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<iic-com-fon:ComisionDepositarioCobrada contextRef="FIM_S12019_V-86772951_da" decimals="2" unitRef="euro">0.04</iic-com-fon:ComisionDepositarioCobrada>
<iic-com-fon:ComisionDepositarioCobrada contextRef="FIM_S12019_V-86772951_daa" decimals="2" unitRef="euro">0.04</iic-com-fon:ComisionDepositarioCobrada>
</iic-com-fon:ComisionDepositario>
<iic-com-fon:XCode_SistemaImputacionComisionGestion_01 contextRef="FIM_S12019_V-86772951_da">01</iic-com-fon:XCode_SistemaImputacionComisionGestion_01>
</iic-com-fon:ComisionesAplicadas>
</iic-com-fon:DatosGeneralesClase>
<iic-fim:RentabilidadClaseFIM>
<iic-com:RentabilidadIIC contextRef="FIM_S12019_V-86772951_daa" decimals="2" unitRef="pure">0.61</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC contextRef="FIM_S12019_V-86772951_daq" decimals="2" unitRef="pure">-3.22</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC contextRef="FIM_S12019_V-86772951_dpq" decimals="2" unitRef="pure">3.96</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC contextRef="FIM_S12019_V-86772951_dpq2" decimals="2" unitRef="pure">-13.09</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC contextRef="FIM_S12019_V-86772951_dpq3" decimals="2" unitRef="pure">1.27</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC contextRef="FIM_S12019_V-86772951_dpy" decimals="2" unitRef="pure">-8.97</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC contextRef="FIM_S12019_V-86772951_dpy2" decimals="2" unitRef="pure">21.27</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC contextRef="FIM_S12019_V-86772951_dpy3" decimals="2" unitRef="pure">16.10</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC contextRef="FIM_S12019_V-86772951_dpy5" decimals="2" unitRef="pure">-2.38</iic-com:RentabilidadIIC>
</iic-fim:RentabilidadClaseFIM>
<iic-com-fon:RentabilidadExtremaClase>
<iic-com-fon:RentabilidadMinimaValor contextRef="FIM_S12019_V-86772951_daq" decimals="2" unitRef="pure">-2.16</iic-com-fon:RentabilidadMinimaValor>
<iic-com-fon:RentabilidadMinimaValor contextRef="FIM_S12019_V-86772951_dpy" decimals="2" unitRef="pure">-2.21</iic-com-fon:RentabilidadMinimaValor>
<iic-com-fon:RentabilidadMinimaValor contextRef="FIM_S12019_V-86772951_dly3" decimals="2" unitRef="pure">-4.30</iic-com-fon:RentabilidadMinimaValor>
<iic-com-fon:RentabilidadMinimaFecha contextRef="FIM_S12019_V-86772951_daq">2019-06-24</iic-com-fon:RentabilidadMinimaFecha>
<iic-com-fon:RentabilidadMinimaFecha contextRef="FIM_S12019_V-86772951_dpy">2019-03-12</iic-com-fon:RentabilidadMinimaFecha>
<iic-com-fon:RentabilidadMinimaFecha contextRef="FIM_S12019_V-86772951_dly3">2018-10-11</iic-com-fon:RentabilidadMinimaFecha>
<iic-com-fon:RentabilidadMaximaValor contextRef="FIM_S12019_V-86772951_daq" decimals="2" unitRef="pure">1.44</iic-com-fon:RentabilidadMaximaValor>
<iic-com-fon:RentabilidadMaximaValor contextRef="FIM_S12019_V-86772951_dpy" decimals="2" unitRef="pure">2.49</iic-com-fon:RentabilidadMaximaValor>
<iic-com-fon:RentabilidadMaximaValor contextRef="FIM_S12019_V-86772951_dly3" decimals="2" unitRef="pure">3.13</iic-com-fon:RentabilidadMaximaValor>
<iic-com-fon:RentabilidadMaximaFecha contextRef="FIM_S12019_V-86772951_daq">2019-06-27</iic-com-fon:RentabilidadMaximaFecha>
<iic-com-fon:RentabilidadMaximaFecha contextRef="FIM_S12019_V-86772951_dpy">2019-01-04</iic-com-fon:RentabilidadMaximaFecha>
<iic-com-fon:RentabilidadMaximaFecha contextRef="FIM_S12019_V-86772951_dly3">2016-01-22</iic-com-fon:RentabilidadMaximaFecha>
</iic-com-fon:RentabilidadExtremaClase>
<iic-com:PeriodicidadCalculoVL>
<iic-com:XCode_PeriodicidadCalculoVL_01 contextRef="FIM_S12019_V-86772951_da">01</iic-com:XCode_PeriodicidadCalculoVL_01>
</iic-com:PeriodicidadCalculoVL>
<iic-fim:MedidasRiesgoFIM>
<iic-com-fon:VolatilidadValorLiquidativo contextRef="FIM_S12019_V-86772951_daa" decimals="2" unitRef="pure">12.39</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo contextRef="FIM_S12019_V-86772951_daq" decimals="2" unitRef="pure">13.35</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo contextRef="FIM_S12019_V-86772951_dpq" decimals="2" unitRef="pure">11.37</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo contextRef="FIM_S12019_V-86772951_dpq2" decimals="2" unitRef="pure">18.61</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo contextRef="FIM_S12019_V-86772951_dpq3" decimals="2" unitRef="pure">13.08</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo contextRef="FIM_S12019_V-86772951_dpy" decimals="2" unitRef="pure">15.34</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo contextRef="FIM_S12019_V-86772951_dpy2" decimals="2" unitRef="pure">10.98</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo contextRef="FIM_S12019_V-86772951_dpy3" decimals="2" unitRef="pure">16.48</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo contextRef="FIM_S12019_V-86772951_dpy5" decimals="2" unitRef="pure">11.75</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadIbex contextRef="FIM_S12019_V-86772951_daa" decimals="2" unitRef="pure">11.76</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex contextRef="FIM_S12019_V-86772951_daq" decimals="2" unitRef="pure">11.14</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex contextRef="FIM_S12019_V-86772951_dpq" decimals="2" unitRef="pure">12.33</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex contextRef="FIM_S12019_V-86772951_dpq2" decimals="2" unitRef="pure">15.86</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex contextRef="FIM_S12019_V-86772951_dpq3" decimals="2" unitRef="pure">10.52</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex contextRef="FIM_S12019_V-86772951_dpy" decimals="2" unitRef="pure">13.65</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex contextRef="FIM_S12019_V-86772951_dpy2" decimals="2" unitRef="pure">12.89</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex contextRef="FIM_S12019_V-86772951_dpy3" decimals="2" unitRef="pure">25.89</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex contextRef="FIM_S12019_V-86772951_dpy5" decimals="2" unitRef="pure">18.45</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadLetrasTesoro contextRef="FIM_S12019_V-86772951_daa" decimals="2" unitRef="pure">0.73</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro contextRef="FIM_S12019_V-86772951_daq" decimals="2" unitRef="pure">1.02</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro contextRef="FIM_S12019_V-86772951_dpq" decimals="2" unitRef="pure">0.19</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro contextRef="FIM_S12019_V-86772951_dpq2" decimals="2" unitRef="pure">0.39</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro contextRef="FIM_S12019_V-86772951_dpq3" decimals="2" unitRef="pure">0.25</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro contextRef="FIM_S12019_V-86772951_dpy" decimals="2" unitRef="pure">0.38</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro contextRef="FIM_S12019_V-86772951_dpy2" decimals="2" unitRef="pure">0.59</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro contextRef="FIM_S12019_V-86772951_dpy3" decimals="2" unitRef="pure">0.71</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro contextRef="FIM_S12019_V-86772951_dpy5" decimals="2" unitRef="pure">0.50</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadVaRHistorica contextRef="FIM_S12019_V-86772951_daa" decimals="2" unitRef="pure">8.11</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica contextRef="FIM_S12019_V-86772951_daq" decimals="2" unitRef="pure">8.11</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica contextRef="FIM_S12019_V-86772951_dpq" decimals="2" unitRef="pure">7.92</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica contextRef="FIM_S12019_V-86772951_dpq2" decimals="2" unitRef="pure">7.50</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica contextRef="FIM_S12019_V-86772951_dpq3" decimals="2" unitRef="pure">6.79</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica contextRef="FIM_S12019_V-86772951_dpy" decimals="2" unitRef="pure">7.50</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica contextRef="FIM_S12019_V-86772951_dpy2" decimals="2" unitRef="pure">7.26</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica contextRef="FIM_S12019_V-86772951_dpy3" decimals="2" unitRef="pure">7.28</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica contextRef="FIM_S12019_V-86772951_dpy5" decimals="2" unitRef="pure">7.50</iic-com-fon:VolatilidadVaRHistorica>
</iic-fim:MedidasRiesgoFIM>
<iic-fim:GastosClaseFIM>
<iic-com:RatioTotalGastos contextRef="FIM_S12019_V-86772951_daa" decimals="2" unitRef="pure">0.69</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos contextRef="FIM_S12019_V-86772951_daq" decimals="2" unitRef="pure">0.34</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos contextRef="FIM_S12019_V-86772951_dpq" decimals="2" unitRef="pure">0.34</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos contextRef="FIM_S12019_V-86772951_dpq2" decimals="2" unitRef="pure">0.36</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos contextRef="FIM_S12019_V-86772951_dpq3" decimals="2" unitRef="pure">0.34</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos contextRef="FIM_S12019_V-86772951_dpy" decimals="2" unitRef="pure">1.39</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos contextRef="FIM_S12019_V-86772951_dpy2" decimals="2" unitRef="pure">1.35</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos contextRef="FIM_S12019_V-86772951_dpy3" decimals="2" unitRef="pure">1.22</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos contextRef="FIM_S12019_V-86772951_dpy5" decimals="2" unitRef="pure">1.24</iic-com:RatioTotalGastos>
<iic-com:RatioGastosEstimado contextRef="FIM_S12019_V-86772951_da">false</iic-com:RatioGastosEstimado>
</iic-fim:GastosClaseFIM>
<iic-com:EvolucionValorLiquidativo>
<iic-com:NombreFicheroAdjunto contextRef="FIM_S12019_V-86772951_da">86451112C1507201913409519.jpg</iic-com:NombreFicheroAdjunto>
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<iic-com:CodigoISIN contextRef="FIM_S12019_V-86772951_ia">GB00BG11K365</iic-com:CodigoISIN>
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<iic-com:CodigoISIN contextRef="FIM_S12019_V-86772951_ia">BE0003820371</iic-com:CodigoISIN>
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<iic-com:CodigoISIN contextRef="FIM_S12019_V-86772951_ia">JP3475800003</iic-com:CodigoISIN>
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<iic-com:CodigoISIN contextRef="FIM_S12019_V-86772951_ia">US75972A3014</iic-com:CodigoISIN>
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<iic-com:CodigoISIN contextRef="FIM_S12019_V-86772951_ia">MT0001530105</iic-com:CodigoISIN>
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<iic-com:CodigoISIN contextRef="FIM_S12019_V-86772951_ia">GB0031775819</iic-com:CodigoISIN>
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<iic-com:CodigoISIN contextRef="FIM_S12019_V-86772951_ia">US20855T1007</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-86772951_ia">KYG8190E1052</iic-com:CodigoISIN>
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</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-86772951_ia">KYG9897C1033</iic-com:CodigoISIN>
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</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-86772951_ia">KYG7013H1056</iic-com:CodigoISIN>
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<iic-com:CodigoISIN contextRef="FIM_S12019_V-86772951_ia">US91851C2017</iic-com:CodigoISIN>
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<iic-com:CodigoISIN contextRef="FIM_S12019_V-86772951_ia">KYG3164W1087</iic-com:CodigoISIN>
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<iic-com:CodigoISIN contextRef="FIM_S12019_V-86772951_ia">BMG4977W1038</iic-com:CodigoISIN>
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<iic-com:CodigoISIN contextRef="FIM_S12019_V-86772951_ia">CA5171034047</iic-com:CodigoISIN>
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<iic-com:CodigoISIN contextRef="FIM_S12019_V-86772951_ia">BMG6748X1048</iic-com:CodigoISIN>
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<iic-com:CodigoISIN contextRef="FIM_S12019_V-86772951_ia">AU000000AMI1</iic-com:CodigoISIN>
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<iic-com:CodigoISIN contextRef="FIM_S12019_V-86772951_ia">AU000000NHC7</iic-com:CodigoISIN>
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<iic-com:CodigoISIN contextRef="FIM_S12019_V-86772951_ia">SG1CF9000002</iic-com:CodigoISIN>
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<iic-com:CodigoISIN contextRef="FIM_S12019_V-86772951_ia">SG1V17936401</iic-com:CodigoISIN>
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<iic-com:CodigoISIN contextRef="FIM_S12019_V-86772951_ia">US31788H3030</iic-com:CodigoISIN>
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<iic-com:CodigoISIN contextRef="FIM_S12019_V-86772951_ia">GRS426003000</iic-com:CodigoISIN>
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<iic-com:CodigoISIN contextRef="FIM_S12019_V-86772951_ia">DK0060497295</iic-com:CodigoISIN>
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<iic-com:CodigoISIN contextRef="FIM_S12019_V-86772951_ia">GB00B1XH2C03</iic-com:CodigoISIN>
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<iic-com:CodigoISIN contextRef="FIM_S12019_V-86772951_ia">US8465111032</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">12430177</iic-com:InversionesFinancierasValor>
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<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
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</iic-com:FicheroAdjunto>
</iic-com:DistribucionInversionesFinancieras>
<iic-com:OperativaDerivadosPosiciones>
</iic-com:OperativaDerivadosPosiciones>
</iic-fim:InversionesFinancierasFIM>
<iic-fim:HechosRelevantesFIM>
<iic-com-fon:HechoRelevanteSuspensionSuscripciones contextRef="FIM_S12019_V-86772951_da">false</iic-com-fon:HechoRelevanteSuspensionSuscripciones>
<iic-com-fon:HechoRelevanteReanudacionSuscripciones contextRef="FIM_S12019_V-86772951_da">false</iic-com-fon:HechoRelevanteReanudacionSuscripciones>
<iic-com-fon:HechoRelevanteReembolsoPatrimonio contextRef="FIM_S12019_V-86772951_da">false</iic-com-fon:HechoRelevanteReembolsoPatrimonio>
<iic-com:HechoRelevanteEndeudamiento contextRef="FIM_S12019_V-86772951_da">false</iic-com:HechoRelevanteEndeudamiento>
<iic-com-fon:HechoRelevanteCambioGestora contextRef="FIM_S12019_V-86772951_da">false</iic-com-fon:HechoRelevanteCambioGestora>
<iic-com-fon:HechoRelevanteCambioDepositaria contextRef="FIM_S12019_V-86772951_da">false</iic-com-fon:HechoRelevanteCambioDepositaria>
<iic-com-fon:HechoRelevanteCambioControlGestora contextRef="FIM_S12019_V-86772951_da">false</iic-com-fon:HechoRelevanteCambioControlGestora>
<iic-com:HechoRelevanteCambioEsencial contextRef="FIM_S12019_V-86772951_da">false</iic-com:HechoRelevanteCambioEsencial>
<iic-com-fon:HechoRelevanteAutorizacionFusion contextRef="FIM_S12019_V-86772951_da">false</iic-com-fon:HechoRelevanteAutorizacionFusion>
<iic-com:HechoRelevanteOtros contextRef="FIM_S12019_V-86772951_da">false</iic-com:HechoRelevanteOtros>
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<iic-com:ExplicacionHechosRelevantes contextRef="FIM_S12019_V-86772951_da">No aplicable.</iic-com:ExplicacionHechosRelevantes>
<iic-fim:OperacionesVinculadasFIM>
<iic-com-fon:OperacionesVinculadasParticipesSignificativos contextRef="FIM_S12019_V-86772951_da">false</iic-com-fon:OperacionesVinculadasParticipesSignificativos>
<iic-com-fon:OperacionesVinculadasModificacionesReglamento contextRef="FIM_S12019_V-86772951_da">false</iic-com-fon:OperacionesVinculadasModificacionesReglamento>
<iic-com:OperacionesVinculadasMismoGrupoDepoGest contextRef="FIM_S12019_V-86772951_da">false</iic-com:OperacionesVinculadasMismoGrupoDepoGest>
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<iic-com:OperacionesVinculadasAvales contextRef="FIM_S12019_V-86772951_da">false</iic-com:OperacionesVinculadasAvales>
<iic-com:OperacionesVinculadasContrapartidaEnGrupo contextRef="FIM_S12019_V-86772951_da">false</iic-com:OperacionesVinculadasContrapartidaEnGrupo>
<iic-com:OperacionesVinculadasIngresosEnElGrupo contextRef="FIM_S12019_V-86772951_da">true</iic-com:OperacionesVinculadasIngresosEnElGrupo>
<iic-com:OperacionesVinculadasOtros contextRef="FIM_S12019_V-86772951_da">true</iic-com:OperacionesVinculadasOtros>
</iic-fim:OperacionesVinculadasFIM>
<iic-com:AnexoOperacionesVinculadas contextRef="FIM_S12019_V-86772951_da">G) Se han percibido ingresos por entidades del grupo de la gestora que tienen como origen comisiones o gastos satisfechos por la IIC, que representan los siguientes porcentajes sobre el patrimonio medio de la IIC en el periodo:&#13;
Corretajes: 0,02%.&#13;
H) Otras operaciones vinculadas:&#13;
1.- Remuneración de las cuentas corrientes de la IIC con Inversis Banco SA: -0,40% suponiendo en el periodo 278,16 euros.</iic-com:AnexoOperacionesVinculadas>
<iic-com:ExplicacionInformePeriodico contextRef="FIM_S12019_V-86772951_da">1.- SITUACIÓN DE LOS MERCADOS Y EVOLUCIÓN DEL FONDO&#13;
&#13;
a) Visión de la gestora sobre la situación de los mercados&#13;
&#13;
Finalizamos el primer semestre de 2019  con movimientos políticos y económicos tras la tregua acordada entre Estados Unidos y China en la cumbre del G20 con el fin de retomar las negociaciones y alcanzar un acuerdo en el mes de Diciembre. En cuanto al Brexit, Boris Johnson y Jeremy Hunt fueron elegidos como los candidatos a Primer Ministro británico, siendo el primero de ellos el presunto favorito para liderar a Reino Unido en las negociaciones con la UE. Por otro lado, se confirmaron los relevos en las principales autoridades de la Unión Europea destacando el nombramiento de Christine Lagarde como sucesora de Mario Draghi al frente del Banco Central Europeo. En España, continuamos con un gobierno en funciones y persisten las negociaciones entre los partidos políticos en todo el territorio nacional. &#13;
&#13;
En el plano macroeconómico, en el semestre se ha confirmado la desaceleración industrial alcanzando también a EE UU, mientras que el frente de servicios de las distintas economías (empleo, consumo) mantiene cierta resistencia que evita un debilitamiento mayor de la actividad. &#13;
&#13;
En lo que respecta a los Bancos Centrales, Powell pasó de mostrarse más cauto en cuanto a una nueva subida de tipos en enero a reconocer en sus declaraciones de finales del semestre la posibilidad de un recorte en los tipos de interés en julio en torno a los 25 puntos básicos debido a las incertidumbres. El Banco Central Europeo anunció la posibilidad de nuevas medidas de estímulo monetario (bajadas de tipos, reactivación del QE…) ante la ausencia de presiones inflacionistas en el viejo continente y el temor a una agravación de la guerra comercial.&#13;
&#13;
En el plano de la renta fija gubernamental norteamericana, se han producido compras tanto en los tramos cortos como largos de la curva, especialmente en los cortos. Por el lado de la renta fija europea se han producido compras moderadas en los tramos a corto plazo, siendo los bonos a 10 años el foco de las compras, tanto en los países periféricos como en Alemania. En cuanto a la renta fija corporativa, en Estados Unidos compras centradas en los bonos Investment Grade. En la zona euro, por el contrario, las compras se centraron en los bonos High Yield.&#13;
&#13;
Por el lado de la renta variable, los principales índices europeos han finalizado el semestre con subidas por encima del 15%  del CAC 40 francés, el DAX alemán y el EuroStoxx 50. El Ibex, a pesar de cerrar el semestre con subidas, sigue rezagado con respecto a los demás índices europeos. Respecto a Wall Street, los índices norteamericanos cierran un semestre histórico en cuanto a subidas, con el índice Nasdaq en el primer puesto. En cuanto a los sectores, conviene destacar el comportamiento especialmente positivo de los sectores alimentación e industrial, en contraste con las caídas de los sectores de telecomunicaciones y bancario, este último fuertemente perjudicado por la política monetaria del BCE. &#13;
&#13;
En el mercado de materias primas, subidas en la cotización del petróleo con el precio del de Brent por encima de los 64 dólares el barril. Finalmente, con relación al mercado de divisas, el euro se depreció ligeramente frente al dólar y cerró el semestre en torno a los 1,14 dólares por unidad de euro.&#13;
&#13;
b) Decisiones generales de inversión adoptadas &#13;
&#13;
En este contexto tan positivo para el conjunto de activos tanto de renta fija como de renta variable durante el semestre, mantenemos una visión más cauta al acercarnos a los objetivos marcados para cada uno de los activos.&#13;
&#13;
La cartera termina el periodo con una exposición a Renta Variable del 84,81% de los cuales el 100% es inversión directa.&#13;
La exposición a la divisa han sido Euro 23,10% , Dolares americanos 17,52% y Dólar hong-kong 17,70% Durante el periodo, la cartera ha aumentado su exposición a euro pasando del 12,41% al 23,10. Asi mismo  la cartera redujo su posición en yen del 3,38% al 0,04%.&#13;
&#13;
Dentro de la renta variable buscamos una selección de activos más equilibrada reduciendo la exposición a estilos de inversión growth buscando activos con un sesgo value. &#13;
&#13;
En cuanto a divisas, reducimos nuestra visión y exposición sobre el USD en vistas de una posible depreciación del mismo y abrimos la puerta a la inversión en divisas como la libra esterlina cuando llegue a niveles del 0,91 EUR/GBP.&#13;
&#13;
c)  Índice de referencia&#13;
&#13;
No tiene índice de referencia. La rentabilidad de la letra del Tesoro a 1 año del +0,02% frente al 0,61% de la IIC.&#13;
&#13;
d) Evolución del patrimonio, partícipes, rentabilidad y gastos del fondo &#13;
&#13;
En el prImer semestre el patrimonio ha bajado un -15,58% y el número de partícipes ha subido un 2,05%. Durante el primer semestre la IIC ha obtenido una rentabilidad positiva del 0,61% y ha soportado unos gastos de 0,69%. &#13;
&#13;
e) Rendimiento de la fondo  en comparación con el resto de fondos de la Gestora&#13;
&#13;
Durante elperiodo  analizado la rentabilidad media de los fondos de la misma categoría gestionados por la entidad gestora ha sido de 3,56%.&#13;
&#13;
2. INFORMACIÓN SOBRE LAS INVERSIONES&#13;
&#13;
a)	Inversiones concretas realizadas durante el periodo&#13;
&#13;
Las principales compras acciones durante el periodo fueron  Genie Energie 4,37%, Spark Energy 4,24% y Anglo American PLC 3,83%.&#13;
Las ventas mas significativas han sido China Sunsine, Consol Coal, Peugeot, Aurelia Metals.&#13;
La exposición a los estilos de inversión principales en la cartera son por tamaño de capitalización, Momentum de precios y Value.&#13;
&#13;
b) Operativa de préstamo de valores &#13;
&#13;
No aplicable&#13;
&#13;
c) Operativa en derivados  y adquisición temporal de activos&#13;
&#13;
La IIC aplica la metodología del compromiso para calcular la exposición total al riesgo de mercado. Dentro de este cálculo no se consideran las operaciones a plazo que correspondan a la operativa habitual de contado del mercado en el que se realicen, aquellas en las que el diferimiento de la adquisición sea forzoso, las permutas de retorno total, ni las estrategias de gestión con derivados en las que no se genere una exposición adicional. Las operativas anteriormente descritas pueden comportar riesgos de mercado y contrapartida.&#13;
&#13;
Durante el semestre de referencia, la IIC no ha operado con instrumentos derivados.&#13;
&#13;
&#13;
d) Otra información sobre inversiones&#13;
&#13;
La IIC no ha invertido en otras IIC.&#13;
En la IIC hay un activo en situación morosa, dudosa o en litigio, nos referimos a las acciones de Noble Group LTD con ISIN BMG6542T1505, la compañía se encuentra suspendida por el regulador.&#13;
&#13;
No existen activos que pertenezcan al artículo 48.1 j) del RD 1082/2012.&#13;
&#13;
3.- EVOLUCIÓN DEL OBJETIVO CONCRETO DE RENTABILIDAD&#13;
&#13;
No aplicable&#13;
&#13;
4.- RIESGO ASUMIDO POR EL FONDO &#13;
&#13;
La volatilidad es una medida de riesgo que mide cómo la rentabilidad del fondo se ha desviado de su media histórica. Una desviación alta significa que las rentabilidades del fondo han experimentado en el pasado fuertes variaciones, mientras que una desviación baja indica que esas rentabilidades han sido mucho más estables en el tiempo. La IIC tiene recogido en su folleto un límite por volatilidad máxima anualizada del 30%. La volatilidad del fondo ha sido del 12,39% (anualizada), mientras que la del Ibex 35 ha sido del 11,76% y la de la Letra del Tesoro a un año ha sido de 0,73%, debido a que ha mantenido activos de mayor riesgo que el IBEX. El VaR histórico es una medida que asume que el pasado se repetirá en el futuro e indica lo máximo que se podría perder, con un nivel de confianza del 99% en un plazo de un mes, teniendo en cuenta los activos que componen la cartera en un momento determinado. El VaR histórico al final del periodo del fondo ha sido del 8,11%.&#13;
&#13;
5.- EJERCICIO DERECHOS POLITICOS. &#13;
&#13;
La política establecida por Andbank Wealth Management, S.G.I.I.C., S.A.U. tiene por objeto aplicar una estrategia adecuada y efectiva para asegurar que los derechos de voto inherentes a los valores que integren las carteras de las instituciones gestionadas, tanto de emisores españoles como extranjeros, se ejerzan en interés de la institución gestionada y de los clientes, partícipes y/o accionistas.&#13;
&#13;
El Consejo de Administración establecerá los criterios para la Asistencia a Juntas de Administración de las sociedades a las que tenga derecho de asistencia, en representación de las instituciones gestionada, o para su delegación.&#13;
&#13;
Andbank Wealth Management, S.G.I.I.C., S.A.U., ejerce los derechos de asistencia y voto en las Juntas Generales de las sociedades españolas, en las que sus IIC bajo gestión tienen con más de un año de antigüedad, una participación superior al 1% del capital social. En general se delega el derecho de asistencia y voto a las Juntas Generales de las sociedades en el Presidente del Consejo de Administración u otro miembro del Consejo. Si en algún caso no fuera así, se informará del sentido del voto en los informes periódicos a partícipes.&#13;
&#13;
6.- INFORMACION Y ADVERTENCIAS CNMV.&#13;
&#13;
No aplicable&#13;
&#13;
7.- ENTIDADES BENEFICIARIAS  DEL FONDO  SOLIDADARIA E IMPORTE CEDIDO A LAS MISMAS&#13;
&#13;
No Aplicable&#13;
&#13;
8.- COSTES DERIVADOS DEL SERVICIO DE ANALISIS.&#13;
&#13;
No aplicable&#13;
&#13;
9.- COMPARTIMENTOS DE PROPÓSITO ESPECIAL&#13;
&#13;
No aplicable&#13;
&#13;
10.- PERSPECTIVAS DE MERCADO Y ACTUACIÓN PREVISIBLE DEL FONDO &#13;
&#13;
Continuaremos aplicando una política de gestión activa y flexible. Entendemos que existen buenas oportunidades en los mercados e intentaremos aportar rentabilidad con niveles de riesgo controlados.&#13;
&#13;
</iic-com:ExplicacionInformePeriodico>
<iic-com:AdvertenciasCNMV contextRef="FIM_S12019_V-86772951_da">No aplicable.</iic-com:AdvertenciasCNMV>
<iic-com:InformacionPoliticaRemuneracion contextRef="FIM_S12019_V-86772951_da">No existe información sobre política de remuneración</iic-com:InformacionPoliticaRemuneracion>
<iic-com:InformacionReglamentoUE_2015_2365 contextRef="FIM_S12019_V-86772951_da">No existe información sobre operaciones de financiación de valores, reutilización de las garantías y swaps de rendimiento total</iic-com:InformacionReglamentoUE_2015_2365>
</iic-fim:DatosFondoCompartimentoFIM>
<iic-fim:DatosFondoCompartimentoFIM>
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<iic-com:PoliticaInversion contextRef="FIM_S12019_V-86772951_ia">Se invierte, de manera directa o indirecta a través de IIC, menos del 30% de la exposición total en renta variable y el resto en activos de renta fija pública y/o privada (incluyendo depósitos e instrumentos del mercado monetario cotizados o no, que sean líquidos). La exposición a riesgo divisa oscilará entre 0%-100% de la exposición total.
</iic-com:PoliticaInversion>
<iic-com:OperativaDerivados contextRef="FIM_S12019_V-86772951_ia">Se podrá operar con instrumentos financieros derivados negociados en mercados organizados y no organizados de derivados con la finalidad de cobertura y de inversión 
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</iic-com-fon:DatosGeneralesClase>
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<iic-fim:MedidasRiesgoFIM>
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<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">2109798</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ipy" decimals="2" unitRef="pure">6.86</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-86772951_ia">IE00BFLQGR00</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-86772951_ia">PARTICIPACIONES|Mellon Global Cont E</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12019_V-86772951_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">297861</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ipy" decimals="2" unitRef="pure">0.97</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-86772951_ia">IE00B3RFPB49</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-86772951_ia">PARTICIPACIONES|BNY MELLON ABS RET</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12019_V-86772951_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">605813</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ia" decimals="2" unitRef="pure">1.88</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">772131</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ipy" decimals="2" unitRef="pure">2.51</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-86772951_ia">IE00BF5H5052</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-86772951_ia">PARTICIPACIONES|Seilern Stryx World</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12019_V-86772951_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">2461543</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ia" decimals="2" unitRef="pure">7.66</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">1674469</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ipy" decimals="2" unitRef="pure">5.45</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-86772951_ia">LU1582988561</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-86772951_ia">PARTICIPACIONES|M&amp;G Lx Dynamic Allo</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12019_V-86772951_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">1527240</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ipy" decimals="2" unitRef="pure">4.97</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-86772951_ia">LU0444973100</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-86772951_ia">PARTICIPACIONES|Threadneedle Credit</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12019_V-86772951_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">934374</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ipy" decimals="2" unitRef="pure">3.04</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-86772951_ia">LU1453361120</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-86772951_ia">PARTICIPACIONES|GAMCO-Merger Arbitra</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12019_V-86772951_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">616964</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ipy" decimals="2" unitRef="pure">2.01</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-86772951_ia">IE00BQLDRZ33</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-86772951_ia">PARTICIPACIONES|Polar Capital Income</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12019_V-86772951_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">316528</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ipy" decimals="2" unitRef="pure">1.03</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-86772951_ia">LU1297948447</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-86772951_ia">PARTICIPACIONES|Inv-Ind</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12019_V-86772951_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">1615173</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ipy" decimals="2" unitRef="pure">5.25</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-86772951_ia">LU0963540371</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-86772951_ia">PARTICIPACIONES|Parts. Fidelity Fund</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12019_V-86772951_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">897764</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ipy" decimals="2" unitRef="pure">2.92</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-86772951_ia">LU0675296932</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-86772951_ia">PARTICIPACIONES|G Fund-Alpha Fixed I</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12019_V-86772951_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">335335</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ia" decimals="2" unitRef="pure">1.04</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">660674</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ipy" decimals="2" unitRef="pure">2.15</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-86772951_ia">IE00B80G9288</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-86772951_ia">PARTICIPACIONES|Pimco Global HY Bond</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12019_V-86772951_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">2445637</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ia" decimals="2" unitRef="pure">7.61</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">2833527</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ipy" decimals="2" unitRef="pure">9.21</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-86772951_ia">LU0687944396</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-86772951_ia">PARTICIPACIONES|GAMCO-Merger Arbitra</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12019_V-86772951_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">504779</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ia" decimals="2" unitRef="pure">1.57</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ipy" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-86772951_ia">IE00BLP5S791</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-86772951_ia">PARTICIPACIONES|Old Mutual GB Eqy Ab</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12019_V-86772951_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">322117</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ia" decimals="2" unitRef="pure">1.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">708526</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ipy" decimals="2" unitRef="pure">2.30</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-86772951_ia">IE0033758917</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-86772951_ia">PARTICIPACIONES|Muzinich-Enhancedyld</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12019_V-86772951_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">2441217</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ia" decimals="2" unitRef="pure">7.59</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">2828902</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ipy" decimals="2" unitRef="pure">9.20</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-86772951_ia">LU0151325312</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-86772951_ia">PARTICIPACIONES|Candrian Bonds-Cred</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12019_V-86772951_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
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<iic-com:CodigoISIN contextRef="FIM_S12019_V-86772951_ia">LU0333226826</iic-com:CodigoISIN>
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<iic-com:CodigoISIN contextRef="FIM_S12019_V-86772951_ia">LU0992624949</iic-com:CodigoISIN>
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<iic-com:CodigoISIN contextRef="FIM_S12019_V-86772951_ia">LU0351545230</iic-com:CodigoISIN>
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<iic-com:CodigoISIN contextRef="FIM_S12019_V-86772951_ia">LU0360484769</iic-com:CodigoISIN>
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</iic-com:FicheroAdjunto>
</iic-com:DistribucionInversionesFinancieras>
<iic-com:OperativaDerivadosPosiciones>
<iic-com:OperativaDerivadosDerechosRV>
<iic-com:OperativaDerivadosSubyacente contextRef="FIM_S12019_V-86772951_ia">DJ Euro Stoxx 50</iic-com:OperativaDerivadosSubyacente>
<iic-com:OperativaDerivadosInstrumento contextRef="FIM_S12019_V-86772951_ia">C/ Opc. PUT Opción Put EuroStoxx50 3450 20/12/19</iic-com:OperativaDerivadosInstrumento>
<iic-com:OperativaDerivadosDerechosRVImporte contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">2001000</iic-com:OperativaDerivadosDerechosRVImporte>
<iic-com:XCode_OperativaDerivadosObjetivo_02 contextRef="FIM_S12019_V-86772951_ia">02</iic-com:XCode_OperativaDerivadosObjetivo_02>
</iic-com:OperativaDerivadosDerechosRV>
<iic-com:OperativaDerivadosDerechosRV>
<iic-com:OperativaDerivadosSubyacente contextRef="FIM_S12019_V-86772951_ia">Standard &amp; Poors 500</iic-com:OperativaDerivadosSubyacente>
<iic-com:OperativaDerivadosInstrumento contextRef="FIM_S12019_V-86772951_ia">C/ Opc. PUT Opción PUT S&amp;P500 2900 20/12/19</iic-com:OperativaDerivadosInstrumento>
<iic-com:OperativaDerivadosDerechosRVImporte contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">1795607</iic-com:OperativaDerivadosDerechosRVImporte>
<iic-com:XCode_OperativaDerivadosObjetivo_02 contextRef="FIM_S12019_V-86772951_ia">02</iic-com:XCode_OperativaDerivadosObjetivo_02>
</iic-com:OperativaDerivadosDerechosRV>
<iic-com:OperativaDerivadosDerechosRVImporteTotal contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">3796607</iic-com:OperativaDerivadosDerechosRVImporteTotal>
<iic-com:OperativaDerivadosDerechosImporteTotal contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">3796607</iic-com:OperativaDerivadosDerechosImporteTotal>
<iic-com:OperativaDerivadosObligacionesRV>
<iic-com:OperativaDerivadosSubyacente contextRef="FIM_S12019_V-86772951_ia">Standard &amp; Poors 500</iic-com:OperativaDerivadosSubyacente>
<iic-com:OperativaDerivadosInstrumento contextRef="FIM_S12019_V-86772951_ia">V/ Opc. PUT Opción PUT S&amp;P500 2600 20/12/19</iic-com:OperativaDerivadosInstrumento>
<iic-com:OperativaDerivadosObligacionesRVImporte contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">1609854</iic-com:OperativaDerivadosObligacionesRVImporte>
<iic-com:XCode_OperativaDerivadosObjetivo_02 contextRef="FIM_S12019_V-86772951_ia">02</iic-com:XCode_OperativaDerivadosObjetivo_02>
</iic-com:OperativaDerivadosObligacionesRV>
<iic-com:OperativaDerivadosObligacionesRV>
<iic-com:OperativaDerivadosSubyacente contextRef="FIM_S12019_V-86772951_ia">DJ Euro Stoxx 50</iic-com:OperativaDerivadosSubyacente>
<iic-com:OperativaDerivadosInstrumento contextRef="FIM_S12019_V-86772951_ia">V/ Opc. PUT Opción Put EuroStoxx50 3050 20/12/19</iic-com:OperativaDerivadosInstrumento>
<iic-com:OperativaDerivadosObligacionesRVImporte contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">1769000</iic-com:OperativaDerivadosObligacionesRVImporte>
<iic-com:XCode_OperativaDerivadosObjetivo_02 contextRef="FIM_S12019_V-86772951_ia">02</iic-com:XCode_OperativaDerivadosObjetivo_02>
</iic-com:OperativaDerivadosObligacionesRV>
<iic-com:OperativaDerivadosObligacionesRVImporteTotal contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">3378854</iic-com:OperativaDerivadosObligacionesRVImporteTotal>
<iic-com:OperativaDerivadosObligacionesImporteTotal contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">3378854</iic-com:OperativaDerivadosObligacionesImporteTotal>
</iic-com:OperativaDerivadosPosiciones>
</iic-fim:InversionesFinancierasFIM>
<iic-fim:HechosRelevantesFIM>
<iic-com-fon:HechoRelevanteSuspensionSuscripciones contextRef="FIM_S12019_V-86772951_da">false</iic-com-fon:HechoRelevanteSuspensionSuscripciones>
<iic-com-fon:HechoRelevanteReanudacionSuscripciones contextRef="FIM_S12019_V-86772951_da">false</iic-com-fon:HechoRelevanteReanudacionSuscripciones>
<iic-com-fon:HechoRelevanteReembolsoPatrimonio contextRef="FIM_S12019_V-86772951_da">false</iic-com-fon:HechoRelevanteReembolsoPatrimonio>
<iic-com:HechoRelevanteEndeudamiento contextRef="FIM_S12019_V-86772951_da">false</iic-com:HechoRelevanteEndeudamiento>
<iic-com-fon:HechoRelevanteCambioGestora contextRef="FIM_S12019_V-86772951_da">false</iic-com-fon:HechoRelevanteCambioGestora>
<iic-com-fon:HechoRelevanteCambioDepositaria contextRef="FIM_S12019_V-86772951_da">false</iic-com-fon:HechoRelevanteCambioDepositaria>
<iic-com-fon:HechoRelevanteCambioControlGestora contextRef="FIM_S12019_V-86772951_da">false</iic-com-fon:HechoRelevanteCambioControlGestora>
<iic-com:HechoRelevanteCambioEsencial contextRef="FIM_S12019_V-86772951_da">false</iic-com:HechoRelevanteCambioEsencial>
<iic-com-fon:HechoRelevanteAutorizacionFusion contextRef="FIM_S12019_V-86772951_da">false</iic-com-fon:HechoRelevanteAutorizacionFusion>
<iic-com:HechoRelevanteOtros contextRef="FIM_S12019_V-86772951_da">false</iic-com:HechoRelevanteOtros>
</iic-fim:HechosRelevantesFIM>
<iic-com:ExplicacionHechosRelevantes contextRef="FIM_S12019_V-86772951_da">No aplicable.</iic-com:ExplicacionHechosRelevantes>
<iic-fim:OperacionesVinculadasFIM>
<iic-com-fon:OperacionesVinculadasParticipesSignificativos contextRef="FIM_S12019_V-86772951_da">false</iic-com-fon:OperacionesVinculadasParticipesSignificativos>
<iic-com-fon:OperacionesVinculadasModificacionesReglamento contextRef="FIM_S12019_V-86772951_da">false</iic-com-fon:OperacionesVinculadasModificacionesReglamento>
<iic-com:OperacionesVinculadasMismoGrupoDepoGest contextRef="FIM_S12019_V-86772951_da">false</iic-com:OperacionesVinculadasMismoGrupoDepoGest>
<iic-com:OperacionesVinculadasOperacionesConDepositario contextRef="FIM_S12019_V-86772951_da">true</iic-com:OperacionesVinculadasOperacionesConDepositario>
<iic-com:OperacionesVinculadasAvales contextRef="FIM_S12019_V-86772951_da">false</iic-com:OperacionesVinculadasAvales>
<iic-com:OperacionesVinculadasContrapartidaEnGrupo contextRef="FIM_S12019_V-86772951_da">false</iic-com:OperacionesVinculadasContrapartidaEnGrupo>
<iic-com:OperacionesVinculadasIngresosEnElGrupo contextRef="FIM_S12019_V-86772951_da">false</iic-com:OperacionesVinculadasIngresosEnElGrupo>
<iic-com:OperacionesVinculadasOtros contextRef="FIM_S12019_V-86772951_da">true</iic-com:OperacionesVinculadasOtros>
</iic-fim:OperacionesVinculadasFIM>
<iic-com:AnexoOperacionesVinculadas contextRef="FIM_S12019_V-86772951_da">D) Durante el periodo se han realizado operaciones simultaneas con el depositario, de compra por 30.867.949,02 euros (97,03% del patrimonio medio del periodo) y vencimiento de 24.571.811,58 euros (77,23% del patrimonio medio del periodo). Los gastos asociados a esta operativa son 15 euros. &#13;
H) Otras operaciones vinculadas:&#13;
1.- Remuneración de las cuentas corrientes de la IIC con Inversis Banco SA: -0,40% suponiendo en el periodo 10601,74 euros.</iic-com:AnexoOperacionesVinculadas>
<iic-com:ExplicacionInformePeriodico contextRef="FIM_S12019_V-86772951_da">1.- SITUACIÓN DE LOS MERCADOS Y EVOLUCIÓN DEL FONDO&#13;
&#13;
a) Visión de la gestora sobre la situación de los mercados&#13;
&#13;
Finalizamos el primer semestre de 2019  con movimientos políticos y económicos tras la tregua acordada entre Estados Unidos y China en la cumbre del G20 con el fin de retomar las negociaciones y alcanzar un acuerdo en el mes de Diciembre. En cuanto al Brexit, Boris Johnson y Jeremy Hunt fueron elegidos como los candidatos a Primer Ministro británico, siendo el primero de ellos el presunto favorito para liderar a Reino Unido en las negociaciones con la UE. Por otro lado, se confirmaron los relevos en las principales autoridades de la Unión Europea destacando el nombramiento de Christine Lagarde como sucesora de Mario Draghi al frente del Banco Central Europeo. En España, continuamos con un gobierno en funciones y persisten las negociaciones entre los partidos políticos en todo el territorio nacional. &#13;
&#13;
En el plano macroeconómico, en el semestre se ha confirmado la desaceleración industrial alcanzando también a EE UU, mientras que el frente de servicios de las distintas economías (empleo, consumo) mantiene cierta resistencia que evita un debilitamiento mayor de la actividad. &#13;
&#13;
En lo que respecta a los Bancos Centrales, Powell pasó de mostrarse más cauto en cuanto a una nueva subida de tipos en enero a reconocer en sus declaraciones de finales del semestre la posibilidad de un recorte en los tipos de interés en julio en torno a los 25 puntos básicos debido a las incertidumbres. El Banco Central Europeo anunció la posibilidad de nuevas medidas de estímulo monetario (bajadas de tipos, reactivación del QE…) ante la ausencia de presiones inflacionistas en el viejo continente y el temor a una agravación de la guerra comercial. &#13;
&#13;
Por el lado de la renta variable, los principales índices europeos han finalizado el semestre con subidas por encima del 15%  del CAC 40 francés, el DAX alemán y el EuroStoxx 50. El Ibex, a pesar de cerrar el semestre con subidas, sigue rezagado con respecto a los demás índices europeos. Respecto a Wall Street, los índices norteamericanos cierran un semestre histórico en cuanto a subidas, con el índice Nasdaq en el primer puesto. En cuanto a los sectores, conviene destacar el comportamiento especialmente positivo de los sectores alimentación e industrial, en contraste con las caídas de los sectores de telecomunicaciones y bancario, este último fuertemente perjudicado por la política monetaria del BCE. &#13;
&#13;
En el mercado de materias primas, subidas en la cotización del petróleo con el precio del de Brent por encima de los 64 dólares el barril. Finalmente, con relación al mercado de divisas, el euro se depreció ligeramente frente al dólar y cerró el semestre en torno a los 1,14 dólares por unidad de euro. &#13;
&#13;
b) Decisiones generales de inversión adoptadas&#13;
La estrategia del fondo pasa por la búsqueda de fondos que aporten valor en todo tipo de terrenos, ya que entendemos que los mercado están en un punto de madurez que en el que no podemos dejar de lado la posibilidad de aumento de volatilidad. En este sentido, activos de gestión alternativa o retorno absoluto, son claves. Y lo es aún más la calidad de los mismos, por lo que en el último semestre se ha buscado una optimización de este tipo de fondos.&#13;
&#13;
c)  Índice de referencia&#13;
&#13;
No tiene índice de referencia. La rentabilidad de la letra del Tesoro a 1 año del +0,02% frente al 4.16% de rentabilidad de la IIC.&#13;
&#13;
d) Evolución del patrimonio, partícipes, rentabilidad y gastos del fondo&#13;
&#13;
En el primer semestre el patrimonio ha subido un 4,53% y el número de partícipes ha subido un 2,78%. Durante el primer semestre la IIC ha obtenido una rentabilidad positiva del 4,16% y ha soportado unos gastos de 0,87% sobre el patrimonio medio de los cuales el 0,24% corresponden a gastos indirectos.&#13;
&#13;
e) Rendimiento del fondo en comparación con el resto de fondos de la Gestora&#13;
&#13;
No aplicable&#13;
&#13;
2. INFORMACIÓN SOBRE LAS INVERSIONES&#13;
&#13;
a) Inversiones concretas realizadas durante el periodo&#13;
&#13;
La cartera termina el periodo con una exposición a Renta Variable del 16%. Se trata de una cartera Global, donde la diversificación geográfica pierde peso respecto a la selección de fondos. En este sentido, los mayores pesos están en el Imantia corto plazo, Sailem Str World y Pimco income Fund. Por lo que respecta a la operativa, el fondo ha comprado Carmignac Securite, Gamco Index Arbitrage o Candriam Bonds Credit opp y vendido Old Mutual Abs Rt, Fidelity America o Stustza Funds entre otros.&#13;
&#13;
b) Operativa de préstamo de valores &#13;
&#13;
No aplicable&#13;
&#13;
c) Operativa en derivados  y adquisición temporal de activos&#13;
&#13;
La IIC aplica la metodología del compromiso para calcular la exposición total al riesgo de mercado. Dentro de este cálculo no se consideran las operaciones a plazo que correspondan a la operativa habitual de contado del mercado en el que se realicen, aquellas en las que el diferimiento de la adquisición sea forzoso, las permutas de retorno total, ni las estrategias de gestión con derivados en las que no se genere una exposición adicional. Las operativas anteriormente descritas pueden comportar riesgos de mercado y contrapartida. Durante el semestre de referencia, la IIC ha operado con instrumentos derivados. Se ha hecho a través de opciones Put sobre el S&amp;P 500 y el Euro Stoxx 50. En resultado en derivados en el semestre ha sido de un -0,06% sobre el patrimonio medio. El apalancamiento medio durante el semestre ha sido de 49,22%.&#13;
&#13;
d) Otra información sobre inversiones&#13;
&#13;
Al final del semestre el porcentaje sobre el patrimonio en IIC es de un 74,94% y las posiciones más significativas son: Imantia Corto Plazo FI (10,06%), Seilern International Funds PLC - Stryx World Growth (7,66%), y PIMCO Funds Global Investors Series plc - Income Fund (7,61%).&#13;
 &#13;
En el apartado de inversión en otras IIC, se utiliza criterios de selección tanto cuantitativos como cualitativos, centrándose en fondos con suficiente historia para poder analizar su comportamiento en diferentes situaciones de mercado. Las políticas de gestión de los fondos comprados deben ser coherentes con la estrategia de cada una de las instituciones.&#13;
&#13;
En la IIC no hay activos en situación morosa, dudosa o en litigio.&#13;
&#13;
No existen activos que pertenezcan al artículo 48.1 j) del RD 1082/2012&#13;
&#13;
Durante el semestre analizado la rentabilidad media de los fondos de la misma categoría gestionados por la entidad gestora ha sido de 2,65%.&#13;
&#13;
3.- EVOLUCIÓN DEL OBJETIVO CONCRETO DE RENTABILIDAD&#13;
&#13;
No aplicable&#13;
&#13;
4.- RIESGO ASUMIDO POR EL FONDO&#13;
&#13;
La volatilidad es una medida de riesgo que mide cómo la rentabilidad del fondo se ha desviado de su media histórica. Una desviación alta significa que las rentabilidades del fondo han experimentado en el pasado fuertes variaciones, mientras que una desviación baja indica que esas rentabilidades han sido mucho más estables en el tiempo. La IIC tiene recogido en su folleto un límite por volatilidad máxima anualizada del 5%. La volatilidad del fondo ha sido del 1,87% (anualizada), mientras que la del Ibex 35 ha sido del 11,76% y la de la Letra del Tesoro a un año ha sido de 0,73%, debido a que ha mantenido activos de menor riesgo que el IBEX. El VaR histórico es una medida que asume que el pasado se repetirá en el futuro e indica lo máximo que se podría perder, con un nivel de confianza del 99% en un plazo de un mes, teniendo en cuenta los activos que componen la cartera en un momento determinado. El VaR histórico al final del periodo del fondo ha sido del 2,04%.&#13;
&#13;
5.- EJERCICIO DERECHOS POLITICOS. &#13;
&#13;
La política establecida por Andbank Wealth Management, S.G.I.I.C., S.A.U. tiene por objeto aplicar una estrategia adecuada y efectiva para asegurar que los derechos de voto inherentes a los valores que integren las carteras de las instituciones gestionadas, tanto de emisores españoles como extranjeros, se ejerzan en interés de la institución gestionada y de los clientes, partícipes y/o accionistas.&#13;
&#13;
El Consejo de Administración establecerá los criterios para la Asistencia a Juntas de Administración de las sociedades a las que tenga derecho de asistencia, en representación de las instituciones gestionada, o para su delegación.&#13;
&#13;
Andbank Wealth Management, S.G.I.I.C., S.A.U., ejerce los derechos de asistencia y voto en las Juntas Generales de las sociedades españolas, en las que sus IIC bajo gestión tienen con más de un año de antigüedad, una participación superior al 1% del capital social. En general se delega el derecho de asistencia y voto a las Juntas Generales de las sociedades en el Presidente del Consejo de Administración u otro miembro del Consejo. Si en algún caso no fuera así, se informará del sentido del voto en los informes periódicos a partícipes.&#13;
&#13;
6.- INFORMACIÓN Y ADVERTENCIAS CNMV. &#13;
&#13;
No aplicable&#13;
&#13;
7.- ENTIDADES BENEFICIARIAS DEL FONDO SOLIDADARIO E IMPORTE CEDIDO A LAS MISMAS&#13;
&#13;
No Aplicable&#13;
&#13;
8.- COSTES DERIVADOS DEL SERVICIO DE ANALISIS.&#13;
&#13;
No aplicable&#13;
&#13;
9.- COMPARTIMENTOS DE PROPÓSITO ESPECIAL&#13;
&#13;
No aplicable&#13;
&#13;
10.- PERSEPECTIVAS DE MERCADO Y ACTUACIÓN PREVISIBLE DEL FONDO&#13;
&#13;
Continuaremos aplicando una política de gestión activa y flexible. Entendemos que existen buenas oportunidades en los mercados e intentaremos aportar rentabilidad con niveles de riesgo controlados.&#13;
</iic-com:ExplicacionInformePeriodico>
<iic-com:AdvertenciasCNMV contextRef="FIM_S12019_V-86772951_da">No aplicable.</iic-com:AdvertenciasCNMV>
<iic-com:InformacionPoliticaRemuneracion contextRef="FIM_S12019_V-86772951_da">No existe información sobre política de remuneración</iic-com:InformacionPoliticaRemuneracion>
<iic-com:InformacionReglamentoUE_2015_2365 contextRef="FIM_S12019_V-86772951_da">No existe información sobre operaciones de financiación de valores, reutilización de las garantías y swaps de rendimiento total</iic-com:InformacionReglamentoUE_2015_2365>
</iic-fim:DatosFondoCompartimentoFIM>
<iic-fim:DatosFondoCompartimentoFIM>
<iic-com:DatosGeneralesCompartimento>
<iic-com:DenominacionCompartimento contextRef="FIM_S12019_V-86772951_ia">GESTION BOUTIQUE C2 DINAMICO</iic-com:DenominacionCompartimento>
<iic-com:FechaRegistroCompartimiento contextRef="FIM_S12019_V-86772951_ia">2013-06-28</iic-com:FechaRegistroCompartimiento>
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</iic-com:DatosGeneralesCompartimento>
<iic-fim:PoliticaDivisaFIM>
<iic-fim:CategoriaFIM>
<iic-fim:XCode_TipoFIM_07 contextRef="FIM_S12019_V-86772951_ia">07</iic-fim:XCode_TipoFIM_07>
<iic-com:XCode_VocacionInversora_07 contextRef="FIM_S12019_V-86772951_ia">07</iic-com:XCode_VocacionInversora_07>
<iic-com:PerfilRiesgo contextRef="FIM_S12019_V-86772951_ia">4 en una escala de 1 a 7</iic-com:PerfilRiesgo>
</iic-fim:CategoriaFIM>
<iic-com:PoliticaInversion contextRef="FIM_S12019_V-86772951_ia">Se invierte, de manera directa o indirecta a través de IIC, entre 30%-55% de la exposición total en renta variable y el resto en activos de renta fija pública y/o privada (incluyendo depósitos e instrumentos del mercado monetario cotizados o no, que sean líquidos). La exposición a riesgo divisa oscilará entre 0% y 100% de la exposición total.
</iic-com:PoliticaInversion>
<iic-com:OperativaDerivados contextRef="FIM_S12019_V-86772951_ia">Se podrá operar con instrumentos financieros derivados negociados en mercados organizados y no organizados de derivados con la finalidad de cobertura y de inversión 
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<iic-com:DistribuyeDividendos contextRef="FIM_S12019_V-86772951_da">false</iic-com:DistribuyeDividendos>
<iic-com:InversionMinimaDescripcion contextRef="FIM_S12019_V-86772951_ia">0</iic-com:InversionMinimaDescripcion>
<iic-com:Patrimonio contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">15657971</iic-com:Patrimonio>
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<iic-com:ComisionGestionCobradaPatrimonio contextRef="FIM_S12019_V-86772951_da" decimals="2" unitRef="euro">0.57</iic-com:ComisionGestionCobradaPatrimonio>
<iic-com:ComisionGestionCobradaPatrimonio contextRef="FIM_S12019_V-86772951_daa" decimals="2" unitRef="euro">0.57</iic-com:ComisionGestionCobradaPatrimonio>
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</iic-com-fon:ComisionGestion>
<iic-com-fon:ComisionDepositario>
<iic-com-fon:ComisionDepositarioCobrada contextRef="FIM_S12019_V-86772951_da" decimals="2" unitRef="euro">0.04</iic-com-fon:ComisionDepositarioCobrada>
<iic-com-fon:ComisionDepositarioCobrada contextRef="FIM_S12019_V-86772951_daa" decimals="2" unitRef="euro">0.04</iic-com-fon:ComisionDepositarioCobrada>
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</iic-com-fon:ComisionesAplicadas>
</iic-com-fon:DatosGeneralesClase>
<iic-fim:RentabilidadClaseFIM>
<iic-com:RentabilidadIIC contextRef="FIM_S12019_V-86772951_daa" decimals="2" unitRef="pure">6.74</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC contextRef="FIM_S12019_V-86772951_daq" decimals="2" unitRef="pure">0.88</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC contextRef="FIM_S12019_V-86772951_dpq" decimals="2" unitRef="pure">5.80</iic-com:RentabilidadIIC>
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<iic-com:RentabilidadIIC contextRef="FIM_S12019_V-86772951_dpy" decimals="2" unitRef="pure">-7.03</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC contextRef="FIM_S12019_V-86772951_dpy2" decimals="2" unitRef="pure">4.76</iic-com:RentabilidadIIC>
</iic-fim:RentabilidadClaseFIM>
<iic-com-fon:RentabilidadExtremaClase>
<iic-com-fon:RentabilidadMinimaValor contextRef="FIM_S12019_V-86772951_daq" decimals="2" unitRef="pure">-0.31</iic-com-fon:RentabilidadMinimaValor>
<iic-com-fon:RentabilidadMinimaValor contextRef="FIM_S12019_V-86772951_dpy" decimals="2" unitRef="pure">-0.62</iic-com-fon:RentabilidadMinimaValor>
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<iic-com-fon:RentabilidadMinimaFecha contextRef="FIM_S12019_V-86772951_dpy">2019-01-03</iic-com-fon:RentabilidadMinimaFecha>
<iic-com-fon:RentabilidadMaximaValor contextRef="FIM_S12019_V-86772951_daq" decimals="2" unitRef="pure">0.40</iic-com-fon:RentabilidadMaximaValor>
<iic-com-fon:RentabilidadMaximaValor contextRef="FIM_S12019_V-86772951_dpy" decimals="2" unitRef="pure">0.78</iic-com-fon:RentabilidadMaximaValor>
<iic-com-fon:RentabilidadMaximaFecha contextRef="FIM_S12019_V-86772951_daq">2019-06-05</iic-com-fon:RentabilidadMaximaFecha>
<iic-com-fon:RentabilidadMaximaFecha contextRef="FIM_S12019_V-86772951_dpy">2019-01-04</iic-com-fon:RentabilidadMaximaFecha>
</iic-com-fon:RentabilidadExtremaClase>
<iic-com:PeriodicidadCalculoVL>
<iic-com:XCode_PeriodicidadCalculoVL_01 contextRef="FIM_S12019_V-86772951_da">01</iic-com:XCode_PeriodicidadCalculoVL_01>
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<iic-fim:MedidasRiesgoFIM>
<iic-com-fon:VolatilidadValorLiquidativo contextRef="FIM_S12019_V-86772951_daa" decimals="2" unitRef="pure">3.12</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo contextRef="FIM_S12019_V-86772951_daq" decimals="2" unitRef="pure">2.55</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo contextRef="FIM_S12019_V-86772951_dpq" decimals="2" unitRef="pure">3.54</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo contextRef="FIM_S12019_V-86772951_dpq2" decimals="2" unitRef="pure">6.75</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo contextRef="FIM_S12019_V-86772951_dpq3" decimals="2" unitRef="pure">2.72</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo contextRef="FIM_S12019_V-86772951_dpy" decimals="2" unitRef="pure">4.84</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo contextRef="FIM_S12019_V-86772951_dpy2" decimals="2" unitRef="pure">2.72</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadIbex contextRef="FIM_S12019_V-86772951_daa" decimals="2" unitRef="pure">11.76</iic-com-fon:VolatilidadIbex>
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<iic-com-fon:VolatilidadIbex contextRef="FIM_S12019_V-86772951_dpq" decimals="2" unitRef="pure">12.33</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex contextRef="FIM_S12019_V-86772951_dpq2" decimals="2" unitRef="pure">15.86</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex contextRef="FIM_S12019_V-86772951_dpq3" decimals="2" unitRef="pure">10.52</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex contextRef="FIM_S12019_V-86772951_dpy" decimals="2" unitRef="pure">13.65</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex contextRef="FIM_S12019_V-86772951_dpy2" decimals="2" unitRef="pure">12.89</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadLetrasTesoro contextRef="FIM_S12019_V-86772951_daa" decimals="2" unitRef="pure">0.73</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro contextRef="FIM_S12019_V-86772951_daq" decimals="2" unitRef="pure">1.02</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro contextRef="FIM_S12019_V-86772951_dpq" decimals="2" unitRef="pure">0.19</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro contextRef="FIM_S12019_V-86772951_dpq2" decimals="2" unitRef="pure">0.39</iic-com-fon:VolatilidadLetrasTesoro>
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<iic-com-fon:VolatilidadLetrasTesoro contextRef="FIM_S12019_V-86772951_dpy" decimals="2" unitRef="pure">0.38</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro contextRef="FIM_S12019_V-86772951_dpy2" decimals="2" unitRef="pure">0.59</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadVaRHistorica contextRef="FIM_S12019_V-86772951_daa" decimals="2" unitRef="pure">3.15</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica contextRef="FIM_S12019_V-86772951_daq" decimals="2" unitRef="pure">3.15</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica contextRef="FIM_S12019_V-86772951_dpq" decimals="2" unitRef="pure">3.10</iic-com-fon:VolatilidadVaRHistorica>
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<iic-com-fon:VolatilidadVaRHistorica contextRef="FIM_S12019_V-86772951_dpq3" decimals="2" unitRef="pure">2.52</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica contextRef="FIM_S12019_V-86772951_dpy" decimals="2" unitRef="pure">3.07</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica contextRef="FIM_S12019_V-86772951_dpy2" decimals="2" unitRef="pure">2.56</iic-com-fon:VolatilidadVaRHistorica>
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<iic-com:RatioTotalGastos contextRef="FIM_S12019_V-86772951_daa" decimals="2" unitRef="pure">0.92</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos contextRef="FIM_S12019_V-86772951_daq" decimals="2" unitRef="pure">0.46</iic-com:RatioTotalGastos>
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<iic-com:RatioTotalGastos contextRef="FIM_S12019_V-86772951_dpy" decimals="2" unitRef="pure">1.79</iic-com:RatioTotalGastos>
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AFUPjj8XviL8TtN/bqj8cfEPxx4m+G9t8Nf2g/Gfw9/wCFe2XwwsPih8PvCOo+FNZ8PeBLnUrWKO60PVfD+s+IbQadqEngzRovBeofsz+xN/wQVs/2Tv8AgoH+0/8Aty/EX9r7xx+1rF+1b+zbr3wD+JngD41fDLSB4o17UPHV38E9V+Ini7xH8SdG8aJoOr6Br+qfCvXLPQvhtpPwm8L6N4Q8G+LdI8G6fqt1Y+CobrX/AJguP+DYzVo/h1rv7Guhf8FN/wBoPQv+CWfiX4uwfFzVv2HU+FHw71LxMLyHxFZ+KV8Mad+0zqGrzeK7PwtDrWn2WqW2iS+BrzSW1yztfFep6dqvi+OTX5gDwv8AaQ03xVo3/B3f/wAEbtH8d+KLLxx430r/AIJr+J9N8ZeNNN8OR+DtO8X+KrH4Yf8ABSG18Q+KLDwjFquuxeFrLxBq8V5q1r4cj1vWY9Dgu49MTVdRW1F3N8c/8Elf2Dvh1/wcF/CD9vb9vf8A4KC/Eb4v+L/jvqv7R/xH+D37O91B8XPHnhrSP2P7PQvAXgn4i+Hte+G/hXQvEGmeHorTRL34k6Vo9loHiLTNV8LrY+BZLhtKbW9S1TVpf6QvFP8AwRt8J3v/AAVb/Yc/4KSeAvi9ZfDnwN+w7+yq37Kngz9lvTfhY+p6drHhOz8F/tFeB/Dt7YfFOX4kWMnhey8PaP8AHmzhtdCk+HfiR5oPBEcD61G2vmfRfjzxX/wbwfEX4c+N/wBp1/8Agnr/AMFN/jT+wn8B/wBszVdZ1f8AaF/Z8074L+BvjRoN5ceJG1Fdei+EvjHXfFXgzxJ8HftNlq+p6bY6toAv/FVhpk9tpR8R3Wj6Zpum2oB/JP8AtX/tg/Gz9sP/AINYP2cdW+PfirXvHvjL4Ff8FddM/Z80zx94r1C71jxV4v8ABvhr9kn4x+PvDF34h1q+eW81m/0Gy+JTeC4dTvJZ76603wxYNqFzd6gLq6n/AFZ/4OGf2A/h1/wSa+AH7JH/AAUa/Zd+KH7Qlv8At2aP+1r8PfAHxQ/aS8Z/HX4peNfF/wAcbvXPhh8VviPrXiPxxp/ifxXqmgab9r8SfCy1tm8K+DNM8NeDrzw14h1vw5rOharp7Wa2v7MftS/8G23wU+MH/BLD9n7/AIJcfAf476x8AfB/wP8Aj/pX7Q+q/F3xN8M7P4x+LPif4zXwR8WfCnie68T6JYeO/hLZ2upeIrz4orfWupWuqS2nh7Q/C2keE7HRZ7Jba8sPtX/gtX/wSk/4fB/sseAf2aP+F9f8M7/8IP8AtAeFfjp/wmv/AAq7/hbf9qf8Iz8Ovir4A/4Rb/hHP+Fi/DL7F9t/4Wb/AGt/bf8Ab139m/sT7B/ZFx/aX2ywAP1+r+Dj/gil+xr4W/4La+D/ANuL/gp3+2J8WvjrF+1u/wC1H8Qfhd+zl468I/Gr4jfD68/Y7h8L/D/wL8QvC2u/DLT/AAn4l0PTktfD118TLHw/ZeGfFNhrHhCHRvAwiOivf6prF9N/ePX83lr/AMG/Hij4V/HD9pLW/wBj7/go58eP2Rf2TP2yPEuoeJ/2lP2Tfh/8Mfh74lk1u48RPf8A/CW2fwg+Mnim9uNV+BkWsW2q6lptjq3hPwTe+K9F0ee20aHxFc6XpGjWengH8en7Lf7XHxo/ZH/4NXP2i774F+K9f8B+K/jx/wAFedS/Z81rxv4U1C70fxP4b8E+I/2Rvg/4/wDFDaJrVhJDe6PceIbT4aR+Db2+tJobkaR4k1K3tp4Li4imT9LP2RfCvjr9lP8A4KSf8E4/Ev8AwTC/4Jx/8Fs/2c/gr4v8TaH8Df8Ago1F+2P+zh8ZdH+FXxX0bxvrXhLwla/H/wARyf8ACa/FTwxoOraA2u+LPiD421a5n8B+EPA7+FPDN74Z0+DTLzxbBL+5/wCy1/wbafBL4Qf8Esvj9/wS5+Pfx11r9oDwd8bf2gtV/aJ0n4ueF/hrafBnxb8MPGbeBvhR4R8M3XhfRb7x18W7K61Pw7dfDGS+udRvdSSy8QaL4q1bwrfaHDZG4vL/ALb9nf8A4IT+PdE/af8A2aP2mP28f+ChnxR/4KCXn7EegzaL+x/4C8XfBvwV8H/D3wuuglhFpnijxlf+G/E3izVvix400n+ydF1OPxhrs2l+JNW8ReHPC+reI9U1m38PafpkYB8P/wDBuJ/ylN/4OcP+z/8ATv8A1or9v6vtj/g58/Y21L9qf/glv8RfiH4Ft7tPjL+xlr+mftV/DrVtJaa11y10jwFBdQfFW3sdStCL6zjtfhvf6741ijtMvc+IPA/hzBikhiuYPqf/AIJxf8EpP+Hfn7U//BTj9pf/AIX1/wALb/4eN/tAW/x0/wCEK/4Vd/wgX/CnPs/xF+P/AI//AOEW/wCEj/4WL4z/AOFhb/8Ahef9k/23/YPgfb/wi32/+yG/tv7HpH6067oej+J9E1nw14h02z1nQPEOlahoeuaPqMCXOn6ro+rWk1hqem31tIDHcWd9ZXE9rcwSApLDK8bAqxFAH8Av7dH7dN3/AMF7fDf/AAQn/wCCeHw210S6x+1ldeG/2h/25LfwzKkE/g5/hTN4q+HPxEtTDYgNZQaKPA37SXj3S/D+qfYku7aw+F2uLCkOo6Pfp+wX/BcC4/4Jr6f8Yf2Rf2bf2pPCP7cv7WHi3Xfhzq3h/wDZ7/4JWfsa6/qmh/D3xzY2c11pun/Fvx94f8A6n8L/ABo1x4atPDt54c8M6hcfGCbRdC8OeFfEt5pPw9mtrLxpqlz2X/BIL/g25+Fn/BJ79rH4sftS2H7Qt58eb3xT4L8SfD34SeFNX+EkfgWf4QeGvFHiqw1vUprjxOfib45PjbxI+g6LpHhMa9FoPg5jYSeIZvsQj8QPY2P1H/wUf/4I6ap+2d+1T+zf+3l+zt+1141/Yj/bR/Zm8M33gLwd8YtA+GHhj42aDqXgK9uPF1x/YGs/Dfxb4g8MaTdzQL8QvH+nPNdapeaNq+h+Mta0fxH4d1u1Nj9jAP5C/wBkHW/iD8DPjt/wcYfsSaD8HvjF+x5+zlY/8EWP2u/jb4e/Ye+K3xnn+Ntz8GfE7fBD4R3nhnVm8THV9asU1bxH4X+NHiDX5LeO/vte0vRfE+j+EfGGs69rfhE6gYfD/wAZ/jRcf8EVf+Db/wD4J/8Aw2+LPjb4IeAP+CiX7XX7Snwn+OPxB+HmuXXhnxOPAlj+3xqPw/Phttbs5IZ49Cvz8cL3xFq2ltKtlrEvhLT7TVI7vSxe2dx/Rb4O/wCDcbxp4T+Of7YP7QOrf8FG/iD8V/iJ+3f+wb+0T+xv+0l4m+MPwE8O+IvEWv8Aif4/+H00Zviz4PvvCXxN8B6L4M8M+A5PDfwyXw18HLfw1qNrB4d8GX/hSw8e6Pp2vadL4V9Mf/g3K+Cvif8A4JZ/sr/8E6fiT+0B461D4g/sceOPiN8TPgb+1z8MvClt8MfGvhbxx4/+Lfj74pPeW3gW98WePLZNFt/+Ez07R9U0tfGX9oaneeEtG8S6TrvhjUo7aGxAPy6/aK/Zn+H/APwQe/4LCf8ABHay/wCCe2r/ABH+HvwV/b8+Jep/s5/tE/s76p8UPHnj7wN4rSPxp8G/h5J8TdUs/G/iDxDfnxC4+Ntp4qtriO5hstG1v4eRnw/b6VpOp63pd34D/wAEn/8Agm9+zp/wUI/4K2f8HBJ/af07xh4z+H/wT/b+8Va/4b+HGi/EXx34D8M3fxP8R/tM/tdS+E/iXrtt4F8QeHpPEevfDrTPCXifSvCtl4gl1Pw/b23j/wATfbdGvmuozD++37PH/BD/AOIlh+2l8Jf27f8AgoV/wUF+I/8AwUQ+M37Ofhy48Pfs66ZrnwS8B/AD4efDd5ra7tYfEeoeDfBXiLxVYeKvFlj9vutTg8Ql9Ev77xFHpfiLxBJreqaFo01l9Ef8E4v+CUn/AA78/an/AOCnH7S//C+v+Ft/8PG/2gLf46f8IV/wq7/hAv8AhTn2f4i/H/x//wAIt/wkf/CxfGf/AAsLf/wvP+yf7b/sHwPt/wCEW+3/ANkN/bf2PSAD9fq/kC/4Mqf+UWXx8/7P/wDin/6zr+yrX9ftfxRfBT/g1A/bQ/Zr8K6h4F/Zz/4OAP2n/gD4J1bxBdeLNU8HfBT4R/Fb4V+FdS8VX2naVo994m1Dw94F/bk0HSLzxBeaRoWh6XdazcWcmo3GnaNpVjNcvbadZxQgHsH/AAcd/wDKU3/g2P8A+z/9R/8AWiv2Aa+f/wBlz9mfwJ/wXG/4LM/8FgtX/b81j4m+OPhx/wAE9Pizo37Pn7MvwV0H4q/EP4a+GPAUa+PfjN4H074keHZPh94i8L65p/iG2/4UY3jBrm11FLPV/Efj24vtch1e0sdHtLX9P/FH/BBb4p/Ey1/4I46n8a/+Ci3xA+NvxN/4JSftAfEL46eJvi38UvhT4j8b+O/2qv8AhMv2jvhj8ddG8La74g8WftC694g+Hf8Awhvh/wCGGlfC3TNb1DXfirv0c6fqFrpGlWWi23hqf0f44/8ABEjx3cfty/FH9u39hD9v74of8E//AIgftH6Bp/h/9qPwt4P+Dnw7+M/hf4qrZpaW9x4i8O6d8QdSs9G+HvjW/gsorxvFZ0DxbqGmeI7jVvEmhDSr7XtdXUQD+LHS/AuofC/9hT/g7++GereNvEnxM1X4d/ta/sN+BdT+I/jK/bVfF/xA1Dwj/wAFJfjRoF7428Vao/zal4k8V3Ony69rl+3zXmp391cNzIa/pH/4KWMo/wCDNv4bgsAW/YB/4JPKoJHzMPHH7HBKj1ICsSByApPQGvhj/gh7/wAE+fhB+0N8Sf8Ag6F/4J0fE3W/iHrvwi1f9o74afBRfHGs63b6v8U5U+GXx8/bX/4Qb4jaj4j1DTXsNd+IGk+I/B3hvxreapf6RJp+s+I7N57/AE17S7mtT+kXjj/g21/ac+LP7EbfsFfF7/gsz8avHPwD8Baf4N039nXwLH+zB8N/DfhH4bWngzxVomoaRZfE2LR/iKnxG+Pej6F4PsdW8MeCPDmv/FPwv4d8E6teeH/FGl6XND4O0rw5KAfmN+zN/wAp1/8Ag1x/7QA/s+/+seftzV2v/BFL9jXwt/wW18H/ALcX/BTv9sT4tfHWL9rd/wBqP4g/C79nLx14R+NXxG+H15+x3D4X+H/gX4heFtd+GWn+E/Euh6clr4euviZY+H7Lwz4psNY8IQ6N4GER0V7/AFTWL6b9yfhl/wAEMf8AhXX7dn/BLj9tb/hqL+2P+Ha/7AHw+/YY/wCFaf8ACkv7P/4XR/wgnwd+Ofwm/wCFo/8ACZf8Lcvv+Fc/2r/wuj+3/wDhCf8AhFPHf2H/AIRr+yv+EuvP7Y/tLSvOrX/g348UfCv44ftJa3+x9/wUc+PH7Iv7Jn7ZHiXUPE/7Sn7Jvw/+GPw98Sya3ceInv8A/hLbP4QfGTxTe3Gq/AyLWLbVdS02x1bwn4JvfFei6PPbaND4iudL0jRrPTwD+dP/AIIw/ET9lT4Z/wDBt/8AtV6/+2d8f/2ivgH8B7n/AIKb67pfiNf2WPEGn+GfjB8bLuT9nz9mW/tPgBpmp3OgavqQ8PfEKHTrybxfb+HtY8B6lP4a0HUlv/HugeGB4hW988nj8N/se/8ABVz/AII0fEv9hX9gP9sj/gld8If2qv2oPBvwp8T2X7Q3xs8Xa1rX7VvgPxN8Wvgf4S8WReIvg54s+JXxL8UeB7XQfCfxakj1KHxV4kvdF8RXfi3w/qXhrStP1rwZqGqXn9Bfwv8A+DXH4UeHf+CU/wATv+CY3xV/am8R/Ef/AISv9ra5/bE+Hnx48L/CO0+HOo/DT4jL8KPBXwk0yxn+Hl/8TPiFY+MdJj8PeHvE9tq/n+LNCk1PT/Gs9rYLoep6LZa7NpfED/g3i/af+N/xR/ZD/aN/aM/4LAfFP4/ftJfsW/GH4V/EH4PeLPHf7LngHT/hPpvg/wCGPiXTfGjeE3+EPgz4n+GNQufG3jLxV4Y8FXni/wCL2tfEnXdf8Q6b4bWw8QaPrV3Np2q6MAfmx/wbYfsFfsnaJ/wVw/4LN+LNM+FP2bxB/wAE7f2v9a+Fv7HWof8ACdfEmb/hT/gTxt43/bf+CnifQvstx4xlsviB/afwy8L6F4Z/tP4pW3jbWLL7D/bOn6haeILm81W4/N3/AIJz/sW3/wC2V/wazftyt4Ls7qT4y/sx/wDBQb4i/tWfB6+0syRa5Brnwi/Zq/ZnvfGenaRPaFNRkv8AWfhff+N7XRtPsJVmvPFcfhmaOKe6srRK/sh/ZR/4I9eKv2NP+Ck/7VX7b/wW/bE8Qaf8Ef20PHmufFT9oD9kbWfgt4W1dPFfxE1IfEXWtI1ey+Os3ixfEegaR4T8ffFPxl4s0XQtH8FWgubPU/8AhHdfv9ZitNN1Kx7n/gi5/wAEnLf/AIJD/so/EX9l66+OcP7SNr8Qvj14u+Nlz4suPhSnwqt7O38WfDf4WfDybwhP4Wk+IfxPj1OG3j+GjalLq8muWyXia62nNo0K6cbzUAD+ZX9qL9tGX/gv5J/wQX/4J++FtSe/t/2gLbSf2r/2/wC10Z3tIdGt/gdN4w+HHxA0a5lsTEuix3178Ov2htR0DS9VaETz698ItVgtpW1PQ5rj6r/aC+Genf8ABV3/AIOQvix/wTW/ai8S+OW/YS/Yj/ZE8K/FHQf2ZvB3jvxZ8Nfh78VfFOpeF/gJqqXfiODwHrHhvVJrqxv/ANoKMW9/pWo2Wp6do3w2sNH0m806wutZS9/Sz/gk3/wb4fBv/glT+1h+05+1B4S+L8/xUb4xWGt+Dvgv4JvPhnF4N/4Z8+FviHx/deNdT8FjxM3j7xifiFqMtrp3gPw8nimDQfADra+FtUnOjNH4plsdK9W/bl/4IySftE/tfeC/+Chv7Jf7XfxG/YL/AG4PCfg6L4e6l8WfCXw98IfGjwL498HwWlzptvZePfhB421DRNG8R38Gj3K6Kst7rjaJc6dp+iHUfD19qGhaTf2gB+ZH/BFjUPF37Ff/AAWy/wCCn3/BHnwP8QfHfjv9j74RfCzwf+0P8C/D3j3xVq3jJvgxc61YfATWbjwB4V1TWLm7vLXSJNN/aDXQdQtpbh2v5/htp2r3KHW7vXb3Uf6+K/ID/gmJ/wAEjfCv/BPTxh+0L8e/Hnx68eftc/tg/tV65Z6v8cf2kPiL4f0nwjeavaafdXOoW/h3wf4K0nUNctvBnh6bU7s31/psfiHVo5xp3h3TbQ2GjeGtE02z/X+gAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKK+c/2wtc1rwz+yR+1L4k8N6xqnh7xF4e/Zz+N2uaBr+h6hd6TrWh61pPwz8T3+laxo+q2E1vfaZqmmX1vBe6fqFlPBd2V3BDc200c0aOtz/hmj4df9DH+0B/4ll+1P/8APloA+gKK+f8A/hmj4df9DH+0B/4ll+1P/wDPlo/4Zo+HX/Qx/tAf+JZftT//AD5aAPoCivn/AP4Zo+HX/Qx/tAf+JZftT/8Az5aP+GaPh1/0Mf7QH/iWX7U//wA+WgD6Aor5/wD+GaPh1/0Mf7QH/iWX7U//AM+Wj/hmj4df9DH+0B/4ll+1P/8APloA+gKK+f8A/hmj4df9DH+0B/4ll+1P/wDPlo/4Zo+HX/Qx/tAf+JZftT//AD5aAPoCivn/AP4Zo+HX/Qx/tAf+JZftT/8Az5aP+GaPh1/0Mf7QH/iWX7U//wA+WgD6Aor5/wD+GaPh1/0Mf7QH/iWX7U//AM+Wj/hmj4df9DH+0B/4ll+1P/8APloA+gKK+f8A/hmj4df9DH+0B/4ll+1P/wDPlo/4Zo+HX/Qx/tAf+JZftT//AD5aAPoCivn/AP4Zo+HX/Qx/tAf+JZftT/8Az5aP+GaPh1/0Mf7QH/iWX7U//wA+WgD6Aor5/wD+GaPh1/0Mf7QH/iWX7U//AM+Wj/hmj4df9DH+0B/4ll+1P/8APloA+gKK+f8A/hmj4df9DH+0B/4ll+1P/wDPlo/4Zo+HX/Qx/tAf+JZftT//AD5aAPoCivn/AP4Zo+HX/Qx/tAf+JZftT/8Az5aP+GaPh1/0Mf7QH/iWX7U//wA+WgD6Aor5/wD+GaPh1/0Mf7QH/iWX7U//AM+Wj/hmj4df9DH+0B/4ll+1P/8APloA+gKK+f8A/hmj4df9DH+0B/4ll+1P/wDPlo/4Zo+HX/Qx/tAf+JZftT//AD5aAPoCivn/AP4Zo+HX/Qx/tAf+JZftT/8Az5aP+GaPh1/0Mf7QH/iWX7U//wA+WgD6Aor5/wD+GaPh1/0Mf7QH/iWX7U//AM+Wj/hmj4df9DH+0B/4ll+1P/8APloA+gKK+f8A/hmj4df9DH+0B/4ll+1P/wDPlo/4Zo+HX/Qx/tAf+JZftT//AD5aAPoCivn/AP4Zo+HX/Qx/tAf+JZftT/8Az5aP+GaPh1/0Mf7QH/iWX7U//wA+WgD6Aor5/wD+GaPh1/0Mf7QH/iWX7U//AM+Wj/hmj4df9DH+0B/4ll+1P/8APloA+gKK+f8A/hmj4df9DH+0B/4ll+1P/wDPlo/4Zo+HX/Qx/tAf+JZftT//AD5aAPoCivn/AP4Zo+HX/Qx/tAf+JZftT/8Az5aP+GaPh1/0Mf7QH/iWX7U//wA+WgD6Aor5/wD+GaPh1/0Mf7QH/iWX7U//AM+Wj/hmj4df9DH+0B/4ll+1P/8APloA+gKK+f8A/hmj4df9DH+0B/4ll+1P/wDPlo/4Zo+HX/Qx/tAf+JZftT//AD5aAPoCivn/AP4Zo+HX/Qx/tAf+JZftT/8Az5aP+GaPh1/0Mf7QH/iWX7U//wA+WgD6Aor5/wD+GaPh1/0Mf7QH/iWX7U//AM+Wj/hmj4df9DH+0B/4ll+1P/8APloA+gKK+f8A/hmj4df9DH+0B/4ll+1P/wDPlo/4Zo+HX/Qx/tAf+JZftT//AD5aAPoCivn/AP4Zo+HX/Qx/tAf+JZftT/8Az5aP+GaPh1/0Mf7QH/iWX7U//wA+WgD6Aor5/wD+GaPh1/0Mf7QH/iWX7U//AM+Wj/hmj4df9DH+0B/4ll+1P/8APloA+gKK+f8A/hmj4df9DH+0B/4ll+1P/wDPlo/4Zo+HX/Qx/tAf+JZftT//AD5aAPoCivn/AP4Zo+HX/Qx/tAf+JZftT/8Az5aP+GaPh1/0Mf7QH/iWX7U//wA+WgD6Aor5/wD+GaPh1/0Mf7QH/iWX7U//AM+Wj/hmj4df9DH+0B/4ll+1P/8APloA+gKK+f8A/hmj4df9DH+0B/4ll+1P/wDPlo/4Zo+HX/Qx/tAf+JZftT//AD5aAPoCivn/AP4Zo+HX/Qx/tAf+JZftT/8Az5aP+GaPh1/0Mf7QH/iWX7U//wA+WgD6Aor5/wD+GaPh1/0Mf7QH/iWX7U//AM+Wj/hmj4df9DH+0B/4ll+1P/8APloA+gKK+f8A/hmj4df9DH+0B/4ll+1P/wDPlo/4Zo+HX/Qx/tAf+JZftT//AD5aAPoCivn/AP4Zo+HX/Qx/tAf+JZftT/8Az5ab+zGbtPhZe2N3rHiLXRofxi/aR8MafqHivxL4g8Y6/wD2F4U/aM+Kvhvw7YX3iXxVqeseIdWXSNA0rTdIs59W1S9uo7CxtbczskKAAH0FRRRQAUUV+dP7VWs/Gjw5+2L/AME1ZdE+Kd94d+DXjn9p/wAa/DXxR8LvDds+nN8Qr+T9gL/goV8TtUu/ifrTzzy+IvC/h3Wvhh8JdW+HfhHTYtG0vTvFdj4o8T+L4/F+p2/w3m+H4B+i1FfhGmu+MB4Ln/brf4p/H1vijJ/wVgX9lKLwMnx3+KyfAaP4HJ/wVhi/4Jp/8Ie37OsnieX4EsrfDaOT4kN4yi+HEHxJbx/J/af/AAnH2cMknjH7DPxe+Mus/E3/AIJ8+MfEVr+1/ol3+00fHx+L37Rnxr+P978Rv2P/ANt1dO/Zw+K3j/Rm/ZB+AEnxw+IV1+zr/wALB8Q+HNJ/aU+ES6v+zt+yl5P7PPw88c+FZB4uv9TgtbsA/pDor8yPin4Cuv2oP23fi18DPFHxS+P/AMOvBXwI/ZD/AGcPip4Ii+BHx6+LnwHml+Jn7SPxb/a98H6p4v8AFFx8I/F3g5viDJ4K0n9mHwuvhrwh8RW8YfDwv4i16TVfB18bxjL+W3gH47fFX9o/9gf9rn/go54v+Knx88N/Gb9kj9lX4JfFX4SeFvh58dPih8OvhUfFGkf8Eq/2Vf8AgoJ4pl8b/BzwZ4g0P4QfFgfEX4k/H3xJ4N8VJ8V/h944jtvCGl6dp3hlNAeCI24B+8H7b3/Jl37Xn/Zr/wAfv/VUeLK+oK+Uv27JNSj/AGLP2tDptpZXbt+zZ8dI7tb7UJ9PWDTn+FniwXl1bPb6ZqZur2CL57awlSzgu5P3cupWS/va+raACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAK8c8W/tCfBLwF8UPBXwX8bfE7wh4T+J3xF0TVfEPgjwn4g1aDSb3xLp2janpej3SaZcXph0+bVLm/1aGLR9CN4ut6/FY69daHp+o2nhrxDPplbxR8ZrTwt8fvg98DLvSFkk+L/wAPfjX410zxD/aXlNYah8HtU+ENs+gDRzYuL1dd0z4najqn9pDU7ZtMPhb7N/Z9+urNc6Z+IP7dPwBvvjyP2mf2tW8Oaf4qsfg/N+2H8KTc3sekFPDXwi+GP7A3xo8JadqccOsXKyandaJ+1prHiK4s/wCw4bnVNL1TWbDVobOJNBv9Tsf0vgHgfAcQZpQo8UY/E5FlGYZLjMblWPw/1Sc8bmNTFY7KMnwkFXqKmvrWcZfjaLw9R0sRiY4KtRoSpSr0cQv1/wAMfDnLOKc5w9DjLM8Xw3keacO4/MckzPDfUak8wzWrjcyyLIcFCOJqqkvrmfZXmFB4Wo6GKxcMur4fDTozxOHxK/oqopAAAAAAAAAAMAAcAADgADgAdKWvzQ/IAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAr5//Zo/5J14j/7OA/ay/wDWp/jLX0BXz/8As0f8k68R/wDZwH7WX/rU/wAZaAPoCiiigArx/wCJfwU8K/FTxp+z1468Q6h4gs9X/Zr+MGt/GvwLb6Ndadb6dq3irXvgF8cP2c7zT/FkN9pWo3N94fj8E/H7xjqlta6PeaDqKeKtN8M30uqzaRZ6poes+wUUAfD0P7DHhmH4n3XjAfHL4+P8KLz4yL+0LL+yrLe/B9/gCPjSnii2+IcfjqK7Pwc/4X3CU+K1pD8XR4Rj+Oa/D4/EkP4ifwi3my2jp8Jf2D/Afwk8XfDLVbb4q/Gfxr8Of2flul/Zd+AXjW9+FrfCL9mUXHgTXvhXb/8ACr5PCHwq8IfFLXDonwr8VeKfhp4WPxk+J3xWPhLwT4j1jRPDJ0qG7Lr9xUUAfAniD9jP4gePtcuPiFrX7W3x++EvxYvrn4s+CvEXjH4Br8BNPHj39n3V/jn8SfiH8C/hX4u0/wCJn7O/j3SrK4+C3gLxtB4M8N+OPA+keEvilZS3Xie9v/iX4o1rWtR8U6pn6/8A8E4vhle3F9oXgv4vfHb4S/BHxX4O+HngD4sfs0/D3UPhI/wa+M3hL4aeCdH+GGhaR42uPHfwf8cfFzQY9T+Fnhzw18M/Fk/wn+K3w1ufFngrw9o+la5NdyWv2p/0LooA+X/23v8Aky79rz/s1/4/f+qo8WV9QV8v/tvf8mXftef9mv8Ax+/9VR4sr6goAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigD8ufi78J/ih+1R+2Dp/i34X/F+++Atv8AsMtffD+38W2fgjQfG2oeNfH3x3+HPhfx/wDEPww+j+KJl0iLw5ofge6+A1wNSltLybUR4l8ZaVpzaVq1rpniLSvU/ib8Bte8B/8ABOr9oH4H6BPP8RPiDrX7OH7RkGoanpmkLpN58R/i38UfCfj3xD4r1yz0Rr/UPsFz40+IfirVdStdLk1XUJLM6lFYnULxoRPJ6R+zz/yV39u3/s6vwh/6w/8AsbV9V1+lZxxbmuXVuFMqpLCPKOGsDwZm+X4FYHBUpyxSy6nxFWWKzKlh4ZpiqNbN8/zvGRoYjGVaOGqZniFhadGHJGP65n3HGdZVX4JyWgsC8j4Qy7gDPcry5Zdl9GrPGLKaXFdeOMzahhaec42hXz3ijiLHxw+Lx9fD4Spm+KWCpYen7OEOY8E+MfDnxE8G+E/H/g/U4dZ8JeOPDWh+LvDGr2+7yNU8P+JNMtdY0bUIQwDCO80+8t7hFcB1EgVgGBA6evlT9hr93+x3+zVp3T/hH/g54G8JhR0QeD9FtvCwiA6BYho4jUIWQKoEbMgVj9V18VnuBpZXnecZZQlOdHLs1zDA0Z1XF1J0sJi62HpyqOMYxc5QppzcYxi5N2ilZH57xJltHJuIs/yjDTqVMPlWdZpltCpWcXVqUcDjq+FpTquEYRdSUKUZTcYxi5N2jFWSKKKK8o8UKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAr5/8A2aP+SdeI/wDs4D9rL/1qf4y19AV8/wD7NH/JOvEf/ZwH7WX/AK1P8ZaAPoCiiigAr4I/aR+Lv7QHgH9rP9gHwP4TuPCOg/AP4z/H/wAWfDH4mTzW0eu+OPiHfj9iz9uX42WfhqyW8tYrX4e+G/AXiP4AfDjxLd61psmreIfiHqHiaHQ4LzwV4f8ABfiSw+J/3vXgHxk+Bf8Awtv4i/sneP8A/hKf+Ef/AOGX/wBoDxH8dP7J/sT+1f8AhOP+Eg/ZY/aW/Zo/4Rb7f/a+m/8ACM/ZP+GiP+E1/tv7H4g+0f8ACH/8I5/ZEP8AwkH9vaIAfm+nx3/aFOmT/tjP+0L4yX4a/wDDyRf2J4P2U1+H3wRk+E//AAr5f+CiUX/BNR/Ez+K/+FcQ/H6P4kP43E3xjOvf8LtuPBq2RXwwPhv9nbdF6l8EfB/7QUH7ZeteEbL9vv8Aan+PPwl/Z38Owx/H7w78YvAf7Cdj4R8S/Fb4neEBq/w6+E2maj8Cv2Lfgp8QtN1vwJ4I1nQ/jd431Cy8eaZFb23i34K6PFZ+JNK8WeNLPROvh/Yg+Jcfi668JSfHXwDN+yDcftQr+15H8Dz8AL9Pi9a/FhPjvbftWrpsP7QC/G3/AIRM+Am/aet2+LEmmSfs8N4zcXFx4Z/4T5bBkuU+ov2ffgd/wo7SPifBe+KP+E18R/Ff4+fGn44+JPEzaINAll/4WT441LUfBPheWz/tbW3uv+FX/Cq1+H/wkt9bkv0PiGz8B22ux6T4cg1GHw3pAB8xfFzUPj18bv2tviF+zv8ACP8AaU8cfsyaX8DP2Yvgn8cLrVvh/wCAfgf41u/iL42/aI+Jf7SfgbwjpHjYfGz4YfFFF+H3gy3/AGYNautY0TwCvw88Ya7L4yQQfEDTl0+AQfnl4Z/bf/aQ+P37I37R/wDwUT8LfHbxZ8IfCv7In7Ofwb+M3/DOfhf4dfBPXfh38YNRvP8Agnn+zz/wUM+Jtl8TNV8efD/xd8W4IPEegftBWXwv8KJ8Lvi78Lz4Vk8O/wBt30niS4mlN1+husfs+ftf+I/iH4g+PHgH42/Bb4BfFnxlpXjX4G/EK18Rfs5638a/D/in4CfDD9oP45+JP2TPEnhmHSv2lvhxfeEPiz4Y+GHxT1e/8Q63ruueOPBWveKPHGu3t38IvC8VtaeE9I8yn/4Jm+IvCvgjxx+zv8Fvjf4I8B/sf/Gz4X/DT4S/Hv4ReLvgFd/EH4leJfC/gL4A+A/2VtZb4bfGDS/jP8PvDnw+v/Hv7Pfwv8AeAddl8XfBr4twaXN4fXXPDlvpU909rGAfXP7dl3PafsWftaNb6Ze6mZ/2bPjpaypYyabG1nBP8LPFiS6lcnUtQ09GsrJf3t1HaPdai8fFnYXcv7uvq2vl/wDbe/5Mu/a8/wCzX/j9/wCqo8WV9QUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRXimh/tD/CTxH8a/Ff7POkeIdVuPix4K0q91nxDoc3gjx7YaHBZ6XpXwv1zVodO8f6h4Ytfh5r+q6Po/xq+FWpazoPh/xVqmuaRZ+OtBm1LTrVLhzF1dr8U/AV78Uda+C9v4itn+Jvh/wPoHxI1Twq0F7Hdw+CvE2t6/4c0nXILqW2TTr2J9Z8NapZXttZXlxe6UW0ybVLazg1rR5b70auUZtQSdfK8xop5dQzdOtgsTTvlOJdOOGzRc9KN8uxDrUlQxq/2aq6tNU6sueN/VrZDnmGSeJybNcOnlWHz5Ovl+LpXyPGOlHCZyvaUY3yrFSr0Fh8wX+yV3WpKlWl7SF/QKKKK848oKKKKACiiigAopGZUVndgqqCzMxCqqqMlmJwAAASSSAAMmvk/wDbWbW3+Bdppnh/xf4w8B3/AIm+Pn7IfgmfxV4B8QXnhfxdpmiePf2tvgj4L8TLo2uWJ86zm1Dw3r2q6XcLJHcWd3Z3txZX9peWNxcWs3pZPl39r5vlWVe3jhv7TzLA5d9ZnCVSGH+u4qlhvbypwtOpGj7X2koQalJRcY6tHrZBlTzzPclyRYiGD/tjNsuypYupTnVp4V5hjKOE+sTpU2p1YUPbe1lTg1OcYuMWm0dl8LP2qf2dfjh4y8S+A/g38YvAnxR8QeEtC0vxHrjeAdetPFehQ6Xq13cWULWfirRHvfDGq3ljcQwJrmmaVq97qPh4aroT65a6emu6Qbz3+vyT/Zw/Y48E/sD/ABF/ZS+HPgvW7/xRp+sS/tleEG8U63YWVjrmpj4m3fw5+Lfhyw1n+z8WV7rGgeDPgNpHh+71a2g0+31ifRNR1ix0fQLTUzoll+n/AI/8deF/hh4F8afErxvqL6P4M+H3hTxD428W6vHY6hqj6V4Z8K6Td65rupDTtJtb7VL77DpdjdXRtNOsru9nERjtreaZkjb6TjDJMhwed4PD8E4rNc5ybNKMpZRWx2HUcxx7pZxmWSQqwwtChRnD+0q2W/XMLg5UPrOHhi6eDqyr1qMq1X63jzh3hrAcQ4DC+HmMzriDIM6oTnkOIzLCxjm2Zyo59m3DsK1PBYfDYepD+1sRlDx2CwEsMsXhaeOpZfWlia9CWJr9bRXzv8Uf2ovhF8KvhR4M+NWq67/wkHw8+IGtfDrS/CeueFHsdUt9Z034j31gNP8AFlnNNfWVrceF9E8M3d7488QahDcSTWvg7Q9Y1Gztb+6ggsbj85/2Yvjx+014K+G/xa8R678J/j38Zrv9pD4/3HxJ/Zd8d3uoQ/Ej4U6D4J+N9j8NNH8L+HvEEmk+M9e+Ifwk+FXwv8VXXinxHr1te+BvD/hTSfA1rfaj4Sub26vo7ZnlHAWdZvlOPzWPscBHC4/C5ZhKOZ1aOXvM8dUxHssbhcJUxtXDwlXyul/teOpJSqUsNCvVcVDDYiVOsi8MuIc9yPM87isPlkMFmWDyfA4fOK+HyqWcZlVxPsMwweBq5hXwtOWIyWjfG5lRXNVo4OniazgqeExUqX3r+zL/AMTHxJ+1n4vXmLxh+1X4n8oj7h/4Vv8ACj4OfA642dvlvPhVcpLj/luk27591fVdeWfBj4XWfwe+H+m+DINXvvEmpNqfibxX4t8VakqQ33i3x7488S6t428feKp7OFmtNLXxD4w1/WdVttE08Jpeg2d1b6NpUUOnWFrEnqdeDxBi8Pjc3xlXBzdTBUvYYLAVJQlTdTAZbhqOXYGo6c0p03PCYWjJwmlOF+WS5kz5rinHYXMM+x9fAVHWy+i8Nl2W1pQnSlVyzKMHh8qy2q6U1GdN1MDgsPN05xU4X5ZpSTR8qfsVfuv2dvDOndD4f8bfG7wmy90fwh8c/iR4XeJsktuibSDGwfEgZSJAsm4D6rr5U/Y8/cfDHx5pnfSv2pf2zYFU8GOHUP2svjLr9nDs6Rxw2WsW0dsinb9kWBgF3bV+q66eL9eK+JpdJ5/m9SL7wq5hiKkH/wBvQlF/M6+O/wDktuL5dKnE+e1Yve8KuZ4qrTl/29CcZfMKKKK+dPlAooooAKK+Tv2p/wBtH4IfshWHgdvijqOv6p4p+Jfi3RPB3w++G3gHQrjxh8SPGWo6vrOn6TcXGgeFLGRLy8sNGGoJd382+OS7dYND0OLV/FOq6JoOp/CnwA/a0/aH+DGv/tCad+2L4K1Xwr8OIb/9o743/BI6tFrWp/FG18H2fiD4YfFWz+G2q6zf69q/h/xxeQ2f7UPhL4QfD7S/AEB0jwx4s+F/in4bRX+sfYNKFp93k/h1xLneSVc7wuFVOlN3yfC4qSw2K4lp0Kzw+Zz4epVXGeaPKakqCxv1eMqcPaSpqr9ZprD1P0nIfCni/iHh2txFgsEqVGo+bIcHjZLCY3i2lhsQ8Nm8+FqNZwnnLyStPDrMPqsJ0qftZ0lW+t0lhqnrfx//AGhvEl3+1P8As9Wvws8afbvg18FvF+lN+0nL4Z1gTaDq/ir49/ErWf2RvhR4J1y+0m9NtqR8D/EC2+KmseM/DF+ZI/DXizwp4UvNXtItT0y2Nl+oNfitpX7Juu/sx/8ABOf9rzxR418Q3Ws/GDxp8CLj4/8Ai6W6U3Fz4Y+Mfw3+CmnfEPXom1c3k6eIGuf2itK8ffEw6nBa6REsvjGTTILI/wBnjU779Rf2ePi2nx6+Bfwl+My6IPDMvxL8BeG/F954aGonV/8AhHNT1fTYLjVfD51U2OmNqR0TUmu9Ma+bTdPa6a1M7WVqXMCezx3leVQyjLMTw3OlmGR8O5njOEP7bp0qeHqZlVlhMJxDCvi4XjPE16mZ5lxJQoYunCpRWW4DAYeNWVKnhalb6HxLyXJKeRZRjOEqlDNOHOFM4x/Aa4io0aeFq5tWngcFxVTxOOptxqYzE1M4zbi3DYfG0oVKEcpy3LMLGtKjSwdSv7JXJWXjrwrqPjnxJ8NrLVln8a+EPC3gzxp4j0VbS/U6b4a+IOq+OdF8Iai+oSWqaVcNq+pfDbxpALG0vrjUrBNHW51OzsrXVNHn1DrCQoyxAGQMkgDLEKo57sxCgdSSAOTX5SaL8T7fwJ/wUq+KWreJNVGl+C/iZBafsyR3dylwtgnxL+EnwN+E/wC054Jsbq6WJrSzhvPAvxk+NFzDeXstvbm+sItOgllvb9ID8lw1w9LiGnxHCi6rxWUcN4zPcJSpJNV5Zdjcu+t06sfZzlKMcsr46tCMHTk8RSoXm4c0J/DcI8Kz4qp8WU6DrvG5Fwlj+JMDRopSWJnleY5SsdRrR9nUnOEcnxGZV6caTpzeKo4e83T56dT9XKK8t+C3xo+G37Qvw18O/F74ReIJfFPw+8Vya7DoeuT6F4i8NT3U3hrxHq/hLXYZtD8WaTofiCwl0/xFoWrabImoaVamV7M3Ft51nNb3E3qVeBi8Ji8Bi8TgMfhsRgsdgsRWwmMweLo1MNi8Ji8NUlRxGGxOHrRhWoYihWhOlWo1YQqUqkJQnGMotL5jHYHG5XjcZlmZYPFZdmOXYrEYHMMvx2Hq4TG4HG4StPD4vB4zC14U6+GxWGr06lHEYetThVo1YTp1IRnGUUUUUhIGASAScAE4ycE4HqcAnA7AnoDXOcotFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAV8/wD7NH/JOvEf/ZwH7WX/AK1P8Za+gK+f/wBmj/knXiP/ALOA/ay/9an+MtAH0BRRRQAUUV8EftI/F39oDwD+1n+wD4H8J3HhHQfgH8Z/j/4s+GPxMnmto9d8cfEO/H7Fn7cvxss/DVkt5axWvw98N+AvEfwA+HHiW71rTZNW8Q/EPUPE0OhwXngrw/4L8SWHxPAPveivxgT47/tCnTJ/2xn/AGhfGS/DX/h5Iv7E8H7Ka/D74IyfCf8A4V8v/BRKL/gmo/iZ/Ff/AAriH4/R/Eh/G4m+MZ17/hdtx4NWyK+GB8N/s7bouJ/4Juftj+Mf2rrr9nH4v+Kf2xvH765+0J8M7z4m63+y34p/ZYtPDf7N1xY6/wCD7jxXpvgj9lb9pQ/Bj4bXvi74mfCOO50i4+K+lS/tCftQXmn2mg/EHw9rPgzwpqNk3inwiAfurRX5zfFzUPj18bv2tviF+zv8I/2lPHH7Mml/Az9mL4J/HC61b4f+Afgf41u/iL42/aI+Jf7SfgbwjpHjYfGz4YfFFF+H3gy3/Zg1q61jRPAK/DzxhrsvjJBB8QNOXT4BB+eXhn9t/wDaQ+P37I37R/8AwUT8LfHbxZ8IfCv7In7Ofwb+M3/DOfhf4dfBPXfh38YNRvP+Cef7PP8AwUM+Jtl8TNV8efD/AMXfFuCDxHoH7QVl8L/CifC74u/C8+FZPDv9t30niS4mlN0AfsN+29/yZd+15/2a/wDH7/1VHiyvqCvlL9uzUINP/Ys/a0e4jvZBdfs2fHSwiFjpmpamyz3fws8WRxSXKabaXb2dkjc3WpXawadZR/vby6gi+evq2gAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAorxL9ob4//D79mP4W6p8YfihPqVt4K0TXfBmi6xdaTaw397p8XjLxjofhBdakspbu0kuNJ8N/22fEniU2TXWpWvhnSNYvtP07U7u1h0+5+UtB/bb8beOf2Z/2mvjDpvwjHw08b/CfxVJ4H+GXhTxzqGp68/ii/wDHHwy+EvxD+COv+NtAh0rwVrPhi68Tw/G3wVB4o+HcV9NqmhXUd/pUfiuS7cXFp9PlXB3EWc4CnmuBy+UsrqZrhsljj6tahQoPMcViMBho0Kaq1Y1sQ6VXNMvWKlhqNaOEjjMPPEOnGtTcvsck4B4r4gy2lnWW5XKeTVc6wnD8czr4jDYbDSzXGYrLcHDDUo1q0MRiXQr5xlaxssJQxEcFDH4SpivZQr03Lx/w94q0f4e/t9a98VPFt/p+i+BPih+0B8dP2ZfD+vajqNpYWq/Fvxt+zV/wTp1DwX4fne8khiLeKbn9kz4m+HtH8uVprzxVN4e8PW8E1/q9sj+VfHrQPGvinxL+3d+3b+zz8eZfhr47/ZW8O/F/4TaRrWj+Ffh98TvDPxA8EeAP2avh58TfHXgWeDxLaanFoOueH/jzo+m20HiOwnkm8P6h4W8beGtX8OasNbn/ALM+udZ+A3xZ0b9if9ojwx471Pwd4g+OviPV/jV8bLLV/ANnrVj4SvfiHp/jHUviN8I7zSdK1yW91rRkt5vDPgRrnRptT12fQryC40218ReIRZQa3feTfsSfsqS3H/BJHRPghbeNxceIv2o/2cfG/irWfHep6NPM2n6/+1P4I1LXRc6jp/8AbM13rUvhCw8Z6do11fSatb3HiOTQn1QxaV/aA06z/bcHnuQ5bgqXElPM8FVq5LmHD3hRVw1TA0s4yrNuFFiK2a5rxBVw+OwNai8PXwOArZTHCV8LVq4iliPrmHhTxMJKh/RGA4k4YynAUOLaecZfWrcP5nwr4JV8JWy2ln+S55wSsVWzrOuKa2FzLLcRQeFxGW5bXySGBxODrVsVQxP9oYWnTxdKccP+twGAASSQACTjJx3OABk9TgAegA4pa8U+CPxeT4o/s6fCT49+ILC08KQ/ET4L+BPi7rOmRXsl/Y+HIPFvgjS/GV/ZJqE1taS3dtpMWoSw/apLWB5Y7fzGiUnFflz/AMExPjx8ffiJ8ePjt4X/AGiPij4z+IWr3P7Pn7GvivwVa+J7Dwb4esdD1bVPgd4W+Lfx1sNL8M/D3wx4N8JW82n+M/2kfCGm/wBqnQp/FNz4Xg8H6L4m1/WW8P6bcV+Q4DgTNsdlfHOZOvgsNPgKlhp5nl9WpVnjcbOtnNDJsTDLXQo1cJXjls6zxePqVMVSUMLFVKCrqUnT/Ccs8Ns7zLJ/EfNnicuwlTwzo4Spm+V1qtepmGYzxHEGGyDF08oeFw9fA4iOUVMQ8bmdSpjaKp4KMa2GjiYyk6X7Y0UUV8SfngUUVT1G/tdK0++1S/lWCx02zur+8ncgJDa2cD3FxKxJACxwxu7EkABTkinGMpSjGKcpSajGKTblJuySS1bbdklq2VGMpyjCEXKU5KMYxTcpSk7RjFLVttpJLVvRH4sfFT4hfFD4/fHX9qD4Q6X4M+L3jn4C/ED4kfsefs2eFPEPhC2u9V+D95o3wu+KLeL/ANvLTdd1a31IaZ4Me7+G/jjxP8NvEniW8tbCLxZq3gK++G9nrl34q8NWOgx+C6H8Fv2rfh5+0Z4W8F/Ef4jeNNR+Ammf8FEvC/wm/Z7+GFzqGu3XgW1+B6aZrn7c2harp+qa/pWn6347vfh3N8NvA/w20/W9cvPE1t4Ku/DvjfwF4R18aNpU8Uv7DfsR2N5b/so/BDVtStpbTVvHfg1Pi1rdrPsFxb698ZtS1H4sa7Fc+WSn2lNY8Z3q3G1m/fCTLE5J+kdS0DQtZu9B1DV9F0nVb/wtq0uv+GL3UtOs7678Oa7Poms+Gpta0G5uoZZtH1abw54i8QeH5dR097e8k0TXdZ0p5jYanewT/ulbxNXDGLznhrL8gyp5Zg6GJyeFaUKeLxEs5yjLMBw5guKMHOvCVLL8fi8NklCpjpYNRqTnmecSo4iNLFxw9P8ApHEeMK4Nx3EHCOV8MZLLJ8vw+KyCniJ06eNxUuIMiyjLOE8BxlgKmIpzo5XmeNwnDuGq5jUwEY1ZzzfPpUMVGjjoYWl8xftRXA8O+JP2TPiRfL5fhf4c/tR6NJ4x1EEqdL0z4r/Br41fs8+Grqb5dv2Bvib8Y/AEOpySyRW9lYyTanM22xAr83f+Cg3xH+LGh/tA/tCfD7TtW8Ra38FPi1+wH4V/Z0vvBljqyXej+Fv2iP2mvF37TXhj4P8AxDu/D92H+xWd9Z+BNX8Ba9f6FPZ6lqOq+KPh1a6nZarYwWl5of7CfG74a2fxj+D3xP8AhVfSG3h+IHgXxP4Uivlkkhm0u/1jSLq00vWbS4hKz2t/oupSWmrafeW7LcWd9Z291buk0KMPhj/gm5/Z/wC0b+y/aftLfFfw3p/iLxv+0l8SNR+KPiGLxNpen6nb6enwf+IF14P+B1vpNrdLeQ2UPgjRPhv4V8U6FLFtls/G95rXiyyaDUtTe4PFwTnGAybIVxhj8DRzNcM4jC8IywM4xbbz7NanFGTYyj7S6hisPTynjOpHFRdqOJw2TUpUnGtWqLzvDvPcs4f4ZXHmZ5dh84jwhi8FwLPLakYObfE2dVeMuH8fh/aNqljcNTyPxAqxx0GlhsZhMgoyoyhiK9VfIH/BNv8AZJ+PVr418X+C/wBvv4bWvjOx+CXwK+FPg/4EW/jvR9J8d/D7SfCXxj+Dvhj4bfFPwD4LuLibxJ4NtLvwnonwVsPAXxD07w/eBddn8XeK9avLWfQfiCl/r/7weH/D+g+E9B0Xwt4W0XSvDfhnw3pOnaD4e8PaFp9ppOiaFoekWkNhpWj6PpVhFBY6bpem2NvBZ2FhZwQ2tpawxW9vFHFGiDXor4vjnjnNeO85qZtj6OFy6nOjgqdPJ8qVbD5Lg6uHwsKWJr4HA1KtWGGeYY2WMzPERjKVsXmGKcZcs7H594j+I+deJWf1c8zOhg8qo1MPl9KlkGSqvhuH8BWwmChRxeIy7LatatDCSzPMJ4/OMVCMpWx2Z4xwlyTSCiiiviz8+PlT9lH9zp3x900cDTf2q/jzheir/bfilPFTbQfmG9/EDSPu+9I7sn7lo65v9rD48+IPgr46/ZA0/R9RWy0b4n/tKaB8P/iBbPa2FxHqng3xb4a8R+B9MtJJ7y1uLnTVtvip4y+GGqx32lz2F49zp9vps90+l6jqNld9H+zUTb+LP2vtPClm0z9qnWiI1KlydZ+CPwM8VKodmVGZxr4ZcsixB1hchomY/mR8Yv2pPhX+2V4n/ZK8bfCi/vf7M8F6v8A/ij438J+JreLR/Hvw8vvG/wC3Z+wDB4EtPF/hlJ719PfXvBk/jbxDoWpwXV1o3iXw9Fa654V1PXNH1G3vZP2fh/hupn/HlfE4nLKmNyF0MOs4xXsVVwuCq8ScL4urldTEVHGUKFbEYu7wFeSX+206XspKu6Sl/QPC/CVXifxMxOMxmUVcw4ZeHwqz7GvDqtg8urcXcG42vktTE1ZRnDDV8VjrvLMRO3/ChSoexmsQ6Kl9s/Ef4veLtI/4KJ/AP4c2Gq6tF4DuPhhrHhbxRocF3fpouo+LfjLovxo+I3grVr/TI5FsL7UdA0j9i7xvZ6dqc8E1xotr4n1S2hltotfuRcfoVX4v/tdfDvxv458dftG/HP4eeOdV8F+K/wBjLx9+zd8arWLRbC8vdR8e6R8DPgh8ZfGvif4Tx3NjrmiTaZZ+OPDH7Qmt6ZfyOutWmpWF7feHtR0C/wBP8QXDw/srp9/Z6rYWWqadcRXen6laW1/Y3cLB4bqzvIUuLa4iccPFNBIkkbDhkYEcGvneN8uwGHyjgjF5fOgrcO4TLsxw1OjVhXo5m8NhOJKuIxVWVOFKv9do8T0fq86c6nLTws6EmpUHFfK+IuV5Zhsj8OsbldTDJR4TwOVZrhKVCtTxFDOJYPBcXV8XjK06UKOI/tDD8ZUFhZ0alVxp4Kph5yUsO4xt0Vj+IfEOgeEdB1rxV4q1rSvDfhnw3pWoa74h8Q67qFppOiaFomk2kt/qmr6vql9LBZadpmnWUE93fX13PDbWttDLPPIkaMw0bW6tr62t72yuILuzu4Ibq0u7WaO4trq2uI1lguLeeJningnidJYZonaOSNldGZWBP566dRU1WdOapSnKnGq4S9nKpCMZTpqduVzjGcJSgnzRjOLaSkm/yx0qqpRrulUVCVSdKNZwkqUqtOMJzpRqW5HUhCpTnOCblGNSEmkpRb/PTxD8EPh98Y/+CgXiXX/F8Ml1qHwJ+Ff7Fvxe8KQWjaaEl8X2Hif/AIKLeE9Oi1xrixu75tOsIfGUPiaC00+60u4fX9C8K3tzdT6fZSafe+cf8FKYorfx7+wzqE0cckeqftVfBDwLIsqK8csWuftN/s1eMJLZ1cbXSVfh3veM7g6wkGNlDPH9S/s9Wds3xt/bv1Z4lk1Nv2k/AHh838haS6GhaT+xp+yvrmmaMk0jM8emWGs+LPE+qWljGVtoL/xBq91HGs1/cvJ3vxm+Avhv41+JvgBr3iZ7Gey+BPxmh+McGiajpA1ez8R6npvw6+IPhPw5ZkvqFnDpN34b8YeLfDPxH0rWZLTWHt9W8C2FnBYwS341XTf1jCcTxybjXhnMM0xWKqZbkHCOTxwlBKU3SliuAsPVWFwtON403jMzxfKqsuWMZVo1a86dKm3T/b8FxjDh/wAQuD80znG4yrlHDHA2QxwOGSlUdGWM8M8LWjgsHSheNJ5hm+N9n7abjCMsRGtialOhTk6fa/Fv4baL8ZPhT8TPhD4lvNV07w58VPh/4y+HGv3+hTWdvrdlonjjw7qPhnVrrR59RsdTsINUgsNTuJbCa906/tYrpYnns7mJWhfwX9imBtB+E3iv4dPHBCPhL8fP2h/h7YQ27SFIfDFn8YvF/iDwFEwlG5Jo/h74j8KJOikxCZX8ljCUr68r5O+AmdF+On7aHhA/LFcfF34d/FDTYTgeTpnj34CfDLw5dbAOTFc+Lfht4svi55Nzd3Sj5UUD4/LcViMTwtxHlE6snhMDPLuJqNJv3YYunjsLkFWUUtXKth86hzp3VsNBqzXvfBZRjMVjODOLMhnWl9Ry2plPGGHot+5DHUsxwfDFeUUtXPEYXiClz8148uDg1yyXvflP+31+1Z+1D488cftOfss/A74Onx/N8BfGvwa8b22seC/DvinU/FWhXvhTw5+zz+2D8NNR1ybT77VrZP7bvvhl+0N4OtRa6FatruvXXwm8M6WsGuSXsvif17x18J9U/bb/AGZv2m/FvwXkjvdc+M/7bfgfxl8H/GsSWGm3ngrQ/hwvwD/Zb+JHxF0ObxPFp11YXdj8M/hn8WZL+0lgj1690++1bw9ZaVcahfx6XcfRn7FXw216X48fto/tU3V5pU3hr9o7x3pXg3QbaG4u31v7T+y38TP2gfgtJq15bvYx6emgaz4Rs/As3hm7tdTvLq+EGrNd2On20Om3Gqfo6qIgIRVQFnchVCgvI7O7EAAbndmd26s7MxJJJr9Qz7jzAcG1Mg4f4TyLLcLmPCP+reMxmdQr1q0c0z6WVcJY/jLA5xgakOXE0/8AWjhzD4GMaGJw1GGCwmYYatRxP9o+0w37JxN4l5ZwBV4Z4X4I4bynBZrwKuEsdjuIKeIxFeGc8TSyXgfNOP8ALs+y2rDlxdH/AFy4UwuXRjhsXg6EMBgc0wtfD4v+1fa4X40/ZH8J6D4A8Wftk+APCFgmieDfB37UOj2fhfw5aSSppGg2/iL9kz9lnx94hTSdP3m005df8c+MPFfjHWUsoYI9R8S+JNb1m5SS+1K6mk8J/aa+L3xQ8FftReH/AIl+GdW8URfAH9jz4aHxn+1b4Z8P6jG8Hi7wD8cdL+IsFxrX/CM3Imttf1f4BS/CPwj8UbqOzWx8UJ4K8QeKbHwxcapf6v8A8I9q/Q6T+0N8NP2f/wBtf9pT4M/EbVpfC6/FfwFpf7Zth4r1d7O18H6X4Y8A/DHwR8GPHi6tq11fpc2d3Bpnwig12yht7C4sF0vQfEdxe3WnzxWEOq8J4j8NeLPEf/BPv9u/43+LoNRj8fftSfAf4/fEiHwzfaK3h+68G+Bj8Ddc8I/BrwG2l3oXU7TU9O+Huj+H9U8VJrEouz498Q+LJhBp1pLb6faYYDAVKPEGFz3PsJHEYXiXIeCsmwWIzGnOt/aeI4tyrLMnz3HUKk1KM8TRyyhxRzZlObrZfnH1PFxf1uWHqHPluWVcPxTguJeJcDDFYLi7hrw9yDAYrNqVSv8A2xiuOckyfIeI8yw9aopRqYzD5PhuMufN51XXyvPngMdF/XpYWofpx4v8VaT4J8H+KPG+uzC10Lwj4a1vxVrFxLmIW+k6Bpdzq+oTSeYoMYis7SZ33qCm07lBBFfjBcfHf9pX45fFD4A/Gv4t/AHX/wBl/wCEf7P/AMd/gl4f0/TfEevReLLn4t/EX9qHw/ovwpfxJo17YWOkR2fgv4bWfxYvPDFjrB06+tvEM/xBkbUL3wxr/hHxd4T0b9Av26tYtbr9iv8AaE0ywgu9W1P4r/CLxB8H/AGm6datc3XiD4hfH2xT4QfCrRIQSkNoviH4gePfCujtqV/La6bpY1EX+pXdpZW808ej+2vFEv7Nfi3UXgQJ4X8UfBvxukciRFbaTwB8aPh341t5sAtFG1jNoEdwkqSIIHgWaKeExrOngcCVMBldPK6lfJsLj8dxZxBjOEYZji6uLWIyLL50clwebzy/CQxEMBiMVmeW8SYzAVKmZ4LFrBRVPEYD6tjIqvD5jw2q5bktPJ6mK4fwWZZlxvxRj+BqebY2tjo4rhvK6mH4fy/PZ5XgqWKp5XisZnGU8W4/La1XOMvx/wBQjGliss+qY+EcTD6xooor8qPxQKKKKACiiigAooooAKKKKACiiigAooooAKKKKACvn/8AZo/5J14j/wCzgP2sv/Wp/jLXj/x4/aWT4Lftf/scfC7xJ4w0bwx8Pf2hPCv7R3hy9t9fn0TTNP1D4leFbj4G3/ww8jWtSiivYdXuv7Z8W+FNF0W01KC38Q6p4utLN9P1LV4tDFt7B+zR/wAk68R/9nAftZf+tT/GWvWzDJcflmByLMcVTSwnEWXYjM8tqRVTlqYfC5xmmR14ylKnCHtqeNynE80KcqijSnQnKSlUcI+5mnD2Z5Pl3DWa4yko4LivKcVnGUVoqo41cLgs+znhzEwnKdOFP29LMcjxfPTpTqqNCeGqTnGVV04fQFFFFeSeGFeAfGT4F/8AC2/iL+yd4/8A+Ep/4R//AIZf/aA8R/HT+yf7E/tX/hOP+Eg/ZY/aW/Zo/wCEW+3/ANr6b/wjP2T/AIaI/wCE1/tv7H4g+0f8If8A8I5/ZEP/AAkH9vaJ7/RQB+cMP7EHxLj8XXXhKT46+AZv2Qbj9qFf2vI/gefgBfp8XrX4sJ8d7b9q1dNh/aAX42/8ImfATftPW7fFiTTJP2eG8ZuLi48M/wDCfLYMlymf8A/2DviL8K7z9lrwj49+PXgv4g/AT9haJY/2S/h/4W+BWrfDf4h6BJpfwO8dfs0eELn41fFW++OHxD0X4sT+Evgd8SvGnha0Xwl8K/g5baxrmqQ+LdfttS1HTrKCL9LqKAPzm1j9nz9r/wAR/EPxB8ePAPxt+C3wC+LPjLSvGvwN+IVr4i/Zz1v41+H/ABT8BPhh+0H8c/En7JniTwzDpX7S3w4vvCHxZ8MfDD4p6vf+Idb13XPHHgrXvFHjjXb27+EXheK2tPCekeZT/wDBM3xF4V8EeOP2d/gt8b/BHgP9j/42fC/4afCX49/CLxd8Arv4g/ErxL4X8BfAHwH+ytrLfDb4waX8Z/h94c+H1/49/Z7+F/gDwDrsvi74NfFuDS5vD6654ct9KnuntY/1mooA+X/23v8Aky79rz/s1/4/f+qo8WV9QV8v/tvf8mXftef9mv8Ax+/9VR4sr6goAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAoopCcAk5wAScAk8c8AAkn0ABJ6AE0AfD/jbVtN+On7Xfgf4PaX4q0e/8KfswaTD8cvi/4e0h9P1TUl+KXim1vvDPwM8HeLn8+4OhWEPhy+8ffEuXRZ7S31fUb3TPh/q8NxDpIlTUfnvxsbzXviZ8aPhTp8EZufi7/wAFWP2ZLGS/uZWSy07Sfgp+xn+yT+1l4njvII3SS9TxD4T/AGd9d8H29qMxNfeI7WW6/wBGilVvZf2DvhVoA0LxX+2DHc6y3jb9tXTPD/xO8SWl1PaNo8fg2Txj8VfHPwUNna/YU1K11fS/hV8V/D3hDV2utSnt57LwroQi03Tr6HUpb/yP4YaF4n+IP/BRn9qDw1qFzaaF4I/Z1+Mvwh/ak0r7LAbnW/HnjP44fsQaf+y/o2nXVxcxi10fwr4M8O+Bvijf38Nol1qfiLX/ABJ4ZkjvdHs/DF/a69+7ZfLBZZmvFmEwmJUsD4fcAxVPE4mkqLlxPguI+G61at7GinUxkJ8f42GEwUpxqSq5TSwH1108HQrOj/SmWSy/Js743wOAxallvhb4YwVPF4uiqDlxjl/FnCNfE4j2GHTq4+nU8T8xhgcunONWVXI6OW/2g6WX4bESw/6tkBgVYBlYEMpAIIIwQQeCCOCDwRWT4f8AD+g+E9C0Xwt4W0XSfDfhnw3pWn6F4e8PaDp1ppGh6Fomk2kVhpWj6PpVhDb2Om6XptjBBZ2FhZwQ2tpawxW9vFHFGiDXor8LU5qEqanJU5ShOVNSahKdNTjCco35XKEalSMJNNxVSaTSlK/83KpUVOVJVJqlOcKk6SlJU51KUakadSUL8sp041asYSacoRq1FFpTkn+BXhLwH+0T+y5+zZ+03+z78YfilB4l8RXH7AHh218E6V4W13Vdf8A+A/EnhfRPGP7NmlSfDu88T+HvD+tWdrr/AIZ034P+IPEWkPpNhpdv41n1y8srKa61K+1fVvtH9tv4O6t8MPhH4g/aa/Zq8SeFfgd8VP2avAfxK+J2oaonwz0fxfa/FbwR4W+GHhyfxF8LvFdu+q+HpFHjPSvgh8KPCknjW4uNX1nw54a8IafaaNaLd2WjXmkc7/wUF/Y7+K/7SXjn4BeLfhzrdrbeGvAviXwbb/FPwkuo29jqHjvw5H+0V+z94rS3uU1OO30i48L+CfCnh74k/EPVom1eHXbvXfDPhPSPDmja9eavNbwfo3478EeF/iZ4H8ZfDfxvpn9t+C/iB4U8ReCPF2jfbdQ03+1/C/ivSLzQdf0z+0dIu7DVbD7fpV/d2v23TL6y1C183z7K7trmOKZP3LN+N8M6vBXGCx2WV8xzXNs6xnGmQZdlmB+r0MGqGQZLVy7GZTi4vAYyhmuV4HFVsPTxNOph6ixMpzxU8d9bnR/o7PfEXByreHnHizHJ8Tmud55xDj/EHhjKcny76thsBHD8McPV8px+R42Dy3HYfO8ly7GYjDUsZSq4SqsZOdTGVMwWNqUPmBv24vhBN+0n4S/Zi0Ky8X+NPE/iu/v9A/4WF4M03SNd+Efh7xjoWgfGXxB4l8C+K/GVrr7roHjjw/b/AAR8UW1/4QubOXXWvLm3js7S7i0jxZceHvsqvzBn/ZR+Ef7KnxJ+Auu/Cq18S29t8TP28r/4o+OJPF/i7xB481aXxL4z/Y8/aD+FU7/8Jf4wv9Y8Z6smq+Jtck8YX934t8ReJdXufFXinxE0epxabeabpml/ZPwB+OGnfHbw/wDEDV7PSl0O8+HXxz+N/wAD9b01dS/tVRqfwe+JXiHwPDqguzYaaU/4SbRdL0jxUdPNsx0g62dJF5qYsRqd38VxdkmSRwuWZvwbQzOrw/HKMvhmWOzR0aeMlnOIx+cYac6+DpVq8MGqkcvjD2OGr4vC05wjNYn/AGujTPz3jrh3h2GDyfPeAcNnFfheORZXTzbMs5eHpY+ef4nMs+wlSpiMvo4jEQwEa0MrjTVDCYjG4OlOEJrFp42hTfr3iDxBoPhPQta8U+Kda0nw34Z8N6VqGu+IfEOvajaaRoehaJpNpLf6rrGsarfzW9jpul6bYwT3l/f3k8NraWsMtxcSxxRu4+Vv2sPiRb6p+yJ8Qda+E2raL4yvfjH4a8MfCP4UeI9A1zTNQ8L3Xi39pjXfDnwb+FvimXXrK7ms5vCFt4l+JvhnxDqmqaXJfzt4aS4vtKtdRlNtBPe/bQj/ALY+C+n+B1dTbfFL40/s8fC3WYceZ9t8IeM/jr4A0n4iacAGAzefD4+K7R9wdEDuZY3jV1Pjeg/8E9vh14I/aM8P+PvAtoNE+BU1lrXxA8dfBk+KfFU/h7W/2lvD/jzSvEnwe+K3/CNXr6jpGoxeEdG17x9YwaZPqGm6T4cvfDXwbl0TQLweBvDk3hS+FcDw3g8NlvEWd5jisNjcLnGJxmCy14CnicvzXDcO08szCvl+IxH1zDV8Hic0liamDwNWNLEUJVqMqVf2CqRqrXgvLeEsBhMp4q4izbG4TMMHn2Mx+XZT/ZlLF5VnWE4UpZPmmIyzFYp4/B4nAYvOZ4url+XVoUcXhp4mhKhiFh/aRrx+/PDeh2Phjw7oHhrTIVt9N8PaLpeh6fboQUgsdJsYLC0hUhIwVit7eNFIjQEKMIv3RtUUV8BUnOrOdSpJzqVJynOcm3KU5tylKTercm223q2z8uqVJ1qlSrVnKdSrOdSpOTblOc5OU5ybu3KUm229W22xDnBwATg4BOAT2BIBIBPUgHHXB6V85fsg/BTUP2cv2X/gV8D9YuNKvNe+G3w18NeHPEt3oU11caJd+KYbFLnxRdaPc31lpt7c6XceILnUprC5vNO0+7uLV4prmxtJne3j+jqK66eY4qlluLymE0sFjcdl+Y4iny+9PFZXh8zw2DmpX0VOjm+Oi4pe86qbfuo76Wa42jlGOyOnUisuzHMsqzXFUuW8p43JsLnGDwFRTveMaVDPsyjKKXvOtFt+4gooorhPNCiiigD5F/Z+1bSovj7+3Z4Uj1Owk1q2+Onwv8c3mjR3ts+p6doni39lD4A+GdI1K609JDc2em6xq3w48UR6fdzwxw6hf6XriwSzSWV0sPwn4a+EnhjSP+Cenwc/aHik1J/Gl5+xH/wTr8MX0U0ln/ZGn+GvgT4l8OfFjTbnToI7GK/TU9Q1Pxjqf9tz3moX9tNaaJ4fisdPtJLW+Op+gWmu/wDCBft9f8FE9RMgg+3/ALGnwK+I4YkKSPBNh8X9GNwC7gFYSNhZTHGpwH+fLn034oaJ/wAIr/wSe8W6SE8t/Av7BVxcQxYIKXPgP4EJqVrENyrtYXGixIN6YU4MkZUMh/fKSr5PmXD9PDYmrGjxBjPBB1LWi61HDcKYHFY3DVLX5qcMfiMO1azaox573kj+nKCxGRZxwtSwmLrQocU4/wCjo6trQ+s4fCcFZbjMxwtRq/PSp5picI1a0n7CHtG+aSfrnwS0nT/EHxK/4KAaPq9ut7p+r/tJ+GdA1C3my6T6RefsOfshx3FgQ2QLdxqV+xiACeZd3D7d0rk6P7E97rjfs4+D/C3iPUBrGrfCTxJ8Vf2fpNcYbLrxFY/s6fFvxz8C9F8UalDsQW+qeKdE+HuneI9RhTdEt3qkrQO8LRsfPf2CfBuu6H4d/ah8c+IPGmqeMrz4xft1/tb+MLVdYF7PfeE9E8A/FTUv2dPDfg1NVv8AVtTm1bS9G8OfA7SX0IpDpNroeiXen+FLHTVsdAtru79D/ZQ/0XSvjxofQaF+1X+0BhP7n/CV+M5fiIfl42+a3jM3A+RN4mEn7zf58vx/E8aVPD8UZVRxEMX/AGJi+B8LUxEaVSC9vkPD+L4bzNUo1oxqU4Sx8oU5te5W9hRkpVYRo1D4PjCFGnheMslw+Jp45cPY3w5wdXFRo1KS+s8NcLY3hLN1QjXhGrTpyzOVOnUavTr/AFahOMq1OFCqH7dP739jD9qvTV/4+PEX7P3xZ8IWA67tV8Z+CdZ8KaQmOreZqms2ibR8zbtq/MRXyV8N/wBrTwH+yD8ML/4BfEHwn8RNX8S/s46z8W/D91ongLwtL4g/4R/9mX4R3PhLxXonxq1W8ubjSdNtPAfhD4HfFb4TNrS297ea/e+Iv7W8MeFtE8QaxplzaRe2ftX/ABO0Hxx4v8JfsT+EFn1z4z/EfUvhN8SfE2itb3tjpXg/9n3QPimut+OPiHrutTWTWFxp97afDXxD8PtK0zSJNQ1VvG/ibwhZ6vbaRpWtwatXz58ZPgaPjb+3/wDtN+ALbVl8LL8TP+CTknwmn8RjTX1eHRNS+NPxd+KvhOfxNLoq3+lJqt5a6Z4N0jzbc6lp8+o2mgafp7X9vDbwyQfS8H4DKnw1RyfjShicNk9SpmnHMoQqVcNjJYOguHckyrMLU6dau8txaxudqKp4d1sY8LGeEmoqM6n1/AeW5K+EMPkPiDh8XhMgq1M68SJU6dWtg8fPA4aPCvDmSZolSpYjEyynG/2hxFGMaeGdfHvBQqYKpGKhUq/X37D3h42n7O/g/wCImp2M1t41/aCa6/aJ+IN3fzSXetXniP4v+V4qsLDV72aa4lnbwZ4OuvC3w80e385rfSPDXhDRNEsEhsNNtok+uaxvDuhaf4X8P6F4Z0mIQaX4d0bTNC02EBQIdP0iyg0+ziAUBQI7a3jQBQFGMAAYFbNfkeeZi83znNMztKMcdj8ViaVNtv2NCpWnLD4eF2+Wlh6Hs6FKmny06VOFOCUYxS/CuJM2ee5/nOcWlCGZZnjMXRpSlKX1fDVq85YXCw5m+WlhMM6WGoU0+SlRpQpQShCKRX5++Kfi74a+CH7flj4Y8X2+pWw/a4+EPwo8E/DK+so7SXS08W/Ae8/aj8b/ABK1XxM95e2D2On2nhvxn8MdDiuNNXVLufVdb0G2msreye51G1/QKvyg/wCCnP7M37QPxi/4Vj8Yf2cdF0bxX8S/gN4L+Klp4L8JXevWGg6trPjP4peOv2fLGC5tbrXrzQfDcei6L8PvCHxL1DXJdQ8V6Pfy3A0bTNItr+fU5pbD6fw5oZPmPEUsgz/MMLlOU8SZXmWT1s0xmKp4LC5fjnQ/tHIcVicXWcaGHwkOI8vyhY6pXcaKwMsT7WdKLdWH2XhNh8hzXiufDHE+Z4PJMj4uyXN8gxGc4/GU8vweV5i8N/avDOMxeNryjh8LgafFmVZFHMauJlHDxy6eLVapRg3Wp/WP7CkLL+xl+y5qE6yLqPib4FfDTxxrrSxvFJN4n8feFdN8beKbl45P3iNdeI9f1S5Iclv3vLN94/V1cZ8OfCNv4A+HvgPwHabPsvgnwZ4X8I23ljbH9n8N6JY6ND5Y4wnl2S7RgYXArs6+Zz/G08yz3Osxo3VLH5tmONpJ7qnisZWrwvoteWor6L0R8fxPmNLN+JOIc2oX9jmmeZtmNG+/ssbj8Riad9FryVVfRa9Fsfkn+3n+wB8S/wBp79pf9mL40/DrxF4E0Xw94C0Pxr8NvjnYeK9X8RaXrXiL4U+OJ7TTdT0zwnbaL4W1+w12+Hh3xB4/LaX4i1Hw/pj30mkRfbvLu7q5sf0s+LPhseMvhX8S/CBjEo8VfD/xl4bMRGRINc8OalphjI7h/tW0jvmvQKQ5wcEA4OCRkA9iQCCQD1AIz0yOterj+Ms7zPAcIZbjKtGeF4JoYjDZG4UVTrU6GJzOpm044itFuVdwxNRxoykk6VCMKSuoI9rM+P8AiPOMs4FyjH16FTB+HeGxeD4bcKEaWIpYfGZxVzupDFV4tyxLp4yq4UJySlSw8KdFXUEz8QPGfw78Y/tc+Pv+CZGsfDzxhbaJcfCL4DfCP9pP4m29/dT2+neLPB2u/Gn9jfx9pHhHVJrHTtTuPtGs2/wY8deKPDsT28Ftc+K/BOg293eWOnXN7qFn+iv7dP7r9i/9qzUB/rNC/Z8+Lfii37H7V4U8Ea14ktNp/hf7VpUWxv4Gw3avnD/gmn+xn4k/Ze8JeMfFfxNa8h+MXjvRfhp8KPFVnDqWkaj4YuPBP7Lmla78JPhB4r0JbGO6vbG58beA4rDxDqFneazM1rp9x4f0670fRtc03WRd/R/7dv8AyY/+2T/2ap+0N/6qLxfX6Fn2b4Kt4g8H8NZLmOHzbhzhTiPCYfKcww+Hp0lia+cZ9QzjOnCrTlNYzCYfN8VisHl2LlOTxOAw2HxEVSp1YUKP6pxLnuXYjxS4C4Q4ezXC53wpwRxbgcLkma4XC0qEcZic+4mw2f8AEDhXpTqLHYLDZ5jMZgMqxznL63lmDwuKgqNKvDDUPquiiivxI/nUKKKKACiiigAooooAKKKKACiiigApAQSQCCVOGAIJU4DYPodrK2Dzgg9CK+df2uPGnirwB+zb8YPEfgLVjoHj5vCNx4c8Aa6tpa6hJovjzxtd2ngvwVq0NhfRzWV9Pp3ifxBpV5BZ3kM9rdTQpBcQTwyPE/jP7Hvww0D4E/Ef9qH4O+GrnXNQ03T/ABJ8HfiA+r+J9b1PxH4m8R6p4t+DfhrwnrvirxHrus3d7qWq694l174aanqurX1xOySXs80dukNvFFbw/TYPh6GJ4bzPP6mPVKeDnUjhcBHDSqvFRwuMyHCY+pXxLrUo4RUXxHl0sNGFLFyxTji41FhVRpzr/YYDhWGL4RzfiirmSoVMBUqQwWWQwkqzxsMFjuGcFmdXEYt16MMCqD4symeEjCjjZYxxxsaiwaw9KeJ+8aKKZI22N23pHtRm8yQZjTCk73G5Mov3mG9PlB+Zeo+ZPjz8m/269Pi8ZXf7bU+qxoV/Z/8A+CX3jrxB4KKPIJofEfx41r4teIr7XFZPLNtqfhXXP2M/hxq3h28jke4sdReS9tXtbiBXk+1f2UNV07XfhFfa3o91HfaTrHxu/ak1XS76J2kivNO1D9p74wXdldRu2WeO4tpopkdiWZXBPJr5Q/Yo+GvxZ+LvhTxN8e/2mfFXgX4x+Dv2xP2Sv2ZLeHw8nhWHQpdJ0TVrP44fEjx18M/Evh+CCfQ9Y8J6RN+0HL4Y8I60L+TWtT8KWEGmeK7OfWtLufEviX6Y/Yv8F+Hfhv8AASy+HnhCzm07wn4C+K/7SPgvwvp9xf3+qz2Ph3wt+0j8WdD0Wzn1PVbm91TUZrXTbG2gkv8AUry7v7x0a4vLme4kklf9K48rYLA0cJwhTxsMbX4UxNOhTq5eqksnlLG5Dkcc/p0p4qGFxsMVR4kwGOnVjUwcI1KuJxL54qlSjP8AXPErEZfl2HwPAtLMIZhieCcZSw9KvlaqzyGU8w4Z4cjxNSoVMbTwWYQxlDi3LcyqVo1cvhCtWxeLlzwVKlGp9U0UUV+an5GFfFHx4/aS+Jvww/ai/Yu+Cfh34ZWN38Nv2hvi/wCI/hz8Q/it4k1BolsJof2Vf2v/AI8+GvDHww0bTLs3Oo+KLPWP2Y7Wb4ia14rTT9D8O+FPFfhfTfDWm+Mta8Yatqvwu+16+YPj78FPFXxU+K37EXjrw9qHh+z0j9mv9p/xZ8a/HVvrN1qNvqOreFde/Yv/AGu/2c7PT/CcNjpWo2194gj8bfH7wdqlza6xeaDpyeFdN8TX0WqzavZ6XoesgHx8n7Xv7R7X8/7QLah8BE/ZHT9uVP2IYvhm/wAOPiOPj1LqX/DYEP7Az/FBfjRH8XJfAhH/AA0m0s6fDeT9n6CP/hXsf21viZ/aW0yYv7CH7Y/xU/bB8eS+I7X9sn/gn54l8G2+tfEzxDrn7Inwp+FXiPV/2q/APwnfxT4w0D4KXnj34nL+3D4ks/D2vX+jL8P/ABd4t1TXP2TtBsdYF/qnhfTPDvhO71Gx1rSd6H9kf9o0Xt1+z1PofwBP7JD/ALb6/ttWnxTi+KXxJX4+w6uv7ZNv/wAFAW+HUvwRb4MnwDKZf2jUudJbx+P2hUhT4c3CKvw6bV4RC+z8PP2af2mJ/iP+yNp3jj4ffscfA74L/sVeNfF/i/wdN+y1rPj+zk+LNpr/AMAPjH8BbLwPZ/ATV/hP4L8K/s0fDiN/i1D8TL3wbpXxp/aHi/4SPwJ4R0eLU5GsE8ToAelfGT4sftSeKv2jPFP7PH7K2vfAHwbq/wAI/gD8OPj18RNX+PHwz+IfxPg8Yt8afHXxo8D/AAr+HvhaHwF8ZPg2fAK3t1+z18S7rxP8Q9Sb4mHR45tAS0+HWolpzcfGFl/wUh+PfxY+A/xk/bc+C7fAfwz+zB+y/wDBL4R/Gb4s/Dr4ifD34leLviv8S7Dxb+x98Hv26PiJp/gb4o+Hvir4H8PfC1vCnwN+OXgux8Ky638FPi43inxlBqUOpJ4bsiEtfpC/8Mftmv8AGzxx+098Dfg38AIfFHxP8Fah+zB488E/Hz42fFX4evofhL9lX9pT9p//AIZ0+N3hLVvCH7OPxGfxlbfErwb8ZvFPxA8RfDHUND8C21pF4j8NaToHxh8RaZpv/CU6t856b/wTi+PHwk+A/wAZP2Hvg5Z/AbxX+y3+0/8ABD4V/Bb4r/E34g/E34leCvjH8OLLwz+xt8Hv2EvH+r+C/hb4f+D/AMQPCfxRfXPgn8DPBGs+ErTWPjL8If7C8ZT6surXOt2DRXEgB+i/7dmp6bpn7Fn7Wj6lqFlp6Xn7Nnx0020e+u4LRbrUb34WeLIrOwtmuJIxPe3cv7u2tYi088nyRRu3FfVtfL/7b3/Jl37Xn/Zr/wAfv/VUeLK+oKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAK+Yv22dU1TQ/2M/wBrbXND1PUdF1rRf2Zfjxq+j6xpF9daZquk6rpnwt8VX2nalpuo2MsF5Y31jeQQ3NrdWs0U8E8SSRurKDX07Xyd+28r6l+zf4u8EqCyfGDxR8JvgLeKNpH9j/Hv4u+Bfg74heRS6FreDw/421S4u1Qs5tYZiqMRivoeEYxnxXwzCajKEuIMmU1JKUXB5jhufnTunHlvzJq3Le+h9VwLCFTjbg+nUjGVOfFPD8akZxUoOm82wntFOMvdcOTm51LRxvfQ+lPC/hjw94J8NeH/AAb4R0bT/DvhXwpoul+HPDegaTbR2el6JoOiWUGm6TpOnWkQWK2sdPsLaC0tYIwEihiRFGBXjPg/4O6h4W/aZ+OvxsW50ptB+Lvws/Z78JRWUM12dch8UfCPW/jxJr15qNu9jHYR6VeaB8RPBVvo1xb6nd3lxeadr0V7YadBaadcap9BABQFUBVUAKoAAAAwAAOAAOABwBS151HNMbQhm0I1pT/trCrB5jOq3Uq4iiszwOb3lUk3J1JY7LsLWnUblKXLJNvmbPJw+c5hhqed04Yic/8AWHBRwGbVKzdWtiqEc3y3PLzqzk5urPMspwVedWTlKfJNSb52wooorzzywooooA+BP+ClXjtfhF+zDP8AG5gS3wY+LfwN8dqFDF9svxW8LeD7gIE/eFmtPFlwp2fNtZiMDJH58fsQ6l4g/Y4/ah8Nfsjal4/8VeJ9G+NHxi/aT1HxndfELUrDXvEniD41D9kL/gnr+0Bd6zd+JbjT4tXmurPXPHnxh0+zh+2+brNr4giuPE0viPxFZWmsD9av2vPgXfftJfAzVfg7Z3Gk2sPiL4g/AzWdcl1ma6htG8I+Afjp8N/iJ40toTaWOoSTare+EvCmtWWh2ssEVnea1cWFtf32m2MtxqFt8yftp/sofDm2g+Jn7avhXTdbsvjf8Jvhtf8AxA0+00jVBa6F4l134XeJPhX8Vk1650loSIPHmreH/gNoHwuufEenXmnTa/4Cu/8AhFPFKa3pWm6DFo/7z4fcScNrhOPBOcylOfFGN4vy2rGOGo4mGFx2KyrhvCcCZliFWcHSw+V5zj+Jcbz0pSm6sYK1FxjiaP8ATPhdxdwkuCKfh3xBOc6nGWYcdZRVhHC4fF08FmWNybhLBeGmb4tV5U5UMLkvEGacYZj7SjKdSVeNNONDlhjKHxn8APGGtat+09p/7O1rq2pa/oXiL9rX4wftjado1wBd/wDCK+EbX9pf/go74V8Ua3ptwJkj0zwA+u/Df9nCSy0k27XC+OfilqerpI8WumO1/f8Ar4y/YZ8J+Grv9lr9lT4mXfh7Q5/Heufs8+FPEH/CVyaXZSeIrC3+NGm+Hfip420Oy1x4DqUGj6x4pnsdR1KwiuI7TUL3SdNvLm3ee0t2i+za+N8Uc8w2ccUYqlhcE8DDKa2Py3EwUoShisfhsyxlKvmEVCnTUXjKNPCyqRnF1PbQqOdSq3zy/P8Axm4jwmf8ZYyhgsveXU8jr5llGKgp0508bmWEzfH0cTmsFTpUuR4/D0sFKtCcZVFXp1ZTq1nL2syiiivzg/JgooooAKKKKACiiigD8af20NA1zwF+0L+038Sbe409rD4u/wDBKL4xeCvC+nw3FzHq83xC+GPxFstJT7ZGbOOyjsL+b9oLwFp+k3UF1qV+12NWjurTToIdNOr/AGv+2jpkWifsC/tY6NCFEOkfsgfHbTIgmdgisPgv4qtYwmQDtCxDbkA4xkCvkz/goDp114w/a1/YN+EdpqEunD4w2Hxi8Oao8HnCa98MfD/45/sQ/H/xno6GCe3k8vW/B3wb17Srsl2hFjeXRuoLq1862l/VvxB4f0HxZoOteFvFOi6V4k8M+JNJ1HQfEPh7XdPtNW0TXdD1e0msNV0fWNKv4p7HUtL1KxuJ7O/sLyCa1u7WaW3uIpIpHQ/sWcZt9RyTwdznGL2uJp/Wc2rYalHkqVsp4fzuhw9lU1KX7vmnDhzH4WL6VKFSc7KaS/fM+zz+zeHfATiDHr22LpfW88xGFoR9nVxGScLcRYbhbJpqUv3fPUhwnmeDi23arh6tSdlUSPnz9jrw5rXh79nH4cXXie3ksfFnj+PxR8avGOmysWbSfGXx88a+I/jZ4u0YZwqpo/iPx/qemKsSxwgWgMUaIQKzv2cf9H+I/wC2vpS/6nSf2q7HyfT/AIqH9lT9l7xpc7R/D/pvie63f3pN7/xV9VKqoqoihVUBVVQFVVUYCqBgAAAAAAAAYFfhl+0T8ePEPwR+NHjm+8E+KvsXiGP/AIKY6N488a+BLDXJLbWvHf7Pfws/4JPfCfxf8c0Hhm1uFu/FGlaDoNtpeoW8M1le6bYeOn8CXDiDVm0aUeXwtl+P4+zjjfDYaNKjjc6yrH5zGEueVCjXpcQ5VmdROSTlClCi8RRdaS5aNObq1PcjI8XgzK8y8Ts+8RsJg40MPmHEOS5nxBCnLneFw+Io8VZLnFWMppOVKhTw7xVB4ia5KFKcq1X3ISt1H7BUel/GH9tD46fHzV/G2t+JfHPw7+EPj/4OW9pN4httatdN8K+P/wDgpL+3n4hstA1yG8XUtasLnwl4S+EXws07wLpUerWFhoXge+gso9Mu9LufD8mn/qHpfwit9O/aC8cfHpta+0XXjH4OfCv4RQ+Hv7NEX9kW/wANvG3xk8Z3Otf2x9vkN9/wkUnxWtLH+zf7LsxpX/CL/ajf6l/bIt9J8c/YJ8P+HNK/Zc+G+u6Bomi6VL8Q4tf+JGtXmkabY2EviDVPG/ijW/ETa5q09nDC+qajdW2o26vqF3uuZYY4UIhjjSCL7GrDxF4jr4vjHiengPa4LL4RfDEMHP2FRU8tyrF0JTw9JxowVGhWzPAyx1OFJRqUoVfq0qtSm6ntOfxW4rxGO494xpZZ7bL8qpxfB1PAVFhqip5TkmOw0p4Wi44eCw+Hr5xlrzGnToqNWjCq8JOvVpOqqpRRRX5wfkoUUUUAFFFFABRRRQAV5v8AGTwDbfFX4RfFT4X3ixvafEf4c+N/AdysoUxGDxd4Z1PQJfM3Art2agxJYEAcnpXpFFb4XE1sFisNjMPN08RhK9HE0Ki3hWoVI1aU15xnCMl6HTgsXiMvxmEx+EqOlisFiaGLw1Vb08RhqsK1GovOFSEZLzR4p+zZ48ufij+z18DviNfeYNS8a/Cb4f8AiTWIpj/pFtreq+FtLu9bsroEkrd2OrSXlndo3zR3MEqN8ymva6+T/wBiyM2vwOvdHVt1l4V+Pv7XfgfRUwQbfw74D/a1+Nvgzw5ZsSzBjZ6FoWn2oZQi7YlCxqBX1hXq8T4ajg+JOIcJhoKnh8LnmbYehTW0KNDH4ilSgvKMIxj8j2uMMLh8DxdxTgsJBU8Lg+I87wuGpranh8PmeKo0YK9tIU4Rjt0CiiivDPnAooooAKKKKACiiigAr8mf2wPBX7Wn7Qf7Tfhjwl+y98WLj4M6X+zV8HfGnjDxhq0HxS8VeGIPiF8Vfjp4R8fab8CNC1nwHpngTxV4P8U+GPhj43+FHh7xJ4xPjWW/S/8ACvxC1PT9F0Jbu2lk1L9G/H/xW8MfDfX/AIReHfEMeptefGj4ky/CzwrPYw2ctpZ+JI/hz8QviZHPrj3N9aT22lXOj/DfWNKguNPt9Uuzr+paHayWMdhdXup6d4z+ztK3iT4p/tffEFFDabqfx00v4d+HbreWN3pXwh+FXgHwtr3G0LGtj8UJ/iRpQjV5PnsJHcxyO8Sfe8IYnG8M/wBpcUrL8HWq4fh/EvJpZthIY3Lq9XNczpcNYp/VKz+r4uqsurZ9ChTrwqKjWw0sZCmqmEpVYfpnAeLzDg95vxnHK8BiK2F4WxbyCeeYGnmGVYivnecUOEcbJ4GvL6rjqyyrEcTQw9LEwqrD4jCTx9Okq2Co1Yfm/wCJ/wBqX9o7x54T+EvhL9qL4KN8G7b4k/Gv9hzw/wCEUj8NeLrafVfjF8MP2wv2dIf2htK8R3Ml1regeHPCXia91DxHN8F9Pv8AVrqPxh4C+Huv+K7LxN4kg16xtNP+3vi14e8f/CT9q34b/tBaB8Q4ofhr8Y9T+E37N/xS+FNx4SsZ7W5kiT4233g34ixeMWvjq1lr1v428X+CvCen6baWlppR0i914auutXt/oUnh37yIDDDAEZBwQCMqQynnurAMD1BAI5FfJn7bjjTv2fr7xjMh/sz4V/FX9nX40+J7pZGim03wH8GP2hvhd8UPiRqkEiDcr2Hw98KeKJ3XfEksCzQyzRxSO1e3g+K8Hnmb5RkuW8N5dkGCznG4/KMzwWGlHH5fVo8SzyTLqVTCYfMqFargMRl6yjLcdHExxdXETzShLHYerglONCn9Hl/G2X8R57kPD2U8JZTwxl3EGYZnkOcZdhJRzPK69Di6fD2VUa2AwmbYbEVstxeWf2HlGZQxcMbWxVTOsNPMcLWy9VI4al9Palr+haNd6Dp+r61pOlX/AIp1aXQPDFlqWo2djd+I9dg0TWfEs2i6DbXU0U2satD4c8O+IPEEunaelxeR6JoWs6q8IsNMvZ4Pm39snW/Elp8DtR8GeC9U/sPxh8avF3gH4C6DryYN14bj+MHi7SfBXifxbpsZjlWbVvBvgjU/E/i7SoXRopNQ0O3E+IPNI/Kr4+6v8X/Cf7Z/jn9oDX/Gvim7/Zf+Bn7Z3wCh8VR6n4j1XX/Dvwtubj9m79nL4ZaLYeDPA/23UbrSYPiD/wANrfE7xL4on8G+HjFql54Ogk16Y6lc6Ml7+kPxQ8eeBfi74p/YJ8T/AA38aeGfiH4A8VftQeKtStPEXgvXdK8TeGddtPCH7K/7V9x51rrOj3F7Y3Q0Dx5oWlW14lvdGSx13T20+8SO6tp4I7XBMuG8RwXxDDE085y7F5N/rLjKtPDSngsFm+W5JU4slwzjnOMqUcasvp4N1MNXkp4nD1/rkIfVK9NrSPh3PhLF+HvFdPF0eIMpx2Qf6346tSwk55fl+e5Rw9W43lwfmTnGdGGYf2XTwDq4TESU8XhMV9fp0/qOIpSX2F4b8PaR4R8O6B4U8PWUWm6B4Y0XSvD2h6dANsNhpGi2MGm6bZQjtFa2VtBBGOyRgV4z+zR/yTrxH/2cB+1l/wCtT/GWvoCvn/8AZo/5J14j/wCzgP2sv/Wp/jLX5PUqTqznVqzlUqVJyqVKk5OU5zm3Kc5ybblKUm5Sk222227n4fUqVK1SpWqznVq1ZzqValSTnUqVJycpznOTcpTnJuUpSbcpNtttn0BRRRUEBRRXyR8X/wBrHTPhV+0j+y1+zfF8PPF3ifVP2kPH+teC9T8dwodG8D/DCC2/Z/8A2mvjn4XnvdV1C0dPGviTxmP2XvHHh+08IeFGnm8L6fFN4q8eat4Xiv8A4eaN8SAD63or83U/bm+Iz+MZ/FI+A3g0fsiw/tTp+x4Pjk3x4uo/iw/xbPxuh/ZdfV0+Asvwcj8KP8OE/aZlPwh/tiH9oObxu17G2uj4cjTleNPUh+2Tol1+35pf7CmkeCr7VLxv2ZPif+0D4o+K8etwJoHhvxH8O/H/AOzz4Vj+Da6FHplxNqHi288K/tDeFfiRr91cazpJ8MeG9V8BmLStfj8efbfDgB9oUV8S/G39pT42+H/jJqPwO/Zr+AXgb46eNfA/wg8O/HH4rR/ED48aj8DbTw/4L8d+KfHnhD4b6J4Jl0n4LfGg+MviD491b4T/ABQXR9H8Sr8NvB1pF4Rd9W+IFib5Rb/N95/wU417xL4H8cftCfBX4F+E/iF+yR8Efhj8LPit8fvix4o+PD/D/wCInhjw18R/gT4D/ag1Q/DP4WWXwi8deE/iLcfDv9n34oeAviL4rHiv40/CWO7i13+yfC769dQRyXIB9lftvf8AJl37Xn/Zr/x+/wDVUeLK+oK+X/23v+TLv2vP+zX/AI/f+qo8WV9QUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRWDpXirwxruqeJdD0TxFoer6z4M1Kz0fxfpOmarY32peFtW1DRtO8RWGmeIbG1nludGv73QNX0rWrS01GK3nudK1Kxv4Ue1uoZX8U8PftNfD/wAS/tD+NP2bLHT/ABdD4z8E6NLqV3r174fmtvBWranpmi/DrxP4p8LaLrrSlrnxB4S8L/GP4ReIdXins7awubD4gaaujX+qXeleI7bR/Rw2U5njPrn1XA4ms8vy95tjYwpS5sPlq+r3x1SDSl9WUcVh6jqpOPsasa1/ZXmvVweR5xj/AO0PqeW4vEPKsred5hGFGfPhcoi8LfMakGlP6oo43C1XWjGUVQrRxF/YKVRdT8bPjV4Y+BvhG38S69p/iDxLq+uaza+FPAfw/wDBmnR6z47+JHjbUbW9vdN8HeDNGlubOG+1e4sdM1PVby4vL2w0jQ9A0nWfEev6lpeg6PqWo2v5zL+2FYftG6P+yZ4C8feA9U+B3x68dftNeFNX134D65Prmta14XsPgxY+CPjnfJquuX3hDwjHbapZ+E/Hnwd17UNE1nRtC1i3vPEt7Y2FhqUHh3U9Ui3fgH8Nv2gfjR+0xc/tCeN/ina3v7OvgL47ftVa54H+GdtrMt54g0r42fDnxV8Rv2IfDNsbXVfBuoW+n/Ciz+CWgeOfGp0/wp428M3GpfFj4j3Orax4f1WCwbUL76I179ibwH4h/bY8EftoahrOoXGt+B/h94p8O6X4FkiuItFtfiB4gtdB8NR/FWyvtO1PT2k1o/DjTtQ8Aazo3iCw8RaRqen/APCMapYR6Lq/ha3urz9VwOF4G4PxFbLs8r/Xc+wmSZlm9POsor42rPLeLsNhc3weW8HVcFUpQwDwf9ofUsXm2ZyhXrRdKnDBYvC03Xp1P2zLcH4b8B4qvlPEeJeY8S4Dh3N88pcQ5HicxrVMp46weCzzL8o4Br5fUo08s+orNP7Pxud5xKnisRGVClDL8dg6UsRSq/alFFFfjJ/PwUUUUAFFFFABWB4r8O2Xi7wt4l8J6mN2m+J9A1jw7qC43brLWtOudNuxtJAbMFzIMEjPTIrfoq6dSdGpTq0pOFSlONSnOLtKE4SUoSi+jjJJp90aUqtShVpV6M5U61GpCrSqRdpQqU5KcJxfSUZJST6NHiX7NHw4174O/s5fAH4ReKbnSbzxN8K/gp8LPhx4hvNBuLu70O71vwP4G0Lwxqt1o91f2Gl31xpdxfaXPNYTXmm2F1JavE1xZ20peJPbaKK6Mfja+ZY7G5jiXF4nH4vE43EOEeSDr4qtOvVcIJvli6lSXLG75VZX0OnM8wxGbZlmGa4tweLzPG4vMMU6ceSm8RjK9TE1nCF3yQdSpLljd8sbK7sFFFFchxBRRRQAUUUUAFFFFAHyH8Ufgtr3jj9sn9kr4xJpQl8I/Az4b/tTjUdba709BYeMfidD8EfC/hTS47CS6XVbiXVvDtj8Qbs3lnYzafZRaNJBqN5aXGoaZb3315RRXp4/NsVmOFyXB4jk9jkOWVcpwPIpKSwtbOM2zyftXKclKf17OcY04KnH2bpx5HNTnP2MzzvG5rguHsBinT9hwzk9bJMtUIzUlgq+fZ3xHUVZyqTjKo8x4gzBqVONKCpOlF03UjOpUK/K7Q/2ENb8T/t8/Fr9rTx3fjT9B0f4w+HdX+Fvhi+ttM1/TfF/gbV/2H7H4A/FRmt7XVkl8OjxP4u1XRIrmXWra6vLiD4OJaDw+ul+JLHXh+qNFd3D/FGccMRz5ZPXhhp8RZBjOGcwrunGpWjlWYYrBYjHUsNKV1RqYungY4OrVUZT+p4jFU6fJUqRq0/S4X4zz7g6HEschxFPCVOK+GMdwhmeIdGNTERyTNMZl2KzKjg5zdsPWxtPLo4CtXUZTWBxWMpUvZ1Ksa1PyH9n/wCFEfwJ+Bnwf+C0WuP4nHwp+Gngr4fSeJZNPOkN4iuPCfh7T9FuteOkm/1U6V/bFzZy6iNNOqambAXItDqN6YftMvr1FFePjcZicxxmLzDGVXWxeOxNfGYqs4wg6uJxNWdavVcKcYU4OpVnKXLThCEb2jGMUkvBzDH4vNcfjs0x9Z4jHZljMTj8bXcKdN18XjK08Riazp0oU6UHVrVJzcKVOFOPNywhGKSRRRRXMcYUUUUAFFFFABRRRQAUUUUAfKn7H/7j4d/EjTf+gZ+1X+2Rkdcf25+1L8WvFnDHBbP/AAkO7kDYSYl3JGrv9V18qfsr/uR+0dpp/wCYb+1X8YPc/wDE7bw/4rGX6PkeIARgDy1IhO5omdvquvouLfe4kzir/wBBWNqY71+vqONvfrf2979b36n1fHPvcW5/X/6DcwqZl6/2nGGYX87/AFm9+t79Qooor50+UCiiigAooooAKKKKAPwq/bdsviV48/aX+G/7TtrJ4N0D4Xf8E0/2rPh58OvE+lm61q48ceO/D37QXg39mnxT8RvGiXAsU0PSrLwXp/xL8H6VYeGm8+bUdMs/HPiO68Q209tonhrUf0r/AGJvDfiXw/8Asy/DbUPGt7o9740+JcnjX49+MB4f0O78OaHpXin9o34g+K/j1r3hjR9K1DXfE2oR6V4P1P4j3PhLTbq/1u9vdSsdEt9SuRazXb2Vt4hoXwjj/ae+Ef8AwUE8Pyav/wAIvo37SXx2+LfhLwtrz6U+qXPhfU/hD8N/ht+yfc+J5tJkv9LbU20r4ofs+a54is9PF7pLXlnFawx6hbiaO/X9BdE0m00DRdI0KwQR2Oi6Xp+k2UYG0JaabaRWdugUEhQsMKKACcAYya/XeNeJqNThDIOClHD08Xw5iMFha2HpYblng6GDyeGPxNCripxlKriKnGHE/GtXFwjXko1uSk6cMNh8BGH7r4h8X4erwHwx4eKGGpY7hPF5fg6+Fo4TkqZfhsBkFPMsXhq+NnCU62Kqce8Y+IdfHU44mfJXcKMqVPCYXLIQ1K5Hx/4J0D4l+BPGvw58V2ovvC/j7wn4i8F+I7JgpF3oXijSLzQ9WtsOrJ++sL64jG5WALZIPSuuor8no1quHrUsRQqTo16FWnWo1acnGpSq0pqdOpCS1jOE4xlGS1UkmtUfiGHxFfCYihisNVqUMThq1LEYevSk4VaNejONSlVpzVnCpTqRjOEk04ySa1R8K/8ABP7wd8W/D3wl8beKPjyt5B8X/iL8XfEl545tLvSb3R42vPhD4a8G/svaL4i0+LUUW7vdM+InhT4B+H/ifY6tvnsdTg8apd6Vc3Oly2dxN8ofsp/EnQviV8dPDPw20iy1S3vvgH+2J/wVnn8RnUIbKKyvNZ0742W+qQap4f8Ast9dXE+lWnhv9rjw7o89zqFtplzHrT6taRWctjHZ6hffszXxl4A/Y70X4ZftV+M/2jfB/iyPS/DPjrSPind6v8IbbwboOn6XZfEz4wt+zhF47+IWkeJdHbTLwHxRb/s1+F9T8RaPrOl61dan4x17xL4rGv20+qXdjP8Ap+W8X5VmFTjzFZ3ClluIzjL8Tichw+DpVlgcLi6OS51w/gMloUsPRquGHpZZncsPhKmJdOjTpYNSxGI9s4e0/Y8p47yXNKviXjeIqdHKcXn2V4vF8M4XAUK6y3BY2hw/xBwxlnD+HoYXD1nTwtDJ+IpYTA1MW6WHpUcAp4rFfWHTdT7Nr5//AGaP+SdeI/8As4D9rL/1qf4y19AV8/8A7NH/ACTrxH/2cB+1l/61P8Za/Kz8WPoCiiigAr5A/aW+Fvjv4gfGj/gnt4s8I6F/a/h/4Hftf+Nfil8UtQ/tPR7D/hF/Amr/ALAv7cPwU0/Xfsup6hZXut/aPib8YPh14Z/szw7bavrEX/CRf2zPp8Xh/SNd1XTPr+igD8ZIfgX8fW0q6/Y3m/Z18fRfDpf+Cjy/trWf7WA+IPwIk+EMvgcf8FG7f/gpdJ4cm8Jj4oD9oOLx63ik3fwWi0Jfgg/hQbLfxQ/xAGmvIUofA79iX9tr4Qf8FCfhN8avG/xo+BHxh+Ds3w4/4KJan8VvGvh39mzxP8LfiG3iv9pb4ufsceLvAnw71fV9b/bK+JcmvapaaP8ABbwz4e+HfjrR/hh/wi/gP4Kfs233wq8WaBfeKfif8P8Ax34J/aqigD8p5/Hfxj0L9pX4o/tWfBz9kb40/Hnw98YPhXpX7Jep+H/Dvjr9mzwP4g8AeO/2FP2pf2yvDeneMfE1p8V/jj4F025+E/xfuPjT4j8ReHvEPgzWPGfxB0rwtoOgyeIfhVpOv6vd6Bpvxt4V/Yi/aI+AP7I/7R//AATn8O/Afxv8XfC37XP7OPwj+C5/aY8I/EL4GaP8NfhHqtt/wTr/AGev+CeXxA1D4k+HviD8SvBXxhew8L6X+z3Y/FLQn+F/wq+KU/iqLxM2iyW2hX9pJEn9ENFAHyl+3Zpmm6n+xZ+1ompafZagln+zZ8dNStEvrSC7W11Gy+FniyWzv7ZbiOQQXtpL+8trqILPBJ88UiNzX1bXy/8Atvf8mXftef8AZr/x+/8AVUeLK+oKACiiigAooooAKKKKACiiigAooooAKKKKACvlr9s34xfEv4C/s++IfiX8HvBmk/EX4k2Pjb4K+FfCvgHWZprS18ZX3xM+N3w7+GUnhuDUIb7TxpOq6taeMLi00TWLmWew0rWJLHUNRsNRsbe4sbj6lr4l/aU8S/8ACx/iv8Fv2SfCl54fHjHWde8A/tVeOb2/1ezlu/BXwk/Zi/aA+Dnja3nPhe0uv7cu9U+KHxAtND8CeE7i8i03QWsLP4ia4mq3l/4JfQNR+m4Ow1HE8TZPPGYOhj8swGNoZtnWGxTqLCVMjyqpHH5xHFujUpV/q8svw+IhOGHqQxVZzjQwbli6tGMvsOAcHh8XxfkM8fgMNmWT5bmOHzviHCY11Y4Crw5ktSOZ59HHSw9WhiHhp5XhcVTnTwtanjcQ5xwuBcsbWw8JfAv7N/7R/wAMvCP7Y3/BRT9pnX7vULT4PfG34Y/Ar4n+BPE50jUDeXmj/s0/sffDH4pfFHQ5dEltYdWt/E9r4F+O/hPxDp3h6S3TU9RttE8W7bVD4cvSnJ3/AMaPih+ztdeCP20v2jvhlN4E1z4u/t5fF7wN4q8CvLeaSvw8+FetfDnwL8EbfxTc382n61c67Z+Gfhr+yhF8W7zVrS0TRPiFBpf9r+HjoXh/xBpl1p/0n4E/4Jlprfwc+PXwc+OHjC50nTvGv7TfxJ+Jfwo8T/BbxE0fijwt8I/FPwJ8P/s1af4a1eTxv4HvNAg13XPg1B4t8GeKNIOg+KtG0uw8QxX3h3Xf7esNN1bSv0O+LPwQ8DfGu4+GjePba51PTvhh49vviFp2gkWEuieINUv/AIZfEb4VzaZ4otL2wvHv9DXQfibrl8tnZz6dO+sWWkyz3c2nw3unX37TnPGvh/gc8ozwtCtnOFxWR5bwrxHXhUrRrV+HeGOC8Fw/lGAyjE01To0v7dhRwFPOMXODr0MxyRV6FLCYWq44n+hM+8Q/C/LOI8PPBYavxDgsbw5lPBXFuJhVrwxOI4U4O8Psu4XyLLMixlJUsPR/1lhh8spZ7jp03icNm3DyxOGo4HBV5Rxfl37CEKj9i39lXUmLSX/in4BfCzx54gu3IM2q+LfiF4P0nxz4y1y6ICq15r3ivxDrOs3rKqq13fzMqqCAPrCuT8A+BvC/wx8DeDPht4I01tG8GfD7wp4e8E+EdHa+1HU20nwx4V0m00PQdMOo6vd3+q3/ANg0uxtbUXepX15fXAiEt1czzs8jdZX4Nn2PpZpnudZnQjVjQzHNsxx9GNaMY1o0sZjK2IpxqxhOpCNVQqRVSMKlSKmmozkrSf8AM3E2ZUc64k4gzjDRrRw+bZ3muZYeOIjCFeNHH4/EYqlGvCnUq041lCrFVIwq1IKako1JxSkyiiivJPECiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigD5U/Zw/cfEP9tPTen9mftV2/ynkr/bn7L37Mvizlh8jbv+Eh8xdgGxHWKTdNHK7fVdflRqXxf8Q/CX9orxfb6RqiWGjfFf8A4Kr/AA2+EHjW1ez065Gt+HvFH/BLL4VappWlie9tbi5014vHvh7wXrMd5pE1hqMsmkLpsl1JpWoanYXv6rE4BIBJAJAGMnHYZIGT0GSB6kDmvs+NMrxWDxGSZjW9m6GecM8PY7DShKTalTyXAYTFQqqUIqNVYijOqlCVSPsa1GTqe0lOEP0DxBybGYDFcO5rX9k8PxHwhwrmWElTlNyUqXD2V4LGU66lCEYVliqFSsowlVh9Xr0JSqe0lUp0wEHkEEZIyDnkEgjjuCCCOxBB5FLX5z/8En/HV38Uv2Fvhh8T9RV11H4kfED9pjx7qIl2mb7d4v8A2pPjPr115zIWVpRLfsrsGYZXAYqAa/RivI4nyOtwzxJxDw3iKqr1+H88zbI69ZQ9mq1bKcfiMBVqqnz1ORVJ4eU1D2lTlTtzytzPwuMeHK/B/F3FPCWKrLEYnhbiPO+HMRiI0/ZRr18kzPFZZWrRpKpVVONWphZTUPa1ORSUfaTtzMooorwz5wKKKKACvzr/AGiP2u9Q8O/Gj4afDb4LahZ+KG+Gnxs+A9h+1wbG68O3Wk+EPAX7Rviq9+Avw48CatdXYudQsviFrHxF8beG/ifZaRpD6bqGm+D/AIb6neeI7+00vxJoukeKup/4KB+K70/B3w98BNH0fxTq2sftgfEbwp+y/d3PhPw6via+8JfDj4nXL6f8bvH13ZC6jnsbTwf8GY/HOpWmvrp+t2OgeIDoep69pb+HbfVrq1434jf8E6vhRpnw7/aesv2afDXhb4QeOfjr4N+E50jRNF03R/Bvws0P4pfs9+IvEXjr4R+NbXRPCXhlZ/Dl9L4v1fT28WX+k2t9DLa6Lpl/p2hR6rHqMur/AKfwdlfC2X0ctzri6vNxzrE18uynL6uCjWy1YRZnkuV5tnWaYmOKhiaVLC5XmOf1spWGw7nHO8loVqtZUqfsK/7HwFk3BmV0Mo4h46xFRw4ixmJyrI8rrZfTxGUrArN+HslzziDOcXHG08XQo4LJ824nr5GsJhvaQ4h4fw+IrYhUKSw+J9q/YgdtR/Zt8J+MQ262+LHjD40fHbTMbDGuifH743fEX41aGkLIPmgGj+PLLyXZndoyrM2TgfWdcf8ADzwbp3w68AeBvh9pCquk+BfB/hnwbpaqoVV07wxotlolkqqAoVRbWMQChVAAAAAGK7Cvhs/x1LM89zrMqCcaGYZtmONoxl8UaWKxlavTUtF7yhUinotb6H5xxPmNDOOJeIc2w0ZQw2aZ5m2Y4eMtJRoY3H4jE0oy0XvKnVipaLVMKKKK8k8MKKKKACvn/wDZo/5J14j/AOzgP2sv/Wp/jLX0BXz/APs0f8k68R/9nAftZf8ArU/xloA+gKKKKACvnH4kftU/CP4X/HX9n/8AZx17UNX1D4r/ALRvijW/DXg7Q/D2lNq1t4Zj0b4SfGn4xweIviRqSzwWngvw/wCKPD/wC+JWi+BXvnl1jxz4m8Pa5a+FdG1XSfBvxC1nwf8AR1fC/wC1b4H1/wAQftCf8E0PE/hvwfq+t2/gv9tfxp4g+IfiHRPD97qUPhPwUv8AwTg/4KJeDNG1zxnq1haTJoPhcePPiJ4d8J6ZqWuXFrpI8XeOtF0K1n/tnxPY2t8APT9u7whJ8Up/BafBX49P8Lrf41J+zlL+1KmmfCp/gIvxxbxBD4J/4V+1snxbb47Iy/EqdPhY/jST4Hp8NR8RT/wjX/CaGcrK1nwN+29o/in4o/D74ceL/wBnX9p34H6Z8adc8UeGPgN8TPjV4K8CeFPCHxj8T+EvBviv4kan4Z0nwtpXxN8R/G34ZeI7j4c+A/G/jnSdC/aE+Efwb1XVtA8I6+bG0l1KxfTm+A4dC8TS+Cbr9hQ/DP4/xfFeD/gq2v7WEXjWX9nz4vr8BLr4Ln/grTb/APBSiTxRF+0gPCR+AirH8KJpvAC+FpPiSvxBk+IVq+gL4MPmRs3o1rFB+0H+3p+y38cfhr8Mf21fh147+FevfFGD9qTwr+0j4T+Pnhn4CeCfhlrX7PvxC8C6TpvwssfiTda7+ynqvxtuPjNJ8JooPiJ+xF4g8Ttr3w5Hxd/4Tbx5rPhvxJENZAPtf46/tc2vwb8eQfDPwt8Avj7+0Z42s/h+fix430P4D2Hwkubn4a/DOXWdT0DSvFvik/Fv4v8AwjTV28SatoHimz8L+D/hyfHfxE8RSeFPEP8AZXg65WxQz+V+I/8AgpH8K9Nnvtc8IfCf47fFn4M+E/CHw18d/Fv9or4daP8AC+T4TfBXwv8AFbwjo3xF8L6l46sPGfxY8GfF/XEtfhr4k8N/EbxUnwo+FPxLfwb4L1/TNa8TDS0llih8o1L4/eE/hb+2L8ZP2kR4C/aQ+Jvwy+NH7Pnwx/Zp8L6l8F/2W/2hPi/LYfGz9hj9qD9ufwx8WPBXijSvh98OfEOteCodc8Q/Gu0sfBHxB8baZ4b+Efi7TvCWr+JNE+IN94audI1a/wDzo+HvwI+Jn7Of7BH7XP8AwTe8afDL4+a78bv2tf2U/g18KvhP4q+H/wAAfi18SPg8PFuq/wDBKT9lb/gn/rlr4z+NvgTwv4i+EfwrXwJ8U/gD4l8U+LLn4s+OfAttH4Q1fStY0OfWo59zAH7u/tvf8mXftef9mv8Ax+/9VR4sr6gr5S/bs0+DUP2LP2tEuJL2MWv7Nnx0v4jY6nqWmM09p8LPFkkUdy+m3do95ZO3F1pt20+nXsf7q8tZ4vkr6toAKKKKACiiigAooooAKKKKACiiigAooooAK+SvhHK3in9qv9rfxxAZF07wvpH7Pn7OwHlFIbnVvh34c8cfG/VLyKR0BmMcX7UGn6TK8TmBJtLmgK+fDKR9a18lfsaM2s/DTxv8RpFXf8XPj98fPH1pMsjS/a/DQ+KHiHwZ8P70yMq5F58OPB/hC4RVBSKKSOJGZYwT9JlX7jIeKcXJJwxFDKMjgtLxr43NKWdQnbdpUOG8TBtbOpG7Tsn9bklsNwzxpjprmhisNkXDcFpeOJzHOqHENOpbdxWG4RxlN2VlKrC7Tsn9a0UUV82fJBRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAH4C/tY3M5+PGi2dtK8Ulp/wW8/Y38SMyHDfZ7f9lD9i7wVdqenyTW3xAltpBubKXDDyWyJrf9+q/nK+IXhjxz+0t/wU+/aW/ZSsPF3/AAq7RPCXxF+D37UPhH4m6DoC6z4w0bxj4M+E/wCw7d+I0totW1E+HZngtPAHgS08MS3mkTwaFq3iHU9V1qy8VWbWWhw/oHYftWT/ALNP/BNL4P8A7RXju21v4l6h4T+HHwK0TxnJq3iO9k8Ta7c6nr3g/wCH3jTxVqGvaja61qGr67pFrd634yv49QH2vX7vSrixvNS02a+l1K1/onj3hjGZnw94UZVl1SjjOIMRlXCOCw+T0VJVq0eN8iwGJ4fq/XK0aWBisRVyzGYWdJ4h1MLXp1JYpYek6VSt/Vnibwdj854W8Eclymph8fxRi8k4Fy/C5Dh1OOIxEfEXhvLMVwvWePrxoZbFYmtk2PwdSjLFurg8RTqyxqwtB0KuI5X/AIIyE6N+w94E+HEhYS/Do+H5tkmQ/wBn+Nfwx+Hn7T1vKpYlnhcfHKRInBKAxPAm0QFE/VyvzT/YP8D638HvE2o/BzWPLF94d/Ym/wCCfGv+I0RWhCeN4fCXxo+CuvYgO/OdL+A/hxGmeUyHyViKbIk2/ovrOvaH4cs4dQ8Q6zpWg2Fxqug6Db32s6jZ6XZz654p1zTvDHhjRobm+mghl1XxH4l1fSfD2g6cjteavrmqadpOnw3F/e21vL+c+KM4Y/xD4jxuFksU87x+HzlToJz+tYrPsHhc1r1aUYrml9ZxWOq1IRScpe0SSbav+TeMtSGZ+KnFmYYKX1uXEWZYbP1Uw6lU+uY3ibAYLO8VWoxiuaf1vG5jWq04qLlL2kUk21fVooor88PywKKK8o+PPxNb4KfA34zfGVNEXxK3wk+FPxD+Jo8ONqR0Zdf/AOED8I6v4q/sU6uLDVTpf9qDSvsP9oDTNQ+xmf7R9iuvL8l+nB4TEZhjMLgMJT9risbiaGEw1LnhT9piMTVjRo0/aVZQpw56k4x56k4QjfmnKMU2uvAYHFZnjsFluBpe3xuYYvDYHB0eenS9tisXWhh8PS9pWnTpU/aVakIc9WcKcL805xim15B4xZvFH7aXwS0GBFls/hX8EPjJ8StdYuc2OtePfEPw9+Hnw+xGEIzqWkab8XgsjOmF0yVED75Nn1tXxd+zz4o0X4p/Hz9oX4v+HpEvND1X4d/steCdEvwEJm0iDwN4t+N+npvUsMvY/tBWd4yqxUrdRNlhsNfaNe9xTTqYPEZTlNSnKm8p4fymi1UTjVVXNKMuI8VCrF/DKhjM7xOHit1Tow5kpXPpuM6VXAYrI8jq0p0pZHwvklBxqpxre2zmhPi3GQrRbfJPD4/iLF4SMVb91h6bklNyQUUUV8wfHBRRRQAUUUUAFfP/AOzR/wAk68R/9nAftZf+tT/GWvoCvn/9mj/knXiP/s4D9rL/ANan+MtAH0BRRRQAUUV5Z41+Nvwp+HXj/wCDfwr8aeONF0H4jftBeJPFfhP4NeDbmS4m1/x7rfgX4feJvil4xj0ixs4LmSHTvDPgXwhres6zruo/YdCsJhpGiz6kmveJfDemasAep0V8of8ADbn7Nv8AwuZvgMfGHiseOU8aJ8NG1o/Bz41j4Of8LOfTE1dfhev7RZ+HY/Z8f4nmzdU/4VyvxPbxqL8nSToQ1VWshR+E/wC3d+y/8bvHekfDv4deOvE2oa34qstb1H4ea14g+Dvxr8A/Df4w6f4bg+2a7ffAj4wfED4d+F/hN8e7PS9M3a3dXPwa8a+OYU8PJJ4iDtocUmoKAfVumaTpWi20tno2mafpNpNqGratNa6ZZW1hbS6rr+q3uu67qcsFrFFFJqGta5qWo6zq16ym51LVb+91G8lmu7qeaTQr5j+O/wC2F8BP2b9a0fw58Utd8crr2s+HtV8YnSPhx8Evjh8cNQ8PeCNEuoLHVvH3jy1+CHw5+Ikvw2+H1heXC2tx49+IK+GfCCTw3sX9tF9Pvxbcz40/b2/ZX8A+MNJ8F698QtdurrU9J8C69d+K/CPwl+MvxC+E3g3Rvic6L8PNT+KXxw8AfD7xN8GvhBZeNI5be88Nz/FTx54OTVtNu7LVLQyabe2l1MAdF+29/wAmXftef9mv/H7/ANVR4sr6gr5f/be/5Mu/a8/7Nf8Aj9/6qjxZX1BQAUUUUAFFFFABRRRQAUUUUAFFFFABRXzd+0x+1H8PP2VvC3h7xV8QtP8AFGrw+K9X8UaBoGleELLSdQ1jUNa8MfCr4ifFg6fFbavrWhxPPrunfDi+8LaCkFxPJd+MvEHhfTbmOz02+vtY0zoP2d/2hfhx+1B8LrH4w/Cu7v7zwRqfiLxz4d0291SC0tZ71/AnjLXfBl3q0MVpfahENH1yfQn13w9NNcRXtx4e1LS7rUbDS7+a50y09qpw7nlLJKPElTK8XHIcRio4KjmrpP6nUxcni1HDqqm0qsngcYoxkk5fVq3LfkZ9BV4U4jo8O4fi2rk2Ohw1isbHLqGdOi3gKmOm8aoYVVk2lWm8tx6hCSi5/VK/Lf2bPZ767tNPsry/v7mGzsLK1uLu9vLiUQQWtpbRPNc3M87MqwwwQo8skrMojRWcsAMj5h/YYtprT9in9kSC6t57W+H7MvwKl1KG7imhvBqtx8MfDFxqsl7HcKs/22fUZbqe8ecedLdSSyylndmP5rah+1f8dfj7+x18T/hr4S8Dz/FX44ftCeLPj98J/h3Y2vizw38NL3Q/hV8Xv2dPF37Q3wZ8dadqVzY2Oh6pa+Fvh54x8BeD7H7ZqOgz67c2s93f+KJNetbz+0f3GsLK002xstO0+0hsLCwtLaysrG3jSG3s7S1hSC2tIIov3cUNvDGkMUcfyIiKqfKBX0/EnDuYcG5NUybNZYV43Nc/eIhTw+Mw9ZxwXDuFxWEoZgsPGaxlPB5tXz3FwwVbF4bCqssqxHsY1bVfZfY8W8KZpwBkFXIc7ngpZjnXE7xVOlhMfhcRKOXcK4PG4HDZosLGp9fp4HPMTxHjoZfiMbhMGq6yXFewVZqsqFuiiivz4/LgooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigD5m8Cfsu+BvBv7Qvxh/aVuWXWviR8T9Yc6RqPkX2mt4N8GX3wu+AHgDXfBxii1m50zxJ/a2s/ADQvFya9faVZX2kjUpdB0uG2gXV9Q8Q/IPg9Fuv2c/2N/BbqsiS/tlSeEntnUOki/CH4n/GvxMYDGR5ZS0Hwu84IF8qMWoaJQscYH6r1+VPw2H2l/wBkXSgT5dh/wUv/AOCjGoeVkkHTfDmsf8FH9Cs4pEBG9La61bR5VmkLlbm2tyyPLIssf6nw5mmYZnl+PxeYYytiquTSyaGAdWV1hsJw3wRx9Wy3CUIpRhSpUFgqaShFOVWVTEVHOvVq1J/tPCedZpnGV5ljc0x2Ix1bIHkNPLHWknHB4HhLw58Tq+U4LDQiowo0cMsBS5VTjFzrSq4qs6mJrVqtT6ltM6F+3Pr4YsF+Kf7J/hJogzErI3wE+L/jRbnylYkL5I/aPtPP2BQTcQF9x2keVf8ABRDxj/wjPhP9lLRfN8v/AIWH/wAFBv2K/B2zOPP+xfGnQ/iB5WP4sf8ACDefjn/U7v4cj0T9oTTLrw98ef2PPjBpWu6rpt5ZfEHx18AvEukRQaDc6D4i+Hnxz8FP4kv7bUxqOiX2s2Wq6d8Tfgp8I9S0LVPDutaHNFDDrWk6muqadrU1tF81f8FImXV/iL+w14aZlP8AYX7T/wAFPjH5ZI/dr4R/ao/ZY+ErXmD0EP8Awv0Wpk4C/bghYeYA3dwjhKOY8YeHOLqyjVlispqSxCip3pYzhtZzgcDSm5wjGU4YHKcorXpucYwqwXOqkZxh6PAmCw+a8eeE+PryhWljcjrTxSgp3o47hGOf5dl9Ko6kIRc4ZdkmR4hulKpBU60I86qxnCH6r0UUV+PH4KFfKn7c/wC+/Y2/ae0sff8AE3wP+I3guEfxG48ceGdQ8H24Tt5hn1uMR5IXzCu5lGWH1XXyh+2pJHJ8CJdCbLy+Nfi5+zl4CgtlRpZbv/hNf2hvhf4cvIYoEVnlEWl6hf3lyArJFZWt1cz7beCZ1+i4PTfFvC9le3EOSt+SjmWGbb8kk23skm3oj6zgNN8ccG2TduKuH5O3SMc2wkpSfZRinKT2STb0R8p/8EdIb/Uf2SLDx7JpF1pOh/EJvg5J4W+3xG2vtRsPhL+yL+zT+zf4j1SS1ZEeGyvfiJ8E/G0uizMzjUtEOnaxEfI1CIt+rdY3h3w54f8ACGgaN4V8J6Fo/hjwx4c0yy0Xw/4c8P6bZ6NoWh6PptvHaadpWkaTp0NvYabpthaxRW1nZWcENtbQRpDDEkaKo2avjHP4cUcT51n1LDPBYfMMZKeDwk6ntqmGwNGEMNgaFataKrV6WDo0IYitGMI1qyqVI06cZKEa494np8ZcY8QcS0cG8vwuaY+dTAYGdX29XB5bQp08JluGxGItFYjE0cBh8NTxWIjCnCviI1a0KVKE1TiUUUV80fIhRRRQAUUUUAFfP/7NH/JOvEf/AGcB+1l/61P8Za+gK+f/ANmj/knXiP8A7OA/ay/9an+MtAH0BRRRQAV+bn7YHg7wtaftdf8ABLT4gW2gaXD421/9tvxJ4O1nxQlrGNa1Hwt4R/4Ji/8ABVTWvDWgXV7jzZNL0XVvG3izUbG1yI4rvX9RmwWmyP0jooA/nxtviT4Bf4aX37Etv8WPBC/toQ/8FkV+Ml18BV8U2cXxquPg03/BZu0/bOPjlfApmXxjc/DuP9jaWHWJfG40tvBK6Hby+Gf7c3W5sV+ifhh+3F+wv+37+1Z8Ebf4Y/tbfs3+KT+z149+KfiT4JfDDRvjj8L7r43fGb4523wo+Knwi8Y+NdA+E9r4ol+Itt8Kvhp8GfGXxptdPk1Lw7Be/Ei513UPiVYabpXw0+H3g7xl8UP2FooA/I3xP+1T+zH8B/28vjh8V/jf+0P8GfAnwv8Aiv8AslfAL4RfCnxN4s+IXhmx8N+LPiz+y3+0r+3l4f8A2nPhT4R1a71BdK1z4q+DNf8AiV8NfCviz4XaFdXvj9vEWlXehXfhxtS8L3lrZflR8LNVtvgF/wAE3/23f2Hvjp8T/C/gD9uD9o39jr4FeEP2efhD418VR6L8X/ip4w8Tf8Ecv2QP2U/DunfDDw7q8lt4t8c6pZftT/Cv4p6Pq0Pg6w1i58Ja5Hd6z4gTSX1CS4f+qbwr4R8O+CdMutG8L6amk6be+JPGPi65tY57u4WXxF8QPF2uePPF+pGS9nuZlfWfFviTW9YlgSRbS1kvntrCC1sYbe1h6OgD5S/bstJ7v9iz9rRbfU73TDB+zZ8dLqV7GPTZGvIIPhZ4seXTbkalp+oItler+6upLRLXUUj5s7+0l/eV9W18v/tvf8mXftef9mv/AB+/9VR4sr6goAK+Vvh9+1X4Y8a/tLfHH9mC/wDDuveG/GXwlvdKl8Oa1cabr154T+Jfh2X4afB7x74ovdH8T/8ACP2nhjTvE/ge9+M3hbSPEXgZ9dv9ej0nVvDfiy3WXTtburfRfZfi38S9E+Dnws+JPxa8RWeq6poPww8D+KvHmt6ZoEVlca7qGm+E9DvNfvdO0a31C+0yxn1e9tbNrfTbe81Gxt57uaCOW6gjkMq/kR+yfqvjTxL8UPA37SXi3Vxq1r+0r/wUP/bY8OeAFvNHufDXizRPhPovwJ8Q+AfBfhfx14WuPD/h6Tw54k0LTv2HtOs7vTp4L3UnsoNFvvEl8/iq81iC3/Q+EeFaGaZBxdnmaUJLA4LKcZg8mxUcRUoVI8T4fDS4hpQpQjSqUcTD+xsnzSni6GIcP3GLVbDf7RSjWw/6rwLwVhc54Y454kzrDzWW5fkePwHD+MhiquHqx4ywuDnxTQpUYRpVcPi6f+r+RZzSx2GxTp/7LjlXwf8AtVCNfC/t3RXxl+0B8XNE+InwN8I6b8B/ibpOvy/tNfELw98EPh/8SfhT40s9ThistX1fVT8WvE3gvxp4Q1G4SPXvh98MPBnxW16z1HQ9SS90fxH4U8sXen3tnJPa9V+xxqniK/8AgXa6b4n8Saz4v1DwH8Vv2jfhBZeJvEl9dat4m1vw38Ev2i/ir8H/AAhqHifWr6e5vtd8S3HhTwPoz6/r19NJe61qxu9TvHe6upXbwcRwzisJw9LPcXUWGqwztZNPKcRQrUsdD9xjJvGTU4xUKMcVl+OwDhOMaixWExELXozS+YxXCGNwPC0+JMdWWDrQ4iWQTyTE4evQzKH+z5hOWPqRqRiqeHjjcqzHLJU6kY1VjMFiqdr0KsY/UdFZWg69ofinQ9G8T+GNZ0rxH4a8R6Vp2veHvEOg6jZ6voevaHq9nDqGk6zo2rafNcWGqaVqlhcW99p2o2NxPZ3tnPDc200sMqO2rXzk4TpznTqQlTqU5ShOE4uM4Ti3GUJxklKMoyTUotJppppNHylSnOlUnSqwnTq05yp1KdSLhUpzg3GcJwklKM4yTjKMknFpppNBRRRUkBXGeOviF4P+GulaXrfjXWE0XTdb8Y+BfAGlTNaX99JfeL/iT4w0XwH4L0a3tdMtby7eXWPFHiDStPa48gWenQTzapqtxY6TZX19bdnX5l/tb/B7xl+2f8V9Y/ZnsPiZd/Bnwr8EPh18KP2jtM8Y+FbJ9V8Yal8a/HPiX44eF/g7fXMct3pdva+EfhNq/wAItS8c6nodpfQan4z1zUfDECa34estCuzqv0nCuUZfnGbU6edZh/ZOQ4OEcbnuZxp1K1TBZcsRh8K50KFCjia9fEV8Vi8Lg6EKWGr8tbEwq1oLD061SH1vBWRZVnud0qXEGaPI+GcBTjmHEmcRpVsRVy/KVi8LgnPD4bD4fF4jEYrE43G4LA4anRwmI5K+LhXr044WjXq0/Moviz8Jf+Cgn7Rvw78DXvhE6l4B/Z/+PHx71LRJrvWb+IeNtd/Z48Lfsy6zoHxLsoLCLSLi08Onxj8d7e00W0F9rOkeLvC9nb6lfTXWieK7nQrfxL9l/SvhP+yf/wAFH/ib8NbC/k+H2nfHH4wftd+HfDvhW01HxJ/wi3iLxTF8JP8AgnX8f/BOlzaLFcXXhvSpvDuh/ED46XXhXVNQtdOhsrbxBqHhPS75TqGi6LJ+qHwh/ZF+DPwN+I+u/Er4caPd6FqOufDX4ffC/wDsGG4hPhjSNF+Huj6b4ctNS0axNt9tttb8QeGvDHgDQPE95caldxanp3w48G7be3urG9udQ7z49/A7wV+0X8K/FPwm8eDUbfR/EltbG113QprWz8UeE9d0u/tdY8O+LvCepXlnqEGmeJfDWuafp+s6Pey2d1Al7ZRLd2t1aPPbS/psPEHhvBYmpw1lq4gp+H+ZcJ/6u4rCVMbJVcBmOYVsRjq/EMsvqfWsLmeIyrHY11Z4VSwTzP6nGGExuVQlhpYb9gh4o8J5fiqvCGU/60UvC7N+CP8AVXG4KrmElWyzNc1xGJzLE8UyyuqsZg83xOSZnmEq08CpZfLOPqEaeCzDJac8HPCfkF+wX4H8Qar+0X+yj4j0/wCyr8PvCP8AwSF/Y78YeJIv3rzN8WvGOn+Lvh14b1CIIPIjlu/h54Q8RadqEkz+cYdB0mGCIqbmSP8Ad+sTw14c0bwh4e0Hwr4esotO0Lwzomk+HNFsYVCx2WjaHYw6dpdlGABiK0s4IoYlAAVV4Aya26+A464tlxlnn9qLC/U6FDCUsvwlFzVWr9WoVa9ZTr1IwpxlVqVcRVnyxjalBwoqVT2ftZ/mPiRxxPj/AIj/ALZ+pLAYbDYGhleBw7qKtWWEw1bE141MRVjTpRlWq1sVXqOMYWo05U6CnVVL2syiiivjT4AKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAK/Gb9nDUviK/7RsPwt+Iug6XoMvwh/b6/4KE6v4NtbGSG5vb/AOHvxM8F6R8f/CXiLXbq21nWNNn1bVrD9rFp7dbEaVd6VoV3pWiaro9vrdn4gmk/Zmvyn+Grpc/8FKvixpxdd1p4y/aC8TCMsA27T/2Tf+CRnh1XAYkEhPFsygKomILsjiFLlJP0vw9rKeC46wM6FGpTXB2c5vSqzjN18PjMBgMZllKdGSmoRjUwefY+lWUqc5SUock6aU1U/XvC2uqmXeJOW1cNh61NcA59ntGvUjN4jC4/Lctx2UUp4eaqRpxjVwHEuZ0a6nSnOSnT9nOmlUjV+rv2vP8ARPAvwu8QDIfw7+1P+yZKGHBSPxV+0P8ADv4dXcm7+CNLHxrdNO5wq2wmLkJuNfJn7bm7XfiX8SNey6R/svfsp+Dfic7/ALyNY3+Iv7UPg34jrcjhUnNlH+xJLcKwZvsjgOdjyq1fWX7av7r9njxDqPQ+H/HvwK8WBv7h8IfHn4Z+KBIO4MZ0gOCFdgVG2KVsRt8I/tEfEvQvHfiL/gtJ4d0i01W2vvg7/wAE7fhf8O9euNRhs4rXUdem+G/7anxVj1Dw7Ja313Nc6XaaT8TNC02a5voNMvYPEWnaxbLZG0trLUL/AOj8N8PXqYXKs0oUpVKuTZrjk60dsLhMx4k8MchrSnqrxqU+KMbhlbXnxilZxiz6zwkwmJq4LI85w9GdStw/neYp4iNuXB4HNeLfB3hmvKeqfJVpcZZhhY2u1Ux6k04qR+zNFFFfiJ/OoV8hfGe3vfGv7UH7J/wyuLiO28K6Jpvxu/aX1eJUEk+va58GE+F/wy8HeHpg6FYdOt9Z/aO/4Tl50cTjV/A2iQqBFLM1fXtfKni75v24P2fNvPl/sqftieZjny/P+Lv7C/k78fc877PP5W7HmeRNsz5b7fpOFZOGa15pLmp8P8W1ISaT9nUhwrnMqVWN/hqU6ihOlNWlTqxhODU4xa+s4Km6edYmpFR56XDHHFSnKUVJ0qsOC+IJUa0Lp8lajVUKlCqrTpVo06lNxqQjJfVdFFFfNnyYUUUUAFFFFABRRRQAV8//ALNH/JOvEf8A2cB+1l/61P8AGWvoCvn/APZo/wCSdeI/+zgP2sv/AFqf4y0AfQFFFFABWHq3ifw1oOoeGNJ1zxDoei6r421q58N+DdM1bVrDTtQ8W+IrPw5r/jG70DwxZXlxDc69rVr4R8KeKPFNzpWlR3d9B4c8N6/rksC6Zo+o3VtuV+Yv7Y3w48L/APDa/wDwSj+Ls0F9eeND+2J49+HGnXN9qd7eab4d8Lr/AME0v+Cm/ibWYPC+jXEz6d4dvvGWrNoMnjzU9Jt7W98Z2/gT4c2viGa+g8B+GU04A+zR+0v+zgfjK37OY/aA+CR/aESyGpv8CB8VvAh+Mq6a2nLrC6g3ww/t7/hN1sm0ll1QXZ0MQHTmW9En2YiU+o2/ifw1eeJNX8G2niHQ7rxf4f0Xw/4k17wpb6tYT+JNE8O+Lb7xLpnhXX9X0OK4bVNN0XxNqXgzxhp/h/Vby1hsdZvvCniW002e5n0LVI7X8PYbSdv2T72aKLRZfjLD/wAF3I7u8J/sifxVBbP/AMFrbOwilw++6g1j/hhCazjHlBNWT4OS7zjSnkc/Un7Pvw48L/Dn/gqT+3qPDkF81546/Y7/AOCfXxH8W6vrGp3ut65r3ijxR+0p/wAFXmkn1HWNTmuL+5sfD+h2WheB/BumSTtZeEPh74U8IeBtBhsvDfhjRtPtAD7Q+L/7Sn7On7PkvhWD4+fH34KfBCbx3qE2k+CIfi/8VPAvw1l8ZarbNarcaZ4Vj8Z67or+IdQga+slmstIF5cxNeWoeNTcRb4fGP7Tf7Nvw7+Ivgv4QfED9oP4H+Bfi18SIrSf4d/C7xj8WPAXhj4i+PYb+7lsLCbwX4J1vX7HxL4pivb6CeztJND0y+S5u4ZbeEvNG6D5baz8L3n/AAUT/aii+KcfhibwVP8A8E7P2XbPQIfF7aS2nTeGbr45ftzL+0jGINSOyTw0+kr8BE+IDXCtpYgbwimoFQ8Ib8a/2fLXxtcf8Egv+ClzfEiGxl/aLP7Ff7NU3hWLxEujP4uXxLYf8EX/ANjO8+Dzw2t2CY7yL9sBfi7J4C82IM3xNj14aNnUI9qgH9BH7b3/ACZd+15/2a/8fv8A1VHiyug/at+L+o/AD9mj48fGrRbfSbzX/hj8KfG/jDw3Z69Dd3Gh3vifSNBvbjw1Zazb2F9pd/c6Vd68NOt9Qt7HU9OvZ7SWaG1vrS4eO4j5L9uyPUpP2LP2tBpt3ZWjr+zZ8dJLtr7T59QWfTk+Fniw3lrbJb6nphtb2eL5La/le8gtJP3kum3q/uq+cv2zPid8R/Gf7QvwI/Yc+HXhzQNW074z+HH+KXxZ8RasNSWfwN8P/hf8Z/hFrl5qonsrh4FsPEfhbRfiR4ItbG50u5fVPHXiHwHEdV0LS7fWZrv6zgjJ451xNllCvSoVcuwdSWcZ2sVXhhsPHIcmhLM86lVrT0iv7Ow2IjCEVKpWqyp0aMJ1akIS+38OshjxDxhk+FxFHDV8pwFWefcRLGYmGEwsOGeH6cs34gnXxE7qC/srB4qFOEYzq1686WHoU6larThL4h+Ofh39qv4EeHtDuvHvjbwd448K/wDBR/x78C/Avx103XtLudO8Y+Cfj74w+E3j3Tde0T4V6D4a07QPC2g/DOw8J/DH4Q+ALCbxZqHjrxtrCaFqj65dTajfjXB+hn/BQqP40aLo37J3xK+CHg/xl4wvvg/+2n8JfHHxI0z4eeHtJ8WeLY/gz4g8LfEv4UfFOTR/CupLLLrU+p+HvidcaHcvpVrLqOhWus3Xiw3mhWWg33iTR/Tf2wf2bNX/AGj9P/ZzbQtb07R9T+Av7XXwC/aQFtq7Txadr+lfDLxHdReKNCkuLXT9SuYb+48I6/r93oKrbrbXfiCy0rT9Ru9P067utRs/r+vtsz8QMJWp8DZ4suyTFZll8+IqGf5HTwKwWXV8JXw2AyXB4athsPGlQVKpw3Qw+X0Z0YOjGGDhCpRqeyq0p/ouc+KGCxNLw44kWU8OY3N8rq8WYbibh2llscuyrE4HFYTLOH8BhMRg8LCjhlRqcJ4fC5XhqmHpvDxp4CnTq4er7CtRqfzDf8E9vjD4l8Gz/wDBK/8AYf8AFPwm8WeHPEPwz+Pf7c1/438fa1PZweGl+I/wq8F/tdaD4o+GvhAWgvrfxodCs/jPoV94j8ZaPqp8L2GpGDw9pF14g1JPEH/CN/r/APCPxV/wgn7Hn7RnjcSiA+Dfi5/wUr8VecWKiH/hHv2tf2nNX80sOVEf2PeWHIxmvq/xV8Hfhr418efC74neJfCen6j4/wDgtqXivVfhn4q33dpq3ha58ceGNQ8H+L4LaexuLYXmm+IdB1KaDVNI1Jb3S7q7ttM1V7M6ppGl3lp+c3i/UbSw/wCCbP8AwUD0K/k+x6zZ65/wU48MzabNj7W3iD4ofGr4/wCv/D3RoIozIbnUvGGmfEjwPLoNnb+bPqEviXS7WCNrm4WKvoM+4oyrxNzDA4/B5LUyfFZpxdw3LiXBxxFTG0a2a59xj4mZxjcZgZ1ak6v1J0OJctwihOlh40sUpUFTkp06+I+n4m4yyTxhzXLczwHD1XIcZnPHXCUuLsvjiquY0K+dcTce+L2fZhmGXVK1Wdd5dLDcW5RgeSpRwkKGNUsNGlKM6OIxX1l+wZcLL+xP+yda4ZLjQv2efhH4S1OJhhrfW/BngjRfCevWrDghrTWtFv7Y5AOYjkA5A+sq/nN8DfHH9qL4LfHT4nfDrwnofjS8+E0v7eHwm/Z3sfEtparf+BvhF8Or/wDa+s/iJ42l1Ox1pLvw5pXiD4s+CP20vhb8KNJu7SxTxfqeleGpNS04xReB4NU0D+jKvhvE3hfFZFnlfNqmLwGLwHFGOzDNsrng8TGvUWGxccFmnLioRv8AV6tJZtDCulVlGvKphq1b2McNVwtbEfnHjDwZjeGuI8RndTG5Zjss4yzLNM8yapgMXHE1VhMbHL845MZTin9VrUFnlPBujWlDEzq4SvXdCGEq4OviSiiivzY/IxCMgg5wQQcEg88cEEEH0III6gg1/Pr/AMEMrb46eKdd/a1+OHxsttQvb34j+Fv2I/DNn4y1XXYdZ1fxbfeA/wBnC21mDUtbkvL2bxLc63qXw1+I/wAKvFOra7rFr5Ot6l4pvGttW1W/stXa3/oKJCgsxCqoJZiQAABkkk8AAckngCvlX9hNdn7EP7HAK7W/4ZW/Z53gja24fCLwep3AgHcAoU55GAO1fovDvELyfw88SMrhl+ExEuLMTwVklTH1VJYvLsNg8yzLiWp9UlHRwxeJyHBUsTSn7k4wpVL89GCf6twpxVLIPCvxayWnleCxU+N8X4ecPVcyr88cblWEwGb5vxdVWBnF8rhjsXw1gKGMo1FyTjCjWup4eCl9V0UUV+dH5SFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAV+fP7PXwc8VaX+3D+3v8bfE2mapZ+HPEfin4PeE/hRNqWnXNja3ton7O/wRPxT17w/cXMUS6vpOs634W8DeHbnUbEzWCa18PtS0sTtf6bfwW36DUV7WVZ5isownEGEw0KbXEWSxyPE1ZXVShhVnWT5zOdCS1jUrTyenhKuqU8JicTTd4zaf0OScR4zIsDxTgsJCm1xXw/DhzF1pXVXDYNcQ5BxBUnhpLWFWvUyClgazulPBYvF0ZXjUcX8q/tyfuv2Pv2j9R6Dw/wDCPxj4tLdkHg/S5fFJkJ4CiMaOZCzMiqFLPJEoMi/KXxCAvv2F/wDgqf4nwC3icft5gygDMg8CfDnX/hIoL9X8j/hXht+f9WYmiGNlfp14p8L+HvG3hnxD4N8XaNp/iLwr4s0TVPDfiXQNWto7zS9b0HW7KfTdW0nUbWUGO5stQsLme0uoXBWSGV0PBr5O+OXwL8J+BP2C/wBoj4FfCPQ08P6FJ+zf8evDugae11qOsXdxq/i3wJ4xmv8AVdX1XVby81nX9e1/X9YvNY13XNY1C91bWdYv7zUtRvLm7uZpX+x4P4gy/DYXIsmqLEU8d/r1lOPliHCl9S/smtiMnni41KvtlWhXpYvJ8DUjTjh6lOrSlUnKtSnRjTrfe8BcU5Zg8Hw1w/VjiqWYrxKyTM54p06Ly/8AsSvishnjYVa7xCxFPE0cbkOXVYU44WpRrUZ1ZyxFGeHhSxH2dRXiXwk/aF+FPxp1HxV4d8DeK7HVPF/gDTfh3qXj7wssd5b6p4Xg+KfgTR/iL4IubiO8tbZb/S/EHhjWbe603WdMa80q5ubbU9NW7Gp6Tqdnae21+f43AY3LcRLCZhhMRgsVGnQrSw+Ko1KFZUcVQpYrC1lTqRjJ0cTha1HE4eqk6dfD1qVelKdKpCUvy7MctzDKMXPA5pgsVl+MhSw1eWGxuHq4auqGNw1HG4OuqVaMJuhjMHiMPjMJWSdLE4WvRxFGU6NWnOWN4i8RaB4Q0DWvFXivW9J8NeGPDelX+u+IfEWvajaaRomhaLpVrLe6nq2r6pfywWWnabp9nDNdXt7dzw21rbxSTTSJGjMPgP8AZy+KPir9oX9qj4tfEDVvhX4l8BeFvgv4a+JXwD8IeJ7+dNY8JfEa50n9pj4jeCvE/iPwf4itrW0t2eZ/gToUviHw1ewW2t+G7y4s0njv9Dv/AA74i13W/wCChHw2ufjx4I+Dv7Nj+KLvwp4d/aP+KXj34WeKtRtbM6jHHbwfslftOfEjwhqN5p0V/pF1qtt4U+KPw98A+Nzo0Gt6PHrk3hiLR9Qvl0y+vY5PqP4D/C0/Bb4R+CPhpPrg8U6p4c0yd/EfipdN/sYeK/GGuale+IvGnioaOb/VW0r/AISXxZq+s65/Zz6pqcll9v8As0mo3zxtdS/a0I5JkXBU8bKrDF8V8Ue0w+Dw0qeNpxybhuOJxeCxWYUq8HDBYnG5jjMuxmXV8LXjUeGwU6GIoSdStWVH9Ew0OHeGvD2pmE60Mdxvxl7bC4DCSpZjShkHCUMXjsvxmaUMTTlDL8XmGbY7K8flWJwWKjVeEy6ph8VhpOriMQqHrlFFFfn5+XBRRRQAUUUUAFFFFABXz/8As0f8k68R/wDZwH7WX/rU/wAZa+gK+f8A9mj/AJJ14j/7OA/ay/8AWp/jLQB9AUUUUAFc/rPhPwr4j1HwnrHiHwz4f13V/AXiC58WeBdU1nRtO1TUfBfiq88K+JvAt54m8J319bT3PhzxBdeCfGnjHwdc6zo8tnqM/hXxZ4m8PS3LaRr2qWd10FFAHhy/sxfs1p8Z2/aPT9nr4HL+0O9obBvjyvwm8BL8Z2sW0saGbJviiNAHjhrQ6KBpBtzrphOlgaeU+yfua9RtvCfhWz8Vaz46s/DPh+18beI/D/hnwn4h8Y22jadB4q13wr4L1HxZrHg7wzrPiGK2XV9U8P8AhPV/HvjrVPDOjX15Pp2g6j408WX2l21rc+I9YlvOgooA+TNT/YV/ZC8VaBpHhz4m/s5fBP4z6f4c+KHxl+MPhU/Gb4S/Db4lXHhHx58efi14r+NfxG1nwq/ibwpeR+H7nVvHnjHVdQa90yK31S5WOyl1bUNT1KGXUZ/QPGX7L/7NHxG+JHgz4yfEL9nf4F+O/i98OVsE+HvxV8ZfCTwB4o+JHgNNKvJdR0xPBnjnW/D994n8LrpuoTzX1guiapYizvJpbq3Ec8jufc6KAPl/9t7/AJMu/a8/7Nf+P3/qqPFlZnw1T+3f2wP2o/FKlnt/C3w6/Zu+DUYJDxwarokXxY+Lus+Vnc0Mt1pfxq8Jfa0jMazR2dg8iO0UbjT/AG3v+TLv2vP+zX/j9/6qjxZVP9mZEu/Fv7XviNVUf8JJ+1VrX7xQB5n/AAhfwV+B/wAL25HJ8uXwJJEwP/LRJD/ESfo8mfs8p4tqPSM8lwWEg/8Ap9W4kyPExjfpzUMFib9Wk1s2fWcPv2WScc1paRqcPZfgacv+n9fi3hvFqCfTmwuX4y/eMZLZs+rKKKK+cPkwr8gPi1fWD/t03/7KFhbX+qn44eNv2SP2zNY0a08Pa5qmm6bpHwkv/iDpXxD8T69qNpptz4c8PaFBrv7M37OehibX9T0x9b8VePNPsNLs9SvZ7x1/X+vF7j4DeAp/2h9J/adSHULX4n6Z8GvEHwJnuLea0XStZ8B65418NePreDV7aSxlvZb/AMO+IPDs8mgXFnqNlbw2/iXxFFqFpqLz6dLpn2PBue4HIMTnNfGwxEpYrIMbh8tlh+VOhndDEYPM8lxFVyjJqjRzHL8PKo4Rc3G8FOkpSrU/veAOJcu4ZxfEGJzCniZzxvDGYYTKJ4blTw3EWHxWAzjh/F1nKM2qGHzXK8LKq6cHUlF8inQjOWIpeRftN/BLwuf2fP2otQ8G2t/4a8beLFf9oePXtI1XUjdp8evgz4V8D6n8KPG9vaXlzd6bBL4e1j4J/C64l0OCxj8Pa0/h1n1rSr+fVtYlv9zxn+0xpWl/szL8dvh1Fo/xQ1XWG8H+DPBeiaRrls2k658YPHnjzQvg/wCHPBWr65psd9DogtPiz4isfCvi+doHn8My22rJeWiXWny2y/S+taXb63o+raLeKHtNX0y/0u6Q9Ht9QtZbSdTkEYaKVgcg8Hoelfzq/Brxl8O/2X9D8H/sNfHz4zfDfw1d/BP9t/4B6/8AGDxD4o8Tnwz4G0+x1r9k5/2yNF1m28W+NLTw5oVzouuftVfDTXdC0pbq7stXWcaNc6xo2mXviHRrXUPseBsknxxldXC1Y5hneP4TznL+IK2S0aOMxuJzHhKphsHleewpSwvNi1LDf2Vw5lWCo0pwblmGHw+H5Jqnb7HgnAYHi3hjMK+fY2tjV4d55lnF2Z5fip15QxXAVXC5fkvEsp46M4VsNHBvJeEcky+lHEUU5ZrhcJhHCq6KX7ifs0fErxL8WPgz4Z8VeOLTSbHx/Yar45+H3xFtvD9te2nh5PiP8JPH/ij4VfEJvDtvqN1f3sfh+Xxl4M1ubRFub+/mXTJLVZb25kVpn93OcHABODgE4BPYEgEgE9SAcdcHpX5P/sgft8fsRad8OfiPoWs/ta/s7eHdV0X9q39sh7i08UfF7wN4WN/p/jP9qr4t/EXwp4g8OTeIda0y38W+E/EPgzxt4b1rSfGPhaXWfCt4t7dWMOsNqekazZaf6R+1t+0z8LPEHwI+H6eBv2kfhF4Q+E37TPxO1j9n3X/2odN+KnhiHwn8M9Al+GPxZ8YeLdb8KePLLXbfwxD49uofhpf/AA/8GXt34itrfw/458T6LrM1rrT6WPD+qcud+F3F8ONMdlc+EOIsiy/GcR5lhMDWxfDucUMLTwcKmMx0Fg4TwkamOdPKcNWxeEwWD9tjMdQoqGCp16k4Rl8Fm2XZXjfEHPcnwmNyzJ8qjn+dVI4mdWLwOV5BhsTisW8dCEJuriMJhspp/WcLRw3tcRjqao0MDHEYjEUIVPJ/2Rv23tY+Nf7J/wAeta+JHiG3u/jn8KfhVefGzxnpWn6PNptl4a+H/wAc/hxrPxz+Cdlaahb6Vp+i3sWjeC74+Erdorm51+S38IQ6x4mH23WIr7UP0U/Z+8ODwd8Bvgl4REYiHhX4RfDbw4IlBVYxofg3RdMEaqQCAn2XaAQCAMYr8Qf2hP2uP2J7bwh+0ZoPwZ+OPwb0Dw54j/4JmfHL4MeEfDMfifRPA14uvfCO11HSvhF4X8N+Gtal0PVbxPGeh/Fq81H4PS6Tp81n8QvCts+veA5ta0SE3ifqXo/7fX7LHiCbWrL4a+J/iH8ZNJ8J6la+HNU8Vfs7/s6/tG/tEfDaz1l/D+h+I10G0+J3wL+E3xB+HOoarYaH4h0S41TStL8UXl7okl9Hp+rQWOoRT2kX2PH3htxhOhVx3D/hfxvlOXZ5nFfOK+TrhjOJyyX6nl+U4OpSq0qGV0YYLCf2zm2aUsBh501HC0KmHwSr4qcfb1fqfEvOOD8VgqWbcJQwOUZNxlxDic8o5JDH4Cq8rngMlyqhWw0KWFhh6eFwf9sZnxA8swSpNYLAxp4RYjGOhPF1ftCivz41n9or9rvx7dv4x/Zx/Ze07Ufg34P8VW8Ovn4+a544+Bvx2+Mvh2w0vVIvFNh8Ffg743+H2hL4QvrbW7nSF8MeJ/jx4t8AWniK50HXtJbwtYaBrei/EC22bT9vvwRod14stvjf8Cf2q/2b7bwfq8emar4m+KPwO1nxN8N47M2mjX934mu/i98B7/4zfCXQPBmkWmvWMuueMvFXjfQfC+ltFq0c2rs2g619g/PZeFHG7pwWDy7BZvmCpxni+H8jzvJc64qy2c6lCl9XzLhbLcfic/wmKpyxWHWKoTy51MBVnUwuPWFxmFxmGw/4z9ewyb5pypwvaNarSq06E1ZvmhXnCNGUXZ8sue00uaHNGUZP7uor4d8C/wDBTD/gn18RPCul+MdA/bI/Z30/SNY+3fZLPx18UPDHwu8VQ/2fqN5pc/8AangX4mX3hHxvofmXNjNLY/234e0/+09Oez1jTftekahYX1z1v/Dff7CX/R6v7JX/AIkd8Hf/AJsq4cT4X+JeDxGIweM8O+OcLi8LWq4bFYXE8JZ/QxGGxFCpKlXw+IoVcvhVo1qNWMqdWlUjGpTqRlCcVJNKo43BySlHF4WUZJOMo4ik1JNJppqdmmmmmtGmrbn1rRXxd4f/AOCjP7B/iGzmvU/a5/Z+8P8Ak313ZfYfHfxS8IfDrWZ47eQfZNYstD8dar4e1i+8Na/Yva634U8UWdjP4e8WeHdQ03xB4d1LUtH1C0vJdz/hvv8AYS/6PV/ZK/8AEjvg7/8ANlU1fDPxIoVJ0a/h/wAbUatOTjUp1OFc9hOElvGUZYBSi/JoaxuDkk1i8M09mq9Jp/8Ak3mj61orwv4a/tQ/s0fGfxBceE/g9+0P8Dfix4ptNJudeu/Dfw0+LPgLx3rtrodnd2Fhd6xdaT4W1/Vb+30u2vdU02znv5oEtY7m/tIHlEtxErd348+J/wANvhZp1nrHxN+IHgr4d6Rfz6jbWWreOfFGieE9LubjSPD2teLtWih1DXr6wtHfTPC3hvxB4j1ACb/Q9D0TVdUuPLsrC6mi8DE8O8QYPMYZPjMizjC5vVgqlPKsTlmNoZjUpuE6iqQwNWhDEzg6dOpNTjScXCE5J8sZNaqtSlB1I1acqa0dRTi4J6aOSfL1XXqjuaK+HfFP/BSj9hbwu+hQW37S3w4+I2oeItc03w9puhfAm+vv2ifFB1PWr+00bRUu/CXwIsPiL4osLbWfEGp6N4Y0m9vNHhtNR8Ta7oegWk0uqarZWs3W/wDDavwd/wChN/a1/wDEBP27f/oca+hn4YeJdOjQxFTw845hh8S6qw9efCefRo13QkoVlRqPAKFR0ZSjGqoSbpuUeZLmjfFY3BNuKxeGbja6VeldX2uue6v079D61or5K/4bV+Dv/Qm/ta/+ICft2/8A0ONH/Davwd/6E39rX/xAT9u3/wChxrH/AIhx4h/9EHxn/wCIvnn/AMwj+uYT/oKw3/g+l/8AJea+8+taK+Sv+G1fg7/0Jv7Wv/iAn7dv/wBDjR/w2r8Hf+hN/a1/8QE/bt/+hxo/4hx4h/8ARB8Z/wDiL55/8wh9cwn/AEFYb/wfS/8AkvNfefWtFfA2n/tteNWg8SeLNV/Yh/bBT4QWXxDsPC/hf4l6B8P9C1PXtX8GXWp+HfC138R/EH7N+ueKPCn7XGgWOmeLL/xFPd+HNE+AfjPXpPh1oVl8QrOC6t9XutF0Vngv/gpB8BfF+oeKdDufBX7T3hTxT4Z+IPj3wIvgXWP2VPj34g+JGrWPw/0P4VeJbz4jH4afDbwL498feDPh34g0P41fDnUfCup/FLw34A13VYtfijl8OWU8bxV6kvCPxHlTxFTCcK47N1g4r69Dh6tgeJK+X1lSpV6+BzHD5DisxxGX5pgKVenPNMpxlKhmeU3kszwmEcJqMfX8HdKVeNPm+F1lKipq9lKDqxgp05vSnUi3CppySldH35RXyV/w2r8Hf+hN/a1/8QE/bt/+hxo/4bV+Dv8A0Jv7Wv8A4gJ+3b/9DjXl/wDEOPEP/og+M/8AxF88/wDmEv65hP8AoKw3/g+l/wDJea+8+taK+PX/AG9v2VtLvobDx98RtX+BrXcLzaZf/tN/Cz4vfssaHrZiJ8+18PeIf2jfAXwu0LxFqNuo8240zRNRv9QggInktlhJcVdS/wCChn7FNteaBpHhz9o34d/FnxP4p1ebRPD3gb9nm9v/ANpf4j6reWug634mvprb4a/s+6f8TPHp0jTdC8O6vqOq6+/hxNB0qK2jTUdStZ7yxiudY+GPiTNqMPD3jicnSqV1GPCefSbo0oTq1aySwDbpUqdKpUqVPhhCnUlJqMJNH13B/wDQXht0v49LdtJL4922kl1bS6o+zKK+Sv8AhtX4O/8AQm/ta/8AiAn7dv8A9DjR/wANq/B3/oTf2tf/ABAT9u3/AOhxrL/iHHiH/wBEHxn/AOIvnn/zCH1zCf8AQVhv/B9L/wCS81959a0V8lf8Nq/B3/oTf2tf/EBP27f/AKHGuG1H9o79oD4wtrOifsq/s9+LfDsekeK/DGjz/G39r3wT4v8Agp8NbrSyfCviDxnP4S+EWvzeFv2kPGNzaeG9V1bwzpOpar4D+Hvg6Xx3ayGz8U69pGjais/RhvDTjWpUvmWR4vhjAw5JYjOOL6c+F8nw1OdalRcp4/Oo4OniKydVVIZfgFjM0xNOnWlg8DiXSnFJ4zDW9yrGtJ35aeHft6knZv4afM4rvOfLTi2uaUbo+7qK+DbT9oT9tHw74vPhfx3+wD4j8XaHYTazb3fxN+AP7QXwG8SeGdfjTR/CGoeFtS8N+GPjd4w+AfjKyOo6hf8AjjRvGGk+J7HSl8I3nhjQpfDeufEmw8VSX2gw6J+198e/FOoaFfeHf+Ccv7WI8DXB8caX4m1TxX4s/ZN8DeNdJ8T+Ftdg0HTLXQ/APij9pKwl17wxrFzYeKpn8X6jrvhmxn0+z8Ma34OtvGugeLbfVbDqfhdxOqarRx3AlXDvDxxLxNPxS8MpYenCpRxmIo0cRVfFyWDx+Io4DFSoZVjPq+aVZUvZQwbrShTkvrtC9uXFJ3a5Xgcam7OKbS+r+9BOcU6kb01e7lZNn3xRXx1qn7U3xK0CwuNZ8Q/sJ/tf6VoGnCO51rVbK5/ZN8cXOlaSssY1DVIvB3ww/aq8dfEXxOdNtDLetofgfwZ4p8U6kkDWuiaFqeoSQWkudZ/t3/C268Ta5oUvwk/bQsdL0jTdCvbPxjc/sH/tiyeH/EN9q0mrrqGh6TZWPwSvPFtrqXhmDT9OutYm8Q+GdD0m6h8R6SPDup67LBrcWkckPDXjbEUquIyzI5Z/QoxlKtX4Wx+V8WUaMo1cPSdCtV4ax2a06WKbxVGpDB1JRxc8P7XFwoywuHxFak/rmGTSnV9k3sq8J4du6bulWjTbWjTkrpStFtSaT+1qK+Qbz9tn4VQ2sz6b8OP2vdc1HaFsdGtP2Ff2ytIudTu5GWO3sYdV8XfAzw14W017iVkjF94i8Q6Lo1ruM+o6nZWqSzpwvw4/4KNfA34iaf4l2+Af2ptB8VeA/HXi34ZfEjwPb/sl/tCfFTU/h78QPBeqPp+s+FPEPi39n34ffGH4VXWqNZvpfiOzj8OfELXkk8OeIdB1C4a1mvzaQ6U/CvxKq4PE46nwHxZOjhKlCniYRyLMXjKSxHOqWIll/wBX+v8A1F1IewnmEcM8DSxVXD4SriIYnFYalVHjsGpRi8VQvJNxftYcrta8ee/JzWd1Dm5nFOSTjGTX3xRXxXrv7cPg61Fr/wAIf8B/2yfiGY/P1DxKNN/ZH+O3w+PhTwpp4jbV/FUx+OXgv4UL4x/s7z4BF4I+GLeOvilrpkYeGPAmtm3ufJ3/APhtX4O/9Cb+1r/4gJ+3b/8AQ41hLw08Qo06VRcFcTVHV570KGTY7EYzD8klFfXsDQo1Mbl3tb8+G+v0MN9bpKVbC+2pRlNNY3CNtfWaKtbV1IqMr/yTbUZ2ulLkcuVtKVm0j61or5S8Mftv/ss+JfFdp4Au/i3pfw5+I2qavoeh6B8Mfjvoniv9nT4peKtQ8TTQ2fhweD/hj8edB+HHj7xbaa/qU39jaLqPhzw5qen6prcNzo1jcz6lbTWyfVm5QwQsodlZlXI3FVKhmC9Sql0DEDALqDgsM+DnPDvEHDtWjQ4gyLOMjr4mkq+Ho5xlmNyyrXoNRarUaeNoUJ1aTUov2kFKPvLXVGtOtSrJujVp1UnZunOM0n2bi2k/J6i0UxJI5VLRukih5IyyMrqJIpGilQlSQHilR45F+8kiMjAMpAJJY4UeSWRIo40eWR5HVESOMbpJHZiFVEXl3YhVHLECvHs78tne9rWd79rb38jQfRSKyuqujK6MoZWUhlZWGVZWGQVIIIIJBByOKWkAUUUUAFFFFABRRRQAVWvbO21Gzu9PvYUuLO+tp7O7t5BlJ7a6ieCeFx3SWJ3Rh3DGrNFNNxalFtSTTTTaaad001qmnqmtUxxlKMlKLcZRalGUW1KMk7pprVNPVNap6o/AT/gjZc3M/wAf/wBuS1vbiW7v9A+EH/BNHwdqNzPsNxNqPgf9mPXPB2oPcFFRTcm90Of7RhF/fb8qDkV+/dfkH/wT6+BniD9n79qv9tPS/GGnf2PrPxb0vwL8SNEtWu9PvTfeD9B/aF/bI8E+Dr5J9MvL23Xf8Lbb4Uao1lJLHe6Zb+IbDTdStbLU7W9srb9fK/V/G3MMHmniLmWOy6tSxGBqZHwRQw+IoShPD11l/A/DmW1qmHqU26dSj9YwdaFOdNuElHRn7b9InNMvznxXzbMsqr0sVl1Xhzw6w2FxWHlCphcSss8OeE8pr1cLVpOVKrh/reBxEKVSlJwlGHuvSy+T/wBoGUT/ABs/YX0y3Vp763/aM8f+Kbi3j2l4PD2lfse/tP8AhnUdWk3MoFpaa5428LadKwJb7RrNoiqxevrCvjTX/EXhrxH+3d8F9I0nXNK1zUPAn7O/7XFh4o0vTtSt9Rn8IeK7vxr+wrquk2uv2VrNMdD1258HeK2v7CLUYra+m0DxCtxAGstSRpvsuvjc/pzpZdwdCpTnTn/q1WqONSMoScKvFPE1WlNRlZ8lSjOnUpytacJxnFuMot/AcTUqlHKuA4VaVSlUfCNeo41YSpycK/GfF9ejUUZJP2dWhUpVaU7WqU5xqRbhKLZRRRXzJ8gFFFFABRRRQAUUUUAFfP8A+zR/yTrxH/2cB+1l/wCtT/GWvoCvn/8AZo/5J14j/wCzgP2sv/Wp/jLQB9AUUUUAFfmT+2H4R1NP21v+CVPxBl8ceLpNLf8Aa+8e+BNM+HUOoCw8D6dPcf8ABNj/AIKYeJfFHi290zT0tn8UeJPEZ0zwPpdpc+K5NZh8E6f4OmXwHF4cl8dfEOTxP+m1ef8AjL4W+BPiB4j+E/izxdoX9r+IPgd8QNS+KXwt1D+09YsP+EX8d6v8LPiX8FNQ137LpmoWVlrf2j4ZfGD4i+Gf7M8RW2r6PF/wkX9swafF4g0jQtV0wA/DGP4X+Cl+Glz+2+fhd4Xk/bJf/gsnH8JJPjq3h2BfjDD8Ex/wWZt/2IIvAH/CbwpH4v8A+FXH9kNYtOXwFcarL4Ea1mHir+wTO0V2h+yF8L/BXgPwL/wRN/ac8JfC7wv4V/aO/bMuNGb9sj4r6L4dg0r4jfFub4vf8E4P2nf2nviFF8Y/E1kkGt+OGsP2hfh54IutDHj+712TwXPZQaDoDaWs7wyfrBF+xL+zlB8Z7j48ReFvGieN7rxiPiPc6EPjb8cz8F5viSNPh00fEqT9m8/Eg/s8N8R1ht4LpPHx+F3/AAlyavDFry6yNcRdRB8LP2Jf2cvgx8Q5fid8P/C3jSx8Qxy+KpvD+jeIPjb8c/Hfw0+Hk3je+m1DxbL8IPgz49+JHib4QfBeTX57m7i1F/hN4G8GNNp97f6VldLvruzmAPlv4n/s9fBj9rX9v741/D39pr4TeCvjD8PvhB+xT+yz4m+D+nfEXw5p/iTTfA3jr45fGn9trQ/i3428BHWILmPwr8RYtE+Bvwat7Tx54XOl+MfC9vb2n9n61ZLqUe78hvhhoiftBf8ABNn9tv8Abl+Ofw30Px5+2f8As5/sdfAfxl+zp8WvF3h59T+Knwp8WeDP+CO37H37XOkXvwr8Vah5vjPwTd6r+1B8VfidqfihvCOr6TN4zv5bzQfEzastrcwN+9fiT9gT4LfEmK2vPi7rXxl8Z+LbHxJ8cLu28b+Gf2i/2kvg74ovvh98Z/jL4t+Li/BfxbrHwm+MnhTVPH3wj8DJ4ksfBnhL4b+NtQ134e6D4a8PWGleGPCHhrQfK0C06Dxh+wZ+y5458b6X491nwJ4n0/UNO0jwPoF74W8F/GT42/Df4S+MtD+Go2eAtI+KXwN+HnxG8L/Bf4v6b4TtRHpui2XxT8A+MLe00aC10RIzpFpbWUQBQ/4KNalreifsAftt65oFxpcF/of7JX7R+tFdX0271S0urfS/g141vZbIQ2Wr6LNBNdeSsUd59pnS2yztZXPCD5R/ZB+M37WXg7Tvijp3i/8AZK8SfHLwhr/xt+P/AIs8KfG/9nnxl8FPC1l4yvZvj38SvDmsW2u/CT4/fHPwNrXw9S0Xw7Z33h63074i/FKG48OalpUFxrb39nfSt9V/8FJI3l/4J2ft7xRqXkk/Yt/aljjQdWd/gb46VVHuzEAe5rpv2GT9p/Y+/Zx11gVl8bfCbwl8SbhWxvW7+J+nR/ES8WQgsDKt14nmWYhnBlDne+dx/TuHM3wOTcBcQTxfDPD/ABH/AGjxJk2CcM7jm9KpgvY4DM8ZRxWDxmQZxkeZU6kXTr0JYatja2WYinialTE4Cti8Nl+JwX2UMBRfh1mOY0q2Iw+Nlxnk2XVpUa79nXwLyXOsXGjWwtVVcNLkxVGNWnXVGOIg1OnGsqc6kJcT4s+Nf7YHjH/hGfCfwZ/ZD8W/CTxB4g8W6NZeIvi3+1B4m/Z/8QfCv4a+BLf7TqXivxI/gL9nz9qDxj8TfiV4turKwTwz4L8Fadc+BtGuvEfiCx1nxP4/8P8Ah/RNRjv8m98Pf8FP0vNZ/s/4vfsJ3NjbeMPCVh4fe7/Zy+PdjPq/gO8j0X/hN/E+sWsX7U+ojQvFXh2W98RDw14Ks9Q1/S/GC6Doj6j468Ef8JDqEOhffFFclDxBWBhTo5XwN4eYChGMnWpV+HJ8RTxWIliaNZ4mpjeMMfxHmVCX1egsvjhMBjcHlsMNUrYiGBjmlaeYv4J4Tmbc8Vi5vo1WVFRXK1yqOHhRg/efPzTjKfMlHm9muQ+A/Aq/8FRNY0fRdD+JUv7B/wAPPENrd6ze+Ifib4Ig+Pvxk0LWrRmb+wvDmj/BHXbj4Fal4dlRLqNtR8X3vx+8Sb5NIkjh8GKmrJPp+B8TfjJ+3l+zhbeOPEXiv4O/DX9rzwBZ/CnXPF2heKPgFZ237OWs+AvHfhK4nudT8PfFXwX8Z/jv8VbvXvh94k8M3VtrOi+O/hPrHibxloWpeGPEmg6n8ItWj1nw7rNfo3VPUbGz1TT7/TNRhjuNP1GyurG+t5f9VPZ3cElvdQycj93LBI6PyPlY811YfxFwc81jWzPw98PcXkFeuqmY8OYfIcTl1Gs6mKWJr1sHnuXZnhOL8tqqf+7YXL+JMLlFGnGOD/s2WXSrYOrLwklC0MXi41UrQrSqxm1aPKlKlOEsPNWXvSnRlUbblzqdpL4K8AfE79qT9onX/i14m+DHxQ/Z08BfCDwr8QdK8FfD6Pxv+zt8Sviv4o8S2UPwn+GPizxL4h1LxR4f/ap+EGjKkPjzxd4r8MWGn2XhCPyNP8N201zfXd1cTlPgLwf+xp+1uf8Agr5oX7T/AMS38E+IfCvhKHwhqXifxZ8MvCPifwJ4K8Z6X4q/Z6/aq+E+keJk0Txt438VLovin4d6npHgvwZ4n8C6L4w+KWufYPiJ4X8d/wBp6BoOsX+lWH2//wAEjvBmp+C/+Cdv7MS67LcXWv8AjHwRcfE7V9QuyGu9Rb4ma9q3jbSbmdwFDiPw5rWi2VscALZWlqg4QGv0fr7zibxAxnhhxh4rcD8IYHhWtkscu4p8IqOaPhnJaWZYjJaNSnw3mmdxzXC4PD5pi8dn2Fy7FYuc8yxmMpUcRmf12lRp4vB4Kph/c4Vz7GZPgs1qUnXn/rPw5XyfMcNLHY6jh54XH4rAZnGFalhsRRdaOBxmAwWLw2Hc4YeWMweGli6eLwkcRg8V8T+FfDPhnQ/2u/i14O8a+HdB8QTfEi98Kftg/BzWdd0nTtRvdD8Z+D/hn4M/ZY+KUfhiW8tnl0nVfB3hjQvhlc/2xp5TUGsfjJqmnG7W0klgb5g+F+mfDD40ftS/s7fGq3+D/wAIPDvxcl+IH/BRHxZrfxK8IfD7RNJ8aeJvCX7OnxR1H9j7wcPEfjQx3niXV7y+8I/Ebwnf65b3Wty6dea1A2oabpel6fBYWNh9mePv9D/bI/Zn1I8fbvgh+1d4RB7FtV8S/sv+KwuOeSvgRmB2ggIw81Qxjm/Nf/gmjZ+MdR+PF7/bdrLD4f8ABvwl+KPxT8I3ofzItV8LftveNfgd44tnkEkYNvJbfET9nf4uoIodocN502yWV4E5cirYufCmdcQ08zxWAqUeAcLl2MhSx+Iw9Grk2Iy/jvgZ5TTpQqwjWw2Z5jgeHMfi8FONWlWx0a2KcFGLcP3fKMhyvOOD864yxtDAxx2V8DZPiJzxEaco06VLJfEjwwwVPBRqJv63isblfCOMlbnqwxdOtiKUqVGnal95ftLfss+Kfj98Y/gVrdt4m0Hw18JPCHhL4leGfjFpLWMl94p8caL4h+JX7NPxN0DwboMEto2i6fomuat8AodI8davqM9zdf8ACIXl74f0nSHutcXXPD32P4c8OeH/AAd4f0Pwl4S0PSPDPhbwzpGnaB4c8OaBp1ppGh6DoekWkNhpWj6PpVhDb2Om6XptjbwWdhYWcENraWsMUEESRIqjaor8axvEGa4/KMoyLEYn/hKySOJWBwlOEaVN1cXi8VjK2KxPIk8Vi3PFVKMMRWc50sLCnh6ThTi1L8TzHP8AMs0yvh/JsVOi8v4Zw2YYbKqVLD0aU4LNMyr5pjq2IrQgquKxFfEVo03VrTk4YbDYTD01GnQimUjKrqyOqujKVZWAZWVhhlZTkFSCQQQQQcHilorxdtjxQooooAYkccQ2xxpGvy8IqoPlRY14UAfLGiIvoiKowqgB9FFDbe7v6geEfGf4FQfF3Ufh74k0z4l/EX4PeOvhjq+vaj4X8ffDCL4b3XiJNO8U+H7rw94m8L6hYfFb4d/FDwfqHhzXIZNN1G8tbnws97FrHh3QNQsNQs5bA+b4LrX7DcHxD8f+B9a/aG+NvjH9rD4X+DdH8ZunwY/aK+F37Net+Ep/HOvP4ZtfDnjWGP4afBP4WWE8nhnRLLxbp7aV4q0bxdHdXfiPTdU0i88NzaHeReIPvGivs8o8QOK8hw2Gw2U5hhcJLA4PMMvy7HrJcjrZ3leDzT688bQyniDEZbVzzKo1J5nmNam8uzHDSw9fG4nEYaVGvWnUlz1MJQqylKpCUuaUJzh7Sqqc5Q5OV1KSmqU7ezgnzwldRSd0rDGjjcqzxo7L90sqsV+dJPlJBI/eRRvxj540b7yKQ+iivjLva+i2Xa+50BRRRQAUUUUAFfmV+y34B1M/8FCP+Cm/xSv2abRf+E2/Z18AeEQVGyx1UfssfBTxD8R/Kkydz6paj4XLcJx5Y0a3J3Fxt/TWkCqCxAALHcxAALNtC5YjqdqquTztUDoBX1nDfFeI4byvjjLcPh4Vf9duFKPClfEOp7OpgMNT4w4T4sq4iivZTdSeI/1WjldWnGdDmwuYYhyqSgpUK2Fagq08NNu31au66VrqTeHr0EnqrW9vzp2fvQWl9UtFFFfJm4hVSVJAJU7lJAJVtpXKk9DtZlyOdrEdCaWiigAooooAKKKKACiiigAooooAK8n+Gfwa8I/CfXPjLrvhR9TSX44/Fab4x+LLG8lspNPsfF938P8A4f8Aw81I6DHa2FpcW2n6pYfDrStcvodSutVun8Raprl1Few2FzZ6bYesUV24bMcdhMNmGDw2Jq0cLmtCjhsxoQlali6GHxmHx9CnWi7qSpYzC0K9OStKM6dlLllOMpcIycZOKcoNyg3vFuLi2vWMmn6hRRRXEUch46+H3gL4oeF9W8EfEvwR4Q+IngvXlsF1zwh468NaN4t8L6yulalbazpa6toGv2WoaTqK6brFlZ6rYC8tJhZ6laW19b+XdQRSp8JfGL/gn34Ktpfhf4u/Yt0D4WfscfFrwX8VfCmpeJPiJ8Gfhd8MPAmu+KPgvrD3Phj4w+Ab14vhp4p8O63NfeDdavPE/grT/GXg/wAS+Hbb4meE/BWpXVtpxtBrOn/o5RX1/C/HfFXB9WDyTN8TSwPtq1XF5FipPHcOZrHFYVYHG4fOeH8W6uU5rhsdgUsFi6GNwlaFfDKNKWkKfLz18LQxC/e005WSjVj7tanyy54unVjapTcZe9Fwkmpao+GPAP8AwTx/Z/8Ah14X0zwxoHiT9py2jtLW0bV9S0f9sf8Aaq8BS+LfEgsbWDxB488SaD8LPi94C8ES+OPHWqW9x4q8da7pHhPR/wDhJPFuraxrt1bLdahKKw/Hn/BNL9nH4iax4V1bxJrv7RmrxeHxrGlazo3iv9qr9or4m6N468B+Ijpd54m+F3imz+LXxK8emL4f+Ktc8NeDNd8WaP4Yl8OXPimfwboela9f6h4eF/o97+gdFetT8XvFOlmNTNqfiLxpHMKjxMpYhcR5q2pYulVoVnCm8U6NNunWnGk6dODw75Z4f2U6dOUYeX4FwVN4TDci5dPY0/stNXfLd6xV7t820rps/P34e/sQeN/hC994L+EH7Zf7Q3wp/Z70jSfD9j8Kvgt4b0X4EeOJfhpJaLqMXiLT7f4lftA/B/42+Ode8I3yHRJPCvhm81C1PgyW31u2t9T1PSNS0jS/Dmh4z/Yn8dePLzwrqGvf8FAP26Le/wDBnibSPFOhz+E/Ev7OHw9tnvNIe4nTT/Eeg/Dz9mjwr4V8eaBfXT2c2p6B8QtA8WaRdxaelg1mun32q2t995UU5+K/G1TMJZxUxeRVc5qRSxOdVeC+Cqud46q6Cw+IxeY5xU4elmeZZhmFNTlm+ZY/FYnH5xXr4rE5picZiMXiqtVLA4ZQ9mo1VTW1JYnEqlFJ3jGFP23JCEGl7OEYqFNKMacYxikvjOb4G/taeGte03V/h7+3Jq/inTzpGt6b4g8LftPfs6/Bz4maDPeXd5oF1oWv+F7j9nC3/Y08T6Bq+jQafr2nXkOveI/Gug6zZ+Ig40TTdQ0i0vpcnS/gl+3Foeo2fiOD9ujwl4r1fUP+E6/4Szwd8RP2RvCWofBqx/t3xVY6x4G/4VR4e+HHxS+FPxk8If8ACBeG7e78H3H/AAsz9oD44f8ACXQahJrd/wD2fq9vbSx/cVFcsfEfiGFNUll3AbioSppy8K/DCdTllHFxbdafCEqrnbGVnGo5upGUMJKM1LAYF4evqdK9+fFb3/37G205en1i1vcWlrO8r/HPm+OtU8M/t/6dYXGoaP8AGv8AZA8YajYiO7tvCd7+y98ZfhxbeJTbSxzSaDL4/j/a9+Kj+Cxq0KSWK+J1+G3jr+xHnXUD4V1sQGwm5H4oftG/tV/AfwH4o+MXxb/Zf+EWo/Cn4caHrHjD4lP8D/2ptd8f/E7SPBXh/Sb7Vdd8QeG/BfxT/Zr/AGf/AAf4kbQ7S0Oo6jpVz8UtC1S40uC9Gg2mt60LHRr77zpGVXVkdVdGUqysAysrDDKynIKkEggggg4PFVg+NsDVxGEnxNwPwfxHh6GJjOrHD5fX4PxU8FKVL6zhKNXgfFcO4J1ZwhJ4bGZlluaVcJWm5KNWhzYaZLDSSkqOJxFFuNk3NYiPMvhk1io1pWX2ownTUlu1K0l+dHh39unx74+0i20jwD+yT8bx8W/EXxLuvDfgjw78TPAnxp+G3we1L4WT3k+t+GfjZ4t/aKPwO8T+BvBGi638MBY+Jb7wNPYaz8RtB8c3p+Ftx4Zu9Ytn1R/U9Q1n9v8A8QfYtI034b/sgfCY3eoW32/x/dfGv4y/tC/2FpsJa4uzb/CRPgB+zH/wlN1qAiTS4Q3xp8IppZvTqzHVBZf2Xd/YtFa4vi7hWlX9tw/4bZDgJKpVxNOpnubcQ8TVcJiqjTpQwuHqZhluS4jLMFyU54TL89ybPJ1akq8c2xmaYWrTwtBRw9dq1XGVZ6KLVKnRoqUVu5NQnUU5aqU6VSkkrezjTkuZ/FPhf4aft/aDpP8AZ+q/tb/s0eMb1tS1vUG1nxJ+xN49i1JINX1q/wBWs9ERfCf7a/hPSG0rwzaXsHhzQZW0YavNomlafL4g1LXNefUdavyz+Gn7f1v4m1zXZ/2t/wBmi+0zVNN0LT9P8H3X7E3j0eG/D0+kSavNfa3o81l+2vY+Kn1XxL/altba5Fr3inX9Ijt/D2iv4f03QZ5dbfVvtaisJ+I/EE54uo8u4EUsapKsoeFvhlThDmxFPEv6rShwjGngbVKUYx+pwoclB1MNG2Hq1KU2sHSSiufFe7tfHY1t6W95vEXnp/Nza+98STPyU8b/AA//AG3PCn7YnwO8b3X7UH7Pk938Ufhr8Svghp+kx/sgeNrTwDpd54fFv8YkvbrRv+GvLjxtrnivxDp3hrWYrW8k+Jun+HvD2leFp0sPCF1e+INZ1OvojxP8FP24/GkmlC8/bh8GfDSDTNX0S6nb4C/smeHfD19rekrq9sfFOm6zP8e/ix+0zYG5vfDX9o2Phe/0jStIh8P+Irmy1/WdP8W2OnHw9edP+09qOn6H8Rv2H/EOsyCx0LSf2tZ7PVNauIJf7L0m58a/stftPfDXwfHqd+sT22m/8JJ8RfG3gvwXosl7LBHf+KPEug6PbO9/qFpDJ9dtt2tv27Np3bsbduDu3Z424znPGM54r6TNvETiKng+DswhlvA05/2BVw8p1fC3w0xGGnVwWf55h40p0K3CM8JOrTwH1JVoSpOc41aeJr81XEurU+p4gyyj/Y/BWJTzCSxXD2Mp1q88yzOrCWKwvFfEdL2FKc8VKNF4fAf2dfC0XTjRpVaFX2cfrKnU/n4/Yq/Z6/bsb49/EH9pLwt8YfhLf/Df43eDvFvivRfi38cfhDfePfG+uz+KPi3qOk+HNCPgr4SfF34B+HJNUuPhJ8Lfhb4g8U+OLDTfA3hVba68H+HPCXgLU3t/EGs6V+qf/CG/t2/9HHfslf8AiFXxi/8Ao+6sfsH7P+GHv2N9m3H/AAyt+z3nbjG//hUvhHzM443b92/vv3buc19W10eIXihxDmfFmbRqZXwPQhlOJrZFhYUfDvgecVgsnxFbBYPmWLyDE+znHD0qdN0sM6GEgoL2OGpJyUvQ8R6ssbxpntCpVxv1fJMbV4byujVzXN8ZLC5Rw7J5Rl2H+sY/H4vF1XHDYSE6kq2IqXrVKrgqdJwpQ+JHn/4KOaWnifw5/Zv7FXjk3erWsXg34yRa58cfhS+g6FfaPoMd7eeJP2bJvD/xmj8U6t4Z8Qt4nurey0z9qzwlZ+M9Ej0K1kuvA9+9/cCTVPDf/BReDWfDlno3xn/Ys1Tw/f39wPFniTU/2ZPjjoereF9MttG1ma1/4R/wTa/tceILTxxfax4g/sCxuX1H4geAIPD2kf2rqUUPia8Nrpq/a9FfKLj/ABFNqWH4U4Cw9SpRmsbN8IZXjVjsZLCww9PMXRzOGOw2WVqFSnHGQy/IaGUZFUxTmsTlFfDVamGl8N9VXWvimk1yr6xOPJFSu4Xg4ymmvdc6zqVVH4aidmfJX/CG/t2/9HHfslf+IVfGL/6PuuZ8OaB/wUc1F9Xj8WfFj9irweNM1bVNN0O88P8A7Pfxx+IyeNdCi1jVZ9E8YajpWoftOfC6T4Y6teeHrjRNN1j4ewa18W7Ow1vS9U1aw+JOoWGsWuk6T9t0VlDj/No0q1OeT8D1qk3TlRxM/D3gmnVwkoOXO6MMPkNHC1lXpylSqQx+GxlOKcatCFHE06deD+qU7pqpiUle6+t4lqW1rt1XJWaTTi4t6ptxbT+Sv+EN/bt/6OO/ZK/8Qq+MX/0fdYGu6N/wUR0YWv8AwjvxH/Y2+Ip1Pz9IuxqXwV+NHwYHgv7YI/s/juFofj98ef8AhZP9gNHKZfhiy/C7/hJhcqF+Kfhk2ubj7UopUePs1jUjLE5NwRjqCvz4WtwBwbhKdX3Wo82IynJMuzCnyT5ai+r42jzygoVfaUZVKUx4WFvdqYmL6SWKxEmtulSpODulb3ovdtWep+af7Sfxe/a5/ZJ+FFz8ffiP8Yv2X/G/w88G+Pvgxpfjzw3oP7LfxV+H+uXXgz4g/GfwB8NfFF7o3jLU/wBsr4gaboOq6Hofi++13TrvUPBniKye802G2u9PeCeSSP0rwDpf/BQPxV4F8FeJ/EHxw/ZK8Ka94j8JeHNe1vwv/wAMd/GPV/8AhG9X1jR7PUNS0D+1m/bq0g6p/Y95cTad/aJ0nSze/Z/tJ06yMv2aLt/21f2erv8Aap/Z48RfAq3uNItrTxh47+BuoeIpNcmuobJ/BngX47fDX4h+OrWL7HYajJNqt94O8Ka5Y6FaSwRWd7rdxp9pqF/pljNcaja/VYAAwBgDgAdAPSvq8Vxxl9PgHJKuFyzg6fHOK4v4pp53XlwJwXKGH4TwGTcHy4WpUcvfD7yylLGZxmPGE8VjKeEjj66wODo1sRPD4ehThhHDTeKqKU8R9Wjh6DpL61ibuvKpX9u3P2vO+WnDDpRcuVc0mleTb+D/AA58Mf28/iPP4f1T42ftIeB/2erfR/C9xpuq+Cf2OvBfhbxnJ4t8aT/8I4JfGer/ABN/ap+GfxAXTvDEJ07xG2g/Dbw78JtJ1XSU8SwJr/xT8aPokD3XrP7JOm3mjfBy50jUdf1fxZqGlfGn9qDTb7xTr8Og22veJbyx/ab+L1rda/rdv4W0Tw14Yg1fWZ4n1HUofDnhzQNBivLmZNI0TStPW3sYPpevn/8AZo/5J14j/wCzgP2sv/Wp/jLXwXEHFGK4h9jTqZXw1lOEwsqjwmE4f4bybJ/YwqTnP2VbMcLg451mkYOpJU6mdZnmWIjBQh7ZxpUlDqpUI0btTrVJStzSq1qlS7SSuoSl7OF7aqnCEb3drt3+gKKKK+aNgooooAKK/ns+MXxa+Jfwt+JPh/xR4qT9tjw5+1hP/wAFIfgj8I5NQ0q5/abk/YZ1v9jP43f8FEvCXwj+Hp/snxDq8/7Deqa3rH7IfxD8K+G/EMfgPS3/AGm9D+NiXvivU9NsdK0XxH4nhPgX8WviX4Q/aD/4J1eHvFqftseG/wBpr43fEjxV8Kf+ChWlfFq5/abuv2TNY8ceHP2Gf2kfi74mi/Z/03466vqXwFt9Fvfjr8INC8T/AA08RfsT2q+EdO+HtvqXh74iXmiTeJNA8P34B/QnRX5kfFPwFdftQftu/Fr4GeKPil8f/h14K+BH7If7OHxU8ERfAj49fFz4DzS/Ez9pH4t/te+D9U8X+KLj4R+LvBzfEGTwVpP7MPhdfDXhD4it4w+HhfxFr0mq+Dr43jGX8tvAPx2+Kv7R/wCwP+1z/wAFHPF/xU+Pnhv4zfskfsq/BL4q/CTwt8PPjp8UPh18Kj4o0j/glX+yr/wUE8Uy+N/g54M8QaH8IPiwPiL8Sfj74k8G+Kk+K/w+8cR23hDS9O07wymgPBEbcA/db9uu1jv/ANiH9sixmGYbz9lX9oW1lGM5juPhH4vhcY75VzxXe/s0fDjXvg7+zl8AfhF4pudJvPE3wr+Cnws+HHiG80G4u7vQ7vW/A/gbQvDGq3Wj3V/YaXfXGl3F9pc81hNeabYXUlq8TXFnbSl4k8//AG7JNSj/AGLP2tDptpZXbt+zZ8dI7tb7UJ9PWDTn+FniwXl1bPb6ZqZur2CL57awlSzgu5P3cupWS/va+ra7IY/EQy+vlilH6piMZhMfUg43l9YwdDG4ejKMt4xdLH11ONnztU3pya98MyxVPK8Tk8ZR+o4rH4LMqsHG81isBh8wwtCUJ3vGLo5liFUjZ87VJ3Xs9SiiiuM4AooooARVVVCqAqqAqqoAVVAwAAOAAOABwBwKWiigD5H+PeoWvh347/sh+J76XyLGPxd8bPD95Ofux2tz8AfHvjS4JHOdsPw+ebovEJ/er/q5tj9iTTbjSv2N/wBk6yv4RDqkH7NXwNj1UEDedT/4Vp4bl1EOcDrqE13JsAWNGlcRoinaPmz/AIKheJLjwd8L/hR4psw/27QvGX7Ql5p2wFTJqz/8E7/23bTQrPzcbI5NR1+50rT7USMqyXtzbIMsVx+iHg7w7beD/CPhXwlZ7TaeF/Dmh+HbUoCF+zaJplrpkG0HkL5Vqu0HkDANfomc/uOAOE73azX2qj2T4fzri11VfvJcTUW0+kU0tz9W4g/2bww4Jbu/7adaMO0f9WOIOOZVlp/N/rfh21LV8ia0TOjooor87PykKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigD5U/bJ/wCSReEP+zq/2Ev/AFuD9nmuh/a48X6t4H/Zo+NeueHHCeLbjwDrPhfwPliofx/45jTwR4Bhyvznz/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<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
