_1722>
        <E_2720>15</E_2720>
        <E_2721>100000</E_2721>
        <E_2722>1500000</E_2722>
      </DetalleImportePendiente>
      <DetalleImportePendiente>
        <Serie>ES0341068080</Serie>
        <Denominacion>BONCCT</Denominacion>
        <E_0720>15</E_0720>
        <E_0721>100000</E_0721>
        <E_0722>1500000</E_0722>
        <E_1720>15</E_1720>
        <E_1721>100000</E_1721>
        <E_1722>1500000</E_1722>
        <E_2720>15</E_2720>
        <E_2721>100000</E_2721>
        <E_2722>1500000</E_2722>
      </DetalleImportePendiente>
      <DetalleImportePendiente>
        <Serie>ES0341068098</Serie>
        <Denominacion>BONDCA</Denominacion>
        <E_0720>61</E_0720>
        <E_0721>100000</E_0721>
        <E_0722>6100000</E_0722>
        <E_1720>61</E_1720>
        <E_1721>100000</E_1721>
        <E_1722>6100000</E_1722>
        <E_2720>61</E_2720>
        <E_2721>100000</E_2721>
        <E_2722>6100000</E_2722>
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      <DetalleImportePendiente>
        <Serie>ES0341068106</Serie>
        <Denominacion>BONDCM</Denominacion>
        <E_0720>25</E_0720>
        <E_0721>100000</E_0721>
        <E_0722>2500000</E_0722>
        <E_1720>25</E_1720>
        <E_1721>100000</E_1721>
        <E_1722>2500000</E_1722>
        <E_2720>25</E_2720>
        <E_2721>100000</E_2721>
        <E_2722>2500000</E_2722>
      </DetalleImportePendiente>
      <DetalleImportePendiente>
        <Serie>ES0341068114</Serie>
        <Denominacion>BONDCP</Denominacion>
        <E_0720>16</E_0720>
        <E_0721>82000</E_0721>
        <E_0722>1316000</E_0722>
        <E_1720>16</E_1720>
        <E_1721>82000</E_1721>
        <E_1722>1316000</E_1722>
        <E_2720>16</E_2720>
        <E_2721>100000</E_2721>
        <E_2722>1600000</E_2722>
      </DetalleImportePendiente>
      <DetalleImportePendiente>
        <Serie>ES0341068122</Serie>
        <Denominacion>BONDCT</Denominacion>
        <E_0720>14</E_0720>
        <E_0721>99000</E_0721>
        <E_0722>1385000</E_0722>
        <E_1720>14</E_1720>
        <E_1721>99000</E_1721>
        <E_1722>1385000</E_1722>
        <E_2720>14</E_2720>
        <E_2721>100000</E_2721>
        <E_2722>1400000</E_2722>
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      <E_0723>3695</E_0723>
      <E_0724>151672000</E_0724>
      <E_1723>3695</E_1723>
      <E_1724>177110000</E_1724>
      <E_2723>3695</E_2723>
      <E_2724>369500000</E_2724>
      <DetalleInteres>
        <Serie>ES0341068007</Serie>
        <Denominacion>BONAG</Denominacion>
        <E_0730>NS</E_0730>
        <E_0731>Euribor 03 meses</E_0731>
        <E_0732>0.50</E_0732>
        <E_0733>0.19</E_0733>
        <E_0734>7000</E_0734>
        <E_0735>0</E_0735>
        <E_0742>N</E_0742>
        <E_0736>114071000</E_0736>
        <E_0737>0</E_0737>
        <E_0738>114078000</E_0738>
        <E_0739>0</E_0739>
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      <DetalleInteres>
        <Serie>ES0341068015</Serie>
        <Denominacion>BONBCA</Denominacion>
        <E_0730>S</E_0730>
        <E_0731>Euribor 03 meses</E_0731>
        <E_0732>0.80</E_0732>
        <E_0733>0.49</E_0733>
        <E_0734>2000</E_0734>
        <E_0735>0</E_0735>
        <E_0742>N</E_0742>
