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<iic-com:RentabilidadIIC contextRef="FIM_S12020_V-95044087_dpq" decimals="2" unitRef="pure">-7.90</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC contextRef="FIM_S12020_V-95044087_dpq2" decimals="2" unitRef="pure">1.94</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC contextRef="FIM_S12020_V-95044087_dpq3" decimals="2" unitRef="pure">1.61</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC contextRef="FIM_S12020_V-95044087_dpy" decimals="2" unitRef="pure">11.41</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC contextRef="FIM_S12020_V-95044087_dpy2" decimals="2" unitRef="pure">-3.32</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC contextRef="FIM_S12020_V-95044087_dpy3" decimals="2" unitRef="pure">2.42</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC contextRef="FIM_S12020_V-95044087_dpy5" decimals="2" unitRef="pure">4.08</iic-com:RentabilidadIIC>
</iic-fim:RentabilidadClaseFIM>
<iic-com-fon:RentabilidadExtremaClase>
<iic-com-fon:RentabilidadMinimaValor contextRef="FIM_S12020_V-95044087_daq" decimals="2" unitRef="pure">-1.53</iic-com-fon:RentabilidadMinimaValor>
<iic-com-fon:RentabilidadMinimaValor contextRef="FIM_S12020_V-95044087_dpy" decimals="2" unitRef="pure">-3.64</iic-com-fon:RentabilidadMinimaValor>
<iic-com-fon:RentabilidadMinimaValor contextRef="FIM_S12020_V-95044087_dly3" decimals="2" unitRef="pure">-1.28</iic-com-fon:RentabilidadMinimaValor>
<iic-com-fon:RentabilidadMinimaFecha contextRef="FIM_S12020_V-95044087_daq">2020-06-11</iic-com-fon:RentabilidadMinimaFecha>
<iic-com-fon:RentabilidadMinimaFecha contextRef="FIM_S12020_V-95044087_dpy">2020-03-12</iic-com-fon:RentabilidadMinimaFecha>
<iic-com-fon:RentabilidadMinimaFecha contextRef="FIM_S12020_V-95044087_dly3">2018-02-08</iic-com-fon:RentabilidadMinimaFecha>
<iic-com-fon:RentabilidadMaximaValor contextRef="FIM_S12020_V-95044087_daq" decimals="2" unitRef="pure">2.02</iic-com-fon:RentabilidadMaximaValor>
<iic-com-fon:RentabilidadMaximaValor contextRef="FIM_S12020_V-95044087_dpy" decimals="2" unitRef="pure">2.53</iic-com-fon:RentabilidadMaximaValor>
<iic-com-fon:RentabilidadMaximaValor contextRef="FIM_S12020_V-95044087_dly3" decimals="2" unitRef="pure">1.12</iic-com-fon:RentabilidadMaximaValor>
<iic-com-fon:RentabilidadMaximaFecha contextRef="FIM_S12020_V-95044087_daq">2020-04-06</iic-com-fon:RentabilidadMaximaFecha>
<iic-com-fon:RentabilidadMaximaFecha contextRef="FIM_S12020_V-95044087_dpy">2020-03-24</iic-com-fon:RentabilidadMaximaFecha>
<iic-com-fon:RentabilidadMaximaFecha contextRef="FIM_S12020_V-95044087_dly3">2019-01-04</iic-com-fon:RentabilidadMaximaFecha>
</iic-com-fon:RentabilidadExtremaClase>
<iic-com:PeriodicidadCalculoVL>
<iic-com:XCode_PeriodicidadCalculoVL_01 contextRef="FIM_S12020_V-95044087_da">01</iic-com:XCode_PeriodicidadCalculoVL_01>
</iic-com:PeriodicidadCalculoVL>
<iic-fim:MedidasRiesgoFIM>
<iic-com-fon:VolatilidadValorLiquidativo contextRef="FIM_S12020_V-95044087_daa" decimals="2" unitRef="pure">13.82</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo contextRef="FIM_S12020_V-95044087_daq" decimals="2" unitRef="pure">9.45</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo contextRef="FIM_S12020_V-95044087_dpq" decimals="2" unitRef="pure">17.01</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo contextRef="FIM_S12020_V-95044087_dpq2" decimals="2" unitRef="pure">4.32</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo contextRef="FIM_S12020_V-95044087_dpq3" decimals="2" unitRef="pure">5.46</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo contextRef="FIM_S12020_V-95044087_dpy" decimals="2" unitRef="pure">4.83</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo