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    <CodigoTramite>FTAP</CodigoTramite>
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      <NumRegistroFondo>10633</NumRegistroFondo>
      <DenominacionFondo>FT SANTANDER CONSUMER SPAIN AUTO 2016-1</DenominacionFondo>
      <DenominacionGestora>Santander de Titulizacion S.G.F.T., S.A</DenominacionGestora>
      <EstadoAgregado>NO</EstadoAgregado>
      <FondoAbierto>SI</FondoAbierto>
      <FechaPeriodo>20181231</FechaPeriodo>
      <PersonaContacto>
        <Nombre></Nombre>
        <Email></Email>
        <Telefono></Telefono>
        <Cargo></Cargo>
      </PersonaContacto>
      <Modificaciones>Las modificaciones realizadas como consecuencia del trabajo de auditoría afectan al estado S.01. Con fecha 27-06-2019 se han modificado las casillas 1324 y 1328.</Modificaciones>
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      <E_1602>155319000.00</E_1602>
      <E_2602>69073000.00</E_2602>
      <E_0603>172448000.00</E_0603>
      <E_1603>150904000.00</E_1603>
      <E_2603>107112000.00</E_2603>
      <E_0604>100850000.00</E_0604>
      <E_1604>122362000.00</E_1604>
      <E_2604>671894000.00</E_2604>
      <E_0605>185505000.00</E_0605>
      <E_1605>199120000.00</E_1605>
      <E_2605>594393000.00</E_2605>
      <E_0607>700440000.00</E_0607>
      <E_1607>697544000.00</E_1607>
      <E_2607>1461806000.00</E_2607>
      <E_0608>3.91</E_0608>
      <E_1608>4.18</E_1608>
      <E_2608>15.13</E_2608>
      <E_0609>2.42</E_0609>
      <E_1609>2.05</E_1609>
      <E_2609>3.04</E_2609>
      <E_0628>0.00</E_0628>
      <E_0638>0.00</E_0638>
      <E_1628>0.00</E_1628>
      <E_1638>0.00</E_1638>
      <E_2628>0.00</E_2628>
      <E_2638>0.00</E_2638>
      <E_0650>8.59</E_0650>
      <E_1650>8.71</E_1650>
      <E_2650>8.78</E_2650>
      <E_0651>12.50</E_0651>
      <E_1651>12.75</E_1651>
      <E_2651>12.75</E_2651>
      <E_0652>5.00</E_0652>
      <E_1652>5.00</E_1652>
      <E_2652>5.00</E_2652>
      <E_0660>20751.00</E_0660>
      <E_0683>156409000.00</E_0683>
      <E_1660>17064.00</E_1660>
      <E_1683>143506000.00</E_1683>
      <E_2660>27105.00</E_2660>
      <E_2683>298289000.00</E_2683>
      <E_0661>2157.00</E_0661>
      <E_0684>16031000.00</E_0684>
      <E_1661>2105.00</E_1661>
      <E_1684>17745000.00</E_1684>
      <E_2661>3504.00</E_2661>
      <E_2684>39965000.00</E_2684>
      <E_0662>1622.00</E_0662>
      <E_0685>12546000.00</E_0685>
      <E_1662>1434.00</E_1662>
      <E_1685>12090000.00</E_1685>
      <E_2662>2432.00</E_2662>
      <E_2685>27108000.00</E_2685>
      <E_0663>3107.00</E_0663>
      <E_0686>21143000.00</E_0686>
      <E_1663>2870.00</E_1663>
      <E_1686>22663000.00</E_1686>
      <E_2663>4019.00</E_2663>
      <E_2686>43586000.00</E_2686>
      <E_0664>5502.00</E_0664>
      <E_0687>36997000.00</E_0687>
      <E_1664>5244.00</E_1664>
      <E_1687>39659000.00</E_1687>
      <E_2664>7292.00</E_2664>
      <E_2687>72114000.00</E_2687>