        <E_0736>9800000</E_0736>
        <E_0737>0</E_0737>
        <E_0738>9802000</E_0738>
        <E_0739>0</E_0739>
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      <DetalleInteres>
        <Serie>ES0341068023</Serie>
        <Denominacion>BONBCM</Denominacion>
        <E_0730>S</E_0730>
        <E_0731>Euribor 03 meses</E_0731>
        <E_0732>0.80</E_0732>
        <E_0733>0.49</E_0733>
        <E_0734>1000</E_0734>
        <E_0735>0</E_0735>
        <E_0742>N</E_0742>
        <E_0736>3300000</E_0736>
        <E_0737>0</E_0737>
        <E_0738>3301000</E_0738>
        <E_0739>0</E_0739>
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      <DetalleInteres>
        <Serie>ES0341068031</Serie>
        <Denominacion>BONBCP</Denominacion>
        <E_0730>S</E_0730>
        <E_0731>Euribor 03 meses</E_0731>
        <E_0732>0.80</E_0732>
        <E_0733>0.49</E_0733>
        <E_0734>0</E_0734>
        <E_0735>0</E_0735>
        <E_0742>N</E_0742>
        <E_0736>2700000</E_0736>
        <E_0737>0</E_0737>
        <E_0738>2700000</E_0738>
        <E_0739>0</E_0739>
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      <DetalleInteres>
        <Serie>ES0341068049</Serie>
        <Denominacion>BONBCT</Denominacion>
        <E_0730>S</E_0730>
        <E_0731>Euribor 03 meses</E_0731>
        <E_0732>0.80</E_0732>
        <E_0733>0.49</E_0733>
        <E_0734>0</E_0734>
        <E_0735>0</E_0735>
        <E_0742>N</E_0742>
        <E_0736>2000000</E_0736>
        <E_0737>0</E_0737>
        <E_0738>2000000</E_0738>
        <E_0739>0</E_0739>
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      <DetalleInteres>
        <Serie>ES0341068056</Serie>
        <Denominacion>BONCCA</Denominacion>
        <E_0730>S</E_0730>
        <E_0731>Euribor 03 meses</E_0731>
        <E_0732>2</E_0732>
        <E_0733>1.69</E_0733>
        <E_0734>2000</E_0734>
        <E_0735>0</E_0735>
        <E_0742>N</E_0742>
        <E_0736>3200000</E_0736>
        <E_0737>0</E_0737>
        <E_0738>3202000</E_0738>
        <E_0739>0</E_0739>
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      <DetalleInteres>
        <Serie>ES0341068064</Serie>
        <Denominacion>BONCCM</Denominacion>
        <E_0730>S</E_0730>
        <E_0731>Euribor 03 meses</E_0731>
        <E_0732>2</E_0732>
        <E_0733>1.69</E_0733>
        <E_0734>1000</E_0734>
        <E_0735>0</E_0735>
        <E_0742>N</E_0742>
        <E_0736>2300000</E_0736>
        <E_0737>0</E_0737>
        <E_0738>2301000</E_0738>
        <E_0739>0</E_0739>
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      <DetalleInteres>
        <Serie>ES0341068072</Serie>
        <Denominacion>BONCCP</Denominacion>
        <E_0730>S</E_0730>
        <E_0731>Euribor 03 meses</E_0731>
        <E_0732>2</E_0732>
        <E_0733>1.69</E_0733>
        <E_0734>1000</E_0734>
        <E_0735>0</E_0735>
        <E_0742>N</E_0742>
        <E_0736>1500000</E_0736>
        <E_0737>0</E_0737>
        <E_0738>1501000</E_0738>
        <E_0739>0</E_0739>
      </DetalleInteres>
      <DetalleInteres>
        <Serie>ES0341068080</Serie>
        <Denominacion>BONCCT</Denominacion>
        <E_0730>S</E_0730>
        <E_0731>Euribor 03 meses</E_0731>
        <E_0732>2</E_0732>
        <E_0733>1.69</E_0733>