contextRef="FIM_S12020_V-95044087_dpy2" decimals="2" unitRef="pure">5.66</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo contextRef="FIM_S12020_V-95044087_dpy3" decimals="2" unitRef="pure">4.14</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo contextRef="FIM_S12020_V-95044087_dpy5" decimals="2" unitRef="pure">9.41</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadIbex contextRef="FIM_S12020_V-95044087_daa" decimals="2" unitRef="pure">42.60</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex contextRef="FIM_S12020_V-95044087_daq" decimals="2" unitRef="pure">33.09</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex contextRef="FIM_S12020_V-95044087_dpq" decimals="2" unitRef="pure">49.79</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex contextRef="FIM_S12020_V-95044087_dpq2" decimals="2" unitRef="pure">13.30</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex contextRef="FIM_S12020_V-95044087_dpq3" decimals="2" unitRef="pure">13.27</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex contextRef="FIM_S12020_V-95044087_dpy" decimals="2" unitRef="pure">12.55</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex contextRef="FIM_S12020_V-95044087_dpy2" decimals="2" unitRef="pure">13.62</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex contextRef="FIM_S12020_V-95044087_dpy3" decimals="2" unitRef="pure">13.14</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex contextRef="FIM_S12020_V-95044087_dpy5" decimals="2" unitRef="pure">22.18</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadLetrasTesoro contextRef="FIM_S12020_V-95044087_daa" decimals="2" unitRef="pure">0.59</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro contextRef="FIM_S12020_V-95044087_daq" decimals="2" unitRef="pure">0.78</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro contextRef="FIM_S12020_V-95044087_dpq" decimals="2" unitRef="pure">0.55</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro contextRef="FIM_S12020_V-95044087_dpq2" decimals="2" unitRef="pure">0.38</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro contextRef="FIM_S12020_V-95044087_dpq3" decimals="2" unitRef="pure">1.36</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro contextRef="FIM_S12020_V-95044087_dpy" decimals="2" unitRef="pure">0.88</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro contextRef="FIM_S12020_V-95044087_dpy2" decimals="2" unitRef="pure">0.72</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro contextRef="FIM_S12020_V-95044087_dpy3" decimals="2" unitRef="pure">0.61</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro contextRef="FIM_S12020_V-95044087_dpy5" decimals="2" unitRef="pure">0.25</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadIndice>
<iic-com-fon:VolatilidadElemento contextRef="FIM_S12020_V-95044087_daa">RV Mixto Int</iic-com-fon:VolatilidadElemento>
<iic-com-fon:VolatilidadElementoValor contextRef="FIM_S12020_V-95044087_daa" decimals="2" unitRef="pure">19.57</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor contextRef="FIM_S12020_V-95044087_daq" decimals="2" unitRef="pure">13.83</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor contextRef="FIM_S12020_V-95044087_dpq" decimals="2" unitRef="pure">23.70</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor contextRef="FIM_S12020_V-95044087_dpq2" decimals="2" unitRef="pure">4.65</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor contextRef="FIM_S12020_V-95044087_dpq3" decimals="2" unitRef="pure">6.63</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor contextRef="FIM_S12020_V-95044087_dpy" decimals="2" unitRef="pure">5.46</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor contextRef="FIM_S12020_V-95044087_dpy2" decimals="2" unitRef="pure">6.66</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor contextRef="FIM_S12020_V-95044087_dpy3" decimals="2" unitRef="pure">4.62</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor contextRef="FIM_S12020_V-95044087_dpy5" decimals="2" unitRef="pure">9.41</iic-com-fon:VolatilidadElementoValor>