      <E_0665>1069.00</E_0665>
      <E_0688>8047000.00</E_0688>
      <E_1665>1009.00</E_1665>
      <E_1688>8431000.00</E_1688>
      <E_2665>1652.00</E_2665>
      <E_2688>18515000.00</E_2688>
      <E_0666>3705.00</E_0666>
      <E_0689>27915000.00</E_0689>
      <E_1666>3242.00</E_1666>
      <E_1689>27579000.00</E_1689>
      <E_2666>5752.00</E_2666>
      <E_2689>64905000.00</E_2689>
      <E_0667>3536.00</E_0667>
      <E_0690>25934000.00</E_0690>
      <E_1667>3162.00</E_1667>
      <E_1690>26295000.00</E_1690>
      <E_2667>5024.00</E_2667>
      <E_2690>55375000.00</E_2690>
      <E_0668>13688.00</E_0668>
      <E_0691>105895000.00</E_0691>
      <E_1668>12639.00</E_1668>
      <E_1691>111692000.00</E_1691>
      <E_2668>18756.00</E_2668>
      <E_2691>217882000.00</E_2691>
      <E_0669>148.00</E_0669>
      <E_0692>1211000.00</E_0692>
      <E_1669>136.00</E_1669>
      <E_1692>1202000.00</E_1692>
      <E_2669>192.00</E_2669>
      <E_2692>2309000.00</E_2692>
      <E_0670>2267.00</E_0670>
      <E_0693>16398000.00</E_0693>
      <E_1670>2011.00</E_1670>
      <E_1693>16433000.00</E_1693>
      <E_2670>3106.00</E_2670>
      <E_2693>33722000.00</E_2693>
      <E_0671>4679.00</E_0671>
      <E_0694>37938000.00</E_0694>
      <E_1671>4251.00</E_1671>
      <E_1694>37793000.00</E_1694>
      <E_2671>6870.00</E_2671>
      <E_2694>77803000.00</E_2694>
      <E_0672>12862.00</E_0672>
      <E_0695>89802000.00</E_0695>
      <E_1672>11513.00</E_1672>
      <E_1695>91035000.00</E_1695>
      <E_2672>18838.00</E_2672>
      <E_2695>204936000.00</E_2695>
      <E_0673>276.00</E_0673>
      <E_0696>2470000.00</E_0696>
      <E_1673>227.00</E_1673>
      <E_1696>2135000.00</E_1696>
      <E_2673>331.00</E_2673>
      <E_2696>4082000.00</E_2696>
      <E_0674>3370.00</E_0674>
      <E_0697>27081000.00</E_0697>
      <E_1674>2963.00</E_1674>
      <E_1697>27030000.00</E_1697>
      <E_2674>4492.00</E_2674>
      <E_2697>52875000.00</E_2697>
      <E_0675>1020.00</E_0675>
      <E_0698>7191000.00</E_0698>
      <E_1675>954.00</E_1675>
      <E_1698>7621000.00</E_1698>
      <E_2675>1673.00</E_2675>
      <E_2698>18484000.00</E_2698>
      <E_0676>650.00</E_0676>
      <E_0699>4799000.00</E_0699>
      <E_1676>606.00</E_1676>
      <E_1699>4934000.00</E_1699>
      <E_2676>1024.00</E_2676>
      <E_2699>11458000.00</E_2699>
      <E_0677>10495.00</E_0677>
      <E_0700>81847000.00</E_0700>
      <E_1677>8921.00</E_1677>
      <E_1700>76736000.00</E_1700>
      <E_2677>14123.00</E_2677>
      <E_2700>158391000.00</E_2700>
      <E_0678>2927.00</E_0678>
      <E_0701>20786000.00</E_0701>
      <E_1678>2770.00</E_1678>
      <E_1701>22965000.00</E_1701>
      <E_2678>5399.00</E_2678>
      <E_2701>60007000.00</E_2701>
      <E_0679>93831.00</E_0679>
      <E_0702>700440000.00</E_0702>
      <E_1679>83121.00</E_1679>
      <E_1702>697544000.00</E_1702>
      <E_2679>131584.00</E_2679>
      <E_2702>1461806000.00</E_2702>
      <E_0682>93831.00</E_0682>