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<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
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</iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
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</iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ipy" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ipy" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRV>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-86772951_ia">IE00BDZS0H68</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ia" decimals="2" unitRef="pure">10.02</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ipy" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-86772951_ia">IE00B7TRTL43</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-86772951_ia">PARTICIPACIONES|Sturza Funds PLC</iic-com:InversionesFinancierasDescripcion>
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<iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ia" decimals="2" unitRef="pure">7.10</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ipy" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-86772951_ia">LU1038809049</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-86772951_ia">PARTICIPACIONES|Flossbach Von S Mul</iic-com:InversionesFinancierasDescripcion>
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<iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ia" decimals="2" unitRef="pure">11.57</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ipy" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-86772951_ia">LU1199022317</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-86772951_ia">PARTICIPACIONES|Amundi F2 EM Mkt Bd</iic-com:InversionesFinancierasDescripcion>
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<iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">829364</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ipy" decimals="2" unitRef="pure">4.98</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-86772951_ia">IE00BYW7LS16</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-86772951_ia">PARTICIPACIONES|GAM Start Credit Opp</iic-com:InversionesFinancierasDescripcion>
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<iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">526005</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ipy" decimals="2" unitRef="pure">3.16</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-86772951_ia">IE00BFLQGR00</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-86772951_ia">PARTICIPACIONES|Mellon Global Cont E</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12019_V-86772951_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">328005</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ipy" decimals="2" unitRef="pure">1.97</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-86772951_ia">IE00B3RFPB49</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-86772951_ia">PARTICIPACIONES|BNY MELLON ABS RET</iic-com:InversionesFinancierasDescripcion>
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<iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ia" decimals="2" unitRef="pure">2.23</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">371651</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ipy" decimals="2" unitRef="pure">2.23</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-86772951_ia">IE00BF5H5052</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-86772951_ia">PARTICIPACIONES|Seilern Stryx World</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12019_V-86772951_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ia" decimals="2" unitRef="pure">13.30</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">1676288</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ipy" decimals="2" unitRef="pure">10.06</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-86772951_ia">LU1582988561</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-86772951_ia">PARTICIPACIONES|M&amp;G Lx Dynamic Allo</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12019_V-86772951_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">1676597</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ipy" decimals="2" unitRef="pure">10.07</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-86772951_ia">LU0444973100</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-86772951_ia">PARTICIPACIONES|Threadneedle Credit</iic-com:InversionesFinancierasDescripcion>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">857232</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ipy" decimals="2" unitRef="pure">5.15</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-86772951_ia">LU1453361120</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-86772951_ia">PARTICIPACIONES|GAMCO-Merger Arbitra</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12019_V-86772951_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">377809</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ipy" decimals="2" unitRef="pure">2.27</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-86772951_ia">IE00BQLDRZ33</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-86772951_ia">PARTICIPACIONES|Polar Capital Income</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12019_V-86772951_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">157225</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ia" decimals="2" unitRef="pure">1.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">177802</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ipy" decimals="2" unitRef="pure">1.07</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-86772951_ia">LU1297948447</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-86772951_ia">PARTICIPACIONES|Inv-Ind</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12019_V-86772951_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">1619016</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ipy" decimals="2" unitRef="pure">9.72</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-86772951_ia">LU0963540371</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-86772951_ia">PARTICIPACIONES|Parts. Fidelity Fund</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12019_V-86772951_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">824021</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ipy" decimals="2" unitRef="pure">4.95</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-86772951_ia">LU0675296932</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-86772951_ia">PARTICIPACIONES|G Fund-Alpha Fixed I</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12019_V-86772951_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">283346</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ia" decimals="2" unitRef="pure">1.81</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">560443</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ipy" decimals="2" unitRef="pure">3.36</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-86772951_ia">IE00B80G9288</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-86772951_ia">PARTICIPACIONES|Pimco Global HY Bond</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12019_V-86772951_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">682102</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ia" decimals="2" unitRef="pure">4.36</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">922571</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ipy" decimals="2" unitRef="pure">5.54</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-86772951_ia">LU0687944396</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-86772951_ia">PARTICIPACIONES|GAMCO-Merger Arbitra</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12019_V-86772951_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">351572</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ia" decimals="2" unitRef="pure">2.25</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ipy" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-86772951_ia">IE00BLP5S791</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-86772951_ia">PARTICIPACIONES|Old Mutual GB Eqy Ab</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12019_V-86772951_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">350870</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ia" decimals="2" unitRef="pure">2.24</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">380562</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ipy" decimals="2" unitRef="pure">2.28</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-86772951_ia">IE0033758917</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-86772951_ia">PARTICIPACIONES|Muzinich-Enhancedyld</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12019_V-86772951_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">680848</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ia" decimals="2" unitRef="pure">4.35</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">913031</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ipy" decimals="2" unitRef="pure">5.48</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-86772951_ia">LU0151325312</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-86772951_ia">PARTICIPACIONES|Candrian Bonds-Cred</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12019_V-86772951_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">432139</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ia" decimals="2" unitRef="pure">2.76</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">910812</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ipy" decimals="2" unitRef="pure">5.47</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-86772951_ia">LU0333226826</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-86772951_ia">PARTICIPACIONES|Merrill Lynch World</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12019_V-86772951_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">354222</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ia" decimals="2" unitRef="pure">2.26</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">210478</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ipy" decimals="2" unitRef="pure">1.26</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-86772951_ia">LU0992624949</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-86772951_ia">PARTICIPACIONES|Carmignac Securite</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12019_V-86772951_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">681749</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ia" decimals="2" unitRef="pure">4.35</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">731993</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ipy" decimals="2" unitRef="pure">4.39</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-86772951_ia">LU0351545230</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-86772951_ia">PARTICIPACIONES|Nordea I - Eur Hgh Y</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12019_V-86772951_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">1566079</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ia" decimals="2" unitRef="pure">10.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">1690478</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ipy" decimals="2" unitRef="pure">10.15</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-86772951_ia">LU0080237943</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-86772951_ia">PARTICIPACIONES|DB Portfolio Eur Liq</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12019_V-86772951_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">1563547</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ia" decimals="2" unitRef="pure">9.99</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ipy" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-86772951_ia">LU0360484769</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-86772951_ia">PARTICIPACIONES|JPMorgan US Advantag</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12019_V-86772951_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">274210</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ia" decimals="2" unitRef="pure">1.75</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
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<iic-com-fon:HechoRelevanteReanudacionSuscripciones contextRef="FIM_S12019_V-86772951_da">false</iic-com-fon:HechoRelevanteReanudacionSuscripciones>
<iic-com-fon:HechoRelevanteReembolsoPatrimonio contextRef="FIM_S12019_V-86772951_da">false</iic-com-fon:HechoRelevanteReembolsoPatrimonio>
<iic-com:HechoRelevanteEndeudamiento contextRef="FIM_S12019_V-86772951_da">false</iic-com:HechoRelevanteEndeudamiento>
<iic-com-fon:HechoRelevanteCambioGestora contextRef="FIM_S12019_V-86772951_da">false</iic-com-fon:HechoRelevanteCambioGestora>
<iic-com-fon:HechoRelevanteCambioDepositaria contextRef="FIM_S12019_V-86772951_da">false</iic-com-fon:HechoRelevanteCambioDepositaria>
<iic-com-fon:HechoRelevanteCambioControlGestora contextRef="FIM_S12019_V-86772951_da">false</iic-com-fon:HechoRelevanteCambioControlGestora>
<iic-com:HechoRelevanteCambioEsencial contextRef="FIM_S12019_V-86772951_da">false</iic-com:HechoRelevanteCambioEsencial>
<iic-com-fon:HechoRelevanteAutorizacionFusion contextRef="FIM_S12019_V-86772951_da">false</iic-com-fon:HechoRelevanteAutorizacionFusion>
<iic-com:HechoRelevanteOtros contextRef="FIM_S12019_V-86772951_da">false</iic-com:HechoRelevanteOtros>
</iic-fim:HechosRelevantesFIM>
<iic-com:ExplicacionHechosRelevantes contextRef="FIM_S12019_V-86772951_da">No aplicable.</iic-com:ExplicacionHechosRelevantes>
<iic-fim:OperacionesVinculadasFIM>
<iic-com-fon:OperacionesVinculadasParticipesSignificativos contextRef="FIM_S12019_V-86772951_da">false</iic-com-fon:OperacionesVinculadasParticipesSignificativos>
<iic-com-fon:OperacionesVinculadasModificacionesReglamento contextRef="FIM_S12019_V-86772951_da">false</iic-com-fon:OperacionesVinculadasModificacionesReglamento>
<iic-com:OperacionesVinculadasMismoGrupoDepoGest contextRef="FIM_S12019_V-86772951_da">false</iic-com:OperacionesVinculadasMismoGrupoDepoGest>
<iic-com:OperacionesVinculadasOperacionesConDepositario contextRef="FIM_S12019_V-86772951_da">false</iic-com:OperacionesVinculadasOperacionesConDepositario>
<iic-com:OperacionesVinculadasAvales contextRef="FIM_S12019_V-86772951_da">false</iic-com:OperacionesVinculadasAvales>
<iic-com:OperacionesVinculadasContrapartidaEnGrupo contextRef="FIM_S12019_V-86772951_da">false</iic-com:OperacionesVinculadasContrapartidaEnGrupo>
<iic-com:OperacionesVinculadasIngresosEnElGrupo contextRef="FIM_S12019_V-86772951_da">false</iic-com:OperacionesVinculadasIngresosEnElGrupo>
<iic-com:OperacionesVinculadasOtros contextRef="FIM_S12019_V-86772951_da">true</iic-com:OperacionesVinculadasOtros>
</iic-fim:OperacionesVinculadasFIM>
<iic-com:AnexoOperacionesVinculadas contextRef="FIM_S12019_V-86772951_da">H) Otras operaciones vinculadas:&#13;
1.- Remuneración de las cuentas corrientes de la IIC con Inversis Banco SA: -0,40% suponiendo en el periodo 2177,83 euros.</iic-com:AnexoOperacionesVinculadas>
<iic-com:ExplicacionInformePeriodico contextRef="FIM_S12019_V-86772951_da">1.- SITUACIÓN DE LOS MERCADOS Y EVOLUCIÓN DEL FONDO&#13;
&#13;
a) Visión de la gestora sobre la situación de los mercados&#13;
&#13;
Finalizamos el primer semestre de 2019  con movimientos políticos y económicos tras la tregua acordada entre Estados Unidos y China en la cumbre del G20 con el fin de retomar las negociaciones y alcanzar un acuerdo en el mes de Diciembre. En cuanto al Brexit, Boris Johnson y Jeremy Hunt fueron elegidos como los candidatos a Primer Ministro británico, siendo el primero de ellos el presunto favorito para liderar a Reino Unido en las negociaciones con la UE. Por otro lado, se confirmaron los relevos en las principales autoridades de la Unión Europea destacando el nombramiento de Christine Lagarde como sucesora de Mario Draghi al frente del Banco Central Europeo. En España, continuamos con un gobierno en funciones y persisten las negociaciones entre los partidos políticos en todo el territorio nacional. &#13;
En el plano macroeconómico, en el semestre se ha confirmado la desaceleración industrial alcanzando también a EE UU, mientras que el frente de servicios de las distintas economías (empleo, consumo) mantiene cierta resistencia que evita un debilitamiento mayor de la actividad. &#13;
&#13;
En lo que respecta a los Bancos Centrales, Powell pasó de mostrarse más cauto en cuanto a una nueva subida de tipos en enero a reconocer en sus declaraciones de finales del semestre la posibilidad de un recorte en los tipos de interés en julio en torno a los 25 puntos básicos debido a las incertidumbres. El Banco Central Europeo anunció la posibilidad de nuevas medidas de estímulo monetario (bajadas de tipos, reactivación del QE…) ante la ausencia de presiones inflacionistas en el viejo continente y el temor a una agravación de la guerra comercial. &#13;
&#13;
Por el lado de la renta variable, los principales índices europeos han finalizado el semestre con subidas por encima del 15%  del CAC 40 francés, el DAX alemán y el EuroStoxx 50. El Ibex, a pesar de cerrar el semestre con subidas, sigue rezagado con respecto a los demás índices europeos. Respecto a Wall Street, los índices norteamericanos cierran un semestre histórico en cuanto a subidas, con el índice Nasdaq en el primer puesto. En cuanto a los sectores, conviene destacar el comportamiento especialmente positivo de los sectores alimentación e industrial, en contraste con las caídas de los sectores de telecomunicaciones y bancario, este último fuertemente perjudicado por la política monetaria del BCE. &#13;
&#13;
En el mercado de materias primas, subidas en la cotización del petróleo con el precio del de Brent por encima de los 64 dólares el barril. Finalmente, con relación al mercado de divisas, el euro se depreció ligeramente frente al dólar y cerró el semestre en torno a los 1,14 dólares por unidad de euro. &#13;
&#13;
&#13;
b) Decisiones generales de inversión adoptadas&#13;
La estrategia del fondo pasa por la búsqueda de fondos que aporten valor en todo tipo de terrenos, ya que entendemos que los mercado están en un punto de madurez que en el que no podemos dejar de lado la posibilidad de aumento de volatilidad. En este sentido, activos de gestión alternativa o retorno absoluto, son claves. Y lo es aún más la calidad de los mismos, por lo que en el último semestre se ha buscado una optimización de este tipo de fondos.&#13;
&#13;
c)  Índice de referencia&#13;
&#13;
No tiene índice de referencia. La rentabilidad de la letra del Tesoro a 1 año del +0,02% frente al 6,74% de rentabilidad de la IIC.&#13;
&#13;
d) Evolución del patrimonio, partícipes, rentabilidad y gastos del fondo&#13;
&#13;
En el primer semestre el patrimonio ha bajado un -5,99% y el número de partícipes ha caído un -7,34%. Durante el primer semestre la IIC ha obtenido una rentabilidad positiva del 6,74% y ha soportado unos gastos de 0,92% sobre el patrimonio medio de los cuales el 0,29% corresponden a gastos indirectos. &#13;
&#13;
e) Rendimiento del fondo en comparación con el resto de fondos de la Gestora&#13;
&#13;
No aplicable&#13;
&#13;
2. INFORMACIÓN SOBRE LAS INVERSIONES&#13;
&#13;
a) Inversiones concretas realizadas durante el periodo&#13;
&#13;
La cartera termina el periodo con una exposición a Renta Variable del 28%. Se trata de una cartera Global, donde la diversificación geográfica pierde peso respecto a la selección de fondos. En este sentido, los mayores pesos están en el Flossbach Multi Op, Seilem Str World y Pilford Global Tot Rtrn. Por lo que respecta a la operativa, el fondo ha comprado Morgan Stanley US Advantage y vendido Gamco Index Arbitrage, Mlis Marshall Wac y Mellon Abs Rt entre otros.&#13;
&#13;
b) Operativa de préstamo de valores &#13;
&#13;
No aplicable&#13;
&#13;
c) Operativa en derivados  y adquisición temporal de activos&#13;
&#13;
La IIC aplica la metodología del compromiso para calcular la exposición total al riesgo de mercado. Dentro de este cálculo no se consideran las operaciones a plazo que correspondan a la operativa habitual de contado del mercado en el que se realicen, aquellas en las que el diferimiento de la adquisición sea forzoso, las permutas de retorno total, ni las estrategias de gestión con derivados en las que no se genere una exposición adicional. Las operativas anteriormente descritas pueden comportar riesgos de mercado y contrapartida. Durante el semestre de referencia, la IIC ha operado con instrumentos derivados. Se ha hecho a través de opciones Put sobre el S&amp;P 500 y el Euro Stoxx 50. El resultado en derivados en el semestre ha sido de un -0,11% sobre el patrimonio medio.El apalancamiento medio durante el semestre ha sido de 64,91%.&#13;
&#13;
d) Otra información sobre inversiones&#13;
&#13;
Al final del semestre el porcentaje sobre el patrimonio en IIC es de un 91,33% y las posiciones más significativas son: Seilern International Funds PLC - Stryx World Growth (13,29%), Flossbach von Storch - Multiple Opportunities II (11,57%), y BMO Investments Ireland PLC - Pyrford Global Total Return Sterling Fund (10,02%). &#13;
&#13;
En el apartado de inversión en otras IIC, se utiliza criterios de selección tanto cuantitativos como cualitativos, centrándose en fondos con suficiente historia para poder analizar su comportamiento en diferentes situaciones de mercado. Las políticas de gestión de los fondos comprados deben ser coherentes con la estrategia de cada una de las instituciones.&#13;
&#13;
En la IIC no hay activos en situación morosa, dudosa o en litigio.&#13;
&#13;
No existen activos que pertenezcan al artículo 48.1 j) del RD 1082/2012.&#13;
&#13;
Durante el semestre analizado la rentabilidad media de los fondos de la misma categoría gestionados por la entidad gestora ha sido de 5,47%.&#13;
&#13;
3.- EVOLUCIÓN DEL OBJETIVO CONCRETO DE RENTABILIDAD&#13;
&#13;
No aplicable&#13;
&#13;
4.- RIESGO ASUMIDO POR EL FONDO&#13;
&#13;
La volatilidad es una medida de riesgo que mide cómo la rentabilidad del fondo se ha desviado de su media histórica. Una desviación alta significa que las rentabilidades del fondo han experimentado en el pasado fuertes variaciones, mientras que una desviación baja indica que esas rentabilidades han sido mucho más estables en el tiempo. La IIC tiene recogido en su folleto un límite por volatilidad máxima anualizada del 10%. La volatilidad del fondo ha sido del 3,12% (anualizada), mientras que la del Ibex 35 ha sido del 11,76% y la de la Letra del Tesoro a un año ha sido de 0,73%, debido a que ha mantenido activos de menor riesgo que el IBEX. El VaR histórico es una medida que asume que el pasado se repetirá en el futuro e indica lo máximo que se podría perder, con un nivel de confianza del 99% en un plazo de un mes, teniendo en cuenta los activos que componen la cartera en un momento determinado. El VaR histórico al final del periodo del fondo ha sido del 3,15%.&#13;
&#13;
5.- EJERCICIO DERECHOS POLITICOS. &#13;
&#13;
La política establecida por Andbank Wealth Management, S.G.I.I.C., S.A.U. tiene por objeto aplicar una estrategia adecuada y efectiva para asegurar que los derechos de voto inherentes a los valores que integren las carteras de las instituciones gestionadas, tanto de emisores españoles como extranjeros, se ejerzan en interés de la institución gestionada y de los clientes, partícipes y/o accionistas.&#13;
&#13;
El Consejo de Administración establecerá los criterios para la Asistencia a Juntas de Administración de las sociedades a las que tenga derecho de asistencia, en representación de las instituciones gestionada, o para su delegación.&#13;
&#13;
Andbank Wealth Management, S.G.I.I.C., S.A.U., ejerce los derechos de asistencia y voto en las Juntas Generales de las sociedades españolas, en las que sus IIC bajo gestión tienen con más de un año de antigüedad, una participación superior al 1% del capital social. En general se delega el derecho de asistencia y voto a las Juntas Generales de las sociedades en el Presidente del Consejo de Administración u otro miembro del Consejo. Si en algún caso no fuera así, se informará del sentido del voto en los informes periódicos a partícipes.&#13;
&#13;
6.- INFORMACIÓN Y ADVERTENCIAS CNMV. &#13;
&#13;
No aplicable&#13;
&#13;
7.- ENTIDADES BENEFICIARIAS DEL FONDO SOLIDADARIO E IMPORTE CEDIDO A LAS MISMAS&#13;
&#13;
No Aplicable&#13;
&#13;
8.- COSTES DERIVADOS DEL SERVICIO DE ANALISIS.&#13;
&#13;
No aplicable&#13;
&#13;
9.- COMPARTIMENTOS DE PROPÓSITO ESPECIAL&#13;
&#13;
No aplicable&#13;
&#13;
10.- PERSEPECTIVAS DE MERCADO Y ACTUACIÓN PREVISIBLE DEL FONDO&#13;
&#13;
Continuaremos aplicando una política de gestión activa y flexible. Entendemos que existen buenas oportunidades en los mercados e intentaremos aportar rentabilidad con niveles de riesgo controlados.&#13;
&#13;
&#13;
</iic-com:ExplicacionInformePeriodico>
<iic-com:AdvertenciasCNMV contextRef="FIM_S12019_V-86772951_da">No aplicable.</iic-com:AdvertenciasCNMV>
<iic-com:InformacionPoliticaRemuneracion contextRef="FIM_S12019_V-86772951_da">No existe información sobre política de remuneración</iic-com:InformacionPoliticaRemuneracion>
<iic-com:InformacionReglamentoUE_2015_2365 contextRef="FIM_S12019_V-86772951_da">No existe información sobre operaciones de financiación de valores, reutilización de las garantías y swaps de rendimiento total</iic-com:InformacionReglamentoUE_2015_2365>
</iic-fim:DatosFondoCompartimentoFIM>
<iic-fim:DatosFondoCompartimentoFIM>
<iic-com:DatosGeneralesCompartimento>
<iic-com:DenominacionCompartimento contextRef="FIM_S12019_V-86772951_ia">GESTION BOUTIQUE YESTE PATRIMONIAL</iic-com:DenominacionCompartimento>
<iic-com:FechaRegistroCompartimiento contextRef="FIM_S12019_V-86772951_ia">2013-06-28</iic-com:FechaRegistroCompartimiento>
<iic-com:NumeroRegistroCompartimento contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="pure">005</iic-com:NumeroRegistroCompartimento>
</iic-com:DatosGeneralesCompartimento>
<iic-fim:PoliticaDivisaFIM>
<iic-fim:CategoriaFIM>
<iic-fim:XCode_TipoFIM_07 contextRef="FIM_S12019_V-86772951_ia">07</iic-fim:XCode_TipoFIM_07>
<iic-com:XCode_VocacionInversora_07 contextRef="FIM_S12019_V-86772951_ia">07</iic-com:XCode_VocacionInversora_07>
<iic-com:PerfilRiesgo contextRef="FIM_S12019_V-86772951_ia">4 en una escala de 1 a 7</iic-com:PerfilRiesgo>
</iic-fim:CategoriaFIM>
<iic-com:PoliticaInversion contextRef="FIM_S12019_V-86772951_ia">Se invierte directa o indirectamente entre 0%-50% de la exposición total en renta variable  y el resto en activos de renta fija pública y/o privada (incluyendo depósitos e intrumentos del mercado monetario cotizados o no, que sean líquidos), asesorando el EAFI Isidre Blanch Alonso sobre las inversiones en renta variable y Didendum EAFI sobre las inversiones en renta fija. La exposición a riesgo divisa oscilará entre 0%-100% de la exposición total
</iic-com:PoliticaInversion>
<iic-com:OperativaDerivados contextRef="FIM_S12019_V-86772951_ia">Se podrá operar con instrumentos financieros derivados negociados en mercados organizados y no organizados de derivados con la finalidad de cobertura y de inversión 
</iic-com:OperativaDerivados>
<iic-com:XCode_MetodologiaMedicionRiesgoMercado_01 contextRef="FIM_S12019_V-86772951_ia">01</iic-com:XCode_MetodologiaMedicionRiesgoMercado_01>
</iic-fim:PoliticaDivisaFIM>
<iic-fim:DatosEconomicosFIM>
<iic-com:IndiceRotacionCartera contextRef="FIM_S12019_V-86772951_da" decimals="2" unitRef="pure">0.04</iic-com:IndiceRotacionCartera>
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<iic-com:IndiceRotacionCartera contextRef="FIM_S12019_V-86772951_daa" decimals="2" unitRef="pure">0.04</iic-com:IndiceRotacionCartera>
<iic-com:IndiceRotacionCartera contextRef="FIM_S12019_V-86772951_dpy" decimals="2" unitRef="pure">1.30</iic-com:IndiceRotacionCartera>
<iic-com:RentabilidadMediaLiquidez contextRef="FIM_S12019_V-86772951_da" decimals="2" unitRef="pure">0.39</iic-com:RentabilidadMediaLiquidez>
<iic-com:RentabilidadMediaLiquidez contextRef="FIM_S12019_V-86772951_dpp" decimals="2" unitRef="pure">0.00</iic-com:RentabilidadMediaLiquidez>
<iic-com:RentabilidadMediaLiquidez contextRef="FIM_S12019_V-86772951_daa" decimals="2" unitRef="pure">0.39</iic-com:RentabilidadMediaLiquidez>
<iic-com:RentabilidadMediaLiquidez contextRef="FIM_S12019_V-86772951_dpy" decimals="2" unitRef="pure">0.00</iic-com:RentabilidadMediaLiquidez>
<iic-fim:DatosClaseFIM>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12019_V-86772951_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com-fon:DatosGeneralesClase>
<iic-com-fon:NumeroParticipaciones contextRef="FIM_S12019_V-86772951_ia" decimals="2" unitRef="pure">177766.66</iic-com-fon:NumeroParticipaciones>
<iic-com-fon:NumeroParticipaciones contextRef="FIM_S12019_V-86772951_ipy" decimals="2" unitRef="pure">174215.83</iic-com-fon:NumeroParticipaciones>
<iic-com-fon:NumeroParticipes contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="pure">116</iic-com-fon:NumeroParticipes>
<iic-com-fon:NumeroParticipes contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="pure">122</iic-com-fon:NumeroParticipes>
<iic-com-fon:BeneficioBrutoParticipacion contextRef="FIM_S12019_V-86772951_da" decimals="2" unitRef="euro">0.00</iic-com-fon:BeneficioBrutoParticipacion>
<iic-com-fon:BeneficioBrutoParticipacion contextRef="FIM_S12019_V-86772951_dpp" decimals="2" unitRef="euro">0.00</iic-com-fon:BeneficioBrutoParticipacion>
<iic-com:DistribuyeDividendos contextRef="FIM_S12019_V-86772951_da">false</iic-com:DistribuyeDividendos>
<iic-com:InversionMinimaDescripcion contextRef="FIM_S12019_V-86772951_ia">0</iic-com:InversionMinimaDescripcion>
<iic-com:Patrimonio contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">1566563</iic-com:Patrimonio>
<iic-com:Patrimonio contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">1444101</iic-com:Patrimonio>
<iic-com:Patrimonio contextRef="FIM_S12019_V-86772951_ipy2" decimals="0" unitRef="euro">1722035</iic-com:Patrimonio>
<iic-com:Patrimonio contextRef="FIM_S12019_V-86772951_ipy3" decimals="0" unitRef="euro">1105163</iic-com:Patrimonio>
<iic-com:ValorLiquidativo contextRef="FIM_S12019_V-86772951_ia" decimals="4" unitRef="euro">8.8125</iic-com:ValorLiquidativo>
<iic-com:ValorLiquidativo contextRef="FIM_S12019_V-86772951_ipy" decimals="4" unitRef="euro">8.2891</iic-com:ValorLiquidativo>
<iic-com:ValorLiquidativo contextRef="FIM_S12019_V-86772951_ipy2" decimals="4" unitRef="euro">9.3404</iic-com:ValorLiquidativo>
<iic-com:ValorLiquidativo contextRef="FIM_S12019_V-86772951_ipy3" decimals="4" unitRef="euro">9.0860</iic-com:ValorLiquidativo>
<iic-com-fon:ComisionesAplicadas>
<iic-com-fon:ComisionGestion>
<iic-com:ComisionGestionCobradaPatrimonio contextRef="FIM_S12019_V-86772951_da" decimals="2" unitRef="euro">0.64</iic-com:ComisionGestionCobradaPatrimonio>
<iic-com:ComisionGestionCobradaPatrimonio contextRef="FIM_S12019_V-86772951_daa" decimals="2" unitRef="euro">0.64</iic-com:ComisionGestionCobradaPatrimonio>
<iic-com:ComisionGestionCobradaResultados contextRef="FIM_S12019_V-86772951_da" decimals="2" unitRef="euro">0.00</iic-com:ComisionGestionCobradaResultados>
<iic-com:ComisionGestionCobradaResultados contextRef="FIM_S12019_V-86772951_daa" decimals="2" unitRef="euro">0.00</iic-com:ComisionGestionCobradaResultados>
<iic-com-fon:ComisionGestionCobrada contextRef="FIM_S12019_V-86772951_da" decimals="2" unitRef="euro">0.64</iic-com-fon:ComisionGestionCobrada>
<iic-com-fon:ComisionGestionCobrada contextRef="FIM_S12019_V-86772951_daa" decimals="2" unitRef="euro">0.64</iic-com-fon:ComisionGestionCobrada>
<iic-com-fon:XCode_BaseCalculoComisionGestion_03 contextRef="FIM_S12019_V-86772951_daa">03</iic-com-fon:XCode_BaseCalculoComisionGestion_03>
</iic-com-fon:ComisionGestion>
<iic-com-fon:ComisionDepositario>
<iic-com-fon:ComisionDepositarioCobrada contextRef="FIM_S12019_V-86772951_da" decimals="2" unitRef="euro">0.04</iic-com-fon:ComisionDepositarioCobrada>
<iic-com-fon:ComisionDepositarioCobrada contextRef="FIM_S12019_V-86772951_daa" decimals="2" unitRef="euro">0.04</iic-com-fon:ComisionDepositarioCobrada>
</iic-com-fon:ComisionDepositario>
<iic-com-fon:XCode_SistemaImputacionComisionGestion_01 contextRef="FIM_S12019_V-86772951_da">01</iic-com-fon:XCode_SistemaImputacionComisionGestion_01>
</iic-com-fon:ComisionesAplicadas>
</iic-com-fon:DatosGeneralesClase>
<iic-fim:RentabilidadClaseFIM>
<iic-com:RentabilidadIIC contextRef="FIM_S12019_V-86772951_daa" decimals="2" unitRef="pure">6.31</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC contextRef="FIM_S12019_V-86772951_daq" decimals="2" unitRef="pure">0.90</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC contextRef="FIM_S12019_V-86772951_dpq" decimals="2" unitRef="pure">5.37</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC contextRef="FIM_S12019_V-86772951_dpq2" decimals="2" unitRef="pure">-9.44</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC contextRef="FIM_S12019_V-86772951_dpq3" decimals="2" unitRef="pure">-1.15</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC contextRef="FIM_S12019_V-86772951_dpy" decimals="2" unitRef="pure">-11.25</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC contextRef="FIM_S12019_V-86772951_dpy2" decimals="2" unitRef="pure">2.80</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC contextRef="FIM_S12019_V-86772951_dpy3" decimals="2" unitRef="pure">-1.42</iic-com:RentabilidadIIC>
</iic-fim:RentabilidadClaseFIM>
<iic-com-fon:RentabilidadExtremaClase>
<iic-com-fon:RentabilidadMinimaValor contextRef="FIM_S12019_V-86772951_daq" decimals="2" unitRef="pure">-0.87</iic-com-fon:RentabilidadMinimaValor>
<iic-com-fon:RentabilidadMinimaValor contextRef="FIM_S12019_V-86772951_dpy" decimals="2" unitRef="pure">-0.87</iic-com-fon:RentabilidadMinimaValor>
<iic-com-fon:RentabilidadMinimaValor contextRef="FIM_S12019_V-86772951_dly3" decimals="2" unitRef="pure">-1.31</iic-com-fon:RentabilidadMinimaValor>
<iic-com-fon:RentabilidadMinimaFecha contextRef="FIM_S12019_V-86772951_daq">2019-05-23</iic-com-fon:RentabilidadMinimaFecha>
<iic-com-fon:RentabilidadMinimaFecha contextRef="FIM_S12019_V-86772951_dpy">2019-05-23</iic-com-fon:RentabilidadMinimaFecha>
<iic-com-fon:RentabilidadMinimaFecha contextRef="FIM_S12019_V-86772951_dly3">2016-02-11</iic-com-fon:RentabilidadMinimaFecha>
<iic-com-fon:RentabilidadMaximaValor contextRef="FIM_S12019_V-86772951_daq" decimals="2" unitRef="pure">0.86</iic-com-fon:RentabilidadMaximaValor>
<iic-com-fon:RentabilidadMaximaValor contextRef="FIM_S12019_V-86772951_dpy" decimals="2" unitRef="pure">0.86</iic-com-fon:RentabilidadMaximaValor>
<iic-com-fon:RentabilidadMaximaValor contextRef="FIM_S12019_V-86772951_dly3" decimals="2" unitRef="pure">1.20</iic-com-fon:RentabilidadMaximaValor>
<iic-com-fon:RentabilidadMaximaFecha contextRef="FIM_S12019_V-86772951_daq">2019-06-18</iic-com-fon:RentabilidadMaximaFecha>
<iic-com-fon:RentabilidadMaximaFecha contextRef="FIM_S12019_V-86772951_dpy">2019-06-18</iic-com-fon:RentabilidadMaximaFecha>
<iic-com-fon:RentabilidadMaximaFecha contextRef="FIM_S12019_V-86772951_dly3">2016-01-22</iic-com-fon:RentabilidadMaximaFecha>
</iic-com-fon:RentabilidadExtremaClase>
<iic-com:PeriodicidadCalculoVL>
<iic-com:XCode_PeriodicidadCalculoVL_01 contextRef="FIM_S12019_V-86772951_da">01</iic-com:XCode_PeriodicidadCalculoVL_01>
</iic-com:PeriodicidadCalculoVL>
<iic-fim:MedidasRiesgoFIM>
<iic-com-fon:VolatilidadValorLiquidativo contextRef="FIM_S12019_V-86772951_daa" decimals="2" unitRef="pure">5.00</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo contextRef="FIM_S12019_V-86772951_daq" decimals="2" unitRef="pure">4.88</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo contextRef="FIM_S12019_V-86772951_dpq" decimals="2" unitRef="pure">5.10</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo contextRef="FIM_S12019_V-86772951_dpq2" decimals="2" unitRef="pure">7.20</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo contextRef="FIM_S12019_V-86772951_dpq3" decimals="2" unitRef="pure">2.86</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo contextRef="FIM_S12019_V-86772951_dpy" decimals="2" unitRef="pure">5.09</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo contextRef="FIM_S12019_V-86772951_dpy2" decimals="2" unitRef="pure">2.74</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo contextRef="FIM_S12019_V-86772951_dpy3" decimals="2" unitRef="pure">5.27</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadIbex contextRef="FIM_S12019_V-86772951_daa" decimals="2" unitRef="pure">11.76</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex contextRef="FIM_S12019_V-86772951_daq" decimals="2" unitRef="pure">11.14</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex contextRef="FIM_S12019_V-86772951_dpq" decimals="2" unitRef="pure">12.33</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex contextRef="FIM_S12019_V-86772951_dpq2" decimals="2" unitRef="pure">15.86</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex contextRef="FIM_S12019_V-86772951_dpq3" decimals="2" unitRef="pure">10.52</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex contextRef="FIM_S12019_V-86772951_dpy" decimals="2" unitRef="pure">13.65</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex contextRef="FIM_S12019_V-86772951_dpy2" decimals="2" unitRef="pure">12.89</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex contextRef="FIM_S12019_V-86772951_dpy3" decimals="2" unitRef="pure">25.89</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadLetrasTesoro contextRef="FIM_S12019_V-86772951_daa" decimals="2" unitRef="pure">0.73</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro contextRef="FIM_S12019_V-86772951_daq" decimals="2" unitRef="pure">1.02</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro contextRef="FIM_S12019_V-86772951_dpq" decimals="2" unitRef="pure">0.19</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro contextRef="FIM_S12019_V-86772951_dpq2" decimals="2" unitRef="pure">0.39</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro contextRef="FIM_S12019_V-86772951_dpq3" decimals="2" unitRef="pure">0.25</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro contextRef="FIM_S12019_V-86772951_dpy" decimals="2" unitRef="pure">0.38</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro contextRef="FIM_S12019_V-86772951_dpy2" decimals="2" unitRef="pure">0.59</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro contextRef="FIM_S12019_V-86772951_dpy3" decimals="2" unitRef="pure">0.71</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadVaRHistorica contextRef="FIM_S12019_V-86772951_daa" decimals="2" unitRef="pure">3.35</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica contextRef="FIM_S12019_V-86772951_daq" decimals="2" unitRef="pure">3.35</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica contextRef="FIM_S12019_V-86772951_dpq" decimals="2" unitRef="pure">3.22</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica contextRef="FIM_S12019_V-86772951_dpq2" decimals="2" unitRef="pure">3.07</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica contextRef="FIM_S12019_V-86772951_dpq3" decimals="2" unitRef="pure">2.31</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica contextRef="FIM_S12019_V-86772951_dpy" decimals="2" unitRef="pure">3.07</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica contextRef="FIM_S12019_V-86772951_dpy2" decimals="2" unitRef="pure">2.38</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica contextRef="FIM_S12019_V-86772951_dpy3" decimals="2" unitRef="pure">2.64</iic-com-fon:VolatilidadVaRHistorica>
</iic-fim:MedidasRiesgoFIM>
<iic-fim:GastosClaseFIM>
<iic-com:RatioTotalGastos contextRef="FIM_S12019_V-86772951_daa" decimals="2" unitRef="pure">1.15</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos contextRef="FIM_S12019_V-86772951_daq" decimals="2" unitRef="pure">0.58</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos contextRef="FIM_S12019_V-86772951_dpq" decimals="2" unitRef="pure">0.57</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos contextRef="FIM_S12019_V-86772951_dpq2" decimals="2" unitRef="pure">0.63</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos contextRef="FIM_S12019_V-86772951_dpq3" decimals="2" unitRef="pure">0.62</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos contextRef="FIM_S12019_V-86772951_dpy" decimals="2" unitRef="pure">2.49</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos contextRef="FIM_S12019_V-86772951_dpy2" decimals="2" unitRef="pure">2.21</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos contextRef="FIM_S12019_V-86772951_dpy3" decimals="2" unitRef="pure">0.77</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos contextRef="FIM_S12019_V-86772951_dpy5" decimals="2" unitRef="pure">2.01</iic-com:RatioTotalGastos>
<iic-com:RatioGastosEstimado contextRef="FIM_S12019_V-86772951_da">false</iic-com:RatioGastosEstimado>
</iic-fim:GastosClaseFIM>
<iic-com:EvolucionValorLiquidativo>
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2fEb4mQXESeEfvigD5f/4ZD+FH/Q2ftQf+Jvfto/8Az/qP+GQ/hR/0Nn7UH/ib37aP/wA/6vqCigD5f/4ZD+FH/Q2ftQf+Jvfto/8Az/qP+GQ/hR/0Nn7UH/ib37aP/wA/6ui/aa/aK8Jfsr/CS5+MXjXw1498YaLB8Qfgl8M7fw18MdBs/FHjjVfE/wAfPjb8PPgJ4Ih0XQL3V9EXVEj8a/Evw/c6rbWl9Jq50WHUX0PS9c1lLDRNQ+etN/4KGeC9R8F+Ir//AIUN+0PY/Grw7+0Y/wCyhJ+yjf6f8F4vjtq3xzPwg0v9oqz8KaHq8Xxsn/Z5v9Pv/wBnTWLP46xeMD8eYfBtl8PVvn1nXtL8T6VqnhqzAPVNV/Y5+GV9pmpWVj48/al0m9vLC8tbPVIP22P2zLibTbq4t5IrfUIYJ/j6YJpbOV0uI4ZgYpHjCSAozCr/APwyH8KP+hs/ag/8Te/bR/8An/V4pP8A8FK/gRbeFPFfii48L/FaG48KfCXUviU3hN9C8IjxVr/irwz8dfFX7MnxA+APhy2/4To6TffHH4bfH7w5pvwr8Y6Pc6zY+BIvE3jrwQNC+IOu6ZqWpaho+p/wU8+Lv7QHwF/YP/am+Mv7Nlx4R0X4kfCv4AfHf4nQ+NvGFtHrdp8P7D4YfBH4jfEeDxLo/gu5tZdM8c+JL3xH4T8PeDtF0XXLyy8PaNceKj471+z8Y6R4PvPh34xAPV/+GQ/hR/0Nn7UH/ib37aP/AM/6j/hkP4Uf9DZ+1B/4m9+2j/8AP+r4B/bL/a08T6B+2Hrn7NC/tI/Gb9mHwb4A/ZW+Fv7Qcnir9nH9my2/aa+JvifxL8WPip8evAMcnjzwre/s7ftNReG/gF8O9L+BUmpeO/GUPhX4b2+kal4w0Sz1f4r6KuraXFF+s/wy1O61v4b/AA+1m+8a+F/iTe6v4I8KanefEXwRpY0TwX4+ur/QbC6uPGvhDRV8ReMF0jwv4pllfXdA0tfFvikafpV/aWg8Ra2If7TugDxb/hkP4Uf9DZ+1B/4m9+2j/wDP+o/4ZD+FH/Q2ftQf+Jvfto//AD/q+oKKAPl//hkP4Uf9DZ+1B/4m9+2j/wDP+o/4ZD+FH/Q2ftQf+Jvfto//AD/q+oK+K/i1+2vovwa+Kui+AfFX7P8A+0pP4B1L4o/Bj4K6r+0lYeDfA9p8CPDXxP8A2gvEnhDwZ8KfDtzc+JfiT4e+K3i/TfEHjT4g+CPBd/47+Fvwo+IHw38K+L/ESeGPFnjHQ9c0TxRY6EAdp/wyH8KP+hs/ag/8Te/bR/8An/VQj/Y5+GSaneXr+PP2pZLK4sNNtbfSz+2x+2YsNndWdxqst5qEc6/H3z5JdSivrG3mhkJihTSYHhAe4nJ+af2NP24NX+IN7e/Dr4yaN8RpvEXiL9tP/got+z98N/jHq3hbwN4b+F3inV/2fP2tP2rrb4e/Arw0NI1jSvF+teLPBn7LPwctdYfxh/wriXwT4hsfAXii11f4o6/8XNI8ZaPF9Yfsj/tM6L+2F8BPh7+0Z4S+GnxU+GXgH4r+FPB3jz4dWnxfsPBGkeJ/FPgbx14G8LeOdB8WW2keCPHnj+HTdKmi8TS6B5Wu32larc6x4e1jUdM03UPBl74U8WeJgCp/wyH8KP8AobP2oP8AxN79tH/5/wBR/wAMh/Cj/obP2oP/ABN79tH/AOf9XzR+zj4r/ai/aO0//goB8Mfi58YNS+A/xE+GH7WngP4e+BPE/wCztonwo1nWvgh4J1v9jT9h/wDaSuPh34c1b43/AAq+Kngb4lXtl4k+MHjvwr4n+I3j74X39x4sg1zWtd8I+GvhjB/wheg+Buq/4J6N8YPFXg/4g/GLxt+1F8Z/2kfg98UfEdlJ+zPc/Gvwr+zPoHiGP4VeFW1jSk+LNnefs3fs8fs+abeaL8fb+c+NPBmn+ItO8TTWfwrsPhvrkF5oWv8Ainxf4fswD23/AIZD+FH/AENn7UH/AIm9+2j/APP+o/4ZD+FH/Q2ftQf+Jvfto/8Az/q+oKKAPl//AIZD+FH/AENn7UH/AIm9+2j/APP+o/4ZD+FH/Q2ftQf+Jvfto/8Az/q+oK+Wf2tP2s/Bf7IXgrwN4s8WeDPH/wARdV+J/wAVvDHwW+HfgX4bn4e2PiDxR4/8V6V4j1/T9Pl8TfF74g/Cf4TeD9Nh0Lwj4i1G4174h/Erwfos09ja+HtLvtR8W694b8P6wATf8Mh/Cj/obP2oP/E3v20f/n/VQ1X9jn4ZX2malZWPjz9qXSb28sLy1s9Ug/bY/bMuJtNuri3kit9Qhgn+Ppgmls5XS4jhmBikeMJICjMK5jXf21tO0vwd8NNW0j9nP9pjxT8TviZofxI8WWn7N1p4W+Gvg/49eG/BvwZ8VeG/BPxe8Y69oXxX+K/w78Faj4d8B+J/GngiwW78DePfGU/xDs/G3hLxB8HbX4j+Gdf07WZvLPG3/BUr4CeFPEa2Oi+BfjZ8S/AGn/su/A79tXxp8c/h94a8E3Hwd+HH7LHx51f4vaX4d+MXjHXPFfxE8JeJP7H8N23wa1/xL4t8O+GfCfiXx0vhDVLDxN4V8K+K9K8PfEe48CAH0T/wyH8KP+hs/ag/8Te/bR/+f9R/wyH8KP8AobP2oP8AxN79tH/5/wBXsnxMn+I9v4K1YfCSw8LX3xBu59G0zQZPGtzfxeFtETV9d0zStZ8XaxZ6WYNS8RW/gjQbzVPGCeC7HU/Dl147uNDh8FweL/BkmvL4r0b8o9J+K3xb+KP/AASy/Yr/AGyPG37XX7RvwW8f+IP2PP2dfiV8QLX9mjwP+x/ea7+0Z8b/ANoL4a/CJfDHg+DQv2iP2ZPjh4b0bxT40+LviS28IfDTRfAMfw38PnxB8SHsPERvNLt9Bfw4AffH/DIfwo/6Gz9qD/xN79tH/wCf9R/wyH8KP+hs/ag/8Te/bR/+f9XYfs2+DvjB4B+B3w68K/H74r6r8bvjJp2izT/EL4k6xpXgHRrzWtf1fU7/AFmXTIrT4Y/D34UeCZ9M8I2+oW/gzRNX0n4c+ELjxBovh/T9e1vR4df1LVHk9woA+X/+GQ/hR/0Nn7UH/ib37aP/AM/6j/hkP4Uf9DZ+1B/4m9+2j/8AP+r6gooA+X/+GQ/hR/0Nn7UH/ib37aP/AM/6j/hkP4Uf9DZ+1B/4m9+2j/8AP+r5I/a9/ar+JPwm/bf/AGZvhRcX3xM+FH7Lmj/sxftfftn/ALSPxt8L6T+zxrHhXUfCv7L1/wDBSyn8D+MJPiR4g1/4p6D8NtBsPiXcXXxUu/hV8KIviTqviL4hfAeL4Z+Nh4V0r9oTVvhtQ/aS/b88ReHfgt4r1jQvh/8AGf8AZ2+MXwo/ad/4Ju6N8Qvhl8RPCvwr8efEjUv2f/2nf28/g58GNW8Q+FdE+EvjP49eE/EWi/Gf4dw/G3wF4Xj0TWj8TtH8Q6LrlvbaH4Q8c6Ro1xCAfW8n7HPwyfU7O9Tx5+1LHZW9hqVrcaWP22P2zGhvLq8uNKls9Qknb4++fHLpsVjfW8MMZEUyatO8wL28BF//AIZD+FH/AENn7UH/AIm9+2j/APP+rtPgd8ctG+OGkeMZrfwl4x+HHjH4a+OLj4b/ABQ+F/xCPg2Txv8ADrxqnhbwn4+sND8RXHw78Y/EHwJeSa38PPH3gTx5o974W8beI9NufDfjDRZZby31Fr7TrH4J8TftJ/tb+F/jJ/wU/wBAuU+Eif8ACgf2Ffg/+0J+yx8O9X1Cx0nwdpninxN40/4KOeFdM1v4wfFXV5/Dsk1t8UYv2aPhZ4r8XC5uvDPhP4TeHr9/CVlJe6j4f8U/E3xyAfYX/DIfwo/6Gz9qD/xN79tH/wCf9R/wyH8KP+hs/ag/8Te/bR/+f9XwN+wf+1T4w+Kf7Rlj8N9K+PP7TXx9+HHiX9mPWvjn4s1D9sT9lPTf2RPHfgnxlN47+GOg/DjTvgJ4ej/Z0/ZmvPi18IPE+g+IfihN438T2Ok/GvSPAWseGPhjYn40ahN8Qba21L9maAPl/wD4ZD+FH/Q2ftQf+Jvfto//AD/qP+GQ/hR/0Nn7UH/ib37aP/z/AKvqCigD5f8A+GQ/hR/0Nn7UH/ib37aP/wA/6j/hkP4Uf9DZ+1B/4m9+2j/8/wCr6gr4g+Af7Xnw9+Ifjjwv8INOvfjB4m8U+PfEH/BSHWdF8SfELQfhnpcGl6d+wh+214f/AGWvin4TuH+H0ujWyeH9J8bfFTwxoXwBuX8Nar4q8T/BrwnDr/xm8TL8Vjq114qAOw1X9jn4ZX2malZWPjz9qXSb28sLy1s9Ug/bY/bMuJtNuri3kit9Qhgn+Ppgmls5XS4jhmBikeMJICjMKv8A/DIfwo/6Gz9qD/xN79tH/wCf9XgH7I37Xmo/tV/H3xN4h8K3viCx/Z88e/8ABOD/AIJp/tefCDwL4s0HwrpfirwtqP7WnjT9u++8S3via80CXWbl/EGreCfhX8ItH1nQR4x8TeFdA1Hwncy+FZVk1jXdU1zqNS+Lv7QFh/wUp+GHwQ1e48I6L+zr41/ZL/az+IXh3w9pttHq/i/xh41+C/xI/wCCfWi6f8RfE/iS6tbabwxZaeP2jviX4C0P4c6HFLbyQ6Jc+PfEviXxHN4p8L+GfhmAer/8Mh/Cj/obP2oP/E3v20f/AJ/1H/DIfwo/6Gz9qD/xN79tH/5/1fk3+xZ+2/8AGf4q/GX9kjTde+N/xs8e+L/2hT8Tf+GjPhB8SP2bdC+Fv7JvwnHw++FHjrX/ABIf2F/2mLT4CfDi3/adTw18a9F8F+CdDPh/9or9qY+NvgxrHjD4t3R8NW3hie/s/wCgSgD5f/4ZD+FH/Q2ftQf+Jvfto/8Az/qP+GQ/hR/0Nn7UH/ib37aP/wA/6vqCigD5f/4ZD+FH/Q2ftQf+Jvfto/8Az/qP+GQ/hR/0Nn7UH/ib37aP/wA/6vqCvyo/4Kh/t4a1+y5+z1+1vpPwZ8K/FfxB8evhp+xJ8Zvj/beP/h14R+H/AIv8Mfs3Sz+CPihpPwJ+KHxV0nx74htJNV0HxF8Vfh/rtrpOleGPAnxVEVp4H8XeI/H/AIZ0n4ceHvEOv2wB9b/8Mh/Cj/obP2oP/E3v20f/AJ/1UI/2Ofhkmp3l6/jz9qWSyuLDTbW30s/tsftmLDZ3VncarLeahHOvx98+SXUor6xt5oZCYoU0mB4QHuJyfP8AUv2xvB/grxP+0P4estL+Onxj+IHhL9rLwv8As0+DfgxpOmfBDTNb8TfFHWP2Lvgp+1Q/w+/Z/wBU1rxH8LfD154ItPhD4j1z4ueJvEn7QnxF0vX9M8Y2nxk0+08SxfDvRPhh4ftvqn4SfEYfFn4e+HfHx8DfEb4Zz64mpRX3gH4t+Fn8HfELwrqmi6zqOgatpHiLRFvNT093t9T0u7Om674d1nxB4O8WaM+neK/BPiXxL4R1rRNe1EA8l/4ZD+FH/Q2ftQf+Jvfto/8Az/qP+GQ/hR/0Nn7UH/ib37aP/wA/6vzl1j9r79rTwl+z7/wUs8bfEvXfBPhjx/8As7ftkfAb4ZaNB4K0HS/Elv8AA/4IfFP9nn/gnn8T/iZovgG21i0gn/aA+MHwv0f9ov4vav8ADYa5o0178efjDZ+GvDWgfDnTND8S+GfhNpXvP/BPv4/eMvip8R/2lPhzd/Fn46fG/wCHHwj0r4HXfhjx9+1h8AbL9lv9pqPx38RIPifqPxA8J+KfgqnwF/Za1OP4X6L4d8P/AAv1f4YfEfUPgF4Sh8Y6x4l+JPh6w8Q+M18A3GoWYB9Q/wDDIfwo/wChs/ag/wDE3v20f/n/AFH/AAyH8KP+hs/ag/8AE3v20f8A5/1fUFFAHy//AMMh/Cj/AKGz9qD/AMTe/bR/+f8AUf8ADIfwo/6Gz9qD/wATe/bR/wDn/V9QV+e/7SH/AAUY+HX7NHxN+Jfw28Q/BX9obx/B8EfgB8Pf2pfjj8Rfht4d+Gl18NvhD8A/Hviz43+E5/iD4w1rxr8V/A2r3MfgiT4A+N9f8W+FfCXh/wAT+Orvwq1trngbwv40g0bxwnhAA9o/4ZD+FH/Q2ftQf+Jvfto//P8Aqoar+xz8Mr7TNSsrHx5+1LpN7eWF5a2eqQftsftmXE2m3VxbyRW+oQwT/H0wTS2crpcRwzAxSPGEkBRmFcL4f/bu8P67P8e9Bm/Z0/ao0T4k/AjQ/hB4wb4PXvw58Kav8TPin8Pv2gfEnjTwb8FPiD8NdJ8G/EPxTo1p4a8ceKvhx8QNH1SD4q6/8L/EvwlXwV4l1z47eHvhb4Z0ufWxF4E/b++HniuytB4q+FPxu+Dviqz/AGsNC/Yz+IngL4m6V8NG8R/CD4y+L/hZoPxe8B/8J5qvw7+KXxB8Baj4Q8f+GfG/wusvCXib4a+NPiFBf+IPix4G025t7GOTxJd+GwD07/hkP4Uf9DZ+1B/4m9+2j/8AP+o/4ZD+FH/Q2ftQf+Jvfto//P8Aq9H+B3xk8L/tAfDLQfi34Jstds/CHiq+8VR+GZvENtp9pd67onhzxfr3hXTfGGnxaZqmr27+F/HFrocfjLwXdS3cOo33g/XdCvdX0vRNWuL3RbD8wNJ/av8A2r9H+E3/AAUL8RfFSXw7Y+L/AID/ALcP7OvwkWH4b6NZavpv7Nv7Ofxd+Af/AATu+JHxq8Sadqmp+H9TPxQ1X9mXwd+0f8bPi1f+PvGPhW60zxtqngy41SbwB4e8BS6Z8NdBAPvj/hkP4Uf9DZ+1B/4m9+2j/wDP+r2j4c/Drwp8KPCNj4H8F2+sW+gWGoeItWj/AOEh8V+LPHOuXWq+LfEmr+L/ABJqereLfHOt+I/Fmuahq/iTXtW1S6vNa1u/uTNeNFHJHbRwQxfnN+wR+09D8Wfjx+0t8D/Cf7Wkf7cXwl+E3wh/Zb+LPgb9o65074PPqut6z8ePFn7U/hTxn4Lj8cfs7eAfhd8CfiV4Z8IP+z7oF1o/ib4f+CLOXSdb8R+LfA/inV9X8ReE71NP/VGgAooooAKKKKACiiigAooooAKKKKACiiigAooooA/HD4lfs8eMv2uf2pf26z4ff4gfBTRtK+F3/BK7wv8ACn42+OfhDrv/AAi2o/tK/sJ/tfftV/tnQXfh3wd4wuPAt38ZvhH4d1/xv8CbHxhrnhPXNF8KeOLHW/F/g3wV8SrDxJoWsat4d9S+GH/BP34g+Hfijonxo+Kv7RukfEv4hRf8FANU/bx8UT+Hfgn/AMK48N6nfan/AMEytQ/4Jyx/CPw1oj/FTxreeGvDWg2d5bfEnw94l1fXPGXiBdG0qx+HviMeJtel1H4r336e0UAfMH7OXwD8Vfs9aJdeDLP4heH/ABT4J1n4wftrfGvxDaXPw+1HSfFVz4q/ar/a48cftOeDtP0bxFF8Q7/SNJ8P/CnSPif46+Hnia1vvCWuaj8UtRfwn440vVfhXbaBrHgnxX5H41/YbHi3Rv2w7SD4of2Vrn7TP7Wn7P37YngrWX8ER6lafCL4lfszfDj9i7w78LrHVdGl8VW6fE3QofiL+xh4X8f+ILY33gZtY0TxXf8AgVDYvpa+LdT++65fxR4oXwyuiImiaz4gvvEGstomm6bojaLHdSXUei6zr8sssuv6zoWnRW0WnaFfO7vfea0vkxRQyNISoB86/s+/s/8AxF8A/EP4p/HP47fFPwX8Wvjr8WfCHwp+GWt678L/AITa18D/AIaaP8Mfgjq/xZ8R/Dvw34f+HfiX4u/HbxFFq0HiX45fFHW/EnibWfidrU+tz69Y2NnYaJpOhadYJ9ZV5/8A8Jl4j/6JN8QP/Bl8K/8A55dH/CZeI/8Aok3xA/8ABl8K/wD55dAHoFFef/8ACZeI/wDok3xA/wDBl8K//nl0f8Jl4j/6JN8QP/Bl8K//AJ5dAHAftLfAv/hoj4deHPAH/CU/8If/AMI/+0B+yd8dP7W/sT/hIPtf/DL/AO1P8G/2l/8AhFvsH9r6J9n/AOE4/wCFSf8ACFf239sm/wCEZ/4SD/hI/wCyPEH9lf2DqXzP4z/YT8RX/jb4r/F74e/GTQ/Cnxh8Q/tseGv22/g5rvi34U3vjvwR8NPGGlfsEfDj/gn5r/gzxv4J0v4o+AtW+KnhzxR8LPDvxF1WW90fxz8K9V0jUviJpsVhMbnwQmreJPtf/hMvEf8A0Sb4gf8Agy+Ff/zy6P8AhMvEf/RJviB/4MvhX/8APLoA/OzWP+CXnh3Xbn9jXVL34u6tBrH7NX7Qnxg/aH+Kk2neEYbXS/2htc+O3xzP7YHxD8IzaVJ4muX+Hfg5/wBtDw38Ivj34a00X/jiTQLb4S+HvBLzalLOPFtj9aftF/APxV+0t+yP+0/+zH4x+IXh/RNX/aK+D/7SHwUs/iH4Z+H2owad4I8K/GfRPHngzwLqFz4H1T4h6pc+KvEHw88E+J/D1p4suovG3hjTviT4q0DWfEWj6V8MNI8S2PhLwt6//wAJl4j/AOiTfED/AMGXwr/+eXR/wmXiP/ok3xA/8GXwr/8Anl0AfMXxe/Zs+OWp/HXXfj7+zb8e/h38F/FnxE+EHw6+B/xYh+Jv7P8Aq3x3t9W8G/CTxh8XvGnw71j4eHSPjp8FI/AvjjQNT+PHxNWXUvEtr8TfCesR6lov9reB7tdCVL36M+B3wh8Jfs+/BX4P/AXwAuoL4E+CPwu+H/wh8FLq93/aGqr4S+GvhPSfBnhtdTv/AC4ftuoDRtFshe3flRfabkSzeWm/aNH/AITLxH/0Sb4gf+DL4V//ADy6P+Ey8R/9Em+IH/gy+Ff/AM8ugD0CivP/APhMvEf/AESb4gf+DL4V/wDzy6P+Ey8R/wDRJviB/wCDL4V//PLoA9Ar8gP2kv8Aglfqf7RH7UmiftDal8dfDUOk+H/2h/2S/wBojw94f8bfA+4+JnxD+Ht7+y74/wDgv4wuPhX8Gvidqfxe0bw98JvhR8U4vhRrGoeJ7Xw58Jn+IcPxD+JXi/xLd/EfXvAmoat8Jtb/AE//AOEy8R/9Em+IH/gy+Ff/AM8uj/hMvEf/AESb4gf+DL4V/wDzy6APhn4J/sE+L/hn8Q/C+seNPjxpnxI+GHwz/aw/bC/bN+EXgO3+EJ8GeLPBXxf/AGu/HX7T+patpmo/EW3+JWvWPiv4eeCfhz+1Z8SPCmnaDd+ANP8AEeteN9QvfH934ysvD58OfDHwn9D/ALK/wD8Vfsw/AL9lD9nOz+IXh/xj4J/Zw/Zg8AfAPxDqlz8PtR0TxV8Q/FXwv8F/DDwL4O+IWjX0XxD1TSPAXh9tI8J+OrjxN8Pr7Q/H2o6vqPi7wnNpfxD8O23gPWLP4iev/wDCZeI/+iTfED/wZfCv/wCeXR/wmXiP/ok3xA/8GXwr/wDnl0AfNmofsm+IY/C//BRPTPCXxfl8J+K/26vFmv8AjXwz4yg8FtezfAbxDqP7FfwA/ZG0W+h05PGGnv8AEKXw/qXwItvinG6ap4Ca8fxCPBytZHRh4r1T6q8D+DfD/wAOvBXg/wCH3hKwj0vwr4E8LeH/AAb4Z0yFUSHTvD/hjSbTRNGsIkiSONI7TTbG2t0WONEVYwERVAUZH/CZeI/+iTfED/wZfCv/AOeXR/wmXiP/AKJN8QP/AAZfCv8A+eXQB6BRXn//AAmXiP8A6JN8QP8AwZfCv/55dH/CZeI/+iTfED/wZfCv/wCeXQB6BXzF+1x8A9f/AGk/hBcfDDQvEfwq0iK91/StT1/w98eP2ffCv7T/AMDviRoFhFfLceBPiv8ABzxL4g8E3viLwtcX1zp/iW0n8H/EX4eeK9N8U+GfDl5F4mm0JNe8N+IPXf8AhMvEf/RJviB/4MvhX/8APLo/4TLxH/0Sb4gf+DL4V/8Azy6APyQ8S/8ABG3wZ4h/Z7/Zh+Feu6z+zf8AGD4gfsxeG/jz4N8H+Iv2q/2OtE/aS+BWgeFv2jviL4X+I/jDSfhZ+zZ4j+L3h+z+Gkfwxl8C+CPh7+zW118S/G8fwh+Dvh1Phxq0PxC07UdQvJ8HxN+wT8TfHP7SXx3+AXhzxuPht+yd4k/4Ja/sDfsd/FCef9nnQIvDvxp+GuhfEL/got4X+JfgH4Qar8Pr/wCEXwz+CfxQ8LfD7xT4as5IvBHhDxN4D+G3hD4x2cdt8FtOXUfhnqnhz9jf+Ey8R/8ARJviB/4MvhX/APPLo/4TLxH/ANEm+IH/AIMvhX/88ugDoNGtvFUGo+LJfEOs+H9U0i88QW1z4FsdG8M6joWo+HPCq+FfDNneaN4s1S+8WeI7bxp4gn8bWvjHxDbeJtH0fwFp1r4V13wz4Ol8J3mr+E9U8deNPiPwB+w3/wAIX+zh/wAE6v2b7z4o/wBveHP2Ek/Z6TxJqB8EjT4vjx/wzh8Atf8Ahh4JMukN4t1BPh75fxVf4f8Axxg33/jw6befD628JxGefVIvGGjfXn/CZeI/+iTfED/wZfCv/wCeXR/wmXiP/ok3xA/8GXwr/wDnl0AegUV5/wD8Jl4j/wCiTfED/wAGXwr/APnl0f8ACZeI/wDok3xA/wDBl8K//nl0AegUV5//AMJl4j/6JN8QP/Bl8K//AJ5dH/CZeI/+iTfED/wZfCv/AOeXQB82/tLfsW+Ev2pPHSa34+8T39t4F1X9iz9tf9i3xr4I0vTBHqfiLwl+2lrH7Mt34j8T6d4vbUwugX/hDR/2ebzSLTTG8OauNZuPHMepnU9HHhf7B4h+OvDP/BJOy8LfB34tfDzwb4s/Zb+AHir4l/HD9jL4u6f4k/Y4/YD+Ev7M/g/wzb/sX/tJeCP2ivB9vqvgnTfGvjTxL8SvHPifUfC+qaDe+LPiL8T9f8EeFJdZg1fwT8JNDtB4v8PeOv1X/wCEy8R/9Em+IH/gy+Ff/wA8uj/hMvEf/RJviB/4MvhX/wDPLoA8U+BvwF+Inwkn8VeJtX+JXgLxX8RPjd8c5/jV+014g0r4S+IvCnhvxxNZ/AXwt8B/C2hfCLwndfGbxXe/B+TQdD+EnwJlu9Y8V+KvjXHrWmeD/HWmvpFjrXxE0vxZ8P8Amvib+xd4R+MXj39sPXfiB4n1G+8B/tk/sXfCn9i7xt4H0ew/sfVtB8I+AdZ/bHvPEnifS/Gf9p3vn6j4x0b9rq90iysP+Ebsv+EWufA8Wq/2nr//AAkX2DQPpD/hMvEf/RJviB/4MvhX/wDPLo/4TLxH/wBEm+IH/gy+Ff8A88ugD5w+En7OHxi0742aT8fP2j/jj4I+M3jrwB8LfiH8E/hGPhp8D9S+BWjeH/h98WPFvwo8afEW+8e2Gq/GT4zP49+InibWPgb8LRJ4i0K4+HPg/SLTQNQh8P8Aw50ltf1CSvs+vP8A/hMvEf8A0Sb4gf8Agy+Ff/zy6P8AhMvEf/RJviB/4MvhX/8APLoA9Aorz/8A4TLxH/0Sb4gf+DL4V/8Azy6P+Ey8R/8ARJviB/4MvhX/APPLoA7HVdSt9G0vUtYu4r+a00qwvNSuodK0rU9d1SW3sbeS6mi03RNEs9Q1nWb+SOJls9K0iwvtT1C4MdpYWdzdzRQv+KH7NH7Jfx78beA/g1+0Z4A+Ies/sm/FTTvi/wD8Faby38O/Gf4AXXjPxBqP7Mn/AAUM/wCChXiL9p3RZb/4ca546+GevfCT44xeGfh78CvGnhC68dL4ltvh9eX3iTwl8Vvgn4nvp7zQ9F/X7/hMvEf/AESb4gf+DL4V/wDzy6P+Ey8R/wDRJviB/wCDL4V//PLoA+IP2UP2D/FX7JOneBIvB3xq8P8AibV/B/7EH/BNn9iG8vvE3wj1Eadq/hX9hDxV8dbzx144ttL0v4tWNzpXiD45eCfjz4h8PeE9Ol1jVdO+C3irRtG8Y6w3xq0g33gW5+oPEfwL/wCEg/an+Df7S/8AwlP2T/hUn7P/AO0t8C/+EK/sT7R/wkH/AA0R8Rf2TvH/APwlP/CR/wBrw/2V/wAIf/wy/wD2T/Yn9g6l/wAJB/wnH2/+19E/4Rn7H4g7/wD4TLxH/wBEm+IH/gy+Ff8A88uj/hMvEf8A0Sb4gf8Agy+Ff/zy6APh/wCCP7CXjT4Yat+zH4V8VfHDwz40/Z4/YaWJf2Qvhpofwb1LwT8SPC/9l/Azxz+zR4Ub42/GG8+MHjXSPjCfB/wS+JXjTwrpP/CL/Cf4NjUtT1O18U+Kh4i1jTLWWv0grz//AITLxH/0Sb4gf+DL4V//ADy6P+Ey8R/9Em+IH/gy+Ff/AM8ugD0CivP/APhMvEf/AESb4gf+DL4V/wDzy6P+Ey8R/wDRJviB/wCDL4V//PLoA9Ar8zv23v2AfGn7VFr+0PbfDH9oWz+AbftYfsg6p+xr8ebrUvhBD8W7nWfh7p6/GW8+Gur+C/O+IvgC38Ia54V1f4/fFaz8Um/t/FMHjTwX4uvdE0r/AIQXxXp/h3x/oX6A+HfFz67q2r6JeeGfEPhnU9H07RdVmttdk8Nzi5sNeuddtLKe0m8N+IvEMBK3Hh3UY54rmW2mjxA6RyJLuXsKAPzx8V/sM69c+Ofi58YPAXxc0Dw78X/Ev7aGhftq/BvWvGPws1Lxx4G+GHjTT/2A/h3/AME+Na8KeNfBWjfFT4fax8VdA1/4YeH/AIh679q0rx38LNQ0vVviBpUFq8kngkan4m+qvhj4S+NHhTSfA2mfEb4x6D8V7nTvD3jj/hZHiCf4U2ngnXfF3jrX/FWh634Nv/BaeGvGI8OfD74ceANAbxn4Mi8D634c+JPjXxPpl38PtW1r4vHxF4N8Zap8V/ZKKAPhDxN+w/p/imw/a/t7z4jXdtf/ALTH7WXwE/bC8H6lZ+F4QfhD8TP2afhj+xl4a+E9veWdzrtzb/EfSNP+Jn7GXhL4ka5a3A8Iwa7ovia/+H0tvbx6e3irVe//AGfv2f8A4h+AfiD8Ufjn8dPil4O+LXx2+LPg/wCFPwy13Xvhl8KNY+CPwy0j4ZfBLWPiz4j+HXhzw58OvEfxa+OfiODVoPEXxy+J+teJvEutfFDXZ9duddsbOysNC0jQ9O02P6wooAKKKKACvgD9o79hj/hoD/hvr/i6P/CJf8Nx/sAeDf2GP+RJ/t7/AIVf/wAIl/w2p/xdH/kbtF/4TX+0P+GwP+RJ/wCKS+yf8K7/AORuuf8AhLf+KZ+/6KAPz9/aE/Yd1b42+MP2m/GmifG3VvhvqX7Q3wF/Y8+CkEWk+GtRuY/D0f7Jnx8/aN+ON3/wkt7o3jvwlrPjT4ffHCz/AGgLj4U/E7wBo2qfD3WJPh1p3iiw0r4hW2oeNre+8I/nr8S/+Ceuv/su/sBftgfAf4eeINQ8afG39sP9prwX8Zv2f5/2Y/2W/Efw98G/BH9qHQPhv+zrZfB3XW8O+EvE3xRsfhj8LPAXxc/ZW0f4weIPjb8WvHWmWukJqsWl+OPHHjT4o3dn4j+I/wDQZRQB458K/hSfgt4R+DHwm+Hl/wCH9K+Cnwd+Dth8KbHwjceF7648U3DeDdN8A+Gvhff6N4utfFVhonh/w/4a8J+HvF+meJvDFz4C8QX3ivUvEHhPVNI8VeCbTwXq+jePfHrP9mbx94Uk/bS1/wCF3x1l+H3j/wDas+Pvgr49+GPFyfDTQPFVt8KtQ8F/s4fss/s/HwfrHhvxLrF5p3xI8N+K7b9mmfUfFFzbTfD3xAvhz4j6p4d8J6v4U8U+HNG+JD/YlFAHyx+zz+z/AOMPhp4p+Kfxe+MnxG8M/Fr4+/GaDwHonjXxp4G+GuofCDwFp/gb4V23iSL4c+BPBPw81n4j/F/XtF0PQNQ8b+PfEt1c+IviZ4x1jVPEvjjxDdHUbPSf7I0TSfqeiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACvP/GX/Ix/Cb/soGpf+qr+JdegV5/4y/5GP4Tf9lA1L/1VfxLoA/lO/wCCq3/BUL9uj9m39uT4u/B74LfHH/hDPhz4X074bT6F4d/4Vn8H/EX2GXX/AIZeEfEOrP8A2v4s+H+u67c/a9Y1S+vNt5qdwsHn/Z7YQ2sUMEfyd+z1/wAFjf8Ago945+P3wO8E+Kf2jP7U8MeMPjB8NPC3iPTP+FRfAiy/tHQfEHjTRdJ1ex+26d8MLTULT7Xp93cW/wBqsbu1vLfzPNtbiGdEkXpP+Cy37M37SHxF/wCCh/xu8XfD79n743eO/Cep6X8KY9N8T+DfhT488T+HtQew+Engiwvksta0TQb7Tbt7K/trmyu1guZDb3dvPbTBJopEX4t/Zh/ZC/ay0T9pX9nnWta/Zf8A2iNI0fSPjl8JtU1bVtU+CnxKsNM0vTLDx9oF3f6jqN/d+GYrWysbK1ilubu7uZYre2t4pJppEjRmH+t/BXCfgtW8GeFsZj+GvC+rntXw2yjE4zFYzJuFKmbVM1nw1h6levia9bDPGTzCWLcqlWrVm8TLENynJ1G2f7leH3BH0fMR9H/g3H5nwj4N1+Ja3hHkWLx2Nx2QcE1c8q51PhDDVsRicXicRhJY+eaTxrnVrVq03i5YpynOTrNs/vW+PHxub4Fp8I9a1Pwt/bHgbx38bPAfwe8d+K11o6c3wxi+Kj6j4Q+HXi2TSv7Iv18SWOufGrUPhl8MNQsTqXh9dFtviE3jGXUbq18NXGj6l8+/t5/txv8AsYeBtZ8RaB8Lf+Fy+KfDfwA/au/ab8Q+D/8AhNx4Ai0j4Pfsn/BXWfiF4o8SXOvDwj41bd4g+Jmp/Bv4OafaDRvMtbn4rSeL1bULXwZf6Fqv1d8afhP4Y+O3wj+JHwb8ZfbE8M/EzwZ4g8Gard6ZN9l1jSYtd06eyg17QL4AyaX4k8P3csGt+HNYt9l3o+uafp+qWUsV3aQyp+LvxS+E37UHxm/4J6f8FUPit8cfhfr91+1N8Tv2C/j9+yL8PPhp4S8N6lq2t+IbP4OfAX4qeEdV1D4beDdLt77Vr5v2kP2nvE/xV8bfDqLQrOXVPiF8ILz9npZLS6u9N0q2tv8AJA/w1P3wor5A+Fv7cPwX+MHjvQvh14T8Fftf6R4g8Rf2n/Z+ofFL/gnt+318DvAlv/ZGj6hrt1/bvxS+Nf7NPw/+GXhfzbLTLmDTP+Em8XaR/besS6f4d0b7f4g1fStMvfr+gD+QT/gsJ/wVG/br/ZZ/bf8AGfwg+A/xz/4QX4daT4M+Heraf4d/4Vl8HvE/2fUNd8NW2oarcf2t4y+H3iHXZftV5I83lT6nJBBny7aOGIBB8AfCD/gtn/wU58U/Fn4X+Gdd/aZ+3aH4i+IngnQtZsv+FM/s+2v2zStX8S6Zp+o2v2mz+FFvd2/2i0uJofPtbiC5i3+ZBNFKquvt/wDwXN/Zl/aR+J3/AAUJ8e+Lfhr+z58b/iF4Uu/AXwvtbXxN4H+FHjzxZ4eubqx8J2lve21vrWgaBqGmzT2c6tBdQx3LSW8ymOVUcFa/NH4H/sZftg6Z8avhBqWpfso/tKafp2n/ABR+H99f3998C/ihaWVjZWnizSbi6vLy6uPC0cFta20Eck1xcTSJFDEjySOqKzD/AKJvBXw++jFjfo3eHOY5/wAEeA+L4pxHhNkeLzTH5vw14fV+IK+cz4bo1MRicfisbgp5jVzOeKbqVq2IqSxcsQ3KcnUdz8lzLF51HOcXClic0jQWPnGEKdbFqiqftrKMYxkoKHK0kkuWz7H+h1+0t8dP+Gd/h14c8f8A/CLf8Jh/wkH7QH7J3wL/ALJ/tv8A4R/7J/w1B+1P8G/2aP8AhKft/wDZGt/aP+EH/wCFt/8ACa/2J9jh/wCEm/4R/wD4Rz+1/D/9q/29pufa/tjfsiX3xP0f4JWX7VH7OF58Z/EOseKvDvh/4R2vxw+GVx8T9c8QeBde8SeFvG2h6P4Bh8Tv4r1PWPB3ifwb4w8OeKtMstJnvfD2veFPEmj6vBZ6hoWqW9r5f/wUG8J+KvGnwG8A6P4O8M+IPFmr2f7b/wDwTJ8WXml+GdG1HXtRtfCvgL/gpJ+yh468deJrmx0u2urmDw/4L8E+HPEPjHxZrMsS6d4c8K6FrPiHWLmz0jS768g/Pqw/Zz8S6X+xLrWn6d8DfENj8SvEf/Bd23/aC17T7b4b6rD421jwjaf8HDdj43tvjVqNkmjjXLrwvb/suaZp/jSH4hyxNo8fwItIfFC6uPASDUK/52T9aP0H/aP/AG9vgJ8AdZ0X4d23xG+EPjj496n8Zv2Tvhfefs9QfGXwZovxe0nw9+1D+1B8GP2cf+Fj3PgSN9d8Z/2L4Htvi/H498iXwzbWPiaDQ00H+3vD8esL4g071K+/ad+DvgL4Wa18YPjp8Zf2dPhL4A0X4mfE34c3fxAvvj14Wk+FllqHgX4q+NvhxYaJrXxI8YWHw90XR/iZG3hGXTfib8N5Ibif4Y/FWx8bfCyHxB40PgtvF2t/iZ8WdG8VR+AfAv7Lvij9lb9oj4hfHjwx/wAFuvh/+1JofxD0j9nz4ieLfhd4J+CHi7/gsTpv7Q+ifHm1/aBsvDV58L/sHhz9l3xtF8NPFfhjTPGlx8T/AABocfiQ+KfBei/DDwhrvifTfcfgVo3jz9njWfh18d/it8P/AI1x/CbwR8c/+C6mheIvCHgv4C/GL4wfEKLxX+0z/wAFWZfij+zh8VdO+D3ws8C+NfinqnhLxB8GfB3xKuNA+IHhrwbqulN4S+KuiaqL9PCXjJdVlAP1l8aftI/s7fDj4XaV8cfiH8e/gt4C+Cuux6LNonxg8afFLwN4X+F2sw+JIvP8Oy6V8QNc12x8J6hHr0P77RXtNWmXVIv3liZ05r1bRtZ0jxFpGleIPD+q6brug67ptjrOia3o19a6npGs6RqdrFe6bqulalZSz2WoabqFlPDd2N9aTTWt3azRXFvLJFIjn8VP2gvC3iG51P8AY5+P/wALrf8AbM/YZ/Z68J+Bf2wNH8V+EP2Wf2TvhX8T/jv4f8f/ABx+JPwS8VfDrxb4p/Zjb9m/9se70Tw/4/sfAnxl8TeI9a8MfB23+MHhXXPilo1t8T7z4fT+Jfir4br7O/ZW0my/Zq/YUsr/AEXwx+1H4ztPBPhv45fFyy8HfGnwZ4Ah/ag8Wt4g8d/Eb4u/8I3/AMKu+A/hPwz4M0HV9fn1xtN+FXwm8G+AfC+p+FPC134M8Aah4H8O+KdK1Lw5YgEXgL9uTT/HH7bXxJ/ZHHw3u9K8M+EdI8S2Hgz44yeKYbvRfiR8V/hj4d+CnjH40/C7TvC66Db/ANl3Pw/8LftEfDC6sNcXxRqx8Wazp3xf0GHRdIufhD4hnuvNPh3+1R+318cbX4geLvgp+yB+yBqPwy8L/tAftPfAvwzrHxS/b8+NHw/8d+Iv+GZP2jvip+zfrPinXfBHhP8A4Jv/ABW8P+Fv+Ep8QfCnVfEWmaJp/wARfF32DR9T0+C61eW9W5ji+L7P9kj/AIKMfA34IfAX4weKfih+zj8UPFX7N/xw1D9tL4g/Bn4Q/sg/F6D4/eMvFHxh1nx5qv7XvgPwn8Zh+2Z4/wDD/j7xJqPgT44fGnRfBdhpX7NqweO9X0nwLofhTwh4RvF8NvoH0h+w9+wx4St9K8afF/4izftgeCPia37f/wDwUJ+KWn+D/wDhsT9uL4W/Cy90a6/4KOftLeMvhbrv/DM2h/HTwv8AAXU/h/8AEDwLL4R8Z/2XP8K7nwJ8YPDviT/hK/EWneL7Lxtqeo62AfoB8G/jp/wtv4i/tY+AP+EW/wCEf/4Zf/aA8OfAv+1v7b/tX/hOP+Eg/ZY/Zp/aX/4Sn7B/ZGm/8Iz9k/4aI/4Qr+xPtniD7R/wh/8Awkf9rw/8JB/YOifOun/tc/Hv4m6p8QPEn7N37M/gX4vfBP4T/FL4sfBzxpr2v/tIr8OPjf4i8e/Azxlrfw9+J+kfCj4MD4M+MvBmsNp3jXw3rvh7w4fjD8d/gQ/il7GDxDax2ngjXPDfivWeq/ZQ8J+KvDnx5/4Kbax4h8M+INC0jx7+2/4B8WeBdU1nRtR0vTvGnhWz/wCCbf8AwT58C3nibwnfX1tBbeI/D9r428F+MfB1zrOjy3mnQeKvCfibw9Lcrq+g6pZ2v56fGz4Z/ska98WvjVf/ABQ/YV/bI+AX7VeufEXXn8N/Hf8AYR+HX7Tw1/476dp12Ivhj8UIv2pv2V/Dnh34YaLrXinwvZ+Hh4w8HftT+J/CGl+DPFR1vwv4ku/FfhLSrbx74gAPsXWv2wP2nPHXx1vfg9+y3+y78J/GNjoP7LP7Mv7TvirWf2qf2i/i7+yZ400W0/ah8YftH+F/CngGT4VaH+xb+0V4g07xR4Th/Zx1u68c2njPUfBesaFqviCz8OS+Hje6Vqc6Utb/AOCgninQPBereGZv2fH1z9r+0/am039ivRv2evCvxNbUfh34k+P+s/s9aT+1pZ3Vl+0Bq/w88PS6f8FtJ/Zn1aX4w+L/AIjaz8I9P8UaHo3h3xP4Z034YeIfiDaaN4Q1/wCb/hV+xl8RfjV+1FqPiv8AbPvf2i9L+I+h/wDBL3/gmL4I8dfEX9nr9pb9qz9lj4d+O/2itB+If/BQPUv2i9Jg1/8AZe+K3wc8MfEy88Ma9r/hPXYtE1uTxFL8PND8f6Le6PY+HNP+Ibtrvun7TXwJs/2cvDv7G/xN+Anwb8cePvBH7J/7Yuu/tFfGfwd4IufF/wAWfj1418I/Eb9lP9qj9mrxr8RNObxLqHin4nfHz4l+G9Z/aD8M+O/EWmahr3iT4n+M/BPg7XNH8Hp4p8W2vhTwhq4B7l8Mvjz+1lB8XvDHwt/ac/ZK8H/DvR/iHpGu3Hgb4u/s1/HXx5+1J8MdL8R+F7C51nVPCHxpv/Ff7MH7NPiH4PXmt6HbTXvgHxPdeHfE/gDxTqlje+Dr/wAW+G/G+o+CvDnjNn7R37R3x98BfH34F/s5/s5/Av4P/F/xt8X/AIP/ALRnxr1TVPjX+0Z40/Z68K+E/Cv7PXjT9mPwLfafp994F/Zj/aa1fxR4g8Uav+01odxa2txofhfTtL07wvqs02q3tze2dmvx7pGtR/tHft8/s7/Fv9mnw9/wUQ8I6B4O8X+MfH37W3iP4/v/AMFFf2Y/2YtY+GZ/Zl+LXwW+H3we8E/spftUt8N/g/4x8e698X/Evwp+LU+o/Cb4Gf2d4YHwp8ReNfGvjbS/HXi3SbXxw/8A4KJ+E/AN5+2h+xj46+NHhn9t+6+Dfhz9mD9vLwnqHjH9iHRv+Chc/irQviZ40+K3/BPTWPAfhnxx4h/4Jx2zfFbS/D/izwt4C+KOqado3ja8g+Huvaj4La+ntrrxJ4c8Py2YB9W+CP2t/iI2v/EP4V/HL4ZfBr4J/HD4Y6p+yjqGuafN+0jqHiL4F+I/h1+1n8ZvEPwb8A6t4A+NOt/A3wB4k1r4oap4i+H3xK8K+C/g34k+Dfg3U/HfxY0/4d/D6DxLoejfFLSfiBpNH4Gftz/8Lo+MXw++E3/Crv8AhGv+E7/4ej/8T/8A4Tb+2P7K/wCHa/7dnwy/Yp/5BX/CI6V9u/4XR/wsX/hZf/ISs/8AhXP9j/8ACG/8V3/aH/CV2P5dab+ztqcWl/Hrxb+zj8P/ANsPUvgB8Uf2yf8AgiH468Oad+1Da/tS+K/j3rHxJ+Cn/BRj4VeIf2pPib/Z37Wsms/tVaV8GfCfwL0b4Nalc33xRXT9C8N/8K++LHibR7TSvB1hfarP9DfsbfCf4p+F/wBqv4G+IvE3w0+IHh3w/pH/ABEef2rruu+DfEekaPpn/C8f+Czn7PPxS+Cn9oanqGm29lZf8Lg+GWiaz8Rfhb9pni/4WB4E0jU/F3hP+1/D9hdahEAfp/4c+On/AAkH7U/xk/Zo/wCEW+yf8Kk/Z/8A2afjp/wmv9t/aP8AhIP+GiPiL+1j4A/4Rb/hHP7Ih/sr/hD/APhl/wDtb+2/7e1L/hIP+E4+wf2Ron/CM/bPEHQ/Fj9oL4CfARPC0nx0+N3wh+C8fjrW18M+CZPix8SvBnw5Txj4kYQlfD/hZvGGtaOviHW2FxAV0rSTd35E0OLc+Ym78/vG3xq0T9mv/gpJ+0P46+JXw2/af1bwT8Uv2IP2FPCfgjxj8FP2Nf2uP2mfCupeKvhX8ef+Cj+sfEDwzqHiH9m34JfFjSPDXiDw1pHxY+HOqXWjeKLzRtRuNO8XaVfWFtd2zzSw/OP7R994h+Jnxw1X9pKw+J3/AAUo+E/7OPxu/ZN8A/BbwV4O/Z8/YBj8f+PvFHxB+Hvxh/acb4ueEvjb8Cf2rv2CPj58WfglpvjzQPHXwxh8FeJ/Fngf4JfDDx5o+hahqvjXxhreh2fw71C1AP0E1j/go9+x34U/as+L/wCyB49+P/wW+HXxT+DHwW8BfG3xPaeO/jL8LvC0r6F4q0X43eOPF+kRaHrPiuz8R2urfBr4RfBiH43fFk6hpdrZ+D/hB8Svh58QdUuLfwxra6mPTdb/AG2P2M/DXgXWPih4j/a3/Zj0D4aeHvH2p/CnxB8RNb+Pfwr0rwLofxR0WOKXWfhtrHi2+8VwaBpnj7SYp4ZNT8H3uoQeIbCOaJ7rTolkQn8Rf2k/hN42+Gfwh/bn+BHhn4Qftb+Np/jx/wAG9nwf/Za/Z8vtW+Efi/41eNfFPxV/Zw+Ev/BTW58VfDf41/En4DeFfFnwh8M/HW60r4wfCmzSC/17w/oXxe+JPjH/AIRz4MN4t1OaHSk/Qf8AbZvfEnwa8V/st2vwp+G3iDwF8P8AR/DXxc8L3/7QXwH/AGM9c/a8+MXwRWz0b4U6P4C+Dfw3+HfgPwb441r4ceF/jNpenX7+J/ihqHgvxL8PvD9p8EPCfgrxVpdg/i7w14m8MAH2H47/AGwv2Sfhd8OvBfxf+Jv7Un7Ofw6+EvxImt7b4d/FHx38bvhn4R+HXj24u7K41G0g8F+NvEHifT/DXima60+0ur+3i0PU755rK2uLqNWghkkX2/wx4o8M+N/Dui+L/BniLQvF3hPxJptprPh3xR4Y1fT9f8O6/o9/CtxY6rout6VcXem6rpt7A6T2l9Y3M9rcwuskMrowY/zW/BD4XeLvhd+y5+yB8X/Gnhv9u79n347fCb9of/gqqnhnx74W/Yysf2iPFXhX4c/H/wDbh+LPjVfh3+0b+yt8CvAHiPXG8MfHfw9oXwp8eeHfFn7Nvwu0TwJo0Xga1fwX8Tfhz4A8YeGbbxr+0n/BP3VPG2t/slfDDV/iJ8G9F+BHi3UtR+KF5qHgTQfhhd/BKz1Kzn+L3j19C+K938GdUVde+EfiD4+6AdL+O/iv4ZeKmn8Z+AvFHxI1jwr40vL3xXpWsXk4BrfCP9rLRPjB+1B+0j+zfongbxRpFv8As7fD/wCCHjKb4ieII5dK034hX3xa+If7T/w01zTvCXh+8sLfUjoHgDxV+zH4i0OTxfd3C2ni3WrvVk0HTf8AhHND0nxR4u6L9rP4/al+zb8F9T+IXhjwD/wtr4i6r4r+Hnwy+EvwmXxTB4If4l/Fb4seO/D/AMPPAvhSXxfcaL4ji8LaRJrXiKHVvFniuTw9rdv4Q8G6T4i8WX+m3GnaJeAeZ+AfCfiqz/4KSftX+Orzwz4gtfBPiP8AYg/4J8+E/D3jG50bUYPCuu+KvBfx5/4Kbax4x8M6N4hltl0jVPEHhPSPHvgXVPE2jWN5PqOg6d408J32qW1rbeI9HlvPLv2sPht+1H8dP2p/2eND+A/iL4d/Crwt+zHoHiX9ojWviN8dvgD4/wDjl8MfFXxb+Iul+Lvgb8LvCHhbQPBnx4/ZtfVfFHgnwDe/HfxR4tnX4iazH4Hl8T/CnUdU8IG78VeFdbsQDufGP7evgfR/2Kvhx+194csfBMs/xj8G+Cte+Gnw5+Lnxu+G37O9pqHiPxR4cl8ZeJvCfif4j/Fa+0nQvDd18H/BGifETx/8WrS10vxB410LwV8JfiRe6B4C8UeINAj8MXnYfAD9s34YfFf9k/Sv2tviB45/Z/8Ahh8O3i8UX/i3xP4e/ac+FHxh+D3gDTNG8Yar4f0+LxJ+0J4SvbH4Ty69DpkOit45s9G1vU/Dng/xrf6r4L0zxd4ytNHtPFmuflx4X/Zs+P8A4a+OP7KX7Pnx78CaL8bvBvwj/wCCqPjH9sTRvin8NP2ffG3gn9nzTPh/8fv2Ev8Agoz41W4Xw54q8ffHaH4f6n8K/wBtO/1mzWz1v4t+IP8AhGdR+I/wAnsG8Nn4geAfD1d/4m+GHj3wR8ev2hPjPffCb4kah8Hfh3/wWS+H/wC0t4z8OeD/AIVeLfGWt/Ez4Qzf8EZvgL8CoviP8Nvh34Y0HU/E3xktPh/+1h4g0Dxnqv8AwrbQvF3iJPGPwh8ZT6Lp2qeN/B15psQB+yfw0+Kfww+NPgzSPiP8HPiP4D+LPw88QC5bQfHnw08X+HvHfgzW1s7mWyu20jxR4W1HVdD1IWt5BPaXJs76YQXMMsEu2WN0XvK/Pn9guDX9X1/9uX4sTfD74g/Df4cfHj9siD4n/BHRvid4D8R/Cjxdq/w+s/2Qf2R/hf4j8X33wr8baboPjz4fp4s+Nnw2+LutJo3jvwt4U8WanJdTeLNW0G3bxHFc3f6DUAeC/tHfG4/Ab4e2PibTfC48d+NPFvj/AOHPwo+GngL+2x4bXxh8Q/ij4y0jwd4esL3XxpOvy6F4d0b+07vxf428QW+ga9c+HPAnhvxP4gg0PV5NLXTrn5ck/ag/bM8efHH9qD4bfs8/ss/szeNPAn7MXxg8I/BXWPG3xi/bS+KPwc8ZeLfE/iL9mn9n79pO/v8ASfh14N/YT+O2hafomm6R+0FofhexuL74ote6rqmgapfXNhotnPaoek/bcZtK+Iv/AATq8baiWXwX4J/b58PL43kbJtI1+Kn7LP7Vv7PvwwF6j4tnWb4/fGH4QW2n/anQR61Ppc9j5urRadBL+bHinwT+z5pP7ZP/AAUZvP2lPCn/AAVZ0nV/iR+078L/ABJ8Nb39krS/+C0mifBTx38Mof8Agn5+xJ4BPiC31T9ghLD9nfXtbh+JPg34keC/EOu+ILybxtay+FY9A8VX0OhaD4ftrMA/VTwl+3V8AB+z7on7Qfx5+IPw7/ZV8OT+PfiX8IfE6/Hr4o+AfAug+HPi/wDBv4oeOfgx8SPBNl458Ra1ovhfxPHp/wAQvhv4vs/DWtaXdRxeLdAsrPxHYWVva3wgh9A8d/thfsk/C74deC/i/wDE39qT9nP4dfCX4kTW9t8O/ij47+N3wz8I/Drx7cXdlcajaQeC/G3iDxPp/hrxTNdafaXV/bxaHqd881lbXF1GrQQySL+OXhnw58cf2Xf2fP2G/BR+Hfxc8C+HfDMv7ZulaP8AHvw3+yVr/wC21+1t8Afg/r/xmj1n9k34FXvhLwR4Y+I/iTwT4u+LXwE1Dwmnx4+LviPw1408NaZ43+B0Phb4mRnxD410zxpoHlPwQ+F3i74XfsufsgfF/wAaeG/27v2ffjt8Jv2h/wDgqqnhnx74W/Yysf2iPFXhX4c/H/8Abh+LPjVfh3+0b+yt8CvAHiPXG8MfHfw9oXwp8eeHfFn7Nvwu0TwJo0Xga1fwX8Tfhz4A8YeGbbxqAf0DeM/2kv2dfhz8LdL+OPxC+PnwW8B/BTXE0eTRPjB4z+Kfgbwv8LdYj8RIZfD8ml/EDW9dsfCeoJrsYMmjtaavMupoC9kZ1BNer6NrOkeItI0rxB4f1XTdd0HXdNsdZ0TW9GvrXU9I1nSNTtYr3TdV0rUrKWey1DTdQsp4buxvrSaa1u7WaK4t5ZIpEc/z3toX7QWrfDj9hH9oLxXF+0x+xH4Q8FeDP25/CnxO0j9hf9jjwx4t+Jd14z+LPx3+GGqfBD4y63+xx48/Zg/a48afDHTPj14A+G/xG+LPxB0DTPg/ffF/4O+PPjfF4J+IHjXTrS8+JM+tfrN+wf8ADrT/AIV/sr/DbwhpQ+Po086h8SvFtt/w09ovwx8L/G0r8Rfiv44+Ijt4t8HfBzw54N+HPgTT2l8Uu3gj4feH/Bvg2TwB4BPhfwbrnhDwv4h0PVtB08An+Ef7WWifGD9qD9pH9m/RPA3ijSLf9nb4f/BDxlN8RPEEculab8Qr74tfEP8Aaf8AhprmneEvD95YW+pHQPAHir9mPxFocni+7uFtPFutXerJoOm/8I5oek+KPF3hfwi/bx8e+PfF37M+o+L/AICeHPCX7Pn7bmveIdB/ZP8Aiv4Y+NN9458ceIpLD4N/Ez9ofwpf/GX4T6l8H/AekfC/TviN8F/hH408X+FLzwP8VfjZbx3Fvpej69Lo82rW1yPSvAPhPxVZ/wDBST9q/wAdXnhnxBa+CfEf7EH/AAT58J+HvGNzo2oweFdd8VeC/jz/AMFNtY8Y+GdG8Qy2y6RqniDwnpHj3wLqnibRrG8n1HQdO8aeE77VLa1tvEejy3n57fs5aT4pk03/AII3/smWPwi/aGsPGH/BOfW9Nsf2ifGnj34A/Fz4efCTSdN+Dn/BOT9p79jmDV/Bvxn8Z+E9F+FPxfX4hfEf4q+ENS8Gw/B/xj4+lm8KXd/reuLoY064hUA+v/hF+3j498e+Lv2Z9R8X/ATw54S/Z8/bc17xDoP7J/xX8MfGm+8c+OPEUlh8G/iZ+0P4Uv8A4y/CfUvg/wCA9I+F+nfEb4L/AAj8aeL/AApeeB/ir8bLeO4t9L0fXpdHm1a2uR9Yfs5fG4/Hn4e3vifUfDH/AAgnjPwn4++I3wo+JXgM62PEY8IfEL4W+M9Y8GeIrCz146VoMuueHtZOlWvi7wTr9zoGg3PiPwJ4k8MeIp9D0h9VOn2/5Ifs5aT4pk03/gjf+yZY/CL9oaw8Yf8ABOfW9Nsf2ifGnj34A/Fz4efCTSdN+Dn/AATk/ae/Y5g1fwb8Z/GfhPRfhT8X1+IXxH+KvhDUvBsPwf8AGPj6Wbwpd3+t64uhjTriFfvH9iXOp/ET/gon4100lvBfjf8Ab38Q/wDCEyJxaOPhb+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</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ipy" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizadaTotal>
<iic-com:InversionesFinancierasRVNoCotizadaTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ipy" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVNoCotizadaTotal>
<iic-com:InversionesFinancierasRVCPendienteAdmisionTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ipy" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCPendienteAdmisionTotal>
<iic-com:InversionesFinancierasRV>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ipy" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRV>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-86772951_ia">ES0107574024</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-86772951_ia">PARTICIPACIONES|Parts. Altair</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12019_V-86772951_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">45945</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ia" decimals="2" unitRef="pure">2.93</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ipy" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-86772951_ia">ES0168673004</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-86772951_ia">PARTICIPACIONES|EDM Ahorro FI L</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12019_V-86772951_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">10138</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ia" decimals="2" unitRef="pure">0.65</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ipy" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-86772951_ia">ES0128522028</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-86772951_ia">PARTICIPACIONES|Renta 4 Valor Relati</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12019_V-86772951_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">65061</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ia" decimals="2" unitRef="pure">4.15</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">63182</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ipy" decimals="2" unitRef="pure">4.38</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-86772951_ia">ES0176954016</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-86772951_ia">PARTICIPACIONES|Renta 4 RF Corto Pl</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12019_V-86772951_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">20638</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ia" decimals="2" unitRef="pure">1.32</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">20256</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ipy" decimals="2" unitRef="pure">1.40</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-86772951_ia">ES0146311008</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-86772951_ia">PARTICIPACIONES|Horos Value Int</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12019_V-86772951_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">8590</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ia" decimals="2" unitRef="pure">0.55</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">8566</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ipy" decimals="2" unitRef="pure">0.59</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-86772951_ia">ES0146309002</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-86772951_ia">PARTICIPACIONES|Horos Value Int</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12019_V-86772951_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">74226</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ia" decimals="2" unitRef="pure">4.74</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">71465</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ipy" decimals="2" unitRef="pure">4.95</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-86772951_ia">ES0110407063</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-86772951_ia">PARTICIPACIONES|Esfera FI</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12019_V-86772951_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">25</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">23</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ipy" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-86772951_ia">ES0175445032</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-86772951_ia">PARTICIPACIONES|Dunas Valor Seleccio</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12019_V-86772951_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">9691</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ia" decimals="2" unitRef="pure">0.62</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">8840</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ipy" decimals="2" unitRef="pure">0.61</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-86772951_ia">ES0140963002</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-86772951_ia">PARTICIPACIONES|Algar Golbal Fund</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12019_V-86772951_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">8823</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ipy" decimals="2" unitRef="pure">0.61</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-86772951_ia">ES0145809002</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-86772951_ia">PARTICIPACIONES|Belgravia Balboa</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12019_V-86772951_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">167137</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ia" decimals="2" unitRef="pure">10.67</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">156080</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ipy" decimals="2" unitRef="pure">10.81</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-86772951_ia">ES0107574008</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-86772951_ia">PARTICIPACIONES|Parts. Altair</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12019_V-86772951_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">45526</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ipy" decimals="2" unitRef="pure">3.15</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-86772951_ia">ES0168673038</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-86772951_ia">PARTICIPACIONES|EDM Ahorro FI</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12019_V-86772951_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">9826</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ipy" decimals="2" unitRef="pure">0.68</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-86772951_ia">ES0180792006</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasIIC>
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<iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-86772951_ia">FR0013202140</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-86772951_ia">PARTICIPACIONES|SEXTANT BOND</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12019_V-86772951_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">162029</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ia" decimals="2" unitRef="pure">10.34</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">159542</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ipy" decimals="2" unitRef="pure">11.05</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-86772951_ia">IE00BF5H5052</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-86772951_ia">PARTICIPACIONES|Seilern Stryx World</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12019_V-86772951_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">10839</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ia" decimals="2" unitRef="pure">0.69</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">8980</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ipy" decimals="2" unitRef="pure">0.62</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-86772951_ia">LU0389173070</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-86772951_ia">PARTICIPACIONES|Bestinver Internacional</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12019_V-86772951_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">4839</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ia" decimals="2" unitRef="pure">0.31</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">4434</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ipy" decimals="2" unitRef="pure">0.31</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-86772951_ia">LU1511517010</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-86772951_ia">PARTICIPACIONES|MSIF-Euro Strat Bond</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12019_V-86772951_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">5759</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ia" decimals="2" unitRef="pure">0.37</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">4635</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ipy" decimals="2" unitRef="pure">0.32</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-86772951_ia">FR0011288489</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-86772951_ia">PARTICIPACIONES|SYCOMORE PARTNERS</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12019_V-86772951_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">103241</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ia" decimals="2" unitRef="pure">6.59</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">99182</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ipy" decimals="2" unitRef="pure">6.87</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-86772951_ia">LU1333146287</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-86772951_ia">PARTICIPACIONES|Mimosa SICAV-AZVALOR</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12019_V-86772951_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">56792</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ia" decimals="2" unitRef="pure">3.63</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">9998</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ipy" decimals="2" unitRef="pure">0.69</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-86772951_ia">LU1330191971</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-86772951_ia">PARTICIPACIONES|Magallanes Iberian E</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12019_V-86772951_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">96058</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ia" decimals="2" unitRef="pure">6.13</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">89685</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ipy" decimals="2" unitRef="pure">6.21</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-86772951_ia">LU1330191385</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-86772951_ia">PARTICIPACIONES|Magallanes Value Eur</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12019_V-86772951_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">172847</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ia" decimals="2" unitRef="pure">11.03</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">145420</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ipy" decimals="2" unitRef="pure">10.07</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-86772951_ia">FR0010286005</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-86772951_ia">PARTICIPACIONES|Sextant Pea</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12019_V-86772951_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">37114</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ia" decimals="2" unitRef="pure">2.37</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">63090</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ipy" decimals="2" unitRef="pure">4.37</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-86772951_ia">LU0539144625</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-86772951_ia">PARTICIPACIONES|Nordea I Sicav Nordi</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12019_V-86772951_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">59486</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ia" decimals="2" unitRef="pure">3.80</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">56578</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ipy" decimals="2" unitRef="pure">3.92</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-86772951_ia">IE0033758917</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-86772951_ia">PARTICIPACIONES|Muzinich-Enhancedyld</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12019_V-86772951_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">5402</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ia" decimals="2" unitRef="pure">0.34</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">5224</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ipy" decimals="2" unitRef="pure">0.36</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-86772951_ia">LU0992624949</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-86772951_ia">PARTICIPACIONES|Carmignac Securite</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12019_V-86772951_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">4478</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ia" decimals="2" unitRef="pure">0.29</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">4373</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ipy" decimals="2" unitRef="pure">0.30</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-86772951_ia">LU0062574610</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-86772951_ia">PARTICIPACIONES|NB Euro Bond</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12019_V-86772951_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">173925</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ia" decimals="2" unitRef="pure">11.10</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">159929</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ipy" decimals="2" unitRef="pure">11.07</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIICTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">892809</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ia" decimals="2" unitRef="pure">56.99</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">811070</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ipy" decimals="2" unitRef="pure">56.16</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIICTotal>
<iic-com:InversionesFinancierasDepositosTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ipy" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasDepositosTotal>
<iic-com:InversionesFinancierasCapitalRiesgoTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
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</iic-com:ContenidoFicheroAdjunto>
</iic-com:FicheroAdjunto>
</iic-com:DistribucionInversionesFinancieras>
<iic-com:OperativaDerivadosPosiciones>
</iic-com:OperativaDerivadosPosiciones>
</iic-fim:InversionesFinancierasFIM>
<iic-fim:HechosRelevantesFIM>
<iic-com-fon:HechoRelevanteSuspensionSuscripciones contextRef="FIM_S12019_V-86772951_da">false</iic-com-fon:HechoRelevanteSuspensionSuscripciones>
<iic-com-fon:HechoRelevanteReanudacionSuscripciones contextRef="FIM_S12019_V-86772951_da">false</iic-com-fon:HechoRelevanteReanudacionSuscripciones>
<iic-com-fon:HechoRelevanteReembolsoPatrimonio contextRef="FIM_S12019_V-86772951_da">false</iic-com-fon:HechoRelevanteReembolsoPatrimonio>
<iic-com:HechoRelevanteEndeudamiento contextRef="FIM_S12019_V-86772951_da">false</iic-com:HechoRelevanteEndeudamiento>
<iic-com-fon:HechoRelevanteCambioGestora contextRef="FIM_S12019_V-86772951_da">false</iic-com-fon:HechoRelevanteCambioGestora>
<iic-com-fon:HechoRelevanteCambioDepositaria contextRef="FIM_S12019_V-86772951_da">false</iic-com-fon:HechoRelevanteCambioDepositaria>
<iic-com-fon:HechoRelevanteCambioControlGestora contextRef="FIM_S12019_V-86772951_da">false</iic-com-fon:HechoRelevanteCambioControlGestora>
<iic-com:HechoRelevanteCambioEsencial contextRef="FIM_S12019_V-86772951_da">false</iic-com:HechoRelevanteCambioEsencial>
<iic-com-fon:HechoRelevanteAutorizacionFusion contextRef="FIM_S12019_V-86772951_da">false</iic-com-fon:HechoRelevanteAutorizacionFusion>
<iic-com:HechoRelevanteOtros contextRef="FIM_S12019_V-86772951_da">false</iic-com:HechoRelevanteOtros>
</iic-fim:HechosRelevantesFIM>
<iic-com:ExplicacionHechosRelevantes contextRef="FIM_S12019_V-86772951_da">No aplicable.</iic-com:ExplicacionHechosRelevantes>
<iic-fim:OperacionesVinculadasFIM>
<iic-com-fon:OperacionesVinculadasParticipesSignificativos contextRef="FIM_S12019_V-86772951_da">true</iic-com-fon:OperacionesVinculadasParticipesSignificativos>
<iic-com-fon:OperacionesVinculadasModificacionesReglamento contextRef="FIM_S12019_V-86772951_da">false</iic-com-fon:OperacionesVinculadasModificacionesReglamento>
<iic-com:OperacionesVinculadasMismoGrupoDepoGest contextRef="FIM_S12019_V-86772951_da">false</iic-com:OperacionesVinculadasMismoGrupoDepoGest>
<iic-com:OperacionesVinculadasOperacionesConDepositario contextRef="FIM_S12019_V-86772951_da">false</iic-com:OperacionesVinculadasOperacionesConDepositario>
<iic-com:OperacionesVinculadasAvales contextRef="FIM_S12019_V-86772951_da">false</iic-com:OperacionesVinculadasAvales>
<iic-com:OperacionesVinculadasContrapartidaEnGrupo contextRef="FIM_S12019_V-86772951_da">false</iic-com:OperacionesVinculadasContrapartidaEnGrupo>
<iic-com:OperacionesVinculadasIngresosEnElGrupo contextRef="FIM_S12019_V-86772951_da">true</iic-com:OperacionesVinculadasIngresosEnElGrupo>
<iic-com:OperacionesVinculadasOtros contextRef="FIM_S12019_V-86772951_da">true</iic-com:OperacionesVinculadasOtros>
</iic-fim:OperacionesVinculadasFIM>
<iic-com:AnexoOperacionesVinculadas contextRef="FIM_S12019_V-86772951_da">A) El fondo tiene un partícipe significativo a 30-06-2019 que representa el 39,65% del capital.&#13;
G) Se han percibido ingresos por entidades del grupo de la gestora que tienen como origen comisiones o gastos satisfechos por la IIC, que representan los siguientes porcentajes sobre el patrimonio medio de la IIC en el periodo:&#13;
Corretajes: 0,01%.&#13;
&#13;
H) Otras operaciones vinculadas:&#13;
1.- Remuneración de las cuentas corrientes de la IIC con Inversis Banco SA: -0,40% suponiendo en el periodo 26,62 euros.</iic-com:AnexoOperacionesVinculadas>
<iic-com:ExplicacionInformePeriodico contextRef="FIM_S12019_V-86772951_da">1.- SITUACIÓN DE LOS MERCADOS Y EVOLUCIÓN DEL FONDO&#13;
&#13;
a) Visión de la gestora sobre la situación de los mercados&#13;
&#13;
Finalizamos el primer semestre de 2019  con movimientos políticos y económicos tras la tregua acordada entre Estados Unidos y China en la cumbre del G20 con el fin de retomar las negociaciones y alcanzar un acuerdo en el mes de Diciembre. En cuanto al Brexit, Boris Johnson y Jeremy Hunt fueron elegidos como los candidatos a Primer Ministro británico, siendo el primero de ellos el presunto favorito para liderar a Reino Unido en las negociaciones con la UE. Por otro lado, se confirmaron los relevos en las principales autoridades de la Unión Europea destacando el nombramiento de Christine Lagarde como sucesora de Mario Draghi al frente del Banco Central Europeo. En España, continuamos con un gobierno en funciones y persisten las negociaciones entre los partidos políticos en todo el territorio nacional.&#13;
&#13;
En el plano macroeconómico, en el semestre se ha confirmado la desaceleración industrial alcanzando también a EE UU, mientras que el frente de servicios de las distintas economías (empleo, consumo) mantiene cierta resistencia que evita un debilitamiento mayor de la actividad. &#13;
&#13;
En lo que respecta a los Bancos Centrales, Powell pasó de mostrarse más cauto en cuanto a una nueva subida de tipos en enero a reconocer en sus declaraciones de finales del semestre la posibilidad de un recorte en los tipos de interés en julio en torno a los 25 puntos básicos debido a las incertidumbres. El Banco Central Europeo anunció la posibilidad de nuevas medidas de estímulo monetario (bajadas de tipos, reactivación del QE…) ante la ausencia de presiones inflacionistas en el viejo continente y el temor a una agravación de la guerra comercial.&#13;
&#13;
En el plano de la renta fija gubernamental norteamericana, se han producido compras tanto en los tramos cortos como largos de la curva, especialmente en los cortos. Por el lado de la renta fija europea se han producido compras moderadas en los tramos a corto plazo, siendo los bonos a 10 años el foco de las compras, tanto en los países periféricos como en Alemania. En cuanto a la renta fija corporativa, en Estados Unidos compras centradas en los bonos Investment Grade. En la zona euro, por el contrario, las compras se centraron en los bonos High Yield.&#13;
&#13;
Por el lado de la renta variable, los principales índices europeos han finalizado el semestre con subidas por encima del 15%  del CAC 40 francés, el DAX alemán y el EuroStoxx 50. El Ibex, a pesar de cerrar el semestre con subidas, sigue rezagado con respecto a los demás índices europeos. Respecto a Wall Street, los índices norteamericanos cierran un semestre histórico en cuanto a subidas, con el índice Nasdaq en el primer puesto. En cuanto a los sectores, conviene destacar el comportamiento especialmente positivo de los sectores alimentación e industrial, en contraste con las caídas de los sectores de telecomunicaciones y bancario, este último fuertemente perjudicado por la política monetaria del BCE.&#13;
&#13;
En el mercado de materias primas, subidas en la cotización del petróleo con el precio del de Brent por encima de los 64 dólares el barril. Finalmente, con relación al mercado de divisas, el euro se depreció ligeramente frente al dólar y cerró el semestre en torno a los 1,14 dólares por unidad de euro.&#13;
&#13;
b) Decisiones generales de inversión adoptadas &#13;
&#13;
En este contexto tan positivo para el conjunto de activos tanto de renta fija como de renta variable durante el semestre, mantenemos una visión más cauta al acercarnos a los objetivos marcados para cada uno de los activos.&#13;
&#13;
La variación del peso en fondos respecto al periodo anterior es de 1.12%. Por divisas, el portfolio mantiene constate la exposición al 100% al euro.&#13;
&#13;
La cartera tiene exposición a los estilos de inversión Calidad, Momentum de precio así como a baja volatilidad.&#13;
&#13;
En cuanto a divisas, reducimos nuestra visión y exposición sobre el USD en vistas de una posible depreciación del mismo y abrimos la puerta a la inversión en divisas como la libra esterlina cuando llegue a niveles del 0.91 EUR/GBP.&#13;
&#13;
c)  Índice de referencia&#13;
&#13;
No tiene índice de referencia. La rentabilidad de la letra del Tesoro a 1 año del +0,02% frenta a una rentabilidad de 6,31% del Fondo.&#13;
&#13;
d) Evolución del patrimonio, partícipes, rentabilidad y gastos de del fondo&#13;
&#13;
En el primer semestre el patrimonio ha subido un 8,48% y el número de partícipes ha caído un -4,92%. Durante el primer semestre la IIC ha obtenido una rentabilidad positiva del 6,31% y ha soportado unos gastos de 1,15% sobre el patrimonio medio de los cuales el 0,32% corresponden a gastos indirectos. &#13;
&#13;
e) Rendimiento del fondo en comparación con el resto de fondos de la Gestora&#13;
&#13;
Durante el periodo analizado la rentabilidad media de los fondos de la misma categoría gestionados por la entidad gestora ha sido de 5,47%.&#13;
&#13;
2. INFORMACIÓN SOBRE LAS INVERSIONES&#13;
&#13;
a) Inversiones concretas realizadas durante el periodo&#13;
&#13;
Las principales compras durante el periodo fueron Altair renta fija 2,93% y EDM ahorro 0,62%. Respecto a las ventas, las principales fueron Esfera Value y Algar Global.&#13;
&#13;
b) Operativa de préstamo de valores &#13;
&#13;
No aplicable&#13;
&#13;
c) Operativa en derivados  y adquisición temporal de activos&#13;
&#13;
La IIC aplica la metodología del compromiso para calcular la exposición total al riesgo de mercado. Dentro de este cálculo no se consideran las operaciones a plazo que correspondan a la operativa habitual de contado del mercado en el que se realicen, aquellas en las que el diferimiento de la adquisición sea forzoso, las permutas de retorno total, ni las estrategias de gestión con derivados en las que no se genere una exposición adicional. Las operativas anteriormente descritas pueden comportar riesgos de mercado y contrapartida.&#13;
&#13;
Durante el semestre de referencia, la IIC no  ha operado con los  instrumentos derivados.&#13;
&#13;
El apalancamiento medio durante el periodo  ha sido de 86,13% como consecuencia de la inversión en otras IIC´s. &#13;
&#13;
d) Otra información sobre inversiones&#13;
&#13;
Al final del semestre el porcentaje sobre el patrimonio en IIC es de un 99,02% y las posiciones más significativas son: NB Eurobond (11,1%), Magallanes Value Investors UCITS - European Equity (11,03%) y BH Renta Fija Europa SICAV SA (10,67%). &#13;
&#13;
En el apartado de inversión en otras IIC, se utiliza criterios de selección tanto cuantitativos como cualitativos, centrándose en fondos con suficiente historia para poder analizar su comportamiento en diferentes situaciones de mercado. Las políticas de gestión de los fondos comprados deben ser coherentes con la estrategia de cada una de las instituciones.&#13;
&#13;
En la IIC no hay activos en situación morosa, dudosa o en litigio.&#13;
&#13;
No existen activos que pertenezcan al artículo 48.1 j) del RD 1082/2012.&#13;
&#13;
3.- EVOLUCIÓN DEL OBJETIVO CONCRETO DE RENTABILIDAD&#13;
&#13;
No aplicable&#13;
&#13;
4.- RIESGO ASUMIDO POR EL FONDO&#13;
&#13;
La volatilidad es una medida de riesgo que mide cómo la rentabilidad del fondo se ha desviado de su media histórica. Una desviación alta significa que las rentabilidades del fondo han experimentado en el pasado fuertes variaciones, mientras que una desviación baja indica que esas rentabilidades han sido mucho más estables en el tiempo. La IIC tiene recogido en su folleto un límite por volatilidad máxima anualizada del 10%. La volatilidad del fondo ha sido del 5% (anualizada), mientras que la del Ibex 35 ha sido del 11,76% y la de la Letra del Tesoro a un año ha sido de 0,73%, debido a que ha mantenido activos de menor riesgo que el IBEX. El VaR histórico es una medida que asume que el pasado se repetirá en el futuro e indica lo máximo que se podría perder, con un nivel de confianza del 99% en un plazo de un mes, teniendo en cuenta los activos que componen la cartera en un momento determinado. El VaR histórico al final del periodo del fondo ha sido del 3,35%.&#13;
&#13;
5.- EJERCICIO DERECHOS POLITICOS. &#13;
&#13;
La política establecida por Andbank Wealth Management, S.G.I.I.C., S.A.U. tiene por objeto aplicar una estrategia adecuada y efectiva para asegurar que los derechos de voto inherentes a los valores que integren las carteras de las instituciones gestionadas, tanto de emisores españoles como extranjeros, se ejerzan en interés de la institución gestionada y de los clientes, partícipes y/o accionistas.&#13;
&#13;
El Consejo de Administración establecerá los criterios para la Asistencia a Juntas de Administración de las sociedades a las que tenga derecho de asistencia, en representación de las instituciones gestionada, o para su delegación.&#13;
&#13;
Andbank Wealth Management, S.G.I.I.C., S.A.U., ejerce los derechos de asistencia y voto en las Juntas Generales de las sociedades españolas, en las que sus IIC bajo gestión tienen con más de un año de antigüedad, una participación superior al 1% del capital social. En general se delega el derecho de asistencia y voto a las Juntas Generales de las sociedades en el Presidente del Consejo de Administración u otro miembro del Consejo. Si en algún caso no fuera así, se informará del sentido del voto en los informes periódicos a partícipes.&#13;
&#13;
6.- INFORMACION Y ADVERTENCIAS CNMV.&#13;
&#13;
No aplicable&#13;
&#13;
7.- ENTIDADES BENEFICIARIAS DE LA SICAV SOLIDADARIA E IMPORTE CEDIDO A LAS MISMAS&#13;
&#13;
No Aplicable&#13;
&#13;
8.- COSTES DERIVADOS DEL SERVICIO DE ANALISIS.&#13;
&#13;
No aplicable&#13;
&#13;
&#13;
9.- COMPARTIMENTOS DE PROPÓSITO ESPECIAL&#13;
&#13;
No aplicable&#13;
&#13;
10.- PERSPECTIVAS DE MERCADO Y ACTUACIÓN PREVISIBLE DEL FONDO &#13;
&#13;
Continuaremos aplicando una política de gestión activa y flexible. Entendemos que existen buenas oportunidades en los mercados e intentaremos aportar rentabilidad con niveles de riesgo controlados.&#13;
&#13;
</iic-com:ExplicacionInformePeriodico>
<iic-com:AdvertenciasCNMV contextRef="FIM_S12019_V-86772951_da">No aplicable.</iic-com:AdvertenciasCNMV>
<iic-com:InformacionPoliticaRemuneracion contextRef="FIM_S12019_V-86772951_da">No existe información sobre política de remuneración</iic-com:InformacionPoliticaRemuneracion>
<iic-com:InformacionReglamentoUE_2015_2365 contextRef="FIM_S12019_V-86772951_da">No existe información sobre operaciones de financiación de valores, reutilización de las garantías y swaps de rendimiento total</iic-com:InformacionReglamentoUE_2015_2365>
</iic-fim:DatosFondoCompartimentoFIM>
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</iic-fim:CategoriaFIM>
<iic-com:PoliticaInversion contextRef="FIM_S12019_V-86772951_ia">El compartimento invertirá habitualmente entre 60% y 90% en otras IIC financieras, que sean activo apto, armonizadas o no, pertenecientes o no al grupo de la gestora, invirtiendo como máximo un 30% en IIC no armonizadas. Por condiciones de mercado dicho rango podrá situarse entre 50% y 100% del patrimonio
</iic-com:PoliticaInversion>
<iic-com:OperativaDerivados contextRef="FIM_S12019_V-86772951_ia">Se podrá operar con instrumentos financieros derivados negociados en mercados organizados y no organizados de derivados con la finalidad de cobertura y de inversión 
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<iic-com-fon:RentabilidadMaximaFecha contextRef="FIM_S12019_V-86772951_dly3">2016-02-15</iic-com-fon:RentabilidadMaximaFecha>
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<iic-com:PeriodicidadCalculoVL>
<iic-com:XCode_PeriodicidadCalculoVL_01 contextRef="FIM_S12019_V-86772951_da">01</iic-com:XCode_PeriodicidadCalculoVL_01>
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<iic-fim:MedidasRiesgoFIM>
<iic-com-fon:VolatilidadValorLiquidativo contextRef="FIM_S12019_V-86772951_daa" decimals="2" unitRef="pure">4.99</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo contextRef="FIM_S12019_V-86772951_daq" decimals="2" unitRef="pure">4.65</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo contextRef="FIM_S12019_V-86772951_dpq" decimals="2" unitRef="pure">5.26</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo contextRef="FIM_S12019_V-86772951_dpq2" decimals="2" unitRef="pure">8.34</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo contextRef="FIM_S12019_V-86772951_dpq3" decimals="2" unitRef="pure">3.32</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo contextRef="FIM_S12019_V-86772951_dpy" decimals="2" unitRef="pure">5.77</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo contextRef="FIM_S12019_V-86772951_dpy2" decimals="2" unitRef="pure">3.28</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo contextRef="FIM_S12019_V-86772951_dpy3" decimals="2" unitRef="pure">8.21</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo contextRef="FIM_S12019_V-86772951_dpy5" decimals="2" unitRef="pure">6.31</iic-com-fon:VolatilidadValorLiquidativo>
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<iic-com-fon:VolatilidadIbex contextRef="FIM_S12019_V-86772951_daq" decimals="2" unitRef="pure">11.14</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex contextRef="FIM_S12019_V-86772951_dpq" decimals="2" unitRef="pure">12.33</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex contextRef="FIM_S12019_V-86772951_dpq2" decimals="2" unitRef="pure">15.86</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex contextRef="FIM_S12019_V-86772951_dpq3" decimals="2" unitRef="pure">10.52</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex contextRef="FIM_S12019_V-86772951_dpy" decimals="2" unitRef="pure">13.65</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex contextRef="FIM_S12019_V-86772951_dpy2" decimals="2" unitRef="pure">12.89</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex contextRef="FIM_S12019_V-86772951_dpy3" decimals="2" unitRef="pure">25.89</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex contextRef="FIM_S12019_V-86772951_dpy5" decimals="2" unitRef="pure">18.45</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadLetrasTesoro contextRef="FIM_S12019_V-86772951_daa" decimals="2" unitRef="pure">0.73</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro contextRef="FIM_S12019_V-86772951_daq" decimals="2" unitRef="pure">1.02</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro contextRef="FIM_S12019_V-86772951_dpq" decimals="2" unitRef="pure">0.19</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro contextRef="FIM_S12019_V-86772951_dpq2" decimals="2" unitRef="pure">0.39</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro contextRef="FIM_S12019_V-86772951_dpq3" decimals="2" unitRef="pure">0.25</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro contextRef="FIM_S12019_V-86772951_dpy" decimals="2" unitRef="pure">0.38</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro contextRef="FIM_S12019_V-86772951_dpy2" decimals="2" unitRef="pure">0.59</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro contextRef="FIM_S12019_V-86772951_dpy3" decimals="2" unitRef="pure">0.71</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro contextRef="FIM_S12019_V-86772951_dpy5" decimals="2" unitRef="pure">0.50</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadVaRHistorica contextRef="FIM_S12019_V-86772951_daa" decimals="2" unitRef="pure">4.31</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica contextRef="FIM_S12019_V-86772951_daq" decimals="2" unitRef="pure">4.31</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica contextRef="FIM_S12019_V-86772951_dpq" decimals="2" unitRef="pure">4.24</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica contextRef="FIM_S12019_V-86772951_dpq2" decimals="2" unitRef="pure">4.19</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica contextRef="FIM_S12019_V-86772951_dpq3" decimals="2" unitRef="pure">3.60</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica contextRef="FIM_S12019_V-86772951_dpy" decimals="2" unitRef="pure">4.19</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica contextRef="FIM_S12019_V-86772951_dpy2" decimals="2" unitRef="pure">3.71</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica contextRef="FIM_S12019_V-86772951_dpy3" decimals="2" unitRef="pure">4.23</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica contextRef="FIM_S12019_V-86772951_dpy5" decimals="2" unitRef="pure">2.10</iic-com-fon:VolatilidadVaRHistorica>
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<iic-fim:GastosClaseFIM>
<iic-com:RatioTotalGastos contextRef="FIM_S12019_V-86772951_daa" decimals="2" unitRef="pure">0.95</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos contextRef="FIM_S12019_V-86772951_daq" decimals="2" unitRef="pure">0.48</iic-com:RatioTotalGastos>
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<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
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<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
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</iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ipy" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ipy" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRV>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-86772951_ia">LU0828818087</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-86772951_ia">PARTICIPACIONES|Janus World Hi Yi A2</iic-com:InversionesFinancierasDescripcion>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">105959</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ia" decimals="2" unitRef="pure">1.21</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ipy" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-86772951_ia">LU1321847714</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-86772951_ia">PARTICIPACIONES|Blackrock St EMMK EQ</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S12019_V-86772951_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">318117</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ia" decimals="2" unitRef="pure">3.63</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ipy" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-86772951_ia">LU1170327958</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-86772951_ia">PARTICIPACIONES|BLUEBAY-HIGH YIELD</iic-com:InversionesFinancierasDescripcion>
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<iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ia" decimals="2" unitRef="pure">3.78</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ipy" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-86772951_ia">LU0378818131</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-86772951_ia">PARTICIPACIONES|X Global Gov Bond 1C</iic-com:InversionesFinancierasDescripcion>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">626191</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ia" decimals="2" unitRef="pure">7.14</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ipy" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-86772951_ia">FR0010581710</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-86772951_ia">PARTICIPACIONES|Echiquier Aegnor Mid</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12019_V-86772951_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">190023</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ia" decimals="2" unitRef="pure">2.17</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ipy" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-86772951_ia">LU0318933214</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-86772951_ia">PARTICIPACIONES|JPM EM MKT SC-C PERF</iic-com:InversionesFinancierasDescripcion>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">781323</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ipy" decimals="2" unitRef="pure">3.82</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-86772951_ia">IE00B78FDY06</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-86772951_ia">PARTICIPACIONES|Nomura US High Yld</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12019_V-86772951_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ia" decimals="2" unitRef="pure">1.24</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">244643</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ipy" decimals="2" unitRef="pure">1.20</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-86772951_ia">IE00BZ0RSN48</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-86772951_ia">PARTICIPACIONES|Comgest Growth jpn-e</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12019_V-86772951_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">237580</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ia" decimals="2" unitRef="pure">2.71</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">981897</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ipy" decimals="2" unitRef="pure">4.80</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-86772951_ia">LU1339879915</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-86772951_ia">PARTICIPACIONES|ALGER SMALL CAP</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S12019_V-86772951_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">433824</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ia" decimals="2" unitRef="pure">4.95</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">677683</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ipy" decimals="2" unitRef="pure">3.32</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-86772951_ia">FR0013202140</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-86772951_ia">PARTICIPACIONES|SEXTANT BOND</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12019_V-86772951_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">334267</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ia" decimals="2" unitRef="pure">3.81</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">837762</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ipy" decimals="2" unitRef="pure">4.10</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-86772951_ia">LU0390136223</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-86772951_ia">PARTICIPACIONES|FRANK TMP INV TE</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S12019_V-86772951_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">295759</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ia" decimals="2" unitRef="pure">3.37</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">743357</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ipy" decimals="2" unitRef="pure">3.64</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-86772951_ia">FI4000233242</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-86772951_ia">PARTICIPACIONES|Elvi Short Corp Bond</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12019_V-86772951_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">674420</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ia" decimals="2" unitRef="pure">7.69</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">1641758</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ipy" decimals="2" unitRef="pure">8.03</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-86772951_ia">LU0622306065</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-86772951_ia">PARTICIPACIONES|GS Emerg Markets CB</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S12019_V-86772951_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">162256</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ia" decimals="2" unitRef="pure">1.85</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">373622</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ipy" decimals="2" unitRef="pure">1.83</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-86772951_ia">LU0805493698</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-86772951_ia">PARTICIPACIONES|MPS RSAM Smart Mater</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12019_V-86772951_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">344748</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ipy" decimals="2" unitRef="pure">1.69</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-86772951_ia">LU1484142465</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-86772951_ia">PARTICIPACIONES|BL Global</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12019_V-86772951_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">251135</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ia" decimals="2" unitRef="pure">2.87</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">932504</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ipy" decimals="2" unitRef="pure">4.56</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-86772951_ia">LU1297948447</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-86772951_ia">PARTICIPACIONES|Inv-Ind</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12019_V-86772951_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">978745</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ipy" decimals="2" unitRef="pure">4.79</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-86772951_ia">IE00B1ZBRP88</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-86772951_ia">PARTICIPACIONES|Seilern Stryx World</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S12019_V-86772951_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">597517</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ia" decimals="2" unitRef="pure">6.82</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">1010966</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ipy" decimals="2" unitRef="pure">4.95</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-86772951_ia">FI4000233259</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-86772951_ia">PARTICIPACIONES|Elvi Short Corp Bond</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12019_V-86772951_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">127154</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ia" decimals="2" unitRef="pure">1.45</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">398304</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ipy" decimals="2" unitRef="pure">1.95</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-86772951_ia">LU1330191971</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-86772951_ia">PARTICIPACIONES|Magallanes Iberian E</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12019_V-86772951_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">450391</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ia" decimals="2" unitRef="pure">5.14</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">1136948</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ipy" decimals="2" unitRef="pure">5.56</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-86772951_ia">IE00B2NGJY51</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-86772951_ia">PARTICIPACIONES|Principal Financial</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12019_V-86772951_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">296975</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ipy" decimals="2" unitRef="pure">1.45</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-86772951_ia">LU0675296932</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-86772951_ia">PARTICIPACIONES|G Fund-Alpha Fixed I</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12019_V-86772951_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">166152</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ia" decimals="2" unitRef="pure">1.90</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">719449</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ipy" decimals="2" unitRef="pure">3.52</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-86772951_ia">LU0539144625</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-86772951_ia">PARTICIPACIONES|Nordea I Sicav Nordi</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12019_V-86772951_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">581787</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ia" decimals="2" unitRef="pure">6.64</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">1151563</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ipy" decimals="2" unitRef="pure">5.63</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-86772951_ia">IE00B7WC3B40</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-86772951_ia">PARTICIPACIONES|TRAD FD-F&amp;C RE EQ</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12019_V-86772951_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">932280</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ipy" decimals="2" unitRef="pure">4.56</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-86772951_ia">BE6213831116</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-86772951_ia">PARTICIPACIONES|DPAM INV REAL EST EU</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12019_V-86772951_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">218952</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ia" decimals="2" unitRef="pure">2.50</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">510508</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ipy" decimals="2" unitRef="pure">2.50</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-86772951_ia">FR0010589325</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-86772951_ia">PARTICIPACIONES|Groupama Avenir Euro</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12019_V-86772951_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">346609</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ipy" decimals="2" unitRef="pure">1.70</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-86772951_ia">IE0033758917</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-86772951_ia">PARTICIPACIONES|Muzinich-Enhancedyld</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12019_V-86772951_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">128870</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ia" decimals="2" unitRef="pure">1.47</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">339376</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ipy" decimals="2" unitRef="pure">1.66</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
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<iic-com:OperativaDerivadosInstrumento contextRef="FIM_S12019_V-86772951_ia">C/ Futuro Dolar Euro FX CME Sep19</iic-com:OperativaDerivadosInstrumento>
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<iic-com:XCode_OperativaDerivadosObjetivo_02 contextRef="FIM_S12019_V-86772951_ia">02</iic-com:XCode_OperativaDerivadosObjetivo_02>
</iic-com:OperativaDerivadosObligacionesTipoCambio>
<iic-com:OperativaDerivadosObligacionesTipoCambioImporteTotal contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">879002</iic-com:OperativaDerivadosObligacionesTipoCambioImporteTotal>
<iic-com:OperativaDerivadosObligacionesImporteTotal contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">1308412</iic-com:OperativaDerivadosObligacionesImporteTotal>
</iic-com:OperativaDerivadosPosiciones>
</iic-fim:InversionesFinancierasFIM>
<iic-fim:HechosRelevantesFIM>
<iic-com-fon:HechoRelevanteSuspensionSuscripciones contextRef="FIM_S12019_V-86772951_da">false</iic-com-fon:HechoRelevanteSuspensionSuscripciones>
<iic-com-fon:HechoRelevanteReanudacionSuscripciones contextRef="FIM_S12019_V-86772951_da">false</iic-com-fon:HechoRelevanteReanudacionSuscripciones>
<iic-com-fon:HechoRelevanteReembolsoPatrimonio contextRef="FIM_S12019_V-86772951_da">false</iic-com-fon:HechoRelevanteReembolsoPatrimonio>
<iic-com:HechoRelevanteEndeudamiento contextRef="FIM_S12019_V-86772951_da">false</iic-com:HechoRelevanteEndeudamiento>
<iic-com-fon:HechoRelevanteCambioGestora contextRef="FIM_S12019_V-86772951_da">false</iic-com-fon:HechoRelevanteCambioGestora>
<iic-com-fon:HechoRelevanteCambioDepositaria contextRef="FIM_S12019_V-86772951_da">false</iic-com-fon:HechoRelevanteCambioDepositaria>
<iic-com-fon:HechoRelevanteCambioControlGestora contextRef="FIM_S12019_V-86772951_da">false</iic-com-fon:HechoRelevanteCambioControlGestora>
<iic-com:HechoRelevanteCambioEsencial contextRef="FIM_S12019_V-86772951_da">false</iic-com:HechoRelevanteCambioEsencial>
<iic-com-fon:HechoRelevanteAutorizacionFusion contextRef="FIM_S12019_V-86772951_da">false</iic-com-fon:HechoRelevanteAutorizacionFusion>
<iic-com:HechoRelevanteOtros contextRef="FIM_S12019_V-86772951_da">false</iic-com:HechoRelevanteOtros>
</iic-fim:HechosRelevantesFIM>
<iic-com:ExplicacionHechosRelevantes contextRef="FIM_S12019_V-86772951_da">No aplicable.</iic-com:ExplicacionHechosRelevantes>
<iic-fim:OperacionesVinculadasFIM>
<iic-com-fon:OperacionesVinculadasParticipesSignificativos contextRef="FIM_S12019_V-86772951_da">false</iic-com-fon:OperacionesVinculadasParticipesSignificativos>
<iic-com-fon:OperacionesVinculadasModificacionesReglamento contextRef="FIM_S12019_V-86772951_da">false</iic-com-fon:OperacionesVinculadasModificacionesReglamento>
<iic-com:OperacionesVinculadasMismoGrupoDepoGest contextRef="FIM_S12019_V-86772951_da">false</iic-com:OperacionesVinculadasMismoGrupoDepoGest>
<iic-com:OperacionesVinculadasOperacionesConDepositario contextRef="FIM_S12019_V-86772951_da">false</iic-com:OperacionesVinculadasOperacionesConDepositario>
<iic-com:OperacionesVinculadasAvales contextRef="FIM_S12019_V-86772951_da">false</iic-com:OperacionesVinculadasAvales>
<iic-com:OperacionesVinculadasContrapartidaEnGrupo contextRef="FIM_S12019_V-86772951_da">false</iic-com:OperacionesVinculadasContrapartidaEnGrupo>
<iic-com:OperacionesVinculadasIngresosEnElGrupo contextRef="FIM_S12019_V-86772951_da">false</iic-com:OperacionesVinculadasIngresosEnElGrupo>
<iic-com:OperacionesVinculadasOtros contextRef="FIM_S12019_V-86772951_da">true</iic-com:OperacionesVinculadasOtros>
</iic-fim:OperacionesVinculadasFIM>
<iic-com:AnexoOperacionesVinculadas contextRef="FIM_S12019_V-86772951_da">H) Otras operaciones vinculadas:&#13;
1.- Remuneración de las cuentas corrientes de la IIC con Inversis Banco SA: -0,40% suponiendo en el periodo 596,03 euros.</iic-com:AnexoOperacionesVinculadas>
<iic-com:ExplicacionInformePeriodico contextRef="FIM_S12019_V-86772951_da">1.- SITUACIÓN DE LOS MERCADOS Y EVOLUCIÓN DEL FONDO&#13;
&#13;
a) Visión de la gestora sobre la situación de los mercados&#13;
&#13;
Finalizamos el primer semestre de 2019  con movimientos políticos y económicos tras la tregua acordada entre Estados Unidos y China en la cumbre del G20 con el fin de retomar las negociaciones y alcanzar un acuerdo en el mes de Diciembre. En cuanto al Brexit, Boris Johnson y Jeremy Hunt fueron elegidos como los candidatos a Primer Ministro británico, siendo el primero de ellos el presunto favorito para liderar a Reino Unido en las negociaciones con la UE. Por otro lado, se confirmaron los relevos en las principales autoridades de la Unión Europea destacando el nombramiento de Christine Lagarde como sucesora de Mario Draghi al frente del Banco Central Europeo. En España, continuamos con un gobierno en funciones y persisten las negociaciones entre los partidos políticos en todo el territorio nacional. &#13;
En el plano macroeconómico, en el semestre se ha confirmado la desaceleración industrial alcanzando también a EE UU, mientras que el frente de servicios de las distintas economías (empleo, consumo) mantiene cierta resistencia que evita un debilitamiento mayor de la actividad. &#13;
&#13;
En lo que respecta a los Bancos Centrales, Powell pasó de mostrarse más cauto en cuanto a una nueva subida de tipos en enero a reconocer en sus declaraciones de finales del semestre la posibilidad de un recorte en los tipos de interés en julio en torno a los 25 puntos básicos debido a las incertidumbres. El Banco Central Europeo anunció la posibilidad de nuevas medidas de estímulo monetario (bajadas de tipos, reactivación del QE…) ante la ausencia de presiones inflacionistas en el viejo continente y el temor a una agravación de la guerra comercial.&#13;
&#13;
En el plano de la renta fija gubernamental norteamericana, se han producido compras tanto en los tramos cortos como largos de la curva, especialmente en los cortos. Por el lado de la renta fija europea se han producido compras moderadas en los tramos a corto plazo, siendo los bonos a 10 años el foco de las compras, tanto en los países periféricos como en Alemania. En cuanto a la renta fija corporativa, en Estados Unidos compras centradas en los bonos Investment Grade. En la zona euro, por el contrario, las compras se centraron en los bonos High Yield.&#13;
&#13;
Por el lado de la renta variable, los principales índices europeos han finalizado el semestre con subidas por encima del 15%  del CAC 40 francés, el DAX alemán y el EuroStoxx 50. El Ibex, a pesar de cerrar el semestre con subidas, sigue rezagado con respecto a los demás índices europeos. Respecto a Wall Street, los índices norteamericanos cierran un semestre histórico en cuanto a subidas, con el índice Nasdaq en el primer puesto. En cuanto a los sectores, conviene destacar el comportamiento especialmente positivo de los sectores alimentación e industrial, en contraste con las caídas de los sectores de telecomunicaciones y bancario, este último fuertemente perjudicado por la política monetaria del BCE. &#13;
En el mercado de materias primas, subidas en la cotización del petróleo con el precio del de Brent por encima de los 64 dólares el barril. Finalmente, con relación al mercado de divisas, el euro se depreció ligeramente frente al dólar y cerró el semestre en torno a los 1,14 dólares por unidad de euro.&#13;
&#13;
b) Decisiones generales de inversión adoptadas &#13;
&#13;
En este contexto tan positivo para el conjunto de activos tanto de renta fija como de renta variable durante el semestre, mantenemos una visión más cauta al acercarnos a los objetivos marcados para cada uno de los activos.&#13;
&#13;
La cartera termina el periodo con una exposición a fondos de inversión del  87,88%. &#13;
La posición en liquidez ha aumentado respecto al periodo previo siendo en este momento de 12,14%. Respecto al periodo anterior, la posición de liquidez en  euro ha disminuido un 1%. La principal exposición a la cartera por divisa es Euro 63,38% y US Dollar 42,16 %.&#13;
La cartera tiene exposición a los estilos de inversión  Calidad, Momentum de analistas y Momentum de precio asi como a Baja volatilidad.&#13;
&#13;
En cuanto a divisas, reducimos nuestra visión y exposición sobre el USD en vistas de una posible depreciación del mismo y abrimos la puerta a la inversión en divisas como la libra esterlina cuando llegue a niveles del 0.91 EUR/GBP.&#13;
&#13;
c)  Índice de referencia&#13;
&#13;
No tiene índice de referencia. La rentabilidad de la letra del Tesoro a 1 año del +0,02% frente a 9,31% de la IIC.&#13;
&#13;
d) Evolución del patrimonio, partícipes, rentabilidad y gastos de del fondo&#13;
&#13;
En el primer semestre el patrimonio ha bajado un -57,12% y el número de partícipes ha caído un -53,57%. Durante el primer semestre la IIC ha obtenido una rentabilidad positiva del 9,31% y ha soportado unos gastos de 0,95% sobre el patrimonio medio de los cuales el 0,16% corresponden a gastos indirectos. &#13;
&#13;
e) Rendimiento del fondo en comparación con el resto de fondos de la Gestora&#13;
&#13;
Durante el periodo  analizado la rentabilidad media de los fondos de la misma categoría gestionados por la entidad gestora ha sido de 5,47%.&#13;
&#13;
2. INFORMACIÓN SOBRE LAS INVERSIONES&#13;
&#13;
a) Inversiones concretas realizadas durante el periodo&#13;
&#13;
Las principales compras de fondos en el periodo han sido  X Global Bond  7,32%%, Sextant bond picking 3,91% y Blackrock EMKT Equity 3,71%. Las ventas mas significativas fueron Principal Preferred Securities, JPM Emerging Mkt , Groupama Aveniry MP Rsam Smart material.&#13;
&#13;
b) Operativa de préstamo de valores &#13;
&#13;
No aplicable&#13;
&#13;
c) Operativa en derivados  y adquisición temporal de activos&#13;
&#13;
La IIC aplica la metodología del compromiso para calcular la exposición total al riesgo de mercado. Dentro de este cálculo no se consideran las operaciones a plazo que correspondan a la operativa habitual de contado del mercado en el que se realicen, aquellas en las que el diferimiento de la adquisición sea forzoso, las permutas de retorno total, ni las estrategias de gestión con derivados en las que no se genere una exposición adicional. Las operativas anteriormente descritas pueden comportar riesgos de mercado y contrapartida.&#13;
&#13;
Durante el semestre de referencia, la IIC ha operado con  instrumentos derivados, como futuro sobre Stoxx Europe 600 , Futuro Dolar Euro y  Futuro S&amp;P.En resultado en derivados en el semestre ha sido de un -0,37% sobre el patrimonio medio.&#13;
&#13;
El apalancamiento medio durante el periodo  ha sido de 88,52%,como consecuencia de la inversión en derivados y en otras IIC. &#13;
&#13;
d) Otra información sobre inversiones&#13;
&#13;
 Al final del semestre el porcentaje sobre el patrimonio en IIC es de un 85,76% y las posiciones más significativas son: Evli Short Corporate Bond (7,69%), Accs. ETF X Global Gov Bond 1C (7,14%), y Seilern International Funds PLC - Stryx America (6,82%). &#13;
En el apartado de inversión en otras IIC, se utiliza criterios de selección tanto cuantitativos como cualitativos, centrándose en fondos con suficiente historia para poder analizar su comportamiento en diferentes situaciones de mercado. Las políticas de gestión de los fondos comprados deben ser coherentes con la estrategia de cada una de las instituciones.&#13;
&#13;
En la IIC no hay activos en situación morosa, dudosa o en litigio.&#13;
&#13;
No existen activos que pertenezcan al artículo 48.1 j) del RD 1082/2012.&#13;
&#13;
3.- EVOLUCIÓN DEL OBJETIVO CONCRETO DE RENTABILIDAD&#13;
&#13;
No aplicable&#13;
&#13;
4.- RIESGO ASUMIDO POR EL FONDO&#13;
&#13;
La volatilidad es una medida de riesgo que mide cómo la rentabilidad del fondo se ha desviado de su media histórica. Una desviación alta significa que las rentabilidades del fondo han experimentado en el pasado fuertes variaciones, mientras que una desviación baja indica que esas rentabilidades han sido mucho más estables en el tiempo. La IIC tiene recogido en su folleto un límite por volatilidad máxima anualizada del 25%. La volatilidad del fondo ha sido del 4,99% (anualizada), mientras que la del Ibex 35 ha sido del 11,76% y la de la Letra del Tesoro a un año ha sido de 0,73%, debido a que ha mantenido activos de menor riesgo que el IBEX. El VaR histórico es una medida que asume que el pasado se repetirá en el futuro e indica lo máximo que se podría perder, con un nivel de confianza del 99% en un plazo de un mes, teniendo en cuenta los activos que componen la cartera en un momento determinado. El VaR histórico al final del periodo del fondo ha sido del 4,31%.&#13;
&#13;
5.- EJERCICIO DERECHOS POLITICOS. &#13;
&#13;
La política establecida por Andbank Wealth Management, S.G.I.I.C., S.A.U. tiene por objeto aplicar una estrategia adecuada y efectiva para asegurar que los derechos de voto inherentes a los valores que integren las carteras de las instituciones gestionadas, tanto de emisores españoles como extranjeros, se ejerzan en interés de la institución gestionada y de los clientes, partícipes y/o accionistas.&#13;
&#13;
El Consejo de Administración establecerá los criterios para la Asistencia a Juntas de Administración de las sociedades a las que tenga derecho de asistencia, en representación de las instituciones gestionada, o para su delegación.&#13;
&#13;
Andbank Wealth Management, S.G.I.I.C., S.A.U., ejerce los derechos de asistencia y voto en las Juntas Generales de las sociedades españolas, en las que sus IIC bajo gestión tienen con más de un año de antigüedad, una participación superior al 1% del capital social. En general se delega el derecho de asistencia y voto a las Juntas Generales de las sociedades en el Presidente del Consejo de Administración u otro miembro del Consejo. Si en algún caso no fuera así, se informará del sentido del voto en los informes periódicos a partícipes.&#13;
&#13;
&#13;
6.- INFORMACION Y ADVERTENCIAS CNMV.&#13;
&#13;
No aplicable&#13;
&#13;
7.- ENTIDADES BENEFICIARIAS DE LA SICAV SOLIDADARIA E IMPORTE CEDIDO A LAS MISMAS&#13;
&#13;
No Aplicable&#13;
&#13;
8.- COSTES DERIVADOS DEL SERVICIO DE ANALISIS.&#13;
&#13;
No aplicable&#13;
&#13;
&#13;
9.- COMPARTIMENTOS DE PROPÓSITO ESPECIAL&#13;
&#13;
No aplicable&#13;
&#13;
&#13;
10.- PERSPECTIVAS DE MERCADO Y ACTUACIÓN PREVISIBLE DEL FONDO &#13;
Continuaremos aplicando una política de gestión activa y flexible. Entendemos que existen buenas oportunidades en los mercados e intentaremos aportar rentabilidad con niveles de riesgo controlados.&#13;
&#13;
</iic-com:ExplicacionInformePeriodico>
<iic-com:AdvertenciasCNMV contextRef="FIM_S12019_V-86772951_da">No aplicable.</iic-com:AdvertenciasCNMV>
<iic-com:InformacionPoliticaRemuneracion contextRef="FIM_S12019_V-86772951_da">No existe información sobre política de remuneración</iic-com:InformacionPoliticaRemuneracion>
<iic-com:InformacionReglamentoUE_2015_2365 contextRef="FIM_S12019_V-86772951_da">No existe información sobre operaciones de financiación de valores, reutilización de las garantías y swaps de rendimiento total</iic-com:InformacionReglamentoUE_2015_2365>
</iic-fim:DatosFondoCompartimentoFIM>
<iic-fim:DatosFondoCompartimentoFIM>
<iic-com:DatosGeneralesCompartimento>
<iic-com:DenominacionCompartimento contextRef="FIM_S12019_V-86772951_ia">GESTION BOUTIQUE ADAIA MIXTO RENTA VARIABLE</iic-com:DenominacionCompartimento>
<iic-com:FechaRegistroCompartimiento contextRef="FIM_S12019_V-86772951_ia">2013-06-28</iic-com:FechaRegistroCompartimiento>
<iic-com:NumeroRegistroCompartimento contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="pure">009</iic-com:NumeroRegistroCompartimento>
</iic-com:DatosGeneralesCompartimento>
<iic-fim:PoliticaDivisaFIM>
<iic-fim:CategoriaFIM>
<iic-fim:XCode_TipoFIM_06 contextRef="FIM_S12019_V-86772951_ia">06</iic-fim:XCode_TipoFIM_06>
<iic-com:XCode_VocacionInversora_07 contextRef="FIM_S12019_V-86772951_ia">07</iic-com:XCode_VocacionInversora_07>
<iic-com:PerfilRiesgo contextRef="FIM_S12019_V-86772951_ia">7 en una escala de 1 a 7</iic-com:PerfilRiesgo>
</iic-fim:CategoriaFIM>
<iic-com:PoliticaInversion contextRef="FIM_S12019_V-86772951_ia">Se invierte, de manera directa o indirecta a través de IIC, entre 75% y 100% de la exposición total en renta variable fundamentalmente de alta capitalización, y el resto en activos de renta fija pública y/o privada (incluyendo depósitos e instrumentos del mercado monetario cotizados o no, que sean líquidos). Residualmente se podrá invertir en valores de capitalización media y baja. La exposición a riesgo divisa oscilará entre 0% y 100% de la exposición total. 