        <E_0734>1000</E_0734>
        <E_0735>0</E_0735>
        <E_0742>N</E_0742>
        <E_0736>1500000</E_0736>
        <E_0737>0</E_0737>
        <E_0738>1501000</E_0738>
        <E_0739>0</E_0739>
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      <DetalleInteres>
        <Serie>ES0341068098</Serie>
        <Denominacion>BONDCA</Denominacion>
        <E_0730>S</E_0730>
        <E_0731>Euribor 03 meses</E_0731>
        <E_0732>5</E_0732>
        <E_0733>4.69</E_0733>
        <E_0734>9000</E_0734>
        <E_0735>726000</E_0735>
        <E_0742>S</E_0742>
        <E_0736>6100000</E_0736>
        <E_0737>0</E_0737>
        <E_0738>6835000</E_0738>
        <E_0739>0</E_0739>
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      <DetalleInteres>
        <Serie>ES0341068106</Serie>
        <Denominacion>BONDCM</Denominacion>
        <E_0730>S</E_0730>
        <E_0731>Euribor 03 meses</E_0731>
        <E_0732>5</E_0732>
        <E_0733>4.69</E_0733>
        <E_0734>4000</E_0734>
        <E_0735>364000</E_0735>
        <E_0742>S</E_0742>
        <E_0736>2500000</E_0736>
        <E_0737>0</E_0737>
        <E_0738>2868000</E_0738>
        <E_0739>0</E_0739>
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      <DetalleInteres>
        <Serie>ES0341068114</Serie>
        <Denominacion>BONDCP</Denominacion>
        <E_0730>S</E_0730>
        <E_0731>Euribor 03 meses</E_0731>
        <E_0732>5</E_0732>
        <E_0733>4.69</E_0733>
        <E_0734>2000</E_0734>
        <E_0735>101000</E_0735>
        <E_0742>S</E_0742>
        <E_0736>1316000</E_0736>
        <E_0737>0</E_0737>
        <E_0738>1419000</E_0738>
        <E_0739>0</E_0739>
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      <DetalleInteres>
        <Serie>ES0341068122</Serie>
        <Denominacion>BONDCT</Denominacion>
        <E_0730>S</E_0730>
        <E_0731>Euribor 03 meses</E_0731>
        <E_0732>5</E_0732>
        <E_0733>4.69</E_0733>
        <E_0734>2000</E_0734>
        <E_0735>295000</E_0735>
        <E_0742>S</E_0742>
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        <E_0737>0</E_0737>
        <E_0738>1682000</E_0738>
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      <E_0740>32000</E_0740>
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      <E_0743>151672000</E_0743>
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      <E_0745>153190000</E_0745>
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        <Serie>ES0341068015</Serie>
        <Denominacion>BONBCA</Denominacion>
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      <DetalleAmortizacion>
        <Serie>ES0341068023</Serie>
        <Denominacion>BONBCM</Denominacion>
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        <E_0751>0</E_0751>
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        <E_0753>319000</E_0753>
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      <DetalleAmortizacion>
        <Serie>ES0341068031</Serie>
        <Denominacion>BONBCP</Denominacion>
        <E_0750>0</E_0750>
        <E_0751>0</E_0751>
        <E_0752>3000</E_0752>
        <E_0753>261000</E_0753>
      </DetalleAmortizacion>
      <DetalleAmortizacion>
        <Serie>ES0341068049</Serie>
        <Denominacion>BONBCT</Denominacion>