      <E_0705>700440000.00</E_0705>
      <E_1682>83121.00</E_1682>
      <E_1705>697544000.00</E_1705>
      <E_2682>131584.00</E_2682>
      <E_2705>1461806000.00</E_2705>
      <E_0710>0.09</E_0710>
      <E_1710>0.07</E_1710>
      <E_2710>0.74</E_2710>
      <E_0711>0.01</E_0711>
    </ActivosTitulizados>
    <Obligaciones>
      <DetalleImportePendiente>
        <Serie>ES0305124051</Serie>
        <Denominacion>BONOS SERIE F</Denominacion>
        <E_0720>153.00</E_0720>
        <E_0721>100000.00</E_0721>
        <E_0722>15300000.00</E_0722>
        <E_1720>153.00</E_1720>
        <E_1721>100000.00</E_1721>
        <E_1722>15300000.00</E_1722>
        <E_2720>153.00</E_2720>
        <E_2721>100000.00</E_2721>
        <E_2722>15300000.00</E_2722>
      </DetalleImportePendiente>
      <DetalleImportePendiente>
        <Serie>ES0305124044</Serie>
        <Denominacion>BONOS SERIE E</Denominacion>
        <E_0720>191.00</E_0720>
        <E_0721>100000.00</E_0721>
        <E_0722>19100000.00</E_0722>
        <E_1720>191.00</E_1720>
        <E_1721>100000.00</E_1721>
        <E_1722>19100000.00</E_1722>
        <E_2720>191.00</E_2720>
        <E_2721>100000.00</E_2721>
        <E_2722>19100000.00</E_2722>
      </DetalleImportePendiente>
      <DetalleImportePendiente>
        <Serie>ES0305124036</Serie>
        <Denominacion>BONOS SERIE D</Denominacion>
        <E_0720>230.00</E_0720>
        <E_0721>100000.00</E_0721>
        <E_0722>23000000.00</E_0722>
        <E_1720>230.00</E_1720>
        <E_1721>100000.00</E_1721>
        <E_1722>23000000.00</E_1722>
        <E_2720>230.00</E_2720>
        <E_2721>100000.00</E_2721>
        <E_2722>23000000.00</E_2722>
      </DetalleImportePendiente>
      <DetalleImportePendiente>
        <Serie>ES0305124028</Serie>
        <Denominacion>BONOS SERIE C</Denominacion>
        <E_0720>421.00</E_0720>
        <E_0721>100000.00</E_0721>
        <E_0722>42100000.00</E_0722>
        <E_1720>421.00</E_1720>
        <E_1721>100000.00</E_1721>
        <E_1722>42100000.00</E_1722>
        <E_2720>421.00</E_2720>
        <E_2721>100000.00</E_2721>
        <E_2722>42100000.00</E_2722>
      </DetalleImportePendiente>
      <DetalleImportePendiente>
        <Serie>ES0305124010</Serie>
        <Denominacion>BONOS SERIE B</Denominacion>
        <E_0720>306.00</E_0720>
        <E_0721>100000.00</E_0721>
        <E_0722>30600000.00</E_0722>
        <E_1720>306.00</E_1720>
        <E_1721>100000.00</E_1721>
        <E_1722>30600000.00</E_1722>
        <E_2720>306.00</E_2720>
        <E_2721>100000.00</E_2721>
        <E_2722>30600000.00</E_2722>
      </DetalleImportePendiente>
      <DetalleImportePendiente>
        <Serie>ES0305124002</Serie>
        <Denominacion>BONOS SERIE A</Denominacion>
        <E_0720>6502.00</E_0720>
        <E_0721>100000.00</E_0721>
        <E_0722>650200000.00</E_0722>
        <E_1720>6502.00</E_1720>
        <E_1721>100000.00</E_1721>
        <E_1722>650200000.00</E_1722>
