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      <DetalleImportePendiente>
        <Serie>ES0372260036</Serie>
        <Denominacion>BONOS SERIE C</Denominacion>
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        <Serie>ES0372260028</Serie>
        <Denominacion>BONOS SERIE B</Denominacion>
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        <Serie>ES0372260010</Serie>
        <Denominacion>BONOS SERIE A2</Denominacion>
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        <Serie>ES0372260002</Serie>
        <Denominacion>BONOS SERIE A1</Denominacion>
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        <Serie>ES0372260036</Serie>
        <Denominacion>BONOS SERIE C</Denominacion>
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      <DetalleInteres>
        <Serie>ES0372260028</Serie>
        <Denominacion>BONOS SERIE B</Denominacion>
        <E_0730>NS</E_0730>
        <E_0731>E3M</E_0731>
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      <DetalleInteres>
        <Serie>ES0372260010</Serie>
        <Denominacion>BONOS SERIE A2</Denominacion>
        <E_0730>NS</E_0730>
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      <DetalleInteres>
        <Serie>ES0372260002</Serie>
        <Denominacion>BONOS SERIE A1</Denominacion>
        <E_0730>NS</E_0730>
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        <Serie>ES0372260028</Serie>
        <Denominacion>BONOS SERIE B</Denominacion>
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      <DetalleAmortizacion>
        <Serie>ES0372260010</Serie>
        <Denominacion>BONOS SERIE A2</Denominacion>
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        <Serie>ES0372260002</Serie>
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        <Denominacion>BONOS SERIE C</Denominacion>
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        <Serie>ES0372260036</Serie>
        <Denominacion>BONOS SERIE C</Denominacion>
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        <Serie>ES0372260028</Serie>
        <Denominacion>BONOS SERIE B</Denominacion>
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        <Serie>ES0372260010</Serie>
        <Denominacion>BONOS SERIE A2</Denominacion>
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        <Serie>ES0372260002</Serie>
        <Denominacion>BONOS SERIE A1</Denominacion>
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        <Denominacion>BONOS SERIE C</Denominacion>
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        <E_0761>MDY</E_0761>
        <E_0762>Ca</E_0762>
        <E_0763>Ca</E_0763>
        <E_0764>Baa3</E_0764>
      </DetalleCalificacionCrediticia>
      <DetalleCalificacionCrediticia>
        <Serie>ES0372260028</Serie>
        <Denominacion>BONOS SERIE B</Denominacion>
        <E_0760>20180630</E_0760>
        <E_0761>MDY</E_0761>
        <E_0762>---</E_0762>
        <E_0763>Aa1</E_0763>
        <E_0764>A1</E_0764>
      </DetalleCalificacionCrediticia>
      <DetalleCalificacionCrediticia>
        <Serie>ES0372260010</Serie>
        <Denominacion>BONOS SERIE A2</Denominacion>
        <E_0760>20150123</E_0760>
        <E_0761>MDY</E_0761>
        <E_0762>---</E_0762>
        <E_0763>---</E_0763>
        <E_0764>Aaa</E_0764>
      </DetalleCalificacionCrediticia>
      <DetalleCalificacionCrediticia>
        <Serie>ES0372260002</Serie>
        <Denominacion>BONOS SERIE A1</Denominacion>
        <E_0760>20140101</E_0760>
        <E_0761>MDY</E_0761>
        <E_0762>---</E_0762>
        <E_0763>---</E_0763>
        <E_0764>Aaa</E_0764>
      </DetalleCalificacionCrediticia>
      <DetalleCalificacionCrediticia>
        <Serie>ES0372260036</Serie>
        <Denominacion>BONOS SERIE C</Denominacion>
        <E_0760>20190630</E_0760>
        <E_0761>FCH</E_0761>
        <E_0762>Rating retirado</E_0762>
        <E_0763>CC</E_0763>
        <E_0764>BBB</E_0764>
      </DetalleCalificacionCrediticia>
      <DetalleCalificacionCrediticia>
        <Serie>ES0372260028</Serie>
        <Denominacion>BONOS SERIE B</Denominacion>
        <E_0760>20180930</E_0760>
        <E_0761>FCH</E_0761>
        <E_0762>---</E_0762>
        <E_0763>A</E_0763>
        <E_0764>AA-</E_0764>
      </DetalleCalificacionCrediticia>
      <DetalleCalificacionCrediticia>
        <Serie>ES0372260010</Serie>
        <Denominacion>BONOS SERIE A2</Denominacion>
        <E_0760>20160930</E_0760>
        <E_0761>FCH</E_0761>
        <E_0762>---</E_0762>
        <E_0763>---</E_0763>
        <E_0764>AAA</E_0764>