</iic-com:PoliticaInversion>
<iic-com:OperativaDerivados contextRef="FIM_S12019_V-86772951_ia">Se podrá operar con instrumentos financieros derivados negociados en mercados organizados y no organizados de derivados con la finalidad de cobertura y de inversión 
</iic-com:OperativaDerivados>
<iic-com:XCode_MetodologiaMedicionRiesgoMercado_01 contextRef="FIM_S12019_V-86772951_ia">01</iic-com:XCode_MetodologiaMedicionRiesgoMercado_01>
</iic-fim:PoliticaDivisaFIM>
<iic-fim:DatosEconomicosFIM>
<iic-com:IndiceRotacionCartera contextRef="FIM_S12019_V-86772951_da" decimals="2" unitRef="pure">0.56</iic-com:IndiceRotacionCartera>
<iic-com:IndiceRotacionCartera contextRef="FIM_S12019_V-86772951_dpp" decimals="2" unitRef="pure">0.61</iic-com:IndiceRotacionCartera>
<iic-com:IndiceRotacionCartera contextRef="FIM_S12019_V-86772951_daa" decimals="2" unitRef="pure">0.56</iic-com:IndiceRotacionCartera>
<iic-com:IndiceRotacionCartera contextRef="FIM_S12019_V-86772951_dpy" decimals="2" unitRef="pure">1.39</iic-com:IndiceRotacionCartera>
<iic-com:RentabilidadMediaLiquidez contextRef="FIM_S12019_V-86772951_da" decimals="2" unitRef="pure">-0.03</iic-com:RentabilidadMediaLiquidez>
<iic-com:RentabilidadMediaLiquidez contextRef="FIM_S12019_V-86772951_dpp" decimals="2" unitRef="pure">0.00</iic-com:RentabilidadMediaLiquidez>
<iic-com:RentabilidadMediaLiquidez contextRef="FIM_S12019_V-86772951_daa" decimals="2" unitRef="pure">-0.03</iic-com:RentabilidadMediaLiquidez>
<iic-com:RentabilidadMediaLiquidez contextRef="FIM_S12019_V-86772951_dpy" decimals="2" unitRef="pure">0.00</iic-com:RentabilidadMediaLiquidez>
<iic-fim:DatosClaseFIM>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12019_V-86772951_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com-fon:DatosGeneralesClase>
<iic-com-fon:NumeroParticipaciones contextRef="FIM_S12019_V-86772951_ia" decimals="2" unitRef="pure">657462.91</iic-com-fon:NumeroParticipaciones>
<iic-com-fon:NumeroParticipaciones contextRef="FIM_S12019_V-86772951_ipy" decimals="2" unitRef="pure">617684.82</iic-com-fon:NumeroParticipaciones>
<iic-com-fon:NumeroParticipes contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="pure">50</iic-com-fon:NumeroParticipes>
<iic-com-fon:NumeroParticipes contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="pure">50</iic-com-fon:NumeroParticipes>
<iic-com-fon:BeneficioBrutoParticipacion contextRef="FIM_S12019_V-86772951_da" decimals="2" unitRef="euro">0.00</iic-com-fon:BeneficioBrutoParticipacion>
<iic-com-fon:BeneficioBrutoParticipacion contextRef="FIM_S12019_V-86772951_dpp" decimals="2" unitRef="euro">0.00</iic-com-fon:BeneficioBrutoParticipacion>
<iic-com:DistribuyeDividendos contextRef="FIM_S12019_V-86772951_da">false</iic-com:DistribuyeDividendos>
<iic-com:InversionMinimaDescripcion contextRef="FIM_S12019_V-86772951_ia">0</iic-com:InversionMinimaDescripcion>
<iic-com:Patrimonio contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">7075984</iic-com:Patrimonio>
<iic-com:Patrimonio contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">6326000</iic-com:Patrimonio>
<iic-com:Patrimonio contextRef="FIM_S12019_V-86772951_ipy2" decimals="0" unitRef="euro">7009076</iic-com:Patrimonio>
<iic-com:Patrimonio contextRef="FIM_S12019_V-86772951_ipy3" decimals="0" unitRef="euro">4981596</iic-com:Patrimonio>
<iic-com:ValorLiquidativo contextRef="FIM_S12019_V-86772951_ia" decimals="4" unitRef="euro">10.7626</iic-com:ValorLiquidativo>
<iic-com:ValorLiquidativo contextRef="FIM_S12019_V-86772951_ipy" decimals="4" unitRef="euro">10.2415</iic-com:ValorLiquidativo>
<iic-com:ValorLiquidativo contextRef="FIM_S12019_V-86772951_ipy2" decimals="4" unitRef="euro">11.3940</iic-com:ValorLiquidativo>
<iic-com:ValorLiquidativo contextRef="FIM_S12019_V-86772951_ipy3" decimals="4" unitRef="euro">10.8575</iic-com:ValorLiquidativo>
<iic-com-fon:ComisionesAplicadas>
<iic-com-fon:ComisionGestion>
<iic-com:ComisionGestionCobradaPatrimonio contextRef="FIM_S12019_V-86772951_da" decimals="2" unitRef="euro">0.74</iic-com:ComisionGestionCobradaPatrimonio>
<iic-com:ComisionGestionCobradaPatrimonio contextRef="FIM_S12019_V-86772951_daa" decimals="2" unitRef="euro">0.74</iic-com:ComisionGestionCobradaPatrimonio>
<iic-com:ComisionGestionCobradaResultados contextRef="FIM_S12019_V-86772951_da" decimals="2" unitRef="euro">0.00</iic-com:ComisionGestionCobradaResultados>
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<iic-com-fon:ComisionGestionCobrada contextRef="FIM_S12019_V-86772951_da" decimals="2" unitRef="euro">0.74</iic-com-fon:ComisionGestionCobrada>
<iic-com-fon:ComisionGestionCobrada contextRef="FIM_S12019_V-86772951_daa" decimals="2" unitRef="euro">0.74</iic-com-fon:ComisionGestionCobrada>
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<iic-com-fon:ComisionDepositario>
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<iic-com:RentabilidadIIC contextRef="FIM_S12019_V-86772951_dpq" decimals="2" unitRef="pure">5.71</iic-com:RentabilidadIIC>
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<iic-com-fon:RentabilidadMinimaValor contextRef="FIM_S12019_V-86772951_daq" decimals="2" unitRef="pure">-0.30</iic-com-fon:RentabilidadMinimaValor>
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<iic-com-fon:RentabilidadMinimaFecha contextRef="FIM_S12019_V-86772951_daq">2019-05-08</iic-com-fon:RentabilidadMinimaFecha>
<iic-com-fon:RentabilidadMinimaFecha contextRef="FIM_S12019_V-86772951_dpy">2019-02-07</iic-com-fon:RentabilidadMinimaFecha>
<iic-com-fon:RentabilidadMaximaValor contextRef="FIM_S12019_V-86772951_daq" decimals="2" unitRef="pure">0.34</iic-com-fon:RentabilidadMaximaValor>
<iic-com-fon:RentabilidadMaximaValor contextRef="FIM_S12019_V-86772951_dpy" decimals="2" unitRef="pure">1.29</iic-com-fon:RentabilidadMaximaValor>
<iic-com-fon:RentabilidadMaximaFecha contextRef="FIM_S12019_V-86772951_daq">2019-06-20</iic-com-fon:RentabilidadMaximaFecha>
<iic-com-fon:RentabilidadMaximaFecha contextRef="FIM_S12019_V-86772951_dpy">2019-01-04</iic-com-fon:RentabilidadMaximaFecha>
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<iic-com:PeriodicidadCalculoVL>
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<iic-fim:MedidasRiesgoFIM>
<iic-com-fon:VolatilidadValorLiquidativo contextRef="FIM_S12019_V-86772951_daa" decimals="2" unitRef="pure">3.66</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo contextRef="FIM_S12019_V-86772951_daq" decimals="2" unitRef="pure">2.11</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo contextRef="FIM_S12019_V-86772951_dpq" decimals="2" unitRef="pure">4.67</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo contextRef="FIM_S12019_V-86772951_dpq2" decimals="2" unitRef="pure">7.40</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo contextRef="FIM_S12019_V-86772951_dpq3" decimals="2" unitRef="pure">3.49</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo contextRef="FIM_S12019_V-86772951_dpy" decimals="2" unitRef="pure">5.94</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadIbex contextRef="FIM_S12019_V-86772951_daa" decimals="2" unitRef="pure">11.76</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex contextRef="FIM_S12019_V-86772951_daq" decimals="2" unitRef="pure">11.14</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex contextRef="FIM_S12019_V-86772951_dpq" decimals="2" unitRef="pure">12.33</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex contextRef="FIM_S12019_V-86772951_dpq2" decimals="2" unitRef="pure">15.86</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex contextRef="FIM_S12019_V-86772951_dpq3" decimals="2" unitRef="pure">10.52</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex contextRef="FIM_S12019_V-86772951_dpy" decimals="2" unitRef="pure">13.65</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadLetrasTesoro contextRef="FIM_S12019_V-86772951_daa" decimals="2" unitRef="pure">0.73</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro contextRef="FIM_S12019_V-86772951_daq" decimals="2" unitRef="pure">1.02</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro contextRef="FIM_S12019_V-86772951_dpq" decimals="2" unitRef="pure">0.19</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro contextRef="FIM_S12019_V-86772951_dpq2" decimals="2" unitRef="pure">0.39</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro contextRef="FIM_S12019_V-86772951_dpq3" decimals="2" unitRef="pure">0.25</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro contextRef="FIM_S12019_V-86772951_dpy" decimals="2" unitRef="pure">0.38</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadIndice>
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<iic-com-fon:VolatilidadElementoValor contextRef="FIM_S12019_V-86772951_daa" decimals="2" unitRef="pure">7.71</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor contextRef="FIM_S12019_V-86772951_daq" decimals="2" unitRef="pure">7.53</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor contextRef="FIM_S12019_V-86772951_dpq" decimals="2" unitRef="pure">7.86</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor contextRef="FIM_S12019_V-86772951_dpq2" decimals="2" unitRef="pure">10.38</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor contextRef="FIM_S12019_V-86772951_dpq3" decimals="2" unitRef="pure">5.21</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor contextRef="FIM_S12019_V-86772951_dpy" decimals="2" unitRef="pure">8.35</iic-com-fon:VolatilidadElementoValor>
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<iic-com-fon:VolatilidadVaRHistorica contextRef="FIM_S12019_V-86772951_daa" decimals="2" unitRef="pure">5.55</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica contextRef="FIM_S12019_V-86772951_daq" decimals="2" unitRef="pure">5.55</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica contextRef="FIM_S12019_V-86772951_dpq" decimals="2" unitRef="pure">5.53</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica contextRef="FIM_S12019_V-86772951_dpq2" decimals="2" unitRef="pure">5.58</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica contextRef="FIM_S12019_V-86772951_dpq3" decimals="2" unitRef="pure">5.28</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica contextRef="FIM_S12019_V-86772951_dpy" decimals="2" unitRef="pure">5.58</iic-com-fon:VolatilidadVaRHistorica>
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<iic-com:RatioTotalGastos contextRef="FIM_S12019_V-86772951_dpq" decimals="2" unitRef="pure">0.59</iic-com:RatioTotalGastos>
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<iic-com:RatioTotalGastos contextRef="FIM_S12019_V-86772951_dpy" decimals="2" unitRef="pure">2.50</iic-com:RatioTotalGastos>
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<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ipy" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
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<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ipy" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ipy" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRF>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-86772951_ia">ES0132105018</iic-com:CodigoISIN>
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<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12019_V-86772951_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">79283</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ipy" decimals="2" unitRef="pure">1.25</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasRVCotizadaTotal>
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<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">79283</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ipy" decimals="2" unitRef="pure">1.25</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasRVNoCotizadaTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ipy" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVNoCotizadaTotal>
<iic-com:InversionesFinancierasRVCPendienteAdmisionTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ipy" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCPendienteAdmisionTotal>
<iic-com:InversionesFinancierasRV>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">79283</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ipy" decimals="2" unitRef="pure">1.25</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRV>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-86772951_ia">ES0164989008</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-86772951_ia">PARTICIPACIONES|Mutuafondo Bonos Sub</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12019_V-86772951_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">184638</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ia" decimals="2" unitRef="pure">2.61</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ipy" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-86772951_ia">ES0168674010</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-86772951_ia">PARTICIPACIONES|EDM Inversion, FI</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12019_V-86772951_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">164183</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ia" decimals="2" unitRef="pure">2.32</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">151161</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ipy" decimals="2" unitRef="pure">2.39</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-86772951_ia">ES0159201021</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-86772951_ia">PARTICIPACIONES|Magallanes Iberian E</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12019_V-86772951_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">128592</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ia" decimals="2" unitRef="pure">1.82</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">166160</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ipy" decimals="2" unitRef="pure">2.63</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-86772951_ia">ES0112611001</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-86772951_ia">PARTICIPACIONES|AzValor Intern. FI</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12019_V-86772951_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">464222</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ia" decimals="2" unitRef="pure">6.56</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">420282</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ipy" decimals="2" unitRef="pure">6.64</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-86772951_ia">ES0112616000</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-86772951_ia">PARTICIPACIONES|AzValor Iberia FI</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12019_V-86772951_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">209253</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ipy" decimals="2" unitRef="pure">3.31</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-86772951_ia">ES0170141008</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-86772951_ia">PARTICIPACIONES|AVIVA EUROBOLSA, FI</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12019_V-86772951_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">105542</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ia" decimals="2" unitRef="pure">1.49</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">135204</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ipy" decimals="2" unitRef="pure">2.14</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-86772951_ia">ES0159259029</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-86772951_ia">PARTICIPACIONES|Magallanes European</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12019_V-86772951_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">152887</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ia" decimals="2" unitRef="pure">2.16</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">128320</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ipy" decimals="2" unitRef="pure">2.03</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-86772951_ia">ES0165241003</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-86772951_ia">PARTICIPACIONES|Mutuafondo Valores</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12019_V-86772951_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">74767</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ia" decimals="2" unitRef="pure">1.06</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">249155</iic-com:InversionesFinancierasValor>
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<iic-com:CodigoISIN contextRef="FIM_S12019_V-86772951_ia">ES0175604000</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:CodigoISIN contextRef="FIM_S12019_V-86772951_ia">ES0116567035</iic-com:CodigoISIN>
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<iic-com:CodigoISIN contextRef="FIM_S12019_V-86772951_ia">ES0114673033</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">163528</iic-com:InversionesFinancierasValor>
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<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-86772951_ia">ES0114638036</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-86772951_ia">PARTICIPACIONES|Bestinver Internacional</iic-com:InversionesFinancierasDescripcion>
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<iic-com:InversionesFinancierasIICTotal>
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<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">2277272</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ipy" decimals="2" unitRef="pure">36.00</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
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<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ipy" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ia" decimals="2" unitRef="pure">26.58</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">2356555</iic-com:InversionesFinancierasValor>
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<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ipy" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
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</iic-com:InversionesFinancierasAdquisicionTemporalActivosTotal>
<iic-com:InversionesFinancierasRF>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ipy" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRF>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-86772951_ia">DE000A1RX996</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-86772951_ia">PARTICIPACIONES|ETF Global X Silver</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12019_V-86772951_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">198311</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ia" decimals="2" unitRef="pure">2.80</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ipy" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-86772951_ia">CH0038863350</iic-com:CodigoISIN>
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<dgi-lc-int:Xcode_ISO4217.CHF contextRef="FIM_S12019_V-86772951_da">CHF</dgi-lc-int:Xcode_ISO4217.CHF>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">171643</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ipy" decimals="2" unitRef="pure">2.71</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizadaTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">198311</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ia" decimals="2" unitRef="pure">2.80</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">171643</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ipy" decimals="2" unitRef="pure">2.71</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizadaTotal>
<iic-com:InversionesFinancierasRVNoCotizadaTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ipy" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVNoCotizadaTotal>
<iic-com:InversionesFinancierasRVCPendienteAdmisionTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ipy" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCPendienteAdmisionTotal>
<iic-com:InversionesFinancierasRV>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">198311</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ia" decimals="2" unitRef="pure">2.80</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">171643</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ipy" decimals="2" unitRef="pure">2.71</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRV>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-86772951_ia">LU1883330281</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-86772951_ia">PARTICIPACIONES|Amundi F2-Glbl Sub B</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12019_V-86772951_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">153236</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ia" decimals="2" unitRef="pure">2.17</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ipy" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-86772951_ia">LU1570387610</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-86772951_ia">PARTICIPACIONES|Investec Global Stra</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12019_V-86772951_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">151030</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ia" decimals="2" unitRef="pure">2.13</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ipy" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-86772951_ia">LU1725678863</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-86772951_ia">PARTICIPACIONES|Pareturn Cartesio Eq</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12019_V-86772951_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">100228</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ia" decimals="2" unitRef="pure">1.42</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ipy" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-86772951_ia">FI0008811997</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-86772951_ia">PARTICIPACIONES|Evli Nordic Corp Bon</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12019_V-86772951_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">251326</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ia" decimals="2" unitRef="pure">3.55</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ipy" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-86772951_ia">LU1531376843</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-86772951_ia">PARTICIPACIONES|Forum One Key Capita</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12019_V-86772951_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">368624</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ia" decimals="2" unitRef="pure">5.21</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">188922</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ipy" decimals="2" unitRef="pure">2.99</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-86772951_ia">FR0013111382</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-86772951_ia">PARTICIPACIONES|Echiquier Entreprene</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12019_V-86772951_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">107257</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ipy" decimals="2" unitRef="pure">1.70</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-86772951_ia">LU1720110474</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-86772951_ia">PARTICIPACIONES|LUX SEL-ARCAN LW</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12019_V-86772951_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">384262</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ia" decimals="2" unitRef="pure">5.43</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">369332</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ipy" decimals="2" unitRef="pure">5.84</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-86772951_ia">LU0492887194</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-86772951_ia">PARTICIPACIONES|CS Global Robo EQ FD</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12019_V-86772951_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">58872</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ipy" decimals="2" unitRef="pure">0.93</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-86772951_ia">LU1013275745</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-86772951_ia">PARTICIPACIONES|Vector Fund-Navigato</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12019_V-86772951_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ia" decimals="2" unitRef="pure">1.74</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">107968</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ipy" decimals="2" unitRef="pure">1.71</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-86772951_ia">FR0010929794</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-86772951_ia">PARTICIPACIONES|H20 ADAGIO IC</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12019_V-86772951_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">154754</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ipy" decimals="2" unitRef="pure">2.45</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-86772951_ia">LU1582988561</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-86772951_ia">PARTICIPACIONES|M&amp;G Lx Dynamic Allo</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12019_V-86772951_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">144680</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ia" decimals="2" unitRef="pure">2.04</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">136965</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ipy" decimals="2" unitRef="pure">2.17</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-86772951_ia">LU1481479811</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-86772951_ia">PARTICIPACIONES|Adriza Neutral Inver</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12019_V-86772951_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">203598</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ia" decimals="2" unitRef="pure">2.88</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">187113</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ipy" decimals="2" unitRef="pure">2.96</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-86772951_ia">FR0013084043</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-86772951_ia">PARTICIPACIONES|Echiquier Arty Fund</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12019_V-86772951_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">48326</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ipy" decimals="2" unitRef="pure">0.76</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-86772951_ia">FR0013306420</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-86772951_ia">PARTICIPACIONES|Sextant Autor du Mon</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12019_V-86772951_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">106586</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ia" decimals="2" unitRef="pure">1.51</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">97369</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ipy" decimals="2" unitRef="pure">1.54</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-86772951_ia">FR0013306404</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-86772951_ia">PARTICIPACIONES|Sextant Autor du Mon</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12019_V-86772951_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">228638</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ia" decimals="2" unitRef="pure">3.23</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">224007</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ipy" decimals="2" unitRef="pure">3.54</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-86772951_ia">LU1748855324</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-86772951_ia">PARTICIPACIONES|Flossbach VS-MA-BALA</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12019_V-86772951_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">214068</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ia" decimals="2" unitRef="pure">3.03</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">194574</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ipy" decimals="2" unitRef="pure">3.08</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-86772951_ia">LU1625225666</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-86772951_ia">PARTICIPACIONES|Inv-Ind</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12019_V-86772951_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">125212</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ia" decimals="2" unitRef="pure">1.77</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">115645</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ipy" decimals="2" unitRef="pure">1.83</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-86772951_ia">LU0323592138</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-86772951_ia">PARTICIPACIONES|Schroder Intl Pacifi</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12019_V-86772951_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">169987</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ia" decimals="2" unitRef="pure">2.40</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">190161</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ipy" decimals="2" unitRef="pure">3.01</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-86772951_ia">FR0013259132</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-86772951_ia">PARTICIPACIONES|Groupama Index Infla</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12019_V-86772951_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">146261</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ia" decimals="2" unitRef="pure">2.07</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">142672</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ipy" decimals="2" unitRef="pure">2.26</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-86772951_ia">LU1511517010</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-86772951_ia">PARTICIPACIONES|MSIF-Euro Strat Bond</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12019_V-86772951_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">148301</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ipy" decimals="2" unitRef="pure">2.34</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-86772951_ia">LU0675296932</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-86772951_ia">PARTICIPACIONES|G Fund-Alpha Fixed I</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12019_V-86772951_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">82130</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ipy" decimals="2" unitRef="pure">1.30</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-86772951_ia">LU0935230671</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-86772951_ia">PARTICIPACIONES|Natixis AM</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12019_V-86772951_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">226504</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ia" decimals="2" unitRef="pure">3.20</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">201647</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ipy" decimals="2" unitRef="pure">3.19</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-86772951_ia">FR0012365013</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-86772951_ia">PARTICIPACIONES|SYCOMORE PARTNERS</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12019_V-86772951_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">124520</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ia" decimals="2" unitRef="pure">1.76</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">121632</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ipy" decimals="2" unitRef="pure">1.92</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-86772951_ia">IE00BLP5S791</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-86772951_ia">PARTICIPACIONES|Old Mutual GB Eqy Ab</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12019_V-86772951_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">140792</iic-com:InversionesFinancierasValor>
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<iic-com:CodigoISIN contextRef="FIM_S12019_V-86772951_ia">LU0828132174</iic-com:CodigoISIN>
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<iic-com:CodigoISIN contextRef="FIM_S12019_V-86772951_ia">LU0853555893</iic-com:CodigoISIN>
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<iic-com:CodigoISIN contextRef="FIM_S12019_V-86772951_ia">LU0650148231</iic-com:CodigoISIN>
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<iic-com:CodigoISIN contextRef="FIM_S12019_V-86772951_ia">LU0992631647</iic-com:CodigoISIN>
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<iic-com:CodigoISIN contextRef="FIM_S12019_V-86772951_ia">LU0599947271</iic-com:CodigoISIN>
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O+Lf7Fnjz/AIKJfFv/AIJy/D/9lf8AYl0f4ft4i+Hv7S3xS/bmuvHfgTxx47h/ad8Cfs0zfDrXfAPwB/ZE+Lf7TXgf7RrWt+PL3TPF0f7PXivR7jWPAmn6PqUGj+GvGVv4+0T9KP2gP+C3P/BLT9lf46+N/wBmn9oT9rjwr8LPjb8OfEPw28M+M/BXiPwN8XM6JqXxa8H2Pj3wTcv4j0/4fX3hK98PXHhLU9L1bxH4t03Xrzwp4DGqaZZePNa8NajqNnZzgH6q0V8G/tif8FPP2C/2A9F+Hev/ALW37Sfgv4Taf8WjNJ8N4/7O8W+O9W8YWFtHYyXWu6P4f+Gnh3xlr03he1TVNN+1+K5NNi8NWrahZJcarG91Cr/YHw7+IfgX4t+BPCHxP+GPizQfHfw88f8Ah3SfFvgvxn4X1K21fw94m8Na5ZxahpOs6PqVo8lvd2N9ZzxTQyxseG2uFkVlUA7Kivw4+B3/AAWv8K/Gn/gqv8UP+Cb8fwE1Xw34D8M+IPjf8LPhT+1VN8RI9T0P4y/tCfsz+DvhL42+P/wX074cDwHp6+H9V+GejfEjU7rVdVj+IviOZrTw9pV1Nodl/wAJS0OgfaN7/wAFQv2BNO/bGsf2ALz9pzwDF+13qISK2+D4h8Sy3K6pLpB16Dwxd+ModBk+Hen+NrrSNl9aeBL/AMXW3jK8hmthbaFLJdWySgH3tRX80XgX/g6I/YB+MXwr/bN8dfCvxNoGleIf2UtfbV9B0f46xftF+AfBvxU/Z5HxW+APwTsP2jrvxh8I/wBlX9onxR4A8PeLfiV8dbPw34M+Gx+GPjH4tyPY6Lq3j7wf8O/D2teIdZ8C/tVL+3P+yrba7+154Zv/AIs2ek67+wb4a0Xxl+1jp+ueFvHWhSfCTwj4j8Aan8UdB8T3UuseF7G38XeH9X8CaLquv2Gr+AJvFdhcpYXGnxztqyfYCAfWdFfml8df+Cwv/BN79mb4P/AP47fHf9p3Qvhr8N/2oPC2leOPgRd694E+LD+LfH/gzWtM0rWdP8V2vwy07wFffE7RfDj6Zrui3VzrPibwfounaeuq6emo3FrLdwRv99/Dv4h+Bfi34E8IfE/4Y+LNB8d/Dzx/4d0nxb4L8Z+F9SttX8PeJvDWuWcWoaTrOj6laPJb3djfWc8U0MsbHhtrhZFZVAOyooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAP5cfGfhD/gr5+yP/wVM/4Kw/tAfsh/8E2dB/am+Gn7eNh+xVp/wt+M/in9sD4BfBfw18O9X/Z3/ZlX4c6n4i1/4aeIdU1f4j+M9Hg8ceLdZh1HRTZeBdQntfBcr6Ld6tZ+I9P1G1Z+zL/wSK/aS/ZK+KP/AAbf+FtK0bTfiP4B/wCCePgz/gpi/wC1r8TtF8U+FrDQ/A3jj9rn4Tvqnh6y0DRPE2saD458baBqXxW8TeI/CGhah4V8J6pdWek6VZ654s0/wzZ3ilP6kaKAP5YP+Cbv7Ev/AAUg/Zb/AOChWl6F4B+A/jP9iv8A4JjeEpv2g774g/BvX/2+vB/7Y/wB+Jd944XUtT+Gbfsm/C6X4VeAPip+zgml/EfU5PG3iaHxda2keu6JPqGn3Ellq32y38UfHXwR/wCCYH/BSaP9gT/gmT/wT3+NH7FPhyLw7/wT6/4LI/s7fG7xb8RLX9oP4GeNPCPx4/ZPuPit+1Z8RvjT8VU8E3XiLR9Y8M6N4Itfin4a8Mv8N9V/tz4jeOdO1qPU9I8JiaHXNC0X+2SigD+b3/goL+wJ+1Z8a/2+P24vjR8J/hJH4j+F/wAYv+DcX9pz9g/4d+I4vG/w00FfEf7W3xI+Nvjjxn4Y+Fp0TX/GGj6/pMmu6Nrdnq0vj3XdJ0z4cWkt48OreMrTUEuII/mL/gmv/wAE9f8Agov/AMNTf8EqfG37V37JHwa/Y9+Gv/BKL9jbx/8AByx8XfD/AOM/gT4n+KP2p/Gfxl+FVt4Bm0/XdC8CtcTeDz4Gl1DV/F3jWDWNR1nw9efFm58Z+I/BHibxRo/jO3m0f+t+igD+Gn4Gf8E5v+Cy/gX4Lf8ABJ7/AIJ/+MP2KfhlB+z1/wAE2/8AgrT8IP2nfEv7Tvh/9p/4Vav4h+LPwu0j9oH4sfErUPiB4d+E9/rGiap4Y8I+CPD/AMUvF51/R9V1G/8Ain4pubrwLbeF/hzHJYeK2H6K/Br9h7/goH8Av2+fjF4C0z9jr9jb47fsjfHX/gqd4n/4KZXX7b37QmqeGvH/AI3+DGi+NdA0pdR+F/wj+Dr6lovxG8HftDeAL7SrjRvgx8abJ9d8GeD7TWtVnutLuoNauk0z+oGigD+P3xv/AMEk/wBurxN+zJ+25Fofwl8B3Xxb0n/g4/8Aiv8A8FZP2e/gp8UfHfga8+HX7V/wE0+88Ljwh4R8Zal4e8Qa/o/hjRvibYz67cP4U+IsvhrV7a68PWtj4s07w3DqNtqMfn/x1/4JYf8ABSL9o79gj/guH8R/Ev7M/gb4VftZf8FSfiz+xd4o+G37D3w/+Mnwq8Qab8OvDX7MPxY+HF3rOueJPjDc6v4J+D+p/ELx54etvFXjXxrqtrrFkniTUdCi1N3HifxKPDNh/aFRQB+LvhL9iv4leAv+C62n/tW+CPhDoXhH9kLSv+COWkfskab4u8Oal4B0bSrL4y+H/wBrTTvGmhfDm3+H+n61B44jt9H+Duj6S2m+Ih4R/wCENstI0yw8M2/iCO/s7fSI/kj/AILt/sFfGn9r3x/8Itb8M/8ABMb9n/8A4KNfC7Sfhf4o8IzIv7R+qfsd/tcfBr4l3evNqWj+LPDvxu1fxtYfDrxT8GW06eGSf4X6n4F1/Wf+EstNS1RtRgsNTjgX+lmigD+Mf9qf/gjr/wAFQPFX/BP/AP4I9R2vxD+Kvxl/a+/4J7p8abf4seHfgN+1xo37MHxx8Q+H/jYtnH4TsPhN+1V4+8L+M/CegeLvgV4U8O+FPhdd67ruh6hbeKPCb+KYdHvJFvoZ7jvdA/4I+ftbeDv+CXHwl8P/AA7+E3jZ/wBqD4Qf8FT/AIa/8FULz9l39qP9tP4dftK698Zdd8Crpun+K/hD43/aS8KfAf4FfDPTrv4lSRah40vbe90DxloqeLprzV9b+JeqXPiWe18Of190UAfyp/tH/sd/8FKvjJ+xV+zL8W9N/YI/ZG+G37WPwU/4LM/Cv/gpvqv7E37N/jXwB8I7Xxl4D+HkviyJtD+K/wAd9U1nVPhb48/af8XXmsWWofE742WLWGheIdGjs7uw8LS65o48P6j5X+3D+wP/AMFQfGfxy/b6+InwP/Yr+A/xn0X/AILH/sc/s3fBX4n3fxa+Onw70vxF/wAE6/H/AIF+GFn4A8bWENxqlnep8UvB+lXU7+Mre8+Eceo3mo/E7wz4Q8eabbiTwZpum+J/7AKKAP58v2c/+Ca/xh+Cv/BWH9lz4veKPCNn8R/2ef2av+CDvws/YR034/azq/gua61T9pT4ffHKGLU4LfwTeeIbn4i2WoeJfhDceItWvPFH/CMv4VbTvEWp+G5vEsuq3U+mSfit+0h/wQg/bx8XftyftcaCfCH7WXxc/ZI/bB/bG1r9qKHx18EP+CpHwn/ZM+BPgRPGHiex8bWLfGb9mj4gfsx/tD+NfH/xF+EevwrZeF/GHg/RtSVtE8N+EItGtbG8sDcW3921FAH8sH/BS/8AYl/4KQah+39qfx+/4JgfAfxn8Gvid8aIfgJY/Ev9trwf+314P8J/BHxHY/DC40vRmX9rb9hDx38Kp9T+K7+EPA0es+DPCk3w78Y+IZBoEmja2Ixqcuv+D7z+p+iigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigD8Qf+C6H7Pv7WPxx+Fn7Bniz9jr4Af8NMfE39k//gp/+y7+2Lrvwk/4Wr8Nvgz/AMJF4E+BXhz4ualqdn/wnvxS1rSPD+kf2v4g1fwx4Z+0Wdt4j1iw/t7+2bfwxq9lpeoRxfDesfsX/wDBSL9tTxD/AMFPv22/2mf2W/B/7Lnxp+M3/BH742/8Ezf2Tv2QvDv7QPw7+NfiTWj42tvH/wAQ5PEPj/4waIfDPws0+88SfE7VtE0TwvcTalpVlp+larfDxSdDtdDj1jWv6oqKAP49v2qv+CdH/BQTw/8As2f8Ey9e/ZK/ZI+Jtp+3j8Cv+CanwO/ZD8XftIfAr/gov8Of2ZvF3wQ8TeDfh94XXUPhp8Z/hr4m8D+MPhp+0t8CPCHxMs7nxTLpXgn4ofavFmo/8JFYWZsLWPwt4suPuSD9mz/gpB8KP+CtP7Ef7aOp/Bjwh+1Nonin/glv8KP+CfP7aHxQ8KfFv4f/AAni+EvxUtfj3p/xk+Ln7QeleBvFttper/ELwdd6glxL4c8C+BdHtdWube61ESf2JLpmlaVrn9EtFAH8dOn/APBJb9s3Sv8Ag1N1v/gnRpv7Omm2P7d3iTUhrGv/AAmtfiD8Fob3WNUX/goXoHxaF/qPxQTx8PhVdXX/AAofwt4a1UzS+P2c6foOk+GCT4gsLbRI6X7cv7BH/BUfX/21v+C3Gsfs+/sF/Bn47/Bb/gqF8JP2U/2dfBPxy+J/x8+E3gjWPhXpXhf9nXwz4C8dfFHQvBt/qOs+KtT8O+BfF+n39zr3h3VNP8IeLbrxr4W+FfjjwBY+N9N8PX9nN/ZHRQB/LZ40/Yk/4KWfsQ/tpfsW/tDfsVfAP4Z/tqWPw7/4I6fDL/glT47v/iB8dtA+Btl4B8XfDL4iab44sfj74qHiO3v/ABH4w8H31/pmjXN74U8D6ZrHi3VLK38SWBk0K+n0bUp/lL4B/wDBMD/gpT+zB+wh/wAEQ/iR4W/Zb8G/GD9q3/gmR45/b9m+J37D/jj44/Cjwrpnjzw7+2H41+K+naB4j074t2+teMPhCdf8A+HtW8MeNNMhk1+5kij167tElg1/TrrST/aBRQB/OB4P/YW/bGH7UP8Awb2/FvxX+zZ+zR8JtF/Y38M/8FJrz9rbwl+x9p3g/wCE37Of7Pes/tMfBOz0b4WeF/h18L9a8c3/AIn1wa14lnl0fxZqHw9h8Y6bN44j8TeMtQk0Tw3rVhOPz3/Zc/4JGf8ABSHwb4w/YB/Yq+I3wA+BXg39mD/gnT/wUM8V/ty2/wDwUS8P/FLwlrXxV/aY0GLxp4o8b+GPhzdfDO0tk+JuheLPGUniDT/CvxP1bxPJaeHNT8LeGPBVik1y/wAN9Kl8Yf2j0UAfxv8Axz/4JEftgeMf+CY//Be/4QeHP2Z9C1L9p/8AbY/4K3/Eb9o/9m20bxx8ELXxB8TP2d5P2lPgF8QfAHiz/hOtQ8d22geDLaz8J2vxv1XS/CnjzxL4U8X6QureJdOl8PWeoeLIrHV/7IKKKAP5Av8Ah1x+3Z/xCef8O0f+FGf8Ztf9EV/4Wb8Hf+kkv/C/f+Sj/wDCwf8AhUv/ACSX/irP+R8/6gX/ACMv/Emr5U/ai+En7a3x6/4Krf8ABx38Bv2Pv2Ufgv8AtHx/tG/B/wD4J/fs3/E/xl8Ufif4W+G2r/s56f8AFX9kjw7N4c+LmhweJ9Lu28ceHNDHhXxFrGv+GPDV/aeLLTxt4f8AhV4t0bTfETeGp9Jl/uorgfD3wp+F3hHxz8Q/ih4U+G3gHwx8S/i7/wAIl/wtj4h+HvB3h3RfHPxP/wCEB0efw94E/wCFh+LdN0621/xr/wAIVoFzc6H4S/4SXUNT/wCEc0e4n0zR/sdlLJAwB/M1+0V/wTu/b0/Za+NX7E/7RX7Iv7Pfwd/4KLXvwU/4JQab/wAEtPiF8J/jF8RvB3wwj0bUNEt7U2n7Rvh+5+J4PhnVrTxO0l/4c+I/hoXSeIfEnw/l1nwVEqReK5tb0L9Vf+CZ/wCyj8ZP+CcP/BKT4JfszahDZfGv49/Ar4N/ETVj4c0HXLKy0nxb8UfFHiTx38V7T4ZeHvE/iu78O6XDo1l4k8VwfDrQvEmv3fh3SjpthZ6tqD6JYtILT9TqKAP4ffhL/wAES/8AgsH+z58Mf2Kf2o4/2kNI+N/xu+Bv7XGg/tneNv2AbL4N/s7/AA/8R6Z48+P3i+wtv2uNN/4bRuPi7bR+PtY1D4f6xrumeIrXWNabwbr1np66f4Pmnk0bwoLz9Afg1+w9/wAFA/gF+3z8YvAWmfsdfsbfHb9kb46/8FTvE/8AwUyuv23v2hNU8NeP/G/wY0XxroGlLqPwv+EfwdfUtF+I3g79obwBfaVcaN8GPjTZPrvgzwfaa1qs91pd1BrV0mmf1A0UAfxYftH/APBN3/gp/rn7HX/Be39hTwX+x7pXjfw9+2n+3n4q/by/Zh+OejftGfBHS7b4kv8AEz9rH9lvxpffB68+HfjDxJ4Y1fwNq3gv4XfDXxR4v1Txh401vRtG1bU9J1DwpolldXknh288S/bf/BZH/gld+1b+1P8AtYfDLxn+yXHBpvwf/bL+Gfgz9jj/AIKb6pbeKfDHhXUPDf7Onw/+PXw6+MWhfFLQbDWfEGjal4u8azeF7P4jfCu4g0Cy1vWn8LapZ+HXsk0nVbjU9G/p0ooA/nA/4KK/sa/tofDz9u34O/tz/sJ/skfA/wDbP8O6P+wJ48/4J96x+zL8T/iH4H+FmlfCnS9d8Xal4o8MfFrwhL8RI18Iano403V5fAPj3wvazxaz4h+G9tqvgi0iitvFUmtaD+kP/BIv9jnxx+wD/wAE4/2Wf2SPiZ4m07xd8QvhL4L14eNNX0a5ub3RYPEvjrx94u+Jer+HtDv7yC1udQ0Lwhe+MpfCWi6jLaWR1DS9EtLxbGxWdbSH9HqKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA+SvgT8Cfghq3wQ+Deqap8G/hVqWp6l8Kvh5qGo6jqHw88I3l/qF/eeEdIuby9vby50iS4uru6uJJJ7m5nkkmnmkeWV3dmY+q/wDDPXwC/wCiHfB//wANp4L/APlJR+z1/wAkB+B3/ZH/AIZ/+oXolewUAeP/APDPXwC/6Id8H/8Aw2ngv/5SUf8ADPXwC/6Id8H/APw2ngv/AOUlewUUAeP/APDPXwC/6Id8H/8Aw2ngv/5SUf8ADPXwC/6Id8H/APw2ngv/AOUlewUUAeP/APDPXwC/6Id8H/8Aw2ngv/5SUf8ADPXwC/6Id8H/APw2ngv/AOUlewUUAeP/APDPXwC/6Id8H/8Aw2ngv/5SUf8ADPXwC/6Id8H/APw2ngv/AOUlewUUAeP/APDPXwC/6Id8H/8Aw2ngv/5SUf8ADPXwC/6Id8H/APw2ngv/AOUlewUUAeP/APDPXwC/6Id8H/8Aw2ngv/5SUf8ADPXwC/6Id8H/APw2ngv/AOUlewUUAeP/APDPXwC/6Id8H/8Aw2ngv/5SUf8ADPXwC/6Id8H/APw2ngv/AOUlewUUAeP/APDPXwC/6Id8H/8Aw2ngv/5SUf8ADPXwC/6Id8H/APw2ngv/AOUlewUUAeP/APDPXwC/6Id8H/8Aw2ngv/5SUf8ADPXwC/6Id8H/APw2ngv/AOUlewUUAeP/APDPXwC/6Id8H/8Aw2ngv/5SUf8ADPXwC/6Id8H/APw2ngv/AOUlewUUAeP/APDPXwC/6Id8H/8Aw2ngv/5SUf8ADPXwC/6Id8H/APw2ngv/AOUlewUUAeP/APDPXwC/6Id8H/8Aw2ngv/5SUf8ADPXwC/6Id8H/APw2ngv/AOUlewUUAeP/APDPXwC/6Id8H/8Aw2ngv/5SUf8ADPXwC/6Id8H/APw2ngv/AOUlewUUAeP/APDPXwC/6Id8H/8Aw2ngv/5SUf8ADPXwC/6Id8H/APw2ngv/AOUlewUUAeP/APDPXwC/6Id8H/8Aw2ngv/5SUf8ADPXwC/6Id8H/APw2ngv/AOUlewUUAeP/APDPXwC/6Id8H/8Aw2ngv/5SUf8ADPXwC/6Id8H/APw2ngv/AOUlewUUAeP/APDPXwC/6Id8H/8Aw2ngv/5SUf8ADPXwC/6Id8H/APw2ngv/AOUlewUUAeP/APDPXwC/6Id8H/8Aw2ngv/5SUf8ADPXwC/6Id8H/APw2ngv/AOUlewUUAeP/APDPXwC/6Id8H/8Aw2ngv/5SUf8ADPXwC/6Id8H/APw2ngv/AOUlewUUAeP/APDPXwC/6Id8H/8Aw2ngv/5SUf8ADPXwC/6Id8H/APw2ngv/AOUlewUUAeP/APDPXwC/6Id8H/8Aw2ngv/5SVjfBTw74f8J698fNB8LaFo3hrQrH4w6WbLRdA0uy0bSbM3XwK+Cd3cm107ToLaztzcXc891OYoU864mlnk3SyOze814/8M/+R0/aF/7LBon/AKoH4HUAewV8xeG/hX8MPG/xE/aB1bxp8OPAXi/VYPiroGnw6n4o8H+Htf1CGwh+A/wVuIrKK91XTru5jtIp7q5njtkkEKTXE8ioHmkZvp2vH/hn/wAjp+0L/wBlg0T/ANUD8DqAD/hnr4Bf9EO+D/8A4bTwX/8AKSj/AIZ6+AX/AEQ74P8A/htPBf8A8pK9gooA8f8A+GevgF/0Q74P/wDhtPBf/wApKP8Ahnr4Bf8ARDvg/wD+G08F/wDykr2CigDx/wD4Z6+AX/RDvg//AOG08F//ACko/wCGevgF/wBEO+D/AP4bTwX/APKSvYKKAPH/APhnr4Bf9EO+D/8A4bTwX/8AKSj/AIZ6+AX/AEQ74P8A/htPBf8A8pK9gooA8f8A+GevgF/0Q74P/wDhtPBf/wApKP8Ahnr4Bf8ARDvg/wD+G08F/wDykr2CigDx/wD4Z6+AX/RDvg//AOG08F//ACko/wCGevgF/wBEO+D/AP4bTwX/APKSvYKKAPH/APhnr4Bf9EO+D/8A4bTwX/8AKSj/AIZ6+AX/AEQ74P8A/htPBf8A8pK9gooA8f8A+GevgF/0Q74P/wDhtPBf/wApKP8Ahnr4Bf8ARDvg/wD+G08F/wDykr2CigDx/wD4Z6+AX/RDvg//AOG08F//ACko/wCGevgF/wBEO+D/AP4bTwX/APKSvYKKAPH/APhnr4Bf9EO+D/8A4bTwX/8AKSj/AIZ6+AX/AEQ74P8A/htPBf8A8pK9gooA8f8A+GevgF/0Q74P/wDhtPBf/wApKP8Ahnr4Bf8ARDvg/wD+G08F/wDykr2CigDx/wD4Z6+AX/RDvg//AOG08F//ACko/wCGevgF/wBEO+D/AP4bTwX/APKSvYKKAPH/APhnr4Bf9EO+D/8A4bTwX/8AKSj/AIZ6+AX/AEQ74P8A/htPBf8A8pK9gooA8f8A+GevgF/0Q74P/wDhtPBf/wApKP8Ahnr4Bf8ARDvg/wD+G08F/wDykr2CigDx/wD4Z6+AX/RDvg//AOG08F//ACko/wCGevgF/wBEO+D/AP4bTwX/APKSvYKKAPH/APhnr4Bf9EO+D/8A4bTwX/8AKSj/AIZ6+AX/AEQ74P8A/htPBf8A8pK9gooA8f8A+GevgF/0Q74P/wDhtPBf/wApKP8Ahnr4Bf8ARDvg/wD+G08F/wDykr2CigDx/wD4Z6+AX/RDvg//AOG08F//ACko/wCGevgF/wBEO+D/AP4bTwX/APKSvYKKAPH/APhnr4Bf9EO+D/8A4bTwX/8AKSj/AIZ6+AX/AEQ74P8A/htPBf8A8pK9gooA8f8A+GevgF/0Q74P/wDhtPBf/wApKP8Ahnr4Bf8ARDvg/wD+G08F/wDykr2CigDx/wD4Z6+AX/RDvg//AOG08F//ACko/wCGevgF/wBEO+D/AP4bTwX/APKSvYKKAPm7Tvh38P8AwH8f/AR8DeBvB3gw6p8HvjQNTPhTwzovh06iLLxp8ATZi/OkWNmbwWhu7o2wuPM8j7TceVs86Td9I14/rf8AyX74Z/8AZH/jj/6mn7PVewUAFFFFABRRRQB4/wDs9f8AJAfgd/2R/wCGf/qF6JXsFeP/ALPX/JAfgd/2R/4Z/wDqF6JXsFABRRXgH7Tv7Qmj/sv/AAiu/i3rPgP4gfFD/i4HwT+Fvh/4e/C1fAn/AAnfjDx3+0B8bPh78AfhxoWhTfE7x38Mvh/ZfbfiB8TfDMep6n4s8e+GdH0rR/7Q1K51D/RFt5gD3+ivjLxL+1/qvhbwz8Ko7/8AZT/aSufj18X7bx9q/hv9knS9Q/Zh1D446Z4S+GOt6Vo3jXxz4n8Uw/tK/wDDMej+EdGXxT4Av5dS/wCGibmeRviT4H8OR2beOdUu/Cmnc1Zf8FGf2dLz4nfslfCd5fG2n+I/2ydO/aOHw3vNT8O2lpofhLxr+yt4o8D+BPi98KfitfNrLT+DfiJpvxA8bf8ACvtJsorLV/Dur+OvDOueE4vEset6h4Ms/FoB95UV+T8X/BX/AOAj6f8ACvxjcfB79pCy+DPj79lH9lD9srx78ep/DXwom+Gf7Nfwb/bNn+KVp8Gb/wDaAs7D4yXvxM0VoLz4P+Mo/iV4l+Hnw6+JXwz+FWnW9v4o8eeP9E8HDUPEWn/QvxY/bp8B/CXxn8QtDu/hf8ZPGPw++Bg0o/tMfHvwbYfDRvhD+zSdW8K6L4/RPie3iz4n+E/iZrkulfDrxN4Z+IvimL4N/DX4rSeDfA/iPRPEXi1dEsr+JqAPtuiviq//AG2/DiftEeK/2fPDfwL/AGiPiCvw48c/DT4Z/Fn4veAfCvgPxB8NfhT45+Lnhfwl4z8EaX4v0AfEq1+O91oFx4a8d+EtX8RfEzwd8FfFfwm8DWOp395448eeHbXwn41n8Ns/am/bf8N/sr+Ofht4C1D4F/tD/GvVfH/w3+NHxm1ab4B+GPh/4uf4a/CD9n/xJ8DvC3xP+IHizw14n+Jvgjx54qtdG1H9oPwDLYeD/gp4Q+LXxN16zTXpNE8DX82mRwXgB9sUV+fHiH/goLpt98SLL4dfs7fsw/tE/tmRXn7O/wACv2oT8Qf2dfEv7IWm/DiP4UftJ698Y9C+Dep2mu/tF/tW/s/6h4iuvFy/Azx1rcDeEdF8Q6Ta6ENEvLvV4Z9Yt7Rf0HoAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAK8f+Gf8AyOn7Qv8A2WDRP/VA/A6vYK8f+Gf/ACOn7Qv/AGWDRP8A1QPwOoA9grx/4Z/8jp+0L/2WDRP/AFQPwOr2CvH/AIZ/8jp+0L/2WDRP/VA/A6gD2CiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAPH9b/5L98M/+yP/ABx/9TT9nqvYK8f1v/kv3wz/AOyP/HH/ANTT9nqvYKACiiigAooooA8f/Z6/5ID8Dv8Asj/wz/8AUL0SvYK8f/Z6/wCSA/A7/sj/AMM//UL0SvYKACvmD9sL9l/wr+2L8EG+A/jp/D8ngnVPjB+zP8R/GOieLPBenfEPwr438K/AH9pX4SfH/wAQ/DHxN4Q1i+sNI1bw/wDFbSPhhefDbWW1Q6jp2m6d4qudWvvD/ie2sZfDmq/T9fMH7Xfxr8VfAH4U+E/HXg7T/D+pavrv7T/7EXwUvLfxNa6jeadH4V/aU/bQ+AX7OfjrULaHS9V0a5TxBpPgn4qeIdU8J3Ut5Np1j4qs9GvtY0rXtIt77Q9RAOR+Kn7KurHU/gT41/ZT8V/DH9nD4g/s5fDfxv8AA34YWGufBFviT8DNM+A3xGPwom8T/Cw/BvwR8SvgNe6TpenX3wJ+EF/4FuvBfxF8IxeEP+EKg0cadq3hnUtS0K4+eNa/4JaeD/EOnfDqx1b4s+IJL3wX8G/21vDmo+KbTwtplh4tvP2jP2z/ANqv9nH9tPU/2pPCF9a6omjeA/Enwr/aN+At38Q/AfgmHw/r2kQah4o0S1OsW2neCns/FPzb8O/+CoX7Q3xI+Kug/s8r4M+DHgb4vfEH/goR+3V+zb8LNU8Q6P441jwb4y/Zv+AHg3/gpno/wl+K8NjY+ONK1P8A4TvQ/j5+wrong34+6HYavf2UXhDWrfXNI03wPcfGHwCfCHonxu/4Kb/EKw/Zd1340/AvwZ4HXx38Of8AgnR+1X+298avCfxIsPEGv2Pwp8a/A3wB4j8O+DvgV4lt/DHijwreQ+ItX/aV8N/EHwrr88eqTQXXhj9nf4y6Fp13pGvah4c8SWABg2P/AASC8dWngbwJ8DB+1pYW/wCztqf/AATx/Yr/AOCdn7U3hHSfgLdab8Uvjz8Lv2PbT4/2F6fA3xXf433ukfAzw/8AH3Sf2gvEvhX4oaD/AMKx+J3jDS/CFtJY+APif4U8RX6eK9O+pPjf+wp4w+KOtftI+GfCnxw8P+Bv2ef23Ps//DYPww1f4OTeNviD40+0/B3wV+zv4v8A+FOfFyL4peEtL+EX/CwvgX8OPBPw+8Uf8JT8LPjJ9gGjy+JfBH/CH+JNRu9Rb498W/t9ftSeAv2Vfjh8X5viF4f8b+NvC3xg/Ye+GPg+98Tf8EXP+CnH7KmneE9O/aW/au8A/APx34gtvgf8cPjrqXxW/bF8QaV4W8b3Gu+E/hx+zp4l8LeKtL8VaHo2ga4uv3PxJ8Jacv3P/wAE7/2kPin+0/8ACL4g+OPicvh/WIPC/wAcPG3wz+H/AMSvDXwM+L37MOn/ABb8JeDNG8JW2u+K7j9nT49+LvHXxg+DmseE/izd/Ez4M674V8deJ7/VL7WPhXe+LLWHTdJ8SadplmAc/wDGj9h7xv8AGP8Aab8E/G2/+MXw1sPB3gn4gfCb4g+H7Sb9mbw3P+0z4CX4W6z4Y8Qal8MfhH+1loHj7wpq/hP4LfGHU/DVzbfGbwX43+GHxT17xX4Y8d/EjwXpfjXw54T1/RtJ8Mb37WH7Jvxv+Nvxi+Dvxj+BH7Tekfs2eIfh/wDBf9o39n/xXq1x8EF+Lni7UPh/+0l42/Zh8aeIte+FOtXvxT8D+Gfhn8VfCc/7M+mWvhHxX418C/GzwjBJ4qvL7VPhzqcmkWsN18Rf8FAP+Ci/7Sv7OH7U3jj4M/BwfD+9sPB/7Nv7MPxR8CfD3XP2MP2qvj1rPx/+Nf7RXxu/ai+EugfBTUv2mvg38V/CPwQ/Y6t/FuqfBLwD4S+HvjX4+eDtf0rVvFPjzX9XtU17TPBmraJb/S/wb/ab/aE+Lf8AwUO/ax/Z/wD+Eq+H/h/4Jfsv/EDw54W/4Q//AIYs/aY1XxH448OeIP2Sv2afjD/a/wDw3f8A8Lo039lLwz8QLT4p/tEeV/wov/hVPiD4p3Hws8H/ANtf2JDpniD/AIWDogB87/GD/gi/4J8TfEj4e+JPhro37BPiL4c/C79jf9mb9jPwB8Nf28/+CfN5+3jd/DzwT+y/r3xvv/Cus/DjxxqH7VXwMv8Awvc+LtC+MVhoHj20vtH8Q3niKX4c+E9XudcMyPaxfuPXP+E9Z1HxH4V8M+IdY8J+IPAWr694f0bWdU8C+LLnwreeKvBeo6pp1tfX3hPxNeeBfE3jTwTdeIPDlzPLo+s3Pg7xj4s8Kz6jZ3Mvh7xNrukNZ6pdX9Y1S20PSdU1q9i1Gez0fTr3VLuHR9H1bxDq01tp9tLdzxaXoGgWWp67rmoyRQullo+i6bqGrancmKy06yu7yeGCQA0aK+f/APhpf4df9C5+0B/4ib+1P/8AOao/4aX+HX/QuftAf+Im/tT/APzmqAPoCivn/wD4aX+HX/QuftAf+Im/tT//ADmqP+Gl/h1/0Ln7QH/iJv7U/wD85qgD6Aor5/8A+Gl/h1/0Ln7QH/iJv7U//wA5qtfwt+0B8N/Fvi3TPA9kPiFofiXXNO1jVNDs/H/wX+M3wus9bg0D7A2r2uja18SvAPhPQ9W1izt9Rh1A+H9P1K412bSbfVNYt9Om0vRdYvLAA9pooooAKKztU1jSdEtTfa1qmnaRZKwRrzVL220+1V2ztU3F3LFEGbBwpfJwcDiuEm+NXwbt7iC0n+LXwzhurp5I7a2m8eeFo7i4khSeSWOCF9VWSV4o7W5eRY1ZkS3nZgFikK51K1KjHmrVadKP81Scacfvk0iXOEZQjKUYym+WEXJKU5b8sE3eTt0V2emUVyuieO/BHiW6ax8OeMvCuv3qRNcPZ6J4h0jVbpIFYK0zW9heTzLErEK0hQIGIBYEiuqq01JKUWpRaTTTTTT2aa0afRooKKK+ZdA/aM13xjp8mv8Agn9m746+LvCU+q6/YeHvF+m6p+zrp2ieMNL0PXtS0O28XeGofE37QGga7ceE/FCab/b3hLVNR0XTJda8NahpWsJZwwX0S0wPpqivn/8A4XL8Rf8Ao039oD/wo/2WP/ol6P8AhcvxF/6NN/aA/wDCj/ZY/wDol6APoCivn/8A4XL8Rf8Ao039oD/wo/2WP/ol6P8AhcvxF/6NN/aA/wDCj/ZY/wDol6APoCuf8WW3iq88K+JrPwLrPh/w542uvD+s23g7xD4s8M6j408K6F4qn065i8Paz4m8HaP4s8Bav4s8P6Xq7Wd9rPhnS/HXgvUdd06C50ux8WeHLm6i1iz8f/4XL8Rf+jTf2gP/AAo/2WP/AKJevT/BPifW/Fel3Ooa78O/GPw0u4NRlsotD8bX3w/v9UvbaO1s7hNYtpvhx46+IGiJp08tzNYxRXmsWmrC60+8efS4bJ9PvL4A/FK6/bY/bp8BfsIfGv8Aae+Injz9mDxP420b9t/Sv2PfhzbfDH9ij9pHVtO8J6d4V/4Kqah/wTs+JXxI8QfB3wv+2F8Uvit+0L4g8V+FraP4pfDj4OfCnWPh54q0vxUi/D231X4qXOqWF6vstt+0/wDtnaj+zJZ+PvA9xpPxP8cz/tEL4E8b/EXV/wDgln+3f+zbF8Gfgyvw3fxHd+Orb9hH43fHGH9p79pa6tPHCeHvCY1r4RfEnQtHv7b4gXN1pOi6hffBrxxYa79teLP2Nv2ePGnwQ8Tfs7ax4O8QWfwp8WfGDWfj9qml+E/in8W/AXiq1+Muu/tK3P7YN98QvDPxP8C+OvDnxR8F+IIP2kbqX4oaNN4O8ZaFB4c1FbbRfD1vpfhazs9Cg5if9g79ne/+FsHwg10/Hzxd4a074kR/Fzw34m8d/thftfePvjP4F+IcPhxvCEPiP4Z/tE+NPjpr3x/+Fzw+GbjVdFh034d/Ezwxo0Nj4l8ZRR6cp8a+LW1oA+dfDf7Vf7Rfxf0r9mH4V/Cfxj+zPpnxv+NvgX9qX4meKvjPf/C343eO/gr4f8K/smfF/wCF/wAGPF+gW3wF1zx9+z/8YPDfxd8Q+KvjP4K0/wAVfCvx58T9IvvgP4n8OfFbwVrmt/EnU/BVle+IvkP9ob/gqp8b/Ammfs9T6Xrfw0+CVrr/AIK/4KXXHx78Z6v+xJ+1t+3XpFh48/4J0ftO/Br9lzXJvDXgv9mP4r/DTxX8KPg9428QeK/iN42n+LfxSu9e8KeFNFs/AXhzWtTt9Z12G81f9V9X/Yc/Zq1f4X+A/hGng/xf4b8M/DHWPEniHwL4h+H/AMafjh8Mvi/4e8QeNtR1jWfiBr9v8f8A4d/Efwv8drrW/iXrPiDXNZ+KOr6h8R7vUPidrGrahqvj648RX91LcN2/h39lr4AeE774bX/h74ZaHpsnwj+EPxP+A/gK0S41efR9K+FXxo1/4W+Kfip4X1HQbrUp9D8UyeOfEXwX+HOsa94g8Wafrnii5vtFv5l1qM+KfF39ugH5E/EX/goV+2TZfGHwP8LrmLw3+zprUv7BX7G/7S/xH8GWH/BL39vv/gp14k0D40ftEeKP2mPDvxN+HOqeIf2LPjH4B0b4Y+G/hpd/AzSNK8LS+PNFutQ+It/qXiu+0DV7q18L6laWG94y/wCCi/7Sulf8FB/iB+zR4XHw/wBZ8IeFv20P2e/2ZfCvwo/4Yw/aqvvEPjfwD8Q/2av2av2hfjP8S5/2+7D4rxfsk+DPHHwh8IfFv4sfEmP4Ha58NJvHuufD74RabYw2/wBt+IGheJR9ya7/AME2P2Vdb1bwrrtnb/tF+A9Y8H/Bj4afs96VqPwa/bf/AG3fgRdX3wg+DmpeOtW+F3hHxdL8Fv2h/AR8ff8ACD3/AMTPHsuga/46/wCEj8T2kXinVLX+2ntJI4I/dNU/Ze+BesXPxDvdQ8Debf8AxU+OXw3/AGlPG2oQ+JvGFnqN/wDG74R+FPhB4G+H/jzSr+y8QW954UvND8IfAf4W+HptJ8JT6H4e1zTNA1C38Q6Rqw8XeMz4hAPxQ+IP/BS/Qf2Hf2N/h5a+EW/Zb+FfjHUP2v8A/gpP8L/BHhX42fEy/wDAvgvxN8Hv2G/2rf2ofD3jPUB4y+KPxWtvEPi79oj44af8OvAHgs+Kdc8c6xLrX7SHx+X4qeIPDuo+D7HX/DKfu58Mvixofxe0nw/4x8C6Zq2r/C7xr8Lvhn8V/h78WorvwtL4J+IGifE621/VLDS/DdtaeJbrxvFq/h7w9pvhvxLr914i8HaD4Wu9J+InhCPwf4l8WavZ+OtK8F8p8Mf2X/gZ8HPFut+Ovh14HOg+KfED/EuTUdUn8TeMNfCP8ZPjp8Qv2lfii2l2PiXxBrGm6CfHHxr+KHi/xpr/APYVnpou9/hvw4AnhLwJ4E0Hw3v/AAp+Bfw1+CNrNpnwy0zxB4d0KTS4dGtPCs3j/wCIPiHwXoWnw+NPiF4+WLwn4K8T+KdZ8J+DZpPEHxP8TwXN54U0bRr288LWfgXwFd3E3gX4WfDDw54PAPXaKKKACvH/AIZ/8jp+0L/2WDRP/VA/A6vYK8f+Gf8AyOn7Qv8A2WDRP/VA/A6gD2CvH/hn/wAjp+0L/wBlg0T/ANUD8Dq9grx/4Z/8jp+0L/2WDRP/AFQPwOoA9gooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAoorP1LV9J0aFbnV9T07Srd5BElxqV7bWMLSkFhGst1LFG0hVSQgYsQCQMA0AaFFcnD498DXAYweNPCc4QqrmHxHo8oRmRZFDbLxtpaN0dQcEoysMqwJRfH/gRpVhXxr4SaZnWNYl8SaOZWkeaS3SNYxely7zxSwKgBZpo5IwC6MowjicNOrKhDEUJV43cqMatOVWKW7lTUnNWur3SsPlla9nbvZ2+/Y62iivnLxp4v+LOu/GRPhV8Jdd+HnheDwt8MrP4g/ETXPiB8P/Evj+QzeOfFWp+HPhfpPhuw8P8AxQ+GKW6XifD34s3niW7vLvVWtm03wxDb21uL+eV9xH0bRXz/AP8ACOftT/8ARZf2f/8AxGj4i/8A0WVH/COftT/9Fl/Z/wD/ABGj4i//AEWVAH0BRXz/AP8ACOftT/8ARZf2f/8AxGj4i/8A0WVH/COftT/9Fl/Z/wD/ABGj4i//AEWVAH0BRXz/AP8ACOftT/8ARZf2f/8AxGj4i/8A0WVH/COftT/9Fl/Z/wD/ABGj4i//AEWVAH0BX4EfsyfsPfF3wT8Cf+Cnnxd+HXwz/Z/+F/7Y/wC0B8R/+Crug/sy/FPSv2X4/gh+1jpd148/bD/ay1n4W6x8af2m9f8AG+ua38afh/471OD4F/En4OahZeBvhZ4Y8MfDbRPA8+fiTp8PhvxZZftN4K0n41WGrTzfEb4gfC7xVoTadNFbab4K+EHizwBq0OrNc2b297PrWu/HD4lWdxp0VmmoQTaXHoFrc3FzdWd3HrFtFYz2Wo/ONn/wUU/ZVvNO/aJ8QjX/AIwWXgn9lTw/+0F4m+NvxR1n9lT9q7QPg1oOnfsseKte8E/Hu28J/GjXPgnp/wAKfiz4g+H3inwp4q0e58J/CLxj468Va9P4W8TS+FdG1y28P6vPZgH5AfGn4L+HPFH7O/7eWj/sGfsgfGX4F/DjxF/wSX/b4+GHxn+Ft9+y58TPgb4q+O37XvjvwP4Mt/2d7PRvB/ijwhoXiP8AaW+MXh3QtK+P/h3xR8ZPBVt8SLDxpqPxJ8I6VpnxP8fX2owR6b5t8Zf2e/jZpN/+218L/j78Bfit8e/gb8KYf+CBHwn8N+KV+C/jz9omH9qP9lP4B/8ABVv45fHL4grP4E8K+EvH3if43eK/g5+zP8Q9L8GftLeGLPw34p8U+JtQ8J6/4+1fwy/hz4jeHxqH9M+pfFLwJpHxT8G/BTUNd+z/ABN+IHw/+JfxS8I+Gf7M1iX+1/Anwf8AEfwn8J/EXXf7Zg0+Xw/Yf8I74g+OPwt0/wDszU9VstY1f/hKPtWhafqdloniK50jkvgJ+0b8Ff2n/Bup/ED4E+OrL4g+ENH8YeI/Aeo6xZaZr2kJb+J/C1xFFqdoLPxHpWjajPYXVrdadr3hvX7e0m8PeMvCOteHvGnhDVNc8I+ItD1vUAD8TfBfwX8YWf7NGjQ+J/2ffjLH/wAE8o/+CgWs/EbTP2LvF3w98X/EP4qaJ/wTruv2XdZ8H+Fvhv4g/ZqsNJ1j4k3/AIAtf25rjTv2htD/AGVbjQvFPi7wF+z3N4e+Gd/8OLKPwhN8GtCf45+BnhvxF+y14wh1b4F/GXQP2SYf28NJ+Jn7Lf7PA/Yu8WfGnwb4F+ANr+zL4d8C3ekftC/8E6oo/Cnxm139mzWP2jj8a/iJ4c+BHhHwbp/xL8FeIvF/wW8fjwJ4O0XwtrD+Ff2z+Mf7RfwP/Z+f4dQ/GT4l+GPAN78XfiX4E+D3wv0nWLuSTXfHvxJ+JPjHw74C8IeF/CugafDea1rFze+KPFegWmp3tnYSaV4ZsL5tf8UX2jeHrO+1W14zTP2xf2edY+OUX7Oth4z1t/idd6r4k8OaR9p+GfxVsPhx4l8YeDNGvvEXjPwB4P8Ajff+CbX4JeM/iV4O0LSta1bxb8NfCnxD1jx54ZsNA8RXOueHbCPw/rRsQD88PGXw98d+IP8AghL+1t8LfC/wD8T+B/GviP8AYv8A2/fBPw0+Bfhjwr8VP+Ei12LX9C+POjfCaLwF8H/H+qeMfi18Oo/i3ol74W8V/D39mnVL3VNf+CGmeMtB+Amm2Nungix0q3/Pb43fsJ+Pfgn+z5+3f8LLr4EfBG7tPGnxl/4JI+L9K8Cfsg/8E1PiW37EfjL4LfDH9uX4feLPiZ4/1T9iH4ZfEz4t+LfjH8VtH0tfiUv7Wnwn8K/EVfFXxB/Z7+G/wX+yXWj2GrxX2mf0H+Jv20P2dPCHxhX4F694x8R2/juLxV4M8A6tqFl8KPi/rPwt8J/EP4jweGbn4efDfx98d9F8Bah8Dvh38SfHkHjbwPJ4M+Hnjr4i+HvGfigeOfA66Jod83jHw0uqc54Q/b4/Zk8bN8WbvS/EHxQ0jwd8EPDfxS8YfEf4v+Pf2bP2lvhf+z3pvhn4La7c+HfiZrOgftIfEr4ReE/gJ49s/DOo2GqTFvAHxH8Tvq+iaJr/AIm0FNU8N6BrOrWIB+LI/Za8S/En4J/sV+D/ANl/wd4F+CWueCv+Cn3jz40Wniz9nr/glT+03/wSt+GXw48a+Cv+CaX7VT/DP4h/GX9nT43a14l8b+LvAesfGIfCb4bfET4tHVtL+H/xY8PeJ9F/Z8tgPEmmXsOpa4/ZHh/ag/4JqfBzWP2l/wBg+w1P45D/AIKza38Uf+FTfGX4HaF8TviV8HPhN+0B/wAF/wCx+J3x5sLNta8Laze2nww8V/s33t7qvxU8S6AIfAHxC+BdnP4n1281b4ayren9w/gh+19+zp+0enhF/gn8R4PHn/CbfDzWPilpEdh4a8ZabPp/g/QPHt98LdXfxnba74d0q4+HXiay+I2jeJ/BL+AviBF4Y8eyeJfA/wARdJh8NSXfw58dR+HvpSgD8Cf23fgJ+1x8QPjN8P4P2MP2b/hPp3wp/wCCcvgDwBqP7PmleL/id45/Zk8PwfG611TwJ40m0n4B+APBn7NnxP8ABHxQ8EaF+zp4Htv2XLW3i8W/CTwZoukftA/Gr4ZWuu29/pWoXXhL90fBnieDxt4P8J+M7bR/Evh628XeGtC8T2+geM9A1Hwp4w0ODXtLtdVi0fxX4X1iG31bw34l0yO7Wy13QNUt4NR0fVILrTr2GK5tpUXpaKAPH9b/AOS/fDP/ALI/8cf/AFNP2eq9grx/W/8Akv3wz/7I/wDHH/1NP2eq9goAKKKKACiiigDx/wDZ6/5ID8Dv+yP/AAz/APUL0SvYK8f/AGev+SA/A7/sj/wz/wDUL0SvYKACvP8A4l/C3wJ8YPDmm+E/iLoX/CReH9I+IHwn+KWn6f8A2nrGkfZ/HfwO+Kfg341/C3XftWhahpl7L/wi/wATfh/4R8Tf2ZPcy6Prf9kf2N4i0/V/D9/qelXvoFcN8SfC/iTxp4J1vwt4S+IfiD4U65rK2FrB8QPCml+F9Y8T+HbIapZTazN4ds/Gui+JPCset32jRahpemajrnh3XrHRr2+h1iTRdUaxSxnAPFLD9ir9mDTPGHwb+IFn8KNNTxr+z98W/wBpX45fB7xNLr3i+61fwR8Tf2wdU+JWt/tI65ZXV14hme/034pat8XfHmoap4R1r+0vBmkXWoaPJ4Y8P6IfB/g3/hH84/sLfsrHw9+1T4V/4VVENA/bX0Txj4a/aX09fGPxBQfELw/4/t/H8XjDRbG5TxYt38PdM1y7+KvxM1+4svhlceDYIfF/j/xj42tEt/F/iLVdbuv59PjJ8f8AxMn/AATJ/YF+Jtn+1l8WoP24fE3/AATY/ZG+I3w98DeI/wBrP4t/A7Ufib4z8TfBoeIfF/xc+DXgnw54Vk0P/gpL+2L4g8Y2Ol6RP+yT8ZvH2v8AgrxBFf8AhfU/FUHw0fx9HrXxS/Rj/gqL418PeMfEfwT+Hkf7ffwd/Y+8EeDfGvxLX4veIfFnxk/aT+FsWp/F3S/AHwp1b4afAjxX44/Zb/aK/ZJ1Tw94h174ffHBvinpnwt8Z/tMeC/F3iy1n+HPj/wd8IPjF4W0fxDceGAD7p8LfsL/ALP/AIX8Oav4Tnn/AGgPiF4f1n4gfAv4pTaf8dP2xP2v/wBor+zPHf7N3xT0T41/B/XfC118evjp8SL3wZ/wj/xN8NeHfE2t6Z4RudE0f4gf2FpGjfEXT/Fnh/TrTSovYdG+BXw08N+K9a8Z+G9M8QeHNb8SfFKb4z+JYvD3j/4g6H4d8S/ES5+FrfBy71bxH4N0vxTaeD9f0u+8FC1nv/CGr6FeeDb/AMe6VoPxbvPD8/xX8PaH410/8HtH/aD+A2vfGn9i34eN+2j8S/2bv229Y0f9g/xh48/Zg+Pv7e3im20z4F+BfEvgv4XajrX7JGpfBH4k+O9Fuf2uvj7+0RZnWvA03iP4m+GvjL+0VpXjL4h3fxf8QfFDwo1v8IfA3iz5t/aw/aV/be/4J1/tUfFTWPiZ8Rfi1+2D8CfGv7Vfw1+Oc/w1+Dfi3xhoWu/CD4Z6/qH7RWqfs+/A671CTRJYPCGofGq68NeHPg/4Y+BngGTUvA/xy8ffsq/DLw94/wBZ8Na9/wAFCfiDd6AAf0s+Ov2Zfgd8S9T+MmseOPAsOval8f8A4PeB/gJ8WLmbXvFNofE3ws+G2s/FzxF4E8P2sWna3Zw+F9R8L698dfijrGl+MPCEegeNYtS8RWl4/iKSfwx4SfQuz8C/CbwD8Ndb+KXiPwZok2l658afHWk/Ev4nalca34g1q48VeOND+FPwy+COma9P/b2q6mmnTQfDD4O/Dnw1LaaMmnadeP4ebXb2zuPEms6/rGqei0UAc/4T8M6d4L8K+GfB2j3PiC80jwn4f0bwzpd54s8WeKvHviq607QtOttLsbnxN468daz4j8beNPEE9taxS6z4s8Y+Idd8VeI9Ra51jxDrOqaveXl9P0FFFABRRRQAUUUUAFfJv7ZOv+E/CfwmXxpqni/w14P8ffDnXrL4l/Bm61/UfsUur/ETwhb3ZXwlZw2tvf63daZ8RPDGp+Ivhf43bw/pepavZ+APHXie5tLdJljni+Tv2qP+Clmg+BrvVfh98AY7Dxh4ttDdafrXxBvYzceDPDV6BLBJb+HIQyDxnrli6iWS8UjwfYzPbJ9s8TXEOsaJYfiL428deMfiR4jvvF3jzxLq/ivxJqLf6Tq2s3b3U4iDvJHZ2cZ222m6bbtJJ9j0rTYLTTLFXaOztIIzsr+IPHj6bnA3hdiMZw1wbh6HHvGeGlOhilh8V7PhnJMTH3ZUsxzOh7SeYYyhPSrluWaQnGrh8XmOAxNN0j/OP6TP7Rnw28F8XmHB/h/hcP4neIODdTDY1YXGqlwdw5i43jOjm2cYb2tTNMfhp2VfKMmuqc4VsJjs2yzGUpUV+rni/wD4LE6b4t8OaXrH7Pnw4may1vT7a/s/EHxWDW9xa+dEhuLG78EeHNUE9tqFlcGe0u4b3xZbXen3lrLaX+lR3KT28Hwn47/bJ/aa+Idxdya38YPFun2l0DH/AGT4SvF8GaXDaea8osvs/hePSpLyD52ilk1Se/u7u2xbXt1cwKqD4r8KeFrzwtrPjJbe4tm8K+INYTxTo+nAzC60bXta+0SeNLWNCgtxpOq6vFF4sgdZZLuTxD4j8UmdIrVdPVu5r/NPxL+lT43ce5ji1U8Qc2yjJK8lVwmUcJ1qnDWDw+GxMIV44HE1MslQzDHTwymsPiHmGOx0ZV6VT2dSVJxb/wAgfGD6a/0i/E3NcdGt4pZ3kXDuIlGvgci4Hr1eEMBhcHi6dPExy7F1colh80zKrg1UWExbzTMsyhLE0a3sas6LhKV661PUr6Vp77UL68nddjzXV3cXErptCbGkmkd2XYqptJI2gLjAAr6d/Yt/5OC8K/8AYM8U/wDqPajXypX1X+xb/wAnBeFf+wZ4p/8AUe1Gv5C8UMdjcw4J40xOPxmKx2JnwznXPiMZiKuJry/4T8Q/eq1pzqS1besnuzs+grmWY5r9ND6PeLzTH43MsXPxDy/nxWPxVfGYif8AsuNfvVsRUqVJatvWT1bfU/ajUNM03VoPsuqafZala7g/2bULSC8g3ggh/JuI5I9wIBDbcggc8CltbWXSzcP4f1PWPDE1zvlkfw5ql3pNu963lFNSutJgk/sPVNQiNvAqz6zpeorLbxLY3Udxp7y2klyiv8/uEPEzxH8PsTSxnAnH3GnBmKoT9pSr8K8UZ3kFSE7xballWNwrfM4x507xmlaaktD/ALLcRg8Hi044rC4bExas1XoU6qt6VIy+XY4P43fHv40+APhd4itfDuraP4k8V+NG0n4Y/Dq9ubK10Dxhovjv4kahZ+D9D8Xi8sI5/DfiG18DXuqSeNtS0CLwdom/w5oWrXV3rkMGmzyzfU/wZ8efCq18P+D/AIUeE7e68AzeEfDWkeFfC3w58VxRaXrUHh7wrpEOn6dZ6DMl7qGjeLrbSdEsLRr678I654ig0uJoItYuLK9Z7dflXxJ4FTxP42+HHiq91SRdP+HF34o13T9AS0Ure+Ltc8PTeENL8QTaj9oWSKPQfCuveOtLXS/ss0OoT+KYdQkuLaXQ7eO67O+0+x1OD7LqFpBeQeZFOsVxEsix3FvIs1vcRFgTDc20yJPbXERSe3nRJoZEkRWH+nXgd+118evDKnkGV+JbwXjhw9yVpZzUzmnS4f40yyl9ZlhcLg8t4ky7AwwmZ1MPhMNHM62Jz7LM4xWYVcyWCnmWCeElVPi8z4CyvGurPB82W1br2apt1cNN8qlKU6M5OUE5ScFGlOnGKhzKElKx96UV8neFfin4k8KTx2niJ7rxV4Twd+oETXfjDw/GpjUERwxSTeMdMii3TSxv/wAVfEIJ2t5fF97e2um2v09out6R4j0qx1zQNTsdZ0fU4FutP1PTbmG8sbyBiQJbe5gd4pFDKyNtYlJFeNwroyj/AKA/o5fSo8HfpR8Ky4k8L+IPb4zAwo/6xcI5tGlgOLeF8RWXuUs3yqNaupYarJShhc1y+vjcoxkoVKeGx1StRr0qX5Xm+SZhklf2ONpWjK/scRTvKhXS3dOdlqvtQmo1I3TlFJpvTooor+jDyArE8TWGsar4b8QaX4d15/CviDUtE1Ww0LxRHpllrT+G9YvLC4t9M15NH1LOnas+j3skGoLpl+PsV+bcWt1+4lkrbooA/ms1349/BL4dfsfeALT9tT9vD45aJ48uf2x/+CrXwa+DK+If21H/AGOdY+PniL4R/t+/tCfD3wV4j+LPx78Dah8IpPC/hT4FeAfCXh+zTTrDxJ4X+CmiaDrsXhSz+CvxD14/Bn4cWv0z+0v8aPAmgfs6/wDBPLwT8Yf26NBv/hvqHif9nO7/AG2f2pvhT+0dL+z43ij4K+OP2Tv2nNQ+E/x+v/jB8H/H/g/xH8Jvg7+1B+1j8IPAumeGPHXhvxl4d8MeM4bjxD4R0XxNc6XFrv2f9uqx4PD2gW2v6n4rttD0e38Ua1o+h+HtY8SQaZZRa/q2geGL3xDqXhvQ9T1iOBdRv9H8Paj4u8V3+h6ZdXMtlpN74n8Q3VhBbz61qUlyAfzueA/BFp+1V4E/Y38Dr8dP2vrrxz8X/iL+2PF4K+NHw/8A28f20fhsb7/gnb+yt+1f8T7f4c/GmfRPhR8evBPgj4ufEP4p/DT4gfsv/D7TfjJ4+8N6/wCJdd0f4y6V4+1vXPEdv4M8M+Fr7zn/AIKm/En9t/8AY+/aP+Nvxq0P46+LviR+zv8AGn4ZeARZ/s7+B/HvjD4eax8Bvgx4C8d/s1+FPjN8WtW8X2Gg6npHwH8LaB4n1PxLoPij9o7wN/bnxUj8F/th+M/iBqvhifSf2HPh8mr/ANQNFAHl3wP+Jv8Awur4K/CD4yDwf4s+Hg+LXwu+H/xN/wCEA8e6d/ZHjrwN/wAJ54T0nxV/wh/jTSdz/wBl+LPDP9q/2L4j07e/2LWLK8ttzeVk+o0UUAFFFFABRRRQAV4/8M/+R0/aF/7LBon/AKoH4HV7BXj/AMM/+R0/aF/7LBon/qgfgdQB7BXj/wAM/wDkdP2hf+ywaJ/6oH4HV7BXj/wz/wCR0/aF/wCywaJ/6oH4HUAewUV+YHwb/ab/AGhPi3/wUO/ax/Z//wCEq+H/AIf+CX7L/wAQPDnhb/hD/wDhiz9pjVfEfjjw54g/ZK/Zp+MP9r/8N3/8Lo039lLwz8QLT4p/tEeV/wAKL/4VT4g+Kdx8LPB/9tf2JDpniD/hYOiZX7P37YP7QXjZv2Jfi78SYvg/c/Ar/go2bc/A74f+B/APjrw78WPgOniT9mj4n/ta+Ah8W/iT4g+KXirwt8WpdU+Fvwm8Q+H/ABcvhn4TfBuPwj8QNS0iw06bxfpPm38gB+qlFfzO/Df/AILYftB+Nf2SdP8Aijrfw0+DXhP9oLw//wAEff24v+Cg/wASPAM2leN77winxG+C3wz/AGJ/jH+y7q/hFD48staufgN8XPhx+1RqWo+M9Ll1bUvEdl4x8P6v8ONG+JVjrXw18W6hrn3bP+2/+0R8Iv8AhpT4H/GvRvgl8Qf2kfgz4g/Yf0nwD8RPhTo/i/wD8EvHuj/8FFf2hda/Zj+A2v8Ajf4Ya94/+LPxD+FmrfDX4l+GvE178XvBUXxK8cjWPh5pnhzxr4R8XWU3jlvDng8A/XWivy21/wDaM/bR8DaX+058FU8NfCP49ftS/BH4ffsw/F/wx4r+GPws8deAPht4i+F/7SvxY+Kfw31bVZvgdr/x0+InjXWvGPwN0X4D/Fzx9qPgDw/8eI9S+MljYeEPDPhbUPBXiHxSkVl7V+yP+0D8Tvit4Lm/4T3/AIRL4qeJtI+N2v8Awp8U+LPhD8MPiL+zoPh5pNh8KrH4naZ4h+PP7Nv7VHiyD40/BTxFe3WpaJ4TtfAHh7Xvjprms6Z8Qfg/8WrGa2+GvjbxRqXw1APt+ivir4+fH/4zfC39p/8AYk+Ffh74f+Arv4LftH/GTxd8J/H3xF17xPq8njmw1vSv2Uf2tf2gtG0PwF4H0zTYNNgS2vv2dtEPifxp4o8STW6aV4mTw74f8F6tqF7f+KfBfBfsqeP/ANsnxf8AH745eEPjD8Xf2Yvi98GvgvZaf8PtU8TfBn9ln4q/s+69L+0PqVr4Y8Z6h4X0vVvHH7Zn7TGleKPC3gD4d67pqeNp7bw7oR/4TnxjpvhvTPEDar4A8faJEAfolRX8+/7ZH/Bc/wCFHwT+M1h8Nvgn8Wv2MPFUngX4m/tAfBX4xeCvix+0b8PvAXxP1D4vfDL9lL9p34oeF/COg6Zf+PtFk+EPheL9pD4O/C39njxR8Uviz4fvNB1/xr8WIPBngzRjqceleJdQ7DRv+ChP7Zes/Aj9sfV/hx8N9D/aC+NXwJ8H/s5eMfhzZwfsZ/tYfspeJdQsfjf8Q/Gvhfx/Jq37Fvx28fa9+0v8S9D+BvgLwTqXxS8O+LPh74h0HRP2p7618S/B/wCDz6X488D+JJrcA/diivyX/wCCdv8AwU20f9tf4hfFH4V+Lf8AhA/hn8Z/hl4K+Hc/iP8AZ60+bXte8c+F/G2h+EvCCftPyX3xALr4C8W+H/hj8aviDpHwfstD8K2w8SaFYaJ4b+K/im5uPA/7RHwcc/e+q/tO/s16Fqmp6Hrn7QvwO0bW9E1G+0fWdH1X4s+AtO1TSNW0y6lsdS0vU9Pu9fhu7DUdPvYJ7O+srqGK5tLqGW3uIo5Y3QAHuNFfP/8Aw1l+yx/0cv8As/8A/h5fh1/80dNk/a1/ZUiR5Zf2mv2fI440aSSST4z/AA4RI0QFnd3bxIFVFUFmZiAoBJIAoA+gqKQEMAykMrAFWBBBBGQQRwQRyCOCK+Iv2rP22fA/7OtjNoekfYPGXxPnjH2bwxHdOLLRFkBCX3iS5tQzRBOJY9Himt7+7iA8yfTop7W5m+d4r4t4a4GyHH8TcW5zgchyLLaftMXmOPq+zpQ5nanRpQipVsTiq87U8NhMNTrYrE1ZRpYejUqSjB/J8b8dcIeG/DOZ8Y8c8QZdwzw1lFJVcdmuZ1vZUKfM+WlQo04qdfF4zE1LUcHgcHSr4zGV5QoYWhVrTjB/XHi3xl4U8B6LceIvGXiDSvDei225Xv8AVruK1ikmEM1wtpaI586+v5oreZrXTrKO4vrsxslrbzSDbX5ifGX/AIKl+CPDj32k/CDw2/jHUYHeKDxBr/mW3h2V4pTiaCwsbqG/vNPvbZo5LW4fUNPv4JTNDfaRbvCFl/HD4s/G74l/GzxBL4j+Ifia+1u8ZWhtrdmS30/T7MvG62Vhp9qkFlZ2qtDHK0FtbwwyXQlvpI2vbm5nm8nr/LHxf/aGZ/j8Ri8o8G8oo5Hl0JVKMOLuIcLRx2c4q14rE5bklV1csy6m5LmpPNI5tVrUnGVXCYKrzUo/4r+PP7VXifMsVjsh+j/kOH4cyqEqtCHHXFWCoZln+MUbxji8o4drOtk+U0nJOdF5zDO61ejKEq+By6tz0I/dNz+3v8dfGfxV+Fuo+L/HGp6P4BtviRoFj4g8NeGbqXwxpNxoHi83fgi6bxNqGgnS573w94WufFFp45vJtXe4t7ePwjb/AG+VNNbVHuP1rtdO06wuJruw07T7C6neeSaewsrWylle6MTXLO9rFESbgwwmfP8ArTDEX3eWmP5mdZ02PWdI1XR5Z7i1i1XTb7TZLm0dY7u3jvrWW1ee1kdJES4hWUyQu8bqsiqzIwBU/wBEHwQ8fyfFP4P/AA0+IdykUOo+LfBfh/V9csoUaJdL8SzadAnifRZIXLPb3Gh+IY9T0i7tnZntrqymgdi0ZJ/x3+mF4o+LvGmB4bz3iHxI42zfCVMXmeT5pgK3EWaUclUsRTo47K/Z5LhcRQyiE6qo50qsqWCpy9lRw9KTnShSjS/uD9kP9Ibi7xkyPxo4Y8TeJsZxdxfw9xFkXFuW5pnU6NbHrI+I8BWyrFZfgFCFOGFyvKsx4fpYiODwlGjhMLiM8nOEIyxLv6l160jKro8bqGSRHjkRgGSSN1KvG6nIZHUlXVgVZSQQQcUtFf59QqVKc41ac506sJKcKkJSjOE4u8ZxnFqUZJpNSTTT1Tuf7NtJqzSa2s1pbtYw9K8NaFoFzHe+HdMtfDN7EwYXvhhW8NXjpnLW891oTafcXNnKQrT2NxJLZ3DJGZ4JDGhXz79nrx/8QZbv4wfFOy1ew1tPH3xc8U6bpNh4utZb+dfBvwge2+D+h6bYeJtOmtb630nW9Z8DeK/HGiajNF4ktIbT4gzan/ZupX1xdzXvrtYnhrw5ong/w9ofhTw1p8Ok+HvDek6foeiaZA0rw2Gl6XaxWdjapJPJNcSiG3hjQzXE01xMwMs8ssru7f0t4X/S++kV4PYfES4F8YvEDLcT9by+WEwGPzyvxHwvTwVFYypj6dThjiSpmuQyxOJxH9mxhiP7KlWWGpYuiq9KFeUKvj43IMozBr61l+EnHlnzTjSVGs5PlUGq1FU6vLFc91z2u4uztp9K+H/jn4bulki8Y2sngG4gIVr/AFi9tLjwncjarNNaeKYmhgsrcPLFaR/8JXY+Fry8vnNtp1leqEmk9uBBAIIIIyCOQQehB7g18LEBgVYAqQQQQCCCMEEHggjgg8EU7wvrPiX4cFm8EzRXWilkMvgHWb25i8MqgLGU+GbmOC9ufBV3ISjCHTbW78MysLmSfwz/AGnqEutQf7AfRh/bJ4HNsZgOEvpQcPYLIqmInRwuH8UODMHinlEJycacavFfCrq4zGYKD1q4nNuHq2LoKc1GPDuDw0J4iHwGdeHsqcZ4jJasqqScngsRKPtH1tQr2jGT6KnWUXZfxpSaT+56K5Dwd430LxvYPd6TLLBeWggTV9Ev1ig1nQ7qdGZbXUrWKWeL5jHMttf2VxeaTqSwyXGlahfWoE7dfX+6ORZ9knFGTZbxFw3m+W5/kOc4OjmGU5zk+Nw+Y5XmWBxEVOhi8DjsJUq4bE4erF3hVo1JweqvdNL8zq0qlGpOlWpzpVacnGpTqRcJwkt4yjJKUWuqaTCiiivWMwr8gf8Ah294x079hP8A4KW/s/6J4x8742/t2f8ADyz+yLzxT8bfjt4t+BPhX/hrL4xftYeNfgX/AGR4A8U3Gv8AhL4If2V4S+PPhaL46f8ACi/hTo//AAlXjHTdb1rV/wDhaep6XoniPUf1+ooA/Jf4v/s0/t4/GT40eOfiFceK/wBnP4bHwt+z5+1h+y9+z18Qvh54r+KC+OD4G/bA+N/7Mfii++J3jPwfr/w61HRfAfxW/Z5+E/7O9pbeE7Tw/wCOfiV4V+NXxavE8RapH8E/CN1/wjOkWP2fP+Ce3jH9lHxJ4j8P+GPHFl+1l8CfG9h+y1e3fgz9qmH4MeCtX+F3xB/Zd8ZfC/wt8PPHfw20r9nX9krwZ8OtXvfAnwN8H6B4g8HXHijwlb+OI/ix+zf8BdBs/iJ4W0jXL34ifC/9YKKAPlP9r/4B6z+0H8OfBPhzwmfCVj4s8KftJ/sYfFpdc8Um6thb+Bf2f/21/wBnH9pT4m6Dpmpabo2talFqnifwj8FLuy0HSxBbaPrXjC38K23iDUtG0yKTXtK+G/gd/wAE5PGHwe/a8tfi9pXhT4BeHvDmkftJ/tV/tE6z+0Z4Y1/xRP8AtTfHfwr+1HffHrxY/wCyn8V/Cl78L9P0DQvgp8LPiV8drTx54ZvdJ+OPizSdW1z4L/D3WF+FPhnxPrfibxEP2QooA/DfUP2HP2pfi/8AtC+Ev2jfGHhX4f8Awtf4j/FX9jj9pf4j+Gf+GrfjRqtn8D/EHwX8Ifs/N8SPgHq/7Kvgr4cW37Iv7ZXjCbX/AIUeKdC8EftofFLW/DXxV+G6eIvAuv8Aw80e1T4A/Ca0h739lT/gmzB8NPEeu6X8Q/gB+yL8LfhLqP7NvxM/Zl+KHgv9nrWPH3i/SP23NN+JGofC6JPin+0zovxT+H+h+K9P8R+CfCfgDxr4Q8KeHPG3xg/ap8SLoPx4+Ium6n8Z71YJbnxP+xdFAH4Jfso/8Eqf2iv2VP24PBvxz+Gvx08NfD79lZ9I+JGi/EX9l/wx4n+JPifTLrQLTVPjdafCLw3Bf+NLCa8+I+qeJG+Ifw9+PnxS+LHxK12f4heFP2ivCvxyvfBc3iXRv2t/irq+n/vbRRQAUUUUAeP63/yX74Z/9kf+OP8A6mn7PVewV4/rf/Jfvhn/ANkf+OP/AKmn7PVewUAFFFFABRRRQB4/+z1/yQH4Hf8AZH/hn/6heiV7BXj/AOz1/wAkB+B3/ZH/AIZ/+oXolewUAFFFFABWPpnh7QNFvfEOpaPoej6TqPi7WIPEPiu/0zTLKwvfE+v22gaH4Uttc8Q3VrBFPrWsW/hfwx4b8NwanqUlzexaB4e0PR45107SbC2t9iigAooooAKKKKACiiigAooooACQASSAAMkngADqSewFfz6/tq/8FBB8Z49T+FfwA8Rzw/CQTy2XiT4leHdSEf8AwtyGMNFc6X4U1OyPmj4WSy7o59d0+7QfE6GNo7GWT4a3LTfED4j/AODm/wD4K4zfs+fDuf8AYB/Z/wDE09j8a/i94eS7+O3ivQ9Ra2v/AIafCHW7Vhb+Crea1AuLTxX8VbOYtfSJdW9xo/gBLgPaz/8ACbaVfaf/ACJfsMf8FC/EP7O9zp3w4+JD3niT4NXN4kccpa4u9a8BpMQj3Oix7pDd6NEx8640RYw4XzDYMjlIT+4+L37Mz6bfjb9BziLxy+jrSw086xGNqYnBeGNCjisN4leInhng8NioZ7m/h/jfbU8NTzSrjYU6eU5BUpUs14tynD5pLIcZDGVcjwHEX8UfTXxvi9nXhRn3CngbmkMDxFUj/wAZJHCyqYfPszyB0ajx2ScM5lGtThgM1xEXD6w3GNbFYV1sBhMVhsVV5av9RQAUBVAVVACqAAAAMAADgADgAcAUtc/4V8V+HPHHh3SPFnhHWdP8Q+HNesoNR0jWNLuEubK+s7hBJFLFKhODtbDxuFlicNHKiSKyjoK/4+cfgMdleOxmWZng8Xl2ZZdisRgcwy/H4ethMdgcbhKs6GKweMwmIhTxGGxWGr06lHEYevThWo1YTp1IRnGUV/zC4rDYnB4nEYTGYevhcZha1XD4rC4qlUoYnD4ijOVOtQxFGrGNWjWpVIyp1aVSMalOcZRnFSTQUUUVyGAV9V/sW/8AJwXhX/sGeKf/AFHtRr5Ur6r/AGLf+TgvCv8A2DPFP/qPajXxviJ/yQXGX/ZM51/6r8Qf179Ab/lMj6PP/Zw8v/8AUTGn7a0UUV/mif8AaGFFFFABXyrD+1Hr3gH4u30/wd0VvHHw/wBDvNQ07416V/asNrpPivxHZzwWlzpvwme9lg0iH4o+EAL8eJfEFxqGmeCdc1GzT4WeLrv/AISKF/GfwXw/jF8XNR8Varq3wr+G+pXFhp+mTyaZ8TfiHpdyYbjTJ9hF38P/AATfW7iWPxc0boninxLbso8E2sx0zSpj42mluPB/m2l6XpuiadZaRo9jaaZpenW8VpYafYwR21nZ20KhIoLeCFUjijRQAqooHfqSa/qnwA4l418BOLMm8VeGM1xWScaYSCnlOCjVqxwkspxcYyxNPifA06lKOY4LN8PywpZLipKn7CUMyrRhWjl04/dcP+HWF4owNWrxDQm8pr05xw9BN069abi4xxdOpZyoxoN89GcVerUSetFSjV/c7wT418MfEXwto3jTwbqseteG9ftTd6dfpBd2cuElktrqzv8ATtQgtNT0jVtNvYLnTdZ0TVrOy1fRdVtLzStWsbPUbO5toupr8SPhh8bNW/Zz8U3HjEveX/wq1qaBviz4WtIJbuWwhUW9mvxT8O2dvDNcSa74XsIkHirTbRfO8VeDrNkjjvde8N+GbK4/arTNS07WtN0/WNIvrTU9K1WytdS0zUrCeK6sdQ0++gS5s72zuoWeG4tbq3ljnt54naOWKRJEZlYE/wDWT9F76RnDP0l/DLA8a5PCllufYGpDKeNeGfaupW4f4gp0Y1KkKcppVK+U5jTaxuT42zVbDTnhqso4/BY6hQ/lbxB4Gx/AWf1sqxTlXwdZPE5VmHKoxxuCcnFOSV4wxNCX7rFUtHColUivY1aM53aKKK/o4+GCiiigAooooAKKKKACiiigAooooAK8f+Gf/I6ftC/9lg0T/wBUD8Dq9grx/wCGf/I6ftC/9lg0T/1QPwOoA9grx/4Z/wDI6ftC/wDZYNE/9UD8Dq9grx/4Z/8AI6ftC/8AZYNE/wDVA/A6gDoPBvwt8CfD/wAR/FnxZ4R0L+yPEHxx+IGm/FL4pah/aesX/wDwlHjvSPhZ8NPgpp+u/ZdT1C9stE+z/DL4P/Drwz/Znh220jR5f+Ed/tmfT5fEGr67qup+OfDb9jH9nP4SfEi4+K3gTwVrmneKf+Kl/wCEe0/Vvif8WPF3w8+G3/CZ3f27xh/wpb4Q+MPHGvfCb4Ff8JXcFz4l/wCFN+CfAv8AbsMs9rqn2q1uJoZPqOigD4bn/wCCbP7Etz4c0rwpL8DNN/sfRv2G/EH/AATZsTF4y+I9vq5/Ym8T2HhnTdW+Bl94jg8YxeItV04WvhHRf7L8Zarqt78SPD9z/bF9oHjHTL7xL4kudW7jwJ+xJ+zH8O/hX8Sfg3ofw3n1jwZ8ZNUv9e+Ll58RfHfxI+LvxF+KHiG/tbGxTxJ8QfjJ8V/GHjT4weMfE2jWGlaNYeE/EfiDx1qGt+C7DQfD1l4Rv9EtfD+ixWP1ZRQB8j6X+wv+zJpvws+IPweufBPijxZ4U+KuqeH9c+IWtfEj4x/Gz4q/FfxRrfg6/wBJ1XwJrN98d/iX8RPFnxwj1b4catoWi6r8MdSs/iHbXnw01TS7DUvAc3h69tYZ17T4VfsufB74K6VpWk/Duz+IWnLp3xF1L4saprGvfHD44eOvF/xB8f6r8Prv4WXOu/Gfxz48+IviXxn8dkg8CTadomlaP8Z9e8eaFob+Efhzq+i6Zp+ufDD4dal4X+hKKAPP/GXwt8CfEDxH8J/Fni7Qv7X8QfA74gal8UvhbqH9p6xYf8Iv471f4WfEv4Kahrv2XTNQsrLW/tHwy+MHxF8M/wBmeIrbV9Hi/wCEi/tmDT4vEGkaFqumcTP+zv4BtPg/8Xfgx4GvvHHwo0b4zT/HPWPEXjL4a+OfEeh/FHQfGv7Q2ueL/FXxA+Ivgf4hX97q+v8AhTxva+K/G2seIfA2p2E5svh7c22gaX4P0zSPDfhrQdD0/wB2ooA8b+Mv7Pnwa/aFsfCWl/GjwHpXxC0jwRrfi/xB4e0XXbjVDoiaj49+DHxV/Z68YprGjWd/aaX4o0rxD8G/jd8UfBGoaD4otNY0KS08VTammmprumaJqmmc38GP2V/gz8Aj41uPh3YfECbW/iHY6HpPi/xn8SPjd8b/AI2/EbVNB8LN4jk8J+GIfiZ8aviJ8QPiDpPhHwfceMfF974O8I6L4l07w14S1HxV4k1Lw5pWmX+u6pc3X0RRQB8lfBX9hT9kr9nX4j3Hxc+C/wAE/DXgP4kXXwp8JfBO48Waff8AiO+1Gb4b+CtJ8IaDo+kOmta3qVmdWvtE+Hnw40nxf4y+zf8ACa/EDTvhr8N7Px54i8SQfD7wcmifWtFFABSEBgVYBlYEMpAIIIwQQeCCOCDwRS18Z/tr/tSWv7NPw1jk0UwXfxP8cG90nwBps0aTQWTWqW/9teL9TikDRyaZ4ZhvbV4rRklOq65faNpkkSWFzqN/p/h8TcSZLwfw/nHFHEWOpZbkmRYDEZlmWNrN8tHDYeDnLlhFOdatUfLSw+HpRnWxOIqUqFGE6tSEJfN8YcW8PcBcL59xnxXmVDKOHOGssxWbZvmOIb5MPg8JTc58kIp1K+Iqy5aGFwtGM8Ri8VVo4bD06lerThL4+/bL/bFh/Yxi1L4U/C2/tNT03VLNTKgkkmP7M0V3DFIsFvtWVbjwDqNpOl3o2jyPbyfBxG320knwxudI074XfinqeralruoXesavqF3qup6jM91e6jfXEt3d3c8vLTT3EzPJKzcYZmOFAAwoAEmt6zqniTVtU17Xr+61bWNavrrUtV1G/nkury/vr2Z57q5up52eWaaeWR3keRmZmYkk1zmlaVp+iafbaVpVstnp1mrx2dnG8rQWcDSvKlpaJK7/AGaxtt/kWNjB5dnp9nHBY2MFvZW8EEf+A30iPpCZ/wCPXEksbini8q4XyjF16XC3DMaylg8PgZc0Y5lmMIz5KvEOJiv9rxMfbUY0KsMFhXQpYSVTH/8AL79K36VPE/0m+Lp5jjJY/JeDcixuIo8FcHxrqeAwuWz54xzfNqcKnJW4qxcUvruLj9YoRw1aGX4J4WhgJVcz0KKKK/nQ/k0K/WT/AIJ5eLDqHwn8VeAp2VJvh74/1qTTIHfzLybw14+K+OYtUncO+YJ/Gur+PdHsFZYXgtNBS28kwww3Nz+TdfZn7BXikeHvjprXhyWRYLL4keA5bVmkdnN34l8A6i+s+G9PtocsIXPh3xH8R9QuZkRI5o9OhiuZTJFYRt+Y+MuTLPPDXiWioe0xGWUsNn+Di03CnWyiuqmMrtp3hOnkdbOadOajO8q3smoQqyqw/wBMf2THiX/qD9L/AIbyPE4lUMs8UeGeJeA8V7SfLh/rzwtPijI5SUqtOH1mtmvDeHyvCS5atTnzSdCnBfWJTj+ylFFFf52n/WeFFFFABRRWN4h8Q6J4U0TU/EniPUrXR9D0a0lvtT1K8fy7e1toRlnbAZ5HdisUEEKSXFzO8dvbxSzyxxtpSpVcRVpUKFKpWr1qkKVGjShKpVq1aklCnSpU4KU6lSpOShCEE5Sk1GKbaQbbkHiHX4PBOn3/AMQG8U6b4Dl8IaXqGr3PjHWJbaHQtK0iyt3vNTXxWLu5srW98IvBAZdbsrq9sgkUKajp2o6Nrlhpetad73+zT+0n4S/aS8EnxBpGn6l4V8V6SlkvjDwD4htr/T9f8P8A9qC6k0HW4rLV9P0bWLnwh4xsrOfVvCGr6nomh6tJbR33h/xd4c8HfETwz428DeFvyT8aeINX+N2r6dq/iazvdI+HWhanZ614J+HmoRNa3Wqarp0q3Ok+OviNZmRxcapYXSRap4L8GXI+x+D7yOz8Ta5b3Pj6z0VfAd+w1fxb4M8R6N8Qfh3qcekeOfDJl+xm53f2P4n0ado5NV8DeLY40eW58L+IPIg854QbzRdVttM8SaVjU9Itlk/18+gB9K7PPoq5lhOBePM3x+deGHFWa0que5R7aWLwnhti8U/ZzzrIoxhWq160qk41uKcvwU44KvSo8+CpYrNaUqtbvzrwXx3E+Q4jOYcuCz6nQVXLMFOEYTx9GCcnQx85OPsataFo4JStKhKyxLjGpKFH96qK8f8AgX8avCfx9+Hel/EDwoLmzE093pHiLw5qYSLXfB3ivSZBba94V1+1Uk2+paXdcBsCK+sZbPVLMyWN9bSyewV/074LGYTMcHhMwwGJoY3A4/DUMZgsZhasK+GxeExVKFfDYnD1qblTrUK9GcKtGrTlKFSnOM4txaZ/JlWlUoValGtTnSrUak6VWlUi4VKdSnJwnTnCSUozhJOMotJxkmmk0FFFeAX37UfwJ074E/F39pe88c+T8EvgR/w0X/wtbxr/AMIz4xk/4RX/AIZN8Y/ETwB+0B/xTkXh5/Fuuf8ACA+LfhR4/wBJ/wCKc0HWP+Eq/sD7f4K/4SPTNU0W91HpMz3+ivl34l/tm/s6/CH4i2vwu8e+Mtf07xM39gf2/qekfCz4t+MPh18OP+EsnNv4W/4XR8YPBvgXX/hL8C/+EkYCXQf+FyeNvAv9sWkkF9p/2iyuILiTo9Z/aj+BPh//AIWP/a/jn7J/wqT9oD4K/sufEH/imfGNx/wj/wAdv2iP+FBf8Kd8Df6L4em/tX/hMP8AhqD4F/8AFTaJ/aXg7w//AMJx/wAVT4h0T/hGfGH/AAj4B7/RXwh8Rv8Agpf+xd8J7fwte+Ofip4g0/S/FviD9pTw7ba5pXwU+PXizw74aP7H3xr0n9nX9pfxT8TPEXhH4Y67ofwg+Gfwg+Meu6N4O8T/ABc+K2oeDPhYx1Sx1/S/GOo+F7mLW26f4rft6fs5/B/4kD4S69J8d/G/j5fht4I+L13o/wCz/wDshftdftS2elfDj4la94/8M/D/AMT694i/Zo+Bvxa8M+HrbxlrXws+IVr4ds9c1nT9U1WLwpqt9aWMmnpFdSgH2RRXxFr3/BQv9nDwt8U9G+DvifTf2ofDni3xF8XtO+BXh/V9e/YN/bq0j4Wa78StX8RzeFtJ03RvjpqH7ONv8EtU8O6pqdvPc6d8QbL4hT/Dy98OwTeMLbxVL4SjfW1+3aACiiigAooooA8f1v8A5L98M/8Asj/xx/8AU0/Z6r2CvH9b/wCS/fDP/sj/AMcf/U0/Z6r2CgAooooAKKKKAPH/ANnr/kgPwO/7I/8ADP8A9QvRK9grx/8AZ6/5ID8Dv+yP/DP/ANQvRK9goAKKKKACiiigAooooAKKKKACiiigAr5T/be/a08AfsN/ss/GL9qD4jyRy6J8MPCtxqGl6GblbW68YeMdQki0nwT4K06QrI63vinxRfaXpAuEhmXTra5udWuYxZWF1In1ZX8Jn/B3j+2jc6j4w+Af7B3hHWHXS/DWlt8fvjHbWWoF4bzxBrjah4a+Ffh3VbSKJPIufD+i2ni3xRPaXN1cLdweMPDGofY7VrK0ubr+kPok+Blf6Rn0gfDvwsccRHJc2zb+0uLsVh3KE8FwfkdKea8Q1Y1otfV6+KwOGlleArvSOZ5hgo2k5KL8fPszWUZVi8do6lOHJQi9VLEVWqdJW6qMpc8l/JCR/Hx8c/jT8Qv2jPjD8SPjp8V9eufEvxE+Kni/WfGnizWLnYpn1PWbt7lre1giSO3stM06Aw6bpGm2kUFlpml2lnp9lBBaW0MKeU0UV/2sZTlOW5DlWWZHk2Bw2WZPk2X4PKsqy3B0o0MHl+W5fh6eEwOCwtGCUKOGwuGo0qFClFKNOnTjFKyR/OVSpOrUnVqSlOpUnKc5yd5TnNuUpSfVybbb7s+7f2NP25/Hf7K2tf2RdLdeLfhPqt0Jda8GzXJEulzSyKZ9Y8LyysY7DUGG5rm0bFjqDEvMiXH+kV/Un8KPi14D+NfgrSPH3w716113w9rFuk0ckLqt3YzHcs1hqlmWM1hqFpMkkFzaXCpLFNFIhB2mv4f6+nv2YP2rviV+y14wXX/B10uo+HtQmiHijwZqMsv9j65bK0ayOoQk2GpiFAkGowKXGyEXEdwkECxf85v7Zj9g7wP9N/BcQfSG+jNgMi8PPpbYbD1cfnmVuWHybgvx9jh6V3guJqlqeC4f8RJQpqnk/HMlSwmb1eXK+NXPD1cHxJw5/D30o/ogZH4x4bGcY8GU8JkPibQo+0qTdsPlfF8aMFGGDze1oYbNFCKp4LOox5pWhhcyVXDKhiMB/ZVRXgH7PP7Snwx/aW8F23jD4eaqWlVFj1zw3qBig8QeHb9VjNxY6nZJLKP3LyoEu7d5rO4jkgngmeG4geT3+v8Az2vEHw9458KONeJvDjxL4Tz7gbjzg3NsXkXFPCXE+W4nKc9yLNsFUdPE4LMMBi4U61GpB2nCXK6VejOnXoTqUKtOpL/EXiDh7POFM5zDh7iTKsbkud5ViJYXMMszChPD4rC1o2fLOnNaxnFxqUqsHKlWpThWoznSnCcivqv9i3/k4Lwr/wBgzxT/AOo9qNfKlfVf7Fv/ACcF4V/7Bnin/wBR7Ua/HPET/kguMv8Asmc6/wDVfiD+pfoDf8pkfR5/7OHl/wD6iY0/bWiiiv8ANE/7Qwr5N+M/xX1TVNR1H4XfDjVLjTLy1K2vxC8eacyCfwnDcW8dwPC3hi4dZI/+E61K0uIJ7q/Ec0fg7SbiO/bbr19oqRdD8Y/ipe21xd/DvwDfCDxOyW6+LPE8KxzR+AtMvoUuUt7PzY5bW88e6vYSJNoumSrNb+HNPu7Xxd4jt5LS48M6F4x8A0rSrHRNPttL02EwWdqrCNXlmuJ5ZJZHnubq7u7mSa7vr+9uZZrzUNQvZ577UL2e4vb24nup5pn/AFzgrhWng6dDiDOMPCriKkYV8lyzEU4zpwhJRnRzjMaNROM6UotVMqwFWLjjLwzHFxeWrC0c2/ReC+DpZrOGaZlTcctpyvQoyTTx04Pd7NYWElacl/FknTi7KbS6Vpen6Jp1npOlWsVlp1hAltaWsIbZFEg4yzlpJJHYtJNNK7zTys800kkru7X6KK+/qVJ1ak6tWc6lWpOVSpUqSc6lSc25TnOcm5SnKTcpSk25Nttts/coxjGMYxioxilGMYpKMYpWUYpWSSSSSSslogr3P9g/4z/8K2+IWofskeK9QI8PeILXXPiB+znd3080ksOmQzre/ED4URzyoiSr4T1C9k8SeFLSHeNP8JaoukyTt/ZtlG3zn4hm8QwaNfy+FNP0XVPEKxp/Zlj4h1i+0HRppmmjWQ3+q6bofiO+tY4bdpp0W30a7a5mijtWa1Sdry3+Nvj58Jvixq3gqL4n6x8WtZk8dfBzVLT4l+FNI+EthefCbRoU8Nyi81y2h1zS9b1r4wz6teeGhqtukWlfFTw/oOtavb6JNc+HLU2qBP7e+gN41VvBTx0yHFZhnmEy/gzj3F4XgbivLcTWxLeJjmNenTyXOVQw+GxNLDS4fzjFYTESx+PeFh/ZeJzrCYStOVbFqn+S+MvCkeK+EMZToYOrXzXJ6dTN8urwjTXs3Qg5YvCudSpTlNY3C06kFRoqo/rFPC1KkEo03L+nfxt8c/gl8NNXs/D/AMR/jF8LPh/r2oWMup2GieNviD4S8KavfabBNDbz6jZ6brur2F5c2MM9xBBLdwwvbxzTQxPIryIrecfFv9qv4W/Dv9mL9oT9qPwhr/h34y+Df2efhP8AFf4oeIbT4aeLNC8RjVZfhP8ADzUfiNqnhC31fRbjVrCx8QX+kWdokFvcCSa3XVdPu5bV4LiHzbH7KEvwa174J+CfiL8FfAnhTwL4f+I+h2HiPVbLw1pGn2F1P4hWNrDXIvEmpWlvFeeItf0rWLXUNK1LXNWuL7Ub+7tJ7me7neVpH+gtW0nS9e0vUtD1zTdP1rRNa0+80nWNH1azttR0vVtL1G2ks9Q03UtPvI5rS/0+/tJprW8s7qGW2uraWSCeN4nZT/1Dn+fR8CeEfij+17oPxct/2bPjH4u/Zx1T4pfGn9m744/HL4I/ET4Z/Bb4naX8PPhNrvwa8T/BPwFrfg/4p+CvEv7Qmt6/8bdLsfEP7Rfw71zS/Enhfx3+z9eeO9E8O+MtI/4Rv4f3k+nazZfFl1+2x+3T4C/YQ+Nf7T3xE8efsweJ/G2jftv6V+x78Obb4Y/sUftI6tp3hPTvCv8AwVU1D/gnZ8SviR4g+Dvhf9sL4pfFb9oXxB4r8LW0fxS+HHwc+FOsfDzxVpfipF+HtvqvxUudUsL1f1K+Bv7I3wH/AGdNW1rXvhd4c8Vw65rWj2Hhj+2fH3xc+MPxm1Xw74M0q5kvNL+HvgHUPjL498fXfw0+Gem3cpurD4Z/Dybwx4Cs7mK2nt/DsctpavDq/wDDLnwJ/wCFdf8ACp/+EG/4t/8A8NAf8NR/2B/wk3jH/ku3/DU//Da3/Cc/2r/wkP8AbX/JzX/Fy/8AhGf7S/4Q7/mTf+Ee/wCFf/8AFKUAfm58Fv28P2lvix8H/BNrp8fwsvPif8cv23fHX7IfwD+PHiP9m74+/A74Wa3oHw4/Z78d/Hjx/wDF3xv+yH8Uviq37QPg298E698E/jz8Am+Fnif4w+FtW8UfEfwLpHiFvE/hHwx4njgsO/8AFH7VX7YkHw1+Jfhbwd4T+HniT42/s9/ta6J+zf8AH/4u+FPgR8Wfih8OtC8Ba1+zf4F/aTs/j74G/ZJ8GfGO3+OHj2Kax+L/AMI/hpqvwh8JfG7xJ4p8OeIdd8VeLbbxF4s0HwfcaZf/AGp4u/ZJ+AHjfRviXoWueCb6G0+LPxG0j4weLLvw346+IfgrX7H4r6F4f8N+F9L+JPw98U+DPFmgeJvhD45g0fwlokcvin4Tav4J1q8v49R1q9vbjWte17UNT5XUf2Fv2ZNT+EeifBW48FeKofCnhzx5N8VdF8TaZ8Zfjdo3xtsPitdWur6dffFZP2kdH+Itj+0PJ8UdU0jxBrug6x8Rp/ijL401nw5rGp+HNU1y70O9uNPkANP9lz42eMvjB8MPhh4i8Uad4Y8X6h4m0n4s/wDCWfFL4QW+q+HvhJo3ib4W/E6L4dQeD9Z8BfF/U9A+Pvw++JnihP7buvEHwv1XwV4ug+DPjP4c/Fb4XfET4kLr+geCNS+Jflvj79oX9pTRv21dK/Zq8K/DD4QDwR42/Y+/ap+NPwl8UeLvH3iqDxB46+L/AMB/F37HPhfQ9K8WR+H/AAlqtn8LvhLNqP7Tmo6JrWqWmm/E3x1rFzoE+vad4e8O6dothp3xA+k/hh8Afhf8GtL8FaH8NtL8R+G9E8BaJ8QNE0TRR8RPiNq+kalJ8UvGGj/EDx94q8c6ZrvizVLH4nfErxF400d/Etx8WfiTB4s+J9pqviX4hXGneLrM/E/4jDxS74h/AL4V/FPxLb+MvGeg6rdeLLL4N/Gf4Bad4k0Pxp458Ga3pXwr/aCv/hhqvxZ0HR9S8F+JPD93o+q+I9S+DXw0v9P8aaZLaeOfB134XhuPBPiTw5LqWstqIB4B+yX8VP2kPGfj74+eAPjlq/wS+JeifCu48Aaf4b+N/wAAfh946+FvgXWfH2tHxxF8WfgpP4V8e/Ff40XmseKPgW+geCT4k8e6D43Xw/rOofERvCF14Y8I+Nfh/wCM9BtPhH9mb/go3+0H+0p4k0j4TeCPFn7IPiD4+fFn9nTxj8fbT4bwaB8S9F/4YT1/4d/Er9mvwV8RP2eP2vJ9N+KPxA1X4n/HDwTov7Rc+pzeGtB0b9mq/wBR8U/C6+8Ma9o/gHw18QdB+Imhffvwm/YK+CHwE+H4+GXwU8V/tN+AfCMXiX4F69Y6deftgftRfFZNA0v4A/ELSPiB4a+H/guH47fFr4p2fw8+GvjNNKl8A/FzwV8P7TwvpXxR+GGr6l4J8WJfabFpDaVzx/4Jm/saH4afEr4Pj4d+OU+HXxV8Lw+Atf8ADsf7Q/7SUQ8NfDiHXtN8St8Lfg9q0XxcTXP2f/hNd6ro+lnU/hX8CdT+HPw81fTtPtNE1Tw1eaJCmnAA+Lviv+3D/wAFEfAH7JOufFj4Sfs/fC39r34ieH/2sYfhR4f8bfCbwZ8Q/BXwo+M37Plr8OU8VS/HHwn8O9S+JnxB8XeBfD/iD4yJJ+y8PH2p/FLx18NPAfnz/tcaxq3ib4A6Fe6fe/Wn/BPb/goH8L/2+dC+NXiHwB448Fa5L4A+KuuaXpng7w5pXinTPEfhf4R3Wq654a+FXibxreeJHFh4n1T4m3PgHx14lOr+DLe08O+D9Si1z4Ga9APiv8GviYT7v4W/ZE+C3hX4HeP/ANnNT8YfGPwm+J9l4i0rxnpHxd/aY/aV+OPia/0LxX4bsPCOveGdM+Jnxl+Lfjz4n+GPCd5oGnR2cfhPwt4x0Xw3YS3mtajp2l2mp+INdvNR1Pgt+yf+zr+zt4v+Mfj34J/Cjw38OvFnx/8AE9r4w+LWq6CdSH/CU65Z3Wv6nbtDYXl/d6Z4b0ldf8X+NfF0nhzwpZ6H4cn8c+PfiB47n0mXxj488X65rQB9DV4/8M/+R0/aF/7LBon/AKoH4HV7BXj/AMM/+R0/aF/7LBon/qgfgdQB7BXj/wAM/wDkdP2hf+ywaJ/6oH4HV7BXj/wz/wCR0/aF/wCywaJ/6oH4HUAewUUUUAFFFFABRRRQAUUUUAFFFFABRRRQBUv7+x0qxvdU1O8ttP03TbS5v9Qv72eO2s7Gxs4XuLu8u7mZkit7a2gjkmnnldY4okeR2VVJH8on7T/x21P9oj4xeJ/iBO80fh4TtoXgPTZUeFtM8EaVcXK6Is9vIzvBqWredceINZhaSX7Pq+r3tpBK1nbWiJ+3H/BS74uH4efs83Xg3Tb57bxF8X9SXwfGkEqx3K+EbeNdQ8b3LKzoJtOvdOWz8IalGnmymLxfHiAxedPB/OLX+Vv7RHxarRqcO+DeU4qUKMqNHivi9UpWVZyq1KXDuV1nFpuNKVHFZvicPUTjKcsmxEbSpRZ/ij+1c8c8RGrwp4AZFjJU8POhh+N+PFRm0q7lWrUeFMlxDi17lGWHxme4vC1VKM5zyDFxSlRi2UUUV/lif4qhRRRQAV2nwz8U/wDCCfE34ceNzKltF4W8a6FqGo3jswNn4cvbg6F4znRVyJZG8Fav4igSFgRK0/lqY3ZJY+LqOWKKeKWCeNJYZo3imikUPHLFIpSSN0YFWR0YqykEMpIIwayr4fD4zD4jBYuLnhMbh6+CxlNJN1cJi6M8PiqTjJqMo1cPVqU5Qk+ScZOE/dbR914X8cY7wy8SeAfEXLfaPHcDcZcN8WYenSk4yrzyDOMHmjwsrTpqVLFww0sNWpSnGnWo1alKo/Zzkj+mSivIPgB4vl8d/Bf4beJ7q4N3qV34V06x1u6MjzC48R6EraB4kmSaQmWWOTXtM1FopZwlxJEUe4jimaSNfX6/yzzXLq+UZpmWU4pJYrK8fjMuxKV7KvgsRUw1ZK9nb2lKVrq9tz/u3yvM8FnWWZdnGWYini8tzbAYPM8vxVJ81LE4LH4enisJiKUtOanWoVadSDtrGSYUUVz3irxX4f8ABOg3/ibxRqKaXo2mpG1xcGC6vLiaaeVLazsNO02wgutT1jV9TvJYNP0jRdJs73V9Y1K5tdN0uyvL+6t7eTloUK+Kr0cNhqNXE4nEVadDD4ehTnWr161WShSo0aVOMqlWrUnKMKdOEZTnJqMU20jvSbaSV22kkt227JJdW3ol1ZJ4m8TaF4O0HU/E3iXUYdK0TSLf7TfXsyzS7FaRIYILe2to57y/v725lhstN0ywt7nUdU1C4ttP061ur25t7eT4Y8VeIte+K2uWuveKbSXSfC+jXYvPBPgOdld7K5ikzbeK/GPkXM9jqXixlRJ9JsYhLYeC1lkhsrjUNYafWWm8R+Itd+Jet2nibxRbXGlaVpkpuPBfgWaWCRfDXmwPA2t+JHsbq807WPHt5BNPDPdW1xd6P4SsLiXw54WnuzN4j8WeMm1+68McOUeF6X1ipKliOIK1NxrYulONWjlNOpFxqYLLqsG6dXFTjKVLH5pSlKEk54PLajwft8bmn7LwbwQsN7HN85pJ4n3auDwFSN1hnpKGIxUXviVpKlRathnadRPEqMcMUUUV7x+pmR4G+N1x+yj8b/DHxHu5Hj+DvxY1TR/h38bYCzix8PancObfwJ8U5B8sVq2kTtL4b165dnN7pt/pthb2lxqL2ksP7+xyJKiSxOkkciLJHJGwdJEcBkdHUlWRlIZWUkMCCCQa/mM+KWq618S9D8a/Cvwx8J/E/iGDU7PUfDt/4v8AF1xB8NfAmlapGPkvLDV9asNX8careaXcrbat4d8R+DPhp4r8MT6nbWkkHiKBoZJoPsn/AIJs6/8AFf8AaW+B2o/Df46fHXxLpHiP4A6ofhJ4r+HfwTkf4ajUdD0oXen6LqGvfFOG81n4v3l3FPpmq+GtO8S/Djxp8KDdweEzd3OnXU1697cf9FH7L/xkzLi7wozHwn4oxdOrn3hnPD1uH41cfhMRmFbgbOJVJ4HD4jCU8RVx2G/sHMFXwVNYylh1TyzG5LhsPB06On8QfSB4Ww+WcR0OI8vpyjg8/U441xo1IUIZvhVFVpwqOEaNT65QcKsvZSm3iKWLqVGpT1/ayvxB8Rfsm/t9av8Asnftz/sM23w6/ZAT4ZftN/8AD1r/AIQL48z/ALVfxoXx3pH/AA3R8Sf2qfi/8JP+Eu+BEf7Ekvh+w/4R3xB8cfCfg34i/wBjfHzX/wCyNH07xF4y8M/8Jde2mm+C9X/W3wV8IPCfgDVp9a0LVvijf3lxp02lyQ+Nfjh8aviVpK21xc2d3JLBoHxG+IHirQrXUVlsYEh1i202HVra2e8sre9is9R1CC6+Vl/bH+J/iH4y/tYfAr4e/soeNdZ8d/s7/Dz9nXxz4Bg8afEfwB8P7H45Wnx/+Lf7RvwjfxLZzyT+Ipfh98K/At9+zn4j8VX3irX7fUviJ4u8InVNQ8FfBzWbmLwNZfEj/UA/n4+cf2t/2SP2wfEtl+2f8Pf2drD9nzxh8Gv2/JtZ1X4+t8Wfin8R/hl8U/CVp4g/ZD8I/sg+LvBHwfj8LfB34o+FL6fxF4U+GHw68Z+FfGvifW/DMPgjxgniy01fwn420nX7S60Pe+Jv7GH7Rvif44/F7TfDl78Ev+GbP2hf23/2L/26PH3jTW/F3juy+OHgXxT+x/YfserF8K/CPwwsPhxqfgPxnoPxE1T9if4byv491j4veC7/AMH2HjTxrAPA/iu4sNEuW9o8NftwavpX7Mf7Yf7QHx2+Emn/AA+1P9iWX42xfFLQfht8R7j4wfD7xjF8DvhHo3xf8Tan8H/ilqnw++FeoeMdKgstYufAGtvrXw38I6r4V+LPhDx/4D1fSPtvhO4ubnzK4/bX/az0iw+OXhjxl+zJ+yt8OfjN+zx8PPhH+0B8TNH8d/tz/ETT/gZo/wCzR8WdO/aAii+Ij/G/Qv2F/EfiKHxr4P8AFn7OnjjQfFHgG8+DFr4ch0izu/FVj8ULy0i0mx14A8Nuf2H/ANt/4aeKvh14v+A9x+yfrniG0v8A/gsv4X8U6j8Y/GPxPXw/4J8G/wDBSz/gon8Nf2u/hf490bwHoHwb1yP41eIfhv8ADzwBLoXxC+DniHxd8GvDut+MdUTSNJ+Ll34ct5tfu/OvFf8AwS2+N3w0+JPwxX4FaJbfF/4R/C//AIJ8fsUfsUeG7nV/+CqP7eX/AATa+I8N7+yLr37SYl8TeNLL9h/4LeNfDXxgtvGXhn4xeD5NLu/GGpadN4G17RPGcPhjQrCw8W6hPfe9/Fb/AIKp+Mf2bvDH7A+qftMfso6t8O9c/bG8TeJrH4iQ+FviVqvjDwb+zd4S0bX/AApaWfiDXvFnij4QfDLWvE/iKHwF460344eOvAmv+B/hfqXw9+C/wy/aY8YalqGoXHwKm0fxj9/fsnftF6D+1b8B/Bfx08OweH9OsfGT6+58PaF430nx5d+EzpviHVNNtvC3jfUdGtbO18O/FHR9NtrCD4p/DmaKa++F/wAQD4i+Hl9qWt3PhqTW9RAPlXQfA/7fJ/ax1n4p/ET4HfsgfEH4f2fxA1Lwn8JPGb/tkfGjRfFnwY/Zz1LXYrDUPEHhT4ByfsF634Suvj14p8IR/wBs+P2u/j9Ha+I9WjtPhto/xI8KfD+1+3S/e/wn8Of8Id8LPhp4R/4QD4f/AAo/4RX4f+DfDn/CrfhPef2j8LPhr/YfhzTdM/4QD4aah/whXw1+3/D/AMHfZf8AhHfBt5/wrrwD9q8Oadps/wDwhXhXf/YVh6BRQAUUUUAFFFFAHj+t/wDJfvhn/wBkf+OP/qafs9V7BXj+t/8AJfvhn/2R/wCOP/qafs9V7BQAUUUUAFFFFAHj/wCz1/yQH4Hf9kf+Gf8A6heiV+aP7KX/AAVT1r9oj9is/tqav8OP2bJfDHiu5/Zu8F/Cz4ffs1ftmS/tK+MU+PH7TGu/D3wd4W/Z5/aHvdV/Z1+B/hn9nr4p+GvHHxq+C/hrxpoo1j4lT+Gv+Es17Vdcg0ux8OaU3i/9Lv2ev+SA/A7/ALI/8M//AFC9ErzDQP2N/hNoH7Hnws/YmW+8a6j8Lvg38KPgl8K/Afim812ztPifpD/s7WXgwfB/4kw+JtB0fRtLtfif4N8S/D7wh4+0vXtM8O6fpNv410S01GDw/Fp6DSgAfJnxm/4KP/Ez9nP4W/G2++Lf7Lmn61+0Z8ENe/YqbUPgR8CPjVqHxP0L4geAv25P2nIv2ZPhZ4i+GvxO8YfBb4Q6vq/i6DxVofxMS48BeIvhX4VjvfEPgaz8Pw+K4NG8V2fjPT83xB/wU68U+Mby10X9k74H/Dn496x4w/bP8K/sp/CLVPF/7Q+s/CH4ffEXw14n/wCCWWj/APBUW3+L7+LtH+APxe1Tw6L3wdf3fwt8O+C38I6tb6prUeleKtY8beGNP1K+0jRPoaD9gXwPqega/B8TfjH8c/jR8RPFnxX/AGT/AIqeKfjb8Qb74S6d8SNaT9iv4/eGP2kPgL8Nhpvwx+EPw5+E+g/DDQPiD4f1UapoPhP4YeH9W1ix+IHxD1KbxBF4y8Sf8JZZ+QXX/BJn4LaNYeJYvg18af2jf2dNc139t/xp+3vpPi34Sa18HL7XPAPxc+IX7LGs/sfeLfCPgKy+L3wT+K3hPRfhPefCLxHr66N4YuvDOp634K1/UYrjwJ4q8MaJonhrQNFAOo0X9vvxF8XvC3wIsP2b/gZb+JPjx8bNO/aO1O++Efx++Jlz8CtD+Ei/sc/Fjw18Af2pNH+I/wAQvBnw2+P97N4j+GXx38YeHvhbpVn4B8A+N9H8bareS+IdJ8QW3gm1k8THgvih/wAFNNT8K/Dj4LeNvCHwi+HljL8RfEf7Rvgb4heIv2kv2hT+zn8A/g58S/2V/icfgr8TvhTr/wAfLP4QfF3R7r4h+JvihpnjPRfgrp2r+F/CXh74maP8PfGGuT+J/CstjZ6Vfe9yfsB/Cvw58Pfgz4K+Bnjv4ufs1+I/gJp3j3Rvh58YfhTrHgjxL8VBpPxf1zTvFvxts/Gd98fvAHxt8GfEub42eOtH0b4j/E/WfiJ4J8UeIfEXxK0nTviBHq9j4utk1ermrfsRaNbfDv4a/D74S/tD/tM/s+N8OpPiNcXfi34XeMfAGt618UL/AOMfiJvGvxb1z4weG/jZ8MPi/wDCzx94s8f+O7jVfG9944v/AIdQeNvDPiTxJ4tuPh/4h8H2fizxHY6mAdh8Wf2ltQ+E/wAAfhR8bNW+GV7HqvxJ+Kn7Fnwu1P4c6l4y8Nf2j4I1D9rz9o/4H/s93sl/4t8GN498H+Ir34VXPxkl8Q3UfhTVNX8NeOJ/CsmkaF4wstL1y18V2nxJ4G/4KwSfEvxXcfC3wd+z5MfjJJ+3R+1j+xnoHgTxP8VLfw9Z+KNF/Z9+Hf7fPib4b/H7SPEcfgHVf+KD+N/xA/YH+IHwel0660a3ufh14tXxxcyan4ysvh7p6+PvuXVv2RPhLf8A7O3wY/Zd01vFHhn4U/ATXv2R9b+HdrouswXGuWcH7Fnxa+EXxg+D+g6nrPiPTtfk1TR7vXPgr4R0PxnJcQjXNa8NXGtw6frWi65eWmvaf45ov/BNX9njQfi1+zr8brK/+Ip+If7M3x6/bO/aB8Das+v6FFBr/iD9uXxL+0J4u+K3g/x7ZWfha0g8SeBPCOuftKeP7n4R2iDTvFHghINOil8WaymsePh42AO++HX7Yvhf4v65+yppXw08NXWu2/7SvwU8T/tDatcajqg0a/8AhJ8L/DeleDbQt4o0j+y7+Wbxve/Er4i+E/h2ngjULjw3fRTad8S9WF3PcfDXWdCufsavk39n79jb4W/s3/EX41/EvwPrHjnVtY+NesTX11pXi7VtE1Lw/wDDnRLr4j/Ff4w33gf4XWWl+HNFvNB8G33xT+N/xR8cXNhrOoeI9S/tHxOmmQ6tD4Z8PeFtC0T6yoAKKKytd13RPC+iax4m8TaxpXh3w34d0rUNd8QeINd1C00jRNC0TSLSbUNV1jWNV1Ca3sNM0rTLC3uL3UNQvbiC0srSCa5uZooYndQDVr/IC/4K1ftCz/tR/wDBSL9sT4xDVW1nRdS+Nfirwh4Lv9vlQz/D34YTp8M/AM1tb7IhbQ3fhHwlpF80bRJO9xdT3F5vvp7mWT/U7+Mn7Z3wG8G/BH41/EXwV8c/gv4o174a/CX4i+PdP0zRviV4J1+4uL/wj4N1zxHYwNp2na5cXFx9om0rYLdELzhXRATnH+NtPczXk013czyXVzdSyXFxczSGWa4nmdpJp5ZWJaSWWRmeR2JLuxYnJNf7q/sQ+BsHjOMfHTxIxFOnLG5Dw7wnwblU5csqkKPFGY5nnOcyhFxcoNPhXJoe0i03GtOm9JO/5j4k4mUcPlmDTfLVrV8RNdL0IQp076/9P6mlulyKiiiv+iM/JQooooA9d+Cvxw+IfwC8bWHjr4c63Npep2rxi8s3aR9L1m0QtusdWs1dEuoGWSVFLYkiEsqxuEmmST+qb9kL9sTwJ+1V4OW806S30Lx9o8ECeLfBc1wpvLC4ZMNe6erkSX2j3EiSNZXsYZXiG24W2vYr2xsv4/K7HwH4/wDGHwx8Uab4y8C69qHhzxFpUqyWuoafO8Lsm9HktblFIS6s5zGnn2s6vDJsRiu9EZf8Zf2sv7G/wX/aVcE1eJct/snwv+lLwvlTw/AfjDRwEvquf4bCwlLC8EeKWGwNJ4rP+FK0r0suzanTxHEHBtep9dyb67l0s04czr+Y/pG/Rk4S8e8llXksPkXHuXYdwyLiunQu5Rg3OGV55TpJVMflVSTkoNuWJy6pOWIwbcXiMLiv7l6+q/2Lf+TgvCv/AGDPFP8A6j2o1+Gv7EX7fPhH9o7QbTwp40urDwx8X9Lt1j1HS5pUtrDxEkeEXVtAkmkzNFcDabi0f/SNOum+xXBmWTTdR1j9yv2Lf+TgvCv/AGDPFP8A6j2o1/5of00/o2eNP0S8/wDFvwP8fOBs14C8Q+E8jzyljMtzCnz4LM8BPBYuOA4g4czWjzZfxDw1m9OnLEZTnuV18RgMdRv7OqqtOtSp/wCb/wBEjw74u8Lvp4eBHCPGmU18qzfAeI2AspqUsJj8K8Pjo0cwy3FcqpY3AYlRcqOIpNxdpU6ip1qdSnD9ta+c/i98X7rSb24+HngC5ibxtJbQTeIPEBht72w+HWl38Zktrma3uVktNR8Z6rbZm8NeH7mK4s7GBovFHii2l0f+x9D8Xu+MvxhuvDl3/wAK88BSW1z8RtRsLe/vr+eAXel/D3w9eyz28XiPWYmBgutXvjbXkXhDw5Kd2r31rPfXyJoOmajM3znoujWmh2X2O2e5uZJZ573UdS1CdrvVta1W8kM2o61rN+4Euoatqdyz3V9ezfPNM5wEjVI0/wAs+DuD6dOjQz/PcPGpGrGNbJspxEFKGKi9YZrmVGaanl8fiwOBqRcM0qJV8VGWVQWHzX/tJ4N4RnnVaOPx0JQyqjN2i7xljqsHZ0qb0aoQkrV6sXq06FN8/tJ0ZtM0y00izSysxKUEtzczz3NxPeXt9fX1zLe6jqWpX11JLd6jqmp31xcX+p6jeTTXl/fXFxd3U0s80kjaFFFfotSpOrUnVqzlUqVJynUqTk5TnObcpTnJtuUpSbcm22223qfvMIQpwhTpxjCnCMYQhBKMIQilGMYxSSjGMUlFJJJJJKwUUUVBQU10SRHjkRZI5FZHR1DI6MCrI6sCrKykhlIIIJBBBp1FNNxalFtSTTTTaaad001qmnqmtUwaTTTV09Gns12Z2/8AwRx8d/2Dofx2/Zbvru5nk+Dfj/UNR8Ii9m8y5fwlf3s+gvEsZOYkifRtH1+Y7Y0ubjxi93GiLPtH7Y1/NR+yH4nl+Gf/AAVP1PSJJPs1l8a/BywXGwlYJLa58A2iaWZkU4a5m8T/AAge3XKEqbuJyQJZGH9K9f8AYn4G8ZVvELwZ8K+N8TU9rjeKPD/hPOcynzc3/CtjMkwVTNoOStzOnmTxVOUrJtwbcYvRf5g8XZXHJOKeIsphHlpZfnWZYWgrW/2ali6qwztrZSoezkld2T3e4UUUV+qHzoUUUUAFFFFABRRRQAUUUUAFeP8Awz/5HT9oX/ssGif+qB+B1ewV4/8ADP8A5HT9oX/ssGif+qB+B1AHsFeP/DP/AJHT9oX/ALLBon/qgfgdXsFeP/DP/kdP2hf+ywaJ/wCqB+B1AHsFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAfy6/8FbP2zfgXZ/teR/Ajxh8YvBXgrxB8I/h/4aE3hvx14l07wij6x8QlTxVcX2hXPiKXTNO1d9W0G48HWskGlXt9eGfSJY5baL7K2fjPTNU0zWrC11XR9RsdW0y+iWey1HTLu3v7C8gbO2a1vLWSW3uImwdskUjocHBr+Zz/AILgfEXUPib/AMFXf239dv7+41BNF+NOr+ANOe4laVbfSvhtYad4EsrS1LMwWzhTw+TbLGfLKPvjAVxX5neEvGvjPwBqD6t4C8YeKvA+qyNvk1Twb4i1jwvqMh2lT5l9oV7YXUgZCY3V5WWSNmjcMjMp/sXxR/0YzFfSa4U4W+kBwJ9K/E8I+IfidwFwVxhnHA/iD4eQzvhbL8yzXhDKK9PJMu4n4ez3Ks2yrLcAnRwkZ4jhnPsTCNOpUnLE1JOU/wDHf6Tf0IsL41+KPGfiPgfErNcnz7PMdSjUwGcZNhc5yqFPKcDhsmwODwdXB4vKMVl+Ep4TAYfllUp5nUTVSU41Z1HNf3RUV/JX4A/4KX/tieAVht/+FmxeN9Ot2R49N+IXh/SfEQkKnLJc63BBpni65im4WVX8SB1UH7NJbuxc/b/gH/gtPq0YS3+KPwR0+8JVPN1bwD4ludO2sBiQR+H/ABFa6p5iu3zIW8TRmMfI3mk+YP8AJLxt/wBGs/ah+ErxmK4U4B8OvHvJ8LKcvr3hH4j5RHHSw6qQhTqf6u+I9Lw+z3EV5qfNLC5Vgs0qQUKnvTjFSl/B3Fv7P/x94edWpkmH4Y43w0eaVP8AsHPaeBxrpJqzq4TiWlklONblfNKjhcVjNnGlUqy5VL99aK/OfwD/AMFTv2Q/Gxgh1PxZ4i+Hl7NCJDbeOfC99BCkoA3276p4cbxHpMbLyVknvoIpFGFfzCI6+1/BXxY+GHxItobvwD8QfB3jCGeJJkHh7xFpWp3CxuCyGa0tbqS7t2ZQW2XEMT7Rkrjmv8hvGP6KP0nPo84ieH8dPo+eMvhJy1fZQxfiB4ccWcL5ZiZNzUZYDN82yrDZVmNKp7Op7KvgMZiaFVQlKlUmk2fzDxZ4T+JvArqPjDgHi3h6jTdnjcyyLMaGWyta7o5n7CWXV4q6TlQxVSKejaeh6DRRRX4Afnx+sv8AwT+8VHUPh/4x8HzSK8/hnxPDqtqqNtWHSfE1giRW/knG2QatoetXkssYEUv2+Nmzc/aWf77r8a/2HPFo0L4yxaHNIv2fxdoOr6PFHI3lpFewRw69HdLIch5WTQ209LVlXz2vlkSZXtlt7r9VfiV8S/C/wq8NP4l8UT3LrPeQ6RoGhaXCl74j8XeJLyG4m07wv4W0tprf+0tbv4rS7udjz22n6ZpdlqfiDXtQ0nw5o+saxYfwZ41cMYuj4oYvD5dhK2Iq8TU8BmmAw1Cm6lbEV8VTeExfKo3c5VcyweNrSk0uWM7z0Tm/+yn9nX4kS8Uvoe+C2aVK0sTmnDvD8vDzM4XlVxEcXwNjK3DWAjWaTlVxGNyXBZRmHNepUqrHQlUbrynFXvHfjzwz8N/Dlz4n8VXr2thFPa2Npb20El5qmsavqEot9M0PRNNgDXOp6xqdyywWdlbozMd80zQ2sFxcRfEur6v4j+Imv2/jHxxAlm2nS3T+CvBUc8N3p3gi1uo57VtQu54S9tq3j/U9Mne01vXYpJ7HRLO4vPDHhGUaXdeIdb8Y5rXHi7xt4g/4T34ky2p17ZPF4a8JabcPeeGfhvpNzvVtO0eeWG3fWPEl7bOkXirxncW1tc6zMrWelWWi+HYrXSE3a9XIOHMJwrQko1KOMz6vTnSx2Z0ZKph8FRqw5K2WZRUStKM4ynRzLNIO+OhKeBwMoZVLE1s4/wBRODeCll6pZrm9NSx7SnhcJO0o4G+satVaxli9nFaxwz1jetaVMooor1j9LCiiigArzr9lTxsfgl/wUeTQZJY7Twl+0f4DtrG6RFNrZJ4vRL1NNdoFYRXOoPqngy2gW8QCR7jx7drPAJJGu7j0Wvh/9q7WLj4e/E39mT4xWe+O58DeOdRW3mjDbmvor7wn42sY22kFh5HgPU9qZG4PIvIJr+9v2a3GdfhT6V/BuXxrSo4HjjJuKeEMxXNaFSnUybEcQ5fCUXpJzzrh/LKcLWlGU7p8rlGX4548ZXDMfDjNK7gpVsoxWXZnQdtYtYqGCrtPolhcbiJO901Ha9mv6yK+Q/i9+x/onxS8QftCeNNC+Nfx6+B3xB/aL+BfwJ/Z98QfEP4JeJfBHh7xj4D8HfAH4ifHj4i+G9Y+F+p+Kvh341g8OeM/El1+0X8QvDnizX9Ts/ECr4dTQH8HWXg/xNpk3iW9+tbW5t722t7y0mjuLS7ghuba4hYPFPbzxrLDNE4yHjljdXRhwysCODU9f9OR/AR8D6b+w1e2n7Pln+yz4h/aU+KfxO+CetXPxG8L/FXQfiF8Nf2XND1Hx9+z/wDEf4BePvg7e/s9aV/wz/8AAP4B+EPAfhTSvGHivQfjJZeMdI8FX3xHvfEXhq+8Jaz4p1LwP4nudG07L0T/AIJ1+Dz4a+KGj/FT9oX9pH9oHxJ8YZv2cNK8efEr4s6l8EbXxvrHwu/Zf+JN38T/AAD8D5IfhR8DPhd4If4Y67q/iH4haR8QftPgu58e+LdC+Kfj9Z/HdrreoaRreifoZRQB5J8b/gz4W+P/AMPrz4XeOb7XoPBWta94P1TxZpGhXWn2sfjTQvCnizRfFd98PfFP9oaXqi33w/8AHi6Kvhb4h6HbJZXHiXwXqmueHG1G0tdVuWbw39hr9hD4E/8ABPb4T+Ifg1+z8vjH/hEPEnj66+IF8/jjxFH4l1eK8j8GeCPhl4Y0K0vYNN0mGPQPA/wt+Gfw8+Hvh4TWk+u6hpHhK013xprvi3x3q/ijxdr32bRQAUUUUAFFFFABRRRQB4/rf/Jfvhn/ANkf+OP/AKmn7PVewV4/rf8AyX74Z/8AZH/jj/6mn7PVewUAFFFFABRRRQB4/wDs9f8AJAfgd/2R/wCGf/qF6JX89H7PP7TX/BQi9/4Jd/GL9snxx4y/4KC3XxLu/wDgkP8AEL9pr4efEL47eFf+CQc37MFx8fp/2edE+KfhLxl8D/BH7LHh1v2nZZptfe71v4aeFf2iPCZ8Iv8AD1tX0j4t+HT8QT4e02v6F/2ev+SA/A7/ALI/8M//AFC9Erzn4PfsMfsTfs8eIdY8W/AD9jv9ln4G+K/EPhjUPBOv+Jvg9+z58Jfhn4h1zwZq19pmp6r4R1jWvBXhHRNS1PwxqepaJo2oahoF7cz6VeX2kaZd3NpJPYWkkQB+av7dn7Xn7QXhjxb+1V4a/Z6+J3i59H8M+B/+CIdp8NV+B+j/ALOPiT4h2fiz9tj/AIKSfGj4G/Ha3+GWt/H3Q9V+Dt38Rvif8ArX4XaT4Ii+N2o3Pwv8JXN94T8b7fC9lr+s+JdQzPg3+0h+1n4n+EPg7wL40+LPxa+Her/GL/go74x/ZK074yfGnwr+yOf2tP2fPhd4U/Zz8ZfEeaL4weF/g54T1T9jux+NHjX4+/CvWfhV8Ib6z8C+KfBWs/DP40/A3xc3h/xx4k120/t39afAv7K37MHwv8I3Xw/+Gf7OHwF+HfgK+8c+G/ife+CPAvwf+HvhHwjefEvwb4l0Hxp4Q+Id14a0Dw7p+jXHjnwr4x8K+F/FnhvxbNZPr+h+JfDeg67pmoWuqaPp91b9Z4p+CXwZ8c6H8RvDHjb4R/DHxh4b+MM1jc/Fzw94p8A+FfEGh/FO40zR9E8PabcfEbSdW0m7sPG82n6B4a8OaHYy+JrfU5LTR/D+iaZbtHZaVYQQAH4ifHP9pf8Aa90rTfh/8DPhr8U/2jfiJ4k8Pf8ABU3Xv2Or74t/s5eGv2Dof2k/2hvhNoP/AATN+Kn7YGotpw/ag8HeHP2LNC8XeAvjHaW/w++Kuq6d4Z+HkU1n8DfG2ieFtK0fxvqk3hi7l/aO/a4/bp+A37NH7Nfwu1O6+J6/tt+Ob749fFPxRc+CP2Y9Y/ar8bWnwT+DOteNtX+Cvg741eB/2P8A4S/GTwL4R8Y/HS81j9nH4K/Gz4h+AvC2kfDHQr/xD8d/EXwW8SaPqPhrwXLF+2nhn4IfBfwX4f8Ahp4T8HfCH4X+E/CvwX1O51r4O+GvDPgDwpoPh/4T6zeeG/FXg271b4aaNpek2uneBNTuvCHjvxv4Vub/AMLW2lXU/hvxl4q0OWVtL8Q6va3nYxeFPC8Hii/8cQeG9Ah8aapoGk+FNT8XxaPp0fijUfC+g6jrWr6F4bv9fS2GrXmgaLq3iTxFqmk6PcXcmnadqOva1e2dtDc6pfSzgHl3wK+Mg+PvgrwZ8XvCek6VD8HfiX8KPhr8QvAetXOvaonxBfX/ABbH4jvfGXg3xv8AD268JWNj4LfwLp0Xgq0S8Xxvr3iDUvFuq+PPC3iTwZ4Ef4f6dqXjr8f/AIm/Fr9sz4b6Z421vwJ+2prPxw+G+sa78AfgZ8RfjvcfBb9nzwx4C+BHx9+O37cP7Nv7Pes6n+yhbaL4EvrLxR4Q+Cfwm+IHx08SfFLR/j74p/aL074f+O/C3w08M658SfEWs6Z8YPDejftl4R+FHwt+H+q6zrvgP4a+APBOt+I7K303xDrHhHwd4d8N6rr2nWvi/wAffEG1sNZ1DRtOsrvVLK28e/Fb4o+N7e1vpp4IfF/xJ8feJY411nxj4ivdR+efCH/BO/8A4J/fD0+NW8A/sMfsd+B2+JXg/V/h58RT4Q/Zl+Cvho+PvAHiDUNL1bXvA3jU6L4Jsj4q8H63quh6Lqer+Gdd+36LqWoaRpd7e2U1zp9pLCAebfsxeMfjXrXhT9uf4TeJfj7L468X/s3/AB68R/Bf4X/tLfFXwL8N5bu7sdW/ZW/Z7+OWk+K/iV4M+D2kfA74ceJn+Fvjz40+IvBniSw8K2Xw3t/EFn8P5rK/vPDmszajd2nxO3xF/a/fxT8Kfhx4X/bW+Knin9nz9pr9p34YfB/4bftnar8Kf2U9M+L0Eemfsz/tjfHn4x3nwjsbP4AW/wAAPEnwS8a+Kvgz8Avhf8EviN40+DPijV9e1Dxx8Tbrw9rnj7RJPhb411j9So/2Lf2R7XwJ4D+FWl/s1/BPw/8ACj4Z+I/GfivwV8J/C3w58L+E/hVpGt/EX4YfE34M+Pp5vhr4a03SvA+sWXjP4YfGT4n+D/E2j65oOpaNrWneMtVl1DT57/7Ld2/JaJ/wTp/4J8+GfBXjf4beG/2FP2N/D/w6+Jtz4VvPiR4B0T9mL4J6T4K+IN54FudUvfBN1438LWHgi30LxZc+DrzXNau/Cs+vWF/L4eudX1SfSHs5dQu3mAPyq+Iv7V//AAUb8L/AH9lf9oP4a6/4X+J/wr+EX7UX7Wnwt/bI8Q6jovww0vxz8efh58Cf2ytd/Zw+EF74X8OQWGi6dLr/AO0H8NPA/jf/AIQfQ/gPp2neIdY/ar8d/s1afYWcXwLvfinEPvT/AIJQ/tt6L+3l+yPoPxcg8UeIPFnjfQvEVx4W+LN9rvhDR/Bdpa+OfEXhXwj8atNsPBGmaEBaXXwuX4afF34eXnws1PVivxAn+H974dg+MNrpfxktfiBpGn/cml/B/wCEuh+CvB/w20X4XfDrR/h18PLrwve+APAOl+CfDWn+CvA174H1G01jwVd+D/CtppkOheGbrwhq9hY6p4XuNFsLKXw/qNlaX2kvaXNvDKmp4H+Hfw/+GOkXfh74beBfB3w90C/1/wAQ+K77Q/A/hjRPCekXvinxdq934g8V+JbvTdBsbCyuNf8AE+vX99rfiHWJoH1HWtXvbvUtSubm9uZpnAPkL/gqHY6bcf8ABN/9vu+vtM03UZ9H/Yo/aq1PTW1Cyt7z7HfWXwM8cXltc2xnjdreeK5tbeaOaEpKksMUiOrxoy/46K6fYJIsqWNmsqsGWRbaFZFYdGVwgYMOxBBHav8AZv8A28fDg8YfsOftmeEiu8eKf2Uv2iPDhXaH3DW/hD4w0zbsKuHz9qxtKOGzgq2cH/Gcr/oa/Yk4PJcx4J8eKeMy/L8bj8BxdwNio1MVhaGJrYelXynPY4SdJ1qc5UbVsJipQnTcW5xk73ij8m8SZVYYnK3Gc4wnQxUWoyaTaqUXJNJq+ko3uFFFFf7vH5gFFFFABRRWnpOjaprt9Dp2j2FzqN7OcR29rE8rnALMzBAdiKqszO2FVQSTxXk57n2R8L5NmfEfE2c5Vw9w/kmCxGZZznueZhhMpyfKcuwlN1cVj8yzLH1qGDwODw9KMqlfE4mtSo0oJynOMU2d2WZXmed5jgcnybLsdm+b5pi6GAyzK8swmIx+Y5jjsVVjRwuCwOCwtOricXi8TWnClQw9ClUrVqkowpwlKSTTR9Z1Xw9qlhreh6jeaTq+l3MV5p+pWE8lteWdzC26OaCeJldHU8HBwylkYMrMp/pl/wCCbn/BV/xB4YW21P4o6UW8V+GNOvtA0zx5caPqmpaDcSatYy6Y/iG/03SvJl1i70WzuJb668J219ozapq1vptja69pOieIr298Afir8P8A9nG0szDqfjuWO/uBh00G1kP2ONiqEC/u42VrlkYyBoLYrAcRs08qF4q+pLa2trOCK1s7eC0tYEEcFtbRRwQQxjokUMSpHGg7KihR2Ff8Zn7dX6bf0Ffpx8F0fATgzwrwfjNxNwrmE45Z9JOpPE8N0uDqNTEU1n/D/ANaOHp5zxnknENClUwWc087hhODqso4bNspweeYujl2bYH/AHJ+iF+wg4g8UOIPD/xr+lrHE+GdLgnNqHE/AvBuTRwE/FZYz2MlCrnWZ4nD4/LODctxMKtN4vI8Ths5zjFqFTDZllvD2Lw+HxB/TroH/BUD9kDQrWdG8U/EzWtV1K8l1XxF4l1vwdc3Wv8AijXrmOGK813XLq3NpbSXtxHb29vDbWNnY6RpGmWthoWgaZpOgaXpel2W5/w9c/ZE/wCg146/8Ii//wDkiv5daK/5Sa30NvCOvUnWq4njCdSbvKTzrBJbJJRjHKFGEIpKMIQUYQglCEYxjFL/AHFo/s3fBHD0qdChxd4r0qNGEadKlTzfgiMKdOCUYwjFeH9lGKSSSP6iv+Hrn7In/Qa8df8AhEX/AP8AJFH/AA9c/ZE/6DXjr/wiL/8A+SK/l1orL/iTDwf/AOf/ABh/4e8H/wDOn+rvytp/xTj8Fv8AosvFr/w88E//AEvz+or/AIeufsif9Brx1/4RF/8A/JFH/D1z9kT/AKDXjr/wiL//AOSK/l1oo/4kw8H/APn/AMYf+HvB/wDzp/q78rH/ABTj8Fv+iy8Wv/DzwT/9L8/qK/4eufsif9Brx1/4RF//APJFH/D1z9kT/oNeOv8AwiL/AP8Akiv5daKP+JMPB/8A5/8AGH/h7wf/AM6f6u/Kx/xTj8Fv+iy8Wv8Aw88E/wD0vz+mf4IftPfDr46f8FA/gB8RfhXc6zJoml+KPgT4F1O81nTP7Fk+26j8SfGMOoxJBNM87wxaR4ot2muJAsLJMYomd4plT+zGv89f/glHYXU3xw+D/wBmSExar+0b8HrAyS2tvNKlxZ+L9BlumSSSJ5kihs7+0m8yGRMOZtmJI2Y/6FFf7V+AHCmA4I8GfDrhTK3i5ZdkvDmGw2CeOqxr4p4adWtiKLrVYUqMZy5Ky5XGlBcnKraXf/Mf9LThTI+BfpJeMvBvDeMzDMMm4X42zLI8Ji81rYTEZjWllsaOFxf1ytgcHl+EnXhjaeIpzdDBYeC5OX2fMnJlFFFfsJ/O4UUUUAFFFFABRRRQAUUUUAFeP/DP/kdP2hf+ywaJ/wCqB+B1ewV4/wDDP/kdP2hf+ywaJ/6oH4HUAewV4/8ADP8A5HT9oX/ssGif+qB+B1ewV4/8M/8AkdP2hf8AssGif+qB+B1AHsFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAf4z/7eV1dXf7cH7Ys14MXC/tRfHu3ZA8kgiSz+KXim0hgEkxM0iwQwRwrJMWldYw0rM5Yn5Pr7u/4Kg+CpPh3/AMFF/wBtzwjMmyTTP2m/jDO2FKpJ/bHjXVtbWeIEkiC5XUhcW+cHyJYztT7o+Ea/7r/BrF4TH+EHhVjsA4vA4zw24GxeDcHeDwmI4Yyuth3BrRxdGcHFrpY/mPMYyjmGOjL4o4zFRlffmVead/mFFFFfpJxhVqyvr7TbmO8068urC7hJMV1ZXE1rcxEjBMc8DxyoSCQSrDI4qrRXPi8JhcfhcRgcdhsPjcFjKFXDYvB4ujTxGFxWGrwlSr4fEYetGdKvQrU5Sp1aVWEqdSEpQnFxbTTSknGSUotNNNJpp7pp6NPqmfU3w9/bX/ak+GMcFt4X+Mvi99OhmjmOleILxPFFhIIwFELJ4gi1GeKAoFjKWtxbnykjjVlSNAv3N8P/APgsn8ZNGRYPiL8O/B3jYFghv9GuLzwjdxRkoDM1ssesWd1Mg81mjQWEU/7qNWtdryyfjnRX8AeN/wCyj/Zy/SIeLr+Kf0PfBXH5pj6lStjuIuEuGV4YcWY3EVKkas8TjeLPDDEcH8R47ESqRTlVxmZ15TjzUpuVGc6cvyHi7wB8F+Ovaz4o8NOE8fiazcquYYfK6WU5rUk7XlPNsn+oZnJ6LfFs/qV+B3/Baz9nfQ/FmjeLfEvh7x/4Nn8MX2nawtjNplvrq67d6ddrqMWmW50e4mjjs5riytY57nUJbF4WnR4YpfJaZP0U0T/gsz+xt8RvFV38SvHPxH1/UfGc9vLo+jaLYeF9cbwX8M/D15PazP4L8D3OqxaSmsX97Pb2F3428cTWFp4j8f6vb2M9xYeHvB+jeBvAvg7+FapIppbeRJoJZIZYzlJYnaORDgjKOhVlOCRkEHBI71/jH4//AOiWfQE8Sp4zOPCPxI8cfBjiWrhKmBwUMZnOSeI3C2CwE+SpUy2hg83ynKeL6eHxleMp4ytU44xVSUak6UIfVpVcLW/pX6G+b8D/AEPsNmXDfD/B2a8RcB5txJiOKa2QPi6WAzTK80xmW5blWMqZDnucZHxXTwdKvhsqwdSVHHZVmXLXjXqUKtB4qs3/AH/f8PXP2RP+g146/wDCIv8A/wCSKP8Ah65+yJ/0GvHX/hEX/wD8kV/B94d+KXjfwuI00vW7j7PEJPLs7om4sw8rh5JpLZiI553G5PNuRMyow2FXjheP3Tw9+09PGEh8S6Cs+PJjF5p0ohlwqhZrm5idWilkkbL+VbQ2sachQQwVP8TPHf8A0Uj6Q/hN9dzHgTAR8fOHcO51aeI8POOcvy3ieOFjK0Z4vhDi/J8ixdXFyVm8Dw5j+Jqi5vcqVFGTj/vB4L/Sc/Zs+JH1TAeIXGX0ivBDPK/LCr/rVPg3iLhVYiSVqeH4m4U8PMwxMaPM3F4vOcgyPDwS5qs6cXdf2m/8PXP2RP8AoNeOv/CIv/8A5Io/4eufsif9Brx1/wCERf8A/wAkV/JR4e+MHw/8SGOO016CyuZS+y01XFhNtQkbmeRmtlDkYjVrgSMSoCZkjDelRyRzRpLDIksUqLJHLG6vHIjgMjo6kq6MpBVlJDAggkGv8i/ED9nDlHhPnlXhnxQ4G8Y/DriKi5e0yTjfB47hbNFGE3CU44LOuHMFiKlLmi0q1OnKlLeE2mmf6m+H/wBDf6JfixlEc/8ADHxy4o8QMmkoOWY8Hce+GfEOGououaNPEzyvgrE/VK6Wk8PiVRr05JxnTjJNL+o3/h65+yJ/0GvHX/hEX/8A8kUf8PXP2RP+g146/wDCIv8A/wCSK/l1or4X/iTDwf8A+f8Axh/4e8H/APOn+rvyt97/AMU4/Bb/AKLLxa/8PPBP/wBL8/qK/wCHrn7In/Qa8df+ERf/APyRXgnx9/bc+A/7R+m+APA3wzvPE994h07x8fE1wNV8OzaRaQaRZeA/HWm3Upubm4PmObvVrCJLeFHldpBIVEUMrp/PHf6lp2lwC51O/stOtjIsQuL+6gs4DK4YpGJbiSOMyOFYqgbcwViAQDj6V/ZX23fxIt9TsHtbyOz0fUp2kCW17bi0ngeza4QyJNC226ntIAyZf/SDtO3fj9n+j59FDw44Q8ZfDrivI5cVvMcl4hhj8FLF5ph62ElUw2FxE60asIZZRdWCoe0dSEasHyt3aR/MX0wvoW+C/hf9G7xk4xy7jXxAxed8McJQx2DyzNs74OrYWpisdmuX5Zlyx+EwXBuAx7w2IxmLp0qbo4rDSqVHGMKt7p/6U/7N2tN4j/Z4+BHiB3Dy618G/hlqczAlv9IvfBei3FwrEljuSaSRH3MWDqwYkg17TXz1+yTbzWv7LP7OMVwqpN/wo74WSyIqCMIbjwVotx5flqqLGUEoRo1VURgVUbQK8pX9unwG3xFbw1/wq/4yJ8JF+MH/AAzuP2qpLD4aR/ACX4/f8J2fhMfhNBG/xPHxwn1cfGMN8HG8XxfBR/hYvxQSTwc3j8apHJGv+0p/zSH23RXxB4I/bP1vxp+1x47/AGRZP2P/ANp/wnq/w48P6B458VfGbxNrP7I8vwatfhn491v45eGPhF8SbZPCv7Vfij4yXvh/4v8AiT9nr4iaL4T0O3+DzfELw5PFo158V/BPw40jVBqMHkXwC/4KpfCH4z+GtA8ceN/gv8f/ANl7wF41/ZC8Qft3fDzxv+0AnwDudA8dfsueELD4dav4w+JNgPgF8fPjvq3hT/hF9G+LXw71fU/DPxN0rwJ4rnsvEZ/sjRdTudC8TW2igH6eUV8Iaf8At+eA9L0L4na58avg58fP2aW+G/wL+I37TdroXxl8P/Du88T/ABE+AXwltNOuviJ8RvAmg/Bz4n/Fu+RvCJ17wraa98PvHSeB/i1o9/4w8L2mqeALOXVognd/Br9rrQPiboWra98QvhP8W/2WrSx1D4T2OiXX7Rp+EuleGfHv/C9fEKeD/hD/AMK7+J/wp+LHxb+D3jDWfHXjK40zwfp3gPS/iI/xM07xP4k8FaN4g8E6PeePvA8fiIA+tKK+V/2wf2wPhT+xR8FvGvxr+KVp4v8AEtj4M8E+PviCvgD4aaRp/iT4meKfDPwu8Kah46+IOoeGdA1TWfD2lvY+EPCOlX2u+INb1/X9A8N6TbpaW2oa1b6hq2jWeoN/at/ad1j9ljwcnxBX9mz44/Hnwbp2jeKvEHjrX/g74m/Zb8O2fwz0nwxBpdxHc+LV/aS/aT/Z8uNSfxKl/ep4ctPh/D43vZbjQtStNXt9Hu73w3Dr4B9VUV8fX37afw70P4ifslfCDxb4D+NHg34qftewQt4Z8F694AMo+E2pP8Dfi98eJvDPxw8baDq+t/DDwr4ug0D4G/EfwxF4W8M+OfGmt6x4s8P38vh2y1nwVpeu+M9J8X+G/wDwVV/Zh+LXxs+Jf7PXgCz+J+vfFX4ZftG6P+zVe+HV8KaVZf8ACTeI7rXPjd4c8VeO/Ct1f+JrWGb4afDXVf2ZP2j4vHWq68fD/iaK2+DWt6j4Y8I+J9P8Z/CO6+IwB+lNFFFAHj+t/wDJfvhn/wBkf+OP/qafs9V7BXj+t/8AJfvhn/2R/wCOP/qafs9V7BQAUUUUAFFFFAHj/wCz1/yQH4Hf9kf+Gf8A6heiV7BXj/7PX/JAfgd/2R/4Z/8AqF6JXsFABRRRQAUUUUAFFFFABRRRQAUUUUAQXVrbX1rc2N7bwXdneW81rd2lzEk9tdW1xG0M9vcQyK0c0E0TvHLFIrJJGzI6lSRX+Kx+0R8LNQ+Bnx/+OPwU1a1msdS+EPxf+JPwyvbWdt8kNz4E8Zaz4XkXzQzrOhbS98VzHJJFcxMlxFJJHIjt/tXV