        <E_2720>6502.00</E_2720>
        <E_2721>100000.00</E_2721>
        <E_2722>650200000.00</E_2722>
      </DetalleImportePendiente>
      <E_0723>7803.00</E_0723>
      <E_0724>780300000.00</E_0724>
      <E_1723>7803.00</E_1723>
      <E_1724>780300000.00</E_1724>
      <E_2723>7803.00</E_2723>
      <E_2724>780300000.00</E_2724>
      <DetalleInteres>
        <Serie>ES0305124051</Serie>
        <Denominacion>BONOS SERIE F</Denominacion>
        <E_0730>S</E_0730>
        <E_0732>0.00</E_0732>
        <E_0733>8.00</E_0733>
        <E_0734>241000.00</E_0734>
        <E_0742>S</E_0742>
        <E_0736>15300000.00</E_0736>
        <E_0738>15541000.00</E_0738>
      </DetalleInteres>
      <DetalleInteres>
        <Serie>ES0305124044</Serie>
        <Denominacion>BONOS SERIE E</Denominacion>
        <E_0730>S</E_0730>
        <E_0732>0.00</E_0732>
        <E_0733>8.00</E_0733>
        <E_0734>301000.00</E_0734>
        <E_0742>S</E_0742>
        <E_0736>19100000.00</E_0736>
        <E_0738>19401000.00</E_0738>
      </DetalleInteres>
      <DetalleInteres>
        <Serie>ES0305124036</Serie>
        <Denominacion>BONOS SERIE D</Denominacion>
        <E_0730>S</E_0730>
        <E_0732>0.00</E_0732>
        <E_0733>6.00</E_0733>
        <E_0734>272000.00</E_0734>
        <E_0742>S</E_0742>
        <E_0736>23000000.00</E_0736>
        <E_0738>23272000.00</E_0738>
      </DetalleInteres>
      <DetalleInteres>
        <Serie>ES0305124028</Serie>
        <Denominacion>BONOS SERIE C</Denominacion>
        <E_0730>S</E_0730>
        <E_0732>0.00</E_0732>
        <E_0733>3.25</E_0733>
        <E_0734>270000.00</E_0734>
        <E_0742>S</E_0742>
        <E_0736>42100000.00</E_0736>
        <E_0738>42370000.00</E_0738>
      </DetalleInteres>
      <DetalleInteres>
        <Serie>ES0305124010</Serie>
        <Denominacion>BONOS SERIE B</Denominacion>
        <E_0730>S</E_0730>
        <E_0732>0.00</E_0732>
        <E_0733>1.65</E_0733>
        <E_0734>100000.00</E_0734>
        <E_0742>S</E_0742>
        <E_0736>30600000.00</E_0736>
        <E_0738>30700000.00</E_0738>
      </DetalleInteres>
      <DetalleInteres>
        <Serie>ES0305124002</Serie>
        <Denominacion>BONOS SERIE A</Denominacion>
        <E_0730>NS</E_0730>
        <E_0732>0.00</E_0732>
        <E_0733>1.25</E_0733>
        <E_0734>1603000.00</E_0734>
        <E_0742>S</E_0742>
        <E_0736>650200000.00</E_0736>
        <E_0738>651803000.00</E_0738>
      </DetalleInteres>
      <E_0740>2787000.00</E_0740>
      <E_0741>0.00</E_0741>
      <E_0743>780300000.00</E_0743>
      <E_0744>0.00</E_0744>
      <E_0745>783087000.00</E_0745>
      <E_0746>0.00</E_0746>
      <E_0747>1.81</E_0747>
      <E_0748>1.81</E_0748>
      <E_0749>1.81</E_0749>
      <DetalleAmortizacion>
        <Serie>ES0305124051</Serie>
        <Denominacion>BONOS SERIE F</Denominacion>
        <E_0752>320000.00</E_0752>
        <E_0753>2717000.00</E_0753>
        <E_1752>313000.00</E_1752>
        <E_1753>1175000.00</E_1753>