</iic-com-fon:VolatilidadIndice>
<iic-com-fon:VolatilidadVaRHistorica contextRef="FIM_S12020_V-95044087_daa" decimals="2" unitRef="pure">4.18</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica contextRef="FIM_S12020_V-95044087_daq" decimals="2" unitRef="pure">4.18</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica contextRef="FIM_S12020_V-95044087_dpq" decimals="2" unitRef="pure">4.21</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica contextRef="FIM_S12020_V-95044087_dpq2" decimals="2" unitRef="pure">3.69</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica contextRef="FIM_S12020_V-95044087_dpq3" decimals="2" unitRef="pure">3.73</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica contextRef="FIM_S12020_V-95044087_dpy" decimals="2" unitRef="pure">3.69</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica contextRef="FIM_S12020_V-95044087_dpy2" decimals="2" unitRef="pure">3.58</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica contextRef="FIM_S12020_V-95044087_dpy3" decimals="2" unitRef="pure">3.21</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica contextRef="FIM_S12020_V-95044087_dpy5" decimals="2" unitRef="pure">3.48</iic-com-fon:VolatilidadVaRHistorica>
</iic-fim:MedidasRiesgoFIM>
<iic-fim:GastosClaseFIM>
<iic-com:RatioTotalGastos contextRef="FIM_S12020_V-95044087_daa" decimals="2" unitRef="pure">0.76</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos contextRef="FIM_S12020_V-95044087_daq" decimals="2" unitRef="pure">0.38</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos contextRef="FIM_S12020_V-95044087_dpq" decimals="2" unitRef="pure">0.38</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos contextRef="FIM_S12020_V-95044087_dpq2" decimals="2" unitRef="pure">0.40</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos contextRef="FIM_S12020_V-95044087_dpq3" decimals="2" unitRef="pure">0.39</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos contextRef="FIM_S12020_V-95044087_dpy" decimals="2" unitRef="pure">1.57</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos contextRef="FIM_S12020_V-95044087_dpy2" decimals="2" unitRef="pure">1.57</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos contextRef="FIM_S12020_V-95044087_dpy3" decimals="2" unitRef="pure">1.58</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos contextRef="FIM_S12020_V-95044087_dpy5" decimals="2" unitRef="pure">1.58</iic-com:RatioTotalGastos>
<iic-com:RatioGastosEstimado contextRef="FIM_S12020_V-95044087_da">false</iic-com:RatioGastosEstimado>
</iic-fim:GastosClaseFIM>
<iic-com:EvolucionValorLiquidativo>
<iic-com:NombreFicheroAdjunto contextRef="FIM_S12020_V-95044087_da">1562112C130720203107203.jpg</iic-com:NombreFicheroAdjunto>