/mRf8HQH7KF1+z5/wUv8S/FfTNNW08BftZeD9B+LmiTWsUyWEHjbRbGz8DfFDSPNmXEurTa5omn+PtWEUk0Uf/CxLLY0KuLWD/ZL9i94nYXhnx24+8MsfiY4el4ncE0cdlUJyt9b4h4ExeIx9DCU05Je0lw/nPEuM0jJuGAkrrRS/PfEXBSrZXhcbFXeCxLjO32aWKioOT8lVp0Y+sj+cyiiiv8ApmPxkKUAsQqgliQAACSSTgAAckk8ADkmu18IfD7xR42uFi0XTZpLbeqzahKpisoVJcMxnk2RsUWOX5Q/zOgh3CWSNH+1PAHwO8MeD1gvtRjj17XUVGa5uY91lbShSW+yWkmUbY7NsmnUsQkEixRTxiQ/5k/Ti/asfRm+hLhMfw/nOcLxO8aIUJfUPB/gjMMJXzXA4mdPnw9TjrO7YnLuBsBLmpTnTx9PF8RV8PWp4rLOHMxw3tK1P+/Pogfs4/pD/TAxuFzThrJP9SPC1YhU8y8VuMMLisJkEqUKnLiaPC2BUaeO4xzKmo1IKhlShldDEwjh83zrKXUhN/Nnw9+BPiPxb9n1LWA+gaDJtkWa4jP2+9iKb1+yWjFHEb7o8XExjiKM5iZ5IylfanhPwP4a8FWYs9A02K2JULPeyATahdnEYZrm7ZRIwYxIxiTy7cON6QqxJPW0V/xv/TQ/aRfSa+m9nNeHiTxXPh3w2o4xYjIfB7g2ti8r4EyxUZuWDxOaYZ15YrizO6KfP/bXEdbG1aFedb+yMPlGDqRwNP8A6ufoifs8vo8fQ9y7D4zgzIFxX4lTwzo5t4r8X4fC43iqvKrT5MVh8hpqm8FwjlNVucFgMkhTxWIw7p0s4zPOKlKGICiiiv4FP7rCiiigAooooAKKKKACiitDSdMvNb1TTdG06MS3+q39pp1lG2QjXV7PHbQeYwK7IhJIplkLIscYZ2dVUsOjCYWvjcVhsFhqbq4nF4ijhcPSiryqV8RUjSpU4pbudScYpd2eTn+eZXwxkWdcS55i6eAyXh7KcyzzOMdWajRwWV5Tg62PzDF1ZNpRp4bCYetWm20lGDbZ++P/AARi+Hk+tfHz9m+0VGUzeNtb+IV2CmRbQ+EtJ1bWYWkfb0uR4bs/LYquyS8hgBJVZG/uXr+Zn/gh58HYl+JnjXx0tvJLovwp+G2k+BtFuJ1Ukax4nngggnSQgF7mDw/4Y1WC58v7iaqhlK+dEH/pmr/T7Jsup5RlGV5TSadPLMuwWX02lbmhg8NSw8ZW1+JU09W3d6ts/wCFHxJ4yxfiN4iceeIOPjKGO454y4n4vxdOUlKVLEcSZ1jc4q0uaKUWqU8Y6a5VGKUUoxjFJIooor0j4sKKKKACiiigAooooAKKKKACvH/hn/yOn7Qv/ZYNE/8AVA/A6vYK8f8Ahn/yOn7Qv/ZYNE/9UD8DqAPYK8f+Gf8AyOn7Qv8A2WDRP/VA/A6vYK8f+Gf/ACOn7Qv/AGWDRP8A1QPwOoA9gooooAKKKKACiiigAooooAKKKKACiiigD/Lm/wCDlr4FyfBr/gq18YddiW4fSvjl4a8D/GGxuZITFbteatoy+G9cs7chFjZrTVfDE8k4Es0jm6jupWiN0sEX4EV/fL/wd7/stnxL8Gf2dP2utC0e4m1H4Y+KdV+EfjvVLfYILfwj45VNW8Ky6iuDIwtPFem3djYyKVSKTxBPHJvaeAJ/A1X/AGLfs5PE/D+KX0PfCDGLEQrZnwXksvDPO6KnGdTB4vgWSybK6NZxStVxPC9Ph/M0pLn9lmFNzcpNzl/PvF+CeC4gzCPLaGJqfXab6Sjil7SbXkq/todrwduwUUUV/cR8yFFFFABRRRQAUUUUAFFFFABXU6H428WeG336Lr+p2ALRF4o7mRoJRCwaNJYJC8UkY5GxkKlWdCNrMDy1FfIcbeH3AXiXkeI4Y8RuCeEuPuG8V/vOQcZ8OZRxPk1d7Xq5ZneDxuCnJWVpSouUWk000mfQ8McW8VcE5xhuIeDOJuIOEs+wb5sJnfDOc5jkOb4WWjvh8xyvE4XGUW7K/s60b9T6Z8PftNeJrIxxeItJsNbhDN5txak6ZfFWGF2+WktmRGfm2/ZkMnKmRMhl9z8O/H74e66IYru/n8P3knkI0GrQMsHnSlUZY7+38628mORsGe6a0HljzZEjUNt/POiv8mPHb9hR9A3xg+uZhwnwpxR4EcR4n2lWOYeFfEFSnkU8VKTlCWI4N4po8RZBQwcb8rwXDtHhxOCShWpNcz/0t8F/2xf02PCV4TBZ1xrk/jHw/huSDyrxUyeGa5j7FRUKjhxdktfI+LK+KlBJwxGcZtnFOFVKpPDVlKrCp+ttlf2GpwC5069tNQtWZkFxZXMN3AzLjcglgeSMsoI3LuyMjI5r6r/ZX+EnhHxHq3iLWbzwX4d1O7kS00i3M+hadPfS3l/cwyWsthOLY3SXQe0miM8UscwkeBYHLCTZ/Pzpes6volwLrR9U1DSrlc4n0+8uLOQhl2sGaCSMsrL8rK2VZflYEcV/ZX/wRp/Z517xf41/Zh8L+K9TOt6vq3inTfiN42stTsvJvdP0LwlAnivUNIvpYdPs7K6069j0aWwsrmK8vLq4fWlnkZmnMh/wh+lD+ybz76AnE/B/HNbxs4X8S+EOKcbneT8PZc8hzXhPjlYvD5fKpisXjcjWKz/IsTk+WYXGYehi8yo8SU8V/aOY5fGnksaVWpXw/wDVn0gv2tOT/S7+jfxB4RVvB3M+AeOs1zjhWvmmaUc9y7ifhWWSZRmdHOsZLL8fXwOTZ7lmZY7Ncry2nRy5ZbjKDy769HEZ1OUI0cV/av8ABL9n7wh8FtG8NQaBf/ESS90jwHoXgqXTtf8AjJ8XvGng+0tNLtdNRv7E8C+MfG+t+CNBuI59PjitNQ0Lw5pl9Z6cZdKs57fS7ieyk+Xz+wp4wPiUeCh8cPD4/ZB/4ah/4bIPwO/4U5Mfi2fjh/w0V/w2B9h/4aDPxS/sP/hU5/akz8W/+ES/4UT/AMJznHgv/hav/CGj+yD+jlFfz2f5WngHhz4F/wDCP/tT/GT9pf8A4Sn7X/wtv9n/APZp+Bf/AAhX9ifZ/wDhH/8Ahnf4i/tY+P8A/hKf+Ej/ALXm/tX/AITD/hqD+yf7E/sHTf8AhH/+EH+3/wBr63/wk32Pw/8And+zx/wRc/Zv/Z3+DkPwS8KWHgHSPC3xM/YCsv2Gf2xL34d/Bnwr8MNe/agvNP8AA+n+CYvj5c6zoep3uoeBviLq9trHxXvvGZvrn4g3fji68eeH7jxL4hvtT+HGjapqP7IUUAfBHhL9lH47X3jLV/ij8cf2odE8b/FvQPgH8VP2dPgT8QPhV+z/AKH8KJvhb4V+MWqfDzxF448f+J/DPjnx/wDHnwn8Ufi7q3ib4O/CTW5r+50fwn8JIm8E/wBn6f8ABiw03xBr1te437LH7GHxK/Zqvfiv4otfih8BF8X/ABZ1j4JR6voPwe/ZUv8A4EfAa08OfDTxj4k1Xx/4nj+CujftA+KjL+0Z8avBnjbxF4U8W/HCLxzZ6JHqfhz4O63f/CXxDoHwzuPA3i79EKKAPzk/bv8A+CZ3wV/bp8I/GNfEPir4x/DX4vfEz9mPx9+zJovxK8AfH/8AaX8G+EdA8NeLdM8ZjSJ/G/wF+Fvxz+F3wm+Neh6N4n8Z3ev+IfB3xG0a/sPiJplpbeDPFt/c+GoLC1sPSdf/AGafHXjy3+H/AMPvGPjjSLf4H/A79o34QfET4e+HGuPiR8S/iF8Ufg78FPgp4Zm8C+E/j18S/il471vxF4h+KWjfthWCfGq6+Jl7deMrnxX4M+HXgLRvE9pe/EPxD4q+INn9pUUAeAfGT4F/8Lb+Iv7J3j//AISn/hH/APhl/wDaA8R/HT+yf7E/tX/hOP8AhIP2WP2lv2aP+EW+3/2vpv8AwjP2T/hoj/hNf7b+x+IPtH/CH/8ACOf2RD/wkH9vaJ+a37fH/BGL4fftxePLn4hWXxcu/wBnbxAmveDvE2map8Hfhvouh67N4pWz1zQvix8Q/GuvaX4g0K9+IXxa8TaBafBPUfg/8RvEKnUfgB8R/wBmn4L+OdHsvGFlpOt+Etb/AGoooAKKKKAPH9b/AOS/fDP/ALI/8cf/AFNP2eq9grx/W/8Akv3wz/7I/wDHH/1NP2eq9goAKKKKACiiigDx/wDZ6/5ID8Dv+yP/AAz/APUL0SvYK8f/AGev+SA/A7/sj/wz/wDUL0SvYKACiiigAooooAKKKKACiiigAooooAK/n+/4OQP2Drj9s3/gnx4m8aeC9FfVfjN+yhd6j8bvA8Nnb+fqmt+C7TTvs3xi8G2eZ0YjUfB9tF4ztrO1tr3UtY8QfD3w9oenwGXUmz/QDSMqurI6hlYFWVgGVlYYKsDkEEEggggg4NfoHhT4kcQ+EHiRwV4ncK1vY59wRxFl2f4CMpShSxawdZPF5binD3pYHNcFLE5ZmFNfxcFi8RSek2cuOwdHMMHicFXV6WJpTpT6uPMvdnH+9TlacH0lFPof4fdjY3mpXMVnYW013czPHHFDAhd2aWRIoxxwA0skcYZiF3uq5ywz9Z/Dv9nUL5GreOTlhsli0OFlKkht6fbZBkFdoj325GW8yaCaJDGkj/v/AP8ABWb/AIJg6J/wT3/aX1rxB8NPCMGn/AD456trnjH4UalaWzPa+Dr69u59Q8UfCKS5aMG0k8I3d9JL4WjYySXvw+vPDts+o6pqOha59g/Lqv6K/aBftzvHTxJxed+En0csozj6PvBcYPA53xlWxmHq+LPEtGvRjKf9lZpl86uB4FyivGo3Qr5BicZxJiKcKOJhxFlcK+JyqP8Au7+zb/ZReAud8CcFfSJ8X+Iso8ccXxBhYZtkPAuX068PDzhrFUK06WIwHFeGxdOhmHFfEGVYyjPC5jlWYUMDw7hMVTxWFr5bxBh/q2YOnYafZaXaxWWn2sNnawKqRwQIERQqhQTjl3KqN0jlpHIy7McmrlFFf88uLxeKx+KxOOx2JxGNxuMr1sVjMZi61TE4rF4rEVJVa+JxOIrSnWr169Wc6tatVnOpVqSlOcpSk2/+hvA4HBZZg8Jl2W4PC5fl+Aw9HB4HAYHD0sJg8HhMNTjRw+FwmFoQp0MPh6FKEKVGhRhClSpxjCEYxikiiiiuc6gooooAKKKKACiiigAooooAK+qf2WvBLar4k1Dxre27Gw8NRtY6VK4dY5tdv7dluGiONkv9m6VMfOV8hZdVs5YyZYG2fOXhrw7qni3XtL8N6ND52o6tdJbQllLQ20eC9zfXRUgpZ2Fsst3dMp3+TEyQrJO8UT/0j/8ABML9jG2+MXxU8H+CnsXuvhX8K4rLxX8StQuIwI9ZVLyS6ttFnVhLG134415J0ubNHjSDQ01t7Jo10+3hP9CeAXA9TOM9fFeNo/8ACXkNRrBc8Xy4rOJQTpuF1aUcvpzWJnJNOGInhOW9pqP+PP7XH6UmE8OPCmHgBwvmMf8AXrxYwsZ8TrDVV7bIPDmjiLYyOJcZc1HEcX4zDvJsPSlGUa+TUOIPaqk54SdX+jX/AIJo/AqX4H/sseDxq9ibLxd8S5ZPiV4mSVAt1Auv29snhrT5iSZIjZ+FrXSJJ7OTa1nqd3qaNFHM8wP6AUiqqKqIqoiqFVVAVVVRhVVRgBQAAAAAAMDilr+1D/mNCiiigAooooAKKKKACiiigAooooAK8f8Ahn/yOn7Qv/ZYNE/9UD8Dq9grx/4Z/wDI6ftC/wDZYNE/9UD8DqAPYK8f+Gf/ACOn7Qv/AGWDRP8A1QPwOr2CvH/hn/yOn7Qv/ZYNE/8AVA/A6gD2CiiigAooooAKKKKACiiigAooooAKKKKAPlX9tz9lnwn+2n+yv8af2Z/GLi1074o+Db7SNO1dYoJLnw/4ktymo+Gtes3uIZxDNputWllLLJGglkszdWwYJcOD/j1fG34PeOf2ffi98R/gj8S9Kk0Xx58LfGGueCvE+nukyImp6Hey2j3NobiKCabTtQiSLUdLunhj+16ddWt0qBJlr/a/r+Jr/g6Y/wCCVl34gs4P+CkHwO8NNcalolhY+Hf2ndB0XTwZrnQ7ONbXw18Wzb2UQaV9FiC6D4zvZo5Zf7KOi6pcXEVppF49f67fskvpR4Pwk8V8y8FuMcyp4LgnxixOCjkWLxVVU8Jk3iRhYrCZSpzk1CjR4twco5FWqNSlUzXDcN070qH1iovgePMklj8DDMcPByxOXqXtYxV5VMHJ807d3Ql+9S/klWersn/CpRRRX/UEfioUUUUAFFFFABRRRQAUUUUAFFFFABRRU9ra3N9dW1lZW813eXk8NraWtvG81xc3NxIsMFvBDGGeWaaV0jijRWd3ZVUEkCoqVKdGnUq1akKVKlCVSrVqSjCnTpwi5TqVJyajCEIpylKTUYxTbaSbBJtpJNtuyS1bb2SXVs+lf2SPg1e/Gn4z+GtG+zNL4f0K7tvEPiad0Jt49OsLiOWO1kLAQyPezoAbN5YZLuzhvlgkEkYI/wBHn/giZ8A002w+Ifx8vdPW1s/s0Hwo8Ap5RSNbG0On6v4tu7aN12/Z0kg8NaTY3UBIV7XXLItlJUr+XD/gmp+xZ4n0m08E/DzSdJS7+Mfxl1rT4NRBVWTSILpvMhtbq4h85otL0DS45dY1q4DGK3htry6aGJopVP8AoefBj4U+Gvgd8LfBHwo8JRkaH4K0K20mG4eNIrjU7zL3Ora3eJHmMX+uatcXur3wj/di7vZhEFjCKP8AkH/aN/Sew/0lvpA5jX4axyxnhr4cUK/BnAlajNywubxpYl1eIeK6O8ZQ4hzSCjga0eX2+Q5ZkdSpTp1/axP37hDJXk2VQVaPLjMY1icUmvep3jalQf8A15h8S6VZ1Um1Y9Oooor+Aj6oKKKKACiiigAooooAKKKKACiiigDx/W/+S/fDP/sj/wAcf/U0/Z6r2CvH9b/5L98M/wDsj/xx/wDU0/Z6r2CgAooooAKKKKAPH/2ev+SA/A7/ALI/8M//AFC9Er2CvH/2ev8AkgPwO/7I/wDDP/1C9Er2CgAooooAKKKKACiiigAooooAKKKKACiiigD5w/ax/Zb+Fv7Y/wADPGXwI+LWmfatA8TWy3Oj63bRx/274I8XWCTN4d8b+GLp8G01zQbqV2VdwtNX0u41Pw5rMN7oGtatp93/AJzf7YX7IXxe/Ym+NWvfBX4v6YqX9kDqfhTxXp8NyPDHxA8I3E0sel+LPDF1cRoZrO68qS21Cxctd6HrFvfaLqGLuydn/wBPOvjz9tr9iP4Mft2/B2++FPxa057S+s2uNT+H/wAQtIt7U+Lvhx4nkiSNdY0K4uEK3FheiGC18R+HbphpniHTo0huPs+oWmk6ppn5N4p+GOF49wEMRhJUcHxHgKco4HGVE1SxVG7m8vxsopy9jKbc6FblnLC1ZSlGMqdWtCX+g/0C/pz599Eni7E5NxBSx/EXgzxdjKNXivh3CzjUx2RZly0sPDjDhqlWlCk8yo4anDD5plrq4ehnmApUKVWrSxeBy7EYf/Mqor7O/bY/YS+PP7CPxPn8AfF/QZLjQdSlupvAHxP0W1upPAvxD0eCQD7Vo2oyIVsdatI3h/t7wpqMket6HNLE8sV1pV5pWr6l8Y1/CWb5PmeQ4/EZXm+Cr4DH4aXLVw+IhyyS15akJawq0aiXNSrUpTpVYNTpzlFpn/V54eeI3A/ixwllPHXh1xNlfFvCmd0FWy/N8pxCrUZSSi62FxVKShicBmOElL2OOyzHUcNj8BiFLD4zDUa0JQRRRRXmn2oUUUUAFFFFABRRRQAVNbW11e3NtZWNrcX19eTx21nZWkTT3V3cynbFb20KAvLNI3Cqo9WYhQzDU8P+HNb8VarbaL4f0251TUblgEgtkysUeQrXN3OxWCztIsjzbq6kigjJVWk3uit+mn7NP7KusN4n0PQ/DWg3XxC+L3iac6dpNro1rLcCxN3EgubHRY5jHHBbwxRzS6p4jvksmWwF1NdyaZpS3EC/pvh14Y5zx5jYTjCpgcgoVUsfm84Wi1FpzwuAUly4nGSWjtelhk1UrtN06VX+HPpl/Tl8N/om8L4nC1cRguKvFzNMDOfCfh7hsUpV4TrRccPnnFc6EnVyXh2jP95F1HTx+dSpywmU05KOLxuAufsp/szeJptb0Hwh4b0SXxR8W/iHe2ukQWWnos/2JJ2WYaRa3OPLt9NsUibUvEOrSvHZhbSW/vJ00zS7V7f+5n9kD9mLw5+yl8HNI+HmlSQan4jvJBrvj7xNHEUbxD4ru4Io7uSAuiTR6PpkUUel6HbSKjR2FstzOn9oXl9LN4j+wZ+wb4Z/ZR8ML4n8TrYeI/jh4k09IvEfiGNRPY+FrG4CSyeEvCkkiBktEdUGsawEjudcuolOIdOgtLSP9E6/vfJcmy7h/K8Hk+VYeOFwGBoqjQpR1druU6lSb1qVq1SUqtarK8qlWc5yd5M/5JPEzxJ4y8XuOuJPEfj/ADivnvFnFWYVMxzXH1vdgpOMaWGweDoJung8ty7CU6GBy3A0UqGCwOHoYalFQpoKKKK9Q+FCiiigAooooAKKKKACiiigAooooAK8f+Gf/I6ftC/9lg0T/wBUD8Dq9grx/wCGf/I6ftC/9lg0T/1QPwOoA9grx/4Z/wDI6ftC/wDZYNE/9UD8Dq9grx/4Z/8AI6ftC/8AZYNE/wDVA/A6gD2CivAPH/7WP7LHwo+Kfgr4F/FL9pb9n/4a/G34lf8ACOf8K6+Dvj/4yfDrwd8U/H3/AAmPiO98H+Ef+EK+HviLxHp3i3xV/wAJV4t07UPC3hz+wtIv/wC3PEdhe6Jpn2rU7We1TfH7QvwCPxiP7O4+OPwfP7QA0X/hJD8DB8S/BZ+MQ8O/Y/7R/t4/DL+2v+E1Gi/2f/p39qf2J9h+x/6V5/kfPQB7BRXm2l/Gb4P65LpMGi/Fb4bavPr/AMSfGXwZ0KHS/HXhfUJda+MHw5s/Geo/EL4U6THaapM+pfEnwJp/w4+Id/4y8C2Ym8UeF7PwH4zutb0uxg8L649jgfBP9pH9nf8AaW0DVvFX7OPx7+C/7QHhfQNW/sDXfEnwT+KXgf4q6Bouu/Y7fUP7F1bWPAmu69p2nat9gu7W+/s68uIbz7Hc29z5PkzRuwB7RRXi3wz/AGkf2dvjTZeNtR+Dnx7+C3xZ0/4aajPpHxHv/hn8UvA3jyy+H+rWsV1Pc6X42uvC2u6rB4U1G2hsb2aey12SwuYYrO6kkiVLeUpc+Dv7QPwG/aH0PVPE/wAAPjb8Ivjn4b0TV5dA1rxD8HfiT4N+Juh6Rr0EaTT6JqmreCta1uwsNXhhljll027uIryOORHeFVdSQD12ivnXwV+2B+yV8Svix4l+Avw5/aj/AGdPH/xz8GX3iXTPGHwX8FfG34aeKvix4U1LwXqUmj+MdP8AEvw60LxNf+MNCvvCerwy6V4ltNU0e1uNC1KKSx1SO1ukaIcV4A/4KE/sC/Ff/hNf+FW/tw/sgfEr/hWvw/8AEfxY+Iv/AAgH7S3wX8Y/8ID8LPB32P8A4S74l+Nf+Ed8a6j/AMIr8P8Awr/aOn/8JH4y137B4c0P7fZ/2nqVr9qg3gH1/RXi3jz9pL9nb4WaD4r8U/E74+fBb4c+GPAnhb4f+OfHHiPx58U/A3hDQfBvgn4s+JdZ8GfCvxj4r1fxBrunaf4d8LfEvxh4c8Q+FPh/4h1e4s9J8ZeJdB1nQvDl3qWqaXfWsGB4K/a8/ZO+JXwn8Z/Hr4dftQfs7+PvgZ8ObjWLT4hfGfwV8a/ht4q+E/gO78O6PpniHxBa+M/iLoXiW/8AB/he40PQNa0bXNYh1zWLGTTNH1bTNTvVgsr+1nlAPoiiq9pd2t/a219Y3Nve2V7bw3dneWk0dza3drcxrNb3NtcQs8M9vPC6SwzRO8csbq6MysCbFABWL4k8OaD4w8Pa54T8U6TY694b8S6Tf6Fr2i6nAlzp+raRqlrLZahp97buCsttd2s0sEqHqjnBBwRtUVUJzpzjUpylCcJRnCcJOM4Ti1KMoyi04yi0nGSaaaTTug33P8uz/guX/wAEZPGv/BOH4t6j8UvhfpeqeJv2PPib4huJvBHiOOBri4+FmuanJNef8Kx8ZSQgiKK2xLH4P8QSJDba3psKWVwINYtnju/wCr/bL+LXwk+Gvx3+HHi74R/F/wAG6H8QPhx470e60HxV4T8RWi3mmatpt2u10dcpNbXMDhLmx1Czlt7/AE69igvrC5truCGZP813/gst/wAED/jB/wAE9vEGv/Gj4HWevfFz9j3VdVmuLLXre2l1Hxj8GY9QusWPhr4l29qjPdaXBJNHpuk+PraGPTdVcW0Wr2+i6tdwWdz/ANKX7PX9pXkviLlmReCn0gc9w2TeJOBpYbKeEePc2xFPDZX4gUacYYfBZbnmOrSjRwHGqioUKeJxM4YXimajarDP6qw+afjnFnB1TBzq5llVJ1MHJupiMLTTc8I27ynSgrueGu23GKvQV9PZK8P51qKKK/2kPzoKKKKACiiigAooooAKKKuafp1/q19aaZpdld6lqN9PHa2VhY28t3eXdzMwSKC2toEkmnmkYhUjjRnYnABrLEYihhKFfFYqvRw2Gw1GpiMTicRUhRoYehRhKpWr161SUadKjSpxlUqVKkowhCMpSkopsaTk1GKcpSaUYpNttuySS1bb0SWrZTr9lP2Cv2NZ7WTSvjf8UtNlguQUu/AXhW8hZJYwwzF4i1eF8Oskgb/iWae6grGWnu1YyrBHrfsg/wDBPo6Nc6N8SfjjpqXOtI8F74d+HE0a3MVhcEq9neeJlRnS51CJykkGiKJIrebb9uMk6G1j/t8/4Jwf8E17nQbrQfj9+0L4fFpqNmbbVPhr8L9VtgsulzR7ZbDxZ4x0+ZAINQtsRz+H/Dlwnm6dMItS1WKG/htbO1/56f2jX7SfLuK8tzzwA+jxnn1zIMdDE5T4j+JmWVbYbPMHJSoY3hLg7FQd6+TYpOdDPeIaLVHN8Nz5blM6+U4jE43H/rHCHB06E6Wa5tS5asbVMHg5rWlLeOIxEXtUjo6VJ605WnUSqKMYe6f8Euf2JZPgj4QHxv8AiZo723xY8eaWItB0fUYSl54C8FXnlzJBNbyDdaeJPEqpDd6qsird6Xpi2ejutndS65bS/rtRRX+ER+nhRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAHj+t/8l++Gf8A2R/44/8Aqafs9V7BXj+t/wDJfvhn/wBkf+OP/qafs9V7BQAUUUUAFFFFAHj/AOz1/wAkB+B3/ZH/AIZ/+oXolewV4/8As9f8kB+B3/ZH/hn/AOoXolewUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAHk/xr+Bvwp/aK+HmufCz4y+CtG8deCNfhKXek6vbrI1tcqrrbappN4u280jWLFnZ7LVNPmt7y2YsEl8uSRH/js/b3/wCCBPxY+Cb678Rf2XLnUvi98MITNfyeEJ40k+IfhWzDszQTQwKieI7K2jaMf2rp8KyrFHdXmqWWl2sPnv8A210V8xxPwdw5xhhFhM/y2ljFBS+r4lXo43CSlvLDYum41qabtKVPmlQquMfbUqiVj908C/pJeM/0cOIJ8Q+EnGuYcOyxc6TzjJKip5jwxxBSpNctLO+H8dGtl2MkqfPSo46NGlmmBp1ary7H4OpN1D/KE8Q+GfEHhPUp9H8SaPf6NqNuWEltfW7wsyqwQyQuQYriEOfL8+3eWHzA0e/zEZRhV/pgftKf8E9v2V/2qYry5+Jfw5sLbxNe/NN4y8LxWWk69cTDeRcarDPZX/h/xFcYbYLrxHomrXcUQEVtcQJxX4MfHj/g3ImE95qXwU8c6RrtmTPMmkapd3fgzxIwcZiggnu4PFnhe+uYzuXz5H8MWkm7dJbcKqfzjn/0bMXGc6vDHEFCtSd3DCZ3SnQqwSfw/XsFSrU60mr2vgcOk0k3ZuUf9ofCT9tnkFfD4fBeOXhDmuXY2MYxxHEPhfjsNmeBxE3Fp1P9VuJ8dluKy6lGaTkocVZvUcJScKfNTjTq/wAk1FfsJ8Rv+CMX7Vvw/uJotR+HfxPjhQuRdaJ4DX4lWEcYZgjz6t4A1y/09BtX5pJJLcEsreXHvVD8r6t+w18TNBuTZaybzTbgfwat4b8QaPc44JJsLqwkcbM4x9oO/hiY921fzzEeBPiVRly08mwuLV7c+HzfK4x9bYrFYadv+3L+R/Y+U/tXfoS5jQVbGeJGfZBUcYy+q5t4d8dVq6b3g5ZFkWdYbmjtJrEOH8spLU+I6w/Et5eaboWp6nY/NPpdudTMIiEz3Vtpzpe3tjEhBxNf2UFxZQSAFoZrhJV+ZBX6H6N+xDq99JHC+s+I9UuCoaS10bwbdeYABlxGTeX0jKMNiRoF4G4xjBWvqT4d/wDBLj4j+K5YP7E+AXxv8ZxuuxrrU/DXiHStBeR1XmTU10zQ9OiXB3JFPqZXY+ZPNG1h6mVeAHH9fE0JY3D5PgKMKtOdVY3MYVlOEZxlOHJgKWN5nKKceWXLF3s5Janw3H37XX6I2V5LmdDhrN/Ebi3McTgMZhsFPhngzE5ZUw+KrYepSw+J+scW47hhUVRqzjVVSkqtWHJzRpSkoxf44afaXerzW9tpNrc6pc3YVrW306CW+nuQ4BQ28NqksswYMpXy1bIYEZyK+jfBH7MfjLX5YrrxZKvhHR2UO0QaG88RTq2cLBZgTWOnEphhPqMs08EmEl0eUbtv77fsX/8ABHT46+IvCV14d1iH4d/BSD4ceJ9a+Gnie21OeLWfGyyeF5x/wj15qWj+ForqyvNS17wTe+FfF7San4nsjcWfiWzvIJJUuML+6PwG/wCCUP7NHwiktdY8Z2d98bPFVuY5BdeOIIIfCdtOgwz2XgezeTTp4pOS0Hia88TKrYaExMoNfr/C/wBHnhvKq0MXxDjq/EVanJThhFS+oZamndKtShVq4jFcrS0lXo0Zq8amHnF2P85PHb9sZ408fZficg8HuFsr8HctxVGVDE8Qzxq4r41qRnDkqSy7G4nAYDJsiVRSqLmpZRmOZYd+zq4PN8NWhzv+d39jH/gnF8UfjQllYfDDwf8A8If8O2ljGu/FfxXa3Fto92bdninmt7xokvvGWsIwnji0/RUksrG4dba6uNCsXWSP+qf9lX9jH4Qfsm+HGsvBlgdc8a6lbCHxP8SNctrZvEutBmjlksbQxh00Hw+s0UTwaFp0nlMYbefU7nVNQi+3t9XWdnaadaW1hp9rbWNjZwRW1nZWcEVtaWttAgjht7a3gVIYIIY1VIookSONFCooUAVZr9+w2Gw2DoUsLhKFHC4bDwjSoYfD0oUaFGnFWjTpUqcYwpwitFGMUl0R/kXned5zxLm2YZ/xFm2ZZ7nmbYqrjs1znOMdicyzTMsbXlzVsXjsfjKtbFYvEVZa1K1erOpN/FJhRRRW55YV5/8AFn4peBPgd8LPiX8a/ilrv/CL/DL4P/D/AMZfFL4i+Jv7M1jW/wDhHfAnw/8ADmpeLPF2u/2N4d0/V/EGr/2R4f0jUNQ/szQtK1PWL/7P9l0zT729lgtpfQK+YP23fgp4q/aU/Yv/AGu/2c/AuoeH9J8bfH79mD4+/BTwdqniy61Gx8K6b4q+Knwp8WeBfD2oeJr7R9K17V7Pw/Z6vrtncazdaXoes6jb6dHczWOlajcpFZzAGbaftr/Aab4R6p8bNTHxv8GeDdN8Z2/w8tdH+Jv7KX7VXwp+LXizxre2ml3um+Hvht8AviX8F/Cnx2+Kt7rEOrwx6Gfhp8OPFlvrl5Y+INP0ia9v/C3ia20lG/bk/Zat/DvwY8T6t8Uf+EX0/wCP/wAddO/Zi+Glj428FfETwL4ouf2g9X8P+LPE+mfB7xp4J8Y+EtD8ZfCfx5faP4J1+S20H4saD4Ju5L8aLoyr/bXirwtp+s8N8Vf2VPEGjeAf2bI/2dNWvvEPjf8AZE+NurfHH4Z6F+0z8dfjl8Rrb4k3vir4XfHb4OeLvBnxN/aC+IV78d/jdbWc3hD9onxtqHg/xTqVp8TX8E6zoPgnS7Lwlf8Ag3RLfw7b/KXjn/gmx47/AGgU8K6z8fLn4b6dqPxJ/bq8e/tc/tG+DPh14y8Z32j+AdC1v/gmH8V/+Ce/gbw5+z98QtV8BeGvEPiL4geDr+f4MfE1PiFr3hH4UND4ttfHPjjw9peg6ppXhfwzqIB9U/Eb/gpf+xd8J7fwte+Ofip4g0/S/FviD9pTw7ba5pXwU+PXizw74aP7H3xr0n9nX9pfxT8TPEXhH4Y67ofwg+Gfwg+Meu6N4O8T/Fz4rah4M+FjHVLHX9L8Y6j4XuYtbb1f4wftf/AH4GX3hjTPHXijxPf6j4t0GXxfp1h8L/hP8X/jpeab4Eglhhn+JHjG2+CHgP4hzfD74XQzTrFL8T/HieG/h+ksdxG3iQPaXQh/J34c/sE/8FF/gt4e/Z31Pwr4v/Y++KXxr8N+Ff8AgrV4B+NfxE+Jmt/E7w/4Jt5/+Cjf7enwl/av8N/GTwl8JtA+EHiOL4oah4W8NfDrVbfxr8B/EPjX4QeHLnxRr8HhzSPjDf8Ahyxm8Q3n1F4O/Y3+PP7Ia/DS1/Y6b4QfFfTtC/Yj/ZZ/YW8QW/7Tvj3xr8PZvD/hf9j8fFiP4U/GDSpfhl8KPiVafEHXdYg+NvjRPiR8MLzT/hdY+JX0nwq2h/E/wlFBfwzAH018XP28v2VfgfrOjaL8QfiZfRtq/gTQvirda74M+G/xW+KfgjwZ8KPFF/q2meGviz8VviH8LPA/jPwH8GvhT4hvfD/iKPRPiX8WfEngvwNqsfhvxJcWOvz23h/WZrL37xl8UvAnw/8AEfwn8J+Ltd/sjxB8cfiBqXwt+Fun/wBmaxf/APCUeO9I+FnxL+NeoaF9q0zT72y0T7P8Mvg/8RfE39p+IrnSNHl/4R3+xoNQl8QavoWlan+TPxI/4J8/tC+D/h7+z38Kv2WdX+E+nX3wX/ZD+EX7K/hr9qbWvjB8ffgH+0Z8OdT+D2kXug+GviTr2hfCTRPHHw3/AGv/AIfaf51h4x0f9lr41DwF4BtPGqeMptW8ba/pHxGvbLw7+g/x9+Cnir4qfFb9iLx14e1Dw/Z6R+zX+0/4s+Nfjq31m61G31HVvCuvfsX/ALXf7Odnp/hOGx0rUba+8QR+Nvj94O1S5tdYvNB05PCum+Jr6LVZtXs9L0PWQDgPC3/BR79ivxv8Ovg/8WvCXxx03X/hx8efhf4v+M/wv8W6d4Q+Ik+ma38Mvh98T/g78GfH3inV/wDikBc+CYPAvxJ+Pfwu8N+M9O8dQeGtZ8Lf2zrWsa7p1hoPgXx9qnhj6lf4k+Ck+Jdv8H/7aEnxFuPA138Sf+Edg07Vbg2vgqz1+y8L/wBtanq0FjJoekC/12++w6Hp2qanZ6r4i/s3xDc6DY6lZ+F/ElxpX4f/ALIv/BHjxf8AA3WfgL4Z+Jfin4b+Kf2fdL/4JP8AjD9i39oL4RaBe+JrmG9/aS+K3hH9iD4b/G3x58L73U/C+j28/wAIPip4H/ZHtrnV7TVbXwj4gtPH8t/45k8N6nq3xS8Wv4Z/Qb9h/wDZ5+PXwktviJ49/as8ceDPiZ+0B460/wCEfw4uPGnge+1/UNMufhJ8BPh7a+GPBMV7P4k8PeGr+DxB4v8AiN4h+Nfxy8U6TBYXOl+HPFHxo1rwxpWteIdP0S31/UgD7zooooAK8f8Ahn/yOn7Qv/ZYNE/9UD8Dq9grx/4Z/wDI6ftC/wDZYNE/9UD8DqAPYK8f+Gf/ACOn7Qv/AGWDRP8A1QPwOr2CvH/hn/yOn7Qv/ZYNE/8AVA/A6gD5g0z9nv4uyf8ABTX4o/tMr48+IHgj4JXX7IH7JnwttvCfh1vgnf8AgT47+O/AfxP/AOCges+LNC+Itt4m8CeLPjb4d/4U7pnxs+GPjHwjqfw48YfCHR/EeseMZ9O8Qah8StM0LWfDOgfM4/Z9/aIS5P7NifBDXFsH/wCCjY/bgk/bZTxr8IY/AMnw6/4bS/4az/4QObw2vjgftET/ABbX4UY/YvXTZfhS/wAP1+HUaaqvxUHhuOLwYP0M1/8Aai+Fvg/U/wBpXTfG0+seDU/ZV+HWg/GH4m6l4gtLGHTbn4ReIvCfizxRp/xL8My2Wp31xf8AhQXPw7+J3hGebVLXRdSTxb8NvF1nHpsulwaVrGrefp+3D8LoPj78FP2bNe8JfFHwp8TPjX8M9E+IUEHiHw/oEOi/DXV/Ffhzx/4t8F/CT4p6rp3ivUhoXxZ8Z+Hfg78cdT8O6FoUHifw/cQ/BXx6l54pspm8Ix+KgD8rPgh/wT+/al+EX7Vv7NfxN0nwjZWnwg8Qf8FO/wDgpl+17+074eu/GPhKS78E6j48P/BUDwJ+zH8dfDdnaa9dDxA3x8+Cv7UPwP8ABnxE8P6XNd+KvBcHw5+Ea6r4V0i4tPifcaBxf7K37BP7XPjf9nnRvBXjb4QS/sLeOfA//BFB/wDglzqfiDX/AB78NfF/jz43fHTUvhZ8KfDPhn4560/7PPxE+JfhKz+FX7MeseBfG1l8CdT8R+Jbn4t6tH8cvilPL4O+GmnW9ta+M/1C+GH/AAUX8H/Ev4x+G/hZL+z1+0X4B8M/ED4/ftNfsyfCj47eNU/Z9uPhP8U/jB+yZrvxt0L4saB4b0rwH+0D44+N/h6wDfs6/F/UvDWv/E34NeAdF1nT/C0SSXtjqniDw3purz2//BS39n+fwT+wt49fRPihbaL+354I+GvxJ+GsU3h3w9Je/DDwH8V7X4UWfhHxV8c/sfi+6sPCWjzfEP48fBX4OXd14Xv/ABwIviX8TfDlpbi68KQa94t0UA8Lvvgt8V/2jvEXi/XfG/7Fk/wS+Hfhj/gn9+0n+xvqP7PPj34w/CnQ/D/7SeqfG2++EN7oHhjw540/Zx8SfFaf4efBD4f6J8K/GPgjwp4+8UaJ4Y+JGlWfx01/VtK+C/h59GvbTWPVf2CfA/x80Hxf8a/FHxi+Fnj34eeHdZ8I/A3wf4Cv/wBoFv2SNd/aZ1Sf4fv8Vk8SeGvEfxC/Y/uNR8I+NPgH4L0/xL4PX4DSfEnVbv4w2eveIPjRqPi63sbXX9Gifo9d/wCChXhvQfj548+C0n7OH7SuqeE/hl+0N8Gv2WfHH7Rui2XwH1H4MaF8afjv4A+B3xD8BeHX8PR/Htf2kL7STpX7RXwssPEXjDTP2fr3wh4ZvtV1a/1jW7bwv4a17xFp/o2qftrfCzSP2Tv2i/2xbnQPiA/wy/Zk/wCG0P8AhPdCg0rw43jvV/8Ahhf4k/Gb4W/Fv/hEdMk8VxeH7/8A4SLxB8DvFl58Ov7Z8T6B/a+j6j4duPE3/CI3t3qWn6QAfnr+zn+w1+0p8Ofjv8HPi38TPFXxL8dfDnw3+3Z/wVH+MGjfs86jqn7OGneC/wBnRv2kvj1+2BrPwV/aS8G+JfB/gjQ/it470Px18E/i1rWj+NPhT4++LfxI8QaB4n/aK0zxDZ+F/CQ+F174T8NfJfwC/Zc/4KAf8OsvjV+xT8RPA37f/wDwsD/h0B8R/wBlzwN8NPj74m/4JA/8Msf8L2/4Z10b4T+GfA3wV8ZfsueIf+Gmv+Q19u0D4ceJv2i/Ff8Awh3/AArr+2dV+LviH/hYH/CPalX7vfDH9pDW/E+neINY+OH7Onxg/Yz0jS/EHw48J+HtU/aZ8efsjvp3xD8VfFPxUvgXwp4Z8HX37Pn7T/x+to/EF9421Hwl4O07RvGEvhLUfFXirx74P8PeBLbxZq97qNnpf0/QB+UH7Df7KHxq/Zq/a9/a+bxNp1lP+zJD8A/2OPgp+x54sj17Sr3VpPhn8Lvid+3N8T9R+E+u+H4r6TXdCX9nyP8AaM8M/CXwVe6hYLpviL4W6F4BvrbWtY8UQeNbXRvIdN/ZC/a68Rf8E6v+CXX7FOm6f8OPhVrvwq+Cn7JU/wC1Xrfxg8KaZ8fPhp4d139k/wCFvwxvtP8AgX4h+G3w++Ovwl1j4nDxr8c9B0Ge71TwZ8S2+H0vhL4Z+L7LxHq2r6T4p0LRfFH7e0UAfGX7BHw1+NnwN/Zw8L/AD46zaRruv/APUNR+E3gn4jeHLRdF8N/FX4P+Go7Ob4T+LtE8JXvj34meLPBkej+CtQ0r4a6x4f8AHvjPX/Fz+J/AGu65PrOvaNrWi+ItX+zaKKACiiigArP1bSdK17S9R0TXNM0/WdF1eyudN1bSNVs7fUdM1PTr2F7e8sNQsLuOa1vbK7t5JILm1uYpIJ4XeOVGRip0KKAP48/+CoP/AAa9fDr4q3niT4y/sLTW3w48X3z3Wq6t8GbmWNPCWoXsrtPPJ4SmupY00/znZm/sie6tVg/fSWl3qEjWmkp/E/8AtAfsX/tK/sya/q3h/wCL/wAKvFHhyfRbhrbUb06XfS2VlKAzBNQJt47rSJWRGkWHWLWwmeMeZGjxFXP+zZXh/wAa/wBm74JftDaMdG+Lnw90HxYI7d7aw1ia3Nl4m0eNyzkaP4l09rbWtPiMrebLaQXosLpwBe2tzHmM/wCjP0cP2nP0jPADCYDhrMsww3i1wBgIU8PhuGeOcRiqma5Vg6fKo4bh/jCj7TOMBSp0oQw+Fwmawz7KcDh4qlgcrw6s18jnHBeUZrKdaEJYDFSbbrYVRVOcn9qth3anNttuUoOlUlLWVRn+KndzPG1pFEQr3N3HFuIDBY40kup8g/8APSC3khVv4HlRs5Aq5X+hN+0l/wAG4nwA+Nfx/wDHWhfCC68P6ba+Afhb4U1q4tfFFnP4euLrxN8UvE3i0WmnS+NPh3aWyPqnhLRfhot55Os+Eby5fS/iFpk169xDJbXB/JP4zf8ABsv8afBV1NNovhH4uS6enmKlz4MuPCvxasrraMLNZaZ4fhtPFlvGWOWi1OwjnlAPlpGPmr/VPw0/bJfR4z6eNq+IvDniN4f4/FVcKqNClgcHxhw5gMJRwVBTpUsflWLwma4jEzzKeY1auIfC2GnWws8FTnOX1eNKh8NjPDzNqSisJWweLjFSu3KWHrSk5OzcakZU1FQUEo+3laSm7e9d/wAotFfun4m/4Ii/ETwvPLHrvi/4j+FfJZllg8TfAXXLCeFgGYrK154q0zYyqjlg0KnCscAKa5mw/wCCQUrSpHdfFzxFes7bVisPha1rK5PRUEni7UCWPshz6V+5z/atfQjjSdSPibndSfLzexh4dcfKq3y35L1OHoUea/u3dVQ5vt8vvHmLgbiRu31Kml3eLwtvXSs3+F/I/FKpra2uby4htLO3nurq4kSG3traKSe4nmkYLHFDDErSSyOxCoiKzMxAAJNf0k/Cz/gijp2ryWvkfDf9oj4t3byI7Q6b4Z1630ieMkhR5Xhfw6l/BbsOZZm1042lhNEgIH7G/s8/8EPfjRp728vhH4A/D/4JWkjIP+El8bX2k2mtbGVYpPM+wf8ACUeOz5cSg+VeWcMcrsxVy7zMPwHxJ/bS+BWRYbE0PDHw+4+8QM1hGccNiM7WWcE8OTna1Or9bniM9z2cE/fnRnw9hZTilBVqbm50/VwfhzmdWUXjcXhcLT05lS58TWS6rl5aVJO2z9rKz6M/kB+DH7Avx1+Ks1nf61o7fDTwnP5csut+L4JbbVJrZtrZ0vwvuj1e5leNg8L36aVYSryt8SAp/ff9iH/gmcE1228P/Ab4Z638TPiCwjj1n4g6taQSDRYpxtee71q5WDw94I0pgJAn+kWt1eKfsrXWp3DRRN/U58Ef+CMvwh8KPZ6v8bvGet/FLU4mWWXw1oSzeDvBu75Cbe7ntrm48UaqkbK225ttV8PLKr7ZbDAwf1y8EeAvBXw18O2PhH4f+FdC8HeGtOUi00Xw9ptrpdhG7BRJcPDaxx/aLy42K91e3Blu7uXMtzPLKWc/49fST/aAfSI+kzTxeScS8RUeEOAMRK3/ABD7ghYnKcjxdKMr048QYupiK+b8SS92nOpQzTHVMpjiKUcTg8qwVS1v0HJuFcoyZxq0aLxGLX/MXieWpVi+vsoqKp0eqThFVOV8sqkkfm7+xf8A8Exfh9+zxNpXxD+J0+n/ABJ+MVqUurCUQvJ4K8EXQ2tHJ4bsb2CK41XWrdwWTxLq0EUlu4ifSNK0q4he8uv1Poor+Iz6QKKKKACiiigAooooAKKKKACiiigAooooAKKKKAPH9b/5L98M/wDsj/xx/wDU0/Z6r2CvH9b/AOS/fDP/ALI/8cf/AFNP2eq9goAKKKKACiiigDx/9nr/AJID8Dv+yP8Awz/9QvRK9grx/wDZ6/5ID8Dv+yP/AAz/APUL0SvYKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA8c8Tfs6/s++NfEGp+LPGXwK+Dfi3xTrclpLrPiXxN8MfBOveINXlsNOs9IsZNT1nVdDu9Rv5LLSdO0/S7R7q5la306ws7KEpbWsESYX/DJv7LH/AEbR+z//AOGa+HX/AMzlfQFFAHz/AP8ADJv7LH/RtH7P/wD4Zr4df/M5R/wyb+yx/wBG0fs//wDhmvh1/wDM5X0BRQB8/wD/AAyb+yx/0bR+z/8A+Ga+HX/zOUf8Mm/ssf8ARtH7P/8A4Zr4df8AzOV9AUUAfP8A/wAMm/ssf9G0fs//APhmvh1/8zlT+LtU+BP7HPwM+L3xXk8LeFvhR8HvhJ4I8ffHD4lp8PfBNhpVtb+H/APg648ReMfEg8NeEdMt5da1mDwr4WCKltZ3Oq6hFpljp8AmMVrCvvNcv448E+EfiX4K8X/Djx/4d0nxh4D8f+F/EHgnxt4S1+zi1HQvFHhHxVpN3oXiTw7rWnzq0F9pOt6Nf3umalZzK0V1Z3U0EilHYEA/Jwf8FXL/AMMfDb9t7U/i98Fvhb8Pf2gP2QP2T/iD+2RH+ypo/wC2R8HviP8AGjUfhd4S+Gl38SdL8MfG7wV4Y0lfiL+z18SpLG58EW/jaP8A4V18UvhP4at/ib4Hv/Bnxf8AilNqc2m2337+0h8ddZ+C2m/DDRPA/gjTviT8X/jv8UE+DnwX8D+IPGUnw58I6544h+HHxH+MOszeNfiFb+FfHl/4N8KeHfhd8IviL4r1TVtI8B+N9cuDoMGjaH4W1jVtVs7ZvlPT/wDglR8ED8N/2gfh143+L37THxfm+PH7M3xI/Y10/wCIPxc+JPh7xp8RvgV+zB8TdBuNC1v4S/BHXbjwHa6fYWyM2la3qPjn4laL8Tfin8Qte8JeBbz4xeO/iTD4J8MWml+mSfsS+Jte8OTaZ8Tv22v2s/i54t0Hxj4X+IvwW+K3ivRv2NvCnxC/Z08f+HND8ceFL3xZ8Kj8Gv2Q/hZ4J1i68Z+DfiD4k8F+NtF+NXgv4u+E9Z8JXt3oMPh6wsNY8Rxa0AfMfx7/AOCqWq/AT4e+Frjxp8PP2bfh38XYf2zh+xR8aLf9oP8AbHufgX+y18H/AB1L+yH4v/bP0nxZJ+1Jf/s5+LNT1/wr4x+GGnfDvSfAq6t8C/BOsa14y+KWjeHdVsPDuoaZcQXfQ6z/AMFRpLH9kH4JftMeHfgSnxK8XfGLxH8U4rT4VfC74uaR450a7+GPwAl+J+ufGn43fDb4n6P4Pkg+Jnw7X4Z/CfVfG3wYuR4N8Kaj8WdW8d/BzwBqdn8OvEnxDxoXrXiX/gnZ4Z1rwp8OrfRP2kf2lPA3xk8AftI6p+1hdftQeHpP2eNa+NnxA+NOufs/eP8A9lvWNc8eaV8Rv2efHfwGudIufgV8Qbn4faf4a8L/AAR8K6J4W0Twv4JtfBtn4dh8OQxzZel/8Eof2Mb228E2Hxp+GmiftXaV8P8ARPiZD4Z0H9qnwT8JfjH4Z0/x98c/jL4p+PPx8+NVn4W1X4bWXhzSPix8a/iL4nW88aatoGlaR4a07RvD+g+HPAPhTwXoiavZauAfSHgD9o7SPiL+0b8TfgX4f0iyvtB8B/s2fstftHaJ8TdO8Rx6lp/jXSP2nfHX7Vfg/TdIsNFh0qOKzsvDtl+zND4gtfEcXiDVI/E0Hj2O0TStFXw2L3xB6Pqnxf8AAGgeAPE3xP8AE+qan4Q8FeENT8W6RruqeNPCni7wZeQ3ngzxdqvgbUG0/wAP+KdC0jxHrtjrviPSJYfh5quhaTqWl/FfS9S8M+JPhfeeL/DXi/wpq+s/COhf8Ey7T4ceI9N8Rfs/fto/tf8A7OQ074H/AAz/AGc/7D+HNj+xv4w0O5+EPwR+I/x8+IXwT8KeT+0B+yB8ar/S7b4T2n7RXjX4deE38PajopuPh5o3gzTvFA8R+INDuPE2pfbXiz4G/D34qfDPxN8IPj/oHh/9pT4d+L/EGs6z4h8JfHfwJ8M/G3hXVtOuPiFc/EPwd4T1TwZF4I0nwTrPh/4V3KeHNC8AXOt+GtS8VJp3gnwtr/i/xN4v+IkOseONZAPzx8cf8FQPFvgT9mz9vz9oDUP2O/ibf6r+w9488XeHJvhVY+OfCFv4k8SeDfDn7F3wj/bYt/iN8StX1q20nRfgzYReA/itBoXi3wzZv8UvEvh/XNJg0vQbLxr4s12x8HQ/oX8bvFvxn8I+F9Km+A3wc0H40+Pda8S2Whx6N4x+K1p8GfAPhfSZdN1fUr7xl478cx+DviX4ps/D1nJpdroMNn4A+FnxK8WXniHxFoSnwza+GY/Eninw58h+Hv8AglL+xf4C+En7ePwV+EXwu8P/AAL8E/8ABQ3w/r/hP4zW/wAEfBPwp+GU/hPwrrv7PGi/s5p4Z+FUPhj4dWekaF4f0HSLPxV8TvDmjeKtK8a6dpfxl+KvxZ8aC2mtvHOo6Gvqn7Tn7KPjT9p608WeEb/9rH46fBX4XeItM+Esdt4Q+Bmh/A7T9Wh1fwLrfxa1D4hxeJvEnxa+EvxhsfHfw++OWk+Nvhr4e8ffC/xJ4Wn8NNpfwYsNPhebQfiP8S9C8RAH56+OP+C0T+BtA8CavrnwP+F/hTVdd+H3iLx1d+DfiV+1Vp/gbxZ8cL7wx8Z/jH8F7r4ef8E79NT4M+IY/wBuT4h+Ib/4OxeNfAehQ3PwQt/FvgH42fs5a7FqFhJ8V0s/D/a/H3/gsj4L/Z9/an/aH/Zg8Y/BjU9Cm+DXgb4aa34Q+LPxB+IWlfDf4WePvFfxHm+F0kFt4l8Ta14bu9O+GPwp03RPiZrviU/GG5vfFkN1oX7Mn7Z9/N4N06D9nmWTxn7l41/4Jm+F/iNoF1oXjj9qL9p7Xv8AhNfgnZ/s2/H/AFOKz/ZV8N3X7SvwD0XxR8VfEfhX4X/EfTvB/wCy54d8NfD7SvCFn8afiD4S0PxF+zFoH7P3j2Xw1qlk2ueLta8SaNpXiK09N/bP/YC+Cv7d2j6LoXxu1v4iwab4S0u9fwJbeDtb8P6XB4F+I3/CafDvx14Y+N2gWuteFPEVlc/FXwFqnw3sNL8I3viS21/wenhTxR8QPCniHwZ4h0Hxvr1jdAH2xZXtnqNnaahp93bX9hf20F7Y31lPFdWd7Z3UST213aXMDyQ3FtcQuk0E8LvFNE6SRuyMCfKPhn/yOn7Qv/ZYNE/9UD8Dq2Pg38KPBXwG+EPwr+Bvw2sLnSvh18GPhv4H+FHgHS73ULzV7zTfBXw68MaX4Q8K2F3quoSz6hqdzZ6Fo9hbz6hfTzXl7LG9zcyyTSu5x/hn/wAjp+0L/wBlg0T/ANUD8DqAPYK8f+Gf/I6ftC/9lg0T/wBUD8Dq9grx/wCGf/I6ftC/9lg0T/1QPwOoA+cP2p/2JIv2lPid8LPHtv8AEuX4f6LoVnp3gz46eDoPCKeIrf8AaB+D+jfF34XfG3Sfhrq+pnxLoX/CMxW3i74Yz6DNrE+meLILj4c/FH4v+EV0KC48Zxa7o/jvxD/4JaeDfiP47+J/x81X40fF2w/ag8VfGvwt8bPhz8RdF+J3x70P4O/DjVvhFc6NafADQda/ZN0D47aR8B/irpfgHwj4ftPDXjG88X+Hk1n4kzeIfH+spqHg6TxRZWXh7y39vL/gsH8Ev2Vvixo3wP8ADvxz/ZN8NfEXwJ8c/wBj/wAM/tIaN8ffjH4S8IeIPCfwr/aG+Onwa8H+MP8AhB/AFz468JeL9V8T+EPgR8TNb+Puu/EO+gm+Fvwu8D+GrfXvFq+I4bzUNJ0jT/4J9/t//Gz9qH4reGfCXxKsPA6aL8Rv2dPEXx9tNO8P/AD47fBEfDDU9D8VfCHQYPh/4H+L/wAYPGniX4c/8FCPAt7B8UNTkuv2pf2UdK0H4OaP/wAIt4Sv762/s/45/DYsAemfA3/glt8H/wBn/wCNui/tK+Abf4aaX+0De/Hv9tP4l/GD4t6f8DvCumeNPjZ8LP2wPjf8VvjfD8JPGPiO21hvEcmu/B7VPFvwx8N+C/ite63rOot4W+F+q+HbXwroXhf4jaj4d0Dxfw3/AMEUfhNqnwh8EfDL46/Gz41fEPUPhZ+xx+zp+xf8MvEnwl+Kfx9/Zc0jw34D+APw20fRD4j174efCP48weD/AIneIPFvxdttT+LxtvifZ+LtG0K3g8DeBBY6xa+DbvxF4o828Y/8FTP2gvBvxM+MEEfhf4VeIfDHg/xJ+3X4R8OfDnXPhX8Yvg94YsD+yJ8OP2jPGvhPxS3/AAUa8feOJ/2PPjHrnxGv/gXoVh8R/gL8NPCulfE/9nKx8b+Pr/4k33lfs1fFt493Rv8AgoT+2XrPwI/bH1f4cfDfQ/2gvjV8CfB/7OXjH4c2cH7Gf7WH7KXiXULH43/EPxr4X8fyat+xb8dvH2vftL/EvQ/gb4C8E6l8UvDviz4e+IdB0T9qe+tfEvwf+Dz6X488D+JJrcA2m/4JA6z4g/azvv2p/iL8Uf2YvFvi/wARfHX9lz9onxN8UNO/YatvDf7Ydn41/Zu+D37Nvw31DwJ8M/2rH/aL1w/DX4CfFvX/ANnibxB4y+FNp8JNblXwf8Xfil8Nv+Esv7XxFP4kk9A1v/gnr+1PrHwJ/a5/ZK/4a1/Z/tv2Zf2qP+Hiv/Et/wCGM/iLN8dvAn/DffjH9of4l/8AJWP+G34vh/4n/wCFT/ED49+f/wAkG8Pf8J34O8Kf8I1/xRuta7/wmWj63/BO3/gpto/7a/xC+KPwr8W/8IH8M/jP8MvBXw7n8R/s9afNr2veOfC/jbQ/CXhBP2n5L74gF18BeLfD/wAMfjV8QdI+D9lofhW2HiTQrDRPDfxX8U3Nx4H/AGiPg45/WigD84P2Pf2IvFX7JOnfEiLwdo3/AATg+Gmr/EHxB8Hbm8vv2Pf+Cb+o/skadq/hXwN4q1W88daN8SNL0v8Aa6+Jlz8RfEGseCdf8Q+Hvg74ml1jw9p3wW8Va7qvjHWPCfxb0jUL7wLc/o/RRQAUUUUAFeHar+z14C1nVNT1i71/44w3er6jfapdQ6V+07+0poWlxXOoXUt5cRaZoeh/FnTtE0TTo5ZnSx0fRtPsNJ0y1EVjptlaWUEFvH7jRQB8/wD/AAzR8Ov+hj/aA/8AEsv2p/8A58tH/DNHw6/6GP8AaA/8Sy/an/8Any19AUUAfP8A/wAM0fDr/oY/2gP/ABLL9qf/AOfLR/wzR8Ov+hj/AGgP/Esv2p//AJ8tfQFFAHz/AP8ADNHw6/6GP9oD/wASy/an/wDny0f8M0fDr/oY/wBoD/xLL9qf/wCfLX0BRQB5z8OfhT4L+FUHiWHwfb+IfN8YeIU8VeJtT8V+OfHPxE1/Wdci8PaD4Ugu7zxJ8Q/EfinXzDa+HvDGh6ZZ6dHqSabZw2Ie1s4p7m7ln9GoooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigDx/W/8Akv3wz/7I/wDHH/1NP2eq9grx/W/+S/fDP/sj/wAcf/U0/Z6r2CgAooooAKKKKAPH/wBnr/kgPwO/7I/8M/8A1C9Er2CvH/2ev+SA/A7/ALI/8M//AFC9Er2CgAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACvH/AIZ/8jp+0L/2WDRP/VA/A6vYK8f+Gf8AyOn7Qv8A2WDRP/VA/A6gD2CvH/hn/wAjp+0L/wBlg0T/ANUD8Dq9grx/4Z/8jp+0L/2WDRP/AFQPwOoA6D4l/C3wJ8YPDmm+E/iLoX/CReH9I+IHwn+KWn6f/aesaR9n8d/A74p+DfjX8Ldd+1aFqGmXsv8Awi/xN+H/AIR8Tf2ZPcy6Prf9kf2N4i0/V/D9/qelXvzD4f8A+Ce37N/gXQPiJo/wug+Lnwu1Pxz8HPHPwI8O+MPCvx/+Nmp+JvgB8N/H9hplpqug/sojx3478ZeHf2XNO0678PeDtc0DQ/gb4e8EeGNL13wD8P75dBmXwV4ch0/7eooA+NL7/gn7+yTq3jHxZ4z1z4X6h4kfxpP8Ub7WvAvin4nfFzxR8EYNa+N2h+MvDfxk8U+Gv2ePEPjzUvgN4K8a/FTQfiN8RtK+IXjfwZ8ONA8XeL7T4iePo9e1q+/4TXxOdU9D+DH7K/wZ+AR8a3Hw7sPiBNrfxDsdD0nxf4z+JHxu+N/xt+I2qaD4WbxHJ4T8MQ/Ez41fET4gfEHSfCPg+48Y+L73wd4R0XxLp3hrwlqPirxJqXhzStMv9d1S5uvoiigD5K+Cv7Cn7JX7OvxHuPi58F/gn4a8B/Ei6+FPhL4J3HizT7/xHfajN8N/BWk+ENB0fSHTWtb1KzOrX2ifDz4caT4v8ZfZv+E1+IGnfDX4b2fjzxF4kg+H3g5NE+taKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAPH9b/AOS/fDP/ALI/8cf/AFNP2eq9grx/W/8Akv3wz/7I/wDHH/1NP2eq9goAKKKKACiiigDx/wDZ6/5ID8Dv+yP/AAz/APUL0SvYK+evBnw8+N/gfwf4U8FaX8UvhVc6Z4P8NaF4X0641D4I+LpL+4sPD+l2uk2c17JbfH61t5LuW3tI5Ll4La3haZnaKCFCsa9L/Ynx9/6KX8H/APwx3jT/AOiFoA9gorx/+xPj7/0Uv4P/APhjvGn/ANELR/Ynx9/6KX8H/wDwx3jT/wCiFoA9gorx/wDsT4+/9FL+D/8A4Y7xp/8ARC0f2J8ff+il/B//AMMd40/+iFoA9gorx/8AsT4+/wDRS/g//wCGO8af/RC0f2J8ff8Aopfwf/8ADHeNP/ohaAPYKK8f/sT4+/8ARS/g/wD+GO8af/RC0f2J8ff+il/B/wD8Md40/wDohaAPYKK8f/sT4+/9FL+D/wD4Y7xp/wDRC0f2J8ff+il/B/8A8Md40/8AohaAPYKK8f8A7E+Pv/RS/g//AOGO8af/AEQtH9ifH3/opfwf/wDDHeNP/ohaAPYKK8f/ALE+Pv8A0Uv4P/8AhjvGn/0QtH9ifH3/AKKX8H//AAx3jT/6IWgD2CivH/7E+Pv/AEUv4P8A/hjvGn/0QtH9ifH3/opfwf8A/DHeNP8A6IWgD2CivH/7E+Pv/RS/g/8A+GO8af8A0QtH9ifH3/opfwf/APDHeNP/AKIWgD2CivH/AOxPj7/0Uv4P/wDhjvGn/wBELR/Ynx9/6KX8H/8Awx3jT/6IWgD2CivH/wCxPj7/ANFL+D//AIY7xp/9ELR/Ynx9/wCil/B//wAMd40/+iFoA9gorx/+xPj7/wBFL+D/AP4Y7xp/9ELR/Ynx9/6KX8H/APwx3jT/AOiFoA9gorx/+xPj7/0Uv4P/APhjvGn/ANELR/Ynx9/6KX8H/wDwx3jT/wCiFoA9gorx/wDsT4+/9FL+D/8A4Y7xp/8ARC0f2J8ff+il/B//AMMd40/+iFoA9gorx/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</iic-com:FicheroAdjunto>
</iic-com:DistribucionInversionesFinancieras>
<iic-com:OperativaDerivadosPosiciones>
<iic-com:OperativaDerivadosObligacionesRV>
<iic-com:OperativaDerivadosSubyacente contextRef="FIM_S12019_V-86772951_ia">Ibex - 35 Index</iic-com:OperativaDerivadosSubyacente>
<iic-com:OperativaDerivadosInstrumento contextRef="FIM_S12019_V-86772951_ia">V/ Futuro s/Ibex Plus 19/07/2019</iic-com:OperativaDerivadosInstrumento>
<iic-com:OperativaDerivadosObligacionesRVImporte contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">639905</iic-com:OperativaDerivadosObligacionesRVImporte>
<iic-com:XCode_OperativaDerivadosObjetivo_02 contextRef="FIM_S12019_V-86772951_ia">02</iic-com:XCode_OperativaDerivadosObjetivo_02>
</iic-com:OperativaDerivadosObligacionesRV>
<iic-com:OperativaDerivadosObligacionesRV>
<iic-com:OperativaDerivadosSubyacente contextRef="FIM_S12019_V-86772951_ia">DJ Euro Stoxx 50</iic-com:OperativaDerivadosSubyacente>
<iic-com:OperativaDerivadosInstrumento contextRef="FIM_S12019_V-86772951_ia">V/ Futuro s/DJ Euro Stoxx 50 200919</iic-com:OperativaDerivadosInstrumento>
<iic-com:OperativaDerivadosObligacionesRVImporte contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">1135860</iic-com:OperativaDerivadosObligacionesRVImporte>
<iic-com:XCode_OperativaDerivadosObjetivo_02 contextRef="FIM_S12019_V-86772951_ia">02</iic-com:XCode_OperativaDerivadosObjetivo_02>
</iic-com:OperativaDerivadosObligacionesRV>
<iic-com:OperativaDerivadosObligacionesRVImporteTotal contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">1775765</iic-com:OperativaDerivadosObligacionesRVImporteTotal>
<iic-com:OperativaDerivadosObligacionesImporteTotal contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">1775765</iic-com:OperativaDerivadosObligacionesImporteTotal>
</iic-com:OperativaDerivadosPosiciones>
</iic-fim:InversionesFinancierasFIM>
<iic-fim:HechosRelevantesFIM>
<iic-com-fon:HechoRelevanteSuspensionSuscripciones contextRef="FIM_S12019_V-86772951_da">false</iic-com-fon:HechoRelevanteSuspensionSuscripciones>
<iic-com-fon:HechoRelevanteReanudacionSuscripciones contextRef="FIM_S12019_V-86772951_da">false</iic-com-fon:HechoRelevanteReanudacionSuscripciones>
<iic-com-fon:HechoRelevanteReembolsoPatrimonio contextRef="FIM_S12019_V-86772951_da">false</iic-com-fon:HechoRelevanteReembolsoPatrimonio>
<iic-com:HechoRelevanteEndeudamiento contextRef="FIM_S12019_V-86772951_da">false</iic-com:HechoRelevanteEndeudamiento>
<iic-com-fon:HechoRelevanteCambioGestora contextRef="FIM_S12019_V-86772951_da">false</iic-com-fon:HechoRelevanteCambioGestora>
<iic-com-fon:HechoRelevanteCambioDepositaria contextRef="FIM_S12019_V-86772951_da">false</iic-com-fon:HechoRelevanteCambioDepositaria>
<iic-com-fon:HechoRelevanteCambioControlGestora contextRef="FIM_S12019_V-86772951_da">false</iic-com-fon:HechoRelevanteCambioControlGestora>
<iic-com:HechoRelevanteCambioEsencial contextRef="FIM_S12019_V-86772951_da">false</iic-com:HechoRelevanteCambioEsencial>
<iic-com-fon:HechoRelevanteAutorizacionFusion contextRef="FIM_S12019_V-86772951_da">false</iic-com-fon:HechoRelevanteAutorizacionFusion>
<iic-com:HechoRelevanteOtros contextRef="FIM_S12019_V-86772951_da">false</iic-com:HechoRelevanteOtros>
</iic-fim:HechosRelevantesFIM>
<iic-com:ExplicacionHechosRelevantes contextRef="FIM_S12019_V-86772951_da">No aplicable.</iic-com:ExplicacionHechosRelevantes>
<iic-fim:OperacionesVinculadasFIM>
<iic-com-fon:OperacionesVinculadasParticipesSignificativos contextRef="FIM_S12019_V-86772951_da">false</iic-com-fon:OperacionesVinculadasParticipesSignificativos>
<iic-com-fon:OperacionesVinculadasModificacionesReglamento contextRef="FIM_S12019_V-86772951_da">false</iic-com-fon:OperacionesVinculadasModificacionesReglamento>
<iic-com:OperacionesVinculadasMismoGrupoDepoGest contextRef="FIM_S12019_V-86772951_da">false</iic-com:OperacionesVinculadasMismoGrupoDepoGest>
<iic-com:OperacionesVinculadasOperacionesConDepositario contextRef="FIM_S12019_V-86772951_da">false</iic-com:OperacionesVinculadasOperacionesConDepositario>
<iic-com:OperacionesVinculadasAvales contextRef="FIM_S12019_V-86772951_da">false</iic-com:OperacionesVinculadasAvales>
<iic-com:OperacionesVinculadasContrapartidaEnGrupo contextRef="FIM_S12019_V-86772951_da">false</iic-com:OperacionesVinculadasContrapartidaEnGrupo>
<iic-com:OperacionesVinculadasIngresosEnElGrupo contextRef="FIM_S12019_V-86772951_da">true</iic-com:OperacionesVinculadasIngresosEnElGrupo>
<iic-com:OperacionesVinculadasOtros contextRef="FIM_S12019_V-86772951_da">true</iic-com:OperacionesVinculadasOtros>
</iic-fim:OperacionesVinculadasFIM>
<iic-com:AnexoOperacionesVinculadas contextRef="FIM_S12019_V-86772951_da">G) Durante el periodo, se han percibido ingresos por entidades del grupo de la gestora que tienen como origen comisiones o gastos satisfechos por la IIC, que representan los siguientes porcentajes sobre el patrimonio medio de la IIC durante el periodo:&#13;
Corretajes: 0,002%&#13;
&#13;
H) Otras operaciones vinculadas:&#13;
1.- Remuneración de las cuentas corrientes de la IIC con Inversis Banco SA: -0,40% suponiendo en el periodo 444,89 euros.</iic-com:AnexoOperacionesVinculadas>
<iic-com:ExplicacionInformePeriodico contextRef="FIM_S12019_V-86772951_da">1.- SITUACIÓN DE LOS MERCADOS Y EVOLUCIÓN DEL FONDO &#13;
&#13;
a) Visión de la gestora sobre la situación de los mercados&#13;
&#13;
Finalizamos el primer semestre de 2019  con movimientos políticos y económicos tras la tregua acordada entre Estados Unidos y China en la cumbre del G20 con el fin de retomar las negociaciones y alcanzar un acuerdo en el mes de Diciembre. En cuanto al Brexit, Boris Johnson y Jeremy Hunt fueron elegidos como los candidatos a Primer Ministro británico, siendo el primero de ellos el presunto favorito para liderar a Reino Unido en las negociaciones con la UE. Por otro lado, se confirmaron los relevos en las principales autoridades de la Unión Europea destacando el nombramiento de Christine Lagarde como sucesora de Mario Draghi al frente del Banco Central Europeo. En España, continuamos con un gobierno en funciones y persisten las negociaciones entre los partidos políticos en todo el territorio nacional. &#13;
&#13;
En el plano macroeconómico, en el semestre se ha confirmado la desaceleración industrial alcanzando también a EE UU, mientras que el frente de servicios de las distintas economías (empleo, consumo) mantiene cierta resistencia que evita un debilitamiento mayor de la actividad. &#13;
&#13;
En lo que respecta a los Bancos Centrales, Powell pasó de mostrarse más cauto en cuanto a una nueva subida de tipos en enero a reconocer en sus declaraciones de finales del semestre la posibilidad de un recorte en los tipos de interés en julio en torno a los 25 puntos básicos debido a las incertidumbres. El Banco Central Europeo anunció la posibilidad de nuevas medidas de estímulo monetario (bajadas de tipos, reactivación del QE…) ante la ausencia de presiones inflacionistas en el viejo continente y el temor a una agravación de la guerra comercial.&#13;
&#13;
En el plano de la renta fija gubernamental norteamericana, se han producido compras tanto en los tramos cortos como largos de la curva, especialmente en los cortos. Por el lado de la renta fija europea se han producido compras moderadas en los tramos a corto plazo, siendo los bonos a 10 años el foco de las compras, tanto en los países periféricos como en Alemania. En cuanto a la renta fija corporativa, en Estados Unidos compras centradas en los bonos Investment Grade. En la zona euro, por el contrario, las compras se centraron en los bonos High Yield.&#13;
&#13;
Por el lado de la renta variable, los principales índices europeos han finalizado el semestre con subidas por encima del 15%  del CAC 40 francés, el DAX alemán y el EuroStoxx 50. El Ibex, a pesar de cerrar el semestre con subidas, sigue rezagado con respecto a los demás índices europeos. Respecto a Wall Street, los índices norteamericanos cierran un semestre histórico en cuanto a subidas, con el índice Nasdaq en el primer puesto. En cuanto a los sectores, conviene destacar el comportamiento especialmente positivo de los sectores alimentación e industrial, en contraste con las caídas de los sectores de telecomunicaciones y bancario, este último fuertemente perjudicado por la política monetaria del BCE.&#13;
 &#13;
En el mercado de materias primas, subidas en la cotización del petróleo con el precio del de Brent por encima de los 64 dólares el barril. Finalmente, con relación al mercado de divisas, el euro se depreció ligeramente frente al dólar y cerró el semestre en torno a los 1,14 dólares por unidad de euro. &#13;
&#13;
b) Decisiones generales de inversión adoptadas &#13;
&#13;
En este contexto tan positivo para el conjunto de activos tanto de renta fija como de renta variable durante el semestre, mantenemos una visión más cauta al acercarnos a los objetivos marcados para cada uno de los activos.&#13;
&#13;
La exposición a los estilos de inversión principales en la cartera son por tamaño de capitalización, Momentum de precios y Value.&#13;
La cartera ha reducido su exposición a fondos con sesgo de crecimiento y mixtos. Asi mismo ha subido el peso en fondos de renta fija y en ETFs  de Oro.&#13;
&#13;
La cartera ha reducido su exposición al mercado con futuros de índice Eurostoxx (-16.84% sobre patrimonio) y Ibex35 (-9.47% sobre patrimonio).&#13;
&#13;
En cuanto a divisas, reducimos nuestra visión y exposición sobre el USD en vistas de una posible depreciación del mismo y abrimos la puerta a la inversión en divisas como la libra esterlina cuando llegue a niveles del 0.91 EUR/GBP.&#13;
&#13;
c)  Índice de referencia&#13;
&#13;
No tiene índice de referencia. La rentabilidad de la letra del Tesoro a 1 año del +0.02%. frente a la rentabilidad positiva del 5,09% del Fondo.&#13;
&#13;
d) Evolución del patrimonio, partícipes, rentabilidad y gastos del fondo&#13;
&#13;
En el primer semestre el patrimonio ha subido un 11,86% y el número de partícipes se ha mantenido. Durante el primer semestre la IIC ha obtenido una rentabilidad positiva del 5,09% y ha soportado unos gastos de 1,12% sobre el patrimonio medio de los cuales el 0,3% corresponden a gastos indirectos.&#13;
&#13;
e) Rendimiento de la fondo  en comparación con el resto de fondos de la Gestora&#13;
&#13;
Durante el periodo  analizado la rentabilidad media de los fondos de la misma categoría gestionados por la entidad gestora ha sido de 5,47%.&#13;
&#13;
2. INFORMACIÓN SOBRE LAS INVERSIONES&#13;
&#13;
a) Inversiones concretas realizadas durante el periodo&#13;
&#13;
La cartera ha reducido su exposición al mercado vendiendo futuros de IBEX35 y Eurostoxx. Se ha aumentado el peso en fondos de renta fija en un 2%. La cartera vendió las posiciones de renta variable directa (Nestle y Acerinox). Las principales compras de fondos  realizadas en el periodo fueron Evli Nordic Corp Bond 3.47% , Jupiter JGF DY 2.76% y ganamos exposición al oro mediante ETF Euro hedge Gold 3.74%. Así mismo hemos vendido el total de las posiciones en MSif Global opportunity, Merian Global Equity y H20 Adagio.&#13;
&#13;
La exposición a los estilos de inversión principales en la cartera son por tamaño de capitalización, Momentum de precios y Value.&#13;
&#13;
b) Operativa de préstamo de valores &#13;
&#13;
No aplicable&#13;
&#13;
c) Operativa en derivados  y adquisición temporal de activos&#13;
&#13;
La IIC aplica la metodología del compromiso para calcular la exposición total al riesgo de mercado. Dentro de este cálculo no se consideran las operaciones a plazo que correspondan a la operativa habitual de contado del mercado en el que se realicen, aquellas en las que el diferimiento de la adquisición sea forzoso, las permutas de retorno total, ni las estrategias de gestión con derivados en las que no se genere una exposición adicional. Las operativas anteriormente descritas pueden comportar riesgos de mercado y contrapartida.&#13;
&#13;
Durante el semestre de referencia, la IIC ha operado con los siguientes  instrumentos derivados: Futuros/DJ Euro Stoxx 50 21/06/19, Futuro s/Ibex Plus 18/04/2019 y Futuros del DAX Vencimiento marzo 2019.&#13;
&#13;
Las posiciones en futuros están destinadas ha reducir la exposición de la cartera a la renta variable europea. El resultado en derivados en el semestre ha sido de un -2,59% sobre el patrimonio medio.&#13;
&#13;
El apalancamiento medio durante el semestre ha sido de 91.05% consecuencia de la inversión en otras IIC.&#13;
&#13;
d) Otra información sobre inversiones&#13;
&#13;
Al final del semestre el porcentaje sobre el patrimonio en IIC es de un 83,2% y las posiciones más significativas son: AzValor Internacional FI (6,56%), Luxembourg Selection Fund - Arcano Low Volatility European Income Fund (5,43%), y Forum One - Key Capital Ocho (5,21%).&#13;
&#13;
En el apartado de inversión en otras IIC, se utiliza criterios de selección tanto cuantitativos como cualitativos, centrándose en fondos con suficiente historia para poder analizar su comportamiento en diferentes situaciones de mercado. Las políticas de gestión de los fondos comprados deben ser coherentes con la estrategia de cada una de las instituciones.&#13;
&#13;
En la IIC no hay activos en situación morosa, dudosa o en litigio.  &#13;
&#13;
No existen activos que pertenezcan al artículo 48.1 j) del RD 1082/2012&#13;
&#13;
3.- EVOLUCIÓN DEL OBJETIVO CONCRETO DE RENTABILIDAD&#13;
&#13;
No aplicable&#13;
&#13;
4.- RIESGO ASUMIDO POR EL FONDO&#13;
&#13;
La volatilidad es una medida de riesgo que mide cómo la rentabilidad del fondo se ha desviado de su media histórica. Una desviación alta significa que las rentabilidades del fondo han experimentado en el pasado fuertes variaciones, mientras que una desviación baja indica que esas rentabilidades han sido mucho más estables en el tiempo. La IIC tiene recogido en su folleto un límite por volatilidad máxima anualizada del 15%. La volatilidad del fondo ha sido del 3,66% (anualizada), mientras que la del Ibex 35 ha sido del 11,76% y la de la Letra del Tesoro a un año ha sido de 0,73%, debido a que ha mantenido activos de menor riesgo que el IBEX. El VaR histórico es una medida que asume que el pasado se repetirá en el futuro e indica lo máximo que se podría perder, con un nivel de confianza del 99% en un plazo de un mes, teniendo en cuenta los activos que componen la cartera en un momento determinado. El VaR histórico al final del periodo del fondo ha sido del 5,55%.&#13;
&#13;
5.- EJERCICIO DERECHOS POLITICOS. &#13;
&#13;
La política establecida por Andbank Wealth Management, S.G.I.I.C., S.A.U. tiene por objeto aplicar una estrategia adecuada y efectiva para asegurar que los derechos de voto inherentes a los valores que integren las carteras de las instituciones gestionadas, tanto de emisores españoles como extranjeros, se ejerzan en interés de la institución gestionada y de los clientes, partícipes y/o accionistas.&#13;
&#13;
El Consejo de Administración establecerá los criterios para la Asistencia a Juntas de Administración de las sociedades a las que tenga derecho de asistencia, en representación de las instituciones gestionada, o para su delegación.&#13;
&#13;
Andbank Wealth Management, S.G.I.I.C., S.A.U., ejerce los derechos de asistencia y voto en las Juntas Generales de las sociedades españolas, en las que sus IIC bajo gestión tienen con más de un año de antigüedad, una participación superior al 1% del capital social. En general se delega el derecho de asistencia y voto a las Juntas Generales de las sociedades en el Presidente del Consejo de Administración u otro miembro del Consejo. Si en algún caso no fuera así, se informará del sentido del voto en los informes periódicos a partícipes.&#13;
&#13;
La IIC delegó en el Presidente del Consejo de Administración el derecho de voto en la Junta General de Accionistas celebrada el 16/05/2019 de GRENERGY RENOVABLES, S.A. y el 27/05/2019 de ACCS. VOZTELECOM OIGAA360. &#13;
&#13;
6.- INFORMACION Y ADVERTENCIAS CNMV.&#13;
&#13;
No aplicable&#13;
&#13;
7.- ENTIDADES BENEFICIARIAS DEL FONDO  SOLIDADARIA E IMPORTE CEDIDO A LAS MISMAS&#13;
&#13;
No Aplicable&#13;
&#13;
8.- COSTES DERIVADOS DEL SERVICIO DE ANALISIS.&#13;
&#13;
No aplicable&#13;
&#13;
9.- COMPARTIMENTOS DE PROPÓSITO ESPECIAL&#13;
&#13;
No aplicable&#13;
&#13;
10.- PERSPECTIVAS DE MERCADO Y ACTUACIÓN PREVISIBLE DE LA SICAV&#13;
&#13;
Continuaremos aplicando una política de gestión activa y flexible. Entendemos que existen buenas oportunidades en los mercados e intentaremos aportar rentabilidad con niveles de riesgo controlados.&#13;
&#13;
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<iic-com:PoliticaInversion contextRef="FIM_S12019_V-86772951_ia">Se invierte, de manera directa o indirecta a través de IIC, entre 30% y 65% de la exposición total en renta variable y el resto en activos de renta fija pública y/o privada (incluyendo depósitos e instrumentos del mercado monetario cotizados o no, que sean líquidos). La exposición a riesgo divisa oscilará entre 0% y 100% de la exposición total.
</iic-com:PoliticaInversion>
<iic-com:OperativaDerivados contextRef="FIM_S12019_V-86772951_ia">Se podrá operar con instrumentos financieros derivados negociados en mercados organizados y no organizados de derivados con la finalidad de cobertura y de inversión 
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<iic-com-fon:RentabilidadMaximaValor contextRef="FIM_S12019_V-86772951_dpy" decimals="2" unitRef="pure">0.71</iic-com-fon:RentabilidadMaximaValor>
<iic-com-fon:RentabilidadMaximaValor contextRef="FIM_S12019_V-86772951_dly3" decimals="2" unitRef="pure">2.35</iic-com-fon:RentabilidadMaximaValor>
<iic-com-fon:RentabilidadMaximaFecha contextRef="FIM_S12019_V-86772951_daq">2019-06-18</iic-com-fon:RentabilidadMaximaFecha>
<iic-com-fon:RentabilidadMaximaFecha contextRef="FIM_S12019_V-86772951_dpy">2019-06-18</iic-com-fon:RentabilidadMaximaFecha>
<iic-com-fon:RentabilidadMaximaFecha contextRef="FIM_S12019_V-86772951_dly3">2016-01-22</iic-com-fon:RentabilidadMaximaFecha>
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<iic-com-fon:VolatilidadValorLiquidativo contextRef="FIM_S12019_V-86772951_daq" decimals="2" unitRef="pure">3.24</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo contextRef="FIM_S12019_V-86772951_dpq" decimals="2" unitRef="pure">3.45</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo contextRef="FIM_S12019_V-86772951_dpq2" decimals="2" unitRef="pure">8.59</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo contextRef="FIM_S12019_V-86772951_dpq3" decimals="2" unitRef="pure">4.76</iic-com-fon:VolatilidadValorLiquidativo>
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<iic-com-fon:VolatilidadValorLiquidativo contextRef="FIM_S12019_V-86772951_dpy3" decimals="2" unitRef="pure">9.75</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadIbex contextRef="FIM_S12019_V-86772951_daa" decimals="2" unitRef="pure">11.76</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex contextRef="FIM_S12019_V-86772951_daq" decimals="2" unitRef="pure">11.14</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex contextRef="FIM_S12019_V-86772951_dpq" decimals="2" unitRef="pure">12.33</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex contextRef="FIM_S12019_V-86772951_dpq2" decimals="2" unitRef="pure">15.86</iic-com-fon:VolatilidadIbex>
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<iic-com-fon:VolatilidadIbex contextRef="FIM_S12019_V-86772951_dpy" decimals="2" unitRef="pure">13.65</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex contextRef="FIM_S12019_V-86772951_dpy2" decimals="2" unitRef="pure">12.89</iic-com-fon:VolatilidadIbex>
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<iic-com-fon:VolatilidadLetrasTesoro contextRef="FIM_S12019_V-86772951_daa" decimals="2" unitRef="pure">0.73</iic-com-fon:VolatilidadLetrasTesoro>
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<iic-com-fon:VolatilidadLetrasTesoro contextRef="FIM_S12019_V-86772951_dpq2" decimals="2" unitRef="pure">0.39</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro contextRef="FIM_S12019_V-86772951_dpq3" decimals="2" unitRef="pure">0.25</iic-com-fon:VolatilidadLetrasTesoro>
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<iic-com-fon:VolatilidadLetrasTesoro contextRef="FIM_S12019_V-86772951_dpy2" decimals="2" unitRef="pure">0.59</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro contextRef="FIM_S12019_V-86772951_dpy3" decimals="2" unitRef="pure">0.71</iic-com-fon:VolatilidadLetrasTesoro>
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<iic-com-fon:VolatilidadVaRHistorica contextRef="FIM_S12019_V-86772951_daq" decimals="2" unitRef="pure">5.21</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica contextRef="FIM_S12019_V-86772951_dpq" decimals="2" unitRef="pure">5.35</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica contextRef="FIM_S12019_V-86772951_dpq2" decimals="2" unitRef="pure">5.49</iic-com-fon:VolatilidadVaRHistorica>
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<iic-com-fon:VolatilidadVaRHistorica contextRef="FIM_S12019_V-86772951_dpy" decimals="2" unitRef="pure">5.49</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica contextRef="FIM_S12019_V-86772951_dpy2" decimals="2" unitRef="pure">5.27</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica contextRef="FIM_S12019_V-86772951_dpy3" decimals="2" unitRef="pure">6.23</iic-com-fon:VolatilidadVaRHistorica>
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<iic-com:RatioTotalGastos contextRef="FIM_S12019_V-86772951_dpq2" decimals="2" unitRef="pure">0.57</iic-com:RatioTotalGastos>
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/id/6mGr184V/p/wAOf8k9kP8A2Jsr/wDUGgf4vcV/8lTxL/2P84/9WOJP2t/4Ikf8ln+Mn/ZMLD/1K9Nr+kuv5tP+CJH/ACWf4yf9kwsP/Ur02v6S6/iPx5/5OTmv/YFlP/qvoH+j/wBGH/k0OS/9jLPf/VniAooor8cP6CCiiigAooooAKKKKACiiigAr5//AGaP+SdeI/8As4D9rL/1qf4y19AV8/8A7NH/ACTrxH/2cB+1l/61P8ZaAPoCiiigAoor5+1XxP4r+I3jn4qfAHWvgZ+0B4D+Hlx8PtStLL9qPS/HXwW8N+BfFFx4j0bQ7G80X4W3vgL49aj+094O+IGijxPq/wDZ3ijxF8FfAGlaTrPgbXdT0Pxe7N4IvfFQB13iX46fBLwZ8PPEPxd8YfGL4WeE/hP4R1TX9D8WfE/xL8QvCWhfDzwxrXhTxbf+AfFGkeIfGuqava+G9F1Tw3460vU/BWv6fqWp213o/i3Tr/w5qMNtrFncWce78OviX8OPjB4N0T4i/CX4geCfij8PvEsEl14c8d/DrxVoXjbwbr9tDPLazXGieJ/DV/qeiarBFdQTW0k1jfTxpPDLCzCSN1H4U/s/+GNA8J/Cn9gXwhpGj6B4c+EPhX/gux/wVL0DU/D8Vtp2leEtC8P+H/jh/wAFjbD4L6Na2BWGysoNM+N1n8F7HwVp9mkbQ+KIfC9tp8QlWCOv0h/Y5gntvi3/AMFIIrSKxh8Hn9uq0n8ELpUdimlNb3f7EX7Fd38Q5bT7ABC97N8cZ/itJ4mkl3XreMW8RC/P20TgAHvngz9pr9m74j/ETxr8Ifh5+0H8EPHnxY+G32z/AIWL8L/BnxX8B+KPiJ4B/s+7Wwv/APhNfBWh6/feJfC32G+dLK8/t3TLD7NduttNsmYIZPg/+0p+zn+0K3idfgD8fvgp8cW8E6hFpPjNfg/8VPAvxMbwjqk5uBDpviceC9e1s6BqExtboRWeq/ZLiQ21wEjJhk2/zh/Ha08cJ/wR0/4JtT/CuKxf9oGP9kD9piHxjN4eOjS+L4vHd9/wRm/bhufjHHLPFvuYr2X9sa2+G/8AwnotmWJfiZFoMWsgXq26D9krK08Kwft+fsky/COLwx/wrZv+Cdf7U9pe3HhEaTJp7+GLL40fsEN+zpEbix3Tv4aj0G7+Nb/D8CQ6U8Evi2TTdz/a2ABrfEb/AJSm/sb/APZgH/BSz/1or/gk7X3/AF+fnxNErf8ABUj9jcW7xxT/APDAn/BSkiSaJp4vKH7RH/BKESIYUmtnMjOYmSXzwqKkiNFIZVeH7z8vVf8An90//wAFlz/8tqANCis/y9V/5/dP/wDBZc//AC2o8vVf+f3T/wDwWXP/AMtqANCis/y9V/5/dP8A/BZc/wDy2o8vVf8An90//wAFlz/8tqANCis/y9V/5/dP/wDBZc//AC2o8vVf+f3T/wDwWXP/AMtqANCis/y9V/5/dP8A/BZc/wDy2o8vVf8An90//wAFlz/8tqANCis/y9V/5/dP/wDBZc//AC2o8vVf+f3T/wDwWXP/AMtqANCis/y9V/5/dP8A/BZc/wDy2o8vVf8An90//wAFlz/8tqANCis/y9V/5/dP/wDBZc//AC2o8vVf+f3T/wDwWXP/AMtqANCis/y9V/5/dP8A/BZc/wDy2o8vVf8An90//wAFlz/8tqANCis/y9V/5/dP/wDBZc//AC2o8vVf+f3T/wDwWXP/AMtqANCis/y9V/5/dP8A/BZc/wDy2o8vVf8An90//wAFlz/8tqANCvxT/wCC23/JFvg5/wBlQvv/AFFNUr9nPL1X/n90/wD8Flz/APLavIfjB8Afhx8fNI0nQvi94Y0LxrpOh6i+r6VZX0XiCxSz1GS2ks3ukfR/E+nTO7W0skW2aSSMBiQgbDD6zgbPsJwvxZkufY6liK+Fy3E1K1alhY05YicZ4avRSpRrVaNNy5qsW+erBcqbu3ZP4XxL4Xx3GnA3EXC+W18Lhsdm+Fo0MPXx0q0MLTnTxuGxLdaVCjiKyi4UJRXJRm+ZxTSV2v4daK/sK/4dt/sd/wDREPB//gb8QP8A5vqP+Hbf7Hf/AERDwf8A+BvxA/8Am+r+pv8AiZLg7/oTcTf+E+V//PX1/p6fxR/xKD4gf9FDwd/4VZ3/APOM+7qKz/L1X/n90/8A8Flz/wDLajy9V/5/dP8A/BZc/wDy2r+LT/RE0KKz/L1X/n90/wD8Flz/APLajy9V/wCf3T//AAWXP/y2oA0KKz/L1X/n90//AMFlz/8ALajy9V/5/dP/APBZc/8Ay2oA0KKz/L1X/n90/wD8Flz/APLajy9V/wCf3T//AAWXP/y2oA0KKz/L1X/n90//AMFlz/8ALajy9V/5/dP/APBZc/8Ay2oA0KKz/L1X/n90/wD8Flz/APLajy9V/wCf3T//AAWXP/y2oA0KKz/L1X/n90//AMFlz/8ALajy9V/5/dP/APBZc/8Ay2oA0KKz/L1X/n90/wD8Flz/APLajy9V/wCf3T//AAWXP/y2oA0KKz/L1X/n90//AMFlz/8ALajy9V/5/dP/APBZc/8Ay2oA0KKz/L1X/n90/wD8Flz/APLajy9V/wCf3T//AAWXP/y2oA0KKz/L1X/n90//AMFlz/8ALajy9V/5/dP/APBZc/8Ay2oA0KKz/L1X/n90/wD8Flz/APLajy9V/wCf3T//AAWXP/y2oA0KKz/L1X/n90//AMFlz/8ALajy9V/5/dP/APBZc/8Ay2oA0KKz/L1X/n90/wD8Flz/APLajy9V/wCf3T//AAWXP/y2oA0KKz/L1X/n90//AMFlz/8ALajy9V/5/dP/APBZc/8Ay2oA/ll/aY/YI/a78b/tEfHHxl4V+Cuuax4a8U/Ffx74g0DVYdc8Hww6lo+reJdSvtOvoobvxFb3UUdzazRTLHcQQzIrhZI0cFR4f/w7f/bZ/wCiCeIP/Cg8Ef8AzUV/YV5eq/8AP7p//gsuf/ltR5eq/wDP7p//AILLn/5bV++4H6Q/FuAwWDwNLJ+HJ0sFhcPhKcqlDM3UlTw9KFGEpuOaRi5yjC8nGMY8z0ilofy5mP0T+A8yzDHZjWz/AIuhWzDGYrG1YUsTkypwqYqvOvONNTyWclCMqjUFKcpKKV5Sd2/xE/4JUfss/H74B/FH4na78XvhxqfgrSdc8A2ek6Ve32p+H75LzUY/ENjePaomj6vqMyOttFJKXmjjjIUgOWIU/uXWf5eq/wDP7p//AILLn/5bUeXqv/P7p/8A4LLn/wCW1flPF/FWO4zzzEZ/mNDCYbFYmlhqM6WCjWhh1HC0YUIOMa9avUTlGCcr1ZLmbsktD9w4B4Iyzw84awvC+UYrHYzBYSvi8RTr5jPD1MVKeMxE8RUU5YbD4Wi4xnNxgo0YtRS5nJ6mhRWf5eq/8/un/wDgsuf/AJbUeXqv/P7p/wD4LLn/AOW1fMH2ZoUVn+Xqv/P7p/8A4LLn/wCW1Hl6r/z+6f8A+Cy5/wDltQBoUVn+Xqv/AD+6f/4LLn/5bUeXqv8Az+6f/wCCy5/+W1AGhRWf5eq/8/un/wDgsuf/AJbUeXqv/P7p/wD4LLn/AOW1AGhRWf5eq/8AP7p//gsuf/ltR5eq/wDP7p//AILLn/5bUAaFfP8A+zR/yTrxH/2cB+1l/wCtT/GWvcPL1X/n90//AMFlz/8ALavDP2ZQ4+G/iESsjyD4/wD7WO9o0MaM3/DU/wAZclY2klZAeymRyP7xoA+g6KKKACiiigDyXxJ8A/gV4y+HXiL4P+L/AILfCXxV8JfGGueJfE3i34XeJPhz4O1z4deKfEnjPxpqfxI8YeIfEXgnU9GuvDWt654r+Imtaz498S6tqemXV/rvjTVtT8U6pcXWuX91fS89cfsxfAuL4T+EfgZ4V+Gngv4b/CTwH49+FHxH8H/D34aeEfCngrwb4c8R/Bn4xeEfjt4LbRfCukaHF4c0m1h+I3grRtYu103SrS6Mv2q7sLvT9WeDU7f3uigDwvwV+y7+zP8ADb4h+Nfi78Ov2dvgV4B+K/xKS/j+I3xP8FfCPwB4V+Ifj+PVb2PUtTj8a+NdC8P2HiTxUmo6jFFqF+uu6nfreXscd1cCSdFkE3wc/Zm/Zv8A2dT4ob9n39n34I/ApvG99b6n40b4OfCjwH8MT4v1K0N0bTUPFB8E6Doh1++tTe3pt7vVvtdxCbu68uRftEu/26igD4A/aX+F/wC1P/w1P+zl+0v+zR4D/Z/+KH/Cr/2f/wBrH4F+NfBXx0+PfxF/Z/8A+TgPiL+xv4/8N+KfC3iPwB+zL+01/bX9i/8ADMuvaTreiatoPhn/AJGbSL+w1e7+yXlnR/wsb/gqb/0Zv+wB/wCLLP2iv/pTtff9FAHwB/wsb/gqb/0Zv+wB/wCLLP2iv/pTtH/Cxv8Agqb/ANGb/sAf+LLP2iv/AKU7X3/RQB8Af8LG/wCCpv8A0Zv+wB/4ss/aK/8ApTtH/Cxv+Cpv/Rm/7AH/AIss/aK/+lO19/0UAfAH/Cxv+Cpv/Rm/7AH/AIss/aK/+lO0f8LG/wCCpv8A0Zv+wB/4ss/aK/8ApTteg/tZftt/Bb9iub4GXnx4fxR4e8E/HH4qy/COH4n2WhnUfh98MdbHgXxd47tde+LWtRXKz+DvBlzY+DtStbrxZJYXeieHI1uvEXi+88PeENG13xDpv11FLFPFHPBJHNDNGksM0TrJFLFIoeOSORCUeN0IZHUlWUhlJBBoA+BP+Fjf8FTf+jN/2AP/ABZZ+0V/9Kdo/wCFjf8ABU3/AKM3/YA/8WWftFf/AEp2vv8AooA+AP8AhY3/AAVN/wCjN/2AP/Fln7RX/wBKdo/4WN/wVN/6M3/YA/8AFln7RX/0p2vv+igD4A/4WN/wVN/6M3/YA/8AFln7RX/0p2j/AIWN/wAFTf8Aozf9gD/xZZ+0V/8ASna+zviJ8QfBPwl8A+Nfil8SvE2k+C/h58OfCuv+N/HHi7XbkWei+GfCfhbS7rWvEGu6pckN5NhpWl2V1e3LhXcRQsER3Kqfm74C/tn/AAx+Ma+DtF8VXnh74G/Fr4oWWueM/hZ+zp8UfiD4K0n9ozxT8Hre9ux4S+J2p/Bv+1Y/GfhePxf4ftU8Uy+Fr3TrvWvB2n3kGl+MP7J8S2ms6JpQBwX/AAsb/gqb/wBGb/sAf+LLP2iv/pTtH/Cxv+Cpv/Rm/wCwB/4ss/aK/wDpTtff9FAHwB/wsb/gqb/0Zv8AsAf+LLP2iv8A6U7R/wALG/4Km/8ARm/7AH/iyz9or/6U7X3/AEUAfAH/AAsb/gqb/wBGb/sAf+LLP2iv/pTtH/Cxv+Cpv/Rm/wCwB/4ss/aK/wDpTtff9fK/7RH7VHh34E+JvhJ8MdL8M6p8TPjX8cNbv4PAXwx0G/sdHlg8C+D7vQZPi98ZPHHibVQdG8EfCf4P+H/EGnar4s8T6rve+1nV/Cvgfw1Yaz4x8YeH9IuwDyj/AIWN/wAFTf8Aozf9gD/xZZ+0V/8ASnaP+Fjf8FTf+jN/2AP/ABZZ+0V/9Kdr60+Fnxo+Dvxz8PXPi34J/Fj4afGLwpZate6BeeJ/hZ478LfEHw9aa7phRdS0W51rwlqur6bBq2ntJGt7pstyl5aF0E8MZZc+l0AfAH/Cxv8Agqb/ANGb/sAf+LLP2iv/AKU7R/wsb/gqb/0Zv+wB/wCLLP2iv/pTtff9FAHwB/wsb/gqb/0Zv+wB/wCLLP2iv/pTtH/Cxv8Agqb/ANGb/sAf+LLP2iv/AKU7X3/RQB8Af8LG/wCCpv8A0Zv+wB/4ss/aK/8ApTtH/Cxv+Cpv/Rm/7AH/AIss/aK/+lO1u/B79vj4R/FzxFaWM+h+JPhR4J8b3r2X7PXxV+MXi34FeDfC/wC1WYNf1Pw7d3HwB8HQfGTWPjZrMEF7psd3APG/wn8B3GraLrHh7WtEt9S03XNOuJ/uKgD4A/4WN/wVN/6M3/YA/wDFln7RX/0p2j/hY3/BU3/ozf8AYA/8WWftFf8A0p2vv+igD4A/4WN/wVN/6M3/AGAP/Fln7RX/ANKdo/4WN/wVN/6M3/YA/wDFln7RX/0p2vv+igD4A/4WN/wVN/6M3/YA/wDFln7RX/0p2j/hY3/BU3/ozf8AYA/8WWftFf8A0p2vY/2jP2ntK/Z9l8CeHtO+FfxV+O/xQ+JkviuXwN8H/gzH8N4vGut6F4A0e31zx94sm1n4w/Ef4R/DLQvDfg+xv9Gi1K78R/EHSLu/1bxD4f0Lw9Y61rWrWtg3q/wv+LXw3+M3hiPxd8MfG/g7x1oi3DabqN54L8Y+EvHFnouvW8FvNqXhvVNY8E654j8PprukG5ih1KztNXvEhkZXinnt5IZ5QD5F/wCFjf8ABU3/AKM3/YA/8WWftFf/AEp2j/hY3/BU3/ozf9gD/wAWWftFf/Sna+/6KAPgD/hY3/BU3/ozf9gD/wAWWftFf/SnaP8AhY3/AAVN/wCjN/2AP/Fln7RX/wBKdr7/AKKAPgD/AIWN/wAFTf8Aozf9gD/xZZ+0V/8ASnaP+Fjf8FTf+jN/2AP/ABZZ+0V/9Kdr7x1PU9N0TTdQ1nWdQsdJ0fSbG71PVdV1O7t7DTdM02wgkur7UNQvrqSK1srGytYpbm7u7mWK3toIpJppEjRmHwR+yd/wUC8J/tc/Gv4z/Dfwb8N/GHhfwD4I+G/wj+LnwV+L3i2WHTdO/ac+GPxM8WfGXwJffEr4beFJbWLW9P8Ah7oviv4O3dv4f8Ra7LDcePPDnijwr460bSbbwZ4m8Ja14kAJv+Fjf8FTf+jN/wBgD/xZZ+0V/wDSnaP+Fjf8FTf+jN/2AP8AxZZ+0V/9Kdr7/ooA+AP+Fjf8FTf+jN/2AP8AxZZ+0V/9Kdo/4WN/wVN/6M3/AGAP/Fln7RX/ANKdr7/ooA+AP+Fjf8FTf+jN/wBgD/xZZ+0V/wDSnaP+Fjf8FTf+jN/2AP8AxZZ+0V/9Kdr7/r8+/wBvz/goD4S/Yd+HWuatpnw68V/tCfGy3+HHxD+Lnh79nz4b3dpbeLtQ+GHwk0K58TfE74m+KNXu4Lyw8CfDfwdo1pJbz+KNYtJ38Q+L7/w78PPBumeI/HHibRtCuQCX/hY3/BU3/ozf9gD/AMWWftFf/SnaP+Fjf8FTf+jN/wBgD/xZZ+0V/wDSna+8NK1TTtc0zTta0i9ttS0nV7Cz1TS9Rs5VntL/AE7ULeO7sr21mQlJra6tpop4JUJWSKRXUkEVfoA+AP8AhY3/AAVN/wCjN/2AP/Fln7RX/wBKdo/4WN/wVN/6M3/YA/8AFln7RX/0p2vv+igD4A/4WN/wVN/6M3/YA/8AFln7RX/0p2j/AIWN/wAFTf8Aozf9gD/xZZ+0V/8ASna+/wCigD4A/wCFjf8ABU3/AKM3/YA/8WWftFf/AEp2j/hY3/BU3/ozf9gD/wAWWftFf/SnasfBD/goj8G/jp8T/Dnw50nwZ8WvA2j/ABQ+H3ib4sfs6fF34kaJ4M0H4U/tQfDXwf4u8CeCfEHi/wCC+p6X4917xZ9ki1n4ofDu50TSvif4N+GniTxn4c8Y6J4u8D6J4k8LXEmsRfe9AHwB/wALG/4Km/8ARm/7AH/iyz9or/6U7R/wsb/gqb/0Zv8AsAf+LLP2iv8A6U7X3/RQB8Af8LG/4Km/9Gb/ALAH/iyz9or/AOlO0f8ACxv+Cpv/AEZv+wB/4ss/aK/+lO19/wBFAHwB/wALG/4Km/8ARm/7AH/iyz9or/6U7R/wsb/gqb/0Zv8AsAf+LLP2iv8A6U7XsH7Rf7Umh/s+3ngjwvY/C34vfHr4rfEez8Z634K+C3wK0nwVqnxE1vwh8NoNBn+I/jgS/Enx58MfAemeF/BD+LfB2n6pc6z4307UdT17xj4U8MeFtM8QeJdf03Sbj0f4GfG34cftG/CT4d/G74Ta/H4i8AfE/wAFeEPHvhm9aJrPUotE8b+GNI8X6Jba9o8+L/w/ro0PXdMuNS0HVYbbU9MluBb3lvFIMUAfLH/Cxv8Agqb/ANGb/sAf+LLP2iv/AKU7R/wsb/gqb/0Zv+wB/wCLLP2iv/pTtff9FAHwB/wsb/gqb/0Zv+wB/wCLLP2iv/pTtH/Cxv8Agqb/ANGb/sAf+LLP2iv/AKU7X3/RQB8Af8LG/wCCpv8A0Zv+wB/4ss/aK/8ApTtH/Cxv+Cpv/Rm/7AH/AIss/aK/+lO19/1+cngj/gqB+z14u8YfBzSNY8OfFr4ZfDj9prXZPC/7KH7RPxK8M+GtF+A37TniSSC9v9C0H4aeKNI8Z6/4l8Pav470bTdQ1/4Wad8ZvB3wpu/i3odo+ofDGLxbHNaC4ANz/hY3/BU3/ozf9gD/AMWWftFf/SnaP+Fjf8FTf+jN/wBgD/xZZ+0V/wDSna+/6KAPgD/hY3/BU3/ozf8AYA/8WWftFf8A0p2j/hY3/BU3/ozf9gD/AMWWftFf/Sna+/6KAPgD/hY3/BU3/ozf9gD/AMWWftFf/Sna9/8A2YvC/wAU/CPwhtLD416D8P8Awv8AE3WPiB8bPHXibw58LfHviP4oeBND/wCFl/Gz4h/EXRtL0Lx94s+GXwb8QeJvsXh/xTpUGp32ofDPwp5esJqFpa2d3ZW9tqd99AUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFeRftA6v8QNA+Avxu174TWGpap8VNE+EXxJ1f4aaZo+nWGr6vqPxA03wZrV54NsNK0nVI5tM1TUrvxHDptvY6dqMUthe3UkVteRvbyyKdb4t/Fr4f8AwM+HniP4p/FDXX8O+CfC0enf2nqFvo+ueI9SuL3W9Y0/w74e0LQPDHhfTNa8U+K/FPijxJq+keGfCfhLwtouseJvFXiXV9K8PeHtJ1LWNSsrKfC+BP7QHwj/AGlvAEPxM+C/i0eLPCp1rXPDGprd6J4j8I+KPCni/wAL38ml+J/BPj3wF410jw747+Hnjrw1qMbWfiHwT458N+H/ABVok5jXUtIthNCZAD8dvFvi/wDan/aY8K/DP9k/4x6F8A/g/wD8FN/gP4q8NfGnwynxM0zWfEv7LH7SPwt1fwR4v+Afxj+Mfwq0uwjudU8a6XpXwt+OHjvRPit+z82sabr/AIP8b32m+B/Eviu3+FXxB8G/FbxL96f8E9/2E7H/AIJ9fC7xV8GPDHxg8YfFvwFq/inSPF/huT4h6J4dtfGPhfUU8BeEfBniLSJPEXhmHSdO1jwhLL4P0+f4f+G/+Ec0yL4W+FRY/DbQLu78F+HPCunaJ9j+Jfh34B8Za54F8T+LfBfhbxN4j+GHiC+8V/DjXtd0LTNV1jwJ4m1Pw5rXg/Udf8I6je20134f1e+8K+Itd8PXd/pcttc3Gj6vf2EsjW9zJG3ZUAFFFFABRRXyrr37bX7Mfhf9oLSv2YPEPxKbSPjBrOraT4YsLG+8GeP4fAjeO/EHhkeNvDvwsu/jIfCv/Cm9O+MfiPwU0PjLw78HNR8e2vxQ17wnd2HiPSPCd5o+oWN5cAHy5+1z8Z/2tfhF+0De+INO+BK/Hr/gnv4f/Z50R/2mfB+m+FrbxB8SzfeNPGvxD0bxL4u+EGgw295ffGB/hz4E0HT9S+MPwPmsrnUfEvw/8RWWo/Doaj47trbwL8QPjLSf2BfBniP4RfCr4R/sV/DvwD8Tv2fPid4/+Cv7U3gn/gpL4v8Ajn4b8ZfFv4T2/gT4qeGvE/grQPhhDbfDS+8e+LpPhf8AAfwL4K+C37PWsz+P3tYPBSQ+FviTrsdjoesr40/oarjfAvw78A/C/Q5vDHw38F+FvAXhy48QeKfFc+g+D9C0zw5o83ibxx4j1Txh4x1+TTtJtrS0bV/E/irW9X8Q67fmL7Tqesale393JLcXEkjAHZUUUUAFFFecfFv4tfD/AOBnw88R/FP4oa6/h3wT4Wj07+09Qt9H1zxHqVxe63rGn+HfD2haB4Y8L6ZrXinxX4p8UeJNX0jwz4T8JeFtF1jxN4q8S6vpXh7w9pOpaxqVlZTgHo9fzq2Gn+Lv2u/Df7P/AOyv/wAFe/At/wDB/wCOfi/X/wDhaf7Lfxp8CXem+CdI+Nvh7UdP1OX4ofsj/EVl0zV9A8H/ABb8TfBa+8Q/DP8AaG+AV/Z33hb43fCa+1f4gfDKJfEfhDxLo3wj/cb4E/tAfCP9pbwBD8TPgv4tHizwqda1zwxqa3eieI/CPijwp4v8L38ml+J/BPj3wF410jw747+Hnjrw1qMbWfiHwT458N+H/FWiTmNdS0i2E0Jk7Lxx8O/APxN0rTtC+Ivgvwt460XSPFHhTxtpWleLtC0zxDp+m+MfAniDT/FngvxRY2mq211Ba6/4V8TaTpuu6Bq0CJe6XqtjbXtnNFPErgA/PX9jz9n34qaN+0h8Xv2ofH37P/ww/Y+t/HnwZ+GHwUuPgV8JPH+h/EOx8f678MvFnjzW4PjL451fwt4A+H3htLzSdA8VWPgL4arFYXvilvCI1hPFp0aKHw34b0f9PKKKACiiigAr89v20viN+3H8OPiL+z9rn7JHwo0340eAdE0r4yeMv2k/hxqUuj6HqHjnwf4Zh+HVl4b8HfDPxvqs9rb+HPjjqM3iPxHrvwv0nWbiDwV43m8Ma94X8Zaj4Zsby18beFvX9e/ba/Zj8L/tBaV+zB4h+JTaR8YNZ1bSfDFhY33gzx/D4Ebx34g8Mjxt4d+Fl38ZD4V/4U3p3xj8R+Cmh8ZeHfg5qPj21+KGveE7uw8R6R4TvNH1CxvLj6qoA/l68EfsUSfGfwf+0H4h/ZQ8F/s7/tj/ALJH7YXwsufhP8Kbb9prxL4g+GHxf/4J0a9ofjL4ra14o+DX9iyfCXxt4yl8JfCX4vfEzxT4q0vwBFqfwt+NXwW8b+F9P+HLPKmgeHfF/hf+lnwF4e1Pwj4G8GeE9a8T6p421jwx4T8O+HtW8Z64qJrXi7U9F0ez02/8T6ukbyRrqmv3VtLquoLHJIi3d3MFdlAYw+F/h34B8Ear4413wb4L8LeFda+JnihPG3xE1Xw9oWmaPqHjnxjH4f0PwmnijxZd2FtBPr2vr4Z8M+HtCGram9ze/wBlaNptkZvItIkXsqACiiigAorzj4t/Fr4f/Az4eeI/in8UNdfw74J8LR6d/aeoW+j654j1K4vdb1jT/Dvh7QtA8MeF9M1rxT4r8U+KPEmr6R4Z8J+EvC2i6x4m8VeJdX0rw94e0nUtY1Kysp8L4E/tAfCP9pbwBD8TPgv4tHizwqda1zwxqa3eieI/CPijwp4v8L38ml+J/BPj3wF410jw747+Hnjrw1qMbWfiHwT458N+H/FWiTmNdS0i2E0JkAP54/in4f8A2pP2wfg/8M/2Yf24tQ079k79uHx54Y+Imt/sYftDDSVj+D3x98LfE7wZrGmfFr9jL9oLwrpTxWnhf4oax8LLhtF+Lfwr0m7hm8WaRoGkfHP4Ky3uu/Dnxx8PvA/6j/sd/s2fFbwd+0J8Tf2jPH3wL+BP7JkXjX4J/DH4O6t8Ff2d/Htx4/8AC/xG8U/DzX/FGrw/F/xdfwfCv4PaJZ3HhjRNej+Hvw0SLwteeLLjwfcapH4v1KxtLDwp4b0X9B/HHw78A/E3StO0L4i+C/C3jrRdI8UeFPG2laV4u0LTPEOn6b4x8CeINP8AFngvxRY2mq211Ba6/wCFfE2k6brugatAiXul6rY217ZzRTxK47KgAooooAKKK+Vde/ba/Zj8L/tBaV+zB4h+JTaR8YNZ1bSfDFhY33gzx/D4Ebx34g8Mjxt4d+Fl38ZD4V/4U3p3xj8R+Cmh8ZeHfg5qPj21+KGveE7uw8R6R4TvNH1CxvLgA8P/AG6vF37Znhnxf8Ek/Zn+Cnhz9oT4SHwz8cdb/at+D3im28PW0PxQ+HGmWHw+0bTPh14H8S+ImTS9M+MHiCHxT4p1L4e+HPEjL4B+IMfh3xF4Q8c3nh3TNQt/GfhfmLc6f+1D43/Y8/b/AP2I/EHhnW08H3Hiv4BfGjwZ4rOq+A7zV/2dfiD4g8PWXxa+HvibQLnRZ9a8B/Hr9mb4qeAvC/jPTvA3i7RNN1XSb3wx8UPhNfp4evvH0uqWH6g1xvhf4d+AfBGq+ONd8G+C/C3hXWviZ4oTxt8RNV8PaFpmj6h458Yx+H9D8Jp4o8WXdhbQT69r6+GfDPh7Qhq2pvc3v9laNptkZvItIkUA7KiiigAoornvF3i3wz4B8J+J/HfjXXdM8L+DfBXh7WvFvi3xNrd3FYaN4d8M+HNNudY17XdXvp2WGy0zSNKs7vUL+7mZYra1t5ZpGCISADoa/Gf9kX9oz4vSaj4O+BH/AAU/+EHg34f/AB3/AGlfAV7pvwg+K/8Awj2j6Z4Z/aG8ATw+I/E0/wCzV8Q2toPsngj9o/4Y+Htc1288RfB6W9fw58QPD83iL4ifC6N7i0+KHg/4f/of+zx+1b8Cv2qNK8V6n8FvFuq6vdeA9btPD3jrwl4y8A/ET4R/ErwRqmqaXba9oSeMPhV8XvCfgX4k+GLLxPoF5a+IPCOq634VsdK8XaDcRaz4avdU01vtI9X8cfDvwD8TdK07QviL4L8LeOtF0jxR4U8baVpXi7QtM8Q6fpvjHwJ4g0/xZ4L8UWNpqttdQWuv+FfE2k6brugatAiXul6rY217ZzRTxK4APm79hr4R/F/9nr4E2P7PXxW1XR/FWjfArxBqfwv+A/j6y1q91XxD45/Zt8O2um/8KWvfiLb32nWcumfEvwh4Surf4XeNJUvNYh8W6v4Cl+IkV7bJ4yXR9M+w6KKACiiigAr89v20viN+3H8OPiL+z9rn7JHwo0340eAdE0r4yeMv2k/hxqUuj6HqHjnwf4Zh+HVl4b8HfDPxvqs9rb+HPjjqM3iPxHrvwv0nWbiDwV43m8Ma94X8Zaj4Zsby18beFvX/AI2fttfsx/s6/EHwj8MvjL8Sm8GeKPGMHh68guJfBnj/AFrwd4R0zxj4nuPBPgnWviz8R/DnhXV/h58E/D/jrxpZ3/g/wL4g+MHijwPovjTxTpuqaB4Yv9V1XS9Qtbb6qoA/l8X9hr4V/H6z8a+P/wBi/wDZn+BH7Uf7LH7SvwHufg58M9L/AGj/AIyfFXTtS/4JufGey8X/ABTl+NEPhP4RfFrSvibrnwK0t/FHiDwTJ4s+Dv7PcHwV8b/Dn4n/AAT0/wANv4W0RYNH8UeF/wClP4eeGL/wT4A8DeDNV8T6t421Twj4P8M+GNS8Z6+Q2u+Lr/QNFstKvPE+tMJJg2ra/cWkmq6kRLKDeXcx8x/vFvhf4d+AfBGq+ONd8G+C/C3hXWviZ4oTxt8RNV8PaFpmj6h458Yx+H9D8Jp4o8WXdhbQT69r6+GfDPh7Qhq2pvc3v9laNptkZvItIkXsqACiiigAornvF3i3wz4B8J+J/HfjXXdM8L+DfBXh7WvFvi3xNrd3FYaN4d8M+HNNudY17XdXvp2WGy0zSNKs7vUL+7mZYra1t5ZpGCISPF/2eP2rfgV+1RpXivU/gt4t1XV7rwHrdp4e8deEvGXgH4ifCP4leCNU1TS7bXtCTxh8Kvi94T8C/EnwxZeJ9AvLXxB4R1XW/CtjpXi7QbiLWfDV7qmmt9pAB+F3i3T/AI7/ALV/wh8Jfs0f8FCPD3/DN37enxA+GHxc1f8A4J2/tZeFPHfxT+CWia94q+IngrUZdQ+CHxA174D+MfBPiDwV8avDmg2WiD41fAF9W1bwN8avBXhiP4k+CPDXiPUfBHi/wP8ADT74/YL/AGSPFHwm+Mfjf433X7K/wM/YQ8N618EfAHwQP7Ov7PXi/SfFvhvx3rngLxN4g1eH4v8AjSfwj4E+HPgyK50DRtSg8FfDCePQr/x3eeE9T8QP471HTAnhzwvon6YeOPh34B+JuladoXxF8F+FvHWi6R4o8KeNtK0rxdoWmeIdP03xj4E8Qaf4s8F+KLG01W2uoLXX/CvibSdN13QNWgRL3S9Vsba9s5op4lcdlQAUUUUAFFFfKvxs/ba/Zj/Z1+IPhH4ZfGX4lN4M8UeMYPD15BcS+DPH+teDvCOmeMfE9x4J8E618WfiP4c8K6v8PPgn4f8AHXjSzv8Awf4F8QfGDxR4H0Xxp4p03VNA8MX+q6rpeoWtsAeQftpfEb9uP4cfEX9n7XP2SPhRpvxo8A6JpXxk8ZftJ/DjUpdH0PUPHPg/wzD8OrLw34O+GfjfVZ7W38OfHHUZvEfiPXfhfpOs3EHgrxvN4Y17wv4y1HwzY3lr428LflLqn7D/AIQ/aT/Zh8L6N+xv4o+I/wC1D+y54s0T41eCPgB8CPjj8Sfh58LPhX/wTW+KPizw94o+HU/i2bQrX4I2f7UuoeNP2bbnxX468HeD/hX40+IOueO/2edTsZ/CXhXSNGvjoviX4ff0x1xvhf4d+AfBGq+ONd8G+C/C3hXWviZ4oTxt8RNV8PaFpmj6h458Yx+H9D8Jp4o8WXdhbQT69r6+GfDPh7Qhq2pvc3v9laNptkZvItIkUA3dBsLzStD0bS9R1W413UNN0nTrC+1y8iigu9ZvLOzht7rVbqGD9zDcajPG93PFD+6jlmZI/kArVoooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACvOPi38WvAHwM+H3iD4o/E/XW8PeDPDf8AZUN9e2+k614h1S91PxDrem+GPC/hzw74Z8Nadq/ibxZ4t8XeKda0Xwr4P8IeGNI1fxN4s8UazpHh3w9pWpazqdlZT+j1/M78dP21fFv7WHgT4w/C74oeFP2gPhP4VT46fCTw78PviZ8CP2W/GOi+Lv8Agn58bvB/7Umg+FfgN8Rv2gfjJ+0L8UvAfw9/aA8S6t8UrT4U+Kde+Bn7M/wf8Y6j4Y8I67rvh7xDqnjbwlqumePNSAIPjn8XvCv7a37TV8PiJ8Vvj58Dvgn4d8Z/CP4P/sm/FLwzpvxv+B91+xp/wUU8J6/oHxP0zwr+3D+z58QLrRPBPxR1v4xarqfwd1X9nrxJ8TfCmufA7X9AVvhHpg8I/FPx5ofiz4gfs3+zT+z/AK54d8R3n7SHxh8I+Dvh7+1h8SvA9r8P/wBo61+BnjLxVd/Av4uar4A16bSvA3xek8Ja7ZaWr+MbrwlplsfD2sa3p93488H+CvE3/Cp/EPi/xrpng/QNStfEv2Hf2FvHf7Pmv2/jn4yeJfhDq3iPw38LF+Dng3wz8EPCXj3QfCNxp9/8Q5vir8QPjB8S9e+K3j34kePviZ8cPi18QY9L8WeI/FHiHXJLrRL+01GV9X8Xa/4k17xXe/p3QAUUUUAFFFfnZ/wUQ/a3+IH7K3hL4XL8PNLtdO1X4qeMda8LP8U/EPwH+OX7Svg/4fy6L4U1PxJpWjSfBb9ne60b4lfEXx98TdWsrPwb8O/Clp4x8BaZdXc+taxdeKpr7QtM8H+LQDgf2+/26dM+Hfgr4t/AX4C+P08K/tV6lF4V+Engf4h+KPg/8YvGP7P3wt+PHxng0RfhB8Pfi38XPAvhjUfBPwx+IXxGsfE2hf8ACBp4n1a9j8J6l4y+HHjTxz4U1Lwh4i0HR/GHyF+yN+zd4G+MmhfEPwF4L0zxj47/AGRfjtr+qeFP2+/2SP2yfir8SvGf7V37Hn7Y/gH4f+FPsnjrwj8XvFOreNPiD4h1fX18K/DaeOJvH1rp2j3H/Crf2l/2XviNp3hG9Oj6l514O/Z1+JH7Zv7RX7Rvxj+Dt/r/AOz3qN5r0fhb45fs+/tw/B1PFGrfs+/G34q/sy/C7w1f/ta/sx+FPhH+0V4n+Gtn8QPip+zZP4A0FPB3xf1jXPFPwt1BPFLSv4Qfx/8AE/wZ48/ob+Gnw+8P/Cn4f+Cfht4WF62geA/CPhXwXpNzqtyL/Wr3S/B/h3S/C+k3Wuan5UL6pq7aTo9hFe6jLGslzJEG2ogSNADY8J+H18J+FfDXhVNY8QeIU8M+H9G8Ppr/AIs1WbXfFWuLo2nW2nLrHiXXLhUn1nxBqYthe6zqs6LNqOoz3N5IqvMwHQUUUAFFFFAHnHxb+LXgD4GfD7xB8UfifrreHvBnhv8AsqG+vbfSda8Q6pe6n4h1vTfDHhfw54d8M+GtO1fxN4s8W+LvFOtaL4V8H+EPDGkav4m8WeKNZ0jw74e0rUtZ1Oysp/53fjn8XvCv7a37TV8PiJ8Vvj58Dvgn4d8Z/CP4P/sm/FLwzpvxv+B91+xp/wAFFPCev6B8T9M8K/tw/s+fEC60TwT8Udb+MWq6n8HdV/Z68SfE3wprnwO1/QFb4R6YPCPxT8eaH4s+IE/x0/bV8W/tYeBPjD8Lvih4U/aA+E/hVPjp8JPDvw++JnwI/Zb8Y6L4u/4J+fG7wf8AtSaD4V+A3xG/aB+Mn7QvxS8B/D39oDxLq3xStPhT4p174Gfsz/B/xjqPhjwjruu+HvEOqeNvCWq6Z481L9J/2Hf2FvHf7Pmv2/jn4yeJfhDq3iPw38LF+Dng3wz8EPCXj3QfCNxp9/8AEOb4q/ED4wfEvXvit49+JHj74mfHD4tfEGPS/FniPxR4h1yS60S/tNRlfV/F2v8AiTXvFd6Ae2/s0/s/654d8R3n7SHxh8I+Dvh7+1h8SvA9r8P/ANo61+BnjLxVd/Av4uar4A16bSvA3xek8Ja7ZaWr+MbrwlplsfD2sa3p93488H+CvE3/AAqfxD4v8a6Z4P0DUrX7OoooAKKKKACvyu/b7/bp0z4d+Cvi38BfgL4/Twr+1XqUXhX4SeB/iH4o+D/xi8Y/s/fC348fGeDRF+EHw9+Lfxc8C+GNR8E/DH4hfEax8TaF/wAIGnifVr2PwnqXjL4ceNPHPhTUvCHiLQdH8Yd9/wAFEP2t/iB+yt4S+Fy/DzS7XTtV+KnjHWvCz/FPxD8B/jl+0r4P+H8ui+FNT8SaVo0nwW/Z3utG+JXxF8ffE3VrKz8G/DvwpaeMfAWmXV3PrWsXXiqa+0LTPB/i38v/AAd+zr8SP2zf2iv2jfjH8Hb/AF/9nvUbzXo/C3xy/Z9/bh+DqeKNW/Z9+NvxV/Zl+F3hq/8A2tf2Y/Cnwj/aK8T/AA1s/iB8VP2bJ/AGgp4O+L+sa54p+FuoJ4paV/CD+P8A4n+DPHgB6L+yN+zd4G+MmhfEPwF4L0zxj47/AGRfjtr+qeFP2+/2SP2yfir8SvGf7V37Hn7Y/gH4f+FPsnjrwj8XvFOreNPiD4h1fX18K/DaeOJvH1rp2j3H/Crf2l/2XviNp3hG9Oj6l+93hPw+vhPwr4a8KprHiDxCnhnw/o3h9Nf8WarNrvirXF0bTrbTl1jxLrlwqT6z4g1MWwvdZ1WdFm1HUZ7m8kVXmYDH+Gnw+8P/AAp+H/gn4beFhetoHgPwj4V8F6Tc6rci/wBavdL8H+HdL8L6Tda5qflQvqmrtpOj2EV7qMsayXMkQbaiBI07igAooooAK84+Lfxa8AfAz4feIPij8T9dbw94M8N/2VDfXtvpOteIdUvdT8Q63pvhjwv4c8O+GfDWnav4m8WeLfF3inWtF8K+D/CHhjSNX8TeLPFGs6R4d8PaVqWs6nZWU/o9fzO/HT9tXxb+1h4E+MPwu+KHhT9oD4T+FU+Onwk8O/D74mfAj9lvxjovi7/gn58bvB/7Umg+FfgN8Rv2gfjJ+0L8UvAfw9/aA8S6t8UrT4U+Kde+Bn7M/wAH/GOo+GPCOu674e8Q6p428JarpnjzUgCD45/F7wr+2t+01fD4ifFb4+fA74J+HfGfwj+D/wCyb8UvDOm/G/4H3X7Gn/BRTwnr+gfE/TPCv7cP7PnxAutE8E/FHW/jFqup/B3Vf2evEnxN8Ka58Dtf0BW+EemDwj8U/Hmh+LPiB+zf7NP7P+ueHfEd5+0h8YfCPg74e/tYfErwPa/D/wDaOtfgZ4y8VXfwL+Lmq+ANem0rwN8XpPCWu2Wlq/jG68JaZbHw9rGt6fd+PPB/grxN/wAKn8Q+L/GumeD9A1K18S/Yd/YW8d/s+a/b+OfjJ4l+EOreI/DfwsX4OeDfDPwQ8JePdB8I3Gn3/wAQ5vir8QPjB8S9e+K3j34kePviZ8cPi18QY9L8WeI/FHiHXJLrRL+01GV9X8Xa/wCJNe8V3v6d0AFFFFABRRXxz+3V+0f4l/ZZ+Ad58TfCmhW2oapdeNPA/gh/FOt+D/iB4+8D/CrT/GevW+j6h8VviL4Q+FVne/EPxJ4Q8G2sj3Mnh3wt/Zd74n1+50Dwzc+KfBOm6zfeNPD4B8+/8FQf23rb9mj4A/G7wr8MPHP/AAi/7Sdt8EdS+IOgeIbj4PfGL4t+BPgt4V1LUdS8O6d8V/jbqfwi8MeIx8JPB2pX2i+KtJ8GeOfF8dzptv4i8Pa34qHhDx74W+HHj/RYPjH9jv8AZ4+Hvxy8L+OvCHw+svFvxE/Y6/aC1e+8Pft4/softh/Ff4k+Nv2qf2RP2vvBPw78JTab8QfBnxh8Uat40+IHiPU/EkHhj4aXdup8fW2m6RM3ws/aY/Zd+I2neEb46PqXnOm+FPin+3N+1H4W+J3gyz1/4W/H34efBP8AZ88a/GT4V/tkfs3eN/hx+yf+1h4a8NeOfjbZ/s8ftTeCPgF4a/aX8SfHP4X+JPg38SZ/jDqXgz4S/tQajZa5rKXngbxDrfhTTvFnw88BfEjwr+8P7MPwH0/9mn4HeBPg5ZeIr3xld+GLPUbvxH401HT7bSbzxh4x8SaxqHibxf4kOkWctxbaJY6p4j1fUptF8OwXl9B4Z0EaX4ctr+8tdKhuJAD1vwn4fXwn4V8NeFU1jxB4hTwz4f0bw+mv+LNVm13xVri6Np1tpy6x4l1y4VJ9Z8QamLYXus6rOizajqM9zeSKrzMB0FFFABRRRQBzfjLxh4W+HnhDxV4/8c+INJ8J+CfA/hzXPF/jDxTr17Dpuh+GvC3hrTLrWfEGv6zqFyyW9hpWj6TZXeo6heTukNraW808rKiMR/Od+25+1B8Hv2vfH8PgP4p6v+0f4U/YB8D/AAsvbX9qnTPDeg/tS/sdfHz4G+J/jrLe6P8As/8A7XPxWg1a28Ban8Sf2L30DQPHugXtp/YOqeF/hj47Z/Hv7QHg7xH4F0C/b4a+kfti/t0aj4x1n9ub9m74v/BD41eLP2avCHws+Mfw5+K3w5+Bn7Pfjo/HvRvhlB8NNN17xB+1jqf7VXxT+Knwa/ZY+HHgNdA1LxdefC74aaBbfE74t+OH8N6P4q8L6hNrH/CQfDzw577+xT+wH8WPAni/4e/FT46/Gn4cfGSz8HzfEz4g6B468K/DLxp4N+L37S/j346eE9L8Jah8ZP2q9X8c+PPGFs+taP8AC+L/AIQrw58JfBOk6P4B8LWr6Xb+HoPDXhLwd4L+HfhoA+iv2c/2Z/Hh8YeDvjj+01feE/E/7TPwbs/Ffwa8M/tI/BvW9T8Iw/tV/s4app1nqngzVvj78N9NsrDwzHrlrrGq3OuS+BhceLPC/gv4oaHrnjz4S614Z8L/ABB1HwmP0GoooAKKKKACvhb9sX9u74O/sp6H4w0bxF4q1XSfiFpXwr1L4kXGrWPwS+Mfxu8CfBbwtfy654d8JfGH9oe1+D2kXF94M+DzeMdF1O3uLnU/EXhXVPFOm+FfHR8K3ph8H+K9X8OdH+3V+0f4l/ZZ+Ad58TfCmhW2oapdeNPA/gh/FOt+D/iB4+8D/CrT/GevW+j6h8VviL4Q+FVne/EPxJ4Q8G2sj3Mnh3wt/Zd74n1+50Dwzc+KfBOm6zfeNPD/AONOm+FPin+3N+1H4W+J3gyz1/4W/H34efBP9nzxr8ZPhX+2R+zd43+HH7J/7WHhrw145+Ntn+zx+1N4I+AXhr9pfxJ8c/hf4k+DfxJn+MOpeDPhL+1BqNlrmspeeBvEOt+FNO8WfDzwF8SPCoBsfsZ/Cbx54q8W6/LNd3njL9orxHoXw9+Cv/BYj9kD9rb4k+M/ip8PfjZ8O/Gl342k8PftXfsv6941t/GGl6H8KtXTxZ8S9f8AhT8PPBOgaH8BPH3w0vfFvwN8R+Dvhd8Zvh5d3Gh/vn8FfhF4Y+Avwt8HfB/wTf8Ai3UPBvgHTZdC8KHxx4t13x14j07w4l/d3Oi+Hp/Ffia71DxDq2meFtOuLfw34dfWdR1DUbTw7pWlWF1qF7LatdS8r+zJ8B9P/Zt+CPgH4Q2viK98a6h4U0q8TX/HGp6fbaXf+LPEmv8AiHXPGXirWV0u0luYNB0i/wDF3ijxFqGgeFre9vbPwtpV9b6HZ3l3FZ/a5/e6ACiiigArm/GXjDwt8PPCHirx/wCOfEGk+E/BPgfw5rni/wAYeKdevYdN0Pw14W8NaZdaz4g1/WdQuWS3sNK0fSbK71HULyd0htbS3mnlZURiOkr+fL9sX9ujUfGOs/tzfs3fF/4IfGrxZ+zV4Q+Fnxj+HPxW+HPwM/Z78dH496N8MoPhppuveIP2sdT/AGqvin8VPg1+yx8OPAa6BqXi68+F3w00C2+J3xb8cP4b0fxV4X1CbWP+Eg+HnhwA83/bc/ag+D37Xvj+HwH8U9X/AGj/AAp+wD4H+Fl7a/tU6Z4b0H9qX9jr4+fA3xP8dZb3R/2f/wBrn4rQatbeAtT+JP7F76BoHj3QL20/sHVPC/wx8ds/j39oDwd4j8C6Bft8Nf1P/Zz/AGZ/Hh8YeDvjj+01feE/E/7TPwbs/Ffwa8M/tI/BvW9T8Iw/tV/s4app1nqngzVvj78N9NsrDwzHrlrrGq3OuS+BhceLPC/gv4oaHrnjz4S614Z8L/EHUfCY+df2Kf2A/ix4E8X/AA9+Knx1+NPw4+Mln4Pm+JnxB0Dx14V+GXjTwb8Xv2l/Hvx08J6X4S1D4yftV6v458eeMLZ9a0f4Xxf8IV4c+EvgnSdH8A+FrV9Lt/D0Hhrwl4O8F/Dvw1+yFABRRRQAUUV8c/t1ftH+Jf2WfgHefE3wpoVtqGqXXjTwP4IfxTrfg/4gePvA/wAKtP8AGevW+j6h8VviL4Q+FVne/EPxJ4Q8G2sj3Mnh3wt/Zd74n1+50Dwzc+KfBOm6zfeNPD4Bzn7Yv7d3wd/ZT0Pxho3iLxVquk/ELSvhXqXxIuNWsfgl8Y/jd4E+C3ha/l1zw74S+MP7Q9r8HtIuL7wZ8Hm8Y6LqdvcXOp+IvCuqeKdN8K+Oj4VvTD4P8V6v4c/KT9jP4TePPFXi3X5Zru88ZftFeI9C+HvwV/4LEfsgftbfEnxn8VPh78bPh340u/G0nh79q79l/XvGtv4w0vQ/hVq6eLPiXr/wp+HngnQND+Anj74aXvi34G+I/B3wu+M3w8u7jQ8fTfCnxT/bm/aj8LfE7wZZ6/8AC34+/Dz4J/s+eNfjJ8K/2yP2bvG/w4/ZP/aw8NeGvHPxts/2eP2pvBHwC8NftL+JPjn8L/Enwb+JM/xh1LwZ8Jf2oNRstc1lLzwN4h1vwpp3iz4eeAviR4V/eH9mT4D6f+zb8EfAPwhtfEV7411DwppV4mv+ONT0+20u/wDFniTX/EOueMvFWsrpdpLcwaDpF/4u8UeItQ0Dwtb3t7Z+FtKvrfQ7O8u4rP7XOAdV8FfhF4Y+Avwt8HfB/wAE3/i3UPBvgHTZdC8KHxx4t13x14j07w4l/d3Oi+Hp/Ffia71DxDq2meFtOuLfw34dfWdR1DUbTw7pWlWF1qF7LatdS+o0UUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABXzH+0L+09pfwH1TwF4L0X4U/Fj9oD4w/FC28Y6x4E+CXwStvh4fHmt+Efhwnh1viN47udW+LnxE+Evwx8OeDvBE/jLwTpWsat4q+IWiSXniHxv4P8MeHrXWvEXiLTdMn+nK4XV/hn4E174g+Cfitq/hqwvfiJ8ONB8ceF/BPi1zcx6r4f8ADnxJl8J3HjvRLV4Z44ZdM8T3XgPwZd6nZ3cVxDJeeGNFu0SO5sIJUAPyY/4Jf3X7SPxH1mD9oHxB4q+IWr/Av4n/AA9+I9/4n1D4n/F/xT47f4l/Fy8+LelzfDjxP8Pfgx4va8vf2Qr74YeB7D4nfC79oH4F+HH0L4b2fxFXwtp/gCw8X2Pg7UfiP4o/Snxt+zL8EPiR8W/Anxw8eeCB4r+IvwzhsU8DXmteI/Ft74X8P3uk32q6noviG3+HEmvf8K3ufGOgahrepXnh3xxf+E7vxh4euLhJNF1ywa2tDB+e/wDwTD+Ff7cHhTQIrf8AaMt9N+Bfwv8Ahb4h/aG8JeE/gnobeHPFGvfG/wAU+OPj9418caz+0D8QPFEtnqdx4P8ABUS3/wDZ3wM+HvhDVLTV9Q0HUdZ8efEbXdRj8R+GvBvhX9gKACiiigAooooA/F/46/Hhf22vFni/4S/sr+M/ibrHjL9kD4zeOvAv7T37PPgD476/+yH8c9Snk0jV/DHw1+MXw8+Jmjala2fjL4e+FfHun3l5b+HPEGqv8J/iEIPFGkeO7DV/F3w3Pws1v9OPAPgnxvrn7O/gv4cftH6xpXjT4kav8F/Dngn486/4In1bwpofizxvqHgez0L4o6x4RudHbQNd8N6VruvS65e6BPpT6Jq2j2d1aSWLabeW0Rh+dPjt+wd4F8bWeg+OPgBqVl+zV+018NvG3xD+KHwn+PHhbQF1me18Y/FjxPceM/iz4a+Kvhp9S0pviz8GvjPr9w8nxU+Gmr63p0N80Wj+IPBmseCfHPg7wL4r8M/d0AnWCFbmSKa5WKMXEsEL28Es4QCWSG3knupIInk3NHC9zcPEhCNPMymRgDyr4LfAr4Ufs8eCx8P/AIPeD7Twf4ak1fUvEWpINQ1nXtc8ReJdYaI6t4o8X+LvE+o614u8aeKNRS3tLe98S+LNc1nXLiysdPsZb9rLT7KCD1qiigAooooA+Y/2hf2ntL+A+qeAvBei/Cn4sftAfGH4oW3jHWPAnwS+CVt8PD481vwj8OE8Ot8RvHdzq3xc+Inwl+GPhzwd4In8ZeCdK1jVvFXxC0SS88Q+N/B/hjw9a614i8Rabpk/59f8Ev7r9pH4j6zB+0D4g8VfELV/gX8T/h78R7/xPqHxP+L/AIp8dv8AEv4uXnxb0ub4ceJ/h78GPF7Xl7+yFffDDwPYfE74XftA/Avw4+hfDez+Iq+FtP8AAFh4vsfB2o/EfxR+s+r/AAz8Ca98QfBPxW1fw1YXvxE+HGg+OPC/gnxa5uY9V8P+HPiTL4TuPHeiWrwzxwy6Z4nuvAfgy71Ozu4riGS88MaLdokdzYQSp+XP/BMP4V/tweFNAit/2jLfTfgX8L/hb4h/aG8JeE/gnobeHPFGvfG/xT44+P3jXxxrP7QPxA8US2ep3Hg/wVEt/wD2d8DPh74Q1S01fUNB1HWfHnxG13UY/Efhrwb4VAP0I8bfsy/BD4kfFvwJ8cPHnggeK/iL8M4bFPA15rXiPxbe+F/D97pN9qup6L4ht/hxJr3/AAre58Y6BqGt6leeHfHF/wCE7vxh4euLhJNF1ywa2tDB7xRRQAUUUUAFfi/8dfjwv7bXizxf8Jf2V/GfxN1jxl+yB8ZvHXgX9p79nnwB8d9f/ZD+OepTyaRq/hj4a/GL4efEzRtStbPxl8PfCvj3T7y8t/DniDVX+E/xCEHijSPHdhq/i74bn4Wa3+0FfBnx2/YO8C+NrPQfHHwA1Ky/Zq/aa+G3jb4h/FD4T/HjwtoC6zPa+Mfix4nuPGfxZ8NfFXw0+paU3xZ+DXxn1+4eT4qfDTV9b06G+aLR/EHgzWPBPjnwd4F8V+GQD6L8A+CfG+ufs7+C/hx+0frGleNPiRq/wX8OeCfjzr/gifVvCmh+LPG+oeB7PQvijrHhG50dtA13w3pWu69Lrl7oE+lPomraPZ3VpJYtpt5bRGG98FvgV8KP2ePBY+H/AMHvB9p4P8NSavqXiLUkGoazr2ueIvEusNEdW8UeL/F3ifUda8XeNPFGopb2lve+JfFmuazrlxZWOn2Mt+1lp9lBB6rAJ1ghW5kimuVijFxLBC9vBLOEAlkht5J7qSCJ5NzRwvc3DxIQjTzMpkaWgAooooAK+Y/2hf2ntL+A+qeAvBei/Cn4sftAfGH4oW3jHWPAnwS+CVt8PD481vwj8OE8Ot8RvHdzq3xc+Inwl+GPhzwd4In8ZeCdK1jVvFXxC0SS88Q+N/B/hjw9a614i8Rabpk/05XC6v8ADPwJr3xB8E/FbV/DVhe/ET4caD448L+CfFrm5j1Xw/4c+JMvhO48d6JavDPHDLpnie68B+DLvU7O7iuIZLzwxot2iR3NhBKgB+TH/BL+6/aR+I+swftA+IPFXxC1f4F/E/4e/Ee/8T6h8T/i/wCKfHb/ABL+Ll58W9Lm+HHif4e/Bjxe15e/shX3ww8D2HxO+F37QPwL8OPoXw3s/iKvhbT/AABYeL7HwdqPxH8UfpT42/Zl+CHxI+LfgT44ePPBA8V/EX4Zw2KeBrzWvEfi298L+H73Sb7VdT0XxDb/AA4k17/hW9z4x0DUNb1K88O+OL/wnd+MPD1xcJJouuWDW1oYPz3/AOCYfwr/AG4PCmgRW/7RlvpvwL+F/wALfEP7Q3hLwn8E9Dbw54o1743+KfHHx+8a+ONZ/aB+IHiiWz1O48H+Colv/wCzvgZ8PfCGqWmr6hoOo6z48+I2u6jH4j8NeDfCv7AUAFFFFABRRRQB+L/x1+PC/tteLPF/wl/ZX8Z/E3WPGX7IHxm8deBf2nv2efAHx31/9kP456lPJpGr+GPhr8Yvh58TNG1K1s/GXw98K+PdPvLy38OeINVf4T/EIQeKNI8d2Gr+LvhufhZrf6rfBjTvifo/we+FGkfG7X9B8V/GfS/hr4F074u+KPCtm2neF/EnxPsfC+lW3j7X/Denva2L2Og6x4ri1bUdHs3srNrXT7m3ga1tyhhT5W+O37B3gXxtZ6D44+AGpWX7NX7TXw28bfEP4ofCf48eFtAXWZ7Xxj8WPE9x4z+LPhr4q+Gn1LSm+LPwa+M+v3DyfFT4aavrenQ3zRaP4g8Gax4J8c+DvAvivwz93QCdYIVuZIprlYoxcSwQvbwSzhAJZIbeSe6kgieTc0cL3Nw8SEI08zKZGAPDPgb+zL8EP2b7XxTb/B3wQPDdz431O01bxjr+q+I/Fvjnxl4oudNt5LPRoNe8c+P9e8UeMtU0nw9aT3Np4Y0K812XRPDFreX1v4f0/TYb67Sb3iiigAooooA+Y/2hf2ntL+A+qeAvBei/Cn4sftAfGH4oW3jHWPAnwS+CVt8PD481vwj8OE8Ot8RvHdzq3xc+Inwl+GPhzwd4In8ZeCdK1jVvFXxC0SS88Q+N/B/hjw9a614i8Rabpk/59f8ABL+6/aR+I+swftA+IPFXxC1f4F/E/wCHvxHv/E+ofE/4v+KfHb/Ev4uXnxb0ub4ceJ/h78GPF7Xl7+yFffDDwPYfE74XftA/Avw4+hfDez+Iq+FtP8AWHi+x8Haj8R/FH6z6v8M/AmvfEHwT8VtX8NWF78RPhxoPjjwv4J8WubmPVfD/AIc+JMvhO48d6JavDPHDLpnie68B+DLvU7O7iuIZLzwxot2iR3NhBKn5c/8ABMP4V/tweFNAit/2jLfTfgX8L/hb4h/aG8JeE/gnobeHPFGvfG/xT44+P3jXxxrP7QPxA8US2ep3Hg/wVEt//Z3wM+HvhDVLTV9Q0HUdZ8efEbXdRj8R+GvBvhUA/Qj40/sy/BD9om68EXHxp8EDx9bfD3U7rVvD+gap4j8W2vg28ub240e8uIPGfgbSde0/wb8SNJN34f0e7i0L4iaF4p0S2urJLi20+KaSd5feKKKACiiigAr8X/jr8eF/ba8WeL/hL+yv4z+JuseMv2QPjN468C/tPfs8+APjvr/7Ifxz1KeTSNX8MfDX4xfDz4maNqVrZ+Mvh74V8e6feXlv4c8Qaq/wn+IQg8UaR47sNX8XfDc/CzW/2gr4M+O37B3gXxtZ6D44+AGpWX7NX7TXw28bfEP4ofCf48eFtAXWZ7Xxj8WPE9x4z+LPhr4q+Gn1LSm+LPwa+M+v3DyfFT4aavrenQ3zRaP4g8Gax4J8c+DvAvivwyAfVPwY074n6P8AB74UaR8btf0HxX8Z9L+GvgXTvi74o8K2bad4X8SfE+x8L6VbePtf8N6e9rYvY6DrHiuLVtR0ezeys2tdPubeBrW3KGFOR+Bv7MvwQ/ZvtfFNv8HfBA8N3PjfU7TVvGOv6r4j8W+OfGXii5023ks9Gg17xz4/17xR4y1TSfD1pPc2nhjQrzXZdE8MWt5fW/h/T9NhvrtJvc4BOsEK3MkU1ysUYuJYIXt4JZwgEskNvJPdSQRPJuaOF7m4eJCEaeZlMjS0AFFFFABXg37Qf7QPhv8AZ68MeGdX1Twt42+I3i/4h+N9O+GXwl+EvwzsdBv/AIi/Fj4j6poniHxVD4P8Ip4u8R+DfBdjc2Xg7wf4y8ba/r3jbxn4R8H+GPBvhDxL4k8R+I9L0vSbice81wvjP4Z+BPiHqHw+1bxp4asNf1P4U+OoPiZ8Or+7NzHdeEfHdt4Y8U+Co/EukTWs8Dw37eEfG3i7w3cCQyW13o3iLVrC6gmt7uVCAfjr+x14m/ai+Pf7VPiX442CfGTwV8OdG+Pvxs8FfHPwt8YvjLLc6d4a8D+Hfh/feHvC37M837K2k+JPHPws+Gnx2+FnxffwH41sPjv8DvEOs+BPjH8DptS8Va38TvGWvfEmw8K+Df1M+NP7MvwQ/aJuvBFx8afBA8fW3w91O61bw/oGqeI/Ftr4NvLm9uNHvLiDxn4G0nXtP8G/EjSTd+H9Hu4tC+ImheKdEtrqyS4ttPimkneX89/2XfhX+3BZftaftQx+KLfTfgT+zJp37YfxE+NsXiHTm8OeKfGv7W8Pjf4VfD3wz4F8KaXaanZ6za/DX4P+AtC0yzv/AB94gQQ/EPxt8UtOg8NeF5/BPhrwh4ivPGX7AUAFFFFABRRRQB+UX7VP7RmifHT4ifEv9hH4IeOPEulftNfB/U/hL8VfiB8G7L4meK/2bvFn7QfwGvbfSPEnjjwv8C/2hfBGq6b4m8L+ItN03xBoE+u6l4X1zwzrmjawvh3wt4x1Pwd4B+JcHjmvtD9kvw18afCH7P8A4F8OftA61da78TNNn8ZLcXWqa/a+LfElj4KufHvii8+E3hvxx4xsbHTrDxt8R/CHwmuPBHhT4leN7C0Wx8ZePtF8R+J7Ka7tdViu5+H/AGgv2Hfgj8fNF8WXDade/DL4va3480D4w+Ff2hvhw9vpXxj+G3xt8G+CdI+Hngr4o+EPEd7BfxJqOieC9C03wdqnhfUrS+8D+NvBEuu+CfG3hzX/AAz4q8S6dqn0l8OtO8d6R4A8F6V8UPE+geNfiRpvhbQrHx54w8K+F7nwT4b8UeLrXTbaDxBr+heD7zxB4ruvDGlatqiXN9ZaHP4l1yTTIJ0tDqV15XmsAedfA39mX4Ifs32vim3+DvggeG7nxvqdpq3jHX9V8R+LfHPjLxRc6bbyWejQa9458f694o8ZappPh60nubTwxoV5rsuieGLW8vrfw/p+mw312k3vFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRXm9v8QdQ1Br59I+HHjnV7Gy1nXdEGpWl38O7a1u7rw7rV/oGoy2sWq+PtO1EW39o6bdJA93Y2sssSpKYUVwKAPSKK8/8A+Ey8R/8ARJviB/4MvhX/APPLo/4TLxH/ANEm+IH/AIMvhX/88ugD0CivP/8AhMvEf/RJviB/4MvhX/8APLo/4TLxH/0Sb4gf+DL4V/8Azy6APQKK8/8A+Ey8R/8ARJviB/4MvhX/APPLo/4TLxH/ANEm+IH/AIMvhX/88ugD0CivP/8AhMvEf/RJviB/4MvhX/8APLo/4TLxH/0Sb4gf+DL4V/8Azy6APQKK8/8A+Ey8R/8ARJviB/4MvhX/APPLo/4TLxH/ANEm+IH/AIMvhX/88ugD0CivP/8AhMvEf/RJviB/4MvhX/8APLo/4TLxH/0Sb4gf+DL4V/8Azy6APQKK8/8A+Ey8R/8ARJviB/4MvhX/APPLo/4TLxH/ANEm+IH/AIMvhX/88ugD0CivP/8AhMvEf/RJviB/4MvhX/8APLo/4TLxH/0Sb4gf+DL4V/8Azy6APQKK8/8A+Ey8R/8ARJviB/4MvhX/APPLo/4TLxH/ANEm+IH/AIMvhX/88ugD0CivP/8AhMvEf/RJviB/4MvhX/8APLo/4TLxH/0Sb4gf+DL4V/8Azy6APQKK8/8A+Ey8R/8ARJviB/4MvhX/APPLo/4TLxH/ANEm+IH/AIMvhX/88ugD0CivP/8AhMvEf/RJviB/4MvhX/8APLo/4TLxH/0Sb4gf+DL4V/8Azy6APQKK8/8A+Ey8R/8ARJviB/4MvhX/APPLo/4TLxH/ANEm+IH/AIMvhX/88ugD0CivP/8AhMvEf/RJviB/4MvhX/8APLo/4TLxH/0Sb4gf+DL4V/8Azy6APQKK8/8A+Ey8R/8ARJviB/4MvhX/APPLo/4TLxH/ANEm+IH/AIMvhX/88ugD0CivP/8AhMvEf/RJviB/4MvhX/8APLo/4TLxH/0Sb4gf+DL4V/8Azy6APQKK8/8A+Ey8R/8ARJviB/4MvhX/APPLo/4TLxH/ANEm+IH/AIMvhX/88ugD0CivL9X+I+qaFpOp63qnwt+INtpmjade6rqNyL34Yzm3sNPtpbu7nENv8SJZ5jFbwySeVDFJNJt2Rxu5VT6hQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAV8G/tN/Ezxv8Hf2M/jX8SPhxrf/COeNPDPjTxhLoms/wBm6Rq/2KTUf2jbvR71v7O12w1TSbnztN1G8tsXdjcLH53nRCOeOKVPvKvzr/bG8N+IvF/7Cfx88O+E9A1rxP4g1Lxl4pXTtC8O6Xfa1rN+1v8AtMSXlwtlpmmwXN7dNBaW9xdTCCCQxW8E07hYonZfoeEaeGrcV8MUsbChVwdXiHJaeLp4qNOeGqYaeZYaNeGIhVTpToTpOca0aqdOVNyU04tnynHdXGUOB+Mq+XVMTRzCjwpxDVwFbBTq08ZSxlPKMZPC1MJUoNV4YmFdQlQnRaqxqqEqbU0mfgz/AMPRv26/+i5f+Yz+D3/zvq/cT/glz+0J8X/2i/hF8QfFHxk8X/8ACY67ofxHfQdLvv7A8L+HvsukjwxoOoi0+zeFdF0Ozn/0y9uZvPuLea5/e+X53lJGifzWf8My/tI/9G+fG/8A8NR48/8AlBX9DP8AwR88AeO/h78EPidpnj7wV4t8D6le/FV76z0/xf4b1jw1fXdifCPhu3F5a2mtWVlPcWpnhmg+0RRvD50Uke/fGyj+pvGXJ+BsHwLja+RZXwphcxWNy2NOtlOByehjVTlioKqoVMHSjXUJQdqii+VxdpaH8T/R8z/xKzDxMy3DcTZ1xzjcpll2byq4fPcyz/E5dKrDBTlQlUpZhWnhnUjO0qTlFyjOzhZ2PvP4HfHNPi0vxl0vXvDcfgHxn8C/jT46+EfjrwzNro1yC0tdIi0zxj8N/GMOsSaToIbTvib8E/GPw2+KK2jaeI/DM/i698IS6lrVz4autZvfBP2Q/wBt6f8Aar8feNvCyfCl/AXhzTPgJ8C/2lvhz4qm8aHxDdfEP4R/tH/Gz9sr4d/CLX7rw8fCHh8+EpvE/wANv2WPC/xhWxbWNfms4PjJD4OujHd+B59c8T+TftofA/4w658VotN+Cui6vJ4M/bo8DaJ+yl+1B4j0GSe0n+GPhbwlrepeLh8Ylv7NoJfDOpX/AOzvrn7Tfwis/G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<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
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<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
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<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
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</iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
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<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
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<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
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<iic-com:CodigoISIN contextRef="FIM_S12019_V-86772951_ia">LU0830625504</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasIIC>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">86764</iic-com:InversionesFinancierasValor>
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<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-86772951_ia">LU1701685346</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-86772951_ia">PARTICIPACIONES|Invesco Gl Sm Compan</iic-com:InversionesFinancierasDescripcion>
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<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ia" decimals="2" unitRef="pure">0.30</iic-com:InversionesFinancierasPorcentaje>
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</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-86772951_ia">LU0769027474</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ipy" decimals="2" unitRef="pure">5.51</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ia" decimals="2" unitRef="pure">2.45</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">75123</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ipy" decimals="2" unitRef="pure">4.97</iic-com:InversionesFinancierasPorcentaje>
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</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-86772951_ia">LU1696658423</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-86772951_ia">PARTICIPACIONES|Alken Fund EuropeOpR</iic-com:InversionesFinancierasDescripcion>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">80690</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ipy" decimals="2" unitRef="pure">5.34</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-86772951_ia">FR0013259132</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-86772951_ia">PARTICIPACIONES|Groupama Index Infla</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12019_V-86772951_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">148852</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ia" decimals="2" unitRef="pure">9.67</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ipy" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-86772951_ia">LU0368556220</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-86772951_ia">PARTICIPACIONES|Vontobel-Emerg Marke</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12019_V-86772951_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">34556</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ipy" decimals="2" unitRef="pure">2.29</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-86772951_ia">IE00B5V4MS78</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-86772951_ia">PARTICIPACIONES|GAM Star Fund plc</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S12019_V-86772951_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">55579</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ipy" decimals="2" unitRef="pure">3.68</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-86772951_ia">LU1330191385</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-86772951_ia">PARTICIPACIONES|Magallanes Value Eur</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12019_V-86772951_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">4717</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ia" decimals="2" unitRef="pure">0.31</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">64658</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ipy" decimals="2" unitRef="pure">4.28</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-86772951_ia">IE00B2NGJY51</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-86772951_ia">PARTICIPACIONES|Principal Financial</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12019_V-86772951_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">71178</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ipy" decimals="2" unitRef="pure">4.71</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-86772951_ia">IE00B80G9288</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-86772951_ia">PARTICIPACIONES|Pimco Global HY Bond</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12019_V-86772951_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">79873</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ipy" decimals="2" unitRef="pure">5.28</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-86772951_ia">IE00BXDZF412</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-86772951_ia">PARTICIPACIONES|Fortis Group</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12019_V-86772951_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">97111</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ia" decimals="2" unitRef="pure">6.31</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">5916</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ipy" decimals="2" unitRef="pure">0.39</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-86772951_ia">LU0329573587</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-86772951_ia">PARTICIPACIONES|Threadneedle Eur SM</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12019_V-86772951_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">50605</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ipy" decimals="2" unitRef="pure">3.35</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-86772951_ia">LU1293073315</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-86772951_ia">PARTICIPACIONES|Schroder Intl ¿</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S12019_V-86772951_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">132460</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ia" decimals="2" unitRef="pure">8.61</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">120379</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ipy" decimals="2" unitRef="pure">7.96</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-86772951_ia">LU0503879685</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-86772951_ia">PARTICIPACIONES|Man Umbrella Convert</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S12019_V-86772951_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">102111</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ia" decimals="2" unitRef="pure">6.64</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">52812</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ipy" decimals="2" unitRef="pure">3.49</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-86772951_ia">LU0885728070</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-86772951_ia">PARTICIPACIONES|Schroder Intl. US Eq</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S12019_V-86772951_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">60211</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ia" decimals="2" unitRef="pure">3.91</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">54075</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ipy" decimals="2" unitRef="pure">3.58</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-86772951_ia">IE00BLP5S791</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-86772951_ia">PARTICIPACIONES|Old Mutual GB Eqy Ab</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12019_V-86772951_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">96293</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ia" decimals="2" unitRef="pure">6.26</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">48954</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ipy" decimals="2" unitRef="pure">3.24</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-86772951_ia">LU0490769915</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-86772951_ia">PARTICIPACIONES|GARTMORE INV.</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12019_V-86772951_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">65976</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ipy" decimals="2" unitRef="pure">4.37</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-86772951_ia">LU0333226826</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-86772951_ia">PARTICIPACIONES|Merrill Lynch World</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12019_V-86772951_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">98460</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ia" decimals="2" unitRef="pure">6.40</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">46872</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ipy" decimals="2" unitRef="pure">3.10</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-86772951_ia">LU0289214545</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-86772951_ia">PARTICIPACIONES|JPMF Europe Strategi</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12019_V-86772951_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