        <E_0750>0</E_0750>
        <E_0751>0</E_0751>
        <E_0752>3000</E_0752>
        <E_0753>193000</E_0753>
      </DetalleAmortizacion>
      <DetalleAmortizacion>
        <Serie>ES0341068056</Serie>
        <Denominacion>BONCCA</Denominacion>
        <E_0750>0</E_0750>
        <E_0751>0</E_0751>
        <E_0752>14000</E_0752>
        <E_0753>601000</E_0753>
      </DetalleAmortizacion>
      <DetalleAmortizacion>
        <Serie>ES0341068064</Serie>
        <Denominacion>BONCCM</Denominacion>
        <E_0750>0</E_0750>
        <E_0751>0</E_0751>
        <E_0752>10000</E_0752>
        <E_0753>432000</E_0753>
      </DetalleAmortizacion>
      <DetalleAmortizacion>
        <Serie>ES0341068072</Serie>
        <Denominacion>BONCCP</Denominacion>
        <E_0750>0</E_0750>
        <E_0751>0</E_0751>
        <E_0752>6000</E_0752>
        <E_0753>282000</E_0753>
      </DetalleAmortizacion>
      <DetalleAmortizacion>
        <Serie>ES0341068080</Serie>
        <Denominacion>BONCCT</Denominacion>
        <E_0750>0</E_0750>
        <E_0751>0</E_0751>
        <E_0752>6000</E_0752>
        <E_0753>282000</E_0753>
      </DetalleAmortizacion>
      <DetalleAmortizacion>
        <Serie>ES0341068098</Serie>
        <Denominacion>BONDCA</Denominacion>
        <E_0750>0</E_0750>
        <E_0751>0</E_0751>
        <E_0752>0</E_0752>
        <E_0753>2263000</E_0753>
      </DetalleAmortizacion>
      <DetalleAmortizacion>
        <Serie>ES0341068106</Serie>
        <Denominacion>BONDCM</Denominacion>
        <E_0750>0</E_0750>
        <E_0751>0</E_0751>
        <E_0752>0</E_0752>
        <E_0753>813000</E_0753>
      </DetalleAmortizacion>
      <DetalleAmortizacion>
        <Serie>ES0341068114</Serie>
        <Denominacion>BONDCP</Denominacion>
        <E_0750>0</E_0750>
        <E_0751>284000</E_0751>
        <E_0752>0</E_0752>
        <E_0753>720000</E_0753>
      </DetalleAmortizacion>
      <DetalleAmortizacion>
        <Serie>ES0341068122</Serie>
        <Denominacion>BONDCT</Denominacion>
        <E_0750>0</E_0750>
        <E_0751>15000</E_0751>
        <E_0752>0</E_0752>
        <E_0753>325000</E_0753>
      </DetalleAmortizacion>
      <E_0754>6704000</E_0754>
      <E_0755>217828000</E_0755>
      <E_0756>120000</E_0756>
      <E_0757>25915000</E_0757>
      <DetalleCalificacionCrediticia>
        <Serie>ES0341068007</Serie>
        <Denominacion>BONAG</Denominacion>
        <E_0760>20141007</E_0760>
        <E_0761>FCH</E_0761>
        <E_0762>AA+</E_0762>
        <E_0763>AA+</E_0763>
        <E_0764>AAA</E_0764>
      </DetalleCalificacionCrediticia>
      <DetalleCalificacionCrediticia>
        <Serie>ES0341068007</Serie>
        <Denominacion>BONAG</Denominacion>
        <E_0760>20150123</E_0760>
        <E_0761>MDY</E_0761>
        <E_0762>Aa2</E_0762>
        <E_0763>Aa2</E_0763>
        <E_0764>Aaa</E_0764>
      </DetalleCalificacionCrediticia>
      <DetalleCalificacionCrediticia>
        <Serie>ES0341068015</Serie>
        <Denominacion>BONBCA</Denominacion>
        <E_0760>20151001</E_0760>
        <E_0761>FCH</E_0761>
        <E_0762>A+</E_0762>
        <E_0763>A+</E_0763>
        <E_0764>A</E_0764>
      </DetalleCalificacionCrediticia>
      <DetalleCalificacionCrediticia>
        <Serie>ES0341068015</Serie>