      </DetalleAmortizacion>
      <DetalleAmortizacion>
        <Serie>ES0305124044</Serie>
        <Denominacion>BONOS SERIE E</Denominacion>
        <E_0752>399000.00</E_0752>
        <E_0753>3391000.00</E_0753>
        <E_1752>390000.00</E_1752>
        <E_1753>1467000.00</E_1753>
      </DetalleAmortizacion>
      <DetalleAmortizacion>
        <Serie>ES0305124036</Serie>
        <Denominacion>BONOS SERIE D</Denominacion>
        <E_0752>360000.00</E_0752>
        <E_0753>3062000.00</E_0753>
        <E_1752>353000.00</E_1752>
        <E_1753>1324000.00</E_1753>
      </DetalleAmortizacion>
      <DetalleAmortizacion>
        <Serie>ES0305124028</Serie>
        <Denominacion>BONOS SERIE C</Denominacion>
        <E_0752>357000.00</E_0752>
        <E_0753>3036000.00</E_0753>
        <E_1752>350000.00</E_1752>
        <E_1753>1313000.00</E_1753>
      </DetalleAmortizacion>
      <DetalleAmortizacion>
        <Serie>ES0305124010</Serie>
        <Denominacion>BONOS SERIE B</Denominacion>
        <E_0752>132000.00</E_0752>
        <E_0753>1121000.00</E_0753>
        <E_1752>129000.00</E_1752>
        <E_1753>484000.00</E_1753>
      </DetalleAmortizacion>
      <DetalleAmortizacion>
        <Serie>ES0305124002</Serie>
        <Denominacion>BONOS SERIE A</Denominacion>
        <E_0752>2122000.00</E_0752>
        <E_0753>18039000.00</E_0753>
        <E_1752>2077000.00</E_1752>
        <E_1753>7801000.00</E_1753>
      </DetalleAmortizacion>
      <E_0754>0.00</E_0754>
      <E_0755>0.00</E_0755>
      <E_0756>3690000.00</E_0756>
      <E_0757>31366000.00</E_0757>
      <E_1754>0.00</E_1754>
      <E_1755>0.00</E_1755>
      <E_1756>3612000.00</E_1756>
      <E_1757>13564000.00</E_1757>
      <DetalleCalificacionCrediticia>
        <Serie>ES0305124051</Serie>
        <Denominacion>BONOS SERIE F</Denominacion>
        <E_0761>MDY</E_0761>
        <E_0762>No Rating</E_0762>
        <E_0763>No Rating</E_0763>
        <E_0764>No Rating</E_0764>
      </DetalleCalificacionCrediticia>
      <DetalleCalificacionCrediticia>
        <Serie>ES0305124051</Serie>
        <Denominacion>BONOS SERIE F</Denominacion>
        <E_0761>DBRS</E_0761>
        <E_0762>No Rating</E_0762>
        <E_0763>No Rating</E_0763>
        <E_0764>No Rating</E_0764>
      </DetalleCalificacionCrediticia>
      <DetalleCalificacionCrediticia>
        <Serie>ES0305124044</Serie>
        <Denominacion>BONOS SERIE E</Denominacion>
        <E_0761>MDY</E_0761>
        <E_0762>No Rating</E_0762>
        <E_0763>No Rating</E_0763>
        <E_0764>No Rating</E_0764>
      </DetalleCalificacionCrediticia>
      <DetalleCalificacionCrediticia>
        <Serie>ES0305124044</Serie>
        <Denominacion>BONOS SERIE E</Denominacion>
        <E_0761>DBRS</E_0761>
        <E_0762>No Rating</E_0762>
        <E_0763>No Rating</E_0763>
        <E_0764>No Rating</E_0764>
      </DetalleCalificacionCrediticia>
      <DetalleCalificacionCrediticia>
        <Serie>ES0305124036</Serie>