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O+Lf7Fnjz/AIKJfFv/AIJy/D/9lf8AYl0f4ft4i+Hv7S3xS/bmuvHfgTxx47h/ad8Cfs0zfDrXfAPwB/ZE+Lf7TXgf7RrWt+PL3TPF0f7PXivR7jWPAmn6PqUGj+GvGVv4+0T9KP2gP+C3P/BLT9lf46+N/wBmn9oT9rjwr8LPjb8OfEPw28M+M/BXiPwN8XM6JqXxa8H2Pj3wTcv4j0/4fX3hK98PXHhLU9L1bxH4t03Xrzwp4DGqaZZePNa8NajqNnZzgH6q0V8G/tif8FPP2C/2A9F+Hev/ALW37Sfgv4Taf8WjNJ8N4/7O8W+O9W8YWFtHYyXWu6P4f+Gnh3xlr03he1TVNN+1+K5NNi8NWrahZJcarG91Cr/YHw7+IfgX4t+BPCHxP+GPizQfHfw88f8Ah3SfFvgvxn4X1K21fw94m8Na5ZxahpOs6PqVo8lvd2N9ZzxTQyxseG2uFkVlUA7Kivw4+B3/AAWv8K/Gn/gqv8UP+Cb8fwE1Xw34D8M+IPjf8LPhT+1VN8RI9T0P4y/tCfsz+DvhL42+P/wX074cDwHp6+H9V+GejfEjU7rVdVj+IviOZrTw9pV1Nodl/wAJS0OgfaN7/wAFQv2BNO/bGsf2ALz9pzwDF+13qISK2+D4h8Sy3K6pLpB16Dwxd+ModBk+Hen+NrrSNl9aeBL/AMXW3jK8hmthbaFLJdWySgH3tRX80XgX/g6I/YB+MXwr/bN8dfCvxNoGleIf2UtfbV9B0f46xftF+AfBvxU/Z5HxW+APwTsP2jrvxh8I/wBlX9onxR4A8PeLfiV8dbPw34M+Gx+GPjH4tyPY6Lq3j7wf8O/D2teIdZ8C/tVL+3P+yrba7+154Zv/AIs2ek67+wb4a0Xxl+1jp+ueFvHWhSfCTwj4j8Aan8UdB8T3UuseF7G38XeH9X8CaLquv2Gr+AJvFdhcpYXGnxztqyfYCAfWdFfml8df+Cwv/BN79mb4P/AP47fHf9p3Qvhr8N/2oPC2leOPgRd694E+LD+LfH/gzWtM0rWdP8V2vwy07wFffE7RfDj6Zrui3VzrPibwfounaeuq6emo3FrLdwRv99/Dv4h+Bfi34E8IfE/4Y+LNB8d/Dzx/4d0nxb4L8Z+F9SttX8PeJvDWuWcWoaTrOj6laPJb3djfWc8U0MsbHhtrhZFZVAOyooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAP5cfGfhD/gr5+yP/wVM/4Kw/tAfsh/8E2dB/am+Gn7eNh+xVp/wt+M/in9sD4BfBfw18O9X/Z3/ZlX4c6n4i1/4aeIdU1f4j+M9Hg8ceLdZh1HRTZeBdQntfBcr6Ld6tZ+I9P1G1Z+zL/wSK/aS/ZK+KP/AAbf+FtK0bTfiP4B/wCCePgz/gpi/wC1r8TtF8U+FrDQ/A3jj9rn4Tvqnh6y0DRPE2saD458baBqXxW8TeI/CGhah4V8J6pdWek6VZ654s0/wzZ3ilP6kaKAP5YP+Cbv7Ev/AAUg/Zb/AOChWl6F4B+A/jP9iv8A4JjeEpv2g774g/BvX/2+vB/7Y/wB+Jd944XUtT+Gbfsm/C6X4VeAPip+zgml/EfU5PG3iaHxda2keu6JPqGn3Ellq32y38UfHXwR/wCCYH/BSaP9gT/gmT/wT3+NH7FPhyLw7/wT6/4LI/s7fG7xb8RLX9oP4GeNPCPx4/ZPuPit+1Z8RvjT8VU8E3XiLR9Y8M6N4Itfin4a8Mv8N9V/tz4jeOdO1qPU9I8JiaHXNC0X+2SigD+b3/goL+wJ+1Z8a/2+P24vjR8J/hJH4j+F/wAYv+DcX9pz9g/4d+I4vG/w00FfEf7W3xI+Nvjjxn4Y+Fp0TX/GGj6/pMmu6Nrdnq0vj3XdJ0z4cWkt48OreMrTUEuII/mL/gmv/wAE9f8Agov/AMNTf8EqfG37V37JHwa/Y9+Gv/BKL9jbx/8AByx8XfD/AOM/gT4n+KP2p/Gfxl+FVt4Bm0/XdC8CtcTeDz4Gl1DV/F3jWDWNR1nw9efFm58Z+I/BHibxRo/jO3m0f+t+igD+Gn4Gf8E5v+Cy/gX4Lf8ABJ7/AIJ/+MP2KfhlB+z1/wAE2/8AgrT8IP2nfEv7Tvh/9p/4Vav4h+LPwu0j9oH4sfErUPiB4d+E9/rGiap4Y8I+CPD/AMUvF51/R9V1G/8Ain4pubrwLbeF/hzHJYeK2H6K/Br9h7/goH8Av2+fjF4C0z9jr9jb47fsjfHX/gqd4n/4KZXX7b37QmqeGvH/AI3+DGi+NdA0pdR+F/wj+Dr6lovxG8HftDeAL7SrjRvgx8abJ9d8GeD7TWtVnutLuoNauk0z+oGigD+P3xv/AMEk/wBurxN+zJ+25Fofwl8B3Xxb0n/g4/8Aiv8A8FZP2e/gp8UfHfga8+HX7V/wE0+88Ljwh4R8Zal4e8Qa/o/hjRvibYz67cP4U+IsvhrV7a68PWtj4s07w3DqNtqMfn/x1/4JYf8ABSL9o79gj/guH8R/Ev7M/gb4VftZf8FSfiz+xd4o+G37D3w/+Mnwq8Qab8OvDX7MPxY+HF3rOueJPjDc6v4J+D+p/ELx54etvFXjXxrqtrrFkniTUdCi1N3HifxKPDNh/aFRQB+LvhL9iv4leAv+C62n/tW+CPhDoXhH9kLSv+COWkfskab4u8Oal4B0bSrL4y+H/wBrTTvGmhfDm3+H+n61B44jt9H+Duj6S2m+Ih4R/wCENstI0yw8M2/iCO/s7fSI/kj/AILt/sFfGn9r3x/8Itb8M/8ABMb9n/8A4KNfC7Sfhf4o8IzIv7R+qfsd/tcfBr4l3evNqWj+LPDvxu1fxtYfDrxT8GW06eGSf4X6n4F1/Wf+EstNS1RtRgsNTjgX+lmigD+Mf9qf/gjr/wAFQPFX/BP/AP4I9R2vxD+Kvxl/a+/4J7p8abf4seHfgN+1xo37MHxx8Q+H/jYtnH4TsPhN+1V4+8L+M/CegeLvgV4U8O+FPhdd67ruh6hbeKPCb+KYdHvJFvoZ7jvdA/4I+ftbeDv+CXHwl8P/AA7+E3jZ/wBqD4Qf8FT/AIa/8FULz9l39qP9tP4dftK698Zdd8Crpun+K/hD43/aS8KfAf4FfDPTrv4lSRah40vbe90DxloqeLprzV9b+JeqXPiWe18Of190UAfyp/tH/sd/8FKvjJ+xV+zL8W9N/YI/ZG+G37WPwU/4LM/Cv/gpvqv7E37N/jXwB8I7Xxl4D+HkviyJtD+K/wAd9U1nVPhb48/af8XXmsWWofE742WLWGheIdGjs7uw8LS65o48P6j5X+3D+wP/AMFQfGfxy/b6+InwP/Yr+A/xn0X/AILH/sc/s3fBX4n3fxa+Onw70vxF/wAE6/H/AIF+GFn4A8bWENxqlnep8UvB+lXU7+Mre8+Eceo3mo/E7wz4Q8eabbiTwZpum+J/7AKKAP58v2c/+Ca/xh+Cv/BWH9lz4veKPCNn8R/2ef2av+CDvws/YR034/azq/gua61T9pT4ffHKGLU4LfwTeeIbn4i2WoeJfhDceItWvPFH/CMv4VbTvEWp+G5vEsuq3U+mSfit+0h/wQg/bx8XftyftcaCfCH7WXxc/ZI/bB/bG1r9qKHx18EP+CpHwn/ZM+BPgRPGHiex8bWLfGb9mj4gfsx/tD+NfH/xF+EevwrZeF/GHg/RtSVtE8N+EItGtbG8sDcW3921FAH8sH/BS/8AYl/4KQah+39qfx+/4JgfAfxn8Gvid8aIfgJY/Ev9trwf+314P8J/BHxHY/DC40vRmX9rb9hDx38Kp9T+K7+EPA0es+DPCk3w78Y+IZBoEmja2Ixqcuv+D7z+p+iigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigD8Qf+C6H7Pv7WPxx+Fn7Bniz9jr4Af8NMfE39k//gp/+y7+2Lrvwk/4Wr8Nvgz/AMJF4E+BXhz4ualqdn/wnvxS1rSPD+kf2v4g1fwx4Z+0Wdt4j1iw/t7+2bfwxq9lpeoRxfDesfsX/wDBSL9tTxD/AMFPv22/2mf2W/B/7Lnxp+M3/BH742/8Ezf2Tv2QvDv7QPw7+NfiTWj42tvH/wAQ5PEPj/4waIfDPws0+88SfE7VtE0TwvcTalpVlp+larfDxSdDtdDj1jWv6oqKAP49v2qv+CdH/BQTw/8As2f8Ey9e/ZK/ZI+Jtp+3j8Cv+CanwO/ZD8XftIfAr/gov8Of2ZvF3wQ8TeDfh94XXUPhp8Z/hr4m8D+MPhp+0t8CPCHxMs7nxTLpXgn4ofavFmo/8JFYWZsLWPwt4suPuSD9mz/gpB8KP+CtP7Ef7aOp/Bjwh+1Nonin/glv8KP+CfP7aHxQ8KfFv4f/AAni+EvxUtfj3p/xk+Ln7QeleBvFttper/ELwdd6glxL4c8C+BdHtdWube61ESf2JLpmlaVrn9EtFAH8dOn/APBJb9s3Sv8Ag1N1v/gnRpv7Omm2P7d3iTUhrGv/AAmtfiD8Fob3WNUX/goXoHxaF/qPxQTx8PhVdXX/AAofwt4a1UzS+P2c6foOk+GCT4gsLbRI6X7cv7BH/BUfX/21v+C3Gsfs+/sF/Bn47/Bb/gqF8JP2U/2dfBPxy+J/x8+E3gjWPhXpXhf9nXwz4C8dfFHQvBt/qOs+KtT8O+BfF+n39zr3h3VNP8IeLbrxr4W+FfjjwBY+N9N8PX9nN/ZHRQB/LZ40/Yk/4KWfsQ/tpfsW/tDfsVfAP4Z/tqWPw7/4I6fDL/glT47v/iB8dtA+Btl4B8XfDL4iab44sfj74qHiO3v/ABH4w8H31/pmjXN74U8D6ZrHi3VLK38SWBk0K+n0bUp/lL4B/wDBMD/gpT+zB+wh/wAEQ/iR4W/Zb8G/GD9q3/gmR45/b9m+J37D/jj44/Cjwrpnjzw7+2H41+K+naB4j074t2+teMPhCdf8A+HtW8MeNNMhk1+5kij167tElg1/TrrST/aBRQB/OB4P/YW/bGH7UP8Awb2/FvxX+zZ+zR8JtF/Y38M/8FJrz9rbwl+x9p3g/wCE37Of7Pes/tMfBOz0b4WeF/h18L9a8c3/AIn1wa14lnl0fxZqHw9h8Y6bN44j8TeMtQk0Tw3rVhOPz3/Zc/4JGf8ABSHwb4w/YB/Yq+I3wA+BXg39mD/gnT/wUM8V/ty2/wDwUS8P/FLwlrXxV/aY0GLxp4o8b+GPhzdfDO0tk+JuheLPGUniDT/CvxP1bxPJaeHNT8LeGPBVik1y/wAN9Kl8Yf2j0UAfxv8Axz/4JEftgeMf+CY//Be/4QeHP2Z9C1L9p/8AbY/4K3/Eb9o/9m20bxx8ELXxB8TP2d5P2lPgF8QfAHiz/hOtQ8d22geDLaz8J2vxv1XS/CnjzxL4U8X6QureJdOl8PWeoeLIrHV/7IKKKAP5Av8Ah1x+3Z/xCef8O0f+FGf8Ztf9EV/4Wb8Hf+kkv/C/f+Sj/wDCwf8AhUv/ACSX/irP+R8/6gX/ACMv/Emr5U/ai+En7a3x6/4Krf8ABx38Bv2Pv2Ufgv8AtHx/tG/B/wD4J/fs3/E/xl8Ufif4W+G2r/s56f8AFX9kjw7N4c+LmhweJ9Lu28ceHNDHhXxFrGv+GPDV/aeLLTxt4f8AhV4t0bTfETeGp9Jl/uorgfD3wp+F3hHxz8Q/ih4U+G3gHwx8S/i7/wAIl/wtj4h+HvB3h3RfHPxP/wCEB0efw94E/wCFh+LdN0621/xr/wAIVoFzc6H4S/4SXUNT/wCEc0e4n0zR/sdlLJAwB/M1+0V/wTu/b0/Za+NX7E/7RX7Iv7Pfwd/4KLXvwU/4JQab/wAEtPiF8J/jF8RvB3wwj0bUNEt7U2n7Rvh+5+J4PhnVrTxO0l/4c+I/hoXSeIfEnw/l1nwVEqReK5tb0L9Vf+CZ/wCyj8ZP+CcP/BKT4JfszahDZfGv49/Ar4N/ETVj4c0HXLKy0nxb8UfFHiTx38V7T4ZeHvE/iu78O6XDo1l4k8VwfDrQvEmv3fh3SjpthZ6tqD6JYtILT9TqKAP4ffhL/wAES/8AgsH+z58Mf2Kf2o4/2kNI+N/xu+Bv7XGg/tneNv2AbL4N/s7/AA/8R6Z48+P3i+wtv2uNN/4bRuPi7bR+PtY1D4f6xrumeIrXWNabwbr1np66f4Pmnk0bwoLz9Afg1+w9/wAFA/gF+3z8YvAWmfsdfsbfHb9kb46/8FTvE/8AwUyuv23v2hNU8NeP/G/wY0XxroGlLqPwv+EfwdfUtF+I3g79obwBfaVcaN8GPjTZPrvgzwfaa1qs91pd1BrV0mmf1A0UAfxYftH/APBN3/gp/rn7HX/Be39hTwX+x7pXjfw9+2n+3n4q/by/Zh+OejftGfBHS7b4kv8AEz9rH9lvxpffB68+HfjDxJ4Y1fwNq3gv4XfDXxR4v1Txh401vRtG1bU9J1DwpolldXknh288S/bf/BZH/gld+1b+1P8AtYfDLxn+yXHBpvwf/bL+Gfgz9jj/AIKb6pbeKfDHhXUPDf7Onw/+PXw6+MWhfFLQbDWfEGjal4u8azeF7P4jfCu4g0Cy1vWn8LapZ+HXsk0nVbjU9G/p0ooA/nA/4KK/sa/tofDz9u34O/tz/sJ/skfA/wDbP8O6P+wJ48/4J96x+zL8T/iH4H+FmlfCnS9d8Xal4o8MfFrwhL8RI18Iano403V5fAPj3wvazxaz4h+G9tqvgi0iitvFUmtaD+kP/BIv9jnxx+wD/wAE4/2Wf2SPiZ4m07xd8QvhL4L14eNNX0a5ub3RYPEvjrx94u+Jer+HtDv7yC1udQ0Lwhe+MpfCWi6jLaWR1DS9EtLxbGxWdbSH9HqKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA+SvgT8Cfghq3wQ+Deqap8G/hVqWp6l8Kvh5qGo6jqHw88I3l/qF/eeEdIuby9vby50iS4uru6uJJJ7m5nkkmnmkeWV3dmY+q/wDDPXwC/wCiHfB//wANp4L/APlJR+z1/wAkB+B3/ZH/AIZ/+oXolewUAeP/APDPXwC/6Id8H/8Aw2ngv/5SUf8ADPXwC/6Id8H/APw2ngv/AOUlewUUAeP/APDPXwC/6Id8H/8Aw2ngv/5SUf8ADPXwC/6Id8H/APw2ngv/AOUlewUUAeP/APDPXwC/6Id8H/8Aw2ngv/5SUf8ADPXwC/6Id8H/APw2ngv/AOUlewUUAeP/APDPXwC/6Id8H/8Aw2ngv/5SUf8ADPXwC/6Id8H/APw2ngv/AOUlewUUAeP/APDPXwC/6Id8H/8Aw2ngv/5SUf8ADPXwC/6Id8H/APw2ngv/AOUlewUUAeP/APDPXwC/6Id8H/8Aw2ngv/5SUf8ADPXwC/6Id8H/APw2ngv/AOUlewUUAeP/APDPXwC/6Id8H/8Aw2ngv/5SUf8ADPXwC/6Id8H/APw2ngv/AOUlewUUAeP/APDPXwC/6Id8H/8Aw2ngv/5SUf8ADPXwC/6Id8H/APw2ngv/AOUlewUUAeP/APDPXwC/6Id8H/8Aw2ngv/5SUf8ADPXwC/6Id8H/APw2ngv/AOUlewUUAeP/APDPXwC/6Id8H/8Aw2ngv/5SUf8ADPXwC/6Id8H/APw2ngv/AOUlewUUAeP/APDPXwC/6Id8H/8Aw2ngv/5SUf8ADPXwC/6Id8H/APw2ngv/AOUlewUUAeP/APDPXwC/6Id8H/8Aw2ngv/5SUf8ADPXwC/6Id8H/APw2ngv/AOUlewUUAeP/APDPXwC/6Id8H/8Aw2ngv/5SUf8ADPXwC/6Id8H/APw2ngv/AOUlewUUAeP/APDPXwC/6Id8H/8Aw2ngv/5SUf8ADPXwC/6Id8H/APw2ngv/AOUlewUUAeP/APDPXwC/6Id8H/8Aw2ngv/5SUf8ADPXwC/6Id8H/APw2ngv/AOUlewUUAeP/APDPXwC/6Id8H/8Aw2ngv/5SUf8ADPXwC/6Id8H/APw2ngv/AOUlewUUAeP/APDPXwC/6Id8H/8Aw2ngv/5SUf8ADPXwC/6Id8H/APw2ngv/AOUlewUUAeP/APDPXwC/6Id8H/8Aw2ngv/5SUf8ADPXwC/6Id8H/APw2ngv/AOUlewUUAeP/APDPXwC/6Id8H/8Aw2ngv/5SUf8ADPXwC/6Id8H/APw2ngv/AOUlewUUAeP/APDPXwC/6Id8H/8Aw2ngv/5SUf8ADPXwC/6Id8H/APw2ngv/AOUlewUUAeP/APDPXwC/6Id8H/8Aw2ngv/5SVjfBTw74f8J698fNB8LaFo3hrQrH4w6WbLRdA0uy0bSbM3XwK+Cd3cm107ToLaztzcXc891OYoU864mlnk3SyOze814/8M/+R0/aF/7LBon/AKoH4HUAewV8xeG/hX8MPG/xE/aB1bxp8OPAXi/VYPiroGnw6n4o8H+Htf1CGwh+A/wVuIrKK91XTru5jtIp7q5njtkkEKTXE8ioHmkZvp2vH/hn/wAjp+0L/wBlg0T/ANUD8DqAD/hnr4Bf9EO+D/8A4bTwX/8AKSj/AIZ6+AX/AEQ74P8A/htPBf8A8pK9gooA8f8A+GevgF/0Q74P/wDhtPBf/wApKP8Ahnr4Bf8ARDvg/wD+G08F/wDykr2CigDx/wD4Z6+AX/RDvg//AOG08F//ACko/wCGevgF/wBEO+D/AP4bTwX/APKSvYKKAPH/APhnr4Bf9EO+D/8A4bTwX/8AKSj/AIZ6+AX/AEQ74P8A/htPBf8A8pK9gooA8f8A+GevgF/0Q74P/wDhtPBf/wApKP8Ahnr4Bf8ARDvg/wD+G08F/wDykr2CigDx/wD4Z6+AX/RDvg//AOG08F//ACko/wCGevgF/wBEO+D/AP4bTwX/APKSvYKKAPH/APhnr4Bf9EO+D/8A4bTwX/8AKSj/AIZ6+AX/AEQ74P8A/htPBf8A8pK9gooA8f8A+GevgF/0Q74P/wDhtPBf/wApKP8Ahnr4Bf8ARDvg/wD+G08F/wDykr2CigDx/wD4Z6+AX/RDvg//AOG08F//ACko/wCGevgF/wBEO+D/AP4bTwX/APKSvYKKAPH/APhnr4Bf9EO+D/8A4bTwX/8AKSj/AIZ6+AX/AEQ74P8A/htPBf8A8pK9gooA8f8A+GevgF/0Q74P/wDhtPBf/wApKP8Ahnr4Bf8ARDvg/wD+G08F/wDykr2CigDx/wD4Z6+AX/RDvg//AOG08F//ACko/wCGevgF/wBEO+D/AP4bTwX/APKSvYKKAPH/APhnr4Bf9EO+D/8A4bTwX/8AKSj/AIZ6+AX/AEQ74P8A/htPBf8A8pK9gooA8f8A+GevgF/0Q74P/wDhtPBf/wApKP8Ahnr4Bf8ARDvg/wD+G08F/wDykr2CigDx/wD4Z6+AX/RDvg//AOG08F//ACko/wCGevgF/wBEO+D/AP4bTwX/APKSvYKKAPH/APhnr4Bf9EO+D/8A4bTwX/8AKSj/AIZ6+AX/AEQ74P8A/htPBf8A8pK9gooA8f8A+GevgF/0Q74P/wDhtPBf/wApKP8Ahnr4Bf8ARDvg/wD+G08F/wDykr2CigDx/wD4Z6+AX/RDvg//AOG08F//ACko/wCGevgF/wBEO+D/AP4bTwX/APKSvYKKAPH/APhnr4Bf9EO+D/8A4bTwX/8AKSj/AIZ6+AX/AEQ74P8A/htPBf8A8pK9gooA8f8A+GevgF/0Q74P/wDhtPBf/wApKP8Ahnr4Bf8ARDvg/wD+G08F/wDykr2CigDx/wD4Z6+AX/RDvg//AOG08F//ACko/wCGevgF/wBEO+D/AP4bTwX/APKSvYKKAPm7Tvh38P8AwH8f/AR8DeBvB3gw6p8HvjQNTPhTwzovh06iLLxp8ATZi/OkWNmbwWhu7o2wuPM8j7TceVs86Td9I14/rf8AyX74Z/8AZH/jj/6mn7PVewUAFFFFABRRRQB4/wDs9f8AJAfgd/2R/wCGf/qF6JXsFeP/ALPX/JAfgd/2R/4Z/wDqF6JXsFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFeP/ALQvxr8K/s1/AL44ftGeOtP8Qat4J+APwf8AiX8a/GOl+E7XTr7xVqXhX4V+C9a8deIdP8M2OsaroOkXniC80jQry30a11TXNG0641GS2hvtV062eW8hAPYKK+Mb39sHVvDXwy0vxp8SP2UP2lPhh8RPGXxRHwi+En7N/iLUf2X/ABR8a/jP4tk8IXvjuA+BLz4T/tL/ABH+CWm6SfC3h/x5rd/qPxK+M3w/Hh7Rvht418QeKYtD8OWujaxrfnvir/gpj8BPh3oPwf1X4peGfip8M9a+KP7W+i/sTeJvBPibRfBt94l+Afx2174R+Kfjhp9l8b7zwd488VeDNL8F/wDCuPDumeJbn4gfD/xb8RfCdroXjfwh4qn1JPBcviHxL4dAP0Qor8x/G3/BUn4Y+FZfCCeHv2e/2p/iyviHV/27IvESfCnwd8LfEWqfDnwV/wAE6/2ofDP7Jf7RPxQ8R+FdT+Meg+M/FvhZPiP4v0LWfAnhn4M+HPip8XvFvgq6l1JPhjYa5aXPhyL2Hxh+3L4Cs7jwZB8Ffhp8Wv2tR4u+EXg39oS7vP2b0+FWsaZ4S+APxHbWV+HPxe1vVvif8VvhVpmu+HviGPDPiyTwH4c+HF347+JHjKDwl4kuPDfgbU4NLlkIB9r0V+f3jL/gor8L9J8TeD/D/wALPhR8e/2m7PxR8Avh5+1NqHiT9nnwt4I8VWfhb9nv4rap4i0v4ffExvCniz4i+Bvif8TIPEknhHxJc2vgr4BeAPjB8Tbe00+1a/8ABFrP4g8L2+t/UPxL+NfhX4V+NP2evAviHT/EF5q/7Snxg1v4KeBbjRrXTrjTtJ8VaD8Avjh+0Zeah4smvtV065sfD8ngn4A+MdLtrrR7PXtRfxVqXhmxl0qHSLzVNc0YA9gor8pfh1/wWJ/ZT+KXwU+DPx98JaF8YrjwF8Yf2c/jJ+1HML7wt4U0/XvhR8Lf2ffiL+zZ4A+MVx8W9HuPHiyaDqngqx/af8G/E6dPD0vivR9a+Evhjxj418Na1rUM3gKz8dfoJD8YfDF38b7/AOAdhZa5qHjDRPhTpPxg8T6naW1g/hnwp4a8U+LdZ8G+BLHXr2TU4tTh134gan4R+Ilz4StbLR76wudO+GvjObU9S0qe10i11kA9WooooAK8f+Gf/I6ftC/9lg0T/wBUD8Dq9grx/wCGf/I6ftC/9lg0T/1QPwOoA9grx/4Z/wDI6ftC/wDZYNE/9UD8Dq9grx/4Z/8AI6ftC/8AZYNE/wDVA/A6gD2CivmDxt+2F8EPAXx90P8AZj1ZvjBrnxk1zw/8NvFkmi/Dj9mf9pX4veFfCfhX4veNPHPw++Hfib4nfFP4UfCTxp8KfhF4f8ReKfhn8QbRdZ+Kfjbwdp2l6d4O8QeItaudN8N6bcason7ZP7PEnxik+BieMPED+NYfEo8Dy62vws+LZ+DsfxENot4Phc/7RA8C/wDDP6/FgxssQ+FR+Jo+IZvmXTR4Z/tFhakA+n6K+W/BP7an7MHxG1TS9E8EfFfTfEWrav8AtSfGD9iu20+x0HxeLq2/ae+Avg/4p+P/AIrfCnWYrjw9CfD2o+GPBXwX+IviaLX9e/s3wh4i0jSNLuvC3iHW08X+Df8AhIOa/Zw/4KA/skftYeGvEPiz4L/FW4u9H8LeBvC/xT1pfiV8Ovip8BNZg+EnjjQ5/Engr4x2nhn49+CPhn4l1b4NeMNDs9Q1Dwt8XNI0m++HHiCLS9Xj0nxPdz6RqcVoAfZNFfJXgX9ub9mL4g+HfiJ4s03x7rnhXw78LPAmqfFXxfqvxd+FXxf+BFuPhLotleajqnxe8Lj42+Avh/L8QPhHZWVjcXE3xT8AR+J/AGw24TxEzXtms/W/Ab9qn4K/tJy+LbL4Waz4y/tzwLF4cu/FnhH4lfCD4xfArx7o2keMk1l/Bviab4f/ABz8BfDnxtP4N8Y/8I34jTwj41s9AuPCfiebw74gg0LWdQm0TVI7UA+iKK+Mvh7/AMFAP2Xfih8Xv+FIeEvFPxI/4Te4+I/xg+EGh6l4p/Zz/aR+H/ws8a/FL4Bav450P4weAPhr8dvH/wAJfDPwP+KHivwLqHww+JA1XRfh38RPE97NZ+AfGOqadFe6X4b1i8s+N8Af8FOf2RPiV8LPGvx08O6t+0Bp3wS8A/s/+I/2o9d+MXj/APYo/bX+FHwsv/gT4V8OWfjDU/HPgr4hfFL9nrwd4S+JX2rwlfweKfDnhn4dav4q8Y+MfDiXut+EfD2uaZp2oXVqAff9FfLd7+2d+zzDpHiTWtC8U+LviPb+Fvg38BP2gr7T/gr8HPjT8d/EmqfBz9pzxR4+8IfBDx14O8I/Bj4e+PPFXxA07xnrHwu8fTzWngTRvEereFPDvhq88YeNNP8ADvhGay1y65Xwf/wUC/ZZ8b/sua3+2hpPi74g6V+zboum6ZrcfxB8dfs9ftF/DK88VaDr+leFtY8KeIfhp4B+JHwo8KfEr4s+HfHNt408MWvw88QfDDwf4v0b4h63qieHPBF9r/iG2vdLtgD7OorB8K+KPD3jfwx4c8aeEdYsfEPhTxfoOj+KPDGv6XMtzpmueHtf0+31bRdY064X5bix1PTbu2vbSZfllt545Bw1b1ABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAHj+t/8l++Gf8A2R/44/8Aqafs9V7BXj+t/wDJfvhn/wBkf+OP/qafs9V7BQAUUUUAFFFFAHj/AOz1/wAkB+B3/ZH/AIZ/+oXolewV4/8As9f8kB+B3/ZH/hn/AOoXolewUAFFFeAeP/2sf2WPhR8U/BXwL+KX7S37P/w1+NvxK/4Rz/hXXwd8f/GT4deDvin4+/4THxHe+D/CP/CFfD3xF4j07xb4q/4Srxbp2oeFvDn9haRf/wBueI7C90TTPtWp2s9qgB7/AEV4+P2hfgEfjEf2dx8cfg+f2gBov/CSH4GD4l+Cz8Yh4d+x/wBo/wBvH4Zf21/wmo0X+z/9O/tT+xPsP2P/AErz/I+etfS/jN8H9cl0mDRfit8NtXn1/wCJPjL4M6FDpfjrwvqEutfGD4c2fjPUfiF8KdJjtNUmfUviT4E0/wCHHxDv/GXgWzE3ijwvZ+A/Gd1rel2MHhfXHsQD0mivF/gn+0j+zv8AtLaBq3ir9nH49/Bf9oDwvoGrf2BrviT4J/FLwP8AFXQNF137Hb6h/Yurax4E13XtO07VvsF3a339nXlxDefY7m3ufJ8maN2T4Z/tI/s7fGmy8baj8HPj38Fvizp/w01GfSPiPf8Awz+KXgbx5ZfD/VrWK6nudL8bXXhbXdVg8KajbQ2N7NPZa7JYXMMVndSSRKlvKUAPaaK8i+Dv7QPwG/aH0PVPE/wA+Nvwi+OfhvRNXl0DWvEPwd+JPg34m6HpGvQRpNPomqat4K1rW7Cw1eGGWOWXTbu4ivI45Ed4VV1J1NK+M3wf13XtC8LaH8VvhtrPifxTdfFSy8MeHNK8deF9R17xHefArxfb/D743WmhaRZ6pNqGr3Xwc8e3dp4I+Klvp9vcS/D3xfc2/hrxcmkazNHZMAek0V574H+Lnwp+JugzeKfht8Tvh78QvDFvpfh7XJ/Efgfxp4b8WaDBovi7whonxC8J6xNq+g6lf6fHpfifwD4l8OeOPD2oPcLaa14Q1/RPEumzXOi6rY3s/WaBr+heK9C0TxT4W1vSPEvhnxLpGm6/4c8R6BqVnrOha/oWs2cOo6Rreiavp01zp+q6Rqun3NvfabqVjcT2d9Zzw3VrNLBKjsAa1FFFABRRRQAUUUUAFFFFABRRUTTwIcPNEh9GkRTx14JB4rGtiKGHjz4ivRoQbSU61SFKLb2XNOUVd9Fe40m3ZJt9km3+BLRXx1ffCP4S/Fn9qH4tan8RPhj8OviOnh74K/s++G9NufHHgvw14ufSL8eMP2i9f1Wz02TXtN1E2K3Fhr3h65uktmi88tbtMjCKFj6L/wAMm/ssf9G0fs//APhmvh1/8zlaxlGSUotSjJJxlFppp6pprRprVNaMR9AUV8//APDJv7LH/RtH7P8A/wCGa+HX/wAzlH/DJv7LH/RtH7P/AP4Zr4df/M5TA+gKK+f/APhk39lj/o2j9n//AMM18Ov/AJnKP+GTf2WP+jaP2f8A/wAM18Ov/mcoA+gKK+f/APhk39lj/o2j9n//AMM18Ov/AJnKP+GTf2WP+jaP2f8A/wAM18Ov/mcoA+gK8A/ax+Bf/DUH7LH7S37NH/CU/wDCD/8ADRH7P/xk+Bf/AAmv9if8JN/wh/8Awtv4deI/AH/CU/8ACOf2v4f/AOEg/wCEf/4SD+1v7E/t7RP7V+yfYP7X037R9shT/hk39lj/AKNo/Z//APDNfDr/AOZyvL/2p/E+k/sP/sNfti/G/wDZ++G3wu8K658Dv2cf2gv2gvDXhO18HW2h+Add+IHwy+D/AIg8WaLL4v0HwVceErzU7DUrrwjoml689hq2k63eaJapY2mtWEkFpc2wA/x9+xj4Dt/hl8FPBH7Lul/C/wDZW1L9mD4oX/xk/ZxsvBfwc0CX4L+AfHGv+Evit4B8Zw6z8D/Bmr/C7Tdc8J+OvBvxz+LeneKNI8NeKvAOuT6x4zuvF2meKtK8TW0OpN4lqH/BNvSfiDD4Ov8A48fELQPip4l1f9qj4jftSftNx23wul8J/D/46X/xD/4J/wDxa/4J3S/Dbwx4Ik+IfiXUvhT4I0P4M+OfAcVjLqXjL4peIb+L4bXFtrWr6jrvjW98W6N434T/AG3f2jNK+FPibx14n8Y+H/idq9v+0/8A8E7fgrplv4l/4JXft+/8E49O0Xwp+1X+2f8ADD9nX4oajbw/tg/GLxbc/GXX7bwP4+1DVfCl38ObzTNN+FXinRtGvviXpXi7SPGWhaG/N/tU/wDBRT9oD4XeMfHvgjwRN8PPB8Ggf8FO/Dn7F+neNZv2Sv2lv2zdd0z4TXn/AASO0D/goFqfiST9nj9mv4peDPiv8R/Hk3xZvL/wXJrHgy+03w14L+FczeJPEvha7HhTX/FNyAaPgr/glV8fvhF4S/Z90T4Oft53Xh3xp8J/D3/BRHwF48+NXjb9nm1+IXxY8eeDv+Chn7X3w2/ax8W+JfB+oN8ZfDfg/wCH/wAdfAF/8NLDw1pfxK8V+C/jB4J8Rarq+q+M774O6cPsfhi1+mB+wr4q+D0ngA/sSfGbw3+zvB4X/Zi+CP7HGuWnxI+EWpftDw3nwJ/ZtbxyfgXJ4Nmm+Lfwtv8Awv8AFT4dJ8UfiRFY+MvFt58TfCXiBfEyP40+GniabR9Olj8b+D/7Y37Vf7Q3w5/Y/wDCvgYfBL4bfG39pv4ZftPfHpPi34/+DPxV8R/CW7+Av7O3xf8Ahj8OPBnjzw3+z2nxr+G/xL0LXv2kvCfx4+DHxW8L+AvGvx0tNU+E3hvWvFOj+KtQ8YeIvDcdhqPh3xe/4KW/tJQ6j+y74X+HcHhHwD4g+Inh/wD4KQaX8WbnT/2E/wBsL/goFd6n8Vv+Cff7UvwW/ZRutM+H3w2/ZU+J3w/8cfDn4ZfEfxV4w+IPi2H4n/Eg+JvDfhvTLf4f+GNWvotc1+C61cA+i/jl/wAExJ/iD8MPgl8Afhj8W/AXgL4GfBX4C+CP2ffB+lfEb9nHw38ZPjD8JtM8A6J/wimhfGT9lz4+Wfjr4YeNPgR+0XD4Wg0TT4PiFrNt8WfCmkap4P8ACPibw78NtG1u18Q3Pib7k+MnwL/4W38Rf2TvH/8AwlP/AAj/APwy/wDtAeI/jp/ZP9if2r/wnH/CQfssftLfs0f8It9v/tfTf+EZ+yf8NEf8Jr/bf2PxB9o/4Q//AIRz+yIf+Eg/t7RPys/aa/4K9S/sr6l+xH4b+Od5+zf8AviL8R/g58Lfj7+2R8JPjL8VdF0Lxz8PvCPj/wAU/Dj4V634E+BUOoeMPDM3jjx54L8beMPiZ49vbq20fxpb6j8O/wBmzx/4bg8PweK/HXgzVbL9Tfjn8ZvE/wAKfgZ+1H8V9N+HT/2n8A/h18RvGngy3+IPjTwD4L8EfFuXwV8H7X4lWWqWnjOLxVrEfgHwFP4iub74ca/4i+KNh4G1bQNa8JeLfEcnh6f4fDwn4z8VgHwP+zB/wSM8Cfs4fED4FeMJfidL498PfDf/AIJtQ/sA/FL4a3vgO30bwV8avET+HP2UfAev/tFz2Z8Wa1N4R8SeM/hn+yZ4B+HPi/wXJJ4ts9V8MaP4Hhh8TWVz4N1G48Y/U/7FH7Iur/sn+EfF2neM/i/qXx68feLb3wJpt18S9b8LDwprC/Dv4R/C/wAH/CT4V+Cbqz/4SXxW99PomgeE7zxT4m17+07aLxV8TPHfxD8Y22heHIPEiaFp/lX7A37WfxW/aH8XfHDwN8T7nRNfb4ZeG/gz4u0XxdB+yr+0V+w94lvB8Wbz4tWt94W1b9mv9qzxh4y+MD6H4Wi+GumXPh349Wl7Z/DD4uX3iLxN4a8F2MOtfCfxtGngn7Gn/BSj4i/tBfEDSfh1q2ofAP4l/E34h/ssfFz9pSP4DfCOy17wP48/ZL8d/CbxD8BPDep/seftQeMfFHxN+Jekav8AG19Z/aC0fRtd1yLwZ8F7jwfe+B/EF/rPwsbRfEfhm+YA/aaivxA+Iv7fX7fOlfsF6L+0N8I/2VPh98aP2ibL9tX9pz9nf4lfC/4fXfjrxL4B8K+Av2eP2nf2ofgbaa3pmrXD+GfFd9B4v1L4IfDn4a6v8Xdd0zw34O+GWpfFXUf2i/H/AID0b4U/D7xP4Etvq7/gnt/wUD+F/wC3zoXxq8Q+APHHgrXJfAHxV1zS9M8HeHNK8U6Z4j8L/CO61XXPDXwq8TeNbzxI4sPE+qfE258A+OvEp1fwZb2nh3wfqUWufAzXoB8V/g18TCQD9Ea8f+Gf/I6ftC/9lg0T/wBUD8Dq9grx/wCGf/I6ftC/9lg0T/1QPwOoA9grx/4Z/wDI6ftC/wDZYNE/9UD8Dq9grx/4Z/8AI6ftC/8AZYNE/wDVA/A6gDwC1/ZJnuv+Chfjj9tHXvEPiCLSG/Zg/Zy+Cnw58NeFPjH8ZfCenT+Kvhx4+/bW134lah8XvhB4Y13w/wDBv4seH5vDf7RngJfhXdfE3TPiPqPgvxVpfjPXPC+leAtXisNf8R+DN+x5+0KbhP2ffP8Agyf2U0/bdP7ci/FxvHHj0/tEJrh/bQb9vxvg0nwg/wCFaf8ACvV0k/HV38Hn4qD45ed/wppm0E/CQ+I2OvV3PxG/bm8VeHP+ChfhD9gvwd4W/Zgl1fW/g/8ABn413mo/Gn9r7Ufgx8ZfGnhX4j+Pv2ivD3jrT/2bP2fNL/Z1+Kdz8ffEHwa8E/s4+IfiB4wtZfiR8ONOgg8T+GNP1jVfDWkS33iu16D/AIbn/wCMdf8Ahfv/AAq7/m//AP4YY/4RP/hNv+spv/DtH/haP9u/8Ij/AN1q/wCEJ/sb/qnH/CXf8z5QB8d/DL/gl18Wvhr+0/8As0fH3RvHvw707Q/B37cP/BQT9pv9pDwTZ3fia4h+IehfHnxJ/wAFIbz9lPxN4Okk8MWdtbfFr4f+D/27ZPBXxlttUg07TfEOi2Gn2OmeNNesfhB4Ht/FfI/s8/8ABLf9obxD+z/4b+Dv7YXir4K+A5Phf/wSf8V/8Emfhsn7M3iLxf8AEybVPBHxT+HvwZ8JfFv4/wDjrx38R/hb8FtY/wCEn1DU/gZ4Gu/hj8ItI8Ky+H/hraHxnPqPxE8e6j42jk8K/oX4F/bZ07xr+2F48/ZgHw8vdL8IaBb+KPD3gT45SeJILrQfiX8YfhboXwz8V/Gz4V6b4cXRYP7NuvAPhz4x+C5NK1pPEuryeLtd8L/HPQBoegy/BrVrvWfRPjd8f/Fngj4BaZ8cPhR8NtG8WWWp6NpvjPVJ/wBoT4gXf7HngT4S/DKXwjqXjnxD8Tf2hvEHxR8B6v8AEn4Q+HPBmg6aLbxdoEnwX8TfErwv4g1G00/xT4D0DTdM8Ya54UAPnBP2d/2o/jP438Q/E/8AaO8O/sneHfFHhb9kr9ob9lb4Z+C/C+q/En4+/B/4nt+0Zq3wf8Q+NPHnx68JeM/A3wM1Cx8EvqPwF8C6Tb/Afw9rHi6aLwv4j+Iem3nxt1WfVtNubDtP2IPgZ+0X8HL74pXPxmuvCfhTwX4h0z4baV8OPgf4I/aO+O/7VPhXwJrHhI+Ol8deO9C+Jn7RPgjwF458IaV8StP17wDomnfAjQdJvfh38LrP4Yw33hjW9S1Dxp4ieP56X/gpj8ZfEP7Lfhr9sP4bfsieHPGnwQt/BniXxf8AEDxBN+05o+m3fie48MfF3xv8JI/Cn7ImlaP8JfFepftK+IviDceC7Hxh8FJPGtp+zn4d+L/hj4ofCGy8Ja/N408Ua/4S8H/cv7THxZ+Ovwo0Ow1j4L/BH4e/FCzs9E8aeLfiH4u+MP7Qun/s5/C74ceFvBVhp2oznWfFkHw3+Mfim88Q+Ira81G58PRW/wAO4vAthY+F/Ed58QPiL4DT/hHU8RgHwr8AP+CaPiX4J/HLwD+0Fc+Lp/GHimz/AGs/+Chvxc8aeBvFPx5/aD8X/Bvwx4F/a3+Ov7RXxK+F/wARvgR8IvFGo3/wp+Ff7RfgzwF8SPDPwz8eHwV8P/Bfh3xNonxK/aDOoeLPFGuX+leKvEvyR8Av+CW/7Wvgf9gX41fsZ+MPDvw/8P8Ai3xh/wAEwPiP+xT4W+Kf/D1z/god+1B8LNb+KfiD4L6N8KtE1/8A4ZF+OnwI8M/BL9nf4f6lqdpdeIv7V+DsXiDxH8JPDkP/AArL4feFNV8JeINXW3+p/D//AAVa8WePfj38I/hd4O/Zy0zwr4C8Y6B+ypc/FDx/8ffGP7RPw01j4SfED9pzwx4T8fQfA/UIvh9+xX8b/gFY/Gfw34L+Inw3tPDvgX4zftO/AbUvij8TvHOifDbwoIp5k1+XN8Lf8Fnfh/rX7R3xY/Zs8VfCO6+EfiP4fftdeHP2ZPD3in4vfEnRfAPhDxfodxr/AI80Lxf8RL7Vdb8PQQ+Gdc09fAug6x8P/hpDJ4kuPidpH7TP7Estt4t8OXn7StrZeCAD6F/ZJ/Yl8Y/sw/tb/ti/FKDxd4b1T9n34yfD39nPwf8As9+ArQ6ovi74R2Xw/wDiX+2D8Yvij4J1dJ9Ni0V/Aq/Ej9qXVtS+EY0fVpj4d8HXQ+HJ0DQ9F8BeHb/xD5ZpH/BPz456n+xr/wAE0v2P9Y+Op+D+m/si/C79nU/Gv4kfAyTwd4l8YeIfjF+y38KvA/hv4W6d8NdJ+PvwL+I/w11v4br8VdKvPilfa98Q/h3Z+JdO1H4d/DdtE8MWmp6tqeo+FP13ooA+SP2J/gD45/ZZ+Blj+z34r8df8LL8LfCzxN4j8P8AwV8b6kdHg8ban8E7m4h1zwTo/wARNH8J+Bvh54A8P+J/Acmrav8ADnTNJ+HPhqy8FnwH4Q8Ganp1po17qWo+G9E+t6K8O1X9mL9mvXdU1PXNc/Z6+B2s63reo32sazrGq/CbwFqOqavq2p3Ut9qWqanqF3oE13f6jqF7PPeX17dTS3N3dTS3FxLJLI7kA9xor5//AOGTf2WP+jaP2f8A/wAM18Ov/mco/wCGTf2WP+jaP2f/APwzXw6/+ZygD6Aor5//AOGTf2WP+jaP2f8A/wAM18Ov/mco/wCGTf2WP+jaP2f/APwzXw6/+ZygD6Aor5//AOGTf2WP+jaP2f8A/wAM18Ov/mco/wCGTf2WP+jaP2f/APwzXw6/+ZygD6Aor5//AOGTf2WP+jaP2f8A/wAM18Ov/mcrjPBHw4+HnwW/aXu9I+HHgLwX4D0r4w/As6jfaZ4I8LaH4V09tQ+Avj+G2N/d2Wg2On2017qNt+0Tb25upopZ5INFhiMiR26K4B9Z0Vwus/FH4Z+HZjbeIPiL4F0K4WWSBoNZ8XeH9LmWeJUaWExXuoQOJY1kRpIyu9FdCwAYZ1dF8Z+D/EjRp4e8WeGteea3S6hTRdd0vVGltZAxjuY1sbqcyW7hHKTKDGwRiGIU4zVWk5umqlN1FvTU4ua0vrFPmWmuq2MlXoyqOlGtSdWO9JVIOorK7vBPmVlrqtjpaKKK0NQooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigDx/W/+S/fDP/sj/wAcf/U0/Z6r2CvH9b/5L98M/wDsj/xx/wDU0/Z6r2CgAooooAKKKKAPH/2ev+SA/A7/ALI/8M//AFC9Er2CvH/2ev8AkgPwO/7I/wDDP/1C9Er2CgAr4A0z9nv4uyf8FNfij+0yvjz4geCPgldfsgfsmfC228J+HW+Cd/4E+O/jvwH8T/8AgoHrPizQviLbeJvAniz42+Hf+FO6Z8bPhj4x8I6n8OPGHwh0fxHrHjGfTvEGofErTNC1nwzoH3/XxV8b/wBtvw58GfjA/wAE9L+Bf7RHxz8X6H8LvD/xs+Iy/Arwr4D8VS/DT4UeKfFfi/wXoXi/UPCniX4leDfiR8TJr7XfAPjCH/hCv2fPA/xl+I9tHo8LXXg2CTxB4Vi10A+PR+z7+0Qlyf2bE+CGuLYP/wAFGx+3BJ+2ynjX4Qx+AZPh1/w2l/w1n/wgc3htfHA/aIn+La/CjH7F66bL8KX+H6/DqNNVX4qDw3HF4MHzx8EP+Cf37Uvwi/at/Zr+Juk+EbK0+EHiD/gp3/wUy/a9/ad8PXfjHwlJd+CdR8eH/gqB4E/Zj+OvhuztNeuh4gb4+fBX9qH4H+DPiJ4f0ua78VeC4Phz8I11XwrpFxafE+40D9P7L9s/W/Ef7Q/xQ+Anw8/Y/wD2n/iXpHwV+MHgH4KfFf4+eGdZ/ZH0b4NeC/FXjn4SfBv44XGoXOnfET9qvwN8dtd8P+Cvht8dPA+ueLLrwl8EvEOozzjWdI8GaV4w1fT47K66TwX+2H4Z8ffGU/C3w38JPjhf+Dbjxj8T/hlo/wC0fZ+GvCGrfAPV/ix8F7zxDpfxS+GkupaD481b4neENb8Ia54O8Z+GpfEfxG+Fvgv4b694r8Kar4V8J+Odf8QzaRpupgH40fsrfsE/tc+N/wBnnRvBXjb4QS/sLeOfA/8AwRQf/glzqfiDX/Hvw18X+PPjd8dNS+Fnwp8M+GfjnrT/ALPPxE+JfhKz+FX7MeseBfG1l8CdT8R+Jbn4t6tH8cvilPL4O+GmnW9ta+M/tW++C3xX/aO8ReL9d8b/ALFk/wAEvh34Y/4J/ftJ/sb6j+zz49+MPwp0Pw/+0nqnxtvvhDe6B4Y8OeNP2cfEnxWn+HnwQ+H+ifCvxj4I8KePvFGieGPiRpVn8dNf1bSvgv4efRr201j3H4Qf8FCtN+IepftOj4l/st/tJ/steDf2PbLXG+P/AMUPj3rP7Jl94G8F6/4f+Evwr+Pt94TA/Z//AGp/jv4w1bVP+FIfGHwl8TRrml+EbrwFb6PHrOg6h4xsvHOnDwnO3W/+CjPgfwH8Ovjl8QvjL8A/2j/gZN8Ff2bPi9+1xZeAfiVo3web4gfGL4C/A7Q7bWviF4t+F2l+BfjT430az1XRX1bwpo1/4G+Luv8Awp8eaDrPjfwjB4r8NeHrTVJL21AMX9gnwP8AHzQfF/xr8UfGL4WePfh54d1nwj8DfB/gK/8A2gW/ZI139pnVJ/h+/wAVk8SeGvEfxC/Y/uNR8I+NPgH4L0/xL4PX4DSfEnVbv4w2eveIPjRqPi63sbXX9Gif4Juv+Cf37Ut58Q/gh8U/DvhGy8JfE39m3xd/wXV+N3wb8U6n4x8JPo9l8U/2oP8Agqh8Jv2hv2ZfCPiMaLr2qatH4L/an/ZbsPiz4G+IN/pulale/D3wB468T6X4ph8K/EVtA0aX9DtK/wCCi/g+2l8daH8Vv2ev2i/gL8RPh58Qf2LvAniD4XfEhP2ffEfis2X7en7Q9v8Asx/AXx9Ya58Dv2gfjD8M7nwdL8TI/EP/AAmNo3xAh8e+G/DvhHWtW/4Qe/e/8JWfib2bwn+2F8KPGX7VHxF/ZE0mz8YRfET4b+Fv+EivvEt9pGnwfDrxHqWm6b8N9e8ceBvCfiCPWZ9T1Pxx8MfDPxr+B/iXx5pd3oGm6fYaP8YPBbaPq2uX0Xiqx8NAH5JeB/2Jf2vfh7+y1+xr8DvCfgCXRbr42f8ABOP9kP8AYR/b7Wy8feArK9+BM3wX0f4b+GvFnj/RNQs/FYg8T+JIPg346/au+FkfiL4V3nivWr3xvbfAPULSe48G+Gv+Eg0H+gywsLHSrCy0vS7K003TNNtLaw07TrC3htLGwsbOFLe0srK0t0jgtbS1t444Le3gjSGCGNIo0VFVR4X8IP2l/hZ8YP2cfgN+1Hbat/wr34ZftFfD/wCBHj/wF/wtK/8ADnhPWLf/AIaRtfBn/CpPBWu+Xr2p+H4viB4o8QfEDwn4G0zw5o3iHW/7b8d6zp/hnwze67e6jpv233+gAooooAKKKKACvPfiT8WPht8H9CbxL8TPGmg+DNIJlS2m1m9SK71S4gj86Sx0PSohNquv6n5fzppei2V/qMo/1Vq9fnR+1X/wUo8OfD+fVfAHwDGk+OPG9q0un6v46uc33gTwneozxXNrpa200X/Ca6/ZFGimS1urfw1pF7Ii3mpazf6bq/hiP8O/G/jrxp8S/Et54y+IXijWPGPim/XZca1rdws06Qb/ADBZafbQR2+naLpUcpaW30XRLLTtGtJHka0sIN7A/wAQ+PH03OBvC3EYzhrg7D0ePeM8LKdDFRw+K9nw1kmJg3GdLMczoe0nj8ZQmrVsty3+HKNShisfgcRB03/nJ9Jj9ov4beC+LzDg/gHC0PE3xBwcqmGxsMLjVS4Q4dxcG4ToZtnGG9rUzLH4aouWvlOUJ+znGrh8bmeXYqm6L/Yb4sf8Fa9Lt7m/0r4G/DK51yKNBHZ+OfiRcT6HpNxMTKwu9O8C6W58SajprRC3wuv614E1iOWSaObSoxbq8/50/E79tn9rv4mWWq28vxx13wat5b3jadp/w6sNO8Dabo+pSRuLG5ttT0KGHx9c2ljKVY6dqfjnULe7j3rdidjG8XzJRX+ZnHH0svHjjvFTq43jvMcjwLqKdLJuFG+H8tpQTTVGp9SksdjqV1eUczxuN5ndN8tor/HvxE+nP9JzxHzB4vG+JmbcM4CNeFfDZDwQ/wDVfKcOqc4zhRqfUJLMszoqcVKUM5zHMVJ6P3FGK/oK+H6eD/iR4F8FfEZtKXXV8d+DPDfiq11HxZeX/jLWDpnibRrHW7W0fXPFVxqury2kUN5EIrZ7oQR7QY4Y+ldOfh94Cb73gjwgcwSWxz4a0Y5tpXaWW35sv9RLK7SSRf6t3ZnZSxJPzf8AsLeIf7a/Zy8LaVKyi98D6z4s8F3FrH/qNO07TfEN9qPg/T7Yg7FtrbwBq3hNYYIgsdkp+wKifZSo+v6/xQ8RMbxBheOOKsDmGe55mNbAZ/m2EpYzMc2zHH4qvhaONrRweIeLxmIq4jEQxGF9jXp151JOtTqRq80lO7/7EfDfijL+PPD3gXjnLaeHjgONOD+GeK8HGhySpLDcQ5Lgs2oxhOEYxlGNPFxipKKuley2XzF8MPhx4Gk+I37RF9P4D8Jo9l8TvCfh/Smbwvo6xpo+nfA/4Ta9D9kLWPyouteKNdLG3KwCbfhFuBcPJ9P6Xc6toMZi0HxD4j0iNTI1rBb65qF3p2ntIS2LDQtVn1Dw/bwI5LR2I0ptPQlsWm1mBbRXbk3jJ4ocKZlQzXgnxB464KxdDBZThI1eGOL8+yarJ5XluCwHtZVMtxuDcliJYNYidKalFOo6cnVUeeX1NTLsFXg4YnCYXExcqkrVsPSqL35yla04y+FS5U1ba6tsN8WftMeLfhTa6Hca3aaX48h17xDa+HNN010/4RnxFNcXUdzrGo38muWMN7oEsGheHdJ1++h04+FtKOp/ZrGwbW4tQdZNR+ifhx8dfh38TxDbaHqkum69JAs8nhbxDFDp2uxBvNLRwpFcXemas8KRGS6bQNT1eGzSSE3UsLTRq35MfFbWR4r+MN/Eq7tO+FuiR+FbRmiVC3inxjb6P4p8VSq3mSfabe28PQ+AbWxuVjga2vJ/E1kTLukCc6yI4AdVcBkcBlDAPG6yRuAQQGSRVdG6q6qykMAR/rP4B/tOPpBeHOW8OZf4pVsH4x5RVwOFxeYTzunQyfi7CYXGt4nBU8BxLlmFp0sdUhldXB18RPiHKc2xlfGVK2HeY0qcIVV9HhvATIeI+H6eYUMTisizXFTrVsNKkliMA6F1CjHEYKrKM0qjpyqRnhsTQUYVYt06llE/eqivzG+Ev7U/ijwe9ronjqS88X+GAyxLqc8st14s0iNiA0pv7iV5PEVrEQzvbak51UedK0GrSxW9ppTfpB4f8Q6J4r0ex1/w7qVtq2j6jEZbS+tWLRuFdopYpEdUmt7m2mSS3u7O5jhurO6iltbqGG4ikjX/AHT8BvpI+FX0jOHJZ74dZ57bGYKFF59wtmkaeC4o4crVl7lPNMsVaspYepJShh8zwFfG5TiqkKtLD46pWo16VL+cuMeBeIuB8csHnmE5aVVy+p5jh3Krl+OjHeWHxDjBqcVZ1MPWhSxNNOMp0ownCUtmiiiv3k+OCvP/AIs/C3wJ8cfhZ8S/gp8UtC/4Sj4ZfGD4f+Mvhb8RfDP9p6xon/CReBPiB4c1Lwn4u0L+2fDuoaR4g0j+1/D+r6hp/wDaeharpmsWH2j7VpmoWV7FBcxegUUAfHOj/sHfs76Z8O/iZ8KdX/4X38S/Anxbh8Kx+L9H+O37YP7X37Q9zaXHgjVrjxB4U1bwBr3x2+OnxF8RfCTxDoniGa28RWvib4Uat4K8Qt4h0Twrrs+py6t4P8K3mj9D4A/Yv/Zx+Gdr8OIPC3gjWpL34VfGbxN+0P4U8TeLfid8V/iJ47u/jZ4x+Evjz4EeI/iT48+IfxB8ceKPHXxW8S6j8IfiV4u8B/afil4i8ZRWmi3OjCwgtbrwl4RudC+paKAPlHxN+xL+zf4o8E6L4Am8IeLPDGieGPHXj34jeD9U+GXxk+Nfwg8e+BvE/wAUdf13xN8QR4A+KXwp+Ingz4m+A/DPivVfEmsDVfAng/xdongaXS7iDw/H4cj0DT9N0y07vwb+zV8D/h7rvwo8SeCvAGn+G9X+CHws+I3wX+GE2majrsNt4b+HHxc8S/Crxj8SdFk0xtVfS9ev/F/ir4J/DXX9V8U+JbPWPFzapoN5dwa7BL4n8WHXPc6KAPKh8EPhWdU+MWs3Pg+y1K/+P9lpelfF2TWbzVdbt/GOiaL4QHgXTPDs9jrF/fWGk+GLXw017bDwzoFtpWgS6jrXiXxDPp0viLxR4j1XVMvRv2evhPo3ww8WfBeTQdY8U/Czxx4VtvAvifwR8SPHXj/4q6JqHgm3+F3hn4Ny+EIofiZ4o8WS6Z4Y1bwF4U0628R6DpU1jpXinxNqPi/4g+JLXVfiF4+8deKfEXtNFAHyN4Q/Yn+DPw50rXrP4d6x8cPC2veKvGPwR8VeKfiPqH7RXxx+J3xc8Q6T8Avida/FLwT8LNS+Knxp8efEvx2Pgnd6g/irwr4i+EVnrtp4Gv8AwJ8S/il4bstH02Px7r9zddD8Cf2P/wBn39mvUdT1T4PeD9c0Ce+0v/hHdMttf+JnxU+IukeBPB/22LUh8PvhFoPxK8beL9D+CnwzW+trG6T4ZfCLTvBPgBJtL0dl8OD+xtKFn9MUUAeFL+zT8FY/g58R/gBF4Pmh+Enxb1j46a98QvCkHirxnA/iLU/2lfiH46+KvxvlfxDD4hTxTptv478dfErxvq91YaNrenafo9tr02g+HLXR/Dtpp2k2ed8Fv2T/ANnX9nbxf8Y/HvwT+FHhv4deLPj/AOJ7Xxh8WtV0E6kP+Ep1yzutf1O3aGwvL+70zw3pK6/4v8a+LpPDnhSz0Pw5P458e/EDx3PpMvjHx54v1zWvoaigArx/4Z/8jp+0L/2WDRP/AFQPwOr2CvH/AIZ/8jp+0L/2WDRP/VA/A6gD2CvH/hn/AMjp+0L/ANlg0T/1QPwOr2CvH/hn/wAjp+0L/wBlg0T/ANUD8DqADRfgp4V0L4+/Ev8AaMs9Q8QSeNvip8H/AIH/AAU8Q6Xc3WnP4Vs/CvwB8aftC+OvB2oaNYxaVDq9v4g1LV/2lPHVv4mur7XNR06807SfCcOl6Vo1zY6xea98jL/wTU+GseveG7iH45/tNRfD/SPj94g/aW8RfA1vHPga6+DnxB+KuoftsfEf9v8A8J6z4k8PX3wyutc8Pt8N/wBoj4k3OoeH774W+Jvh1r/jLwd4N+HHg341a38VtL8FaTt/RmigD86vBX/BLH9jX4d+Ifh38TfB3wv8PaB+0h4B+Jh+LWo/td6X4J+Fem/tT/FLxhrWra7qPxOk+Lfxf034eWereMdH+NNh4s8X+GfiboX2XTtLuvDfiW6svCdt4RudI8LX2gfSnxA+BniLx78LfA3gOP8AaP8A2gvA3jnwG/hu/s/j98P9T+FmhfFLxH4i0Pw1f+F9T8QeOfCt18J9U/Z28ZJ4xtNW1bVPEngnXfgRdfC228S3Vh4l8I+AvC2teFfBV54a+gaKAPy91D/gmBpNpL8JG+Gf7ZX7X3wYtPhA/wAR/EOl6J4Ltv2P/F3hfxJ8XfjD8UPHHxg+KP7QHiPwj8c/2Rvi/wCF7P4z+LfGnxE8VvB4g8EaR4N0LwNoOr6n4X+GPhjwR4f1vxDp2senftC/sV+Ov2ktXkm8S/tpftF/DTwtonxbT4leAfAnwd8J/swReFdM0aD4Z/C7wtpngL4j6J8cP2ffjxoXxk0nwx8TvBnjr44+D9R8XaNFeaB40+KLReXep8M/hde+F/vSigD4p1P9i2LxR4q8J638Qv2mf2mfiZ4U0PWvgp468U/CTxtq/wAGLv4Z/En4w/s/3fgHX/hz8Y9bstH+CWi+K/h54ktPH3ww8EfFHVfAf7Pvi74L/AfV/iNpV94jufhBnxN4rtdc8t/bZ/4JVfsw/wDBQHWYtb/aLu/ifq9zp2n+GNE8LweHPFel6Da+CfDdhYfE/wAP/Ebw74TX/hGb2fTrD4++Cvi14k8D/Ga9nuLzXtT0TSfAeqeCtY8C+M/h54L8VaJ+lFFABRRRQAUUUUAFFFFABRRXxv8AtS/to/Dj9mqwbSH8vxl8UL21WfSfAOnXqQPZwTLmHV/FupLFdL4d0lxzZxvb3Or6w5A0vTpbKHUtS0357inivhzgnIsfxLxXnGByLI8tpe1xmY5hWVKjTT0hSpxSlVxGJrztTw2Ew9OrisVWlGjh6NWrOMH8txpxtwn4d8N5nxfxvn+XcNcN5PRdfH5rmldUMPSW1OjSjaVbFYvETtRwmBwtOtjMZXlDD4WhWrThTl9W+I/Evhzwfomo+JvFuv6L4X8OaRCLnVdf8RapY6LoumW7SxwrPf6pqU9tY2cTTSxQrJcTxo0skcYJd1U/mf8AGH/gqd8JvCoudM+EOg6n8UtVETLHrl6Lvwn4OgmdFCOkmo2J8Rav9mdmaWGHRtOsrtYwtnreyYXEf44fG39on4t/tB62NX+JfieW/srW6mudE8J6Yj6Z4O8OCUkKmkaGs84e4ijJhGsavc6r4glhZobjV5YNkSeI1/lr4wftDM6xlfFZP4NZNRyjAQlUpLi/iPDU8ZmuJSvFV8ryObnl+XwuuelUzX+06talKPtcBgqqlBf4t+PX7VbiHH4jGZD9H7IKGRZbCVSiuPOLMHRx+dYtK8Y4nJuG6jqZXldPmXPRq53/AGxWxFGcfbZZl1aMqa+0viP/AMFAv2pPiMbmAePh4C0i4meRdI+G2nx+GTDGuEt0TxFJLqXjRGjQF5zD4mhgurmSaRraOAWtra/APxK8TeLPEXxL+GHinxT4l8TeMNT1O48ZeBb3UPFGu6v4l1A2OueGW8YPcXWoazd311IiXXw00yyVpp2IFxFAo2EKvWUV/Def+NPinxbi6+K4q494rz1V8PjqLweJzzG0ctpyxmDxOF56GV4apSy3Dqi8S6kaeHwlKL5VBciacf8ANzif6Q3jVxzjsTjeNvE3jfiWOJwuZYeWAxnEmY0MopSzDAYzBe0w2TYSrRyjCKg8ZKtClhcBQg+RU1yRalFqIkahI0VEXhURQqgZzgKoAHJJ4HWobiztLxVS7tbe6VTuVbiCKdVbIO5VlVgDlVOQAcgHsKsUV+YwqVKdSNWFScKsZc8akJyjUjNO6nGaakpJ68yd763PxuFarTqxr06tSnWjP2ka0JyhVjO9+eNSLU1O+vMmnfW9zufCnxQ+JvgTjwP8R/H/AINiJiMtt4U8Z+JPDtldC3XZbrfWOkanZ2d/HboStvFewTxwKziJUDtn7X+HH/BTr9pXwZNHH4wm8LfFzShJG09v4k0iz8La8YIiB9k03xH4NstP06x86PKSX2r+EvFFyHEc5SQrLHcfnfRX6rwd46+MHANajV4W8ROKcvpUJKUMur5pXzPJ5Wd2qmS5q8blVS+qbng3KzdpJ6n7bwD9Jbx78McRQrcF+K/GmWUMPJShlWJznE5zkErO7VXh7O5ZjktXm1TlPAOdn7sk7Nf0k/BP/go9+z78VhY6V4q1Kb4N+L7lorb+yfH11Zw+Gry9aHfKui+PIHXQHtWn22enDxR/wiOt6tdSQ29loLzyrFX3+CCAQQQRkEcgg9CD3Br+LYgEEEAggggjIIPBBB4II6ivsb9mz9tv4vfs5SWmjW91N4++GkKxwN8O/EmqXP2fSbSNYY0HgfWZY7658ItbxQBLfSYILrwo4mvHk0CPUbsava/6EeDH7QnDY7EYTIfGjKMPlkqsoUKfGvD1Cs8BGUnGEamd5G5YjEYaD1nXx2VVcRTU5JRynD0VOrD/AFQ+j5+1RweZ4rA8M/SEyLC5NOvOnhqXiHwrh8Q8shOTjCNXiPhtzxWKwlN6zxGZZJXxVJVJJRyPC4eM60P6g6K8T+BX7Qfwx/aK8JDxb8Ntae6Fr9mh8Q+G9UjhsfFfhHUbmOR00zxLpEdxdC0mYw3C2l/ZXWoaFrCW091oOr6rYoLo+2V/plluZ5dnOX4PNcox+DzPLMww9PF4HMMBiKWLwWMw1aKnSxGGxNCc6NajUi04VKc5Rktmf7C5PnGU8QZXgM7yLM8BnOTZrhaWNy3NcrxdDHZfj8HXip0cTg8Zhp1KGIoVYNShVpVJQktmFFFFdx6QUUUUAFFFFABRRRQAUUUUAFFFFABRRRQB4/rf/Jfvhn/2R/44/wDqafs9V7BXj+t/8l++Gf8A2R/44/8Aqafs9V7BQAUUUUAFFFFAHj/7PX/JAfgd/wBkf+Gf/qF6JXsFeP8A7PX/ACQH4Hf9kf8Ahn/6heiV7BQAV+dH7bn7D3jf9r7VNMtrL4xfDXwX4K/4RGXwvcWfjT9mbw38Vfij8LtduL7VZrj41fsm/G+z8ffDbxp+z38fhp+pWVlp3jjWU+L3hTQL3wj4O8QeHvh3pWt2XiG88UfovX59/HX4tfte/Df4+/DLTfCE/wCzf4g+FnxB+Lfwz8A+HvganhX4m67+0d44+HGqXnhO2+PHx1b4mQeO/DXw++FWi/AHTdd8Q+LL/wAJ6j8JPiZofi3QfC3hzRj8WfC3xD+LXhXwRpgB4LrP/BLf7b+3Z8R/2yfs37AHjj/hZH7QHwV+On2v4+/8E6v+Fy/tT/DL/hUnwd+AXwh/4Rb4K/tZf8NS+DP+Fe7P+FGf8LD+HGt/8KW1v/hWXxF8a6z4g/sjxd9n+z3v038KP2U/ij8Jfi5Lf+Hv2horL9mS1+KPx++Oel/AHR/he2m+MdY+Kn7SXjDxv8RfiEPiV8ar74h65aeMPhlpfxE+J/xB8c+B/APh34T/AA/1TSPEWp+HpvEHjfxZY+E7Cxn+ev2H/wBsT9pT41eK/wBl65+N7fA688C/txfsTeMP23/gtpPwq+HXj/wR4s+Dvhnwv4g/ZhVfhh8UvEPi/wCMHxJ0f4oa9ceFv2sPAkp8Z+F/DHwssj4g8K+LoB4QTT59KnPufjr9oX9pHRv22NH/AGa/DPwv+EX/AAgnjb9kD9qf40/CnxR4r8f+KbbxH46+LnwH8YfsceF9G0nxUmgeENXsfhb8J5tQ/ac1LQ9Y1W20z4neOdYu9Am1/T/Dvh7TdFsdO+IAB1Uv7GXg/wAQ6D/wUK8E/ELxDe+KvAH/AAUJ8aaxrXjjQNN0/wD4RvUfB/g/xN+xh+z9+xx4m8H2Gu/2nrH9s3uo6L8EL3xja+Jv7N0T+z5/GUeg/wBh3X/COf25rnz18Tv+CfPxg/aI+Hn7QHh39pD9qDwl458ffEn9ir9pr9hz4R+PfAf7O03wz074YfD/APao0PwpY/Erx7488HXXxt8cn4t/EvWNa+Gvwq1rVJ9A8SfB3wMbfwVLpXhXwN4M/wCEj1W/rwCb9vX9uTSvAv8AwUE8G+H/AIZ+Av2gP2kf2Q7D9nq88KxeCP2ZP2kvgxZa+PjF8RvHXgr4l6ppH7N/xI+Iniv40fH7wD8D/DHw78UfEbwL8Tvg54z03wr+2Iuj674A+CLaV4k0G9vn9n/4J2/8FNtH/bX+IXxR+Ffi3/hA/hn8Z/hl4K+Hc/iP9nrT5te17xz4X8baH4S8IJ+0/JffEAuvgLxb4f8Ahj8aviDpHwfstD8K2w8SaFYaJ4b+K/im5uPA/wC0R8HHIB0i/wDBLb4P+CLT4i+Dv2c7f4afs3fBz4i/tCfsL/tOXfwl+GfwO8K6B4e0P4p/seftJfCv43+J7rQT4T1jwfZWWhfG3wn8GfAnw/l8Pro39nfDvxLDr/xR02LxHe+Kde8LXtL4ef8ABLTwb8N/Hfwx+PmkfGj4u3n7T/hb42+Kfjb8RviJrPxO+Peu/B34j6r8XbvWLT4/6Bo37JviH47az8CPhZpnj/wf4gu/DHg6+8I+Hn1v4bT+HvAGttqPjCXwteWXiH9UaKAPzg/Y1/Zf/bQ/ZY+DXwV/Z68Q/tTfswfEz4U/AP4P/BL4KeBTo37FHxW+HnxCvfCvwin+G3hW81DxZ4qvv29PiH4b1TxB4n+DfhXxj4ZtrrR/APh3TvD/AMTPFPhn4ly6Vr3hbwXqnwi8dfodrGl22uaTqmi3suowWesade6XdzaPrGreHtWhttQtpbSeXS9f0C90zXdD1GOKZ3stY0XUtP1bTLkRXunXtpeQQzx6NFAHz/8A8M0fDr/oY/2gP/Esv2p//ny0f8M0fDr/AKGP9oD/AMSy/an/APny19AUUAfP6fCjVfhpKfEvwn17x7rt0qoniLwJ8Svi38SviTpXjDSoPNkjg8Par8UvGHiybwB4vsHmnl0jVdIuLDw/r4nl0TxzYXkX/COeJvA/5Aftj/8ABRSL4vWWrfCj4Baxe6Z4GhmuND+I3iyMtYa/4i1GOGD+0/BGn+XJ9o0Xw9YSSyWfiC+icy+Nl2x6Pdv4Buft3jj6J/4KU/tXy+FtNuP2d/AGoyQeIdf0+KX4m6vZzbJdH8NalAJLXwhBJE/mx6j4ms5Futb3mL7P4ZntrQR3SeJHk0/8B73w3HJrVn4i0u6fSNWi+z2upvDEstp4g0aKRidL1iz3xLcSWiyzTaFqiSR6hod7I/kyz6Tfa3o2r/5l/TO+lNVyavmfgz4f5rUwGZvDOhxpxRgZydTASrU1J8LYCrRTq0MTXoTX9sZhhpOtgvaQy6mlXlj3hf8AHf8AaDfTUr8P4nOfo/eFud1cszh4R4fxC4zy6pJ1srliKSm+DMsr0E62GxmJwtRLP80wkpV8vVWnlNJRxMszeC6UAKAqgKqgBVAAAAGAABwABwAOAKWiiv8AJM/wv33CiiigD9KP+Cc3iIIfjN4G3sscOpeDviDAsxy0974k0vUfCGrfY2YAtbWdn8PvDZubeIulpc6is8gR9TTzP04r8Tv2JPEZ0H9orQrGWXNt4z8HeM/CMVrkqTqscWleOLS/3cq62umeB9btDCVVmOprMsqi3eKf9sa/g/6QuV/2f4j4nFxj7OnnmT5PmlKGtl7DDPI68lJ25vbYrJsRiHZWhKtKkr+zu/8AsL/Zmcdvjz6F/hBWrV3Wx/CmEzvgTHxc6tR4dcK57mGByehz1Yq6XDTyOpGFNypUY1Y0IStScYlc54w8Uad4J8J+JfGGrLcSab4X0LVdfvYbRYnvLi30qymvZLWxjmlgimvroQ/Z7KB5ohPdSww71Lgjo6+W/wBpHXlvJfA3w2gcMdb1b/hOPEUe23dR4c8AXmnX2lwM7O1xaXl54+vPCF7ZMkHlXum6D4jtmuIyhjl/L+FcojnmfZfl9VSeFdSeJzBxcoyjluBpTxmYezkl7taWEoVaeG5nCM8TOjTc4c/Mv9A8swNTMswweApXU8XiKdG6V+SMpfvKluqp01KpLyizwPwxYX9jpKSay1tJ4h1e81PxJ4ons0CWlx4p8T6lda/4jls1ABSxOsajeJp0Tlnt9PS1ty7iEMegoor9+xFeeJr1sRUUVUr1alWahFQgpVJObjCEfdhBN2hCPuxilFKyR/UtCjTw1Gjh6MVCjQpU6NKC2jTpQUIR+UYpBXqXwr+L/in4R6yNQ0bOp6HdzxN4h8LzTeXbatbrsjkuLGR2EVhrsECgWN8w8mbYllqAa0ZZLby2ivtvDTxM408IuMso484AzvE5FxHk1bnoYmi3Khi8NNx+tZZmeFk/Y5hleOpx9jjcDiIyo1oWdo1YUqkPMz7IMq4myvFZNnOEhjMDio2nTlpOnUV/Z4jD1F79DEUZPmpVoNSi7rWLlF/t54H8b+G/iJ4Z03xb4Vv1v9I1JJNjMpiurO7t5GgvdM1G1YmSy1PTrpJLW+tJfngnjZcshR26yvwP039qyD9kPxJY+LJodd8WaJ4yuBZeKfg94PsX1/xx43ttPhggk8ZfD/wzHPAX8U+B7aWzm8QatczWGgXnglZ9N8W6lavp3g3VvDv6c+FfBPjH4/6foXxL+KPxD1TRvBWuabY+I/h38MP2f/il4u8K+HbPSdWsJpNJ8S+MfjJ8OtX8I+LviprmqaNqQvE0zR9Q0H4R6P8AboLe08O+PNZ8O6H8T7z/AKn/AKLv0h8i+kn4W5Zxzl+FeUZ7h2ss4u4em5v+yc8oR5a1TAzqe/i8jzCUKmIyjHJzU6ca+BrzWY5fmFGj/nh4g8EYzgPiHEZRXqfWsJNPEZbjVb/acJN3gq0Y6UsXRTjDE0dLNwrQToV6M5/W9Z+r6vpXh/StT17XdT0/RdD0TT73V9Z1nVry307StJ0rTbaW81HU9T1C8khtLDT7Czhmur28upore1topJ55EiRmHh//AAzR8Ov+hj/aA/8AEsv2p/8A58tY3xa/Ze8JfE/9mP8AaD/Zhj8U/EHSPDn7Qnwo+K/ws1rxT4g8f+Pfin4p8OW3xX+Huo/DzUdX0PVfiZ4r8SatANIsL9dS07QrfVrLRU1OO4u47a3u9S1C6uP6NPhjJ+Hf7a/7PnxV0bx5rPgnVPihf/8ACvfBd/8AEfUfD+q/s5/tG+E/Hni/4f2FtdXP/Ca/Bn4b+LvhRoXxA/aA8L6mbX7D4c1z4FeGfiLp3ivWbzSNB8M3Gr63rmjaff8Al/h3/gpz+yJ4o+EXxF+Oum6t+0BbfDL4XfEDwj8J/E2seIv2KP21/CGsan8U/G3xsn/Zv0b4afDrwR4s/Z60Tx18YPiBZfHq3k+Eni7wb8JPDXjbxH8P/HbQeH/Hum+G725to5b/AMIvhH+0v4p/aL8KftE/tPaX8CfBOs/CL4FfFP4BeAfDvwE8ffEH4iab4+tfjT45+Bvjnx78SvGlz4++F/wrl8AzW93+zz4IsfBHww0iH4kr4at9f8Zyan8VvE7XWnpbeIeLP2BPiF40/Yp8Tfstax4o8P2er+LP+Cj+s/tYaprnhP4g/EzwFPa/BrXf+Cx9z/wUDvtJ8M/EXwLp3hz4k+C/jBB8CbqXw3o2seDrrQp/DnxlW2Tw98RNL0izs/iLAAfUGkft3/sx638J/EfxltfF3jez8M+EviFD8JPEHhTXvgV8fPC/xxsfivd6XoOvab8L1/Zp8S/DHSf2ir34i634c8UeG/FPh7wRp/wsuvE/iLwlruleK9D0vUPDt9b6nJa1b9uP9mrRfhToHxjvfF3jGTw14o8dSfCzQfCmmfBP45638cdQ+KVvpms67e/C9f2a9F+G+oftEwfErS/Dnh3XvFOs+ALr4WweLtF8JaNqfivVtHs/DtlcanH8heG/2Afif8GfD1hL8H9a8KeN/GfwS/bi8U/tgfBTVPjn8X/jN4m8T/Hax+IH7N/jX9nbX/BX7VHxq8UaP8VfiRD4p8FeBfi34u+Hnw0+JdrbfGC7tPBHwo+BFz4i8Papd6d4i0V7niP9jv4/a58MPif4r1bwV+zT4z+P3xs/a20X9qnxl8M9U+LXx68AeAPh1caD+zx4E/Zm0Tw/+z5+1p8NfBWkfG74W/ErSfBHwu8Ia3dfHrTvgkbrX7vX/it4Vi+GHhrSPHltqnhsA/R/4S/Fv4e/HT4faD8UfhZ4hXxP4I8SNq8Gm6o2mazoV7DqPh3XdT8LeJtC1zw74k07R/EvhjxP4V8U6JrXhfxX4V8S6PpPiPwv4l0fVdA1/S9O1fTryzh8+8Uftafs1+C/it4g+CHin40eBNF+KnhD4K+Of2i/Gng+81dBe+Bvgl8N73wVYeMfiL47vIkk0rwToWmS/ELwnPbf8JVf6Rfa3pt9e6voNnqelaD4gvdL4L9mj4PfFr4d+HPg1B8cbT4dfE34keD/AAZ+0Do+qfGm78Z+JfG3xO+G+hfEn4w+D/GvgT4A+CPGXjT4c2/jb4q/Dy08BaJ4Z8J/En4u+NvGHgLxp498Rfs9fCbxr4u+HXjLxF4y1LVPhj5p+1Z+xdqn7QvxVufE+mxfDC38F+KP2CP+Cg37KPj3S/F9n4nmk8UeNf2u9Q/YvtfBuseIdH8GzeGNS8SeCdN8I/s3eKdA8e3Fr8RvB/jSHTp/B2jeEr3ZPcax4VAPpv4H/tJfCX9oiz126+GepeMBdeGm0t9c8OfEf4T/ABa+CPjiw07XxqB8N+I3+H/xs8D/AA98cS+DvFX9j6yPCPjW38PTeEfFjaJraeHNa1N9G1NbXl7v9s79l208R/Hzwivxm8Kan4l/Ze0PwBrvx50Xw8NV8T33w7X4pax428PfD3w/qMXh3TtU/tTx74r174eeKNE0r4aeHzq/xDk1aHRtOl8LxXfivwnDrfxz+yb+zl+2J+z9rPxb/aC+OGtJ+0b+0J8Z4/2P/gVqnhuf45eGPEWmeGPgh8JfjL8Sf+Ej+I9t8RtO/ZS/ZT8PTal4K8F/tK/FP4jp8L9L+BGm33ic/DjSPCs3xF8VePPH2r+O0f8AtT/8E9vEnx78b/tW65o0/wANLDwp8ZPhB/wTn07wZ4T1S78SaNaa/wDFP9iD9tv9p39snxhonxNbwxoH2jQPh58ZtQ+K/gfwlq3jHwnfeIfGqnVfiPrs3hxNQ0zQ28UAHvOuf8FJ/wBivwl8H2+O3jn4zN8N/h1bfFiL4GaxL8Ufhv8AFr4X+NPCnxXfQP8AhMbnwZ46+FPxA8B+G/ir4Bv9H+H4m+KXiW68aeC9B0vwr8IbS/8Ai74kvtK+Gmn33iq3+qvAnxO8D/E1vGo8Da3/AG/F8PfHuv8Awx8U3kOmaxaaba+OPCkVgfE+iaZqmo6fZ6b4k/4R291BdB1zU/DN1rGj6V4s07xD4OvtQg8V+FvEujaT+Utr/wAEx9N8WfsefHL4KfEn4CfsqWGpeL/i/rXx8/Zz/Zh8L+IPHN3+yL+y545t/gt4S+E/h3wh4U1/wz8Nfg34n1n4ZeKdd0f4g/EP4xeG9K+EPgnw98Qbb4+fGP4Xa/4Q1vwZ4r16XxF3v/BMj9h39pP9iDUP2mPCvxf/AGm9Q+P/AMH/ABl8QLLXv2fNH1u/1rUvEfhXT7rxJ8SvFfjPxb4sTU9PsNJ8M+MvHMfjfwZ4Y8Y+HPBEmpeFfFXij4Vav+0JqV7F8TPj58R9J0sA/VqvH/hn/wAjp+0L/wBlg0T/ANUD8Dq9grx/4Z/8jp+0L/2WDRP/AFQPwOoA9grx/wCGf/I6ftC/9lg0T/1QPwOr2CvH/hn/AMjp+0L/ANlg0T/1QPwOoA9gooooAKKKKACiiigAooooAKKKKACiiigAoor5I/bJ/aasP2aPhZNq9j9jvfiN4t+3aH8N9FuyssDatHbo174m1WzWWK4ufDvhKO5tb3U4YHh/tG/utF8PNfaXJr0OpWvicScR5LwhkGb8T8RY+jlmSZHga+Y5ljq7fJQwuHg5TajFOdWrN8tKhQpRnWxFedOhRhOrUhB/OcX8W8PcCcMZ7xjxXmVDJ+HOG8txObZvmOIb9nhsHhabnNxhFSqVq9R8tHDYajGdfFYmpSw2Hp1K1WnCXjn7cP7b9n8ArGb4bfDS407VvjRq9kj3VzKIb7TvhhpV9AsttrWr2bpLbah4p1C2kW48MeGbvNvDC8PifxJBNov9kaJ4v/nh1bVtV1/VdS13XtT1DW9c1m8m1HV9Z1a8n1DVNUv5yDNe6hfXTy3N3cy7VDSzSM21URSERFWLUdR1LWdU1XXNa1G91jXNd1O+1rXNZ1KdrnUtX1fU7h7vUNSv7lsGa6u7mR5ZGwqLkRQxxQxxxpUr/AL6RH0huJvHjimpisTUxOWcGZXXqw4W4XVVqjhaHvQWZZlCnJ0sXneMptvEYh88MLTn9SwbVCM51v8Al4+ld9KvjH6TPGtXG4qri8n8PslxNanwXwbGs1h8Fhk5U45xm9OlOVDG8R4+k3LFYp88MFSn/Z+BksPCdTEFFFFfzufyiFFFFABRRRQAUUUUAFFFFAHo/wAJ/i148+CXjbT/AIgfDjWTo3iGxQ206yxvc6VrmlSSJLdaB4j05ZoBq2h3rRo09m00E9vcR2+paXd6drFlp+pWn9LH7KP7V3gf9qTwZc6lo/k6D4/8LR6XbfEf4fT3YuNQ8M6hqcEz2Op6fK8dvNrPgzX5LLUh4Y8TJawQ6hJpmraTeQ2HiLQte0fTP5ivBPgfxb8SPEll4Q8EaNLrfiC+VpVhDPb6fp9nGQLjVtd1PypYNG0a0yPPvrlWaadoNN0y31HWr7TtLvf1x+FH7Lk/wI0ez8a/DjxDDJ+0RpMQuoPHOqC9g8OazbM8Fxq/wt1DRoJp/svwr8Xi1gs9et1S91oapaeHfHa3Fx4r8D+CpdC/ovwE+nJlf0XuIco4T8QM4xWN8PuK8ywtLFZLQU8djeEljsTCjX4zwtBSdTB5RhrzqZrg6cZVc3jCrPK8HisdhcROn/u1+yW4L+ktmWB4izH2Dw/0dKlHHSy//WieLozx/F0G71PDilKnJ1MN7aE8PxLiJSoZFUxElGjVrZzhcXCl+1tFeSfBP4x+Gvjl4EtPGnh6G60u6hvr/wAPeLvCeqtAPEHgXxtoU5svEvg3xFFbvJCmqaJfq8X2i3eSx1Syez1jS57rStRsrqbO139pb9nLwtruseF/E3x/+Cfh3xN4evF07X/Duu/FXwLpGu6HqD2ltfpY6xpGoa9b6hpl49je2d6tte28EzWl3bXIQwzxO/8A0F4HHYLNMDg8zy3F4fH5dmOFw+OwGOwdaniMJjcFi6MMRhcXhcRSlOlXw+JoVKdahWpylTq0pxnCTjJN/wCwEoyhKUJxcZwk4yjJNSjKLalGSeqaaaaeqasz2yivLvBXxw+CvxK1afQPhz8X/hd4/wBdtdOm1i50XwV8QPCfirVrfSba5s7K41SfTdC1a/vIdOt7zUdPtJr2SFbaK5vrOCSVZbqBH/OX4Mf8FQIfiFbft3fEbxt4d/Zt8N/Av9grVP2ttO+LEfwy/a01H4zftYeFIf2W/i98Wvh5Z6t8Yv2XI/2evAmj/BnTPjH4P+BnxH+KHw++3/HXxXqOo6NB4dstL0/XbXVNY17w11En610V+WXxQ/4KB/F39nb4c/H/AMR/tH/szeD/AAT8Qvht+xb+05+3D8Jvh54A/aGvviXp/wATPh5+yvofhS++I3gfx741vvgX4Bh+FHxI03WviV8LdF1G18N+H/jN4Mhg8Yz6r4e8aeLF0G7sbjide/4KtXWo+GPGl78JPgLYeKfGnh3wp/wTfSw8G/Ej4uXfwxi074z/ALfX7eHxk/YE8T/Bj4p6x4e+FHxXvvh9qH7L/wAVPg5q7/ETXtB8OfEafxHfjWfD+jeG7AaJaa3r4B+wdFfmhov/AAUC8Ua94Fs/DsH7P/8AYn7Ykv7UN7+xdqX7OXiz4oJpXgDR/wBoTSvgJe/tWX0s/wC0DpngDXn1H4L337MVj/wvHwz8RtE+Emp+LdZ8L6pofh68+FOi/Ee41bwRomT8QP8Agob4z8A/CbxHrOp/A3wTYfGj4a/tL6V+y38cdE8T/HTWvDv7MfwR8Wav8E9G/aFsPiX8Qv2oIfgXrXiDQ/gVqvw08Y/DaHSfiFqn7Pmm36+Pfib4P8G+JPCvhj7RqWsaaAfqLRXzz8A/jxN8YPAnwt8QeIfBzeEvFHxM8IeNPGVrZeCtfj+OHwk/sXwR4r0XwvJrOhftF/DzSp/hTquj+O7fxN4c8Z/CWw8Qan4M+Ivj7wLqGravF8OdK1X4ffFTQfAfxh8J/wDgptH8Xv2xZv2cPDnwYuB8MJfif8fPgfpnxuufEHxF0m5f4tfs3XHj7SviR4eutJ8V/Arwv8D9aUa/8L/GdjovhX4VftO/FT48DQLbT/iR4o+BnhX4YHxF4y8MAH6q0V8MfGn9p/46/B34veDdFn/Zl0TWPgH4s+M3wb+Bdn8Tm+PGnWvxf8TeKfjFe6Fp3/CV/DH9nrSPhz4lt/Ffw3+GM+tahqPxV1Pxd8Xvhp478PeEfh/8UPiBo/w48R+BfCtj4h8QfIHwG/4LBJ8cvD/xn+IWjfsz+NL/AOGfhH9k74hfth/A+98GX/xF1L4ifH34d+A7HR9Si8JeHPAfxO+BnwZ0XxL8RvEtv4k8PWNvF+zf8QP2ofhv4N8U6jD4E+KfxM8BeONW8H+HvFgB+01FflP+wb/wVR+H/wC3LrvgrwlpXhPw58NvGGs/BXWvif4n8Lax8WtF1jXf7c074mat4H03TPhDo7+HPD+t/Gb4b6z4O0S0+OC/Fy20rwfb6f8ACD4u/sz+KLzwgF+OVnB4X/VigDx/W/8Akv3wz/7I/wDHH/1NP2eq9grx/W/+S/fDP/sj/wAcf/U0/Z6r2CgAooooAKKKKAPH/wBnr/kgPwO/7I/8M/8A1C9Er2CvH/2ev+SA/A7/ALI/8M//AFC9Er2CgAr4/wBd/YW/Z88QftGXf7Vs5+PGj/GvU5/h3JrWq+C/2vP2uPh94G8RWfwqdJfBHh/xP8F/Anxw8OfBXxP4O06b7XPqfgjxB8PdS8H+KbjWvE0/ivQ9bm8VeJH1X7AooA+FvCn/AATo/Zo+G+i/FbTvhNF8ZvhbrXxT+E3jn4LWnjXw3+0b8edd8VfBXwL4/a5u9U079mJviL8Q/HHh/wDZoj0zXZNP8UeHtO+Cvh/wZoGk+IvDfhK/j0WRPC2hwWP0P8Qf2f8A4O/FbxPa+L/iP4E0vxlrVr8HfjN+z/t1yfU7vRL34O/tCah8MNT+MngTWPCxvl8Ma7pfjq7+DXw4GoT61o9/qdlaeH5tO0e+07T9e8R2ur+xUUAfPHwW/ZY+DPwAg8Xj4cab47Oq+PLLRdK8VeMPiH8aPjV8aPiNqWg+Gf7fPhPwvF8TvjN8QvH3xD0vwj4Ol8V+KrrwX4Q0jxPYeGfB194n8RX/AIZ0rSr3XNUnuuR+Cv7Cn7JX7OvxHuPi58F/gn4a8B/Ei6+FPhL4J3HizT7/AMR32ozfDfwVpPhDQdH0h01rW9Sszq19onw8+HGk+L/GX2b/AITX4gad8NfhvZ+PPEXiSD4feDk0T61ooAKKKKACiiigArxX9ob4y6T8BPhD4x+JmqCC4udF082/hzSZpFU694r1JvsXh3R0j8+CeWG41GWKbVGtWaey0S21PVNhhsZSvtVfhL/wVc+L9zq/jvwV8EtMvEbRfCOkx+N/E8MLpKs3izX/ALZYaFaXaFfMtbzw/wCGorq/iCti5s/HCO4/dR1+PePfidS8IfCnizjdOk8ywWBWB4foVeWUcTxBmk44LKounL+NSw+Iq/X8XSWssDg8U01ytr8D+k54x0fAjwR458Rk6Ms3y7Lll3C+Grcso4vinOakcuySDpS/j0cJiq6zPHUYtSll2AxjTXLdflT4i8Qa14t1/W/FPiTUJtW8QeI9Vv8AW9b1K4JMt7qmp3Ml5e3BUswiR55X8m3jIhtYRHbQIkEUaLj0UV/zlY7G4vMsbjMxzDE1sZj8fisRjcbi8ROVXEYrF4qrOvicTXqSblUrV61SdWrOTcpzlKTbbP8AkwzLMcfnGYY/Ns0xdfH5nmmMxWY5jjsVUlWxWNx2NrzxOLxeJqzbnVr4jEValatUk3KdScpNtthRRRXKcQUUUUAd/wDCbXD4Y+LHwv8AEikx/wBjeP8AwvLcXSIXms9I1DU4dE8SzwhSJSW8L6prVtPFb757q0uLmzjhuDcfZ5f6Ia/mbljWaKSFmlRZY3jZ4JDDOiupUtDMoJilUEmOQAlHAYAkV/Rx4C8Rnxh4G8GeLCYS3ifwp4e8QOYI5oYN+saTaag4ihucXMMYe4IWG4AniAEcwEisK/lH6TuWtrhDOYx5mlmuU4io4u9OEZYXG4Cl7RtpxnOrmtSNNKKhJVZ6urK3/R/+xE46lmHhh41eG9Wq5S4W44yHjDDU587cMPxrkdXKa0KUpVHD2MMRwP7WVKlTgqVbFTq1JSlio26yvz31DXB428deOvHayCWxv9UXwj4YcNbuB4R8CXOo6VazRTWwaG6tNa8U3Pi/xVpd4Jpmm0XxBpaO6GEQxfWPxs8YXfgz4d6zeaRcNb+Jdbe08J+E5ImtjcweIvEtwul2erQW91HNHeR+GIJ7rxbqVsLe4Y6NoOpSmCRInFfJGmabZaNpunaRpsC22naVY2mm2FspZlt7Kxt47W1gVnLOyxQRRxgszMQuWJOTX5d4d5f9VyrM84qQSq5pWhlGEk7NrB4OdDH5lPkkvdVbGf2VDD4mmm28JmOH54r2sJ/9CPhnlftsbi82qRvDB0/quHbWn1ivG9WUX/NTw/uNdsQi9RRRX25+0BRRRQB594L+Gvh7wVd6vrUEup+IPF3iJkPiPxz4ouotU8V61FBNcXFnp0t7FbWdnpXh/TJbq6fR/CnhzT9F8KaNJdXk+l6JZ3F9fS3P1F+wl8apPhZ8V9S/ZG8V3ZTwb4zsdc+JP7Nl5cuRHpf2a6W6+KPwbtiAwSy8O6jqEPjfwbBIbe2sdA8S3fhbTFNl4c0+1h8erwT9oqx1+z8C2nxN8FXTaf8AED4GeI9J+MngzUYxueG78FtLda5aGIKTeJqXhWXXbOLT5GFtd6jJp5uQyQgV/bP0GfpA5p4P/SI4axmb5nWlwp4hYjA8C8ZU8RWccLTwmZV6WEyDNpRk/YYePDWaywdaFSFNLCZJLNMBhVRpYqSX5P4u8F4fifgjH0sNh4LMckhVzfK5Qheo6lCEqmNwya9+bx+GVWLi5fvMWsPWqc8qaP6Y6K8m+BXxb0L47/CH4f8Axc8OeWmm+OPDllq7WiTpc/2XqeGtdb0WSeP5JZ9F1m3v9KnkXAeW0ZwAGAr1mv8AqPP89wooooAKKKKACiiigAooooAKKKKACvH/AIZ/8jp+0L/2WDRP/VA/A6vYK8f+Gf8AyOn7Qv8A2WDRP/VA/A6gD2CvH/hn/wAjp+0L/wBlg0T/ANUD8Dq9grx/4Z/8jp+0L/2WDRP/AFQPwOoA9gooooAKKKKACiiigAooooAKKKKACiiigCG4uILSCe6up4ba1toZLi5ubiRIYLeCFGkmnnmkZY4oYo1aSSSRlSNFZmYKCa/lR/az+O9z+0P8avEfjeOR/wDhF9OLeF/ANswePyPB+lXd01jeSQsx8u91+5uLrXr4MolhfUItOd5IdOttv2t/wcN/t76z+wt+wTfyfD7U7Gy+Mfx78a6J8K/Asd3ELtYfD0b/APCSfE/VbqweMpe6TL4P0yfwVqCrc2VzBN46sLmzuormGORP45Pgf/wWS8Fa19h0j9oHwBd+B9QfZFdeNfAC3viLwi0jMWlvLvwpdyXHi/QbGFCI47XS774gX8zRmUlPNEUX5n9Kv6B/06vpD/RuyvxK+jv4NZ54m+EuB4qzrDcb4PgzG4PH8eY3F8OYbLq+BqZdwL7WjxBxNw9hsTj8T7WXDeGzvFyznAJVsuw8MsWIq/5jftKch8aOP+B+HOB/C7JamecNUsZV4g49wGV46ks9x9TB+zXDuBo5VVdCrmeAw9Z4rMa+DwVTG4yvj45VWhgFHBe2f7Y0V5/8Ofit8Nvi9oKeJvhj438N+N9Eby1lvPD2qW1+1jNKpdbTVbRHF7o+oBQ3madqltZ30JVlmt0ZWA9Ar/nAzzIs74YzfMeH+JMnzXh7PsnxdbAZtkmeZfi8pzfK8dh5clfBZjluPo4fG4HF0ZpxrYbE0aVanJcs4Reh/wA9uY5bmOT47E5Zm2AxuV5lgqro4zL8xwtfBY7CVo2cqOJwmJp0q9CrFNXp1acJq6utQoooryjiCiiigAooooAKKKKACvXfg38E/G3xu8RnRfC9sbHR7F1HiPxpqFpLNoHh1HQSJCypNatrWuTRMklr4esLqK5dJIJ9SvNG024TUx6V+z1+y74q+Mt/Y+INaS58OfC6GXzbrXQYk1PxOYZMPpPhWCVZcQF1MWpeI7mE2NoN9npa6jqaXo0f9l/CnhLw34G0DTvC3hLRrLQdA0qJorLTrGMrEhkkea4uJpXaS4vL69uZJbvUNRvJri/1G9mnvb65uLueaZ/wzxS8Z8v4MjXyXIJYbNOKZQnTqSvGvgMgm7xdTGpXhisyp70ssu6VGpapmb5KX9n4z/ab6A37L/M/FBZL4x/SIy3G5J4b1FQzPhbw9r/WMvz7juk3Grhsyz7l9ji8k4QxELVMNh4So5vxDRlHEUZ5flM8Ni814/4SfB7wX8GPDEfhrwhZybpSk+ta9qHkTa/4k1BAw+36zewQWyTOgkdLO0t4LfTtNgb7Np1pawfuz0HjnxgfBOirqkPhXxl41v7q9g0vSvDPgbRV1fWtU1K6SaSCBrm+u9J8NeHbIpby+f4j8Z+IfDPhSwfyYdR120nu7OO47Kiv4mxGa4jMs2qZvnk6+c4nE4n6zjpYrE1Y1cbPR8lbERvVjSlaNOUaLpzhQXssPOg1TnT/AOkrLMpy3I8rwGSZHl+BybKMqwWGy7KssyzCUMFl2WYDB0YYfCYLAYHDQpYbC4XC0KcKOHw9GnCjRpwhCFNQion5y+I4fif8MvjHoXxu+MniSb4c/s+/GTWPDXgD49/Cf4O+LfEGnTafPBDLpvw6+IvxC+LtnDoPiXUBZytaaL4u0/4dW3w50+20dLXwpf6x8TtMnN1e/u74P8JeEPAvhrSfCvgLw34e8JeEdItvJ0Tw94U0rT9E8P6dayu9wU03TNKgtrC3imlmkuHNvComllkncvJI7t+f3xT8A6b8Uvhz4z+HurBPsfizw/qGkrNIGYWV7LCX0vU1CnJl0rU47PUoBhlM1rHuR1yjX/8Agmj8a9b+JHwMvfhr47mlHxP/AGetfl+F/iu2vJml1OTSdPE0fhPUb4PmQSLaWWoeGXkmZri5vPCt7dz4knOf+nL9kT9JLFeKnhHxB4P8R18OuIPB6vgY8NUKbnHm8OM2jUpZPgaPt6tfFYiHC+YYXFZU8RiK9etDLcXkVGvWrVlOtU/JePcnjgcfSzCipeyzBSdZu3++U7OpJ2SjF14ONS0Uk5xqtJKyP0Xr5z8GfstfCfwl8Efid+zzf2Op+O/hZ8YvGf7U/jH4g6D44urO9/t6P9sL4y/Ff42fF7wlPLomnaAi+Em174yeLfDfh20EJ1ax8HR6VY6prWtazb3mvah9GUV/r0fAn53az/wTi8C+Ovh78c/AHxk+P/7Svx0m+Nf7NPxc/ZEsfHXxM8Q/CVvHXwa+Avxu0O30X4h+FfhTfeCfg14L0KfWtefSfCes6v4/+LPh34qfELxPrHgTwXN4z8UeJrLQ47GXM+I3/BLz4FeOfGv7U3xJ8O+O/jL8IPH37WXiX9ijx34z8S/DTVvhxOPBHxF/YL+Nd98fvgx49+Gfhr4l/DD4j+C9K1vXPiJeJqPxR0zxV4a8Y+EPGzW8upN4Y0zxJrvivXvEH6SUUAfB+i/8E+PhP4a+EVl8PPD/AI/+MumfEmy+MV5+0ef2qn8SeE9Z/aT1D9pDVfDF54D1z446zr3iLwNrHwz1nxVrXw21LUfhVdeFNT+Fd18JLL4R3MXwp0P4b6T8PNK0Tw1pm1B+xTp+l/DO98H+Fv2jv2nPBfxP1z4sj45+Mv2mvC/i34cWfxr+InxSPhC1+HkmvfEPQ7z4VX/7PPjHQD8PNM8PeCbP4Y618B7n4S6Fovg/wPN4c8B6PrXgnwrq2kfa1FAHz18Cf2dtH/Z88L+DvBfgz4g/EXVPDHhxfjJq/iTS/FDeAL7/AIWh8Sfjn8VE+MnjT4u+OL7S/AOjanYeNIvHWp/EC90TRPhte/D74V2Vl8UvF2n3Xw4v7fRvhoPh/wCXeE/2Gfh54Q+NGlfFi0+Inxa1Lwx4T+LPxU+P/wAN/gBqt/8ADx/gv8L/AI9/HDS/iTpHxd+Lvg59P+G+nfF+XxH48t/jR8ZLjU9B8W/FzxT8PNO1P4peMdW8O+CtF1K6sLrTvtaigD86/Dn7CXxLt/jF8Lv2gPG/7f37VfjH4keB/Anwo8HeKtBh8FfsbWPwd8bXHgnQ/D1j8UNR0LwV4i/ZX8a+Nvgva/tIa5o1/wCIvjFb/Bv4reDddvP7YttC8O+KtC0XwZ8PrXwp337PP7DPw8/Zy8X+HPFGgfET4teOdN+GPwu8QfAr9nrwN8Qr/wCHlx4R/Zr+BvinWvh9rmu/CT4Uv4M+G/gnxbqvhS8uPhH8KbKC9+MPiv4reL9K0b4d+GdF0bxRp+mQ6hbah9rUUAfmv4U/4JVfsw+FP2wPCn7cyXfxP1z9oTw1qHxF1u+8Ra94r0ubTvGviTx1L8ZtO0TxF4z07TvDOmPf3/wl+H37QHxW+D/wsstLvNH0HS/hfreg6F4o0fxdqXw7+Gmt+D/0ooooA8f1v/kv3wz/AOyP/HH/ANTT9nqvYK8f1v8A5L98M/8Asj/xx/8AU0/Z6r2CgAooooAKKKKAPH/2ev8AkgPwO/7I/wDDP/1C9Er2CvH/ANnr/kgPwO/7I/8ADP8A9QvRK9goAKKKKACiiigAooooAKKKKACiiigAr+RT4/fEI/Fb42/FX4hpO91ZeJvHGuz6JcySPJJN4W066bRfB7vv5iYeE9M0VDbDKWuz7MjOsQdv6jf2gvH5+E/wE+N/xTFx9jPw0+EPxK8fi78pZ/sp8G+DNa8RC48hgVm8g6b5vlMCsm3YQQTX8Kmh/ty/smy2FhG3xo8E6NbmGO3sY9W8TaLLctDbwxKDdJp+p6nPYFUKLnWBYyzOJPLEjJIV/hv6dPhn43+JnBHBuXeFnhN4oeIvD2W8QZhm3F+Z8B8CcU8WZXkeNw+Ao4Ph/C51jcgyzH4fAYjH0syzmtg8Pi5U6leng69anFxoykv8nf2q+H474i4M8K+D+EeGOJuIctrcQZ/xRxBPIcmzHNKOErZNl+DyvJIYt4CjW5ZVo5/nNSlTnB6YadW8VTu/sGivKPDvx1+DniyNJvDvxK8IapbShTBewazapYXRcZCWd/O8VleSgctFazyyoOXRa7+z8ReH9RmS30/XNHvriRDJHBZ6nZXU0kYAJkSKCd3dACCXVSoBBJ5Ff4xZ9wnxTwtjq+WcT8NZ/wAOZlhXKOJy/PsmzHKMdh5R+JV8JmGGw+IouP2lUpxa6n+EGYcP5/lFSVLNcjzfLKsE5Tp5hluNwVSMUruUoYmhSlFJattJJas2KKKK8A8gKKKKACv2/wD2ONfbXfgF4TjllWa50K717Qrl1mllYfZtXu7yzSTzsyRyR6Zf2KNGWZBtDwlYHiRfxAr9Q/2DPGNhpvgf4l2GsahHp+neHLyHxRPPdSiKytNMOnT/ANr6jMSoSEWsdhA15cSPl7dbdQNlqxH4r4+5RUzXw9r1KNGdavlWcZTmFONKnKpWk61aeT+yhGN5uM5ZrGThGMnKdOm7e7df66fsZeOP9X/pP8R8H16qjhfEDwxzvC4elZc1XO+G8zyjPsHK7mvdp5PQ4iThGE5ylUpy92EJs9a+NuvN4g+I2k+GreVJdK+H2lNrGpCO4ilibxp4pgltNMgmiSPzbTUvDng9b+5eKW4C3Gm/ESxuDbHZbz1wVZ2nXl9q/wBu8S6tbT2es+LdRuvE2qWd1Is93p0uqFGsdEuLhIoFuD4Z0aLTPDEE/kxGS00a3LIGzWjX49RwdPLMJgcppcjhlWEp4KUqco1IVcTGU62YV6dWLl7Slicyr4zEUJOUuWhVp0oONOnCEf8Asj4Wyv8AsjI8DhJR5a8qaxOKVrP6ziEqlSMu7pJxop9VSQUUUVZ9CFFFFABTJI0lR4pUWSORGjkjdQ6Ojgq6OrAqyspKspBBBIIINPoppuLUotqSaaabTTTummtU09U1qmDSaaauno09muzO+/4I7+OJNA0T46/suajckn4NePb3UvBkNyQLuTwdqt9eaPtCKEAhg/sjRdblYxIHn8XmWPMMsUcX7VV/Nn+yL4ok+HP/AAVKu9GeQWtl8YfAj2cpV3WGWK58Gx3NisyMFT7RN4i+FLxxlN6l7yLDCSSZV/pMr/sU8DuMa3iD4NeFfG+KqutjeKfD/hLOsyqNqTea43JMFVzWMpLSUoZi8VCTsruLdlsv8wOLcrjkvFPEWU048lLLs6zLC0I9Pq9HF1Y4dpdnQVNryYUUUV+pnzwUUUUAFFFFABRRRQAUUUUAFeP/AAz/AOR0/aF/7LBon/qgfgdXsFeP/DP/AJHT9oX/ALLBon/qgfgdQB7BXj/wz/5HT9oX/ssGif8AqgfgdXsFeP8Awz/5HT9oX/ssGif+qB+B1AHsFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAf52P/B3H+0Nc+Pf23/g7+zzY6heSeHvgB8FbXXNS055WFnB4/wDi/q02tarPHbrM0bSN4I8P/D7FxJDHODLNEpMQVm/k9r9Yf+C5vxEvfid/wVn/AG4devbqW7Oi/GO6+HdqZRt8iy+FegaH8N7a1jXJAit08LbEII8zmUgNIQPyer/tV+hPwHhfDf6KHgLwzhqUKNSfhxw/xJmMYJXec8aYZcYZy5yUYupKOZ55iqSnJN8lOEU3GMT+cuJMVLGZ7mlZttfXKtGF/wDn3hn9Xp97e5Si7efQ6bwh408X/D7XrXxT4F8UeIPB3iOyBW11zwzq9/omqRROQZbf7bp09vO9pcBfLurOR3tbuEtBcwywu6N+r3wK/wCCv/xb8H/Y9G+OHhrTvitokYWKTxLo6Wfhbx1DGFC+dPFawR+FtdKBFCW39neHriV5JJrrWJSFSvx7or5D6WP7PH6G303MpqYD6SHgRwZxzm8cI8Hl3HeHwlThvxKySmoy9hHKfEDhyrlnFNHDYao1XhlWIzLFZJWqxSxmWYqk50p/jniH4QeGvitgvqXH3CGUcQclJ0sNj69B4bOcDBtvly/O8FPD5tgoc755UsPjKdCrJR9tSqJWP7IPgZ+2h+zt+0JFbQeBPH9ha+JLgKG8EeKjH4c8XxSllXyYNMvZjDrBBdMzeH7zV7UFwhnEgZF+qK/g7illt5Yp4JZIZ4JEmhmido5YZYmDxyxSIVeOSN1V0dCGRgGUggGvvv4Ef8FJf2lfgmLLS7vxEnxP8IWzwI3h3x/LdaneQ2cW8Nb6T4mEv9taexV8RfaZdTs4dkYFg6J5Z/5RPpm/6KR4gcPLN+LvoM+MmE8Qssp/WcXhvB/xrrYHhvjONKLc6WXcP+JOV4TDcH8QYyo5KlQp8T5LwFhKFKnzYnPcRVk2/wDOTxV/Zx4uj9ZzPwf4rji6fv1YcK8YShRxKXxexwHEWDoRw9Zu7p4ehmWX4RRjGP1jNaknKof1k0V+anwJ/wCCo/7O/wAWjZ6T4tu7r4SeK59yGx8VSxSeH55I4rbH2LxLAEtS93cyywWdndw213KYh8jNIor9HdN1TTNZsodS0jUbHVdOuQWt7/Tbu3vrK4VWKM0N1aySwShWVlJjkYBgVPIIr/lv+kD9Fv6RP0VeLZcD/SJ8G+PvCLiNyrLB4bjHIMXgMvzmlh5KFXF8N59CNbIOJ8ujJqP9pcPZnmeXybSjiWz/ADt478MPEDwzzD+zOO+Es54axMpShQqY/Cv6jjHG/M8vzOg62W5hBWd54LF14q2rReoopjuUCBYrm4llmgtra1srW5v7+9vLuaO2srDTtPsori+1HUb+7mhs9P06xt7i+1C9ngs7O3nuZoon/BUnJqMU3JtJJJttt2SSWrbeiS1bPjsDgcbmmNweW5Zg8VmOY5jisPgcvy/A4eti8bjsbi6sKGFweDwuHhUr4nFYmvUp0cPh6NOdWtVnCnThKcoxau6Ro8kjrHHGrPJI7BEREBZndmIVVVQSzEgAAkkAV9//ALOX7G1/4sk0rx18W7RrDwg0Ud9pfgW5hurbWPEjMzGCfxKrm2l0jQFVI510jbJf6+sypqB0zSoJbTX/AFP9l39j8+GxpfxH+MmmW8ni2OaDVPDPgWWWC+svB8iIWtL/AMSSWs1xput+K7ZnFxBa28t5oPhy+SK6sp9X1ix03W9P+rtd+Pfwt0We4sLbxLH4q1i2nvrGfRvA1tc+Mbyz1WxlktpNJ1u50GO80nwneyXkUtlG3jHU/D9ktzBdCe8gisr2W3/mbxG8Xs0xtfF8LeGNPF5liqKlRzXiXKqU8ZDDKSlCpTyeth4VKcFBKann3OqVNxqVcsmvZ0cyP+jb6AP7LPD8IVMi8YPpHZJRznje9HM+D/CivShmGW8L1E6dXCZvxfRp+1oZvxLTlaphMhSr5XkcuSvj3js4dOhknrVpaWtha21jY21vZWVlbw2lnZ2kMdta2lrbRrDb21tbwqkMFvBCiRQwxIkcUaKiKqqALFfJ2q/Hrxrqm5fC/hHSvCtsfsksF/43uj4g1dl8tTfWN74U8KalZ6VZv5rMlrqVp8RNWTZCJJtMLXHl23l2r3XiPxP5q+L/ABf4k8S20wvYX0ie7g0bw49hqDK1xpN74c8M2uiaR4g01Qgit18W2viK+it98L38omuGm/nzB+HeZ1pe1zbMMFl6lLmqU6VRZtj5Ka5o1ILCVHl83KUv3sK2a0K9O03Kk5pU5f76ZbwDxDjuWVTD08uou3v42fJPl62w9NVK8ZLpGrCkn/MlqfXHib4wfDbwjeXGmav4qs5tas5raC+8PaBbaj4s8TaebuCS5tp9S8NeFbPWdd02ymhiLLqN/p9tp4aSCNrlZLm3SXxvWP2gvFmogweDvAUehxvGyNrPxD1SzkuLS5Wf5JrXwj4NvtXi1uxltlJ/0zxx4UvYppUDWrrG4fyOysbLTbWKy06ztbCzgUrBaWVvFa2sKklisVvAkcUaliSQiKMknGSatV9hgOD+Gsv5ZSwVXNa8eV+2zSvP2CqU17tWjgME8NTgp1G6lTDY+vmtBqNKjL2lONZ4n7vLvDTKsO4zzDFYjHzVm6cLYTDvq01CU67S2TjXp31birpRZrOp+O/FcjP4r+Iviqe3eQzroXhG9k+H2gWczQLbyR2b+FZbPxjeae6eax0zxT4z8T2vmzySsGeO0Nt5f+xt4l039nv/AIKCN4Gs3Gh+D/jz4Xi0+10W1tIYtBt765s72+0e4Ey3MUkOqyeM/C2s6dZ2aWU8UVv4uISaGKaOKDsfE9r4su9NEPg3W/D+gav9piZr/wAS+GNR8W6ebMJKJoU0vTPFvgy4W6dzC8N22rSQwrHIkljcGVXh/Oj9qTw34/8Ah78RfgD8XpvjF47fVdA8UTvJcaBofw48P6fHqWg6loHi3QdM0gS+CtW1y1Z7fTPE91brqHiTVbpEiu3iu41Ewk/0s/ZpcYS4S+k3wjllLM8BgMt41yfibhHF5FhcPicFTqP+yaufZfXhhcHl9LJvazzXI8JH2s8RDEzdWu2p1q3LV+P8a+GMtj4d5k8vymnh5ZVicvzKniKNOgm7YmOCrKpUdV4upbD4yq3zQnG6i3JJNr+yGvAL79qP4E6d8Cfi7+0veeOfJ+CXwI/4aL/4Wt41/wCEZ8Yyf8Ir/wAMm+MfiJ4A/aA/4pyLw8/i3XP+EB8W/Cjx/pP/ABTmg6x/wlX9gfb/AAV/wkemapot7qPQ/Dz4V+EPCl8PGegeJfin4hvNc0GK1a58afGn4t+O9Cu7C9mtdUTULPwZ4t8Z6t4G0fU5nihMeq6D4Y0rUILOSfTrWeDTbm4tJfyf8Rfsm/t9av8Asnftz/sM23w6/ZAT4ZftN/8AD1r/AIQL48z/ALVfxoXx3pH/AA3R8Sf2qfi/8JP+Eu+BEf7Ekvh+w/4R3xB8cfCfg34i/wBjfHzX/wCyNH07xF4y8M/8Jde2mm+C9X/6Xz+GD9HPiX+2b+zr8IfiLa/C7x74y1/TvEzf2B/b+p6R8LPi34w+HXw4/wCEsnNv4W/4XR8YPBvgXX/hL8C/+EkYCXQf+FyeNvAv9sWkkF9p/wBosriC4k6PWf2o/gT4f/4WP/a/jn7J/wAKk/aA+Cv7LnxB/wCKZ8Y3H/CP/Hb9oj/hQX/CnfA3+i+Hpv7V/wCEw/4ag+Bf/FTaJ/aXg7w//wAJx/xVPiHRP+EZ8Yf8I/8Ant+1v+yR+2D4lsv2z/h7+ztYfs+eMPg1+35NrOq/H1viz8U/iP8ADL4p+ErTxB+yH4R/ZB8XeCPg/H4W+DvxR8KX0/iLwp8MPh14z8K+NfE+t+GYfBHjBPFlpq/hPxtpOv2l1oe98Tf2MP2jfE/xx+L2m+HL34Jf8M2ftC/tv/sX/t0ePvGmt+LvHdl8cPAvin9j+w/Y9WL4V+EfhhYfDjU/AfjPQfiJqn7E/wAN5X8e6x8XvBd/4PsPGnjWAeB/FdxYaJcsAe9/Eb/gpf8AsXfCe38LXvjn4qeINP0vxb4g/aU8O22uaV8FPj14s8O+Gj+x98a9J/Z1/aX8U/EzxF4R+GOu6H8IPhn8IPjHrujeDvE/xc+K2oeDPhYx1Sx1/S/GOo+F7mLW26f4rft6fs5/B/4kD4S69J8d/G/j5fht4I+L13o/7P8A+yF+11+1LZ6V8OPiVr3j/wAM/D/xPr3iL9mj4G/Frwz4etvGWtfCz4hWvh2z1zWdP1TVYvCmq31pYyaekV1L8DXP7D/7b/w08VfDrxf8B7j9k/XPENpf/wDBZfwv4p1H4x+Mfievh/wT4N/4KWf8FE/hr+138L/HujeA9A+DeuR/GrxD8N/h54Al0L4hfBzxD4u+DXh3W/GOqJpGk/Fy78OW82v3fnXiv/glt8bvhp8SfhivwK0S2+L/AMI/hf8A8E+P2KP2KPDdzq//AAVR/by/4JtfEeG9/ZF179pMS+JvGll+w/8ABbxr4a+MFt4y8M/GLwfJpd34w1LTpvA2vaJ4zh8MaFYWHi3UJ74A/SnXv+Chf7OHhb4p6N8HfE+m/tQ+HPFviL4vad8CvD+r69+wb+3VpHws134lav4jm8LaTpujfHTUP2cbf4Jap4d1TU7ee5074g2XxCn+Hl74dgm8YW3iqXwlG+tr778cvjv8Nf2cvAUnxJ+KuoeJrPw2PEHhbwnZWngn4c/Ej4u+Nde8UeNdesfDXhjw94S+Gfwh8JeOviT4y1rVdY1G2hj0zwp4T1m8t7RbvVbyG30rT9QvbX4o0HwP+3yf2sdZ+KfxE+B37IHxB+H9n8QNS8J/CTxm/wC2R8aNF8WfBj9nPUtdisNQ8QeFPgHJ+wXrfhK6+PXinwhH/bPj9rv4/R2viPVo7T4baP8AEjwp8P7X7dL1P7Q/7Kl18XP2Zf2e/hpa/sr/ALG3jI/BnU/h74gn/ZG+Jnijxzpn7J9jbeHvhF4u+Gcvww8FeK/BvwibT28G+AB4wFt4CuviB+yb4z8D6x4X8OQWk3wK8DeKL/wt4q+GQB9C3v7VHwb0f9n65/ad8T3fxG8DfCWzgkluW+I3wK+Ovw3+J0U//CXHwHp2kn4CePPhv4d+PJ8ReJfFrWej+CfDC/DVvEXjyXV/D1z4L0vXrHxJoFzqXnOo/wDBQn9j7QP2e/Hv7UfjP4wR/DT4MfC7V9f8OfEPWPi54G+Jfwg8Y+EPFnhrSIte1TwTrfwi+J/g3wl8YLTx6+i3FpqmkeBG8Bnxh4isb7T7jw9omqR6hZNcfLfiH9kv9ovS/wBlH4a/sqeBvDfwzvb/AMN+P3/au0TxPqXxJ1XQfg/8JPiT8C/+CgnwS/bI/Zx/Yx0TTrD4cX3jm/8AgInhNPFHwN8OfFDQPA+kyfDr4afAzw4F+E6XfjbRfDXhx/ir9ib48/GH9jr/AIKe+BPiZY/Anwp+0f8A8FArH4+ar4W0Twz448Z/EX4PfBvxd47/AGGPh7+xF8PYo/in4g+D3gHx1qdqfDPwy03X/HPijTPg5o+pWq+MfFej6L4d1ayhiXVAD7U+JP7Zv7Lvwe+MWifAL4n/ABo8I+CPi14g+Gnin4w6b4U199RtAPhz4N0rxfr+ueI9S177A/hnQwPD3w6+JfiPR9K1vWdP1zxP4d+F3xS1/wAM6Zq+j/DTx1e+H/fPCXijSPG/hXwz408PtqL6B4v8P6N4o0R9Y0PXPDGrPpGv6dbarprap4a8T6do/iXw9qLWV3Cb3Q/EOkaXrmk3JlsNW06xv7e4tovy3/4KYf8ABMnRv25odF8SeAv+EE+F3x9XwZ4u+GU37SWsQa9rXjDwX8P5vBPxMu/B+i+HvAUazeA/Hiz/ABP8XReHvFK+PLeO5sfgD8Sv2kvh74T1Swh+NPi2y1n67/Yf+FPx1+CP7LXwo+F/7SvxR/4XJ8aPC1n4nTxZ46/4SLxN408yy1bxv4m17wd4S/4T3xtY6X43+JH/AArbwNqnhr4bf8LO8b6ZpvjT4l/8Il/wnfi3T7LxF4h1K2iAPTdb/wCS/fDP/sj/AMcf/U0/Z6r2CvH9b/5L98M/+yP/ABx/9TT9nqvYKACiiigAooooA8f/AGev+SA/A7/sj/wz/wDUL0SvYK8f/Z6/5ID8Dv8Asj/wz/8AUL0SvYKACiiigAooooAKKKKACiiigAooooA+Ef8AgqRfzaZ/wTQ/4KD3lukjzp+xR+1FDEYW2yQvdfBTxraC6VgkmPsnn/aiCuCsJBZAS6/47tf7LP7fvhifxt+wh+2v4MtYWuLnxd+yR+0h4Yt4EDM88+v/AAc8ZaVFCioVdmkku1RQrBiWAUg4Nf401f8ARZ+xAxGHlwD4+YWKX1ujxhwXiK0rvmeHxOS51Twqcdko1cJi3FrWTlJPSKPyPxKT+tZVL7Lw+JS06xqUm9fSUdOnzCut0fx/478PWpsfD/jXxbodizpI1no/iTWdMtTJHjy3NvZXsEJePA2MU3LgbSK5Kiv9ts7yDIuJcBUyviPJMoz/ACyq4yq5dneW4PNcBVlF3jKpg8dRr4ebi9YuVNtPVWPy6tQoYiDp4ijSr03vTrU4VYOzurxmpRdmk9tz6D8NftXftIeEQ39hfGfx7byNuxcXmtz6xdxBiSwt7zWRqF1bBskEW80QIZgeGIPsvhr/AIKQ/tfeHZBLN8UrrxKUIMKeJdPtLuOFgOpjsF01boHqUvxdxk9UPGPheiv5j42+gV9CDxIeLqcd/Q/+jLxTisbT9liMzzbwO8NcRnMoa/w87/1bjm+Hlq0qmHxtKok5JSs2n8Vmnhf4a55z/wBs+H3BOaOaalPH8LZHi6jTTT/eV8DOom02m1JNptXs2fqv4e/4K9/tM2FyreI9M8B+ILRFH7iz0U6FcyOO8t0smpxGNv4khs4XPOyZOMe2aH/wWm8VGeCPxJ8FdAjtuBcXei+INRuLgAYy0Wn3sVpE5PPDajGATnkDB/Dyiv5C41/YS/sneO5zrZr9DjgjKMRKjKlTr8FcVeJnAUKDaajWhgeDeNskyupWg3zRlicBiISaSqQqQXKfmebfRQ+jtnLbxXhRwzQk07PKYY7I7N9VDJsZgKd1uk4OPRpq6P6M9H/4LN/B+7lgg1f4V+PdJMjKkt6t9ol7ZQ8czSJbytfLGTz5cFrdyLkKPMwWP3B+zt/wV4/ZhGr6toNpr3jbT4fGVhb6J4nhXwtrTL/YNpdf8JBewWnlRLb3s2rLpC+Hblbw2Qj0PWtfaB2mECz/AMdlfT/7MVv5niLXJZYw0cWnRz2zlVO27gl+yuyNjeGS01SaNlBCMtwCwZlUr/j1+0x/0fT9m14DfRD8Z/HbgPLPGnhPiDgLJclq5DlGG8T6edcO5hnnEHGPDvDGUf2vhOLuHOIsyr4fBY7O6GMhSy/NsuquWGg51ZxjNS/qD9m7+z78EM7+nf8ARyocLYPijhfGVeMcz+s1sq4kxGLtki4R4ilxHRjT4hw+fUeavw+szoUpVKU4QrVYTlFqPKf2x/8AD1z9kT/oNeOv/CIv/wD5Io/4eufsif8AQa8df+ERf/8AyRX8utFf8d//ABJh4P8A/P8A4w/8PeD/APnT/V35W/7hv+Kcfgt/0WXi1/4eeCf/AKX5/UV/w9c/ZE/6DXjr/wAIi/8A/kij/h65+yJ/0GvHX/hEX/8A8kV/LrRR/wASYeD/APz/AOMP/D3g/wD50/1d+Vj/AIpx+C3/AEWXi1/4eeCf/pfn9RX/AA9c/ZE/6DXjr/wiL/8A+SKP+Hrn7In/AEGvHX/hEX//AMkV/LrRR/xJh4P/APP/AIw/8PeD/wDnT/V35WP+Kcfgt/0WXi1/4eeCf/pfn9RX/D1z9kT/AKDXjr/wiL//AOSKP+Hrn7In/Qa8df8AhEX/AP8AJFfy60Uf8SYeD/8Az/4w/wDD3g//AJ0/1d+Vj/inH4Lf9Fl4tf8Ah54J/wDpfn9N3wI/af8Ah58cv+Cg/wAAfiH8KrrWpdD07xL8EPAWo3Ws6XJo0h1HWPiD4zstRijt5Llp3jXR/FFmJbh1SBhIIwZvJnjT+yqv89X/AIJSafdy/HD4QG1igdNW/aK+Dth5ktrbyyLcWfjHRJLnbK8ElxFDBaX9rP5kbjYzzMgV0Zm/0Kq/2s8AOFcDwR4M+HXCmWPFyy7JeHMNhcDLHVY18U8LKpWr0fbVYUqMZv2daPLKNKC5OVW0u/8AmP8ApacKZFwL9JLxl4N4axuPzDJeF+NsyyPCYzNK2ExGY1p5dGjhsZ9crYHB5fhJ16eOp4mlP2GCw8E4crp8yk2UUUV+wH87hRRRQAUUUUAFFFFABRRRQAV4/wDDP/kdP2hf+ywaJ/6oH4HV7BXj/wAM/wDkdP2hf+ywaJ/6oH4HUAewV4/8M/8AkdP2hf8AssGif+qB+B1ewV4/8M/+R0/aF/7LBon/AKoH4HUAewUUUUAFFFFABRRRQAUUUUAFFFFABRRRQB/jY/8ABQzWr3xH+33+2/r2pMzX2sftd/tI6jchiPkkuvjH4ylMKgKgWOAMIYlCIEjjVQqgAD49r9A/+Cr/AIaTwl/wU1/b50aO2W0hP7W/x51e3t0VVSO28S/EbX/Elt5aqqKsbQatG8agfKjKCzEFj+flf91fgpjMNmPg14SZhgoRpYPH+GXAWMwlOLUo08NiuFcqr0IRkkk4wpThFNJJpXsfzJmUZQzHHwk7yjjcVGT7yjXqJv5tMKKKK/TTiCiiigAr6C+DP7Unx0+Al3DN8N/H2r6bp0bLv8OX8rar4bnjEpnaE6ReM8NrHNPtluf7OaykunjjFzJKiBK+faK/P/E3wo8MfGnhDMvD/wAXvD3gzxO4HzeKWZcJ8ecN5RxVkGKnGM4Uq88szrCYzCxxeHVScsJjadOGLwdV+2wtajVUZry85yPJuIsuxGUZ/lOW53lWLjyYnLs2wWGzDA149quFxdOrRnbeLlBuL1i09T+gj4K/8FjPDN7aix+Ovgq90W+t7V2/tzwZCdSs7+W1tFcj+z7ieKaG+1W8Lw2lofs+m2ESI95rTiVmh/R39mf/AIKw/soeEbn/AISrUPFWiWHxOlhnlTWdR8H+K/Htp4G0fUEe2Gj+D7OceBvDPh7xZBZXE9vqvja+1TxxP4guJ57Wy0bR/DYuNBu/42qUEqQykqykFWBIIIOQQRyCDyCOQa/55vpK/wCi1/s+/GitxFmHhZnvip9HbFcQRXPw/wAM5xheN/DzBT/fOtHDcNcY0q/EKwWOlW5cdlP+u6yiVCnSw+CwGBpxfN430cvCD6PH0evFat4q4LwbwXEOZVadKjhsK+IsZl1Th6DlU+v1+EcRj8FxFguH8wzGjUjh62OWUYyrh6FP6tgo4bCYrMcPjf74b3/gqd+yR4ztfN8Z/Ef4t/Ey0vraGKeHxJ4emn8KanbwA/Z5J/A3h1dE+HFxNG5aVNQTwmL1p9kz3TyQwNFuQ/8ABVb9j62hit7fVfGsFvBGkMEEHgS8ihhijUJHHFEk6pHGigKiIqqqgKAAMV/BTpvjXxXpEs9xp+vajb3NwFE10J2ku2VTnat3L5lzErdJFilQSgASBgAB63on7R3jbTVCahDY6xEkSRRJOrxMoB+aWadfMu7mYgAK73KjG4yLIzKyf4reMn+iL+MvB9KvW8KOPuGvGXJsLKpLL8kw3FkPDbiJrlSUcPkPEOQrgvARnCFOnGNLjKnBNcjhTpQhJ/74+Dn0uP2e+b08Nl/iRkn0lvCDGVY044nMMnx/hvx1wzTmuSM6tbF5X4f5TxLON3UqWhwxjaqikvaVakmf2/8A/D1z9kT/AKDXjr/wiL//AOSKP+Hrn7In/Qa8df8AhEX/AP8AJFfxv6L+0x4Xufk1nTr/AE4pGoaeGMT/AGiY9fKtUaUQQjBLGa+Z1ygUSgu0fsOi/EXwZr6M2na9Yu0UaPcJLKsS2xcErFNcMfsfnHDYjjuZC4SR4y6IzD/KPxj/AGKniv8AR/WKr+LvgB9IHhDK8E5LEcSVcDLN+EIcrs3HjLIMmzXhaotE/wB3m8nyyjJpKUW/9OPCnw8/ZzeNjwtHw3+lZmud5ljFD6vkGN424D4a4nqTmo2pw4Z4n8Psnz6pNOSg1Sy+cedSjGTcXb+r/wD4eufsif8AQa8df+ERf/8AyRR/w9c/ZE/6DXjr/wAIi/8A/kiv5co5I5o0likSWKRFkjkjZXjkRwGV0dSVdGUgqykggggkGn1/LT+hh4Pp2dbjBNaNPOsIndbp/wDCT5a+r8rf1HH9nL4KyjGUeNPFmUZJSjKOdcEOMotXUotcANNNNNNOzWqP6iv+Hrn7In/Qa8df+ERf/wDyRXgvx9/bc+A/7R+meAfAvwzvPE994h07x+fE9wNW8OS6RaQaTY+A/HWm3Mxurm4O9zd6vYQpbwo8rmUSlRFDK6fzxX91PZwCaDTb3VH8xUNtYPp6TqrBiZidSvtPtzGmAGVZ2mJZdkTjcV9t/Zi8XabafE5r6+0zxTANL8MaxdFU8BeJtfSK5mutL05EnfS9B1mxjgNvfXkrXiTmKJoERp1SUhv2j6Pf0TPDnhPxk8PeLMhnxPUzHIc/hmOG+s5xhMRQjLDYavKo8Vh6WXUqvsXSc1rKlGbfLGbei/lv6ZH0N/BTwn+jl4u8XYXjHxKqZ1knC0a+T4TPMfwy8pzDMcbmeAy7BYWVTDcD5bLGt4jF03Vw2AzKniqUbVKjpw1f+mb+zXrcviT9nX4C+IJ5DLca18Gfhjqd1Ix3M13e+CtEuLreRkF1uHlWTk/OG5r2uviz9h74xfCfxf8As+/s++BvDHxM8Ba948034AfD3WdX8C6V4m0WTxpo+nWPhnwtZ6near4MS6j8Q6RZ6ZqGt6RYXs95pNra2l1qmmQM6/2hZCf5+X9sH9oLzW/aDeL4P/8ADKp/ba/4Ydi+EkfgHx037QY1/wD4bWP/AAT/AD8ZJ/jI/wAUo/ACaJ/wvMHxavwvi+A89wfhMY9Ub4qrrzSaZD/tGf8ANYfqpRX5wfDb4kftoat/wUL+NvwE8Y/FX9mDUv2fPhP8H/gr8fLPRfDP7L/xW8NfGXWfCv7Snj79sr4feBfh7c/FPVP2xvF3gm08QfC25/Zm8Pa54s+IMXwSm074qQeJdZ0jR/h58J5Lex1ZPzf/AGMP+Cv37QnxH+Cfjb9oD43aH4O+Jfg74ef8Ex9Q/wCCgPxT0L4bfsa/tT/sc6h8J/FieDPD/j3wX8GfDvij9pn4o/FLQv2pfCvxe0O1+M8XgL47/Bix0v4fk/BW61VH1uw8d6DHp4B/R/RX5ot8d/20vhb4v8Q/B34i6B8Bvj/8b/Hv7Jf7Rv7TH7O/h74K+F/GfwR8MN4y/Z81T4OeFrr4A+OvEHxL+LHxYi8Qt4v8WftA/DWx8NfGa3b4Y2FxYWXiy91b4YaClpbEaP7I37THx4+II+JugfF6LwZ8TvHPgnUfgW0vg/4YfAX4u/sjfFnwXo/xf8Ua74X8Q618RPgl+1r8StatdQ+Gfw8j8P634p0f42fDT4z+MdN+NOj+B/i5oHwy+Ht7488A6L4W+IAB+jtFfl7/AMFKv2pf2mP2Ovh9qXx7+HNp8Irv4PeBPDkV/regeJPg/wDH74veN/iN42L+ItUvPCuueMvhfrPhP4b/ALGvwg0rwt4fgvNa/a0+Nc3xH+GfhnVNaltvGvhTwnZ6Ro95456v9uX9q/xj+zz40+BfgrRPiZ+z9+z54c+KWkfFjXNX+Pn7TnhPxR42+Gq+J/hzqHwosPBv7PHhnw54W+LPwUv7/wCNHx2g+IvijW/h0kPjPV9Sk0z4QeNbbQ/hx481e5tbGyAP0Xor8Sb7/goh+0lJpP7AHx/h8K/Crw/+z9+3Rc/sb2vhP4Xy/Cn4+eNvHem6d+07YfB7/hLvEfxM/az0zU/C37OH7OOu/D/W/i4NG+F/wm8e+CvGes/tMal4YtfDnw68Zad438XXHhPwT4/4y/4LF/F34A/tLfED4Nftk/C7wH+yp8OLn9qtPBPwS+MPj/Q/iJe6J4q/Zl8E3XxFvfih8QJItL1GU+NL688EeHPgp4zsPip4VGj/AAs+E9j+0p4hX4l6VfWX7FX7ReqXwB/QtRRRQB4/rf8AyX74Z/8AZH/jj/6mn7PVewV4/rf/ACX74Z/9kf8Ajj/6mn7PVewUAFFFFABRRRQB4/8As9f8kB+B3/ZH/hn/AOoXolewV4/+z1/yQH4Hf9kf+Gf/AKheiV7BQAUUUUAFFFFABRRRQAUUUUAFFFFAFPUdPsdW0++0rU7WC+03U7O60/ULG5jWW2vLG9ge2u7W4iYFZILiCWSGWNgVeN2UjBNf4rX7Qnwk1j4B/Hn41fA3xBBLb618Hfiv8QvhhqcU7rLJ9s8C+LNW8MzSeejPHcRztpnnw3UTyQ3MUiXEMkkUiO3+1jX+Y5/wc+/sqT/s+f8ABTTxT8T9J0lLDwJ+1d4M8PfGLRZ7SK4XT08babaxeB/ijpfmzjEmszeINAs/HmspBJLDEPiHp7qYvP8As0H+yX7F7xPw/DPjtx74Y47EKjR8TuCqWOyuEp2WI4h4ExWIx9HC04uSTqT4fzfiPFNqMpOGAauktfz3xFwUq2V4XGxV3gsS4zstqWKioOT8lVp0Y+sj+dKiiiv+mY/GQooooAKKKKACvs39l60xpfiW7lj+Y3dolq7clYZo5BdeX6LNNZQLJnljax8AKCfjKvv79nO3Efw9SZ4ys8mp3sZdhhzbIy3Fsgzz5QN3NNGOmbiRx98k/wCJH+kA8YPhr9n5mGTKpOEvEDxh8NuEeWEuX2kMH/bvHUozSacqf/GGJtWkuf2d11X+tX7FHhT/AFj+nXwvmkqVOrDgfw+8Q+Kpe0jzKm6+U0uD6VSCaa9pCtxZTcG7OLvOLUoxPeqKKK/4Zj/s2CiiigAooooAKKK0dI0y61rVdN0exj8291W/tNOtIycB7m8njt4VZuiK0kihpGISNcvIyIrMOjCYWvjsVhsFhabq4nGYijhcPSjrKpXxFSNKjTiurnUnGK82eRxBnuVcL5DnfE2eYungMk4dyjMs9zjHVmlSwWVZRgq2YZhi6rdkqeGwmHrVpttJRg2fvh/wRg+HsutfH39nC08lyZvG2vfEG7VlKrax+EdJ1jWLeSRuwlPhmyaMsFBmuorcZJUt/cvX8zf/AAQ8+DaL8S/G3j1baRtC+Fvw50vwLo9xNEqhtb8UXFukc0UgRUe5ttB8M6nFeLCAY11mFpdi3EQk/pkr/T7Jsup5PlGV5TSalTyzLsFl9OSVlKGDw1LDxlZ3a5lTT1beurbP+FPxJ4yxfiN4iceeIGPjKGN454y4n4vxdOclOVLEcSZ1jc4q0nKKjF+ynjHTXJGMEopQjGKSRRRRXpHxQUUUUAFFFFABRRRQAUUUUAFeP/DP/kdP2hf+ywaJ/wCqB+B1ewV4/wDDP/kdP2hf+ywaJ/6oH4HUAewV4/8ADP8A5HT9oX/ssGif+qB+B1ewV4/8M/8AkdP2hf8AssGif+qB+B1AHsFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAf5ev8Awc3/AAPl+D3/AAVn+LfiKLTF0zRPj74B+Fnxq0NYZBJBdfavDKfDbxNeqAztBcX3jj4beKL+8t5WEgnu2uljjtbu1B/n5r+/D/g71/ZLuPF3wO/Z4/bM8N6UJr74OeK9T+DnxMvLWCaS6/4Qb4ltDqvgfVtTmCtb2+j+GfHOi6hoMDu8Uj6v8ULSFVn80eR/AfX/AGJfs3/E3DeJ/wBD3wjxMcSq+Z8FZTV8N87pcznUwmL4Lq/2ZltKq3Ocuevw0six6u1eGMhaMV7q/n3jDBPBcQY+PLaGIqLGUn0lHELnm1otq3tY6fy7sKKKK/uY+ZCiiigAooooAKKKKACiiigApysyMrozI6MGR1JVlZTlWVgQVZSAQQQQRkHNNooaTTTSaas09U09011TA7DSvH/jLRnkk0/xDqUbykebJJO080iA7mi+0zb7qOFzy8cM0aswEh/eKrj1rRf2kvGViSuqWun6rGfLjQtEYPIiXAZwIis9zOAOGnvAHGQ/7xjMPnWiv5H8YfoF/Q28e1iqnip9HHws4izLGqaxPEWD4bw/C3FtZz3lPjDhF5FxRJxfvQbzZ8knJxScpX/ozwq+l39JzwSdCPhd45eI/CmBw0oypZJQ4kxuZcMpwty8/C2dTzLhyqrJRaq5XNOKUXeKSPuPSP2mfC10SNW0nUdOwERTA0V280xxufym+zwW9t1+eS+eRGIUxtGGnH6l/sMS6b400/xz408OzDU7bUNX0HwVZeUkhn/tDSbOTWb+3RCo+eU+KtLgKx71lktVaOSSMxtX86DMFVmY4VQWY+gAyT+AFf2Yf8EYv2a5ZdX/AGUvhBqWgW0moanr2n/E7x8bmG8iu7OCC5n+JPiPTb5Yby3thPbaRZxeETNeQXB8yC1hjVmMMJ/5+f2hv7Mj6In0OMBwR4neDWO8RMk4x4p4ox2T5ZwBnHFGE4k4Uo5LRyfFVM4zbCvM8olxVRnl9Svl2EhPGcT5hCdbMqSVBqFSpT/sziP9p79Kb6Q3hHxP4H+K+L4L4h4fzn+xMVmHFeD4Yjw/xZOeTZzgs2wuEqVMjxmC4cqYbF4jA03ioQ4do1Z06TUa8YylGf8Adj8PPDS+DPAHgbwei7E8KeD/AAz4aVAVYIuhaLZaWqhk+RtotQMr8pxleMV4Yf2Mf2cz8ZR8eD4K1w+OR4o/4T0aR/ws/wCLH/CoP+FkDT/7L/4Wr/wz1/wnH/Cgf+FufYxt/wCFsf8ACs/+FjfaM3v/AAk/20m4P1HRX+Yp/J55/pvwt8CaR8U/GXxr0/Qvs/xN+IHw/wDhp8LfF3ib+09Yl/tfwJ8H/EfxZ8WfDrQv7Gn1CXw/Yf8ACO+IPjj8UtQ/tPTNKstY1f8A4Sj7LruoanZaJ4dttI8y8Ffskfs7fDzRPhJ4a8J/DTT7DQPgf+z6/wCyt8OtHvdZ8Ua9p9n+z6+l+CtFHwx8UW3iDXNUj+I2iRab8PfC0Ftc/EdfFms2jW2q3NrqcN14n8UTaz9G0UAfI/w//YW/Ze+G+i/ETw9o3w91fxLovxT8B3vwo8Yaf8W/ih8XPjtC/wAI9RtL6xvPg94ZPxs8d/ECTwD8H5rTUryE/CjwE/hn4eoskZi8No1vbNDo/Cv9jH4CfBew8QWfw/sPinZ3vinV/hfqmv8AizxH+0Z+0b4/+I2o2XwY8VSeMvhn4Jk+KPxA+K/ij4jRfCbwxrV3rUMfwXt/FMPwk1Tw74s8d+Dtc8Fan4Q8f+NdC176nooA+XfjX+xl+zr+0N4qtvGXxX8G6/rWtDwvb+BPEEOgfFP4t/D3w78Sfh9aX+tapafDf41+Dfhz468J+D/jv8NbS/8AEvii4tPh38ZtC8d+CrY+K/FaQaFHF4n15NQxfiR+xF8EvjF4n1zxf8T7/wCMnifXL/xvqPjLw3faX8fvjP8ADS/+G2meIPhp8Jfhn4w+FXw81n4QeN/h74g0T4GeP4Pg34Y8cfEL4M3ur6t8PfG/xM1DxJ428S6FqWpanCLL68ooA+Sbn9hf9ly4+JGifFKL4b3+l65oN/8ADzWbbwr4d+I/xT8MfBnUfEfwjsPDWl/Cjxf4o/Z68OeNtL+AvjTxx8MdO8FeCLP4eeOPF/w21zxd4Kt/A3gePw3rWmL4N8MjS4vj9+wZ+yN+1LqOqat+0H8FdB+Kl/rA+HMd5N4l1jxY6rZ/Cub4iv4T0mwt7HxBZ22kaFPZfF34o+H/ABt4f0mGy0T4n+D/AB/4s8E/Eyw8XeEdbvtEm+u6KACiiigDx/W/+S/fDP8A7I/8cf8A1NP2eq9grx/W/wDkv3wz/wCyP/HH/wBTT9nqvYKACiiigAooooA8f/Z6/wCSA/A7/sj/AMM//UL0SvYK8f8A2ev+SA/A7/sj/wAM/wD1C9Er2CgAr5A/bu/ap/4Yu/Zn8UftCf2H8P8AXv7A+IHwA8AeT8Wfi1/woj4WaL/wvf8AaE+FnwF/4TX4l/GD/hBfiZ/wr34f/D3/AIWZ/wAJ54y8R/8ACCeI/sfhzw5qS/Yo/M+12/1/Xj/xw+CnhX4/eC9F8C+MdQ8QabpGhfGD9nr412dx4ZutOs9Rk8Vfs1/H34aftGeBdPuZtU0rWbZ/D+reNvhX4e0vxZaxWcOo33hW81mx0fVdB1e4sdc04A+Uz+138atX8Mfs2eGvh98I/wBnD4m/tG/tK/Df4lfHLwvoPgv9rrxLq/7KUfwG+Gmt/DaxvviloX7VFn+y3c+LvHOmeINM+OXwMn8MWvhv9miWHWNX8f3cNpqcng7w3P491HzqP/gqT4Nt/it+xj8Odc+Feu6Ho/7Ut1+134J8eeOZ/E1jcaT+zx8Zv2SP2gvhD+ybrXgPxRbxaOsfirw549/aZ+KcPwY8J+PtO1HRwfFU3gV5fDE2meOby98H/Ynx3/ZxsPjVqngfxlofxT+KfwF+Lfw3tvFmkeC/jN8GX+G0vjjSPCXxAPhyT4geBrnSPjH8Nvi/8MPEPhDxpd+C/BOqaxpfif4d61Lba54L8K6/oV3o+t6JZahH4vqP/BOL9nPWNG8JeHtXXx3qmjeF/gB+1T+z/eW994ngnvvGFp+2T8UPgv8AGv43/FnxX4hbSR4mk+OGq/Fn4I6H8QtD8feH9a8Profi7xP4v1+DR5dUm8NXXhgA+NLH/gr745vPA3gT45j9kywn/Z20v/gnj+xV/wAFE/2pvF2k/Hq71L4o/Ab4XfthWnx+v70eBvhQ/wAD7LSPjn4f+AWkfs++JfFXxQ17/hZ3ww8Yap4PuJL74f8Aww8V+I7CPwpqP1P8a/26fF3ww1v9pLxL4Y+Cvhzxn+zv+xGIv+Gv/ijrPxhvfBvxB8Gva/BvwT+0T4rT4OfCGy+E/jLTPi0fAnwP+JHgnx34kk8W/FP4Mw3TaxL4f8JSeJ9a029t4/N4v+CP/wAA10/4V+Drj4w/tI3vwZ8A/so/sofsa+PfgLP4m+FMPwz/AGlPg3+xlN8U7v4M2H7QF5p/wbsviZrTT3nxh8ZSfErw18PPiL8Nfhn8VdPuLbwx488Aa34PN/4dv/oP4ufsJ+Afi94y+IOt3nxS+NPgr4f/ABy/sf8A4aZ+A3gbVvh3bfCP9pn+xvC+jeAk/wCFp/8ACTfDTxT8TNG/tn4c+G/DPw28Y/8ACnviV8K/+E88AeHNF8KeNv8AhINKsUgIB574r/br8a6D+2RJ+y9YfBj4ejRbPxl8OvB8esePf2kdC+FHxv8AiVY+OvCnhrxZrnxS/Zy+BHjT4eWvhn48fCH4T2/iK80z4nazoXx20X4gadrfgP4jaJ4Z+GPivWtF0DTfFfUftX/tY/G/4JfGL4O/Bz4EfsyaR+0n4h+IHwX/AGjf2gPFek3PxuHwj8W6f8P/ANm3xt+zD4M8Q6B8KNFvfhZ458NfEz4q+LJ/2mNLufCPhTxr46+CfhGeTwreWWq/EfTH1e1ntes+Jn7GGi/Fb4t2HxF8UfHr9otvAsHxG+EHxf1P9m9PFvgXU/gTq/xO+A+ueEPFPwu8V2kPif4b+IPi38P4dB8WeAfB/izUvBnwi+LXw7+HXjDxLpF1rXjXwf4ivvE/jKXxFS/an/Yg8N/tUeOfht491H46ftD/AAU1XwB8N/jP8GdWh+Afif4f+EH+JXwh+P8A4l+Bvin4n/D/AMWeJfE/wy8b+PPCtrrOo/s+eAYrHxh8FPF/wl+Jug2b69Fonjmxl1OOezAPhH4wf8FoPBPhn4kfD3w38NNa/YI8O/Dn4ofsb/sz/tmeAPiV+3n/AMFBbz9g67+Ifgn9qDXvjfYeFdH+HHgfUP2Vfjnf+KLjwloXwdsNf8e3d9q/h688Oy/EbwnpFzoYmd7qX9x6/PfxD/wT60yx+JFl8Rf2df2nv2if2NIbP9nf4FfsvH4ffs7eGv2QtT+HMnwn/Zs174x658G9MtdC/aM/ZS/aA1Dw9deEV+OfjrRIB4S1rw9pN3oR0Szu9Imn0e3u2/QigAr+fP8A4OSf2Dbv9sr/AIJ9a/488EaONT+Mf7JN9qfxv8IRW9ss2q654At9Ka2+M3g2xdriMoL3wnaWfjuG1tbe91HWtd+G2gaBp9uZ9VyP6DKCAQQQCCMEHkEHqCO4Nff+FfiPxF4QeI/BfidwpWVHP+CeIMvz/L1KUo0cS8HWTxOXYrl96WBzTByxGW4+mv4uCxVek9JnLjsHRzDB4jBYhXo4mlOlPvHmXuzj2lCXLOD6Simf4d9Ffvt/wcE/8EtL3/gnl+1XqvxH+Hfh82f7J37RGraz4x+GF5ZQOmi/DfxXPI+o+M/g7fzBEttMj0O7nl1vwHBIY4rvwJe2enWk+oah4U8RzW/4AW1w1yHkEMkUOQIXmBjkmHO6TyGAkij+6IzLslf5iYkQI0n/AGu+DvjZwL43cAcE+IPBeZwxeX8bZNHNMNgIc1fH5VXw6nSzjLc3p0IzWAr5LmdHEZRjK+J9jhJ5hSp0cPWqyxWEVf8AnDMMtxWW4rE4TEwcZ4apySk9IVFKzpzpttc6qQaqRUbyUG3JJRlazRRRX64cAUUUUAFfpZ8HbYW3w28LIY/LlaxkecFdrmb7VPGfMzyXjSOOH5uVWNUGFUAfmqiNI6xopd3ZURVGWZmICqoHJJJAAHUmv1Y8KwpB4Z8PRIoVU0XTMgDGWayhZ2PTLO5Z3J5ZmJPJNf8AM7/pKnF/1Lwj+jBwEptPiPxG484ulTU7JrgvhrJ8mjKVPrZ8eyUJOyj76V+Z2/3/AP8AR/uFfrnjT4+caumpLh7wwyDhiNRxu4T4v4qp5paMvsuUOCpppK8op6pXUt6iiiv+RE/6oQooooAKKKKACvqf9l7wK2r+I7rxteIwsPDO+003Kgx3WtXts8cp3EsCNM0+cyyRsiutxfafPFIDC6n5x8PaBqnijWtP0DRrf7TqWp3At7aIkqgO1pJJZnVXMVvbwpJPczFGWGCOSVhtQ1/Sb/wTB/Yxh+MvxU8IeEZ9NN38K/hamneKPidqMkHl2us+VO89loVwNzhrrxvrFtLBPaCfzYdAg1mW2m/4l0Kt/QngFwPVzjPnxXjaLWV5DNrBOcfdxecSh+75Lq0oZfSn9ZnJNOGJlg1HmXtFH/Hn9rl9KTA+HXhRH6P/AAxmMZcd+LGGp1OJo4aqvbcP+HNDFc2L+suE1OjiOL8bhv7GwtGUJwxGS0OInV9i3g5Vv6Of+Ca/wKl+Bv7LHgyDVrT7J4s+I7P8TPE8ckey4t38SWtp/wAI/ps4ZVmhk07wva6Ml3aS4a11WXUk2ozOK++aRVVVVVUKqgKqqAFVQMBVAwAAAAABgDgUtf2of8xoUUUUAFFFFABRRRQAUUUUAFFFFABXj/wz/wCR0/aF/wCywaJ/6oH4HV7BXj/wz/5HT9oX/ssGif8AqgfgdQB7BXj/AMM/+R0/aF/7LBon/qgfgdXsFeP/AAz/AOR0/aF/7LBon/qgfgdQB7BRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAHzj+15+zT4I/bF/Zk+Nn7MfxDVU8LfGTwFrHhKbUfs/wBrm8O61IseoeEvGFjama3S41TwV4tsND8W6TBLMkEup6LaJcboGkVv8dD44fBrx/8As7/GH4mfAv4p6NL4f+Inwm8aa/4E8XaVJlo4dY8P381jNcWU+Al9pOopHHqWjanAXtNV0i7stSs5JbS7hlf/AGva/iw/4Oov+CWF54x0S1/4KV/A7wzPfeIvCGl6X4U/at0TR7dZrnUfBGl28WmeCvjQbSILcXE3gm3jtfBfjy5i+3TJ4ObwhrT2+maD4H8S6m3+tv7Jr6U2E8HfFjH+DvGOZQwXAnjDicFSyrF4utGngsj8RMPFYXKK9SdRxp0MPxNhZLIsXVveWPo8P+0cKFGtUj8Hx3kkswwEMww8HLFZfGTnGKvKrhJe9USS1cqMl7WK/ldW120n/B9RRRX/AFFn4mFFFFABRRRQAUUUUAFFFFABRRRQAUUVNbW1xeXFvZ2dvPd3l5cQ2lpaWsMlxdXd1cypBbWttbxK8s9zcTSJDBBEjyzSukcas7KDlXr0cNRrYnE1aWHw+HpVK9evWqRpUaNGlB1KtWrVm4wp0qcIynUqTkowjFyk0k2NJtpJNttJJK7beiSS1bb0SW59O/sefBKT46fHLwxoN7atP4Q8MzReMfHMjReZbPoejXMUtros+Ssbf8JNq32PRpIC6zNpc2rXcCubCQD/AEb/APgit8DJA/xK/aH1iyZYzGnwz8ETTRgLKWe01rxnqEAcbiIjF4d0y2u4QUZn1uz8zdFPGP5jP+CcH7E3iXw7p/gv4T+HtITUfjV8Y9Z0ybxXKjLPDpty0UrwaVLd2wmWPw94E0d7+91a8SS4thcjxFrMMn2W5hhi/wBCD4K/Cjw78DvhV4G+FHhVP+JN4K0K20qO5aNIptTviXutX1q6SPCC81vV7i+1W8CfKLm8lCYQKB/x+/tEPpOUvpMeP+aZhw/jXifDngGlX4P4DlCblh8xw2HxMp5zxNSjslxFmMFVw01Z1MoweUucIVY1Efv/AAlkv9jZVThVjbGYprEYrT3oSlH93Qf/AF5g7NdKkqltGj1Giiiv4OPqAooooAKKKKACiiigAooooAKKKKAPH9b/AOS/fDP/ALI/8cf/AFNP2eq9grx/W/8Akv3wz/7I/wDHH/1NP2eq9goAKKKKACiiigDx/wDZ6/5ID8Dv+yP/AAz/APUL0SvYK8f/AGev+SA/A7/sj/wz/wDUL0SvYKACvkD9uH4peO/g/wDBfwV4s+HWu/8ACO+INX/a/wD+Ce3wt1DUP7M0fV/tHgT44/t9fs0/BT4paF9l13T9Tsov+Eo+GXxA8XeGf7TgtotY0T+1/wC2fDuoaR4gsNM1Wy+v65/xN4T8K+NNOttH8Y+GfD/izSLPxB4T8WWel+JtG07XtOtfFXgLxVo3jrwL4mtrHVLa6toPEHgvxt4c8PeMfCesxRLqPhzxVoWjeIdHubPV9LsbyAA/ne+G37dv7YHjL48/Cj9mLxt8Vh4L1n9o3/gpZ/wU/wDht8EPij4f+HXw7uptU/ZT/Zx8N/8ABUz4Y6X8P5dL1rwrqGg33xA/Zb+Nn7Of7N/j3VvEZ0+wvPGnhDx58JtC8WX3i06j8Vj4h9B+Nv8AwUG/aF8V/smfGvxv8IvE9p8LPjJ+yX/wTR/bI/aD/ajk0rw34S8U23gj9rf4Y+E/i38GPhn8M7K08baB4g0258O6R8fvgh+0f8QhNJp1rcarZfBf4c2ur2Gp+CfiFrekXf7b2vwZ+D9je+FNSsvhT8NbPUfAfjb4g/EvwPf2vgXwvb3vgz4j/FmXxjP8VPiB4UuotLSfw742+Jk/xE+IE3xB8VaRJZ674zl8deMZPEd/qT+J9ba+oN8BfgY2n/FvSW+C/wAJ20r4/wAeqQ/HfTW+HXg86f8AGuLXNEn8M63F8W7M6Obb4kR6x4burnw/qieMY9ZXUNEuJ9JuxNYTSW7AH4s/FL4pftz/AAf/AGRPjP4suNd/4Kf+Hfibq/7QH/BPL4W/DvUP2j9M/wCCI2r/ABTuNH+OP7bHwo+CnxU0L9mO1/Zh0/U/gLF8QPFHgX4gXnhmTU/2xbaLwJoniPV/h/rPhjUNIsrD4garZfdH/BNL4m/HL4ofCb4v33x01/4na1qXhD9o/wCIPw78EWnx+039nnRP2l/DXg7wf4c8CafqPh79ofRf2VNP0r4BWHjqP4mH4i6t4PuPhzYR6R4g+Bur/CPxVJdare69c6xqHu/wx/Yi/Yv+CeneINH+DP7In7MHwj0jxZ4g+HHizxVpfwx+AXwp8Bad4l8VfBzxUvjr4ReJvEFj4V8J6Tbaz4g+FfjZE8Y/DjWdRiudR8D+KlXxD4YudL1dReD2CT4UfC2XxNF41l+GvgCTxlB4zi+I8Pi2Twd4dfxND8Q4PhxqHwch8eRa82nHVY/GcPwi1bVfhXF4oS7GuR/DjU9Q8DpfDwxe3OlyAH4U/wDBSD9p/wDbQ+G/7WHxl8H/ALP/AI8/aN8O+EPhf+yJ+x34/wDCY+HHhr9g68/Zk8GfGr9oT9oP9sr4YR+L/wBt/Xf2kPD95+0pZ/AjWW+EXw0svEWq/svan9t8A+B/C/xJ8Ua5P4T1C70XXLz62+AXjn9pH4qf8FH/ANt3QPEPxJ/afs/2fP2a/jB4T8DeBfC+jaH+wtb/ALI+rQa9+xB+yJ8Srz4beLL++8E6j+37ffGCPx98fvGPxfttc0fXdB+DSaJpvhnw1L42mks9U+HOs/pNrXww+GniS58b3niL4eeBtfvPiZ4G034YfEe61rwloGq3PxA+GmjSeM5dI+Hnjee+0+eXxX4G0qX4j/EOTTfCWvNf6BYyePPGb2unxN4o1w32n4e8F+DvCN14mvvCnhPwz4YvfGmtWXiTxjeeHtB0vRbrxZ4i0zwl4Y8A6dr/AImuNNtbaXXda0/wJ4J8GeCrLVdUe6vrTwl4R8MeHIJ49H0DSrO0AJvCdz4qvPCvhm88daN4f8OeNrrw/o1z4x8PeE/E2o+NPCuheKp9OtpfEOjeGfGOseE/AWr+LPD+l6u15Y6N4m1TwL4L1HXdOgttUvvCfhy5updHs7+sXtzpmk6pqVlo+o+IbzT9Ovb200DR5dJg1bXLm0tpZ4NH0ubX9U0PQodR1OWNLKyl1rWtH0mO5nifUdU0+zE13DQ8J+E/CvgLwr4Z8C+BfDPh/wAF+CfBfh/RvCfg7wd4T0bTvDnhXwn4V8OadbaP4e8M+GfD2j21npGg+H9C0izs9L0bRtLs7XTtL061trGxtoLaCKJegoA+f/8AhcvxF/6NN/aA/wDCj/ZY/wDol6iuPjT8SYYJ5Yv2Rv2hbqSKGSSO1h8S/sopNcuiMyQRPc/tOQW6yzMBHG088MKuwMssaBnX6FooA/OH9oz9gnQP+CgPwc8afDv9t1lv9H8XaVcJ4I+GngDWrxfCnwJ8QG1kXRfiBpWuy2emXXxJ+Meg3kpng8Z+J9JtvCOl2KyeGvC3gLS7HVfG2r+Pf8vP/goT/wAE/vjr/wAE4v2h/EXwF+NmkvLCj3Gr/Df4i6fZ3MXhH4reBHunh03xb4ZuZg6LJt2WniLQZJ5dR8Ma2txpV+ZFW0vb3/Yqr4X/AOCgn/BPX9nr/gpB8CNU+CPx60DMtubvVPhx8SNHgtk8dfCnxhLbiGHxL4S1GZG/dT+XBB4h8O3ZfRfFGmxLZapbmWDT7yw/0D+gV9OHO/ok8ZYrK89oYzP/AAd4yxmGlxhkOF5amY5Ljqcfq9DizhyFWpTpvMcNQcaOZ5dOpTo51gKdOjOpSxeEwGIofKcUcNU8+w8Z0nGlmGHjL6vVlfkqRbu6Fa13ySesJ2bpzbaTjKaf+OvRX6Nf8FHP+CYH7TP/AATP+Ll18PvjT4fbWvA+q3FxN8NPjV4asrx/h/8AEbRUkPky2l1KrvoHiW1iMaa94P1eRdT0q73Nay6to02na3qH5y1/1f8Ah34j8D+LHCOU8d+HXEuWcWcKZ3QVbAZvlVf2tJytF1cLiqM1DE5fmOFlJUsdluPo4bH4GupUMXh6NWMoL8LxeDxOAxFTC4yjOhXpO06dRWflKLV4zhLeM4OUJLWMmtQooor7Y5jU0OBrnWdKgVWfzNQs1KqCW2efGZCAOflQMxI6AE9q/WNVVVCqAqqAqqoAVVAwAAOAAOABwBwK/Mv4T2xuviL4RXyzIkes2k0oA3BY45Adzjn5N5RWyMfNg8E1+mtf8ef+kmcX/XvpBfR24DUk1wz4O53xY4qd+SfG3GmOyh3hb3JOHAUHdu84uOiUU5f9Sv8Ao/XC31Twm+kNxs4Nf6weInCfCym46SXCHDWLzZxUr68r43TlFJW5k25XtEooor/m7P8AoLCiiigCtd3K2dvLcvFPMkKh5EtojPOIgwEsiQIfMm8mMtM0MCyXEqIyW0M87Rwvd0+GXVpbOHS431GXUDCthHYqbprw3AUwfZRBv88TBlMRi3B1YMpIOav6PoureIdRttI0PTrrVNSu32W9naR+ZK5/idiSscMMY+ee5nkitreMNLPLFEjOPvH4B/sxaz4N8WaVeWmkyeN/EGutOo07TLcvbfDyaeGW41XX7V5nW2XQktftt14z8UagbGx8I6VFea5I+m+HB4q1Mfp/h14ZZrx7ioyjCtgMlw9ZfXs4nTvSlBcvtMHglJJV8dZ3jbmo0Yyc8TKLVGlX/hX6Zf04+Afol5FVo1cRlvFvibnGWT/1W8OMNilHH4fFVFV+qcRcUVKE5VMr4VUk41FU9jmOaVqEMNktOrGeY47K/Uv2TP2YvFmo6/4f8J+HdBfxL8WviDeQaVp+mWSoz6dBcLHcPpzXbv8AZ4bezSCXUvEGrSSQ6dZ21q8ssostOkvrj+6L9kX9mTwz+yp8HdF+Hmjm31DxFdbNa8feJ442WTxJ4tubeKO9uIjIqyx6Rp6Rppuh2jBPI063jmmRtQur+efwr9gj9hDw3+yn4WXxT4mGn+Ivjf4o05YvEXiG3P2nT/DGmXDRXB8J+FZXRD9kV44X1nVwiT61eRLtMem29nAv6K1/euS5Nl3D+V4PJ8qw8cLgMDRVGhSjq7Xcp1Kkt6latUlKrWqyvKrVnOcm3Jn/ACV+JniTxl4vcdcSeI/H+c18+4s4rzGpmOa5hX92Ck4xpYbBYOgm6eCyzLsJToYDLMBQUcPgcBhsPhaEY0qUUivH/wBoX41+Ff2a/gF8cP2jPHWn+INW8E/AH4P/ABL+NfjHS/Cdrp194q1Lwr8K/BeteOvEOn+GbHWNV0HSLzxBeaRoV5b6Na6prmjadcajJbQ32q6dbPLeQ+wV4B+1j8C/+GoP2WP2lv2aP+Ep/wCEH/4aI/Z/+MnwL/4TX+xP+Em/4Q//AIW38OvEfgD/AISn/hHP7X8P/wDCQf8ACP8A/CQf2t/Yn9vaJ/av2T7B/a+m/aPtkPqHwp5he/tg6t4a+GWl+NPiR+yh+0p8MPiJ4y+KI+EXwk/Zv8Raj+y/4o+Nfxn8WyeEL3x3AfAl58J/2l/iP8EtN0k+FvD/AI81u/1H4lfGb4fjw9o3w28a+IPFMWh+HLXRtY1vz3xV/wAFMfgJ8O9B+D+q/FLwz8VPhnrXxR/a30X9ibxN4J8TaL4NvvEvwD+O2vfCPxT8cNPsvjfeeDvHnirwZpfgv/hXHh3TPEtz8QPh/wCLfiL4TtdC8b+EPFU+pJ4Ll8Q+JfDvofj79jHwHb/DL4KeCP2XdL+F/wCytqX7MHxQv/jJ+zjZeC/g5oEvwX8A+ONf8JfFbwD4zh1n4H+DNX+F2m654T8deDfjn8W9O8UaR4a8VeAdcn1jxndeLtM8VaV4mtodSbxLUP8Agm3pPxBh8HX/AMePiFoHxU8S6v8AtUfEb9qT9puO2+F0vhP4f/HS/wDiH/wT/wDi1/wTul+G3hjwRJ8Q/EupfCnwRofwZ8c+A4rGXUvGXxS8Q38Xw2uLbWtX1HXfGt74t0YAd42/4Kk/DHwrL4QTw9+z3+1P8WV8Q6v+3ZF4iT4U+Dvhb4i1T4c+Cv8AgnX+1D4Z/ZL/AGifih4j8K6n8Y9B8Z+LfCyfEfxfoWs+BPDPwZ8OfFT4veLfBV1LqSfDGw1y0ufDkXsPjD9uXwFZ3HgyD4K/DT4tftajxd8IvBv7Ql3efs3p8KtY0zwl8AfiO2sr8Ofi9rerfE/4rfCrTNd8PfEMeGfFkngPw58OLvx38SPGUHhLxJceG/A2pwaXLIfiXwV/wSq+P3wi8Jfs+6J8HP287rw740+E/h7/AIKI+AvHnxq8bfs82vxC+LHjzwd/wUM/a++G37WPi3xL4P1BvjL4b8H/AA/+OvgC/wDhpYeGtL+JXivwX8YPBPiLVdX1XxnffB3Th9j8MWv0wP2FfFXwek8AH9iT4zeG/wBneDwv+zF8Ef2ONctPiR8ItS/aHhvPgT+za3jk/AuTwbNN8W/hbf8Ahf4qfDpPij8SIrHxl4tvPib4S8QL4mR/Gnw08TTaPp0sYBseMv8Agor8L9J8TeD/AA/8LPhR8e/2m7PxR8Avh5+1NqHiT9nnwt4I8VWfhb9nv4rap4i0v4ffExvCniz4i+Bvif8AEyDxJJ4R8SXNr4K+AXgD4wfE23tNPtWv/BFrP4g8L2+t/UPxL+NfhX4V+NP2evAviHT/ABBeav8AtKfGDW/gp4FuNGtdOuNO0nxVoPwC+OH7Rl5qHiya+1XTrmx8PyeCfgD4x0u2utHs9e1F/FWpeGbGXSodIvNU1zRvz8+OX/BMSf4g/DD4JfAH4Y/FvwF4C+BnwV+Avgj9n3wfpXxG/Zx8N/GT4w/CbTPAOif8IpoXxk/Zc+Pln46+GHjT4EftFw+FoNE0+D4hazbfFnwppGqeD/CPibw78NtG1u18Q3Pib7k+MnwL/wCFt/EX9k7x/wD8JT/wj/8Awy/+0B4j+On9k/2J/av/AAnH/CQfssftLfs0f8It9v8A7X03/hGfsn/DRH/Ca/239j8QfaP+EP8A+Ec/siH/AISD+3tEAPiT4df8Fif2U/il8FPgz8ffCWhfGK48BfGH9nP4yftRzC+8LeFNP174UfC39n34i/s2eAPjFcfFvR7jx4smg6p4Ksf2n/BvxOnTw9L4r0fWvhL4Y8Y+NfDWta1DN4Cs/HX6CQ/GHwxd/G+/+AdhZa5qHjDRPhTpPxg8T6naW1g/hnwp4a8U+LdZ8G+BLHXr2TU4tTh134gan4R+Ilz4StbLR76wudO+GvjObU9S0qe10i11n82P2YP+CRngT9nD4gfArxhL8TpfHvh74b/8E2of2Afil8Nb3wHb6N4K+NXiJ/Dn7KPgPX/2i57M+LNam8I+JPGfwz/ZM8A/Dnxf4Lkk8W2eq+GNH8Dww+JrK58G6jceMfqf9ij9kXV/2T/CPi7TvGfxf1L49ePvFt74E026+Jet+Fh4U1hfh38I/hf4P+Enwr8E3Vn/AMJL4re+n0TQPCd54p8Ta9/adtF4q+Jnjv4h+MbbQvDkHiRNC08A+1qKKKACvH/hn/yOn7Qv/ZYNE/8AVA/A6vYK8f8Ahn/yOn7Qv/ZYNE/9UD8DqAPYK8f+Gf8AyOn7Qv8A2WDRP/VA/A6vYK8f+Gf/ACOn7Qv/AGWDRP8A1QPwOoA9gor5g8bfthfBDwF8fdD/AGY9Wb4wa58ZNc8P/DbxZJovw4/Zn/aV+L3hXwn4V+L3jTxz8Pvh34m+J3xT+FHwk8afCn4ReH/EXin4Z/EG0XWfin428HadpeneDvEHiLWrnTfDem3GrKJ+2T+zxJ8YpPgYnjDxA/jWHxKPA8utr8LPi2fg7H8RDaLeD4XP+0QPAv8Awz+vxYMbLEPhUfiaPiGb5l00eGf7RYWpAPp+ivlvwT+2p+zB8RtU0vRPBHxX03xFq2r/ALUnxg/YrttPsdB8Xi6tv2nvgL4P+Kfj/wCK3wp1mK48PQnw9qPhjwV8F/iL4mi1/Xv7N8IeItI0jS7rwt4h1tPF/g3/AISDmv2cP+CgP7JH7WHhrxD4s+C/xVuLvR/C3gbwv8U9aX4lfDr4qfATWYPhJ440OfxJ4K+Mdp4Z+Pfgj4Z+JdW+DXjDQ7PUNQ8LfFzSNJvvhx4gi0vV49J8T3c+kanFaAH2TRXyV4F/bm/Zi+IPh34ieLNN8e654V8O/CzwJqnxV8X6r8XfhV8X/gRbj4S6LZXmo6p8XvC4+NvgL4fy/ED4R2VlY3FxN8U/AEfifwBsNuE8RM17ZrP1vwG/ap+Cv7Scvi2y+Fms+Mv7c8CxeHLvxZ4R+JXwg+MXwK8e6NpHjJNZfwb4mm+H/wAc/AXw58bT+DfGP/CN+I08I+NbPQLjwn4nm8O+IINC1nUJtE1SO1APoiivjL4e/wDBQD9l34ofF7/hSHhLxT8SP+E3uPiP8YPhBoepeKf2c/2kfh/8LPGvxS+AWr+OdD+MHgD4a/Hbx/8ACXwz8D/ih4r8C6h8MPiQNV0X4d/ETxPezWfgHxjqmnRXul+G9YvLPjfAH/BTn9kT4lfCzxr8dPDurftAad8EvAP7P/iP9qPXfjF4/wD2KP21/hR8LL/4E+FfDln4w1Pxz4K+IXxS/Z68HeEviV9q8JX8Hinw54Z+HWr+KvGPjHw4l7rfhHw9rmmadqF1agH3/RXy3e/tnfs8w6R4k1rQvFPi74j2/hb4N/AT9oK+0/4K/Bz40/HfxJqnwc/ac8UePvCHwQ8deDvCPwY+HvjzxV8QNO8Z6x8LvH081p4E0bxHq3hTw74avPGHjTT/AA74RmstcuuV8H/8FAv2WfG/7Lmt/toaT4u+IOlfs26Lpuma3H8QfHX7PX7RfwyvPFWg6/pXhbWPCniH4aeAfiR8KPCnxK+LPh3xzbeNPDFr8PPEHww8H+L9G+Iet6onhzwRfa/4htr3S7YA+zqKwfCvijw9438MeHPGnhHWLHxD4U8X6Do/ijwxr+lzLc6Zrnh7X9Pt9W0XWNOuF+W4sdT027tr20mX5ZbeeOQcNW9QAVm6zo2keI9H1Xw94g0rTtc0HXdNvtG1vRNYsrbUtJ1jSNUtZbHUtK1TTryOazv9O1CynmtL2yuoZba6tppYJ45IpHU6VFVCc6c41KcpQnCUZwnCTjOE4tSjKMotOMotJxkmmmk07oN9z/MG/wCC73/BFnxH/wAE4fipdfGf4LaTqeufsXfFfxLeHwleJ9t1O6+BnijVJpb1PhL4u1CYz3EmhENOvwx8T6lcz3msaNZvoGvXl54m0eXV/En89Ff7aHxV+FXw5+OHw58ZfCP4ueDtC+IHw1+IOhXnhvxj4O8SWa32j67o98oE1tcxErLDNDIsV3YX9pLb6jpeo29pqemXdpqFpbXMX+bT/wAFnf8AggN8Wv8Agn/4i8QfG/8AZ607xB8Wv2N9Vvpr2G+hSbV/HXwMN3NNKvhr4gwRCS81nwtZoFi0T4jQRNHLbhbLxdDpupxQalr3/SF+zy/aVZFxnk+Q+CP0g+IKGTcd5bRw2T8H+IOdYmNDLONcLSjChgMq4hzKvJUsDxZSpqGHpY/G1IYbiLlp+0xEc7qcmYfj/FvB1XD1KuZZTRdTCzbqYjCU4t1MNJ6ynRgtZ0G7ycYpyo62XsleH84tFAIIyDkHkEdCPWiv9tE00mmmmrprVNPZp9Uz83CiiigAooooAKKKKACiirmn6ff6tfWmmaVY3epalqFxFaWGn2FtNeXt7d3DiOC2tLW3SSe4uJpGWOKGGN5JHYKiliBWOJxOHweHxGMxmIo4XCYWjVxOKxWJq06GHw2HoQlVr4jEV6soUqNGjSjKpVq1JRp04RlOclFNpxjKUlGKcpSajGMU3KUm7JJLVtvRJat6Ip9OtftD/wAE/wD9jqfSX0r48/FLSGj1SSOO7+GPha/h/eafFcxK0PjXVLVwWXUZ4ZCvhmynQNp8Mj63JE1/NpEumW/2Pf8Agn4uiS6T8TPjtpUN7rge3vvDHw1uY0urbSpDsktdR8XQkPDe6srkPa+Hds1pp7LHJqjXN+zafpn9u/8AwTm/4JrXmkXuhfH79orQRb39qbXWPhx8MdVhzcWN0rJc2Pi3xpZSDEN7bkR3Gh+G7lWmtJ9moazFBeQW9jF/zxftHP2kmV8a5VnXgB9HzOZYzhzGurlviJ4k5dWqU8Nn2FhLkxPCvCOIpuE8RkmJlGVHO89g1hs5w3Pl+WPEZTiK+Mx361whwfPDTp5rm1PlrRtPCYOaTdJ7xr11ry1VvTpP3qcrTny1Eox+gP8Agl7+xJcfAjwjJ8aPiZpJtviz4/0qKHSNHvoCl74A8GXRjulsbiJzutvEfiMpbXmtRyIt1pVlBZaMwtbo63BN+ttFFf4VH6aFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAeP63/AMl++Gf/AGR/44/+pp+z1XsFeP63/wAl++Gf/ZH/AI4/+pp+z1XsFABRRRQAUUUUAeP/ALPX/JAfgd/2R/4Z/wDqF6JXsFeP/s9f8kB+B3/ZH/hn/wCoXolewUAFfBH/AAUau/gnYfAPS7z47/sxfE79sDwpF8SfDUWjfAz4efB74vfHnQ/EPi++0nxJp2j6v8Z/hd8IfB/xGuvEPwV8L215qWv+Lp/GPw0+JPhrQ9SsfD2vaF4C8VfFPTPhxpNx970UAfy3/tVfs4/te+Nf+CV3xC+D/wCzJ8L9F+MP7Lv/AAxr+2FqafDHx1qH7Xn7Iv7STfHLxlrHx81jSvh98Nf2QfHX7G/jT4neL/hH8CRqnh/Qf2NfgJ4w8Z/CS68brovw80/V9W1HwrpXgbxdf/Rv/BRIan+0H4q+Btt4g+F/gvxdcfAjSvi/8NP2k/C3iT9ij9pT/gqL+zb8Lv2mvHXw3/Y5+MvgfwnpHwJ+Gnhj4H/EX4i+KF8GeOb3Uvg3+2va6ZofgL4TeHYvib4H8aeDtH8ffFO48PeBP6A6KAPxg039nz4lRXv/AAQp+IniTw/+0K/xB+EGs+EvBnxq8L+K/iN4q+Jem/CjTR/wSz/bZ8PeLvEnxmn8NR2Hw78QeP7/AOMOufD74deJPjp4j0GCTWPF1x4b8P8AhK80A+O7zRvEn5m/tYfs0ftvfsZ/tUfFT4x/slfDn4sftyeE/ib+1X8Nf2sfiT8MfHfhPxcngaD4gazqH7RWq/ArwZoF5omuMPiTfeAPG+qweBvEvxZC6F4Z/Zi8G6X/AME6fGXj/wAN694A/ZV8fXXi3+tGigAooooAKKKKACiiigAooooA8e+O/wAAvhB+0z8MfEfwe+OXgPQPiJ8PfFNq1vqegeILGG7iSXY62+o6dNIhm03VrJnaSy1GzeK5t3LBXMUksb/wl/8ABSz/AINd/iV8IrzXvid+xPqmofEX4bAXepTfD/WFlvPFXhmBTPcyWyS2cU17fWNtAEigvoLPUI3KT3Wqt4ds4493+grRX7p4GfST8Z/o45/LP/CXjXMeHXiqlKeb5HU5Mw4Y4ghRvGNLPOH8YquXY2Uacp0qOMVKlmWDhUqPAY7CVJe0XmZnk+XZvS9jj8NCtyp+zqK8K1JvrSqxtOOtm43cJWXPGS0P8Tj4kfB/4nfCLVpNF+I/grXvCl4kkkUb6jZt/Z92Y5HjZtP1W3M2mahGHR18yyu50DKykhlIHm1f7G/7Sn/BPT9lT9qm21F/ib8NNMh8QaorC88WeG4LLStavZSdwn1m2lsr3QPEsysE2zeJtF1eeNUVIJYVFfzlftKf8GtPw/1yfUdY+D9x4U1VXlnuorKyvNT+FniXZKHKWVtZwP4g+Ht7KjMD9quLbw5CzIpWGCJngP8AtF4R/ts+H6+Gw2B8c/CPNcuxsYqGI4j8L8bhszwOIqNJKp/qrxNjsuxWXUoy1qez4pzeo4tunS5oqnL86zDw3qqUpZZj4Tj0o42LhNLqvb0ITjN9r0Ka6N9T+HD9neAyfEmxmMZZINP1P5wMrHLJZyiMtgHG5FlAY4XcAM7mUN+gtfphe/8ABAj9oj4Aa/q2q2Xgf40JaXFlLZzbfBen/FKxs4RcW9wk7a78OL9dPVE8p0eWXbHIsi4aMowk4LxX+wL8RfCes6ppWoavqVumn6jd2UNzqfw+13SXu47e4lhiuPs0+pzCL7QsXmrGtzOoBIWWQDcf8Gv2sXHOI+mJ9LbMPFnwny/G5jwBhfD3gbhDIcRnFTBZLmUnlWDxmZ5vDE5ZjsZGeGeHz3O8zwsXCpWo11QWJo1alKtGT/6IP2WX0wPoy/Ra+jJV8OfFjjzF8Ocb5p4jcWcY5rgcPwdxhnmFhSzHC5Fk2WunmOQ5JmeFrTq5bkGFrSjzU5Uef2NSKqQbl8GUV92aV+xJrFzcpDL4i1zUmfGLXSvBF1FcsSQoCO2raiW+dlUH7N8xIG0Eivqn4a/8EvviV4nns20L4DfG3xoXCZu9R8Ka9p3h6SRtuGk1E6VpOmW0RYF40udVIKbhJJLGrGv85cv+j94g4upGOKpZTlcG1zVMXmMKzirq/LDL6eNcpJXsm4xbVnOKdz+5+Lf2v30QOH8JVq5FjvEHjvFRjNUMJw/wXictVSoov2ftcRxfi+G4UaMpWU6kYV6sI3lHD1GlCX442trdXtxDaWVtcXl1cSLFb2tpBLc3M8rAlYoYIVeWWRgp2xxoztg4BxX0X4F/Zo8YeIzFeeJ3/wCER0ptreVPGtxrtwhDEiPTwwjsTkBGbUZI54iwf7DOgw39KXwT/wCCKfx+1GK2l16w+G/wO0mWONbmK6urbX/FLQHYUP8AZvhJLywunVAC8Wp+KbGdGVI3UMGEf68fAX/glD+zR8IpLTWPGlnffGzxXblJPtXjeGCHwlb3C4Bey8EWjSafPE2DmDxLeeJUDHfF5TBdv7Fwt9Hjh3K6lLFcR46txBiINTWDpweByxSTTSqwhUqYrFKLStzV6FKorxq4eUW0f5u+PP7Y7xl47wmNyHwY4WyzwgyjFU6uHnxFisVT4r45qUZpwdTA4rEYPCZFkM6tOUub2OVZpj8LU5KuBzihVpqq/wCdT9jL/gnD8T/jOLS2+FXgxPC3gQzLBr3xZ8WwzW2kzm2OLkxX5h+3+KtTRg4j0vQoJLGzu5Viun0S0lM8f9VP7Kn7FXwf/ZP8Om18JaeviHxzqVoLfxR8SNctLc+IdZVyjz2FhGDNF4f8PGWNGi0TT5WWURQSard6rewreH61s7Kz060trDT7S2sLGygitbOys4IrW0tLaBBHDb21tAiQwQQxqscUMSJHGihUUKAKs1/QGFwuGwWHo4TB4ejhcLh4RpUMNh6UKNCjTjpGFKlTjGFOC6RjFJdj/IfPM9zvibN8w4g4jzfM8/z3N8VUxua5znOOxWZ5rmWMrO9XFY7MMbVrYrF4io9Z1q9WdSVleTsj58j/AGSf2VIY0ii/Zl/Z8iiiRY444/gx8OEjjjRQqIiL4bCoiKAqqoCqoAAAFP8A+GTf2WP+jaP2f/8AwzXw6/8Amcr6Aorc8o+f/wDhk39lj/o2j9n/AP8ADNfDr/5nKx/iz4o+EX7D37Mf7Qfxx0H4X6L4e+H3wN+FPxW/aE8X+CvhT4Y8M+FbrxLB8Mfh7qPi3Xk03TrGHRdFuPFGsaF4Rg0eyvdSlgWRrfTbe8vYrO2Rofpiq17ZWeo2d3p+oWltf2F/bT2V9Y3sEV1Z3tndRPBc2l3bTpJDcW1xC7wzwTI8U0TvHIjIxBAPws8S/wDBSr9o34MfDX9ufQPjcv7PV7+1L8DP+Cf3xt/b4+Cvg/4f/Bv9rnRfhFNofww+Glj4s1DwNe/Fv4gaJYfB79qTwt8PPEvjj4Q6B4r+MPwA+N/g/UvF994v13w9P8FvhBqvhHUbuT9Mf2p/jB8Q/hwnwI+HvwhTwZZ/Fb9pn42yfA7wH4u+JGg6/wCLfh58Pr7S/gp8aP2gfEXjLxf4O8LeJ/A/iHxjZ2vgT4E+LNI0TwtpnjvwO+teL9Z8N2l34t0PTnvL2PgfBP8AwTT/AGJPh18OPjx8JfCPwQttO8BftKfDfXPgz8WtIuvHvxR1u81D4Ma7oPiHwzJ8GPBfiPXvG+p+J/hF8HtC0XxZ4mtfA3wr+EOs+BfAPw5l13VL7wB4e8NaheTXTbGl/sB/s6af4M8XeA7+5/aN8baF4w1Twhr0t58V/wBtj9tP4yeL/BviTwJcavdeF/FXwe+IfxY/aA8Z+P8A4EeLtPm1zUDceLPgp4m8AeI9XjNlBrOp6hBpWlR2QB8EfHz/AIKC/tM/Cnw74R+HMN98MtO+Negf8FDD+xH8YPip4X/Yx/ai/aq8Ia7o0/8AwT18aft66H8QvhH+x3+z/wDGeP8AaCutR1rSpvhf4J1/QrX4rfEOz+HJb4jeKNY1PW/Dmgf2np/n/wAY/wDgsZr3wc/Yp/Zx+MniPxV+yp4b+O/xm+IX7Selmw+MGu69+z18O/E3gb9kDxX8VLH4mWukeDvjP448JePPhh8bfiQvgLwN8I9F+DPjzxPrvij4F/Hr4zWOg/EK38b6V8MvFy6n+m3iP/gn3+y34n+Gnw/+FV54Z+J2kaF8MPipqXxw8H+K/BX7Sf7THw7+NVv8X9c8GeO/h34g+I+uftFeAfi/4a+P/jLxd4l8C/Ezxz4U8T6z4z+Jmv3fiXQ9fnsNdfUIbTT1s/TvhB+yt8BvgPfaVqnwt8DP4f1TRfAt58OdP1O/8V+NvFuor4Z1fx/4k+KvieS6vvGXiPxBdaj4p8d/EjxZrfjf4lePtRmu/HnxN8SS2GqfEDxJ4kudE0N9OAPM/gf+1TH8dP2kPiJ4F8GXXhXX/gdafsX/ALDv7VPwq8a6TbakNd8Up+1d48/bQ0a+ub7UJdVl0m68LHwj+z58OdV8JW1loenalaXuueKptV1XWba/0ez0H2vxnrfxq134XeKLv4ReEvDXgj4tDxBq/hzwpZ/H67ivPCNrpej/ABEn8Ky/EvVrX4P+JPFN3rvh/XPAtjdfFf4feCo/E/g/xT4lsNS8KeCviNqHwR8Uaj4rPgX5o1X/AIJk/sjX2v23ifRdK/aA+GWs23gvT/h15/wJ/bW/bX/Z4tbzwLonxF+LHxW8N+FdW0v4FftCfDvSta0Xwf43+OPxUvvBFlrFlfR+CNH8XXPhDwkNG8Hafo2g6b9A/FL9mj4SfGn4JfED9nf4mWnj3xN8KfijeeJrvxtpTfGf4z6T4n1SHxf46vPiJreiWXxL0L4gaX8TvD3hM67fz6XpPgvw14x0jwl4b+H6Wnwo8OaJpPwu0+w8HWwB+Rfin/goF+3tDD4S+EHwt+GPw3+Ovxq8b+IP2lfEvwz+M/wh+Buo6p8Ifjd8A/2arH9lzT/EHxH8J/Br4pfts/BV/BOnaz8TP2l7z4c2PirWP2s/Fuh6vD8I9V8Z/DTTPilbfEz4eeH7n6t+Mn7cfiPw/wDsefse/tFeGPGn7Pnwt0n9qYfCC58WftH/ABVh8XeLP2V/2efCfxK+AXjH40Q/FHxbHqvif9nTxPrvgDxH4l8M+Gfg54DuPFvjD4MXdx4t+LPgS98RvpN0Ljwxeext/wAE8P2ZZfBGg+A70ftE6vY+FfE2t+KPC/i3X/21/wBtPxD8X/DUviXQtA8N+JPC/h748a5+0DqHxt0T4YeI9I8L6FFr/wAHtM+INr8KNau7Aapqfgy61W4u72fpPHH7EHwG+IcFjo/iG3+Ith4K8MeEfgx4U+F3w/8Ah78XPiV8HPDfwKuPgZH8XNN8K+NPgHffBzxN4B8ZfBz4ga54Q+Meu/Djx54s8B+K9Fv/ABl8M/D3gvwFqwk8N6C1jegH4++Lf+CxXxwn8GSeOPh9p3wul0nwB8Mfif4v1q4h/Zy/aL+LXhn49eJfhH+1L+1X+zLq0d/8Qvh58QdN8K/8E2Pg943m/Zjs/Hvg79oL9siTxt8NINF+JXiCym1DVh+z38UNUufT/wBsz/gqr+0X+x3+0v8AGv4e/Er4GeGfh9+zZ/Y/wk8J/s1ftJeLPC/xJ8UaJ4t+K/j+7+Fsmr3+paZ4L1D7b8VrXT9H8RfH+W3+BPwsstL+L1rrf7MOieHJ9X1DWf2v/gTY6d+ivi3/AIJ2fsheNbPw/pmtfDTX7fSdD8EwfDbU9F8MfGP43+B9C+Jvw8g1jxR4ibwN8ftD8FfEjw/pP7SfhK88QeOvH2var4e/aBs/iXpWs618QPiBqurWt7f+OfFlxrHo37QH7IX7On7Uts9p8e/hvb/EOAeCtd8A2S3viTxjoz6JoXiLxh8PfiBf3vhibw14h0Wbwn4ztfGvwo+HPijw/wDEfw1JpPxD8J6z4Q0e98LeKNGlhcyAHtfgfxt4R+Jfgrwh8R/AHiLSfGHgPx/4X8P+NvBPi3QLyLUdC8UeEfFWk2mu+G/EWi6hAzQX2k63o1/Zanpt5CzRXVndQzxsUdSeH+Gf/I6ftC/9lg0T/wBUD8Dq7jwP4J8I/DTwV4P+HHw/8O6T4Q8B/D/wt4f8E+CfCWgWcWn6F4X8I+FNJtNC8N+HdFsIAsNjpOiaNYWWmadZwqsVtZ20MMYCIBXD/DP/AJHT9oX/ALLBon/qgfgdQB7BXj/wz/5HT9oX/ssGif8AqgfgdXsFeP8Awz/5HT9oX/ssGif+qB+B1AHgFr+yTPdf8FC/HH7aOveIfEEWkN+zB+zl8FPhz4a8KfGP4y+E9On8VfDjx9+2trvxK1D4vfCDwxrvh/4N/Fjw/N4b/aM8BL8K7r4m6Z8R9R8F+KtL8Z654X0rwFq8Vhr/AIj8Gb9jz9oU3Cfs++f8GT+ymn7bp/bkX4uN448en9ohNcP7aDft+N8Gk+EH/CtP+FerpJ+Orv4PPxUHxy87/hTTNoJ+Eh8Rsder6R+Iv7Y3hf4Qa5+1bpPxL8NXWhQfs0/Bbwv+0LpE+nar/bN/8XPhf4m0jxjaI3hfSf7KsJYfHFn8TPh14u+HL+B9OuPEt9LNqHw01c3kNz8S9H0C08+uv26NS0D9pf4Pfs5+Mfg22jDxd4U+Hmn/ABl+I+lfEG28QeEvgd+0J8X/AAj8Q/GXwv8AgTK48JaYvjQeJNO+EPj6zvPHBvPCbaRq2v8AwJsP+EQv5PjbpLaCAfInwy/4JdfFr4a/tP8A7NHx90bx78O9O0Pwd+3D/wAFBP2m/wBpDwTZ3fia4h+IehfHnxJ/wUhvP2U/E3g6STwxZ21t8Wvh/wCD/wBu2TwV8ZbbVINO03xDothp9jpnjTXrH4QeB7fxXyP7PP8AwS3/AGhvEP7P/hv4O/theKvgr4Dk+F//AASf8V/8Emfhsn7M3iLxf8TJtU8EfFP4e/Bnwl8W/j/468d/Ef4W/BbWP+En1DU/gZ4Gu/hj8ItI8Ky+H/hraHxnPqPxE8e6j42jk8K+sfs9f8FZ2+Of7XT/ALMa+BP2cSs/7Rn7X37Pb6P8Lf2xf+FtftSfDIfsoeMPjj4VHxa/aU/ZZ/4Z/wDBA+B3wp+KjfBIHwp4j/4XB44MGs/Ff4O6GLfUx4ybUtO7Ox/4Km6dd/Cr9gH4qH4J3raZ+178B/gl+0p8aYbLx/BeWf7Jnwe+No+DfhfRfFniDVJPB1p/wsC1074rfHTwn4dlMth8PI7r4deEvjF8WfNtLT4Y6l4WvwDtU/Z3/aj+M/jfxD8T/wBo7w7+yd4d8UeFv2Sv2hv2Vvhn4L8L6r8Sfj78H/ie37RmrfB/xD408efHrwl4z8DfAzULHwS+o/AXwLpNv8B/D2seLpovC/iP4h6befG3VZ9W025sO0/Yg+Bn7Rfwcvvilc/Ga68J+FPBfiHTPhtpXw4+B/gj9o747/tU+FfAmseEj46Xx1470L4mftE+CPAXjnwhpXxK0/XvAOiad8CNB0m9+Hfwus/hjDfeGNb1LUPGniJ4/mfxh/wVlTwn+3T43/Y7bwd+zHct4K/aW+An7N0Xh2+/bX0vw/8Atm+NX+Ofwl+APxSb4xeAP2NdX+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<iic-com-fon:HechoRelevanteSuspensionSuscripciones contextRef="FIM_S12019_V-86772951_da">false</iic-com-fon:HechoRelevanteSuspensionSuscripciones>
<iic-com-fon:HechoRelevanteReanudacionSuscripciones contextRef="FIM_S12019_V-86772951_da">false</iic-com-fon:HechoRelevanteReanudacionSuscripciones>
<iic-com-fon:HechoRelevanteReembolsoPatrimonio contextRef="FIM_S12019_V-86772951_da">false</iic-com-fon:HechoRelevanteReembolsoPatrimonio>
<iic-com:HechoRelevanteEndeudamiento contextRef="FIM_S12019_V-86772951_da">false</iic-com:HechoRelevanteEndeudamiento>
<iic-com-fon:HechoRelevanteCambioGestora contextRef="FIM_S12019_V-86772951_da">false</iic-com-fon:HechoRelevanteCambioGestora>
<iic-com-fon:HechoRelevanteCambioDepositaria contextRef="FIM_S12019_V-86772951_da">false</iic-com-fon:HechoRelevanteCambioDepositaria>
<iic-com-fon:HechoRelevanteCambioControlGestora contextRef="FIM_S12019_V-86772951_da">false</iic-com-fon:HechoRelevanteCambioControlGestora>
<iic-com:HechoRelevanteCambioEsencial contextRef="FIM_S12019_V-86772951_da">false</iic-com:HechoRelevanteCambioEsencial>
<iic-com-fon:HechoRelevanteAutorizacionFusion contextRef="FIM_S12019_V-86772951_da">false</iic-com-fon:HechoRelevanteAutorizacionFusion>
<iic-com:HechoRelevanteOtros contextRef="FIM_S12019_V-86772951_da">false</iic-com:HechoRelevanteOtros>
</iic-fim:HechosRelevantesFIM>
<iic-com:ExplicacionHechosRelevantes contextRef="FIM_S12019_V-86772951_da">No aplicable.</iic-com:ExplicacionHechosRelevantes>
<iic-fim:OperacionesVinculadasFIM>
<iic-com-fon:OperacionesVinculadasParticipesSignificativos contextRef="FIM_S12019_V-86772951_da">false</iic-com-fon:OperacionesVinculadasParticipesSignificativos>
<iic-com-fon:OperacionesVinculadasModificacionesReglamento contextRef="FIM_S12019_V-86772951_da">false</iic-com-fon:OperacionesVinculadasModificacionesReglamento>
<iic-com:OperacionesVinculadasMismoGrupoDepoGest contextRef="FIM_S12019_V-86772951_da">false</iic-com:OperacionesVinculadasMismoGrupoDepoGest>
<iic-com:OperacionesVinculadasOperacionesConDepositario contextRef="FIM_S12019_V-86772951_da">false</iic-com:OperacionesVinculadasOperacionesConDepositario>
<iic-com:OperacionesVinculadasAvales contextRef="FIM_S12019_V-86772951_da">false</iic-com:OperacionesVinculadasAvales>
<iic-com:OperacionesVinculadasContrapartidaEnGrupo contextRef="FIM_S12019_V-86772951_da">false</iic-com:OperacionesVinculadasContrapartidaEnGrupo>
<iic-com:OperacionesVinculadasIngresosEnElGrupo contextRef="FIM_S12019_V-86772951_da">false</iic-com:OperacionesVinculadasIngresosEnElGrupo>
<iic-com:OperacionesVinculadasOtros contextRef="FIM_S12019_V-86772951_da">true</iic-com:OperacionesVinculadasOtros>
</iic-fim:OperacionesVinculadasFIM>
<iic-com:AnexoOperacionesVinculadas contextRef="FIM_S12019_V-86772951_da">H) Otras operaciones vinculadas:&#13;
1.- Remuneración de las cuentas corrientes de la IIC con Inversis Banco SA: -0,40%  suponiendo en el periodo 83,18 euros.</iic-com:AnexoOperacionesVinculadas>
<iic-com:ExplicacionInformePeriodico contextRef="FIM_S12019_V-86772951_da">1.- SITUACIÓN DE LOS MERCADOS Y EVOLUCIÓN DEL FONDO&#13;
&#13;
a) Visión de la gestora sobre la situación de los mercados&#13;
&#13;
Finalizamos el primer semestre de 2019  con movimientos políticos y económicos tras la tregua acordada entre Estados Unidos y China en la cumbre del G20 con el fin de retomar las negociaciones y alcanzar un acuerdo en el mes de Diciembre. En cuanto al Brexit, Boris Johnson y Jeremy Hunt fueron elegidos como los candidatos a Primer Ministro británico, siendo el primero de ellos el presunto favorito para liderar a Reino Unido en las negociaciones con la UE. Por otro lado, se confirmaron los relevos en las principales autoridades de la Unión Europea destacando el nombramiento de Christine Lagarde como sucesora de Mario Draghi al frente del Banco Central Europeo. En España, continuamos con un gobierno en funciones y persisten las negociaciones entre los partidos políticos en todo el territorio nacional. &#13;
En el plano macroeconómico, en el semestre se ha confirmado la desaceleración industrial alcanzando también a EE UU, mientras que el frente de servicios de las distintas economías (empleo, consumo) mantiene cierta resistencia que evita un debilitamiento mayor de la actividad. &#13;
&#13;
En lo que respecta a los Bancos Centrales, Powell pasó de mostrarse más cauto en cuanto a una nueva subida de tipos en enero a reconocer en sus declaraciones de finales del semestre la posibilidad de un recorte en los tipos de interés en julio en torno a los 25 puntos básicos debido a las incertidumbres. El Banco Central Europeo anunció la posibilidad de nuevas medidas de estímulo monetario (bajadas de tipos, reactivación del QE…) ante la ausencia de presiones inflacionistas en el viejo continente y el temor a una agravación de la guerra comercial.&#13;
&#13;
En el plano de la renta fija gubernamental norteamericana, se han producido compras tanto en los tramos cortos como largos de la curva, especialmente en los cortos. Por el lado de la renta fija europea se han producido compras moderadas en los tramos a corto plazo, siendo los bonos a 10 años el foco de las compras, tanto en los países periféricos como en Alemania. En cuanto a la renta fija corporativa, en Estados Unidos compras centradas en los bonos Investment Grade. En la zona euro, por el contrario, las compras se centraron en los bonos High Yield.&#13;
&#13;
Por el lado de la renta variable, los principales índices europeos han finalizado el semestre con subidas por encima del 15%  del CAC 40 francés, el DAX alemán y el EuroStoxx 50. El Ibex, a pesar de cerrar el semestre con subidas, sigue rezagado con respecto a los demás índices europeos. Respecto a Wall Street, los índices norteamericanos cierran un semestre histórico en cuanto a subidas, con el índice Nasdaq en el primer puesto. En cuanto a los sectores, conviene destacar el comportamiento especialmente positivo de los sectores alimentación e industrial, en contraste con las caídas de los sectores de telecomunicaciones y bancario, este último fuertemente perjudicado por la política monetaria del BCE. &#13;
En el mercado de materias primas, subidas en la cotización del petróleo con el precio del de Brent por encima de los 64 dólares el barril. Finalmente, con relación al mercado de divisas, el euro se depreció ligeramente frente al dólar y cerró el semestre en torno a los 1,14 dólares por unidad de euro.&#13;
&#13;
b) Decisiones generales de inversión adoptadas &#13;
&#13;
En este contexto tan positivo para el conjunto de activos tanto de renta fija como de renta variable durante el semestre, mantenemos una visión más cauta al acercarnos a los objetivos marcados para cada uno de los activos.&#13;
&#13;
La cartera termina el periodo con una exposición a fondos de inversión de 95,88% La exposición a la divisa Euro  ha sido 70,01% y la del US dollar del 30,50%&#13;
La cartera ha disminuido ligeramente su exposición a fondos pasando de  terminando en 95,88%. La exposición a bancos disminuyo -4,12%  mediante posiciones cortas en futuros de banco de Eurostoxx.&#13;
La exposición a los estilos de inversión principales en la cartera son por tamaño de capitalización, Momentum de precios y Value.&#13;
En cuanto a divisas, reducimos nuestra visión y exposición sobre el USD en vistas de una posible depreciación del mismo y abrimos la puerta a la inversión en divisas como la libra esterlina cuando llegue a niveles del 0,91 EUR/GBP.&#13;
&#13;
c)  Índice de referencia&#13;
&#13;
No tiene índice de referencia. La rentabilidad de la letra del Tesoro a 1 año del +0,02% frente a la rentabilidad de la IIC del  7,79%.&#13;
&#13;
d) Evolución del patrimonio, partícipes, rentabilidad y gastos de del fondo&#13;
&#13;
En el primer semestre el patrimonio ha subido un 1,81% y el número de partícipes ha caído un -5,08%. Durante el primer semestre la IIC ha obtenido una rentabilidad positiva del 7,79% y ha soportado unos gastos de 1,04% sobre el patrimonio medio de los cuales el 0,31% corresponden a gastos indirectos. &#13;
&#13;
&#13;
e) Rendimiento del fondo en comparación con el resto de fondos de la Gestora&#13;
&#13;
Durante el periodo  analizado la rentabilidad media de los fondos de la misma categoría gestionados por la entidad gestora ha sido de 5,47%.&#13;
&#13;
2. INFORMACIÓN SOBRE LAS INVERSIONES&#13;
&#13;
a) Inversiones concretas realizadas durante el periodo&#13;
&#13;
La exposición a bancos disminuyo -4,12%  mediante posiciones cortas en futuros de banco de Eurostoxx.&#13;
Las principales compras de fondos  realizadas en el periodo fueron Quargra Grantia  , Fort Global, Quadriga Igneo  y Groupama axiom Legacy . Asi mismo la cartera ha ganado exposición al oro mediante el ETF Physical Gold (3,75%)&#13;
Las ventas de fondos mas siginificativas fueron Threadneedle Europe, Seeyond Europe Oddo Avenir,  Mirae Asia y Vontobel  Emerging markets.&#13;
&#13;
b) Operativa de préstamo de valores &#13;
&#13;
No aplicable&#13;
&#13;
c) Operativa en derivados  y adquisición temporal de activos&#13;
&#13;
La IIC aplica la metodología del compromiso para calcular la exposición total al riesgo de mercado. Dentro de este cálculo no se consideran las operaciones a plazo que correspondan a la operativa habitual de contado del mercado en el que se realicen, aquellas en las que el diferimiento de la adquisición sea forzoso, las permutas de retorno total, ni las estrategias de gestión con derivados en las que no se genere una exposición adicional. Las operativas anteriormente descritas pueden comportar riesgos de mercado y contrapartida.&#13;
&#13;
Durante el semestre de referencia, la IIC ha operado con instrumentos derivados, en concreto se trata de futuros de Eurostoxx  Banks vencimiento septiembre  19. En resultado en derivados en el semestre ha sido de un -0,82% sobre el patrimonio medio.&#13;
El apalancamiento medio durante el semestre ha sido de 83,23%, debido a la inversión en derivados y otras IIC. &#13;
&#13;
d) Otra información sobre inversiones&#13;
&#13;
Al final del semestre el porcentaje sobre el patrimonio en IIC es de un 91,05% y las posiciones más significativas son: Quadriga Investors - Grantia Anphora (15,93%), Groupama Asset Management - Groupama Axiom Legacy 21 (9,67%), y Schroder Gaia-Bluetrend (8,61%).&#13;
&#13;
En el apartado de inversión en otras IIC, se utiliza criterios de selección tanto cuantitativos como cualitativos, centrándose en fondos con suficiente historia para poder analizar su comportamiento en diferentes situaciones de mercado. Las políticas de gestión de los fondos comprados deben ser coherentes con la estrategia de cada una de las instituciones.&#13;
&#13;
En la IIC no hay activos en situación morosa, dudosa o en litigio.&#13;
&#13;
No existen activos que pertenezcan al artículo 48.1 j) del RD 1082/2012.&#13;
&#13;
3.- EVOLUCIÓN DEL OBJETIVO CONCRETO DE RENTABILIDAD&#13;
&#13;
No aplicable&#13;
&#13;
4.- RIESGO ASUMIDO POR EL FONDO&#13;
&#13;
La volatilidad es una medida de riesgo que mide cómo la rentabilidad del fondo se ha desviado de su media histórica. Una desviación alta significa que las rentabilidades del fondo han experimentado en el pasado fuertes variaciones, mientras que una desviación baja indica que esas rentabilidades han sido mucho más estables en el tiempo. La IIC tiene recogido en su folleto un límite por volatilidad máxima anualizada del 15%. La volatilidad del fondo ha sido del 3,35% (anualizada), mientras que la del Ibex 35 ha sido del 11,76% y la de la Letra del Tesoro a un año ha sido de 0,73%, debido a que ha mantenido activos de menor riesgo que el IBEX. El VaR histórico es una medida que asume que el pasado se repetirá en el futuro e indica lo máximo que se podría perder, con un nivel de confianza del 99% en un plazo de un mes, teniendo en cuenta los activos que componen la cartera en un momento determinado. El VaR histórico al final del periodo del fondo ha sido del 5,21%.&#13;
&#13;
5.- EJERCICIO DERECHOS POLITICOS. &#13;
&#13;
La política establecida por Andbank Wealth Management, S.G.I.I.C., S.A.U. tiene por objeto aplicar una estrategia adecuada y efectiva para asegurar que los derechos de voto inherentes a los valores que integren las carteras de las instituciones gestionadas, tanto de emisores españoles como extranjeros, se ejerzan en interés de la institución gestionada y de los clientes, partícipes y/o accionistas.&#13;
&#13;
El Consejo de Administración establecerá los criterios para la Asistencia a Juntas de Administración de las sociedades a las que tenga derecho de asistencia, en representación de las instituciones gestionada, o para su delegación.&#13;
&#13;
Andbank Wealth Management, S.G.I.I.C., S.A.U., ejerce los derechos de asistencia y voto en las Juntas Generales de las sociedades españolas, en las que sus IIC bajo gestión tienen con más de un año de antigüedad, una participación superior al 1% del capital social. En general se delega el derecho de asistencia y voto a las Juntas Generales de las sociedades en el Presidente del Consejo de Administración u otro miembro del Consejo. Si en algún caso no fuera así, se informará del sentido del voto en los informes periódicos a partícipes.&#13;
&#13;
&#13;
6.- INFORMACION Y ADVERTENCIAS CNMV.&#13;
&#13;
No aplicable&#13;
&#13;
7.- ENTIDADES BENEFICIARIAS DE LA SICAV SOLIDADARIA E IMPORTE CEDIDO A LAS MISMAS&#13;
&#13;
No Aplicable&#13;
&#13;
8.- COSTES DERIVADOS DEL SERVICIO DE ANALISIS.&#13;
&#13;
No aplicable&#13;
&#13;
&#13;
9.- COMPARTIMENTOS DE PROPÓSITO ESPECIAL&#13;
&#13;
No aplicable&#13;
&#13;
&#13;
10.- PERSPECTIVAS DE MERCADO Y ACTUACIÓN PREVISIBLE DEL FONDO&#13;
Continuaremos aplicando una política de gestión activa y flexible. Entendemos que existen buenas oportunidades en los mercados e intentaremos aportar rentabilidad con niveles de riesgo controlados.&#13;
&#13;
</iic-com:ExplicacionInformePeriodico>
<iic-com:AdvertenciasCNMV contextRef="FIM_S12019_V-86772951_da">No aplicable.</iic-com:AdvertenciasCNMV>
<iic-com:InformacionPoliticaRemuneracion contextRef="FIM_S12019_V-86772951_da">No existe información sobre política de remuneración</iic-com:InformacionPoliticaRemuneracion>
<iic-com:InformacionReglamentoUE_2015_2365 contextRef="FIM_S12019_V-86772951_da">No existe información sobre operaciones de financiación de valores, reutilización de las garantías y swaps de rendimiento total</iic-com:InformacionReglamentoUE_2015_2365>
</iic-fim:DatosFondoCompartimentoFIM>
<iic-fim:DatosFondoCompartimentoFIM>
<iic-com:DatosGeneralesCompartimento>
<iic-com:DenominacionCompartimento contextRef="FIM_S12019_V-86772951_ia">GESTION BOUTIQUE B4A CARTERA DECIDIDA</iic-com:DenominacionCompartimento>
<iic-com:FechaRegistroCompartimiento contextRef="FIM_S12019_V-86772951_ia">2013-06-28</iic-com:FechaRegistroCompartimiento>
<iic-com:NumeroRegistroCompartimento contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="pure">011</iic-com:NumeroRegistroCompartimento>
</iic-com:DatosGeneralesCompartimento>
<iic-fim:PoliticaDivisaFIM>
<iic-fim:CategoriaFIM>
<iic-fim:XCode_TipoFIM_06 contextRef="FIM_S12019_V-86772951_ia">06</iic-fim:XCode_TipoFIM_06>
<iic-com:XCode_VocacionInversora_09 contextRef="FIM_S12019_V-86772951_ia">09</iic-com:XCode_VocacionInversora_09>
<iic-com:PerfilRiesgo contextRef="FIM_S12019_V-86772951_ia">7 en una escala del 1 al 7</iic-com:PerfilRiesgo>
</iic-fim:CategoriaFIM>
<iic-com:PoliticaInversion contextRef="FIM_S12019_V-86772951_ia">Se invierte, de manera directa o indirecta a través de IIC, entre 75% y 100% de la exposición total en renta variable y el resto en activos de renta fija pública y/o privada (incluyendo depósitos e instrumentos del mercado monetario cotizados o no, que sean líquidos). La exposición a riesgo divisa oscilará entre 0% y 100% de la exposición total.