        <Denominacion>BONBCA</Denominacion>
        <E_0760>20160514</E_0760>
        <E_0761>MDY</E_0761>
        <E_0762>Aa2</E_0762>
        <E_0763>A1</E_0763>
        <E_0764>A2</E_0764>
      </DetalleCalificacionCrediticia>
      <DetalleCalificacionCrediticia>
        <Serie>ES0341068023</Serie>
        <Denominacion>BONBCM</Denominacion>
        <E_0760>20151001</E_0760>
        <E_0761>FCH</E_0761>
        <E_0762>A+</E_0762>
        <E_0763>A+</E_0763>
        <E_0764>A</E_0764>
      </DetalleCalificacionCrediticia>
      <DetalleCalificacionCrediticia>
        <Serie>ES0341068023</Serie>
        <Denominacion>BONBCM</Denominacion>
        <E_0760>20150710</E_0760>
        <E_0761>MDY</E_0761>
        <E_0762>Aa2</E_0762>
        <E_0763>Aa2</E_0763>
        <E_0764>A2</E_0764>
      </DetalleCalificacionCrediticia>
      <DetalleCalificacionCrediticia>
        <Serie>ES0341068031</Serie>
        <Denominacion>BONBCP</Denominacion>
        <E_0760>20151001</E_0760>
        <E_0761>FCH</E_0761>
        <E_0762>A+</E_0762>
        <E_0763>A+</E_0763>
        <E_0764>A</E_0764>
      </DetalleCalificacionCrediticia>
      <DetalleCalificacionCrediticia>
        <Serie>ES0341068031</Serie>
        <Denominacion>BONBCP</Denominacion>
        <E_0760>20150710</E_0760>
        <E_0761>MDY</E_0761>
        <E_0762>Aa2</E_0762>
        <E_0763>Aa2</E_0763>
        <E_0764>A2</E_0764>
      </DetalleCalificacionCrediticia>
      <DetalleCalificacionCrediticia>
        <Serie>ES0341068049</Serie>
        <Denominacion>BONBCT</Denominacion>
        <E_0760>20151001</E_0760>
        <E_0761>FCH</E_0761>
        <E_0762>A+</E_0762>
        <E_0763>A+</E_0763>
        <E_0764>A</E_0764>
      </DetalleCalificacionCrediticia>
      <DetalleCalificacionCrediticia>
        <Serie>ES0341068049</Serie>
        <Denominacion>BONBCT</Denominacion>
        <E_0760>20150710</E_0760>
        <E_0761>MDY</E_0761>
        <E_0762>Aa2</E_0762>
        <E_0763>Aa2</E_0763>
        <E_0764>A2</E_0764>
      </DetalleCalificacionCrediticia>
      <DetalleCalificacionCrediticia>
        <Serie>ES0341068056</Serie>
        <Denominacion>BONCCA</Denominacion>
        <E_0760>20151001</E_0760>
        <E_0761>FCH</E_0761>
        <E_0762>BBB+</E_0762>
        <E_0763>BBB+</E_0763>
        <E_0764>BBB</E_0764>
      </DetalleCalificacionCrediticia>
      <DetalleCalificacionCrediticia>
        <Serie>ES0341068056</Serie>
        <Denominacion>BONCCA</Denominacion>
        <E_0760>20160514</E_0760>
        <E_0761>MDY</E_0761>
        <E_0762>A3</E_0762>
        <E_0763>Baa3</E_0763>
        <E_0764>Ba2</E_0764>
      </DetalleCalificacionCrediticia>
      <DetalleCalificacionCrediticia>
        <Serie>ES0341068064</Serie>
        <Denominacion>BONCCM</Denominacion>
        <E_0760>20151001</E_0760>
        <E_0761>FCH</E_0761>
        <E_0762>BBB+</E_0762>
        <E_0763>BBB+</E_0763>
        <E_0764>BBB</E_0764>
      </DetalleCalificacionCrediticia>
      <DetalleCalificacionCrediticia>
        <Serie>ES0341068064</Serie>
        <Denominacion>BONCCM</Denominacion>
        <E_0760>20160514</E_0760>
        <E_0761>MDY</E_0761>
        <E_0762>Baa1</E_0762>
        <E_0763>Baa3</E_0763>
        <E_0764>Ba2</E_0764>
      </DetalleCalificacionCrediticia>