        <Denominacion>BONOS SERIE D</Denominacion>
        <E_0761>MDY</E_0761>
        <E_0762>Ba1</E_0762>
        <E_0763>Ba1</E_0763>
        <E_0764>Ba1</E_0764>
      </DetalleCalificacionCrediticia>
      <DetalleCalificacionCrediticia>
        <Serie>ES0305124028</Serie>
        <Denominacion>BONOS SERIE C</Denominacion>
        <E_0761>MDY</E_0761>
        <E_0762>Baa3</E_0762>
        <E_0763>Baa3</E_0763>
        <E_0764>Baa3</E_0764>
      </DetalleCalificacionCrediticia>
      <DetalleCalificacionCrediticia>
        <Serie>ES0305124010</Serie>
        <Denominacion>BONOS SERIE B</Denominacion>
        <E_0761>MDY</E_0761>
        <E_0762>A3</E_0762>
        <E_0763>A3</E_0763>
        <E_0764>A3</E_0764>
      </DetalleCalificacionCrediticia>
      <DetalleCalificacionCrediticia>
        <Serie>ES0305124002</Serie>
        <Denominacion>BONOS SERIE A</Denominacion>
        <E_0761>DBRS</E_0761>
        <E_0762>AA</E_0762>
        <E_0763>AA</E_0763>
        <E_0764>AA</E_0764>
      </DetalleCalificacionCrediticia>
      <DetalleCalificacionCrediticia>
        <Serie>ES0305124036</Serie>
        <Denominacion>BONOS SERIE D</Denominacion>
        <E_0760>20181231</E_0760>
        <E_0761>DBRS</E_0761>
        <E_0762>BB</E_0762>
        <E_0763>BB (low)</E_0763>
        <E_0764>BB (low)</E_0764>
      </DetalleCalificacionCrediticia>
      <DetalleCalificacionCrediticia>
        <Serie>ES0305124028</Serie>
        <Denominacion>BONOS SERIE C</Denominacion>
        <E_0760>20181231</E_0760>
        <E_0761>DBRS</E_0761>
        <E_0762>BBB (high)</E_0762>
        <E_0763>BBB</E_0763>
        <E_0764>BBB</E_0764>
      </DetalleCalificacionCrediticia>
      <DetalleCalificacionCrediticia>
        <Serie>ES0305124010</Serie>
        <Denominacion>BONOS SERIE B</Denominacion>
        <E_0760>20181231</E_0760>
        <E_0761>DBRS</E_0761>
        <E_0762>A (high)</E_0762>
        <E_0763>A</E_0763>
        <E_0764>A</E_0764>
      </DetalleCalificacionCrediticia>
      <DetalleCalificacionCrediticia>
        <Serie>ES0305124002</Serie>
        <Denominacion>BONOS SERIE A</Denominacion>
        <E_0760>20180930</E_0760>
        <E_0761>MDY</E_0761>
        <E_0762>Aa3</E_0762>
        <E_0763>Aa2</E_0763>
        <E_0764>Aa2</E_0764>
      </DetalleCalificacionCrediticia>
      <E_0765>22601000.00</E_0765>
      <E_1765>9563000.00</E_1765>
      <E_0766>93062000.00</E_0766>
      <E_1766>60276000.00</E_1766>
      <E_0767>125974000.00</E_0767>
      <E_1767>155319000.00</E_1767>
      <E_2767>129771000.00</E_2767>
      <E_0768>172448000.00</E_0768>
      <E_1768>150904000.00</E_1768>
      <E_2768>213972000.00</E_2768>
      <E_0769>100850000.00</E_0769>
      <E_1769>122362000.00</E_1769>
      <E_2769>115696000.00</E_2769>
      <E_0770>265365000.00</E_0770>
      <E_1770>281876000.00</E_1770>
      <E_2770>320861000.00</E_2770>
      <E_0772>780300000.00</E_0772>
      <E_1772>780300000.00</E_1772>
      <E_2772>780300000.00</E_2772>