</iic-com:PoliticaInversion>
<iic-com:OperativaDerivados contextRef="FIM_S12019_V-86772951_ia">Se podrá operar con instrumentos financieros derivados negociados en mercados organizados y no organizados de derivados con la finalidad de cobertura y de inversión 
</iic-com:OperativaDerivados>
<iic-com:XCode_MetodologiaMedicionRiesgoMercado_01 contextRef="FIM_S12019_V-86772951_ia">01</iic-com:XCode_MetodologiaMedicionRiesgoMercado_01>
</iic-fim:PoliticaDivisaFIM>
<iic-fim:DatosEconomicosFIM>
<iic-com:IndiceRotacionCartera contextRef="FIM_S12019_V-86772951_da" decimals="2" unitRef="pure">2.42</iic-com:IndiceRotacionCartera>
<iic-com:IndiceRotacionCartera contextRef="FIM_S12019_V-86772951_dpp" decimals="2" unitRef="pure">0.00</iic-com:IndiceRotacionCartera>
<iic-com:IndiceRotacionCartera contextRef="FIM_S12019_V-86772951_daa" decimals="2" unitRef="pure">2.42</iic-com:IndiceRotacionCartera>
<iic-com:IndiceRotacionCartera contextRef="FIM_S12019_V-86772951_dpy" decimals="2" unitRef="pure">0.52</iic-com:IndiceRotacionCartera>
<iic-com:RentabilidadMediaLiquidez contextRef="FIM_S12019_V-86772951_da" decimals="2" unitRef="pure">0.05</iic-com:RentabilidadMediaLiquidez>
<iic-com:RentabilidadMediaLiquidez contextRef="FIM_S12019_V-86772951_dpp" decimals="2" unitRef="pure">0.00</iic-com:RentabilidadMediaLiquidez>
<iic-com:RentabilidadMediaLiquidez contextRef="FIM_S12019_V-86772951_daa" decimals="2" unitRef="pure">0.05</iic-com:RentabilidadMediaLiquidez>
<iic-com:RentabilidadMediaLiquidez contextRef="FIM_S12019_V-86772951_dpy" decimals="2" unitRef="pure">0.00</iic-com:RentabilidadMediaLiquidez>
<iic-fim:DatosClaseFIM>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12019_V-86772951_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com-fon:DatosGeneralesClase>
<iic-com-fon:NumeroParticipaciones contextRef="FIM_S12019_V-86772951_ia" decimals="2" unitRef="pure">92062.85</iic-com-fon:NumeroParticipaciones>
<iic-com-fon:NumeroParticipaciones contextRef="FIM_S12019_V-86772951_ipy" decimals="2" unitRef="pure">91474.04</iic-com-fon:NumeroParticipaciones>
<iic-com-fon:NumeroParticipes contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="pure">35</iic-com-fon:NumeroParticipes>
<iic-com-fon:NumeroParticipes contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="pure">37</iic-com-fon:NumeroParticipes>
<iic-com-fon:BeneficioBrutoParticipacion contextRef="FIM_S12019_V-86772951_da" decimals="2" unitRef="euro">0.00</iic-com-fon:BeneficioBrutoParticipacion>
<iic-com-fon:BeneficioBrutoParticipacion contextRef="FIM_S12019_V-86772951_dpp" decimals="2" unitRef="euro">0.00</iic-com-fon:BeneficioBrutoParticipacion>
<iic-com:DistribuyeDividendos contextRef="FIM_S12019_V-86772951_da">false</iic-com:DistribuyeDividendos>
<iic-com:InversionMinimaDescripcion contextRef="FIM_S12019_V-86772951_ia">0</iic-com:InversionMinimaDescripcion>
<iic-com:Patrimonio contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">969239</iic-com:Patrimonio>
<iic-com:Patrimonio contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">868888</iic-com:Patrimonio>
<iic-com:Patrimonio contextRef="FIM_S12019_V-86772951_ipy2" decimals="0" unitRef="euro">943108</iic-com:Patrimonio>
<iic-com:Patrimonio contextRef="FIM_S12019_V-86772951_ipy3" decimals="0" unitRef="euro">901126</iic-com:Patrimonio>
<iic-com:ValorLiquidativo contextRef="FIM_S12019_V-86772951_ia" decimals="4" unitRef="euro">10.5280</iic-com:ValorLiquidativo>
<iic-com:ValorLiquidativo contextRef="FIM_S12019_V-86772951_ipy" decimals="4" unitRef="euro">9.4987</iic-com:ValorLiquidativo>
<iic-com:ValorLiquidativo contextRef="FIM_S12019_V-86772951_ipy2" decimals="4" unitRef="euro">10.9707</iic-com:ValorLiquidativo>
<iic-com:ValorLiquidativo contextRef="FIM_S12019_V-86772951_ipy3" decimals="4" unitRef="euro">9.9304</iic-com:ValorLiquidativo>
<iic-com-fon:ComisionesAplicadas>
<iic-com-fon:ComisionGestion>
<iic-com:ComisionGestionCobradaPatrimonio contextRef="FIM_S12019_V-86772951_da" decimals="2" unitRef="euro">0.62</iic-com:ComisionGestionCobradaPatrimonio>
<iic-com:ComisionGestionCobradaPatrimonio contextRef="FIM_S12019_V-86772951_daa" decimals="2" unitRef="euro">0.62</iic-com:ComisionGestionCobradaPatrimonio>
<iic-com:ComisionGestionCobradaResultados contextRef="FIM_S12019_V-86772951_da" decimals="2" unitRef="euro">0.00</iic-com:ComisionGestionCobradaResultados>
<iic-com:ComisionGestionCobradaResultados contextRef="FIM_S12019_V-86772951_daa" decimals="2" unitRef="euro">0.00</iic-com:ComisionGestionCobradaResultados>
<iic-com-fon:ComisionGestionCobrada contextRef="FIM_S12019_V-86772951_da" decimals="2" unitRef="euro">0.62</iic-com-fon:ComisionGestionCobrada>
<iic-com-fon:ComisionGestionCobrada contextRef="FIM_S12019_V-86772951_daa" decimals="2" unitRef="euro">0.62</iic-com-fon:ComisionGestionCobrada>
<iic-com-fon:XCode_BaseCalculoComisionGestion_03 contextRef="FIM_S12019_V-86772951_daa">03</iic-com-fon:XCode_BaseCalculoComisionGestion_03>
</iic-com-fon:ComisionGestion>
<iic-com-fon:ComisionDepositario>
<iic-com-fon:ComisionDepositarioCobrada contextRef="FIM_S12019_V-86772951_da" decimals="2" unitRef="euro">0.04</iic-com-fon:ComisionDepositarioCobrada>
<iic-com-fon:ComisionDepositarioCobrada contextRef="FIM_S12019_V-86772951_daa" decimals="2" unitRef="euro">0.04</iic-com-fon:ComisionDepositarioCobrada>
</iic-com-fon:ComisionDepositario>
<iic-com-fon:XCode_SistemaImputacionComisionGestion_01 contextRef="FIM_S12019_V-86772951_da">01</iic-com-fon:XCode_SistemaImputacionComisionGestion_01>
</iic-com-fon:ComisionesAplicadas>
</iic-com-fon:DatosGeneralesClase>
<iic-fim:RentabilidadClaseFIM>
<iic-com:RentabilidadIIC contextRef="FIM_S12019_V-86772951_daa" decimals="2" unitRef="pure">10.84</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC contextRef="FIM_S12019_V-86772951_daq" decimals="2" unitRef="pure">2.33</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC contextRef="FIM_S12019_V-86772951_dpq" decimals="2" unitRef="pure">8.31</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC contextRef="FIM_S12019_V-86772951_dpq2" decimals="2" unitRef="pure">-11.08</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC contextRef="FIM_S12019_V-86772951_dpq3" decimals="2" unitRef="pure">-0.59</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC contextRef="FIM_S12019_V-86772951_dpy" decimals="2" unitRef="pure">-13.42</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC contextRef="FIM_S12019_V-86772951_dpy2" decimals="2" unitRef="pure">10.48</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC contextRef="FIM_S12019_V-86772951_dpy3" decimals="2" unitRef="pure">-4.79</iic-com:RentabilidadIIC>
</iic-fim:RentabilidadClaseFIM>
<iic-com-fon:RentabilidadExtremaClase>
<iic-com-fon:RentabilidadMinimaValor contextRef="FIM_S12019_V-86772951_daq" decimals="2" unitRef="pure">-0.53</iic-com-fon:RentabilidadMinimaValor>
<iic-com-fon:RentabilidadMinimaValor contextRef="FIM_S12019_V-86772951_dpy" decimals="2" unitRef="pure">-0.61</iic-com-fon:RentabilidadMinimaValor>
<iic-com-fon:RentabilidadMinimaValor contextRef="FIM_S12019_V-86772951_dly3" decimals="2" unitRef="pure">-5.22</iic-com-fon:RentabilidadMinimaValor>
<iic-com-fon:RentabilidadMinimaFecha contextRef="FIM_S12019_V-86772951_daq">2019-06-21</iic-com-fon:RentabilidadMinimaFecha>
<iic-com-fon:RentabilidadMinimaFecha contextRef="FIM_S12019_V-86772951_dpy">2019-01-03</iic-com-fon:RentabilidadMinimaFecha>
<iic-com-fon:RentabilidadMinimaFecha contextRef="FIM_S12019_V-86772951_dly3">2016-06-24</iic-com-fon:RentabilidadMinimaFecha>
<iic-com-fon:RentabilidadMaximaValor contextRef="FIM_S12019_V-86772951_daq" decimals="2" unitRef="pure">0.70</iic-com-fon:RentabilidadMaximaValor>
<iic-com-fon:RentabilidadMaximaValor contextRef="FIM_S12019_V-86772951_dpy" decimals="2" unitRef="pure">1.00</iic-com-fon:RentabilidadMaximaValor>
<iic-com-fon:RentabilidadMaximaValor contextRef="FIM_S12019_V-86772951_dly3" decimals="2" unitRef="pure">4.01</iic-com-fon:RentabilidadMaximaValor>
<iic-com-fon:RentabilidadMaximaFecha contextRef="FIM_S12019_V-86772951_daq">2019-06-18</iic-com-fon:RentabilidadMaximaFecha>
<iic-com-fon:RentabilidadMaximaFecha contextRef="FIM_S12019_V-86772951_dpy">2019-01-04</iic-com-fon:RentabilidadMaximaFecha>
<iic-com-fon:RentabilidadMaximaFecha contextRef="FIM_S12019_V-86772951_dly3">2016-02-15</iic-com-fon:RentabilidadMaximaFecha>
</iic-com-fon:RentabilidadExtremaClase>
<iic-com:PeriodicidadCalculoVL>
<iic-com:XCode_PeriodicidadCalculoVL_01 contextRef="FIM_S12019_V-86772951_da">01</iic-com:XCode_PeriodicidadCalculoVL_01>
</iic-com:PeriodicidadCalculoVL>
<iic-fim:MedidasRiesgoFIM>
<iic-com-fon:VolatilidadValorLiquidativo contextRef="FIM_S12019_V-86772951_daa" decimals="2" unitRef="pure">4.47</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo contextRef="FIM_S12019_V-86772951_daq" decimals="2" unitRef="pure">3.39</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo contextRef="FIM_S12019_V-86772951_dpq" decimals="2" unitRef="pure">5.29</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo contextRef="FIM_S12019_V-86772951_dpq2" decimals="2" unitRef="pure">11.87</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo contextRef="FIM_S12019_V-86772951_dpq3" decimals="2" unitRef="pure">5.99</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo contextRef="FIM_S12019_V-86772951_dpy" decimals="2" unitRef="pure">9.11</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo contextRef="FIM_S12019_V-86772951_dpy2" decimals="2" unitRef="pure">6.26</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo contextRef="FIM_S12019_V-86772951_dpy3" decimals="2" unitRef="pure">16.72</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadIbex contextRef="FIM_S12019_V-86772951_daa" decimals="2" unitRef="pure">11.76</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex contextRef="FIM_S12019_V-86772951_daq" decimals="2" unitRef="pure">11.14</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex contextRef="FIM_S12019_V-86772951_dpq" decimals="2" unitRef="pure">12.33</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex contextRef="FIM_S12019_V-86772951_dpq2" decimals="2" unitRef="pure">15.86</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex contextRef="FIM_S12019_V-86772951_dpq3" decimals="2" unitRef="pure">10.52</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex contextRef="FIM_S12019_V-86772951_dpy" decimals="2" unitRef="pure">13.65</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex contextRef="FIM_S12019_V-86772951_dpy2" decimals="2" unitRef="pure">12.89</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex contextRef="FIM_S12019_V-86772951_dpy3" decimals="2" unitRef="pure">25.89</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadLetrasTesoro contextRef="FIM_S12019_V-86772951_daa" decimals="2" unitRef="pure">0.73</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro contextRef="FIM_S12019_V-86772951_daq" decimals="2" unitRef="pure">1.02</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro contextRef="FIM_S12019_V-86772951_dpq" decimals="2" unitRef="pure">0.19</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro contextRef="FIM_S12019_V-86772951_dpq2" decimals="2" unitRef="pure">0.39</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro contextRef="FIM_S12019_V-86772951_dpq3" decimals="2" unitRef="pure">0.25</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro contextRef="FIM_S12019_V-86772951_dpy" decimals="2" unitRef="pure">0.38</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro contextRef="FIM_S12019_V-86772951_dpy2" decimals="2" unitRef="pure">0.59</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro contextRef="FIM_S12019_V-86772951_dpy3" decimals="2" unitRef="pure">0.71</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadVaRHistorica contextRef="FIM_S12019_V-86772951_daa" decimals="2" unitRef="pure">7.78</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica contextRef="FIM_S12019_V-86772951_daq" decimals="2" unitRef="pure">7.78</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica contextRef="FIM_S12019_V-86772951_dpq" decimals="2" unitRef="pure">8.01</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica contextRef="FIM_S12019_V-86772951_dpq2" decimals="2" unitRef="pure">8.21</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica contextRef="FIM_S12019_V-86772951_dpq3" decimals="2" unitRef="pure">7.79</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica contextRef="FIM_S12019_V-86772951_dpy" decimals="2" unitRef="pure">8.21</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica contextRef="FIM_S12019_V-86772951_dpy2" decimals="2" unitRef="pure">8.25</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica contextRef="FIM_S12019_V-86772951_dpy3" decimals="2" unitRef="pure">9.86</iic-com-fon:VolatilidadVaRHistorica>
</iic-fim:MedidasRiesgoFIM>
<iic-fim:GastosClaseFIM>
<iic-com:RatioTotalGastos contextRef="FIM_S12019_V-86772951_daa" decimals="2" unitRef="pure">1.29</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos contextRef="FIM_S12019_V-86772951_daq" decimals="2" unitRef="pure">0.67</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos contextRef="FIM_S12019_V-86772951_dpq" decimals="2" unitRef="pure">0.65</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos contextRef="FIM_S12019_V-86772951_dpq2" decimals="2" unitRef="pure">0.66</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos contextRef="FIM_S12019_V-86772951_dpq3" decimals="2" unitRef="pure">0.64</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos contextRef="FIM_S12019_V-86772951_dpy" decimals="2" unitRef="pure">2.71</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos contextRef="FIM_S12019_V-86772951_dpy2" decimals="2" unitRef="pure">2.28</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos contextRef="FIM_S12019_V-86772951_dpy3" decimals="2" unitRef="pure">1.29</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos contextRef="FIM_S12019_V-86772951_dpy5" decimals="2" unitRef="pure">2.46</iic-com:RatioTotalGastos>
<iic-com:RatioGastosEstimado contextRef="FIM_S12019_V-86772951_da">false</iic-com:RatioGastosEstimado>
</iic-fim:GastosClaseFIM>
<iic-com:EvolucionValorLiquidativo>
<iic-com:NombreFicheroAdjunto contextRef="FIM_S12019_V-86772951_da">87055112C1507201913337602.jpg</iic-com:NombreFicheroAdjunto>
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//ALNH/JOvEf8A2cB+1l/61P8AGWgD6AooooAK57xd4btvGXhPxP4QvdS8QaNZ+KvD2teG7vV/CWv6r4U8VaVba5ptzpc+peGfFOh3NlrfhrxBYxXT3Wja/o95aaro+pRW2o6fcwXdtDKnQ0UAfz5/s/8AhjQPCfwp/YF8IaRo+geHPhD4V/4Lsf8ABUvQNT8PxW2naV4S0Lw/4f8Ajh/wWNsPgvo1rYFYbKyg0z43WfwXsfBWn2aRtD4oh8L22nxCVYI6/SH9jmCe2+Lf/BSCK0isYfB5/bqtJ/BC6VHYppTW93+xF+xXd/EOW0+wAQvezfHGf4rSeJpJd163jFvEQvz9tE4H0j4k+AfwK8ZfDrxF8H/F/wAFvhL4q+EvjDXPEvibxb8LvEnw58Ha58OvFPiTxn401P4keMPEPiLwTqejXXhrW9c8V/ETWtZ8e+JdW1PTLq/13xpq2p+KdUuLrXL+6vpeeuP2YvgXF8J/CPwM8K/DTwX8N/hJ4D8e/Cj4j+D/AIe/DTwj4U8FeDfDniP4M/GLwj8dvBbaL4V0jQ4vDmk2sPxG8FaNrF2um6VaXRl+1Xdhd6fqzwanbgH86fx2tPHCf8EdP+CbU/wrisX/AGgY/wBkD9piHxjN4eOjS+L4vHd9/wAEZv24bn4xxyzxb7mK9l/bGtvhv/wnotmWJfiZFoMWsgXq26D9krK08Kwft+fsky/COLwx/wAK2b/gnX+1PaXtx4RGkyae/hiy+NH7BDfs6RG4sd07+Go9Bu/jW/w/AkOlPBL4tk03c/2th9Q+Cv2Xf2Z/ht8Q/Gvxd+HX7O3wK8A/Ff4lJfx/Eb4n+CvhH4A8K/EPx/Hqt7HqWpx+NfGuheH7DxJ4qTUdRii1C/XXdTv1vL2OO6uBJOiyCb4Ofszfs3/s6nxQ37Pv7PvwR+BTeN7631Pxo3wc+FHgP4YnxfqVobo2moeKD4J0HRDr99am9vTb3erfa7iE3d15ci/aJd4B81fE0St/wVI/Y3Fu8cU//DAn/BSkiSaJp4vKH7RH/BKESIYUmtnMjOYmSXzwqKkiNFIZVeH7z8vVf+f3T/8AwWXP/wAtq+EPiN/ylN/Y3/7MA/4KWf8ArRX/AASdr7/oAz/L1X/n90//AMFlz/8ALajy9V/5/dP/APBZc/8Ay2rQooAz/L1X/n90/wD8Flz/APLajy9V/wCf3T//AAWXP/y2rQooAz/L1X/n90//AMFlz/8ALajy9V/5/dP/APBZc/8Ay2rQooAz/L1X/n90/wD8Flz/APLajy9V/wCf3T//AAWXP/y2rQooAz/L1X/n90//AMFlz/8ALajy9V/5/dP/APBZc/8Ay2rQooAz/L1X/n90/wD8Flz/APLajy9V/wCf3T//AAWXP/y2rQooAz/L1X/n90//AMFlz/8ALajy9V/5/dP/APBZc/8Ay2rQooAz/L1X/n90/wD8Flz/APLajy9V/wCf3T//AAWXP/y2rQooAz/L1X/n90//AMFlz/8ALajy9V/5/dP/APBZc/8Ay2rQooAz/L1X/n90/wD8Flz/APLajy9V/wCf3T//AAWXP/y2rQooAz/L1X/n90//AMFlz/8ALajy9V/5/dP/APBZc/8Ay2rQooAz/L1X/n90/wD8Flz/APLajy9V/wCf3T//AAWXP/y2rQooAz/L1X/n90//AMFlz/8ALajy9V/5/dP/APBZc/8Ay2rQooAz/L1X/n90/wD8Flz/APLajy9V/wCf3T//AAWXP/y2rQooA/i8+MP7R37Q+nfFz4pafY/Hn4y2VlYfEbxvZWdnY/E/xxZ2Vpa2vibU4Le2s7SHXhFa2sESJFb28QEcESJEgCqK85/4aa/aR/6OD+N//h1/Hn/y/rA+N/8AyWn4vf8AZUPH/wD6lerV5fX+nGW5NlEsuy+Usqy1yeCwjbeBwrbboU2226V229W3rc/xozbiHP45rmcY55nEYxzDGKKWZ41JJYmokklXskkkkloklbY/oe/4I4fE34q/EfUv2gk8cfEnxl41TSLH4YvpqeOfEniPxgmnNfXHj0XbaYur63INPa6FpbC7a3wbkW9sJciCPH7leXqv/P7p/wD4LLn/AOW1fgH/AMEN/wDkK/tK/wDYP+E3/pT8Ra/oMr+G/GuhRw/iVxDRw9GlQowhk/JSo04UqcebI8tlLlhBRjG8m5OyV5Nt6tn+lP0dMTiMX4P8K4jF4itiq86mfqdbEValatNQ4kzeEFKpUlKcuWEYwjeT5YxUVZJIz/L1X/n90/8A8Flz/wDLajy9V/5/dP8A/BZc/wDy2rQor8rP24z/AC9V/wCf3T//AAWXP/y2o8vVf+f3T/8AwWXP/wAtq0KKAM/y9V/5/dP/APBZc/8Ay2o8vVf+f3T/APwWXP8A8tq0KKAM/wAvVf8An90//wAFlz/8tqPL1X/n90//AMFlz/8ALatCigDP8vVf+f3T/wDwWXP/AMtqPL1X/n90/wD8Flz/APLatCigDP8AL1X/AJ/dP/8ABZc//Lajy9V/5/dP/wDBZc//AC2rQooAz/L1X/n90/8A8Flz/wDLajy9V/5/dP8A/BZc/wDy2rQooAz/AC9V/wCf3T//AAWXP/y2o8vVf+f3T/8AwWXP/wAtq0KKAM/y9V/5/dP/APBZc/8Ay2o8vVf+f3T/APwWXP8A8tq0KKAM/wAvVf8An90//wAFlz/8tqPL1X/n90//AMFlz/8ALatCigDP8vVf+f3T/wDwWXP/AMtqPL1X/n90/wD8Flz/APLatCigDP8AL1X/AJ/dP/8ABZc//Lajy9V/5/dP/wDBZc//AC2rQooAz/L1X/n90/8A8Flz/wDLajy9V/5/dP8A/BZc/wDy2rQooAz/AC9V/wCf3T//AAWXP/y2o8vVf+f3T/8AwWXP/wAtq0KKAPyY/wCCxSXy/sl6cbi4tJY/+FveDvlhs5oH3f2J4uwd739yu0DOV8vJJBDDGD/LdX9Tf/BZD/k0jTf+yv8Ag3/0yeL6/lkr+5/o9/8AJvl/2O8z/wDScKf5pfSr/wCTqy/7JzJ//S8aFf3F/s+x6mfgL8ESl3YKh+EPw12q2nXDMF/4QzRdoZhqiBmAwCwRATyFUHA/h0r+5n9nv/kgfwP/AOyQfDT/ANQvRa+U+kx/yKuFf+xhmX/qNhj7j6HX/I843/7FWUf+peLPT/L1X/n90/8A8Flz/wDLajy9V/5/dP8A/BZc/wDy2rQor+Qz+9TP8vVf+f3T/wDwWXP/AMtqPL1X/n90/wD8Flz/APLatCigDP8AL1X/AJ/dP/8ABZc//LavDP2ZQ4+G/iESsjyD4/8A7WO9o0MaM3/DU/xlyVjaSVkB7KZHI/vGvoOvn/8AZo/5J14j/wCzgP2sv/Wp/jLQB9AUUUUAFFFFAHj/AMa/jj4L+APhXT/GPjrRfjBrukal4gtfDNvZ/BT9nr4+/tKeKo9RvNO1XVIbnUPAv7Ofw0+KnjbSfD6W2jXkV14s1Tw9Z+FbHUZtK0e+1m31fXdDsdRx/wBnz9pP4V/tQeFPEfjL4Sv8Rv7H8JeONa+G/iK0+KXwO+N/7P8A4p0zxl4esNH1HWtKl8DfH74d/DLxtLBYQ67p8EusW3h6bQ31NdS0aHUpNX0XWbGw5D9tb4veLPgh+zL8SvG3w7eyj+KWqHwZ8Kfg5NqdouoaVb/G349fEHwp8DPgtc6tpzjGpaTbfFT4jeEJ9U00FW1DT47myR43nV17zwF4W+F37Lnwe8A+AT4m03wx4M8LS+DPh9YeJ/HviOwsr/xb49+IPi3SvCei3XiLxJrVza/8JL8UvjR8V/F1lFNdXM8/iP4jfFPxusUS6p4m8SRRXYB4z4K/4KAfs1fELxrrHgvwrd/HO7h8P638UtA1j4n6l+yH+134b/Zysb34Lz+LbP4kXcn7VPiX4GaR+zQ+gaDqHgbxPpVt4qh+LEnhjxFrOnw6N4X1fWtU1TSLS/7T4D/tifAP9pLVtU0D4V6945bXNM8O6b4yj0f4kfBL44/A3U/EXgfWLp7LS/H/AIFsfjh8Ofh1c/EX4fX14i2tt488BReJPCElxPZxDWt99ZrP/PF4h1/W9J/ZA8TfsU/smft7a3+3f8SvjN+zL+2Z8Gfi18Do/h18KvAPiP8AZm1TWf2Mv2n/AIhaL8XtX+GPgb4daV+1D+z14q8TftKaN8PPhdq3g39rP4iePvEmo+J/jBPZ2LW/izToox+tPwn+PvwO/aw/bo+AvxJ/ZX+MHw8+MPwy+En7Ff7Vng/4rS/C/wAUaV4k074eeMvjJ8YP2Fte+Dvg3x7a6DcXVt4P8cP4f+DXxjaPwP4k/s3xb4dg0rVo73RbGO5fzAD1L4jf8pTf2N/+zAP+Cln/AK0V/wAEna+/6/Pz4mo0v/BUj9jeNJpLZ/8AhgT/AIKUv58IiaUKv7RH/BKFWiAuIp4PLkLq7kwmUNDGI5UQypL95/Yrn/oLah/370r/AOVlAGhRWf8AYrn/AKC2of8AfvSv/lZR9iuf+gtqH/fvSv8A5WUAaFFZ/wBiuf8AoLah/wB+9K/+VlH2K5/6C2of9+9K/wDlZQBoUVn/AGK5/wCgtqH/AH70r/5WUfYrn/oLah/370r/AOVlAGhRWf8AYrn/AKC2of8AfvSv/lZR9iuf+gtqH/fvSv8A5WUAcB8TfjT8KPgzaaVffFTx94b8B2euXFzaaRc+I9QSwi1G5s445rqC1ZwRJJBFNFJIo5VXU968g/4bn/ZA/wCjiPhf/wCFHB/8TX5sf8FuIJYfAPwFMl5c3Qbxf4zAE62ihMaLo2Sv2a1tySeh3lhxwAck/wA7lf0n4d+CmR8ZcJ5fxBjc3zbCYjGVcdCdDCrBujFYXG18LBw9rQnUvKFFSleT95u1krH8geLP0jOJPD7jnNeFcuyHI8dhMvo5bUp4nGyx6xFR43LsLjZqaoYmnStCdeUIcsE+VRbu7t/2mx/tyfshyyJFH+0N8MHkkdY40XxFAWd3YKqqNvJZiAB3Jr6rr+BfSf8AkK6Z2/4mFnz/ANvMfrxX97H2K5/6C2of9+9K/wDlZXx/i34bZZ4eSyCOXZhj8d/a0czdZ41Ydey+ovL1T9l7ClT+P63Pn5+b4Ycttb/feBPi9nPivDiiWb5XlmWPIpZNHDrLnin7b+0o5o6rrfWa9b+G8BT9nycvxz5ub3baFFZ/2K5/6C2of9+9K/8AlZR9iuf+gtqH/fvSv/lZX44f0CaFFZ/2K5/6C2of9+9K/wDlZR9iuf8AoLah/wB+9K/+VlAGhRWf9iuf+gtqH/fvSv8A5WUfYrn/AKC2of8AfvSv/lZQBoUVn/Yrn/oLah/370r/AOVlH2K5/wCgtqH/AH70r/5WUAaFFZ/2K5/6C2of9+9K/wDlZR9iuf8AoLah/wB+9K/+VlAGhRWf9iuf+gtqH/fvSv8A5WUfYrn/AKC2of8AfvSv/lZQBoUVn/Yrn/oLah/370r/AOVlH2K5/wCgtqH/AH70r/5WUAaFFZ/2K5/6C2of9+9K/wDlZR9iuf8AoLah/wB+9K/+VlAH8M/xv/5LT8Xv+yoeP/8A1K9Wry+vT/jaCPjP8XQWLEfE/wAfAs20MxHivVgWYKqrk9TtVVyeFAwK8wr/AFKyv/kW5d/2A4T/ANR6Z/ihnH/I2zT/ALGON/8AUmqfvZ/wQ3/5Cv7Sv/YP+E3/AKU/EWv6DK/nr/4IfQyTar+0n5d3cWu3T/hPkwLatvzc/ETG77TbXIG3Bxs2feO7dxj+gT7Fc/8AQW1D/v3pX/ysr+DvHH/k53Ef+DJv/VFlh/p39Gz/AJM1wl/184h/9abODQorP+xXP/QW1D/v3pX/AMrKPsVz/wBBbUP+/elf/KyvyY/dDQorP+xXP/QW1D/v3pX/AMrKPsVz/wBBbUP+/elf/KygDQorP+xXP/QW1D/v3pX/AMrKPsVz/wBBbUP+/elf/KygDQorP+xXP/QW1D/v3pX/AMrKPsVz/wBBbUP+/elf/KygDQorP+xXP/QW1D/v3pX/AMrKPsVz/wBBbUP+/elf/KygDQorP+xXP/QW1D/v3pX/AMrKPsVz/wBBbUP+/elf/KygDQorP+xXP/QW1D/v3pX/AMrKPsVz/wBBbUP+/elf/KygDQorP+xXP/QW1D/v3pX/AMrKPsVz/wBBbUP+/elf/KygDQorP+xXP/QW1D/v3pX/AMrKPsVz/wBBbUP+/elf/KygDQorP+xXP/QW1D/v3pX/AMrKPsVz/wBBbUP+/elf/KygDQorP+xXP/QW1D/v3pX/AMrKPsVz/wBBbUP+/elf/KygDQorP+xXP/QW1D/v3pX/AMrKPsVz/wBBbUP+/elf/KygDQorP+xXP/QW1D/v3pX/AMrKPsVz/wBBbUP+/elf/KygDQorP+xXP/QW1D/v3pX/AMrKPsVz/wBBbUP+/elf/KygD8sv+CyH/JpGm/8AZX/Bv/pk8X1/LJX9SP8AwWKt5ov2S9OZ7+7uV/4W94OHlzJYqmToni7DZt7OCTcMYHz7eTlScEfy3V/c/wBHv/k3y/7HeZ/+k4U/zS+lX/ydWX/ZOZP/AOl40K/uZ/Z7/wCSB/A//skHw0/9QvRa/hmr+4v9n20uG+AvwRYapfoD8IfhqQix6YVQHwZopCqX05nKqOBuZmwPmYnJPyn0mP8AkVcK/wDYwzL/ANRsMfcfQ6/5HnG//Yqyj/1LxZ7bRWf9iuf+gtqH/fvSv/lZR9iuf+gtqH/fvSv/AJWV/IZ/epoUVn/Yrn/oLah/370r/wCVlH2K5/6C2of9+9K/+VlAGhXz/wDs0f8AJOvEf/ZwH7WX/rU/xlr3D7Fc/wDQW1D/AL96V/8AKyvDP2ZVKfDfxCrSPKy/H/8AaxBkkCB3I/an+MvzMIkjjBPfZGi+iigD6DooooAKKKKACuc8VeEfDvjbTLXRvFGmpq2m2XiTwd4utrWSe7t1i8RfD/xdofjzwhqQksp7aZn0bxb4b0TWIoHka0upLFLa/gurGa4tZvJP2kv2gdK/Zt+HVn47vfAHxC+LGr694++HXww8FfDD4Up4E/4T7x143+J/jHSPBnh3RtBufih47+GHw605La41WTXNa1Txj8QPC2j6b4e0jVrs6hNeRWmn3u98FPiX40+KnhXUPEPjr9nr4wfs16vZ+ILrRrfwL8a9a+AWveKtW06307Sr6HxZp95+zn8cfj94Jj8P31zqN5o9rbap4x03xUmo6Fqst94Zs9Im0PVNZAPYKK/PHwt/wUj+FWtfZfEvir4U/HT4U/BHxP4b+Jfi74UftJfELSfhefg98ZvDfwn8KeI/iD4p1XwTB4H+LHjb4r+H4Lr4ceD/ABX8RPCkfxc+F3wyuPGXgzw9qmseGYdTW3EL+pfAX9rq2+NXjBPAPiX4AfH/APZ18Wav8P2+LHgLSPjvp3wlhk+Jfw0t9U0TRdV8WeFbj4QfF/4vWmlyeHdS8U+ErbxN4O+IFx4I+Ivh4+LPDz6t4OtY78PGAeefEb/lKb+xv/2YB/wUs/8AWiv+CTtff9fAHxG/5Sm/sb/9mAf8FLP/AFor/gk7X3/QAUUUUAFFFFABRRRQAUUUUAfhn/wW/wD+RA+Af/Y4eNP/AEy6NX86df0Wf8Fv/wDkQPgH/wBjh40/9MujV/OnX99eBX/JtMj/AOwjOP8A1b40/wAufpMf8ni4l/7Bcg/9UOXGhpP/ACFdM/7CFl/6UxV/fRX8C+k/8hXTP+whZf8ApTFX99Ffl30m/wCJwX/g4h/9KyQ/avoa/wALxE/6+cKf+k8RhRRRX8rH9uBRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQB/Cv8b/8AktPxe/7Kh4//APUr1avL69Q+N/8AyWn4vf8AZUPH/wD6lerV5fX+pWV/8i3Lv+wHCf8AqPTP8UM4/wCRtmn/AGMcb/6k1T97P+CG/wDyFf2lf+wf8Jv/AEp+Itf0GV/Pn/wQ3/5Cv7Sv/YP+E3/pT8Ra/oMr+DvHH/k53Ef+DJv/AFRZYf6d/Rs/5M1wl/184h/9abOAooor8mP3Q+Xv2qv2r/An7I/g7w7418faD4t8Qab4l8Sr4Xs7bwhbaPdX0N82l6hqwnuk1rWdEgW18jTpo90VxLN5zxjydhZ0+E/+H137N3/RNfjf/wCCjwH/APN9Wf8A8Fsv+SB/Cj/sr8f/AKhfiiv5pK/qnwp8J+DuLeDsHnWc4bG1cdWxePoznQx9ahTcMPiZU6aVOHupqCs2tW7t6n8SeN/jnx/wL4gY/h7h/GZdRyzD4DLMRThicsw+KqqpisJCtWbrVPeac2+VP4U7Lof01/8AD679m7/omvxv/wDBR4D/APm+r9gdOvotT0+w1KFZEh1Cytb6JJQolSK7gSeNZAjOgkVJAHCuyhgdrMME/wACdf3seEv+RV8M/wDYv6N/6bravkfGzw/4b4HpcOSyChiqLzKpmscV9YxdXE8ywkcudHk9p8Fniarlb4rq/wAKPuvo5+KnF/iTW4uhxTicFiI5PSyOeC+qYGjg3F46WaxxHtHS/icywlHl5vhalb4joKKKK/BD+oQooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA/KL/AILIf8mkab/2V/wb/wCmTxfX8slf1N/8FkP+TSNN/wCyv+Df/TJ4vr+WSv7n+j3/AMm+X/Y7zP8A9Jwp/ml9Kv8A5OrL/snMn/8AS8aFf3M/s9/8kD+B/wD2SD4af+oXotfwzV/cz+z3/wAkD+B//ZIPhp/6hei18p9Jj/kVcK/9jDMv/UbDH3H0Ov8Akecb/wDYqyj/ANS8Wev0UUV/IZ/eoUUUUAFfP/7NH/JOvEf/AGcB+1l/61P8Za+gK+f/ANmj/knXiP8A7OA/ay/9an+MtAH0BRRRQAUUUUAfB3/BQH4efDjx38PfhHqXxX0v9rbU/BPw0+O+g/ETU3/Y1Xx9N8S9LltPh38TvCtnqniG0+CSTftKXXgSG48Wpb3f/DMsEvxj0/xbdeDdYgez8B6b471Cz479kP4m6p8Pvhh8WvEHxM/4X/oXwAl/am+Hnwz/AGP7z9ojw/8AG/X/AI+6p8Kvix4a/Zu+GfhP/hY+n/FOy139pCFNU/a58d/FbQtK8QfH2xsPGHhj4bf2B4l+It5ovgnR5PEVv+kVZ+p6TpWtW0dnrOmafq1pDqGk6tDa6nZW1/bRaroGq2Wu6FqccF1FLFHqGi65punazpN6qi503VbCy1Gzlhu7WCaMA/mS8b/An4lftKf8E+v2Tv8AgnT4Q+Gfx98L/HD9kP8AZh+M/wAIfitr/wAR/wBn/wCLfw4+FU+v6T/wSp/a5/4J96Fc+BvjR438L+H/AIQfFaPx78Ufjp4P8X+El+FHjvxzv8GxX+r67Joi2NwYv1K+FPj0/tSftnfBv4++Evhn+0D8O/CXwP8A2Sf2mPhT49tvj3+z18ZP2f7qL4h/tGfFX9jTxp4e8L+GY/jH4M8Ev8Q5PCmmfs1eNY/E/if4dReLPAVtJqmgrY+Lr06pAsn6Z0UAfn58TYYrn/gqR+xvBcRRzwH9gT/gpTKYZkWWIyx/tEf8EoUjlMbhk8xEmlRHxuVZZFUgOwP3n/ZOlf8AQM0//wAArb/43Xwh8Rv+Upv7G/8A2YB/wUs/9aK/4JO19/0AZ/8AZOlf9AzT/wDwCtv/AI3R/ZOlf9AzT/8AwCtv/jdaFFAGf/ZOlf8AQM0//wAArb/43R/ZOlf9AzT/APwCtv8A43WhRQBn/wBk6V/0DNP/APAK2/8AjdH9k6V/0DNP/wDAK2/+N1oUUAZ/9k6V/wBAzT//AACtv/jdH9k6V/0DNP8A/AK2/wDjdaFFAH4Vf8FuLO0tfAPwFNta21uX8X+Mw5ggihLAaLoxAYxqpYAkkA5xniv53K/os/4Lf/8AIgfAP/scPGn/AKZdGr+dOv768Cv+TaZH/wBhGcf+rfGn+XP0mP8Ak8XEv/YLkH/qhy40NJ51XTAen9oWf/pTHX97H9k6V/0DNP8A/AK2/wDjdfwT6T/yFdM/7CFl/wClMVf30V+XfSb/AInBf+DiH/0rJD9q+hr/AAvET/r5wp/6TxGZ/wDZOlf9AzT/APwCtv8A43R/ZOlf9AzT/wDwCtv/AI3WhRX8rH9uGf8A2TpX/QM0/wD8Arb/AON0f2TpX/QM0/8A8Arb/wCN1oUUAZ/9k6V/0DNP/wDAK2/+N0f2TpX/AEDNP/8AAK2/+N1oUUAZ/wDZOlf9AzT/APwCtv8A43R/ZOlf9AzT/wDwCtv/AI3WhRQBn/2TpX/QM0//AMArb/43R/ZOlf8AQM0//wAArb/43WhRQBn/ANk6V/0DNP8A/AK2/wDjdH9k6V/0DNP/APAK2/8AjdaFFAGf/ZOlf9AzT/8AwCtv/jdH9k6V/wBAzT//AACtv/jdaFFAGf8A2TpX/QM0/wD8Arb/AON0f2TpX/QM0/8A8Arb/wCN1oUUAfwrfG1VX4z/ABdVVCqvxP8AHyqqgBVUeK9WAVQMAAAAAAYA4FeYV6h8b/8AktPxe/7Kh4//APUr1avL6/1Kyv8A5FuXf9gOE/8AUemf4oZx/wAjbNP+xjjf/UmqfvJ/wQ+tLW61X9pMXNtb3ITT/hPs8+GObZuufiJu2+Yrbd20ZxjOBnoK/oE/snSv+gZp/wD4BW3/AMbr8A/+CG//ACFf2lf+wf8ACb/0p+Itf0GV/B3jj/yc7iP/AAZN/wCqLLD/AE7+jZ/yZrhL/r5xD/602cGf/ZOlf9AzT/8AwCtv/jdH9k6V/wBAzT//AACtv/jdaFFfkx+6H4s/8Fq7KztfgL8KXtrS1t3b4vRqzQW8UTMv/CGeKDtLRopK5AOCcZAPUV/NbX9Lf/BbL/kgfwo/7K/H/wCoX4or+aSv7y8BP+TcZd/2MM2/9TJn+Yn0oP8Ak7ma/wDYqyP/ANV9MK/vJ8J6TpZ8LeGidN08k+H9GJJs7ckk6dbZJPl8k1/BtX97HhL/AJFXwz/2L+jf+m62r8++k3/A4M/6+5//AOkZOfqn0Nv958Qv+vHC/wD6cz80P7J0r/oGaf8A+AVt/wDG6P7J0r/oGaf/AOAVt/8AG60KK/k4/ucz/wCydK/6Bmn/APgFbf8Axuj+ydK/6Bmn/wDgFbf/AButCv5rfjL/AMFZP2o/AXxf+K3gbQ9P+FT6L4M+JPjnwno733hLWLi+bS/DvifVNH09ryePxVBHPdNaWcJuJkghSSYu6xRqwQfZcHcCZ7x1iMbhcjWDdXAUaVfEfXMQ8PH2dWcqcORqnU5pc0XdWVlrc/PfEDxM4Z8NMLl2M4leYKjmmIrYbC/UMIsXP2uHpxq1PaRdajyR5Jrld5Xd1ZH9IX9k6V/0DNP/APAK2/8AjdH9k6V/0DNP/wDAK2/+N1/Lp/w+Q/a3/wCgb8IP/CN1v/5r6/S//gmz+238ZP2sPFHxS0f4o2vgu3tPB2geHNT0g+FdEv8ASZmudV1HUbW6F495rWqrNGIrWLylRISjFyzOCAPpeIfBnjLhjJsdnuZrKvqOXwpTxH1fHSq1uWtXpYaHJTeHgpP2laF/eVo3fSx8fwp9IXw94y4gy3hrJnnbzLNKlanhfrWWRoYfmoYavi6ntKqxVRwXssPUs+SV5csdL3X6uf2TpX/QM0//AMArb/43R/ZOlf8AQM0//wAArb/43WhRX5QfuRn/ANk6V/0DNP8A/AK2/wDjdH9k6V/0DNP/APAK2/8AjdaFFAGf/ZOlf9AzT/8AwCtv/jdH9k6V/wBAzT//AACtv/jdaFFAGf8A2TpX/QM0/wD8Arb/AON0f2TpX/QM0/8A8Arb/wCN1oUUAZ/9k6V/0DNP/wDAK2/+N0f2TpX/AEDNP/8AAK2/+N1oUUAZ/wDZOlf9AzT/APwCtv8A43R/ZOlf9AzT/wDwCtv/AI3WhRQBn/2TpX/QM0//AMArb/43R/ZOlf8AQM0//wAArb/43WhRQBn/ANk6V/0DNP8A/AK2/wDjdH9k6V/0DNP/APAK2/8AjdaFFAH5Mf8ABYqwsbb9kvTpLeztIJP+FveDl3w28MT7Toni4ldyIrbSQCRnBIGelfy3V/U3/wAFkP8Ak0jTf+yv+Df/AEyeL6/lkr+5/o9/8m+X/Y7zP/0nCn+aX0q/+Tqy/wCycyf/ANLxoV/cX+z7pemP8Bfgi76dYM7/AAh+GrMzWluzMzeDNFLMzGMksSSSSSSTk81/DpX9zP7Pf/JA/gf/ANkg+Gn/AKhei18p9Jj/AJFXCv8A2MMy/wDUbDH3H0Ov+R5xv/2Kso/9S8Wen/2TpX/QM0//AMArb/43R/ZOlf8AQM0//wAArb/43WhRX8hn96mf/ZOlf9AzT/8AwCtv/jdH9k6V/wBAzT//AACtv/jdaFFAGf8A2TpX/QM0/wD8Arb/AON14Z+zLGkXw38QxxIkcafH/wDaxVI41CIij9qf4y4VVUBVA7AAAV9B18//ALNH/JOvEf8A2cB+1l/61P8AGWgD6AooooAKKKKAPHvjZD8f7vwrp2n/ALOWpfB7w/421HxHY2mr+LvjZovjTxh4V8HeEfsOqXGpa9p3w68C6/4G1f4k+I/7Tt9F0ix8JXPxS+FOmCx1bVPEVx42Nx4ftPC/ibyv9kr4vfFX4l2Pxz8HfGmDwJf/ABC/Z5+O+pfBDWPiF8K9C8Q+FPhj8WY4fhd8KfivZ+OPBfhDxV4q8fa74Pj0+3+KyfDrxh4TvviD48Ph74k+AvGulw+K9Ut7aIxbf7WUf7W1z8Ko7D9jC1+C0nxZ1HxXoNlq+ofG/wAd+Jvh5omhfDqT7ZJ4w1bwZrvhv4K/tAQH4m+VFZab4LXxb8M/EPgnS73UZvE3iTSPE9poK+CvFHCfCOf4/wDwa+AWi6V4m/Zr+E3hzxhp3xi+HPg+y+H3wY/aR+Jvx50q++HnxP8Aix4A0b4nfHPxh8VvHv7L/wAHfGeq/EXQU8c/FH4weOtL1X4f60njW98LnV/E/wAXdLvfHXiHX/BgB+efwf8A+Clnj/xr8NPj7+1Pqf7Xf7AHjn4Y/AH4ZftO/tDeNf2MfhH8L/EuoftY+Evgl8M7D4m6x8JU8cfFWP8Abb8W2vhjxHrXhrQfAvibxVrOtfsjaRZ6o2p6n4Z0rwt4Yu9QsNX0r7n+C3xY/al8L/tA+DP2fv2rtf8A2f8Axdr/AMYPgD8Svjz4EvvgT8M/iL8L18Ev8FfG3wP8FfFD4feKYPHPxj+NVv49jsr39oj4eTeG/iHpOofDxtZFpr6XXw501FtZl+TviZ+wJ+0J+0n8P/AH7NfxU8F/sd/s+fs+fCHwZ+0D4J0bV/2VtV+IMFx8StA+N37JHx//AGT38Kaf+z/qnws8B+GP2bfh3YW/x2HxTuvBWj/HD9oFX8S+APCGiwaxvsY/FUX1t8GPhZ+1D4t+P3gv9oL9q7wt+z94H8TfB/4D/FD4FeBrH4B/Fb4j/Fa08cL8cPGnwJ8bfEzxx4nbx/8ABP4Jj4fR/wBofs5+AYfC/gTS4viQ9jFquvm/8f3nkWi3IBR+Js0Vt/wVI/Y3nuJY4IB+wJ/wUpiM0zrFEJZP2iP+CULxxGRyqeY6QyuiZ3MsUjKCEYj7z/tbSv8AoJ6f/wCBtt/8cr4Q+I3/AClN/Y3/AOzAP+Cln/rRX/BJ2vv+gDP/ALW0r/oJ6f8A+Btt/wDHKP7W0r/oJ6f/AOBtt/8AHK0KKAM/+1tK/wCgnp//AIG23/xyj+1tK/6Cen/+Btt/8cr8rtQ/4LIfsrabf32nXHhn42NPYXlzZTtF4T8ItE01rM8EhjZviAjNGXjYozIjFcEqp4FP/h87+yh/0K/xv/8ACR8H/wDzwq+9j4X+IMkpR4SzhqSTTWHVmmk017+zTT/4Zn5hLxp8KoylGXHWQKUW4yTxUrpp2af7vo9H8+zP1d/tbSv+gnp//gbbf/HKP7W0r/oJ6f8A+Btt/wDHK+ZP2Xf2wfhb+1vYeMdR+GOmeNNNg8D3mjWWsL4x0rSdLllm12HUZ7M2C6Vr+urNGiaZcC4aZ7ZkZogiyhmKfVdfIZnlmYZNjq+W5phK2Bx+GcFiMLiI8lak6tKFampxu7c9KpTqLXWMk+p95k+c5XxBluFzjJcdQzLLMaqksLjcLLnoV1RrVMPVdOTSb5K9KpSlorThJdDP/tbSv+gnp/8A4G23/wAco/tbSv8AoJ6f/wCBtt/8crQorhPTPwq/4LcXlpdeAfgKLa6trgp4v8ZlxBPFMVB0XRgCwjZioJBAJxnHFfzuV/RZ/wAFv/8AkQPgH/2OHjT/ANMujV/OnX99eBX/ACbTI/8AsIzj/wBW+NP8ufpMf8ni4l/7Bcg/9UOXGhpPGq6YT0/tCz/9KY6/vY/tbSv+gnp//gbbf/HK/gn0n/kK6Z/2ELL/ANKYq/vor8u+k3/E4L/wcQ/+lZIftX0Nf4XiJ/184U/9J4jM/wDtbSv+gnp//gbbf/HKP7W0r/oJ6f8A+Btt/wDHK0KK/lY/twz/AO1tK/6Cen/+Btt/8co/tbSv+gnp/wD4G23/AMcrQooAz/7W0r/oJ6f/AOBtt/8AHKP7W0r/AKCen/8Agbbf/HK0KKAM/wDtbSv+gnp//gbbf/HKP7W0r/oJ6f8A+Btt/wDHK0KKAM/+1tK/6Cen/wDgbbf/AByj+1tK/wCgnp//AIG23/xytCigDP8A7W0r/oJ6f/4G23/xyj+1tK/6Cen/APgbbf8AxytCigDP/tbSv+gnp/8A4G23/wAco/tbSv8AoJ6f/wCBtt/8crQooAz/AO1tK/6Cen/+Btt/8co/tbSv+gnp/wD4G23/AMcrQooA/hW+NrK3xn+LrKwZW+J/j5lZSCrKfFerEMpGQQQQQQcEcivMK9Q+N/8AyWn4vf8AZUPH/wD6lerV5fX+pWV/8i3Lv+wHCf8AqPTP8UM4/wCRtmn/AGMcb/6k1T95P+CH13a2uq/tJm5ube2D6f8ACfZ580cO/bc/ETdt8xl3bdwzjOMjPUV/QJ/a2lf9BPT/APwNtv8A45X4B/8ABDf/AJCv7Sv/AGD/AITf+lPxFr+gyv4O8cf+TncR/wCDJv8A1RZYf6d/Rs/5M1wl/wBfOIf/AFps4M/+1tK/6Cen/wDgbbf/AByj+1tK/wCgnp//AIG23/xytCivyY/dD8Wf+C1d7Z3XwF+FKW13a3Dr8Xo2ZYLiKVlX/hDPFA3FY3YhckDJGMkDqa/mtr+lv/gtl/yQP4Uf9lfj/wDUL8UV/NJX95eAn/JuMu/7GGbf+pkz/MT6UH/J3M1/7FWR/wDqvphX95PhPVtLHhbw0DqWngjw/owIN5bggjTrbII8zgiv4Nq/vY8Jf8ir4Z/7F/Rv/TdbV+ffSb/gcGf9fc//APSMnP1T6G3+8+IX/Xjhf/05n5of2tpX/QT0/wD8Dbb/AOOUf2tpX/QT0/8A8Dbb/wCOVoUV/Jx/c5n/ANraV/0E9P8A/A22/wDjlfxCftMMr/tH/tAujK6P8bfisyOpDKyt4714qysCQysCCCCQQQQcV/cXX8O37TX/ACcj+0H/ANlv+K//AKnmv1/TP0aP+RzxR/2LMD/6lVT+N/pif8iDgr/scZp/6hUDxCv3G/4Ij3Vra+Pfj2bm5gtw/hHwWEM80cIYjWdaJCmRlDEAgkDOM81+HNfub/wRA/5H74+/9ih4K/8AT1rVfuPjL/ybTin/ALB8B/6t8vP5s+j5/wAni4J/7C8z/wDVFmh/Q3/a2lf9BPT/APwNtv8A45R/a2lf9BPT/wDwNtv/AI5WhRX+ep/q2Z/9raV/0E9P/wDA22/+OUf2tpX/AEE9P/8AA22/+OVoUUAZ/wDa2lf9BPT/APwNtv8A45R/a2lf9BPT/wDwNtv/AI5WhRQBn/2tpX/QT0//AMDbb/45R/a2lf8AQT0//wADbb/45WhRQBn/ANraV/0E9P8A/A22/wDjlH9raV/0E9P/APA22/8AjlaFFAGf/a2lf9BPT/8AwNtv/jlH9raV/wBBPT//AANtv/jlaFFAGf8A2tpX/QT0/wD8Dbb/AOOUf2tpX/QT0/8A8Dbb/wCOVoUUAZ/9raV/0E9P/wDA22/+OUf2tpX/AEE9P/8AA22/+OVoUUAfkx/wWKv7G5/ZL06O3vLSeT/hb3g5tkNxDK+0aJ4uBbajs20EgE4wCRnrX8t1f1N/8FkP+TSNN/7K/wCDf/TJ4vr+WSv7n+j3/wAm+X/Y7zP/ANJwp/ml9Kv/AJOrL/snMn/9LxoV/cX+z7qmmJ8Bfgij6jYK6fCH4aqytd26srL4M0UMrKZAQwIIIIBBGDzX8Olf3M/s9/8AJA/gf/2SD4af+oXotfKfSY/5FXCv/YwzL/1Gwx9x9Dr/AJHnG/8A2Kso/wDUvFnp/wDa2lf9BPT/APwNtv8A45R/a2lf9BPT/wDwNtv/AI5WhRX8hn96mf8A2tpX/QT0/wD8Dbb/AOOUf2tpX/QT0/8A8Dbb/wCOVoUUAZ/9raV/0E9P/wDA22/+OV4Z+zLIkvw38QyROkkb/H/9rFkkjYOjqf2p/jLhlZSVYHsQSDX0HXz/APs0f8k68R/9nAftZf8ArU/xloA+gKKKKACiiigAor4t/bJ8efEXRrj9l34OfC/4hax8IvE/7VH7Sg+Cc3xX8NaD4I8S+LPAHhzwz+zz+0H+0v4p1TwlpXxK8MeOPAD+Jda0D9nrUPBmk3vi7wP4w0bS5/E/9pz+Hr2S0haKX9jvx38QNYu/2ovg78S/iHrXxe8Sfss/tIQ/BOH4q+KPDngjwt4s8eaB4m/Zz/Z4/aV8O6l4s0n4a+H/AAd4BPiLRdH/AGg7Twdqeo+EvBXgzRtXl8NDVIPDGlyXcqOAfZtFfzta/wDtwftH/AH9j79nT/gor4w+Oniv4u+HP2uv2fvjN8ao/wBm7xL8PPgpo/w2+EMtp/wT2/aQ/wCChnwx0z4beIPAfw+8E/FxofDfhz9n4/DHxWvxR+J/xXfxVN4hk1mxu/Dk9rFKP0M+D1/8e/gj+1V8M/2d/jD+0t45/aat/jj+zD8bvjedU8ffD/4H+DZvh543/Z4+I/7MngfxXpXga4+Cfwx+FCTfD7xhH+07p1xo+hePdO8deL9Dbwd5lx8QdSGozwEA2viN/wApTf2N/wDswD/gpZ/60V/wSdr7/r8+vitOmm/8FOf2PNYuFmktIf2D/wDgo9prw2FtcarqjXGoftBf8Er7qCSLQ9LivNansI4tKulvtVg0+TS9MuJdNs9SvLS71jSIL77a/wCEz0j/AJ8/Ff8A4Qfjj/5naAOrorlP+Ez0j/nz8V/+EH44/wDmdo/4TPSP+fPxX/4Qfjj/AOZ2gD+FLxb/AMjV4m/7GDWf/Tjc1z9fdfiH/gnt+2Zfa/rl7a/ATxXLa3msandW0v27wynmQXF7PNDJsk11JE3xurbZEV1zhlVgQMf/AId2ftp/9EB8V/8Agx8Lf/L+v9KKHHfBCoUU+MuFU1Sppp8Q5QmmoRTTTxl009Gnsf4+4nwy8SJYivKPh9xu4utVaa4Uz5ppzk001gLNNaprRo/Un/gh3/yKv7RP/YwfDj/03eL6/dyv5FrP4a/8Fo/2VPAT2n7FnwMuI/E/jTxetx8QLbxFY/CbWUOg6Joxi8PT2snjPxNaWVu41DUtWjlTT53upAUa4iWJIXPO/wDC7v8Ag6u/6IV4e/8ACY/Zk/8Am4r+HvFvHYLMvEPiPG5djMLj8FXqZc6GLwWIo4rC1lDKMvpTdLEUJ1KVRQqQnTk4TfLOEoO0otL/AGG+i74G5vmngXwLjM0478LOCcfOnn0MRw1x5xnR4W4qy50uKM6pweZ5Hj8EsXgli6UYY3Buql9YwOIw2KguStC/9hdFfyF+H/jZ/wAHTD69oia/8DdAi0JtX01dalj8Mfs1F49Ja8hGoyILbxrJcl0szMyi3jknJA8pGk2qf6yf+Ez0j/nz8V/+EH44/wDmdr84Pu+O+AKnAk8shPjHgDi3+044uSlwJxThuJoYD6o8MnHM5YejS+pyxP1lPCKfN7dUMS429i7/AIvf8Fv/APkQPgH/ANjh40/9MujV/OnX9On/AAVP+D3xT/aP8IfCLS/gx8P/ABX4yv8Awv4k8T3+uwf2NeeHfsNpqOl6Zb2cvm+K4tChufOmt5k8uzkuJY9m6VERlZvxe/4d2ftp/wDRAfFf/gx8Lf8Ay/r+2/BnivhbK/D3J8FmfEuQZdjKVfNXVwmPznLsHiaaqZpi6lN1KGIxNOrBVKcozg5QSlCUZRvFpn+Uf0heBuNc68VuIMxybg/inNsvrYbJI0cdlnD+bY/B1ZUslwFKrGlisLhKtCo6VWE6dRQm3CpCUJWlFpfHmk/8hXTP+whZf+lMVf30V/HNp3/BPH9tCDULGeX4B+K0ihvLaWRv7Q8LttjjnR3bauvFjhVJwoLHGACeKx/GvjP/AIOtP+Ey8W/8IdZ+K/8AhEf+Em17/hFv+KD/AGD/APkXP7Vu/wCw/wDkKeHf7T/5Bn2X/kI/6f8A8/f+keZX5x9IjPcjzupwi8mznKs3WGhnqxLyzMcJj1h3WeUeyVf6pWq+y9r7Kp7P2nLz+zny35JW/qH6B3gtxJnn/EUKXEOc8LeFjw/+p1TCT8Wsxx/A9PO1U/1njXjkUsdlVb+0p5fy0XmMaSj9UjjME5t/WIo/sxor+Kj/AITP/g7X/wCfPxX/AOEH+wB/8ztftH/wSS8Z/wDBVT+z/jv/AMPUbPxX9v8Atvw3/wCFI/8AFB/CH/jz8jxx/wALC/5Nz8O+T/rv+EL/AORu/e/9AT5P7Vr+az+5+L/Bb/VHh7H8Qf8AEWfBTif6g8Iv7E4Q47/triHGfWsbh8HfAZb/AGVhvrCw31j61i37aHscFQxFf3vZckv20orlP+Ez0j/nz8V/+EH44/8Amdr451L/AIKafsQ6PqOoaTqXxre01HS72606/tZPhp8X2ktr2ynktrq3cx+AHQvDPFJGxR2QlSVZhgn1MsyPOs7lWhk2T5pm8sOoSxEcsy/F4+VCNRyVOVZYWjVdJVHCag5qKk4yUb8rt/PWc8ScO8ORw8+Ic/yXIoYuVSOFnnOa4HK44mVJQdWOHljq9BVpUlUg6ipuTgpwcklJX+8aK+Af+Ho37Cn/AEXL/wAxn8Yf/nfVzHjD/gojb+KNETUP2J/gX43/AG39W0nVbSz+IGgeCtWtvg9N4B07V7TUp/D+sX+o/GjSfC2n6zFrVzo+qWUFloct5eWz2Uk93HFA0bP2Y7hLirLMLVx2ZcM8QZfgqHJ7bGY7JsywmFo+1qQo0/a4jEYanSp+0q1KdKHPNc9ScIRvKUU44c4r4P4tzrA8PcPca8EZjnGYyrRweDXGfC+G9s8Phq2Lrt18Zm2HwtKNLDYetVlOtWpwUab969k/0lor8iv+G9f2/f8ApDt8d/8AxJL9nP8A+XtH/Dev7fv/AEh2+O//AIkl+zn/APL2vnz9Y/4h1xB/0MOBP/Fo+GX/ANF3n+fZn660Vyn/AAmekf8APn4r/wDCD8cf/M7Xk3xb/am+B/wI0nStc+LfinWfBOk63qL6TpV7qfw8+JU8d5qMdtJePaxrpvhC9kV1topJSZERNqkB92AenB4LGZhiaWCwGExOOxleTjQwmDoVcTia0lFzcaVCjCdWpJRjKTUISajFtqybPzjMMxy/KsHXzDNMdg8twGFip4nHZhiaODweHhKcacZ18TiJ06NKMpzhBSqTinOUYp3kk/oSivgH/h6N+wp/0XL/AMxn8Yf/AJ31H/D0b9hT/ouX/mM/jD/876vov9Q+OP8AojOK/wDxHc3/APmM+T/4id4bf9HC4H/8SzIf/ngff1FfL99+0f4otL28tYP2Uf2oNTgtrq4t4dSsdE+D0dlqEUMrxx31nHqXxo0/UUtbtFWe3S/sLG9WKRFurO2nEkKVf+GlvF3/AEaH+1V/4Jvgj/8AP0r5Q/Tlk2Mkk1WymzSavn2Rxdmk1eMsxUovXVSSad00mnb6qorxPwN8Zrzxa+prr/wY+NvwwFgto1rJ458K6FqCa0bk3ImTTB8NPFfxDeJtPEETXZ1hNJRxeW32Br0rdi19B/4TPSP+fPxX/wCEH44/+Z2g8+vQnhqsqNSVGU4ct3QxGHxVJ80VNctfC1a1CdlJKXJUlySvCVpxlFfxBfG//ktPxe/7Kh4//wDUr1avL6/Q/wCKf7A37YPiT4nfEfxFovwK8V3uj69488X61pN59r8PW/2vTNU8Q6jfWFz9nu9aguoPPtZ4pfJuYIbiLfsmijkVkHB/8O7P20/+iA+K/wDwY+Fv/l/X+kOXcc8Ewy/AwnxjwtCcMHhYzhPiDKYyjKNCClGUXi04yi0000mmmmrn+QGa+GniNUzTMqlPgDjapTqY/GThOHCueyhOEsRUlGcJRwDjKMotOMk2mmmm0z9Gf+CG/wDyFf2lf+wf8Jv/AEp+Itf0GV/Jt4N+GX/BXX9kL4c+N9T/AGRv2cbfWPij448bfDiw1fS/G0PgrU9PbwDoehfFK41m/tH1Lx54c0+3vLTxDqXhK3CtqT3k8GoTG2sp4IL2e0of8NLf8HSX/Rofwr/8E3wm/wDn6V/FnjFmGAzTxEz7G5bjcJmOCrQylUcZgcTRxeFqunkuX0qnssRh51KVT2dWE6c+Sb5KkJwlaUWl/rT9FPwUzzM/A3hLEZpxd4ccFY6OJ4kpV+HuPuMcFwlxNhOXibNpUquMyPNKVLG4ajiqM6eJwdSpBRxOGqU69O8Jxb/rYor+Sf8A4aW/4Okv+jQ/hX/4JvhN/wDP0r+pjQfGyyaHo0mvad4nt9ck0nTn1mCHwJ40aKDVXs4W1GGJodCnhMcd4ZkQxTTRFVBjlkTDn8xP0/jfw/rcEQy2dbi7gDij+0pYuMY8EcW4DieeC+qLDNvMo4JJ4KOI+spYR1NMQ6OJUP4Mj8ov+C2X/JA/hR/2V+P/ANQvxRX80lf1L/8ABUb4W/Ej9ov4RfD7wv8ABvwL4r8Y67ofxHTXtUsf7C1Hw99l0keGNe043f2nxVb6HZz/AOmXttD5FvcTXP73zPJ8pJHT8O/+Hdn7af8A0QHxX/4MfC3/AMv6/tTwU4q4XyrgHA4PNOJMhy3GQx2ZznhcfnGX4PExhUxc5U5SoYjEU6sYzi1KEnBKUXeLaP8AKz6RnBHGmeeKOZ5hkvCPE+cYCpluT06eOyvIM1zDBznSwMIVYQxOEwlajKdOacakVNuEk4ySeh8WV/ex4S/5FXwz/wBi/o3/AKbrav4+v+Hdn7af/RAfFf8A4MfC3/y/r+jyL9vD4CeD4ovCWu6H+1Gmt+Fo08Oawml/sJftx+ItMTVdEUaZqC6d4g8O/s7ar4f12wW7tZhaaxoWqalo+p24jvdMv7yynguJPhvpD5/kWd0eE1k2dZTm7w1TO3iFlmY4PHvDqrHKlSdZYStVdJVXTqezc+Xn9nPlvyyt+ufQ98PuPcLi+Po4rgji/DSq4fhuVKNfhrOaMqkadXO1UlTVTBRc1TdWmpuKai6kFKznG/3TRXw1/wAPE/2b/wDoDftY/wDivr9vv/6GevVPhb+1b8JvjHeavY+CtM+OkM+iW1rd358d/sq/tR/Ca3aG7llhhGn3nxW+Dnguz1mYPC/n22jz39zapsluoYYpYnf+ZD+18ZwpxTl2Gq4zMOGs/wADg6Ci62LxmTZjhsNRU5xpxdWvWw0KVNSnOEIuc0pTnGKu5JP6Rr+Hb9pr/k5H9oP/ALLf8V//AFPNfr+17/hM9I/58/Ff/hB+OP8A5na/lY+On7CH7XXjH42/GLxf4b+BvivUfDvir4p/ELxJoOofaNBs/t+i654t1fU9Lvfsl/rFrfWv2qxuoJ/s97bW93Bv8q4ghmV41/ob6Ped5NkubcR1M5zfLMpp18uwUKFTM8fhcBCtOGJqSlClLFVaUakoxalKMG2k02kmfxj9KzhziHiLJOEaXD+RZzntXDZrmNTE0smyvHZnUw9OeEoxhUrwwVCvKlCck4xlUUYykmk200fmzX7m/wDBED/kfvj7/wBih4K/9PWtV8C/8O7P20/+iA+K/wDwY+Fv/l/X6HfsCfDz9pL9i29+KPi7xz+yX8d/iJJ4ytfB/hzSfDHwqf4P3XiFEtZfEup6jr15L8RPi38OPDMOjac0Vhp9xHH4jn12a+1rTm0/RL3T4NZv9J/Y/Fji7hPMvD3iTBZdxPw9j8ZXoYJUMJgs6y3FYms4ZpgaklSoUMTUq1HGnCc5KEG4wjKTtGLa/BfATw748wfi5wXicx4O4lynB08ZmCrZhnOTY/JsswyqZNmVOEsXmea0MHl+DpzqThTjUxWJo03UnCmpc84p/wBC9FfBP/DaXxX/AOkbX7e3/fv9i7/6M2j/AIbS+K//AEja/b2/79/sXf8A0Ztfwsf6m/6q5p/0FcN/+Jlwh/8APw+9qK4uy8dabdWdpdT6N4102e5tbe4m0698DeLJLzT5Zokkksrt9O0jUNPe6tXYwXD2F/e2bSxubW7uYCkz+c/Fj9pr4MfAzw5ZeLfiz4k1vwV4c1HWrbw7ZarqXw9+JE8FxrV3Y6lqdtp6Jp3hK9nEstjpGpXKs8SxBLSQNIHKK/RhMJi8fiaODwOGxGMxeImqdDC4SjUxGJr1Gm1CjQoxnVqTaTajCMpNJ6aHyOPx2CyrC4jHZnjcJl+BwkHUxWNxuKoYbB4enFqLqVsVWqQw9Omm0vaTqKDurS1R71RXwD/w9G/YU/6Ll/5jP4w//O+o/wCHo37Cn/Rcv/MZ/GH/AOd9X0f+ofHH/RGcV/8AiO5v/wDMZ8j/AMRO8Nv+jhcD/wDiWZD/APPA+/qK/Inxb/wXf/4JT+BfFXibwT4r/amfSPFHg7xBrPhXxJpUnwM/aSun0zX/AA9qNzpOsae9zY/B65srh7LUbS5tmns7m4tZWiMlvPLEySNz/wDxEEf8EiP+jt//ADAv7Tf/AM5evlZRlGUoyi4yi3GUZJqUZJ2cZJ2aaaaaaunoz96w3hJ4rYzD0MXhPDLxCxWExVGlicLisNwXxJXw+Jw9eEatGvQrUstlTrUa1OUalKrTlKFSEozhJxab/Zaivgj9mH/gp3+xF+2br3ijwx+zN8YtT+Kuu+C9Is9e8T6fpnwg+OGiSaVpN/eHT7O8ll8V/DbQbedJrxTAI7Sa4mVhueNU+avsz/hM9I/58/Ff/hB+OP8A5naR8jnOR53w5j6uVcQ5PmmRZpQjSnXy3OcvxeV4+jCvTjWozq4PHUaGIpxrUpwq0pTppVKcozg3GSb6uivh/wAU/wDBR/8AYy8FeJNe8IeKfjDNo/iTwxq+oaDr2k3Hw1+Lbz6bq+lXUtlqFjM9v4DmgaW1uoZYXaGWSMshKOy4Jwf+Ho37Cn/Rcv8AzGfxh/8AnfV9RT4I40rU6dajwhxRVpVYQqUqtPIM2nTqU5xUoVKc44RxnCcWpQnFuMotNNppn5vV8SPDvD1atCvx7wXRr0ak6VajV4pyOnVpVacnCpSq0546M6dSnOLhOE0pRknGSTTR9/UV8i/Dz9uv9mL4tXepaf8ADHxv4o8e6ho9rDfanp/hT4OfGzW7+ysp5vs8V5PZWPw6muVtTPtha4ERhjleJJHRpYg/qf8AwvnwP/0A/jP/AOI4ftD/APzrq8PH5dmGVYmeCzTAYzLcZTjCU8Jj8LXweJhGpFTpynQxEKdWMZwalBuCUotSi2mmfW5NisNxFgaeacP4ihnuWVZ1KVLMcmrU80wNSpRn7OtTp4vBSr4ec6VROFSEajlCa5ZJS0PZ6K8Y/wCF8+B/+gH8Z/8AxHD9of8A+ddXbweONFuIYZ47LxgqTxRzIs/w98fW0ypIgdRNbXPhmK4t5QGAkgnijmifMcsaOrKOM7q2FxWHUXiMNXoKbai61GpSUmkm1FzjG7Sabteya7n5pf8ABZD/AJNI03/sr/g3/wBMni+v5ZK/rH/4KWeAvHP7QH7O1l4E+EXgzxX4t8VQ/Efwzr0mlf8ACPavoO3SdP0vxHbXl39u8TWei6afJmv7RPIW8NzJ5u6KF0jlZPwL/wCHdn7af/RAfFf/AIMfC3/y/r+yvAzijhnKOBlhM24iyLLMX/bGYVfquY5vl+CxHs5xw3JU9jicRSqck+WXLPl5ZWdm7M/zx+ktwXxjn3iVLH5HwnxNnOB/sDKqP1zKshzTMcJ7anLFupS+sYPC1qPtKalHnp8/NHmjzJXR8WV/cz+z3/yQP4H/APZIPhp/6hei1/Jz/wAO7P20/wDogPiv/wAGPhb/AOX9f1EfCfxtq3gz4V/DLwhrPwt+K39seFvh54K8O6sLTwtbT2yanovhrTNN1COCdtXj8+KK7tpo0mVAkoUSRlkZWPzX0heIcgzrLeGqeTZ5k+bToY7MJ14ZZmeCx86MJ4fDxhKrHC16rpxm4tRlNRUmmk20z7T6J3CHFWQ5zxjUz7hzO8hp4nLMrhhqme5ZjMmp4idPFYqVSGHqZlRwsK84RlGU4UpTlGMlKSSaZ9O0V5D/AMLbk/6JZ8Xv/CRtP/l1WrpPxKg1GaSK88E/EnQUji8xbnVvBmozQzPvVfIjXQm1q4EuGMmZoIodiMPO3lEb+Wj+2p4epCLk5UGlq1HFYacu2kIVpTl6Ri312PSaK5T/AITPSP8Anz8V/wDhB+OP/mdo/wCEz0j/AJ8/Ff8A4Qfjj/5naDA6uvn/APZo/wCSdeI/+zgP2sv/AFqf4y16r/wmekf8+fiv/wAIPxx/8zteRfsvXMd58MdeuoVuEin+Pv7WLot1aXVjcKp/ao+MvE1nfQ293bvxzHPBHIOCVAIoA+iKKKKACiiigD5t/aX+Bvij40aN8NNV+HPj7Qfhf8X/AII/FSw+MHwj8deK/h9N8VPCWj+Kl8EeO/hb4gsvFXgCy8bfDXVfEfh/xT8L/ij8QfB2o2+h/EPwXrdpH4hGpaZ4gtLmzRJuC8AfBv43/BPwL4313SPFXw7+K37RHxw/aQ+E/wAUvjp4vh+G2ofDn4d6voM+sfAn4MfEyfwT8Obj4t+Ida8LTeD/ANk74YQ6R4F/t34seP8AUU8Z+GtL8RazD46SebwTqn2fRQB+TOnf8EzvEfiL4d+D/wBm/wCN/wAb/A3xH/ZJ+DHw++Jvw0/Z/wDhh4W+AF18PfiZ4S8LePvgP8TP2WtGs/iP8WNQ+NHj/wAL/ERfAH7PHxe8d/DvQV8KfBn4SJqbahZ654kGrXNm9tc/SHwQ/Zy+OWgfFXRPjL+018evh58dvHPw/wDhN4s+Cvws1H4cfs/6p8B00jwd8RfEfw18VfEvV/Haa18cfjg/jTxx411j4NfC+e81Pw5J8OPCOmjw5dDS/AtsdVZrT7WooA+APiN/ylN/Y3/7MA/4KWf+tFf8Ena+/wCvgD4jf8pTf2N/+zAP+Cln/rRX/BJ2vv8AoAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACv4Rvix/yVL4lf9j/AOMv/Ui1Kv7ua/hG+LH/ACVL4lf9j/4y/wDUi1Kv6h+jN/v3F3/YJk//AKezA/i36Y//ACLeA/8AsOz/AP8AUfKjgK/fz/ghn/zdF/3RP/3rlfgHX7+f8EM/+bov+6J/+9cr9h8bv+TX8T/90X/1ocpPwH6N/wDyejgz/u4v/WUz0/fyiiiv8/T/AFQCvxT/AOC23/JFvg5/2VC+/wDUU1Sv2sr8U/8Agtt/yRb4Of8AZUL7/wBRTVK/SPCH/k5HCn/YdX/9QMWfkHj5/wAmh43/AOxdhf8A1a4A/mzooor/AEQP8nj+/iiiiv8AKc/3ACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAr8gv+C1P/ACaz4B/7L/4W/wDVdfFWv19r8gv+C1P/ACaz4B/7L/4W/wDVdfFWv0Dwr/5OJwl/2NqX/puqflfjf/yafjr/ALEdX/09QP5hKKKK/wBGD/JM/t2+Gfwj+FGpfDj4f6jqPwx+HmoahqHgjwpe39/e+C/Dd1eXt5daDYT3V3d3U+myT3N1czyPNcXEzvLNK7ySOzsSe2/4Ut8HP+iTfDP/AMIPwt/8qqufCb/klfw0/wCyf+Df/Uc02vQK/wAscd/vuM/7CsR/6emf7f5VmWYxyzLVHH41JYDBpJYqukksPTSSSqWSSSSS2suxynh7wJ4H8IzXFz4U8G+FPDFxeRJBdz+HvDukaLNdQxv5iQ3Eum2ds88SP86RysyK/wAwAPNdXRRXKa1atWtN1K1SpVqNJOdWcqk2kkknKbcmkkkrvRJJaH8S37Yf/J1/7SP/AGW/4nf+phq9fOFfR/7Yf/J1/wC0j/2W/wCJ3/qYavXzhX+n/Dn/ACT2Q/8AYmyv/wBQaB/i1xX/AMlTxL/2P84/9WOJP2t/4Ikf8ln+Mn/ZMLD/ANSvTa/pLr+bT/giR/yWf4yf9kwsP/Ur02v6S6/iPx5/5OTmv/YFlP8A6r6B/o/9GH/k0OS/9jLPf/VniAooor8cP6CCiiigAooooAKKKKACiiigAr5//Zo/5J14j/7OA/ay/wDWp/jLX0BXz/8As0f8k68R/wDZwH7WX/rU/wAZaAPoCiiigAooooA+JviNqn7JP7WmhfFT4d/HjwL4x1T4Z/s5+Motb+KOn/tI/BL9oD4H/s/eIL3QE8baJ/aE+u/GvwP8OPgn+1H8KNLGma5rd5LouqfF34OW80Xgb4gXuJ5/ht4ilofsE/CFPhH4C+Lg8L+FT8L/AIIfEX47a/8AEX9mv4GppNx4ZsPgl8FLv4f/AA08I2XhjRvBU0Fmnw70T4gfEDwd8Qfj/pfw1h03RW+Hlp8ZI/B2oeHvDWs6LqXh7TPZ/wBpH9l/4O/tZ+B9E+Hfxt03xxqfhfw5488LfE3RE+H/AMZPjL8DtfsPHHgie5vPCOux+MvgZ4/+HHjJ28P6ncrremafNr8ulW/iGw0XxEtidc0DQ9Q0/ndD/ZV8M+Bfhinwv+GnxL/aD0Swf4x/Cz4v3nib4hftM/tLfH3x7cv8PPiP8NfG2teBofiL8bvjJ43+Imn/AA8+IGh/Dn/hBfE3w/svF0Xw8vdC8WeMV1XwbrVr4t8X6Z4kAP55vEXw9139iD9lP4j/ABx+M/8AwTo/ZV+DH7c3xX+Cf7ffi/4LftafDrWfAPxd/bFj/a/8Qfsuftb/ALWvimx+KXiXQvgT4c1LwTc6h4O8FfFXQtH8TfDf9pf47Q6hZadpngnUdXgtdfglP60/Cn9nr4Lfskft3fAb4b/sx/CbwT8I/h18W/2J/wBqvxN8WIvh34esfDenfELxv8D/AIx/sM6F8KPG/jsaDDZaZ4r+Icmh/G/4ure+Ptftr/xn4mg1G5/tHW723sFji+hPBP8AwT4/ZK8AeIrfxFoXw21zUI9J0zxHong7wZ43+Lvxp+Jfwk+FmjeLvDuq+DvEukfBL4JfEf4ieK/g98DNM1jwZrmteC7yw+D3gbwPaN4M1bUvCSRJ4dvbnTZOz+Av7H3wI/Zr1HUtX+FmkfEE6rqGgad4Sg1L4m/HX48fHi+8NeDNJn+06f4H8A3Xx1+JXxIn+G/gW3uVgnHgn4fv4a8KyTWOmSTaRI+laabUA8Y+JplX/gqR+xubdI5Z/wDhgT/gpSBHNK0EXlH9oj/glCZHMyQ3LiRXESpF5BV1eR2ljMSpN95+Zqv/AD5af/4M7n/5U18IfEb/AJSm/sb/APZgH/BSz/1or/gk7X3/AEAZ/mar/wA+Wn/+DO5/+VNHmar/AM+Wn/8Agzuf/lTWhRQBn+Zqv/Plp/8A4M7n/wCVNHmar/z5af8A+DO5/wDlTWhRQBn+Zqv/AD5af/4M7n/5U0eZqv8Az5af/wCDO5/+VNaFFAGf5mq/8+Wn/wDgzuf/AJU0eZqv/Plp/wD4M7n/AOVNaFFAGf5mq/8APlp//gzuf/lTR5mq/wDPlp//AIM7n/5U1oUUAZ/mar/z5af/AODO5/8AlTR5mq/8+Wn/APgzuf8A5U1oUUAZ/mar/wA+Wn/+DO5/+VNHmar/AM+Wn/8Agzuf/lTWhRQBn+Zqv/Plp/8A4M7n/wCVNfwq/FbP/C0fiTuADf8ACfeMdwBLAH/hItRyAxCkgHoSqkjnA6V/d1X8I3xY/wCSpfEr/sf/ABl/6kWpV/UP0Zv9+4u/7BMn/wDT2YH8W/TH/wCRbwH/ANh2f/8AqPlRwFfvp/wQ6a7X/hp/7LDbzZ/4Urv8+5kttuP+Ftbdnl2l1vz827Pl7cDG7cdv4F1+/n/BDP8A5ui/7on/AO9cr9h8bv8Ak1/E/wD3Rf8A1ocpPwH6N/8Ayejgz/u4v/WUz0/ezzNV/wCfLT//AAZ3P/ypo8zVf+fLT/8AwZ3P/wAqa0KK/wA/T/VAz/M1X/ny0/8A8Gdz/wDKmvxa/wCC173jfBj4PC5gtol/4WffbTBdy3DFv+EU1PhlksrUKMc7gzHPG3vX7a1+Kf8AwW2/5It8HP8AsqF9/wCopqlfpHhD/wAnI4U/7Dq//qBiz8g8fP8Ak0PG/wD2LsL/AOrXAH82dFFFf6IH+Tx/fR5mq/8APlp//gzuf/lTR5mq/wDPlp//AIM7n/5U1oUV/lOf7gGf5mq/8+Wn/wDgzuf/AJU0eZqv/Plp/wD4M7n/AOVNaFFAGf5mq/8APlp//gzuf/lTR5mq/wDPlp//AIM7n/5U1oUUAZ/mar/z5af/AODO5/8AlTR5mq/8+Wn/APgzuf8A5U1oUUAZ/mar/wA+Wn/+DO5/+VNHmar/AM+Wn/8Agzuf/lTWhRQBn+Zqv/Plp/8A4M7n/wCVNHmar/z5af8A+DO5/wDlTWhRQBn+Zqv/AD5af/4M7n/5U0eZqv8Az5af/wCDO5/+VNaFFAGf5mq/8+Wn/wDgzuf/AJU0eZqv/Plp/wD4M7n/AOVNaFFAGf5mq/8APlp//gzuf/lTR5mq/wDPlp//AIM7n/5U1oUUAZ/mar/z5af/AODO5/8AlTR5mq/8+Wn/APgzuf8A5U1oUUAZ/mar/wA+Wn/+DO5/+VNHmar/AM+Wn/8Agzuf/lTWhRQBn+Zqv/Plp/8A4M7n/wCVNYPiHw1pvi6yi03xX4Q8I+J9OgukvobDxDFBrVlDexRTwR3kVrqWg3MEd1HBc3MKXCRiVIrieNXCSyK3XUVdOpOlONSlOdOpB3jOnJwnF94yi1JPzTTIqUqdaEqVanCrTmrTp1IRnCa7ShJOMl5NNHkH/Clvhb/0RX4Qf+Ep4d/+ZOj/AIUt8Lf+iK/CD/wlPDv/AMydev0V1/2nmX/Qwx3/AIV1/wD5Z5L7jg/sfKP+hVlv/hDhf/lXkvuMqBL61ghtrbTNKt7a3ijgt7eC/mhggghQRxQwxR6OscUUUaqkcaKqIihVAUAVL5mq/wDPlp//AIM7n/5U1oUVwttttu7erb3b7s9FJJJJJJKyS0SS2SXRIz/M1X/ny0//AMGdz/8AKmjzNV/58tP/APBnc/8AyprQooGfxKftgFz+1Z+0eZFVZD8bfiYXVHMiK3/CX6tuCuyRs6g5AYxoSOSq5wPnKvo/9sP/AJOv/aR/7Lf8Tv8A1MNXr5wr/T/hz/knsh/7E2V/+oNA/wAXuK/+Sp4l/wCx/nH/AKscSftN/wAET2uV+M3xiNtFBK3/AArGw3Ce4kt1C/8ACVabyrR210WOeNpVRjnd2r+kLzNV/wCfLT//AAZ3P/ypr+cT/giR/wAln+Mn/ZMLD/1K9Nr+kuv4j8ef+Tk5r/2BZT/6r6B/o/8ARh/5NDkv/Yyz3/1Z4gz/ADNV/wCfLT//AAZ3P/ypo8zVf+fLT/8AwZ3P/wAqa0KK/HD+gjP8zVf+fLT/APwZ3P8A8qaPM1X/AJ8tP/8ABnc//KmtCigDP8zVf+fLT/8AwZ3P/wAqaPM1X/ny0/8A8Gdz/wDKmtCigDP8zVf+fLT/APwZ3P8A8qaPM1X/AJ8tP/8ABnc//KmtCigDP8zVf+fLT/8AwZ3P/wAqaPM1X/ny0/8A8Gdz/wDKmtCigDP8zVf+fLT/APwZ3P8A8qa8M/ZlLn4b+ITKqJIfj/8AtY71jcyIrf8ADU/xlyFkaOJnA7MY0J/uivoOvn/9mj/knXiP/s4D9rL/ANan+MtAH0BRRRQAUUUUAef/ABS+LXwr+BvgTXPij8bPiZ8Pvg98M/DJ0weJPiL8UvGfhz4feBPDx1rV7Dw9ow1zxd4t1LSPD+knVtf1XS9D0wX+oW/2/V9SsNNtfNvby3gk5/4KftC/AL9pTwrqHjr9nP44/B/4/eCdJ8QXXhPVPGPwU+Jfgv4qeFdN8VWOnaVrF94Z1DxD4F1rXtIs/EFnpGu6Hql1o1xeR6jb6drOlX01sltqNnLN8GftX3fx4/aE1D4ZfDfwv4K0L9krUfh1+2t8NNW8FfEf9srVfg94v+HP7SMPw+8P/Gvxj4dvP2e/hj+z7+0trHxT+IXiDTfFfgHwN8ULb4afFXWP2W/F9/4Ch1DWGuob/wALeMPC+n/Tn7Jnxv8AG3xYT9oHwJ8S7vwJr/xE/Zh+PLfADxp49+F2iav4U+HXxF1p/gn8FPjiviXwp4L8QeM/iPrvglNM03426f4F8SeE9V+IXja60fxr4O8TQjxDd27QRQAHpHgz9pr9m74j/ETxr8Ifh5+0H8EPHnxY+G32z/hYvwv8GfFfwH4o+IngH+z7tbC//wCE18FaHr994l8LfYb50srz+3dMsPs126202yZghk+D/wC0p+zn+0K3idfgD8fvgp8cW8E6hFpPjNfg/wDFTwL8TG8I6pObgQ6b4nHgvXtbOgahMbW6EVnqv2S4kNtcBIyYZNv84fx2tPHCf8EdP+CbU/wrisX/AGgY/wBkD9piHxjN4eOjS+L4vHd9/wAEZv24bn4xxyzxb7mK9l/bGtvhv/wnotmWJfiZFoMWsgXq26D9krK08Kwft+fsky/COLwx/wAK2b/gnX+1PaXtx4RGkyae/hiy+NH7BDfs6RG4sd07+Go9Bu/jW/w/AkOlPBL4tk03c/2tgAa3xG/5Sm/sb/8AZgH/AAUs/wDWiv8Agk7X3/X5+fE0St/wVI/Y3Fu8cU//AAwJ/wAFKSJJomni8oftEf8ABKESIYUmtnMjOYmSXzwqKkiNFIZVeH7z8vVf+f3T/wDwWXP/AMtqANCis/y9V/5/dP8A/BZc/wDy2o8vVf8An90//wAFlz/8tqANCis/y9V/5/dP/wDBZc//AC2o8vVf+f3T/wDwWXP/AMtqANCis/y9V/5/dP8A/BZc/wDy2o8vVf8An90//wAFlz/8tqANCis/y9V/5/dP/wDBZc//AC2o8vVf+f3T/wDwWXP/AMtqANCis/y9V/5/dP8A/BZc/wDy2o8vVf8An90//wAFlz/8tqANCis/y9V/5/dP/wDBZc//AC2o8vVf+f3T/wDwWXP/AMtqANCis/y9V/5/dP8A/BZc/wDy2o8vVf8An90//wAFlz/8tqANCv4Rvix/yVL4lf8AY/8AjL/1ItSr+6ny9V/5/dP/APBZc/8Ay2r8c/En/BGH4V+JvEWv+I7r4y/EG3ufEGtarrdxb2+jeHDBBPqt9PfzQwmSN5DFFJcMke9mfYq7mLZJ/c/BLjnh3gnFcQ1eIMVWw0Mww+XU8K6OFr4pzlh6uLlVUlQhNwUVWg05W5rtK7TP5q+kd4a8WeI2C4Uo8K4PD4yplWKzarjViMdhsEqcMXSwEKDi8TUpqo5SoVbqF3FRV91f+aOv38/4IZ/83Rf90T/965Xo3/Dkb4R/9Fr+I3/gl8M//Ga+0/2QP2IPDn7HP/Cw/wDhDPHmt+K/+Fi/8Il/aX/CT6TYJ9g/4RH/AISb7H9h/sq4ss/av+EnuvtPn+Zj7Nb+VszJv/RPE7xb4J4n4GzzI8ox+KrZjjv7N+r0qmXYyhCX1bN8vxlXmq1aUacOWhQqyXNJczioq7lFP8l8GfAnxH4N8SuG+JM+yvBYbKct/tj63Wo5tgMTUh9cyDNMBQ5aFCtOrPmxOKowfLF8sXKcrRi2fcdFZ/l6r/z+6f8A+Cy5/wDltR5eq/8AP7p//gsuf/ltX8kH93mhX4p/8Ftv+SLfBz/sqF9/6imqV+znl6r/AM/un/8Agsuf/ltX4tf8Fr0vF+DHweNzPbSr/wALPvtogtJbdg3/AAimp8s0l7dBhjjaFU553dq/SPCH/k5HCn/YdX/9QMWfkHj5/wAmh43/AOxdhf8A1a4A/m8ooor/AEQP8nj+/iis/wAvVf8An90//wAFlz/8tqPL1X/n90//AMFlz/8ALav8pz/cA0KKz/L1X/n90/8A8Flz/wDLajy9V/5/dP8A/BZc/wDy2oA0KKz/AC9V/wCf3T//AAWXP/y2o8vVf+f3T/8AwWXP/wAtqANCis/y9V/5/dP/APBZc/8Ay2o8vVf+f3T/APwWXP8A8tqANCis/wAvVf8An90//wAFlz/8tqPL1X/n90//AMFlz/8ALagDQorP8vVf+f3T/wDwWXP/AMtqPL1X/n90/wD8Flz/APLagDQorP8AL1X/AJ/dP/8ABZc//Lajy9V/5/dP/wDBZc//AC2oA0KKz/L1X/n90/8A8Flz/wDLajy9V/5/dP8A/BZc/wDy2oA0KKz/AC9V/wCf3T//AAWXP/y2o8vVf+f3T/8AwWXP/wAtqANCis/y9V/5/dP/APBZc/8Ay2o8vVf+f3T/APwWXP8A8tqANCis/wAvVf8An90//wAFlz/8tqPL1X/n90//AMFlz/8ALagDQorP8vVf+f3T/wDwWXP/AMtqPL1X/n90/wD8Flz/APLagDQorP8AL1X/AJ/dP/8ABZc//Lajy9V/5/dP/wDBZc//AC2oA0KKz/L1X/n90/8A8Flz/wDLajy9V/5/dP8A/BZc/wDy2oA0KKz/AC9V/wCf3T//AAWXP/y2o8vVf+f3T/8AwWXP/wAtqAP4pv2w/wDk6/8AaR/7Lf8AE7/1MNXr5wr6N/bADj9qz9o8SMrSD42/EwOyIY0Zv+Ev1bcVRnkZFJyQpkcgcFmxk/OVf6f8Of8AJPZD/wBibK//AFBoH+L3Ff8AyVPEv/Y/zj/1Y4k/a3/giR/yWf4yf9kwsP8A1K9Nr+kuv5rf+CJ63LfGb4xC2lgib/hWNhuM9vJcKV/4SrTeFWO5tSpzzuLMMcbe9f0heXqv/P7p/wD4LLn/AOW1fxH48/8AJyc1/wCwLKf/AFX0D/R/6MP/ACaHJf8AsZZ7/wCrPEGhRWf5eq/8/un/APgsuf8A5bUeXqv/AD+6f/4LLn/5bV+OH9BGhRWf5eq/8/un/wDgsuf/AJbUeXqv/P7p/wD4LLn/AOW1AGhRWf5eq/8AP7p//gsuf/ltR5eq/wDP7p//AILLn/5bUAaFFZ/l6r/z+6f/AOCy5/8AltR5eq/8/un/APgsuf8A5bUAaFFZ/l6r/wA/un/+Cy5/+W1Hl6r/AM/un/8Agsuf/ltQBoV8/wD7NH/JOvEf/ZwH7WX/AK1P8Za9w8vVf+f3T/8AwWXP/wAtq8M/ZlDj4b+IRKyPIPj/APtY72jQxozf8NT/ABlyVjaSVkB7KZHI/vGgD6DooooAKKKKAOE+Jfwt+GPxn8Gav8OfjD8OfAnxY+HviBII9f8AAfxL8IeH/HfgzXEtbiO7tk1fwv4o0/VdD1JLe6hhuYFvbGcQ3EUc0YWSNWHAXX7MfwMT4VeFPgh4X+Gngv4cfCjwP49+EnxH8J+APhr4R8KeC/CHh/xH8FPi54M+N3gZtH8L6TocXh7S7W08feBNA1K4XTtLtbpRFLPp13p2p/ZtSttr41/HHwX8AfCun+MfHWi/GDXdI1LxBa+Gbez+Cn7PXx9/aU8VR6jeadquqQ3OoeBf2c/hp8VPG2k+H0ttGvIrrxZqnh6z8K2OozaVo99rNvq+u6HY6jj/ALPn7Sfwr/ag8KeI/GXwlf4jf2P4S8ca18N/EVp8Uvgd8b/2f/FOmeMvD1ho+o61pUvgb4/fDv4ZeNpYLCHXdPgl1i28PTaG+prqWjQ6lJq+i6zY2ABJ4K/Zd/Zn+G3xD8a/F34dfs7fArwD8V/iUl/H8Rvif4K+EfgDwr8Q/H8eq3sepanH418a6F4fsPEnipNR1GKLUL9dd1O/W8vY47q4Ek6LIJvg5+zN+zf+zqfFDfs+/s+/BH4FN43vrfU/GjfBz4UeA/hifF+pWhujaah4oPgnQdEOv31qb29Nvd6t9ruITd3XlyL9ol3+OeCv+CgH7NXxC8a6x4L8K3fxzu4fD+t/FLQNY+J+pfsh/td+G/2crG9+C8/i2z+JF3J+1T4l+Bmkfs0PoGg6h4G8T6VbeKofixJ4Y8Razp8OjeF9X1rVNU0i0v8AtPgP+2J8A/2ktW1TQPhXr3jltc0zw7pvjKPR/iR8Evjj8DdT8ReB9YunstL8f+BbH44fDn4dXPxF+H19eItrbePPAUXiTwhJcT2cQ1rffWazgHjvxG/5Sm/sb/8AZgH/AAUs/wDWiv8Agk7X3/XwB8Rv+Upv7G//AGYB/wAFLP8A1or/AIJO19/0AFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABX4p/8Ftv+SLfBz/sqF9/6imqV+1lfin/wW2/5It8HP+yoX3/qKapX6R4Q/wDJyOFP+w6v/wCoGLPyDx8/5NDxv/2LsL/6tcAfzZ0UUV/ogf5PH9/FFFFf5Tn+4AUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAH8S37Yf/ACdf+0j/ANlv+J3/AKmGr184V9H/ALYf/J1/7SP/AGW/4nf+phq9fOFf6f8ADn/JPZD/ANibK/8A1BoH+L3Ff/JU8S/9j/OP/VjiT9rf+CJH/JZ/jJ/2TCw/9SvTa/pLr+bT/giR/wAln+Mn/ZMLD/1K9Nr+kuv4j8ef+Tk5r/2BZT/6r6B/o/8ARh/5NDkv/Yyz3/1Z4gKKKK/HD+ggooooAKKKKACiiigAooooAK+f/wBmj/knXiP/ALOA/ay/9an+MtfQFfP/AOzR/wAk68R/9nAftZf+tT/GWgD6AooooAKKKKAPz4/aP+PH7VPwk+B/7TPirWfht8EvAeuDxD4K+EH7G3ifwX8ZfGXxk1Xxt8Q/j18UrT4D/BnxF8ZPh74p/Z6+Dmj/AA1urTx749+E+q6l4H8KeO/jVYam2q+KPDy+L4YdA0zW/FX054C8LfC79lz4PeAfAJ8Tab4Y8GeFpfBnw+sPE/j3xHYWV/4t8e/EHxbpXhPRbrxF4k1q5tf+El+KXxo+K/i6yimurmefxH8Rvin43WKJdU8TeJIorv2uuc8VeEfDvjbTLXRvFGmpq2m2XiTwd4utrWSe7t1i8RfD/wAXaH488IakJLKe2mZ9G8W+G9E1iKB5GtLqSxS2v4LqxmuLWYA/lo8Q6/rek/sgeJv2Kf2TP29tb/bv+JXxm/Zl/bM+DPxa+B0fw6+FXgHxH+zNqms/sZftP/ELRfi9q/wx8DfDrSv2of2evFXib9pTRvh58LtW8G/tZ/ETx94k1HxP8YJ7Oxa38WadFGP1p+E/x9+B37WH7dHwF+JP7K/xg+Hnxh+GXwk/Yr/as8H/ABWl+F/ijSvEmnfDzxl8ZPjB+wtr3wd8G+PbXQbi6tvB/jh/D/wa+MbR+B/En9m+LfDsGlatHe6LYx3L+Z+qNFAH5+fE2JZ/+CpH7G8LmRUP7An/AAUplzDNLbS7k/aI/wCCUKKBPbvFOIyJWLxCTypGEbyIzwxMn3n/AGZbf89NQ/8ABtqv/wAm18IfEb/lKb+xv/2YB/wUs/8AWiv+CTtff9AGf/Zlt/z01D/wbar/APJtH9mW3/PTUP8Awbar/wDJtaFFAGf/AGZbf89NQ/8ABtqv/wAm0f2Zbf8APTUP/Btqv/ybWhRQBn/2Zbf89NQ/8G2q/wDybR/Zlt/z01D/AMG2q/8AybWhRQBn/wBmW3/PTUP/AAbar/8AJtH9mW3/AD01D/wbar/8m1oUUAZ/9mW3/PTUP/Btqv8A8m0f2Zbf89NQ/wDBtqv/AMm1oUUAZ/8AZlt/z01D/wAG2q//ACbR/Zlt/wA9NQ/8G2q//JtaFFAGf/Zlt/z01D/wbar/APJtH9mW3/PTUP8Awbar/wDJtaFFAGf/AGZbf89NQ/8ABtqv/wAm0f2Zbf8APTUP/Btqv/ybWhRQBn/2Zbf89NQ/8G2q/wDybR/Zlt/z01D/AMG2q/8AybWhRQBn/wBmW3/PTUP/AAbar/8AJtH9mW3/AD01D/wbar/8m1oUUAZ/9mW3/PTUP/Btqv8A8m1+LX/Ba+0it/gx8Hmje5Yt8T75SJ728ulx/wAIpqZ+VbmeVVP+0oDY4zjiv21r8U/+C23/ACRb4Of9lQvv/UU1Sv0jwh/5ORwp/wBh1f8A9QMWfkHj5/yaHjf/ALF2F/8AVrgD+bOiiiv9ED/J4/vo/sy2/wCemof+DbVf/k2j+zLb/npqH/g21X/5NrQor/Kc/wBwDP8A7Mtv+emof+DbVf8A5No/sy2/56ah/wCDbVf/AJNrQooAz/7Mtv8AnpqH/g21X/5No/sy2/56ah/4NtV/+Ta0KKAM/wDsy2/56ah/4NtV/wDk2j+zLb/npqH/AINtV/8Ak2tCigDP/sy2/wCemof+DbVf/k2j+zLb/npqH/g21X/5NrQooAz/AOzLb/npqH/g21X/AOTaP7Mtv+emof8Ag21X/wCTa0KKAM/+zLb/AJ6ah/4NtV/+TaP7Mtv+emof+DbVf/k2tCigDP8A7Mtv+emof+DbVf8A5No/sy2/56ah/wCDbVf/AJNrQooAz/7Mtv8AnpqH/g21X/5No/sy2/56ah/4NtV/+Ta0KKAM/wDsy2/56ah/4NtV/wDk2j+zLb/npqH/AINtV/8Ak2tCigDP/sy2/wCemof+DbVf/k2j+zLb/npqH/g21X/5NrQooAz/AOzLb/npqH/g21X/AOTaP7Mtv+emof8Ag21X/wCTa0KKAM/+zLb/AJ6ah/4NtV/+TaP7Mtv+emof+DbVf/k2tCigDP8A7Mtv+emof+DbVf8A5No/sy2/56ah/wCDbVf/AJNrQooAz/7Mtv8AnpqH/g21X/5No/sy2/56ah/4NtV/+Ta0KKAP4lP2wEEf7Vn7R6KWKp8bfiYoLu8jkDxfqwBaSRmkduOWdmZjyxJJNfOVfR/7Yf8Aydf+0j/2W/4nf+phq9fOFf6f8Of8k9kP/Ymyv/1BoH+L3Ff/ACVPEv8A2P8AOP8A1Y4k/ab/AIIn28dx8ZvjEsjTqF+GNgwMFzc2rZ/4SrTR8zW0sTMP9liVzzjPNf0hf2Zbf89NQ/8ABtqv/wAm1/OJ/wAESP8Aks/xk/7JhYf+pXptf0l1/Efjz/ycnNf+wLKf/VfQP9H/AKMP/Jocl/7GWe/+rPEGf/Zlt/z01D/wbar/APJtH9mW3/PTUP8Awbar/wDJtaFFfjh/QRn/ANmW3/PTUP8Awbar/wDJtH9mW3/PTUP/AAbar/8AJtaFFAGf/Zlt/wA9NQ/8G2q//JtH9mW3/PTUP/Btqv8A8m1oUUAZ/wDZlt/z01D/AMG2q/8AybR/Zlt/z01D/wAG2q//ACbWhRQBn/2Zbf8APTUP/Btqv/ybR/Zlt/z01D/wbar/APJtaFFAGf8A2Zbf89NQ/wDBtqv/AMm14Z+zKgj+G/iGNS5VPj/+1ioMkjyuQP2p/jL96SVnkc+rOzMe5NfQdfP/AOzR/wAk68R/9nAftZf+tT/GWgD6AooooAK57xd4p0fwN4T8T+NfEL6hHoHg/wAPa14p1x9I0TW/E2qpo/h/TbnVtTfTPDnhrT9X8R+INQWytJzZaJoGlanreq3IisNK0+9vriC2l6GvH9G+GnjTS/jL4s+J99+0L8YPEfgnxH4fttG0f9nTWdF+AUHwa8BajBB4Zhl8WeE9c8PfA7Qv2g7zxBeSaDql1c23jr47eNPCqz+NPEy2fhm1trXwdb+EwD420H9v3xR45+AHw3+I/gb9n2W2+NPxp/a1/aE/Y/8Ahf8AAf4m/FLTfB9snxA/Z4+L/wC0n4E8Xaj8SfiZ4N8IfFO18K6dYfD/APZc+JPxQ8RxeCfCHxTk0j7FJ4W0CXxmkMPiW9+mv2bfjj4j+M2kfEvSviD4D0X4ZfFz4I/FG8+D/wAXPA/hfx83xQ8J6P4tHgXwD8VNDu/Cfj258IfDzVfEfh3xL8NPil4A8W6Zda98P/BGvW8WvGw1Xw1p91aP5n5/aN+zp8ffhp8IPgl44t/g3r3xB+Iv7N//AAVS/wCChf7Xlp8F/Cfjb4V6Z4t+Inwk/aa+OP8AwUc8JeEr7wr4h8ZeOPDXwxi8QXPwX/bF8O/FvTvDfjP4geC3SXTT4R8S6j4a8Tpe6XbfQfwPu/FnwV0f9o39or4q/B74ieBdY/a7/bP+C3ia3+C82s/CrxX8RPhva+O/Av7H/wCwb4TuvG2peDfiJrfwvMOny/DLT/i546g8FfEfxvJongzUNUs/DkvjHxZYWvhrUADyPTf+CnGu6B4B8F/tGfGr4GeE/h3+yL8afh78VPid8Aviv4a+O0vjv4k+KPCnw3+BnxG/ad0u6+JPwj1X4Q/D/wAP/D6X4i/s+/Cbx38RvCi+Dvi/8YLe0g0iPS/E9zoU92k6fR3wN/aU+N/iT4saJ8Gf2lPgD4G+BHjT4gfCDxL8cfhXbeAfj1f/ABvh1rwb4D8S/Dvwr8RtC8cprfwX+Cd94K+IPgXVfi98MY9Y0jQbL4heDblfFO3SfiBfzafNFJ+XHiD9iP8AaH/aB/Y5/Z4/4J2eLvgL45+Deh/sh/s//F74LW/7Rnin4ifArXfhn8Yjc/8ABPH9pX/gnh8PdR+HGkeAPiX4y+L9u3ijRf2gYfirrx+KHwo+Fy+FV8PXmhxJrt7Napcfod8IbP45fHL9qf4Z/tF/Fz9mb4h/svR/A79mj46/BFtE+I/j74D+Nn+IXi39or4i/sveOfEGqeBG+BvxW+LCr4H8Er+zDb2lnrXj+XwB4p10+M7UjwJYiwvmgANX4jf8pTf2N/8AswD/AIKWf+tFf8Ena+/6/Pz4mwxXP/BUj9jeC4ijngP7An/BSmUwzIssRlj/AGiP+CUKRymNwyeYiTSoj43KssiqQHYH7z/snSv+gZp//gFbf/G6ANCis/8AsnSv+gZp/wD4BW3/AMbo/snSv+gZp/8A4BW3/wAboA0KKz/7J0r/AKBmn/8AgFbf/G6P7J0r/oGaf/4BW3/xugDQorP/ALJ0r/oGaf8A+AVt/wDG6P7J0r/oGaf/AOAVt/8AG6ANCis/+ydK/wCgZp//AIBW3/xuj+ydK/6Bmn/+AVt/8boA0KKz/wCydK/6Bmn/APgFbf8Axuj+ydK/6Bmn/wDgFbf/ABugDQorP/snSv8AoGaf/wCAVt/8bo/snSv+gZp//gFbf/G6ANCis/8AsnSv+gZp/wD4BW3/AMbo/snSv+gZp/8A4BW3/wAboA0KKz/7J0r/AKBmn/8AgFbf/G6P7J0r/oGaf/4BW3/xugDQorP/ALJ0r/oGaf8A+AVt/wDG6P7J0r/oGaf/AOAVt/8AG6ANCis/+ydK/wCgZp//AIBW3/xuj+ydK/6Bmn/+AVt/8boA0K/FP/gtt/yRb4Of9lQvv/UU1Sv2c/snSv8AoGaf/wCAVt/8br8Wv+C19lZ2vwY+DzW1pbW7N8T75WaCCKJmX/hFNTO1jGikjPOCcZ5r9I8If+TkcKf9h1f/ANQMWfkHj5/yaHjf/sXYX/1a4A/m8ooor/RA/wAnj+/iis/+ydK/6Bmn/wDgFbf/ABuj+ydK/wCgZp//AIBW3/xuv8pz/cA0KKz/AOydK/6Bmn/+AVt/8bo/snSv+gZp/wD4BW3/AMboA0KKz/7J0r/oGaf/AOAVt/8AG6P7J0r/AKBmn/8AgFbf/G6ANCis/wDsnSv+gZp//gFbf/G6P7J0r/oGaf8A+AVt/wDG6ANCis/+ydK/6Bmn/wDgFbf/ABuj+ydK/wCgZp//AIBW3/xugDQorP8A7J0r/oGaf/4BW3/xuj+ydK/6Bmn/APgFbf8AxugDQorP/snSv+gZp/8A4BW3/wAbo/snSv8AoGaf/wCAVt/8boA0KKz/AOydK/6Bmn/+AVt/8bo/snSv+gZp/wD4BW3/AMboA0KKz/7J0r/oGaf/AOAVt/8AG6P7J0r/AKBmn/8AgFbf/G6ANCis/wDsnSv+gZp//gFbf/G6P7J0r/oGaf8A+AVt/wDG6ANCis/+ydK/6Bmn/wDgFbf/ABuj+ydK/wCgZp//AIBW3/xugDQorP8A7J0r/oGaf/4BW3/xuj+ydK/6Bmn/APgFbf8AxugDQorP/snSv+gZp/8A4BW3/wAbo/snSv8AoGaf/wCAVt/8boA0KKz/AOydK/6Bmn/+AVt/8bo/snSv+gZp/wD4BW3/AMboA0KKz/7J0r/oGaf/AOAVt/8AG6P7J0r/AKBmn/8AgFbf/G6AP4pv2w/+Tr/2kf8Ast/xO/8AUw1evnCvo39sBEj/AGrP2j440WONPjb8TFREUKiKvi/VgqqqgKqgAAAAAAYAr5yr/T/hz/knsh/7E2V/+oNA/wAXuK/+Sp4l/wCx/nH/AKscSftb/wAESP8Aks/xk/7JhYf+pXptf0l1/Nb/AMET7a2uvjN8YlubeC4VfhjYMqzxRyqrf8JVpo3KJFYA44yBnHFf0hf2TpX/AEDNP/8AAK2/+N1/Efjz/wAnJzX/ALAsp/8AVfQP9H/ow/8AJocl/wCxlnv/AKs8QaFFZ/8AZOlf9AzT/wDwCtv/AI3R/ZOlf9AzT/8AwCtv/jdfjh/QRoUVn/2TpX/QM0//AMArb/43R/ZOlf8AQM0//wAArb/43QBoUVn/ANk6V/0DNP8A/AK2/wDjdH9k6V/0DNP/APAK2/8AjdAGhRWf/ZOlf9AzT/8AwCtv/jdH9k6V/wBAzT//AACtv/jdAGhRWf8A2TpX/QM0/wD8Arb/AON0f2TpX/QM0/8A8Arb/wCN0AaFfP8A+zR/yTrxH/2cB+1l/wCtT/GWvcP7J0r/AKBmn/8AgFbf/G68M/ZljSL4b+IY4kSONPj/APtYqkcahERR+1P8ZcKqqAqgdgAAKAPoOiiigAoornvF2u3Phbwn4n8TWXhrxB4zvPDnh7WtdtPB/hKLSpvFXiu50jTbnUIPDXhmHXNV0HRJfEGuy26aXo0Wsa5o2lSaldWy6hqunWhmvIQDoaK/On4IfG/9sL9pb9l+Hxt4I0j9m/4VfHNP2o/2tPgj4yuPGMPxL+J3wt+HXg79nD9q79ob9n6HXPD3hnQdV+Gvin40+K7q0+EvhK1ubC+8c/AjRdau9f8AEnjeC+8MQaVpfw21T2H9kr4vfFX4l2Pxz8HfGmDwJf8AxC/Z5+O+pfBDWPiF8K9C8Q+FPhj8WY4fhd8KfivZ+OPBfhDxV4q8fa74Pj0+3+KyfDrxh4TvviD48Ph74k+AvGulw+K9Ut7aIxAH1rRX4PfB/wD4KWeP/Gvw0+Pv7U+p/td/sAeOfhj8Afhl+07+0N41/Yx+Efwv8S6h+1j4S+CXwzsPibrHwlTxx8VY/wBtvxba+GPEeteGtB8C+JvFWs61+yNpFnqjanqfhnSvC3hi71Cw1fSvuf4LfFj9qXwv+0D4M/Z+/au1/wDZ/wDF2v8Axg+APxK+PPgS++BPwz+IvwvXwS/wV8bfA/wV8UPh94pg8c/GP41W/j2Oyvf2iPh5N4b+Iek6h8PG1kWmvpdfDnTUW1mUAi+I3/KU39jf/swD/gpZ/wCtFf8ABJ2vv+vz8+Js0Vt/wVI/Y3nuJY4IB+wJ/wAFKYjNM6xRCWT9oj/glC8cRkcqnmOkMromdzLFIyghGI+8/wC1tK/6Cen/APgbbf8AxygDQorP/tbSv+gnp/8A4G23/wAco/tbSv8AoJ6f/wCBtt/8coA0KKz/AO1tK/6Cen/+Btt/8co/tbSv+gnp/wD4G23/AMcoA0KKz/7W0r/oJ6f/AOBtt/8AHKP7W0r/AKCen/8Agbbf/HKANCis/wDtbSv+gnp//gbbf/HKP7W0r/oJ6f8A+Btt/wDHKANCis/+1tK/6Cen/wDgbbf/AByj+1tK/wCgnp//AIG23/xygDQorP8A7W0r/oJ6f/4G23/xyj+1tK/6Cen/APgbbf8AxygDQorP/tbSv+gnp/8A4G23/wAco/tbSv8AoJ6f/wCBtt/8coA0KKz/AO1tK/6Cen/+Btt/8co/tbSv+gnp/wD4G23/AMcoA0KKz/7W0r/oJ6f/AOBtt/8AHKP7W0r/AKCen/8Agbbf/HKANCis/wDtbSv+gnp//gbbf/HKP7W0r/oJ6f8A+Btt/wDHKANCvxT/AOC23/JFvg5/2VC+/wDUU1Sv2c/tbSv+gnp//gbbf/HK/Fr/AILX3tndfBj4PLbXdtcMvxPvmZYJ4pWVf+EU1MbmEbsQM8ZIxniv0jwh/wCTkcKf9h1f/wBQMWfkHj5/yaHjf/sXYX/1a4A/m8ooor/RA/yeP7+KKz/7W0r/AKCen/8Agbbf/HKP7W0r/oJ6f/4G23/xyv8AKc/3ANCis/8AtbSv+gnp/wD4G23/AMco/tbSv+gnp/8A4G23/wAcoA0KKz/7W0r/AKCen/8Agbbf/HKP7W0r/oJ6f/4G23/xygDQorP/ALW0r/oJ6f8A+Btt/wDHKP7W0r/oJ6f/AOBtt/8AHKANCis/+1tK/wCgnp//AIG23/xyj+1tK/6Cen/+Btt/8coA0KKz/wC1tK/6Cen/APgbbf8Axyj+1tK/6Cen/wDgbbf/ABygDQorP/tbSv8AoJ6f/wCBtt/8co/tbSv+gnp//gbbf/HKANCis/8AtbSv+gnp/wD4G23/AMco/tbSv+gnp/8A4G23/wAcoA0KKz/7W0r/AKCen/8Agbbf/HKP7W0r/oJ6f/4G23/xygDQorP/ALW0r/oJ6f8A+Btt/wDHKP7W0r/oJ6f/AOBtt/8AHKANCis/+1tK/wCgnp//AIG23/xyj+1tK/6Cen/+Btt/8coA0KKz/wC1tK/6Cen/APgbbf8Axyj+1tK/6Cen/wDgbbf/ABygDQorP/tbSv8AoJ6f/wCBtt/8co/tbSv+gnp//gbbf/HKANCis/8AtbSv+gnp/wD4G23/AMco/tbSv+gnp/8A4G23/wAcoA0KKz/7W0r/AKCen/8Agbbf/HKP7W0r/oJ6f/4G23/xygD+RP8Aar/Zo/aP8RftM/H/AF7w/wDs/wDxt13QtZ+MPxE1PR9a0f4U+O9T0nVdNvfFWqXFlqGm6jZaDPZ31jd28kc9rd2s0tvcQuksUjoysfAv+GT/ANqb/o2r4/8A/hm/iL/8zlf20/2tpX/QT0//AMDbb/45R/a2lf8AQT0//wADbb/45X9GYD6RedYDA4LAw4cyupDBYTDYSNSWLxalOOGo06MZySVlKShzNLRN6aLX+Scz+iTw7meZZhmU+Ls6pTzDHYvHTpQwOBlGnPF16leVOMm7uMHUcYt6tJN6n4G/8Ef/AIM/GD4Z/Fr4r6l8SPhT8Sfh9p2o/DqysdPv/G/gXxR4Usr+9TxLp872dnda9pdhBdXSwI8zW8EjyrEjSFAilh/QFWf/AGtpX/QT0/8A8Dbb/wCOUf2tpX/QT0//AMDbb/45X49xrxXiONeIMTxBisJRwVbE0cLRlh8POdSlFYWhChGUZVLTbmoKTT2baWh+++HXA2E8OuFsJwtgsdiMxw+ExGNxEcViqdOlWnLG4meIlGUKTcEoSm4xa1aSb1NCis/+1tK/6Cen/wDgbbf/AByj+1tK/wCgnp//AIG23/xyvlD7k0KKz/7W0r/oJ6f/AOBtt/8AHKP7W0r/AKCen/8Agbbf/HKANCis/wDtbSv+gnp//gbbf/HKP7W0r/oJ6f8A+Btt/wDHKANCis/+1tK/6Cen/wDgbbf/AByj+1tK/wCgnp//AIG23/xygDQorP8A7W0r/oJ6f/4G23/xyj+1tK/6Cen/APgbbf8AxygDQr5//Zo/5J14j/7OA/ay/wDWp/jLXuH9raV/0E9P/wDA22/+OV4Z+zLIkvw38QyROkkb/H/9rFkkjYOjqf2p/jLhlZSVYHsQSDQB9B0UUUAFeP6N8DvBehfGXxZ8drHWvjBP428aeH7bwzrGh6z+0L8ffEfwas9OtYPDNvFc+E/2dPEPxL1T9nzwF4gaPwnpbXPizwL8MPDniq8nuvE11eazPc+NPGM2u+wUUAfmNbfBD9uD4Ffsp+KPht+zDN+ztq3xv8X/ALZX7X/xevNZ+JXxG8ceCfCfh74IftMfto/tE/tIWs3hXxFYfAD4zsvxt0nwH8T/AAj4Zt7PxR8J/E/w48O+Npdf1i8HxE8O+GLDRvHHsnwjn+P/AMGvgFouleJv2a/hN4c8Yad8Yvhz4Psvh98GP2kfib8edKvvh58T/ix4A0b4nfHPxh8VvHv7L/wd8Z6r8RdBTxz8UfjB460vVfh/rSeNb3wudX8T/F3S73x14h1/wZ9q0UAfip8TP2BP2hP2k/h/4A/Zr+Kngv8AY7/Z8/Z8+EPgz9oHwTo2r/srar8QYLj4laB8bv2SPj/+ye/hTT/2f9U+FngPwx+zb8O7C3+Ow+Kd14K0f44ftAq/iXwB4Q0WDWN9jH4qi+tvgx8LP2ofFvx+8F/tBftXeFv2fvA/ib4P/Af4ofArwNY/AP4rfEf4rWnjhfjh40+BPjb4meOPE7eP/gn8Ex8Po/7Q/Zz8Aw+F/AmlxfEh7GLVdfN/4/vPItFufvWigD4A+I3/AClN/Y3/AOzAP+Cln/rRX/BJ2vv+vgD4jf8AKU39jf8A7MA/4KWf+tFf8Ena+/6ACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAr8U/8Agtt/yRb4Of8AZUL7/wBRTVK/ayvIfjB8BvhH8fNI0nQvi94LsvGuk6HqL6vpVlfX2sWKWeoyW0lm90j6PqOnTO7W0skW2aSSMBiQgbDD6zgbPsJwvxZkufY6liK+Fy3E1K1alhY05YicZ4avRSpRrVaNNy5qsW+erBcqbu3ZP4XxL4Xx3GnA3EXC+W18Lhsdm+Fo0MPXx0q0MLTnTxuGxLdaVCjiKyi4UJRXJRm+ZxTSV2v4ZaK/sa/4dv8A7E3/AEQTw/8A+FB43/8Amoo/4dv/ALE3/RBPD/8A4UHjf/5qK/qb/iZLg7/oTcTf+E+V/wDz19f6en8Uf8Sg+IH/AEUPB3/hVnf/AM4z7eooor+LT/REKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAK+f/ANmj/knXiP8A7OA/ay/9an+MtfQFfP8A+zR/yTrxH/2cB+1l/wCtT/GWgD6AooooAKKKKACiiigAooooA+AP2l/hf+1P/wANT/s5ftL/ALNHgP8AZ/8Aih/wq/8AZ/8A2sfgX418FfHT49/EX9n/AP5OA+Iv7G/j/wAN+KfC3iPwB+zL+01/bX9i/wDDMuvaTreiatoPhn/kZtIv7DV7v7JeWdH/AAsb/gqb/wBGb/sAf+LLP2iv/pTtff8ARQB8Af8ACxv+Cpv/AEZv+wB/4ss/aK/+lO0f8LG/4Km/9Gb/ALAH/iyz9or/AOlO19/0UAfAH/Cxv+Cpv/Rm/wCwB/4ss/aK/wDpTtH/AAsb/gqb/wBGb/sAf+LLP2iv/pTtff8ARQB8Af8ACxv+Cpv/AEZv+wB/4ss/aK/+lO0f8LG/4Km/9Gb/ALAH/iyz9or/AOlO16D+1l+238Fv2K5vgZefHh/FHh7wT8cfirL8I4fifZaGdR+H3wx1seBfF3ju1174ta1FcrP4O8GXNj4O1K1uvFklhd6J4cjW68ReL7zw94Q0bXfEOm/XUUsU8Uc8Ekc0M0aSwzROskUsUih45I5EJR43QhkdSVZSGUkEGgD4E/4WN/wVN/6M3/YA/wDFln7RX/0p2j/hY3/BU3/ozf8AYA/8WWftFf8A0p2vv+igD4A/4WN/wVN/6M3/AGAP/Fln7RX/ANKdo/4WN/wVN/6M3/YA/wDFln7RX/0p2vv+igD4A/4WN/wVN/6M3/YA/wDFln7RX/0p2j/hY3/BU3/ozf8AYA/8WWftFf8A0p2vs74ifEHwT8JfAPjX4pfErxNpPgv4efDnwrr/AI38ceLtduRZ6L4Z8J+FtLuta8Qa7qlyQ3k2GlaXZXV7cuFdxFCwRHcqp+bvgL+2f8MfjGvg7RfFV54e+Bvxa+KFlrnjP4Wfs6fFH4g+CtJ/aM8U/B63vbseEvidqfwb/tWPxn4Xj8X+H7VPFMvha90671rwdp95BpfjD+yfEtprOiaUAcF/wsb/AIKm/wDRm/7AH/iyz9or/wClO0f8LG/4Km/9Gb/sAf8Aiyz9or/6U7X3/RQB8Af8LG/4Km/9Gb/sAf8Aiyz9or/6U7R/wsb/AIKm/wDRm/7AH/iyz9or/wClO19/0UAfAH/Cxv8Agqb/ANGb/sAf+LLP2iv/AKU7R/wsb/gqb/0Zv+wB/wCLLP2iv/pTtff9fK/7RH7VHh34E+JvhJ8MdL8M6p8TPjX8cNbv4PAXwx0G/sdHlg8C+D7vQZPi98ZPHHibVQdG8EfCf4P+H/EGnar4s8T6rve+1nV/Cvgfw1Yaz4x8YeH9IuwDyj/hY3/BU3/ozf8AYA/8WWftFf8A0p2j/hY3/BU3/ozf9gD/AMWWftFf/Sna+tPhZ8aPg78c/D1z4t+CfxY+Gnxi8KWWrXugXnif4WeO/C3xB8PWmu6YUXUtFuda8Jarq+mwatp7SRre6bLcpeWhdBPDGWXPpdAHwB/wsb/gqb/0Zv8AsAf+LLP2iv8A6U7R/wALG/4Km/8ARm/7AH/iyz9or/6U7X3/AEUAfAH/AAsb/gqb/wBGb/sAf+LLP2iv/pTtH/Cxv+Cpv/Rm/wCwB/4ss/aK/wDpTtff9FAHwB/wsb/gqb/0Zv8AsAf+LLP2iv8A6U7R/wALG/4Km/8ARm/7AH/iyz9or/6U7W78Hv2+PhH8XPEVpYz6H4k+FHgnxvevZfs9fFX4xeLfgV4N8L/tVmDX9T8O3dx8AfB0Hxk1j42azBBe6bHdwDxv8J/Adxq2i6x4e1rRLfUtN1zTrif7ioA+AP8AhY3/AAVN/wCjN/2AP/Fln7RX/wBKdo/4WN/wVN/6M3/YA/8AFln7RX/0p2vv+igD4A/4WN/wVN/6M3/YA/8AFln7RX/0p2j/AIWN/wAFTf8Aozf9gD/xZZ+0V/8ASna+/wCigD4A/wCFjf8ABU3/AKM3/YA/8WWftFf/AEp2j/hY3/BU3/ozf9gD/wAWWftFf/Sna9j/AGjP2ntK/Z9l8CeHtO+FfxV+O/xQ+JkviuXwN8H/AIMx/DeLxrreheANHt9c8feLJtZ+MPxH+Efwy0Lw34Psb/RotSu/EfxB0i7v9W8Q+H9C8PWOta1q1rYN6v8AC/4tfDf4zeGI/F3wx8b+DvHWiLcNpuo3ngvxj4S8cWei69bwW82peG9U1jwTrniPw+mu6QbmKHUrO01e8SGRleKee3khnlAPkX/hY3/BU3/ozf8AYA/8WWftFf8A0p2j/hY3/BU3/ozf9gD/AMWWftFf/Sna+/6KAPgD/hY3/BU3/ozf9gD/AMWWftFf/SnaP+Fjf8FTf+jN/wBgD/xZZ+0V/wDSna+/6KAPgD/hY3/BU3/ozf8AYA/8WWftFf8A0p2j/hY3/BU3/ozf9gD/AMWWftFf/Sna+8dT1PTdE03UNZ1nULHSdH0mxu9T1XVdTu7ew03TNNsIJLq+1DUL66kitbKxsrWKW5u7u5lit7aCKSaaRI0Zh8Efsnf8FAvCf7XPxr+M/wAN/Bvw38YeF/APgj4b/CP4ufBX4veLZYdN079pz4Y/EzxZ8ZfAl98Svht4UltYtb0/4e6L4r+Dt3b+H/EWuyw3Hjzw54o8K+OtG0m28GeJvCWteJACb/hY3/BU3/ozf9gD/wAWWftFf/SnaP8AhY3/AAVN/wCjN/2AP/Fln7RX/wBKdr7/AKKAPgD/AIWN/wAFTf8Aozf9gD/xZZ+0V/8ASnaP+Fjf8FTf+jN/2AP/ABZZ+0V/9Kdr7/ooA+AP+Fjf8FTf+jN/2AP/ABZZ+0V/9Kdo/wCFjf8ABU3/AKM3/YA/8WWftFf/AEp2vv8Ar8+/2/P+CgPhL9h34da5q2mfDrxX+0J8bLf4cfEP4ueHv2fPhvd2lt4u1D4YfCTQrnxN8Tvib4o1e7gvLDwJ8N/B2jWklvP4o1i0nfxD4vv/AA78PPBumeI/HHibRtCuQCX/AIWN/wAFTf8Aozf9gD/xZZ+0V/8ASnaP+Fjf8FTf+jN/2AP/ABZZ+0V/9Kdr7w0rVNO1zTNO1rSL221LSdXsLPVNL1GzlWe0v9O1C3ju7K9tZkJSa2uraaKeCVCVkikV1JBFX6APgD/hY3/BU3/ozf8AYA/8WWftFf8A0p2j/hY3/BU3/ozf9gD/AMWWftFf/Sna+/6KAPgD/hY3/BU3/ozf9gD/AMWWftFf/SnaP+Fjf8FTf+jN/wBgD/xZZ+0V/wDSna+/6KAPgD/hY3/BU3/ozf8AYA/8WWftFf8A0p2j/hY3/BU3/ozf9gD/AMWWftFf/SnasfBD/goj8G/jp8T/AA58OdJ8GfFrwNo/xQ+H3ib4sfs6fF34kaJ4M0H4U/tQfDXwf4u8CeCfEHi/4L6npfj3XvFn2SLWfih8O7nRNK+J/g34aeJPGfhzxjoni7wPoniTwtcSaxF970AfAH/Cxv8Agqb/ANGb/sAf+LLP2iv/AKU7R/wsb/gqb/0Zv+wB/wCLLP2iv/pTtff9FAHwB/wsb/gqb/0Zv+wB/wCLLP2iv/pTtH/Cxv8Agqb/ANGb/sAf+LLP2iv/AKU7X3/RQB8Af8LG/wCCpv8A0Zv+wB/4ss/aK/8ApTtH/Cxv+Cpv/Rm/7AH/AIss/aK/+lO17B+0X+1Jof7Pt54I8L2Pwt+L3x6+K3xHs/Get+Cvgt8CtJ8Fap8RNb8IfDaDQZ/iP44EvxJ8efDHwHpnhfwQ/i3wdp+qXOs+N9O1HU9e8Y+FPDHhbTPEHiXX9N0m49H+Bnxt+HH7Rvwk+Hfxu+E2vx+IvAHxP8FeEPHvhm9aJrPUotE8b+GNI8X6Jba9o8+L/wAP66ND13TLjUtB1WG21PTJbgW95bxSDFAHyx/wsb/gqb/0Zv8AsAf+LLP2iv8A6U7R/wALG/4Km/8ARm/7AH/iyz9or/6U7X3/AEUAfAH/AAsb/gqb/wBGb/sAf+LLP2iv/pTtH/Cxv+Cpv/Rm/wCwB/4ss/aK/wDpTtff9FAHwB/wsb/gqb/0Zv8AsAf+LLP2iv8A6U7R/wALG/4Km/8ARm/7AH/iyz9or/6U7X3/AF+cngj/AIKgfs9eLvGHwc0jWPDnxa+GXw4/aa12Twv+yh+0T8SvDPhrRfgN+054kkgvb/QtB+GnijSPGev+JfD2r+O9G03UNf8AhZp3xm8HfCm7+Leh2j6h8MYvFsc1oLgA3P8AhY3/AAVN/wCjN/2AP/Fln7RX/wBKdo/4WN/wVN/6M3/YA/8AFln7RX/0p2vv+igD4A/4WN/wVN/6M3/YA/8AFln7RX/0p2j/AIWN/wAFTf8Aozf9gD/xZZ+0V/8ASna+/wCigD4A/wCFjf8ABU3/AKM3/YA/8WWftFf/AEp2vf8A9mLwv8U/CPwhtLD416D8P/C/xN1j4gfGzx14m8OfC3x74j+KHgTQ/wDhZfxs+IfxF0bS9C8feLPhl8G/EHib7F4f8U6VBqd9qHwz8KeXrCahaWtnd2VvbanffQFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABXkX7QOr/EDQPgL8bte+E1hqWqfFTRPhF8SdX+GmmaPp1hq+r6j8QNN8Ga1eeDbDStJ1SObTNU1K78Rw6bb2OnajFLYXt1JFbXkb28sinW+Lfxa+H/wM+HniP4p/FDXX8O+CfC0enf2nqFvo+ueI9SuL3W9Y0/w74e0LQPDHhfTNa8U+K/FPijxJq+keGfCfhLwtouseJvFXiXV9K8PeHtJ1LWNSsrKfC+BP7QHwj/aW8AQ/Ez4L+LR4s8KnWtc8Mamt3oniPwj4o8KeL/C9/JpfifwT498BeNdI8O+O/h5468NajG1n4h8E+OfDfh/xVok5jXUtIthNCZAD8dvFvi/9qf9pjwr8M/2T/jHoXwD+D//AAU3+A/irw18afDKfEzTNZ8S/ssftI/C3V/BHi/4B/GP4x/CrS7CO51TxrpelfC344eO9E+K37Pzaxpuv+D/ABvfab4H8S+K7f4VfEHwb8VvEv3p/wAE9/2E7H/gn18LvFXwY8MfGDxh8W/AWr+KdI8X+G5PiHonh218Y+F9RTwF4R8GeItIk8ReGYdJ07WPCEsvg/T5/h/4b/4RzTIvhb4VFj8NtAu7vwX4c8K6don2P4l+HfgHxlrngXxP4t8F+FvE3iP4YeIL7xX8ONe13QtM1XWPAnibU/DmteD9R1/wjqN7bTXfh/V77wr4i13w9d3+ly21zcaPq9/YSyNb3MkbdlQAUUUUAFFFfKuvfttfsx+F/wBoLSv2YPEPxKbSPjBrOraT4YsLG+8GeP4fAjeO/EHhkeNvDvwsu/jIfCv/AApvTvjH4j8FND4y8O/BzUfHtr8UNe8J3dh4j0jwneaPqFjeXAB8uftc/Gf9rX4RftA3viDTvgSvx6/4J7+H/wBnnRH/AGmfB+m+FrbxB8SzfeNPGvxD0bxL4u+EGgw295ffGB/hz4E0HT9S+MPwPmsrnUfEvw/8RWWo/Doaj47trbwL8QPjLSf2BfBniP4RfCr4R/sV/DvwD8Tv2fPid4/+Cv7U3gn/AIKS+L/jn4b8ZfFv4T2/gT4qeGvE/grQPhhDbfDS+8e+LpPhf8B/Avgr4Lfs9azP4/e1g8FJD4W+JOux2Oh6yvjT+hquN8C/DvwD8L9Dm8MfDfwX4W8BeHLjxB4p8Vz6D4P0LTPDmjzeJvHHiPVPGHjHX5NO0m2tLRtX8T+Ktb1fxDrt+YvtOp6xqV7f3cktxcSSMAdlRRRQAUUV5x8W/i18P/gZ8PPEfxT+KGuv4d8E+Fo9O/tPULfR9c8R6lcXut6xp/h3w9oWgeGPC+ma14p8V+KfFHiTV9I8M+E/CXhbRdY8TeKvEur6V4e8PaTqWsalZWU4B6PX86thp/i79rvw3+z/APsr/wDBXvwLf/B/45+L9f8A+Fp/st/GnwJd6b4J0j42+HtR0/U5fih+yP8AEVl0zV9A8H/FvxN8Fr7xD8M/2hvgFf2d94W+N3wmvtX+IHwyiXxH4Q8S6N8I/wBxvgT+0B8I/wBpbwBD8TPgv4tHizwqda1zwxqa3eieI/CPijwp4v8AC9/JpfifwT498BeNdI8O+O/h5468NajG1n4h8E+OfDfh/wAVaJOY11LSLYTQmTsvHHw78A/E3StO0L4i+C/C3jrRdI8UeFPG2laV4u0LTPEOn6b4x8CeINP8WeC/FFjaarbXUFrr/hXxNpOm67oGrQIl7peq2Nte2c0U8SuAD89f2PP2ffipo37SHxe/ah8ffs//AAw/Y+t/HnwZ+GHwUuPgV8JPH+h/EOx8f678MvFnjzW4PjL451fwt4A+H3htLzSdA8VWPgL4arFYXvilvCI1hPFp0aKHw34b0f8ATyiigAooooAK/Pb9tL4jftx/Dj4i/s/a5+yR8KNN+NHgHRNK+MnjL9pP4calLo+h6h458H+GYfh1ZeG/B3wz8b6rPa2/hz446jN4j8R678L9J1m4g8FeN5vDGveF/GWo+GbG8tfG3hb1/Xv22v2Y/C/7QWlfsweIfiU2kfGDWdW0nwxYWN94M8fw+BG8d+IPDI8beHfhZd/GQ+Ff+FN6d8Y/EfgpofGXh34Oaj49tfihr3hO7sPEekeE7zR9Qsby4+qqAP5evBH7FEnxn8H/ALQfiH9lDwX+zv8Atj/skfthfCy5+E/wptv2mvEviD4YfF//AIJ0a9ofjL4ra14o+DX9iyfCXxt4yl8JfCX4vfEzxT4q0vwBFqfwt+NXwW8b+F9P+HLPKmgeHfF/hf8ApZ8BeHtT8I+BvBnhPWvE+qeNtY8MeE/Dvh7VvGeuKia14u1PRdHs9Nv/ABPq6RvJGuqa/dW0uq6gsckiLd3cwV2UBjD4X+HfgHwRqvjjXfBvgvwt4V1r4meKE8bfETVfD2haZo+oeOfGMfh/Q/CaeKPFl3YW0E+va+vhnwz4e0Iatqb3N7/ZWjabZGbyLSJF7KgAooooAKK84+Lfxa+H/wADPh54j+KfxQ11/DvgnwtHp39p6hb6PrniPUri91vWNP8ADvh7QtA8MeF9M1rxT4r8U+KPEmr6R4Z8J+EvC2i6x4m8VeJdX0rw94e0nUtY1Kysp8L4E/tAfCP9pbwBD8TPgv4tHizwqda1zwxqa3eieI/CPijwp4v8L38ml+J/BPj3wF410jw747+Hnjrw1qMbWfiHwT458N+H/FWiTmNdS0i2E0JkAP54/in4f/ak/bB+D/wz/Zh/bi1DTv2Tv24fHnhj4ia3+xh+0MNJWP4PfH3wt8TvBmsaZ8Wv2Mv2gvCulPFaeF/ihrHwsuG0X4t/CvSbuGbxZpGgaR8c/grLe678OfHHw+8D/qP+x3+zZ8VvB37QnxN/aM8ffAv4E/smReNfgn8Mfg7q3wV/Z38e3Hj/AML/ABG8U/DzX/FGrw/F/wAXX8Hwr+D2iWdx4Y0TXo/h78NEi8LXniy48H3GqR+L9SsbSw8KeG9F/Qfxx8O/APxN0rTtC+Ivgvwt460XSPFHhTxtpWleLtC0zxDp+m+MfAniDT/FngvxRY2mq211Ba6/4V8TaTpuu6Bq0CJe6XqtjbXtnNFPErjsqACiiigAoor5V179tr9mPwv+0FpX7MHiH4lNpHxg1nVtJ8MWFjfeDPH8PgRvHfiDwyPG3h34WXfxkPhX/hTenfGPxH4KaHxl4d+Dmo+PbX4oa94Tu7DxHpHhO80fULG8uADw/wDbq8XftmeGfF/wST9mf4KeHP2hPhIfDPxx1v8Aat+D3im28PW0PxQ+HGmWHw+0bTPh14H8S+ImTS9M+MHiCHxT4p1L4e+HPEjL4B+IMfh3xF4Q8c3nh3TNQt/GfhfmLc6f+1D43/Y8/b//AGI/EHhnW08H3Hiv4BfGjwZ4rOq+A7zV/wBnX4g+IPD1l8Wvh74m0C50WfWvAfx6/Zm+KngLwv4z07wN4u0TTdV0m98MfFD4TX6eHr7x9Lqlh+oNcb4X+HfgHwRqvjjXfBvgvwt4V1r4meKE8bfETVfD2haZo+oeOfGMfh/Q/CaeKPFl3YW0E+va+vhnwz4e0Iatqb3N7/ZWjabZGbyLSJFAOyooooAKKK57xd4t8M+AfCfifx34113TPC/g3wV4e1rxb4t8Ta3dxWGjeHfDPhzTbnWNe13V76dlhstM0jSrO71C/u5mWK2tbeWaRgiEgA6Gvxn/AGRf2jPi9JqPg74Ef8FP/hB4N+H/AMd/2lfAV7pvwg+K/wDwj2j6Z4Z/aG8ATw+I/E0/7NXxDa2g+yeCP2j/AIY+Htc1288RfB6W9fw58QPD83iL4ifC6N7i0+KHg/4f/of+zx+1b8Cv2qNK8V6n8FvFuq6vdeA9btPD3jrwl4y8A/ET4R/ErwRqmqaXba9oSeMPhV8XvCfgX4k+GLLxPoF5a+IPCOq634VsdK8XaDcRaz4avdU01vtI9X8cfDvwD8TdK07QviL4L8LeOtF0jxR4U8baVpXi7QtM8Q6fpvjHwJ4g0/xZ4L8UWNpqttdQWuv+FfE2k6brugatAiXul6rY217ZzRTxK4APm79hr4R/F/8AZ6+BNj+z18VtV0fxVo3wK8Qan8L/AID+PrLWr3VfEPjn9m3w7a6b/wAKWvfiLb32nWcumfEvwh4Surf4XeNJUvNYh8W6v4Cl+IkV7bJ4yXR9M+w6KKACiiigAr89v20viN+3H8OPiL+z9rn7JHwo0340eAdE0r4yeMv2k/hxqUuj6HqHjnwf4Zh+HVl4b8HfDPxvqs9rb+HPjjqM3iPxHrvwv0nWbiDwV43m8Ma94X8Zaj4Zsby18beFvX/jZ+21+zH+zr8QfCPwy+MvxKbwZ4o8YweHryC4l8GeP9a8HeEdM8Y+J7jwT4J1r4s/Efw54V1f4efBPw/468aWd/4P8C+IPjB4o8D6L408U6bqmgeGL/VdV0vULW2+qqAP5fF/Ya+Ffx+s/Gvj/wDYv/Zn+BH7Uf7LH7SvwHufg58M9L/aP+MnxV07Uv8Agm58Z7Lxf8U5fjRD4T+EXxa0r4m658CtLfxR4g8EyeLPg7+z3B8FfG/w5+J/wT0/w2/hbRFg0fxR4X/pT+Hnhi/8E+APA3gzVfE+reNtU8I+D/DPhjUvGevkNrvi6/0DRbLSrzxPrTCSYNq2v3FpJqupESyg3l3MfMf7xb4X+HfgHwRqvjjXfBvgvwt4V1r4meKE8bfETVfD2haZo+oeOfGMfh/Q/CaeKPFl3YW0E+va+vhnwz4e0Iatqb3N7/ZWjabZGbyLSJF7KgAooooAKK57xd4t8M+AfCfifx34113TPC/g3wV4e1rxb4t8Ta3dxWGjeHfDPhzTbnWNe13V76dlhstM0jSrO71C/u5mWK2tbeWaRgiEjxf9nj9q34FftUaV4r1P4LeLdV1e68B63aeHvHXhLxl4B+Inwj+JXgjVNU0u217Qk8YfCr4veE/AvxJ8MWXifQLy18QeEdV1vwrY6V4u0G4i1nw1e6pprfaQAfhd4t0/47/tX/CHwl+zR/wUI8Pf8M3ft6fED4YfFzV/+Cdv7WXhTx38U/glomveKviJ4K1GXUPgh8QNe+A/jHwT4g8FfGrw5oNlog+NXwBfVtW8DfGrwV4Yj+JPgjw14j1HwR4v8D/DT74/YL/ZI8UfCb4x+N/jfdfsr/Az9hDw3rXwR8AfBA/s6/s9eL9J8W+G/HeueAvE3iDV4fi/40n8I+BPhz4MiudA0bUoPBXwwnj0K/8AHd54T1PxA/jvUdMCeHPC+ifph44+HfgH4m6Vp2hfEXwX4W8daLpHijwp420rSvF2haZ4h0/TfGPgTxBp/izwX4osbTVba6gtdf8ACvibSdN13QNWgRL3S9Vsba9s5op4lcdlQAUUUUAFFFfKvxs/ba/Zj/Z1+IPhH4ZfGX4lN4M8UeMYPD15BcS+DPH+teDvCOmeMfE9x4J8E618WfiP4c8K6v8ADz4J+H/HXjSzv/B/gXxB8YPFHgfRfGninTdU0Dwxf6rqul6ha2wB5B+2l8Rv24/hx8Rf2ftc/ZI+FGm/GjwDomlfGTxl+0n8ONSl0fQ9Q8c+D/DMPw6svDfg74Z+N9Vntbfw58cdRm8R+I9d+F+k6zcQeCvG83hjXvC/jLUfDNjeWvjbwt+UuqfsP+EP2k/2YfC+jfsb+KPiP+1D+y54s0T41eCPgB8CPjj8Sfh58LPhX/wTW+KPizw94o+HU/i2bQrX4I2f7UuoeNP2bbnxX468HeD/AIV+NPiDrnjv9nnU7Gfwl4V0jRr46L4l+H39Mdcb4X+HfgHwRqvjjXfBvgvwt4V1r4meKE8bfETVfD2haZo+oeOfGMfh/Q/CaeKPFl3YW0E+va+vhnwz4e0Iatqb3N7/AGVo2m2Rm8i0iRQDd0GwvNK0PRtL1HVbjXdQ03SdOsL7XLyKKC71m8s7OG3utVuoYP3MNxqM8b3c8UP7qOWZkj+QCtWiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAK84+Lfxa8AfAz4feIPij8T9dbw94M8N/2VDfXtvpOteIdUvdT8Q63pvhjwv4c8O+GfDWnav4m8WeLfF3inWtF8K+D/CHhjSNX8TeLPFGs6R4d8PaVqWs6nZWU/o9fzO/HT9tXxb+1h4E+MPwu+KHhT9oD4T+FU+Onwk8O/D74mfAj9lvxjovi7/gn58bvB/7Umg+FfgN8Rv2gfjJ+0L8UvAfw9/aA8S6t8UrT4U+Kde+Bn7M/wAH/GOo+GPCOu674e8Q6p428JarpnjzUgCD45/F7wr+2t+01fD4ifFb4+fA74J+HfGfwj+D/wCyb8UvDOm/G/4H3X7Gn/BRTwnr+gfE/TPCv7cP7PnxAutE8E/FHW/jFqup/B3Vf2evEnxN8Ka58Dtf0BW+EemDwj8U/Hmh+LPiB+zf7NP7P+ueHfEd5+0h8YfCPg74e/tYfErwPa/D/wDaOtfgZ4y8VXfwL+Lmq+ANem0rwN8XpPCWu2Wlq/jG68JaZbHw9rGt6fd+PPB/grxN/wAKn8Q+L/GumeD9A1K18S/Yd/YW8d/s+a/b+OfjJ4l+EOreI/DfwsX4OeDfDPwQ8JePdB8I3Gn3/wAQ5vir8QPjB8S9e+K3j34kePviZ8cPi18QY9L8WeI/FHiHXJLrRL+01GV9X8Xa/wCJNe8V3v6d0AFFFFABRRX52f8ABRD9rf4gfsreEvhcvw80u107Vfip4x1rws/xT8Q/Af45ftK+D/h/LovhTU/EmlaNJ8Fv2d7rRviV8RfH3xN1ays/Bvw78KWnjHwFpl1dz61rF14qmvtC0zwf4tAOB/b7/bp0z4d+Cvi38BfgL4/Twr+1XqUXhX4SeB/iH4o+D/xi8Y/s/fC348fGeDRF+EHw9+Lfxc8C+GNR8E/DH4hfEax8TaF/wgaeJ9WvY/CepeMvhx408c+FNS8IeItB0fxh8hfsjfs3eBvjJoXxD8BeC9M8Y+O/2Rfjtr+qeFP2+/2SP2yfir8SvGf7V37Hn7Y/gH4f+FPsnjrwj8XvFOreNPiD4h1fX18K/DaeOJvH1rp2j3H/AAq39pf9l74jad4RvTo+pedeDv2dfiR+2b+0V+0b8Y/g7f6/+z3qN5r0fhb45fs+/tw/B1PFGrfs+/G34q/sy/C7w1f/ALWv7MfhT4R/tFeJ/hrZ/ED4qfs2T+ANBTwd8X9Y1zxT8LdQTxS0r+EH8f8AxP8ABnjz+hv4afD7w/8ACn4f+Cfht4WF62geA/CPhXwXpNzqtyL/AFq90vwf4d0vwvpN1rmp+VC+qau2k6PYRXuoyxrJcyRBtqIEjQA2PCfh9fCfhXw14VTWPEHiFPDPh/RvD6a/4s1WbXfFWuLo2nW2nLrHiXXLhUn1nxBqYthe6zqs6LNqOoz3N5IqvMwHQUUUAFFFFAHnHxb+LXgD4GfD7xB8UfifrreHvBnhv+yob69t9J1rxDql7qfiHW9N8MeF/Dnh3wz4a07V/E3izxb4u8U61ovhXwf4Q8MaRq/ibxZ4o1nSPDvh7StS1nU7Kyn/AJ3fjn8XvCv7a37TV8PiJ8Vvj58Dvgn4d8Z/CP4P/sm/FLwzpvxv+B91+xp/wUU8J6/oHxP0zwr+3D+z58QLrRPBPxR1v4xarqfwd1X9nrxJ8TfCmufA7X9AVvhHpg8I/FPx5ofiz4gT/HT9tXxb+1h4E+MPwu+KHhT9oD4T+FU+Onwk8O/D74mfAj9lvxjovi7/AIJ+fG7wf+1JoPhX4DfEb9oH4yftC/FLwH8Pf2gPEurfFK0+FPinXvgZ+zP8H/GOo+GPCOu674e8Q6p428JarpnjzUv0n/Yd/YW8d/s+a/b+OfjJ4l+EOreI/DfwsX4OeDfDPwQ8JePdB8I3Gn3/AMQ5vir8QPjB8S9e+K3j34kePviZ8cPi18QY9L8WeI/FHiHXJLrRL+01GV9X8Xa/4k17xXegHtv7NP7P+ueHfEd5+0h8YfCPg74e/tYfErwPa/D/APaOtfgZ4y8VXfwL+Lmq+ANem0rwN8XpPCWu2Wlq/jG68JaZbHw9rGt6fd+PPB/grxN/wqfxD4v8a6Z4P0DUrX7OoooAKKKKACvyu/b7/bp0z4d+Cvi38BfgL4/Twr+1XqUXhX4SeB/iH4o+D/xi8Y/s/fC348fGeDRF+EHw9+Lfxc8C+GNR8E/DH4hfEax8TaF/wgaeJ9WvY/CepeMvhx408c+FNS8IeItB0fxh33/BRD9rf4gfsreEvhcvw80u107Vfip4x1rws/xT8Q/Af45ftK+D/h/LovhTU/EmlaNJ8Fv2d7rRviV8RfH3xN1ays/Bvw78KWnjHwFpl1dz61rF14qmvtC0zwf4t/L/AMHfs6/Ej9s39or9o34x/B2/1/8AZ71G816Pwt8cv2ff24fg6nijVv2ffjb8Vf2Zfhd4av8A9rX9mPwp8I/2ivE/w1s/iB8VP2bJ/AGgp4O+L+sa54p+FuoJ4paV/CD+P/if4M8eAHov7I37N3gb4yaF8Q/AXgvTPGPjv9kX47a/qnhT9vv9kj9sn4q/Erxn+1d+x5+2P4B+H/hT7J468I/F7xTq3jT4g+IdX19fCvw2njibx9a6do9x/wAKt/aX/Ze+I2neEb06PqX73eE/D6+E/CvhrwqmseIPEKeGfD+jeH01/wAWarNrvirXF0bTrbTl1jxLrlwqT6z4g1MWwvdZ1WdFm1HUZ7m8kVXmYDH+Gnw+8P8Awp+H/gn4beFhetoHgPwj4V8F6Tc6rci/1q90vwf4d0vwvpN1rmp+VC+qau2k6PYRXuoyxrJcyRBtqIEjTuKACiiigArzj4t/FrwB8DPh94g+KPxP11vD3gzw3/ZUN9e2+k614h1S91PxDrem+GPC/hzw74Z8Nadq/ibxZ4t8XeKda0Xwr4P8IeGNI1fxN4s8UazpHh3w9pWpazqdlZT+j1/M78dP21fFv7WHgT4w/C74oeFP2gPhP4VT46fCTw78PviZ8CP2W/GOi+Lv+Cfnxu8H/tSaD4V+A3xG/aB+Mn7QvxS8B/D39oDxLq3xStPhT4p174Gfsz/B/wAY6j4Y8I67rvh7xDqnjbwlqumePNSAIPjn8XvCv7a37TV8PiJ8Vvj58Dvgn4d8Z/CP4P8A7JvxS8M6b8b/AIH3X7Gn/BRTwnr+gfE/TPCv7cP7PnxAutE8E/FHW/jFqup/B3Vf2evEnxN8Ka58Dtf0BW+EemDwj8U/Hmh+LPiB+zf7NP7P+ueHfEd5+0h8YfCPg74e/tYfErwPa/D/APaOtfgZ4y8VXfwL+Lmq+ANem0rwN8XpPCWu2Wlq/jG68JaZbHw9rGt6fd+PPB/grxN/wqfxD4v8a6Z4P0DUrXxL9h39hbx3+z5r9v45+MniX4Q6t4j8N/Cxfg54N8M/BDwl490Hwjcaff8AxDm+KvxA+MHxL174rePfiR4++Jnxw+LXxBj0vxZ4j8UeIdckutEv7TUZX1fxdr/iTXvFd7+ndABRRRQAUUV8c/t1ftH+Jf2WfgHefE3wpoVtqGqXXjTwP4IfxTrfg/4gePvA/wAKtP8AGevW+j6h8VviL4Q+FVne/EPxJ4Q8G2sj3Mnh3wt/Zd74n1+50Dwzc+KfBOm6zfeNPD4B8+/8FQf23rb9mj4A/G7wr8MPHP8Awi/7Sdt8EdS+IOgeIbj4PfGL4t+BPgt4V1LUdS8O6d8V/jbqfwi8MeIx8JPB2pX2i+KtJ8GeOfF8dzptv4i8Pa34qHhDx74W+HHj/RYPjH9jv9nj4e/HLwv468IfD6y8W/ET9jr9oLV77w9+3j+yh+2H8V/iT42/ap/ZE/a+8E/DvwlNpvxB8GfGHxRq3jT4geI9T8SQeGPhpd26nx9babpEzfCz9pj9l34jad4Rvjo+pec6b4U+Kf7c37Ufhb4neDLPX/hb8ffh58E/2fPGvxk+Ff7ZH7N3jf4cfsn/ALWHhrw145+Ntn+zx+1N4I+AXhr9pfxJ8c/hf4k+DfxJn+MOpeDPhL+1BqNlrmspeeBvEOt+FNO8WfDzwF8SPCv7w/sw/AfT/wBmn4HeBPg5ZeIr3xld+GLPUbvxH401HT7bSbzxh4x8SaxqHibxf4kOkWctxbaJY6p4j1fUptF8OwXl9B4Z0EaX4ctr+8tdKhuJAD1vwn4fXwn4V8NeFU1jxB4hTwz4f0bw+mv+LNVm13xVri6Np1tpy6x4l1y4VJ9Z8QamLYXus6rOizajqM9zeSKrzMB0FFFABRRRQBzfjLxh4W+HnhDxV4/8c+INJ8J+CfA/hzXPF/jDxTr17Dpuh+GvC3hrTLrWfEGv6zqFyyW9hpWj6TZXeo6heTukNraW808rKiMR/Od+25+1B8Hv2vfH8PgP4p6v+0f4U/YB8D/Cy9tf2qdM8N6D+1L+x18fPgb4n+Ost7o/7P8A+1z8VoNWtvAWp/En9i99A0Dx7oF7af2Dqnhf4Y+O2fx7+0B4O8R+BdAv2+GvpH7Yv7dGo+MdZ/bm/Zu+L/wQ+NXiz9mrwh8LPjH8Ofit8OfgZ+z346Px70b4ZQfDTTde8QftY6n+1V8U/ip8Gv2WPhx4DXQNS8XXnwu+GmgW3xO+Lfjh/Dej+KvC+oTax/wkHw88Oe+/sU/sB/FjwJ4v+HvxU+Ovxp+HHxks/B83xM+IOgeOvCvwy8aeDfi9+0v49+OnhPS/CWofGT9qvV/HPjzxhbPrWj/C+L/hCvDnwl8E6To/gHwtavpdv4eg8NeEvB3gv4d+GgD6K/Zz/Zn8eHxh4O+OP7TV94T8T/tM/Buz8V/Brwz+0j8G9b1PwjD+1X+zhqmnWeqeDNW+Pvw302ysPDMeuWusarc65L4GFx4s8L+C/ihoeuePPhLrXhnwv8QdR8Jj9BqKKACiiigAr4W/bF/bu+Dv7Keh+MNG8ReKtV0n4haV8K9S+JFxq1j8EvjH8bvAnwW8LX8uueHfCXxh/aHtfg9pFxfeDPg83jHRdTt7i51PxF4V1TxTpvhXx0fCt6YfB/ivV/DnR/t1ftH+Jf2WfgHefE3wpoVtqGqXXjTwP4IfxTrfg/4gePvA/wAKtP8AGevW+j6h8VviL4Q+FVne/EPxJ4Q8G2sj3Mnh3wt/Zd74n1+50Dwzc+KfBOm6zfeNPD/406b4U+Kf7c37Ufhb4neDLPX/AIW/H34efBP9nzxr8ZPhX+2R+zd43+HH7J/7WHhrw145+Ntn+zx+1N4I+AXhr9pfxJ8c/hf4k+DfxJn+MOpeDPhL+1BqNlrmspeeBvEOt+FNO8WfDzwF8SPCoBsfsZ/Cbx54q8W6/LNd3njL9orxHoXw9+Cv/BYj9kD9rb4k+M/ip8PfjZ8O/Gl342k8PftXfsv6941t/GGl6H8KtXTxZ8S9f+FPw88E6BofwE8ffDS98W/A3xH4O+F3xm+Hl3caH++fwV+EXhj4C/C3wd8H/BN/4t1Dwb4B02XQvCh8ceLdd8deI9O8OJf3dzovh6fxX4mu9Q8Q6tpnhbTri38N+HX1nUdQ1G08O6VpVhdahey2rXUvK/syfAfT/wBm34I+AfhDa+Ir3xrqHhTSrxNf8canp9tpd/4s8Sa/4h1zxl4q1ldLtJbmDQdIv/F3ijxFqGgeFre9vbPwtpV9b6HZ3l3FZ/a5/e6ACiiigArm/GXjDwt8PPCHirx/458QaT4T8E+B/DmueL/GHinXr2HTdD8NeFvDWmXWs+INf1nULlkt7DStH0myu9R1C8ndIbW0t5p5WVEYjpK/ny/bF/bo1HxjrP7c37N3xf8Agh8avFn7NXhD4WfGP4c/Fb4c/Az9nvx0fj3o3wyg+Gmm694g/ax1P9qr4p/FT4NfssfDjwGugal4uvPhd8NNAtvid8W/HD+G9H8VeF9Qm1j/AISD4eeHADzf9tz9qD4Pfte+P4fAfxT1f9o/wp+wD4H+Fl7a/tU6Z4b0H9qX9jr4+fA3xP8AHWW90f8AZ/8A2ufitBq1t4C1P4k/sXvoGgePdAvbT+wdU8L/AAx8ds/j39oDwd4j8C6Bft8Nf1P/AGc/2Z/Hh8YeDvjj+01feE/E/wC0z8G7PxX8GvDP7SPwb1vU/CMP7Vf7OGqadZ6p4M1b4+/DfTbKw8Mx65a6xqtzrkvgYXHizwv4L+KGh6548+EuteGfC/xB1HwmPnX9in9gP4seBPF/w9+Knx1+NPw4+Mln4Pm+JnxB0Dx14V+GXjTwb8Xv2l/Hvx08J6X4S1D4yftV6v458eeMLZ9a0f4Xxf8ACFeHPhL4J0nR/APha1fS7fw9B4a8JeDvBfw78NfshQAUUUUAFFFfHP7dX7R/iX9ln4B3nxN8KaFbahql1408D+CH8U634P8AiB4+8D/CrT/GevW+j6h8VviL4Q+FVne/EPxJ4Q8G2sj3Mnh3wt/Zd74n1+50Dwzc+KfBOm6zfeNPD4Bzn7Yv7d3wd/ZT0Pxho3iLxVquk/ELSvhXqXxIuNWsfgl8Y/jd4E+C3ha/l1zw74S+MP7Q9r8HtIuL7wZ8Hm8Y6LqdvcXOp+IvCuqeKdN8K+Oj4VvTD4P8V6v4c/KT9jP4TePPFXi3X5Zru88ZftFeI9C+HvwV/wCCxH7IH7W3xJ8Z/FT4e/Gz4d+NLvxtJ4e/au/Zf17xrb+MNL0P4Vauniz4l6/8Kfh54J0DQ/gJ4++Gl74t+BviPwd8LvjN8PLu40PH03wp8U/25v2o/C3xO8GWev8Awt+Pvw8+Cf7PnjX4yfCv9sj9m7xv8OP2T/2sPDXhrxz8bbP9nj9qbwR8AvDX7S/iT45/C/xJ8G/iTP8AGHUvBnwl/ag1Gy1zWUvPA3iHW/CmneLPh54C+JHhX94f2ZPgPp/7NvwR8A/CG18RXvjXUPCmlXia/wCONT0+20u/8WeJNf8AEOueMvFWsrpdpLcwaDpF/wCLvFHiLUNA8LW97e2fhbSr630OzvLuKz+1zgHVfBX4ReGPgL8LfB3wf8E3/i3UPBvgHTZdC8KHxx4t13x14j07w4l/d3Oi+Hp/Ffia71DxDq2meFtOuLfw34dfWdR1DUbTw7pWlWF1qF7LatdS+o0UUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABXzH+0L+09pfwH1TwF4L0X4U/Fj9oD4w/FC28Y6x4E+CXwStvh4fHmt+Efhwnh1viN47udW+LnxE+Evwx8OeDvBE/jLwTpWsat4q+IWiSXniHxv4P8MeHrXWvEXiLTdMn+nK4XV/hn4E174g+Cfitq/hqwvfiJ8ONB8ceF/BPi1zcx6r4f8OfEmXwnceO9EtXhnjhl0zxPdeA/Bl3qdndxXEMl54Y0W7RI7mwglQA/Jj/AIJf3X7SPxH1mD9oHxB4q+IWr/Av4n/D34j3/ifUPif8X/FPjt/iX8XLz4t6XN8OPE/w9+DHi9ry9/ZCvvhh4HsPid8Lv2gfgX4cfQvhvZ/EVfC2n+ALDxfY+DtR+I/ij9KfG37MvwQ+JHxb8CfHDx54IHiv4i/DOGxTwNea14j8W3vhfw/e6Tfarqei+Ibf4cSa9/wre58Y6BqGt6leeHfHF/4Tu/GHh64uEk0XXLBra0MH57/8Ew/hX+3B4U0CK3/aMt9N+Bfwv+FviH9obwl4T+Ceht4c8Ua98b/FPjj4/eNfHGs/tA/EDxRLZ6nceD/BUS3/APZ3wM+HvhDVLTV9Q0HUdZ8efEbXdRj8R+GvBvhX9gKACiiigAooooA/F/46/Hhf22vFni/4S/sr+M/ibrHjL9kD4zeOvAv7T37PPgD476/+yH8c9Snk0jV/DHw1+MXw8+Jmjala2fjL4e+FfHun3l5b+HPEGqv8J/iEIPFGkeO7DV/F3w3Pws1v9OPAPgnxvrn7O/gv4cftH6xpXjT4kav8F/Dngn486/4In1bwpofizxvqHgez0L4o6x4RudHbQNd8N6VruvS65e6BPpT6Jq2j2d1aSWLabeW0Rh+dPjt+wd4F8bWeg+OPgBqVl+zV+018NvG3xD+KHwn+PHhbQF1me18Y/FjxPceM/iz4a+Kvhp9S0pviz8GvjPr9w8nxU+Gmr63p0N80Wj+IPBmseCfHPg7wL4r8M/d0AnWCFbmSKa5WKMXEsEL28Es4QCWSG3knupIInk3NHC9zcPEhCNPMymRgDyr4LfAr4Ufs8eCx8P8A4PeD7Twf4ak1fUvEWpINQ1nXtc8ReJdYaI6t4o8X+LvE+o614u8aeKNRS3tLe98S+LNc1nXLiysdPsZb9rLT7KCD1qiigAooooA+Y/2hf2ntL+A+qeAvBei/Cn4sftAfGH4oW3jHWPAnwS+CVt8PD481vwj8OE8Ot8RvHdzq3xc+Inwl+GPhzwd4In8ZeCdK1jVvFXxC0SS88Q+N/B/hjw9a614i8Rabpk/59f8ABL+6/aR+I+swftA+IPFXxC1f4F/E/wCHvxHv/E+ofE/4v+KfHb/Ev4uXnxb0ub4ceJ/h78GPF7Xl7+yFffDDwPYfE74XftA/Avw4+hfDez+Iq+FtP8AWHi+x8Haj8R/FH6z6v8M/AmvfEHwT8VtX8NWF78RPhxoPjjwv4J8WubmPVfD/AIc+JMvhO48d6JavDPHDLpnie68B+DLvU7O7iuIZLzwxot2iR3NhBKn5c/8ABMP4V/tweFNAit/2jLfTfgX8L/hb4h/aG8JeE/gnobeHPFGvfG/xT44+P3jXxxrP7QPxA8US2ep3Hg/wVEt//Z3wM+HvhDVLTV9Q0HUdZ8efEbXdRj8R+GvBvhUA/Qjxt+zL8EPiR8W/Anxw8eeCB4r+IvwzhsU8DXmteI/Ft74X8P3uk32q6noviG3+HEmvf8K3ufGOgahrepXnh3xxf+E7vxh4euLhJNF1ywa2tDB7xRRQAUUUUAFfi/8AHX48L+214s8X/CX9lfxn8TdY8ZfsgfGbx14F/ae/Z58AfHfX/wBkP456lPJpGr+GPhr8Yvh58TNG1K1s/GXw98K+PdPvLy38OeINVf4T/EIQeKNI8d2Gr+LvhufhZrf7QV8GfHb9g7wL42s9B8cfADUrL9mr9pr4beNviH8UPhP8ePC2gLrM9r4x+LHie48Z/Fnw18VfDT6lpTfFn4NfGfX7h5Pip8NNX1vTob5otH8QeDNY8E+OfB3gXxX4ZAPovwD4J8b65+zv4L+HH7R+saV40+JGr/Bfw54J+POv+CJ9W8KaH4s8b6h4Hs9C+KOseEbnR20DXfDela7r0uuXugT6U+iato9ndWkli2m3ltEYb3wW+BXwo/Z48Fj4f/B7wfaeD/DUmr6l4i1JBqGs69rniLxLrDRHVvFHi/xd4n1HWvF3jTxRqKW9pb3viXxZrms65cWVjp9jLftZafZQQeqwCdYIVuZIprlYoxcSwQvbwSzhAJZIbeSe6kgieTc0cL3Nw8SEI08zKZGloAKKKKACvmP9oX9p7S/gPqngLwXovwp+LH7QHxh+KFt4x1jwJ8EvglbfDw+PNb8I/DhPDrfEbx3c6t8XPiJ8Jfhj4c8HeCJ/GXgnStY1bxV8QtEkvPEPjfwf4Y8PWuteIvEWm6ZP9OVwur/DPwJr3xB8E/FbV/DVhe/ET4caD448L+CfFrm5j1Xw/wCHPiTL4TuPHeiWrwzxwy6Z4nuvAfgy71Ozu4riGS88MaLdokdzYQSoAfkx/wAEv7r9pH4j6zB+0D4g8VfELV/gX8T/AIe/Ee/8T6h8T/i/4p8dv8S/i5efFvS5vhx4n+HvwY8XteXv7IV98MPA9h8Tvhd+0D8C/Dj6F8N7P4ir4W0/wBYeL7HwdqPxH8UfpT42/Zl+CHxI+LfgT44ePPBA8V/EX4Zw2KeBrzWvEfi298L+H73Sb7VdT0XxDb/DiTXv+Fb3PjHQNQ1vUrzw744v/Cd34w8PXFwkmi65YNbWhg/Pf/gmH8K/24PCmgRW/wC0Zb6b8C/hf8LfEP7Q3hLwn8E9Dbw54o1743+KfHHx+8a+ONZ/aB+IHiiWz1O48H+Colv/AOzvgZ8PfCGqWmr6hoOo6z48+I2u6jH4j8NeDfCv7AUAFFFFABRRRQB+L/x1+PC/tteLPF/wl/ZX8Z/E3WPGX7IHxm8deBf2nv2efAHx31/9kP456lPJpGr+GPhr8Yvh58TNG1K1s/GXw98K+PdPvLy38OeINVf4T/EIQeKNI8d2Gr+LvhufhZrf6rfBjTvifo/we+FGkfG7X9B8V/GfS/hr4F074u+KPCtm2neF/EnxPsfC+lW3j7X/AA3p72ti9joOseK4tW1HR7N7Kza10+5t4GtbcoYU+Vvjt+wd4F8bWeg+OPgBqVl+zV+018NvG3xD+KHwn+PHhbQF1me18Y/FjxPceM/iz4a+Kvhp9S0pviz8GvjPr9w8nxU+Gmr63p0N80Wj+IPBmseCfHPg7wL4r8M/d0AnWCFbmSKa5WKMXEsEL28Es4QCWSG3knupIInk3NHC9zcPEhCNPMymRgDwz4G/sy/BD9m+18U2/wAHfBA8N3PjfU7TVvGOv6r4j8W+OfGXii5023ks9Gg17xz4/wBe8UeMtU0nw9aT3Np4Y0K812XRPDFreX1v4f0/TYb67Sb3iiigAooooA+Y/wBoX9p7S/gPqngLwXovwp+LH7QHxh+KFt4x1jwJ8EvglbfDw+PNb8I/DhPDrfEbx3c6t8XPiJ8Jfhj4c8HeCJ/GXgnStY1bxV8QtEkvPEPjfwf4Y8PWuteIvEWm6ZP+fX/BL+6/aR+I+swftA+IPFXxC1f4F/E/4e/Ee/8AE+ofE/4v+KfHb/Ev4uXnxb0ub4ceJ/h78GPF7Xl7+yFffDDwPYfE74XftA/Avw4+hfDez+Iq+FtP8AWHi+x8Haj8R/FH6z6v8M/AmvfEHwT8VtX8NWF78RPhxoPjjwv4J8WubmPVfD/hz4ky+E7jx3olq8M8cMumeJ7rwH4Mu9Ts7uK4hkvPDGi3aJHc2EEqflz/AMEw/hX+3B4U0CK3/aMt9N+Bfwv+FviH9obwl4T+Ceht4c8Ua98b/FPjj4/eNfHGs/tA/EDxRLZ6nceD/BUS3/8AZ3wM+HvhDVLTV9Q0HUdZ8efEbXdRj8R+GvBvhUA/Qj40/sy/BD9om68EXHxp8EDx9bfD3U7rVvD+gap4j8W2vg28ub240e8uIPGfgbSde0/wb8SNJN34f0e7i0L4iaF4p0S2urJLi20+KaSd5feKKKACiiigAr8X/jr8eF/ba8WeL/hL+yv4z+JuseMv2QPjN468C/tPfs8+APjvr/7Ifxz1KeTSNX8MfDX4xfDz4maNqVrZ+Mvh74V8e6feXlv4c8Qaq/wn+IQg8UaR47sNX8XfDc/CzW/2gr4M+O37B3gXxtZ6D44+AGpWX7NX7TXw28bfEP4ofCf48eFtAXWZ7Xxj8WPE9x4z+LPhr4q+Gn1LSm+LPwa+M+v3DyfFT4aavrenQ3zRaP4g8Gax4J8c+DvAvivwyAfVPwY074n6P8HvhRpHxu1/QfFfxn0v4a+BdO+LvijwrZtp3hfxJ8T7HwvpVt4+1/w3p72ti9joOseK4tW1HR7N7Kza10+5t4GtbcoYU5H4G/sy/BD9m+18U2/wd8EDw3c+N9TtNW8Y6/qviPxb458ZeKLnTbeSz0aDXvHPj/XvFHjLVNJ8PWk9zaeGNCvNdl0Twxa3l9b+H9P02G+u0m9zgE6wQrcyRTXKxRi4lghe3glnCASyQ28k91JBE8m5o4Xubh4kIRp5mUyNLQAUUUUAFeDftB/tA+G/2evDHhnV9U8LeNviN4v+IfjfTvhl8JfhL8M7HQb/AOIvxY+I+qaJ4h8VQ+D/AAini7xH4N8F2NzZeDvB/jLxtr+veNvGfhHwf4Y8G+EPEviTxH4j0vS9JuJx7zXC+M/hn4E+IeofD7VvGnhqw1/U/hT46g+Jnw6v7s3Md14R8d23hjxT4Kj8S6RNazwPDft4R8beLvDdwJDJbXejeItWsLqCa3u5UIB+Ov7HXib9qL49/tU+JfjjYJ8ZPBXw50b4+/GzwV8c/C3xi+Mstzp3hrwP4d+H994e8LfszzfsraT4k8c/Cz4afHb4WfF9/AfjWw+O/wADvEOs+BPjH8DptS8Va38TvGWvfEmw8K+Df1M+NP7MvwQ/aJuvBFx8afBA8fW3w91O61bw/oGqeI/Ftr4NvLm9uNHvLiDxn4G0nXtP8G/EjSTd+H9Hu4tC+ImheKdEtrqyS4ttPimkneX89/2XfhX+3BZftaftQx+KLfTfgT+zJp37YfxE+NsXiHTm8OeKfGv7W8Pjf4VfD3wz4F8KaXaanZ6za/DX4P8AgLQtMs7/AMfeIEEPxD8bfFLToPDXhefwT4a8IeIrzxl+wFABRRRQAUUUUAflF+1T+0Zonx0+InxL/YR+CHjjxLpX7TXwf1P4S/FX4gfBuy+Jniv9m7xZ+0H8Br230jxJ448L/Av9oXwRqum+JvC/iLTdN8QaBPrupeF9c8M65o2sL4d8LeMdT8HeAfiXB45r7Q/ZL8NfGnwh+z/4F8OftA61da78TNNn8ZLcXWqa/a+LfElj4KufHvii8+E3hvxx4xsbHTrDxt8R/CHwmuPBHhT4leN7C0Wx8ZePtF8R+J7Ka7tdViu5+H/aC/Yd+CPx80XxZcNp178Mvi9rfjzQPjD4V/aG+HD2+lfGP4bfG3wb4J0j4eeCvij4Q8R3sF/Emo6J4L0LTfB2qeF9StL7wP428ES674J8beHNf8M+KvEunap9JfDrTvHekeAPBelfFDxPoHjX4kab4W0Kx8eeMPCvhe58E+G/FHi61022g8Qa/oXg+88QeK7rwxpWraolzfWWhz+Jdck0yCdLQ6ldeV5rAHnXwN/Zl+CH7N9r4pt/g74IHhu58b6naat4x1/VfEfi3xz4y8UXOm28lno0GveOfH+veKPGWqaT4etJ7m08MaFea7Lonhi1vL638P6fpsN9dpN7xRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUV5vb/ABB1DUGvn0j4ceOdXsbLWdd0QalaXfw7trW7uvDutX+gajLaxar4+07URbf2jpt0kD3djayyxKkphRXAoA9Iorz/AP4TLxH/ANEm+IH/AIMvhX/88uj/AITLxH/0Sb4gf+DL4V//ADy6APQKK8//AOEy8R/9Em+IH/gy+Ff/AM8uj/hMvEf/AESb4gf+DL4V/wDzy6APQKK8/wD+Ey8R/wDRJviB/wCDL4V//PLo/wCEy8R/9Em+IH/gy+Ff/wA8ugD0CivP/wDhMvEf/RJviB/4MvhX/wDPLo/4TLxH/wBEm+IH/gy+Ff8A88ugD0CivP8A/hMvEf8A0Sb4gf8Agy+Ff/zy6P8AhMvEf/RJviB/4MvhX/8APLoA9Aorz/8A4TLxH/0Sb4gf+DL4V/8Azy6P+Ey8R/8ARJviB/4MvhX/APPLoA9Aorz/AP4TLxH/ANEm+IH/AIMvhX/88uj/AITLxH/0Sb4gf+DL4V//ADy6APQKK8//AOEy8R/9Em+IH/gy+Ff/AM8uj/hMvEf/AESb4gf+DL4V/wDzy6APQKK8/wD+Ey8R/wDRJviB/wCDL4V//PLo/wCEy8R/9Em+IH/gy+Ff/wA8ugD0CivP/wDhMvEf/RJviB/4MvhX/wDPLo/4TLxH/wBEm+IH/gy+Ff8A88ugD0CivP8A/hMvEf8A0Sb4gf8Agy+Ff/zy6P8AhMvEf/RJviB/4MvhX/8APLoA9Aorz/8A4TLxH/0Sb4gf+DL4V/8Azy6P+Ey8R/8ARJviB/4MvhX/APPLoA9Aorz/AP4TLxH/ANEm+IH/AIMvhX/88uj/AITLxH/0Sb4gf+DL4V//ADy6APQKK8//AOEy8R/9Em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<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">32473</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ipy" decimals="2" unitRef="pure">3.74</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-86772951_ia">LU0346390601</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">32024</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ipy" decimals="2" unitRef="pure">3.69</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-86772951_ia">LU1696658423</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-86772951_ia">PARTICIPACIONES|Alken Fund EuropeOpR</iic-com:InversionesFinancierasDescripcion>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">96360</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ipy" decimals="2" unitRef="pure">11.09</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-86772951_ia">LU0368556220</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-86772951_ia">PARTICIPACIONES|Vontobel-Emerg Marke</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12019_V-86772951_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">34556</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ipy" decimals="2" unitRef="pure">3.98</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-86772951_ia">US4642876308</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-86772951_ia">PARTICIPACIONES|ETF IShares FTSE MIB</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S12019_V-86772951_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">31974</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ipy" decimals="2" unitRef="pure">3.68</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-86772951_ia">FR0011036920</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-86772951_ia">PARTICIPACIONES|Oddo Avenir Euro</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12019_V-86772951_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">32534</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ipy" decimals="2" unitRef="pure">3.74</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-86772951_ia">IE00BXDZF412</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-86772951_ia">PARTICIPACIONES|Fortis Group</iic-com:InversionesFinancierasDescripcion>
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<iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ia" decimals="2" unitRef="pure">14.47</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ipy" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-86772951_ia">LU0329573587</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-86772951_ia">PARTICIPACIONES|Threadneedle Eur SM</iic-com:InversionesFinancierasDescripcion>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">37643</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ipy" decimals="2" unitRef="pure">4.33</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-86772951_ia">IE00BZ973H42</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-86772951_ia">PARTICIPACIONES|Legg Mason CB US</iic-com:InversionesFinancierasDescripcion>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">75619</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ia" decimals="2" unitRef="pure">7.80</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">13437</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ipy" decimals="2" unitRef="pure">1.55</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-86772951_ia">LU1293073315</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-86772951_ia">PARTICIPACIONES|Schroder Intl ¿</iic-com:InversionesFinancierasDescripcion>
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<iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ia" decimals="2" unitRef="pure">5.68</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">50058</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ipy" decimals="2" unitRef="pure">5.76</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-86772951_ia">LU0503879685</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-86772951_ia">PARTICIPACIONES|Man Umbrella Convert</iic-com:InversionesFinancierasDescripcion>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">35772</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ia" decimals="2" unitRef="pure">3.69</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">31043</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ipy" decimals="2" unitRef="pure">3.57</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-86772951_ia">LU1242773882</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-86772951_ia">PARTICIPACIONES|Goldman Sachs</iic-com:InversionesFinancierasDescripcion>
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<iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ia" decimals="2" unitRef="pure">0.13</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">47362</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ipy" decimals="2" unitRef="pure">5.45</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-86772951_ia">LU0885728070</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-86772951_ia">PARTICIPACIONES|Schroder Intl. US Eq</iic-com:InversionesFinancierasDescripcion>
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<iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ia" decimals="2" unitRef="pure">7.43</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">27637</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ipy" decimals="2" unitRef="pure">3.18</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-86772951_ia">LU0935229152</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-86772951_ia">PARTICIPACIONES|Natixis AM</iic-com:InversionesFinancierasDescripcion>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">43427</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ipy" decimals="2" unitRef="pure">5.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-86772951_ia">LU0333226826</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-86772951_ia">PARTICIPACIONES|Merrill Lynch World</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12019_V-86772951_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">121163</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ia" decimals="2" unitRef="pure">12.50</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ipy" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-86772951_ia">LU0289214545</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-86772951_ia">PARTICIPACIONES|JPMF Europe Strategi</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12019_V-86772951_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
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</iic-com:ContenidoFicheroAdjunto>
</iic-com:FicheroAdjunto>
</iic-com:DistribucionInversionesFinancieras>
<iic-com:OperativaDerivadosPosiciones>
</iic-com:OperativaDerivadosPosiciones>
</iic-fim:InversionesFinancierasFIM>
<iic-fim:HechosRelevantesFIM>
<iic-com-fon:HechoRelevanteSuspensionSuscripciones contextRef="FIM_S12019_V-86772951_da">false</iic-com-fon:HechoRelevanteSuspensionSuscripciones>
<iic-com-fon:HechoRelevanteReanudacionSuscripciones contextRef="FIM_S12019_V-86772951_da">false</iic-com-fon:HechoRelevanteReanudacionSuscripciones>
<iic-com-fon:HechoRelevanteReembolsoPatrimonio contextRef="FIM_S12019_V-86772951_da">false</iic-com-fon:HechoRelevanteReembolsoPatrimonio>
<iic-com:HechoRelevanteEndeudamiento contextRef="FIM_S12019_V-86772951_da">false</iic-com:HechoRelevanteEndeudamiento>
<iic-com-fon:HechoRelevanteCambioGestora contextRef="FIM_S12019_V-86772951_da">false</iic-com-fon:HechoRelevanteCambioGestora>
<iic-com-fon:HechoRelevanteCambioDepositaria contextRef="FIM_S12019_V-86772951_da">false</iic-com-fon:HechoRelevanteCambioDepositaria>
<iic-com-fon:HechoRelevanteCambioControlGestora contextRef="FIM_S12019_V-86772951_da">false</iic-com-fon:HechoRelevanteCambioControlGestora>
<iic-com:HechoRelevanteCambioEsencial contextRef="FIM_S12019_V-86772951_da">false</iic-com:HechoRelevanteCambioEsencial>
<iic-com-fon:HechoRelevanteAutorizacionFusion contextRef="FIM_S12019_V-86772951_da">false</iic-com-fon:HechoRelevanteAutorizacionFusion>
<iic-com:HechoRelevanteOtros contextRef="FIM_S12019_V-86772951_da">false</iic-com:HechoRelevanteOtros>
</iic-fim:HechosRelevantesFIM>
<iic-com:ExplicacionHechosRelevantes contextRef="FIM_S12019_V-86772951_da">No aplicable.</iic-com:ExplicacionHechosRelevantes>
<iic-fim:OperacionesVinculadasFIM>
<iic-com-fon:OperacionesVinculadasParticipesSignificativos contextRef="FIM_S12019_V-86772951_da">true</iic-com-fon:OperacionesVinculadasParticipesSignificativos>
<iic-com-fon:OperacionesVinculadasModificacionesReglamento contextRef="FIM_S12019_V-86772951_da">false</iic-com-fon:OperacionesVinculadasModificacionesReglamento>
<iic-com:OperacionesVinculadasMismoGrupoDepoGest contextRef="FIM_S12019_V-86772951_da">false</iic-com:OperacionesVinculadasMismoGrupoDepoGest>
<iic-com:OperacionesVinculadasOperacionesConDepositario contextRef="FIM_S12019_V-86772951_da">false</iic-com:OperacionesVinculadasOperacionesConDepositario>
<iic-com:OperacionesVinculadasAvales contextRef="FIM_S12019_V-86772951_da">false</iic-com:OperacionesVinculadasAvales>
<iic-com:OperacionesVinculadasContrapartidaEnGrupo contextRef="FIM_S12019_V-86772951_da">false</iic-com:OperacionesVinculadasContrapartidaEnGrupo>
<iic-com:OperacionesVinculadasIngresosEnElGrupo contextRef="FIM_S12019_V-86772951_da">false</iic-com:OperacionesVinculadasIngresosEnElGrupo>
<iic-com:OperacionesVinculadasOtros contextRef="FIM_S12019_V-86772951_da">true</iic-com:OperacionesVinculadasOtros>
</iic-fim:OperacionesVinculadasFIM>
<iic-com:AnexoOperacionesVinculadas contextRef="FIM_S12019_V-86772951_da">A) El fondo tiene un partícipe significativo a 30-06-2019 que representa el 51,54% del patrimonio.&#13;
H) Otras operaciones vinculadas:&#13;
1.- Remuneración de las cuentas corrientes de la IIC con Inversis Banco SA: -0,40% suponiendo en el periodo 104,86 euros.</iic-com:AnexoOperacionesVinculadas>
<iic-com:ExplicacionInformePeriodico contextRef="FIM_S12019_V-86772951_da">1.- SITUACIÓN DE LOS MERCADOS Y EVOLUCIÓN DEL FONDO&#13;
&#13;
a) Visión de la gestora sobre la situación de los mercados&#13;
&#13;
Finalizamos el primer semestre de 2019  con movimientos políticos y económicos tras la tregua acordada entre Estados Unidos y China en la cumbre del G20 con el fin de retomar las negociaciones y alcanzar un acuerdo en el mes de Diciembre. En cuanto al Brexit, Boris Johnson y Jeremy Hunt fueron elegidos como los candidatos a Primer Ministro británico, siendo el primero de ellos el presunto favorito para liderar a Reino Unido en las negociaciones con la UE. Por otro lado, se confirmaron los relevos en las principales autoridades de la Unión Europea destacando el nombramiento de Christine Lagarde como sucesora de Mario Draghi al frente del Banco Central Europeo. En España, continuamos con un gobierno en funciones y persisten las negociaciones entre los partidos políticos en todo el territorio nacional. &#13;
&#13;
En el plano macroeconómico, en el semestre se ha confirmado la desaceleración industrial alcanzando también a EE UU, mientras que el frente de servicios de las distintas economías (empleo, consumo) mantiene cierta resistencia que evita un debilitamiento mayor de la actividad. &#13;
&#13;
En lo que respecta a los Bancos Centrales, Powell pasó de mostrarse más cauto en cuanto a una nueva subida de tipos en enero a reconocer en sus declaraciones de finales del semestre la posibilidad de un recorte en los tipos de interés en julio en torno a los 25 puntos básicos debido a las incertidumbres. El Banco Central Europeo anunció la posibilidad de nuevas medidas de estímulo monetario (bajadas de tipos, reactivación del QE…) ante la ausencia de presiones inflacionistas en el viejo continente y el temor a una agravación de la guerra comercial.&#13;
&#13;
En el plano de la renta fija gubernamental norteamericana, se han producido compras tanto en los tramos cortos como largos de la curva, especialmente en los cortos. Por el lado de la renta fija europea se han producido compras moderadas en los tramos a corto plazo, siendo los bonos a 10 años el foco de las compras, tanto en los países periféricos como en Alemania. En cuanto a la renta fija corporativa, en Estados Unidos compras centradas en los bonos Investment Grade. En la zona euro, por el contrario, las compras se centraron en los bonos High Yield.&#13;
&#13;
Por el lado de la renta variable, los principales índices europeos han finalizado el semestre con subidas por encima del 15%  del CAC 40 francés, el DAX alemán y el EuroStoxx 50. El Ibex, a pesar de cerrar el semestre con subidas, sigue rezagado con respecto a los demás índices europeos. Respecto a Wall Street, los índices norteamericanos cierran un semestre histórico en cuanto a subidas, con el índice Nasdaq en el primer puesto. En cuanto a los sectores, conviene destacar el comportamiento especialmente positivo de los sectores alimentación e industrial, en contraste con las caídas de los sectores de telecomunicaciones y bancario, este último fuertemente perjudicado por la política monetaria del BCE. &#13;
&#13;
En el mercado de materias primas, subidas en la cotización del petróleo con el precio del de Brent por encima de los 64 dólares el barril. Finalmente, con relación al mercado de divisas, el euro se depreció ligeramente frente al dólar y cerró el semestre en torno a los 1,14 dólares por unidad de euro.&#13;
&#13;
b) Decisiones generales de inversión adoptadas &#13;
&#13;
En este contexto tan positivo para el conjunto de activos tanto de renta fija como de renta variable durante el semestre, mantenemos una visión más cauta al acercarnos a los objetivos marcados para cada uno de los activos.&#13;
&#13;
Por ello y de cara a la segunda parte del año, hemos reducido  la exposición al mercado de renta variable en -52% y aumentado el cash hasta el 6,63%&#13;
&#13;
Dentro de la renta variable buscamos una selección de activos más equilibrada reduciendo la exposición a estilos de inversión growth buscando activos con un sesgo value. &#13;
&#13;
En cuanto a divisas, reducimos nuestra visión y exposición sobre el USD en vistas de una posible depreciación del mismo y abrimos la puerta a la inversión en divisas como la libra esterlina cuando llegue a niveles del 0,91 EUR/GBP.&#13;
&#13;
c)  Índice de referencia&#13;
&#13;
No tiene índice de referencia. La rentabilidad de la letra del Tesoro a 1 año del +0,02% frente a la rentabilidad de la IIC del  10,84 %.&#13;
&#13;
d) Evolución del patrimonio, partícipes, rentabilidad y gastos del fondo&#13;
&#13;
En el primer semestre el patrimonio ha subido un 11,55% y el número de partícipes ha caído un -5,41%. Durante el primer semestre la IIC ha obtenido una rentabilidad positiva del 10,84% y ha soportado unos gastos de 1,29% sobre el patrimonio medio de los cuales el 0,39% corresponden a gastos indirectos&#13;
&#13;
e) Rendimiento del fondo en comparación con el resto de fondos de la Gestora&#13;
&#13;
Durante el semestre analizado la rentabilidad media de los fondos de la misma categoría gestionados por la entidad gestora ha sido de 8,19%.&#13;
&#13;
2. INFORMACIÓN SOBRE LAS INVERSIONES&#13;
&#13;
a) Inversiones concretas realizadas durante el periodo&#13;
La cartera termina el periodo con una exposición a Renta Variable del 27,80%.  La exposición a la divisas Euro y dólar es de 66,6% y 33,4% respectivamente.&#13;
Las principales compras de fondos  realizadas en el periodo fueron Quargra Grantia  , Fort Global, Quadriga Igneo. Asi mismo la cartera ha ganado exposición al oro mediante el ETF Physical Gold (9,02%).&#13;
&#13;
Las ventas de fondos mas siginificativas fueron Threadneedle Europe, Seeyond Europe Oddo Avenir,  Mirae Asia y Vontobel Emerging markets.&#13;
&#13;
La exposición a los estilos de inversión principales en la cartera son por tamaño de capitalización, Momentum de precios y Value.&#13;
&#13;
b) Operativa de préstamo de valores &#13;
&#13;
No aplicable&#13;
&#13;
c) Operativa en derivados  y adquisición temporal de activos&#13;
&#13;
La IIC aplica la metodología del compromiso para calcular la exposición total al riesgo de mercado. Dentro de este cálculo no se consideran las operaciones a plazo que correspondan a la operativa habitual de contado del mercado en el que se realicen, aquellas en las que el diferimiento de la adquisición sea forzoso, las permutas de retorno total, ni las estrategias de gestión con derivados en las que no se genere una exposición adicional. Las operativas anteriormente descritas pueden comportar riesgos de mercado y contrapartida.&#13;
&#13;
Durante el semestre de referencia, la IIC ha operado con instrumentos derivados, en concreto se trata de futuros de cobertura sobre Eurostoxx. En resultado en derivados en el semestre ha sido de un -0,32% sobre el patrimonio medio.&#13;
&#13;
El apalancamiento medio durante el semestre ha sido de 83,97%, debido a la inversión en la operativo en derivados y la inversión en otras IIC.&#13;
&#13;
d) Otra información sobre inversiones&#13;
&#13;
Al final del semestre el porcentaje sobre el patrimonio en IIC es de un 85,06% y las posiciones más significativas son: Quadriga Investors - Grantia Anphora (17,3%), Fort Global UCITS Funds PLC - Diversified (14,47%), y Participaciones Quadriga Inv Igneo Fund D (12,91%). &#13;
&#13;
En el apartado de inversión en otras IIC, se utiliza criterios de selección tanto cuantitativos como cualitativos, centrándose en fondos con suficiente historia para poder analizar su comportamiento en diferentes situaciones de mercado. Las políticas de gestión de los fondos comprados deben ser coherentes con la estrategia de cada una de las instituciones.&#13;
&#13;
En la IIC no hay activos en situación morosa, dudosa o en litigio.&#13;
&#13;
No existen activos que pertenezcan al artículo 48.1 j) del RD 1082/2012.&#13;
&#13;
&#13;
3.- EVOLUCIÓN DEL OBJETIVO CONCRETO DE RENTABILIDAD&#13;
&#13;
No aplicable&#13;
&#13;
4.- RIESGO ASUMIDO POR EL FONDO &#13;
&#13;
La volatilidad es una medida de riesgo que mide cómo la rentabilidad del fondo se ha desviado de su media histórica. Una desviación alta significa que las rentabilidades del fondo han experimentado en el pasado fuertes variaciones, mientras que una desviación baja indica que esas rentabilidades han sido mucho más estables en el tiempo. La IIC tiene recogido en su folleto un límite por volatilidad máxima anualizada del 30%. La volatilidad del fondo ha sido del 4,47% (anualizada), mientras que la del Ibex 35 ha sido del 11,76% y la de la Letra del Tesoro a un año ha sido de 0,73%, debido a que ha mantenido activos de menor riesgo que el IBEX. El VaR histórico es una medida que asume que el pasado se repetirá en el futuro e indica lo máximo que se podría perder, con un nivel de confianza del 99% en un plazo de un mes, teniendo en cuenta los activos que componen la cartera en un momento determinado. El VaR histórico al final del periodo del fondo ha sido del 7,78%.&#13;
&#13;
5.- EJERCICIO DERECHOS POLITICOS. &#13;
&#13;
La política establecida por Andbank Wealth Management, S.G.I.I.C., S.A.U. tiene por objeto aplicar una estrategia adecuada y efectiva para asegurar que los derechos de voto inherentes a los valores que integren las carteras de las instituciones gestionadas, tanto de emisores españoles como extranjeros, se ejerzan en interés de la institución gestionada y de los clientes, partícipes y/o accionistas.&#13;
&#13;
El Consejo de Administración establecerá los criterios para la Asistencia a Juntas de Administración de las sociedades a las que tenga derecho de asistencia, en representación de las instituciones gestionada, o para su delegación.&#13;
&#13;
Andbank Wealth Management, S.G.I.I.C., S.A.U., ejerce los derechos de asistencia y voto en las Juntas Generales de las sociedades españolas, en las que sus IIC bajo gestión tienen con más de un año de antigüedad, una participación superior al 1% del capital social. En general se delega el derecho de asistencia y voto a las Juntas Generales de las sociedades en el Presidente del Consejo de Administración u otro miembro del Consejo. Si en algún caso no fuera así, se informará del sentido del voto en los informes periódicos a partícipes.&#13;
&#13;
6.- INFORMACION Y ADVERTENCIAS CNMV.&#13;
&#13;
No aplicable&#13;
&#13;
7.- ENTIDADES BENEFICIARIAS  del fondo  SOLIDADARIA E IMPORTE CEDIDO A LAS MISMAS&#13;
&#13;
No Aplicable&#13;
&#13;
8.- COSTES DERIVADOS DEL SERVICIO DE ANALISIS.&#13;
&#13;
No aplicable&#13;
&#13;
9.- COMPARTIMENTOS DE PROPÓSITO ESPECIAL&#13;
&#13;
No aplicable&#13;
&#13;
10.- PERSPECTIVAS DE MERCADO Y ACTUACIÓN PREVISIBLE DEL FONDO &#13;
&#13;
Continuaremos aplicando una política de gestión activa y flexible. Entendemos que existen buenas oportunidades en los mercados e intentaremos aportar rentabilidad con niveles de riesgo controlados.&#13;
&#13;
</iic-com:ExplicacionInformePeriodico>
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</iic-com:PoliticaInversion>
<iic-com:OperativaDerivados contextRef="FIM_S12019_V-86772951_ia">Se podrá operar con instrumentos financieros derivados negociados en mercados organizados y no organizados de derivados con la finalidad de cobertura y de inversión 