      <DetalleCalificacionCrediticia>
        <Serie>ES0341068072</Serie>
        <Denominacion>BONCCP</Denominacion>
        <E_0760>20151001</E_0760>
        <E_0761>FCH</E_0761>
        <E_0762>BBB+</E_0762>
        <E_0763>BBB+</E_0763>
        <E_0764>BBB</E_0764>
      </DetalleCalificacionCrediticia>
      <DetalleCalificacionCrediticia>
        <Serie>ES0341068072</Serie>
        <Denominacion>BONCCP</Denominacion>
        <E_0760>20160514</E_0760>
        <E_0761>MDY</E_0761>
        <E_0762>A3</E_0762>
        <E_0763>Ba1</E_0763>
        <E_0764>Ba2</E_0764>
      </DetalleCalificacionCrediticia>
      <DetalleCalificacionCrediticia>
        <Serie>ES0341068080</Serie>
        <Denominacion>BONCCT</Denominacion>
        <E_0760>20151001</E_0760>
        <E_0761>FCH</E_0761>
        <E_0762>BBB+</E_0762>
        <E_0763>BBB+</E_0763>
        <E_0764>BBB</E_0764>
      </DetalleCalificacionCrediticia>
      <DetalleCalificacionCrediticia>
        <Serie>ES0341068080</Serie>
        <Denominacion>BONCCT</Denominacion>
        <E_0760>20150710</E_0760>
        <E_0761>MDY</E_0761>
        <E_0762>Baa2</E_0762>
        <E_0763>Baa2</E_0763>
        <E_0764>Ba2</E_0764>
      </DetalleCalificacionCrediticia>
      <DetalleCalificacionCrediticia>
        <Serie>ES0341068098</Serie>
        <Denominacion>BONDCA</Denominacion>
        <E_0760>20090619</E_0760>
        <E_0761>FCH</E_0761>
        <E_0762>-</E_0762>
        <E_0763>-</E_0763>
        <E_0764>-</E_0764>
      </DetalleCalificacionCrediticia>
      <DetalleCalificacionCrediticia>
        <Serie>ES0341068098</Serie>
        <Denominacion>BONDCA</Denominacion>
        <E_0760>20160514</E_0760>
        <E_0761>MDY</E_0761>
        <E_0762>Caa3</E_0762>
        <E_0763>C</E_0763>
        <E_0764>C</E_0764>
      </DetalleCalificacionCrediticia>
      <DetalleCalificacionCrediticia>
        <Serie>ES0341068106</Serie>
        <Denominacion>BONDCM</Denominacion>
        <E_0760>20090619</E_0760>
        <E_0761>FCH</E_0761>
        <E_0762>-</E_0762>
        <E_0763>-</E_0763>
        <E_0764>-</E_0764>
      </DetalleCalificacionCrediticia>
      <DetalleCalificacionCrediticia>
        <Serie>ES0341068106</Serie>
        <Denominacion>BONDCM</Denominacion>
        <E_0760>20160514</E_0760>
        <E_0761>MDY</E_0761>
        <E_0762>Caa3</E_0762>
        <E_0763>C</E_0763>
        <E_0764>C</E_0764>
      </DetalleCalificacionCrediticia>
      <DetalleCalificacionCrediticia>
        <Serie>ES0341068114</Serie>
        <Denominacion>BONDCP</Denominacion>
        <E_0760>20090619</E_0760>
        <E_0761>FCH</E_0761>
        <E_0762>-</E_0762>
        <E_0763>-</E_0763>
        <E_0764>-</E_0764>
      </DetalleCalificacionCrediticia>
      <DetalleCalificacionCrediticia>
        <Serie>ES0341068114</Serie>
        <Denominacion>BONDCP</Denominacion>
        <E_0760>20160514</E_0760>
        <E_0761>MDY</E_0761>
        <E_0762>Caa3</E_0762>
        <E_0763>C</E_0763>
        <E_0764>C</E_0764>
      </DetalleCalificacionCrediticia>
      <DetalleCalificacionCrediticia>
        <Serie>ES0341068122</Serie>
        <Denominacion>BONDCT</Denominacion>
        <E_0760>20090619</E_0760>
        <E_0761>FCH</E_0761>
        <E_0762>-</E_0762>
