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<iic-com-fon:ComisionDepositarioCobrada contextRef="FIM_T32021_V-86025251_daa" decimals="2" unitRef="euro">0.07</iic-com-fon:ComisionDepositarioCobrada>
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<iic-com-fon:XCode_SistemaImputacionComisionGestion_01 contextRef="FIM_T32021_V-86025251_da">01</iic-com-fon:XCode_SistemaImputacionComisionGestion_01>
</iic-com-fon:ComisionesAplicadas>
</iic-com-fon:DatosGeneralesClase>
<iic-fim:RentabilidadClaseFIM>
<iic-com:RentabilidadIIC contextRef="FIM_T32021_V-86025251_daa" decimals="2" unitRef="pure">7.16</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC contextRef="FIM_T32021_V-86025251_da" decimals="2" unitRef="pure">1.18</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC contextRef="FIM_T32021_V-86025251_dpp" decimals="2" unitRef="pure">0.35</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC contextRef="FIM_T32021_V-86025251_dpq2" decimals="2" unitRef="pure">5.53</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC contextRef="FIM_T32021_V-86025251_dpq3" decimals="2" unitRef="pure">8.22</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC contextRef="FIM_T32021_V-86025251_dpy" decimals="2" unitRef="pure">2.27</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC contextRef="FIM_T32021_V-86025251_dpy2" decimals="2" unitRef="pure">2.35</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC contextRef="FIM_T32021_V-86025251_dpy3" decimals="2" unitRef="pure">-0.19</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC contextRef="FIM_T32021_V-86025251_dpy5" decimals="2" unitRef="pure">3.60</iic-com:RentabilidadIIC>
</iic-fim:RentabilidadClaseFIM>
<iic-com-fon:RentabilidadExtremaClase>
<iic-com-fon:RentabilidadMinimaValor contextRef="FIM_T32021_V-86025251_da" decimals="2" unitRef="pure">-0.39</iic-com-fon:RentabilidadMinimaValor>
<iic-com-fon:RentabilidadMinimaValor contextRef="FIM_T32021_V-86025251_dpy" decimals="2" unitRef="pure">-0.39</iic-com-fon:RentabilidadMinimaValor>
<iic-com-fon:RentabilidadMinimaValor contextRef="FIM_T32021_V-86025251_dly3" decimals="2" unitRef="pure">-2.13</iic-com-fon:RentabilidadMinimaValor>
<iic-com-fon:RentabilidadMinimaFecha contextRef="FIM_T32021_V-86025251_da">2021-07-07</iic-com-fon:RentabilidadMinimaFecha>
<iic-com-fon:RentabilidadMinimaFecha contextRef="FIM_T32021_V-86025251_dpy">2021-07-07</iic-com-fon:RentabilidadMinimaFecha>
<iic-com-fon:RentabilidadMinimaFecha contextRef="FIM_T32021_V-86025251_dly3">2020-03-12</iic-com-fon:RentabilidadMinimaFecha>
<iic-com-fon:RentabilidadMaximaValor contextRef="FIM_T32021_V-86025251_da" decimals="2" unitRef="pure">0.37</iic-com-fon:RentabilidadMaximaValor>
<iic-com-fon:RentabilidadMaximaValor contextRef="FIM_T32021_V-86025251_dpy" decimals="2" unitRef="pure">1.06</iic-com-fon:RentabilidadMaximaValor>
<iic-com-fon:RentabilidadMaximaValor contextRef="FIM_T32021_V-86025251_dly3" decimals="2" unitRef="pure">1.38</iic-com-fon:RentabilidadMaximaValor>
<iic-com-fon:RentabilidadMaximaFecha contextRef="FIM_T32021_V-86025251_da">2021-09-28</iic-com-fon:RentabilidadMaximaFecha>
<iic-com-fon:RentabilidadMaximaFecha contextRef="FIM_T32021_V-86025251_dpy">2021-02-08</iic-com-fon:RentabilidadMaximaFecha>
<iic-com-fon:RentabilidadMaximaFecha contextRef="FIM_T32021_V-86025251_dly3">2020-11-09</iic-com-fon:RentabilidadMaximaFecha>
</iic-com-fon:RentabilidadExtremaClase>
<iic-com:PeriodicidadCalculoVL>
<iic-com:XCode_PeriodicidadCalculoVL_01 contextRef="FIM_T32021_V-86025251_da">01</iic-com:XCode_PeriodicidadCalculoVL_01>
</iic-com:PeriodicidadCalculoVL>
<iic-fim:MedidasRiesgoFIM>
<iic-com-fon:VolatilidadValorLiquidativo contextRef="FIM_T32021_V-86025251_daa" decimals="2" unitRef="pure">2.88</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo contextRef="FIM_T32021_V-86025251_da" decimals="2" unitRef="pure">2.50</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo contextRef="FIM_T32021_V-86025251_dpp" decimals="2" unitRef="pure">2.63</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo contextRef="FIM_T32021_V-86025251_dpq2" decimals="2" unitRef="pure">3.35</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo contextRef="FIM_T32021_V-86025251_dpq3" decimals="2" unitRef="pure">5.20</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo contextRef="FIM_T32021_V-86025251_dpy" decimals="2" unitRef="pure">5.85</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo contextRef="FIM_T32021_V-86025251_dpy2" decimals="2" unitRef="pure">2.23</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo contextRef="FIM_T32021_V-86025251_dpy3" decimals="2" unitRef="pure">1.57</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo contextRef="FIM_T32021_V-86025251_dpy5" decimals="2" unitRef="pure">3.70</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadIbex contextRef="FIM_T32021_V-86025251_daa" decimals="2" unitRef="pure">15.56</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex contextRef="FIM_T32021_V-86025251_da" decimals="2" unitRef="pure">16.21</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex contextRef="FIM_T32021_V-86025251_dpp" decimals="2" unitRef="pure">13.98</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex contextRef="FIM_T32021_V-86025251_dpq2" decimals="2" unitRef="pure">16.53</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex contextRef="FIM_T32021_V-86025251_dpq3" decimals="2" unitRef="pure">25.56</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex contextRef="FIM_T32021_V-86025251_dpy" decimals="2" unitRef="pure">34.16</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex contextRef="FIM_T32021_V-86025251_dpy2" decimals="2" unitRef="pure">12.41</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex contextRef="FIM_T32021_V-86025251_dpy3" decimals="2" unitRef="pure">13.67</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex contextRef="FIM_T32021_V-86025251_dpy5" decimals="2" unitRef="pure">25.83</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadLetrasTesoro contextRef="FIM_T32021_V-86025251_daa" decimals="2" unitRef="pure">0.28</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro contextRef="FIM_T32021_V-86025251_da" decimals="2" unitRef="pure">0.28</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro contextRef="FIM_T32021_V-86025251_dpp" decimals="2" unitRef="pure">0.18</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro contextRef="FIM_T32021_V-86025251_dpq2" decimals="2" unitRef="pure">0.36</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro contextRef="FIM_T32021_V-86025251_dpq3" decimals="2" unitRef="pure">0.52</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro contextRef="FIM_T32021_V-86025251_dpy" decimals="2" unitRef="pure">0.53</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro contextRef="FIM_T32021_V-86025251_dpy2" decimals="2" unitRef="pure">0.25</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro contextRef="FIM_T32021_V-86025251_dpy3" decimals="2" unitRef="pure">0.24</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro contextRef="FIM_T32021_V-86025251_dpy5" decimals="2" unitRef="pure">0.37</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadVaRHistorica contextRef="FIM_T32021_V-86025251_daa" decimals="2" unitRef="pure">3.09</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica contextRef="FIM_T32021_V-86025251_da" decimals="2" unitRef="pure">3.09</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica contextRef="FIM_T32021_V-86025251_dpp" decimals="2" unitRef="pure">3.06</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica contextRef="FIM_T32021_V-86025251_dpq2" decimals="2" unitRef="pure">3.16</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica contextRef="FIM_T32021_V-86025251_dpq3" decimals="2" unitRef="pure">3.40</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica contextRef="FIM_T32021_V-86025251_dpy" decimals="2" unitRef="pure">3.40</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica contextRef="FIM_T32021_V-86025251_dpy2" decimals="2" unitRef="pure">2.08</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica contextRef="FIM_T32021_V-86025251_dpy3" decimals="2" unitRef="pure">2.05</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica contextRef="FIM_T32021_V-86025251_dpy5" decimals="2" unitRef="pure">2.05</iic-com-fon:VolatilidadVaRHistorica>
</iic-fim:MedidasRiesgoFIM>
<iic-fim:GastosClaseFIM>
<iic-com:RatioTotalGastos contextRef="FIM_T32021_V-86025251_daa" decimals="2" unitRef="pure">0.73</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos contextRef="FIM_T32021_V-86025251_da" decimals="2" unitRef="pure">0.25</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos contextRef="FIM_T32021_V-86025251_dpp" decimals="2" unitRef="pure">0.24</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos contextRef="FIM_T32021_V-86025251_dpq2" decimals="2" unitRef="pure">0.24</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos contextRef="FIM_T32021_V-86025251_dpq3" decimals="2" unitRef="pure">0.24</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos contextRef="FIM_T32021_V-86025251_dpy" decimals="2" unitRef="pure">0.99</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos contextRef="FIM_T32021_V-86025251_dpy2" decimals="2" unitRef="pure">0.93</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos contextRef="FIM_T32021_V-86025251_dpy3" decimals="2" unitRef="pure">0.90</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos contextRef="FIM_T32021_V-86025251_dpy5" decimals="2" unitRef="pure">0.90</iic-com:RatioTotalGastos>
<iic-com:RatioGastosEstimado contextRef="FIM_T32021_V-86025251_da">false</iic-com:RatioGastosEstimado>
</iic-fim:GastosClaseFIM>
<iic-com:EvolucionValorLiquidativo>
<iic-com:NombreFicheroAdjunto contextRef="FIM_T32021_V-86025251_da">4047112C0910202131315250.jpg</iic-com:NombreFicheroAdjunto>
<iic-com:TipoMimeFicheroAdjunto contextRef="FIM_T32021_V-86025251_da">jpg</iic-com:TipoMimeFicheroAdjunto>
<iic-com:ContenidoFicheroAdjunto 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u/Ba+K/CHgWfSfhVoniTT7HxF4JluvC66xp+g2GsWVn4s8IvNpQuYLfxFoDMmpWnzh8Sv2Vf2hPjB4w0zQfiN+1L4X139mjRfj/wDCn9ofTPh3b/s72mjfHZNd+CPxy8H/ALRHww+Hl58etK+LFt8Prr4WeGPiF4D8KaaLaP8AZotfibrPgbRrfRvEXxT1fxJd6z4y1YA+W/2ZPjv+0Lqmnf8ABNf9o3x9+0L4y+I3g7/gprLG1x8BNb+H3wR0X4f/AAOh+I/7H/xr/bT+HK/C7xH4H+HHhL4s58HeF/g3J8OvEw+KnxH+L58U3WutrVnJoM1rGT9P/tlEL+0R/wAEn3OSE/b++IxIVWdiD/wS0/4KVKNqIGdzlgSEViF3OQEVmGD8Cv2IPiX8L9a/Z68N+OPjr4B+IH7Pv7G8+qT/ALKPw38O/AC/+HvxF8GBfhd44+A3geD4m/Fi5+Nvjnw78RIPh58DviP4w+H2ir4O+D/wfbUxf2uueIH1K8szDcb/AO2R/wAnFf8ABJ3/ALP/APiP/wCusv8AgpZQB97/AGmP+7cf+Al3/wDGaPtMf924/wDAS7/+M1YooAr/AGmP+7cf+Al3/wDGaPtMf924/wDAS7/+M1YooAr/AGmP+7cf+Al3/wDGaPtMf924/wDAS7/+M1YooAr/AGmP+7cf+Al3/wDGaPtMf924/wDAS7/+M1YooAr/AGmP+7cf+Al3/wDGaPtMf924/wDAS7/+M1YooAr/AGmP+7cf+Al3/wDGaPtMf924/wDAS7/+M1YooAr/AGmP+7cf+Al3/wDGaPtMf924/wDAS7/+M1YooAr/AGmP+7cf+Al3/wDGaPtMf924/wDAS7/+M1YooAr/AGmP+7cf+Al3/wDGaPtMf924/wDAS7/+M1YooAr/AGmP+7cf+Al3/wDGaPtMf924/wDAS7/+M1YooAr/AGmP+7cf+Al3/wDGaPtMf924/wDAS7/+M1YooAr/AGmP+7cf+Al3/wDGaPtMf924/wDAS7/+M1YooAr/AGmP+7cf+Al3/wDGaPtMf924/wDAS7/+M1YooAr/AGmP+7cf+Al3/wDGaPtMf924/wDAS7/+M1YooAr/AGmP+7cf+Al3/wDGaPtMf924/wDAS7/+M1YooAr/AGmP+7cf+Al3/wDGaPtMf924/wDAS7/+M1YooAr/AGmP+7cf+Al3/wDGaPtMf924/wDAS7/+M1YooAr/AGmP+7cf+Al3/wDGaPtMf924/wDAS7/+M1YooAr/AGmP+7cf+Al3/wDGaPtMf924/wDAS7/+M1YooAr/AGmP+7cf+Al3/wDGaPtMf924/wDAS7/+M1YooAr/AGmP+7cf+Al3/wDGaPtMf924/wDAS7/+M1YooAr/AGmP+7cf+Al3/wDGaPtMf924/wDAS7/+M1YooAr/AGmP+7cf+Al3/wDGaPtMf924/wDAS7/+M1YooA5Xxfcx/wDCJ+KPluP+Rd1v/l0uh/zDbnuYcV/BjX963i//AJFLxR/2Lut/+my6r+Cmv6y+jL/u/GX/AF+yH/0jNz+GPpk/7z4e/wDXjij/ANOZAFf3taDcx/2Fovy3H/IJ07/l0uv+fOH/AKY1/BLX98Wgf8gLRf8AsE6d/wCkcNT9Jv8AhcF/9fOIP/SclK+hr/H8Q/8Ar1wr/wCl8RF77TH/AHbj/wABLv8A+M0faY/7tx/4CXf/AMZqxRX8nn9ylf7TH/duP/AS7/8AjNH2mP8Au3H/AICXf/xmrFFAFf7TH/duP/AS7/8AjNH2mP8Au3H/AICXf/xmrFFAFf7TH/duP/AS7/8AjNH2mP8Au3H/AICXf/xmrFFAFf7TH/duP/AS7/8AjNH2mP8Au3H/AICXf/xmrFFAFf7TH/duP/AS7/8AjNH2mP8Au3H/AICXf/xmrFFAFf7TH/duP/AS7/8AjNH2mP8Au3H/AICXf/xmrFFAFf7TH/duP/AS7/8AjNH2mP8Au3H/AICXf/xmrFFAFf7TH/duP/AS7/8AjNH2mP8Au3H/AICXf/xmrFFAFf7TH/duP/AS7/8AjNH2mP8Au3H/AICXf/xmrFFAFf7TH/duP/AS7/8AjNeD/s0MG+HPiJhkA/H79rAjcrK3P7U3xk6qwDKfUEAjuK+gK8A/Zq/5J14j/wCy/wD7WH/rU3xkoA9/ooooAKKKKACiiigAr4A/bI/5OK/4JO/9n/8AxH/9dZf8FLK+/wCvgD9sj/k4r/gk7/2f/wDEf/11l/wUsoA+/wCiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA53xf/yKXij/ALF3W/8A02XVfwU1/et4v/5FLxR/2Lut/wDpsuq/gpr+svoy/wC78Zf9fsh/9Izc/hj6ZP8AvPh7/wBeOKP/AE5kAV/fFoH/ACAtF/7BOnf+kcNfwO1/fFoH/IC0X/sE6d/6Rw1P0m/4XBf/AF84g/8ASclK+hr/AB/EP/r1wr/6XxEa1FFFfyef3KFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFeAfs1f8k68R/9l/8A2sP/AFqb4yV7/XgH7NX/ACTrxH/2X/8Aaw/9am+MlAHv9FFFABXPeLfFvhTwB4V8S+OvHfibw94K8EeC9A1jxX4x8ZeLda03w54V8J+FvD2n3Gr6/wCJfEviHWLmy0jQtA0PSrS71PWNZ1S8tdO0zT7W4vb25gtoJZV6Gvir/gof4H1z4m/sh/E74b+HfHPwh+HWo+P9Z+EnguTxR8dtevPDnwxXR/FHxp+HeieIvD2t32nxPqF7q3jXw9e6p4L8F+GrC40q98Y+OPEHhzwjaeIfDVxrcfiDTAD1b4F/tY/ssftQf8JT/wAM0ftLfs//ALRH/CD/ANif8Jr/AMKL+Mnw6+Lf/CH/APCTf2v/AMI3/wAJT/wgHiPxB/wj/wDwkH/CP69/Yn9rfZP7V/sTV/sH2j+zbzydIftL/s4H4yt+zmP2gPgkf2hEshqb/AgfFbwIfjKumtpy6wuoN8MP7e/4TdbJtJZdUF2dDEB05lvRJ9mIlPi37OPxm+L2p/G/46/swfHbxH8JviJ8SPgj8OfgJ8Wbv4m/BTwB4n+EvgzVNB/aD1/49eH9E8E6n8MfGPxd+O2veGfG3g5/gHqOt6vdSfE7VrLX/DfjvwbqtppWhtJPbS/nvDaTt+yfezRRaLL8ZYf+C7kd3eE/2RP4qgtn/wCC1tnYRS4ffdQax/wwhNZxjygmrJ8HJd5xpTyOQD9cfBP7S/7OHxL+I3jL4O/Dn9oD4JeP/i58OWuk+IXws8E/FbwJ4q+I3gR7G8TTr1PGXgjQtev/ABN4Xaz1CSOxul1vTLE2946WswSdlQ/Nv7ZH/JxX/BJ3/s//AOI//rrL/gpZXxB+y9aTp+z3/wAG90+nxaK3xBiuoYvjVNYf2RPr8V1ff8E0/wBqq5/aKj1WaDfdx+b+1ZbeBP8AhY62jKg+I0WixawBerboPt79soFv2iP+CT6hihb9v74jAOu0shH/AAS0/wCClTEqHDISQCh3o42sxAD7WUA/QCiq/kyf8/dx/wB82n/yNR5Mn/P3cf8AfNp/8jUAWKKr+TJ/z93H/fNp/wDI1Hkyf8/dx/3zaf8AyNQBYoqv5Mn/AD93H/fNp/8AI1Hkyf8AP3cf982n/wAjUAWKKr+TJ/z93H/fNp/8jUeTJ/z93H/fNp/8jUAWKKr+TJ/z93H/AHzaf/I1Hkyf8/dx/wB82n/yNQBYoqv5Mn/P3cf982n/AMjUeTJ/z93H/fNp/wDI1AFiiq/kyf8AP3cf982n/wAjUeTJ/wA/dx/3zaf/ACNQBYoqv5Mn/P3cf982n/yNR5Mn/P3cf982n/yNQBYoqv5Mn/P3cf8AfNp/8jUeTJ/z93H/AHzaf/I1AFiiq/kyf8/dx/3zaf8AyNR5Mn/P3cf982n/AMjUAWKKr+TJ/wA/dx/3zaf/ACNR5Mn/AD93H/fNp/8AI1AFiiq/kyf8/dx/3zaf/I1Hkyf8/dx/3zaf/I1AFiiq/kyf8/dx/wB82n/yNR5Mn/P3cf8AfNp/8jUAWKKr+TJ/z93H/fNp/wDI1Hkyf8/dx/3zaf8AyNQBYoqv5Mn/AD93H/fNp/8AI1Hkyf8AP3cf982n/wAjUAWKKr+TJ/z93H/fNp/8jUeTJ/z93H/fNp/8jUAWKKr+TJ/z93H/AHzaf/I1Hkyf8/dx/wB82n/yNQBYoqv5Mn/P3cf982n/AMjUeTJ/z93H/fNp/wDI1AFiiq/kyf8AP3cf982n/wAjUeTJ/wA/dx/3zaf/ACNQBYoqv5Mn/P3cf982n/yNR5Mn/P3cf982n/yNQBYoqv5Mn/P3cf8AfNp/8jUeTJ/z93H/AHzaf/I1AFiiq/kyf8/dx/3zaf8AyNR5Mn/P3cf982n/AMjUAWKKr+TJ/wA/dx/3zaf/ACNR5Mn/AD93H/fNp/8AI1AGL4v/AORS8Uf9i7rf/psuq/gpr+87xfDJ/wAIn4o/0u4P/FO63xttf+gbc+ltmv4Ma/rL6Mv+78Zf9fsh/wDSM3P4Y+mT/vPh7/144o/9OZAFf3xaB/yAtF/7BOnf+kcNfwO1/e1oMMn9haL/AKXcf8gnTv4bX/nzh/6dqn6Tf8Lgv/r5xB/6TkpX0Nf4/iH/ANeuFf8A0viI3qKr+TJ/z93H/fNp/wDI1Hkyf8/dx/3zaf8AyNX8nn9yn5Z/8FCP29PiP+yF4x+HnhzwR4P8EeJbXxh4Z1TW76fxUmvPcW1xYaolhHFaHSNY0yMQvGxd/Ojlff8AddV+Wvz2/wCH2Xx//wCiVfB7/vz41/8Amrrf/wCC3CMnxS+CAaWSXPgDxFgyCIEf8VFHwPKjjGPqCfevxFr+1/DHw44IzrgTh7M804dwWMx+Lw2InicTVliVUqyhj8VSi5KFeENKdOEVaKVo+bv/AJ0eMvi74kcO+JvFeS5LxZmGX5XgcXhKeEwdGng3SoQqZXga84wdTDTm1KrVqTfNOTvJ9LJf1nf8E7v21vH37YkPxdk8c+FfB/hg/DyTwImmDwmmtIL0eK18YteG/wD7Y1XUyTbHw5a/Zvs5gx59x5vmfu9n6VV+A3/BDhGe2/ab2zSRYn+DmfLER3Zj+KOM+bFJ0xxt29TnPGP3x8mT/n7uP++bT/5Gr+bPFfKMtyLj/P8AKspwlPA5fhXlf1fC0nN06Xt8my7EVeV1JTn79etUqO8n703aysl/X/gdnub8TeFvC2d57jquZZrjo5y8Xja6pxq1vq/EGbYSjzKlCnTXs8PQo0lywXuwTd5XbsUVX8mT/n7uP++bT/5Go8mT/n7uP++bT/5Gr87P1gsUVX8mT/n7uP8Avm0/+RqPJk/5+7j/AL5tP/kagCxRVfyZP+fu4/75tP8A5Go8mT/n7uP++bT/AORqALFFV/Jk/wCfu4/75tP/AJGo8mT/AJ+7j/vm0/8AkagCxRVfyZP+fu4/75tP/kajyZP+fu4/75tP/kagCxRVfyZP+fu4/wC+bT/5Go8mT/n7uP8Avm0/+RqALFFV/Jk/5+7j/vm0/wDkajyZP+fu4/75tP8A5GoAsV4B+zV/yTrxH/2X/wDaw/8AWpvjJXu/kyf8/dx/3zaf/I1eD/s0Aj4c+IgWLEfH79rAFm2hm/4ym+MnJ2qq5PfCgegFAH0BRRRQAVh+JvDHhrxr4e1vwj4y8PaH4t8J+JdMvNF8R+GPE2k2GveHtf0bUYHttQ0nW9F1W3u9N1XTL62kkt7ywvrae1uYHeKeJ42ZTuUUAfMyfscfsx6R+z98U/2Xvh98EPhZ8G/gj8YvBfj3wL438BfBr4c+A/hv4bv9I+JPhrUPCfiy5Hhzw74btvDE2p6jo+p3MMt1qOh6hFcHYt9b3kAaB+oX9mL9mtPjO37R6fs9fA5f2h3tDYN8eV+E3gJfjO1i2ljQzZN8URoA8cNaHRQNINuddMJ0sDTyn2T9zXuNFAHh3gb9mL9mv4YfEfxl8Y/hp+z18Dvh58XfiL9s/wCFg/FTwN8JvAXhL4j+Ov7Rv4tV1D/hMvHGgaBp/ibxP9v1OGHUrz+29UvvtV/FFeT77iNZB84/tkf8nFf8Enf+z/8A4j/+usv+Cllff9fAH7ZH/JxX/BJ3/s//AOI//rrL/gpZQB9/0UUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAHO+L/+RS8Uf9i7rf8A6bLqv4Ka/vW8X/8AIpeKP+xd1v8A9Nl1X8FNf1l9GX/d+Mv+v2Q/+kZufwx9Mn/efD3/AK8cUf8ApzIAr++LQP8AkBaL/wBgnTv/AEjhr+B2v74tA/5AWi/9gnTv/SOGp+k3/C4L/wCvnEH/AKTkpX0Nf4/iH/164V/9L4iNaiiiv5PP7lP5xP8Agt3/AMlS+B//AGIHiL/1Io6/EKv29/4Ld/8AJUvgf/2IHiL/ANSKOvxCr/Q3we/5Nrwr/wBgmL/9WeNP8ofH/wD5PBxt/wBh2B/9U2Wn9Af/AAQ0/wCPb9pz/rv8G/8A0X8Uq/fWvwK/4Iaf8e37Tn/Xf4N/+i/ilX761/I/jb/yc/if1yb/ANZ/Kj+8Po5f8mY4M/w5/wD+tRnYUUUV+VH7cFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFeAfs1f8k68R/8AZf8A9rD/ANam+Mle/wBeAfs1f8k68R/9l/8A2sP/AFqb4yUAe/0UUUAFFFee/FVvisvgHX1+CEPw9l+KMy6ba+FpfirdeJLfwDpz3esafa6vrevweEbS58Q60vh/QJtV1zTfC2nXGgnxhrGn6f4VuvGHgey1i58Y6EAehUV8Vfs1/Fb4/X/xl+PX7O37Q2o/CTx94r+Dvg/4H/EbS/jD8Dvh94y+E3gXxJo/xvu/i9pifD/WPht43+K3xy1Xwv8AEb4e3Hwfl1zXvJ+KviCy1vwZ8SPhzr8Wm+HpdSm08/LPww/bI+Knx0/bE+K3wf8ABv7ZP/BPz4faH8NP2gda+Hulfso+J/hV4j8f/tjfED4ZfCaz8Kaf8W/Fdn4g0/8Abh+Gp8MXOueNrX4oaF4T1+T9l7xN4f8ABunaLpGsanYfEK3t7v8AtQA/XuvgD9sj/k4r/gk7/wBn/wDxH/8AXWX/AAUsrx79nf8Aa9/aP8bz/sT/ABd+J+ofAS8/Z/8A+Cis14vwL8DeBPhx8R/C/wAWfhPD4i/Z5+J/7V/wobx18Sde+Lnjfwl8WDr/AMF/hL4lj8XHS/hT8FD4a8W3Wm22nx69aeclewftlMqftEf8En3chUT9v74jF3YhVQH/AIJaf8FKkBZjgKC7KoJIBZlUckCgD9AKKr/a7T/n5t/+/wBH/wDFUfa7T/n5t/8Av9H/APFUAWKKr/a7T/n5t/8Av9H/APFUfa7T/n5t/wDv9H/8VQBYoqv9rtP+fm3/AO/0f/xVH2u0/wCfm3/7/R//ABVAFiiq/wBrtP8An5t/+/0f/wAVR9rtP+fm3/7/AEf/AMVQBYoqv9rtP+fm3/7/AEf/AMVR9rtP+fm3/wC/0f8A8VQBYoqv9rtP+fm3/wC/0f8A8VR9rtP+fm3/AO/0f/xVAFiiq/2u0/5+bf8A7/R//FUfa7T/AJ+bf/v9H/8AFUAWKKr/AGu0/wCfm3/7/R//ABVH2u0/5+bf/v8AR/8AxVAFiiq/2u0/5+bf/v8AR/8AxVH2u0/5+bf/AL/R/wDxVAFiiq/2u0/5+bf/AL/R/wDxVH2u0/5+bf8A7/R//FUAWKKr/a7T/n5t/wDv9H/8VR9rtP8An5t/+/0f/wAVQBYoqv8Aa7T/AJ+bf/v9H/8AFUfa7T/n5t/+/wBH/wDFUAWKKr/a7T/n5t/+/wBH/wDFV/Dr8c9Z1ZfjZ8YVj1XUVjX4p/EERql9chAg8W6uFCBZdoULgKBwBjHFfpvhp4cS8RMVmuGjnCyj+zKGGrubwDx/t/rNSrT5eVYzB+z5PZX5uafNzWtG13+N+MPi5DwmweR4ueQSz7+2cTjMMqcczWWfVvqlKhVc3J5fj/a+09tbl5afLy35pc1l/clRX8DX9taz/wBBbU//AAPuv/jtf2qfsiXsL/srfs4vPdxtM3wR+GLStLcK0rSHwdpBdpGdy5ctksWO4nJPNen4k+E8vDzAZbjpZ9HN/wC0MZUwnslljwPsfZ0XW9pzvH4z2l7cvLywtvzPY8bwg8c4eLGaZvlsOGJ5E8qwFHHOtLOFmXt/a4iOH9kqayvAez5W+bn553tbkV7r6Roqv9rtP+fm3/7/AEf/AMVR9rtP+fm3/wC/0f8A8VX4+fvpYoqv9rtP+fm3/wC/0f8A8VR9rtP+fm3/AO/0f/xVAFiiq/2u0/5+bf8A7/R//FUfa7T/AJ+bf/v9H/8AFUAWKKr/AGu0/wCfm3/7/R//ABVH2u0/5+bf/v8AR/8AxVAFiiq/2u0/5+bf/v8AR/8AxVH2u0/5+bf/AL/R/wDxVAFiiq/2u0/5+bf/AL/R/wDxVH2u0/5+bf8A7/R//FUAWKKr/a7T/n5t/wDv9H/8VR9rtP8An5t/+/0f/wAVQBYoqv8Aa7T/AJ+bf/v9H/8AFUfa7T/n5t/+/wBH/wDFUAWKKr/a7T/n5t/+/wBH/wDFUfa7T/n5t/8Av9H/APFUAYvi/wD5FLxR/wBi7rf/AKbLqv4Ka/vO8X3dqfCfigC5t8/8I7rf/LaP/oG3P+1X8GNf1l9GX/d+Mv8Ar9kP/pGbn8MfTJ/3nw9/68cUf+nMgCv74tA/5AWi/wDYJ07/ANI4a/gdr+9rQbu1/sLRf9Jt/wDkE6d/y2j/AOfOH/aqfpN/wuC/+vnEH/pOSlfQ1/j+If8A164V/wDS+Ijeoqv9rtP+fm3/AO/0f/xVH2u0/wCfm3/7/R//ABVfyef3Kfzmf8Fu/wDkqXwP/wCxA8Rf+pFHX4hV+3X/AAW4lil+KXwQMUkcgHgDxECY3VwD/wAJFHwSpOD9a/EWv9DfB7/k2vCv/YJi/wD1Z40/yh8f/wDk8HG3/Ydgf/VNlp/QH/wQ0/49v2nP+u/wb/8ARfxSr99a/Ab/AIIcTRRW37Tfmyxx7p/g5t8x1TdiP4o5xuIzjIzjpkZ61++P2u0/5+bf/v8AR/8AxVfyP42/8nP4n9cm/wDWfyo/vD6OX/JmODP8Of8A/rUZ2WKKr/a7T/n5t/8Av9H/APFUfa7T/n5t/wDv9H/8VX5UftxYoqv9rtP+fm3/AO/0f/xVH2u0/wCfm3/7/R//ABVAFiiq/wBrtP8An5t/+/0f/wAVR9rtP+fm3/7/AEf/AMVQBYoqv9rtP+fm3/7/AEf/AMVR9rtP+fm3/wC/0f8A8VQBYoqv9rtP+fm3/wC/0f8A8VR9rtP+fm3/AO/0f/xVAFiiq/2u0/5+bf8A7/R//FUfa7T/AJ+bf/v9H/8AFUAWKKr/AGu0/wCfm3/7/R//ABVH2u0/5+bf/v8AR/8AxVAFivAP2av+SdeI/wDsv/7WH/rU3xkr3f7Xaf8APzb/APf6P/4qvB/2aGVvhz4iZWDK3x+/awIZSCCD+1N8ZMEEZBB9RQB9AUUUUAFeO/tAS/H2L4OePW/Zc074Sap8fn0iOD4Z23x21/xd4Z+Eset3OoWVvcah401bwH4V8a+LV0/SdIl1HVbXTtG8O3M2uapZWGiXF9odnqNzrum+xUUAfnl8F1/a3+B/wI/aF8SfEr9nH4Mar8VtD8LeJfiv4UsPhV+1d8Rfjn4z/am+MVv4R1y71S0+JviXW/2H/wBnz/hXGpa5c+GvAPgfwWPAXgH4maPoPha4s/CnhLwF4V8KfDnwf4P1fifH37NP7THjjxDY/CnTfh9+xx8LfgFY/tj/AA2/a3uPjP8ACrWfH/hb4x67c/D79pjwr+0nqXh/Vf2e4PhP/wAIWPiV8V5fDM/w6+Mfx3f9pm+k8eWvinxv40uPhbYnxQ/gnTf1DooA/KP9nf8AZH/aN8Ft+xT8IPilofwB0v4C/wDBOueR/gP49+HnxS+JPiv4p/FW38Lfs6fFT9kr4XW/j74X+Jfgz4J8K/CxtM+DHxd8QX3i+bSPi/8AGM634z03T30xNI064mkt/Xf2yP8Ak4r/AIJO/wDZ/wD8R/8A11l/wUsr7/r4A/bI/wCTiv8Agk7/ANn/APxH/wDXWX/BSygD7/ooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAr+Fz47f8lv+Mn/AGVX4h/+pdrFf3R1/C58dv8Akt/xk/7Kr8Q//Uu1iv6d+jP/AMjTiv8A7AMs/wDUjFH8ZfTG/wCRNwP/ANjPOf8A1FwJ5VX9tf7H3/JqP7Nv/ZDvhf8A+oZo9fxKV/bX+x9/yaj+zb/2Q74X/wDqGaPX0/0lf+RBw3/2OMR/6hSPjfoef8lTxf8A9iDCf+rGB9G0UUV/HZ/f4UUUUAFFFFABRRRQB+W95/wV8/ZFsru6spz8UPOtLie1m2eC7Vk823laKTa39vjcu9DtOBkYOBVf/h8N+yD6/FL/AMIm1/8Amgr+XDxH/wAjDr3/AGGdU/8AS6esav7ipfR84AnTpzcs9vKEJO2ZUrXlFN2/2Puz/Nmt9KvxShVqwjHhm0Kk4q+UV72jJpX/AOFDeyP73fDPiCw8WeG/D/inSvP/ALL8S6JpXiDTftMYhufsGs2EGo2f2iEPIIp/s9zH5sYdwkm5Q7AZO3XlvwN/5Ip8Hv8Aslvw+/8AUT0ivUq/ibG0YYfGYuhTvyUMTXow5neXJTqzhHmdld2iruyu+iP9GsurzxWX4HE1eX2mIweFr1OVWjz1qEKk+VXdo80nZXdlpdhRRRXMdgUUUUAFFFFAHO+L/wDkUvFH/Yu63/6bLqv4Ka/vW8X/APIpeKP+xd1v/wBNl1X8FNf1l9GX/d+Mv+v2Q/8ApGbn8MfTJ/3nw9/68cUf+nMgCv74tA/5AWi/9gnTv/SOGv4Ha/vi0D/kBaL/ANgnTv8A0jhqfpN/wuC/+vnEH/pOSlfQ1/j+If8A164V/wDS+IjWooor+Tz+5T+cT/gt3/yVL4H/APYgeIv/AFIo6/EKv29/4Ld/8lS+B/8A2IHiL/1Io6/EKv8AQ3we/wCTa8K/9gmL/wDVnjT/ACh8f/8Ak8HG3/Ydgf8A1TZaf0B/8ENP+Pb9pz/rv8G//RfxSr99a/Ar/ghp/wAe37Tn/Xf4N/8Aov4pV++tfyP42/8AJz+J/XJv/Wfyo/vD6OX/ACZjgz/Dn/8A61GdhRRRX5UftwUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAV4B+zV/wAk68R/9l//AGsP/WpvjJXv9eAfs1f8k68R/wDZf/2sP/WpvjJQB7/RRRQAUUVj+IfEXh/wjoOteKvFmu6P4Y8L+G9Lv9c8Q+JPEOp2Wi6DoOi6XbS3up6xrWsalPbafpel6dZwzXd/qF9cQWlpbRSz3E0cUbOADYoryr4P/Hb4IftC+FX8dfAL4yfCr44+CItSudGk8Y/B/wCIfhH4l+FY9YskikvNKfxD4L1fWtITUrSO4ge5sWvBdQJNE0sSCRC2OP2l/wBnA/GVv2cx+0B8Ej+0IlkNTf4ED4reBD8ZV01tOXWF1Bvhh/b3/CbrZNpLLqguzoYgOnMt6JPsxEpAPba+AP2yP+Tiv+CTv/Z//wAR/wD11l/wUsr6S8E/tL/s4fEv4jeMvg78Of2gPgl4/wDi58OWuk+IXws8E/FbwJ4q+I3gR7G8TTr1PGXgjQtev/E3hdrPUJI7G6XW9MsTb3jpazBJ2VD82/tkf8nFf8Enf+z/AP4j/wDrrL/gpZQB9/0UUUAFFFFABRRRQAUUUUAFFfAP/BSf40fEz4Dfs3N47+E/id/CXisePfC2jf2smlaHrLf2bqMOrveW32PxDpmrafiZrWAmX7J56eXiKVAzhv5+v+Hnf7c3/Rdbn/w3/wAKf/mFr9X4M8H+JOOMned5Vj8jw2FWMr4J08wxGPpYj2tCNKc5cuGy3FU/ZtVo8r9rzNp3ilZv8O8QvH3hDw24gXDmd5ZxJi8a8DhswVXKsJllbC+xxU60KcefF5vgqvtYuhPnXseRJx5ZybaX9gdFfzn/APBPr9uX9qf41/tUeAvh18TvirP4o8G6zpvjWfUtFfwh4B0lbmXSfBuuarp7m+0LwrpepxfZ7+0t7gLBexLIY/LmEkLPG39GFfL8a8FZpwJm1HJs2xGAxOJr4CjmEamXVcRVoKjWr4nDxhKWJwuEqKqp4Wo5JUnDllBqbblGP2fhz4i5L4m5FiOIMiwmaYPB4bM6+VTpZtRwlDEvEYfDYPFTnGGDxuOpOi6eNpRjJ1ozc41E6cYqMpFFFFfIH3wUUUUAFFFFABRRRQAUUUUAFFFFABX8Lnx2/wCS3/GT/sqvxD/9S7WK/ujr+Fz47f8AJb/jJ/2VX4h/+pdrFf079Gf/AJGnFf8A2AZZ/wCpGKP4y+mN/wAibgf/ALGec/8AqLgTyqv7a/2Pv+TUf2bf+yHfC/8A9QzR6/iUr+2v9j7/AJNR/Zt/7Id8L/8A1DNHr6f6Sv8AyIOG/wDscYj/ANQpHxv0PP8AkqeL/wDsQYT/ANWMD6Nooor+Oz+/wooooAKKKKACiiigD+CDxH/yMOvf9hnVP/S6esatnxH/AMjDr3/YZ1T/ANLp6xq/1TofwKP/AF6p/wDpET/EXEf7xX/6/Vf/AEuR/dN8Df8Akinwe/7Jb8Pv/UT0ivUq/B7Rv+C8/wDwTX+Ceh6D8HviF8WPGWl+O/hdoGh+AfGOm2nwk+IuqWth4m8J6TZ6Jrdpb6lYaDPY38NvqNlcRRXlpNLbXCKJYZHjZWOj/wARG3/BKf8A6LN46/8ADK/FD/5nK/y6zT/kZZj/ANh2L/8AUiof768PeC/i7i8gyPFYXwz45xGGxWT5ZiMPiKPDGcVKNehWwVCpRrUqkcI4zp1ac4zhOLcZRkpJtan7oUV5J8CPjf8ADv8AaS+EPgT45fCbVLvWvh18SNG/t7wnqt/pWoaJeXumi8urDzp9K1WC21Cxf7TZ3CeTdQRSbVD7drKT63XCfGYvCYrAYvE4HHYethMbgsRWwmLwuIpzo4jDYrDVJUcRh69KoozpVqNWE6dWnOKnCcZRkk00FFFFBzhRRRQBzvi//kUvFH/Yu63/AOmy6r+Cmv71vF//ACKXij/sXdb/APTZdV/BTX9ZfRl/3fjL/r9kP/pGbn8MfTJ/3nw9/wCvHFH/AKcyAK/vi0D/AJAWi/8AYJ07/wBI4a/gdr++LQP+QFov/YJ07/0jhqfpN/wuC/8Ar5xB/wCk5KV9DX+P4h/9euFf/S+IjWooor+Tz+5T+cT/AILd/wDJUvgf/wBiB4i/9SKOvxCr9vf+C3f/ACVL4H/9iB4i/wDUijr8Qq/0N8Hv+Ta8K/8AYJi//VnjT/KHx/8A+Twcbf8AYdgf/VNlp/QH/wAENP8Aj2/ac/67/Bv/ANF/FKv31r8Cv+CGn/Ht+05/13+Df/ov4pV++tfyP42/8nP4n9cm/wDWfyo/vD6OX/JmODP8Of8A/rUZ2FFFZ2savpvh/SNU17WbyHTtH0TTr7V9W1C4JW3sdN022lvL68nZQzCG1tYZZ5SFYhEYgE8V+WRjKcowhGU5ykoxjFOUpSk7RjGKu3JtpJJNtuy1P2yc4U4ynOUYQhGU5znJRjCEU3KUpNpRjFJuUm0kk23Y0aK+Qf8Ahvr9jf8A6OE+H/8A4GX3/wAgVPbft4/sfXlzb2dr8f8AwDPc3c8VtbwpeXpeaeeRYoYkBsQC0kjqi5IGSOa958J8VJNvhniBJK7bybMUklq239WslbqfMLjngltJcY8LNtpJLiDKW23okksXdtvRJbn1vRRRXz59SFfiT/wUo/bm+P8A+zJ8b/CXgT4U6t4bsPD+sfCrRvFt7FrHhmx1q5bWb3xd430eeSO6umDxwGy0LT1WBRsWRJZBzK1fttX8xH/Bav8A5Oh+H3/ZBPDX/qw/ifX634KZTlmdcdYfA5vgMLmWDlluY1JYXGUYV6DqU6UXTm6dRSi5Qbbi7XT2Pwn6Ree5zw74aYvM8hzPG5RmEM3ymjHGZfiKmFxMaVatONWmqtKUZqFRJKcb2klqea/8Pcv2zP8AoY/A3/hBaR/8VX7Hf8EzP2ofiz+1D4D+Jmv/ABZv9Gv9R8L+LtK0fSX0bRbXRYo7K70b7bMs0VqSs8hn5WRvmVflHFfydV/R9/wRF/5JT8bv+yhaB/6jdfu3jJwZwnk3AOaY/KuHcny7G0sTlkaeKwmBoUK8I1cww9OpGNSnBSipwlKEknrFtPRn8y/R88Q+OeIPFHJsrzzi3P8ANsurYLOZ1cFj8zxWJw1SdHK8TVpSnRq1JQk6dSMZwbXuyipLVH7dUUUV/Fx/ogFFFFABXgH7NX/JOvEf/Zf/ANrD/wBam+Mle/14B+zV/wAk68R/9l//AGsP/WpvjJQB7/RRRQAV8Gf8FJ4zL+y3DFdGzHhqT9p/9glPiMdUktotFHweb9vD9m0fGo+IZL0raJ4ZHwlPjQ+JmuWWAaB/aJkYJk1951ieJfDXhzxn4e1vwl4w8P6J4r8KeJdKvtD8R+GfEulWGu+HvEGiapbSWep6Prei6pBdabqulajaTS2t9p9/bT2l3bSyQXEMkTspAPi/4WQTQ/8ABRn9sx9LisY/C11+yt+wTcajJpsdiqT/ABXHxD/bytfFr6y9qBcSeJl+GVr8D4rgaixuk8Lx+EBEBYm0z8GQ2k7fsn3s0UWiy/GWH/gu5Hd3hP8AZE/iqC2f/gtbZ2EUuH33UGsf8MITWcY8oJqyfByXecaU8jn9RI/2N/2YtG/Z9+Kn7Lnw7+B/ws+DXwP+MvhDx/4M8deAPgx8OPAfw28M6jp3xM8LXfg7xffHw14c8N2vhefWNT0K7a0nvdS0PUFukhtotQgvbWIW56lf2Yv2a0+M7ftHp+z18Dl/aHe0Ng3x5X4TeAl+M7WLaWNDNk3xRGgDxw1odFA0g2510wnSwNPKfZP3NAH5JfsvWk6fs9/8G90+nxaK3xBiuoYvjVNYf2RPr8V1ff8ABNP9qq5/aKj1WaDfdx+b+1ZbeBP+FjraMqD4jRaLFrAF6tug+3/2zst8e/8AglfHBiPU5f29fiCmj3kw8+wsb1f+CYX/AAUeluLjUtOQ29xqtrLpMepWUNna6ro0sGo3djqj31xbadcaRqn0d4G/Zi/Zr+GHxH8ZfGP4afs9fA74efF34i/bP+Fg/FTwN8JvAXhL4j+Ov7Rv4tV1D/hMvHGgaBp/ibxP9v1OGHUrz+29UvvtV/FFeT77iNZB84/tkf8AJxX/AASd/wCz/wD4j/8ArrL/AIKWUAfa32Txt/0MHhb/AMI/Vv8A5uaPsnjb/oYPC3/hH6t/83NdTRQBy32Txt/0MHhb/wAI/Vv/AJua/FH9o3/gq/8AFX4E/G74ifCO0+GPw+8SW/gbW00iLXLi68R6ZNqStp9lfGeSwj1G9S2IN2Y/LW6mGEDb8sQP3Xr+NL/goV/yef8AtA/9jnD/AOmDRq/avA7hfIeK+I81wXEGXwzHC4fJJ4qjRnWxNBQxEcfgaSqKWFrUJtqnVqR5ZScbSb5bpNfzr9JPjXifgfhLI8x4VzWplGNxfEdPBYivTw+DxLqYV5ZmNd0nDG4bE04p1aFKfNGEZ+5bm5XJP7q/4fc/F3/oivw4/wDBz4m/+P19t/DNf22f2zPhx4M/aF+HH7Ztn+zD4c8Z2Gs2Y+Emhfs3fDL4radpV94V8W+I/Ct1qsfjLx7qI8Q3kmuDR4tQltJY4rWweQ29qpRTI/8ALfX9ev8AwS1/5MX+Cf8A11+Jf/q2/Hdfe+N/h/whwrwngMxyDJaWXYytxBhMHUrwxWPrOWGqZdmtadJwxWKr00pVcNRnzKCmnCyklKSl8F9Fvxo8R8/8Qs1wmfZ5g88wlDhDMcXSwmccNcK5phIYqGcZBQhiFhcdkleh7aFHEV6cKjpuUI1anK1zM5D/AIZZ/wCCi3/SVC8/8Qm/Z/8A/ljX1P8ABH4dftE/D/wnf6L8Xf2kdK+P3iW58QXep2fjLVvgh4d+HNzp2iTadpVrbeGk0PwB4q07RrmCyvrPUtTXVLiBtSnfWJLWaVrWys0T6Lor+WD+6sz4qzPNsK8HisLw5SoucKjnlnB3COSYrmp6xSx2TZHgMbGD+3SWIVOptUhJHyN+1P8Asxav+1T8LT8LPEnxD03wtpx8R6R4j/tTRPA91c3v2jSI72OK38q/8bvB5MwvXMjY3gou08mvza/4cd+GP+jite/8Ntp//wA2Vfu9RX2mQeIfGXDGBeWZFndXL8C69TEvDwwuX1l7eqoRqVOfE4StUvJU4K3Pyrl0Su7/AIxxR4T+H3GeZrOOJuHKGa5ksNSwixVTG5ph5fV6EqkqVL2eDx2Ho2hKrUal7PnfN70nZW/I79nn/glj/wAM2/FXQvi74O+Ov9s+IvD1nrtpp9h4m+GH2jRZP7e0W+0O4kvINK+IelX0vk21/NLCkOoW379Yy7tGGjf9Fv7G+O//AEUj4Sf+GU8Y/wDz/q9boryOIOJc74qxtPMc/wAfPMcbSw1PBwrzo4ei44alUq1YUuTDUaFNqNSvVlzODm3NpyaUUvpuEeF+H+A8sq5PwplWFyrLa+Nq5jVwzjLH82MrUcPh6lb22ZSxlePNRwtCHs41Y0l7PmjBTnOUvLLTSPjalzA998QfhZcWayobmC0+Dvi2yuZYQfnjgu5vjnfxW8rDISWSyulQ8mFx8p6r7J42/wChg8Lf+Efq3/zc11NFeEfR1a06zTmqSaVl7KjRoK176xo06cZPzabtpex4LqXg39oa51C9uNN+OfgbTNPnup5bLTpPgbNfvY2skjNBaPeyfFWF7toIysRuHhiaYqZGjQttFL/hBv2k/wDo4HwJ/wCGCf8A+e1X0PRXpxzfFRjGKpZY1FKKcskyacmopJc054CUpPRXlJuUndybbbfgzyLBTnKbr5ynOTk1DiLiCnFOTu1GEMzjCEb7QhGMIrSMUtD54ufC37VaSBNM+N/wHFokMCKdd/Zm8d6nqkkywRi6muLzSP2qfDOnOs1yJpbeK30W0FtbNFbSPdSxSXk9f/hF/wBrv/ouH7OH/iK/xN/+jGr6Porzpyc5ynJRTnKUmoQhTgnJttRp04xhCN37sIRjCKtGMUkkvqsPmmJw1Cjh6dLLpU8PSp0acsRk+U4uvKFKEYRlWxWKwVbE4mq4xTqV8RWq1603KpWqTqTlKXm3hnS/i/a6WkPjHxz8Nte1oTTM+oeGfhT4n8J6W1uzD7PEmj6p8ZfGl2k0S5E1wdckjnYhktrcAqfk/wDbj/ak+Iv7IHwv8M/EPTtK8FeOpvEHj2x8GPpd7peu6BHax3nh7xJrh1BbuDxNqrSvG2gpbC3MEasty0vnAxBH++a/Hb/gtb/ybT8OP+y56J/6gPxEr7Hw8yzA51xrw7leZ4eOKwGNzCNHFYeU6lONWm6VWXK50Z06sVzRTvCcXpvY/LvF3Ps1yPw+4vz/ACjExwGbYLLpYrCYqhhsIo4eu8RQhzU8LKhLBxjyzklT+r+zinpBWVvkX/h9z8Xf+iK/Dj/wc+Jv/j9fVf7HX/BSH4tftY/F5/hS/gn4deAj/wAInrXiWPX1tvEvicK+j3GmRmzfSj4i8PF1uUvnxONSjMLoreVMCUr+Z+v1R/4I8f8AJ3x/7JZ42/8ASvw9X9V8d+FXAGUcHcSZnl3DtHDY7A5Ri8RhcRHG5nUlRrU6d4VFCrjalOTi1e04Si+qd2fw/wCGPjh4p554g8H5RmvFlfGZbmOfYDC43C1MtySEMRh6taMalKUqWW06ijJaNwnGW9nqz+mH+zPi5/0O/wAOf/DW+Jv/AJ8NTW+m/FNZo2u/GXw/mtwT5sVv8NPEdrM42nAjnk+LF2kZDYJLW0oKgrgEhl9Aor+IT/SZ15tNONGzTWmHw6eumjVJNPzTTW6dzlvsnjb/AKGDwt/4R+rf/NzX43+M/wDgjB4f8Z+MPFfjC7/aB1izuvFfiXXfEtzZ2/w4snt7S413VLrVJraB5PGRkeGCS6aKJpCXZEUudxNftzRX0nDnF3EXCVXFVuHsznltTGwpU8TKFDCV/awoylOnFrFUK6jyynJ3got3tJtWR8VxbwHwlx1RwVDivJ6WcUsuqVq2DhUxOOwyoVMRGEK0k8FisNKbnGnBNVHNLl91Jt3/AAh/4cd+GP8Ao4rXv/Dbaf8A/NlX3N4d/Zu/a58B+GvC/gb4fftkeCdA8FeC/C/hvwl4b0rVf2V9M8RalbaZ4b0Ow0aF77WpfjJp739zdGye8mk+x26o9wYY4/LjUn74orp4i464r4soYfDcQ5vUzKhhKsq+Hpzw2CoKnVnD2cpp4XDUJSbh7tpuUVulfU04D4G4P8M8djsy4M4cyrLMXmWEjgsZUxmFhn9OrhoVo4iMI4fiL+1sNRmqsIv21CjSr8vNTdT2c5wl8Pf8KZ/bq/6Pg+HX/iHuk/8Az8K+ifAnh34x6F4V0vSvHXxR8H+PvFNqb7+1PFlt8KrvwhDqon1G7uLIJ4dsfiPqVrp/2HTpbTTWMV7N9reza9fy5Ll4k9Yor5I/Q8wzzG5lRjQxFDJ6cIVY1VLL+Hsgyms5RhOCUsTleWYPETpWm3KjOrKjKahUlTc6dOUfzm/bs/a++I/7HPhnwB4g07QvBPj1/Guu6vo0tre6frvh9dPXTNPt71biOWDxHqxuWmM5jMbRwhAu4OxO0fmr/wAPufi7/wBEV+HH/g58Tf8Ax+vfv+C3v/JN/gR/2O/iv/0w2FfzmV/YHhJ4bcE8R8DZZm2dZFRx2YV8RmUKuJni8xpSnGhmGIo0k4YfGUaS5KcIxXLTTaV5Nttv/O3x28YPEfhLxLzrIuHeJq+W5VhcNlFShg4YDKa8ac8TlWDxFdqpi8BXry9pWqTm1KrJJyailGyP1n+NX/Bff4zfCn4VeJ/iNZ/AT4Y6xceHrvw9bJpdz4g8VWsN0uuavDpjs11FJK8RtxN5ygQyCQrsO0HePgP/AIixfj//ANGk/B7/AMLvxr/8h1+hv/BGnQ9E8Q/tD/ErT9f0fS9csP8AhSmqz/YdY0+01Oz86Lx54BEc32a9hnh82MOwSTZvTc20jJz/AEhf8Kp+F3/RNvAP/hHeHf8A5XV+IeMOQZRw1xricqyPBxwGAp4DL60MPCrXrRjUrUeapLnxNWtVbnLVpzaXRI/0A+iB4x+H+O8GsHivFrwql4ncXVeIc95+J6nFeN4bk8up1qFPBZe8tyfBU8HbCclVrEKKq1fatVL8qb/me/4Jsf8ABf8A+Nf7ev7Xvw7/AGYtZ+Anwt+G2n+OdK8d6lN4v0zXfFniS805vB3gjXvF0UUekXU+kQXAv5dGSxkdr+IwR3DTqsrRiNv6dvsnjb/oYPC3/hH6t/8ANzUeleAfAmhX0Wp6H4K8JaNqUCyLDqGleHNH06+hWaNopliu7SzhnjWWJ3ikCSAPGzIwKsQetr8uPt/EXiDgziTPKGP4F4IXAOT08sw+FrZKs7xmfe3zCnicZUrZj9dx1OnWh7ehWwuH+rqLpw+q+0TcqsrfhZf/APBEbw1f317fP+0Prkb3t3c3bovw3sCqNczPMyKT4yyVUuQCeSAM81U/4cd+GP8Ao4rXv/Dbaf8A/NlX7vUV+nR8ZPEqKUY8UV0opJL6hlGiSSS/5F/RJf02fy7L6Pvg9OUpS4KwrlJuUn/ame6tu7emaW1b6H8pnxX/AODW7wB8VviZ49+Jd9+2L4w0i88eeK9c8V3Wl2nwa0W4ttPn1u/nv5LSCeb4hpLNFA0xjSSRFd1UMygnFeff8Ql/w2/6PW8cf+GU0H/54tf16UV+aVKk61SpVqS5qlWc6lSTSTlOcnKUmkkleTbsklrokj+28s+kz445PluX5RlvHuLwuXZVgsJl2Aw0co4cqRw+CwNCnhsLQjOtk9SrNUaFKnTU6tSdSSjec5ScpP5K/ZH/AGaNd/ZI/Zv+En7OHh74iaT4v0X4S+GT4Z0/xLrPgO8sNU1eA6lqGpfaryzsfHb2lvLvv3i2QMybI1Ock14b+3J+2D8X/wBkd/hgvhrwN4X+KH/Cfr4za9I0bxPpX9h/8IsfCgtwfsGt635/9pf8JFP/AK37N5X2D9353mP5X6T0V6eR43LsuzTC4zNsohnuX0fbe3yqpjK+AhivaYerSpc2Kw8ZVqXsK06eIXJF87pKnL3JyP5542XEfFuGzutg+Ja2RcSZ3jXmNXiSnluCzCtSxmIzKnmGYVll1b2OCqPHR+s4eUVGnTorEyqUoJ04QP53f+Hxf7RH/Rt3hn8vHH/xNfb/AOxN+2n8af2tPEHjvQ9e8A+E/hcng7RtH1W2vZtE8V60urPqd7d2klqIr3XvD4ga3Fuk3mRzXBYOVaJRh6/UOivrs54p4Kx+WYvB5X4cYXJcfWhTjh80p8SZpjZ4SUatKc5xwuIoxo1vaU4TotTklFVHNe9HX834d4K8RcqznA4/OfFzG8R5Zhp1JYrJa3CGR5fTx0Z0KlOnCeMw1edegqVaVOunTi3N0lTl7s5M4v7D8RP+hp8F/wDhBa5/88ipI7Lx+GzN4m8HumD8sfgbWomz2O5viHMMDuNmT6iuwor87P1pzbVrR7fBBP71G69Vr97OH1TRfGeq6ZqOmSeJPDEUeo2F5YSSp4O1UvGl5byW7yIG8c7SyLIWUNwSBnivxZ/4cd+GP+jite/8Ntp//wA2Vfu9RX1PDnGvE/CMcXHh3NamWxx7oSxahh8HX9s8MqqoN/WsPX5fZqtVS5OW/O+bmsrfEcXeHfBnHcsBPizJKWcSyyOJjgXVxWPw31eOMdB4lR+pYvDKftXhqDftFNx9muTlvK/4Q/8ADjvwx/0cVr3/AIbbT/8A5sq/WyLwz+0NaRR2tl8VPgwllbRpb2iXXwE8cXN0lrCojt1ubiH9pC0iuJ1iVBNNFaWscsgZ0t4FYRL7lRS4j404n4uWDjxFmtTMlgHXeEU8Pg6HsXiVRVdr6rh6HP7RYejf2nPbk93l5pX6OCuBOEfDyWYz4PyLB5TLNo4SOYOftszVdYF4h4VJZvVx6o+yeLxGtBUnU9pao5qMFHxH+wf2kP8Aoq3wR/8AEfvHn/0TNd5ZWPxCjs7VNR8UeDbq/S3hW9ubLwJrdhZ3F0sai4mtbGf4jalNZ28soZ4baXUL6SCMrG93cMplfsqK+XPtq+Kq4hRjUjhoqLuvYYPCYZttW96WGoUpSXlJtJ6pX1Pzg/a//wCCfjftgeI/B/iTxT8XB4RuPB2iX+iWttoHgE3cN5Df3637z3Daj41d0kjdRGqxkKV5PNfIH/Djvwx/0cVr3/httP8A/myr93qK+9ynxP47yLLsLlOVcQVsHl+DjKGGw0cHltWNKM6k60kp18FVqyvUqTl785NczSstD8mz3wY8MuJs2xmeZ5wrh8fmuYThUxmLnj83oyrzp0adCEnTw2YUaMeWlSpwtTpQTUbtOTbf4Ma78EP2xP8AgmL4Ynvv2Hfg3b/tya58Y9e0u0+IGieIbnSfhgfh9pXgjT9am0PVbS7n8Z+Xqw1278UX9pPbgb7X+z4ZAdsrV51/w33/AMF2f+kQfhP/AMPX4d/+bKv6LKK+VznOcz4gzLE5vnGKljcxxfsfrOJlTo0pVfYUKWGpXp0KdKlHkoUaVP3KcbqHNK8nKT/e/D/NeB/DzhPLOEcv8IuBs1wWVSx0sPjM3x/HksdOOOx+JzGpCrLAcZYHDONOtiqsaXLhoyVPlU3Npyl+Tv7Ev7Sn/BTX43/EnxN4a/ay/Yl8Kfso+A9M8D3euaB46Hi6z+IR1/xdDr2gWFt4S/snR/GqXFn9p0bUNZ1j+0ZCYU/sb7MRvuUr9EfHHgvxb448F+L/AAVeeKvDllaeL/C+v+F7q9tvBmpvc2lt4g0m70me6t0l8cGJ57eK7aWJZAY2kRQ4Kk16jRXBSq1KFWnWpS5KtGpCrTmkm41KclOErNNPlkk7NNO2qaPM4pzDLeI8bia+F4byjhrAYrCxwtTJskq5xUy9R9k6VapGpnGaZrmKqYlScqt8c4xk/wB1GmtD8If+HHfhj/o4rXv/AA22n/8AzZVf0r/giV4b0nVNN1SL9obW5ZdNv7PUI4pPhvYBJHs7iO5SNyvjIMEdowrFSCATjmv3Por9Jl4yeJUoyjLiiu4yTjJfUMo1TVmtMvvqv17s/A4fR+8H4TjOHBeFUoSjKL/tPPXaUWmnZ5o07NJ6prufAc+o/wDBUkTzC28IfsBvbCWQW7z/ABH/AGiI52gDnymmjj+FcsccrR7TIiSyIrkqsjqAxi/tH/gqh/0Jv/BP7/w5X7Rf/wA6iv0Bor8yP6NXEuGSX/GKcLO1tXhs1u7W3/4WOttfV9zhdHtviY+k6W+v614FttdfTrJtat9H8MeIL3SbfVmtojqUOl3t74u0+8u9OivDNHZXV3YWVzcWyxSz2ltK7wp8A/tcf8E4o/2ufiLofxG8T/GJ/Cd/ofgrT/BUOnaD4AW6tJ7TT9d8Ra6l7LJqHjV5luZJvEU8Doh8oRW8LAb2cn9OKK9jIuIM34azCOaZHjZYDHwpVaMcRClQrNUqyUakOTE0q1JqSSTbg2ujR+ccUcMZBxnltXJ+JMtpZjldbEUsTPBSrYrD01WoTc6MozwtejXSpyb5Y+1aa0lzH4Q/8OO/DH/RxWvf+G20/wD+bKvp34Jfse/tB/sb+G9T8M/s2+NPg38Rrbxnrkuu+Lrr44aZ428Iz6XPYWFhp+iQeG08BT+J47+K4jbVJNUbU/sL27x2AtPtKzXH2f8AUGivoM78SeNuI8uq5TnWe1cdl9eVKdXDTwmXUozlQqRq0m54fB0aq5KkIyXLUSbVpXTafznCPhR4b8D59hOI+H+EMvw+aYOGJp0amIxec4ujyYvD1cLWjOhWzOVOadKrLlurxkoyTuj4j8//AIKP/wDQL/Yj/wDB/wDHf/5m69R+GA/a2uLzVh8Z3/Z00iwW2tjocnwwi+JfiO8mvDLILtNWi8VzeFoba2SHyjbSWc13LJKZFlijRVdvouivhz9bxWcU8Th6lBZLkuFdRRSr4XDYmGIp8soyvTnPGVYJy5eWV4SvGUlZNprlvsnjb/oYPC3/AIR+rf8Azc0fZPG3/QweFv8Awj9W/wDm5rqaKDxTlvsnjb/oYPC3/hH6t/8ANzXkP7MC3SfDLXlvZre4u1+Pn7WAnmtbaSzt5H/4an+MmWitZru+khQjGEe7nIIJ8w5wPoevAP2av+SdeI/+y/8A7WH/AK1N8ZKAPf6KKKACiiigAooooAK+AP2yP+Tiv+CTv/Z//wAR/wD11l/wUsr7/r4A/bI/5OK/4JO/9n//ABH/APXWX/BSygD7/ooooAK/jS/4KFf8nn/tA/8AY5w/+mDRq/str5t8YfsffsxeP/Eur+MfGfwU8C+I/FGv3IvNZ1vU9Mea/wBRuhDHAJ7mUTqHkEMMUedo+VFHav1Hwp47y/gDO8wzTMcHjMbSxmVTwEKeC9h7SNSWLwuIU5+3q0o8nLh5R0k5c0o6Wu1+K+OHhlmvilw5lWTZTmGX5dXwGdwzOpVzH6z7KdKOBxuFdOH1ajXn7RzxMJe9FR5Yy969k/4ma/r1/wCCWv8AyYv8E/8Arr8S/wD1bfjuvTf+GDv2O/8Ao3n4b/8Agnf/AOSK+iPAngLwb8MfCumeCPh/4d03wn4S0U3x0rQNIhNvp9idS1C71a/NvEWcp9q1K+u7yX5jumuJG4zgfX+Kvi7kvHvDuDyfLsszTBV8PnOHzKVXG/VPZSpUcFmGGlTj7DEVZ+0c8ZCSvFR5YTu07J/B+CPgPxD4X8WY/iDNs5ybMcNi+H8Xk8KGXfXvbxrYjMcqxsasvrOFo0/ZRhl9SErTc+ecLRa5muuooor+fz+pgooooAKKKKACiiigAooooAKKKKACvyZ/4LD+D/FvjX9nb4faZ4N8LeI/FupW3xp0a+uNP8M6JqevXsFlH4G8fW73k1ppVrdzxWqT3NvA9w8awrNPDGXDyorfrNRXvcL57U4Zz/K8+pYeGLqZXiViYYapUlShWahOHJKpGM5RXv3uot6bHy/GnDNLjLhbOuF6+LqYGlnOEeEni6VKNapQj7WnV54UpzhGbvTSs5xWt76H8MP/AAoL47f9EV+LX/huPGP/AMpq/TP/AIJN/Cv4n+D/ANq06v4t+HHjzwtpP/Cs/GNr/aniPwh4h0TTvtU91oJhtvtup6da23nzCOQxQ+b5kgRyikK2P6a6K/ZeI/H/ADHiLIs1yOrw5gsNTzXBVsFPEQx9epOjGtHldSNOWHjGTjq1FySemumv8+8JfRaynhPibI+JaPF2Y4yrkmY4bMaeFqZXhqVPESw81NUp1Y4ucoRk1ZyjGTXRMKKKK/nw/qoKKKKACiiigAooooA/Dr/gt7/yTf4Ef9jv4r/9MNhX85lf0Z/8Fvf+Sb/Aj/sd/Ff/AKYbCv5zK/vjwJ/5Nrk3/YVm/wD6tMUf5d/SZ/5PDxF/2B5D/wCqTAH7Gf8ABFH/AJOS+JX/AGQ/WP8A1Pfh/X9NlfzJ/wDBFH/k5L4lf9kP1j/1Pfh/X9Nlfzh4+/8AJxcZ/wBizKv/AFHZ/Xf0XP8Ak0uX/wDY5zv/ANSkFFFFfix/RIUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABXgH7NX/ACTrxH/2X/8Aaw/9am+Mle/14B+zV/yTrxH/ANl//aw/9am+MlAHv9FFFABXnvxV8S+OvCHgHX9f+Gfw1uPi947tF0238NfD6DxZ4e8Cw63f6prGn6SbnVvF/ieT+zfD/hzw/b30/iTxRqNvY6/4gi8OaRqo8J+EvGXiptG8Kaz6FXx98Z9M/aF+EZ+NP7Qvwh1n47/tXa/L4IstM+F37Bces/sj/DT4VJ4tkufBukjXvCnxS8V/C34efE/SL+JdN1rxN4in+KH7RvjHw5HpviDxrB4a8F32qQ/Dvw9oQBY/Z5/aE+JnxB+JPxd+BPx5+EPhL4P/ABs+EHhP4S/EnU9O+Gfxb1T44/C3xL8MvjfqXxV0HwB4i8M/EPxD8JvgZ4mOtL4l+CHxN0HxV4V1/wCF2hXOhz6Lpmo2Goa9o3iDTdRfz3wZ+0l+1X8WPjX8StA+E/7OH7P2pfs6fCn4+L8EPEfxf8fftZ/ETwb8VdYj8MaT4Ju/i14q8GfBDw1+xv8AEfwXrB8G634h8T+E/DWhat+0N4cPi7X/AAXdW+vav8Pkv5W0nkfgT8UPGvwy+Ef7UX7QHx0/ZG/aa+HPxH8NeEb740/E/V/H1z+yBfeKPjzN4N8FeJdQTwD8CfD3wO/a++PGh+EvDvw58P8AhSz8I+BPBvxU8c+BdOSfxRput6n418Z+MfEfxZ+IL/M3iH9ke7sfj0uofAz/AIJ0WHwR+N13+2Z4S+N/ij/gobb/ABK+Cfiyy8RfBi5/ah0D4wfHvw3H491bx5J+2GmofHr4Pr47+Hd/+zzL8GLL4EeA9e8f3vhvw14zn8FeGdE8V3oB9QfAr9ub4jfFPX/2d/EPjH4DeDfAf7PX7ZU2uR/spfE/Q/jxdeOfiB4vW3+GfjP44+CpPij8Jb34OeBtG+Hg+JPwU+HvjD4h+Gf+EI+LHxmSytdKXTPEb6NdXUUg6P8AbI/5OK/4JO/9n/8AxH/9dZf8FLK+Y/2ZPgX8fbDSf+CbP7Onj39nXx98MfCv/BMmezEnx48RfEH4EeIvh18dLX4bfsdfHD9inwK3wy0TwF8UPFfxdjn8aeH/AIyJ8TNaX4pfC/4UJ4XOh3WgxvrN7Na+d9N/tlKr/tEf8En0cBkf9v74jB0YBlcD/glp/wAFKnAZTkMA6qwBBAZVYcgGgD9AKKr/AGS0/wCfa3/78x//ABNH2S0/59rf/vzH/wDE0AWKKr/ZLT/n2t/+/Mf/AMTR9ktP+fa3/wC/Mf8A8TQBYoqv9ktP+fa3/wC/Mf8A8TR9ktP+fa3/AO/Mf/xNAFiiq/2S0/59rf8A78x//E0fZLT/AJ9rf/vzH/8AE0AWKKr/AGS0/wCfa3/78x//ABNH2S0/59rf/vzH/wDE0AWKKr/ZLT/n2t/+/Mf/AMTR9ktP+fa3/wC/Mf8A8TQBYoqv9ktP+fa3/wC/Mf8A8TR9ktP+fa3/AO/Mf/xNAFiiq/2S0/59rf8A78x//E0fZLT/AJ9rf/vzH/8AE0AWKKr/AGS0/wCfa3/78x//ABNH2S0/59rf/vzH/wDE0AWKKr/ZLT/n2t/+/Mf/AMTR9ktP+fa3/wC/Mf8A8TQBYoqv9ktP+fa3/wC/Mf8A8TR9ktP+fa3/AO/Mf/xNAFiiq/2S0/59rf8A78x//E0fZLT/AJ9rf/vzH/8AE0AWKKr/AGS0/wCfa3/78x//ABNH2S0/59rf/vzH/wDE0AWKKr/ZLT/n2t/+/Mf/AMTR9ktP+fa3/wC/Mf8A8TQBYoqv9ktP+fa3/wC/Mf8A8TR9ktP+fa3/AO/Mf/xNAH4hf8Fvf+Sb/Aj/ALHfxX/6YbCv5zK/ov8A+C3UMMXw4+BJiijjJ8b+KwTHGqEgaDYYB2gZx71/OhX98eBP/Jtcm/7Cs3/9WmKP8u/pM/8AJ4eIv+wPIf8A1SYA/Yz/AIIo/wDJyXxK/wCyH6x/6nvw/r+myv5kP+CKsccv7SPxJWWNJFHwQ1ggOiuAf+E88ADIDAgHBIz1wTX9M/2S0/59rf8A78x//E1/OHj7/wAnFxn/AGLMq/8AUdn9d/Rc/wCTS5f/ANjnO/8A1KRYoqv9ktP+fa3/AO/Mf/xNH2S0/wCfa3/78x//ABNfix/RJYoqv9ktP+fa3/78x/8AxNH2S0/59rf/AL8x/wDxNAFiiq/2S0/59rf/AL8x/wDxNH2S0/59rf8A78x//E0AWKKr/ZLT/n2t/wDvzH/8TR9ktP8An2t/+/Mf/wATQBYoqv8AZLT/AJ9rf/vzH/8AE0fZLT/n2t/+/Mf/AMTQBYoqv9ktP+fa3/78x/8AxNH2S0/59rf/AL8x/wDxNAFiiq/2S0/59rf/AL8x/wDxNH2S0/59rf8A78x//E0AWKKr/ZLT/n2t/wDvzH/8TR9ktP8An2t/+/Mf/wATQBYoqv8AZLT/AJ9rf/vzH/8AE0fZLT/n2t/+/Mf/AMTQBYoqv9ktP+fa3/78x/8AxNH2S0/59rf/AL8x/wDxNAFiiq/2S0/59rf/AL8x/wDxNH2S0/59rf8A78x//E0AWKKr/ZLT/n2t/wDvzH/8TR9ktP8An2t/+/Mf/wATQBYoqv8AZLT/AJ9rf/vzH/8AE0fZLT/n2t/+/Mf/AMTQBYoqv9ktP+fa3/78x/8AxNH2S0/59rf/AL8x/wDxNAFiiq/2S0/59rf/AL8x/wDxNH2S0/59rf8A78x//E0AWKKr/ZLT/n2t/wDvzH/8TR9ktP8An2t/+/Mf/wATQBYoqv8AZLT/AJ9rf/vzH/8AE0fZLT/n2t/+/Mf/AMTQBYoqv9ktP+fa3/78x/8AxNH2S0/59rf/AL8x/wDxNAFivAP2av8AknXiP/sv/wC1h/61N8ZK93+yWn/Ptb/9+Y//AImvB/2aFVfhz4iVVCqvx+/awAVQAAB+1N8ZMAAYAA9BQB9AUUUUAFFFFABRRRQAV8Aftkf8nFf8Enf+z/8A4j/+usv+Cllff9fAH7ZH/JxX/BJ3/s//AOI//rrL/gpZQB9/0UUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQB+HX/AAW9/wCSb/Aj/sd/Ff8A6YbCv5zK/oz/AOC3v/JN/gR/2O/iv/0w2FfzmV/fHgT/AMm1yb/sKzf/ANWmKP8ALv6TP/J4eIv+wPIf/VJgD9jP+CKP/JyXxK/7IfrH/qe/D+v6bK/mT/4Io/8AJyXxK/7IfrH/AKnvw/r+myv5w8ff+Ti4z/sWZV/6js/rv6Ln/Jpcv/7HOd/+pSCiiivxY/okKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigArwD9mr/knXiP/ALL/APtYf+tTfGSvf68A/Zq/5J14j/7L/wDtYf8ArU3xkoA9/ooooAKKK/Mz9vnxZrXx++C37T37FnwU+FXxa+Ivxm8ReBvCXhjxHofiL4RfGD4U/A3xV8LviT4y+GPhv4sWOi/tYfET4d6N+zN4turH4RfEPxFf6/4R8E/Efx542a00nxholr8PvE/iDwt4j8IwgH6Z0V+aP7B/gz4M/Br4i/Hf4FeGf2G/2Tf2IvjpoPgn4GfFL4p6J+x5YeFdS+GfxD+GvxJ1/wCPHhb4L65d/ETR/wBn/wDZq8R+Jtb0XxB8JvjVpt14a8V/DGzbwc1w13omp6rp/i17t/h+P4X+Cl+Glz+2+fhd4Xk/bJf/AILJx/CST46t4dgX4ww/BMf8Fmbf9iCLwB/wm8KR+L/+FXH9kNYtOXwFcarL4Ea1mHir+wTO0V2gB/QdXwB+2R/ycV/wSd/7P/8AiP8A+usv+Cllfnh+yF8L/BXgPwL/AMETf2nPCXwu8L+Ff2jv2zLjRm/bI+K+i+HYNK+I3xbm+L3/AATg/ad/ae+IUXxj8TWSQa344aw/aF+Hngi60MeP7vXZPBc9lBoOgNpazvDJ+h37ZW4ftEf8EnygDOP2/viNsViVVj/w60/4KVAhnCuUATcwIRyWCqQAxdQD9AKKr7rv/njb/wDgTJ/8iUbrv/njb/8AgTJ/8iUAWKKr7rv/AJ42/wD4Eyf/ACJRuu/+eNv/AOBMn/yJQBYoqvuu/wDnjb/+BMn/AMiUbrv/AJ42/wD4Eyf/ACJQBYoqvuu/+eNv/wCBMn/yJRuu/wDnjb/+BMn/AMiUAWKKr7rv/njb/wDgTJ/8iUbrv/njb/8AgTJ/8iUAWKKr7rv/AJ42/wD4Eyf/ACJRuu/+eNv/AOBMn/yJQBYoqvuu/wDnjb/+BMn/AMiUbrv/AJ42/wD4Eyf/ACJQBYoqvuu/+eNv/wCBMn/yJRuu/wDnjb/+BMn/AMiUAWKKr7rv/njb/wDgTJ/8iUbrv/njb/8AgTJ/8iUAWKKr7rv/AJ42/wD4Eyf/ACJRuu/+eNv/AOBMn/yJQBYoqvuu/wDnjb/+BMn/AMiUbrv/AJ42/wD4Eyf/ACJQBYoqvuu/+eNv/wCBMn/yJRuu/wDnjb/+BMn/AMiUAWKKr7rv/njb/wDgTJ/8iUbrv/njb/8AgTJ/8iUAWKKr7rv/AJ42/wD4Eyf/ACJRuu/+eNv/AOBMn/yJQBYoqvuu/wDnjb/+BMn/AMiUbrv/AJ42/wD4Eyf/ACJQB+IX/Bb3/km/wI/7HfxX/wCmGwr+cyv6L/8Agt0Zj8OPgT5qRoP+E38V48uVpCT/AGDYZyGhix9QTn0FfzoV/fHgT/ybXJv+wrN//Vpij/Lv6TP/ACeHiL/sDyH/ANUmAP2M/wCCKP8Aycl8Sv8Ash+sf+p78P6/psr+ZD/giqZB+0j8SfKRHb/hSGsZDyNGAP8AhPPAHIKxyknOONoGMnPGD/TPuu/+eNv/AOBMn/yJX84ePv8AycXGf9izKv8A1HZ/Xf0XP+TS5f8A9jnO/wD1KRYoqvuu/wDnjb/+BMn/AMiUbrv/AJ42/wD4Eyf/ACJX4sf0SWKKr7rv/njb/wDgTJ/8iUbrv/njb/8AgTJ/8iUAWKKr7rv/AJ42/wD4Eyf/ACJRuu/+eNv/AOBMn/yJQBYoqvuu/wDnjb/+BMn/AMiUbrv/AJ42/wD4Eyf/ACJQBYoqvuu/+eNv/wCBMn/yJRuu/wDnjb/+BMn/AMiUAWKKr7rv/njb/wDgTJ/8iUbrv/njb/8AgTJ/8iUAWKKr7rv/AJ42/wD4Eyf/ACJRuu/+eNv/AOBMn/yJQBYoqvuu/wDnjb/+BMn/AMiUbrv/AJ42/wD4Eyf/ACJQBYoqvuu/+eNv/wCBMn/yJRuu/wDnjb/+BMn/AMiUAWKKr7rv/njb/wDgTJ/8iUbrv/njb/8AgTJ/8iUAWKKr7rv/AJ42/wD4Eyf/ACJRuu/+eNv/AOBMn/yJQBYoqvuu/wDnjb/+BMn/AMiUbrv/AJ42/wD4Eyf/ACJQBYoqvuu/+eNv/wCBMn/yJRuu/wDnjb/+BMn/AMiUAWKKr7rv/njb/wDgTJ/8iUbrv/njb/8AgTJ/8iUAWKKr7rv/AJ42/wD4Eyf/ACJRuu/+eNv/AOBMn/yJQBYoqvuu/wDnjb/+BMn/AMiUbrv/AJ42/wD4Eyf/ACJQBYoqvuu/+eNv/wCBMn/yJRuu/wDnjb/+BMn/AMiUAWKKr7rv/njb/wDgTJ/8iUbrv/njb/8AgTJ/8iUAWK8A/Zq/5J14j/7L/wDtYf8ArU3xkr3fdd/88bf/AMCZP/kSvB/2aNx+HPiLcAG/4X9+1hkKxYA/8NTfGTIDFVJHuVXPoKAPoCiiigArgPih8LvAfxn8C658NviZ4eh8T+DfEP8AZkmoaXJeanpdzFf6FrGn+I/DuuaNreiXuma/4b8TeF/EukaR4m8KeKfDuqaX4j8LeJdI0nxD4e1TTdZ0yxvoO/ooA+PtL/Yp+FfgX4U/Hn4f/CHWfil4C8afHz4eaz4D8R/HzXvjZ8dPi5+0DZPL4a8U+H/BWtQ/HT4pfFHxL8bWk+Fs/i/W9a+HFjZfEzSo/BOp6hqN34OuPDl9qNzfNpxfsS/s5QfGe4+PEXhbxonje68Yj4j3OhD42/HM/Beb4kjT4dNHxKk/ZvPxIP7PDfEdYbeC6Tx8fhd/wlyavDFry6yNcRdRH1dRQB8o/Cz9iX9nL4MfEOX4nfD/AMLeNLHxDHL4qm8P6N4g+Nvxz8d/DT4eTeN76bUPFsvwg+DPj34keJvhB8F5NfnubuLUX+E3gbwY02n3t/pWV0u+u7Oby79sj/k4r/gk7/2f/wDEf/11l/wUsr7/AK+AP2yP+Tiv+CTv/Z//AMR//XWX/BSygD7/AKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA/Dr/gt7/wAk3+BH/Y7+K/8A0w2FfzmV/Rn/AMFvf+Sb/Aj/ALHfxX/6YbCv5zK/vjwJ/wCTa5N/2FZv/wCrTFH+Xf0mf+Tw8Rf9geQ/+qTAH7Gf8EUf+TkviV/2Q/WP/U9+H9f02V/Mn/wRR/5OS+JX/ZD9Y/8AU9+H9f02V/OHj7/ycXGf9izKv/Udn9d/Rc/5NLl//Y5zv/1KQUUUV+LH9EhRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFeAfs1f8k68R/8AZf8A9rD/ANam+Mle/wBeAfs1f8k68R/9l/8A2sP/AFqb4yUAe/0UUUAFFFef/FLUvinpHgTXdQ+Cng34f/ED4m2/9mf8Iz4R+KXxL8R/B/wJq/m6xp8Gs/278RfCfwn+OPiDw79g8Py6rqemf2f8LfFH9r6xZafoV1/Yllqdz4i0gA9Aor4v/ZF+P37QHx01H4223xn+CXwY+GOj/CzxzD8N/DXjD4I/tG+Of2g/CnxC8ZaB/atp8W9It7/x3+y9+zLe6WPhV4jg03wPq1/pWneLdMvvHcHjrwjNe6PrXw81e1u+U8GftJftV/Fj41/ErQPhP+zh+z9qX7Onwp+Pi/BDxH8X/H37WfxE8G/FXWI/DGk+Cbv4teKvBnwQ8Nfsb/EfwXrB8G634h8T+E/DWhat+0N4cPi7X/Bd1b69q/w+S/lbSQD77r4A/bI/5OK/4JO/9n//ABH/APXWX/BSyuc+BX7c3xG+Kev/ALO/iHxj8BvBvgP9nr9sqbXI/wBlL4n6H8eLrxz8QPF62/wz8Z/HHwVJ8UfhLe/BzwNo3w8HxJ+Cnw98YfEPwz/whHxY+MyWVrpS6Z4jfRrq6ikHR/tkf8nFf8Enf+z/AP4j/wDrrL/gpZQB9/0UUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQB+HX/Bb3/km/wACP+x38V/+mGwr+cyv7If21P2NbD9sfw74H8P33j+78Ar4K1rVdZjurTw5D4ibUW1Oxgsmt3hm1nRhbCEQCQSLJOXLFSi43H88/wDhx14e/wCjjtZ/8NhY/wDzc1/W/hR4pcD8McEZbk2dZxPCZjh6+YzrUI5bmmIUI4jH161J+1w2DrUZc1KpGVo1G435ZJSTR/CHjj4KeJPGfiRnPEHDuQ08dlOLw2U08PiZZvk2Ec54XK8Jhq6dDGZhQxEeStSnC86UVK3NFyi0387f8EUf+TkviV/2Q/WP/U9+H9f02V+bH7Gf/BOrS/2P/iL4j+INj8V7/wAeS+IfBV34NbS7vwfb+Ho7WO713QdbOoLdw+I9YaZ0bQ1txbG3jVluWl84GII/6T1+K+LnEeT8U8Z4nN8jxTxmX1MDgKMK8sPiMM3UoUeSrH2WKpUaq5ZaXcFGW8W1qf0V4D8JZ/wT4e4PIeJcFHAZpSzLNMRUw0cVhMYo0cTiFOjL22Cr4ig+eOvKqjlHaST0CiiivzI/ZQooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACvAP2av+SdeI/wDsv/7WH/rU3xkr3+vAP2av+SdeI/8Asv8A+1h/61N8ZKAPf6KKKACvkv4ueB/2g/CNt+0f8aPg/wDGH4t/FXxjefAvxzD8Cv2RNfs/2Z9D+CumfGDSfBVjL4GuPDHi+X4P+C/jBFrfinxf4cW1vJvi1+0X4h+HVjL4+8TzXWk6Ro9h4W/4Q760ooA+VvCmieHP2HP2MbLT49J8UeOtD/Zf/Z8vtY1qw8LjStQ8ffEi6+Gfga78Q+LL7T5vFOteGdH1n4h/EbV9M1bVpdR8VeI9CtNc8Xa9NqHiLXtOW8vtSi/ObxD+yPd2Px6XUPgZ/wAE6LD4I/G67/bM8JfG/wAUf8FDbf4lfBPxZZeIvgxc/tQ6B8YPj34bj8e6t48k/bDTUPj18H18d/Du/wD2eZfgxZfAjwHr3j+98N+GvGc/grwzoniu9/cKigD8ZP2ZPgX8fbDSf+CbP7Onj39nXx98MfCv/BMmezEnx48RfEH4EeIvh18dLX4bfsdfHD9inwK3wy0TwF8UPFfxdjn8aeH/AIyJ8TNaX4pfC/4UJ4XOh3WgxvrN7Na+d73/AMFA9dm8CePP+CdHxavvA/xf8beBvhH+294q8V/Ew/Bb4G/GT9ofxP4V8KeIv+Ce37evwr0jxLqXw5+BHgT4kfEKfw9J8RviL4D8L3WsWfhW703S9T8TaQ+qXNlbzfaE/SCigD8+P+HkP7NX/RL/ANvf/wAVL/8ABUn/AOg0o/4eQ/s1f9Ev/b3/APFS/wDwVJ/+g0r9B6KAPz4/4eQ/s1f9Ev8A29//ABUv/wAFSf8A6DSj/h5D+zV/0S/9vf8A8VL/APBUn/6DSv0HooA/Pj/h5D+zV/0S/wDb3/8AFS//AAVJ/wDoNKP+HkP7NX/RL/29/wDxUv8A8FSf/oNK/QevELj9pn9nG1+Ndl+zXdfHz4M2/wC0RqVm2oaf8CZ/ib4Li+L97Zr4fvfFhntfhw+tL4vnQ+FNN1PxSoi0hmfw1puo68itpNhd3cIB8z/8PIf2av8Aol/7e/8A4qX/AOCpP/0GlH/DyH9mr/ol/wC3v/4qX/4Kk/8A0GlfoPRQB+fH/DyH9mr/AKJf+3v/AOKl/wDgqT/9BpR/w8h/Zq/6Jf8At7/+Kl/+CpP/ANBpX6D0UAfnx/w8h/Zq/wCiX/t7/wDipf8A4Kk//QaUf8PIf2av+iX/ALe//ipf/gqT/wDQaV9b/F743fBr9n7wdL8Q/jv8WPhv8GPAcOo2Wjv4y+Kfjbw34B8Mf2xqZlGmaOmueKdS0vTpdX1NoZk03S4rh7+/eKSO0t5nVlHZ+F/FHhnxx4Z8O+NfBXiLQvGHg3xhoWkeKPCXi3wvq+n+IPDPijwz4g0+31bQfEXh3XtJuLvStb0LW9Ku7TU9I1fTLu60/UtPure8s7ia2mjkYA+Ff+HkP7NX/RL/ANvf/wAVL/8ABUn/AOg0o/4eQ/s1f9Ev/b3/APFS/wDwVJ/+g0r9B6KAPz4/4eQ/s1f9Ev8A29//ABUv/wAFSf8A6DSj/h5D+zV/0S/9vf8A8VL/APBUn/6DSv0HooA/Pj/h5D+zV/0S/wDb3/8AFS//AAVJ/wDoNKP+HkP7NX/RL/29/wDxUv8A8FSf/oNK+mvCX7S/7Onj/wCK/jL4D+Bfj18GvGfxu+Hdleaj4++EHhT4m+DPEPxN8E2Om3+maVqd14r8C6TrV34m8Pw6VqeuaFp+qvqmmWo0y813Q7a/+zzazpiXXttAH58f8PIf2av+iX/t7/8Aipf/AIKk/wD0GlH/AA8h/Zq/6Jf+3v8A+Kl/+CpP/wBBpX6D0UAfnx/w8h/Zq/6Jf+3v/wCKl/8AgqT/APQaUf8ADyH9mr/ol/7e/wD4qX/4Kk//AEGlfoPXl/xe+N3wa/Z+8HS/EP47/Fj4b/BjwHDqNlo7+Mvin428N+AfDH9samZRpmjprninUtL06XV9TaGZNN0uK4e/v3ikjtLeZ1ZQAfJH/DyH9mr/AKJf+3v/AOKl/wDgqT/9BpR/w8h/Zq/6Jf8At7/+Kl/+CpP/ANBpX3V4X8UeGfHHhnw7418FeItC8YeDfGGhaR4o8JeLfC+r6f4g8M+KPDPiDT7fVtB8ReHde0m4u9K1vQtb0q7tNT0jV9Mu7rT9S0+6t7yzuJraaORt2gD8+P8Ah5D+zV/0S/8Ab3/8VL/8FSf/AKDSj/h5D+zV/wBEv/b3/wDFS/8AwVJ/+g0r9B6KAPz4/wCHkP7NX/RL/wBvf/xUv/wVJ/8AoNKP+HkP7NX/AES/9vf/AMVL/wDBUn/6DSv0HrxLwl+0v+zp4/8Aiv4y+A/gX49fBrxn8bvh3ZXmo+PvhB4U+JvgzxD8TfBNjpt/pmlandeK/Auk61d+JvD8Olanrmhafqr6pplqNMvNd0O2v/s82s6Yl0AfMv8Aw8h/Zq/6Jf8At7/+Kl/+CpP/ANBpR/w8h/Zq/wCiX/t7/wDipf8A4Kk//QaV+g9FAH58f8PIf2av+iX/ALe//ipf/gqT/wDQaUf8PIf2av8Aol/7e/8A4qX/AOCpP/0GlfoPRQB+fH/DyH9mr/ol/wC3v/4qX/4Kk/8A0GlH/DyH9mr/AKJf+3v/AOKl/wDgqT/9BpX1J8W/2ifgB8ApPB0Xxz+N/wAJPg1L8RNd/wCEY8AxfFP4jeEPAEnjbxGPs+7Q/CieKtX0pvEGqx/a7Qy2OlC6uYRdWxljQTxF/Y6APz4/4eQ/s1f9Ev8A29//ABUv/wAFSf8A6DSj/h5D+zV/0S/9vf8A8VL/APBUn/6DSv0HooA/Pj/h5D+zV/0S/wDb3/8AFS//AAVJ/wDoNKP+HkP7NX/RL/29/wDxUv8A8FSf/oNK/QeigD8+P+HkP7NX/RL/ANvf/wAVL/8ABUn/AOg0o/4eQ/s1f9Ev/b3/APFS/wDwVJ/+g0r6k+EP7RPwA/aBj8WS/Aj43/CT40xeA9dbwx42l+FPxG8IfEGPwj4jTzt2h+JX8J6vqy6Jqv8Ao1yBY6ibe5Y21wFjJglCex0Afnx/w8h/Zq/6Jf8At7/+Kl/+CpP/ANBpR/w8h/Zq/wCiX/t7/wDipf8A4Kk//QaV+g9FAH58f8PIf2av+iX/ALe//ipf/gqT/wDQaUf8PIf2av8Aol/7e/8A4qX/AOCpP/0GlfoPXjnxb/aJ+AHwCk8HRfHP43/CT4NS/ETXf+EY8AxfFP4jeEPAEnjbxGPs+7Q/CieKtX0pvEGqx/a7Qy2OlC6uYRdWxljQTxFwD5b/AOHkP7NX/RL/ANvf/wAVL/8ABUn/AOg0o/4eQ/s1f9Ev/b3/APFS/wDwVJ/+g0r9B6KAPz4/4eQ/s1f9Ev8A29//ABUv/wAFSf8A6DSj/h5D+zV/0S/9vf8A8VL/APBUn/6DSv0HooA/Pj/h5D+zV/0S/wDb3/8AFS//AAVJ/wDoNKP+HkP7NX/RL/29/wDxUv8A8FSf/oNK/QevHPhD+0T8AP2gY/FkvwI+N/wk+NMXgPXW8MeNpfhT8RvCHxBj8I+I087dofiV/Cer6suiar/o1yBY6ibe5Y21wFjJglCAHy3/AMPIf2av+iX/ALe//ipf/gqT/wDQaUf8PIf2av8Aol/7e/8A4qX/AOCpP/0GlfoPRQB+fH/DyH9mr/ol/wC3v/4qX/4Kk/8A0GlH/DyH9mr/AKJf+3v/AOKl/wDgqT/9BpX6D0UAfnx/w8h/Zq/6Jf8At7/+Kl/+CpP/ANBpR/w8h/Zq/wCiX/t7/wDipf8A4Kk//QaV93R+I/D03iG98Iw69o0vivTtG0zxHqHhiPVLGTxDYeHtavtW0zR9evdFWc6la6Nq2paBrun6Zqk9tHY399ourWlrPLPp15HDs0Afnx/w8h/Zq/6Jf+3v/wCKl/8AgqT/APQaUf8ADyH9mr/ol/7e/wD4qX/4Kk//AEGlfoPRQB+fH/DyH9mr/ol/7e//AIqX/wCCpP8A9BpR/wAPIf2av+iX/t7/APipf/gqT/8AQaV+g9ZWu67onhfRNY8S+JdY0rw74c8O6VqGu+IPEGu6haaRomhaJpFpNqGq6xrGq6hNb2GmaVplhbz3uoahezwWllaQTXNzNFDE7qAfBv8Aw8h/Zq/6Jf8At7/+Kl/+CpP/ANBpR/w8h/Zq/wCiX/t7/wDipf8A4Kk//QaV+gUE8NzDDc200Vxb3EUc8E8EiSwzwyoJIpoZYyySRSIyvHIjMjowZSQQaloA/Pj/AIeQ/s1f9Ev/AG9//FS//BUn/wCg0o/4eQ/s1f8ARL/29/8AxUv/AMFSf/oNK/QeigD8+P8Ah5D+zV/0S/8Ab3/8VL/8FSf/AKDSj/h5D+zV/wBEv/b3/wDFS/8AwVJ/+g0r9B6xo/Efh6bxDe+EYde0aXxXp2jaZ4j1DwxHqljJ4hsPD2tX2raZo+vXuirOdStdG1bUtA13T9M1Se2jsb++0XVrS1nln068jhAPhH/h5D+zV/0S/wDb3/8AFS//AAVJ/wDoNKP+HkP7NX/RL/29/wDxUv8A8FSf/oNK/QeigD8+P+HkP7NX/RL/ANvf/wAVL/8ABUn/AOg0o/4eQ/s1f9Ev/b3/APFS/wDwVJ/+g0r9B6KAPz4/4eQ/s1f9Ev8A29//ABUv/wAFSf8A6DSvZ/2PPEMHi74Hx+LbPw94/wDC2m+K/i/+0v4o0bRfih8L/iP8GPHUWg+If2lfi3rGgXuufDH4ueFfBHxG8KDWdGvbHWdLtfFHhXRry90bUNP1W3t5NPv7O5m+oKKACiiigAooooAKKKKACiiigAooooAKKKKAPmb9qf8AaPT9l3wP4X+Id58OfF/xO0C/+IGleGPF2jfDuMaz8Q9C8IXOg+Jte8R+OvB3w9t7e41/4s3fgbTfD03iXxD8OvBMdx4/1TwRp/irV/A2i+MPFGh6X4H8Tfid8WfAVj4Q8Q/B248UftofD/4bf8E4v2gfjv8AtFf8FCPD37b/AMJvhp8P7Lxvpnx58TeL/C3xW/Z38A/FP9qb4qap8cPgTH4H17QfiZ8RNP8Agz8U7v4SeA59b8B/s6/Ar9mSy8Xvfa7YeHfiv/SHPa210Ihc28FwIJ4rqETxRzCG5gbfBcRCRWEc8L/PFKmJI2+ZGB5r5p+Dn7MeifAP4m/FLxL8LPFGq+HfhJ8W7y48aa1+z4LK0n+HvhD4z6vrN1qnjX4p/C2QPFe+AB8VHvrjVfin4B05LnwR4j8fxv8AFLRtK8L+PPFfxV1n4kgGN+wv49+LXxM/Zc+HHjL41zavqXja/v8A4j6dYeLPEfw+uvhL4p+Jnwz8NfFTxt4Y+CPxl8X/AAuvLPSrj4deMvjZ8FtG8AfFvxf4Jbw94QTwx4l8aaro0PgXwJDZx+DtD+tqKKACiiigD8a9B+Mfin9sjx/8IPj18BvAPwntP2q/2RbD4keGvH37KP7T3jnXfCmg/wDCv/2lNP8ADlv4f+P/AMG/jh8O/h38Wn/sjxTY/CxG+B37Qvhj4ReOvDXjr4ZeIvj/APAjxHpPw1+Jl78QLH4YcZ/wS+tF+EXxy+NH7Pnwy+O/g79ov4eaha/F748/tJaR8H786/8As+/sUftpfEP9pDxZ4h8Vfs4fBnxL9s1KLStD8Zab4y8WR6r8BfP0XxB8H7/9n5PjJ458E+E/Ev7Xjw336R/HT9lrw38Wde+GXxL8H+IL74NfHj4LavcXvwy+MPg3TLCbUrTw1r2p6Ze/EX4S+N9AnNtpvxB+C3xYtdLtbXx98PdamhhOsWPhz4i+D9U8IfFjwL4C8e+GPqSgAooooAK+Qv2oP2wfCH7JuvfCm5+J3h3VB8JfG7+MB8Rvi5pd9Z3On/ATSPDp8K29j8SfiZ4Y2DWofgjHqvie10X4kfFjTGutG+C8upeGvFHxDstM+Gl34v8AH3gT69qhf6VpmqxGHVNOsNShaG7tmiv7O3vImt7+3ks76Ax3EciGG8tJZbW7iI2XFvJJBMrxOykA/m5/aE/Zy174DfA79lzwh8df2kv2Yf2OvhP+xB4r8d+Mf2Mf2sfhD4o8X61+1f8AtAfHCf4S/FTw18JvDsn7PWqeCvDun+M/HfxC0zxrr/jr9pT4QfDf4qftBaz+3x450LVNBHgDwr4d+KOveFtJ/oO+DniXxz4z+EXwr8YfE7wR/wAKz+JXiv4ceB/EvxD+HH9pRax/wr/xzrvhjS9U8WeCP7Xg/car/wAIpr91qGg/2lD+6vvsH2qP5JVrzH9mv9m7Tv2XtG8V/DrwH4x12++Br67Dq3wa+EmuQQXdj+z3oVzabdZ+Fvw68Reb/aknwctNVT+1Phv4C1mO8X4SWF9f+AfBmrWvws0v4f8AgTwF9K0AFFFFABX416D8Y/FP7ZHj/wCEHx6+A3gH4T2n7Vf7Ith8SPDXj79lH9p7xzrvhTQf+Ff/ALSmn+HLfw/8f/g38cPh38O/i0/9keKbH4WI3wO/aF8MfCLx14a8dfDLxF8f/gR4j0n4a/Ey9+IFj8MP2Ur5b+On7LXhv4s698MviX4P8QX3wa+PHwW1e4vfhl8YfBumWE2pWnhrXtT0y9+Ivwl8b6BObbTfiD8Fvixa6Xa2vj74e61NDCdYsfDnxF8H6p4Q+LHgXwF498MAH5uf8EvrRfhF8cvjR+z58Mvjv4O/aL+HmoWvxe+PP7SWkfB+/Ov/ALPv7FH7aXxD/aQ8WeIfFX7OHwZ8S/bNSi0rQ/GWm+MvFkeq/AXz9F8QfB+//Z+T4yeOfBPhPxL+148N9+49FFABRRRQB8hftQftg+EP2Tde+FNz8TvDuqD4S+N38YD4jfFzS76zudP+AmkeHT4Vt7H4k/EzwxsGtQ/BGPVfE9rovxI+LGmNdaN8F5dS8NeKPiHZaZ8NLvxf4+8CfjP+0J+zlr3wG+B37LnhD46/tJfsw/sdfCf9iDxX478Y/sY/tY/CHxR4v1r9q/8AaA+OE/wl+Knhr4TeHZP2etU8FeHdP8Z+O/iFpnjXX/HX7Snwg+G/xU/aC1n9vjxzoWqaCPAHhXw78Ude8LaT/SNf6VpmqxGHVNOsNShaG7tmiv7O3vImt7+3ks76Ax3EciGG8tJZbW7iI2XFvJJBMrxOyn55/Zr/AGbtO/Ze0bxX8OvAfjHXb74GvrsOrfBr4Sa5BBd2P7PehXNpt1n4W/DrxF5v9qSfBy01VP7U+G/gLWY7xfhJYX1/4B8Gata/CzS/h/4E8BAHp3wc8S+OfGfwi+FfjD4neCP+FZ/ErxX8OPA/iX4h/Dj+0otY/wCFf+Odd8MaXqnizwR/a8H7jVf+EU1+61DQf7Sh/dX32D7VH8kq16PRRQAV4D+098erT9mv4M678VJPCOs/ELWV8SfDT4c+Avh9oF9pek6p4++LHxt+J/g74KfB/wAER67rs9tofhm08WfFL4g+ENB1XxZrcy6P4T0m/vvEmqh7DSriNvfqY8aSALIiSKHjkCuoYB4pFlicBgQHjlRJI26pIqupDKCAD8LNW8c/tB+FP2wviD8a/wBoj9jHTPEMOlfs2fDb4HftGeD/AIIeItf/AGt9Di/Zk+IXjz4reI/Bnxj/AGbW1v4IfCH4j/EPUfDvjvTvih4M/bv/AGW9I+EF3468d/Di0/Zh+Kfwxf4h634D0v4SeOPo3/gnD408E3GvftA/CL9m7x7qHxl/Yf8AhS3wxuP2cfiZ9qvfEfgzwV4j8aP8RZPi3+yZ8KPiTdhoviZ8Lf2cYPDnw31Pwpd2GoeJNP8AhKvxdvP2Z7TxFbQfAqPwH4D9V/aX+GH7Vfxg+Lnhv4efDLxNo/wY/Z48WfDm40z4zftA+EfGGpWX7ROlWcXiZ59f+FHwd0KHR4rLwT4k+I+kNodtp37QcfiK7174VaBbfENvBvhvTPiZqnw68f8AhP70oAKKKKACvyG/bP8A2jvil8SPBv7dfwV+Gf7O+ufEP4A/A74e658Gv2t/ih4Q+Ocnwy/aL0uf4n/ALw/8UPiBpn7G3wztfhL8QrD4qfFb4W/s/wDxf8E/ETR5vHnj34MaF4i8e+IdD+H3g7Vtc1zT/Et14e/XmuN+IFv4lfwF48TwJpmiap42uvCXiX/hFNM8QX02j6Bq/ixtCuoPD1l4h1azsdSu9P0m81FLCy1PUoNO1G5stOMk0FldtBHbuAfgb8YvixYfC34b/Dy48V+CYv2ev+Cpf7JXhSx+G37J3hX4JeBdTsPhf/wUI8M2mn2Fn4f+Bf7PWhaLY3mkfEP9l34/RadosPxJ+Bmq3tz4u/4J7eIRpnxi8X33g/w98Lvhl+0j44/okr46/ZC+Gn7QfhrQdd+JH7TvjY3XxT+JWkeCLBPgn4R8QXWsfBb9nPwX4Is9Zi8LfDjwPcT2unv448eyHxHqmpfGn456lp2n6t8V/FjWNppWk+Fvhf4H+GHgfwp9i0AFFFFAHgP7T3x6tP2a/gzrvxUk8I6z8QtZXxJ8NPhz4C+H2gX2l6Tqnj74sfG34n+Dvgp8H/BEeu67PbaH4ZtPFnxS+IPhDQdV8Wa3Muj+E9Jv77xJqoew0q4jb8p9W8c/tB+FP2wviD8a/wBoj9jHTPEMOlfs2fDb4HftGeD/AIIeItf/AGt9Di/Zk+IXjz4reI/Bnxj/AGbW1v4IfCH4j/EPUfDvjvTvih4M/bv/AGW9I+EF3468d/Di0/Zh+Kfwxf4h634D0v4SeOP3TeNJAFkRJFDxyBXUMA8UiyxOAwIDxyokkbdUkVXUhlBHwd+0v8MP2q/jB8XPDfw8+GXibR/gx+zx4s+HNxpnxm/aB8I+MNSsv2idKs4vEzz6/wDCj4O6FDo8Vl4J8SfEfSG0O2079oOPxFd698KtAtviG3g3w3pnxM1T4deP/CYB5V/wTh8aeCbjXv2gfhF+zd491D4y/sP/AApb4Y3H7OPxM+1XviPwZ4K8R+NH+Isnxb/ZM+FHxJuw0XxM+Fv7OMHhz4b6n4Uu7DUPEmn/AAlX4u3n7M9p4itoPgVH4D8B/qTRRQAUUUUAfkN+2f8AtHfFL4keDf26/gr8M/2d9c+IfwB+B3w91z4Nftb/ABQ8IfHOT4ZftF6XP8T/AIBeH/ih8QNM/Y2+Gdr8JfiFYfFT4rfC39n/AOL/AIJ+ImjzePPHvwY0LxF498Q6H8PvB2ra5rmn+Jbrw98qfGL4sWHwt+G/w8uPFfgmL9nr/gqX+yV4Usfht+yd4V+CXgXU7D4X/wDBQjwzaafYWfh/4F/s9aFotjeaR8Q/2Xfj9Fp2iw/En4Gare3Pi7/gnt4hGmfGLxffeD/D3wu+GX7SPjj98viBb+JX8BePE8CaZomqeNrrwl4l/wCEU0zxBfTaPoGr+LG0K6g8PWXiHVrOx1K70/SbzUUsLLU9Sg07Ubmy04yTQWV20Edu/wA2fshfDT9oPw1oOu/Ej9p3xsbr4p/ErSPBFgnwT8I+ILrWPgt+zn4L8EWesxeFvhx4HuJ7XT38cePZD4j1TUvjT8c9S07T9W+K/ixrG00rSfC3wv8AA/ww8D+FAD7FooooAK8B/ae+PVp+zX8Gdd+KknhHWfiFrK+JPhp8OfAXw+0C+0vSdU8ffFj42/E/wd8FPg/4Ij13XZ7bQ/DNp4s+KXxB8IaDqvizW5l0fwnpN/feJNVD2GlXEbe/Ux40kAWREkUPHIFdQwDxSLLE4DAgPHKiSRt1SRVdSGUEAH45ap8Kvjx+0v8AHPxf4j8d+GdI/Y6/bv8A2Zvht8P9c+APxb+FPjjUf2hv2d/E/wAPvifr/j+W78J6/wCJNe+F37N/jr4oeBvGXiT4fa34L/af/Z38Y+ENKg8P6Xo3wP8AjJ8HfHHgz4q3XhHx34S/SP8AZ9+I/wAQfid8OLPWfi18Itb+B/xS0fVNV8J/EDwBqOoxeI9BtvE/h64Fre678N/HNra6fafEP4V+KYmt/EXw98ZjS9A1jUPDmpWdl4z8I+BfHuneKvA/hz54/aX+GH7Vfxg+Lnhv4efDLxNo/wAGP2ePFnw5uNM+M37QPhHxhqVl+0TpVnF4mefX/hR8HdCh0eKy8E+JPiPpDaHbad+0HH4iu9e+FWgW3xDbwb4b0z4map8OvH/hP70oAKKKKACvyp8T/tgfFr4pxeOW0P8AZphvv2L9Y+PvjT9h/wAQfHLS/ivZX/x/s/GMfxX1T9kvxr8XdC/Zl1T4Pa94D1L4GfD/APaKTVfBniTXvGPxnsfFQ8EeGfFnxgPwl1rwHpukWPjD9Vq8L/aRg+Kn/CjfiFH8C/A/hf4h/FEafa3HhTwJ4s8aSfDXQPFF0Ne0661jTbnxzb+HPFh8L393pH9qy6VrEvhzVbaLXfsL38AtZLieMA+Tfg38K/ir+wv4+8E/Bn4eaH4j+LP7DPj2+g8O+CdG03zdU8afsPeL5bSWW28M2Fre3k+p+Jv2M/FF3A9l4R0u2uNU8T/sqeIr3T/CenQa1+zTqukQ/s0/pNXz7+zb8M/ip8N/A2qy/HL4t33xi+MPxC8WX3xE+Imt2sN5o/w28La7quj6FokPw6+Bngm8u7+XwF8GvBGjeHdK0fwtot3f6n4j8QX8eufEf4ga34j+Jfjnxn4i1X6CoAKKKKAPmD9qH9oLX/gXpPwo0P4e/Dm3+LPxo/aB+Llj8Efgp4C1bxinw48H6n4ybwB8Qvi54j1n4g/EX/hHfGd14J8CeCfhN8JfiT451/VtH8EeN/EuoL4ctvDHhLwf4k8VeING0q5+LpfhF8Tv2u/EniX4z6jYXP7HH7fv7JOt3fwX8H+JPD2qj4wfBpp7nSvDnxdjOn+JpfC/we8VftFfsn/tA+CPiD4K0T4v+APG3hrwHqeg+OfBl1/wrxfhv8avg14a+MMv62tGjmNnRGaJzJEzKGMblHiLxkglHMUkkZZcEpI6Z2swPwd4q+GH7VfxI/apvI7rxNo/wb/ZL8Iaz8J/iSuv/DbxhqU3xn/aL8SeC0t9V0r4S+KYzo+nQfCX4TeHPGlhfav8Vo9E1TxFrPx98LXXgn4cS6p4X8AH4u+F/HYB9D/s+/Ef4g/E74cWes/Fr4Ra38D/AIpaPqmq+E/iB4A1HUYvEeg23ifw9cC1vdd+G/jm1tdPtPiH8K/FMTW/iL4e+MxpegaxqHhzUrOy8Z+EfAvj3TvFXgfw57bRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUV5j8bPEfj7wf8Hfip4u+FXhjTfG3xM8K/Dzxj4l8AeC9Yk1yHTPGPi/QvD+oar4e8J3tx4Z0vXfEVrB4k1S0ttFa70PQde1W0N6Lmw0LWrmKPTLoA6nUPFem6Z4k0nwzeW2tpc6zomt65b6smgaxN4Wto9E1fwpojaVqfiyKyfw9pfiXWb7xhpv/CLeGL/UYNe8VW1j4jvPD+n6hbeGdclsf57PiT+1hc/thTeCP2hvihN8a/2b/wDgmhoHjP8Aad+BCfG/4JftH/G/4EfHv4GftE+Evid4V+EvgP48/txfCHT/AAT8KNa+BHw08BeJvh18YdDsdC+JXiT41/DXwSnxX+Hvj79r34O+DvCNl4h174TdB8UP2lNd/aLsbP4j/tX+ArTw1+w/4Q8HfEv9nj/goV+ybpt9rt78cf2C/wBpBfib4B+Inwe/ao+MHjzRovDHiG7+Hnw98FeEPDHi/wAN/GT4F6X4dj/Z6ufG+jftZ/Db4pfGX4EKnx4+En37+yf+x341+FPxE+IvxP8Aid8To/iDrvivS5Ph5qvjHwxd6VYaV+2D8NdO0TwZF8I/jT+1n8L08EWvgu0/az+GXhuz174K6t8VPg3rGjaF8bfh3aaNr/jXQ9O0W0+GHwg+BYB9Qfs5QftD6Z8PpfDP7Td54G8S/Ebwf4h1LwxZ/E/4fLNpWjfGfwdYW+nzeGPipqngaa1jX4X+MvENrdy2Pjn4e6fqPiHw9ovi7SNYvPCOu3fhLVNDgtfe6KKACkZgqsxyQoLEKrM2AMnaqgsx9FUFieACSBS1+bP7U37W/wAa/gb8c9G+FMngTwd4A+BXxa8C6J4X8F/txeOT4q1z4afA79pfx/8A8LR8M/DTwN8Xfh3pmn6NZ+KNH8Y+OtE+GeneGL0/Fv4VeGr3U/FE/wAPvFnj3wV8QPGXwI0T4wgHSftKftv3Pwsf9lPwN8KPh4vif40ftn+NJvBfwc0f45P8TPgP8LfC2qaT8KtV+Nmu6P8AHX4jW/wj+I+q/CT4h3fgLRL6z8B/B/XPBMnxN8eeNpDoen+HLPRvDvj3xN4P+LP2C7L47eH9W8KJ4V+JnxN8Q/Hn4fz/AA9+GH/BVP8AZE/av+Nvj/4gavpPxA8RQXjf8Nofsu+KfF+o+MLLwr4G+IWp2vifxt8OvDfwvsPCn7MXxs+E1rqngbw54O+A/wAffgp4x+H2heZfDX9m7Xv2h9Mm+HHxFtdH0v8AbO8GeHf2fPhb/wAFVPgJ8Ude8QaJ8P8A9r7w5oEWleG/h9+378IPiL8PtC07X/DHxk0p/h5efFH9kT9rb4WaF4f8ZQ6p8OpP2XfjPZ/D74l/Bzwhrn7LH71fDrwXP4D8GeEvDGp+L/FHxJ17w34S8OeFNW+Jvj5fDL/ELx6fDlk1rH4h8a3nhDw34R8O3Wu6lcTX2q6idE8NaFo41PU9Rn0/SLCO6eGgDuKKKKACua1DxXpumeJNJ8M3ltraXOs6JreuW+rJoGsTeFraPRNX8KaI2lan4sisn8PaX4l1m+8Yab/wi3hi/wBRg17xVbWPiO88P6fqFt4Z1yWx5b42eI/H3g/4O/FTxd8KvDGm+NviZ4V+HnjHxL4A8F6xJrkOmeMfF+heH9Q1Xw94Tvbjwzpeu+IrWDxJqlpbaK13oeg69qtob0XNhoWtXMUemXX4a/FD9pTXf2i7Gz+I/wC1f4CtPDX7D/hDwd8S/wBnj/goV+ybpt9rt78cf2C/2kF+JvgH4ifB79qj4wePNGi8MeIbv4efD3wV4Q8MeL/Dfxk+Bel+HY/2ernxvo37Wfw2+KXxl+BCp8ePhIAc/wDEn9rC5/bCm8EftDfFCb41/s3/APBNDQPGf7TvwIT43/BL9o/43/Aj49/Az9onwl8TvCvwl8B/Hn9uL4Q6f4J+FGtfAj4aeAvE3w6+MOh2OhfErxJ8a/hr4JT4r/D3x9+178HfB3hGy8Q698Jv29/Zyg/aH0z4fS+Gf2m7zwN4l+I3g/xDqXhiz+J/w+WbStG+M/g6wt9Pm8MfFTVPA01rGvwv8ZeIbW7lsfHPw90/UfEPh7RfF2kaxeeEddu/CWqaHBa/L/7J/wCx341+FPxE+IvxP+J3xOj+IOu+K9Lk+Hmq+MfDF3pVhpX7YPw107RPBkXwj+NP7WfwvTwRa+C7T9rP4ZeG7PXvgrq3xU+DesaNoXxt+Hdpo2v+NdD07RbT4YfCD4F/o3QAUUUUAYHirxFaeEPDHiLxXf2Gv6pZeGdD1XX7zTPCvh7WvF3ifUbbSLGfUJ7Hw74V8OWWpeIPEuuXcVu0GlaDoenX2ratfSQWGnWlxdzxRP8AmZ+3d+1P8al8Xz/sK/sa+G9Avf2tPjZ+y9+0J8VfBHj74leOvFPwU8A+E9E8Cf2Z8M5bn4T/ABMi+DPxZ8JfEv8AaG8L/EPx54X1yP4TrBZWXg7w3plz4v8Aipr3hHSNS8G2vjHrP2pv2t/jX8Dfjno3wpk8CeDvAHwK+LXgXRPC/gv9uLxyfFWufDT4HftL+P8A/haPhn4aeBvi78O9M0/RrPxRo/jHx1onwz07wxen4t/Crw1e6n4on+H3izx74K+IHjL4EaJ8YfzX/Zy/ZI8V/FO70/4GeM/E2o/C/wCPHwx1Dwn4z/be+H9z4il8PeOvhp+1e/g/xZb+BP8Agrx/wTc+JGmeB9Q8PQH9qfxtoni3/haHhC88G6d8E/jtbeLPiz4e+OnhDwX8aPCv7V/wd+PgB9zfsH3evNrlnrv7OXjv4m+OP2UvEepeIvBPx2/Z8/a6+KvxK8d/tb/sE/tM+CPDlnd694IvPF3xW8T/ABV8f+KNF8TySaRB4w+GHjb4j+INM0a88S+D/j1+zr8RvHHwA+KGlLJ+tFU7KxhskfYFkubhoZdQvmgtIbvVLyGztbD7fqBsre1gmvJLWztYGkSCJEht4LeGOK2ghhjuUAFFFfPn7UfxE+M3wo+C3iLx/wDAH4Or+0D8TtA1nwKuk/BpNeHhTUfH2k6x478N6D4r0rQfFNxa3mjeHPEVp4X1TV9Z0PV/FiWfge11HTIP+E317wp4UfV/FmiAHbeNPix4b8B2nxAvdc0nx7cwfDnwFH8Q9UXw38N/HXi268R6W9l441F/D3w3sfDOgarffFD4h21l4A1q5u/ht8P7fxF45to7/wAKmbQVPi/w2NT/AAPsPjZ8Rv2wPGfwM/aM+K3xC+In7G3wt/aw+DvwYuf+CYPxw+Af7SvxA8d/BXwN8cPEfivxz40sfA37aHwpi0X4SfCLWPjX+0J4W8S/B/4f2vwa+MGj/Gr4P67rnw58e/Af4TfG3wP8d/GPgxvij1HiP4qJ+1R4r8OfEX9onxtcaJ+yb+0LafADwn+yl8WvgpDrnhPx/wD8Ev8A/gpF8NNU+IPgnx14G+LGu+P/AAxpvjXwZ8avHPxO8fyfCPwp4++Ivw08A+AfEt54evv2Mf2jfgPoN18StP8ADf7RP6W/sb/steLfgZp3xA174m6v4YPjj4q+J28U/EnwJ8KJLm1/Zs1v4paJ4u8S3F5+098O/hh4o0B/EHwQ+J/7RemyeEviF8c/hn4f8a+KvhzovxWsL/xDomp+LfHurePvjB8TQD6a+DWofFzU/hl4Tuvjz4b8E+FPi+lndWPjzSfhv4g1TxP4Am1nS9TvdM/t7wZquuaXo+ur4a8WWdna+KtH0jXrBdd8OWWsw+HdaudQ1PSrrULr06iigArA8VeIrTwh4Y8ReK7+w1/VLLwzoeq6/eaZ4V8Pa14u8T6jbaRYz6hPY+HfCvhyy1LxB4l1y7it2g0rQdD06+1bVr6SCw060uLueKJ9+vxz/av/AGl/2xNS8d/tD/sYfDrSPh7+y549+KvgzXfDf/BP/wDbL+JN74v1T4cfFv4vp8O/AHjXVvgwmg2/hOGx8HfF/TdG1P4pTaB4ruvFviSway8L2vjz4b/C34+Xvwy+P3wv+GoB3X7d37U/xqXxfP8AsK/sa+G9Avf2tPjZ+y9+0J8VfBHj74leOvFPwU8A+E9E8Cf2Z8M5bn4T/EyL4M/Fnwl8S/2hvC/xD8eeF9cj+E6wWVl4O8N6Zc+L/ipr3hHSNS8G2vjHJ/YPu9ebXLPXf2cvHfxN8cfspeI9S8ReCfjt+z5+118VfiV47/a3/YJ/aZ8EeHLO717wReeLvit4n+Kvj/xRovieSTSIPGHww8bfEfxBpmjXniXwf8ev2dfiN44+AHxQ0pZPn7wX+zR4R/a51i/8W/Bt/EfwA0a6+M+u63+11+zZ4p1YeCvj/wDsE/t6aJ4SvvE1t+1P+yx4l0XQvG/hnwf8cPFd/wCKNMb4teGY7PW/2Vf23Pg/8Wn+PMWoeIPD3xF+K+m/tV/u7ZWMNkj7AslzcNDLqF80FpDd6peQ2drYfb9QNlb2sE15Ja2drA0iQRIkNvBbwxxW0EMMYBcooooAK8y8afFjw34DtPiBe65pPj25g+HPgKP4h6ovhv4b+OvFt14j0t7LxxqL+HvhvY+GdA1W++KHxDtrLwBrVzd/Db4f2/iLxzbR3/hUzaCp8X+GxqfE/tR/ET4zfCj4LeIvH/wB+Dq/tA/E7QNZ8CrpPwaTXh4U1Hx9pOseO/Deg+K9K0HxTcWt5o3hzxFaeF9U1fWdD1fxYln4HtdR0yD/AITfXvCnhR9X8WaJ+NviP4qJ+1R4r8OfEX9onxtcaJ+yb+0LafADwn+yl8WvgpDrnhPx/wD8Ev8A/gpF8NNU+IPgnx14G+LGu+P/AAxpvjXwZ8avHPxO8fyfCPwp4++Ivw08A+AfEt54evv2Mf2jfgPoN18StP8ADf7RIBy9h8bPiN+2B4z+Bn7RnxW+IXxE/Y2+Fv7WHwd+DFz/AMEwfjh8A/2lfiB47+Cvgb44eI/FfjnxpY+Bv20PhTFovwk+EWsfGv8AaE8LeJfg/wDD+1+DXxg0f41fB/Xdc+HPj34D/Cb42+B/jv4x8GN8Uf3v+DWofFzU/hl4Tuvjz4b8E+FPi+lndWPjzSfhv4g1TxP4Am1nS9TvdM/t7wZquuaXo+ur4a8WWdna+KtH0jXrBdd8OWWsw+HdaudQ1PSrrULr5l/Y3/Za8W/AzTviBr3xN1fwwfHHxV8Tt4p+JPgT4USXNr+zZrfxS0Txd4luLz9p74d/DDxRoD+IPgh8T/2i9Nk8JfEL45/DPw/418VfDnRfitYX/iHRNT8W+PdW8ffGD4m/dFABRRRQBgeJPEVp4YsLXUbyw1/UYrvX/C/h2O38N+Hta8T38d34t8S6T4Xsb+60/QbK/vLTQNLvNYg1LxR4huYYtF8KeGrTVvE/iG907QtI1G/tvzM/bt/an+NX/CVj9hr9jTw3oF/+1f8AHf8AZT+PPxk+H3xC+JHjrxT8Ffh74c8L+FLbRvAFrq3wf+J8XwZ+LXg/4o/HzRfG3xE8IeJ9P+GEMNppnhfwjZyeNvib4h8KaHq/gqDxlwn7WP7Sv7YeqeOv2iP2Lvh5o3w7/Ze8d/FfwXr3hn9gH9sn4l3ni/Vvht8Xfi6Ph34A8aax8Fx4fg8Jw2Hg/wCLun6NqfxSm0HxVd+LPEtg9j4XtfHnw4+Fnx9vfhn8f/hf8NfJf2a/2avCX7QnhLxH8LPBkniT4O/AD4ceJr3WNI+BWvav/wAIj+2R/wAEg/28vBsOi31v4W/Zp8SWGh+L/Bd18E/EHhPx3q3jHwJ4cu73Uvg1b/DPxEvhv4Yp8cP2H/2jdI+EHw1APf8A9g+715tcs9d/Zy8d/E3xx+yl4j1LxF4J+O37Pn7XXxV+JXjv9rf9gn9pnwR4cs7vXvBF54u+K3if4q+P/FGi+J5JNIg8YfDDxt8R/EGmaNeeJfB/x6/Z1+I3jj4AfFDSlk/WiqdlYw2SPsCyXNw0MuoXzQWkN3ql5DZ2th9v1A2VvawTXklrZ2sDSJBEiQ28FvDHFbQQwx3KACiivnz9qP4ifGb4UfBbxF4/+APwdX9oH4naBrPgVdJ+DSa8PCmo+PtJ1jx34b0HxXpWg+Kbi1vNG8OeIrTwvqmr6zoer+LEs/A9rqOmQf8ACb694U8KPq/izRADkf2pP2wfh7+yh+z7+0d+0N448MfE7W/Dn7Nfh3WPEHibQfDPw58Y6lr/AIpt9J8M+FPEkuo+CreDRJl1/wAEWC+NNFsfF/xSsPtHw3+HUtl4vu/Hnibw/YeAvGVzov5VadJ+0/4t/aR8Taj8SvijP+zT+3B8RLrQPin+wVZeGf2l/jB8c/8Agmf+0R8EvCHwV8IJ8RP2WG8PXfhz4S+C/FPjSTxHpHxP+L3xE1mT4E+HP2mvD/g7xzoHxq+BXj34rfDH4N+P/BXgHgPhf8QPFn7XPjWHWPi98WdM+GPx/wDiZ8VPG3xC/wCCY37UHw/8JeIG8EfBDX9J+F3g3w9+0L/wTC+NPgLx3aeCfHF58QfAPiX4P+N7n9p79nP422nw91D9prwzp+r/ABo+Fek/BT4x/BO40L9lf9jf2Of2bk/Zx+EGkeDbqzs/DgutSt/HFp8FfDXiuXx78E/2bPEeu+F9NsvGnwr/AGYNe8QeBPA/jfTPgTZeKX8Wax4B8M+JbCOPwVpfiy/8F+BdI8C/DDTfCfw68LgH0v4Sv/EWq+FPDGqeL/D1t4R8Wal4e0W/8T+FLPXIvE1p4Y8RXmm21xrXh618SQWOlw+IbbRdSkudNg1yHTNOi1aK2W/jsbRLgW8fQ0UUAFYHiTxFaeGLC11G8sNf1GK71/wv4djt/Dfh7WvE9/Hd+LfEuk+F7G/utP0Gyv7y00DS7zWINS8UeIbmGLRfCnhq01bxP4hvdO0LSNRv7bfr8QPix+1l+3F8QfEfxF/Z98G/DLwr8Dfj98IfjZ4c+Mfw18D6p4hv113/AIKQfsW/BT496tF8aPD37N/iPxxovg7wL8KPiF4j8EaP4F8La9F4z1/x3/ZereO/7P8AFNh8Mfgv8Wfgv+1LrYBu/tqftUfGD4uePvjb+xt+y38MfFfjG6+Bngr9mb42/tQX3hj4t+Ov2ef2gfHvwA+JXxUXXvEng39hO4h8F6Tp3xk8SeOPhJ8Lfip8O9d+JXh349fA/RfBPjXxZoPgzwZ8XtN+Ktpr1x8Pfov9hC78UNpn234WfGZv2mv2EfH3hzUvG/7PPxQ+IfjTxz4g/aM+D/iK08UvoHjX9mv4q3nxJtLn4hePtP8AB+uJr9nout/FnVtO/aB+D/iDwp4x+A/x30jVPFHhTTNdb5b/AGbf2Sfht8T/ABL8HPjP+zF4/wBQ8O/sm+DdV8TeOfgVpVkdZ+G37R37D3xU0rx9ofh/4/fsZ+F/DvinwXrdsf2Tfi03h7xX4G+OX7Hfxk0vRLn9lv4k+AbXTvhVZ2b6F8ErD9lb9tLe1trSNorS3gtYnnurp47eKOGNrm9uZb29uGSNVVp7u8uJ7u6lIMlxczSzys8sjuwBPRRRQAV8nftSftg/D39lD9n39o79obxx4Y+J2t+HP2a/DuseIPE2g+Gfhz4x1LX/ABTb6T4Z8KeJJdR8FW8GiTLr/giwXxpotj4v+KVh9o+G/wAOpbLxfd+PPE3h+w8BeMrnRcj9tn4+fHf9m74b+GPiT8DP2dr79px7fxncWPxK+H2g6n4n0rxZo3w4g8B+N/EWp/EDw2fC3gj4i6nrk/hTWPD2iHVPB2m+EdZ8XeMdG1C/0H4X6L4y+LF14F+G/jf8x3uNc+Pvxja68cftAeHLPxv8bfiJ4h+Pf/BF79vv4Q+HbfV/gv8A8Ku8Q/CDwQ/ij9i7xXoTeIrqPxjNq+kfC/W/H3x1+CfjPxpa6B+1Z4Fn1H42fA7WPhp8VvghLZ/svAEOnSftP+Lf2kfE2o/Er4oz/s0/twfES60D4p/sFWXhn9pf4wfHP/gmf+0R8EvCHwV8IJ8RP2WG8PXfhz4S+C/FPjSTxHpHxP8Ai98RNZk+BPhz9prw/wCDvHOgfGr4FePfit8Mfg34/wDBXgH95fCV/wCItV8KeGNU8X+Hrbwj4s1Lw9ot/wCJ/ClnrkXia08MeIrzTba41rw9a+JILHS4fENtoupSXOmwa5DpmnRatFbLfx2NolwLeP5o/Y5/ZuT9nH4QaR4NurOz8OC61K38cWnwV8NeK5fHvwT/AGbPEeu+F9NsvGnwr/Zg17xB4E8D+N9M+BNl4pfxZrHgHwz4lsI4/BWl+LL/AMF+BdI8C/DDTfCfw68L/XFABRRRQBgeJPEVp4YsLXUbyw1/UYrvX/C/h2O38N+Hta8T38d34t8S6T4Xsb+60/QbK/vLTQNLvNYg1LxR4huYYtF8KeGrTVvE/iG907QtI1G/tvx8/bU/ao+MHxc8ffG39jb9lv4Y+K/GN18DPBX7M3xt/agvvDHxb8dfs8/tA+PfgB8SviouveJPBv7CdxD4L0nTvjJ4k8cfCT4W/FT4d678SvDvx6+B+i+CfGvizQfBngz4vab8VbTXrj4e4XxY/ay/bi+IPiP4i/s++Dfhl4V+Bvx++EPxs8OfGP4a+B9U8Q3667/wUg/Yt+Cnx71aL40eHv2b/EfjjRfB3gX4UfELxH4I0fwL4W16Lxnr/jv+y9W8d/2f4psPhj8F/iz8F/2pdbk/Zt/ZJ+G3xP8AEvwc+M/7MXj/AFDw7+yb4N1XxN45+BWlWR1n4bftHfsPfFTSvH2h+H/j9+xn4X8O+KfBet2x/ZN+LTeHvFfgb45fsd/GTS9Euf2W/iT4BtdO+FVnZvoXwSsP2VgD6k/YQu/FDaZ9t+Fnxmb9pr9hHx94c1Lxv+zz8UPiH408c+IP2jPg/wCIrTxS+geNf2a/irefEm0ufiF4+0/wfria/Z6LrfxZ1bTv2gfg/wCIPCnjH4D/AB30jVPFHhTTNdb9F6gt7W2tI2itLeC1iee6unjt4o4Y2ub25lvb24ZI1VWnu7y4nu7qUgyXFzNLPKzyyO7T0AFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAHyP8Atg/theBv2LvCvwx+IHxP8K/EDV/hz44+Len/AAx8aeN/AvhyfxPYfBPQ9Q8B/EDxnN8XviRYWIl1Kz+GXh6bwPBpHinXLC0vZNCHiCy1Oe1ntraaGT4U/wCCbP7JX7RXwX8deFfiH491b4fN4Tn/AGbr7wj8WPif4B/ad+K37QUv/BQf47eJfFXw58UeG/20vGfhrxz4H8MeGPhPr1p4Z8P/ABDGk23hjxL8QbzUPDXxx074Tw+Ij8K/2ePg+13+h/7X/wAIvE3xw/Zw+KHgLwBNo1l8V4dL0n4gfAvVvElxe2/hvw/+0P8AB/xJovxc/Z58T+JTpyS3Vz4a8MfGzwP4D1/xFpqwXUGr6Lp1/pV5Z3tne3FpN85/8E+f2IviL+xrYfEH/hKfjg/jTRviy2neM7n4EeHtO8Sab8Bf2bviDf8Ainx74k8V+CP2SdA1bxZd2Pw3/Z1hs/F2i6D4c+Hx8JW+unUfC134t1HxKth4h0nwF4GAPq/Xv2a/gZ4m+Ofgz9pbWfhxolz8c/APhzUvCPhv4iwS6np+rjw7qVnr+nJpmvWum39ppHjCLQbHxf44tPBU3i/TtdufAEHxC+JEfgefw8vxF8bjX/caKKACiiigD8Rfjwt5/wAFJbL4T/E39n7wloHx08A/Bh/2gPhZ8dP2Ovjb+0H8Xv2NPEnw+/aN1+L4Uz/DH4k+OtX+FHgb4neIbD4i/AfRNE8aXPw5jk0iawbRvjv4T/ai+AvjjUdU8K/CvxJr36d/DL4O6n/wy58OvgF+0zq+hftH65F8BvB3wk+PviDxp4dsNX8OfHXWrf4f6b4R+KGu+KfCmt295puo6R8StRj1vUtY0HVbW6s7m01m4sbyCaJ5Ebxr4l/sgnSPHfw/+O37J+o+G/gl8bPAOl+HPh/rmmTafdr8Jvjv8A9J1i4vJPgb8X/D+jAXAtfCcGq69q3wC+I+i20/iz4CeL9QvP8AhH7TX/hf4v8Ait8J/iP9yUAeY/Bz4OfDr4BfDnw38J/hRoM/hvwL4Ti1KPRtNvNe8SeK9S83Wdb1PxJrN/q/inxjq/iDxZ4j1jWfEOtavrer634j1zVdY1TVdSvb6/vri5uJZG9OoooAK+NPj3+2NbfCD4hN8IPAH7P37QP