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<iic-com:ContenidoFicheroAdjunto 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heCLq28arqfijwp4r0zWdB1S18M6h4esvE9m99pt0dO1PR7HVbRY76xtpo/W64f4nfDfwb8ZPhr8Q/hD8RtJl174e/FXwN4s+G/jvQoNW1rQJ9a8G+OdA1Dwx4o0mHXfDeo6P4i0WXUdE1S+s49W0DVtL1rTXmF5pWo2V9DBcxAHwR/wAExf2YPg38GvhDrHx6+HX7Ofwi/Zp8V/thjwv8XvE3w4+EXws8C/CbS/BHw8/s6+ufgT8KtY0LwFoWhabe+JPh34C8RtJ471a8S/n1T4teKfiXqum3dn4a1HQtB0X4t0z4EaR8Jv2lPiT+1n+2R/wTg/ZH8Uj4j/8ABQfwho/w5/az8Xaz8Ofil+174M1Dxv8AGn4U/sr/ALFXijwp4QuPgP4lTwr8PoL+0+DWsaRqWnftTaf8Q/hq+vX/AIhm+Ffhu/0i/wBIsv24+Kvw+n+Inwf+JHwp0DxVr3wzufHXw28YfD7RfG3gfUNW8PeJ/h9P4m8L6j4c07xV4P1Xwxq/hvXdD17wpJfQ6v4f1Dw9r2gatpmoWFpc6Tq+l3kFveweFn9hH9mBviiPi3J4H8UTa8nxB/4W5D4OuPjL8brj4E23xb/4SI+Mf+Fs2f7M0/xGk/Zzs/imfGrP45PxGtfhZD40PjqafxqdbPii4n1aQA/K79kL4X+CvAfgX/gib+054S+F3hfwr+0d+2ZcaM37ZHxX0Xw7BpXxG+Lc3xe/4JwftO/tPfEKL4x+JrJINb8cNYftC/DzwRdaGPH93rsngueyg0HQG0tZ3hk/Q79srcP2iP8Agk+UAZx+398RtisSqsf+HWn/AAUqBDOFcoAm5gQjksFUgBi6+pfCz9iX9nL4MfEOX4nfD/wt40sfEMcviqbw/o3iD42/HPx38NPh5N43vptQ8Wy/CD4M+PfiR4m+EHwXk1+e5u4tRf4TeBvBjTafe3+lZXS767s5vLv2yP8Ak4r/AIJO/wDZ/wD8R/8A11l/wUsoA+9913/zxt//AAJk/wDkSjdd/wDPG3/8CZP/AJEqxRQBX3Xf/PG3/wDAmT/5Eo3Xf/PG3/8AAmT/AORKsUUAV913/wA8bf8A8CZP/kSjdd/88bf/AMCZP/kSrFFAFfdd/wDPG3/8CZP/AJEo3Xf/ADxt/wDwJk/+RKsUUAV913/zxt//AAJk/wDkSjdd/wDPG3/8CZP/AJEqxRQBX3Xf/PG3/wDAmT/5Eo3Xf/PG3/8AAmT/AORKsUUAV913/wA8bf8A8CZP/kSjdd/88bf/AMCZP/kSrFFAFfdd/wDPG3/8CZP/AJEo3Xf/ADxt/wDwJk/+RKsUUAV913/zxt//AAJk/wDkSjdd/wDPG3/8CZP/AJEqxRQBX3Xf/PG3/wDAmT/5Eo3Xf/PG3/8AAmT/AORKsUUAV913/wA8bf8A8CZP/kSjdd/88bf/AMCZP/kSrFFAFfdd/wDPG3/8CZP/AJEo3Xf/ADxt/wDwJk/+RKsUUAV913/zxt//AAJk/wDkSjdd/wDPG3/8CZP/AJEqxRQBX3Xf/PG3/wDAmT/5Eo3Xf/PG3/8AAmT/AORKsUUAV913/wA8bf8A8CZP/kSjdd/88bf/AMCZP/kSrFFAFfdd/wDPG3/8CZP/AJEo3Xf/ADxt/wDwJk/+RKsUUAV913/zxt//AAJk/wDkSjdd/wDPG3/8CZP/AJEqxRQBX3Xf/PG3/wDAmT/5Eo3Xf/PG3/8AAmT/AORKsUUAV913/wA8bf8A8CZP/kSjdd/88bf/AMCZP/kSrFFAFfdd/wDPG3/8CZP/AJEo3Xf/ADxt/wDwJk/+RKsUUAV913/zxt//AAJk/wDkSjdd/wDPG3/8CZP/AJEqxRQBX3Xf/PG3/wDAmT/5Eo3Xf/PG3/8AAmT/AORKsUUAV913/wA8bf8A8CZP/kSjdd/88bf/AMCZP/kSrFFAFfdd/wDPG3/8CZP/AJEo3Xf/ADxt/wDwJk/+RKsUUAV913/zxt//AAJk/wDkSvye/bf/AOCkHi79kv4v6X8MtJ+F3hzxfa6h4E0bxg2qaj4j1PT545tU1nxFpb2awW2myxmKJNDSVZC25mndSAEGf1pr+XL/AILN/wDJ2Hhr/siXhH/1LfiBX6t4NcP5PxNxnDLM8wUMwwLyzH13h51a9KLrUfY+znz4erRqXjzS05+V31TPw/6QfFWf8HeHlXOeGsxqZXmcc5yzDLFU6OGryVCu6/tafs8XRxFG0+SN37PmVvdktT1//h9/8Qf+iC+Df/Cx1v8A+VNebfGz/grh43+NHwK+P/wqvvg14V0Oz8d/s+/Hfw9c6vaeKdXu7nT4rz4R+Mt9zBbTaZHFPJGE+WOSRFYnlh1r8fqsf8wL4hf9kf8AjX/6qPxrX9O8QeEfh3g8hzvF4bhnD0sThcozLE4eqsbmknTr0MFWq0qijPHShJwqQjK0oyi7Wkmm0/5R8KvHfxZzDxQ8N8BjOMcVWwmO494PweKovLsliquGxPEOXUa9Jyp5bCcVUpTlByhKM0neMk0mv5l6KKK/gw/7Xj/QG/4NajOP+CdnxH8uOJ1/4a2+I/LzPGc/8Ks+CGRtWCUYxjndnqMDGT/SVuu/+eNv/wCBMn/yJX83X/BrP/yjr+I//Z2/xI/9VX8D6/pNoP8ACj6Rf/J8PEz/ALKfF/8ApuiV913/AM8bf/wJk/8AkSjdd/8APG3/APAmT/5EqxRQfixX3Xf/ADxt/wDwJk/+RKN13/zxt/8AwJk/+RKsUUAV913/AM8bf/wJk/8AkSjdd/8APG3/APAmT/5EqxRQBX3Xf/PG3/8AAmT/AORKN13/AM8bf/wJk/8AkSrFFAFfdd/88bf/AMCZP/kSjdd/88bf/wACZP8A5EqxRQBX3Xf/ADxt/wDwJk/+RKN13/zxt/8AwJk/+RKsUUAV913/AM8bf/wJk/8AkSjdd/8APG3/APAmT/5EqxRQBX3Xf/PG3/8AAmT/AORK8H/Zo3H4c+ItwAb/AIX9+1hkKxYA/wDDU3xkyAxVSR7lVz6CvoCvAP2av+SdeI/+y/8A7WH/AK1N8ZKAPf6KKKACiiigAooooAK+AP2yP+Tiv+CTv/Z//wAR/wD11l/wUsr7/r4A/bI/5OK/4JO/9n//ABH/APXWX/BSygD7/ooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAr+XL/gs3/ydh4a/7Il4R/8AUt+IFf1G1/Ll/wAFm/8Ak7Dw1/2RLwj/AOpb8QK/b/o+/wDJwqf/AGJsz/8Adc/m/wClT/yamt/2UGTfniT8lKsf8wL4hf8AZH/jX/6qPxrVerH/ADAviF/2R/41/wDqo/Gtf2XxV/yTHEf/AGIc4/8AVfiD+FfB7/k7nhb/ANnG4I/9abLD+Zeiiiv8xT/u6P8AQL/4NZ/+UdfxH/7O3+JH/qq/gfX9JtfzZf8ABrP/AMo6/iP/ANnb/Ej/ANVX8D6/pNoP8KPpF/8AJ8PEz/sp8X/6bohRRRQfiwUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAV4B+zV/wAk68R/9l//AGsP/WpvjJXv9eAfs1f8k68R/wDZf/2sP/WpvjJQB7/RRRQAUUV8q/tvfHrWP2Y/2UfjZ8bvDUvg2Dxf4O8Jpb+Bbj4im6Hw/t/iD4u1nS/BPw/uPHIsta8NXcnhCDxn4j0KXxJBb+J/C8lxo6XkC+J/Dnmf21YgH1VRXxd+xd8TvHnxi8J+KPHuu/tifsXftk+BbzUdP0fwV40/Yu+FOs+APCfh/V9I/tM+MtL8UeI7z9sf9rrR/GGo3AvfDf8AZ9jpN54HufC32LU/7Vi8R/2/Yf2B84J+17+0e1/P+0C2ofARP2R0/blT9iGL4Zv8OPiOPj1LqX/DYEP7Az/FBfjRH8XJfAhH/DSbSzp8N5P2foI/+Fex/bW+Jn9pbTIAfrBXwB+2R/ycV/wSd/7P/wDiP/66y/4KWV49+zv+17+0f43