        <E_0763>-</E_0763>
        <E_0764>-</E_0764>
      </DetalleCalificacionCrediticia>
      <DetalleCalificacionCrediticia>
        <Serie>ES0341068122</Serie>
        <Denominacion>BONDCT</Denominacion>
        <E_0760>20160514</E_0760>
        <E_0761>MDY</E_0761>
        <E_0762>Caa2</E_0762>
        <E_0763>C</E_0763>
        <E_0764>C</E_0764>
      </DetalleCalificacionCrediticia>
      <E_0771>151672000</E_0771>
      <E_1771>177110000</E_1771>
      <E_2771>369500000</E_2771>
      <E_0772>151672000</E_0772>
      <E_1772>177110000</E_1772>
      <E_2772>369500000</E_2772>
      <E_0773>19.48</E_0773>
      <E_1773>20.48</E_1773>
      <E_2773>27.02</E_2773>
    </Obligaciones>
    <OtraInformacionFondo>
      <E_0775>11039000</E_0775>
      <E_1775>10610000</E_1775>
      <E_2775>11600000</E_2775>
      <E_0776>11042000</E_0776>
      <E_1776>11042000</E_1776>
      <E_2776>11600000</E_2776>
      <E_0777>7.28</E_0777>
      <E_1777>5.99</E_1777>
      <E_2777>3.14</E_2777>
      <E_0778>SGSE</E_0778>
      <E_1778>SGSE</E_1778>
      <E_2778>Banco Sabadell</E_2778>
      <E_0779>A/A2</E_0779>
      <E_1779>A/A2</E_1779>
      <E_2779>A+/A2</E_2779>
      <E_0783>SGSE</E_0783>
      <E_1783>SGSE</E_1783>
      <E_2783>Banco Sabadell y Caixa Manresa</E_2783>
      <E_0784>P-1/F1</E_0784>
      <E_1784>P-1/F1</E_1784>
      <E_2784>P-1/F1.   P-2/Nc</E_2784>
      <E_0785>F1</E_0785>
      <E_1785>F1</E_1785>
      <E_2785>F1</E_2785>
      <E_0788>ICO</E_0788>
      <E_1788>ICO</E_1788>
      <E_2788>ICO</E_2788>
      <E_0789>Baa2/BBB+</E_0789>
      <E_1789>Baa2/BBB+</E_1789>
      <E_2789>Aaa/AAA</E_2789>
      <E_0791>S</E_0791>
      <E_1791>S</E_1791>
      <E_2791>S</E_2791>
      <E_0792>75.21</E_0792>
      <E_1792>78.77</E_1792>
      <E_2792>89.74</E_2792>
      <DetallePermuta>
        <Descripcion>Permuta financiera</Descripcion>
        <E_0800>Cecabank</E_0800>
        <E_0801>trimestral</E_0801>
        <E_0802>Intereses percibidos e ingresados</E_0802>
        <E_0803>SV medio diario no Fallidos (&lt;12m)</E_0803>
        <E_0804>Tipo interés mp bonos + 1,00%</E_0804>
        <E_0805>SV medio diario no Fallidos (&lt;12m)</E_0805>
        <E_0806>-5162000</E_0806>
        <E_1806>-5651000</E_1806>
        <E_2806>-40269000</E_2806>
      </DetallePermuta>
      <E_0808>-5162000</E_0808>
      <E_0809>-5651000</E_0809>
      <E_0810>-40269000</E_0810>
    </OtraInformacionFondo>
    <Cumplimiento>
      <E_7002>90</E_7002>
      <E_7003>458000</E_7003>
      <E_7006>832000</E_7006>
      <E_7009>0.33</E_7009>
      <E_7012>0.51</E_7012>
      <E_7015>0.42</E_7015>
      <E_7004>179000</E_7004>
      <E_7007>94000</E_7007>
      <E_7010>0.13</E_7010>
      <E_7013>0.06</E_7013>
      <E_7016>0.10</E_7016>
      <E_7005>637000</E_7005>
      <E_7008>926000</E_7008>
      <E_7011>0.46</E_7011>
      <E_7014>0.57</E_7014>
      <E_7017>0.52</E_7017>
      <E_7018>4.9.3.</E_7018>
      <E_7019>12</E_7019>
      <E_7021>2948000</E_7021>
      <E_7024>2698000</E_7024>
      <E_7027>0.82</E_7027>
      <E_7030>0.75</E_7030>
      <E_7033>0.81</E_7033>
      <E_7022>939000</E_7022>
      <E_7025>614000</E_7025>
      <E_7028>0.26</E_7028>
      <E_7031>0.17</E_7031>
      <E_7034>0.26</E_7034>
      <E_7023>3887000</E_7023>