7UXxU0v4aw/GTx14J/Z80v4Vyah8NPhXqet6/4Z8LeLPFmr/Gb4q/B/wpPqPj/wAQ+EPHGj/DXwD4X17xL8RvHV34C8b3GieEZ9J8K63qVn9l1ztr4Q8KWPizXPHtl4a0K08b+JvD/hfwn4j8X22lWMPiXXvC/gnUfFur+DvDusa3HAupajonhXVfH3jjUvD2l3dzLZaPfeMPE11p8NvPrmpPcgH4sf8ABKX9nr42+GLn4VftAarrng26+F3jz9kqxXxv8VvC37QHxy+Letf8FDPi38R9X+GHj/wP+2t8Rvhr8Yfhr4AHwE8X23gzS/Hn2fwxFe+LPFVvonxys/gtqWoWPw8/Zw+E9vN+rGvfs1/AzxN8c/Bn7S2s/DjRLn45+AfDmpeEfDfxFgl1PT9XHh3UrPX9OTTNetdNv7TSPGEWg2Pi/wAcWngqbxfp2u3PgCD4hfEiPwPP4eX4i+Nxr/zb+xzqX7U/jjV7vxf8T/h7c/sy/Afwf4e8TfDb4b/s6eJbLwfq3xS8Y+KB4ysrrV/jH8QNf8M32u6L4J8HeFoNDvPh/wDAT4e+Cdcu08T+CtY8QfFj4kajd3nin4deCfhX+gdABRRRQB5H8dvjZ4I/Z3+Ffif4u/EE65N4e8NvoGnW+j+FdDvfE/jDxd4t8Z+JtG8DfD74f+CPDOmq994k8dfEbx94k8M+BPBHh+12S614r8RaPpgmgF0Zo/wp/aC8IftJft0/tAfEeDwb8MNR+Bnxe8M/Azwd8OvhD4M/aN/ausvhZ8YP2FvifbeIvEXjTWP2+fg18PP2UNe/aT+F37Qlj4y0b4p/CbwZqlvqPxF8Eaqup/ADxD+zx4xv4PhD+0B44ub3+hDxR4R8K+N9NttG8ZeG9C8VaRZeIvCHi6z0vxFpVjrOn2vir4f+LNE8e+BPElvaahBcQQ674N8b+GvD3i/wvqsca32heJdD0jW9MnttS060uYvzC/aF/ZF0Hxn+1R8LfGHwZ/Y60Xwd8Yrf47/BX9of4kf8FILi++E+h+INM8L+AdY07SfiV8GtI1zSPG2oftQePvE/xY+CvhJP2bb3wFr/AIK8Nfs/aT8G/ibqWqf8JzqF94B0z4Za+Afp34x8HeEfiJ4S8TeAfH/hfw9438DeNdA1bwr4x8G+LtG07xH4W8V+GNfsJ9L13w74j8P6vbXmla3oes6bdXOn6rpWpWlzY6hZXE1rdQSwSujcr8HPg58OvgF8OfDfwn+FGgz+G/AvhOLUo9G02817xJ4r1LzdZ1vU/Ems3+r+KfGOr+IPFniPWNZ8Q61q+t6vrfiPXNV1jVNV1K9vr++uLm4lkb06igAooooA/NP/AIKMftSWXwh8Naf+zk/irxp8BvE/7YHwb/aL+HXwn/bJtdJuLj4Tfsy/HBNB8GeCvhDrHxX8S2MqXXgg+IfGvxW0u78FeIrgQaX/AG34TnsLu/09ruK/tGf8E+v2aPi7+z/rnxp1Lxf4B8FfAL4XeM9D+Dmk+AP2b/h9+0h8Vf2o/Dvh7x34Hg+Ia/Fz46XHxE+LHgD4cavpvin47J4n+H+m+LdB07Qrs+JNa+E8/wAa/Guuan8VvjD8QTD6p+3v+z549/aD+DGh2Pwf0n4P618afh38S/CvjX4caf8AtBadq+vfA/UtP8QWmt/Bn45+Gvin4W0WG5uvF3hDx3+y78WPjp8P7zw7Jazx3V34qsruL7Lf2Nlf2jv2Df2SPF37FXwbuPgp4g/aN+JX7SehWOtadqfgvxL8XJ9a1Lxp4Q0n/hCvCeh6t4GtdY1Xxf4ktT8P9N8TaHrOp/DTwvpGm+H7fwF4P1fTvB2oTeM9a0nUvHviUA9o0L9mv4GeGPjp4x/aV8O/DjRNE+NvxB8L2nhHxt430yXU7OTxPpdm/h7be6voMF+nhe78VXdn4N8DaJq/jp9E/wCE21zwx8Pvh14T1nxDf+Gvh94M0nQ/caKKACuX8b+KI/A/gvxf40l0bXPEcXhDwvr/AIol8PeGLeyu/EmvR+H9Ju9WfRvD1rqWoaTp1zrmqLaGx0m3v9U02ymv57eO61CzgaS4j6iszW9F0jxJo2r+HfEGmWOtaDr+mX+i63o2p20N7puraRqtrLY6lpmo2dwkkF3Y39lPNa3dtOjwz28skUiMjsCAfhL+0b8JPij/AMFENV0r9pj9j3xX4J+Ivw7+IX7PXh74bfs8/EzxN+0H8bfgH4v/AOCfP7SXhT4lfFKT4m/tD6D8GfDHw38QL45+Mtsda8B+CPiH8KfiPcfC/wAb6Bf/ALPniP8AZu+IFxY/D342fF7TtM/aH4w/Bz4ZfH34deIvhP8AF/wjp3jfwF4pjsf7U0TUJL2zmgv9I1Kz1zw74i0DW9IutP8AEHhPxl4R8RabpXinwR438K6ro3i/wR4t0fRfFnhLW9G8R6PpmqWnz1cfst6x8O/2idM+P/7OHiTSfANn8QtQ0nSv2sfhDrcGo3Hw++N+i6XoUPh7w78W9JSxaWfwZ+0x4B07TdB0SH4h29teWPxc+GumRfDH4s2OqTeHPg/49+D32jQBzPgvwd4Y+HfhDwt4C8FaPa+HvCHgnw5oXhHwtoVkZmtdG8OeGdKs9D0HSrd7iWa4eDTdJsLOxge4nmnMNvH5ssjAsemoooAK/Jv9vf8AbWuNB+GH7Zfwe+EHhf8AaGtNZ+FnwW8UeF/jF+2P8KvDfgnUvhp+w142+Jfwlm8S+EfH/jW3134leEPit491f4Q+DPFng79oPx/4b/Z2+Hvxf8ZeCfhjqHhzxDqOk22p+JvC2lav+sleReNvCegeFfAnx01zwb8LdM8ReJfHmj+JvGXizwt4a0zw7pWt/GfxvZfDXSfA+mW2uX2oPpmma14n1zwj4J8GfDqx1jxVqCwwaDofhzRr3ULbRNHtUtQD4s/4J8/s0/Fz4A638Z9T8W+AvBPwD+FvjXQvg3pfw/8A2cPh7+0h8Vf2pPDfh/x14Ig+IY+Lfx1n+IvxY8AfDjVtO8UfHePxP8PtN8WaFpuhXn/CS618J5/jZ401zU/ir8YfiCYfr/Qv2a/gZ4Y+OnjH9pXw78ONE0T42/EHwvaeEfG3jfTJdTs5PE+l2b+Htt7q+gwX6eF7vxVd2fg3wNomr+On0T/hNtc8MfD74deE9Z8Q3/hr4feDNJ0Pyj9j2/8A2m/GHh3Wfij+0LpY+FuheM9F8C6d8Hf2bL2w0O58bfCXwb4YsdYW48W/Gjxhpcl8NT+OXxdm1iz1bxz4F0HVr74d/B/SPDfg/wAAeGrvxL4q074hfEj4gfZFABRRRQB4H+0N+0J4b/Z28LeF9X1Pwp46+JPjD4jePNI+Fnwj+Efwv03RNT+I3xY+JOtaVr3iS38JeE4/FPiDwh4O05tN8H+EvGPjzxT4m8b+MfCPgrwb4D8GeK/F/ivxLo+h6Fe3cf40+D/hv8f/ANqf9r7xb8dvDHhyy+HHizw7+098BfEGpa/8T/2pNb039pT9iz4GfBseCvCfxn/Y9m/Zg+DsXxW+Anjn4d/tb33wv+Mni2w8aWnxxtPCvj3Rf2idH+IninTLv4i/su/DDTYP3w1vwj4V8S6l4Q1nxD4b0LXNX+H/AIiufF3gTVNX0qx1HUPBviq98J+KPAV54k8L3d3BLPoWu3Xgjxv4y8IXGq6ZJbX03hrxV4i0SSdtN1nULa4/MLQv2RdB0L9uz4c/En4EfsdaL+zJo/wr8VfGTxh8dv2rYL74T6P4i/bP0r42fD7xE2o/CtNO+GvjbxT8WPiZpOofHPxdoPx0+JPjX9qPTvA2o+H/AIi/Arwo3gDw/wCPx47vvGHg8A/RP4w/Bz4ZfH34deIvhP8AF/wjp3jfwF4pjsf7U0TUJL2zmgv9I1Kz1zw74i0DW9IutP8AEHhPxl4R8RabpXinwR438K6ro3i/wR4t0fRfFnhLW9G8R6PpmqWnTeC/B3hj4d+EPC3gLwVo9r4e8IeCfDmheEfC2hWRma10bw54Z0qz0PQdKt3uJZrh4NN0mws7GB7ieacw28fmyyMCx6aigAooooA/Ij/goX8fx4w8W6j/AME7dEl8U/C/4o/GTwd8BPiN8L/iT4m8V+MPg78Ev2g4YPj7qeqfFz9imD9of4eWWseMPhH8T/jL8G/g3408CrrOi6Rd+JbLw18Uv7f8I2Gs63osGh6t9J/sE/A34pfAb4bfEnQPiPovhX4eaJ4r+M+u+N/g98APAnxO8W/GPwP+zZ8KrzwR8PfDtt8JfCHxB8Z+EvAmp3ugX/jzwz4++Ldl4U0rwjongv4VD4pP8I/h7bS+BPAnh26uPMf+CkH7Fvj/APa70f4W2PwqvfhZoXiB3+IfwV+K/ij4saPrniez0H9mL40aFpeu+Pta+G/hrR7qxSX48+Bvjb8H/wBmv4v/AAS8SXWo6K3hPxx8MLK/j17S7S41H7T9Yfsu/BfxZ+z18FfDHwe8YfGnx7+0He+Db/xXbaR8V/ivfarrfxV8ReFNS8V61rXhW2+JfirV9f16bxn420DQtSsfD+t+MLKPwzo/iCbTEvtG8D+C9MktfDmngGjoX7NfwM8MfHXxh+0v4d+HGiaJ8bvH/he28I+NfHOmS6nZzeJdLtv7AiN7q2hQX6eF7rxVfaf4R8E6BrPjptEHjbXvCvgH4eeEda8Q6h4Y8AeDdI0P3GiigAryb45/GLw7+z/8KvF3xi8X6L401/wr4GttO1LxHYfDzwtqHjjxfDol1rWm6VqesaV4P0YSa/4lTw7Z6hL4g1TRvDNlq/iq/wBI0u/t/C3h/wAReIX03QtR9ZrE8Q+G9B8WaW+i+JNKsta0qS80rUTY38KzQrqOharZa7omoRA4aC/0fW9N0/V9LvYWjudP1OxtL60liubeGVAD8Xtb/Zq+N/x1/at0f9rL4M+LPhh8QfhV8S/jB+yx8cvgh+1/oX7UnxQTXfhL+yX4M8I/CaT4t/svfDj4B+GPA+s/CL4nfDn9p6Xwx8U9V1nxNJ8S9C0LxHJ+0Npvj3xVo2qeMf2ZvgzJe/qZ8fP2bPgb+1D4P0/wH8evh1ovxF8M6P4isPFmi22pTanpupaF4hsba+0xtS0HxF4fv9J8R6G+r+HtX1/wZ4pg0nVrO18Y/D/xT4w+HniuDWfA/i/xP4f1byb4Zfsya/8AAH48eI/E/wAD/E2j6F+zb8XbjxV4v+K/7PGrWt7/AGR4K+Nms3Z1q4+MX7Pt1ZB7XwVF8T9VuNUn+OvwrubVPBXivxlfwfGjwpN4O+Id98Wh8avsmgBFVVGFUKCWYhQANzMWZsDuzEsx6liSckk0tFFABX4n/txftZal8cvhl4++B/wX+Gnx6tfAup/tMfCn9mbWf2ro9esfhT+zj4t+Jvhz9o7wD4U+KP7K9/8AEnwB441P9rLwN4e+NXiTS/En7Dfif9pH4Y/s+eK/Afwu+LfxCvrWfxRIfBni240P9sK+XPj7ptj8IP2cfiVc/Cb4Dax8QZdN1bU/iHb/AAe+C2g+C7Lxb4q8X+L/AIpD4i+O/FPhbRfEOr+D/Cmp+PNQ8Ya/4l+KmpTaprml33ijxe+pajLqM3iHVfPnAPPv2Cfgb8UvgN8NviToHxH0Xwr8PNE8V/GfXfG/we+AHgT4neLfjH4H/Zs+FV54I+Hvh22+EvhD4g+M/CXgTU73QL/x54Z8ffFuy8KaV4R0TwX8Kh8Un+Efw9tpfAngTw7dXHufws/Zr+BnwR8Y/Fnx78J/hxongXxN8cPEdr4u+Jt1ocupw6dr/iK2uNe1GXU7Pw9NfzeHfC8uq6/4t8Y+MfEcPhLSdCtvFPj/AMbeOPiF4kg1Xxv4z8Ua/q2d+zbaftEt4G1XxN+07qfhOD4j+PfFl94ytPhj4Ejtb3wd8AvCN7o+haZ4d+C2keNhp+max8VNQ8OR6Rc6941+J+vWdk3i34h+KPF9x4T0Pwf8OIPBPgnw19BUAFFFFAHgf7Q37Qnhv9nbwt4X1fU/Cnjr4k+MPiN480j4WfCP4R/C/TdE1P4jfFj4k61pWveJLfwl4Tj8U+IPCHg7Tm03wf4S8Y+PPFPibxv4x8I+CvBvgPwZ4r8X+K/Euj6HoV7dx/jT+wt8N/j/APEr9rXVPjfrnhyy+FHirwJ+05+1l4j/AGl9c8a/tSa344/aV8f/AAb+IGpfG7w1+zd+yV8WP2ZfBcXjb4D+Afh98HI7/wCGHib4PeO/CXxy8b+Ho9E+BE3ij4daVoviX9pj9oDSPD/74a34R8K+JdS8Iaz4h8N6Frmr/D/xFc+LvAmqavpVjqOoeDfFV74T8UeArzxJ4Xu7uCWfQtduvBHjfxl4QuNV0yS2vpvDXirxFokk7abrOoW1x+YWhfsi6DoX7dnw5+JPwI/Y60X9mTR/hX4q+MnjD47ftWwX3wn0fxF+2fpXxs+H3iJtR+Faad8NfG3in4sfEzSdQ+Ofi7Qfjp8SfGv7UeneBtR8P/EX4FeFG8AeH/H48d33jDweAfd/x8/Zs+Bv7UPg/T/Afx6+HWi/EXwzo/iKw8WaLbalNqem6loXiGxtr7TG1LQfEXh+/wBJ8R6G+r+HtX1/wZ4pg0nVrO18Y/D/AMU+MPh54rg1nwP4v8T+H9W9vVVUYVQoJZiFAA3MxZmwO7MSzHqWJJySTS0UAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUVx/iLxc+hatpGiWfhnxD4m1PWNO1rVYbbQpPDcAtrDQbnQrS9nu5vEniLw9AC1x4i06OCK2luZpMzu8caRbmz/+Ey8R/wDRJviB/wCDL4V//PLoA9Aorz//AITLxH/0Sb4gf+DL4V//ADy6P+Ey8R/9Em+IH/gy+Ff/AM8ugD0CivP/APhMvEf/AESb4gf+DL4V/wDzy6P+Ey8R/wDRJviB/wCDL4V//PLoA9Aorz//AITLxH/0Sb4gf+DL4V//ADy6P+Ey8R/9Em+IH/gy+Ff/AM8ugD0CivP/APhMvEf/AESb4gf+DL4V/wDzy6P+Ey8R/wDRJviB/wCDL4V//PLoA9Aorz//AITLxH/0Sb4gf+DL4V//ADy6P+Ey8R/9Em+IH/gy+Ff/AM8ugD0CivP/APhMvEf/AESb4gf+DL4V/wDzy6P+Ey8R/wDRJviB/wCDL4V//PLoA9Aorz//AITLxH/0Sb4gf+DL4V//ADy6P+Ey8R/9Em+IH/gy+Ff/AM8ugD0CivP/APhMvEf/AESb4gf+DL4V/wDzy6P+Ey8R/wDRJviB/wCDL4V//PLoA9Aorz//AITLxH/0Sb4gf+DL4V//ADy6P+Ey8R/9Em+IH/gy+Ff/AM8ugD0CivP/APhMvEf/AESb4gf+DL4V/wDzy6P+Ey8R/wDRJviB/wCDL4V//PLoA9Aorz//AITLxH/0Sb4gf+DL4V//ADy6P+Ey8R/9Em+IH/gy+Ff/AM8ugD0CivP/APhMvEf/AESb4gf+DL4V/wDzy6P+Ey8R/wDRJviB/wCDL4V//PLoA9Aorz//AITLxH/0Sb4gf+DL4V//ADy6P+Ey8R/9Em+IH/gy+Ff/AM8ugD0CivP/APhMvEf/AESb4gf+DL4V/wDzy6P+Ey8R/wDRJviB/wCDL4V//PLoA9Aorz//AITLxH/0Sb4gf+DL4V//ADy6P+Ey8R/9Em+IH/gy+Ff/AM8ugD0CivP/APhMvEf/AESb4gf+DL4V/wDzy6P+Ey8R/wDRJviB/wCDL4V//PLoA9Aorz//AITLxH/0Sb4gf+DL4V//ADy6P+Ey8R/9Em+IH/gy+Ff/AM8ugD0CivP/APhMvEf/AESb4gf+DL4V/wDzy6P+Ey8R/wDRJviB/wCDL4V//PLoA9Aorz//AITLxH/0Sb4gf+DL4V//ADy6P+Ey8R/9Em+IH/gy+Ff/AM8ugD0CivP/APhMvEf/AESb4gf+DL4V/wDzy6saT40nv/EFt4b1Pwd4p8MXt7o2ra3Yza3N4QubS7tdEvdDsNQijfw14s8QzxXMc3iHTnRLm3giliaYpMXiKEA7iiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigDz/AFL/AJKp4N/7J/8AEv8A9SP4TV/NR+0f/wAFFP2yfAn7QXxu8E+FPjJJpPhjwj8WPiB4a8PaWPAfwwvRp2iaJ4p1TTtMsheaj4Ku7+6FrZ28MP2i9urm7m2eZcTyys7t/SvqX/JVPBv/AGT/AOJf/qR/Cav5Lf2qfgB8eNc/aa/aD1nRfgn8XNX0fVfjR8TNR0vVdL+G/jLUNN1LT7zxjrFxaX1hfWmjTWt5Z3UEkc9tc28skE8LpJE7Iysf3rwEwPDuPzrPocRYPJcZQp5XQlh4Z1h8DiKUKrxcVKVGOOhOEajhpJwSk46N2P5f+lDmfFmWcP8ADFThPMOIsvxNXOcVDF1OHcXmWEr1KCwTlCGIlltSnUnSVTWMarcFPVLmPrb9iv8Ab8/a3+LH7UXwh+HnxA+LcniDwd4n13UrPXdHbwR8N9MF9bQeG9bv4ozf6N4P07U7bZd2lvLvtL23kby9jMY2dG/eL4hfG5vhx8a/gF8MNb8LZ8KfHx/iV4V0X4irrRjXRvi74N8L2/xD8KfDm78OHSHW5h8f/Dfw78ZPEtp4mPiCzXSL/wCGEHh46Lqtx4wtLzSf5rf2A/gX8bfC37YHwP1/xN8Hfip4d0LTfEWqzajrWu/D3xbpGk2ET+FNfgSW91LUNIt7O1jeaWKFXnmjVpZI4wS7qD/R5+1l8JfEHxk+B3inQPAkmn2fxa8K3nh34q/A7VtUkNvp2k/G74Ta/p3xB+F0mrXaI1xB4Y1Xxb4f07w346gtyrax4C1zxR4fufMsdXu4JeXx5wWQYHifKaXD2EyfB4SeQ0qlankuHwWHw8sQ8wzCLnVhgYQpyrOlGnFymnPkjBN8qid/0Ysy4ozPgvPK3FePz/MMdDiivSw9XiHFZji8XDCLKcpnGnRqZlUqVo4dVp1pRhBqkqsqskudzb8T/aX/AG43+AnxX8N/DHw/8Lf+Fkoup/sn6d8UvEJ8bjwpD8Mz+2X+238G/wBjf4LIunjwj4lPia/1r/hLvjZ8TWsPt2giKx+BI8N3F1bH4iaf4h8Offlfhh8WfB3xIn/Yi139pvx18Ivi0vxc+O37ff8AwTt/a6+I/wAKfC/ww8d/E/4zfDb4GfCX9vr9kLW/CXgST4UfDPw/4x+IV/4g+C37K/wqsfFXxS8D+DPD2uXWn/ElPi/rlhplxd6rqU1z+mHwU/a7+FPx+8Vah4O8C+E/2n9C1fTfD914muLz41/sRftofs1+FZNOs9R0rS5rbT/HX7RnwC+FfgnVvED3Os2ctr4T0vxDeeKr7TodV1ix0a40jQtcvtO/Dz+kT6fr+AL/AIKIf8Fq/wDgpt8Df24/2pvhB8Lf2mpvC3w6+HXxn8ZeFPBvh1fhD8BdZGjaBpWovBYaeNV8Q/C3VtbvxbxAJ9p1TUr28l+9NcSNzX9/tf5oX/BUP9jz9rjxp/wUO/bF8WeDv2Wf2jfFnhbxB8evHmqaD4l8M/BD4ma9oGt6Zdao722o6RrOl+GLrTtSsbhPngu7O5mt5V+aORhzQf2N9DPJ+CM5404to8c5XwrmuBpcL06uDpcWYHKMdhKWLebYODqYWnnFKrRhiHRc4udJKr7Jzi3yNo+1P+Ca/wDwWi/4KX/Hz9u79l74N/Fr9pebxb8N/iH8UtJ8O+MfDbfCP4D6INY0a5tb2SezOreHPhfo+u2Ad4Y2+0aZqdldLtwk6gsD/ZV+1t+0L8U/gddfs1+Efgp8JPh/8YPib+0x+0BqHwL8M6P8UvjN4j+BXgTw7/Yn7OP7Q37SGs+Kdd8b+E/gh+0H4gk8vw/+z5qvh3TNE0/4dXH2/WPEenz3Wr6XZWVzJL/Az/wSg/Y//a18Df8ABRv9kDxd41/Zd/aK8H+FNA+MWi6hrvifxT8EviX4f8PaLYR2eoLJe6trWreGbTTdOtI2dVe5vLmGFSyhnBIz/cN/wUB1+fwF4+/4JzfF288EfGDxp4J+EH7b/ivxZ8SZPgp8DfjL+0L4q8J+FfEf/BPT9vb4UaT4m1D4d/AfwJ8R/iJL4fl+InxH8C+FbrWbHwrdadpeo+KNKOqXNlbTm4UI+mZlHBOT8ccK0OBsr4WyrL6vCntcZR4UwWU4HB1MZ/a+Yw9piaeUUqVCeJ9hGlHnqp1fZRpxvyKKN7wf+1P+0b4R+OXwk+C37Xn7Nfww+EUH7Q9/4o8J/A/4l/s//tH+Lf2k/A2r/FHwV4A8afFvW/hd8RV8cfsy/sw+KPh74g1X4VfDvx5448E6xYeHfGvg/X7TwN4r0bWfEPhXxGvhXSfFvkP7PX7WP/BST9pT4BfA/wDaM8C/sT/sQaT4J+P3wf8Ahp8a/B2l+LP+CkXx5sfFWm+Ffip4L0Xx14e0/wATWO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<iic-com:Patrimonio contextRef="FIM_T32021_V-86025251_ia" decimals="0" unitRef="euro">2555500</iic-com:Patrimonio>
<iic-com:Patrimonio contextRef="FIM_T32021_V-86025251_ipy" decimals="0" unitRef="euro">2365769</iic-com:Patrimonio>
<iic-com:Patrimonio contextRef="FIM_T32021_V-86025251_ipy2" decimals="0" unitRef="euro">3140314</iic-com:Patrimonio>
<iic-com:Patrimonio contextRef="FIM_T32021_V-86025251_ipy3" decimals="0" unitRef="euro">8955447</iic-com:Patrimonio>
<iic-com:ValorLiquidativo contextRef="FIM_T32021_V-86025251_ia" decimals="4" unitRef="euro">12.1710</iic-com:ValorLiquidativo>
<iic-com:ValorLiquidativo contextRef="FIM_T32021_V-86025251_ipy" decimals="4" unitRef="euro">11.4055</iic-com:ValorLiquidativo>
<iic-com:ValorLiquidativo contextRef="FIM_T32021_V-86025251_ipy2" decimals="4" unitRef="euro">11.2072</iic-com:ValorLiquidativo>
<iic-com:ValorLiquidativo contextRef="FIM_T32021_V-86025251_ipy3" decimals="4" unitRef="euro">10.9915</iic-com:ValorLiquidativo>
<iic-com-fon:ComisionesAplicadas>
<iic-com-fon:ComisionGestion>
<iic-com:ComisionGestionCobradaPatrimonio contextRef="FIM_T32021_V-86025251_da" decimals="2" unitRef="euro">0.33</iic-com:ComisionGestionCobradaPatrimonio>
<iic-com:ComisionGestionCobradaPatrimonio contextRef="FIM_T32021_V-86025251_daa" decimals="2" unitRef="euro">0.97</iic-com:ComisionGestionCobradaPatrimonio>
<iic-com:ComisionGestionCobradaResultados contextRef="FIM_T32021_V-86025251_da" decimals="2" unitRef="euro">0.05</iic-com:ComisionGestionCobradaResultados>
<iic-com:ComisionGestionCobradaResultados contextRef="FIM_T32021_V-86025251_daa" decimals="2" unitRef="euro">0.58</iic-com:ComisionGestionCobradaResultados>
<iic-com-fon:ComisionGestionCobrada contextRef="FIM_T32021_V-86025251_da" decimals="2" unitRef="euro">0.38</iic-com-fon:ComisionGestionCobrada>
<iic-com-fon:ComisionGestionCobrada contextRef="FIM_T32021_V-86025251_daa" decimals="2" unitRef="euro">1.55</iic-com-fon:ComisionGestionCobrada>
<iic-com-fon:XCode_BaseCalculoComisionGestion_03 contextRef="FIM_T32021_V-86025251_daa">03</iic-com-fon:XCode_BaseCalculoComisionGestion_03>
</iic-com-fon:ComisionGestion>
<iic-com-fon:ComisionDepositario>
<iic-com-fon:ComisionDepositarioCobrada contextRef="FIM_T32021_V-86025251_da" decimals="2" unitRef="euro">0.03</iic-com-fon:ComisionDepositarioCobrada>
<iic-com-fon:ComisionDepositarioCobrada contextRef="FIM_T32021_V-86025251_daa" decimals="2" unitRef="euro">0.07</iic-com-fon:ComisionDepositarioCobrada>
</iic-com-fon:ComisionDepositario>
<iic-com-fon:XCode_SistemaImputacionComisionGestion_01 contextRef="FIM_T32021_V-86025251_da">01</iic-com-fon:XCode_SistemaImputacionComisionGestion_01>
</iic-com-fon:ComisionesAplicadas>
</iic-com-fon:DatosGeneralesClase>
<iic-fim:RentabilidadClaseFIM>
<iic-com:RentabilidadIIC contextRef="FIM_T32021_V-86025251_daa" decimals="2" unitRef="pure">6.71</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC contextRef="FIM_T32021_V-86025251_da" decimals="2" unitRef="pure">1.12</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC contextRef="FIM_T32021_V-86025251_dpp" decimals="2" unitRef="pure">0.17</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC contextRef="FIM_T32021_V-86025251_dpq2" decimals="2" unitRef="pure">5.35</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC contextRef="FIM_T32021_V-86025251_dpq3" decimals="2" unitRef="pure">8.11</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC contextRef="FIM_T32021_V-86025251_dpy" decimals="2" unitRef="pure">1.77</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC contextRef="FIM_T32021_V-86025251_dpy2" decimals="2" unitRef="pure">1.96</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC contextRef="FIM_T32021_V-86025251_dpy3" decimals="2" unitRef="pure">-0.80</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC contextRef="FIM_T32021_V-86025251_dpy5" decimals="2" unitRef="pure">3.17</iic-com:RentabilidadIIC>
</iic-fim:RentabilidadClaseFIM>
<iic-com-fon:RentabilidadExtremaClase>
<iic-com-fon:RentabilidadMinimaValor contextRef="FIM_T32021_V-86025251_da" decimals="2" unitRef="pure">-0.39</iic-com-fon:RentabilidadMinimaValor>
<iic-com-fon:RentabilidadMinimaValor contextRef="FIM_T32021_V-86025251_dpy" decimals="2" unitRef="pure">-0.39</iic-com-fon:RentabilidadMinimaValor>
<iic-com-fon:RentabilidadMinimaValor contextRef="FIM_T32021_V-86025251_dly3" decimals="2" unitRef="pure">-2.13</iic-com-fon:RentabilidadMinimaValor>
<iic-com-fon:RentabilidadMinimaFecha contextRef="FIM_T32021_V-86025251_da">2021-07-07</iic-com-fon:RentabilidadMinimaFecha>
<iic-com-fon:RentabilidadMinimaFecha contextRef="FIM_T32021_V-86025251_dpy">2021-07-07</iic-com-fon:RentabilidadMinimaFecha>
<iic-com-fon:RentabilidadMinimaFecha contextRef="FIM_T32021_V-86025251_dly3">2020-03-12</iic-com-fon:RentabilidadMinimaFecha>
<iic-com-fon:RentabilidadMaximaValor contextRef="FIM_T32021_V-86025251_da" decimals="2" unitRef="pure">0.37</iic-com-fon:RentabilidadMaximaValor>
<iic-com-fon:RentabilidadMaximaValor contextRef="FIM_T32021_V-86025251_dpy" decimals="2" unitRef="pure">1.06</iic-com-fon:RentabilidadMaximaValor>
<iic-com-fon:RentabilidadMaximaValor contextRef="FIM_T32021_V-86025251_dly3" decimals="2" unitRef="pure">1.38</iic-com-fon:RentabilidadMaximaValor>
<iic-com-fon:RentabilidadMaximaFecha contextRef="FIM_T32021_V-86025251_da">2021-09-28</iic-com-fon:RentabilidadMaximaFecha>
<iic-com-fon:RentabilidadMaximaFecha contextRef="FIM_T32021_V-86025251_dpy">2021-02-08</iic-com-fon:RentabilidadMaximaFecha>
<iic-com-fon:RentabilidadMaximaFecha contextRef="FIM_T32021_V-86025251_dly3">2020-11-09</iic-com-fon:RentabilidadMaximaFecha>
</iic-com-fon:RentabilidadExtremaClase>
<iic-com:PeriodicidadCalculoVL>
<iic-com:XCode_PeriodicidadCalculoVL_01 contextRef="FIM_T32021_V-86025251_da">01</iic-com:XCode_PeriodicidadCalculoVL_01>
</iic-com:PeriodicidadCalculoVL>
<iic-fim:MedidasRiesgoFIM>
<iic-com-fon:VolatilidadValorLiquidativo contextRef="FIM_T32021_V-86025251_daa" decimals="2" unitRef="pure">2.89</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo contextRef="FIM_T32021_V-86025251_da" decimals="2" unitRef="pure">2.50</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo contextRef="FIM_T32021_V-86025251_dpp" decimals="2" unitRef="pure">2.67</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo contextRef="FIM_T32021_V-86025251_dpq2" decimals="2" unitRef="pure">3.36</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo contextRef="FIM_T32021_V-86025251_dpq3" decimals="2" unitRef="pure">5.25</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo contextRef="FIM_T32021_V-86025251_dpy" decimals="2" unitRef="pure">5.86</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo contextRef="FIM_T32021_V-86025251_dpy2" decimals="2" unitRef="pure">2.31</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo contextRef="FIM_T32021_V-86025251_dpy3" decimals="2" unitRef="pure">1.60</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo contextRef="FIM_T32021_V-86025251_dpy5" decimals="2" unitRef="pure">3.72</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadIbex contextRef="FIM_T32021_V-86025251_daa" decimals="2" unitRef="pure">15.56</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex contextRef="FIM_T32021_V-86025251_da" decimals="2" unitRef="pure">16.21</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex contextRef="FIM_T32021_V-86025251_dpp" decimals="2" unitRef="pure">13.98</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex contextRef="FIM_T32021_V-86025251_dpq2" decimals="2" unitRef="pure">16.53</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex contextRef="FIM_T32021_V-86025251_dpq3" decimals="2" unitRef="pure">25.56</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex contextRef="FIM_T32021_V-86025251_dpy" decimals="2" unitRef="pure">34.16</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex contextRef="FIM_T32021_V-86025251_dpy2" decimals="2" unitRef="pure">12.41</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex contextRef="FIM_T32021_V-86025251_dpy3" decimals="2" unitRef="pure">13.67</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex contextRef="FIM_T32021_V-86025251_dpy5" decimals="2" unitRef="pure">25.83</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadLetrasTesoro contextRef="FIM_T32021_V-86025251_daa" decimals="2" unitRef="pure">0.28</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro contextRef="FIM_T32021_V-86025251_da" decimals="2" unitRef="pure">0.28</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro contextRef="FIM_T32021_V-86025251_dpp" decimals="2" unitRef="pure">0.18</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro contextRef="FIM_T32021_V-86025251_dpq2" decimals="2" unitRef="pure">0.36</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro contextRef="FIM_T32021_V-86025251_dpq3" decimals="2" unitRef="pure">0.52</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro contextRef="FIM_T32021_V-86025251_dpy" decimals="2" unitRef="pure">0.53</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro contextRef="FIM_T32021_V-86025251_dpy2" decimals="2" unitRef="pure">0.25</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro contextRef="FIM_T32021_V-86025251_dpy3" decimals="2" unitRef="pure">0.24</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro contextRef="FIM_T32021_V-86025251_dpy5" decimals="2" unitRef="pure">0.37</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadVaRHistorica contextRef="FIM_T32021_V-86025251_daa" decimals="2" unitRef="pure">3.15</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica contextRef="FIM_T32021_V-86025251_da" decimals="2" unitRef="pure">3.15</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica contextRef="FIM_T32021_V-86025251_dpp" decimals="2" unitRef="pure">3.12</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica contextRef="FIM_T32021_V-86025251_dpq2" decimals="2" unitRef="pure">3.22</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica contextRef="FIM_T32021_V-86025251_dpq3" decimals="2" unitRef="pure">3.46</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica contextRef="FIM_T32021_V-86025251_dpy" decimals="2" unitRef="pure">3.46</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica contextRef="FIM_T32021_V-86025251_dpy2" decimals="2" unitRef="pure">2.15</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica contextRef="FIM_T32021_V-86025251_dpy3" decimals="2" unitRef="pure">2.10</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica contextRef="FIM_T32021_V-86025251_dpy5" decimals="2" unitRef="pure">2.10</iic-com-fon:VolatilidadVaRHistorica>
</iic-fim:MedidasRiesgoFIM>
<iic-fim:GastosClaseFIM>