      <E_0773>3.91</E_0773>
      <E_1773>4.18</E_1773>
      <E_2773>5.00</E_2773>
    </Obligaciones>
    <OtraInformacionFondo>
      <E_0775>15300000.00</E_0775>
      <E_1775>15300000.00</E_1775>
      <E_2775>15300000.00</E_2775>
      <E_0776>15300000.00</E_0776>
      <E_1776>15300000.00</E_1776>
      <E_2776>15300000.00</E_2776>
      <E_0777>1.96</E_0777>
      <E_1777>1.96</E_1777>
      <E_2777>1.96</E_2777>
      <E_0778>SCF</E_0778>
      <E_1778>SCF</E_1778>
      <E_2778>SCF</E_2778>
      <E_0779>A- lp / A2 lp  P-1 cp</E_0779>
      <E_1779>A- lp / A3 lp  P-2 cp</E_1779>
      <E_2779>A- lp / A3 lp  P-2 cp</E_2779>
      <E_0780>BBB lp / Baa2 lp P-2 cp</E_0780>
      <E_1780>BBB lp / Baa2 lp P-2 cp</E_1780>
      <E_2780>BBB lp / Baa2 lp P-2 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>S</E_0791>
      <E_1791>S</E_1791>
      <E_2791>S</E_2791>
      <E_0792>83.24</E_0792>
      <E_1792>83.23</E_1792>
      <E_2792>83.23</E_2792>
      <E_0808>0.00</E_0808>
      <E_0809>0.00</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_7002>90.00</E_7002>
      <E_7003>5138000.00</E_7003>
      <E_7006>3948000.00</E_7006>
      <E_7009>0.73</E_7009>
      <E_7012>0.57</E_7012>
      <E_7015>0.81</E_7015>
      <E_7005>5138000.00</E_7005>
      <E_7008>3948000.00</E_7008>
      <E_7011>0.73</E_7011>
      <E_7014>0.57</E_7014>
      <E_7017>0.81</E_7017>
      <E_7018>Nota de Valores</E_7018>
      <E_7019>12.00</E_7019>
      <E_7021>4353000.00</E_7021>
      <E_7024>1632000.00</E_7024>
      <E_7027>0.62</E_7027>
      <E_7030>0.21</E_7030>
      <E_7033>0.54</E_7033>
      <E_7022>48000.00</E_7022>
      <E_7025>51000.00</E_7025>
      <E_7028>0.01</E_7028>
      <E_7031>0.01</E_7031>
      <E_7034>0.01</E_7034>
      <E_7023>4401000.00</E_7023>
      <E_7026>1683000.00</E_7026>
      <E_7029>0.63</E_7029>
      <E_7032>0.22</E_7032>
      <E_7035>0.55</E_7035>
      <E_7036>Modulo Adicional</E_7036>
      <TextoLibre>Exiten triggers de finalización del periodo de recarga: Ratio</TextoLibre>
      <InformeCumplimientoReglas>
        <DocAdjunto>
          <Nombre>SCS AUTO 2016-1_Dic2018.pdf</Nombre>
          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        </DocAdjunto>
      </InformeCumplimientoReglas>
    </Cumplimiento>
    <Comisiones>
      <E_1862>40000.00</E_1862>
      <E_3862>0.023</E_3862>
      <E_5862>17500.00</E_5862>
      <E_1864>2350.00</E_1864>
      <E_0878_A>0.00</E_0878_A>
      <E_0878_B>0.00</E_0878_B>
      <E_0878_C>0.00</E_0878_C>
      <E_0878_D>0.00</E_0878_D>
      <E_0878_E>0.00</E_0878_E>
      <E_0878_F>0.00</E_0878_F>
      <E_0878_G>0.00</E_0878_G>
      <E_0878_H>0.00</E_0878_H>
      <E_0878_I>0.00</E_0878_I>
      <E_0878_J>0.00</E_0878_J>
      <E_0878_K>0.00</E_0878_K>
      <E_0878_L>0.00</E_0878_L>
      <E_0882_A>0.00</E_0882_A>
      <E_0882_B>0.00</E_0882_B>
      <E_0882_C>0.00</E_0882_C>
      <E_0882_D>0.00</E_0882_D>
      <E_0882_E>0.00</E_0882_E>