      <E_7026>3312000</E_7026>
      <E_7029>1.08</E_7029>
      <E_7032>0.92</E_7032>
      <E_7035>1.07</E_7035>
      <E_7036>4.9.3.</E_7036>
      <Trigger2>
        <Denominacion>Serie B</Denominacion>
        <E_0855>13150000</E_0855>
        <E_0859>0</E_0859>
        <E_1859>0</E_1859>
        <E_2859>Aptdo. 3.4.6.2</E_2859>
      </Trigger2>
      <Trigger2>
        <Denominacion>Serie C</Denominacion>
        <E_0855>4250000</E_0855>
        <E_0859>0</E_0859>
        <E_1859>0</E_1859>
        <E_2859>Aptdo. 3.4.6.2</E_2859>
      </Trigger2>
      <Trigger3>
        <Denominacion>FR</Denominacion>
        <E_0856>1</E_0856>
        <E_0860>0.33</E_0860>
        <E_1860>0.32</E_1860>
        <E_2860>Aptdo. 3.4.2.2</E_2860>
      </Trigger3>
      <InformeCumplimientoReglas>
        <DocAdjunto>
          <Nombre>GVPO_20161220_TRIGGERS.pdf</Nombre>
          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</Contenido>
        </DocAdjunto>
      </InformeCumplimientoReglas>
    </Cumplimiento>
    <Comisiones>
      <E_0862>Gestión de Activos Titulizados</E_0862>
      <E_2862>Saldo de principal pendiente de las series</E_2862>
      <E_3862>0.02</E_3862>
      <E_5862>9000</E_5862>
      <E_6862>Trimestral</E_6862>
      <E_7862>S</E_7862>
      <E_0864>Société Générale, sucursal en España</E_0864>
      <E_1864>3000</E_1864>
      <E_6864>Trimestral</E_6864>
      <E_7864>N</E_7864>
      <E_8864>Adicionalmente, 50 € por cada devolución de retenciones fiscales</E_8864>
      <E_0866>S</E_0866>
      <E_0867>N</E_0867>
      <E_0868>N</E_0868>
      <E_0870>BBVA-BANCO SABADELL</E_0870>
      <E_0871>Capítulo 3.4.7.2</E_0871>
      <E_0872_A>20160229</E_0872_A>
      <E_0872_B>20160531</E_0872_B>
      <E_0872_C>20160831</E_0872_C>
      <E_0872_D>20161130</E_0872_D>
      <E_0872_E>00010101</E_0872_E>
      <E_0872_F>00010101</E_0872_F>
      <E_0872_G>00010101</E_0872_G>
      <E_0872_H>00010101</E_0872_H>
      <E_0872_I>00010101</E_0872_I>
      <E_0872_J>00010101</E_0872_J>
      <E_0872_K>00010101</E_0872_K>
      <E_0872_L>00010101</E_0872_L>
      <E_0873_A>-26000</E_0873_A>
      <E_0873_B>-111000</E_0873_B>
      <E_0873_C>-159000</E_0873_C>
      <E_0873_D>-188000</E_0873_D>
      <E_0873_M>-484000</E_0873_M>
      <E_0874_A>100000</E_0874_A>
      <E_0874_B>131000</E_0874_B>
      <E_0874_C>69000</E_0874_C>
      <E_0874_D>50000</E_0874_D>
      <E_0874_M>350000</E_0874_M>
      <E_0876_D>-1000</E_0876_D>
      <E_0876_M>-1000</E_0876_M>
      <E_0877_A>-8000</E_0877_A>
      <E_0877_B>-29000</E_0877_B>
      <E_0877_C>-51000</E_0877_C>
      <E_0877_D>-72000</E_0877_D>
      <E_0877_M>-160000</E_0877_M>
      <E_0878_A>66000</E_0878_A>
      <E_0878_B>-9000</E_0878_B>
      <E_0878_C>-141000</E_0878_C>
      <E_0878_D>-211000</E_0878_D>
      <E_0878_M>-295000</E_0878_M>
      <E_0880_A>-66000</E_0880_A>
      <E_0880_M>-66000</E_0880_M>
      <E_0882_B>9000</E_0882_B>
      <E_0882_C>141000</E_0882_C>
      <E_0882_D>211000</E_0882_D>
      <E_0882_M>361000</E_0882_M>
      <E_0884_A>430000</E_0884_A>
      <E_0884_B>430000</E_0884_B>
      <E_0884_C>430000</E_0884_C>
      <E_0884_D>430000</E_0884_D>
    </Comisiones>
    <NotasExplicativasEInformes />
  </TramiteFTAEP>
</TramiteCNMV>