<iic-com:RatioTotalGastos contextRef="FIM_T32021_V-86025251_daa" decimals="2" unitRef="pure">1.11</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos contextRef="FIM_T32021_V-86025251_da" decimals="2" unitRef="pure">0.38</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos contextRef="FIM_T32021_V-86025251_dpp" decimals="2" unitRef="pure">0.36</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos contextRef="FIM_T32021_V-86025251_dpq2" decimals="2" unitRef="pure">0.37</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos contextRef="FIM_T32021_V-86025251_dpq3" decimals="2" unitRef="pure">0.36</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos contextRef="FIM_T32021_V-86025251_dpy" decimals="2" unitRef="pure">1.49</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos contextRef="FIM_T32021_V-86025251_dpy2" decimals="2" unitRef="pure">1.42</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos contextRef="FIM_T32021_V-86025251_dpy3" decimals="2" unitRef="pure">1.40</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos contextRef="FIM_T32021_V-86025251_dpy5" decimals="2" unitRef="pure">1.43</iic-com:RatioTotalGastos>
<iic-com:RatioGastosEstimado contextRef="FIM_T32021_V-86025251_da">false</iic-com:RatioGastosEstimado>
</iic-fim:GastosClaseFIM>
<iic-com:EvolucionValorLiquidativo>
<iic-com:NombreFicheroAdjunto contextRef="FIM_T32021_V-86025251_da">4048112C0910202131375734.jpg</iic-com:NombreFicheroAdjunto>
<iic-com:TipoMimeFicheroAdjunto contextRef="FIM_T32021_V-86025251_da">jpg</iic-com:TipoMimeFicheroAdjunto>
<iic-com:ContenidoFicheroAdjunto 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<iic-com:CodigoISIN contextRef="FIM_T32021_V-86025251_ia">ES0205227004</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_T32021_V-86025251_ia">BONO|ELZ SM ASTURIANA DE LAMINADOS |5,75|2026-08-02</iic-com:InversionesFinancierasDescripcion>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_T32021_V-86025251_ia" decimals="0" unitRef="euro">291405</iic-com:InversionesFinancierasValor>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_T32021_V-86025251_ipp" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
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<iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:CodigoISIN contextRef="FIM_T32021_V-86025251_ia">ES0241571001</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_T32021_V-86025251_ia">BONO|GALQ SM GENERAL DE ALQUI|4,50|2023-07-05</iic-com:InversionesFinancierasDescripcion>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_T32021_V-86025251_ia" decimals="0" unitRef="euro">99854</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_T32021_V-86025251_ia" decimals="2" unitRef="pure">1.15</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_T32021_V-86025251_ipp" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_T32021_V-86025251_ipp" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:CodigoISIN contextRef="FIM_T32021_V-86025251_ia">ES0305072011</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_T32021_V-86025251_ia">BONO|1193275D SM GRUPO PIKOLIN SL|4,00|2025-02-25</iic-com:InversionesFinancierasDescripcion>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_T32021_V-86025251_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_T32021_V-86025251_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_T32021_V-86025251_ipp" decimals="0" unitRef="euro">99799</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_T32021_V-86025251_ipp" decimals="2" unitRef="pure">1.12</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:CodigoISIN contextRef="FIM_T32021_V-86025251_ia">ES0236463008</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_T32021_V-86025251_ia">BONO|ADX SM AUDAX RENOVABLES SA|4,20|2027-12-18</iic-com:InversionesFinancierasDescripcion>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_T32021_V-86025251_ia" decimals="0" unitRef="euro">299467</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_T32021_V-86025251_ia" decimals="2" unitRef="pure">3.46</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_T32021_V-86025251_ipp" decimals="0" unitRef="euro">299715</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_T32021_V-86025251_ipp" decimals="2" unitRef="pure">3.38</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:CodigoISIN contextRef="FIM_T32021_V-86025251_ia">ES0205072020</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_T32021_V-86025251_ia">BONO|184691Z SM PIKOLIN SL|5,15|2026-12-14</iic-com:InversionesFinancierasDescripcion>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_T32021_V-86025251_ia" decimals="0" unitRef="euro">98644</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_T32021_V-86025251_ia" decimals="2" unitRef="pure">1.14</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_T32021_V-86025251_ipp" decimals="0" unitRef="euro">98834</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_T32021_V-86025251_ipp" decimals="2" unitRef="pure">1.11</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:CodigoISIN contextRef="FIM_T32021_V-86025251_ia">ES0305198014</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_T32021_V-86025251_ia">BONO|8945950Z SM EMPRESA NAVIERA EL|5,50|2023-07-26</iic-com:InversionesFinancierasDescripcion>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_T32021_V-86025251_ia" decimals="0" unitRef="euro">305219</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_T32021_V-86025251_ia" decimals="2" unitRef="pure">3.52</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_T32021_V-86025251_ipp" decimals="0" unitRef="euro">304555</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_T32021_V-86025251_ipp" decimals="2" unitRef="pure">3.43</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:CodigoISIN contextRef="FIM_T32021_V-86025251_ia">ES0205031000</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_T32021_V-86025251_ia">BONO|3641007Z SM ORTIZ CONSTRC Y PR|5,25|2023-10-09</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_T32021_V-86025251_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_T32021_V-86025251_ia" decimals="0" unitRef="euro">203117</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_T32021_V-86025251_ia" decimals="2" unitRef="pure">2.35</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_T32021_V-86025251_ipp" decimals="0" unitRef="euro">203490</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_T32021_V-86025251_ipp" decimals="2" unitRef="pure">2.29</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:InversionesFinancierasRFCotizadaMas1AnnoTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_T32021_V-86025251_ia" decimals="0" unitRef="euro">1297706</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_T32021_V-86025251_ia" decimals="2" unitRef="pure">14.99</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_T32021_V-86025251_ipp" decimals="0" unitRef="euro">1006393</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_T32021_V-86025251_ipp" decimals="2" unitRef="pure">11.33</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaMas1AnnoTotal>
<iic-com:InversionesFinancierasRFCotizadaMenos1Anno>
<iic-com:CodigoISIN contextRef="FIM_T32021_V-86025251_ia">ES0576156253</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_T32021_V-86025251_ia">RENTA FIJA|3750592Z SM SA DE OBRAS SERVIC|2,23|2022-03-29</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_T32021_V-86025251_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_T32021_V-86025251_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_T32021_V-86025251_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_T32021_V-86025251_ipp" decimals="0" unitRef="euro">98333</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_T32021_V-86025251_ipp" decimals="2" unitRef="pure">1.11</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaMenos1Anno>
<iic-com:InversionesFinancierasRFCotizadaMenos1Anno>
<iic-com:CodigoISIN contextRef="FIM_T32021_V-86025251_ia">ES0573365162</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_T32021_V-86025251_ia">ACTIVOS|RTC GR REALTECH AG|0,15|2022-06-15</iic-com:InversionesFinancierasDescripcion>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_T32021_V-86025251_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_T32021_V-86025251_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_T32021_V-86025251_ipp" decimals="0" unitRef="euro">99843</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_T32021_V-86025251_ipp" decimals="2" unitRef="pure">1.13</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaMenos1Anno>
<iic-com:InversionesFinancierasRFCotizadaMenos1Anno>
<iic-com:CodigoISIN contextRef="FIM_T32021_V-86025251_ia">ES0505555021</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_T32021_V-86025251_ia">ACTIVOS|Inveready Technology Group|1,15|2022-01-28</iic-com:InversionesFinancierasDescripcion>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_T32021_V-86025251_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_T32021_V-86025251_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_T32021_V-86025251_ipp" decimals="0" unitRef="euro">99165</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_T32021_V-86025251_ipp" decimals="2" unitRef="pure">1.12</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaMenos1Anno>
<iic-com:InversionesFinancierasRFCotizadaMenos1Anno>
<iic-com:CodigoISIN contextRef="FIM_T32021_V-86025251_ia">ES0576156204</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_T32021_V-86025251_ia">ACTIVOS|3750592Z SM SA DE OBRAS SERVIC|1,85|2021-09-29</iic-com:InversionesFinancierasDescripcion>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_T32021_V-86025251_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_T32021_V-86025251_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_T32021_V-86025251_ipp" decimals="0" unitRef="euro">98670</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_T32021_V-86025251_ipp" decimals="2" unitRef="pure">1.11</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaMenos1Anno>
<iic-com:InversionesFinancierasRFCotizadaMenos1Anno>
<iic-com:CodigoISIN contextRef="FIM_T32021_V-86025251_ia">ES0554653248</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_T32021_V-86025251_ia">ACTIVOS|ISUR SM Inmobiliaria del Sur S|229,18|2021-10-27</iic-com:InversionesFinancierasDescripcion>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_T32021_V-86025251_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_T32021_V-86025251_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_T32021_V-86025251_ipp" decimals="0" unitRef="euro">98401</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_T32021_V-86025251_ipp" decimals="2" unitRef="pure">1.11</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaMenos1Anno>
<iic-com:InversionesFinancierasRFCotizadaMenos1Anno>
<iic-com:CodigoISIN contextRef="FIM_T32021_V-86025251_ia">ES0376156016</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_T32021_V-86025251_ia">BONO|3750592Z SM SA DE OBRAS SERVIC|6,00|2022-07-24</iic-com:InversionesFinancierasDescripcion>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_T32021_V-86025251_ia" decimals="0" unitRef="euro">301027</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_T32021_V-86025251_ia" decimals="2" unitRef="pure">3.48</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_T32021_V-86025251_ipp" decimals="0" unitRef="euro">301315</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_T32021_V-86025251_ipp" decimals="2" unitRef="pure">3.40</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:CodigoISIN contextRef="FIM_T32021_V-86025251_ia">ES0844251001</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_T32021_V-86025251_ipp" decimals="0" unitRef="euro">211494</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_T32021_V-86025251_ipp" decimals="2" unitRef="pure">2.38</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaMenos1Anno>
<iic-com:InversionesFinancierasRFCotizadaMenos1Anno>
<iic-com:CodigoISIN contextRef="FIM_T32021_V-86025251_ia">ES0205037007</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_T32021_V-86025251_ia">BONO|6846697Z SM ESTACIONAMIENTOS Y|6,88|2021-07-23</iic-com:InversionesFinancierasDescripcion>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_T32021_V-86025251_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_T32021_V-86025251_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_T32021_V-86025251_ipp" decimals="0" unitRef="euro">103404</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_T32021_V-86025251_ipp" decimals="2" unitRef="pure">1.17</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasValor contextRef="FIM_T32021_V-86025251_ia" decimals="0" unitRef="euro">510481</iic-com:InversionesFinancierasValor>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_T32021_V-86025251_ipp" decimals="0" unitRef="euro">1110625</iic-com:InversionesFinancierasValor>
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<iic-com:InversionesFinancierasImporte>
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</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_T32021_V-86025251_ipp" decimals="0" unitRef="euro">2117018</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_T32021_V-86025251_ipp" decimals="2" unitRef="pure">23.86</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
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<iic-com:CodigoISIN contextRef="FIM_T32021_V-86025251_ia">ES0505112278</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_T32021_V-86025251_ia">ACTIVOS|0964716D LX ALDESA FINANCIAL S|1,00|2022-09-08</iic-com:InversionesFinancierasDescripcion>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_T32021_V-86025251_ipp" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_T32021_V-86025251_ipp" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:CodigoISIN contextRef="FIM_T32021_V-86025251_ia">ES0505112252</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_T32021_V-86025251_ia">ACTIVOS|0964716D LX ALDESA FINANCIAL SERVCS|2022-07-20</iic-com:InversionesFinancierasDescripcion>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_T32021_V-86025251_ia" decimals="0" unitRef="euro">98319</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_T32021_V-86025251_ia" decimals="2" unitRef="pure">1.14</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_T32021_V-86025251_ipp" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_T32021_V-86025251_ipp" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasRFNoCotizada>
<iic-com:CodigoISIN contextRef="FIM_T32021_V-86025251_ia">ES0576156253</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_T32021_V-86025251_ia">RENTA FIJA|3750592Z SM SA DE OBRAS SERVIC|2,23|2022-03-29</iic-com:InversionesFinancierasDescripcion>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_T32021_V-86025251_ia" decimals="0" unitRef="euro">98417</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_T32021_V-86025251_ia" decimals="2" unitRef="pure">1.14</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_T32021_V-86025251_ipp" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_T32021_V-86025251_ipp" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFNoCotizada>
<iic-com:InversionesFinancierasRFNoCotizada>
<iic-com:CodigoISIN contextRef="FIM_T32021_V-86025251_ia">ES0573365162</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_T32021_V-86025251_ia">ACTIVOS|Renta Corporación Real Estate,|0,15|2022-06-15</iic-com:InversionesFinancierasDescripcion>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_T32021_V-86025251_ia" decimals="0" unitRef="euro">99851</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_T32021_V-86025251_ia" decimals="2" unitRef="pure">1.15</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_T32021_V-86025251_ipp" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_T32021_V-86025251_ipp" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFNoCotizada>
<iic-com:InversionesFinancierasRFNoCotizada>
<iic-com:CodigoISIN contextRef="FIM_T32021_V-86025251_ia">ES0505112179</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_T32021_V-86025251_ia">ACTIVOS|0964716D LX ALDESA FINANCIAL S|2,95|2023-05-30</iic-com:InversionesFinancierasDescripcion>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_T32021_V-86025251_ia" decimals="0" unitRef="euro">94371</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_T32021_V-86025251_ia" decimals="2" unitRef="pure">1.09</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_T32021_V-86025251_ipp" decimals="0" unitRef="euro">93391</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_T32021_V-86025251_ipp" decimals="2" unitRef="pure">1.05</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFNoCotizada>
<iic-com:InversionesFinancierasRFNoCotizada>
<iic-com:CodigoISIN contextRef="FIM_T32021_V-86025251_ia">ES0505555021</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_T32021_V-86025251_ia">ACTIVOS|Inveready Technology Group|1,15|2022-01-28</iic-com:InversionesFinancierasDescripcion>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_T32021_V-86025251_ia" decimals="0" unitRef="euro">99172</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_T32021_V-86025251_ia" decimals="2" unitRef="pure">1.15</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_T32021_V-86025251_ipp" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_T32021_V-86025251_ipp" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFNoCotizada>
<iic-com:InversionesFinancierasRFNoCotizada>
<iic-com:CodigoISIN contextRef="FIM_T32021_V-86025251_ia">ES0505112062</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_T32021_V-86025251_ia">ACTIVOS|0964716D LX ALDESA FINANCIAL S|1,57|2021-07-19</iic-com:InversionesFinancierasDescripcion>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_T32021_V-86025251_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_T32021_V-86025251_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_T32021_V-86025251_ipp" decimals="0" unitRef="euro">99215</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_T32021_V-86025251_ipp" decimals="2" unitRef="pure">1.12</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFNoCotizada>
<iic-com:InversionesFinancierasRFNoCotizada>
<iic-com:CodigoISIN contextRef="FIM_T32021_V-86025251_ia">ES0554653248</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_T32021_V-86025251_ia">ACTIVOS|ISUR SM Inmobiliaria del Sur S|229,18|2021-10-27</iic-com:InversionesFinancierasDescripcion>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_T32021_V-86025251_ia" decimals="0" unitRef="euro">98281</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_T32021_V-86025251_ia" decimals="2" unitRef="pure">1.13</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_T32021_V-86025251_ipp" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_T32021_V-86025251_ipp" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasValor contextRef="FIM_T32021_V-86025251_ia" decimals="0" unitRef="euro">687195</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_T32021_V-86025251_ia" decimals="2" unitRef="pure">7.94</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_T32021_V-86025251_ipp" decimals="0" unitRef="euro">192606</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_T32021_V-86025251_ipp" decimals="2" unitRef="pure">2.17</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasRFPendienteAdmisionTotal>
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<iic-com:InversionesFinancierasValor contextRef="FIM_T32021_V-86025251_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_T32021_V-86025251_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_T32021_V-86025251_ipp" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_T32021_V-86025251_ipp" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasValor contextRef="FIM_T32021_V-86025251_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_T32021_V-86025251_ipp" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_T32021_V-86025251_ipp" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasValor contextRef="FIM_T32021_V-86025251_ia" decimals="0" unitRef="euro">2495382</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_T32021_V-86025251_ia" decimals="2" unitRef="pure">28.83</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_T32021_V-86025251_ipp" decimals="0" unitRef="euro">2309624</iic-com:InversionesFinancierasValor>
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</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRF>
<iic-com:InversionesFinancierasRVCotizada>
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<iic-com:InversionesFinancierasValor contextRef="FIM_T32021_V-86025251_ipp" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
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<iic-com:CodigoISIN contextRef="FIM_T32021_V-86025251_ia">XS2356570239</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasValor contextRef="FIM_T32021_V-86025251_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_T32021_V-86025251_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_T32021_V-86025251_ipp" decimals="0" unitRef="euro">64158</iic-com:InversionesFinancierasValor>
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<iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:CodigoISIN contextRef="FIM_T32021_V-86025251_ia">PTTAPBOM0007</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_T32021_V-86025251_ipp" decimals="2" unitRef="pure">0.79</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:CodigoISIN contextRef="FIM_T32021_V-86025251_ia">XS1982682673</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_T32021_V-86025251_ipp" decimals="0" unitRef="euro">212012</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_T32021_V-86025251_ipp" decimals="2" unitRef="pure">2.39</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:CodigoISIN contextRef="FIM_T32021_V-86025251_ia">XS1453398049</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_T32021_V-86025251_ia">BONO|ELZ SM ASTURIANA DE LAMINADOS |6,50|2023-07-20</iic-com:InversionesFinancierasDescripcion>