n/Yn+LvxP1D4CXn7P/wDwUVmvF+BfgbwJ8OPiP4X+LPwnh8Rfs8/E/wDav+FDeOviTr3xc8b+Eviwdf8Agv8ACXxLH4uOl/Cn4KHw14tutNttPj16085K9g/bKZU/aI/4JPu5Con7f3xGLuxCqgP/AAS0/wCClSAsxwFBdlUEkAsyqOSBQB+gFFV/tdp/z82//f6P/wCKo+12n/Pzb/8Af6P/AOKoAsUVX+12n/Pzb/8Af6P/AOKo+12n/Pzb/wDf6P8A+KoAsUVX+12n/Pzb/wDf6P8A+Ko+12n/AD82/wD3+j/+KoAsUVX+12n/AD82/wD3+j/+Ko+12n/Pzb/9/o//AIqgCxRVf7Xaf8/Nv/3+j/8AiqPtdp/z82//AH+j/wDiqALFFV/tdp/z82//AH+j/wDiqPtdp/z82/8A3+j/APiqALFFV/tdp/z82/8A3+j/APiqPtdp/wA/Nv8A9/o//iqALFFV/tdp/wA/Nv8A9/o//iqPtdp/z82//f6P/wCKoA/m0/4LNeJvEmiftH/Dq20bxBrek28vwS0aeS30zVr+whkmPjv4gRmZ4rW4ijeUxxxoZGUuURFJwqgfkP8A8J947/6HXxb/AOFHrH/yZX6tf8FqpI5f2lPhw0UiSKPgdooJR1cA/wDCe/EI4JUkA4IOOuCK/Hiv9EPCrDYeXh5wpKVCjKTyyLcpUoOTft62rbi23otX2R/k944YvFw8WOOIQxWIhCOcNRjCtUjGK+q4bRRUkkvJI9i+HXxe+JvhPxt4d8VaN448SR6x4Zv/APhItIkvNWvNTtItU0SCbU9OludO1Ga5sL+CO8tYXls762uLS5RWhuIZYXdG/PL/AIiIf+Cs3/Rxmgf+GN+Bn/zvK+xvDxA1RSSABZatkngD/iU33ev5hK/n/wCklSp0uIOHVTpwpp5NXbUIRgm/rtRXaild209D/bP9jLwZwhxr4eeNtfjHhfh/iqtgOM+GKWBq8RZRgM5qYOlXyPGzrU8LPMaGIlQhVnThKpGk4xnKEXJNxVv21/4iIf8AgrN/0cZoH/hjfgZ/87yv60f+CBH7a37Rv7c/7LPxZ+Jn7THjez8d+MvC3x/1jwLomqWXhLwl4PjtfDNp8Ovhz4ggsG0/wdouh6fcumq+INVuDeXNrLeMtwsDTmCCCOP/ADea/vV/4NU54Yv2Hfjysk0UbH9q3xAQHkRCR/wqH4QDIDEEjIIz0yDX83n+hP0tfDXw84Z8GszzXhzgXhDIc0p53kNGnmOT8OZRluOhSrY3krUoYrB4SjXjTqx92pBTUZx0kmj+oOiq/wBrtP8An5t/+/0f/wAVR9rtP+fm3/7/AEf/AMVQf5SFiiq/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/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/8AxVAFiv5cv+Czf/J2Hhr/ALIl4R/9S34gV/UL9rtP+fm3/wC/0f8A8VX8u/8AwWYkjl/au8NtG6SL/wAKT8IjcjK4yPFvj8kZUkZwQcdeRX7f9H3/AJOFT/7E2Z/+65/N/wBKn/k1Nb/soMm/PEn5L1Y/5gXxC/7I/wDGv/1UfjWq9WCQNB+IRJAH/Cn/AI1cnjr8JPGoH5niv7L4q/5JjiP/ALEOcf8AqvxB/Cvg9/ydzwt/7ONwR/602WH8y9FFFf5in/d0f6Bf/BrP/wAo6/iP/wBnb/Ej/wBVX8D6/pNr+a3/AINap4Iv+CdnxHWSaKNv+GtviOdryIhwfhZ8EADhiDjIIz04Nf0lfa7T/n5t/wDv9H/8VQf4UfSL/wCT4eJn/ZT4v/03RLFFV/tdp/z82/8A3+j/APiqPtdp/wA/Nv8A9/o//iqD8WLFFV/tdp/z82//AH+j/wDiqPtdp/z82/8A3+j/APiqALFFV/tdp/z82/8A3+j/APiqPtdp/wA/Nv8A9/o//iqALFFV/tdp/wA/Nv8A9/o//iqPtdp/z82//f6P/wCKoAsUVX+12n/Pzb/9/o//AIqj7Xaf8/Nv/wB/o/8A4qgCxRVf7Xaf8/Nv/wB/o/8A4qj7Xaf8/Nv/AN/o/wD4qgCxRVf7Xaf8/Nv/AN/o/wD4qj7Xaf8APzb/APf6P/4qgCxXgH7NX/JOvEf/AGX/APaw/wDWpvjJXu/2u0/5+bf/AL/R/wDxVeD/ALNDK3w58RMrBlb4/ftYEMpBBB/am+MmCCMgg+ooA+gKKKKACvF/2hPAmufEj4TeIvC3hnwn8F/HXiM6n4L8SaD4T/aE8L3fi34Ta1rHgbxz4a8cadb+IrHT0ub7RtTju/DsNz4L8d2eleJLr4Z+OYPDXxGg8H+M5fCq+FNZ9oooA/OHwZ4P/ao+Gut/tkftl/Eb4ZfCS++MHjH9nT4a+F/h7+yt8DPir8QPH/hTxDr/AOzLD+0f418P3GpfGjxJ8CPhz4hvvHHxs1b4zaX4C1C70r9ni6uPCHh3wL4PtrWL4gzWsFlBwMP7I/7Rovbr9nqfQ/gCf2SH/bfX9tq0+KcXxS+JK/H2HV1/bJt/+CgLfDqX4It8GT4BlMv7RqXOkt4/H7QqQp8ObhFX4dNq8Ihf9XKKAPyj/Z3/AGR/2jfBbfsU/CD4paH8AdL+Av8AwTrnkf4D+Pfh58UviT4r+KfxVt/C37OnxU/ZK+F1v4++F/iX4M+CfCvwsbTPgx8XfEF94vm0j4v/ABjOt+M9N099MTSNOuJpLf139sj/AJOK/wCCTv8A2f8A/Ef/ANdZf8FLK+/6+AP2yP8Ak4r/AIJO/wDZ/wD8R/8A11l/wUsoA+/6KKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigD+ZH/gtb/ycr8N/+yG6L/6n3xDr8da/Yr/gtb/ycr8N/wDshui/+p98Q6/HWv8ARbwo/wCTdcJ/9iuP/p+sf5LeOX/J2uOf+xy//UXDG34e/wCQon/Xlq3/AKab6v5hK/p78Pf8hRP+vLVv/TTfV/MJX8+fSV/5KHhz/sTV/wD1OqH+8H7D7/k2/jx/2W/Cf/qhzAK/va/4NT/+THPj1/2dd4g/9VD8IK/glr+9r/g1P/5Mc+PX/Z13iD/1UPwgr+bD/Rr6aP8AyYvNv+x/w5/6nn9P1FFFB/jcFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFfy5f8Fm/wDk7Dw1/wBkS8I/+pb8QK/qNr+XL/gs3/ydh4a/7Il4R/8AUt+IFft/0ff+ThU/+xNmf/uufzf9Kn/k1Nb/ALKDJvzxJ+SlWP8AmBfEL/sj/wAa/wD1UfjWq9WP+YF8Qv8Asj/xr/8AVR+Na/svir/kmOI/+xDnH/qvxB/Cvg9/ydzwt/7ONwR/602WH8y9FFFf5in/AHdH+gX/AMGs/wDyjr+I/wD2dv8AEj/1VfwPr+k2v5sv+DWf/lHX8R/+zt/iR/6qv4H1/SbQf4UfSL/5Ph4mf9lPi/8A03RCiiig/Fj+WT/g5M/bU/an/ZE1L9jqH9mz41eLfhFF4/sfj3J4xTwudLA1+TwxP8HF0Br7+0tOvznS11/WRb+SYhjUJ/M3/Js/l/8A+H0H/BUf/o8/4s/n4Y