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<iic-com-fon:RentabilidadMaximaFecha contextRef="FIM_S12019_V-86772951_dly3">2016-02-15</iic-com-fon:RentabilidadMaximaFecha>
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<iic-fim:MedidasRiesgoFIM>
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<iic-com-fon:VolatilidadValorLiquidativo contextRef="FIM_S12019_V-86772951_daq" decimals="2" unitRef="pure">6.07</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo contextRef="FIM_S12019_V-86772951_dpq" decimals="2" unitRef="pure">6.39</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo contextRef="FIM_S12019_V-86772951_dpq2" decimals="2" unitRef="pure">8.34</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo contextRef="FIM_S12019_V-86772951_dpq3" decimals="2" unitRef="pure">5.14</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo contextRef="FIM_S12019_V-86772951_dpy" decimals="2" unitRef="pure">6.96</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo contextRef="FIM_S12019_V-86772951_dpy2" decimals="2" unitRef="pure">4.45</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo contextRef="FIM_S12019_V-86772951_dpy3" decimals="2" unitRef="pure">8.48</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadIbex contextRef="FIM_S12019_V-86772951_daa" decimals="2" unitRef="pure">11.76</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex contextRef="FIM_S12019_V-86772951_daq" decimals="2" unitRef="pure">11.14</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex contextRef="FIM_S12019_V-86772951_dpq" decimals="2" unitRef="pure">12.33</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex contextRef="FIM_S12019_V-86772951_dpq2" decimals="2" unitRef="pure">15.86</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex contextRef="FIM_S12019_V-86772951_dpq3" decimals="2" unitRef="pure">10.52</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex contextRef="FIM_S12019_V-86772951_dpy" decimals="2" unitRef="pure">13.65</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex contextRef="FIM_S12019_V-86772951_dpy2" decimals="2" unitRef="pure">12.89</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex contextRef="FIM_S12019_V-86772951_dpy3" decimals="2" unitRef="pure">25.89</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadLetrasTesoro contextRef="FIM_S12019_V-86772951_daa" decimals="2" unitRef="pure">0.73</iic-com-fon:VolatilidadLetrasTesoro>
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<iic-com-fon:VolatilidadLetrasTesoro contextRef="FIM_S12019_V-86772951_dpq2" decimals="2" unitRef="pure">0.39</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro contextRef="FIM_S12019_V-86772951_dpq3" decimals="2" unitRef="pure">0.25</iic-com-fon:VolatilidadLetrasTesoro>
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<iic-com-fon:VolatilidadLetrasTesoro contextRef="FIM_S12019_V-86772951_dpy2" decimals="2" unitRef="pure">0.59</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro contextRef="FIM_S12019_V-86772951_dpy3" decimals="2" unitRef="pure">0.71</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadVaRHistorica contextRef="FIM_S12019_V-86772951_daa" decimals="2" unitRef="pure">4.87</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica contextRef="FIM_S12019_V-86772951_daq" decimals="2" unitRef="pure">4.87</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica contextRef="FIM_S12019_V-86772951_dpq" decimals="2" unitRef="pure">4.70</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica contextRef="FIM_S12019_V-86772951_dpq2" decimals="2" unitRef="pure">4.63</iic-com-fon:VolatilidadVaRHistorica>
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<iic-com-fon:VolatilidadVaRHistorica contextRef="FIM_S12019_V-86772951_dpy" decimals="2" unitRef="pure">4.63</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica contextRef="FIM_S12019_V-86772951_dpy2" decimals="2" unitRef="pure">4.55</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica contextRef="FIM_S12019_V-86772951_dpy3" decimals="2" unitRef="pure">5.22</iic-com-fon:VolatilidadVaRHistorica>
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<iic-fim:GastosClaseFIM>
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<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ipy" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-86772951_ia">LU1681041890</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ia" decimals="2" unitRef="pure">4.43</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
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<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
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<iic-com:CodigoISIN contextRef="FIM_S12019_V-86772951_ia">IE00BL25JL35</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
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<iic-com:CodigoISIN contextRef="FIM_S12019_V-86772951_ia">LU0942970103</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ia" decimals="2" unitRef="pure">12.53</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ipy" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ipy" decimals="2" unitRef="pure">6.84</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ipy" decimals="2" unitRef="pure">13.49</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:CodigoISIN contextRef="FIM_S12019_V-86772951_ia">LU1681038672</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-86772951_ia">PARTICIPACIONES|Amundi Europe Ucits</iic-com:InversionesFinancierasDescripcion>
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<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ipy" decimals="2" unitRef="pure">6.70</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:CodigoISIN contextRef="FIM_S12019_V-86772951_ia">IE00B52MJY50</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-86772951_ia">PARTICIPACIONES|IShares Euro Corp Bo</iic-com:InversionesFinancierasDescripcion>
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<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ipy" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:CodigoISIN contextRef="FIM_S12019_V-86772951_ia">IE00BYZK4552</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-86772951_ia">PARTICIPACIONES|IsharETF</iic-com:InversionesFinancierasDescripcion>
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<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ia" decimals="2" unitRef="pure">2.62</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ipy" decimals="2" unitRef="pure">1.89</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-86772951_ia">LU0322253229</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-86772951_ia">PARTICIPACIONES|ETF DB X-Trackers</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12019_V-86772951_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">27872</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ipy" decimals="2" unitRef="pure">2.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-86772951_ia">IE00BZ036J45</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-86772951_ia">PARTICIPACIONES|ETF DB X-Trackers</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12019_V-86772951_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">71800</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ia" decimals="2" unitRef="pure">4.86</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">66745</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ipy" decimals="2" unitRef="pure">4.80</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-86772951_ia">IE00BC7GZW19</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-86772951_ia">PARTICIPACIONES|ETF SPDR Energy Sele</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12019_V-86772951_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">90318</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ipy" decimals="2" unitRef="pure">6.50</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-86772951_ia">IE00BKM4GZ66</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-86772951_ia">PARTICIPACIONES|ETF Ishares CORE</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12019_V-86772951_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">63251</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ia" decimals="2" unitRef="pure">4.28</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ipy" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-86772951_ia">LU0322253906</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-86772951_ia">PARTICIPACIONES|ETF DBX MSCI</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12019_V-86772951_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">62012</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ipy" decimals="2" unitRef="pure">4.46</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-86772951_ia">IE00B66F4759</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-86772951_ia">PARTICIPACIONES|ETF Ishares Markit</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12019_V-86772951_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">168936</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ia" decimals="2" unitRef="pure">11.43</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">160665</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ipy" decimals="2" unitRef="pure">11.56</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-86772951_ia">IE00B4PY7Y77</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-86772951_ia">PARTICIPACIONES|ETF Ishares High Div</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12019_V-86772951_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">33003</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ia" decimals="2" unitRef="pure">2.23</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">30737</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ipy" decimals="2" unitRef="pure">2.21</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-86772951_ia">IE00B9M6RS56</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-86772951_ia">PARTICIPACIONES|IShares Euro Corp Bo</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12019_V-86772951_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">47673</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ia" decimals="2" unitRef="pure">3.23</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">44493</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ipy" decimals="2" unitRef="pure">3.20</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-86772951_ia">IE00B4K48X80</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-86772951_ia">PARTICIPACIONES|ETF Ishares ST</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12019_V-86772951_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">64042</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ia" decimals="2" unitRef="pure">4.33</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ipy" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-86772951_ia">IE00B3F81R35</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-86772951_ia">PARTICIPACIONES|ETF Ishares Barclays</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12019_V-86772951_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">76748</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ia" decimals="2" unitRef="pure">5.19</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">73204</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ipy" decimals="2" unitRef="pure">5.26</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-86772951_ia">FR0010527275</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-86772951_ia">PARTICIPACIONES|Accs. ETF Lyxor</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12019_V-86772951_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">26271</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ipy" decimals="2" unitRef="pure">1.89</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-86772951_ia">FR0010524777</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-86772951_ia">PARTICIPACIONES|Accs. ETF Lyxor</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12019_V-86772951_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">34929</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ia" decimals="2" unitRef="pure">2.36</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">27146</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ipy" decimals="2" unitRef="pure">1.95</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIICTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">1353592</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ia" decimals="2" unitRef="pure">91.58</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">1239443</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ipy" decimals="2" unitRef="pure">89.14</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIICTotal>
<iic-com:InversionesFinancierasDepositosTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ipy" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasDepositosTotal>
<iic-com:InversionesFinancierasCapitalRiesgoTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ipy" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasCapitalRiesgoTotal>
<iic-com:InversionesFinancierasTotalInversion>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">1353592</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ia" decimals="2" unitRef="pure">91.58</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">1239443</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ipy" decimals="2" unitRef="pure">89.14</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasTotalInversion>
</iic-com:InversionesFinancierasExterior>
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</iic-com:ContenidoFicheroAdjunto>
</iic-com:FicheroAdjunto>
</iic-com:DistribucionInversionesFinancieras>
<iic-com:OperativaDerivadosPosiciones>
</iic-com:OperativaDerivadosPosiciones>
</iic-fim:InversionesFinancierasFIM>
<iic-fim:HechosRelevantesFIM>
<iic-com-fon:HechoRelevanteSuspensionSuscripciones contextRef="FIM_S12019_V-86772951_da">false</iic-com-fon:HechoRelevanteSuspensionSuscripciones>
<iic-com-fon:HechoRelevanteReanudacionSuscripciones contextRef="FIM_S12019_V-86772951_da">false</iic-com-fon:HechoRelevanteReanudacionSuscripciones>
<iic-com-fon:HechoRelevanteReembolsoPatrimonio contextRef="FIM_S12019_V-86772951_da">true</iic-com-fon:HechoRelevanteReembolsoPatrimonio>
<iic-com:HechoRelevanteEndeudamiento contextRef="FIM_S12019_V-86772951_da">false</iic-com:HechoRelevanteEndeudamiento>
<iic-com-fon:HechoRelevanteCambioGestora contextRef="FIM_S12019_V-86772951_da">false</iic-com-fon:HechoRelevanteCambioGestora>
<iic-com-fon:HechoRelevanteCambioDepositaria contextRef="FIM_S12019_V-86772951_da">false</iic-com-fon:HechoRelevanteCambioDepositaria>
<iic-com-fon:HechoRelevanteCambioControlGestora contextRef="FIM_S12019_V-86772951_da">false</iic-com-fon:HechoRelevanteCambioControlGestora>
<iic-com:HechoRelevanteCambioEsencial contextRef="FIM_S12019_V-86772951_da">false</iic-com:HechoRelevanteCambioEsencial>
<iic-com-fon:HechoRelevanteAutorizacionFusion contextRef="FIM_S12019_V-86772951_da">false</iic-com-fon:HechoRelevanteAutorizacionFusion>
<iic-com:HechoRelevanteOtros contextRef="FIM_S12019_V-86772951_da">false</iic-com:HechoRelevanteOtros>
</iic-fim:HechosRelevantesFIM>
<iic-com:ExplicacionHechosRelevantes contextRef="FIM_S12019_V-86772951_da">C) Que con fecha 17 de Abril del año 2019 se ha producido en el compartimento una reducción patrimonial del compartimento superior al 20%.</iic-com:ExplicacionHechosRelevantes>
<iic-fim:OperacionesVinculadasFIM>
<iic-com-fon:OperacionesVinculadasParticipesSignificativos contextRef="FIM_S12019_V-86772951_da">true</iic-com-fon:OperacionesVinculadasParticipesSignificativos>
<iic-com-fon:OperacionesVinculadasModificacionesReglamento contextRef="FIM_S12019_V-86772951_da">false</iic-com-fon:OperacionesVinculadasModificacionesReglamento>
<iic-com:OperacionesVinculadasMismoGrupoDepoGest contextRef="FIM_S12019_V-86772951_da">false</iic-com:OperacionesVinculadasMismoGrupoDepoGest>
<iic-com:OperacionesVinculadasOperacionesConDepositario contextRef="FIM_S12019_V-86772951_da">false</iic-com:OperacionesVinculadasOperacionesConDepositario>
<iic-com:OperacionesVinculadasAvales contextRef="FIM_S12019_V-86772951_da">false</iic-com:OperacionesVinculadasAvales>
<iic-com:OperacionesVinculadasContrapartidaEnGrupo contextRef="FIM_S12019_V-86772951_da">false</iic-com:OperacionesVinculadasContrapartidaEnGrupo>
<iic-com:OperacionesVinculadasIngresosEnElGrupo contextRef="FIM_S12019_V-86772951_da">false</iic-com:OperacionesVinculadasIngresosEnElGrupo>
<iic-com:OperacionesVinculadasOtros contextRef="FIM_S12019_V-86772951_da">true</iic-com:OperacionesVinculadasOtros>
</iic-fim:OperacionesVinculadasFIM>
<iic-com:AnexoOperacionesVinculadas contextRef="FIM_S12019_V-86772951_da">A) El fondo tiene un partícipe significativo a 30-06-2019 que representa el 22,09 % del patrimonio.&#13;
H) Otras operaciones vinculadas:&#13;
1.- Remuneración de las cuentas corrientes de la IIC con Inversis Banco SA: -0,40% suponiendo en el periodo 268,02 euros.</iic-com:AnexoOperacionesVinculadas>
<iic-com:ExplicacionInformePeriodico contextRef="FIM_S12019_V-86772951_da">1.- SITUACIÓN DE LOS MERCADOS Y EVOLUCIÓN DEL FONDO&#13;
&#13;
a) Visión de la gestora sobre la situación de los mercados&#13;
&#13;
Finalizamos el primer semestre de 2019  con movimientos políticos y económicos tras la tregua acordada entre Estados Unidos y China en la cumbre del G20 con el fin de retomar las negociaciones y alcanzar un acuerdo en el mes de Diciembre. En cuanto al Brexit, Boris Johnson y Jeremy Hunt fueron elegidos como los candidatos a Primer Ministro británico, siendo el primero de ellos el presunto favorito para liderar a Reino Unido en las negociaciones con la UE. Por otro lado, se confirmaron los relevos en las principales autoridades de la Unión Europea destacando el nombramiento de Christine Lagarde como sucesora de Mario Draghi al frente del Banco Central Europeo. En España, continuamos con un gobierno en funciones y persisten las negociaciones entre los partidos políticos en todo el territorio nacional. &#13;
En el plano macroeconómico, en el semestre se ha confirmado la desaceleración industrial alcanzando también a EE UU, mientras que el frente de servicios de las distintas economías (empleo, consumo) mantiene cierta resistencia que evita un debilitamiento mayor de la actividad. &#13;
&#13;
En lo que respecta a los Bancos Centrales, Powell pasó de mostrarse más cauto en cuanto a una nueva subida de tipos en enero a reconocer en sus declaraciones de finales del semestre la posibilidad de un recorte en los tipos de interés en julio en torno a los 25 puntos básicos debido a las incertidumbres. El Banco Central Europeo anunció la posibilidad de nuevas medidas de estímulo monetario (bajadas de tipos, reactivación del QE…) ante la ausencia de presiones inflacionistas en el viejo continente y el temor a una agravación de la guerra comercial.&#13;
&#13;
En el plano de la renta fija gubernamental norteamericana, se han producido compras tanto en los tramos cortos como largos de la curva, especialmente en los cortos. Por el lado de la renta fija europea se han producido compras moderadas en los tramos a corto plazo, siendo los bonos a 10 años el foco de las compras, tanto en los países periféricos como en Alemania. En cuanto a la renta fija corporativa, en Estados Unidos compras centradas en los bonos Investment Grade. En la zona euro, por el contrario, las compras se centraron en los bonos High Yield.&#13;
&#13;
Por el lado de la renta variable, los principales índices europeos han finalizado el semestre con subidas por encima del 15%  del CAC 40 francés, el DAX alemán y el EuroStoxx 50. El Ibex, a pesar de cerrar el semestre con subidas, sigue rezagado con respecto a los demás índices europeos. Respecto a Wall Street, los índices norteamericanos cierran un semestre histórico en cuanto a subidas, con el índice Nasdaq en el primer puesto. En cuanto a los sectores, conviene destacar el comportamiento especialmente positivo de los sectores alimentación e industrial, en contraste con las caídas de los sectores de telecomunicaciones y bancario, este último fuertemente perjudicado por la política monetaria del BCE. &#13;
En el mercado de materias primas, subidas en la cotización del petróleo con el precio del de Brent por encima de los 64 dólares el barril. Finalmente, con relación al mercado de divisas, el euro se depreció ligeramente frente al dólar y cerró el semestre en torno a los 1,14 dólares por unidad de euro.&#13;
&#13;
b) Decisiones generales de inversión adoptadas &#13;
&#13;
En este contexto tan positivo para el conjunto de activos tanto de renta fija como de renta variable durante el semestre, mantenemos una visión más cauta al acercarnos a los objetivos marcados para cada uno de los activos.&#13;
La cartera termina el periodo con una exposición a fondos del 91,58. La posición total de liquidez ha pasado del 10,60% al 8,42% al final del  periodo.&#13;
La exposición por divisa se ha mantenido constante al 100% durante el periodo. La mayor parte de los fondos son ETF de activos  con exposición geográfica definida.&#13;
&#13;
En cuanto a divisas, reducimos nuestra visión y exposición sobre el USD en vistas de una posible depreciación del mismo y abrimos la puerta a la inversión en divisas como la libra esterlina cuando llegue a niveles del 0.91 EUR/GBP.&#13;
&#13;
c)  Índice de referencia&#13;
&#13;
No tiene índice de referencia. La rentabilidad de la letra del Tesoro a 1 año del +0,02%, frente al +10,34% de la IIC.&#13;
&#13;
d) Evolución del patrimonio, partícipes, rentabilidad y gastos de del fondo&#13;
&#13;
En el primer semestre el patrimonio ha subido un 6,29% y el número de partícipes ha caído un -4%. Durante el primer semestre la IIC ha obtenido una rentabilidad positiva del 10,34% y ha soportado unos gastos de 0,89% sobre el patrimonio medio de los cuales el 0,01% corresponden a gastos indirectos.&#13;
&#13;
e) Rendimiento del fondo en comparación con el resto de fondos de la Gestora&#13;
&#13;
Durante el periodo  analizado la rentabilidad media de los fondos de la misma categoría gestionados por la entidad gestora ha sido de 5,47%.&#13;
&#13;
2. INFORMACIÓN SOBRE LAS INVERSIONES&#13;
&#13;
a) Inversiones concretas realizadas durante el periodo&#13;
&#13;
Las principales compras realizadas durante el periodo han sido  acciones del ETF X Global Aggregate Swap un 12,53%, acciones ETF Xtrackers S&amp;P 500 Equal Weight un 11,43% y acciones del ETF Xtrackers MSCI World Quality  5,95%.&#13;
&#13;
Asi mismo, las principales ventas fueron las posiciones en el ETF MSCI  World Small Cap, SP Global Infra Swap y Lyxor World Water.&#13;
&#13;
b) Operativa de préstamo de valores &#13;
&#13;
No aplicable&#13;
&#13;
c) Operativa en derivados  y adquisición temporal de activos&#13;
&#13;
La IIC aplica la metodología del compromiso para calcular la exposición total al riesgo de mercado. Dentro de este cálculo no se consideran las operaciones a plazo que correspondan a la operativa habitual de contado del mercado en el que se realicen, aquellas en las que el diferimiento de la adquisición sea forzoso, las permutas de retorno total, ni las estrategias de gestión con derivados en las que no se genere una exposición adicional. Las operativas anteriormente descritas pueden comportar riesgos de mercado y contrapartida.&#13;
&#13;
Durante el semestre de referencia, la IIC  no ha operado con instrumentos derivados,&#13;
&#13;
El apalancamiento medio durante el semestre ha sido de 81,44%, como consecuencia de la inversión en otras IIC´s. &#13;
&#13;
d) Otra información sobre inversiones&#13;
&#13;
Al final del semestre el porcentaje sobre el patrimonio en IIC es de un 91,59% y las posiciones más significativas son: Acciones  ETF X Global Aggregate Swap (12,53%), Acciones ETF Ishares Eur High Yield Corp (11,43%), y Acciones ETF Xtrackers S&amp;P 500 Equal Weight (11,09%). &#13;
&#13;
En el apartado de inversión en otras IIC, se utiliza criterios de selección tanto cuantitativos como cualitativos, centrándose en fondos con suficiente historia para poder analizar su comportamiento en diferentes situaciones de mercado. Las políticas de gestión de los fondos comprados deben ser coherentes con la estrategia de cada una de las instituciones.&#13;
&#13;
En la IIC no hay activos en situación morosa, dudosa o en litigio.&#13;
&#13;
No existen activos que pertenezcan al artículo 48.1 j) del RD 1082/2012.&#13;
&#13;
3.- EVOLUCIÓN DEL OBJETIVO CONCRETO DE RENTABILIDAD&#13;
&#13;
No aplicable&#13;
&#13;
4.- RIESGO ASUMIDO POR EL FONDO&#13;
&#13;
La volatilidad es una medida de riesgo que mide cómo la rentabilidad del fondo se ha desviado de su media histórica. Una desviación alta significa que las rentabilidades del fondo han experimentado en el pasado fuertes variaciones, mientras que una desviación baja indica que esas rentabilidades han sido mucho más estables en el tiempo. La IIC tiene recogido en su folleto un límite por volatilidad máxima anualizada del 15%. La volatilidad del fondo ha sido del 6,26% (anualizada), mientras que la del Ibex 35 ha sido del 11,76% y la de la Letra del Tesoro a un año ha sido de 0,73%, debido a que ha mantenido activos de menor riesgo que el IBEX. El VaR histórico es una medida que asume que el pasado se repetirá en el futuro e indica lo máximo que se podría perder, con un nivel de confianza del 99% en un plazo de un mes, teniendo en cuenta los activos que componen la cartera en un momento determinado. El VaR histórico al final del periodo del fondo ha sido del 4,87%.&#13;
&#13;
5.- EJERCICIO DERECHOS POLITICOS. &#13;
&#13;
La política establecida por Andbank Wealth Management, S.G.I.I.C., S.A.U. tiene por objeto aplicar una estrategia adecuada y efectiva para asegurar que los derechos de voto inherentes a los valores que integren las carteras de las instituciones gestionadas, tanto de emisores españoles como extranjeros, se ejerzan en interés de la institución gestionada y de los clientes, partícipes y/o accionistas.&#13;
&#13;
El Consejo de Administración establecerá los criterios para la Asistencia a Juntas de Administración de las sociedades a las que tenga derecho de asistencia, en representación de las instituciones gestionada, o para su delegación.&#13;
&#13;
Andbank Wealth Management, S.G.I.I.C., S.A.U., ejerce los derechos de asistencia y voto en las Juntas Generales de las sociedades españolas, en las que sus IIC bajo gestión tienen con más de un año de antigüedad, una participación superior al 1% del capital social. En general se delega el derecho de asistencia y voto a las Juntas Generales de las sociedades en el Presidente del Consejo de Administración u otro miembro del Consejo. Si en algún caso no fuera así, se informará del sentido del voto en los informes periódicos a partícipes.&#13;
&#13;
&#13;
6.- INFORMACION Y ADVERTENCIAS CNMV.&#13;
&#13;
No aplicable&#13;
&#13;
7.- ENTIDADES BENEFICIARIAS DE LA SICAV SOLIDADARIA E IMPORTE CEDIDO A LAS MISMAS&#13;
&#13;
No Aplicable&#13;
&#13;
8.- COSTES DERIVADOS DEL SERVICIO DE ANALISIS.&#13;
&#13;
No aplicable&#13;
&#13;
&#13;
9.- COMPARTIMENTOS DE PROPÓSITO ESPECIAL&#13;
&#13;
No aplicable&#13;
&#13;
&#13;
10.- PERSPECTIVAS DE MERCADO Y ACTUACIÓN PREVISIBLE DEL FONDO &#13;
Continuaremos aplicando una política de gestión activa y flexible. Entendemos que existen buenas oportunidades en los mercados e intentaremos aportar rentabilidad con niveles de riesgo controlados.&#13;
&#13;
</iic-com:ExplicacionInformePeriodico>
<iic-com:AdvertenciasCNMV contextRef="FIM_S12019_V-86772951_da">No aplicable.</iic-com:AdvertenciasCNMV>
<iic-com:InformacionPoliticaRemuneracion contextRef="FIM_S12019_V-86772951_da">No existe información sobre política de remuneración</iic-com:InformacionPoliticaRemuneracion>
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<iic-fim:MedidasRiesgoFIM>
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<iic-com-fon:VolatilidadValorLiquidativo contextRef="FIM_S12019_V-86772951_dpq" decimals="2" unitRef="pure">2.43</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo contextRef="FIM_S12019_V-86772951_dpq2" decimals="2" unitRef="pure">3.82</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo contextRef="FIM_S12019_V-86772951_dpq3" decimals="2" unitRef="pure">1.55</iic-com-fon:VolatilidadValorLiquidativo>
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<iic-com-fon:VolatilidadValorLiquidativo contextRef="FIM_S12019_V-86772951_dpy2" decimals="2" unitRef="pure">1.74</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo contextRef="FIM_S12019_V-86772951_dpy3" decimals="2" unitRef="pure">3.99</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadIbex contextRef="FIM_S12019_V-86772951_daa" decimals="2" unitRef="pure">11.76</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex contextRef="FIM_S12019_V-86772951_daq" decimals="2" unitRef="pure">11.14</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex contextRef="FIM_S12019_V-86772951_dpq" decimals="2" unitRef="pure">12.33</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex contextRef="FIM_S12019_V-86772951_dpq2" decimals="2" unitRef="pure">15.86</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex contextRef="FIM_S12019_V-86772951_dpq3" decimals="2" unitRef="pure">10.52</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex contextRef="FIM_S12019_V-86772951_dpy" decimals="2" unitRef="pure">13.65</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex contextRef="FIM_S12019_V-86772951_dpy2" decimals="2" unitRef="pure">12.89</iic-com-fon:VolatilidadIbex>
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<iic-com-fon:VolatilidadLetrasTesoro contextRef="FIM_S12019_V-86772951_dpq" decimals="2" unitRef="pure">0.19</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro contextRef="FIM_S12019_V-86772951_dpq2" decimals="2" unitRef="pure">0.39</iic-com-fon:VolatilidadLetrasTesoro>
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<iic-com-fon:VolatilidadLetrasTesoro contextRef="FIM_S12019_V-86772951_dpy3" decimals="2" unitRef="pure">0.71</iic-com-fon:VolatilidadLetrasTesoro>
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<iic-com-fon:VolatilidadVaRHistorica contextRef="FIM_S12019_V-86772951_daq" decimals="2" unitRef="pure">2.57</iic-com-fon:VolatilidadVaRHistorica>
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<iic-com-fon:VolatilidadVaRHistorica contextRef="FIM_S12019_V-86772951_dpy" decimals="2" unitRef="pure">2.58</iic-com-fon:VolatilidadVaRHistorica>
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<iic-com-fon:VolatilidadVaRHistorica contextRef="FIM_S12019_V-86772951_dpy3" decimals="2" unitRef="pure">2.92</iic-com-fon:VolatilidadVaRHistorica>
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Pxvdx6p8Sfj94wufiPq2q/tC2B13TLrTtP0O88A22mi8rAh/Yg+Jcfi668JSfHXwDN+yDcftQr+15H8Dz8AL9Pi9a/FhPjvbftWrpsP7QC/G3/AIRM+Am/aet2+LEmmSfs8N4zcXFx4Z/4T5bBkuUAPn79mT47/tC6pp3/AATX/aN8fftC+MviN4O/4KayxtcfATW/h98EdF+H/wADofiP+x/8a/20/hyvwu8R+B/hx4S+LOfB3hf4NyfDrxMPip8R/i+fFN1rra1ZyaDNaxk/T37ZjFP2hf8AglFIqNK8f7fvxFZYIyglmJ/4Jbf8FKUKRmV44Qyq7TMZpokMcThWaUxxSYXwK/Yg+Jfwv1r9nrw344+OvgH4gfs+/sbz6pP+yj8N/DvwAv8A4e/EXwYF+F3jj4DeB4Pib8WLn42+OfDvxEg+HnwO+I/jD4faKvg74P8AwfbUxf2uueIH1K8szDcb/wC2R/ycV/wSd/7P/wDiP/66y/4KWUAfd/225/6BOof9/NK/+WdH225/6BOof9/NK/8AlnWhRQBn/bbn/oE6h/380r/5Z0fbbn/oE6h/380r/wCWdaFFAGf9tuf+gTqH/fzSv/lnR9tuf+gTqH/fzSv/AJZ1oUUAZ/225/6BOof9/NK/+WdH225/6BOof9/NK/8AlnWhRQBn/bbn/oE6h/380r/5Z0fbbn/oE6h/380r/wCWdaFFAGf9tuf+gTqH/fzSv/lnR9tuf+gTqH/fzSv/AJZ1oUUAZ/225/6BOof9/NK/+WdH225/6BOof9/NK/8AlnWhRQBn/bbn/oE6h/380r/5Z0fbbn/oE6h/380r/wCWdaFFAGf9tuf+gTqH/fzSv/lnR9tuf+gTqH/fzSv/AJZ1oUUAZ/225/6BOof9/NK/+WdH225/6BOof9/NK/8AlnWhRQBn/bbn/oE6h/380r/5Z0fbbn/oE6h/380r/wCWdaFFAGf9tuf+gTqH/fzSv/lnR9tuf+gTqH/fzSv/AJZ1oUUAZ/225/6BOof9/NK/+WdH225/6BOof9/NK/8AlnWhRQBn/bbn/oE6h/380r/5Z0fbbn/oE6h/380r/wCWdaFFAGf9tuf+gTqH/fzSv/lnR9tuf+gTqH/fzSv/AJZ1oUUAZ/225/6BOof9/NK/+WdH225/6BOof9/NK/8AlnWhRQBn/bbn/oE6h/380r/5Z0fbbn/oE6h/380r/wCWdaFFAGf9tuf+gTqH/fzSv/lnR9tuf+gTqH/fzSv/AJZ1oUUAZ/225/6BOof9/NK/+WdH225/6BOof9/NK/8AlnWhRQBn/bbn/oE6h/380r/5Z0fbbn/oE6h/380r/wCWdaFFAGf9tuf+gTqH/fzSv/lnR9tuf+gTqH/fzSv/AJZ1oUUAZ/225/6BOof9/NK/+WdH225/6BOof9/NK/8AlnWhRQBn/bbn/oE6h/380r/5Z0fbbn/oE6h/380r/wCWdaFFAGf9tuf+gTqH/fzSv/lnR9tuf+gTqH/fzSv/AJZ1oUUAZ/225/6BOof9/NK/+WdH225/6BOof9/NK/8AlnWhRQBn/bbn/oE6h/380r/5Z0fbbn/oE6h/380r/wCWdaFFAGf9tuf+gTqH/fzSv/lnR9tuf+gTqH/fzSv/AJZ1oUUAZ/225/6BOof9/NK/+WdH225/6BOof9/NK/8AlnWhRQBn/bbn/oE6h/380r/5Z0fbbn/oE6h/380r/wCWdaFFAGf9tuf+gTqH/fzSv/lnR9tuf+gTqH/fzSv/AJZ1oUUAZ/225/6BOof9/NK/+WdH225/6BOof9/NK/8AlnWhRQB+FX/BbieWbwD8BRJZ3NqF8X+MyDO1owfOi6NkL9murggjqd4Uc8EnIH87lf0Wf8Fv/wDkQPgH/wBjh40/9MujV/OnX99eBX/JtMj/AOwjOP8A1b40/wAufpMf8ni4l/7Bcg/9UOXBX97Gk3lz/ZWmf8SnUD/xL7PnzNK/59o/XU81/BPX99Gk/wDIK0z/ALB9l/6TRV+afSb/AIfBf+PiH/0nJD9i+hr/ABfET/r3wp/6VxGH225/6BOof9/NK/8AlnR9tuf+gTqH/fzSv/lnWhRX8oH9yGf9tuf+gTqH/fzSv/lnR9tuf+gTqH/fzSv/AJZ1oUUAZ/225/6BOof9/NK/+WdeGfsysX+G/iFmjeJm+P8A+1iTHIULoT+1P8ZflYxPJGSO+yR19GNfQdfP/wCzR/yTrxH/ANnAftZf+tT/ABloA+gKKKKACiiuI+JnxF8IfCD4deO/it8QNXi0DwL8NvCHiPx14w1qZJJU0vw14U0i71vWr7yYlea4e30+yuJIraBJLi5lCQQRyTSIjAHb0V+WH/BMDxd8fvFmof8ABQA/tG+I/FOo+ONP/bb8P6jpvgbxJrMur2vwI8MfE79gP9hP45Wn7P8A4WRZ5NLsPD3wo1n4qa74dlbQ4bKw8SeJk8R+Oru3k13xZrN7d/OSa74wHguf9ut/in8fW+KMn/BWBf2UovAyfHf4rJ8Bo/gcn/BWGL/gmn/wh7fs6yeJ5fgSyt8No5PiQ3jKL4cQfElvH8n9p/8ACcfZwySAH7uV8Aftkf8AJxX/AASd/wCz/wD4j/8ArrL/AIKWV8Rfspa74w0rwv8A8Eif2pbr4p/H3xR48/4KRy6ZJ+0H4Z8efHf4reO/hOqfGD9gf9ob9tSzj8D/AAb8ZeJ9c+F/wlHw58ZfCHw/4L8Jf8Ke8JfDlZfCl7qNn4ij1qS4G37b/bMYp+0L/wAEopFRpXj/AG/fiKywRlBLMT/wS2/4KUoUjMrxwhlV2mYzTRIY4nCs0pjikAP0BorP+23P/QJ1D/v5pX/yzo+23P8A0CdQ/wC/mlf/ACzoA0KKz/ttz/0CdQ/7+aV/8s6Pttz/ANAnUP8Av5pX/wAs6ANCis/7bc/9AnUP+/mlf/LOj7bc/wDQJ1D/AL+aV/8ALOgDQorP+23P/QJ1D/v5pX/yzo+23P8A0CdQ/wC/mlf/ACzoA0KKz/ttz/0CdQ/7+aV/8s6Pttz/ANAnUP8Av5pX/wAs6ANCis/7bc/9AnUP+/mlf/LOj7bc/wDQJ1D/AL+aV/8ALOgDQorP+23P/QJ1D/v5pX/yzo+23P8A0CdQ/wC/mlf/ACzoA0KKz/ttz/0CdQ/7+aV/8s6Pttz/ANAnUP8Av5pX/wAs6ANCis/7bc/9AnUP+/mlf/LOj7bc/wDQJ1D/AL+aV/8ALOgDQorP+23P/QJ1D/v5pX/yzo+23P8A0CdQ/wC/mlf/ACzoA0KKz/ttz/0CdQ/7+aV/8s6Pttz/ANAnUP8Av5pX/wAs6ANCis/7bc/9AnUP+/mlf/LOj7bc/wDQJ1D/AL+aV/8ALOgDQorP+23P/QJ1D/v5pX/yzo+23P8A0CdQ/wC/mlf/ACzoA0KKz/ttz/0CdQ/7+aV/8s6Pttz/ANAnUP8Av5pX/wAs6ANCis/7bc/9AnUP+/mlf/LOj7bc/wDQJ1D/AL+aV/8ALOgDQorP+23P/QJ1D/v5pX/yzo+23P8A0CdQ/wC/mlf/ACzoA0KKz/ttz/0CdQ/7+aV/8s6Pttz/ANAnUP8Av5pX/wAs6ANCis/7bc/9AnUP+/mlf/LOj7bc/wDQJ1D/AL+aV/8ALOgDQorP+23P/QJ1D/v5pX/yzo+23P8A0CdQ/wC/mlf/ACzoA0KKz/ttz/0CdQ/7+aV/8s6Pttz/ANAnUP8Av5pX/wAs6ANCis/7bc/9AnUP+/mlf/LOj7bc/wDQJ1D/AL+aV/8ALOgDQorP+23P/QJ1D/v5pX/yzo+23P8A0CdQ/wC/mlf/ACzoA0KKz/ttz/0CdQ/7+aV/8s6Pttz/ANAnUP8Av5pX/wAs6ANCis/7bc/9AnUP+/mlf/LOj7bc/wDQJ1D/AL+aV/8ALOgDQorP+23P/QJ1D/v5pX/yzo+23P8A0CdQ/wC/mlf/ACzoA0KKz/ttz/0CdQ/7+aV/8s6Pttz/ANAnUP8Av5pX/wAs6ANCis/7bc/9AnUP+/mlf/LOj7bc/wDQJ1D/AL+aV/8ALOgDQorP+23P/QJ1D/v5pX/yzo+23P8A0CdQ/wC/mlf/ACzoA0KKz/ttz/0CdQ/7+aV/8s6Pttz/ANAnUP8Av5pX/wAs6ANCis/7bc/9AnUP+/mlf/LOj7bc/wDQJ1D/AL+aV/8ALOgDQorP+23P/QJ1D/v5pX/yzo+23P8A0CdQ/wC/mlf/ACzoA/EP/gt//wAiB8A/+xw8af8Apl0av506/oj/AOC3E8s3gH4CiSzubUL4v8ZkGdrRg+dF0bIX7NdXBBHU7wo54JOQP53K/vrwK/5Npkf/AGEZx/6t8af5c/SY/wCTxcS/9guQf+qHLgr++jSf+QVpn/YPsv8A0mir+Bev72NJvLn+ytM/4lOoH/iX2fPmaV/z7R+up5r80+k3/D4L/wAfEP8A6Tkh+xfQ1/i+In/XvhT/ANK4jOgorP8Attz/ANAnUP8Av5pX/wAs6Pttz/0CdQ/7+aV/8s6/lA/uQ0KKz/ttz/0CdQ/7+aV/8s6Pttz/ANAnUP8Av5pX/wAs6ANCvn/9mj/knXiP/s4D9rL/ANan+Mte4fbbn/oE6h/380r/AOWdeGfsysX+G/iFmjeJm+P/AO1iTHIULoT+1P8AGX5WMTyRkjvskdfRjQB9B0UUUAFcV8Rfhr8OvjB4K8QfDX4teAPBXxR+HPiy0jsPFPgD4i+FdC8beCvEtjDd29/DZeIPCviaw1PQtZtIr60tbyO31GwuYY7u2t7hUE0Mbr2tFAH5+fDf/gnt8GP2UvBP7aH/AAwh4N+Hn7MHxT/aujuPEuk+IPAfwy+EnhHwx8LviB4c+A/h74P/AAqh8J+G9A+F0mhL8PPBPiPw5e/F+Dwf4w8N/EPSF+KPxM+Mfid9Kv7Px/qfh09FD+wx4Zh+J914wHxy+Pj/AAovPjIv7Qsv7Kst78H3+AI+NKeKLb4hx+Oors/Bz/hfcJT4rWkPxdHhGP45r8Pj8SQ/iJ/CLebLaP8AcNFAHw98HP2GPDPwd8Y+B9bj+OXx8+IfgD4PT+I7n9n34E/EO9+D8/wr+AE3iTRdd8Jlvh9eeDfg54L+LOur4e8B+KPE3w88Hx/Fv4pfE2Pwr4K17UdF0VLUNBPBg/tkf8nFf8Enf+z/AP4j/wDrrL/gpZX3/XwB+2R/ycV/wSd/7P8A/iP/AOusv+CllAH3/RRRQAUUUUAFFFFABRRRQAUUVx/j/wAfeEfhd4O17x/481hNA8IeGLRb7XNYktNQv0sLR7iG0WZrTS7S+1CcG4uIY9traTyDfuKhFZl0o0auIq0sPh6VSvXr1IUaNGjCVWrWq1ZKFOlSpwUp1KlScowhCEXKcmoxTbSMq9ehhaFbFYqtSw2Gw1KpXxGIr1IUaFChRhKpVrVqtSUadKlSpxlOpUnKMIQjKUpKKbOwor4R/wCHmf7Dv/Rd9P8A/CJ+Jn/zF0f8PM/2Hf8Aou+n/wDhE/Ez/wCYuvpP9R+NP+iQ4o/8MGbf/Mh8f/xEnw6/6L7gr/xKcj/+b/Nfefd1FcB8MPil4D+M3grSfiJ8NPEEfijwbrkmoxaVrUVjqmmx3cmk6ld6RqCrZ6zY6dqMX2fUbG6tiZ7OISGIyRGSFkkbv6+cr4evha9bDYqjVw2Jw9WdHEYevTnRr0K1KThVo1qVSMalKrTnFwnTnGM4STjJJpo+uwuKw2Nw2HxmCxFDF4PF0aWJwuKwtaniMNicPXhGpRr4evSlOlWo1qco1KVWnOUKkJRlCTi0wooorI3CiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA/DP/gt/wD8iB8A/wDscPGn/pl0av506/os/wCC3/8AyIHwD/7HDxp/6ZdGr+dOv768Cv8Ak2mR/wDYRnH/AKt8af5c/SY/5PFxL/2C5B/6ocuCv76NJ/5BWmf9g+y/9Joq/gXr++jSf+QVpn/YPsv/AEmir80+k3/D4L/x8Q/+k5IfsX0Nf4viJ/174U/9K4jNCiiiv5QP7kCiiigAr5//AGaP+SdeI/8As4D9rL/1qf4y19AV8/8A7NH/ACTrxH/2cB+1l/61P8ZaAPoCiiigArgPij8MPBXxm8B+Ifhl8RtMvta8D+LIbO08SaJY+IvEvhc61ptnqVlqj6NqGp+E9X0PWLjQNWksY9P8S6A2of2L4s8PXOqeFfE9hq/hnWdX0m+7+uA+KPwt8A/GnwJr3w0+J3h238U+C/EY01tT0me61HTp473RNXsPEPh7WtI1nRrzTtd8O+JfDHiTSdI8S+FPFPh7U9L8R+FvEukaT4i8PapputaZY31uAfl9/wAE8vANz8F/2sf24vgyfgH8JP2T9F0X4efsjePvB37Pn7M3iX/hJ/2aB4T8b6p+1BoFv8cvC3/FtvgpH4W+LvxR174eeIfBXxi8GWPwg8L6Xp+n/Bj4aeILfXvHd54o1HxJN84x/C/wUvw0uf23z8LvC8n7ZL/8Fk4/hJJ8dW8OwL8YYfgmP+CzNv8AsQReAP8AhN4Uj8X/APCrj+yGsWnL4CuNVl8CNazDxV/YJnaK7T9W9O/Y7+G/gn4LfG/4T/CLX/ih4A8Q/HDwZ4q8Na58cNa+M/xu+K3x8stY1zwfqXhDw54sHx0+JnxN8Q/HC71P4c2+oLd/D5I/idp8ngqa3H/CG3nhuaQ3KyxfsS/s5QfGe4+PEXhbxonje68Yj4j3OhD42/HM/Beb4kjT4dNHxKk/ZvPxIP7PDfEdYbeC6Tx8fhd/wlyavDFry6yNcRdRAB+T/wCyF8L/AAV4D8C/8ETf2nPCXwu8L+Ff2jv2zLjRm/bI+K+i+HYNK+I3xbm+L3/BOD9p39p74hRfGPxNZJBrfjhrD9oX4eeCLrQx4/u9dk8Fz2UGg6A2lrO8Mn6G/tmFx+0L/wAEojEqvMP2/fiKYY5HMcUjn/glt/wUpDLJMqSvEoiMjqywTFpESIoqyNNF6n8LP2Jf2cvgx8Q5fid8P/C3jSx8Qxy+KpvD+jeIPjb8c/Hfw0+Hk3je+m1DxbL8IPgz49+JHib4QfBeTX57m7i1F/hN4G8GNNp97f6VldLvruzm8u/bI/5OK/4JO/8AZ/8A8R//AF1l/wAFLKAPu/zNV/58tP8A/Bnc/wDypo8zVf8Any0//wAGdz/8qa0KKAM/zNV/58tP/wDBnc//ACpo8zVf+fLT/wDwZ3P/AMqa0KKAM/zNV/58tP8A/Bnc/wDypo8zVf8Any0//wAGdz/8qa0KKAM/zNV/58tP/wDBnc//ACpo8zVf+fLT/wDwZ3P/AMqa0KKAM/zNV/58tP8A/Bnc/wDypr40/wCChMmon9jL4/Ca1skjPhC13vHfzyuo/wCEi0TlY202FWOcDBlTjJzxg/bdfGP/AAUN/wCTLv2gP+xPtf8A1I9Er6Pg7/kruFv+yjyP/wBWeFPkuP8A/khONf8AskuI/wD1T40/jVooor/TU/xsP63v+CWT36/sQ/CQQW1nJF/aHxH2vLfTQyH/AIuX4t3bo00+dVw2QMStkAE7Sdo/QrzNV/58tP8A/Bnc/wDypr4B/wCCVv8AyY78I/8AsIfEj/1Zni6v0Or/ADV4/wD+S64y/wCyoz7/ANWeKP8AYXwu/wCTaeH3/ZFcL/8AqkwRn+Zqv/Plp/8A4M7n/wCVNHmar/z5af8A+DO5/wDlTWhRXyJ92Z/mar/z5af/AODO5/8AlTR5mq/8+Wn/APgzuf8A5U1oUUAZ/mar/wA+Wn/+DO5/+VNHmar/AM+Wn/8Agzuf/lTWhRQBn+Zqv/Plp/8A4M7n/wCVNHmar/z5af8A+DO5/wDlTWhRQBn+Zqv/AD5af/4M7n/5U0eZqv8Az5af/wCDO5/+VNaFFAGf5mq/8+Wn/wDgzuf/AJU0eZqv/Plp/wD4M7n/AOVNaFFAGf5mq/8APlp//gzuf/lTR5mq/wDPlp//AIM7n/5U1oUUAZ/mar/z5af/AODO5/8AlTR5mq/8+Wn/APgzuf8A5U1oUUAZ/mar/wA+Wn/+DO5/+VNHmar/AM+Wn/8Agzuf/lTWhRQBn+Zqv/Plp/8A4M7n/wCVNHmar/z5af8A+DO5/wDlTWhRQBn+Zqv/AD5af/4M7n/5U0eZqv8Az5af/wCDO5/+VNaFFAGf5mq/8+Wn/wDgzuf/AJU0eZqv/Plp/wD4M7n/AOVNaFFAGf5mq/8APlp//gzuf/lTR5mq/wDPlp//AIM7n/5U1oUUAZ/mar/z5af/AODO5/8AlTR5mq/8+Wn/APgzuf8A5U1oUUAZ/mar/wA+Wn/+DO5/+VNHmar/AM+Wn/8Agzuf/lTWhRQBn+Zqv/Plp/8A4M7n/wCVNHmar/z5af8A+DO5/wDlTWhRQBn+Zqv/AD5af/4M7n/5U0eZqv8Az5af/wCDO5/+VNaFFAGf5mq/8+Wn/wDgzuf/AJU0eZqv/Plp/wD4M7n/AOVNaFFAGf5mq/8APlp//gzuf/lTR5mq/wDPlp//AIM7n/5U1oUUAZ/mar/z5af/AODO5/8AlTR5mq/8+Wn/APgzuf8A5U1oUUAZ/mar/wA+Wn/+DO5/+VNHmar/AM+Wn/8Agzuf/lTWhRQBn+Zqv/Plp/8A4M7n/wCVNHmar/z5af8A+DO5/wDlTWhRQBn+Zqv/AD5af/4M7n/5U0eZqv8Az5af/wCDO5/+VNaFFAGf5mq/8+Wn/wDgzuf/AJU0eZqv/Plp/wD4M7n/AOVNaFFAH4Vf8FuGu28A/AX7TBbQgeL/ABnsMF1LcFj/AGLo2Qwks7UKAMYIL56EDGT/ADuV/RZ/wW//AORA+Af/AGOHjT/0y6NX86df314Ff8m0yP8A7CM4/wDVvjT/AC5+kx/yeLiX/sFyD/1Q5cFf3saTJqv9laZiz0/H9n2f/MTuf+faP/qEn+dfwT1/fRpP/IK0z/sH2X/pNFX5p9Jv+HwX/j4h/wDSckP2L6Gv8XxE/wCvfCn/AKVxGHmar/z5af8A+DO5/wDlTR5mq/8APlp//gzuf/lTWhRX8oH9yGf5mq/8+Wn/APgzuf8A5U0eZqv/AD5af/4M7n/5U1oUUAZ/mar/AM+Wn/8Agzuf/lTXhn7Mpc/DfxCZVRJD8f8A9rHesbmRFb/hqf4y5CyNHEzgdmMaE/3RX0HXz/8As0f8k68R/wDZwH7WX/rU/wAZaAPoCiiigAoorzn4tfDHwB8ZPh54k+G3xT0yTW/h74khsB4r0UeINf8ADVprGl6Rqthrr6TrWoeG9W0S/u/DGpS6XFZeK/Dt3fN4d8X+Gp9W8J+LtO1nwprWtaPfgHo1FfnH+w98E/hx8OfiT+0T49/Zq8E+DfhD+x78Q9L+DegfBz4YfDLQdL8HfCrxD48+Hr/FKX4vftHfDbwT4ctdO8K6D4V+MFp41+G3gOx1bw/penWHxHT4FD4q6adc8OeOPD3i3xH8Gx/C/wAFL8NLn9t8/C7wvJ+2S/8AwWTj+Eknx1bw7Avxhh+CY/4LM2/7EEXgD/hN4Uj8X/8ACrj+yGsWnL4CuNVl8CNazDxV/YJnaK7QA/oOr4A/bI/5OK/4JO/9n/8AxH/9dZf8FLK/PD9kL4X+CvAfgX/gib+054S+F3hfwr+0d+2ZcaM37ZHxX0Xw7BpXxG+Lc3xe/wCCcH7Tv7T3xCi+MfiaySDW/HDWH7Qvw88EXWhjx/d67J4LnsoNB0BtLWd4ZP0N/bMLj9oX/glEYlV5h+378RTDHI5jikc/8Etv+ClIZZJlSV4lERkdWWCYtIiRFFWRpogD9AaKz/M1X/ny0/8A8Gdz/wDKmjzNV/58tP8A/Bnc/wDypoA0KKz/ADNV/wCfLT//AAZ3P/ypo8zVf+fLT/8AwZ3P/wAqaANCis/zNV/58tP/APBnc/8Aypo8zVf+fLT/APwZ3P8A8qaANCis/wAzVf8Any0//wAGdz/8qaPM1X/ny0//AMGdz/8AKmgDQr4x/wCChv8AyZd+0B/2J9r/AOpHolfX3mar/wA+Wn/+DO5/+VNfGn/BQmTUT+xl8fhNa2SRnwha73jv55XUf8JFonKxtpsKsc4GDKnGTnjB+j4O/wCSu4W/7KPI/wD1Z4U+S4//AOSE41/7JLiP/wBU+NP44qKKK/01P8bD+ur/AIJW/wDJjvwj/wCwh8SP/VmeLq/Q6vzl/wCCWT36/sQ/CQQW1nJF/aHxH2vLfTQyH/i5fi3dujTT51XDZAxK2QATtJ2j9CvM1X/ny0//AMGdz/8AKmv81eP/APkuuMv+yoz7/wBWeKP9hfC7/k2nh9/2RXC//qkwRoUVn+Zqv/Plp/8A4M7n/wCVNHmar/z5af8A+DO5/wDlTXyJ92aFFZ/mar/z5af/AODO5/8AlTR5mq/8+Wn/APgzuf8A5U0AaFFZ/mar/wA+Wn/+DO5/+VNHmar/AM+Wn/8Agzuf/lTQBoUVn+Zqv/Plp/8A4M7n/wCVNHmar/z5af8A+DO5/wDlTQBoUVn+Zqv/AD5af/4M7n/5U0eZqv8Az5af/wCDO5/+VNAGhRWf5mq/8+Wn/wDgzuf/AJU0eZqv/Plp/wD4M7n/AOVNAGhRWf5mq/8APlp//gzuf/lTR5mq/wDPlp//AIM7n/5U0AaFfPP7RP7T3wr/AGXfD2geJ/itd63aaV4l1mXQdMfQ9Gm1md9QisZtQdZoYZYmhi+zQSESkkFwExk5r3bzNV/58tP/APBnc/8Aypr8Wv8Agte943wY+DwuYLaJf+Fn320wXctwxb/hFNT4ZZLK1CjHO4Mxzxt719fwDkeC4l4vyPI8xdeOCzHE1KOIeGqRpV1CGFr1l7OpOFSMXz043bhLS6td3XwPijxLmPB3APEnEuUxw0sxynCUK+FjjKU62Gc6mOwuHl7WlCpRnOPs607KNSDUrO9lZ+7/APD3j9jf/oNfED/whL7/AOS6P+HvH7G//Qa+IH/hCX3/AMl1/KLRX9Z/8S78A/8AP7iH/wAOOF/+d/8AV35W/hf/AImx8Uf+gfhX/wANOM/+ep/fTpWo22saZp2r2RdrPVbCz1G0aRDHIba+t47qAyRkko5ilQshJKtlSeKv1wPw/k1T/hAvBOLOwI/4RHw3gnUrgEj+xrLBIGlMASOoBOOmT1rrvM1X/ny0/wD8Gdz/APKmv4irwjTr1qcb8tOrUhG+r5YTlFXel3Za6I/0fwtSVbDYatO3PVoUakrKy5qlOMpWV3ZXbsrvTqaFFZ/mar/z5af/AODO5/8AlTR5mq/8+Wn/APgzuf8A5U1kbmhRWf5mq/8APlp//gzuf/lTR5mq/wDPlp//AIM7n/5U0AaFFZ/mar/z5af/AODO5/8AlTR5mq/8+Wn/APgzuf8A5U0AaFFZ/mar/wA+Wn/+DO5/+VNHmar/AM+Wn/8Agzuf/lTQBoUVn+Zqv/Plp/8A4M7n/wCVNHmar/z5af8A+DO5/wDlTQBoUVn+Zqv/AD5af/4M7n/5U0eZqv8Az5af/wCDO5/+VNAGhRWf5mq/8+Wn/wDgzuf/AJU0eZqv/Plp/wD4M7n/AOVNAGhRWf5mq/8APlp//gzuf/lTR5mq/wDPlp//AIM7n/5U0AaFFZ/mar/z5af/AODO5/8AlTR5mq/8+Wn/APgzuf8A5U0AaFFZ/mar/wA+Wn/+DO5/+VNHmar/AM+Wn/8Agzuf/lTQBoUVn+Zqv/Plp/8A4M7n/wCVNHmar/z5af8A+DO5/wDlTQBoUVn+Zqv/AD5af/4M7n/5U0eZqv8Az5af/wCDO5/+VNAGhRWf5mq/8+Wn/wDgzuf/AJU0eZqv/Plp/wD4M7n/AOVNAGhRWf5mq/8APlp//gzuf/lTR5mq/wDPlp//AIM7n/5U0AfiH/wW/wD+RA+Af/Y4eNP/AEy6NX86df0R/wDBbhrtvAPwF+0wW0IHi/xnsMF1LcFj/YujZDCSztQoAxggvnoQMZP87lf314Ff8m0yP/sIzj/1b40/y5+kx/yeLiX/ALBcg/8AVDlwV/fRpP8AyCtM/wCwfZf+k0VfwL1/expMmq/2VpmLPT8f2fZ/8xO5/wCfaP8A6hJ/nX5p9Jv+HwX/AI+If/SckP2L6Gv8XxE/698Kf+lcRnQUVn+Zqv8Az5af/wCDO5/+VNHmar/z5af/AODO5/8AlTX8oH9yGhRWf5mq/wDPlp//AIM7n/5U0eZqv/Plp/8A4M7n/wCVNAGhXz/+zR/yTrxH/wBnAftZf+tT/GWvcPM1X/ny0/8A8Gdz/wDKmvDP2ZS5+G/iEyqiSH4//tY71jcyIrf8NT/GXIWRo4mcDsxjQn+6KAPoOiiigAryD49/An4ZftN/CDxz8B/jLpGt+IPhf8SNMg0Xxnofh7x149+G2qaxpEGpWOqtpq+Mvhj4m8HeN9Lsr240+3t9XttH8R6fFrekSX2g6wt9oep6lp136/RQB8c6L+xZ4E8A/CP46fC/4T/FD9qDwvffG74c6x4CPjvx/wDth/tfftBeKvhvd3XhnxT4e0Lxb8KtX+OXx88ca/8AC3xB4em8VXGsJqXwr1/wDrGqalpXh26v9YN74Z8NXujbEX7Ev7OUHxnuPjxF4W8aJ43uvGI+I9zoQ+NvxzPwXm+JI0+HTR8SpP2bz8SD+zw3xHWG3guk8fH4Xf8ACXJq8MWvLrI1xF1EfSXh7xP4a8XafNq3hPxDofifSrbWvEvhu41Pw9q1hrWn2/iLwZ4j1Xwd4w0Ca9024ubaLWvCfi7Qtc8LeJdKeRb7QvEejaroeqQWup6dd2sPlw/aX/ZwPxlb9nMftAfBI/tCJZDU3+BA+K3gQ/GVdNbTl1hdQb4Yf29/wm62TaSy6oLs6GIDpzLeiT7MRKQDz74WfsS/s5fBj4hy/E74f+FvGlj4hjl8VTeH9G8QfG345+O/hp8PJvG99NqHi2X4QfBnx78SPE3wg+C8mvz3N3FqL/CbwN4MabT72/0rK6XfXdnN5d+2R/ycV/wSd/7P/wDiP/66y/4KWV9JeCf2l/2cPiX8RvGXwd+HP7QHwS8f/Fz4ctdJ8QvhZ4J+K3gTxV8RvAj2N4mnXqeMvBGha9f+JvC7WeoSR2N0ut6ZYm3vHS1mCTsqH5t/bI/5OK/4JO/9n/8AxH/9dZf8FLKAPv8AooooAKKKKACiiigAooooAK+Mf+Chv/Jl37QH/Yn2v/qR6JX2dXxj/wAFDf8Aky79oD/sT7X/ANSPRK+j4O/5K7hb/so8j/8AVnhT5Lj/AP5ITjX/ALJLiP8A9U+NP41aKKK/01P8bD+ur/glb/yY78I/+wh8SP8A1Zni6v0Or88f+CVv/Jjvwj/7CHxI/wDVmeLq/Q6v81eP/wDkuuMv+yoz7/1Z4o/2F8Lv+TaeH3/ZFcL/APqkwQUUUV8ifdhRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABX4p/8Ftv+SLfBz/sqF9/6imqV+1lfin/wW2/5It8HP+yoX3/qKapX6R4Q/wDJyOFP+w6v/wCoGLPyDx8/5NDxv/2LsL/6tcAfzZ0UUV/ogf5PH95Pw+/5EHwR/wBih4a/9MtlXX1yHw+/5EHwR/2KHhr/ANMtlXX1/lfi/wDe8V/2EVv/AE5I/wBtcB/uOC/7BMN/6ZgFFFFc51hRX4GftFf8FZ/jP8HPjl8Ufhbofw3+GGqaR4F8X6p4d07UdWTxWdSvLWxkVI5702fiK2tTcOD8/kW8UefuovSvF/8Ah9l8fP8AolHwg/79+M//AJqK/XcH4H+IOPweFx2GwGAlh8bhqGLoSlmmEhKVHEUo1qUpQlO8W4Ti3F6xej1R+C5h9JPwryzH43LcXmeZwxWX4vE4HExjkuOnGOIwladCtGM403GcY1KckpRdpJJrRn9LdFfj7+wV/wAFFvih+1h8aNY+GnjLwP4C8OaVp3w91vxfFf8AhhfEK6g99peueGNLhtZDqutahbfZZIdcuJJNsCzebDDtkVd6v+wVfB8TcMZvwjmksnzulSo46NCjiXCjXp4iHsq/M6b9pSbjd8rvG911P0/g3jTIePMljn/DleviMtliq+EVTEYarhKnt8Nye1j7Ksoz5VzxtK1pa22Ciiivnj6sqX1/YaXaTX+p3tpp1jbhDPeX1zDaWkIkkSKMzXFw8cMYeWRI0Luu6R0QZZgDzf8AwsHwF/0O/hD/AMKXRv8A5Nr5A/4KZ/8AJjvx3/7B/gn/ANWZ4Lr+PWv2/wAM/CCh4g5JjM3qZ9VyuWFzWtlqoQy6GMU1SwmCxXtnUljMO4tvFuHJyNJQUuZ81l/N3jH494nwr4ky/IaPDFDO447JKGbvFVM2qYCVOVbH5jgnQVKOX4tSUVgVU9p7SLbquPIlC8v7yf8AhYPgL/od/CH/AIUujf8AybXSWN/YapaQ3+mXtpqNjcBzBeWNzDd2kwjkeKQw3Fu8kMgSWN43KO22RHQ4ZSB/AlX9hX/BMz/kx34Ef9g/xt/6szxpR4meEFHw+yTB5vTz6rmksVmtLLXQnl0MIoKrhMbivbKpHGYhycXhFDk5EmqjlzLltI8HPHzE+KnEmPyCtwxQyWOCyPEZwsVSzapj5VJUMfluC+rujLL8IoqSx7qe09pJp0lDkfM5R+7qKKK/ED+kQooooAKKKKACiiigAooooAKKKKACiiigAooooA/DP/gt/wD8iB8A/wDscPGn/pl0av506/os/wCC3/8AyIHwD/7HDxp/6ZdGr+dOv768Cv8Ak2mR/wDYRnH/AKt8af5c/SY/5PFxL/2C5B/6ocuCv76NJ/5BWmf9g+y/9Joq/gXr++jSf+QVpn/YPsv/AEmir80+k3/D4L/x8Q/+k5IfsX0Nf4viJ/174U/9K4jNCiiiv5QP7kCiiigAr5//AGaP+SdeI/8As4D9rL/1qf4y19AV8/8A7NH/ACTrxH/2cB+1l/61P8ZaAPoCiiigArnvF3hu28ZeE/E/hC91LxBo1n4q8Pa14bu9X8Ja/qvhTxVpVtrmm3Olz6l4Z8U6Hc2Wt+GvEFjFdPdaNr+j3lpquj6lFbajp9zBd20MqdDRQB+c3/BLDw5oHg/9lPxR4R8KaNpvhzwv4W/bl/4KneHPDfh7RbODTtH0LQNE/wCCn/7YOmaPo2k6fapFbWOm6Xp1rbWNjZ20ccFrawRQQokaKo+OobSdv2T72aKLRZfjLD/wXcju7wn+yJ/FUFs//Ba2zsIpcPvuoNY/4YQms4x5QTVk+Dku840p5HP69+OPgH8KvHfwW+LH7P8Ad+END0D4YfGrw38YfDfj/wAPeFND0HRbLVl+Pkviy/8Ai5rkunLpU+i3XiTx5r/jnxb4s8U6tqmlajJ4l8WeINY1/wARR6tqGqajLdUV/Zi/ZrT4zt+0en7PXwOX9od7Q2DfHlfhN4CX4ztYtpY0M2TfFEaAPHDWh0UDSDbnXTCdLA08p9k/c0Afkl+y9aTp+z3/AMG90+nxaK3xBiuoYvjVNYf2RPr8V1ff8E0/2qrn9oqPVZoN93H5v7Vlt4E/4WOtoyoPiNFosWsAXq26D7d/bMDn9oX/AIJRCJlSY/t+/EUQySIZIo3H/BLb/gpSWaSFXieVTEJEVVnhKyOkpdljaGX6Q8Dfsxfs1/DD4j+MvjH8NP2evgd8PPi78Rftn/Cwfip4G+E3gLwl8R/HX9o38Wq6h/wmXjjQNA0/xN4n+36nDDqV5/beqX32q/iivJ99xGsg+cf2yP8Ak4r/AIJO/wDZ/wD8R/8A11l/wUsoA+7/AC9V/wCf3T//AAWXP/y2o8vVf+f3T/8AwWXP/wAtq0KKAM/y9V/5/dP/APBZc/8Ay2o8vVf+f3T/APwWXP8A8tq0KKAM/wAvVf8An90//wAFlz/8tqPL1X/n90//AMFlz/8ALatCigDP8vVf+f3T/wDwWXP/AMtqPL1X/n90/wD8Flz/APLatCigDP8AL1X/AJ/dP/8ABZc//LavjT/goTHqI/Yy+PxmurJ4x4Qtd6R2E8TsP+Ei0ThZG1KZVOcHJifjIxzkfbdfGP8AwUN/5Mu/aA/7E+1/9SPRK+j4O/5K7hb/ALKPI/8A1Z4U+S4//wCSE41/7JLiP/1T40/jVooor/TU/wAbD+t7/glkl+37EPwkMFzZxxf2h8R9qS2M00g/4uX4t3bpE1CBWy2SMRLgEA7iNx/Qry9V/wCf3T//AAWXP/y2r4B/4JW/8mO/CP8A7CHxI/8AVmeLq/Q6v81eP/8AkuuMv+yoz7/1Z4o/2F8Lv+TaeH3/AGRXC/8A6pMEZ/l6r/z+6f8A+Cy5/wDltR5eq/8AP7p//gsuf/ltWhRXyJ92Z/l6r/z+6f8A+Cy5/wDltR5eq/8AP7p//gsuf/ltWhRQBn+Xqv8Az+6f/wCCy5/+W1Hl6r/z+6f/AOCy5/8AltWhRQBn+Xqv/P7p/wD4LLn/AOW1Hl6r/wA/un/+Cy5/+W1aFFAGf5eq/wDP7p//AILLn/5bUeXqv/P7p/8A4LLn/wCW1aFFAGf5eq/8/un/APgsuf8A5bUeXqv/AD+6f/4LLn/5bVoUUAZ/l6r/AM/un/8Agsuf/ltR5eq/8/un/wDgsuf/AJbVoUUAZ/l6r/z+6f8A+Cy5/wDltX4tf8Fr0vF+DHweNzPbSr/ws++2iC0lt2Df8IpqfLNJe3QYY42hVOed3av21r8U/wDgtt/yRb4Of9lQvv8A1FNUr9I8If8Ak5HCn/YdX/8AUDFn5B4+f8mh43/7F2F/9WuAP5s6KKK/0QP8nj+7r4fx6p/wgXgnF5YAf8Ij4bwDptwSB/Y1lgEjVVBIHUgDPXA6V13l6r/z+6f/AOCy5/8AltWB8Pv+RB8Ef9ih4a/9MtlXX1/lfi/97xX/AGEVv/Tkj/bXAf7jgv8AsEw3/pmBn+Xqv/P7p/8A4LLn/wCW1Hl6r/z+6f8A+Cy5/wDltWhRXOdZ/Fn+3KJB+17+0MJWR5B8TvEO9o0aNGbzkyVjaSVkHopkcj+8a+U6+r/26f8Ak8D9oj/sp/iH/wBHJXyhX+nXCv8AyTHDn/Yhyf8A9V+HP8ZeNf8AksuLf+ymz7/1a4s/Wf8A4I0rcN+1Z4nFtLDFJ/wpLxaS08D3CFf+Ev8Ah9kBI7i2YMTghvMIABG05BH9QPl6r/z+6f8A+Cy5/wDltX8wn/BGL/k6/wAUf9kQ8Xf+ph8Pa/qLr+M/pA/8nDrf9ifLP/Sax/oV9Fb/AJNTR/7KDOfzwxn+Xqv/AD+6f/4LLn/5bUeXqv8Az+6f/wCCy5/+W1aFFfiJ/SB8C/8ABS5NQH7EPx1M11ZyRDT/AAVvSKxnhkb/AIuX4MxtkfUZ1XDYJzE+QCBgkMP5Aa/sK/4KZ/8AJjvx3/7B/gn/ANWZ4Lr+PWv7U+jd/wAkXm//AGVGL/8AVTkx/nX9L3/k4mQf9kXgf/V5xAFf1/f8E0U1A/sQ/Aow3VnHEdP8a7ElsZ5pF/4uX4zzukTUYFbLZIxEmAQDkgsf5Aa/sK/4Jmf8mO/Aj/sH+Nv/AFZnjSj6SP8AyReUf9lRhP8A1U5yL6If/Jxc+/7IrH/+r3h4+3vL1X/n90//AMFlz/8ALajy9V/5/dP/APBZc/8Ay2rQor+Kz/RUz/L1X/n90/8A8Flz/wDLajy9V/5/dP8A/BZc/wDy2rQooAz/AC9V/wCf3T//AAWXP/y2o8vVf+f3T/8AwWXP/wAtq0KKAM/y9V/5/dP/APBZc/8Ay2o8vVf+f3T/APwWXP8A8tq0KKAM/wAvVf8An90//wAFlz/8tqPL1X/n90//AMFlz/8ALatCigDP8vVf+f3T/wDwWXP/AMtqPL1X/n90/wD8Flz/APLatCigDP8AL1X/AJ/dP/8ABZc//Lajy9V/5/dP/wDBZc//AC2rQooAz/L1X/n90/8A8Flz/wDLajy9V/5/dP8A/BZc/wDy2rQooA/Cr/gtwt2vgH4C/aZ7aYHxf4z2CC1ltyp/sXRsljJeXQYEYwAEx1JOcD+dyv6LP+C3/wDyIHwD/wCxw8af+mXRq/nTr++vAr/k2mR/9hGcf+rfGn+XP0mP+TxcS/8AYLkH/qhy4K/vY0mPVf7K0zF5p+P7Ps/+YZc/8+0f/UWH8q/gnr++jSf+QVpn/YPsv/SaKvzT6Tf8Pgv/AB8Q/wDpOSH7F9DX+L4if9e+FP8A0riMPL1X/n90/wD8Flz/APLajy9V/wCf3T//AAWXP/y2rQor+UD+5DP8vVf+f3T/APwWXP8A8tqPL1X/AJ/dP/8ABZc//LatCigDP8vVf+f3T/8AwWXP/wAtq8M/ZlDj4b+IRKyPIPj/APtY72jQxozf8NT/ABlyVjaSVkB7KZHI/vGvoOvn/wDZo/5J14j/AOzgP2sv/Wp/jLQB9AUUUUAFY/iHxF4f8I6DrXirxZruj+GPC/hvS7/XPEPiTxDqdloug6Doul20t7qesa1rGpT22n6XpenWcM13f6hfXEFpaW0Us9xNHFGzjYr4M/4KTxmX9luGK6NmPDUn7T/7BKfEY6pJbRaKPg837eH7No+NR8QyXpW0TwyPhKfGh8TNcssA0D+0TIwTJoA+nvg/8dvgh+0L4Vfx18AvjJ8Kvjj4Ii1K50aTxj8H/iH4R+JfhWPWLJIpLzSn8Q+C9X1rSE1K0juIHubFrwXUCTRNLEgkQtjj9pf9nA/GVv2cx+0B8Ej+0IlkNTf4ED4reBD8ZV01tOXWF1Bvhh/b3/CbrZNpLLqguzoYgOnMt6JPsxEp8B+FkE0P/BRn9sx9LisY/C11+yt+wTcajJpsdiqT/FcfEP8AbytfFr6y9qBcSeJl+GVr8D4rgaixuk8Lx+EBEBYm0z8GQ2k7fsn3s0UWiy/GWH/gu5Hd3hP9kT+KoLZ/+C1tnYRS4ffdQax/wwhNZxjygmrJ8HJd5xpTyOQD9cfBP7S/7OHxL+I3jL4O/Dn9oD4JeP8A4ufDlrpPiF8LPBPxW8CeKviN4EexvE069Txl4I0LXr/xN4Xaz1CSOxul1vTLE2946WswSdlQ/Nv7ZH/JxX/BJ3/s/wD+I/8A66y/4KWV8QfsvWk6fs9/8G90+nxaK3xBiuoYvjVNYf2RPr8V1ff8E0/2qrn9oqPVZoN93H5v7Vlt4E/4WOtoyoPiNFosWsAXq26D7e/bOy3x7/4JYR25EWqS/t6/EFNGvJh59hYXq/8ABMP/AIKOy3Fxqemobe41a1l0iPU7GGztdV0WWDUbuw1R764ttOuNH1QA/QCiuU+x+OP+hi8Kf+EZq/8A83lH2Pxx/wBDF4U/8IzV/wD5vKAOrorlPsfjj/oYvCn/AIRmr/8AzeV+FH7T3/BVD9pD4F/Hr4lfCXQvCvwR1nSPBGtwaXY6pq3hTx4mo3kUulaffmS7Wz+KEFsJBJeOgEMSLsRcjdkn6vhHgzO+NsdicuyKnhqmJwuEeNqrE4iOGgqEa1Gg3GclJSl7SvD3bXtd9D4fjzxC4c8OctwmbcTVcXSweNx0cuoPB4WeLqPEyw9fEpShCUXGHssPUfO3bmUVbU/oCr8oP+C3Hxr+Kv7PX/BNr47/ABZ+CnjjW/hz8R/Deq/CKHQvF/h2WGDV9Mi1z4x+BNB1dLaSeG4iVb/R9SvtPn3RNm3upVXaxDD84/8Ah9T+1N/0IPwA/wDCW+Iv/wA9Wuh0f4y+O/8AgsTo/jX9hb9oKPwl8Ovhf4/8NWni3WPFHwb0TWdM8e2178OPGXhPxho1tpl7428UeN/D0NreanpttBqf2rw5eSyWDTxWslpcPHdRfX5x4K8c5HlePzjH0Mtjgsuw1XF4mVLMadWoqNKPNNwpqCc5W2imrtb7Hn+EX0nfB3F+Kfh1Qx081xeAnxrw1LH4XFcPzxGHxOBpZvhKuMoVsPVlOlXpVcNCrCdCpGUK0ZOnJOMmj+TH/h8h/wAFQP8Ao9P4zf8Agz0n/wCVFH/D5D/gqB/0en8Zv/BnpP8A8qK/qc/4hS/2Lv8Ao4X9qD/wYfCj/wCdnR/xCl/sXf8ARwv7UH/gw+FH/wA7OvyU/wBnv+Jivoj/APRHZb/4rPKv/mY/YD/glD8UfiD8av8Agnf+yz8Uvir4r1Xxx8QvGXgG+1PxR4r1uSKXVdbv4/F3iSxS6vZIYoYmlW0tLaAFIkHlwoMZBJ77/gob/wAmXftAf9ifa/8AqR6JXT/su/s0t+yX8Avhn+zn8OfGy614I+FWhTeH/D2qeNvDR1LxVeWc+q6hrDy61faF4g8N6RcXQudSnRXsdD06IQJCphMivLJ1/wAZfg7q/wAcfhj4w+FHizxdp2n+HfGumx6Xqt74d8K3NprVvbx3trfq+n3OpeK9WsYpjNaRqWudOu08tnAjDFXX2OHsbQy3iDI8xxTksNgM4yzG4hwi5zVDC42hXrOEFrKSp05OMVrJ2S3P8rfFuGF4qq+JsOGaNKlguJKnGkOH8O6UMDRp4XOJZkspouhFKng6UKWJw8HSjFQw8VyJcsLH8P8ARX9KH/Dkr4I/9Fg+Kn/gN4R/+U1H/Dkr4I/9Fg+Kn/gN4R/+U1f2r/xH/wAO/wDoJzb/AMNdX/5P+rPyv/mP/wASs+LH/QHkf/h6o/8Ays/if/b4+L3xY8E+OvhDovgz4n/ETwjo3/Ckre8/snwx418S6Bpn2uf4vfGBZ7r7BpWp2lr9omWKMSz+V5sgjQOzBFx8Kf8ADRn7Qn/Rd/jL/wCHP8b/APy8r+8z42f8G3n7LXx413w54g8X/HT4/abe+GPCcXg6wi8Ny/DuztZtMh8SeJfFCz3ian4K1iWS/OoeKdQhaWGa3tzZw2cYtRNHPcXHjX/EKX+xd/0cL+1B/wCDD4Uf/Ozr+MeK8xw2b8T8RZrg3OWEzPPM1x+FdSDp1Hh8Zjq+IoucG24TdOpFyi23F3V9D/pI+jr9IjwY8OPAbwe4B4uoYtcUcG+HPCXDfECw3Dccfh1m+T5LhMDj1QxqssVSWIozUK6SVWNppan85v8AwRr+OHxp8S/8FOf2QNC8R/F/4o+INE1L4j6hBqOj634/8WarpV/CPBXimUQ3un3+rT2l1EJY45BHPDIgkRHA3KpH+l9X89/7Lv8Awbq/syfsl/H34Z/tGfDn44/HfWvG/wAKtdm8QeHtL8bN8P8AUvCt5eT6VqGjvFrVjoXg/wAN6vcWottSndUsdc06UTpCxmMavFJ+8v2Pxx/0MXhT/wAIzV//AJvK8A/AvpQ+JfBHihxlkOc8Cwrwy3AcM0ssxaxGWLK5vHRzXM8VJqiv4kfq+JofvervD7J1dFfjX+31+3/8e/2Rvir4U8A+EdG+EPinT/EHw+svGFxfeJPCXjOO8gvLrxH4k0VrSEaZ8S7SA2ywaJBMpeNpfNmlBcoEUfDH/D6n9qb/AKEH4Af+Et8Rf/nq1+r5H4M8b8Q5Tgc6y6hl0sDmFH2+GlWzCnSqOnzyhedNwbg+aMtG72Xmj/PfiT6QvhxwpnmZcO5vic3hmWVYj6ti40Mqq16Mavs4VLU6saiU48tSOqS1uuh/TTrOsaT4d0jVfEGvalY6NoWhabfaxrWsandQ2Om6VpOmWst7qOpahe3Dx29pY2NnBNdXd1PIkNvbxSSyuqIzD4s/4ecf8E6P+j6P2Tv/AA/nwz/+aSvyN8H/APBTf9oL9p7xRoX7N3jLwt8HNC8I/H3Ubf4NeKNb8M+GvG0PiPSPD3xLb/hDtZ1LQJdV+I+qaZFrNlp+sXFzpkmo6bqFil7HC11ZXUAeB+K/4hS/2Lv+jhf2oP8AwYfCj/52dfLcX8EZ7wRisJg8+p4anWxuHliaCw2JjiYulCo6UnKUUuWSmmrPdan9C+APGf0f/FjKuIcx4j4t41yP+ycwweCwcMp4apYpYn22HqV8RKv9Zm3B0/3Kp8ukued9Yn7T/wDDzj/gnR/0fR+yd/4fz4Z//NJX0Z8Hvj18Ev2hPD2o+LfgT8W/h18YvC+kazL4d1XxD8NPGGg+NNG07X4LGx1ObRr3UvD99f2ltqcWnanp19JZTSpcJa31pO0YjuImb+cz/iFL/Yu/6OF/ag/8GHwo/wDnZ1+uf/BP3/gnT4P/AOCb/wAKPFvwe+B/xI8SeKvDPjL4hXvxK1S++K2jaXrmuwa7f+G/DXhea0sLnwhP4G0+LSV0/wAK6fNHBcaZdXi3k15I1+8EkFvb/In6nxtkvgXgchq1+A+NONc74iWIw0aOAzzh7C5dl88NKpbFVJ4qk3ONSlT96lBaTloz9FJ5kt4ZriUkRwRSTSEAkhIkLuQBySFU4A5PSvzX/wCHtX7F3/Q4+L//AAgPEn/yLX35caZ42ubee2k8R+FglxDLA5TwbqwcJKjRsVLeOmAYBiVJVgDjII4r8iP+HJXwR/6LB8VP/Abwj/8AKavu+C6Xh9VWY/69YrPcNKLwn9mf2NGnJTT+s/XPrPtMPXtytYX2NuXerfm0t/JniJX8VaMso/4hpg+GsXGSx/8AbX+sM6sXTaeD/s/6p7LFYa/OnjvrHNz25aNuXW/vf/D2r9i7/ocfF/8A4QHiT/5Fr6l/Z6/ak+EH7UGmeJdW+Eerarq1l4TvrDTtafVdC1DQ3hutTt7i5tEhj1CONrhWitpS7xgqhAVjlhX5v/8ADkr4I/8ARYPip/4DeEf/AJTV0tv/AMEj4fDmgQ+HvhV+23+138CbVtYvNZ1i6+DHivwv4Mv/ABRPcWVhY2lv4lm/4RrUIdSs9GjsppNGjW3gks5tV1VnmmW6RIfZ4nw/hFTybEy4Ux3FNbPFPD/VaeZworBuDxFJYn2rhg6UuZYd1XTtUX7xRvdaPzfDh+NmYcX5ZhPEpcD5DwdVhjv7UzbKaGPx+OwtSGAxNTAeywlDHYmrVjWx8MNh6nJRlyU60qj5YQco/sHRX44/8Oofip/0ll/4Kcf+Ho8Kf/MHU1v/AMEpvinBPBOf+CsH/BTOcQzRymC4+M3hV4JvLdX8qdB4FQvDJt2SKGUshYBgTkflZ/Tr4b4Js7eI+Gbtov8AVbiBXfa/sj9iK/FP/gtt/wAkW+Dn/ZUL7/1FNUr9gfsfjj/oYvCn/hGav/8AN5Xy/wDtSfsgWP7XHhjw14T+JHjy70TTvC2vS+ItPm8EeHodNvZr2bT59NaK8k17WPEsElqILh3VILa3lEoVjOUBjb7Lw+zvA8OcZZFnWZyqQwOX4qrVxEqNN1qihLC4ikuSnFpzfPUirJ7XfQ/n/wAVeHMz4u8PuJuHMnjRnmeaYOhRwkcRWVCjKdPHYXESU60k1Bezozs2nd2XU/jSor+lD/hyV8Ef+iwfFT/wG8I//Kaj/hyV8Ef+iwfFT/wG8I//ACmr+u/+I/8Ah3/0E5t/4a6v/wAn/Vn5X/gz/iVnxY/6A8j/APD1R/8AlZ/LZ8df+C+P/BTT4T/G74x/CzwT8Y/CWm+DPhr8VfiF4A8I6dcfB/4YajcWHhjwb4u1fw7oFlPqF94Ynvb6a10rTrSCW8vJprq6eNp7iWSV3c+V/wDERh/wVc/6Lh4M/wDDJ/Cb/wCZOv6NviP/AMGwn7InxP8AiH48+JWv/Hz9o+z134h+M/FHjnWrTR7r4ZW+k2ureLdcvtf1G30uC9+H+oXkGnQXmoTRWUN3f3tzHbLEk93cyq8z8Z/xCl/sXf8ARwv7UH/gw+FH/wA7Ov4XrzVSvWqRvyzq1Jq+9pTclfzs9T/pX4e8XfocYLIMjweZeH+S1cxwmT5ZhswqPw2y2s6mNoYKhSxU3WdC9VzrwqSdV61L871Zkf8ABAf/AIKiftk/t5fHj45eBv2lviDoXjDw34I+EmneLPDtnpPgDwX4QltNbuPGWk6PLcy3fhnRtMubuNrC6niFtcyyQKzCURiRVYf1R1+On/BPj/gjV8Hv+CbXj7x58RvgZ8W/iV4r1v4heD7bwVrVr8WLPwvrulWulWutWmux3GlweENM8C3cGoG7soo3lu769tjbNIi2iylZk/WD7H44/wChi8Kf+EZq/wD83lZH8b+N+fcBcSeIWZ5t4a5Zh8n4SrYPK6eCwOFyijklGniKGBo0sdOOX0Iwp0nUxUak5TSvVb53qz+OH9un/k8D9oj/ALKf4h/9HJXyhX9SXxX/AOCSfwu+MPxI8Z/FDxN8VfH1jr/jnXr3xDq1noWn+HbXR7e9vmDyxadb6ha6new2qkDy0udQu5QPvTv1rz3/AIclfBH/AKLB8VP/AAG8I/8Aymr+2Mi8dOAcBkmT4DEYjNFiMFlWX4SuoZbVlBVsNhKNGqoyU1zRU4StK2qV7ao/yK4k+jP4o5pxFn+ZYXCZK8LmOdZrjsM55xRhN4fF46viKLnB024SdOpFyi23F3T2Phz/AIIxf8nX+KP+yIeLv/Uw+Htf1F1+I+u/sFfHP9iPwv4n+Mn/AAT1Oj/HH9o+706w8FaX4C+P76Tp/wAPrnwnrfiTQtQ8ValLeaJ4p+GV5DrGm2miQy6Zv8TrBIzTRPYXbvH5XhP/AAvf/g5l/wCjLP2Af/Cq1X/6LOv5z8WeKcp4w4uqZzk0688FLLsFhlLEUZYep7WgqiqJ05Nuy5lZ3s9bH97/AEY/AfibKvDJYHO+KPDbIMfS4gzaUsDnvHeTZVjJUqkMHUp4iGGxk6VWeHqKTjCso8kqlOrBNunK39F1Ffzo/wDC9/8Ag5l/6Ms/YB/8KrVf/os6/ar4E3f7TGvfB74daz8f7f4YeB/jTqXhfTrr4l+EfB/hzV9V8L+HvFciE6lpmh6kPihrYvNOt5MCCf8AtfUN6nP2mTrX5mfrvFfAeJ4TwmGxlbijgXPY4nEvDLD8KcW5VxDi6LVKdX22Jw2AqTqUMNaHIq80oOrKFO/NJHiv/BTP/kx347/9g/wT/wCrM8F1/HrX9unxz+B+o/tAfCrxb8IPGXjCy0zw14yh0uDU77wz4WnstcgTSNd0vxBbGwudV8Ua1YRM97pNtFObjTLoNavOkYilaOaP82/+HJXwR/6LB8VP/Abwj/8AKav6S8G/E7hXgnhvMMsz2tjaeKxOeV8fSWGwc8RB4epgMuw8XKcZJKftMNVvG11FJ/aSP4H+kF4M8beI3F+VZzw1Qy6rgsJw3hssrSxmYU8JUWKpZnm2Lmo05wk5Q9jjKLU72cnKNvdZ/NfX9hX/AATM/wCTHfgR/wBg/wAbf+rM8aV8i/8ADkr4I/8ARYPip/4DeEf/AJTV418VP+DeP4CfFnXtN1/Vf2oP2pfDMmleH7Dw5a6Z4L8ReDNF0f7HYXN/dx3L2Vz4S1Jvt08uoTm5mjmjikCxlYEYOznjJ4ncK8bcN5flmRVsbUxWGzyhj6scTg54eCw9PAZjh5NTlKSc/aYmklHdrmey1+i+it4E5nwZ4g5vmXidnmH4S4fxXCOPwGGzPKMC+LcTUzWeb5HicPhJ5Zh8blc6dGrhsLjKksY8TKNKdGnSdKTrqUP6DaK/mm/4hkv2cf8Ao8H9tP8A8LjwJ/8AMDX0H+yv/wAEIfg/+yP8fPh9+0P4D/ac/aY8YeLPhxc69daR4c+Juv8AhfxB4H1N/EHhXXfCN2mvaPo3h7w1qV7Hb2Gv3V5ZLa63YmHU7eyuJGmhiktpv5tP7zzDhfwlw+Ax1fLvFjOMwzCjg8TVwOAqeGuLwNPHYynRnPDYOpjZcUV44OGJrxhRnipUK0cPGbqulUUHB/utRXKfY/HH/QxeFP8AwjNX/wDm8r8hP28f+Chnx/8A2TfjNpHw08JaJ8HvE+maj8PtE8YSah4i8JeNI7+O81TXPE2lS2iLpnxMtbc20cWhwSxlozL5k0oZyoQL9Hwtwtm3GGarJ8lhQnjZYetiVHEV44en7Khy+0bqSTV1zxtG13qfz3xrxrkfAOSS4g4hqYmnl0MVh8HKWEw8sVV9tiXNUl7KMotxbhLmlf3dO5+01FfzCf8AD6n9qb/oQfgB/wCEt8Rf/nq1Hef8Fqv2qotE8XajB4D/AGfVudA8BfEHxVZiXwl8RpIJL7wl4J1/xNYQXMafFmGR7S4vNJggu1imhma2klEM0MpSRfv8b4F8fYDB4vHYjD5WsPgsNXxddwzKlKao4elKtVcYqF5SUIStFPVqy3R+bZD9Izw04kz3JeHcsxWcTzLPs2y7JcvjWymrRoyx2aYyjgcJGrVdRqlTeIr01UqNNQi3JppH9P8ARX8BH/EVR/wUJ/6I5+xp/wCG9+N3/wBEPR/xFUf8FCf+iOfsaf8Ahvfjd/8ARD1+On+lX/ElXjl/0AcN/wDiQ4f/AOUn9+9Ffjv/AMEdP27f2g/+CjP7LHib47/FWx+DXgnxJonxr8WfDO30j4feB/G0Ohy6RoHhHwB4htr+ZPEfxX1+/OpTXXi2+hnZL1LU29taiO3SQTSS/qF4muPHuh+G/EGtwa74Qmn0fRNW1SGGXwbrIill0+wuLuOOUp49VxHI8IVyjBtpO0g4NXCEqk4U425qk4wjd2XNJqKu+iu1qfzRxfw5mfA+f53w3n0aNPM+H8TWwmYwwtZYmjGtQgp1FRrRUVViotWkkrvQ9Gor+YT/AIfU/tTf9CD8AP8AwlviL/8APVo/4fU/tTf9CD8AP/CW+Iv/AM9Wv2n/AIgB4if9A2U/+HSl/wDIf1Z+V/5W/wCJpvCf/oMzz/wy1v8A5Yf090V+Tv7G37Tf7W/7ZngTxR4u0jxV+zn8K7nwh4tfw5e2epfAj4mfEODV4LnR9L1OyubV7X9pz4fyaTLayTXsV0kv9rJepLamL7A1rN9s+v8A/hEv21f+jgP2XP8AxD/4sf8A0cVflWfZJjuHM3xuSZnGlDHZfUhSxEaNRVqanOlTrR5KkUlNclSN2lvddD+g+EMzyHjThzK+KMrz/AYfAZvRqV8NRzDCZ5SxkIUsRWwz9vTw2UYuhFynQlOKhiKn7uUXJxnzQj9R0V8xW/hP9s5Z4Guvj5+zDNbLNG1zDb/sjfFW2nlgDqZo4LmT9tu7jt5nj3LHPJa3KROVka3mVTG3uX2Pxx/0MXhT/wAIzV//AJvK8g9bGYWhhXTVDMsFmKmpOTwdPMYKly8tlU/tDAYFtzu3H2SqpcsudwfLzfi9/wAFv/8AkQPgH/2OHjT/ANMujV/OnX9kP7VH7Gemftd6P4Q0X4k+Pr/RLXwXqWp6ppcngfw/b6bcXFxq1rbWlwmoPr2q+JY5YUjtI2hW3itXV2cySSKVVfi7/hyV8Ef+iwfFT/wG8I//ACmr+rPC/wAXODuFOC8syPN6+YQx+FrZhOtGhgKleko4nMMRiKXLUjNKV6VWLkraO63Wv8JeNHgN4gcceIec8SZDh8rqZZjqGVU6E8VmdLDVnLB5Vg8JW5qMoScUq1Gai2/eilLZn819f30aT/yCtM/7B9l/6TRV+M//AA5K+CP/AEWD4qf+A3hH/wCU1foFN8Efjq00rWn7YvxM0y0aSRrXTbP4W/s+y2mn25YmCytZdR+GF/qElvaRbYIJL++vb14o1a6u7mcyTP8AF+NfiDw5xzDhuOQVMXUeWSzd4r61hZYblWMWWew5OaUue/1WtzW+Gyv8SP076NXhFxP4eVeMnxbicmyyOb08gWAlDFYvHqs8BLOfrKay/AYqVJwWMoNOqoKak+RycZJfU1FfKv8Awo/4+/8AR6XxU/8ADU/s4f8Azpa7rwP8PPi94TuNQm179oLW/idHeQwxW9p44+HPw7sLfSXid3kuNPb4baT8PbqSa5V1inXVLnUrdUjQ28FvIZJJPwc/qOvgcNSpTqU84y7Ezik1QoUs3jVqXaTUHicrw9BNJuT9pWgrRlZuXLGXuFFcp9j8cf8AQxeFP/CM1f8A+byj7H44/wChi8Kf+EZq/wD83lB5x1dfP/7NH/JOvEf/AGcB+1l/61P8Za9V+x+OP+hi8Kf+EZq//wA3leRfsvLdJ8MdeW+mt7i7X4+/tYiee1tpLO3kk/4ao+MuWhtZru+lgQjGEe8uGHP7w5wAD6IooooAKxPEvhrw54z8Pa34S8YeH9E8V+FPEulX2h+I/DPiXSrDXfD3iDRNUtpLPU9H1vRdUgutN1XStRtJpbW+0+/tp7S7tpZILiGSJ2U7dBIAJJAAGSTwAB1JPYCgD5lj/Y3/AGYtG/Z9+Kn7Lnw7+B/ws+DXwP8AjL4Q8f8Agzx14A+DHw48B/DbwzqOnfEzwtd+DvF98fDXhzw3a+F59Y1PQrtrSe91LQ9QW6SG2i1CC9tYhbnqV/Zi/ZrT4zt+0en7PXwOX9od7Q2DfHlfhN4CX4ztYtpY0M2TfFEaAPHDWh0UDSDbnXTCdLA08p9k/c1v/Br42fCn9obwDafFP4KeONF+I/w61DxJ8QPCWmeMvDj3E+g6trfwu+IPij4WeN49Ivp4LePVtP0nx14M8SaNa67pv2rQtei05dZ8O6lq2g32nand+Rf8Nufs2/8AC5m+Ax8YeKx45Txonw0bWj8HPjWPg5/ws59MTV1+F6/tFn4dj9nx/iebN1T/AIVyvxPbxqL8nSToQ1VWsgAd94G/Zi/Zr+GHxH8ZfGP4afs9fA74efF34i/bP+Fg/FTwN8JvAXhL4j+Ov7Rv4tV1D/hMvHGgaBp/ibxP9v1OGHUrz+29UvvtV/FFeT77iNZB84/tkf8AJxX/AASd/wCz/wD4j/8ArrL/AIKWV6h8Mf23P2bfjD8SD8KvAXjDxXfeKLl/FsfhrUtd+Dnxr8D/AA6+I7+Ar19P8Zj4OfGHxz8O/Dfwk+Ng8M3Ecray3wj8b+NVsbSC41CYrYW89zH5f+2R/wAnFf8ABJ3/ALP/APiP/wCusv8AgpZQB9/0UUUAFfxrf8FDv+T0fj//ANjfaf8AqN6HX9lNfxrf8FDv+T0fj/8A9jfaf+o3odf0T9G3/krs7/7Jyr/6s8tP5M+l/wD8kJw3/wBlbS/9U+bHxhX6nf8ABHv/AJO/T/sl/jb/ANH6FX5Y1+p3/BHv/k79P+yX+Nv/AEfoVf0t4mf8m/4v/wCxFjv/AE0z+O/B3/k6XAX/AGU+Vf8AqRE/qqooor/OA/13CiiigAooooAKKKKACiiigD+ZT/gtd/ycj8NP+yIaR/6nnj+vxyr9jf8Agtd/ycj8NP8AsiGkf+p54/r8cq/0V8J/+TdcJ/8AYsX/AKkVz/Jfxz/5O3xz/wBjhf8AqHhT6P8A2PP+Tr/2bv8Ast/wx/8AUw0iv7aa/iW/Y8/5Ov8A2bv+y3/DH/1MNIr+2mv5++kr/wAj/hv/ALE+I/8AU2R/VH0Pf+SV4u/7KDC/+q6mFFFFfzWf2AFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABX8un/BZ3/k6/wv8A9kQ8I/8AqYfEKv6i6/l0/wCCzv8Aydf4X/7Ih4R/9TD4hV+3/R9/5OFT/wCxNmf/ALrn84fSo/5NRiP+x/k3/pWIPySr6T/Y98M+H/Gn7TnwY8HeLdG07xF4V8WeM7Twz4m8P6vaxX2k674f162utL1nRtUsp1aG707U9OurmyvbWZWiuLaeWKRSjkH5sr6v/YW/5PA/Z3/7Kf4e/wDRz1/ZnFH/ACTPEX/Yizf/ANV+IP8APfgac6XG3B1SnOVOpT4p4enTqQk4ThOGbYSUZwlFqUZRklKMotOLSaaaP6S/+HVP/BNr/ox79mf/AMNN4U/+V9H/AA6p/wCCbX/Rj37M/wD4abwp/wDK+vv6iv8AMQ/3E/1+47/6LXi3/wASPOP/AJsPJPgx8BPgt+zp4TuvAnwI+F3gj4SeDb7XLvxNeeGPAPh/T/Dei3PiC/s9O0+91maw02GCCTUbqx0nTLSe6ZDLJBYWsbMVhQDrPiD/AMiD43/7FDxL/wCmW9rr65D4g/8AIg+N/wDsUPEv/plva6MJ/veF/wCwij/6cifIZzi8Xj6eZYzHYrEY3F4ihiamIxWLrVMTia9R0ZXqVq9aU6tWbsrznKUnbVn8G1FFFf6oH+IJ/SZ/wRJ/5It8Y/8AsqFj/wCoppdftZX4p/8ABEn/AJIt8Y/+yoWP/qKaXX7WV/nh4v8A/JyeKv8AsNw//qvwZ/rF4C/8mh4I/wCxbif/AFZ48KKKK/Nj9eCiiigAooooAKKKKACiiigAr5//AGaP+SdeI/8As4D9rL/1qf4y19AV8/8A7NH/ACTrxH/2cB+1l/61P8ZaAPoCiiigAr5/1XTviz8RPHXxT+FXxT+DPwP1H9kzxP8AD7UfDlh4tT40+MvFHxQ+IUviXRtD0nxR4M8f/s/6j+z14c8DeFPB99a6t470uTXtJ/aL8e3+oafpPh6SbwnZv4u1W18F/QFFAH5u/wDBPrxP4R+Hf7I/xo8Z+M/EPhvwL4C8C/tuf8FePE/izxX4n1bTPDHhHwd4R8Mf8FOv20NV13xD4h13Vbix0bw94b8PaNY3Wpatq2pXVnpmk6ZZ3F5eXFva28kifCdt8SfAL/DS+/Ylt/ix4IX9tCH/AILIr8ZLr4Cr4ps4vjVcfBpv+Czdp+2cfHK+BTMvjG5+Hcf7G0sOsS+NxpbeCV0O3l8M/wBubrc2K/vX4x8I+HfiB4R8VeA/F+mprPhLxt4b1zwj4o0eWe7tY9W8O+JNMutG1vTZLmwntb63S+029ubV57K6truFZTJbzwzKki9HQB/Pj+x78SfAPjrwB/wRQ/Zo8DfFjwR4u/aL/YxudCi/bL+EvhvxTZ6j8SvhNJ8L/wDgnB+1B+zZ8S7j4v8AhC1mfxJ4Oiuf2kfHngXT7Gfxzp+jjxdqmo6fr2inVFEd0P0N/bMUv+0L/wAEoo1donk/b9+IqrPGEMsJH/BLb/gpS5eMSpJCWZUaFhNDKgjlcqqyiOWP9Aa+AP2yP+Tiv+CTv/Z//wAR/wD11l/wUsoA+7/sVz/0FtQ/796V/wDKyj7Fc/8AQW1D/v3pX/ysrQooAz/sVz/0FtQ/796V/wDKyvy3+N3/AASf+F3xx+KvjT4sa98U/iHper+NdTj1S+0/TrPww1layxWNpYCO3abTPNKGOzRyX53M3bFfqxRXu5BxNnvC+KrY3IMxq5biq9B4WtWowozlOg6lOs6bVelVik6lKnK6ipXilezafzPFHB3DPGmCw+X8UZTQzjB4XFLG4ehiKmIpxpYqNKrQVaLw9ajNyVKtVhaUnFqbvG9mvxT/AOHJPwW/6LH8UP8AwB8Kf/Kyvof9mL/gmr8PP2XPicPih4U+JXjvXdVHh/VvDv2DWbTw3HZ/ZtXezeabdbaZ5nmxmzQIPukM2e1fpLRX0GYeJ/Hma4HFZbmHEeLxOCxtGeHxWHnRwUYVqNRcs6cnDCxmlJaNxlGXZq7Plsq8GPDDJMxwWb5VwjgMHmOXYini8FiqeIzGU8PiKMlKnVjGpjJ03KEkmlOEovqndmf9iuf+gtqH/fvSv/lZR9iuf+gtqH/fvSv/AJWVoUV8Efp5n/Yrn/oLah/370r/AOVlH2K5/wCgtqH/AH70r/5WVoUUAZ/2K5/6C2of9+9K/wDlZR9iuf8AoLah/wB+9K/+VlaFFAGf9iuf+gtqH/fvSv8A5WUfYrn/AKC2of8AfvSv/lZWhRQBn/Yrn/oLah/370r/AOVlH2K5/wCgtqH/AH70r/5WVoUUAfzHf8Fp4ni/aP8AhsslzNck/BLSSHnW3VlH/Cd+PhtAtoLdNoIJyyFsk5bGAPx4r9jf+C13/JyPw0/7IhpH/qeeP6/HKv8ARXwn/wCTdcJ/9ixf+pFc/wAl/HP/AJO3xz/2OF/6h4U+jf2P1LftWfs4KrtGzfG34ZgSIELoT4v0kBlEiSRll6gOjrkfMpGQf7W/sVz/ANBbUP8Av3pX/wArK/im/Y8/5Ov/AGbv+y3/AAx/9TDSK/tpr+fvpK/8j/hv/sT4j/1Nkf1R9D3/AJJXi7/soML/AOq6mZ/2K5/6C2of9+9K/wDlZR9iuf8AoLah/wB+9K/+VlaFFfzWf2AZ/wBiuf8AoLah/wB+9K/+VlH2K5/6C2of9+9K/wDlZWhRQBn/AGK5/wCgtqH/AH70r/5WUfYrn/oLah/370r/AOVlaFFAGf8AYrn/AKC2of8AfvSv/lZR9iuf+gtqH/fvSv8A5WVoUUAZ/wBiuf8AoLah/wB+9K/+VlH2K5/6C2of9+9K/wDlZWhRQBn/AGK5/wCgtqH/AH70r/5WUfYrn/oLah/370r/AOVlaFFAGf8AYrn/AKC2of8AfvSv/lZR9iuf+gtqH/fvSv8A5WVoUUAZ/wBiuf8AoLah/wB+9K/+VlH2K5/6C2of9+9K/wDlZWhRQBn/AGK5/wCgtqH/AH70r/5WUfYrn/oLah/370r/AOVlaFFAGf8AYrn/AKC2of8AfvSv/lZR9iuf+gtqH/fvSv8A5WVoUUAZ/wBiuf8AoLah/wB+9K/+VlH2K5/6C2of9+9K/wDlZWhRQBn/AGK5/wCgtqH/AH70r/5WUfYrn/oLah/370r/AOVlaFFAGf8AYrn/AKC2of8AfvSv/lZR9iuf+gtqH/fvSv8A5WVoUUAZ/wBiuf8AoLah/wB+9K/+VlH2K5/6C2of9+9K/wDlZWhRQBn/AGK5/wCgtqH/AH70r/5WV/L9/wAFloni/as8MLJcTXLH4JeEj5k626uAfF/xBG0C2gt49owSCULZJyxGAP6ka/l0/wCCzv8Aydf4X/7Ih4R/9TD4hV+3/R9/5OFT/wCxNmf/ALrn84fSo/5NRiP+x/k3/pWIPySr6s/YaVn/AGvf2eVWR4mb4neHgJIxGXQ+c/zKJUkjJHbfG6+qmvlOvq/9hb/k8D9nf/sp/h7/ANHPX9mcUf8AJM8Rf9iLN/8A1X4g/wA9eCf+Sz4R/wCynyD/ANWuEP7OfsVz/wBBbUP+/elf/Kyj7Fc/9BbUP+/elf8AysrQor/MQ/2ZM/7Fc/8AQW1D/v3pX/ysrkfiBZ3A8BeNidVv2A8I+JCQY9LwcaNe8HGmg4PQ4IPoQea76uQ+IP8AyIPjf/sUPEv/AKZb2ujCf73hf+wij/6cicuO/wByxn/YLiP/AEzM/g2ooor/AFQP8ST+kP8A4IoQSy/Bj4wmO9ubUD4n2IKwJZsrH/hFNMO5jc2lw2e3ysq4/hzzX7S/Yrn/AKC2of8AfvSv/lZX4x/8ESf+SLfGP/sqFj/6iml1+1lf54eL/wDycnir/sNw/wD6r8Gf6xeAv/JoeCP+xbif/VnjzP8AsVz/ANBbUP8Av3pX/wArKPsVz/0FtQ/796V/8rK0KK/Nj9eM/wCxXP8A0FtQ/wC/elf/ACso+xXP/QW1D/v3pX/ysrQooAz/ALFc/wDQW1D/AL96V/8AKyj7Fc/9BbUP+/elf/KytCigDP8AsVz/ANBbUP8Av3pX/wArKPsVz/0FtQ/796V/8rK0KKAM/wCxXP8A0FtQ/wC/elf/ACso+xXP/QW1D/v3pX/ysrQooAz/ALFc/wDQW1D/AL96V/8AKyvDP2ZVKfDfxCrSPKy/H/8AaxBkkCB3I/an+MvzMIkjjBPfZGi+iivoOvn/APZo/wCSdeI/+zgP2sv/AFqf4y0AfQFFFFABXnvxV+Kvw/8Agl4B1/4nfFHxJb+FPBHhldNGqaxPaalqUzXmt6xp/h3w/o2k6NotlqWu+IfEfiXxHq2keG/C/hjw/pmp+IfE/iPVtK0DQNM1HWNSsrKf0Kvj340ftNa7+zAfjV8ZP2nNN+BHwj/Yf+E3giy8RwftAv8AHLx1rvxWvtfvLnwbpMOgeKvgHJ+zronhTwxYaj4k13XvD3h3UvDX7QnxF8QeINSs/BVrbeC4b/xvfWHg4A9H+Bf7TPwf/aMg8V/8Kx1bxcmseBL/AEzT/G3gj4mfCj4tfAr4oeEZdcspNR8PXXiX4T/HPwP8OfiZoekeJrCC6vPC+u6l4TttE8TW1lfzaDqGopYXhg4v/htz9m3/AIXM3wGPjDxWPHKeNE+Gja0fg58ax8HP+FnPpiauvwvX9os/Dsfs+P8AE82bqn/CuV+J7eNRfk6SdCGqq1kPmv8AZG/aP/ZN+MXiL9qn9tbRP2o/2ZvFWoy/Dn4Vab8W7b4e/tEfBj4i+H/2YP2bfgwnxt8afCy2+Ovi74f+NvEfg7wv4kuNQ8fftAfEjxt4ov8AW4/CWlR3up+C9C8ReLPD3wqfx74h+NLb4k+AX+Gl9+xLb/FjwQv7aEP/AAWRX4yXXwFXxTZxfGq4+DTf8Fm7T9s4+OV8CmZfGNz8O4/2NpYdYl8bjS28ErodvL4Z/tzdbmxUA/V/4Y/tufs2/GH4kH4VeAvGHiu+8UXL+LY/DWpa78HPjX4H+HXxHfwFevp/jMfBz4w+Ofh34b+EnxsHhm4jlbWW+EfjfxqtjaQXGoTFbC3nuY/L/wBsj/k4r/gk7/2f/wDEf/11l/wUsr88P2PfiT4B8deAP+CKH7NHgb4seCPF37Rf7GNzoUX7Zfwl8N+KbPUfiV8JpPhf/wAE4P2oP2bPiXcfF/whazP4k8HRXP7SPjzwLp9jP450/Rx4u1TUdP17RTqiiO6H6G/tmIJP2hf+CUULFgkv7fvxFVjG7xSgL/wS2/4KUygxzxMk0LFo1DPDJG7Rl4WYxSyI4B+gNFZ/9mW3/PTUP/Btqv8A8m0f2Zbf89NQ/wDBtqv/AMm0AaFFZ/8AZlt/z01D/wAG2q//ACbR/Zlt/wA9NQ/8G2q//JtAGhRWf/Zlt/z01D/wbar/APJtH9mW3/PTUP8Awbar/wDJtAGhRWf/AGZbf89NQ/8ABtqv/wAm0f2Zbf8APTUP/Btqv/ybQBoUVn/2Zbf89NQ/8G2q/wDybR/Zlt/z01D/AMG2q/8AybQBoUVn/wBmW3/PTUP/AAbar/8AJtH9mW3/AD01D/wbar/8m0AaFFZ/9mW3/PTUP/Btqv8A8m0f2Zbf89NQ/wDBtqv/AMm0AaFFZ/8AZlt/z01D/wAG2q//ACbR/Zlt/wA9NQ/8G2q//JtAH4C/8Fa/2ffjh8Wvj14A1/4Y/Cnx1470XT/hDpmkXuqeF/DuoaxY2uqReM/Gt7JYT3FpDJHHdJaXtpcNCxDiG5hcja6k/lh/wxT+1v8A9G5fF/8A8IjW/wD5Fr+0n+zLb/npqH/g21X/AOTaP7Mtv+emof8Ag21X/wCTa/deGvHjPOGciyzIcNkmU4mhlmH+r0q9epjFWqR551OaoqdWMFK82vdSVkj+Z+MfoycNcZcTZxxPjOI88wmJznFfWq2Gw1LASoUZ+yp0uWm6tCVRxtTT96Td29bH8l/7LX7I/wC094W/aT+AviXxH8Bvilonh/QPi98PtX1rWNS8H6vaafpel6f4o0y6vr++upbZYre1tLaKSeeaRgkcSM7EAE1/XBWf/Zlt/wA9NQ/8G2q//JtH9mW3/PTUP/Btqv8A8m18Rx/4gY/xAxuAx2PwODwE8BhamFpwwcq0o1IVKzrOU3WnNqSbsuVpW6XP0fwt8LMr8K8tzPLcrzPH5nTzTHU8dVqY+GHhOlOnQjh1CmsPTpxcHGPM3JN362NCis/+zLb/AJ6ah/4NtV/+TaP7Mtv+emof+DbVf/k2vgT9RNCis/8Asy2/56ah/wCDbVf/AJNo/sy2/wCemof+DbVf/k2gDQorP/sy2/56ah/4NtV/+TaP7Mtv+emof+DbVf8A5NoA0KKz/wCzLb/npqH/AINtV/8Ak2j+zLb/AJ6ah/4NtV/+TaANCis/+zLb/npqH/g21X/5No/sy2/56ah/4NtV/wDk2gDQorP/ALMtv+emof8Ag21X/wCTaP7Mtv8AnpqH/g21X/5NoA0KKz/7Mtv+emof+DbVf/k2j+zLb/npqH/g21X/AOTaANCis/8Asy2/56ah/wCDbVf/AJNo/sy2/wCemof+DbVf/k2gDQorP/sy2/56ah/4NtV/+TaP7Mtv+emof+DbVf8A5NoA0KKz/wCzLb/npqH/AINtV/8Ak2j+zLb/AJ6ah/4NtV/+TaANCis/+zLb/npqH/g21X/5No/sy2/56ah/4NtV/wDk2gDQorP/ALMtv+emof8Ag21X/wCTaP7Mtv8AnpqH/g21X/5NoA0KKz/7Mtv+emof+DbVf/k2j+zLb/npqH/g21X/AOTaANCis/8Asy2/56ah/wCDbVf/AJNo/sy2/wCemof+DbVf/k2gDQrxD4j/ALNfwE+L2vQeKPid8KPBnjfxDbaZb6Nb6v4h0mK+votKtbi7u7awSZyCLaG5v7yaOPoslzK38Rr1/wDsy2/56ah/4NtV/wDk2j+zLb/npqH/AINtV/8Ak2urCY3GYCssRgMXisFiFGUFXwmIq4asoStzRVWjOE+WVlzR5rOyutDjx+XZfmlB4XM8Bg8xwrnGo8Nj8LQxdB1IX5JujiIVKfPC75ZcvNG7s1c+Yf8Ahhj9kD/o3f4X/wDhOQf/ABVb3hf9j/8AZg8FeIdI8WeE/gd8PdA8SaBfQ6loutaboUNvf6bf253Q3dpOrbopoySUccivoD+zLb/npqH/AINtV/8Ak2j+zLb/AJ6ah/4NtV/+Ta9GpxLxHVhOlV4gzupSqQlTqU6ma4+cKkJrlnCcJV3GUJR92UZJqS0aaPIpcHcI0alOtR4V4cpVqM4VaVWlkeWU6lKpTkpU6lOcMKpQnCUYyhOLUoyinFppM0KKz/7Mtv8AnpqH/g21X/5No/sy2/56ah/4NtV/+Ta8Q+jNCuQ+IP8AyIPjf/sUPEv/AKZb2t/+zLb/AJ6ah/4NtV/+Ta5H4gabbjwF42Ikv8jwj4kIzquqMONGvTyDeEEeoIIPQgiujCf73hf+wij/AOnInLjv9yxn/YLiP/TMz+EWiiiv9UD/ABJP6TP+CJP/ACRb4x/9lQsf/UU0uv2sr8Sv+CKFpFcfBj4wtI9ypX4n2KgQXt5arj/hFNMPzLbTxKx/2mBbHGccV+0v9mW3/PTUP/Btqv8A8m1/nh4v/wDJyeKv+w3D/wDqvwZ/rF4C/wDJoeCP+xbif/VnjzQorP8A7Mtv+emof+DbVf8A5No/sy2/56ah/wCDbVf/AJNr82P140KKz/7Mtv8AnpqH/g21X/5No/sy2/56ah/4NtV/+TaANCis/wDsy2/56ah/4NtV/wDk2j+zLb/npqH/AINtV/8Ak2gDQorP/sy2/wCemof+DbVf/k2j+zLb/npqH/g21X/5NoA0KKz/AOzLb/npqH/g21X/AOTaP7Mtv+emof8Ag21X/wCTaANCvn/9mj/knXiP/s4D9rL/ANan+Mte4f2Zbf8APTUP/Btqv/ybXhn7MqCP4b+IY1LlU+P/AO1ioMkjyuQP2p/jL96SVnkc+rOzMe5NAH0HRRRQAUUVwHxR+IEHwt8B+IfHdx4S8f8AjwaFDZ/ZvBvwu8I6l458eeJNR1PUrLR9L0nw94d00KZZrvUtQtEvNW1W70nwv4Z037b4m8Y6/wCHfCeka1runAG54x8I+HfiB4R8VeA/F+mprPhLxt4b1zwj4o0eWe7tY9W8O+JNMutG1vTZLmwntb63S+029ubV57K6truFZTJbzwzKki9HXzF8Av2ntP8Ajf4m+Inw5174RfF79n74w/CvSfAfifxn8IPjXB8MpvFln4H+KU/jWy+HHjzTPEPwW+J3xk+FniPwt4v1T4a/ETRbGfw98RNU1PTNb8E+ItJ8R6Xot/ZpBN5un7d3hCT4pT+C0+Cvx6f4XW/xqT9nKX9qVNM+FT/ARfji3iCHwT/wr9rZPi23x2Rl+JU6fCx/GknwPT4aj4in/hGv+E0M5WVgD7lr4A/bI/5OK/4JO/8AZ/8A8R//AF1l/wAFLK2vg7+3d4Q+MfjbwL4ftfgr8evAvgL4yzeK4f2fPjv460z4VJ8Jfj83hHStY8S3Z8BJ4O+LfjL4oeHBrXgzw94g8c+EB8Yfhl8Ln8X+D9E1PWfDq6hHbGNsX9sj/k4r/gk7/wBn/wDxH/8AXWX/AAUsoA+/6KKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAK5D4g/8AIg+N/wDsUPEv/plva6+uQ+IP/Ig+N/8AsUPEv/plva6MJ/veF/7CKP8A6cicuO/3LGf9guI/9MzP4NqKKK/1QP8AEk/pM/4Ik/8AJFvjH/2VCx/9RTS6/ayvxT/4Ik/8kW+Mf/ZULH/1FNLr9rK/zw8X/wDk5PFX/Ybh/wD1X4M/1i8Bf+TQ8Ef9i3E/+rPHhRRRX5sfrwUUUUAFFFFABRRRQAUUUUAFfP8A+zR/yTrxH/2cB+1l/wCtT/GWvoCvn/8AZo/5J14j/wCzgP2sv/Wp/jLQB9AUUUUAFfMHjjxF+0D8KvFXxK+K+u6l4f8Ai3+zxpXh7Rf+ES+AfwV/Zy8U3X7UGkatPqHgrTvEfiy/+KGrftM3vhH4saBoFofHvi25+HXgn9nnwl8Qb/QZdJ0TwZceOfGvhy30D4mfT9FAH48/skDwT8EPG/7fX7WGnwftReHv2P8AUvhf8H/H4179qzwl+1NrXx6Hjb4L6J8edZ/aHvfC3hH9pPQdU/bHvfg7o3gO8+EX/Ct/h7q+h3emHx+nxZT4J+E/7M8Qgax5bDoXiaXwTdfsKH4Z/H+L4rwf8FW1/awi8ay/s+fF9fgJdfBc/wDBWm3/AOClEniiL9pAeEj8BFWP4UTTeAF8LSfElfiDJ8QrV9AXwYfMjZv3I1bSdK1/StT0LXdM0/WtD1rT73SdZ0bVrK21LStW0rUraWz1HTNT068imtL/AE+/tJprW9srqGW2uraWWCeKSKRlOhQB+E/7KOheJtY8Jf8ABIz9l6T4Z/H/AML/ABA/4JtT6JF+0F4g+In7Pnxf+Hfwtnh+Ef7Af7Rf7Ff2nwJ8ZfGXhLRvhN8WV8e+Pfi34Z8X+EY/hH418fySeDor/VtaXSDYzrH9r/tmIJP2hf8AglFCxYJL+378RVYxu8UoC/8ABLb/AIKUygxzxMk0LFo1DPDJG7Rl4WYxSyI/6A18Aftkf8nFf8Enf+z/AP4j/wDrrL/gpZQB93/2Zbf89NQ/8G2q/wDybR/Zlt/z01D/AMG2q/8AybWhRQBn/wBmW3/PTUP/AAbar/8AJtH9mW3/AD01D/wbar/8m1oUUAZ/9mW3/PTUP/Btqv8A8m0f2Zbf89NQ/wDBtqv/AMm1oUUAZ/8AZlt/z01D/wAG2q//ACbR/Zlt/wA9NQ/8G2q//JtaFFAGf/Zlt/z01D/wbar/APJtH9mW3/PTUP8Awbar/wDJtaFFAGf/AGZbf89NQ/8ABtqv/wAm0f2Zbf8APTUP/Btqv/ybWhRQBn/2Zbf89NQ/8G2q/wDybR/Zlt/z01D/AMG2q/8AybWhRQBn/wBmW3/PTUP/AAbar/8AJtH9mW3/AD01D/wbar/8m1oUUAZ/9mW3/PTUP/Btqv8A8m0f2Zbf89NQ/wDBtqv/AMm1oUUAZ/8AZlt/z01D/wAG2q//ACbR/Zlt/wA9NQ/8G2q//JtaFFAGf/Zlt/z01D/wbar/APJtH9mW3/PTUP8Awbar/wDJtaFFAGf/AGZbf89NQ/8ABtqv/wAm0f2Zbf8APTUP/Btqv/ybWhRQBn/2Zbf89NQ/8G2q/wDybR/Zlt/z01D/AMG2q/8AybWhRQBn/wBmW3/PTUP/AAbar/8AJtH9mW3/AD01D/wbar/8m1oUUAZ/9mW3/PTUP/Btqv8A8m0f2Zbf89NQ/wDBtqv/AMm1oUUAZ/8AZlt/z01D/wAG2q//ACbR/Zlt/wA9NQ/8G2q//JtaFFAGf/Zlt/z01D/wbar/APJtH9mW3/PTUP8Awbar/wDJtaFFAGf/AGZbf89NQ/8ABtqv/wAm0f2Zbf8APTUP/Btqv/ybWhRQBn/2Zbf89NQ/8G2q/wDybR/Zlt/z01D/AMG2q/8AybWhRQBn/wBmW3/PTUP/AAbar/8AJtH9mW3/AD01D/wbar/8m1oUUAZ/9mW3/PTUP/Btqv8A8m0f2Zbf89NQ/wDBtqv/AMm1oUUAZ/8AZlt/z01D/wAG2q//ACbR/Zlt/wA9NQ/8G2q//JtaFFAGf/Zlt/z01D/wbar/APJtH9mW3/PTUP8Awbar/wDJtaFFAGf/AGZbf89NQ/8ABtqv/wAm0f2Zbf8APTUP/Btqv/ybWhRQBn/2Zbf89NQ/8G2q/wDybR/Zlt/z01D/AMG2q/8AybWhRQBn/wBmW3/PTUP/AAbar/8AJtH9mW3/AD01D/wbar/8m1oUUAZ/9mW3/PTUP/Btqv8A8m0f2Zbf89NQ/wDBtqv/AMm1oUUAZ/8AZlt/z01D/wAG2q//ACbXI/EDTbceAvGxEl/keEfEhGdV1Rhxo16eQbwgj1BBB6EEV31ch8Qf+RB8b/8AYoeJf/TLe10YT/e8L/2EUf8A05E5cd/uWM/7BcR/6ZmfwbUUUV/qgf4kn9If/BFC0iuPgx8YWke5Ur8T7FQIL28tVx/wimmH5ltp4lY/7TAtjjOOK/aX+zLb/npqH/g21X/5Nr8Y/wDgiT/yRb4x/wDZULH/ANRTS6/ayv8APDxf/wCTk8Vf9huH/wDVfgz/AFi8Bf8Ak0PBH/YtxP8A6s8eZ/8AZlt/z01D/wAG2q//ACbR/Zlt/wA9NQ/8G2q//JtaFFfmx+vGf/Zlt/z01D/wbar/APJtH9mW3/PTUP8Awbar/wDJtaFFAGf/AGZbf89NQ/8ABtqv/wAm0f2Zbf8APTUP/Btqv/ybWhRQBn/2Zbf89NQ/8G2q/wDybR/Zlt/z01D/AMG2q/8AybWhRQBn/wBmW3/PTUP/AAbar/8AJtH9mW3/AD01D/wbar/8m1oUUAZ/9mW3/PTUP/Btqv8A8m14Z+zKgj+G/iGNS5VPj/8AtYqDJI8rkD9qf4y/eklZ5HPqzszHuTX0HXz/APs0f8k68R/9nAftZf8ArU/xloA+gKKKKACiivjP48eFf28r/Sf2h5PgL8Vv2ZWj8S/CXVvDv7Nngnxl8K/ib8PvFnw7+LuqaZ4d0y28f/Ez9ozTPij8ZvD/AIw8L6BeDxp4l03wb4d/ZC8OX95cXng/QL/xQbfQdc1rxSAdt+zn+1d8LP2pNS/aL0/4WL4kmh/Zk/aL8S/sw+OtV13S7XTdM1z4ieEfh/8ADP4h69f+CZIdTvrvWPB9tY/FLRtFtdd1Kz0WTVNa0nXJ9KsL3w1/YXiLXfME/bu8ISfFKfwWnwV+PT/C63+NSfs5S/tSppnwqf4CL8cW8QQ+Cf8AhX7WyfFtvjsjL8Sp0+Fj+NJPgenw1HxFP/CNf8JoZysrfHP/AATu0f4o/seeHf8Agplrf7THwO8Ifs6/BX4VfF34bePvCl58M/iH8av2jLfWfhv8Hv8Agmp+xz4E8Zaz4Nu9b/Zf+DHjL4teG/D3h34O6RFF4z8H+FfEXirxr8Zm+MvwqPgy31n4U6d4n+KPJQ6F4ml8E3X7Ch+Gfx/i+K8H/BVtf2sIvGsv7PnxfX4CXXwXP/BWm3/4KUSeKIv2kB4SPwEVY/hRNN4AXwtJ8SV+IMnxCtX0BfBh8yNmAPvP4O/t3eEPjH428C+H7X4K/HrwL4C+Ms3iuH9nz47+OtM+FSfCX4/N4R0rWPEt2fASeDvi34y+KHhwa14M8PeIPHPhAfGH4ZfC5/F/g/RNT1nw6uoR2xjbF/bI/wCTiv8Agk7/ANn/APxH/wDXWX/BSyvib9lHQvE2seEv+CRn7L0nwz+P/hf4gf8ABNqfRIv2gvEHxE/Z8+L/AMO/hbPD8I/2A/2i/wBiv7T4E+MvjLwlo3wm+LK+PfHvxb8M+L/CMfwj8a+P5JPB0V/q2tLpBsZ1j+1/2zESX9oX/glFBKiyQzft+/EVJoZFDxSov/BLb/gpTMqyRsCkirLFHKqsCBJGjgBkUgA/QGis/wDsnSv+gZp//gFbf/G6P7J0r/oGaf8A+AVt/wDG6ANCis/+ydK/6Bmn/wDgFbf/ABuj+ydK/wCgZp//AIBW3/xugDQorP8A7J0r/oGaf/4BW3/xuj+ydK/6Bmn/APgFbf8AxugDQorP/snSv+gZp/8A4BW3/wAbo/snSv8AoGaf/wCAVt/8boA0KKz/AOydK/6Bmn/+AVt/8bo/snSv+gZp/wD4BW3/AMboA0KKz/7J0r/oGaf/AOAVt/8AG6P7J0r/AKBmn/8AgFbf/G6ANCis/wDsnSv+gZp//gFbf/G6P7J0r/oGaf8A+AVt/wDG6ANCis/+ydK/6Bmn/wDgFbf/ABuj+ydK/wCgZp//AIBW3/xugDQorP8A7J0r/oGaf/4BW3/xuj+ydK/6Bmn/APgFbf8AxugDQorP/snSv+gZp/8A4BW3/wAbo/snSv8AoGaf/wCAVt/8boA0KKz/AOydK/6Bmn/+AVt/8bo/snSv+gZp/wD4BW3/AMboA0KKz/7J0r/oGaf/AOAVt/8AG6P7J0r/AKBmn/8AgFbf/G6ANCis/wDsnSv+gZp//gFbf/G6P7J0r/oGaf8A+AVt/wDG6ANCis/+ydK/6Bmn/wDgFbf/ABuj+ydK/wCgZp//AIBW3/xugDQorP8A7J0r/oGaf/4BW3/xuj+ydK/6Bmn/APgFbf8AxugDQorP/snSv+gZp/8A4BW3/wAbo/snSv8AoGaf/wCAVt/8boA0KKz/AOydK/6Bmn/+AVt/8bo/snSv+gZp/wD4BW3/AMboA0KKz/7J0r/oGaf/AOAVt/8AG6P7J0r/AKBmn/8AgFbf/G6ANCis/wDsnSv+gZp//gFbf/G6P7J0r/oGaf8A+AVt/wDG6ANCis/+ydK/6Bmn/wDgFbf/ABuj+ydK/wCgZp//AIBW3/xugDQorP8A7J0r/oGaf/4BW3/xuj+ydK/6Bmn/APgFbf8AxugDQorP/snSv+gZp/8A4BW3/wAbo/snSv8AoGaf/wCAVt/8boA0KKz/AOydK/6Bmn/+AVt/8bo/snSv+gZp/wD4BW3/AMboA0KKz/7J0r/oGaf/AOAVt/8AG6P7J0r/AKBmn/8AgFbf/G6ANCis/wDsnSv+gZp//gFbf/G6P7J0r/oGaf8A+AVt/wDG6ANCis/+ydK/6Bmn/wDgFbf/ABuj+ydK/wCgZp//AIBW3/xugDQorP8A7J0r/oGaf/4BW3/xuj+ydK/6Bmn/APgFbf8AxugDQrkPiD/yIPjf/sUPEv8A6Zb2t/8AsnSv+gZp/wD4BW3/AMbqre+HNB1Gyu9PvdH06ezv7W4s7uE2sKCa2uongniLxqkiCSJ3QtG6OucqysARrQmqVajVkm406tObStdqE1JpXaV2lpdpX6mOJpyrYevRi0pVaNWnFyvyqU4Sim7Juyb1sm7bJn8ENFf2Nf8ADt/9ib/ognh//wAKDxv/APNRR/w7f/Ym/wCiCeH/APwoPG//AM1Ff2b/AMTJcHf9Cbib/wAJ8r/+evr/AE9P89P+JQfED/ooeDv/AAqzv/5xnxj/AMESf+SLfGP/ALKhY/8AqKaXX7WV4x8Jv2efgv8AAzStU0T4VeANI8JaXrWoJqup2kE2p6mt1fx20dolw0muX2pzREW8UcWyGSOIhQxQuSx9X/snSv8AoGaf/wCAVt/8br+WeOs/wvFHFmdZ/gqWIoYXMsRSrUaWKjTjiIRhhaFBqrGjUrU03KlJrkqTXK1dp3S/tjw04Xx3BfA3DvC+ZV8LicdlGErYfEV8DKtPC1J1MZicQnRlXo4es4qFaKfPRg+ZSSTVm9Cis/8AsnSv+gZp/wD4BW3/AMbo/snSv+gZp/8A4BW3/wAbr5M+5NCis/8AsnSv+gZp/wD4BW3/AMbo/snSv+gZp/8A4BW3/wAboA0KKz/7J0r/AKBmn/8AgFbf/G6P7J0r/oGaf/4BW3/xugDQorP/ALJ0r/oGaf8A+AVt/wDG6P7J0r/oGaf/AOAVt/8AG6ANCis/+ydK/wCgZp//AIBW3/xuj+ydK/6Bmn/+AVt/8boA0K+f/wBmj/knXiP/ALOA/ay/9an+Mte4f2TpX/QM0/8A8Arb/wCN14Z+zLGkXw38QxxIkcafH/8AaxVI41CIij9qf4y4VVUBVA7AAAUAfQdFFFABRRRQBn6tpOla/pWp6FrumafrWh61p97pOs6Nq1lbalpWraVqVtLZ6jpmp6deRTWl/p9/aTTWt7ZXUMttdW0ssE8UkUjKdCiigAr4g/bP+E3x98e63+x/8Sv2c/Dnwf8AGnjb9mP9p/WfjXqngj41/FXxp8F/Cvizwr4j/ZH/AGq/2bb7T9P+IHgX4I/tBavpniDTNX/aC0PxRa2tx8ObrTtU07QNVsJtV0q5ns5m+36KAPgD/hY3/BU3/ozf9gD/AMWWftFf/SnaP+Fjf8FTf+jN/wBgD/xZZ+0V/wDSna+/6KAPgD/hY3/BU3/ozf8AYA/8WWftFf8A0p2j/hY3/BU3/ozf9gD/AMWWftFf/Sna+/6KAPgD/hY3/BU3/ozf9gD/AMWWftFf/SnaP+Fjf8FTf+jN/wBgD/xZZ+0V/wDSna+/68S/aT+Oegfsx/AD4x/tD+KvDXjHxh4X+Cnw78U/EvxJ4b+H+l2es+MtU0HwhpVxrWsR6DpmoalpFjdXcGn2lxdMt1qdlBHbwTzSTKsZBAPm3/hY3/BU3/ozf9gD/wAWWftFf/SnaP8AhY3/AAVN/wCjN/2AP/Fln7RX/wBKdr6q+CXxt+F/7Rfwv8J/GP4OeLLLxn8PvGljLeaNrFpFd2VzBcWd1Ppus6Dr2janb2eteGPFnhnWrO/8PeLfCPiHT9M8SeFPEmman4e8Q6Xp2sade2UHqtAHwB/wsb/gqb/0Zv8AsAf+LLP2iv8A6U7R/wALG/4Km/8ARm/7AH/iyz9or/6U7X3/AEUAfAH/AAsb/gqb/wBGb/sAf+LLP2iv/pTtH/Cxv+Cpv/Rm/wCwB/4ss/aK/wDpTtff9FAHwB/wsb/gqb/0Zv8AsAf+LLP2iv8A6U7R/wALG/4Km/8ARm/7AH/iyz9or/6U7XReLP28vgx4Q+N/xB+Fus6x4e8O+APgN4e0++/ab/aK8f8Ajnwp8Nvgp8CfGfi+w8P6x8L/AIQ614s8Y32m2HiD4peOvDmv2/jG78OaTdpD4I8HXPhzV/FmoWF3458F6Vrv2PoOv6F4q0TSfEvhjWtJ8R+HNf06z1fQtf0HUbPWNE1rSdQgS6sNU0nVdPmuLDUdOvraWO4s72znmtrmCRJoZXjdWIB8Lf8ACxv+Cpv/AEZv+wB/4ss/aK/+lO0f8LG/4Km/9Gb/ALAH/iyz9or/AOlO19/0UAfAH/Cxv+Cpv/Rm/wCwB/4ss/aK/wDpTtH/AAsb/gqb/wBGb/sAf+LLP2iv/pTtff8ARQB8Af8ACxv+Cpv/AEZv+wB/4ss/aK/+lO0f8LG/4Km/9Gb/ALAH/iyz9or/AOlO19N/H/48/Db9mf4TeKvjP8V9VvdM8H+FRpFq0GkaVfeIPEviTxH4n1zTfCvgvwR4N8NaXFPqvijxx478Ya1ofg/wZ4Z0uCbUNf8AE2taZpdqnm3QZeU+CP7S/gT4sy2XgXW9d+HngX9pLTfB+jeL/il+y5D8X/h349+MPwZh1yGC4ttM8f6H4P1m8ubK5tI7yztr/UYLSXw+2pSyW+k6xq9mLbUbwA8P/wCFjf8ABU3/AKM3/YA/8WWftFf/AEp2j/hY3/BU3/ozf9gD/wAWWftFf/Sna+/6KAPgD/hY3/BU3/ozf9gD/wAWWftFf/SnaP8AhY3/AAVN/wCjN/2AP/Fln7RX/wBKdr7/AKKAPgD/AIWN/wAFTf8Aozf9gD/xZZ+0V/8ASnaP+Fjf8FTf+jN/2AP/ABZZ+0V/9Kdr7/r5G+Of7YHhf4J/EXQfhdb/AAz+JnxU8TT+FLb4l/ES58B33wg8OeGPgZ8HLnxQng8fF/4t+Lvjb8WfhD4c03wcusQ62y6f4T1Lxh45udM8J+LdYs/B9xpmgXl0oB5z/wALG/4Km/8ARm/7AH/iyz9or/6U7R/wsb/gqb/0Zv8AsAf+LLP2iv8A6U7X2v4L8ceCviR4a0vxp8O/GHhfx74O1yKWbRfFngvxBpPinw1q8MM8trNNpeu6Hd32l6hFDdQTW0slpdTJHPDLC5EkbqOooA+AP+Fjf8FTf+jN/wBgD/xZZ+0V/wDSnaP+Fjf8FTf+jN/2AP8AxZZ+0V/9Kdr7/ooA+AP+Fjf8FTf+jN/2AP8AxZZ+0V/9Kdo/4WN/wVN/6M3/AGAP/Fln7RX/ANKdr7/ooA+AP+Fjf8FTf+jN/wBgD/xZZ+0V/wDSnaP+Fjf8FTf+jN/2AP8AxZZ+0V/9Kdrd+D37fHwj+LniK0sZ9D8SfCjwT43vXsv2evir8YvFvwK8G+F/2qzBr+p+Hbu4+APg6D4yax8bNZggvdNju4B43+E/gO41bRdY8Pa1olvqWm65p1xP9xUAfAH/AAsb/gqb/wBGb/sAf+LLP2iv/pTtH/Cxv+Cpv/Rm/wCwB/4ss/aK/wDpTtff9FAHwB/wsb/gqb/0Zv8AsAf+LLP2iv8A6U7R/wALG/4Km/8ARm/7AH/iyz9or/6U7X3/AEUAfAH/AAsb/gqb/wBGb/sAf+LLP2iv/pTtH/Cxv+Cpv/Rm/wCwB/4ss/aK/wDpTte0/tPftPeEf2ZvCOiX19omu/EX4ofEXXR4H+BXwK8DizuPiR8bfiRcWc97aeE/Cdpez29jp+nafY29xr3jnxzr1xYeDPhv4MsNX8ZeMtX0zQ9Mnnba/ZW+O+n/ALUP7NHwD/aN0zQpvClv8cPhB8PvihN4PutQXVb7wVqXjPwvpmuax4I1PUVstN+2av4M1e8vvDGrzNpunO2p6Td+ZYWbhraIA+fP+Fjf8FTf+jN/2AP/ABZZ+0V/9Kdo/wCFjf8ABU3/AKM3/YA/8WWftFf/AEp2vv8AooA+AP8AhY3/AAVN/wCjN/2AP/Fln7RX/wBKdo/4WN/wVN/6M3/YA/8AFln7RX/0p2vv+igD4A/4WN/wVN/6M3/YA/8AFln7RX/0p2j/AIWN/wAFTf8Aozf9gD/xZZ+0V/8ASna+/wCvzt+GX/BRXwD8Yv2xbf8AZk+HngfxFrnw31H4e/HDWPDf7Uhv7K3+FPxC+LX7PXjT4QeFvip8HPhfAYZL7x1N4Ntvi5b3Ou+P9OuofB58QeEvG/g3w9ceI9Y8F+NG8MgGn/wsb/gqb/0Zv+wB/wCLLP2iv/pTtH/Cxv8Agqb/ANGb/sAf+LLP2iv/AKU7X3/RQB8Af8LG/wCCpv8A0Zv+wB/4ss/aK/8ApTtH/Cxv+Cpv/Rm/7AH/AIss/aK/+lO19/0UAfAH/Cxv+Cpv/Rm/7AH/AIss/aK/+lO0f8LG/wCCpv8A0Zv+wB/4ss/aK/8ApTtff9eU/G74zeCf2fvhj4j+K/xAl1X/AIR3w9LoGmw6d4f0q413xL4m8U+MvE2jeB/AXgjwnolribWfF/j7x14k8OeCvCWlLJAmo+I9f0uzmurWGaS5iAPlb/hY3/BU3/ozf9gD/wAWWftFf/SnaP8AhY3/AAVN/wCjN/2AP/Fln7RX/wBKdr179mz9qvwj+0jH8RdHi8D/ABF+DHxR+EHjy7+HPxS+B/xnh8CWHxP8F+IYfB3gL4hWVzcR/Djx58S/A/iLw3rfgf4oeAfEuj+KvBPjfxR4euLbxJbadcaja67aappNj9Q0AfAH/Cxv+Cpv/Rm/7AH/AIss/aK/+lO0f8LG/wCCpv8A0Zv+wB/4ss/aK/8ApTtff9FAHwB/wsb/AIKm/wDRm/7AH/iyz9or/wClO0f8LG/4Km/9Gb/sAf8Aiyz9or/6U7X3/RQB8Af8LG/4Km/9Gb/sAf8Aiyz9or/6U7R/wsb/AIKm/wDRm/7AH/iyz9or/wClO1s/tU/t8/DL9lDUde03xD8OPjV8VX+Hnwrk+PvxyuPgx4X8K+IoP2f/ANn+PUvEWlD4zfE9PFfjjwTd3Xhi5uvBfjx9M8N/DW1+IfxQ1uy8AeNtS0P4f6jp3hrUrqH7U0nWNI1/T4NW0LVNO1nS7ozC21LSr221Cxna3nltbhYbu0kmgkaC5hmtp1SQmG4ilhkCyRuoAPhL/hY3/BU3/ozf9gD/AMWWftFf/SnaP+Fjf8FTf+jN/wBgD/xZZ+0V/wDSna+/6KAPgD/hY3/BU3/ozf8AYA/8WWftFf8A0p2j/hY3/BU3/ozf9gD/AMWWftFf/Sna+/6KAPgD/hY3/BU3/ozf9gD/AMWWftFf/SnaP+Fjf8FTf+jN/wBgD/xZZ+0V/wDSna+/6/OTwR/wVA/Z68XeMPg5pGseHPi18Mvhx+01rsnhf9lD9on4leGfDWi/Ab9pzxJJBe3+haD8NPFGkeM9f8S+HtX8d6Npuoa/8LNO+M3g74U3fxb0O0fUPhjF4tjmtBcAG5/wsb/gqb/0Zv8AsAf+LLP2iv8A6U7R/wALG/4Km/8ARm/7AH/iyz9or/6U7X3/AEUAfAH/AAsb/gqb/wBGb/sAf+LLP2iv/pTtH/Cxv+Cpv/Rm/wCwB/4ss/aK/wDpTtff9FAHwB/wsb/gqb/0Zv8AsAf+LLP2iv8A6U7Xv/7MXhf4p+EfhDaWHxr0H4f+F/ibrHxA+NnjrxN4c+Fvj3xH8UPAmh/8LL+NnxD+IujaXoXj7xZ8Mvg34g8TfYvD/inSoNTvtQ+GfhTy9YTULS1s7uyt7bU776AooAKKKKACiiigAooooAKKKKACiiigAooooAK/Drxv8cfj66/tPfs4/wDBQfwXpHgv9lT9sDx9+0d+zT+y9+0QLCy0/TPBmk+NdR8U/CDwF8Kf2k9MgiuNM8MWPxcsriPV/wBnv4uXiLoPj9Na074ceOYdG8fal4Eufij+jfwA/ba/Zj/af8TeLPBvwU+JTeJ/E/g/SdP8T3ejav4M8f8AgK68R+BNY1C+0nRPin8Nv+Fh+FfCsXxa+Dmvappt9pug/GP4XSeL/hfrd9btbaX4su5niST33x54C8EfFLwX4o+HPxK8I+G/H3gDxtomoeG/GHgvxho2n+IvC/ifw/qtu9rqWja7oeq291p2qabe28jxXNpeW8sMqNhkOAQAfld+xD/wTo+LfwL+O9/+2Z8aPjT4bvv2hPjT4M1/Rv2kvhN8MPB9pH+zydX1bT/hja6TrPwnvNTttD8b6Z4/Sf4X6RffGD4teIIbzU/2hNWuUvfEnhPwtY+Ffh1pPgz9fqigggtYIba2hit7a3ijgt7eCNIYIIIUEcUMMUYWOKKKNVSONFVERQqgKAKloAKKKKACvln9tLVP2j9J/Zu8eXH7I0WnyftFXWq/DfRfhpLrOgWnifw7YX/iL4p+CtA1vWPFmiXl1YJeeDND8LanruseMnttQ03U7PwtY6vfaRqWnarbWV7Be/aQ/bB/Z7/ZKsPDepfHnxrqnhW38Ux+Ib7TU0L4ffEn4k3tn4b8Gw6Zc+OPH3iXTPhh4Q8Zal4O+F3gC31zQ5viD8VfFtponw58CR65ojeLfFGj/wBsab9q+htG1nR/Eej6V4h8Parpuu6Brum2Os6HrmjX1rqmj6zo+qWsV9pmq6VqdjLPZajpuo2U8F5Y31nPNa3drNFcW8skUiOQD8KdM8P+Cv2ivjR4m/aI1r9mCDUP+CmH7L/g/wAOeEPjl+wZ4q+Knhvwt8I/iVqd7qF54a+G/wC1B4Z8Q+MfAXiDQPiRpGg/DfxF8a9L/Zn+PEGkeHby98PeM/GvwU+J83hLxn4ZutA+HX6IfsCfs8+KP2avgTqngvxVpPhXwVdeLvjH8aPjDpfwd+H2qtrfw2+Amg/Fv4h63440v4NfD/VD4f8ACkV5oPhOLVnub+TT/DWhaCPFereJE8L6XZ+GE0eFPqa7+HfgG/8AHuh/FS+8F+Frz4l+GfC/iHwT4d8f3OhaZN4x0Pwd4s1LQNY8T+F9K8RyWzatY6Br+q+FfDeo6tpNtdx2V9e6HplzcQyS2kTL2VABRRRQAUUV8q+C/wBtr9mP4g/HfXv2a/C/xKa4+L+hT+MrOLRNU8GeP/Dfh3xfqfw21CDSPihovwu+I/iXwrpHw1+L/iD4VavcR6R8VPD/AMLPF3jDWvhpqqz6b44sNBvbS6ghAPz8/at+LXxd8NfEr9q7wn+2p8HrDxj/AMEj/HVt4H+D2q/Ei0sWsPGnwKl8RfCrwjq3ir4y+JV0QjV9W/Zxi8a+IptF1z4v6e9l4x/Zz+Ivhl/HE083w40/XPFXwsp+A/2EvEui/FX9knwf8O/hN4O0b4Wfsm/FCy+PNl/wUI1n4seEPGH7Sf7UA8bfC7xna/FbTfEmj+EfhZ4b1CfxN8eviB8Q7+9+NPiDXvFDeDvE3hnT18UaOmreJdQ0PTvCP7YXtlZ6jZ3en6haW1/YX9tPZX1jewRXVne2d1E8FzaXdtOkkNxbXELvDPBMjxTRO8ciMjEHn/A/gfwb8M/B3hb4efDvwt4f8D+A/BGgaV4V8HeDfCmk2Og+GfC/hrQrKHTtG0HQdF0yC20/StJ0uwt4LOxsbOCG3treJIoo1VQKAOpooooAKKK84+Lfxa+H/wADPh54j+KfxQ11/DvgnwtHp39p6hb6PrniPUri91vWNP8ADvh7QtA8MeF9M1rxT4r8U+KPEmr6R4Z8J+EvC2i6x4m8VeJdX0rw94e0nUtY1KyspwDJ/aB1f4gaB8Bfjdr3wmsNS1T4qaJ8IviTq/w00zR9OsNX1fUfiBpvgzWrzwbYaVpOqRzaZqmpXfiOHTbex07UYpbC9upIra8je3lkU/z/APxS+Hnx+/ay8ZfCn4e/GrTfhb8Kf+CnXwC0P4deK/G3wZ8X31/D+xl/wVE/Zh+HfxT8C/Fm5sdE1tdD8Y6ho1r4Q+KOgaNqeq2Nv4d8ceK/2a/iPrGraH4l8MePvg98VPC/jPxX+/PwJ/aA+Ef7S3gCH4mfBfxaPFnhU61rnhjU1u9E8R+EfFHhTxf4Xv5NL8T+CfHvgLxrpHh3x38PPHXhrUY2s/EPgnxz4b8P+KtEnMa6lpFsJoTJ2XiX4d+AfGWueBfE/i3wX4W8TeI/hh4gvvFfw417XdC0zVdY8CeJtT8Oa14P1HX/AAjqN7bTXfh/V77wr4i13w9d3+ly21zcaPq9/YSyNb3MkbAHxl+w3+zx47+Dut/tL/Ejxl8PPhx8A7f9ov4o+HfiHpv7OHwg8VS+M/AXw81HQ/h74d8F+JvG11rkfg74f6HJ8RPi7quijX/HMHhTwjYaCseleHru51HxB4rvPFGuX33/AEUUAFFFFABX57ftpfEb9uP4cfEX9n7XP2SPhRpvxo8A6JpXxk8ZftJ/DjUpdH0PUPHPg/wzD8OrLw34O+GfjfVZ7W38OfHHUZvEfiPXfhfpOs3EHgrxvN4Y17wv4y1HwzY3lr428Lev/Gz9tr9mP9nX4g+Efhl8ZfiU3gzxR4xg8PXkFxL4M8f614O8I6Z4x8T3HgnwTrXxZ+I/hzwrq/w8+Cfh/wAdeNLO/wDB/gXxB8YPFHgfRfGninTdU0Dwxf6rqul6ha231VQB/L14I/Yok+M/g/8AaD8Q/soeC/2d/wBsf9kj9sL4WXPwn+FNt+014l8QfDD4v/8ABOjXtD8ZfFbWvFHwa/sWT4S+NvGUvhL4S/F74meKfFWl+AItT+Fvxq+C3jfwvp/w5Z5U0Dw74v8AC/8ASz4C8Pan4R8DeDPCeteJ9U8bax4Y8J+HfD2reM9cVE1rxdqei6PZ6bf+J9XSN5I11TX7q2l1XUFjkkRbu7mCuygMYfC/w78A+CNV8ca74N8F+FvCutfEzxQnjb4iar4e0LTNH1Dxz4xj8P6H4TTxR4su7C2gn17X18M+GfD2hDVtTe5vf7K0bTbIzeRaRIvZUAFFFFABRXPeLvFvhnwD4T8T+O/Guu6Z4X8G+CvD2teLfFvibW7uKw0bw74Z8Oabc6xr2u6vfTssNlpmkaVZ3eoX93MyxW1rbyzSMEQkeL/s8ftW/Ar9qjSvFep/Bbxbqur3XgPW7Tw9468JeMvAPxE+EfxK8Eapqml22vaEnjD4VfF7wn4F+JPhiy8T6BeWviDwjqut+FbHSvF2g3EWs+Gr3VNNb7SAD4E8D/tTfHT4N/tD+Jf+G+Phh4Y8L/A34iftEfF/4VfsXftRjRNJ0+9+G2mal8Qx4R8H/Bn48TQwuPAel/HY+F/D+tfAv4rrd2Ph74mPL4b+HvxCj0f4gt8Ob34l/Vv7IXwJ+JP7NOt/tBfCaeTw7qX7Nd38Vtb+MP7Ml5aapdN4s8G6d8b9d8S+P/jB8FvEWgzadHa2/h/4ffFrUPEPiL4Za5Yatc2z/D74i6H4CXStNPw3N5q/1V488BeCPil4L8UfDn4leEfDfj7wB420TUPDfjDwX4w0bT/EXhfxP4f1W3e11LRtd0PVbe607VNNvbeR4rm0vLeWGVGwyHAI6iCCC1ghtraGK3treKOC3t4I0hggghQRxQwxRhY4ooo1VI40VURFCqAoAoAlooooAKKK+Z/2kP2wf2e/2SrDw3qXx58a6p4Vt/FMfiG+01NC+H3xJ+JN7Z+G/BsOmXPjjx94l0z4YeEPGWpeDvhd4At9c0Ob4g/FXxbaaJ8OfAkeuaI3i3xRo/8AbGm/agDgP25PEH7ZPh/wT8JH/Yf8O+D/ABR8VNQ+OnhuDxVo/wARo/s/w51D4VaX4J+IXijxdo/jXxLb217rHgTTvFF54e0Lwho3jrw/Yapqvhvxj4h8M3Z0LxHph1Hw7qvynqd/Y/tm/BP4RfFb9jzwvo/wc/aw/YG+NWn6nB+zT8S4rP4dXvwy8YWPhbUPA3xt/ZJ+Ldh4XstZsfC3hz4o/Bfxvr9n4B8ceHdP8QfD/UL67+Enx08FS+LfB+naNc33646NrOj+I9H0rxD4e1XTdd0DXdNsdZ0PXNGvrXVNH1nR9UtYr7TNV0rU7GWey1HTdRsp4LyxvrOea1u7WaK4t5ZIpEc8/p/w78A6V468S/E/TPBfhbTviP4y8P8Ahjwp4t8eWWhaZa+LvE3hnwVdeIL7wjoGveIYbZNV1XSPDN54r8S3Oh2F7dTW2mS67qj2kcRvJtwB2IzgbgA2BuAJYA45AYhSQD0JVSRzgdKWiigAooooAK/E39rD4p/FTQPij+054Z/be+C9l44/4JH+JdS+FHw/ufiPYjVPD/jn4Ca3H4E8BeOL/wCOOvX3gy+0zxZc/s9aX8Tb+3s9U+NPh7U9H8e/s1/EzwiPHovz8PNN1vxZ8K/0I8F/ttfsx/EH4769+zX4X+JTXHxf0KfxlZxaJqngzx/4b8O+L9T+G2oQaR8UNF+F3xH8S+FdI+Gvxf8AEHwq1e4j0j4qeH/hZ4u8Ya18NNVWfTfHFhoN7aXUEP1De2VnqNnd6fqFpbX9hf209lfWN7BFdWd7Z3UTwXNpd206SQ3FtcQu8M8EyPFNE7xyIyMQQD+f79nv/gnN8SvC/wAZPhXc3Xwe+DMEfwi/ar8e/tMWH/BSqz+Nfin4pftO/tDfB7xhdfEKTwH8HfEeseM9I1z4yeItSufhn4q8B/BT4l33xT+NXjbwDcfDXwDZal4Ol8RanJ4WtPBv9BVct4H8D+Dfhn4O8LfDz4d+FvD/AIH8B+CNA0rwr4O8G+FNJsdB8M+F/DWhWUOnaNoOg6LpkFtp+laTpdhbwWdjY2cENvbW8SRRRqqgV1NABRRRQAV5F+0Dq/xA0D4C/G7XvhNYalqnxU0T4RfEnV/hppmj6dYavq+o/EDTfBmtXng2w0rSdUjm0zVNSu/EcOm29jp2oxS2F7dSRW15G9vLIp1vi38Wvh/8DPh54j+KfxQ11/DvgnwtHp39p6hb6PrniPUri91vWNP8O+HtC0Dwx4X0zWvFPivxT4o8SavpHhnwn4S8LaLrHibxV4l1fSvD3h7SdS1jUrKynwvgT+0B8I/2lvAEPxM+C/i0eLPCp1rXPDGprd6J4j8I+KPCni/wvfyaX4n8E+PfAXjXSPDvjv4eeOvDWoxtZ+IfBPjnw34f8VaJOY11LSLYTQmQA/Bj4s/Dfxz+2Ha6Z8Gv2mfhN4B8Ff8ABVz4TeDPhbrF94UHxb+LXwu/Zj/4KOfsl+B/i14O8dfFj4eWt14I1ybwv8SfhZ41s38S+BPiP8HPjL4I+MFp+zl8SPHk0+o+Gta+GnxA0H4geO/04/YD/Zq8TfA64/aD+IGs/B74cfsu6V+0B478IeMtD/ZU+D+v2HiLwB8KpfDHgDRvB+ueKby88PeHvCXgeH4k/FHUdP8A7U8c23w/8PQeF1s9D8KyS6t4k8TS+I9evvuHxL8O/APjLXPAvifxb4L8LeJvEfww8QX3iv4ca9ruhaZquseBPE2p+HNa8H6jr/hHUb22mu/D+r33hXxFrvh67v8AS5ba5uNH1e/sJZGt7mSNuyoAKKKKACiivlXXv22v2Y/C/wC0FpX7MHiH4lNpHxg1nVtJ8MWFjfeDPH8PgRvHfiDwyPG3h34WXfxkPhX/AIU3p3xj8R+Cmh8ZeHfg5qPj21+KGveE7uw8R6R4TvNH1CxvLgA8g/bS+I37cfw4+Iv7P2ufskfCjTfjR4B0TSvjJ4y/aT+HGpS6PoeoeOfB/hmH4dWXhvwd8M/G+qz2tv4c+OOozeI/Eeu/C/SdZuIPBXjebwxr3hfxlqPhmxvLXxt4W/KXVP2H/CH7Sf7MPhfRv2N/FHxH/ah/Zc8WaJ8avBHwA+BHxx+JPw8+Fnwr/wCCa3xR8WeHvFHw6n8WzaFa/BGz/al1Dxp+zbc+K/HXg7wf8K/GnxB1zx3+zzqdjP4S8K6Ro18dF8S/D7+mOuN8L/DvwD4I1Xxxrvg3wX4W8K618TPFCeNviJqvh7QtM0fUPHPjGPw/ofhNPFHiy7sLaCfXtfXwz4Z8PaENW1N7m9/srRtNsjN5FpEigG7oNheaVoejaXqOq3Gu6hpuk6dYX2uXkUUF3rN5Z2cNvdardQwfuYbjUZ43u54of3UcszJH8gFatFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAdOtfz8ftqft1+Bf2ibr4UfDj4P3Pxx8efs/W8/iT40/tM+FPhR4Q/ai+Bvxm/aK/ZI8JQW/he++Ln7F/xw8ID4fyfFz4afCr4leJ/BfjP4teFfg/4im8b/ABq+GMmmN8I9c1/w/rEXh/4nfSn7S/7dfxU+H/7XCfs3eGfgr42+IXhWx8IeGNT1L4YeCv2cviR8Vfi1+01Y/EHS/Ftvqknwu+K978R/gt+y5+z18PfhhfabouneN/iV8eviDrlnrutalrHg6Dw54QvrXwvrfjP5N/4J3/sD614j8Hfs+/FvRfjVY+NP2VbrU/gb8evhD4g+Ifw/8U2n7b9/8Nfg/wCGLy2/Zj/Zb+Kvj24+JXiT4ZaD8Mf2eRqEEV3L8LPDUNn8WNR0/Wtf1CC31/4hfEHx947APq79kL9kvTNf8KfAq71/x14b+OvwV/ZkX4dePP8Agmh+2H8PvHOo6R8cNV/Z68WeGvs0/wAEvi/e+HdN0/RvHHhGx8G6V4Z8HeINdTVdQ8MftA+Bbrwb4g8aeCtD+K3gWXxTdfrvUUEENtDDbW0MVvb28UcEEEEaRQwQxII4oYYowqRxRoqpHGiqiIoVQAAKloAKKKKACvm79ob9q34SfsyweHI/iEfH2ueIvF9p4p1Xwx4C+E/wv+IPxj+Ims+HfAltpV54+8XQeCfhp4d8Ta/beDfA9trug/8ACU+K9Qs7PQdM1DxF4X8PtfyeJfFnhjRtY1P2pvjHrf7Pn7O/xf8AjV4c8C6n8Sdd+HHgrVPEml+DNKg1q4k1a8tVjjil1FfDei+JfEcPhzSDMdb8WXnh7w14k16w8L6brF9o3h3XdSt7XSrv+f8A8d33jr/go54+/Z38Nz3vivw78crXwV+0DJ4c+JnjX9lz4n/s/wD7AH7fn7N2lePfgj4i+LP7PviP4QeKP2kdf/bAsvBmn6xB8DPENr8TvFOj+G/hp8WItJ8XeH9O0rx78K/iN4k8BakAO/Zr1L4tfGL4uRftD+CPiqmuf8FDLzw/44+L3gvQfHXj34v2/wCwl/wUQ/4JxfFvxf4Q1bw/Yfs4+C/HN14vh/Zr/wCEL8L2Hwm0PWpfCnhVPir8Kfjfoun3X7Q2lfFXwD8WdK8T+I/6Cv2f/wBnj4Z/syeC9T+HHwe03U/DPw8u/GPiLxloPgKTXdS1bwn8OX8VS299q3g/4YaXqMksfgj4cQa0uoazoPgHRRbeGPC91rWqWXhjTNG0NrHR7DjP2Uf2etU+AHgjxPB4y8T6H41+JvxL+JXjb4u/ETXvC3hiXwZ4HsPE/jltGtpfC3wz8I3ms+JdR8K+APDXh7wx4V8O6Vp9/wCI9Y1PV5dCk8Ta1ePq2r3MNv8AUlABRRRQAUUV+Xf7c/7bnxP/AGcPjB8FfhX4A8FaxdweOdHv/Gt9q1j+zb8bP2lfEXxVfQvF3hzQ7r9n/wCCnhb4TeJfh94c8NfFLWNC1TVfE+q/FD4xfErw/wDDr4W6JaaLr2t+GvF2gah4l1LwUAeLft+ftxweMfD1z+zT+yzq/jzXvix4l+L83w112Dw/4O+NHw6tPjnonwju9T8R/tV/sw/sr/tdaZZ+GvhZ4N/a3t/h74T8a6LoOtP42Nl4c8T+HvGXgeDXvB/xL0a78Q/D3m/2T/2VPhx8avhjZeDPA3i3UvjD/wAE9NY8Sa5+0T+y9438V+O/iV4c/bf/AGH/ANqvRvilqV78Q/hefG3iaC6+KF9qOjePtb+It1NrvxE8V2fxj+HWtw/E74D/ABhtviR4N8RWsNl8+fs9fsLeIP2ndS+MXjzwT401DwB+zl8VPjD8ZPBPjT4VftG+BJNd/a6/ZBn0j9pvXviB+1P+zJ8APGvw5+NnjH9nnRfBXxd+O2m+JNfvPil4eh8W+JdE0K+8PeF5da8eWXw2+G1t8Pf6T4YIbdDHBDFAjSzzskMaRo01zNJc3MxVAoMtxcSyzzyEb5ZpJJZCzuzEAlooooAKKKKAPOPi38WvAHwM+H3iD4o/E/XW8PeDPDf9lQ317b6TrXiHVL3U/EOt6b4Y8L+HPDvhnw1p2r+JvFni3xd4p1rRfCvg/wAIeGNI1fxN4s8UazpHh3w9pWpazqdlZT/zu/HP4veFf21v2mr4fET4rfHz4HfBPw74z+Efwf8A2Tfil4Z0343/AAPuv2NP+CinhPX9A+J+meFf24f2fPiBdaJ4J+KOt/GLVdT+Duq/s9eJPib4U1z4Ha/oCt8I9MHhH4p+PND8WfECf46ftq+Lf2sPAnxh+F3xQ8KftAfCfwqnx0+Enh34ffEz4Efst+MdF8Xf8E/Pjd4P/ak0Hwr8BviN+0D8ZP2hfil4D+Hv7QHiXVvilafCnxTr3wM/Zn+D/jHUfDHhHXdd8PeIdU8beEtV0zx5qX6T/sO/sLeO/wBnzX7fxz8ZPEvwh1bxH4b+Fi/Bzwb4Z+CHhLx7oPhG40+/+Ic3xV+IHxg+JevfFbx78SPH3xM+OHxa+IMel+LPEfijxDrkl1ol/aajK+r+Ltf8Sa94rvQD239mn9n/AFzw74jvP2kPjD4R8HfD39rD4leB7X4f/tHWvwM8ZeKrv4F/FzVfAGvTaV4G+L0nhLXbLS1fxjdeEtMtj4e1jW9Pu/Hng/wV4m/4VP4h8X+NdM8H6BqVr9nUUUAFFFFABXwt+2L+3d8Hf2U9D8YaN4i8VarpPxC0r4V6l8SLjVrH4JfGP43eBPgt4Wv5dc8O+EvjD+0Pa/B7SLi+8GfB5vGOi6nb3FzqfiLwrqninTfCvjo+Fb0w+D/Fer+HOj/bq/aP8S/ss/AO8+JvhTQrbUNUuvGngfwQ/inW/B/xA8feB/hVp/jPXrfR9Q+K3xF8IfCqzvfiH4k8IeDbWR7mTw74W/su98T6/c6B4ZufFPgnTdZvvGnh/wDGnTfCnxT/AG5v2o/C3xO8GWev/C34+/Dz4J/s+eNfjJ8K/wBsj9m7xv8ADj9k/wDaw8NeGvHPxts/2eP2pvBHwC8NftL+JPjn8L/Enwb+JM/xh1LwZ8Jf2oNRstc1lLzwN4h1vwpp3iz4eeAviR4VANj9jP4TePPFXi3X5Zru88ZftFeI9C+HvwV/4LEfsgftbfEnxn8VPh78bPh340u/G0nh79q79l/XvGtv4w0vQ/hVq6eLPiXr/wAKfh54J0DQ/gJ4++Gl74t+BviPwd8LvjN8PLu40P8AfP4K/CLwx8Bfhb4O+D/gm/8AFuoeDfAOmy6F4UPjjxbrvjrxHp3hxL+7udF8PT+K/E13qHiHVtM8LadcW/hvw6+s6jqGo2nh3StKsLrUL2W1a6l5X9mT4D6f+zb8EfAPwhtfEV7411DwppV4mv8AjjU9PttLv/FniTX/ABDrnjLxVrK6XaS3MGg6Rf8Ai7xR4i1DQPC1ve3tn4W0q+t9Ds7y7is/tc/vdABRRRQAVzfjLxh4W+HnhDxV4/8AHPiDSfCfgnwP4c1zxf4w8U69ew6bofhrwt4a0y61nxBr+s6hcslvYaVo+k2V3qOoXk7pDa2lvNPKyojEdJX8+X7Yv7dGo+MdZ/bm/Zu+L/wQ+NXiz9mrwh8LPjH8Ofit8OfgZ+z346Px70b4ZQfDTTde8QftY6n+1V8U/ip8Gv2WPhx4DXQNS8XXnwu+GmgW3xO+Lfjh/Dej+KvC+oTax/wkHw88OAHm/wC25+1B8Hv2vfH8PgP4p6v+0f4U/YB8D/Cy9tf2qdM8N6D+1L+x18fPgb4n+Ost7o/7P/7XPxWg1a28Ban8Sf2L30DQPHugXtp/YOqeF/hj47Z/Hv7QHg7xH4F0C/b4a/qf+zn+zP48PjDwd8cf2mr7wn4n/aZ+Ddn4r+DXhn9pH4N63qfhGH9qv9nDVNOs9U8Gat8ffhvptlYeGY9ctdY1W51yXwMLjxZ4X8F/FDQ9c8efCXWvDPhf4g6j4THzr+xT+wH8WPAni/4e/FT46/Gn4cfGSz8HzfEz4g6B468K/DLxp4N+L37S/j346eE9L8Jah8ZP2q9X8c+PPGFs+taP8L4v+EK8OfCXwTpOj+AfC1q+l2/h6Dw14S8HeC/h34a/ZCgAooooAKKK8C/am+Met/s+fs7/ABf+NXhzwLqfxJ134ceCtU8SaX4M0qDWriTVry1WOOKXUV8N6L4l8Rw+HNIMx1vxZeeHvDXiTXrDwvpusX2jeHdd1K3tdKuwDL/aG/at+En7MsHhyP4hHx9rniLxfaeKdV8MeAvhP8L/AIg/GP4iaz4d8CW2lXnj7xdB4J+Gnh3xNr9t4N8D22u6D/wlPivULOz0HTNQ8ReF/D7X8niXxZ4Y0bWPwV/Zr1L4tfGL4uRftD+CPiqmuf8ABQy88P8Ajj4veC9B8dePfi/b/sJf8FEP+CcXxb8X+ENW8P2H7OPgvxzdeL4f2a/+EL8L2Hwm0PWpfCnhVPir8Kfjfoun3X7Q2lfFXwD8WdK8T+I2+O77x1/wUc8ffs7+G573xX4d+OVr4K/aBk8OfEzxr+y58T/2f/2AP2/P2btK8e/BHxF8Wf2ffEfwg8UftI6/+2BZeDNP1iD4GeIbX4neKdH8N/DT4sRaT4u8P6dpXj34V/EbxJ4C1L92f2Uf2etU+AHgjxPB4y8T6H41+JvxL+JXjb4u/ETXvC3hiXwZ4HsPE/jltGtpfC3wz8I3ms+JdR8K+APDXh7wx4V8O6Vp9/4j1jU9Xl0KTxNrV4+ravcw24B2f7P/AOzx8M/2ZPBep/Dj4Pabqfhn4eXfjHxF4y0HwFJrupat4T+HL+Kpbe+1bwf8MNL1GSWPwR8OINaXUNZ0HwDootvDHhe61rVLLwxpmjaG1jo9h7jRRQAUUUUAFfil+35+3HB4x8PXP7NP7LOr+PNe+LHiX4vzfDXXYPD/AIO+NHw6tPjnonwju9T8R/tV/sw/sr/tdaZZ+GvhZ4N/a3t/h74T8a6LoOtP42Nl4c8T+HvGXgeDXvB/xL0a78Q/D32n9uf9tz4n/s4fGD4K/CvwB4K1i7g8c6Pf+Nb7VrH9m342ftK+Iviq+heLvDmh3X7P/wAFPC3wm8S/D7w54a+KWsaFqmq+J9V+KHxi+JXh/wCHXwt0S00XXtb8NeLtA1DxLqXgr87/ANnr9hbxB+07qXxi8eeCfGmoeAP2cvip8YfjJ4J8afCr9o3wJJrv7XX7IM+kftN698QP2p/2ZPgB41+HPxs8Y/s86L4K+Lvx203xJr958UvD0Pi3xLomhX3h7wvLrXjyy+G3w2tvh6AfQf7J/wCyp8OPjV8MbLwZ4G8W6l8Yf+CemseJNc/aJ/Ze8b+K/HfxK8Oftv8A7D/7VejfFLUr34h/C8+NvE0F18UL7UdG8fa38RbqbXfiJ4rs/jH8Otbh+J3wH+MNt8SPBviK1hsv3RqKGCG3QxwQxQI0s87JDGkaNNczSXNzMVQKDLcXEss88hG+WaSSWQs7sxloAKKKKACvOPi38WvAHwM+H3iD4o/E/XW8PeDPDf8AZUN9e2+k614h1S91PxDrem+GPC/hzw74Z8Nadq/ibxZ4t8XeKda0Xwr4P8IeGNI1fxN4s8UazpHh3w9pWpazqdlZT+j1/M78dP21fFv7WHgT4w/C74oeFP2gPhP4VT46fCTw78PviZ8CP2W/GOi+Lv8Agn58bvB/7Umg+FfgN8Rv2gfjJ+0L8UvAfw9/aA8S6t8UrT4U+Kde+Bn7M/wf8Y6j4Y8I67rvh7xDqnjbwlqumePNSAIPjn8XvCv7a37TV8PiJ8Vvj58Dvgn4d8Z/CP4P/sm/FLwzpvxv+B91+xp/wUU8J6/oHxP0zwr+3D+z58QLrRPBPxR1v4xarqfwd1X9nrxJ8TfCmufA7X9AVvhHpg8I/FPx5ofiz4gfs3+zT+z/AK54d8R3n7SHxh8I+Dvh7+1h8SvA9r8P/wBo61+BnjLxVd/Av4uar4A16bSvA3xek8Ja7ZaWr+MbrwlplsfD2sa3p93488H+CvE3/Cp/EPi/xrpng/QNStfEv2Hf2FvHf7Pmv2/jn4yeJfhDq3iPw38LF+Dng3wz8EPCXj3QfCNxp9/8Q5vir8QPjB8S9e+K3j34kePviZ8cPi18QY9L8WeI/FHiHXJLrRL+01GV9X8Xa/4k17xXe/p3QAUUUUAFFFfnZ/wUQ/a3+IH7K3hL4XL8PNLtdO1X4qeMda8LP8U/EPwH+OX7Svg/4fy6L4U1PxJpWjSfBb9ne60b4lfEXx98TdWsrPwb8O/Clp4x8BaZdXc+taxdeKpr7QtM8H+LQDgf2+/26dM+Hfgr4t/AX4C+P08K/tV6lF4V+Engf4h+KPg/8YvGP7P3wt+PHxng0RfhB8Pfi38XPAvhjUfBPwx+IXxGsfE2hf8ACBp4n1a9j8J6l4y+HHjTxz4U1Lwh4i0HR/GHyF+yN+zd4G+MmhfEPwF4L0zxj47/AGRfjtr+qeFP2+/2SP2yfir8SvGf7V37Hn7Y/gH4f+FPsnjrwj8XvFOreNPiD4h1fX18K/DaeOJvH1rp2j3H/Crf2l/2XviNp3hG9Oj6l514O/Z1+JH7Zv7RX7Rvxj+Dt/r/AOz3qN5r0fhb45fs+/tw/B1PFGrfs+/G34q/sy/C7w1f/ta/sx+FPhH+0V4n+Gtn8QPip+zZP4A0FPB3xf1jXPFPwt1BPFLSv4Qfx/8AE/wZ48/ob+Gnw+8P/Cn4f+Cfht4WF62geA/CPhXwXpNzqtyL/Wr3S/B/h3S/C+k3Wuan5UL6pq7aTo9hFe6jLGslzJEG2ogSNADY8J+H18J+FfDXhVNY8QeIU8M+H9G8Ppr/AIs1WbXfFWuLo2nW2nLrHiXXLhUn1nxBqYthe6zqs6LNqOoz3N5IqvMwHQUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAHg37Qf7QPhv8AZ68MeGdX1Twt42+I3i/4h+N9O+GXwl+EvwzsdBv/AIi/Fj4j6poniHxVD4P8Ip4u8R+DfBdjc2Xg7wf4y8ba/r3jbxn4R8H+GPBvhDxL4k8R+I9L0vSbicflp+x14m/ai+Pf7VPiX442CfGTwV8OdG+Pvxs8FfHPwt8YvjLLc6d4a8D+Hfh/feHvC37M837K2k+JPHPws+Gnx2+FnxffwH41sPjv8DvEOs+BPjH8DptS8Va38TvGWvfEmw8K+Df2K8Z/DPwJ8Q9Q+H2reNPDVhr+p/Cnx1B8TPh1f3ZuY7rwj47tvDHinwVH4l0ia1ngeG/bwj428XeG7gSGS2u9G8RatYXUE1vdyofy5/Zd+Ff7cFl+1p+1DH4ot9N+BP7Mmnfth/ET42xeIdObw54p8a/tbw+N/hV8PfDPgXwppdpqdnrNr8Nfg/4C0LTLO/8AH3iBBD8Q/G3xS06Dw14Xn8E+GvCHiK88ZAH6O/HH4BfCv9o7wdb+APjDoGp+JvCFvrdr4gOj6b4z8ceCUvb61sNT0sW2rXfgPxJ4Z1DW9Cu9O1jUrHVvDGsXd94a1u1umg1jSb6NIlj9O0LQtE8L6Jo/hrw1o+leHfDnh3StP0Lw/wCH9C0+00jRNC0TSLSHT9K0fR9K0+G3sNM0rTLC3gstP0+yggtLK0ghtraGKGJEXVooAKKKKACvzf8A2y/2nPDJ8W6l+wL4G+Kh+EP7Xnx4+CeoeOPgBq/iG+1XwV4R8cXFnr+q2WqfDTQ/ixoUOp6t4G+I/ibRPCnii203UNI0qXxt4f0GXVfiN8OdP8T6v4C1aw0z9IK+bPjn+yJ+z1+0dpfjuw+LXw50zX9Q+IPg3wh4H1bxbbXF/o/jnR9L+HXifxD45+G+p+CvGGl3VrrvgXxX8O/HfifVvG/gnxd4TvNJ8R+H/FjWOuWWpJe6VpkloAcR+xD4K+OngP4Z+MdI+Na+LdLsLn4oazqnwX8D/Ej4uXnx++Knw1+ENz4V8GQReCfiT8btSvdZ1X4na1D8TLX4meIPDev614n8X+ILH4beIPAvhnxH4p1jX9A1KZfUvh9+zL8EPhd8TPiH8ZfBvggWvxS+KU18/jDxxrfiPxb4x16Sy1PWpfEeo+HvDd14y17Xx4E8HX3iCY63deB/AsfhvwfPqsNnfyaG11Y2Utvp/ADwR8Uvht8J/C/gX4x/Fxvjt438LnV9Jk+K134SsfBev+MPDlrrWoJ4LvvGmk6TqF7od34/h8If2JZ+PPEfh6z8N+H/ABV4tt9X8RaL4O8I6dqdv4e0/wBloAKKKKACuQ+IXj7wd8KfAPjj4o/ETxBY+E/h/wDDbwh4l8feOvFOqGVdM8NeDvB2i3viLxP4g1FoIppxY6NomnX2o3ZhhllFvbSGOKR8Ievrk/HvgXwh8UfAvjT4Z/EHw/p3i3wD8RPCfiPwL448K6xEZ9J8TeEPF2j3nh/xL4f1SBWRptO1nRdQvdOvYg6GS2uZUDKWyAD8Hfjf8av2r/2tP2gdO8E/AX4aftU/s2/EPw7+z03xF+DPhb4u/FbQfgHpukeIvEvjuGw8EftU+NfAnwp+JfxO8G/tG/A6xksYPBXxv/Zp+PVtpHxm+Gdpf6B/Y/wStfEfxMuPFXgj9z/ij8MfB3xl8B6/8NfH9prF94R8TR2Eer22geLfF3gTWHGmarY61ZPYeLPAeu+GvFuizQ6lptnOZ9F1zT55o43tZ5JLO4uIJfy7/ae+EX7Z13+278Io/wBlTQtE8EfD3xN+x142+BOu/tP6/d2XiBf2a7Nfi58PPEvibV9H8D63Nfz/ABI+K2veFtE0DS/gxpGvQnwjB4jh8QeNfiDd67oHg+78HeKP130+2msrCxs7jULzVri0s7a2n1TUFsUv9SmghSKXUL5NMstN01Ly8dGubldP06wsVmkcWlla24jgjAOS+Gvw08A/B3wL4a+Gfwv8J6N4H8B+ELD+zfDvhjQLRbTTtPt3uJry6lxl5rvUNS1C6vNV1nVr6a51XW9Yvr/WNXvL3VL67u5u5oooAKKKKAPmD9q79r/4IfsV+BfCXxO/aC17UPCfw88VfE3wv8LZ/GFvpcup6N4Q1PxXZ63fWnibxq9tILnRPAuk2+g3tx4p8UpbXll4W00Pr+upY+G9P1nWNM+Uv2LvhP8Ate+B/jd4s8R/FTxpr3ir4U654O+IE3ijxbrfx/1z4zeDfjt8Qtf+Jfh/xH8EPi38B/AGuyXv/DMvhnRvg/N428N/FP4T+FW8PfDW58R6v4EXwFpPia08K6n8QPEf6J+Nvhn4A+JEnhGTx74R0Txd/wAIJ4nk8aeE4deso9RtNG8US+FfFHgh9Zhsp91nPdf8It408UaOgvILmGOHV55o4luo7a4h+ef2Wv2Wbz9k+++IvgXwF8Q7q+/Zd1K60jW/gb8CNY0aS6uv2cr+7m1qXx34F8AeOX1l55vgXdzyaFqXw0+F+oaE7/CWd/Evhzwx4k/4V1J4L8E+CQD0fxt+zL8EPiR8W/Anxw8eeCB4r+IvwzhsU8DXmteI/Ft74X8P3uk32q6noviG3+HEmvf8K3ufGOgahrepXnh3xxf+E7vxh4euLhJNF1ywa2tDB7xRRQAUUUUAFfgZ+0N+1z4v/a58a/s2+CfgP8NP2udH+FXxPX4reOPhP418L/GPQ/2UtI/bA8PeGvB8LeHfiH8BPjB8P/ijq3j6zi8BTana/FXQfhZ+0x4H+E3w5/aC+FM+tePdMsPiZpXgzR/CHi3986/ID9rj4D/H74VeIv8AgnX4e/4J9/A7wFe+G/gd4n+Lvw/0Sx8Ua1eaX8MP2fNK8ZfAbxN4D8E/EHxZYJqJ8Sa58Mvh5pt34iX/AIQTwtLHrfifWB4M8AaPq/hK01z/AISHRwD9Nfgxp3xP0f4PfCjSPjdr+g+K/jPpfw18C6d8XfFHhWzbTvC/iT4n2PhfSrbx9r/hvT3tbF7HQdY8VxatqOj2b2Vm1rp9zbwNa25QwpyPwN/Zl+CH7N9r4pt/g74IHhu58b6naat4x1/VfEfi3xz4y8UXOm28lno0GveOfH+veKPGWqaT4etJ7m08MaFea7Lonhi1vL638P6fpsN9dpN3vww8L+J/BPw78FeEvGvxE1z4t+L/AA74b0rSfE3xN8S6R4Z8P65451y0tY4tS8S6hoXg3SdD8MaPLql2JbhNM0fTILWyhaK38y6ljkvJ+7oAKKKKACvCf2mP2iPh9+yf8D/Hf7QfxVj8SyfD74c2+iXniceD9AufFXiSOy1zxNovhaG40vw3Yuupa5La3uuWtzNpmkR3mtXlrFPDo2m6rqrWem3fu1cf47+H/gv4neHT4S8f+HNM8WeGm13wj4lk0TWITcadNrfgTxbofjrwlfXFuGVLg6L4t8N6JrUEE/mWs1xp8UV3BcWrzQSAH5dfAnw9+0f49/ar0D9o74f/ABWufib+y18UvEXin4j23xa0f9onWPGnwL+Jn7L3jH4S3kHwi+FfgX9my6kvPC3wv+Mnw5+L3/CJ63L8XPh/Y6ZZePvhppXi648feLNd8Z+NYfBvgz79+NP7MvwQ/aJuvBFx8afBA8fW3w91O61bw/oGqeI/Ftr4NvLm9uNHvLiDxn4G0nXtP8G/EjSTd+H9Hu4tC+ImheKdEtrqyS4ttPimkneXy/4P/smf8M+/Hr4h+Ovgz45PhL9n/wCMNrr/AIu+IX7Msvh/7f4R0b9oDVdb02/u/jH8HNVi1exX4XRePrOXxHc/GbwFa6LrPhXxx42l0f4i6Na+D/GF78RNU+IH2RQAUUUUAFFFFAH5Gf8ABQn9t268IeAP2gfhH8H/AAr8bp9d8Ax+AfAnxd/aU8Bw+GtG+EH7NPjD4qHwZrXhrwn8UfGj+OdK+NXh668S+A/GvhbUvFXxA/Z5+FHxl8Sfs/eB/iP4Z+L2uafpTw6Olz9U/sQ+Cvjp4D+GfjHSPjWvi3S7C5+KGs6p8F/A/wASPi5efH74qfDX4Q3PhXwZBF4J+JPxu1K91nVfidrUPxMtfiZ4g8N6/rXifxf4gsfht4g8C+GfEfinWNf0DUpl8o/4KEfs9ahq37HX7cTfs7fCePxV8bvj14Y0fxN4s8NaDcx2eu/GHXvBejeCPCH2a3Oq6pY6IfG1z8J/A2neCvDdzPNp8V5Jo3hjT9Rnlt7OHZ9D/su6H+0rb+EPEHjL9qfxXoU/xI+JXiRvF9v8IfBMOk3Xw7/Z28NSaZYadonwi8LeMY9H07xN8S9T0u1shqXj34ieJLj7H4o8d6jr174M8O+DvBp0bw/bAHRfD79mX4IfC74mfEP4y+DfBAtfil8Upr5/GHjjW/Efi3xjr0llqetS+I9R8PeG7rxlr2vjwJ4OvvEEx1u68D+BY/Dfg+fVYbO/k0Nrqxspbf3iiigAooooAK/BXxx8Z/ib/wAFG7DQPjj/AME7fil4u1Cw8F6L4z+FkPhSH41+IfgBrX7MH7V2m+JNN1Xwt8TP2lPg7Z3Fz4b/AGjvgvq/hhII/EPw28X2/jCy1LwFLpXiv4K6L4ll+JTeOfB/71V8D+IP2DfBfhTx/wDAz4tfsp6tpv7MnxA+DumeC/hZrkXh3w0dc8BfGX9mTQ9VR9U+B/xY8HLrOhv4mk0PT7rWdb+DXxFk1mLxp8KPH99davZ6jrPhPxT8R/BPjcA+ufij8MfB3xl8B6/8NfH9prF94R8TR2Eer22geLfF3gTWHGmarY61ZPYeLPAeu+GvFuizQ6lptnOZ9F1zT55o43tZ5JLO4uIJZvhr8NPAPwd8C+Gvhn8L/CejeB/AfhCw/s3w74Y0C0W007T7d7ia8upcZea71DUtQurzVdZ1a+mudV1vWL6/1jV7y91S+u7ubuaKACiiigAr8/v2zf2z4fgXpvxE+HPw/wDhx8d/ip8V9B+A+v8Axi8YX3wG8G/Dfxnd/s6/DbU4/GHh7wj8a/HWi/FH4mfC/TvFVnceJvBnjOfwj8MvAlz44+KHxCPw58aQ+HPAWqWmh6jNH+gNfOnxo+DGma3oPx3+IHw+8J6I/wC0F8QP2dNd+DGl+J7ue4tJNe0zRbP4ga38NvCeuyi7hs30TRfG3j/xLqFlPNGlxpreKNeaC7hiv7lWAPk3/gmf4Y/aE0vwd4i8VfE3XPEl78JPH3gP4I+IfhbY+NP2iPF/7Umtaz46udC8U33xh+Lvgv4qfEGH/hPbD4GfGCw1L4V678Lvhv4ym0/W/BWpaZ47mj8F/D7RNf0bwlp32L42/Zl+CHxI+LfgT44ePPBA8V/EX4Zw2KeBrzWvEfi298L+H73Sb7VdT0XxDb/DiTXv+Fb3PjHQNQ1vUrzw744v/Cd34w8PXFwkmi65YNbWhg+SP+CZPgb9rjQvgT8Otc/ajEPwptbH4G/BT4W/DP8AZP0yPw7rMvwl8O/DPwda6JP4y+Kfj230+XVtf+NnxGug174k8M+H9Yg+Hvw58O2XhzwZZ2niXxVpniPxxrf6X0AFFFFABRRRQB+L/wAdfjwv7bXizxf8Jf2V/GfxN1jxl+yB8ZvHXgX9p79nnwB8d9f/AGQ/jnqU8mkav4Y+Gvxi+HnxM0bUrWz8ZfD3wr490+8vLfw54g1V/hP8QhB4o0jx3Yav4u+G5+Fmt/px4B8E+N9c/Z38F/Dj9o/WNK8afEjV/gv4c8E/HnX/AARPq3hTQ/FnjfUPA9noXxR1jwjc6O2ga74b0rXdel1y90CfSn0TVtHs7q0ksW028tojD86fHb9g7wL42s9B8cfADUrL9mr9pr4beNviH8UPhP8AHjwtoC6zPa+Mfix4nuPGfxZ8NfFXw0+paU3xZ+DXxn1+4eT4qfDTV9b06G+aLR/EHgzWPBPjnwd4F8V+Gfu6ATrBCtzJFNcrFGLiWCF7eCWcIBLJDbyT3UkETybmjhe5uHiQhGnmZTIwB5V8FvgV8KP2ePBY+H/we8H2ng/w1Jq+peItSQahrOva54i8S6w0R1bxR4v8XeJ9R1rxd408UailvaW974l8Wa5rOuXFlY6fYy37WWn2UEHrVFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRXm9v8QdQ1Br59I+HHjnV7Gy1nXdEGpWl38O7a1u7rw7rV/oGoy2sWq+PtO1EW39o6bdJA93Y2sssSpKYUVwKAPSKK8/8A+Ey8R/8ARJviB/4MvhX/APPLo/4TLxH/ANEm+IH/AIMvhX/88ugD0CivP/8AhMvEf/RJviB/4MvhX/8APLo/4TLxH/0Sb4gf+DL4V/8Azy6APQKK8/8A+Ey8R/8ARJviB/4MvhX/APPLo/4TLxH/ANEm+IH/AIMvhX/88ugD0CivP/8AhMvEf/RJviB/4MvhX/8APLo/4TLxH/0Sb4gf+DL4V/8Azy6APQKK8/8A+Ey8R/8ARJviB/4MvhX/APPLo/4TLxH/ANEm+IH/AIMvhX/88ugD0CivP/8AhMvEf/RJviB/4MvhX/8APLo/4TLxH/0Sb4gf+DL4V/8Azy6APQKK8/8A+Ey8R/8ARJviB/4MvhX/APPLo/4TLxH/ANEm+IH/AIMvhX/88ugD0CivP/8AhMvEf/RJviB/4MvhX/8APLo/4TLxH/0Sb4gf+DL4V/8Azy6APQKK8/8A+Ey8R/8ARJviB/4MvhX/APPLo/4TLxH/ANEm+IH/AIMvhX/88ugD0CivP/8AhMvEf/RJviB/4MvhX/8APLo/4TLxH/0Sb4gf+DL4V/8Azy6APQKK8/8A+Ey8R/8ARJviB/4MvhX/APPLo/4TLxH/ANEm+IH/AIMvhX/88ugD0CivP/8AhMvEf/RJviB/4MvhX/8APLo/4TLxH/0Sb4gf+DL4V/8Azy6APQKK8/8A+Ey8R/8ARJviB/4MvhX/APPLo/4TLxH/ANEm+IH/AIMvhX/88ugD0CivP/8AhMvEf/RJviB/4MvhX/8APLo/4TLxH/0Sb4gf+DL4V/8Azy6APQKK8/8A+Ey8R/8ARJviB/4MvhX/APPLo/4TLxH/ANEm+IH/AIMvhX/88ugD0CivP/8AhMvEf/RJviB/4MvhX/8APLo/4TLxH/0Sb4gf+DL4V/8Azy6APQKK8/8A+Ey8R/8ARJviB/4MvhX/APPLo/4TLxH/ANEm+IH/AIMvhX/88ugD0CivL9X+I+qaFpOp63qnwt+INtpmjade6rqNyL34Yzm3sNPtpbu7nENv8SJZ5jFbwySeVDFJNJt2Rxu5VT6hQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAV8G/tN/Ezxv8Hf2M/jX8SPhxrf/COeNPDPjTxhLoms/wBm6Rq/2KTUf2jbvR71v7O12w1TSbnztN1G8tsXdjcLH53nRCOeOKVPvKvzr/bG8N+IvF/7Cfx88O+E9A1rxP4g1Lxl4pXTtC8O6Xfa1rN+1v8AtMSXlwtlpmmwXN7dNBaW9xdTCCCQxW8E07hYonZfoeEaeGrcV8MUsbChVwdXiHJaeLp4qNOeGqYaeZYaNeGIhVTpToTpOca0aqdOVNyU04tnynHdXGUOB+Mq+XVMTRzCjwpxDVwFbBTq08ZSxlPKMZPC1MJUoNV4YmFdQlQnRaqxqqEqbU0mfgz/AMPRv26/+i5f+Yz+D3/zvq/cT/glz+0J8X/2i/hF8QfFHxk8X/8ACY67ofxHfQdLvv7A8L+HvsukjwxoOoi0+zeFdF0Ozn/0y9uZvPuLea5/e+X53lJGifzWf8My/tI/9G+fG/8A8NR48/8AlBX9DP8AwR88AeO/h7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</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">134574</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ipy" decimals="2" unitRef="pure">1.35</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-86772951_ia">FI4000233242</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-86772951_ia">PARTICIPACIONES|Elvi Short Corp Bond</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12019_V-86772951_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">704240</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ia" decimals="2" unitRef="pure">12.35</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">1171807</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ipy" decimals="2" unitRef="pure">11.78</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-86772951_ia">LU0622306065</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-86772951_ia">PARTICIPACIONES|GS Emerg Markets CB</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S12019_V-86772951_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">132477</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ia" decimals="2" unitRef="pure">2.32</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">217394</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ipy" decimals="2" unitRef="pure">2.19</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-86772951_ia">LU0805493698</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-86772951_ia">PARTICIPACIONES|MPS RSAM Smart Mater</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12019_V-86772951_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">140565</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ipy" decimals="2" unitRef="pure">1.41</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-86772951_ia">LU1484142465</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-86772951_ia">PARTICIPACIONES|BL Global</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12019_V-86772951_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">60937</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ia" decimals="2" unitRef="pure">1.07</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">170516</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ipy" decimals="2" unitRef="pure">1.71</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-86772951_ia">IE00B1ZBRP88</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-86772951_ia">PARTICIPACIONES|Seilern Stryx World</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S12019_V-86772951_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">154622</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ia" decimals="2" unitRef="pure">2.71</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">184585</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ipy" decimals="2" unitRef="pure">1.86</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-86772951_ia">FI4000233259</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-86772951_ia">PARTICIPACIONES|Elvi Short Corp Bond</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12019_V-86772951_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">158350</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ia" decimals="2" unitRef="pure">2.78</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">256486</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ipy" decimals="2" unitRef="pure">2.58</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-86772951_ia">LU1330191971</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-86772951_ia">PARTICIPACIONES|Magallanes Iberian E</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12019_V-86772951_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">118244</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ia" decimals="2" unitRef="pure">2.07</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">303106</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ipy" decimals="2" unitRef="pure">3.05</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-86772951_ia">IE00B2NGJY51</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-86772951_ia">PARTICIPACIONES|Principal Financial</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12019_V-86772951_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">160010</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ipy" decimals="2" unitRef="pure">1.61</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-86772951_ia">LU0313923228</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-86772951_ia">PARTICIPACIONES|BlackRock Str Fd</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12019_V-86772951_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">81980</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ia" decimals="2" unitRef="pure">1.44</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">67619</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ipy" decimals="2" unitRef="pure">0.68</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-86772951_ia">LU0675296932</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-86772951_ia">PARTICIPACIONES|G Fund-Alpha Fixed I</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12019_V-86772951_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">62033</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ia" decimals="2" unitRef="pure">1.09</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">142959</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ipy" decimals="2" unitRef="pure">1.44</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-86772951_ia">LU0539144625</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-86772951_ia">PARTICIPACIONES|Nordea I Sicav Nordi</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12019_V-86772951_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">710353</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ia" decimals="2" unitRef="pure">12.45</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">1179952</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ipy" decimals="2" unitRef="pure">11.86</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-86772951_ia">IE00B7WC3B40</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-86772951_ia">PARTICIPACIONES|TRAD FD-F&amp;C RE EQ</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12019_V-86772951_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">516501</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ipy" decimals="2" unitRef="pure">5.19</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-86772951_ia">BE6213831116</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-86772951_ia">PARTICIPACIONES|DPAM INV REAL EST EU</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12019_V-86772951_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">90660</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ia" decimals="2" unitRef="pure">1.59</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">152679</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ipy" decimals="2" unitRef="pure">1.53</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-86772951_ia">FR0010589325</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-86772951_ia">PARTICIPACIONES|Groupama Avenir Euro</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12019_V-86772951_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">111740</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ipy" decimals="2" unitRef="pure">1.12</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-86772951_ia">IE0033758917</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-86772951_ia">PARTICIPACIONES|Muzinich-Enhancedyld</iic-com:InversionesFinancierasDescripcion>