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<iic-com:InversionesFinancierasValor contextRef="FIM_T32021_V-86025251_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_T32021_V-86025251_ipp" decimals="0" unitRef="euro">268378</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_T32021_V-86025251_ipp" decimals="2" unitRef="pure">3.02</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasValor contextRef="FIM_T32021_V-86025251_ia" decimals="0" unitRef="euro">478025</iic-com:InversionesFinancierasValor>
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</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_T32021_V-86025251_ipp" decimals="0" unitRef="euro">614389</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_T32021_V-86025251_ipp" decimals="2" unitRef="pure">6.92</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
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<iic-com:CodigoISIN contextRef="FIM_T32021_V-86025251_ia">XS2356570239</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_T32021_V-86025251_ia">BONO|1899967D SM OHL OPERACIONES SA|6,60|2021-10-22</iic-com:InversionesFinancierasDescripcion>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_T32021_V-86025251_ia" decimals="0" unitRef="euro">79088</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_T32021_V-86025251_ia" decimals="2" unitRef="pure">0.91</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_T32021_V-86025251_ipp" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
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</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaMenos1Anno>
<iic-com:InversionesFinancierasRFCotizadaMenos1Anno>
<iic-com:CodigoISIN contextRef="FIM_T32021_V-86025251_ia">PTME1VJM0055</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_T32021_V-86025251_ia">ACTIVOS|EGL PL Mota-Engil SGPS SA|2,88|2022-03-16</iic-com:InversionesFinancierasDescripcion>
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<iic-com:InversionesFinancierasValor contextRef="FIM_T32021_V-86025251_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_T32021_V-86025251_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_T32021_V-86025251_ipp" decimals="0" unitRef="euro">97126</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_T32021_V-86025251_ipp" decimals="2" unitRef="pure">1.09</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaMenos1Anno>
<iic-com:InversionesFinancierasRFCotizadaMenos1Anno>
<iic-com:CodigoISIN contextRef="FIM_T32021_V-86025251_ia">PTME1NJM0055</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_T32021_V-86025251_ia">ACTIVOS|EGL PL Mota-Engil SGPS SA|2,71|2021-09-16</iic-com:InversionesFinancierasDescripcion>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_T32021_V-86025251_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_T32021_V-86025251_ipp" decimals="0" unitRef="euro">98019</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_T32021_V-86025251_ipp" decimals="2" unitRef="pure">1.10</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaMenos1Anno>
<iic-com:InversionesFinancierasRFCotizadaMenos1Anno>
<iic-com:CodigoISIN contextRef="FIM_T32021_V-86025251_ia">XS1880365975</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_T32021_V-86025251_ia">BONO|CABK SM CAIXABANK SA|6,38|2023-09-19</iic-com:InversionesFinancierasDescripcion>
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<iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_T32021_V-86025251_ia" decimals="2" unitRef="pure">3.02</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_T32021_V-86025251_ipp" decimals="0" unitRef="euro">268596</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_T32021_V-86025251_ipp" decimals="2" unitRef="pure">3.03</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaMenos1Anno>
<iic-com:InversionesFinancierasRFCotizadaMenos1Anno>
<iic-com:CodigoISIN contextRef="FIM_T32021_V-86025251_ia">XS0221627135</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_T32021_V-86025251_ia">BONO|0785680D SM UNION FENOSA PREFE|1,11|2021-12-30</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_T32021_V-86025251_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_T32021_V-86025251_ia" decimals="0" unitRef="euro">322726</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_T32021_V-86025251_ia" decimals="2" unitRef="pure">3.73</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_T32021_V-86025251_ipp" decimals="0" unitRef="euro">316846</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_T32021_V-86025251_ipp" decimals="2" unitRef="pure">3.57</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaMenos1Anno>
<iic-com:InversionesFinancierasRFCotizadaMenos1Anno>
<iic-com:CodigoISIN contextRef="FIM_T32021_V-86025251_ia">XS1626771791</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_T32021_V-86025251_ia">BONO|1113956D SM BANCO DE CREDITO SOCIAL|2022-06-07</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_T32021_V-86025251_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_T32021_V-86025251_ia" decimals="0" unitRef="euro">212601</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_T32021_V-86025251_ia" decimals="2" unitRef="pure">2.46</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_T32021_V-86025251_ipp" decimals="0" unitRef="euro">209973</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_T32021_V-86025251_ipp" decimals="2" unitRef="pure">2.37</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaMenos1Anno>
<iic-com:InversionesFinancierasRFCotizadaMenos1AnnoTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_T32021_V-86025251_ia" decimals="0" unitRef="euro">876145</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_T32021_V-86025251_ia" decimals="2" unitRef="pure">10.12</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_T32021_V-86025251_ipp" decimals="0" unitRef="euro">990560</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_T32021_V-86025251_ipp" decimals="2" unitRef="pure">11.16</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaMenos1AnnoTotal>
<iic-com:InversionesFinancierasRFCotizadaTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_T32021_V-86025251_ia" decimals="0" unitRef="euro">1354170</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_T32021_V-86025251_ia" decimals="2" unitRef="pure">15.64</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_T32021_V-86025251_ipp" decimals="0" unitRef="euro">1604949</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_T32021_V-86025251_ipp" decimals="2" unitRef="pure">18.08</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaTotal>
<iic-com:InversionesFinancierasRFNoCotizada>
<iic-com:CodigoISIN contextRef="FIM_T32021_V-86025251_ia">PTME1VJM0055</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_T32021_V-86025251_ia">ACTIVOS|EGL PL MOTA ENGIL SGPS SA|2,88|2022-03-16</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_T32021_V-86025251_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_T32021_V-86025251_ia" decimals="0" unitRef="euro">97149</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_T32021_V-86025251_ia" decimals="2" unitRef="pure">1.12</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_T32021_V-86025251_ipp" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_T32021_V-86025251_ipp" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFNoCotizada>
<iic-com:InversionesFinancierasRFNoCotizadaTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_T32021_V-86025251_ia" decimals="0" unitRef="euro">97149</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_T32021_V-86025251_ia" decimals="2" unitRef="pure">1.12</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_T32021_V-86025251_ipp" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
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</iic-com:OperativaDerivadosObligacionesRV>
<iic-com:OperativaDerivadosObligacionesRV>
<iic-com:OperativaDerivadosSubyacente contextRef="FIM_T32021_V-86025251_ia">EURO STOXX 600 MEDIA</iic-com:OperativaDerivadosSubyacente>
<iic-com:OperativaDerivadosInstrumento contextRef="FIM_T32021_V-86025251_ia">V/ Fut. TLF FOMZ21 50 171221</iic-com:OperativaDerivadosInstrumento>
<iic-com:OperativaDerivadosObligacionesRVImporte contextRef="FIM_T32021_V-86025251_ia" decimals="0" unitRef="euro">88375</iic-com:OperativaDerivadosObligacionesRVImporte>
<iic-com:XCode_OperativaDerivadosObjetivo_02 contextRef="FIM_T32021_V-86025251_ia">02</iic-com:XCode_OperativaDerivadosObjetivo_02>
</iic-com:OperativaDerivadosObligacionesRV>
<iic-com:OperativaDerivadosObligacionesRV>
<iic-com:OperativaDerivadosSubyacente contextRef="FIM_T32021_V-86025251_ia">DJ STOXX 600 RETAIL INDEX</iic-com:OperativaDerivadosSubyacente>
<iic-com:OperativaDerivadosInstrumento contextRef="FIM_T32021_V-86025251_ia">V/ Fut. TLF FQKZ21 50 171221</iic-com:OperativaDerivadosInstrumento>
<iic-com:OperativaDerivadosObligacionesRVImporte contextRef="FIM_T32021_V-86025251_ia" decimals="0" unitRef="euro">183280</iic-com:OperativaDerivadosObligacionesRVImporte>
<iic-com:XCode_OperativaDerivadosObjetivo_02 contextRef="FIM_T32021_V-86025251_ia">02</iic-com:XCode_OperativaDerivadosObjetivo_02>
</iic-com:OperativaDerivadosObligacionesRV>
<iic-com:OperativaDerivadosObligacionesRV>
<iic-com:OperativaDerivadosSubyacente contextRef="FIM_T32021_V-86025251_ia">EUROPE STOXX CONSTRUCTION &amp; MATERIALS</iic-com:OperativaDerivadosSubyacente>
<iic-com:OperativaDerivadosInstrumento contextRef="FIM_T32021_V-86025251_ia">V/ Fut. TLF FOGZ21 50 171221</iic-com:OperativaDerivadosInstrumento>
<iic-com:OperativaDerivadosObligacionesRVImporte contextRef="FIM_T32021_V-86025251_ia" decimals="0" unitRef="euro">124220</iic-com:OperativaDerivadosObligacionesRVImporte>
<iic-com:XCode_OperativaDerivadosObjetivo_02 contextRef="FIM_T32021_V-86025251_ia">02</iic-com:XCode_OperativaDerivadosObjetivo_02>
</iic-com:OperativaDerivadosObligacionesRV>
<iic-com:OperativaDerivadosObligacionesRV>
<iic-com:OperativaDerivadosSubyacente contextRef="FIM_T32021_V-86025251_ia">DJ EUROPE STOXX TECHNOLOGY</iic-com:OperativaDerivadosSubyacente>
<iic-com:OperativaDerivadosInstrumento contextRef="FIM_T32021_V-86025251_ia">V/ Fut. TLF FULZ21 50 171221</iic-com:OperativaDerivadosInstrumento>
<iic-com:OperativaDerivadosObligacionesRVImporte contextRef="FIM_T32021_V-86025251_ia" decimals="0" unitRef="euro">244410</iic-com:OperativaDerivadosObligacionesRVImporte>
<iic-com:XCode_OperativaDerivadosObjetivo_02 contextRef="FIM_T32021_V-86025251_ia">02</iic-com:XCode_OperativaDerivadosObjetivo_02>
</iic-com:OperativaDerivadosObligacionesRV>
<iic-com:OperativaDerivadosObligacionesRV>
<iic-com:OperativaDerivadosSubyacente contextRef="FIM_T32021_V-86025251_ia">FTSE/MIB Index</iic-com:OperativaDerivadosSubyacente>
<iic-com:OperativaDerivadosInstrumento contextRef="FIM_T32021_V-86025251_ia">V/ Fut. FU. FTSE MIB 5 171221</iic-com:OperativaDerivadosInstrumento>
<iic-com:OperativaDerivadosObligacionesRVImporte contextRef="FIM_T32021_V-86025251_ia" decimals="0" unitRef="euro">128425</iic-com:OperativaDerivadosObligacionesRVImporte>
<iic-com:XCode_OperativaDerivadosObjetivo_02 contextRef="FIM_T32021_V-86025251_ia">02</iic-com:XCode_OperativaDerivadosObjetivo_02>
</iic-com:OperativaDerivadosObligacionesRV>
<iic-com:OperativaDerivadosObligacionesRV>
<iic-com:OperativaDerivadosSubyacente contextRef="FIM_T32021_V-86025251_ia">IN. EUROSTOXX 50</iic-com:OperativaDerivadosSubyacente>
<iic-com:OperativaDerivadosInstrumento contextRef="FIM_T32021_V-86025251_ia">V/ Opc. CALL C OP. EURO STOXX 50 4200 180322 10</iic-com:OperativaDerivadosInstrumento>
<iic-com:OperativaDerivadosObligacionesRVImporte contextRef="FIM_T32021_V-86025251_ia" decimals="0" unitRef="euro">84000</iic-com:OperativaDerivadosObligacionesRVImporte>
<iic-com:XCode_OperativaDerivadosObjetivo_02 contextRef="FIM_T32021_V-86025251_ia">02</iic-com:XCode_OperativaDerivadosObjetivo_02>
</iic-com:OperativaDerivadosObligacionesRV>
<iic-com:OperativaDerivadosObligacionesRV>
<iic-com:OperativaDerivadosSubyacente contextRef="FIM_T32021_V-86025251_ia">INDICE DAX</iic-com:OperativaDerivadosSubyacente>
<iic-com:OperativaDerivadosInstrumento contextRef="FIM_T32021_V-86025251_ia">V/ Opc. CALL C OP. DAX 16000 180322 5</iic-com:OperativaDerivadosInstrumento>
<iic-com:OperativaDerivadosObligacionesRVImporte contextRef="FIM_T32021_V-86025251_ia" decimals="0" unitRef="euro">160000</iic-com:OperativaDerivadosObligacionesRVImporte>
<iic-com:XCode_OperativaDerivadosObjetivo_02 contextRef="FIM_T32021_V-86025251_ia">02</iic-com:XCode_OperativaDerivadosObjetivo_02>
</iic-com:OperativaDerivadosObligacionesRV>
<iic-com:OperativaDerivadosObligacionesRV>
<iic-com:OperativaDerivadosSubyacente contextRef="FIM_T32021_V-86025251_ia">DJ EUROPE STOXX FOOD &amp; BEVERAGE</iic-com:OperativaDerivadosSubyacente>
<iic-com:OperativaDerivadosInstrumento contextRef="FIM_T32021_V-86025251_ia">V/ Fut. FU. STOXX 600 FOOD &amp; BEVERAGE 50 171221</iic-com:OperativaDerivadosInstrumento>
<iic-com:OperativaDerivadosObligacionesRVImporte contextRef="FIM_T32021_V-86025251_ia" decimals="0" unitRef="euro">237180</iic-com:OperativaDerivadosObligacionesRVImporte>
<iic-com:XCode_OperativaDerivadosObjetivo_02 contextRef="FIM_T32021_V-86025251_ia">02</iic-com:XCode_OperativaDerivadosObjetivo_02>
</iic-com:OperativaDerivadosObligacionesRV>
<iic-com:OperativaDerivadosObligacionesRV>
<iic-com:OperativaDerivadosSubyacente contextRef="FIM_T32021_V-86025251_ia">DJ EUROPE STOXX 600 INDUSTRIAL</iic-com:OperativaDerivadosSubyacente>
<iic-com:OperativaDerivadosInstrumento contextRef="FIM_T32021_V-86025251_ia">V/ Fut. FU. STOXX 600 INDUSTRIAL GOODS 50 171221</iic-com:OperativaDerivadosInstrumento>
<iic-com:OperativaDerivadosObligacionesRVImporte contextRef="FIM_T32021_V-86025251_ia" decimals="0" unitRef="euro">271705</iic-com:OperativaDerivadosObligacionesRVImporte>
<iic-com:XCode_OperativaDerivadosObjetivo_02 contextRef="FIM_T32021_V-86025251_ia">02</iic-com:XCode_OperativaDerivadosObjetivo_02>
</iic-com:OperativaDerivadosObligacionesRV>
<iic-com:OperativaDerivadosObligacionesRV>
<iic-com:OperativaDerivadosSubyacente contextRef="FIM_T32021_V-86025251_ia">DJ EUROPE STOXX UTILITIES</iic-com:OperativaDerivadosSubyacente>
<iic-com:OperativaDerivadosInstrumento contextRef="FIM_T32021_V-86025251_ia">V/ Fut. FU. STOXX 600 UTILITIES 50 171221</iic-com:OperativaDerivadosInstrumento>
<iic-com:OperativaDerivadosObligacionesRVImporte contextRef="FIM_T32021_V-86025251_ia" decimals="0" unitRef="euro">38620</iic-com:OperativaDerivadosObligacionesRVImporte>
<iic-com:XCode_OperativaDerivadosObjetivo_02 contextRef="FIM_T32021_V-86025251_ia">02</iic-com:XCode_OperativaDerivadosObjetivo_02>
</iic-com:OperativaDerivadosObligacionesRV>
<iic-com:OperativaDerivadosObligacionesRV>
<iic-com:OperativaDerivadosSubyacente contextRef="FIM_T32021_V-86025251_ia">DJ EUROPE 600 STOXX ENERGY</iic-com:OperativaDerivadosSubyacente>
<iic-com:OperativaDerivadosInstrumento contextRef="FIM_T32021_V-86025251_ia">V/ Fut. FU. STOXX 600 ENERGY 50 171221</iic-com:OperativaDerivadosInstrumento>
<iic-com:OperativaDerivadosObligacionesRVImporte contextRef="FIM_T32021_V-86025251_ia" decimals="0" unitRef="euro">124700</iic-com:OperativaDerivadosObligacionesRVImporte>
<iic-com:XCode_OperativaDerivadosObjetivo_02 contextRef="FIM_T32021_V-86025251_ia">02</iic-com:XCode_OperativaDerivadosObjetivo_02>
</iic-com:OperativaDerivadosObligacionesRV>
<iic-com:OperativaDerivadosObligacionesRV>
<iic-com:OperativaDerivadosSubyacente contextRef="FIM_T32021_V-86025251_ia">DJ STOXX BASIC RESOURCE</iic-com:OperativaDerivadosSubyacente>
<iic-com:OperativaDerivadosInstrumento contextRef="FIM_T32021_V-86025251_ia">V/ Fut. FU. STOXX 600 BASIC RESOURCES 50 171221</iic-com:OperativaDerivadosInstrumento>
<iic-com:OperativaDerivadosObligacionesRVImporte contextRef="FIM_T32021_V-86025251_ia" decimals="0" unitRef="euro">145675</iic-com:OperativaDerivadosObligacionesRVImporte>
<iic-com:XCode_OperativaDerivadosObjetivo_02 contextRef="FIM_T32021_V-86025251_ia">02</iic-com:XCode_OperativaDerivadosObjetivo_02>
</iic-com:OperativaDerivadosObligacionesRV>
<iic-com:OperativaDerivadosObligacionesRV>
<iic-com:OperativaDerivadosSubyacente contextRef="FIM_T32021_V-86025251_ia">DJ EUROPE STOXX AUTOMIBILES &amp; PARTS</iic-com:OperativaDerivadosSubyacente>
<iic-com:OperativaDerivadosInstrumento contextRef="FIM_T32021_V-86025251_ia">V/ Fut. FU. STOXX 600 AUTOMOBILES 50 171221</iic-com:OperativaDerivadosInstrumento>
<iic-com:OperativaDerivadosObligacionesRVImporte contextRef="FIM_T32021_V-86025251_ia" decimals="0" unitRef="euro">91515</iic-com:OperativaDerivadosObligacionesRVImporte>
<iic-com:XCode_OperativaDerivadosObjetivo_02 contextRef="FIM_T32021_V-86025251_ia">02</iic-com:XCode_OperativaDerivadosObjetivo_02>
</iic-com:OperativaDerivadosObligacionesRV>
<iic-com:OperativaDerivadosObligacionesRV>
<iic-com:OperativaDerivadosSubyacente contextRef="FIM_T32021_V-86025251_ia">DJ EURO STOXX TELECOMMUNICATIONS</iic-com:OperativaDerivadosSubyacente>
<iic-com:OperativaDerivadosInstrumento contextRef="FIM_T32021_V-86025251_ia">V/ Fut. FU. EURO STOXX TELECOM 50 171221</iic-com:OperativaDerivadosInstrumento>
<iic-com:OperativaDerivadosObligacionesRVImporte contextRef="FIM_T32021_V-86025251_ia" decimals="0" unitRef="euro">117960</iic-com:OperativaDerivadosObligacionesRVImporte>
<iic-com:XCode_OperativaDerivadosObjetivo_02 contextRef="FIM_T32021_V-86025251_ia">02</iic-com:XCode_OperativaDerivadosObjetivo_02>
</iic-com:OperativaDerivadosObligacionesRV>
<iic-com:OperativaDerivadosObligacionesRV>
<iic-com:OperativaDerivadosSubyacente contextRef="FIM_T32021_V-86025251_ia">IN EURO STOXX BANKS INDEX</iic-com:OperativaDerivadosSubyacente>
<iic-com:OperativaDerivadosInstrumento contextRef="FIM_T32021_V-86025251_ia">V/ Fut. FU. EURO STOXX BANKS 50 171221</iic-com:OperativaDerivadosInstrumento>
<iic-com:OperativaDerivadosObligacionesRVImporte contextRef="FIM_T32021_V-86025251_ia" decimals="0" unitRef="euro">102113</iic-com:OperativaDerivadosObligacionesRVImporte>
<iic-com:XCode_OperativaDerivadosObjetivo_02 contextRef="FIM_T32021_V-86025251_ia">02</iic-com:XCode_OperativaDerivadosObjetivo_02>
</iic-com:OperativaDerivadosObligacionesRV>
<iic-com:OperativaDerivadosObligacionesRV>
<iic-com:OperativaDerivadosSubyacente contextRef="FIM_T32021_V-86025251_ia">IN. EUROSTOXX 50</iic-com:OperativaDerivadosSubyacente>
<iic-com:OperativaDerivadosInstrumento contextRef="FIM_T32021_V-86025251_ia">V/ Opc. CALL C OP. EURO STOXX 50 4200 171221 10</iic-com:OperativaDerivadosInstrumento>
<iic-com:OperativaDerivadosObligacionesRVImporte contextRef="FIM_T32021_V-86025251_ia" decimals="0" unitRef="euro">84000</iic-com:OperativaDerivadosObligacionesRVImporte>
<iic-com:XCode_OperativaDerivadosObjetivo_02 contextRef="FIM_T32021_V-86025251_ia">02</iic-com:XCode_OperativaDerivadosObjetivo_02>
</iic-com:OperativaDerivadosObligacionesRV>
<iic-com:OperativaDerivadosObligacionesRV>
<iic-com:OperativaDerivadosSubyacente contextRef="FIM_T32021_V-86025251_ia">IN. EUROSTOXX 50</iic-com:OperativaDerivadosSubyacente>
<iic-com:OperativaDerivadosInstrumento contextRef="FIM_T32021_V-86025251_ia">V/ Opc. CALL C OP. EURO STOXX 50 3600 171221 10</iic-com:OperativaDerivadosInstrumento>
<iic-com:OperativaDerivadosObligacionesRVImporte contextRef="FIM_T32021_V-86025251_ia" decimals="0" unitRef="euro">36000</iic-com:OperativaDerivadosObligacionesRVImporte>
<iic-com:XCode_OperativaDerivadosObjetivo_02 contextRef="FIM_T32021_V-86025251_ia">02</iic-com:XCode_OperativaDerivadosObjetivo_02>
</iic-com:OperativaDerivadosObligacionesRV>
<iic-com:OperativaDerivadosObligacionesRV>
<iic-com:OperativaDerivadosSubyacente contextRef="FIM_T32021_V-86025251_ia">INDICE DAX</iic-com:OperativaDerivadosSubyacente>
<iic-com:OperativaDerivadosInstrumento contextRef="FIM_T32021_V-86025251_ia">V/ Opc. CALL C OP. DAX 16000 171221 5</iic-com:OperativaDerivadosInstrumento>
<iic-com:OperativaDerivadosObligacionesRVImporte contextRef="FIM_T32021_V-86025251_ia" decimals="0" unitRef="euro">80000</iic-com:OperativaDerivadosObligacionesRVImporte>
<iic-com:XCode_OperativaDerivadosObjetivo_02 contextRef="FIM_T32021_V-86025251_ia">02</iic-com:XCode_OperativaDerivadosObjetivo_02>
</iic-com:OperativaDerivadosObligacionesRV>
<iic-com:OperativaDerivadosObligacionesRV>
<iic-com:OperativaDerivadosSubyacente contextRef="FIM_T32021_V-86025251_ia">IN. EUROSTOXX 50</iic-com:OperativaDerivadosSubyacente>
<iic-com:OperativaDerivadosInstrumento contextRef="FIM_T32021_V-86025251_ia">V/ Opc. CALL TLF C STXE3600L21 3600 171221 10</iic-com:OperativaDerivadosInstrumento>
<iic-com:OperativaDerivadosObligacionesRVImporte contextRef="FIM_T32021_V-86025251_ia" decimals="0" unitRef="euro">36000</iic-com:OperativaDerivadosObligacionesRVImporte>
<iic-com:XCode_OperativaDerivadosObjetivo_02 contextRef="FIM_T32021_V-86025251_ia">02</iic-com:XCode_OperativaDerivadosObjetivo_02>
</iic-com:OperativaDerivadosObligacionesRV>
<iic-com:OperativaDerivadosObligacionesRV>