      </DetalleCalificacionCrediticia>
      <DetalleCalificacionCrediticia>
        <Serie>ES0372260002</Serie>
        <Denominacion>BONOS SERIE A1</Denominacion>
        <E_0760>20100201</E_0760>
        <E_0761>FCH</E_0761>
        <E_0762>---</E_0762>
        <E_0763>---</E_0763>
        <E_0764>AAA</E_0764>
      </DetalleCalificacionCrediticia>
      <E_0765>7806000.00</E_0765>
      <E_1765>9784000.00</E_1765>
      <E_2765>13726000.00</E_2765>
      <E_0766>3260000.00</E_0766>
      <E_1766>3826000.00</E_1766>
      <E_2766>109409000.00</E_2766>
      <E_0767>5490000.00</E_0767>
      <E_1767>5247000.00</E_1767>
      <E_2767>170970000.00</E_2767>
      <E_0768>2562000.00</E_0768>
      <E_1768>7030000.00</E_1768>
      <E_2768>201104000.00</E_2768>
      <E_0769>1021000.00</E_0769>
      <E_1769>2399000.00</E_1769>
      <E_2769>22087000.00</E_2769>
      <E_0770>7183000.00</E_0770>
      <E_1770>6529000.00</E_1770>
      <E_2770>238355000.00</E_2770>
      <E_2771>244349000.00</E_2771>
      <E_0772>27322000.00</E_0772>
      <E_1772>34815000.00</E_1772>
      <E_2772>1000000000.00</E_2772>
      <E_0773>0.76</E_0773>
      <E_1773>1.29</E_1773>
      <E_2773>7.00</E_2773>
    </Obligaciones>
    <OtraInformacionFondo>
      <E_0775>0.00</E_0775>
      <E_1775>0.00</E_1775>
      <E_2775>25000000.00</E_2775>
      <E_0776>25000000.00</E_0776>
      <E_1776>25000000.00</E_1776>
      <E_2776>12500000.00</E_2776>
      <E_0777>0.00</E_0777>
      <E_1777>0.00</E_1777>
      <E_2777>2.50</E_2777>
      <E_0778>SANTANDER</E_0778>
      <E_1778>SANTANDER</E_1778>
      <E_2778>SANTANDER</E_2778>
      <E_0779>A-1 cp /  F-1 cp / P-1 cp</E_0779>
      <E_1779>A-1 cp /  F-1 cp / P-1 cp</E_1779>
      <E_2779>A-1 cp /  F-1 cp / P-1 cp</E_2779>
      <E_0780>A-1 cp /  F-1 cp / P-1 cp</E_0780>
      <E_1780>A-1 cp /  F-1 cp / P-1 cp</E_1780>
      <E_2780>A-1 cp /  F-1 cp / P-1 cp</E_2780>
      <E_0781>0.00</E_0781>
      <E_1781>0.00</E_1781>
      <E_2781>0.00</E_2781>
      <E_0782>0.00</E_0782>
      <E_1782>0.00</E_1782>
      <E_2782>0.00</E_2782>
      <E_0786>0.00</E_0786>
      <E_1786>0.00</E_1786>
      <E_2786>0.00</E_2786>
      <E_0787>0.00</E_0787>
      <E_1787>0.00</E_1787>
      <E_2787>0.00</E_2787>
      <E_0791>N</E_0791>
      <E_1791>S</E_1791>
      <E_2791>S</E_2791>
      <E_0792>99.99</E_0792>
      <E_1792>2.33</E_1792>
      <E_2792>94.17</E_2792>
      <E_0808>-119000.00</E_0808>
      <E_0809>-137000.00</E_0809>
      <E_0810>0.00</E_0810>
      <E_0827>0.00</E_0827>
      <E_1827>0.00</E_1827>
      <E_2827>0.00</E_2827>
      <E_0844>0.00</E_0844>
      <E_1844>0.00</E_1844>
      <E_2844>0.00</E_2844>
    </OtraInformacionFondo>
    <Cumplimiento>
      <E_7000>3.00</E_7000>
      <E_7002>90.00</E_7002>
      <E_7003>190000.00</E_7003>
      <E_7006>247000.00</E_7006>
      <E_7009>0.77</E_7009>
      <E_7012>0.72</E_7012>
      <E_7015>0.97</E_7015>
      <E_7005>190000.00</E_7005>
      <E_7008>247000.00</E_7008>
      <E_7011>0.77</E_7011>
      <E_7014>0.72</E_7014>
      <E_7017>0.97</E_7017>
      <E_7018>Nota de Valores</E_7018>
      <E_7019>12.00</E_7019>
      <E_7021>7124000.00</E_7021>
      <E_7024>9053000.00</E_7024>
      <E_7027>28.98</E_7027>
      <E_7030>26.52</E_7030>
      <E_7033>29.26</E_7033>
      <E_7022>15924000.00</E_7022>
      <E_7025>15118000.00</E_7025>
      <E_7028>64.78</E_7028>
      <E_7031>44.28</E_7031>
      <E_7034>64.15</E_7034>
      <E_7023>23048000.00</E_7023>
      <E_7026>24171000.00</E_7026>
      <E_7029>93.76</E_7029>
      <E_7032>70.80</E_7032>
      <E_7035>93.41</E_7035>
      <E_7036>Modulo Adicional a la Nota de Valores</E_7036>
      <InformeCumplimientoReglas>
        <DocAdjunto>
          <Nombre>Pymes Banesto 2 Sep19.pdf</Nombre>
          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        </DocAdjunto>
      </InformeCumplimientoReglas>
    </Cumplimiento>
    <Comisiones>
      <E_0862>SANTANDER DE TITULIZACIÓN</E_0862>
      <E_1862>90000.00</E_1862>
      <E_2862>365</E_2862>
      <E_3862>0.020</E_3862>
      <E_6862>Trimestral</E_6862>
      <E_7862>S</E_7862>
      <E_0863>SANTANDER</E_0863>
      <E_2863>365</E_2863>
      <E_3863>0.010</E_3863>
      <E_6863>Trimestral</E_6863>
      <E_7863>S</E_7863>
      <E_0864>SANTANDER</E_0864>
      <E_1864>2350.00</E_1864>
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    <NotasExplicativasEInformes></NotasExplicativasEInformes>
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</TramiteCNMV>