/+Z2v3e/4O2/8AkLfsFf8AYO/aZ/8ASn4CV/HJQf7E/Rc4E4IznwI4EzLN+DeFc1zHEw4j+sY/MuHsox2NxHsuLs/oUvbYrFYOrXq+yoUqdGn7SpLkpU4U42hCKX67fDD/AILHf8FOdZ+Jfw80fVP2xvire6Zqvjnwlpuo2cp8NeVd2N9r+n2t3bS7fD6t5c9vLJE+1lba5wwODX+nFX+Pd8HP+Su/Cv8A7KP4H/8AUn0uv9hGg/m/6dPDXDnDmO8NY8PcP5JkMcXhOK5YuOTZVgMrjipUK3D6ovELA0KCrOiqtVUnU5nTVSooW55XKKKKD+BgooooAKKKKACiiigArwD9mr/knXiP/sv/AO1h/wCtTfGSvf68A/Zq/wCSdeI/+y//ALWH/rU3xkoA9/ooooAKKKKACiiigAr4A/bI/wCTiv8Agk7/ANn/APxH/wDXWX/BSyvv+vgD9sj/AJOK/wCCTv8A2f8A/Ef/ANdZf8FLKAPv+iiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA/mR/4LW/8nK/Df/shui/+p98Q6/HWv2K/4LW/8nK/Df8A7Ibov/qffEOvx1r/AEW8KP8Ak3XCf/Yrj/6frH+S3jl/ydrjn/scv/1Fwxt+Hv8AkKJ/15at/wCmm+r+YSv6e/D3/IUT/ry1b/0031fzCV/Pn0lf+Sh4c/7E1f8A9Tqh/vB+w+/5Nv48f9lvwn/6ocwCv72v+DU//kxz49f9nXeIP/VQ/CCv4Ja/va/4NT/+THPj1/2dd4g/9VD8IK/mw/0a+mj/AMmLzb/sf8Of+p5/T9RRRQf43BRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABX8uX/BZv8A5Ow8Nf8AZEvCP/qW/ECv6ja/ly/4LN/8nYeGv+yJeEf/AFLfiBX7f9H3/k4VP/sTZn/7rn83/Sp/5NTW/wCygyb88SfkpVj/AJgXxC/7I/8AGv8A9VH41qvVj/mBfEL/ALI/8a//AFUfjWv7L4q/5JjiP/sQ5x/6r8Qfwr4Pf8nc8Lf+zjcEf+tNlh/MvRRRX+Yp/wB3R/oF/wDBrP8A8o6/iP8A9nb/ABI/9VX8D6/pNr+bL/g1n/5R1/Ef/s7f4kf+qr+B9f0O/EJ3j8AeOJI3aOSPwf4mdHRiro66LesroykMrKwBVgQQQCCCK0o0/bVqVJPl9rUhT5rX5eeSje11e172ur9z/CP6SVX2HjT4pV3HmVHiLH1eW9ub2dClPlvZ2va17O29mdhRX8GX/CeeOP8Aoc/Ff/hRav8A/JlH/CeeOP8Aoc/Ff/hRav8A/Jlf1D/xLLiv+ixw/wD4Y6n/AM9fX+np/mJ/xORg/wDo3+K/8SWl/wDOT1/p6fSH/B23/wAhb9gr/sHftM/+lPwEr+OSv2J/4Kdazq+tfCf9mOfWNV1LVpoviH+0pFFNqd9dX8sUX/CNfszv5ccl1LK6R72ZtikLuYtjJJr8dq/nzizh+XC3EWacPzxUcbLLK8aDxUaLoRrOVGlW5lRdSq4W9ry2dSd+W99bL/pe+ghxTDjb6J/hFxTDBSy6Gc4LirErBTxCxUsOocd8U4fkeIVGgqt3R5uZUafxWtpd+j/Bz/krvwr/AOyj+B//AFJ9Lr/YRr/Hu+Dn/JXfhX/2UfwP/wCpPpdf7CNfOn4Z+0C/5GHhb/2B8X/+n+HAooooP86wooooAKKKKACiiigArwD9mr/knXiP/sv/AO1h/wCtTfGSvf68A/Zq/wCSdeI/+y//ALWH/rU3xkoA9/ooooAKwvE/ijwz4J8O614v8Z+ItC8I+E/DWm3eteIvFHifV9P0Dw7oGj6fC1xf6trWt6rcWmm6Vptlbo893f31zBa20KNLNKiKWG7XmvxfHwhj+HPiTUvjzF8PH+E/huPTPGXiy6+Ktv4euPAejL4J1nTvF2i+JtbPiqOTQrOTwp4i0TSPEuj6reBJdG13StM1awmt9RsrSeMAqfB/47fBD9obwpJ47+APxk+FXxx8Dxand6JL4y+D/wAQ/CPxM8KR6zYJDJfaRJ4i8F6xrekJqdnHc273dg14Lu3SeFpokWVC3mniX9t79i7wZ8ZLb9nTxh+15+y/4U/aDvPEPhTwlafAnxL8fvhRoXxkuvFfjyHRrnwP4Ztvhhqniy18bT+IfGdv4i8Pz+FNFi0NtS8RQ67o0ukW14mp2TT8r+z18PrzVfjh+0H+1pcaJf8AgnTv2gPC3wP+HvhDwXqmjXPh3X9S8D/AWT4r3mhfF7x74fvoLXU9B+IHxLu/jDrGlpoeuWsPijR/hJ4B+D2meMbPw94utdd8E+E/h7wZ4u+PX7Jmu/Ev4xax8XP2SPir8E/j5/wUwT4Yal8Nfhh4e8Z638YrXxL+0B+074G/ZP8ABct78d5fixp/gZPHnwQ8OSeDW+MfwRi/Z0lv/Dlv8N/HmkJ8UdS1DSjrNwAfp94J/aX/AGcPiX8RvGXwd+HP7QHwS8f/ABc+HLXSfEL4WeCfit4E8VfEbwI9jeJp16njLwRoWvX/AIm8LtZ6hJHY3S63plibe8dLWYJOyofm39sj/k4r/gk7/wBn/wDxH/8AXWX/AAUsr4g/ZetJ0/Z7/wCDe6fT4tFb4gxXUMXxqmsP7In1+K6vv+Caf7VVz+0VHqs0G+7j839qy28Cf8LHW0ZUHxGi0WLWAL1bdB9vftlAt+0R/wAEn1DFC37f3xGAddpZCP8Aglp/wUqYlQ4ZCSAUO9HG1mIAfaygH6AUVX8mT/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+fu4/75tP8A5GoAsUVX8mT/AJ+7j/vm0/8AkajyZP8An7uP++bT/wCRqALFFV/Jk/5+7j/vm0/+RqPJk/5+7j/vm0/+RqAP5mf+C1v/ACcr8N/+yG6L/wCp98Q6/HWv2H/4LVIyftKfDgNI8pPwO0U7nEYIH/Ce/ELgeVHGuO/IJyTzjAH48V/ot4Uf8m64T/7Fcf8A0/WP8lvHL/k7XHP/AGOX/wCouGNvw9/yFE/68tW/9NN9X8wlf09+HudUUZI/0LVuRjI/4lN96gj8wa/mEr+fPpK/8lDw5/2Jq/8A6nVD/eD9h9/ybfx4/wCy34T/APVDmAV/e1/wan/8mOfHr/s67xB/6qH4QV/BLX96v/BqnG7/ALDvx5KzyxAftW+IBtQQkE/8Kh+EHJ8yGRs9uCBgDjOSf5sP9Gvpo/8AJi82/wCx/wAOf+p5/UHRVfyZP+fu4/75tP8A5Go8mT/n7uP++bT/AORqD/G4sUVX8mT/AJ+7j/vm0/8AkajyZP8An7uP++bT/wCRqALFFV/Jk/5+7j/vm0/+RqPJk/5+7j/vm0/+RqALFFV/Jk/5+7j/AL5tP/kajyZP+fu4/wC+bT/5GoAsUVX8mT/n7uP++bT/AORqPJk/5+7j/vm0/wDkagCxRXwH4s/4Kff8E9vAvinxL4I8Yftm/BPw54t8Ha/rPhXxT4e1Xxno1tqmheI/D2o3Oka3o2pWzWu63v8AS9Ts7qxvIG+aK4gkjPKmsD/h7R/wTT/6Pm+An/hdaL/8i0H11Pw/48rU4VaXBPF1WlVhGpTqU+G85nTqU5