<iic-com:OperativaDerivadosSubyacente contextRef="FIM_T32021_V-86025251_ia">INDICE DAX</iic-com:OperativaDerivadosSubyacente>
<iic-com:OperativaDerivadosInstrumento contextRef="FIM_T32021_V-86025251_ia">V/ Opc. CALL TLF C FDX13500L21 13500 171221 5</iic-com:OperativaDerivadosInstrumento>
<iic-com:OperativaDerivadosObligacionesRVImporte contextRef="FIM_T32021_V-86025251_ia" decimals="0" unitRef="euro">5590</iic-com:OperativaDerivadosObligacionesRVImporte>
<iic-com:XCode_OperativaDerivadosObjetivo_02 contextRef="FIM_T32021_V-86025251_ia">02</iic-com:XCode_OperativaDerivadosObjetivo_02>
</iic-com:OperativaDerivadosObligacionesRV>
<iic-com:OperativaDerivadosObligacionesRV>
<iic-com:OperativaDerivadosSubyacente contextRef="FIM_T32021_V-86025251_ia">IN. EURO STOXX 50 DVP VP</iic-com:OperativaDerivadosSubyacente>
<iic-com:OperativaDerivadosInstrumento contextRef="FIM_T32021_V-86025251_ia">C/ Fut. TLF FDEDZ2 100 161222</iic-com:OperativaDerivadosInstrumento>
<iic-com:OperativaDerivadosObligacionesRVImporte contextRef="FIM_T32021_V-86025251_ia" decimals="0" unitRef="euro">63480</iic-com:OperativaDerivadosObligacionesRVImporte>
<iic-com:XCode_OperativaDerivadosObjetivo_02 contextRef="FIM_T32021_V-86025251_ia">02</iic-com:XCode_OperativaDerivadosObjetivo_02>
</iic-com:OperativaDerivadosObligacionesRV>
<iic-com:OperativaDerivadosObligacionesRV>
<iic-com:OperativaDerivadosSubyacente contextRef="FIM_T32021_V-86025251_ia">IN. IBEX 35</iic-com:OperativaDerivadosSubyacente>
<iic-com:OperativaDerivadosInstrumento contextRef="FIM_T32021_V-86025251_ia">V/ Opc.  CALL  I IBEX 35 9500 171221</iic-com:OperativaDerivadosInstrumento>
<iic-com:OperativaDerivadosObligacionesRVImporte contextRef="FIM_T32021_V-86025251_ia" decimals="0" unitRef="euro">38000</iic-com:OperativaDerivadosObligacionesRVImporte>
<iic-com:XCode_OperativaDerivadosObjetivo_02 contextRef="FIM_T32021_V-86025251_ia">02</iic-com:XCode_OperativaDerivadosObjetivo_02>
</iic-com:OperativaDerivadosObligacionesRV>
<iic-com:OperativaDerivadosObligacionesRV>
<iic-com:OperativaDerivadosSubyacente contextRef="FIM_T32021_V-86025251_ia">IN. IBEX 35</iic-com:OperativaDerivadosSubyacente>
<iic-com:OperativaDerivadosInstrumento contextRef="FIM_T32021_V-86025251_ia">V/ Opc.  CALL  I IBEX 35 8500 171221</iic-com:OperativaDerivadosInstrumento>
<iic-com:OperativaDerivadosObligacionesRVImporte contextRef="FIM_T32021_V-86025251_ia" decimals="0" unitRef="euro">25500</iic-com:OperativaDerivadosObligacionesRVImporte>
<iic-com:XCode_OperativaDerivadosObjetivo_02 contextRef="FIM_T32021_V-86025251_ia">02</iic-com:XCode_OperativaDerivadosObjetivo_02>
</iic-com:OperativaDerivadosObligacionesRV>
<iic-com:OperativaDerivadosObligacionesRVImporteTotal contextRef="FIM_T32021_V-86025251_ia" decimals="0" unitRef="euro">3495626</iic-com:OperativaDerivadosObligacionesRVImporteTotal>
<iic-com:OperativaDerivadosObligacionesTipoCambio>
<iic-com:OperativaDerivadosSubyacente contextRef="FIM_T32021_V-86025251_ia">EURO</iic-com:OperativaDerivadosSubyacente>
<iic-com:OperativaDerivadosInstrumento contextRef="FIM_T32021_V-86025251_ia">V/ Fut. FU. EURO FX 125000 131221</iic-com:OperativaDerivadosInstrumento>
<iic-com:OperativaDerivadosObligacionesTipoCambioImporte contextRef="FIM_T32021_V-86025251_ia" decimals="0" unitRef="euro">256589</iic-com:OperativaDerivadosObligacionesTipoCambioImporte>
<iic-com:XCode_OperativaDerivadosObjetivo_02 contextRef="FIM_T32021_V-86025251_ia">02</iic-com:XCode_OperativaDerivadosObjetivo_02>
</iic-com:OperativaDerivadosObligacionesTipoCambio>
<iic-com:OperativaDerivadosObligacionesTipoCambio>
<iic-com:OperativaDerivadosSubyacente contextRef="FIM_T32021_V-86025251_ia">EURO</iic-com:OperativaDerivadosSubyacente>
<iic-com:OperativaDerivadosInstrumento contextRef="FIM_T32021_V-86025251_ia">C/ Fut. TLF F FUTURO EURO LIBRA (CME) 125000 131</iic-com:OperativaDerivadosInstrumento>
<iic-com:OperativaDerivadosObligacionesTipoCambioImporte contextRef="FIM_T32021_V-86025251_ia" decimals="0" unitRef="euro">250189</iic-com:OperativaDerivadosObligacionesTipoCambioImporte>
<iic-com:XCode_OperativaDerivadosObjetivo_02 contextRef="FIM_T32021_V-86025251_ia">02</iic-com:XCode_OperativaDerivadosObjetivo_02>
</iic-com:OperativaDerivadosObligacionesTipoCambio>
<iic-com:OperativaDerivadosObligacionesTipoCambioImporteTotal contextRef="FIM_T32021_V-86025251_ia" decimals="0" unitRef="euro">506778</iic-com:OperativaDerivadosObligacionesTipoCambioImporteTotal>
<iic-com:OperativaDerivadosObligacionesImporteTotal contextRef="FIM_T32021_V-86025251_ia" decimals="0" unitRef="euro">4002404</iic-com:OperativaDerivadosObligacionesImporteTotal>
</iic-com:OperativaDerivadosPosiciones>
</iic-fim:InversionesFinancierasFIM>
<iic-fim:HechosRelevantesFIM>
<iic-com-fon:HechoRelevanteSuspensionSuscripciones contextRef="FIM_T32021_V-86025251_da">false</iic-com-fon:HechoRelevanteSuspensionSuscripciones>
<iic-com-fon:HechoRelevanteReanudacionSuscripciones contextRef="FIM_T32021_V-86025251_da">false</iic-com-fon:HechoRelevanteReanudacionSuscripciones>
<iic-com-fon:HechoRelevanteReembolsoPatrimonio contextRef="FIM_T32021_V-86025251_da">false</iic-com-fon:HechoRelevanteReembolsoPatrimonio>
<iic-com:HechoRelevanteEndeudamiento contextRef="FIM_T32021_V-86025251_da">false</iic-com:HechoRelevanteEndeudamiento>
<iic-com-fon:HechoRelevanteCambioGestora contextRef="FIM_T32021_V-86025251_da">false</iic-com-fon:HechoRelevanteCambioGestora>
<iic-com-fon:HechoRelevanteCambioDepositaria contextRef="FIM_T32021_V-86025251_da">false</iic-com-fon:HechoRelevanteCambioDepositaria>
<iic-com-fon:HechoRelevanteCambioControlGestora contextRef="FIM_T32021_V-86025251_da">false</iic-com-fon:HechoRelevanteCambioControlGestora>
<iic-com:HechoRelevanteCambioEsencial contextRef="FIM_T32021_V-86025251_da">false</iic-com:HechoRelevanteCambioEsencial>
<iic-com-fon:HechoRelevanteAutorizacionFusion contextRef="FIM_T32021_V-86025251_da">false</iic-com-fon:HechoRelevanteAutorizacionFusion>
<iic-com:HechoRelevanteOtros contextRef="FIM_T32021_V-86025251_da">false</iic-com:HechoRelevanteOtros>
</iic-fim:HechosRelevantesFIM>
<iic-com:ExplicacionHechosRelevantes contextRef="FIM_T32021_V-86025251_da">No aplicable.</iic-com:ExplicacionHechosRelevantes>
<iic-fim:OperacionesVinculadasFIM>
<iic-com-fon:OperacionesVinculadasParticipesSignificativos contextRef="FIM_T32021_V-86025251_da">true</iic-com-fon:OperacionesVinculadasParticipesSignificativos>
<iic-com-fon:OperacionesVinculadasModificacionesReglamento contextRef="FIM_T32021_V-86025251_da">false</iic-com-fon:OperacionesVinculadasModificacionesReglamento>
<iic-com:OperacionesVinculadasMismoGrupoDepoGest contextRef="FIM_T32021_V-86025251_da">true</iic-com:OperacionesVinculadasMismoGrupoDepoGest>
<iic-com:OperacionesVinculadasOperacionesConDepositario contextRef="FIM_T32021_V-86025251_da">true</iic-com:OperacionesVinculadasOperacionesConDepositario>
<iic-com:OperacionesVinculadasAvales contextRef="FIM_T32021_V-86025251_da">true</iic-com:OperacionesVinculadasAvales>
<iic-com:OperacionesVinculadasContrapartidaEnGrupo contextRef="FIM_T32021_V-86025251_da">false</iic-com:OperacionesVinculadasContrapartidaEnGrupo>
<iic-com:OperacionesVinculadasIngresosEnElGrupo contextRef="FIM_T32021_V-86025251_da">true</iic-com:OperacionesVinculadasIngresosEnElGrupo>
<iic-com:OperacionesVinculadasOtros contextRef="FIM_T32021_V-86025251_da">true</iic-com:OperacionesVinculadasOtros>
</iic-fim:OperacionesVinculadasFIM>
<iic-com:AnexoOperacionesVinculadas contextRef="FIM_T32021_V-86025251_da">a) Un partícipe posee participaciones significativas directas de un 34,08% en la clase A del patrimonio del fondo.                                                        c) Gestora y depositario pertenecen al grupo Renta 4.  Pueden existir operaciones vinculadas repetitivas y sometidas a un procedimiento de autorización simplificado, relativas a compraventa de Divisas y/o Repos de Deuda Pública, que realiza la Gestora con el Depositario.                         d) El importe de las operaciones de compra en las que el depositario ha actuado como vendedor es 100.020,00 euros, suponiendo un 1,16%. El importe de las operaciones de venta en las que el depositario ha actuado como comprador es 2.600,00 euros, suponiendo un 0,03%.&#13;
e) Durante el periodo de referencia se ha operado con renta variable de LLORENTE &amp; CUENCA SA vinculado desde 21/01/2021 hasta 22/07/2021 por importe de 79963,41 y de Almagro Capital SOCIMI SA vinculado desde 16/01/2019 hasta 01/01/3000 por importe de 42178,9 El importe total de las adquisiciones de valores o instrumentos financieros emitidos o avalados por alguna entidad del grupo de la gestora o depositario, o en las que algunos de éstos ha actuado como colocador, asegurador, director o asesor o se han prestado valores a entidades vinculadas es 122.142,31 euros, suponiendo un 1,42%.&#13;
g) Las comisiones de intermediación percibidas por entidades del grupo han sido de 1.117,19 euros, lo que supone un 0,01%.&#13;
Las comisiones de liquidación percibidas por entidades del grupo han sido de 2.944,45 euros, lo que supone un 0,03%.&#13;
La comisión de depositaria percibida por entidades del grupo ha sido de 2.196,16 euros, lo que supone un 0,03%. Ya informado en el Apartado 2 del presente informe.&#13;
h) El fondo ha realizado otras operaciones vinculadas por importe de 1.822.687,12 euros, suponiendo un 21,18%.&#13;
El fondo ha realizado operaciones con instrumentos financieros derivados por importe de 793.305,00 euros, suponiendo un 9,22%.&#13;
&#13;
&#13;
Nota: El período de las operaciones relacionadas corresponde al del Informe, y los porcentajes se refieren al Patrimonio Medio de la IIC en el periodo de referencia.</iic-com:AnexoOperacionesVinculadas>
<iic-com:ExplicacionInformePeriodico contextRef="FIM_T32021_V-86025251_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;
Los nueve primeros meses de 2021 han mostrado un sentimiento favorable a activos de riesgo, con buen comportamiento de la renta variable, frente a las caídas en activos como oro o bonos gubernamentales. La recuperación económica, los avances en la vacunación, junto a mayores expectativas de inflación y apoyo de bancos centrales/gobiernos, explican el comportamiento de los mercados financieros en los que llevamos de año. &#13;
La renta variable global se ha revalorizado a tasas alrededor del doble dígito en el acumulado hasta septiembre 2021. En el tercer trimestre, no obstante, ha habido una desaceleración en el avance de la renta variable, con correcciones en el mes de septiembre que reflejan preocupaciones sobre el deterioro del mix crecimiento / inflación (desaceleración del crecimiento y aumento de inflación), y subida de las “yields” de los bonos. En el trimestre, las bolsas de Europa están planas (Stoxx 600 +0,4%), al igual que en Estados Unidos (S&amp;P 500 +0,2%), con algunos índices emergentes cayendo (Hang Seng -14,8% y Bovespa -12,5%). Desde un punto de vista sectorial, hemos visto de nuevo un movimiento de rotación hacia el “value” a finales del trimestre, con buen comportamiento de sectores como petrolero o financiero. &#13;
Desde un punto de vista macro, la recuperación económica global continúa adelante, aunque algo más moderada de lo previsto hace meses. El momento álgido del ciclo ya ha quedado atrás, y en la actualidad (atendiendo a los PMIs por sectores y áreas), se está observando una moderación de la actividad tras el fuerte rebote inicia. No todos los países han alcanzado el máximo en el crecimiento, como es el caso de Japón, Australia, China o Canadá, desde se espera una aceleración en el 4T21 frente al 3T21 (afectados en la mayoría de los casos por restricciones a la movilidad). &#13;
La pandemia sigue siendo uno de los principales riesgos para la continuidad de la expansión económica, si bien la vacunación masiva reduce considerablemente la presión sanitaria. El menor número de casos, junto a una mayor parte de la población vacunada, está permitiendo a muchos países relajar las restricciones a la movilidad y medidas de confinamiento. Por su parte, las tensiones en la oferta continúan, atendiendo a cifras de comercio global, problemas en cadena de suministro, costes logísticos de transporte marítimo, etc.  Por regiones, en Estados Unidos, los indicadores de manufacturas están mostrando algo de desaceleración, mientras siguen presentes las tensiones en la oferta, con la inflación que sigue en niveles elevados (podría cerrar por encima del 4% a final de año) . En el área euro, el crecimiento se situará por encima del 4,5%, tanto en 2021 como en 2022, en un contexto en el que la actividad manufacturera desacelera, pero los servicios están tomando el relevo. La confianza sigue en niveles elevados, y el consumo sigue creciendo. Las presiones inflacionistas son algo más moderadas que en Estados Unidos, pero están presentes y se mantendrán unos meses. En China se observa una desaceleración, coherente con el objetivo de crecimiento del 6%;  respecto a políticas monetarias, y parece que el PBoC mantendrá la leve laxitud. &#13;
Respecto a la Renta Fija, el ejercicio 2021 está siendo un ejercicio de recuperación de las curvas de tipos de interés, tanto por la mejora de los indicadores económicos una vez que la vacunación de la población ha permitido ir reabriendo las economías, como al repunte de la inflación, algo que inicialmente ya se esperaba, por los efectos base de la caída de precios del pasado año, pero que parece que podría ser algo más persistente de lo esperado. En este escenario, los bancos centrales han comenzado a preparar el terreno para retirar los fuertes programas de estímulo monetario que implementaron a raíz del parón económico ocasionado en 2020 por las medidas para intentar contener la pandemia. &#13;
Así, en los primeros meses del año, las curvas de tipos de EEUU y Alemania repuntaron con fuerza, gracias a que las vacunas contra el Covid hacían vislumbrar el inicio de la recuperación económica, así como a cierto temor de que los estímulos fiscales de la Administración Biden fueran a recalentar demasiado la economía y derivar en un repunte de la inflación por encima de lo esperado, lo que tuvo su reflejo en un movimiento al alza de la curva americana mucho más rápido que la de la europea. Posteriormente, cierta disipación de los temores de inflación y un repunte de los contagios por Covid hicieron que las curvas de tipos volvieran a aplanarse tocando mínimos en julio, para volver a repuntar de nuevo hasta niveles de junio al cierre del trimestre, en un contexto ya de verificación de la retirada de estímulos por parte de los bancos centrales, y con la inflación sorprendiendo al alza, pero no por los fuertes estímulos fiscales en EEUU, de los que una parte parece que no se va a materializar, sino por las disrupciones de la cadena de suministro, en un primer momento, y por el fuerte encarecimiento que están registrando los precios de la energía en Europa.&#13;
Señalar que, a pesar de la subida de los tipos ofrecidos por la deuda alemana, las primas de riesgo de la deuda periférica (Italia, España, Portugal, Grecia) se han mantenido más o menos estables en lo que va de ejercicio, gracias al fuerte programa de compra de activos que está llevando a cabo el Banco Central Europeo (BCE). Igualmente, en un escenario con tipos muy bajos y pocas alternativas de inversión y en el que la búsqueda de rentabilidad ha sido una tónica dominante, los spreads de crédito (diferencial de rentabilidad del crédito con la deuda pública) se han mantenido muy contenidos y muy cerca de niveles mínimos.&#13;
En lo que se refiere a política monetaria, de entre los grandes bancos centrales de Occidente, el Banco Central Europeo (BCE) sigue siendo el que mantiene una política más expansiva. Por el momento, en septiembre se ha limitado a “recalibrar” a la baja el ritmo con el que implementa su programa PEPP (programa de emergencia de la pandemia de compra de activos), dándole la vuelta a la pequeña aceleración que anunció en marzo, en un contexto en el que las curvas de tipos europeas, siguiendo a la estadounidense, estaban subiendo, quizás algo anticipadamente. Esperamos que el PEPP finalice el próximo mes de marzo, tal y como está programado, y que éste sea reemplazado con un ligero aumento del programa “normal” de compra de activos (el APP) entonces, sin que veamos una posibilidad de subida de tipos en la Zona Euro hasta al menos 2024, en un escenario en el que se espera que la inflación vuelva a niveles por debajo del 2% a partir del próximo año.&#13;
Más adelantada en su retirada de estímulos está la Reserva Federal (Fed) estadounidense –en línea con la recuperación más rápida que esta economía, más flexible que la europea, ha registrado. Así, en junio el diagrama de puntos (dot plot) donde se recogen las expectativas de tipos de los miembros del organismo comenzó a adelantar ya al menos dos subidas para 2023, y en septiembre ya se dividían a partes iguales los miembros que consideran justificada una subida en 2022 y los que no. Apoyando estas expectativas están unas previsiones de inflación de la Fed mucho más sólidas que en Europa, con tasas ligeramente por encima del 2% en todo el periodo proyectado. Antes de subir tipos la Fed retirará su programa de compra de activos, lo que se espera que pueda ser anunciado el próximo mes de noviembre para que éste se dé por finalizado a mediados de 2022.&#13;
Todavía más hawkish (restrictivo) está el Banco de Inglaterra (BoE), que ha indicado que podría subir tipos incluso antes de haber terminado su programa de compra de activos en diciembre y para el que los mercados están descontando ya tres subidas de tipos en 2022.&#13;
Mención especial hay que hacer a las expectativas de inflación que, en un entorno de fuerte subida de los precios de los suministros, especialmente de los precios de la energía, han provocado un fuerte incremento de los breakevens de inflación, especialmente en el último trimestre, mientras que el movimiento en los bonos del Gobierno alemán ha sido micho más moderado, por lo que los tipos reales han retrocedido en el trimestre. Sería de esperar, por tanto, un mayor repunte de los tipos reales y, por tanto, de los tipos nominales de la deuda alemana.&#13;
&#13;
En los mercados de materias primas, el precio del crudo (Brent) acumula una subida del 50% en el año (a 78 USD/barril), al igual que otros materiales como el aluminio (+44%) y en menor medida, cobre (+16%) o níquel (+8%). Las materias primas agrícolas también acumulan subidas de doble dígito (p.ej., trigo +14%). La excepción de las materias primas se encuentra en el oro (-8%) y la plata (-16%), que en el 2020 tuvieron un buen comportamiento actuando como activo refugio. Por lo que respecta al mercado de divisas, en lo que llevamos de año el euro acumula una depreciación del 5% frente al dólar (a 1,158 USD/EUR) y un 4% frente a la libra (a 0,861 GBP/EUR), y las divisas emergentes se han depreciado ante un USD más fuerte.&#13;
&#13;
b. Decisiones generales de inversión adoptadas.&#13;
&#13;
La estructura de la cartera ha permanecido sin cambios reseñables, con estrategias equity-hedged market neutral en las que la mayoría de las posiciones largas son inversiones directas en acciones, y las coberturas son ventas de futuros y opciones sobre diversos índices sectoriales paneuropeos (Stoxx600, Eurostoxx50) e índices nacionales (Dax, Ibex, Mib, Aex, Nasdaq...). A lo largo del trimestre la beta se ha mantenido en niveles reducidos, con un promedio del 3,8% acabando el periodo en el 2,8% tras iniciarlo en el 5,5%, alcanzando un máximo de 5,6% y un mínimo de 2,2%. La mejor evolución relativa de las posiciones largas frente a las coberturas, gracias a la buena evolución de los valores de mediana capitalización en los que el fondo tiene una importante presencia así como la rotación desde el growth hacia el value en el  que también cuenta con importante presencia el fondo, ha permitido obtener unos resultados positivos, lo que ha hecho aconsejable ir reduciendo gradualmente la exposición del fondo a fin de consolidar estos resultados a la espera de que se produzca una corrección en los mercados. &#13;
&#13;
Los valores de pequeña capitalización (menos de 1.000 millones de euros de valoración bursátil) tienen un importante peso en la cartera (34,4% sobre el total de las inversiones en acciones al 30 de Septiembre), y los de mediana capitalización (entre 1.000 y 10.000 millones de euros) son los que suman una mayor ponderación (41,1% del total). Ambas categorías de valores han tenido una buena evolución en el período, lo que ha permitido que el fondo cierre el trimestre con un resultado positivo por encima del 1%, mientras que los índices bursátiles de referencia han cerrado en negativo (-0,4% el Eurostoxx50 y -0,3% el Ibex35). &#13;
&#13;
&#13;
c. Índice de referencia.&#13;
&#13;
N/A&#13;
&#13;
d. Evolución del patrimonio, partícipes, rentabilidad y gastos de la IIC.&#13;
&#13;
CLASE A.-&#13;
El patrimonio del fondo se sitúa en  6,1 millones de euros a fin del periodo frente a 6,05 millones de euros a fin del periodo anterior.&#13;
El número de partícipes ha disminuido a lo largo del periodo, pasando de  33 a 32.&#13;
La rentabilidad obtenida por el fondo a fin del periodo se sitúa en 1,18% frente al 0,35% a fin del periodo anterior.&#13;
Los gastos soportados por el fondo han sido 0,25%  del patrimonio durante el periodo frente al 0,24% del periodo anterior.&#13;