      <E_0882_F>0.00</E_0882_F>
      <E_0882_G>0.00</E_0882_G>
      <E_0882_H>0.00</E_0882_H>
      <E_0882_I>0.00</E_0882_I>
      <E_0882_J>0.00</E_0882_J>
      <E_0882_K>0.00</E_0882_K>
      <E_0882_L>0.00</E_0882_L>
      <E_0885_A>20170101</E_0885_A>
      <E_0885_B>20170401</E_0885_B>
      <E_0885_C>20170701</E_0885_C>
      <E_0885_D>20171001</E_0885_D>
      <E_0885_E>20180101</E_0885_E>
      <E_0885_F>20180401</E_0885_F>
      <E_0885_G>20180701</E_0885_G>
      <E_0885_H>20181001</E_0885_H>
      <E_0886_A>15300000.00</E_0886_A>
      <E_0886_B>15300000.00</E_0886_B>
      <E_0886_C>15300000.00</E_0886_C>
      <E_0886_D>15300000.00</E_0886_D>
      <E_0886_E>15300000.00</E_0886_E>
      <E_0886_F>15300000.00</E_0886_F>
      <E_0886_G>15300000.00</E_0886_G>
      <E_0886_H>15300000.00</E_0886_H>
      <E_0887_A>93811000.00</E_0887_A>
      <E_0887_B>93007000.00</E_0887_B>
      <E_0887_C>65219000.00</E_0887_C>
      <E_0887_D>77762000.00</E_0887_D>
      <E_0887_E>94138000.00</E_0887_E>
      <E_0887_F>83576000.00</E_0887_F>
      <E_0887_G>74109000.00</E_0887_G>
      <E_0887_H>81673000.00</E_0887_H>
      <E_0888_A>-49000.00</E_0888_A>
      <E_0888_B>-49000.00</E_0888_B>
      <E_0888_C>-75000.00</E_0888_C>
      <E_0888_D>-46000.00</E_0888_D>
      <E_0888_E>-46000.00</E_0888_E>
      <E_0888_F>-50000.00</E_0888_F>
      <E_0888_G>-98000.00</E_0888_G>
      <E_0888_H>-50000.00</E_0888_H>
      <E_0889_G>0.00</E_0889_G>
      <E_0889_H>0.00</E_0889_H>
      <E_0890_A>-15300000.00</E_0890_A>
      <E_0890_B>-15300000.00</E_0890_B>
      <E_0890_C>-15300000.00</E_0890_C>
      <E_0890_D>-15300000.00</E_0890_D>
      <E_0890_E>-15300000.00</E_0890_E>
      <E_0890_F>-15300000.00</E_0890_F>
      <E_0890_G>-15300000.00</E_0890_G>
      <E_0890_H>-15300000.00</E_0890_H>
      <E_0891_A>-81751000.00</E_0891_A>
      <E_0891_B>-81103000.00</E_0891_B>
      <E_0891_C>-65144000.00</E_0891_C>
      <E_0891_D>-69980000.00</E_0891_D>
      <E_0891_E>-81536000.00</E_0891_E>
      <E_0891_F>-72529000.00</E_0891_F>
      <E_0891_G>-63693000.00</E_0891_G>
      <E_0891_H>-70285000.00</E_0891_H>
      <E_0892_G>0.00</E_0892_G>
      <E_0892_H>-320000.00</E_0892_H>
      <E_0893_G>0.00</E_0893_G>
      <E_0893_H>0.00</E_0893_H>
      <E_0894_A>12011000.00</E_0894_A>
      <E_0894_B>11855000.00</E_0894_B>
      <E_0894_C>11579000.00</E_0894_C>
      <E_0894_D>7736000.00</E_0894_D>
      <E_0894_E>12556000.00</E_0894_E>
      <E_0894_F>10997000.00</E_0894_F>
      <E_0894_G>10318000.00</E_0894_G>
      <E_0894_H>11018000.00</E_0894_H>
      <E_0895_A>12011000.00</E_0895_A>
      <E_0895_B>11855000.00</E_0895_B>
      <E_0895_C>11579000.00</E_0895_C>
      <E_0895_D>7736000.00</E_0895_D>
      <E_0895_E>12556000.00</E_0895_E>
      <E_0895_F>10997000.00</E_0895_F>
      <E_0895_G>10318000.00</E_0895_G>
      <E_0895_H>11018000.00</E_0895_H>
    </Comisiones>
    <NotasExplicativasEInformes></NotasExplicativasEInformes>
  </TramiteFTAEP>
</TramiteCNMV>