xUoThOOCcZwnFqUZRbjKLTTaZ+jdFfK/wI/bO/ZT/ae13WvDH7Pn7RXw7+L3iDw5pKa9rukeB/EOl61faVo0l5Dp8epXsMFruhtHvbiC1ErcGaVE6mvqDyZP8An7uP++bT/wCRqD5/McrzPJ8VPA5vl2OyvG04wnUweY4TEYHFQhUip05Tw+Jp0q0Y1INShKUEpxalFtO5Yoqv5Mn/AD93H/fNp/8AI1Hkyf8AP3cf982n/wAjUHCWKKr+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/I1AFiv5cv+Czf/ACdh4a/7Il4R/wDUt+IFf1C+TJ/z93H/AHzaf/I1fy7/APBZhWT9q7w2GkeU/wDCk/CJ3OIwcf8ACW+P+P3aRrgdfu55OTjAH7f9H3/k4VP/ALE2Z/8Auufzf9Kn/k1Nb/soMm/PEn5L1Y/5gXxC/wCyP/Gv/wBVH41qvVg86D8QuSP+LP8Axq5GP+iSeNfUEc9Dx9MHmv7L4q/5JjiP/sQ5x/6r8Qfwr4Pf8nc8Lf8As43BH/rTZYfzL0UUV/mKf93R/oF/8Gs//KOv4j/9nb/Ej/1VfwPr+hv4i/8AJPvHf/Ym+J//AEyX1fzv/wDBrVG7/wDBOz4jlZ5Yh/w1t8RxtQQEZ/4VZ8EOf3kMjZPT72OBgZyT/Qx8RYZP+FfeOv8AS7g/8Ub4n4K2uD/xJL7g4tgfyIPvXTgv98wn/YTQ/wDTsD/B36TX/J4vFn/seZp/6iwP4QaKKK/1PP8AnhPhb/gpP/ySL9mb/so/7Sn/AKjH7M1fkRX67f8ABScf8Wj/AGZzk4/4WN+0oMcYGPDP7M/I4zk5AOSRwMAHOfyJr/O7xd/5OPxX/wBh9L/1Cwp/2L/s0v8AlB/wF/7FHFv/AK8Ti89H+Dn/ACV34V/9lH8D/wDqT6XX+wjX+Pd8Hf8Akrnws5x/xcfwPyMZH/FTaZzyCPzBHtX+wT5Mn/P3cf8AfNp/8jV+cH55+0C/5GHhb/2B8X/+n+HCxRVfyZP+fu4/75tP/kajyZP+fu4/75tP/kag/wA6yxRVfyZP+fu4/wC+bT/5Go8mT/n7uP8Avm0/+RqALFFV/Jk/5+7j/vm0/wDkajyZP+fu4/75tP8A5GoAsUVX8mT/AJ+7j/vm0/8AkajyZP8An7uP++bT/wCRqALFeAfs1f8AJOvEf/Zf/wBrD/1qb4yV7v5Mn/P3cf8AfNp/8jV4P+zQCPhz4iBYsR8fv2sAWbaGb/jKb4ycnaqrk98KB6AUAfQFFFFABXBfE74V/DD42eBte+F/xm+HHgL4ufDTxSlhH4n+HnxO8H+HvHvgbxHHpWq2OuaXHr3hLxVp2raBq6abremabrFguoafcLZ6rp9jqFuI7u0t5o+9ooA+PNJ/4J/fsW+DfhP8ePgv8JP2X/gH8BfA37S3w81r4X/Giy+A3wY+Fvwol8d+FNZ8NeKvCgtfEkfhLwfYad4jk0fR/G3iqLQU8S6frVlpja9qwismg1PUILr1FP2YP2aYvjJL+0VF+zx8DI/2gp7YWU/x1T4S+AU+Mk1mLNNOFpL8Tl8PjxtJbDT4o7EQPrhiFnGlts8hFQe5UUAeHeBv2Yv2a/hh8R/GXxj+Gn7PXwO+Hnxd+Iv2z/hYPxU8DfCbwF4S+I/jr+0b+LVdQ/4TLxxoGgaf4m8T/b9Thh1K8/tvVL77VfxRXk++4jWQfOP7ZH/JxX/BJ3/s/wD+I/8A66y/4KWV9/18Aftkf8nFf8Enf+z/AP4j/wDrrL/gpZQB9/0UUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAH8yP/Ba3/k5X4b/9kN0X/wBT74h1+OtfsV/wWt/5OV+G/wD2Q3Rf/U++IdfjrX+i3hR/ybrhP/sVx/8AT9Y/yW8cv+Ttcc/9jl/+ouGNvw9/yFE/68tW/wDTTfV/MJX9Pfh7/kKJ/wBeWrf+mm+r+YSv58+kr/yUPDn/AGJq/wD6nVD/AHg/Yff8m38eP+y34T/9UOYBX97X/Bqf/wAmOfHr/s67xB/6qH4QV/BLX97X/Bqf/wAmOfHr/s67xB/6qH4QV/Nh/o19NH/kxebf9j/hz/1PP6fqKKKD/G4KKKKACiiigAoor55/aI/af+FP7L2gaB4l+K95rVlpfiXWJtD0t9F0afWpnv4LKW/dZobd0aGL7PC5ErEqXATqRXXgMBjc0xdDAZdha+NxuJk4YfC4anKtXrSjCU3GnTgnKbUISk0k7Ri3sjgzPNMuyXAYnNM2xuGy7LsJCNTFY3GVoUMNh4SnGnGVWtUcYQi6k4QTk0nKUVu0fQ1FfmJ/w91/Y1/6D3j3/wAIPUv/AI/R/wAPdf2Nf+g949/8IPUv/j9fVf8AEOOPv+iP4h/8NeK/+VnxH/EXvC7/AKL7hT/w84L/AOW+f59mf5zf/BQH/k/L9tr/ALO5/aR/9XJ4zr5Gr6t/bwvrfVP24v2zNTtCzWuo/tW/tEX1szqUdre7+L3jC4hLoeUYxyKWU8qcg9K+Uq+LacW4yTTTaaejTTs010aejP8Apk4PlGfCXC84tSjLh3JJRkndSi8swzTT6pppp9j+qn/g1D/5Or/ac/7N80z/ANWP4cr+6+v4UP8Ag1D/AOTq/wBpz/s3zTP/AFY/hyv7r6R/kR9Mv/k/PEP/AGKOGv8A1TYUKKKKD+WAor4u/b9/bQ8NfsCfs1eJ/wBpTxZ4J1z4g6L4Z17wloM/hnw7qVhpWqXUvi3XbXQre4ivdSjltEjs5bpZ5kdC0kaFEIYg1+An/EWL8Av+jSPjB/4Xngv/AOQqD9S4M8FfFDxCympnvBvCWLzzKaWNrZdUxlDG5Vh4RxuHpYevWoOGNx+GrOUKWKoTclTdNqolGbakl/WZRX8mf/EWL8Av+jSPjB/4Xngv/wCQq/pP/ZZ+Pmk/tSfs7/B/9ofQvD+o+FdH+L/gnSvG2neHNWura+1LR7XVVdo7G9u7NUtbieHYQ8sCLG2flFBhxv4PeJPhxgcHmfGvC2KyHA4/FvA4TEV8ZlmJjWxao1MQ6MY4HHYqpGXsaVSfNOEYWi1zczSfvtFFFB+aBRRRQAUUUUAFfy5f8Fm/+TsPDX/ZEvCP/qW/ECv6ja/ly/4LN/8AJ2Hhr/siXhH/ANS34gV+3/R9/wCThU/+xNmf/uufzf8ASp/5NTW/7KDJvzxJ+SlWP+YF8Qv+yP8Axr/9VH41qvVj/mBfEL/sj/xr/wDVR+Na/svir/kmOI/+xDnH/qvxB/Cvg9/ydzwt/wCzjcEf+tNlh/MvRRRX+Yp/3dH+gX/waz/8o6/iP/2dv8SP/VV/A+v6G/iL/wAk+8d/9ib4n/8ATJfV/PJ/waz/APKOv4j/APZ2/wASP/VV/A+v6G/iL/yT7x3/ANib4n/9Ml9XTgv98wn/AGE0P/TsD/B36TX/ACeLxZ/7Hmaf+osD+Dmiiiv9Tz/nhPhb/gpP/wAki/Zm/wCyj/tKf+ox+zNX5EV+u/8AwUn/AOSRfszf9lH/AGlP/UY/Zmr8iK/zu8Xf+Tj8V/8AYfS/9QsKf9i/7NL/AJQf8Bf+xRxb/wCvE4vPR/g5/wAld+Ff/ZR/A/8A6k+l1/sI1/j3fBz/AJK78K/+yj+