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<iic-com:OperativaDerivadosObligacionesRVImporteTotal contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">186037</iic-com:OperativaDerivadosObligacionesRVImporteTotal>
<iic-com:OperativaDerivadosObligacionesTipoCambio>
<iic-com:OperativaDerivadosSubyacente contextRef="FIM_S12019_V-86772951_ia">Euro</iic-com:OperativaDerivadosSubyacente>
<iic-com:OperativaDerivadosInstrumento contextRef="FIM_S12019_V-86772951_ia">C/ Futuro Dolar Euro FX CME Sep19</iic-com:OperativaDerivadosInstrumento>
<iic-com:OperativaDerivadosObligacionesTipoCambioImporte contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">376715</iic-com:OperativaDerivadosObligacionesTipoCambioImporte>
<iic-com:XCode_OperativaDerivadosObjetivo_02 contextRef="FIM_S12019_V-86772951_ia">02</iic-com:XCode_OperativaDerivadosObjetivo_02>
</iic-com:OperativaDerivadosObligacionesTipoCambio>
<iic-com:OperativaDerivadosObligacionesTipoCambioImporteTotal contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">376715</iic-com:OperativaDerivadosObligacionesTipoCambioImporteTotal>
<iic-com:OperativaDerivadosObligacionesImporteTotal contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">562752</iic-com:OperativaDerivadosObligacionesImporteTotal>
</iic-com:OperativaDerivadosPosiciones>
</iic-fim:InversionesFinancierasFIM>
<iic-fim:HechosRelevantesFIM>
<iic-com-fon:HechoRelevanteSuspensionSuscripciones contextRef="FIM_S12019_V-86772951_da">false</iic-com-fon:HechoRelevanteSuspensionSuscripciones>
<iic-com-fon:HechoRelevanteReanudacionSuscripciones contextRef="FIM_S12019_V-86772951_da">false</iic-com-fon:HechoRelevanteReanudacionSuscripciones>
<iic-com-fon:HechoRelevanteReembolsoPatrimonio contextRef="FIM_S12019_V-86772951_da">true</iic-com-fon:HechoRelevanteReembolsoPatrimonio>
<iic-com:HechoRelevanteEndeudamiento contextRef="FIM_S12019_V-86772951_da">false</iic-com:HechoRelevanteEndeudamiento>
<iic-com-fon:HechoRelevanteCambioGestora contextRef="FIM_S12019_V-86772951_da">false</iic-com-fon:HechoRelevanteCambioGestora>
<iic-com-fon:HechoRelevanteCambioDepositaria contextRef="FIM_S12019_V-86772951_da">false</iic-com-fon:HechoRelevanteCambioDepositaria>
<iic-com-fon:HechoRelevanteCambioControlGestora contextRef="FIM_S12019_V-86772951_da">false</iic-com-fon:HechoRelevanteCambioControlGestora>
<iic-com:HechoRelevanteCambioEsencial contextRef="FIM_S12019_V-86772951_da">false</iic-com:HechoRelevanteCambioEsencial>
<iic-com-fon:HechoRelevanteAutorizacionFusion contextRef="FIM_S12019_V-86772951_da">false</iic-com-fon:HechoRelevanteAutorizacionFusion>
<iic-com:HechoRelevanteOtros contextRef="FIM_S12019_V-86772951_da">false</iic-com:HechoRelevanteOtros>
</iic-fim:HechosRelevantesFIM>
<iic-com:ExplicacionHechosRelevantes contextRef="FIM_S12019_V-86772951_da">C) Que con fecha 17 de Abril del año 2019 se ha producido en el compartimento una reducción patrimonial del compartimento superior al 20%.</iic-com:ExplicacionHechosRelevantes>
<iic-fim:OperacionesVinculadasFIM>
<iic-com-fon:OperacionesVinculadasParticipesSignificativos contextRef="FIM_S12019_V-86772951_da">false</iic-com-fon:OperacionesVinculadasParticipesSignificativos>
<iic-com-fon:OperacionesVinculadasModificacionesReglamento contextRef="FIM_S12019_V-86772951_da">false</iic-com-fon:OperacionesVinculadasModificacionesReglamento>
<iic-com:OperacionesVinculadasMismoGrupoDepoGest contextRef="FIM_S12019_V-86772951_da">false</iic-com:OperacionesVinculadasMismoGrupoDepoGest>
<iic-com:OperacionesVinculadasOperacionesConDepositario contextRef="FIM_S12019_V-86772951_da">false</iic-com:OperacionesVinculadasOperacionesConDepositario>
<iic-com:OperacionesVinculadasAvales contextRef="FIM_S12019_V-86772951_da">false</iic-com:OperacionesVinculadasAvales>
<iic-com:OperacionesVinculadasContrapartidaEnGrupo contextRef="FIM_S12019_V-86772951_da">false</iic-com:OperacionesVinculadasContrapartidaEnGrupo>
<iic-com:OperacionesVinculadasIngresosEnElGrupo contextRef="FIM_S12019_V-86772951_da">false</iic-com:OperacionesVinculadasIngresosEnElGrupo>
<iic-com:OperacionesVinculadasOtros contextRef="FIM_S12019_V-86772951_da">true</iic-com:OperacionesVinculadasOtros>
</iic-fim:OperacionesVinculadasFIM>
<iic-com:AnexoOperacionesVinculadas contextRef="FIM_S12019_V-86772951_da">H) Otras operaciones vinculadas:&#13;
1.- Remuneración de las cuentas corrientes de la IIC con Inversis Banco SA: -0,40% suponiendo en el periodo 489,64 euros.</iic-com:AnexoOperacionesVinculadas>
<iic-com:ExplicacionInformePeriodico contextRef="FIM_S12019_V-86772951_da">1.- SITUACIÓN DE LOS MERCADOS Y EVOLUCIÓN DEL FONDO&#13;
&#13;
a) Visión de la gestora sobre la situación de los mercados&#13;
&#13;
Finalizamos el primer semestre de 2019  con movimientos políticos y económicos tras la tregua acordada entre Estados Unidos y China en la cumbre del G20 con el fin de retomar las negociaciones y alcanzar un acuerdo en el mes de Diciembre. En cuanto al Brexit, Boris Johnson y Jeremy Hunt fueron elegidos como los candidatos a Primer Ministro británico, siendo el primero de ellos el presunto favorito para liderar a Reino Unido en las negociaciones con la UE. Por otro lado, se confirmaron los relevos en las principales autoridades de la Unión Europea destacando el nombramiento de Christine Lagarde como sucesora de Mario Draghi al frente del Banco Central Europeo. En España, continuamos con un gobierno en funciones y persisten las negociaciones entre los partidos políticos en todo el territorio nacional. &#13;
En el plano macroeconómico, en el semestre se ha confirmado la desaceleración industrial alcanzando también a EE UU, mientras que el frente de servicios de las distintas economías (empleo, consumo) mantiene cierta resistencia que evita un debilitamiento mayor de la actividad. &#13;
&#13;
En lo que respecta a los Bancos Centrales, Powell pasó de mostrarse más cauto en cuanto a una nueva subida de tipos en enero a reconocer en sus declaraciones de finales del semestre la posibilidad de un recorte en los tipos de interés en julio en torno a los 25 puntos básicos debido a las incertidumbres. El Banco Central Europeo anunció la posibilidad de nuevas medidas de estímulo monetario (bajadas de tipos, reactivación del QE…) ante la ausencia de presiones inflacionistas en el viejo continente y el temor a una agravación de la guerra comercial.&#13;
&#13;
En el plano de la renta fija gubernamental norteamericana, se han producido compras tanto en los tramos cortos como largos de la curva, especialmente en los cortos. Por el lado de la renta fija europea se han producido compras moderadas en los tramos a corto plazo, siendo los bonos a 10 años el foco de las compras, tanto en los países periféricos como en Alemania. En cuanto a la renta fija corporativa, en Estados Unidos compras centradas en los bonos Investment Grade. En la zona euro, por el contrario, las compras se centraron en los bonos High Yield.&#13;
&#13;
Por el lado de la renta variable, los principales índices europeos han finalizado el semestre con subidas por encima del 15%  del CAC 40 francés, el DAX alemán y el EuroStoxx 50. El Ibex, a pesar de cerrar el semestre con subidas, sigue rezagado con respecto a los demás índices europeos. Respecto a Wall Street, los índices norteamericanos cierran un semestre histórico en cuanto a subidas, con el índice Nasdaq en el primer puesto. En cuanto a los sectores, conviene destacar el comportamiento especialmente positivo de los sectores alimentación e industrial, en contraste con las caídas de los sectores de telecomunicaciones y bancario, este último fuertemente perjudicado por la política monetaria del BCE. &#13;
En el mercado de materias primas, subidas en la cotización del petróleo con el precio del de Brent por encima de los 64 dólares el barril. Finalmente, con relación al mercado de divisas, el euro se depreció ligeramente frente al dólar y cerró el semestre en torno a los 1,14 dólares por unidad de euro.&#13;
&#13;
b) Decisiones generales de inversión adoptadas &#13;
&#13;
En este contexto tan positivo para el conjunto de activos tanto de renta fija como de renta variable durante el semestre, mantenemos una visión más cauta al acercarnos a los objetivos marcados para cada uno de los activos.&#13;
&#13;
La posición de liquidez ha disminuido con respecto al periodo previo siendo en este moento de 9,96%. La principal exposición a la cartera por divisa es Euro 87,90% y US Dollar 17,73%. Respecto al periodo anterior, la posición de euro ha disminuido un 6%.&#13;
&#13;
La cartera tiene exposición a los estilos de inversión  Calidad, Momentum de analistas y Momentum de precio asi como a baja volatilidad.&#13;
&#13;
En cuanto a divisas, reducimos nuestra visión y exposición sobre el USD en vistas de una posible depreciación del mismo y abrimos la puerta a la inversión en divisas como la libra esterlina cuando llegue a niveles del 0,91 EUR/GBP.&#13;
&#13;
c)  Índice de referencia&#13;
&#13;
No tiene índice de referencia. La rentabilidad de la letra del Tesoro a 1 año del +0,02% frente al 5,42% de la IIC.&#13;
&#13;
d) Evolución del patrimonio, partícipes, rentabilidad y gastos de del fondo&#13;
&#13;
En el primer semestre el patrimonio ha bajado un -42,67% y el número de partícipes ha caído un -39,13%. Durante el primer semestre la IIC ha obtenido una rentabilidad positiva del 5,42% y ha soportado unos gastos de 0,83% sobre el patrimonio medio de los cuales el 0,16% corresponden a gastos indirectos. &#13;
&#13;
e) Rendimiento del fondo en comparación con el resto de fondos de la Gestora&#13;
&#13;
Durante el periodo  analizado la rentabilidad media de los fondos de la misma categoría gestionados por la entidad gestora ha sido de 2,65%.&#13;
&#13;
2. INFORMACIÓN SOBRE LAS INVERSIONES&#13;
&#13;
a) Inversiones concretas realizadas durante el periodo&#13;
&#13;
Las principales compras de fondos en el periodo han sido Buebay INV GR  8, 58%, X Global Bond 8,57%, Sextant bond picking 6,55%. Las ventas mas significativas fueron las siguientes participaciones de fondos: Principal Preferred Securities, JPM Emerging Mkt , Groupama Avenir.&#13;
&#13;
b) Operativa de préstamo de valores &#13;
&#13;
No aplicable&#13;
&#13;
c) Operativa en derivados  y adquisición temporal de activos&#13;
&#13;
La IIC aplica la metodología del compromiso para calcular la exposición total al riesgo de mercado. Dentro de este cálculo no se consideran las operaciones a plazo que correspondan a la operativa habitual de contado del mercado en el que se realicen, aquellas en las que el diferimiento de la adquisición sea forzoso, las permutas de retorno total, ni las estrategias de gestión con derivados en las que no se genere una exposición adicional. Las operativas anteriormente descritas pueden comportar riesgos de mercado y contrapartida.&#13;
&#13;
Durante el semestre de referencia, la IIC ha operado con instrumentos derivados, sobre índices del Euro Stoxx, S&amp;P y Dólar- Euro con la finalidad de inversión. En resultado en derivados en el semestre ha sido de un -0,21% sobre el patrimonio medio.&#13;
&#13;
El apalancamiento medio durante el periodo  ha sido de 80,57%,como consecuencia de la inversión en derivado y en otras IIC. &#13;
&#13;
d) Otra información sobre inversiones&#13;
&#13;
Al final del semestre el porcentaje sobre el patrimonio en IIC es de un 90,39% y las posiciones más significativas son: Nordea 1 SICAV - European Covered Bond Fund (12,45%), Evli Short Corporate Bond (12,35%), y Muzinich Funds - EnhancedYield Short-Term Fund (9,4%). &#13;
En el apartado de inversión en otras IIC, se utiliza criterios de selección tanto cuantitativos como cualitativos, centrándose en fondos con suficiente historia para poder analizar su comportamiento en diferentes situaciones de mercado. Las políticas de gestión de los fondos comprados deben ser coherentes con la estrategia de cada una de las instituciones.&#13;
&#13;
En la IIC no hay activos en situación morosa, dudosa o en litigio.&#13;
&#13;
No existen activos que pertenezcan al artículo 48.1 j) del RD 1082/2012.&#13;
&#13;
3.- EVOLUCIÓN DEL OBJETIVO CONCRETO DE RENTABILIDAD&#13;
&#13;
No aplicable&#13;
&#13;
4.- RIESGO ASUMIDO POR EL FONDO&#13;
&#13;
La volatilidad es una medida de riesgo que mide cómo la rentabilidad del fondo se ha desviado de su media histórica. Una desviación alta significa que las rentabilidades del fondo han experimentado en el pasado fuertes variaciones, mientras que una desviación baja indica que esas rentabilidades han sido mucho más estables en el tiempo. La IIC tiene recogido en su folleto un límite por volatilidad máxima anualizada del 5%. La volatilidad del fondo ha sido del 2,24% (anualizada), mientras que la del Ibex 35 ha sido del 11,76% y la de la Letra del Tesoro a un año ha sido de 0,73%, debido a que ha mantenido activos de menor riesgo que el IBEX. El VaR histórico es una medida que asume que el pasado se repetirá en el futuro e indica lo máximo que se podría perder, con un nivel de confianza del 99% en un plazo de un mes, teniendo en cuenta los activos que componen la cartera en un momento determinado. El VaR histórico al final del periodo del fondo ha sido del 2,57%.&#13;
&#13;
5.- EJERCICIO DERECHOS POLITICOS. &#13;
&#13;
La política establecida por Andbank Wealth Management, S.G.I.I.C., S.A.U. tiene por objeto aplicar una estrategia adecuada y efectiva para asegurar que los derechos de voto inherentes a los valores que integren las carteras de las instituciones gestionadas, tanto de emisores españoles como extranjeros, se ejerzan en interés de la institución gestionada y de los clientes, partícipes y/o accionistas.&#13;
&#13;
El Consejo de Administración establecerá los criterios para la Asistencia a Juntas de Administración de las sociedades a las que tenga derecho de asistencia, en representación de las instituciones gestionada, o para su delegación.&#13;
&#13;
Andbank Wealth Management, S.G.I.I.C., S.A.U., ejerce los derechos de asistencia y voto en las Juntas Generales de las sociedades españolas, en las que sus IIC bajo gestión tienen con más de un año de antigüedad, una participación superior al 1% del capital social. En general se delega el derecho de asistencia y voto a las Juntas Generales de las sociedades en el Presidente del Consejo de Administración u otro miembro del Consejo. Si en algún caso no fuera así, se informará del sentido del voto en los informes periódicos a partícipes.&#13;
&#13;
&#13;
6.- INFORMACION Y ADVERTENCIAS CNMV.&#13;
&#13;
No aplicable&#13;
&#13;
7.- ENTIDADES BENEFICIARIAS DE LA SICAV SOLIDADARIA E IMPORTE CEDIDO A LAS MISMAS&#13;
&#13;
No Aplicable&#13;
&#13;
8.- COSTES DERIVADOS DEL SERVICIO DE ANALISIS.&#13;
&#13;
No aplicable&#13;
&#13;
&#13;
9.- COMPARTIMENTOS DE PROPÓSITO ESPECIAL&#13;
&#13;
No aplicable&#13;
&#13;
&#13;
10.- PERSPECTIVAS DE MERCADO Y ACTUACIÓN PREVISIBLE DEL FONDO &#13;
Continuaremos aplicando una política de gestión activa y flexible. Entendemos que existen buenas oportunidades en los mercados e intentaremos aportar rentabilidad con niveles de riesgo controlados.&#13;
&#13;
</iic-com:ExplicacionInformePeriodico>
<iic-com:AdvertenciasCNMV contextRef="FIM_S12019_V-86772951_da">No aplicable.</iic-com:AdvertenciasCNMV>
<iic-com:InformacionPoliticaRemuneracion contextRef="FIM_S12019_V-86772951_da">No existe información sobre política de remuneración</iic-com:InformacionPoliticaRemuneracion>
<iic-com:InformacionReglamentoUE_2015_2365 contextRef="FIM_S12019_V-86772951_da">No existe información sobre operaciones de financiación de valores, reutilización de las garantías y swaps de rendimiento total</iic-com:InformacionReglamentoUE_2015_2365>
</iic-fim:DatosFondoCompartimentoFIM>
<iic-fim:DatosFondoCompartimentoFIM>
<iic-com:DatosGeneralesCompartimento>
<iic-com:DenominacionCompartimento contextRef="FIM_S12019_V-86772951_ia">GESTION BOUTIQUE CL FLEXIBLE</iic-com:DenominacionCompartimento>
<iic-com:FechaRegistroCompartimiento contextRef="FIM_S12019_V-86772951_ia">2013-06-28</iic-com:FechaRegistroCompartimiento>
<iic-com:NumeroRegistroCompartimento contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="pure">008</iic-com:NumeroRegistroCompartimento>
</iic-com:DatosGeneralesCompartimento>
<iic-fim:PoliticaDivisaFIM>
<iic-fim:CategoriaFIM>
<iic-fim:XCode_TipoFIM_06 contextRef="FIM_S12019_V-86772951_ia">06</iic-fim:XCode_TipoFIM_06>
<iic-com:XCode_VocacionInversora_07 contextRef="FIM_S12019_V-86772951_ia">07</iic-com:XCode_VocacionInversora_07>
<iic-com:PerfilRiesgo contextRef="FIM_S12019_V-86772951_ia">4 en una escala de 1 a 7</iic-com:PerfilRiesgo>
</iic-fim:CategoriaFIM>
<iic-com:PoliticaInversion contextRef="FIM_S12019_V-86772951_ia">Se invierte, de manera directa o indirecta a través de IIC, menos del 30% de la exposición total en renta variable y el resto en activos de renta fija pública y/o privada (incluyendo depósitos e instrumentos del mercado monetario cotizados o no, que sean líquidos). La exposición a riesgo divisa oscilará entre 0%-100% de la exposición total.
</iic-com:PoliticaInversion>
<iic-com:OperativaDerivados contextRef="FIM_S12019_V-86772951_ia">Se podrá operar con instrumentos financieros derivados negociados en mercados organizados y no organizados de derivados con la finalidad de cobertura y de inversión 
</iic-com:OperativaDerivados>
<iic-com:XCode_MetodologiaMedicionRiesgoMercado_01 contextRef="FIM_S12019_V-86772951_ia">01</iic-com:XCode_MetodologiaMedicionRiesgoMercado_01>
</iic-fim:PoliticaDivisaFIM>
<iic-fim:DatosEconomicosFIM>
<iic-com:IndiceRotacionCartera contextRef="FIM_S12019_V-86772951_da" decimals="2" unitRef="pure">1.04</iic-com:IndiceRotacionCartera>
<iic-com:IndiceRotacionCartera contextRef="FIM_S12019_V-86772951_dpp" decimals="2" unitRef="pure">0.72</iic-com:IndiceRotacionCartera>
<iic-com:IndiceRotacionCartera contextRef="FIM_S12019_V-86772951_daa" decimals="2" unitRef="pure">1.04</iic-com:IndiceRotacionCartera>
<iic-com:IndiceRotacionCartera contextRef="FIM_S12019_V-86772951_dpy" decimals="2" unitRef="pure">2.15</iic-com:IndiceRotacionCartera>
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<iic-com:RentabilidadMediaLiquidez contextRef="FIM_S12019_V-86772951_dpp" decimals="2" unitRef="pure">-0.01</iic-com:RentabilidadMediaLiquidez>
<iic-com:RentabilidadMediaLiquidez contextRef="FIM_S12019_V-86772951_daa" decimals="2" unitRef="pure">-0.02</iic-com:RentabilidadMediaLiquidez>
<iic-com:RentabilidadMediaLiquidez contextRef="FIM_S12019_V-86772951_dpy" decimals="2" unitRef="pure">-0.01</iic-com:RentabilidadMediaLiquidez>
<iic-fim:DatosClaseFIM>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12019_V-86772951_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com-fon:DatosGeneralesClase>
<iic-com-fon:NumeroParticipaciones contextRef="FIM_S12019_V-86772951_ia" decimals="2" unitRef="pure">511251.57</iic-com-fon:NumeroParticipaciones>
<iic-com-fon:NumeroParticipaciones contextRef="FIM_S12019_V-86772951_ipy" decimals="2" unitRef="pure">516537.88</iic-com-fon:NumeroParticipaciones>
<iic-com-fon:NumeroParticipes contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="pure">251</iic-com-fon:NumeroParticipes>
<iic-com-fon:NumeroParticipes contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="pure">248</iic-com-fon:NumeroParticipes>
<iic-com-fon:BeneficioBrutoParticipacion contextRef="FIM_S12019_V-86772951_da" decimals="2" unitRef="euro">0.00</iic-com-fon:BeneficioBrutoParticipacion>
<iic-com-fon:BeneficioBrutoParticipacion contextRef="FIM_S12019_V-86772951_dpp" decimals="2" unitRef="euro">0.00</iic-com-fon:BeneficioBrutoParticipacion>
<iic-com:DistribuyeDividendos contextRef="FIM_S12019_V-86772951_da">false</iic-com:DistribuyeDividendos>
<iic-com:InversionMinimaDescripcion contextRef="FIM_S12019_V-86772951_ia">0</iic-com:InversionMinimaDescripcion>
<iic-com:Patrimonio contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">5072120</iic-com:Patrimonio>
<iic-com:Patrimonio contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">4882009</iic-com:Patrimonio>
<iic-com:Patrimonio contextRef="FIM_S12019_V-86772951_ipy2" decimals="0" unitRef="euro">4506297</iic-com:Patrimonio>
<iic-com:Patrimonio contextRef="FIM_S12019_V-86772951_ipy3" decimals="0" unitRef="euro">1550892</iic-com:Patrimonio>
<iic-com:ValorLiquidativo contextRef="FIM_S12019_V-86772951_ia" decimals="4" unitRef="euro">9.9210</iic-com:ValorLiquidativo>
<iic-com:ValorLiquidativo contextRef="FIM_S12019_V-86772951_ipy" decimals="4" unitRef="euro">9.4514</iic-com:ValorLiquidativo>
<iic-com:ValorLiquidativo contextRef="FIM_S12019_V-86772951_ipy2" decimals="4" unitRef="euro">10.2785</iic-com:ValorLiquidativo>
<iic-com:ValorLiquidativo contextRef="FIM_S12019_V-86772951_ipy3" decimals="4" unitRef="euro">9.9874</iic-com:ValorLiquidativo>
<iic-com-fon:ComisionesAplicadas>
<iic-com-fon:ComisionGestion>
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<iic-com:ComisionGestionCobradaPatrimonio contextRef="FIM_S12019_V-86772951_daa" decimals="2" unitRef="euro">0.62</iic-com:ComisionGestionCobradaPatrimonio>
<iic-com:ComisionGestionCobradaResultados contextRef="FIM_S12019_V-86772951_da" decimals="2" unitRef="euro">0.00</iic-com:ComisionGestionCobradaResultados>
<iic-com:ComisionGestionCobradaResultados contextRef="FIM_S12019_V-86772951_daa" decimals="2" unitRef="euro">0.00</iic-com:ComisionGestionCobradaResultados>
<iic-com-fon:ComisionGestionCobrada contextRef="FIM_S12019_V-86772951_da" decimals="2" unitRef="euro">0.62</iic-com-fon:ComisionGestionCobrada>
<iic-com-fon:ComisionGestionCobrada contextRef="FIM_S12019_V-86772951_daa" decimals="2" unitRef="euro">0.62</iic-com-fon:ComisionGestionCobrada>
<iic-com-fon:XCode_BaseCalculoComisionGestion_01 contextRef="FIM_S12019_V-86772951_daa">01</iic-com-fon:XCode_BaseCalculoComisionGestion_01>
</iic-com-fon:ComisionGestion>
<iic-com-fon:ComisionDepositario>
<iic-com-fon:ComisionDepositarioCobrada contextRef="FIM_S12019_V-86772951_da" decimals="2" unitRef="euro">0.04</iic-com-fon:ComisionDepositarioCobrada>
<iic-com-fon:ComisionDepositarioCobrada contextRef="FIM_S12019_V-86772951_daa" decimals="2" unitRef="euro">0.04</iic-com-fon:ComisionDepositarioCobrada>
</iic-com-fon:ComisionDepositario>
</iic-com-fon:ComisionesAplicadas>
</iic-com-fon:DatosGeneralesClase>
<iic-fim:RentabilidadClaseFIM>
<iic-com:RentabilidadIIC contextRef="FIM_S12019_V-86772951_daa" decimals="2" unitRef="pure">4.97</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC contextRef="FIM_S12019_V-86772951_daq" decimals="2" unitRef="pure">0.24</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC contextRef="FIM_S12019_V-86772951_dpq" decimals="2" unitRef="pure">4.72</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC contextRef="FIM_S12019_V-86772951_dpq2" decimals="2" unitRef="pure">-6.81</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC contextRef="FIM_S12019_V-86772951_dpq3" decimals="2" unitRef="pure">0.53</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC contextRef="FIM_S12019_V-86772951_dpy" decimals="2" unitRef="pure">-8.05</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC contextRef="FIM_S12019_V-86772951_dpy2" decimals="2" unitRef="pure">2.91</iic-com:RentabilidadIIC>
</iic-fim:RentabilidadClaseFIM>
<iic-com-fon:RentabilidadExtremaClase>
<iic-com-fon:RentabilidadMinimaValor contextRef="FIM_S12019_V-86772951_daq" decimals="2" unitRef="pure">-0.25</iic-com-fon:RentabilidadMinimaValor>
<iic-com-fon:RentabilidadMinimaValor contextRef="FIM_S12019_V-86772951_dpy" decimals="2" unitRef="pure">-0.40</iic-com-fon:RentabilidadMinimaValor>
<iic-com-fon:RentabilidadMinimaFecha contextRef="FIM_S12019_V-86772951_daq">2019-05-23</iic-com-fon:RentabilidadMinimaFecha>
<iic-com-fon:RentabilidadMinimaFecha contextRef="FIM_S12019_V-86772951_dpy">2019-02-07</iic-com-fon:RentabilidadMinimaFecha>
<iic-com-fon:RentabilidadMaximaValor contextRef="FIM_S12019_V-86772951_daq" decimals="2" unitRef="pure">0.34</iic-com-fon:RentabilidadMaximaValor>
<iic-com-fon:RentabilidadMaximaValor contextRef="FIM_S12019_V-86772951_dpy" decimals="2" unitRef="pure">0.96</iic-com-fon:RentabilidadMaximaValor>
<iic-com-fon:RentabilidadMaximaFecha contextRef="FIM_S12019_V-86772951_daq">2019-04-01</iic-com-fon:RentabilidadMaximaFecha>
<iic-com-fon:RentabilidadMaximaFecha contextRef="FIM_S12019_V-86772951_dpy">2019-01-04</iic-com-fon:RentabilidadMaximaFecha>
</iic-com-fon:RentabilidadExtremaClase>
<iic-com:PeriodicidadCalculoVL>
<iic-com:XCode_PeriodicidadCalculoVL_01 contextRef="FIM_S12019_V-86772951_da">01</iic-com:XCode_PeriodicidadCalculoVL_01>
</iic-com:PeriodicidadCalculoVL>
<iic-fim:MedidasRiesgoFIM>
<iic-com-fon:VolatilidadValorLiquidativo contextRef="FIM_S12019_V-86772951_daa" decimals="2" unitRef="pure">3.06</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo contextRef="FIM_S12019_V-86772951_daq" decimals="2" unitRef="pure">1.81</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo contextRef="FIM_S12019_V-86772951_dpq" decimals="2" unitRef="pure">3.89</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo contextRef="FIM_S12019_V-86772951_dpq2" decimals="2" unitRef="pure">7.60</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo contextRef="FIM_S12019_V-86772951_dpq3" decimals="2" unitRef="pure">2.55</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo contextRef="FIM_S12019_V-86772951_dpy" decimals="2" unitRef="pure">4.85</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo contextRef="FIM_S12019_V-86772951_dpy2" decimals="2" unitRef="pure">2.11</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadIbex contextRef="FIM_S12019_V-86772951_daa" decimals="2" unitRef="pure">11.76</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex contextRef="FIM_S12019_V-86772951_daq" decimals="2" unitRef="pure">11.14</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex contextRef="FIM_S12019_V-86772951_dpq" decimals="2" unitRef="pure">12.33</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex contextRef="FIM_S12019_V-86772951_dpq2" decimals="2" unitRef="pure">15.86</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex contextRef="FIM_S12019_V-86772951_dpq3" decimals="2" unitRef="pure">10.52</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex contextRef="FIM_S12019_V-86772951_dpy" decimals="2" unitRef="pure">13.65</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex contextRef="FIM_S12019_V-86772951_dpy2" decimals="2" unitRef="pure">12.89</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadLetrasTesoro contextRef="FIM_S12019_V-86772951_daa" decimals="2" unitRef="pure">0.73</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro contextRef="FIM_S12019_V-86772951_daq" decimals="2" unitRef="pure">1.02</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro contextRef="FIM_S12019_V-86772951_dpq" decimals="2" unitRef="pure">0.19</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro contextRef="FIM_S12019_V-86772951_dpq2" decimals="2" unitRef="pure">0.39</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro contextRef="FIM_S12019_V-86772951_dpq3" decimals="2" unitRef="pure">0.25</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro contextRef="FIM_S12019_V-86772951_dpy" decimals="2" unitRef="pure">0.38</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro contextRef="FIM_S12019_V-86772951_dpy2" decimals="2" unitRef="pure">0.59</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadVaRHistorica contextRef="FIM_S12019_V-86772951_daa" decimals="2" unitRef="pure">2.94</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica contextRef="FIM_S12019_V-86772951_daq" decimals="2" unitRef="pure">2.94</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica contextRef="FIM_S12019_V-86772951_dpq" decimals="2" unitRef="pure">2.91</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica contextRef="FIM_S12019_V-86772951_dpq2" decimals="2" unitRef="pure">2.85</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica contextRef="FIM_S12019_V-86772951_dpq3" decimals="2" unitRef="pure">2.32</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica contextRef="FIM_S12019_V-86772951_dpy" decimals="2" unitRef="pure">2.85</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica contextRef="FIM_S12019_V-86772951_dpy2" decimals="2" unitRef="pure">2.37</iic-com-fon:VolatilidadVaRHistorica>
</iic-fim:MedidasRiesgoFIM>
<iic-fim:GastosClaseFIM>
<iic-com:RatioTotalGastos contextRef="FIM_S12019_V-86772951_daa" decimals="2" unitRef="pure">0.82</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos contextRef="FIM_S12019_V-86772951_daq" decimals="2" unitRef="pure">0.41</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos contextRef="FIM_S12019_V-86772951_dpq" decimals="2" unitRef="pure">0.41</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos contextRef="FIM_S12019_V-86772951_dpq2" decimals="2" unitRef="pure">0.45</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos contextRef="FIM_S12019_V-86772951_dpq3" decimals="2" unitRef="pure">0.45</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos contextRef="FIM_S12019_V-86772951_dpy" decimals="2" unitRef="pure">1.91</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos contextRef="FIM_S12019_V-86772951_dpy2" decimals="2" unitRef="pure">2.55</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos contextRef="FIM_S12019_V-86772951_dpy3" decimals="2" unitRef="pure">-0.62</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos contextRef="FIM_S12019_V-86772951_dpy5" decimals="2" unitRef="pure">1.59</iic-com:RatioTotalGastos>
<iic-com:RatioGastosEstimado contextRef="FIM_S12019_V-86772951_da">false</iic-com:RatioGastosEstimado>
</iic-fim:GastosClaseFIM>
<iic-com:EvolucionValorLiquidativo>
<iic-com:NombreFicheroAdjunto contextRef="FIM_S12019_V-86772951_da">87500112C1507201913935335.jpg</iic-com:NombreFicheroAdjunto>
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<iic-com:InversionesFinancierasRVCotizada>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">47920</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ia" decimals="2" unitRef="pure">0.94</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ipy" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-86772951_ia">LU1237341810</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-86772951_ia">PARTICIPACIONES|Investec Global Stra</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12019_V-86772951_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">201268</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ia" decimals="2" unitRef="pure">3.97</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ipy" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-86772951_ia">LU1670724704</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-86772951_ia">PARTICIPACIONES|M&amp;G Lx Optimal INC-E</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12019_V-86772951_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">179660</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ia" decimals="2" unitRef="pure">3.54</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ipy" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-86772951_ia">LU1834983477</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-86772951_ia">PARTICIPACIONES|Accs. ETF Lyxor</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12019_V-86772951_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">48287</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ia" decimals="2" unitRef="pure">0.95</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ipy" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-86772951_ia">LU0616863808</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-86772951_ia">PARTICIPACIONES|DWS INVESTMENT</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12019_V-86772951_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">77654</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ia" decimals="2" unitRef="pure">1.53</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ipy" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-86772951_ia">LU1323999489</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-86772951_ia">PARTICIPACIONES|BSF-Amer DVF EQ</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12019_V-86772951_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">171568</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ia" decimals="2" unitRef="pure">3.38</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ipy" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-86772951_ia">IE00BWBXM385</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-86772951_ia">PARTICIPACIONES|ETF SPDR S&amp;P US STAP</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12019_V-86772951_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">69825</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ia" decimals="2" unitRef="pure">1.38</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">19976</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ipy" decimals="2" unitRef="pure">0.41</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-86772951_ia">IE00BFLQGR00</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-86772951_ia">PARTICIPACIONES|Mellon Global Cont E</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12019_V-86772951_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">55700</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ipy" decimals="2" unitRef="pure">1.14</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-86772951_ia">IE00B3RFPB49</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-86772951_ia">PARTICIPACIONES|BNY MELLON ABS RET</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12019_V-86772951_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">156712</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ia" decimals="2" unitRef="pure">3.09</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">133604</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ipy" decimals="2" unitRef="pure">2.74</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-86772951_ia">IE00B43HR379</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-86772951_ia">PARTICIPACIONES|ETF Ishares MSCI Glo</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S12019_V-86772951_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">59157</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ia" decimals="2" unitRef="pure">1.17</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ipy" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-86772951_ia">LU1687286382</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-86772951_ia">PARTICIPACIONES|NN L-GL CNV OPP-IH</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12019_V-86772951_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">102228</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ia" decimals="2" unitRef="pure">2.02</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">76155</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ipy" decimals="2" unitRef="pure">1.56</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-86772951_ia">LU0252963383</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-86772951_ia">PARTICIPACIONES|Seilern Stryx World</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12019_V-86772951_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">50687</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ipy" decimals="2" unitRef="pure">1.04</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-86772951_ia">LU1582988561</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-86772951_ia">PARTICIPACIONES|M&amp;G Lx Dynamic Allo</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12019_V-86772951_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">154151</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ipy" decimals="2" unitRef="pure">3.16</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-86772951_ia">LU0725892383</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-86772951_ia">PARTICIPACIONES|BSF-Amer DVF EQ</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12019_V-86772951_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">113909</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ipy" decimals="2" unitRef="pure">2.33</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-86772951_ia">LU0390136579</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-86772951_ia">PARTICIPACIONES|Frank Temp Inv Te As</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12019_V-86772951_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">62111</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ipy" decimals="2" unitRef="pure">1.27</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-86772951_ia">FR0013306404</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-86772951_ia">PARTICIPACIONES|Sextant Autor du Mon</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12019_V-86772951_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">155876</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ipy" decimals="2" unitRef="pure">3.19</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-86772951_ia">IE00BMW3QX54</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-86772951_ia">PARTICIPACIONES|Robo Global Robotics</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S12019_V-86772951_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">15637</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ipy" decimals="2" unitRef="pure">0.32</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-86772951_ia">LU1677195031</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-86772951_ia">PARTICIPACIONES|Allianz RCM Global S</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12019_V-86772951_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">42857</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ipy" decimals="2" unitRef="pure">0.88</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-86772951_ia">LU0925122581</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-86772951_ia">PARTICIPACIONES|Parvest Equity Mid C</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12019_V-86772951_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">51287</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ipy" decimals="2" unitRef="pure">1.05</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-86772951_ia">LU1625225310</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-86772951_ia">PARTICIPACIONES|Invesco Pan European</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12019_V-86772951_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">67743</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ia" decimals="2" unitRef="pure">1.34</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">62284</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ipy" decimals="2" unitRef="pure">1.28</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-86772951_ia">LU0808562705</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-86772951_ia">PARTICIPACIONES|MFS Gl Global Eq A-1</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12019_V-86772951_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">113372</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ipy" decimals="2" unitRef="pure">2.32</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-86772951_ia">LU1093756911</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-86772951_ia">PARTICIPACIONES|FRANKLIN</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12019_V-86772951_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">183267</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ia" decimals="2" unitRef="pure">3.61</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">138051</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ipy" decimals="2" unitRef="pure">2.83</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-86772951_ia">FR0011036920</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-86772951_ia">PARTICIPACIONES|Oddo Avenir Euro</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12019_V-86772951_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">48824</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ipy" decimals="2" unitRef="pure">1.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-86772951_ia">LU0280770842</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-86772951_ia">PARTICIPACIONES|Robeco Gl Con Tr</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12019_V-86772951_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">51663</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ia" decimals="2" unitRef="pure">1.02</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ipy" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-86772951_ia">LU0360483019</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-86772951_ia">PARTICIPACIONES|Morgan St Sicav Glb</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12019_V-86772951_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">59803</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ia" decimals="2" unitRef="pure">1.18</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ipy" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-86772951_ia">IE00BMTRWY37</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-86772951_ia">PARTICIPACIONES|Pimco Global HY Bond</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S12019_V-86772951_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">151686</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ia" decimals="2" unitRef="pure">2.99</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">99529</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ipy" decimals="2" unitRef="pure">2.04</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-86772951_ia">LU0270904351</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-86772951_ia">PARTICIPACIONES|Pictet-S</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12019_V-86772951_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">51640</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ia" decimals="2" unitRef="pure">1.02</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">45085</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ipy" decimals="2" unitRef="pure">0.92</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-86772951_ia">LU0248183658</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-86772951_ia">PARTICIPACIONES|Schroder Intl Pacifi</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12019_V-86772951_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">71503</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ia" decimals="2" unitRef="pure">1.41</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">61367</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ipy" decimals="2" unitRef="pure">1.26</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-86772951_ia">LU1534068801</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-86772951_ia">PARTICIPACIONES|Deutsche FRN</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12019_V-86772951_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">450989</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ia" decimals="2" unitRef="pure">8.89</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ipy" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-86772951_ia">FR0012599645</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-86772951_ia">PARTICIPACIONES|CAPITAL @ WORK</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12019_V-86772951_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">300042</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ia" decimals="2" unitRef="pure">5.92</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ipy" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-86772951_ia">FR0010344887</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-86772951_ia">PARTICIPACIONES|ETF Lyxor Stoxx G&amp;Se</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12019_V-86772951_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">10720</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ipy" decimals="2" unitRef="pure">0.22</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-86772951_ia">LU0348927095</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-86772951_ia">PARTICIPACIONES|Nordea I Sic-Stab Re</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12019_V-86772951_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">69807</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ia" decimals="2" unitRef="pure">1.38</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">59666</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ipy" decimals="2" unitRef="pure">1.22</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-86772951_ia">LU0539144625</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-86772951_ia">PARTICIPACIONES|Nordea I Sicav Nordi</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12019_V-86772951_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">183425</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ia" decimals="2" unitRef="pure">3.62</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ipy" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-86772951_ia">LU0980584436</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-86772951_ia">PARTICIPACIONES|Natixis Euro Credit</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12019_V-86772951_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">152236</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ia" decimals="2" unitRef="pure">3.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ipy" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-86772951_ia">IE00BLP5S791</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-86772951_ia">PARTICIPACIONES|Old Mutual GB Eqy Ab</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12019_V-86772951_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">173479</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ia" decimals="2" unitRef="pure">3.42</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">158956</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ipy" decimals="2" unitRef="pure">3.26</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-86772951_ia">LU0755218046</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-86772951_ia">PARTICIPACIONES|Skandia North Americ</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12019_V-86772951_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">70465</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ia" decimals="2" unitRef="pure">1.39</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ipy" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-86772951_ia">LU0289214545</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-86772951_ia">PARTICIPACIONES|JPMF Europe Strategi</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12019_V-86772951_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">48567</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ipy" decimals="2" unitRef="pure">0.99</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-86772951_ia">LU1034951563</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-86772951_ia">PARTICIPACIONES|EDM Inversion, FI</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12019_V-86772951_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">59216</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ipy" decimals="2" unitRef="pure">1.21</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-86772951_ia">LU0992631647</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-86772951_ia">PARTICIPACIONES|Carmignac Emergents</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12019_V-86772951_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">100534</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ipy" decimals="2" unitRef="pure">2.06</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-86772951_ia">LU0219424487</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-86772951_ia">PARTICIPACIONES|MFS Europe valu-a1</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12019_V-86772951_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">70906</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ia" decimals="2" unitRef="pure">1.40</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">62880</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ipy" decimals="2" unitRef="pure">1.29</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-86772951_ia">LU0219424644</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-86772951_ia">PARTICIPACIONES|MFS Gl Global Eq A-1</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12019_V-86772951_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">68883</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ia" decimals="2" unitRef="pure">1.36</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ipy" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-86772951_ia">LU0351545230</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-86772951_ia">PARTICIPACIONES|Nordea I - Eur Hgh Y</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12019_V-86772951_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">182354</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ia" decimals="2" unitRef="pure">3.60</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">136052</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ipy" decimals="2" unitRef="pure">2.79</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-86772951_ia">IE00B2Q4XT97</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-86772951_ia">PARTICIPACIONES|BNY Mellon Gl-EM DBT</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12019_V-86772951_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">124246</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ia" decimals="2" unitRef="pure">2.45</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ipy" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-86772951_ia">IE00B42Z5J44</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-86772951_ia">PARTICIPACIONES|Accs. ETF Ishares MS</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12019_V-86772951_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">49973</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ia" decimals="2" unitRef="pure">0.99</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-86772951_ipy" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-86772951_ipy" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
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</iic-com:FicheroAdjunto>
</iic-com:DistribucionInversionesFinancieras>
<iic-com:OperativaDerivadosPosiciones>
<iic-com:OperativaDerivadosObligacionesRV>
<iic-com:OperativaDerivadosSubyacente contextRef="FIM_S12019_V-86772951_ia">DAX</iic-com:OperativaDerivadosSubyacente>
<iic-com:OperativaDerivadosInstrumento contextRef="FIM_S12019_V-86772951_ia">V/ Opc. PUT Opción Put DAX 11600 20/12/19</iic-com:OperativaDerivadosInstrumento>
<iic-com:OperativaDerivadosObligacionesRVImporte contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">58000</iic-com:OperativaDerivadosObligacionesRVImporte>
<iic-com:XCode_OperativaDerivadosObjetivo_02 contextRef="FIM_S12019_V-86772951_ia">02</iic-com:XCode_OperativaDerivadosObjetivo_02>
</iic-com:OperativaDerivadosObligacionesRV>
<iic-com:OperativaDerivadosObligacionesRV>
<iic-com:OperativaDerivadosSubyacente contextRef="FIM_S12019_V-86772951_ia">DAX</iic-com:OperativaDerivadosSubyacente>
<iic-com:OperativaDerivadosInstrumento contextRef="FIM_S12019_V-86772951_ia">V/ Opc. PUT Opción Put DAX 11400 20/12/19</iic-com:OperativaDerivadosInstrumento>
<iic-com:OperativaDerivadosObligacionesRVImporte contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">57000</iic-com:OperativaDerivadosObligacionesRVImporte>
<iic-com:XCode_OperativaDerivadosObjetivo_02 contextRef="FIM_S12019_V-86772951_ia">02</iic-com:XCode_OperativaDerivadosObjetivo_02>
</iic-com:OperativaDerivadosObligacionesRV>
<iic-com:OperativaDerivadosObligacionesRV>
<iic-com:OperativaDerivadosSubyacente contextRef="FIM_S12019_V-86772951_ia">Accs. Telefónica de España (sp)</iic-com:OperativaDerivadosSubyacente>
<iic-com:OperativaDerivadosInstrumento contextRef="FIM_S12019_V-86772951_ia">V/ Opc. PUT Opción Put s/Telefonica 200320 6,5</iic-com:OperativaDerivadosInstrumento>
<iic-com:OperativaDerivadosObligacionesRVImporte contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">19695</iic-com:OperativaDerivadosObligacionesRVImporte>
<iic-com:XCode_OperativaDerivadosObjetivo_02 contextRef="FIM_S12019_V-86772951_ia">02</iic-com:XCode_OperativaDerivadosObjetivo_02>
</iic-com:OperativaDerivadosObligacionesRV>
<iic-com:OperativaDerivadosObligacionesRV>
<iic-com:OperativaDerivadosSubyacente contextRef="FIM_S12019_V-86772951_ia">Accs. Telefónica de España (sp)</iic-com:OperativaDerivadosSubyacente>
<iic-com:OperativaDerivadosInstrumento contextRef="FIM_S12019_V-86772951_ia">V/ Opc. CALL Opción Call s/Telefonica 200320 7,25</iic-com:OperativaDerivadosInstrumento>
<iic-com:OperativaDerivadosObligacionesRVImporte contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">21968</iic-com:OperativaDerivadosObligacionesRVImporte>
<iic-com:XCode_OperativaDerivadosObjetivo_02 contextRef="FIM_S12019_V-86772951_ia">02</iic-com:XCode_OperativaDerivadosObjetivo_02>
</iic-com:OperativaDerivadosObligacionesRV>
<iic-com:OperativaDerivadosObligacionesRV>
<iic-com:OperativaDerivadosSubyacente contextRef="FIM_S12019_V-86772951_ia">DAX</iic-com:OperativaDerivadosSubyacente>
<iic-com:OperativaDerivadosInstrumento contextRef="FIM_S12019_V-86772951_ia">V/ Opc. CALL Opción Call DAX 11700 20/12/19</iic-com:OperativaDerivadosInstrumento>
<iic-com:OperativaDerivadosObligacionesRVImporte contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">58500</iic-com:OperativaDerivadosObligacionesRVImporte>
<iic-com:XCode_OperativaDerivadosObjetivo_02 contextRef="FIM_S12019_V-86772951_ia">02</iic-com:XCode_OperativaDerivadosObjetivo_02>
</iic-com:OperativaDerivadosObligacionesRV>
<iic-com:OperativaDerivadosObligacionesRV>
<iic-com:OperativaDerivadosSubyacente contextRef="FIM_S12019_V-86772951_ia">DAX</iic-com:OperativaDerivadosSubyacente>
<iic-com:OperativaDerivadosInstrumento contextRef="FIM_S12019_V-86772951_ia">V/ Opc. CALL Opción Call DAX 11500 20/12/19</iic-com:OperativaDerivadosInstrumento>
<iic-com:OperativaDerivadosObligacionesRVImporte contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">57500</iic-com:OperativaDerivadosObligacionesRVImporte>
<iic-com:XCode_OperativaDerivadosObjetivo_02 contextRef="FIM_S12019_V-86772951_ia">02</iic-com:XCode_OperativaDerivadosObjetivo_02>
</iic-com:OperativaDerivadosObligacionesRV>
<iic-com:OperativaDerivadosObligacionesRV>
<iic-com:OperativaDerivadosSubyacente contextRef="FIM_S12019_V-86772951_ia">DAX</iic-com:OperativaDerivadosSubyacente>
<iic-com:OperativaDerivadosInstrumento contextRef="FIM_S12019_V-86772951_ia">V/ Opc. CALL Opción Call DAX 12000 20/09/19</iic-com:OperativaDerivadosInstrumento>
<iic-com:OperativaDerivadosObligacionesRVImporte contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">120000</iic-com:OperativaDerivadosObligacionesRVImporte>
<iic-com:XCode_OperativaDerivadosObjetivo_02 contextRef="FIM_S12019_V-86772951_ia">02</iic-com:XCode_OperativaDerivadosObjetivo_02>
</iic-com:OperativaDerivadosObligacionesRV>
<iic-com:OperativaDerivadosObligacionesRV>
<iic-com:OperativaDerivadosSubyacente contextRef="FIM_S12019_V-86772951_ia">DAX</iic-com:OperativaDerivadosSubyacente>
<iic-com:OperativaDerivadosInstrumento contextRef="FIM_S12019_V-86772951_ia">V/ Opc. CALL Opción Call DAX 12200 20/09/19</iic-com:OperativaDerivadosInstrumento>
<iic-com:OperativaDerivadosObligacionesRVImporte contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">122000</iic-com:OperativaDerivadosObligacionesRVImporte>
<iic-com:XCode_OperativaDerivadosObjetivo_02 contextRef="FIM_S12019_V-86772951_ia">02</iic-com:XCode_OperativaDerivadosObjetivo_02>
</iic-com:OperativaDerivadosObligacionesRV>
<iic-com:OperativaDerivadosObligacionesRV>
<iic-com:OperativaDerivadosSubyacente contextRef="FIM_S12019_V-86772951_ia">Ibex - 35 Index</iic-com:OperativaDerivadosSubyacente>
<iic-com:OperativaDerivadosInstrumento contextRef="FIM_S12019_V-86772951_ia">V/ Opc. PUT Opción Put s/ MiniIbex 8400 20/03/20</iic-com:OperativaDerivadosInstrumento>
<iic-com:OperativaDerivadosObligacionesRVImporte contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">84000</iic-com:OperativaDerivadosObligacionesRVImporte>
<iic-com:XCode_OperativaDerivadosObjetivo_02 contextRef="FIM_S12019_V-86772951_ia">02</iic-com:XCode_OperativaDerivadosObjetivo_02>
</iic-com:OperativaDerivadosObligacionesRV>
<iic-com:OperativaDerivadosObligacionesRV>
<iic-com:OperativaDerivadosSubyacente contextRef="FIM_S12019_V-86772951_ia">DJ Euro Stoxx 50</iic-com:OperativaDerivadosSubyacente>
<iic-com:OperativaDerivadosInstrumento contextRef="FIM_S12019_V-86772951_ia">V/ Opc. PUT Opción Put EuroStoxx50 3000 20/03/20</iic-com:OperativaDerivadosInstrumento>
<iic-com:OperativaDerivadosObligacionesRVImporte contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">60000</iic-com:OperativaDerivadosObligacionesRVImporte>
<iic-com:XCode_OperativaDerivadosObjetivo_02 contextRef="FIM_S12019_V-86772951_ia">02</iic-com:XCode_OperativaDerivadosObjetivo_02>
</iic-com:OperativaDerivadosObligacionesRV>
<iic-com:OperativaDerivadosObligacionesRV>
<iic-com:OperativaDerivadosSubyacente contextRef="FIM_S12019_V-86772951_ia">Accs. Deutsche Telekom</iic-com:OperativaDerivadosSubyacente>
<iic-com:OperativaDerivadosInstrumento contextRef="FIM_S12019_V-86772951_ia">V/ Opc. CALL Opción Cal s/Deutsche Telek15,5 20/12/19</iic-com:OperativaDerivadosInstrumento>
<iic-com:OperativaDerivadosObligacionesRVImporte contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">23250</iic-com:OperativaDerivadosObligacionesRVImporte>
<iic-com:XCode_OperativaDerivadosObjetivo_02 contextRef="FIM_S12019_V-86772951_ia">02</iic-com:XCode_OperativaDerivadosObjetivo_02>
</iic-com:OperativaDerivadosObligacionesRV>
<iic-com:OperativaDerivadosObligacionesRV>
<iic-com:OperativaDerivadosSubyacente contextRef="FIM_S12019_V-86772951_ia">Accs. Michelin</iic-com:OperativaDerivadosSubyacente>
<iic-com:OperativaDerivadosInstrumento contextRef="FIM_S12019_V-86772951_ia">V/ Opc. PUT Opción Put s/Michelin 88 20/12/19</iic-com:OperativaDerivadosInstrumento>
<iic-com:OperativaDerivadosObligacionesRVImporte contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">17600</iic-com:OperativaDerivadosObligacionesRVImporte>
<iic-com:XCode_OperativaDerivadosObjetivo_02 contextRef="FIM_S12019_V-86772951_ia">02</iic-com:XCode_OperativaDerivadosObjetivo_02>
</iic-com:OperativaDerivadosObligacionesRV>
<iic-com:OperativaDerivadosObligacionesRV>
<iic-com:OperativaDerivadosSubyacente contextRef="FIM_S12019_V-86772951_ia">Ibex - 35 Index</iic-com:OperativaDerivadosSubyacente>
<iic-com:OperativaDerivadosInstrumento contextRef="FIM_S12019_V-86772951_ia">V/ Opc. CALL Opción Call s/ MiniIbex 9200 20/12/19</iic-com:OperativaDerivadosInstrumento>
<iic-com:OperativaDerivadosObligacionesRVImporte contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">73600</iic-com:OperativaDerivadosObligacionesRVImporte>
<iic-com:XCode_OperativaDerivadosObjetivo_02 contextRef="FIM_S12019_V-86772951_ia">02</iic-com:XCode_OperativaDerivadosObjetivo_02>
</iic-com:OperativaDerivadosObligacionesRV>
<iic-com:OperativaDerivadosObligacionesRV>
<iic-com:OperativaDerivadosSubyacente contextRef="FIM_S12019_V-86772951_ia">DJ Euro Stoxx 50</iic-com:OperativaDerivadosSubyacente>
<iic-com:OperativaDerivadosInstrumento contextRef="FIM_S12019_V-86772951_ia">V/ Opc. CALL Opción Call EuroStoxx50 3100 20/12/19</iic-com:OperativaDerivadosInstrumento>
<iic-com:OperativaDerivadosObligacionesRVImporte contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">62000</iic-com:OperativaDerivadosObligacionesRVImporte>
<iic-com:XCode_OperativaDerivadosObjetivo_02 contextRef="FIM_S12019_V-86772951_ia">02</iic-com:XCode_OperativaDerivadosObjetivo_02>
</iic-com:OperativaDerivadosObligacionesRV>
<iic-com:OperativaDerivadosObligacionesRV>
<iic-com:OperativaDerivadosSubyacente contextRef="FIM_S12019_V-86772951_ia">Accs. Basf SE</iic-com:OperativaDerivadosSubyacente>
<iic-com:OperativaDerivadosInstrumento contextRef="FIM_S12019_V-86772951_ia">V/ Opc. CALL Opción Call s/BASF 60 20/09/19</iic-com:OperativaDerivadosInstrumento>
<iic-com:OperativaDerivadosObligacionesRVImporte contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">6000</iic-com:OperativaDerivadosObligacionesRVImporte>
<iic-com:XCode_OperativaDerivadosObjetivo_02 contextRef="FIM_S12019_V-86772951_ia">02</iic-com:XCode_OperativaDerivadosObjetivo_02>
</iic-com:OperativaDerivadosObligacionesRV>
<iic-com:OperativaDerivadosObligacionesRV>
<iic-com:OperativaDerivadosSubyacente contextRef="FIM_S12019_V-86772951_ia">Accs. AT&amp;T Inc</iic-com:OperativaDerivadosSubyacente>
<iic-com:OperativaDerivadosInstrumento contextRef="FIM_S12019_V-86772951_ia">V/ Opc. PUT Opción Put s/AT&amp;T 30 15/11/19</iic-com:OperativaDerivadosInstrumento>
<iic-com:OperativaDerivadosObligacionesRVImporte contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">13390</iic-com:OperativaDerivadosObligacionesRVImporte>
<iic-com:XCode_OperativaDerivadosObjetivo_02 contextRef="FIM_S12019_V-86772951_ia">02</iic-com:XCode_OperativaDerivadosObjetivo_02>
</iic-com:OperativaDerivadosObligacionesRV>
<iic-com:OperativaDerivadosObligacionesRV>
<iic-com:OperativaDerivadosSubyacente contextRef="FIM_S12019_V-86772951_ia">Accs. Carrefour</iic-com:OperativaDerivadosSubyacente>
<iic-com:OperativaDerivadosInstrumento contextRef="FIM_S12019_V-86772951_ia">V/ Opc. PUT Opción Put s/Carrefour 14 20/12/19</iic-com:OperativaDerivadosInstrumento>
<iic-com:OperativaDerivadosObligacionesRVImporte contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">14000</iic-com:OperativaDerivadosObligacionesRVImporte>
<iic-com:XCode_OperativaDerivadosObjetivo_02 contextRef="FIM_S12019_V-86772951_ia">02</iic-com:XCode_OperativaDerivadosObjetivo_02>
</iic-com:OperativaDerivadosObligacionesRV>
<iic-com:OperativaDerivadosObligacionesRV>
<iic-com:OperativaDerivadosSubyacente contextRef="FIM_S12019_V-86772951_ia">Accs. Repsol (sp)</iic-com:OperativaDerivadosSubyacente>
<iic-com:OperativaDerivadosInstrumento contextRef="FIM_S12019_V-86772951_ia">V/ Opc. PUT Opción Put s/Repsol 201219 12</iic-com:OperativaDerivadosInstrumento>
<iic-com:OperativaDerivadosObligacionesRVImporte contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">24000</iic-com:OperativaDerivadosObligacionesRVImporte>
<iic-com:XCode_OperativaDerivadosObjetivo_02 contextRef="FIM_S12019_V-86772951_ia">02</iic-com:XCode_OperativaDerivadosObjetivo_02>
</iic-com:OperativaDerivadosObligacionesRV>
<iic-com:OperativaDerivadosObligacionesRV>
<iic-com:OperativaDerivadosSubyacente contextRef="FIM_S12019_V-86772951_ia">Accs. Bayer AG</iic-com:OperativaDerivadosSubyacente>
<iic-com:OperativaDerivadosInstrumento contextRef="FIM_S12019_V-86772951_ia">V/ Opc. CALL Opción Call s/Bayer 60 20/09/19</iic-com:OperativaDerivadosInstrumento>
<iic-com:OperativaDerivadosObligacionesRVImporte contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">24000</iic-com:OperativaDerivadosObligacionesRVImporte>
<iic-com:XCode_OperativaDerivadosObjetivo_02 contextRef="FIM_S12019_V-86772951_ia">02</iic-com:XCode_OperativaDerivadosObjetivo_02>
</iic-com:OperativaDerivadosObligacionesRV>
<iic-com:OperativaDerivadosObligacionesRV>
<iic-com:OperativaDerivadosSubyacente contextRef="FIM_S12019_V-86772951_ia">Accs. Sanofi - Synthelabo</iic-com:OperativaDerivadosSubyacente>
<iic-com:OperativaDerivadosInstrumento contextRef="FIM_S12019_V-86772951_ia">V/ Opc. CALL Opción Call s/Sanofi 74 20/09/19</iic-com:OperativaDerivadosInstrumento>
<iic-com:OperativaDerivadosObligacionesRVImporte contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">22200</iic-com:OperativaDerivadosObligacionesRVImporte>
<iic-com:XCode_OperativaDerivadosObjetivo_02 contextRef="FIM_S12019_V-86772951_ia">02</iic-com:XCode_OperativaDerivadosObjetivo_02>
</iic-com:OperativaDerivadosObligacionesRV>
<iic-com:OperativaDerivadosObligacionesRV>
<iic-com:OperativaDerivadosSubyacente contextRef="FIM_S12019_V-86772951_ia">Accs. Basf SE</iic-com:OperativaDerivadosSubyacente>
<iic-com:OperativaDerivadosInstrumento contextRef="FIM_S12019_V-86772951_ia">V/ Opc. PUT Opción Put s/BASF 56 20/12/19</iic-com:OperativaDerivadosInstrumento>
<iic-com:OperativaDerivadosObligacionesRVImporte contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">16800</iic-com:OperativaDerivadosObligacionesRVImporte>
<iic-com:XCode_OperativaDerivadosObjetivo_02 contextRef="FIM_S12019_V-86772951_ia">02</iic-com:XCode_OperativaDerivadosObjetivo_02>
</iic-com:OperativaDerivadosObligacionesRV>
<iic-com:OperativaDerivadosObligacionesRV>
<iic-com:OperativaDerivadosSubyacente contextRef="FIM_S12019_V-86772951_ia">Accs. Continental AG</iic-com:OperativaDerivadosSubyacente>
<iic-com:OperativaDerivadosInstrumento contextRef="FIM_S12019_V-86772951_ia">V/ Opc. CALL Opción Call s/Continental 140 20/12/19</iic-com:OperativaDerivadosInstrumento>
<iic-com:OperativaDerivadosObligacionesRVImporte contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">28000</iic-com:OperativaDerivadosObligacionesRVImporte>
<iic-com:XCode_OperativaDerivadosObjetivo_02 contextRef="FIM_S12019_V-86772951_ia">02</iic-com:XCode_OperativaDerivadosObjetivo_02>
</iic-com:OperativaDerivadosObligacionesRV>
<iic-com:OperativaDerivadosObligacionesRV>
<iic-com:OperativaDerivadosSubyacente contextRef="FIM_S12019_V-86772951_ia">Accs. Basf SE</iic-com:OperativaDerivadosSubyacente>
<iic-com:OperativaDerivadosInstrumento contextRef="FIM_S12019_V-86772951_ia">V/ Opc. CALL Opción Call s/BASF 64 20/12/19</iic-com:OperativaDerivadosInstrumento>
<iic-com:OperativaDerivadosObligacionesRVImporte contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">12800</iic-com:OperativaDerivadosObligacionesRVImporte>
<iic-com:XCode_OperativaDerivadosObjetivo_02 contextRef="FIM_S12019_V-86772951_ia">02</iic-com:XCode_OperativaDerivadosObjetivo_02>
</iic-com:OperativaDerivadosObligacionesRV>
<iic-com:OperativaDerivadosObligacionesRV>
<iic-com:OperativaDerivadosSubyacente contextRef="FIM_S12019_V-86772951_ia">Accs. Continental AG</iic-com:OperativaDerivadosSubyacente>
<iic-com:OperativaDerivadosInstrumento contextRef="FIM_S12019_V-86772951_ia">V/ Opc. PUT Opción Put s/Continental 100 20/12/19</iic-com:OperativaDerivadosInstrumento>
<iic-com:OperativaDerivadosObligacionesRVImporte contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">20000</iic-com:OperativaDerivadosObligacionesRVImporte>
<iic-com:XCode_OperativaDerivadosObjetivo_02 contextRef="FIM_S12019_V-86772951_ia">02</iic-com:XCode_OperativaDerivadosObjetivo_02>
</iic-com:OperativaDerivadosObligacionesRV>
<iic-com:OperativaDerivadosObligacionesRV>
<iic-com:OperativaDerivadosSubyacente contextRef="FIM_S12019_V-86772951_ia">Accs. Acerinox SA</iic-com:OperativaDerivadosSubyacente>
<iic-com:OperativaDerivadosInstrumento contextRef="FIM_S12019_V-86772951_ia">V/ Opc. PUT Opción Put Acerinox 7,75 20/09/19</iic-com:OperativaDerivadosInstrumento>
<iic-com:OperativaDerivadosObligacionesRVImporte contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">7750</iic-com:OperativaDerivadosObligacionesRVImporte>
<iic-com:XCode_OperativaDerivadosObjetivo_02 contextRef="FIM_S12019_V-86772951_ia">02</iic-com:XCode_OperativaDerivadosObjetivo_02>
</iic-com:OperativaDerivadosObligacionesRV>
<iic-com:OperativaDerivadosObligacionesRV>
<iic-com:OperativaDerivadosSubyacente contextRef="FIM_S12019_V-86772951_ia">Accs. Acerinox SA</iic-com:OperativaDerivadosSubyacente>
<iic-com:OperativaDerivadosInstrumento contextRef="FIM_S12019_V-86772951_ia">V/ Opc. PUT Opción Put Acerinox 7,25 20/12/19</iic-com:OperativaDerivadosInstrumento>
<iic-com:OperativaDerivadosObligacionesRVImporte contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">7250</iic-com:OperativaDerivadosObligacionesRVImporte>
<iic-com:XCode_OperativaDerivadosObjetivo_02 contextRef="FIM_S12019_V-86772951_ia">02</iic-com:XCode_OperativaDerivadosObjetivo_02>
</iic-com:OperativaDerivadosObligacionesRV>
<iic-com:OperativaDerivadosObligacionesRV>
<iic-com:OperativaDerivadosSubyacente contextRef="FIM_S12019_V-86772951_ia">DJ Euro Stoxx 50</iic-com:OperativaDerivadosSubyacente>
<iic-com:OperativaDerivadosInstrumento contextRef="FIM_S12019_V-86772951_ia">V/ Opc. PUT Opción Put EuroStoxx50 3100 20/12/19</iic-com:OperativaDerivadosInstrumento>
<iic-com:OperativaDerivadosObligacionesRVImporte contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">124000</iic-com:OperativaDerivadosObligacionesRVImporte>
<iic-com:XCode_OperativaDerivadosObjetivo_02 contextRef="FIM_S12019_V-86772951_ia">02</iic-com:XCode_OperativaDerivadosObjetivo_02>
</iic-com:OperativaDerivadosObligacionesRV>
<iic-com:OperativaDerivadosObligacionesRV>
<iic-com:OperativaDerivadosSubyacente contextRef="FIM_S12019_V-86772951_ia">Accs. Atos Origin</iic-com:OperativaDerivadosSubyacente>
<iic-com:OperativaDerivadosInstrumento contextRef="FIM_S12019_V-86772951_ia">V/ Opc. PUT Opción Put s/Atos 51.42 20/09/2019</iic-com:OperativaDerivadosInstrumento>
<iic-com:OperativaDerivadosObligacionesRVImporte contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">10284</iic-com:OperativaDerivadosObligacionesRVImporte>
<iic-com:XCode_OperativaDerivadosObjetivo_02 contextRef="FIM_S12019_V-86772951_ia">02</iic-com:XCode_OperativaDerivadosObjetivo_02>
</iic-com:OperativaDerivadosObligacionesRV>
<iic-com:OperativaDerivadosObligacionesRV>
<iic-com:OperativaDerivadosSubyacente contextRef="FIM_S12019_V-86772951_ia">Accs. Telefónica de España (sp)</iic-com:OperativaDerivadosSubyacente>
<iic-com:OperativaDerivadosInstrumento contextRef="FIM_S12019_V-86772951_ia">V/ Opc. PUT Opción Put s/Telefonica 201219 6,67</iic-com:OperativaDerivadosInstrumento>
<iic-com:OperativaDerivadosObligacionesRVImporte contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">40420</iic-com:OperativaDerivadosObligacionesRVImporte>
<iic-com:XCode_OperativaDerivadosObjetivo_02 contextRef="FIM_S12019_V-86772951_ia">02</iic-com:XCode_OperativaDerivadosObjetivo_02>
</iic-com:OperativaDerivadosObligacionesRV>
<iic-com:OperativaDerivadosObligacionesRV>
<iic-com:OperativaDerivadosSubyacente contextRef="FIM_S12019_V-86772951_ia">Accs. Saint Gobain</iic-com:OperativaDerivadosSubyacente>
<iic-com:OperativaDerivadosInstrumento contextRef="FIM_S12019_V-86772951_ia">V/ Opc. CALL Opción Call s/GOB 35 20/12/19</iic-com:OperativaDerivadosInstrumento>
<iic-com:OperativaDerivadosObligacionesRVImporte contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">10500</iic-com:OperativaDerivadosObligacionesRVImporte>
<iic-com:XCode_OperativaDerivadosObjetivo_02 contextRef="FIM_S12019_V-86772951_ia">02</iic-com:XCode_OperativaDerivadosObjetivo_02>
</iic-com:OperativaDerivadosObligacionesRV>
<iic-com:OperativaDerivadosObligacionesRV>
<iic-com:OperativaDerivadosSubyacente contextRef="FIM_S12019_V-86772951_ia">DJ Euro Stoxx 50</iic-com:OperativaDerivadosSubyacente>
<iic-com:OperativaDerivadosInstrumento contextRef="FIM_S12019_V-86772951_ia">V/ Opc. PUT Opción Put EuroStoxx50 3050 20/12/19</iic-com:OperativaDerivadosInstrumento>
<iic-com:OperativaDerivadosObligacionesRVImporte contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">61000</iic-com:OperativaDerivadosObligacionesRVImporte>
<iic-com:XCode_OperativaDerivadosObjetivo_02 contextRef="FIM_S12019_V-86772951_ia">02</iic-com:XCode_OperativaDerivadosObjetivo_02>
</iic-com:OperativaDerivadosObligacionesRV>
<iic-com:OperativaDerivadosObligacionesRV>
<iic-com:OperativaDerivadosSubyacente contextRef="FIM_S12019_V-86772951_ia">Accs. Acerinox SA</iic-com:OperativaDerivadosSubyacente>
<iic-com:OperativaDerivadosInstrumento contextRef="FIM_S12019_V-86772951_ia">V/ Opc. CALL Opción Call  Acerinox 9,5 20/09/19</iic-com:OperativaDerivadosInstrumento>
<iic-com:OperativaDerivadosObligacionesRVImporte contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">19000</iic-com:OperativaDerivadosObligacionesRVImporte>
<iic-com:XCode_OperativaDerivadosObjetivo_02 contextRef="FIM_S12019_V-86772951_ia">02</iic-com:XCode_OperativaDerivadosObjetivo_02>
</iic-com:OperativaDerivadosObligacionesRV>
<iic-com:OperativaDerivadosObligacionesRV>
<iic-com:OperativaDerivadosSubyacente contextRef="FIM_S12019_V-86772951_ia">Accs. Siemens AG</iic-com:OperativaDerivadosSubyacente>
<iic-com:OperativaDerivadosInstrumento contextRef="FIM_S12019_V-86772951_ia">V/ Opc. CALL Opción Call s/Siemens 100 20/09/19</iic-com:OperativaDerivadosInstrumento>
<iic-com:OperativaDerivadosObligacionesRVImporte contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">20000</iic-com:OperativaDerivadosObligacionesRVImporte>
<iic-com:XCode_OperativaDerivadosObjetivo_02 contextRef="FIM_S12019_V-86772951_ia">02</iic-com:XCode_OperativaDerivadosObjetivo_02>
</iic-com:OperativaDerivadosObligacionesRV>
<iic-com:OperativaDerivadosObligacionesRV>
<iic-com:OperativaDerivadosSubyacente contextRef="FIM_S12019_V-86772951_ia">Accs. INDITEX</iic-com:OperativaDerivadosSubyacente>
<iic-com:OperativaDerivadosInstrumento contextRef="FIM_S12019_V-86772951_ia">V/ Opc. CALL Opción Call s/Inditex 23,49 200919</iic-com:OperativaDerivadosInstrumento>
<iic-com:OperativaDerivadosObligacionesRVImporte contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">16772</iic-com:OperativaDerivadosObligacionesRVImporte>
<iic-com:XCode_OperativaDerivadosObjetivo_02 contextRef="FIM_S12019_V-86772951_ia">02</iic-com:XCode_OperativaDerivadosObjetivo_02>
</iic-com:OperativaDerivadosObligacionesRV>
<iic-com:OperativaDerivadosObligacionesRV>
<iic-com:OperativaDerivadosSubyacente contextRef="FIM_S12019_V-86772951_ia">Accs. HeidelbergCement AG</iic-com:OperativaDerivadosSubyacente>
<iic-com:OperativaDerivadosInstrumento contextRef="FIM_S12019_V-86772951_ia">V/ Opc. CALL Opción Call s/Heidelberg 64 20/09/19</iic-com:OperativaDerivadosInstrumento>
<iic-com:OperativaDerivadosObligacionesRVImporte contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">12800</iic-com:OperativaDerivadosObligacionesRVImporte>
<iic-com:XCode_OperativaDerivadosObjetivo_02 contextRef="FIM_S12019_V-86772951_ia">02</iic-com:XCode_OperativaDerivadosObjetivo_02>
</iic-com:OperativaDerivadosObligacionesRV>
<iic-com:OperativaDerivadosObligacionesRV>
<iic-com:OperativaDerivadosSubyacente contextRef="FIM_S12019_V-86772951_ia">Accs. Deutsche Post AG</iic-com:OperativaDerivadosSubyacente>
<iic-com:OperativaDerivadosInstrumento contextRef="FIM_S12019_V-86772951_ia">V/ Opc. CALL Opción Call s/Deutsche Post 30 20/12/19</iic-com:OperativaDerivadosInstrumento>
<iic-com:OperativaDerivadosObligacionesRVImporte contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">21000</iic-com:OperativaDerivadosObligacionesRVImporte>
<iic-com:XCode_OperativaDerivadosObjetivo_02 contextRef="FIM_S12019_V-86772951_ia">02</iic-com:XCode_OperativaDerivadosObjetivo_02>
</iic-com:OperativaDerivadosObligacionesRV>
<iic-com:OperativaDerivadosObligacionesRV>
<iic-com:OperativaDerivadosSubyacente contextRef="FIM_S12019_V-86772951_ia">Accs. Banco Santander (sp)</iic-com:OperativaDerivadosSubyacente>
<iic-com:OperativaDerivadosInstrumento contextRef="FIM_S12019_V-86772951_ia">V/ Opc. PUT Opción Put s/Santander 201219 3.74</iic-com:OperativaDerivadosInstrumento>
<iic-com:OperativaDerivadosObligacionesRVImporte contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">49592</iic-com:OperativaDerivadosObligacionesRVImporte>
<iic-com:XCode_OperativaDerivadosObjetivo_02 contextRef="FIM_S12019_V-86772951_ia">02</iic-com:XCode_OperativaDerivadosObjetivo_02>
</iic-com:OperativaDerivadosObligacionesRV>
<iic-com:OperativaDerivadosObligacionesRV>
<iic-com:OperativaDerivadosSubyacente contextRef="FIM_S12019_V-86772951_ia">Accs. INDITEX</iic-com:OperativaDerivadosSubyacente>
<iic-com:OperativaDerivadosInstrumento contextRef="FIM_S12019_V-86772951_ia">V/ Opc. PUT Opción Put s/Inditex 21,52 20/12/19</iic-com:OperativaDerivadosInstrumento>
<iic-com:OperativaDerivadosObligacionesRVImporte contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">21950</iic-com:OperativaDerivadosObligacionesRVImporte>
<iic-com:XCode_OperativaDerivadosObjetivo_02 contextRef="FIM_S12019_V-86772951_ia">02</iic-com:XCode_OperativaDerivadosObjetivo_02>
</iic-com:OperativaDerivadosObligacionesRV>
<iic-com:OperativaDerivadosObligacionesRV>
<iic-com:OperativaDerivadosSubyacente contextRef="FIM_S12019_V-86772951_ia">Accs. BBVA</iic-com:OperativaDerivadosSubyacente>
<iic-com:OperativaDerivadosInstrumento contextRef="FIM_S12019_V-86772951_ia">V/ Opc. PUT Opción Put s/BBVA 201219 4.6</iic-com:OperativaDerivadosInstrumento>
<iic-com:OperativaDerivadosObligacionesRVImporte contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">230000</iic-com:OperativaDerivadosObligacionesRVImporte>
<iic-com:XCode_OperativaDerivadosObjetivo_02 contextRef="FIM_S12019_V-86772951_ia">02</iic-com:XCode_OperativaDerivadosObjetivo_02>
</iic-com:OperativaDerivadosObligacionesRV>
<iic-com:OperativaDerivadosObligacionesRV>
<iic-com:OperativaDerivadosSubyacente contextRef="FIM_S12019_V-86772951_ia">Accs. AXA</iic-com:OperativaDerivadosSubyacente>
<iic-com:OperativaDerivadosInstrumento contextRef="FIM_S12019_V-86772951_ia">V/ Opc. PUT Opción Put s/AXA 19 20/12/19</iic-com:OperativaDerivadosInstrumento>
<iic-com:OperativaDerivadosObligacionesRVImporte contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">19000</iic-com:OperativaDerivadosObligacionesRVImporte>
<iic-com:XCode_OperativaDerivadosObjetivo_02 contextRef="FIM_S12019_V-86772951_ia">02</iic-com:XCode_OperativaDerivadosObjetivo_02>
</iic-com:OperativaDerivadosObligacionesRV>
<iic-com:OperativaDerivadosObligacionesRV>
<iic-com:OperativaDerivadosSubyacente contextRef="FIM_S12019_V-86772951_ia">Accs. Saint Gobain</iic-com:OperativaDerivadosSubyacente>
<iic-com:OperativaDerivadosInstrumento contextRef="FIM_S12019_V-86772951_ia">V/ Opc. PUT Opción Put s/GOB 26 20/12/2019</iic-com:OperativaDerivadosInstrumento>
<iic-com:OperativaDerivadosObligacionesRVImporte contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">15600</iic-com:OperativaDerivadosObligacionesRVImporte>
<iic-com:XCode_OperativaDerivadosObjetivo_02 contextRef="FIM_S12019_V-86772951_ia">02</iic-com:XCode_OperativaDerivadosObjetivo_02>
</iic-com:OperativaDerivadosObligacionesRV>
<iic-com:OperativaDerivadosObligacionesRV>
<iic-com:OperativaDerivadosSubyacente contextRef="FIM_S12019_V-86772951_ia">Ibex - 35 Index</iic-com:OperativaDerivadosSubyacente>
<iic-com:OperativaDerivadosInstrumento contextRef="FIM_S12019_V-86772951_ia">V/ Opc. CALL Opción Call s/ MiniIbex 9400 20/09/19</iic-com:OperativaDerivadosInstrumento>
<iic-com:OperativaDerivadosObligacionesRVImporte contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">28200</iic-com:OperativaDerivadosObligacionesRVImporte>
<iic-com:XCode_OperativaDerivadosObjetivo_02 contextRef="FIM_S12019_V-86772951_ia">02</iic-com:XCode_OperativaDerivadosObjetivo_02>
</iic-com:OperativaDerivadosObligacionesRV>
<iic-com:OperativaDerivadosObligacionesRV>
<iic-com:OperativaDerivadosSubyacente contextRef="FIM_S12019_V-86772951_ia">Accs. Deutsche Telekom</iic-com:OperativaDerivadosSubyacente>
<iic-com:OperativaDerivadosInstrumento contextRef="FIM_S12019_V-86772951_ia">V/ Opc. PUT Opción Put s/Deutsche Telek 13 20/12/18</iic-com:OperativaDerivadosInstrumento>
<iic-com:OperativaDerivadosObligacionesRVImporte contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">15600</iic-com:OperativaDerivadosObligacionesRVImporte>
<iic-com:XCode_OperativaDerivadosObjetivo_02 contextRef="FIM_S12019_V-86772951_ia">02</iic-com:XCode_OperativaDerivadosObjetivo_02>
</iic-com:OperativaDerivadosObligacionesRV>
<iic-com:OperativaDerivadosObligacionesRV>
<iic-com:OperativaDerivadosSubyacente contextRef="FIM_S12019_V-86772951_ia">Ibex - 35 Index</iic-com:OperativaDerivadosSubyacente>
<iic-com:OperativaDerivadosInstrumento contextRef="FIM_S12019_V-86772951_ia">V/ Opc. CALL Opción Call s/ MiniIbex 9300 20/12/19</iic-com:OperativaDerivadosInstrumento>
<iic-com:OperativaDerivadosObligacionesRVImporte contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">74400</iic-com:OperativaDerivadosObligacionesRVImporte>
<iic-com:XCode_OperativaDerivadosObjetivo_02 contextRef="FIM_S12019_V-86772951_ia">02</iic-com:XCode_OperativaDerivadosObjetivo_02>
</iic-com:OperativaDerivadosObligacionesRV>
<iic-com:OperativaDerivadosObligacionesRV>
<iic-com:OperativaDerivadosSubyacente contextRef="FIM_S12019_V-86772951_ia">Ibex - 35 Index</iic-com:OperativaDerivadosSubyacente>
<iic-com:OperativaDerivadosInstrumento contextRef="FIM_S12019_V-86772951_ia">V/ Opc. CALL Opción Call s/ MiniIbex 9300 20/09/19</iic-com:OperativaDerivadosInstrumento>
<iic-com:OperativaDerivadosObligacionesRVImporte contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">27900</iic-com:OperativaDerivadosObligacionesRVImporte>
<iic-com:XCode_OperativaDerivadosObjetivo_02 contextRef="FIM_S12019_V-86772951_ia">02</iic-com:XCode_OperativaDerivadosObjetivo_02>
</iic-com:OperativaDerivadosObligacionesRV>
<iic-com:OperativaDerivadosObligacionesRV>
<iic-com:OperativaDerivadosSubyacente contextRef="FIM_S12019_V-86772951_ia">Accs. Bayer AG</iic-com:OperativaDerivadosSubyacente>
<iic-com:OperativaDerivadosInstrumento contextRef="FIM_S12019_V-86772951_ia">V/ Opc. PUT Opción Put s/Bayer 44 20/12/19</iic-com:OperativaDerivadosInstrumento>
<iic-com:OperativaDerivadosObligacionesRVImporte contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">4400</iic-com:OperativaDerivadosObligacionesRVImporte>
<iic-com:XCode_OperativaDerivadosObjetivo_02 contextRef="FIM_S12019_V-86772951_ia">02</iic-com:XCode_OperativaDerivadosObjetivo_02>
</iic-com:OperativaDerivadosObligacionesRV>
<iic-com:OperativaDerivadosObligacionesRV>
<iic-com:OperativaDerivadosSubyacente contextRef="FIM_S12019_V-86772951_ia">Ibex - 35 Index</iic-com:OperativaDerivadosSubyacente>
<iic-com:OperativaDerivadosInstrumento contextRef="FIM_S12019_V-86772951_ia">V/ Opc. PUT Opción Put s/ MiniIbex 8300 20/12/19</iic-com:OperativaDerivadosInstrumento>
<iic-com:OperativaDerivadosObligacionesRVImporte contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">83000</iic-com:OperativaDerivadosObligacionesRVImporte>
<iic-com:XCode_OperativaDerivadosObjetivo_02 contextRef="FIM_S12019_V-86772951_ia">02</iic-com:XCode_OperativaDerivadosObjetivo_02>
</iic-com:OperativaDerivadosObligacionesRV>
<iic-com:OperativaDerivadosObligacionesRV>
<iic-com:OperativaDerivadosSubyacente contextRef="FIM_S12019_V-86772951_ia">DJ Euro Stoxx 50</iic-com:OperativaDerivadosSubyacente>
<iic-com:OperativaDerivadosInstrumento contextRef="FIM_S12019_V-86772951_ia">V/ Opc. CALL Opción Call EuroStoxx50 3200 20/09/19</iic-com:OperativaDerivadosInstrumento>
<iic-com:OperativaDerivadosObligacionesRVImporte contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">128000</iic-com:OperativaDerivadosObligacionesRVImporte>
<iic-com:XCode_OperativaDerivadosObjetivo_02 contextRef="FIM_S12019_V-86772951_ia">02</iic-com:XCode_OperativaDerivadosObjetivo_02>
</iic-com:OperativaDerivadosObligacionesRV>
<iic-com:OperativaDerivadosObligacionesRV>
<iic-com:OperativaDerivadosSubyacente contextRef="FIM_S12019_V-86772951_ia">DJ Euro Stoxx 50</iic-com:OperativaDerivadosSubyacente>
<iic-com:OperativaDerivadosInstrumento contextRef="FIM_S12019_V-86772951_ia">V/ Opc. CALL Opción Call EuroStoxx50 3200 20/12/19</iic-com:OperativaDerivadosInstrumento>
<iic-com:OperativaDerivadosObligacionesRVImporte contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">160000</iic-com:OperativaDerivadosObligacionesRVImporte>
<iic-com:XCode_OperativaDerivadosObjetivo_02 contextRef="FIM_S12019_V-86772951_ia">02</iic-com:XCode_OperativaDerivadosObjetivo_02>
</iic-com:OperativaDerivadosObligacionesRV>
<iic-com:OperativaDerivadosObligacionesRV>
<iic-com:OperativaDerivadosSubyacente contextRef="FIM_S12019_V-86772951_ia">DJ Euro Stoxx 50</iic-com:OperativaDerivadosSubyacente>
<iic-com:OperativaDerivadosInstrumento contextRef="FIM_S12019_V-86772951_ia">V/ Opc. CALL Opción Call EuroStoxx50 3150 20/12/19</iic-com:OperativaDerivadosInstrumento>
<iic-com:OperativaDerivadosObligacionesRVImporte contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">63000</iic-com:OperativaDerivadosObligacionesRVImporte>
<iic-com:XCode_OperativaDerivadosObjetivo_02 contextRef="FIM_S12019_V-86772951_ia">02</iic-com:XCode_OperativaDerivadosObjetivo_02>
</iic-com:OperativaDerivadosObligacionesRV>
<iic-com:OperativaDerivadosObligacionesRV>
<iic-com:OperativaDerivadosSubyacente contextRef="FIM_S12019_V-86772951_ia">Ibex - 35 Index</iic-com:OperativaDerivadosSubyacente>
<iic-com:OperativaDerivadosInstrumento contextRef="FIM_S12019_V-86772951_ia">V/ Opc. CALL Opción Call s/ MiniIbex 9200 20/09/19</iic-com:OperativaDerivadosInstrumento>
<iic-com:OperativaDerivadosObligacionesRVImporte contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">101200</iic-com:OperativaDerivadosObligacionesRVImporte>
<iic-com:XCode_OperativaDerivadosObjetivo_02 contextRef="FIM_S12019_V-86772951_ia">02</iic-com:XCode_OperativaDerivadosObjetivo_02>
</iic-com:OperativaDerivadosObligacionesRV>
<iic-com:OperativaDerivadosObligacionesRV>
<iic-com:OperativaDerivadosSubyacente contextRef="FIM_S12019_V-86772951_ia">DJ Euro Stoxx 50</iic-com:OperativaDerivadosSubyacente>
<iic-com:OperativaDerivadosInstrumento contextRef="FIM_S12019_V-86772951_ia">V/ Opc. CALL Opción Call EuroStoxx50 3100 20/09/19</iic-com:OperativaDerivadosInstrumento>
<iic-com:OperativaDerivadosObligacionesRVImporte contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">155000</iic-com:OperativaDerivadosObligacionesRVImporte>
<iic-com:XCode_OperativaDerivadosObjetivo_02 contextRef="FIM_S12019_V-86772951_ia">02</iic-com:XCode_OperativaDerivadosObjetivo_02>
</iic-com:OperativaDerivadosObligacionesRV>
<iic-com:OperativaDerivadosObligacionesRV>
<iic-com:OperativaDerivadosSubyacente contextRef="FIM_S12019_V-86772951_ia">Ibex - 35 Index</iic-com:OperativaDerivadosSubyacente>
<iic-com:OperativaDerivadosInstrumento contextRef="FIM_S12019_V-86772951_ia">V/ Opc. PUT Opción Put s/ MiniIbex 8600 20/12/19</iic-com:OperativaDerivadosInstrumento>
<iic-com:OperativaDerivadosObligacionesRVImporte contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">86000</iic-com:OperativaDerivadosObligacionesRVImporte>
<iic-com:XCode_OperativaDerivadosObjetivo_02 contextRef="FIM_S12019_V-86772951_ia">02</iic-com:XCode_OperativaDerivadosObjetivo_02>
</iic-com:OperativaDerivadosObligacionesRV>
<iic-com:OperativaDerivadosObligacionesRV>
<iic-com:OperativaDerivadosSubyacente contextRef="FIM_S12019_V-86772951_ia">Ibex - 35 Index</iic-com:OperativaDerivadosSubyacente>
<iic-com:OperativaDerivadosInstrumento contextRef="FIM_S12019_V-86772951_ia">V/ Opc. PUT Opción Put s/ MiniIbex 9000 20/09/19</iic-com:OperativaDerivadosInstrumento>
<iic-com:OperativaDerivadosObligacionesRVImporte contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">45000</iic-com:OperativaDerivadosObligacionesRVImporte>
<iic-com:XCode_OperativaDerivadosObjetivo_02 contextRef="FIM_S12019_V-86772951_ia">02</iic-com:XCode_OperativaDerivadosObjetivo_02>
</iic-com:OperativaDerivadosObligacionesRV>
<iic-com:OperativaDerivadosObligacionesRVImporteTotal contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">2674921</iic-com:OperativaDerivadosObligacionesRVImporteTotal>
<iic-com:OperativaDerivadosObligacionesImporteTotal contextRef="FIM_S12019_V-86772951_ia" decimals="0" unitRef="euro">2674921</iic-com:OperativaDerivadosObligacionesImporteTotal>
</iic-com:OperativaDerivadosPosiciones>
</iic-fim:InversionesFinancierasFIM>
<iic-fim:HechosRelevantesFIM>
<iic-com-fon:HechoRelevanteSuspensionSuscripciones contextRef="FIM_S12019_V-86772951_da">false</iic-com-fon:HechoRelevanteSuspensionSuscripciones>
<iic-com-fon:HechoRelevanteReanudacionSuscripciones contextRef="FIM_S12019_V-86772951_da">false</iic-com-fon:HechoRelevanteReanudacionSuscripciones>
<iic-com-fon:HechoRelevanteReembolsoPatrimonio contextRef="FIM_S12019_V-86772951_da">false</iic-com-fon:HechoRelevanteReembolsoPatrimonio>
<iic-com:HechoRelevanteEndeudamiento contextRef="FIM_S12019_V-86772951_da">false</iic-com:HechoRelevanteEndeudamiento>
<iic-com-fon:HechoRelevanteCambioGestora contextRef="FIM_S12019_V-86772951_da">false</iic-com-fon:HechoRelevanteCambioGestora>
<iic-com-fon:HechoRelevanteCambioDepositaria contextRef="FIM_S12019_V-86772951_da">false</iic-com-fon:HechoRelevanteCambioDepositaria>
<iic-com-fon:HechoRelevanteCambioControlGestora contextRef="FIM_S12019_V-86772951_da">false</iic-com-fon:HechoRelevanteCambioControlGestora>
<iic-com:HechoRelevanteCambioEsencial contextRef="FIM_S12019_V-86772951_da">false</iic-com:HechoRelevanteCambioEsencial>
<iic-com-fon:HechoRelevanteAutorizacionFusion contextRef="FIM_S12019_V-86772951_da">false</iic-com-fon:HechoRelevanteAutorizacionFusion>
<iic-com:HechoRelevanteOtros contextRef="FIM_S12019_V-86772951_da">false</iic-com:HechoRelevanteOtros>
</iic-fim:HechosRelevantesFIM>
<iic-com:ExplicacionHechosRelevantes contextRef="FIM_S12019_V-86772951_da">No aplicable.</iic-com:ExplicacionHechosRelevantes>
<iic-fim:OperacionesVinculadasFIM>
<iic-com-fon:OperacionesVinculadasParticipesSignificativos contextRef="FIM_S12019_V-86772951_da">false</iic-com-fon:OperacionesVinculadasParticipesSignificativos>
<iic-com-fon:OperacionesVinculadasModificacionesReglamento contextRef="FIM_S12019_V-86772951_da">false</iic-com-fon:OperacionesVinculadasModificacionesReglamento>
<iic-com:OperacionesVinculadasMismoGrupoDepoGest contextRef="FIM_S12019_V-86772951_da">false</iic-com:OperacionesVinculadasMismoGrupoDepoGest>
<iic-com:OperacionesVinculadasOperacionesConDepositario contextRef="FIM_S12019_V-86772951_da">true</iic-com:OperacionesVinculadasOperacionesConDepositario>
<iic-com:OperacionesVinculadasAvales contextRef="FIM_S12019_V-86772951_da">false</iic-com:OperacionesVinculadasAvales>
<iic-com:OperacionesVinculadasContrapartidaEnGrupo contextRef="FIM_S12019_V-86772951_da">false</iic-com:OperacionesVinculadasContrapartidaEnGrupo>
<iic-com:OperacionesVinculadasIngresosEnElGrupo contextRef="FIM_S12019_V-86772951_da">true</iic-com:OperacionesVinculadasIngresosEnElGrupo>
<iic-com:OperacionesVinculadasOtros contextRef="FIM_S12019_V-86772951_da">true</iic-com:OperacionesVinculadasOtros>
</iic-fim:OperacionesVinculadasFIM>
<iic-com:AnexoOperacionesVinculadas contextRef="FIM_S12019_V-86772951_da">D) Durante el periodo se han realizado operaciones simultáneas de compra con el depositario, por un total de 6.064.189,02 euros (120,11% del patrimonio medio del periodo) y vencimiento de un total de 7.965.985,20euros (157,78% del patrimonio medio del periodo). Los gastos asociados a esta operativa son 15 euros. &#13;
G) Durante el periodo, se han percibido ingresos por entidades del grupo de la gestora que tienen como origen comisiones o gastos satisfechos por la IIC, que representan los siguientes porcentajes sobre el patrimonio medio de la IIC durante el periodo:&#13;
Corretajes: 0,004%&#13;
H) Otras operaciones vinculadas:&#13;
1.- Remuneración de las cuentas corrientes de la IIC con Inversis Banco SA: -0,40% suponiendo en el periodo 2442,69 euros.</iic-com:AnexoOperacionesVinculadas>
<iic-com:ExplicacionInformePeriodico contextRef="FIM_S12019_V-86772951_da">1.- SITUACIÓN DE LOS MERCADOS Y EVOLUCIÓN DEL FONDO&#13;
a) Visión de la gestora sobre la situación de los mercados&#13;
&#13;
Finalizamos el primer semestre de 2019  con movimientos políticos y económicos tras la tregua acordada entre Estados Unidos y China en la cumbre del G20 con el fin de retomar las negociaciones y alcanzar un acuerdo en el mes de Diciembre. En cuanto al Brexit, Boris Johnson y Jeremy Hunt fueron elegidos como los candidatos a Primer Ministro británico, siendo el primero de ellos el presunto favorito para liderar a Reino Unido en las negociaciones con la UE. Por otro lado, se confirmaron los relevos en las principales autoridades de la Unión Europea destacando el nombramiento de Christine Lagarde como sucesora de Mario Draghi al frente del Banco Central Europeo. En España, continuamos con un gobierno en funciones y persisten las negociaciones entre los partidos políticos en todo el territorio nacional. &#13;
En el plano macroeconómico, en el semestre se ha confirmado la desaceleración industrial alcanzando también a EE UU, mientras que el frente de servicios de las distintas economías (empleo, consumo) mantiene cierta resistencia que evita un debilitamiento mayor de la actividad. &#13;
&#13;
En lo que respecta a los Bancos Centrales, Powell pasó de mostrarse más cauto en cuanto a una nueva subida de tipos en enero a reconocer en sus declaraciones de finales del semestre la posibilidad de un recorte en los tipos de interés en julio en torno a los 25 puntos básicos debido a las incertidumbres. El Banco Central Europeo anunció la posibilidad de nuevas medidas de estímulo monetario (bajadas de tipos, reactivación del QE…) ante la ausencia de presiones inflacionistas en el viejo continente y el temor a una agravación de la guerra comercial.&#13;
&#13;
En el plano de la renta fija gubernamental norteamericana, se han producido compras tanto en los tramos cortos como largos de la curva, especialmente en los cortos. Por el lado de la renta fija europea se han producido compras moderadas en los tramos a corto plazo, siendo los bonos a 10 años el foco de las compras, tanto en los países periféricos como en Alemania. En cuanto a la renta fija corporativa, en Estados Unidos compras centradas en los bonos Investment Grade. En la zona euro, por el contrario, las compras se centraron en los bonos High Yield.&#13;
&#13;
Por el lado de la renta variable, los principales índices europeos han finalizado el semestre con subidas por encima del 15%  del CAC 40 francés, el DAX alemán y el EuroStoxx 50. El Ibex, a pesar de cerrar el semestre con subidas, sigue rezagado con respecto a los demás índices europeos. Respecto a Wall Street, los índices norteamericanos cierran un semestre histórico en cuanto a subidas, con el índice Nasdaq en el primer puesto. En cuanto a los sectores, conviene destacar el comportamiento especialmente positivo de los sectores alimentación e industrial, en contraste con las caídas de los sectores de telecomunicaciones y bancario, este último fuertemente perjudicado por la política monetaria del BCE. &#13;
En el mercado de materias primas, subidas en la cotización del petróleo con el precio del de Brent por encima de los 64 dólares el barril. Finalmente, con relación al mercado de divisas, el euro se depreció ligeramente frente al dólar y cerró el semestre en torno a los 1,14 dólares por unidad de euro.&#13;
&#13;
b) Decisiones generales de inversión adoptadas &#13;
&#13;
En este contexto tan positivo para el conjunto de activos tanto de renta fija como de renta variable durante el semestre, mantenemos una visión más cauta al acercarnos a los objetivos marcados para cada uno de los activos.&#13;
&#13;
La cartera termina el periodo con una exposición a fondos de inversión del 73,10%. La cartera ha aumentado el cash hasta el 18,50%. La gesion directa en la renta fijaha pasado del 37% a 0% siendo sustituida por la gestion mediante fondos de inversión con exposición a Renta Fija&#13;
La inversión en renta variable directa ha pasado del 0,73% al principio del periodo al 6,31% La exposición a la divisa Euro  ha sido del 94,34% . El resto corresponde a US dolar. La exposición a los estilos de inversión principales en la cartera son Momentum de precios y Value.&#13;
En cuanto a divisas, reducimos nuestra visión y exposición sobre el USD en vistas de una posible depreciación del mismo y abrimos la puerta a la inversión en divisas como la libra esterlina cuando llegue a niveles del 0,.91 EUR/GBP.&#13;
&#13;
c)  Índice de referencia&#13;
&#13;
No tiene índice de referencia. La rentabilidad de la letra del Tesoro a 1 año del +0,02% frente a la rentabilidad de la IIC del 4,97%.&#13;
&#13;
d) Evolución del patrimonio, partícipes, rentabilidad y gastos de del fondo&#13;
&#13;
En el primer semestre el patrimonio ha subido un 3,89% y el número de partícipes ha subido un 1,21%. Durante el primer semestre la IIC ha obtenido una rentabilidad positiva del 4,97% y ha soportado unos gastos de 0,82% sobre el patrimonio medio de los cuales el 0,11% corresponden a gastos indirectos. &#13;
&#13;
e) Rendimiento del fondo en comparación con el resto de fondos de la Gestora&#13;
&#13;
Durante el periodo  analizado la rentabilidad media de los fondos de la misma categoría gestionados por la entidad gestora ha sido de 5,47%.&#13;
&#13;
2. INFORMACIÓN SOBRE LAS INVERSIONES&#13;
&#13;
a) Inversiones concretas realizadas durante el periodo&#13;
&#13;
Los principales fondos comprados durante el periodo han sido DWS floating rate 8.79%, GRPA AM ultra ST 5.85% y bIGS Global Multi Asset 3.92%. Asi mismo, las principales ventas fueron Sextant Grand Large, Renta 4 Latinoamerica, Parvest Equity.&#13;
&#13;
b) Operativa de préstamo de valores &#13;
&#13;
No aplicable&#13;
&#13;
c) Operativa en derivados  y adquisición temporal de activos&#13;
&#13;
La IIC aplica la metodología del compromiso para calcular la exposición total al riesgo de mercado. Dentro de este cálculo no se consideran las operaciones a plazo que correspondan a la operativa habitual de contado del mercado en el que se realicen, aquellas en las que el diferimiento de la adquisición sea forzoso, las permutas de retorno total, ni las estrategias de gestión con derivados en las que no se genere una exposición adicional. Las operativas anteriormente descritas pueden comportar riesgos de mercado y contrapartida.&#13;
&#13;
Durante el semestre de referencia, la IIC ha operado con instrumentos derivados, Futuro s/DJ Euro Stoxx 50 150319,Opción Call s/AXA 20.5 21/06/19,,Futuro s/MiDAX 15/03/2019, Opción Call s/ MiniIbex  mar 2019, Opción Put s/ MiniIbex mar 2019, Opción Call s/Infineon 19 jun 2019, Opción Call s/ MiniIbex 9200 sep 2019. En resultado en derivados en el semestre ha sido de un 1,35% sobre el patrimonio medio.&#13;
&#13;
El apalancamiento medio durante el periodo  ha sido de 72,10%,como consecuencia de la inversión en derivados y en otras IIC´s. &#13;
&#13;
d) Otra información sobre inversiones&#13;
&#13;
Al final del semestre el porcentaje sobre el patrimonio en IIC es de un 73,58% y las posiciones más significativas son: Deutsche Floating Rate Notes (8,89%), Groupama Asset Management - Cash Equivalent (5,92%), y Investec Global Strategy Fund Ltd - Global Multi-Asset Income Fund (3,97%). &#13;
&#13;
En el apartado de inversión en otras IIC, se utiliza criterios de selección tanto cuantitativos como cualitativos, centrándose en fondos con suficiente historia para poder analizar su comportamiento en diferentes situaciones de mercado. Las políticas de gestión de los fondos comprados deben ser coherentes con la estrategia de cada una de las instituciones.&#13;
&#13;
En la IIC no hay activos en situación morosa, dudosa o en litigio.&#13;
&#13;
No existen activos que pertenezcan al artículo 48.1 j) del RD 1082/2012.&#13;
&#13;
3.- EVOLUCIÓN DEL OBJETIVO CONCRETO DE RENTABILIDAD&#13;
&#13;
No aplicable&#13;
&#13;
4.- RIESGO ASUMIDO POR EL FONDO&#13;
&#13;
La volatilidad es una medida de riesgo que mide cómo la rentabilidad del fondo se ha desviado de su media histórica. Una desviación alta significa que las rentabilidades del fondo han experimentado en el pasado fuertes variaciones, mientras que una desviación baja indica que esas rentabilidades han sido mucho más estables en el tiempo. La IIC tiene recogido en su folleto un límite por volatilidad máxima anualizada del 10%. La volatilidad del fondo ha sido del 3,06% (anualizada), mientras que la del Ibex 35 ha sido del 11,76% y la de la Letra del Tesoro a un año ha sido de 0,73%, debido a que ha mantenido activos de menor riesgo que el IBEX. El VaR histórico es una medida que asume que el pasado se repetirá en el futuro e indica lo máximo que se podría perder, con un nivel de confianza del 99% en un plazo de un mes, teniendo en cuenta los activos que componen la cartera en un momento determinado. El VaR histórico al final del periodo del fondo ha sido del 2,94%.&#13;
&#13;
5.- EJERCICIO DERECHOS POLITICOS. &#13;
&#13;
La política establecida por Andbank Wealth Management, S.G.I.I.C., S.A.U. tiene por objeto aplicar una estrategia adecuada y efectiva para asegurar que los derechos de voto inherentes a los valores que integren las carteras de las instituciones gestionadas, tanto de emisores españoles como extranjeros, se ejerzan en interés de la institución gestionada y de los clientes, partícipes y/o accionistas.&#13;
&#13;
El Consejo de Administración establecerá los criterios para la Asistencia a Juntas de Administración de las sociedades a las que tenga derecho de asistencia, en representación de las instituciones gestionada, o para su delegación.&#13;
&#13;
Andbank Wealth Management, S.G.I.I.C., S.A.U., ejerce los derechos de asistencia y voto en las Juntas Generales de las sociedades españolas, en las que sus IIC bajo gestión tienen con más de un año de antigüedad, una participación superior al 1% del capital social. En general se delega el derecho de asistencia y voto a las Juntas Generales de las sociedades en el Presidente del Consejo de Administración u otro miembro del Consejo. Si en algún caso no fuera así, se informará del sentido del voto en los informes periódicos a partícipes.&#13;
&#13;
&#13;
6.- INFORMACION Y ADVERTENCIAS CNMV.&#13;
&#13;
No aplicable&#13;
&#13;
7.- ENTIDADES BENEFICIARIAS DE LA SICAV SOLIDADARIA E IMPORTE CEDIDO A LAS MISMAS&#13;
&#13;
No Aplicable&#13;
&#13;
8.- COSTES DERIVADOS DEL SERVICIO DE ANALISIS.&#13;
&#13;
No aplicable&#13;
&#13;
&#13;
9.- COMPARTIMENTOS DE PROPÓSITO ESPECIAL&#13;
&#13;
No aplicable&#13;
&#13;
&#13;
10.- PERSPECTIVAS DE MERCADO Y ACTUACIÓN PREVISIBLE DEL FONDO &#13;
Continuaremos aplicando una política de gestión activa y flexible. Entendemos que existen buenas oportunidades en los mercados e intentaremos aportar rentabilidad con niveles de riesgo controlados.&#13;
&#13;
</iic-com:ExplicacionInformePeriodico>
<iic-com:AdvertenciasCNMV contextRef="FIM_S12019_V-86772951_da">No aplicable.</iic-com:AdvertenciasCNMV>
<iic-com:InformacionPoliticaRemuneracion contextRef="FIM_S12019_V-86772951_da">No existe información sobre política de remuneración</iic-com:InformacionPoliticaRemuneracion>
<iic-com:InformacionReglamentoUE_2015_2365 contextRef="FIM_S12019_V-86772951_da">No existe información sobre operaciones de financiación de valores, reutilización de las garantías y swaps de rendimiento total</iic-com:InformacionReglamentoUE_2015_2365>
</iic-fim:DatosFondoCompartimentoFIM>
</iic-fim:InformeFIM>
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