Durante el periodo, la volatilidad del fondo es de  2,5% frente al  2,63% del periodo anterior. &#13;
El valor liquidativo del fondo se sitúa en 12,594 a fin del periodo frente a 12,447 a fin del periodo anterior.&#13;
CLASE B.- &#13;
El patrimonio del fondo se sitúa en  2,56 millones de euros a fin del periodo frente a 2,82 millones de euros a fin del periodo anterior.&#13;
El número de partícipes ha disminuido a lo largo del periodo, pasando de  101 a 86.&#13;
La rentabilidad obtenida por el fondo a fin del periodo se sitúa en 1,12% frente al 0,17% a fin del periodo anterior.&#13;
Los gastos soportados por el fondo han sido 0,38%  del patrimonio durante el periodo frente al 0,36% del periodo anterior.&#13;
Durante el periodo, la volatilidad del fondo es de  2,5% frente al  2,67% del periodo anterior. &#13;
El valor liquidativo del fondo se sitúa en 12,171 a fin del periodo frente a 12,036 a fin del periodo anterior.&#13;
&#13;
e. Rendimientos del fondo en comparación con el resto de fondos de la gestora.&#13;
&#13;
CLASE A.-&#13;
La rentabilidad de 1,18% obtenida por el fondo a lo largo del periodo frente al 0,35% del periodo anterior, le sitúa por encima de la rentabilidad media obtenida por los fondos de la misma vocación inversora ( RETORNO ABSOLUTO ) pertenecientes a la gestora, que es de -0,15%&#13;
CLASE B.- &#13;
La rentabilidad de 1,12% obtenida por el fondo a lo largo del periodo frente al 0,17% del periodo anterior, le sitúa por encima de la rentabilidad media obtenida por los fondos de la misma vocación inversora ( RETORNO ABSOLUTO ) pertenecientes a la gestora, que es de -0,15%&#13;
&#13;
2. INFORMACIÓN SOBRE LAS INVERSIONES.&#13;
&#13;
a. Inversiones concretas realizadas durante el periodo.&#13;
&#13;
A pesar de la reducción en la exposición a los mercados llevada a cabo a través de la venta de algunas posiciones que han experimentado una subida importante, también se ha incorporado a la cartera algún valor, aprovechando recortes que los han  llevado a precios inferiores a los del inicio de ejercicio (Rubis, Atos y Alquiber). Hemos participado en la salida a bolsa de LLyc (Llorene y Cuenca) y en la ampliación de capital de Almagro Capital.  Seguimos teniendo una exposición relevante a valores cotizados en BME Growth, cuyo peso en la cartera ha pasado del 4,5% al 5,7% en el trimestre.  &#13;
&#13;
En el apartado de situaciones especiales, hemos comprado la española Solarpack, en proceso de OPA por parte del gestor de fondos sueco EQT; la francesa Akka Technologies, que será adquirida por la suiza Adecco; la italiana Reno de Medici, tras comprar el fondo americano Apollo una participación mayoritaria que llevará a una OPA por el resto del capital; y la biotecnológica americana Kadmon, tras el anuncio del acuerdo para ser comprada por la francesa Sanofi. En todos los casos los diferenciales respecto al precio de sus futuras OPAs son interesantes, y este apartado ha elevado su peso en la cartera hasta el 7,3% frente a 4,4% tres meses antes. También hemos invertido en pagarés de Aldesa, avalados por el ICO y con rentabilidades próximas al 2%, manteniéndose el peso de este apartado en torno al 9% de la cartera. En bonos corporativos hemos comprado GAM 4,5% vencimiento 7/26 en primario y Renta Corporación 6,25% 2/23 en secundario y tras la amortización en Julio de Eyssa 6,875% eleva su peso del 39% al 40%.&#13;
 &#13;
Entre las posiciones que más han contribuido a la rentabilidad del fondo destaca Tier I Technology, con una revalorización del 31,8% y una aportación de 46 puntos básicos. También es reseñable la evolución de Zardoya (+20,8% y 25 puntos básicos), Aegon (+27,7% y 15 puntos básicos) y Aersale (+36,4% y 12 puntos básicos). &#13;
&#13;
&#13;
b. Operativa de préstamo de valores.&#13;
&#13;
c. Operativa en derivados y adquisición temporal de activos.&#13;
&#13;
Tal como se ha señalado con anterioridad, las inversiones en acciones se cubren de forma sistemática con derivados, fundamentalmente ventas de futuros referenciados a diversos sectores a nivel paneuropeo (índices sectoriales del Eurostoxx 50 y Stoxx 600). También se utilizan, en menor medida, opciones sobre algunos índices (Dax, Eurostoxx 50 e Ibex35), combinando en algunos casos compras y ventas de put (dando lugar a lo que se conoce como una estructura de put spread), y en otros vendiendo call y put aprovechando el repunte de la volatilidad que ocasiona un importante aumento en el precio de éstas. En el último trimestre se han abierto nuevas posiciones vendiendo futuros del stoxx600 oil&amp;gas, y se han cerrado recomprando calls sobre mini-ibex 9500, eurostoxx50 4200 y dax 16000 (todas con vencimiento 12/21) a precios inferiores a los que se vendieron así como recomprando futuros del stoxx600 industrial goods, media, auto, financial services y utilities y del eurostoxx50 telecom.  &#13;
&#13;
También se realizan de forma sistemática operaciones con futuros sobre divisas (dólar y libra) con finalidad de cobertura, teniendo cubierta cerca del 100% de la exposición directa e indirecta (vía futuros sectoriales Stoxx600) a estas monedas. &#13;
&#13;
&#13;
d. Otra información sobre inversiones.&#13;
&#13;
&#13;
&#13;
N/A&#13;
&#13;
3. EVOLUCIÓN DEL OBJETIVO CONCRETO DE RENTABILIDAD.&#13;
&#13;
CLASE A.-&#13;
La rentabilidad de1,18% sitúa al fondo por encima de la rentabilidad media obtenida por su Índice Benchmark, que es de -0,06%&#13;
CLASE B.- &#13;
La rentabilidad de1,12% sitúa al fondo por encima de la rentabilidad media obtenida por su Índice Benchmark, que es de -0,06%&#13;
&#13;
4. RIESGO ASUMIDO POR EL FONDO.&#13;
La volatilidad de los índices en el período ha sido de 19.90 para el Ibex 35 , 16.60 para el Eurostoxx  y 14.50 el S&amp;P. El Ratio Sharpe a cierre del periodo es de 3.94. El ratio Sortino es de 5.13 mientras que el Downside Risk es 2.37 y la volatilidad de 2.88. &#13;
&#13;
&#13;
&#13;
5. EJERCICIO DERECHOS POLITICOS.&#13;
&#13;
En cuanto a los derechos políticos inherentes a los valores integrados en la IIC gestionada por Renta 4 Gestora S.A.,  S.G.I.I.C, ejerce los derechos políticos (asistencia, delegación o voto) inherentes a los valores, cuando su IIC bajo gestión tiene una participación que represente un porcentaje igual o superior al 1% del capital social o cuando la gestora , de conformidad con la política de ejercicio de derechos de voto ,lo considere relevante o cuando existan derechos económicos a favor de accionistas, tales como prima de asistencia a juntas que se ejercerá  siempre.&#13;
En caso de ejercicio, el sentido del  voto será, en general,  a favor de las propuestas del Consejo de Administración, salvo que los acuerdos a debate impliquen una modificación en la gestión de la sociedad emisora, contraria a  la decisión que motivó la inversión en la Compañía.&#13;
&#13;
6. INFORMACIÓN Y ADVERTENCIAS CNMV.&#13;
&#13;
JUNTAS DE ACCIONISTAS&#13;
-	Durante el periodo la IIC no ha asistido a ninguna Junta General de Accionistas, por considerar que su participación en las mismas no es relevante en la defensa de los derechos de los partícipes.&#13;
ACTIVOS EN LITIGIO&#13;
-	La IIC mantiene en la cartera valores de Banco Espirito Santo SA, clasificadas como dudoso cobro por el valor que aparece en el informe.&#13;
REMUNERACION DE LA TESORERIA&#13;
&#13;
-	La remuneración de la cuenta corriente en el depositario es de -0,50%.&#13;
&#13;
OTROS&#13;
-	Se aprueba la adhesión de la IIC a la class action contra Akorn, Inc. , con motivo de la difusión de información pública considerada falsa o engañosa. RENTA 4 GESTORA, SGIIC, S.A. ha contratado los servicios de una entidad con dilatada experiencia internacional en la gestión de procedimientos de reclamación colectiva ante organismos judiciales extranjeros. Se considera razonable la imputación a la IIC de los gastos excepcionales para la defensa jurídica de los intereses de los partícipes, siempre y cuando se cumplan una serie de requisitos. Por ello, los honorarios y gastos derivados de la prestación de este servicio se imputará a la IIC exclusivamente como comisión de éxito, en función del importe ciertamente recuperado.&#13;
&#13;
-	Se aprueba la adhesión de la IIC a la class action contra Bayer AG , con motivo de la difusión de información pública considerada falsa o engañosa. RENTA 4 GESTORA, SGIIC, S.A. ha contratado los servicios de una entidad con dilatada experiencia internacional en la gestión de procedimientos de reclamación colectiva ante organismos judiciales extranjeros. Se considera razonable la imputación a la IIC de los gastos excepcionales para la defensa jurídica de los intereses de los partícipes, siempre y cuando se cumplan una serie de requisitos. Por ello, los honorarios y gastos derivados de la prestación de este servicio se imputará a la IIC exclusivamente como comisión de éxito, en función del importe ciertamente recuperado.&#13;
&#13;
-	En ejercicios anteriores, en relación a la reclamación por la demanda de los bonos emitidos por Banco Popular, se va a realizar una provisión de fondos por dictamen pericial, por importe de 159,21 euros, que supone un 0,0018 %del patrimonio.&#13;
&#13;
OPERACIONES VINCULADAS&#13;
-	Durante el tercer trimestre de 2021 se ha operado con Acciones de Almagro Capital SOCIMI SA, teniendo la consideración de operación vinculada.&#13;
&#13;
-	Durante el tercer trimestre de 2021 se ha operado con Acciones de LLORENTE &amp; CUENCA SA, teniendo la consideración de operación vinculada.&#13;
&#13;
7. ENTIDADES BENEFICIARIAS DEL FONDO SOLIDARIO E IMPORTE CEDIDO A LAS MISMAS.&#13;
&#13;
8. COSTES DERIVADOS DEL SERVICIO DE ANÁLISIS.&#13;
&#13;
El coste de análisis asociado al fondo PENTA INVERSION FI para el tercer trimestre de 2021 es de 210.23€, siendo el total anual 840.91 €, que representa un 0.009% sobre el patrimonio.&#13;
&#13;
9. COMPARTIMENTOS DE PROPÓSITO ESPECIAL (SIDE POCKETS).&#13;
10. PERSPECTIVAS DE MERCADO Y ACTUACIÓN PREVISIBLE DEL FONDO.&#13;
&#13;
Tras la fuerte subida experimentada por las bolsas en lo que va de año (de dos dígitos en casi todos los principales índices mundiales) después de la ligera corrección del último trimestre, se acumulan las incertidumbres sobre la economía mundial y el impacto que tendrán en los mercados. El repunte de la inflación, motivado por el fuerte alza en prácticamente todas las materias primas así como los cuellos de botella en el transporte de mercancías que está provocando un encarecimiento de éste, dibuja un escenario menos favorable para los tipos de interés a largo plazo. Por otro lado, los márgenes empresariales pueden ver frenada la importante expansión que han experimentado recientemente, llegando en los casos más extremos a provocar crisis como la que está viviendo el sector inmobiliario en China, con la promotora Evergrande como su máximo exponente. &#13;
&#13;
En este entorno, la gestión del fondo se enfocará en preservar las importantes rentabilidades obtenidas en los últimos trimestres, a la espera de que se aclare el escenario o que precios más bajos propicien puntos de entrada en los que la ecuación rentabilidad-riesgo sea más favorable. Es previsible que en los próximos meses la rentabilidad del fondo sea más moderada, en línea con sus objetivos y las rentabilidades históricas obtenidas en años anteriores.&#13;
&#13;
&#13;
Tras este buen comportamiento, en la actualidad nos encontramos en la transición hacia un escenario con ralentización de dicho crecimiento, y paulatino endurecimiento de las condiciones financieras, al que se une la intervención regulatoria en China, la presión en las cadenas de suministro, la inflación en algunas materias primas o las dudas sobre el inicio del periodo de ejecución del “tapering” en Estados Unidos. El escenario de fondo, no obstante, sigue siendo positivo, teniendo en cuenta la fase de ciclo expansivo en la que nos encontramos, y las buenas expectativas de resultados empresariales. &#13;
Por el lado macro, la recuperación económica global continúa su curso, si bien es algo más moderada de lo previsto hace meses. Los indicadores de manufacturas (PMI), uno de los principales factores que explican el comportamiento de la renta variable, está cayendo a medida que la reapertura de las economías y el crecimiento se normaliza. &#13;
Normalmente, cuando se ha alcanzado un máximo de crecimiento, los inversores comienzan a preocuparse sobre la posibilidad de que haya una desaceleración acusada o incluso una recesión. Teniendo en cuenta que la caída se está produciendo desde niveles excepcionalmente altos, creemos que esto no es un riesgo significativo en este momento. A pesar de las mejoras en la economía, la confianza del consumidor se mantiene por debajo de niveles previos a la pandemia. Hay una fuerte correlación entre la confianza del consumidor y el consumo de los hogares. Por tanto, asumiendo una paulatina recuperación de la confianza del consumidor, el gasto de los hogares y la fortaleza en el crecimiento de la demanda privada debería seguir apoyando el crecimiento económico.&#13;
Inflación. ¿Coyuntural o estructural? La recuperación de la producción en la economía global está siendo marcada por las interrupciones de la cadena de suministro mundial y el aumento de los costes de algunos “inputs”, debido a la escasez de componentes y aumentos de precios y retrasos en el transporte. Esto, junto al mayor coste de materias primas y energía, ha llevado a revisiones al alza en la inflación de los precios al consumidor, y ha contribuido asimismo a ajustes a la baja del PIB para 2021. El aumento de los precios europeos del gas está añadiendo más presión a los costes de los inputs, así como a las perspectivas de inflación y crecimiento. A pesar del notable repunte de inflación en el corto plazo, los bancos centrales reiteran que estamos ante una subida transitoria, que se iría moderando con el tiempo, ante: 1) la progresiva eliminación de cuellos de botella en la cadena de producción, 2) las reincorporaciones al mercado laboral, y 3) la ralentización del crédito en China (correlación con materias primas). Si bien el mercado comparte la visión de transitoriedad de la inflación, el riesgo más importante es que el repunte inflacionario sea más persistente, y obligue a una salida rápida de los bancos centrales. Por tanto, es preciso seguir vigilando los cuellos de botella en las cadenas de suministro, los precios de materias primas, costes energéticos, y los efectos de segunda ronda. &#13;
Respecto a política monetaria, a medida que situación sanitaria y económica mejora, los bancos centrales están comenzando a reducir sus apoyos monetarios. La lista de bancos centrales que ya están endureciendo su política ha seguido creciendo durante septiembre, trece subieron los tipos frente a sólo un recorte&#13;
Resultados empresariales: crecimiento, inflación y márgenes. Desde el lado micro, los resultados empresariales del 2T21 fueron muy buenos (si bien contaban con una base de comparación favorable), y quizá más importante, el consenso ha continuado revisando al alza los BPAs de 2021 y 2022 en los últimos meses. La revisión no es homogénea, cambia entre sectores y países, pero en media son positivas y están adelantando la recuperación de los niveles de beneficios de 2019. &#13;
A pesar de los aumentos de costes de algunos inputs (materias primas, energía, costes de transporte), los márgenes netos de las compañías europeas y estadounidenses se están expandiendo. De cara a próximos meses, la base de comparación en 3T21 y 4T21 ya no será tan favorable. De nuevo, los resultados empresariales serán clave para la evolución de la renta variable. La confirmación de la mejora del ciclo económico debería mantener el buen tono de resultados, pero una desaceleración del crecimiento más rápida de lo esperado podría suponer revisiones a la baja de dichas estimaciones. &#13;
Desde un punto de vista de valoración, la renta variable encuentra en niveles razonables: 15x PER'22e en el caso de Europa, 13x PER'22e en el caso de España y 19x PER'22e en el caso de EEUU. No son múltiplos caros (no muy alejados de la media de largo plazo), ni son excesivamente optimistas (revisión al alza de estimaciones realizadas en últimos meses). Son cifras en cualquier caso que deben matizarse con el denominador (beneficios que todavía tienen recorrido) y los tipos de interés (ultra bajos en el entorno actual). Las valoraciones tampoco son exigentes si atendemos a métricas como FCF yield, con un mayor peso en los índices de compañías con modelos de negocio más ligeros y mayor capacidad de conversión a caja libre. Desde un punto de vista relativo y con respecto a los bonos, las acciones cotizan a un descuento amplio. La prima de riesgo implícita (ERP), se sitúa en 580 puntos básicos en Estados Unidos (nivel en el que estaba en mayo 2008), y alrededor de 600 puntos en Europa. La renta variable europea es uno de los pocos activos, de tamaño elevado y líquido, que actualmente tiene rentabilidades cercanas a su media de largo plazo, atendiendo a la rentabilidad por dividendo: 3,1% (media de 30 años del 3,4%). &#13;
Por otro lado, el debate en torno al crecimiento, la inflación y la reducción de los estímulos podría crear incertidumbre para algunas compañías de calidad / sectores de crecimiento, pero creemos que no cambia estructuralmente su potencial de crecimiento de beneficios, que es el principal catalizador y explicación de los retornos a largo plazo. Por tanto, nos parece interesante seguir aprovechando los potenciales episodios de volatilidad para construir posiciones estratégicas en determinadas compañías y sectores, inmersos en claras mega tendencias, principalmente en sectores tecnología, salud, consumo y medio ambiente. Con la idea del crecimiento global volviendo a niveles inferiores en 2022-23, es razonable pensar que dichos sectores, con crecimiento secular, apoyados en desarrollos tecnológicos y cambios socio-demográficos, en un contexto de mercado normalizado, vuelvan a mostrar un mejor comportamiento relativo frente al mercado por su mayor capacidad de crecimiento de beneficios en próximos años.&#13;
En conclusión, seguimos observando importantes dispersiones en distintos mercados / activos, explicadas por los posibles escenarios en el actual entorno COVID, movimiento de yields, la disrupción en múltiples sectores, o el impacto del ESG. Seguimos viendo muchas oportunidades para la gestión activa y la selección de valores. Mantenemos una cartera equilibrada entre compañías de crecimiento visible y calidad, acompañadas de compañías de valor y exposición al ciclo económico. Creemos que una cartera equilibrada entre las dos filosofías es una estrategia adecuada,  especialmente en este escenario. &#13;
&#13;
En renta fija, en un escenario de retirada de los bancos centrales, esperamos que, en la Zona Euro, el Banco Central Europeo (BCE), que todavía seguirá implementando su programa de compra de activos, limite los movimientos de las curvas de tipos. Así, esperamos una moderada subida de los tipos core (la curva alemana), aunque con los tramos cortos todavía anclados, esto es, un mayor empinamiento de la curva. Esta subida de los tipos core justificaría cierta ampliación de las primas de riesgo de la deuda periférica, aunque muy contenida por la determinación del banco central de mantener unas condiciones de financiación favorables.&#13;
Igualmente, esperamos que los tipos de la deuda pública estadounidense puedan aumentar ligeramente, con movimientos ya al alza en la parte más corta de la curva, produciendo cierto aplanamiento de la misma.&#13;
En el actual escenario de elevada inflación, los bonos ligados a la inflación siguen siendo atractivos. Mientras, la deuda corporativa grado de inversión va a seguir apoyada por los fuertes programas de compra de los bancos centrales, que esperamos que se mantengan en lo que queda de año, por lo que, aunque las valoraciones de estos bonos ya están muy ajustadas, vemos poco riesgo a la baja. En este caso vemos más atractivos los plazos cortos ya que consideramos que la duración no está bien pagada.&#13;
En cuanto a la deuda high yield, que no cuenta con el apoyo de los bancos centrales, creemos que hay que ser selectivos, a pesar de que las tasas de default ya se encuentran en niveles muy bajos y nos encontramos en un escenario de importantes recuperaciones de los ratings de crédito. Por tanto, favorecemos la inversión en modelos de negocio resilientes ante el ciclo y con fortalezas competitivas que les permitan enfrentarse a los cambios económicos. Igualmente, favorecemos especialmente entrar en esta categoría mediante subordinación, esto es deuda subordinada high yield de emisores grado de inversión. Dentro del sector bancario vemos una oportunidad en los bonos legacy, bonos que por cambios en la regulación van dejando de computarse como capital bancario y por tanto van siendo recomprados por sus emisores.&#13;
&#13;
</iic-com:ExplicacionInformePeriodico>
<iic-com:AdvertenciasCNMV contextRef="FIM_T32021_V-86025251_da">No aplicable.</iic-com:AdvertenciasCNMV>
<iic-com:InformacionPoliticaRemuneracion contextRef="FIM_T32021_V-86025251_da">En cuanto a la Política Remunerativa de la Gestora, quedará reflejada junto con el Informe Anual.
</iic-com:InformacionPoliticaRemuneracion>
<iic-com:InformacionReglamentoUE_2015_2365 contextRef="FIM_T32021_V-86025251_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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