B/wD1J9Lr/YRr84Pzz9oF/wAjDwt/7A+L/wD0/wAOBRRRQf51hRRRQAUUUUAFFFFABXgH7NX/ACTrxH/2X/8Aaw/9am+Mle/14B+zV/yTrxH/ANl//aw/9am+MlAHv9FFFABRRRQAUUUUAFfAH7ZH/JxX/BJ3/s//AOI//rrL/gpZX3/XwB+2R/ycV/wSd/7P/wDiP/66y/4KWUAff9FFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQB/Mj/AMFrf+Tlfhv/ANkN0X/1PviHX461+xX/AAWt/wCTlfhv/wBkN0X/ANT74h1+Otf6LeFH/JuuE/8AsVx/9P1j/Jbxy/5O1xz/ANjl/wDqLhjb8Pf8hRP+vLVv/TTfV/MJX9Pfh7/kKJ/15at/6ab6v5hK/nz6Sv8AyUPDn/Ymr/8AqdUP94P2H3/Jt/Hj/st+E/8A1Q5gFf3tf8Gp/wDyY58ev+zrvEH/AKqH4QV/BLX97X/Bqf8A8mOfHr/s67xB/wCqh+EFfzYf6NfTR/5MXm3/AGP+HP8A1PP6d7q4S0tri6lDGO2gluJAgBcpDG0jhASoLFVIUFlBOASBzX5If8PpP2Vf+hL+PH/hKeA//nmV+setf8gbVv8AsGX/AP6Sy1/A1X7x4K+HvDvHVPiOWfU8ZN5ZPKY4X6ripYayxkcxdb2loS57/VaXLty2lvzH/Ol9IrxV4s8NKnCMeGKuAprOYZ7LG/XsFHGXeXyydYf2XNOHs7fXa/Pa/NeO3Lr/AFBf8PpP2Vf+hL+PH/hKeA//AJ5lfZ37Lf7Xnwz/AGuNG8Wa58NNI8baRaeDdT07SdUj8a6ZommXE1zqdrPeW72KaL4i8RRywrFbusrTy2zq5UJG6ksP4r6/R/8AY/8A+Cm/7Ov/AATd+FvifUP2gdL+J2pwfF3x+bLwqPht4a0TxHJDL4J8O6dPrB1ddZ8VeGFtEdPFOmCyNu14Z2W6EqwCJDL9l4oeEXB3CfBmZZ5lFLMY4/C1svhSliMdKvSUcTj8Ph6vNTdOKk3TqSUXfR2fQ+W+jv4s+LXjH4s8OeHtPB4TO62eUM7nRyzJ8phTzDFTyvJMwzVqhJVm/wB1TwU69VJa0qUz+tmiv5x/+Ioj/gnB/wBCr+1F/wCGy8D/APz16sWv/Bz/AP8ABOO8ura0i8LftQCW6uIbaMv8M/BAQSTyLEhcj4rMQoZhuIViBkgE8V/Kp/pU/o9eNqTb8M+K0krt/wBnvRL/ALfP6MK/FD/gtv8A8ka+DX/ZTdS/9RW/r9r6/FD/AILb/wDJGvg1/wBlN1L/ANRW/r9J8IP+Tk8K/wDYbiP/AFX4w/jvx8/5NDxv/wBi7C/+rXAH821FFFf6Hn+Tx+GP7Zf/ACd/+1Z/2cl8c/8A1Z/iivm2vpL9sv8A5O//AGrP+zkvjn/6s/xRXzbX+VuI/wB4r/8AX6r/AOlyP+9bgX/kiODf+yV4e/8AVRgz+qn/AINQ/wDk6v8Aac/7N80z/wBWP4cr+6+v4UP+DUP/AJOr/ac/7N80z/1Y/hyv7r6xP8kPpl/8n54h/wCxRw1/6psKFFFFB/LB+En/AAcf/wDKK34r/wDZRfgx/wCrB0mv84Kv9H3/AIOP/wDlFb8V/wDsovwY/wDVg6TX+cFQf66fQX/5M1mf/ZeZ3/6qOHQr/U9/4JD/APKMr9ib/sgng7/0VPX+WFX+p7/wSH/5RlfsTf8AZBPB3/oqeg+d+nv/AMm+4L/7LKf/AKpMyP0booooP8rQooooAKKKKACv5cv+Czf/ACdh4a/7Il4R/wDUt+IFf1G1/Ll/wWb/AOTsPDX/AGRLwj/6lvxAr9v+j7/ycKn/ANibM/8A3XP5v+lT/wAmprf9lBk354k/JSrH/MC+IX/ZH/jX/wCqj8a1Xqx/zAviF/2R/wCNf/qo/Gtf2XxV/wAkxxH/ANiHOP8A1X4g/hXwe/5O54W/9nG4I/8AWmyw/mXooor/ADFP+7o/0C/+DWf/AJR1/Ef/ALO3+JH/AKqv4H1/Q38Rf+SfeO/+xN8T/wDpkvq/nk/4NZ/+UdfxH/7O3+JH/qq/gfX9DfxF/wCSfeO/+xN8T/8Apkvq6cF/vmE/7CaH/p2B/g79Jr/k8Xiz/wBjzNP/AFFgfwc0UUV/qef88J8Lf8FJ/wDkkX7M3/ZR/wBpT/1GP2Zq/Iiv13/4KT/8ki/Zm/7KP+0p/wCox+zNX5EV/nd4u/8AJx+K/wDsPpf+oWFP+xf9ml/yg/4C/wDYo4t/9eJxeej/AAc/5K78K/8Aso/gf/1J9Lr/AGEa/wAe74Of8ld+Ff8A2UfwP/6k+l1/sI1+cH55+0C/5GHhb/2B8X/+n+HAooooP86wooooAKKKKACiiigArwD9mr/knXiP/sv/AO1h/wCtTfGSvf68A/Zq/wCSdeI/+y//ALWH/rU3xkoA9/ooooAK+TP23Pip40+EH7Pmoa98OdXg8N+PPGvxZ/Zo+AXhHxXcaTYa8ngzX/2of2l/hF+zXpvjhdE1VJtK1efwTc/FhPFdrpuq217pd7c6PDbajp+o2Uk9jcfWdeGftI/BYftAfCDX/hpB4lPgrXZNd+HvjvwP41Gh2vidPBnxO+D/AMR/CXxf+FXjCbw1e3en2viG28L/ABI8C+Fdeu9Cl1LTP7XttPl09NU02S4S+twDwb9mvxH8UfB37Rn7Qv7K3xL+N3jn9olPhp8IP2aPj54T+JvxO8J/CDwt4/i0b9oPxZ+038P73wRrx+Bnw7+EXw81q38P67+zJqeuaNqdj8NfD+pxad4uj0rVbzXZtOTUW+TE+O/7Qp0yf9sZ/wBoXxkvw1/4eSL+xPB+ymvw++CMnwn/AOFfL/wUSi/4JqP4mfxX/wAK4h+P0fxIfxuJvjGde/4XbceDVsivhgfDf7O26L6x8OfBL9pf4b+H/wBp745ah8Q/g78a/wBtD4jfBfSPA3w51Hw58EvEHwa+CluPgvpfxc8RfAXwVqvw6179ob4j+L9R0xfif8YfHOr+NNVvvj5o8us2niiXT9JvvA9rp8F7Hx8P7EHxLj8XXXhKT46+AZv2Qbj9qFf2vI/gefgBfp8XrX4sJ8d7b9q1dNh/aAX42/8ACJnwE37T1u3xYk0yT9nhvGbi4uPDP/CfLYMlygB8/fsyfHf9oXVNO/4Jr/tG+Pv2hfGXxG8Hf8FNZY2uPgJrfw++COi/D/4HQ/Ef9j/41/tp/Dlfhd4j8D/Djwl8Wc+DvC/wbk+HXiYfFT4j/F8+KbrXW1qzk0Ga1jJ+oP2zj5Hx7/4JX6i+Wt9K/b1+IN5dRwg3F/LFP/wTC/4KPaWiabpUHmanrN0tzqNvLNY6PZ317b6dHfavcW8Wk6XqV7aYHwK/Yg+Jfwv1r9nrw344+OvgH4gfs+/sbz6pP+yj8N/DvwAv/h78RfBgX4XeOPgN4Hg+JvxYufjb458O/ESD4efA74j+MPh9oq+Dvg/8H21MX9rrniB9SvLMw3G/+2R/ycV/wSd/7P8A/iP/AOusv+CllAH2t/wmGk/8+nin/wAIbxt/8z9H/CYaT/z6eKf/AAhvG3/zP11NFAHLf8JhpP8Az6eKf/CG8bf/ADP18BfFP9pD9uXQPiB4o0f4W/sewePPh/YagsPhfxfqHiB9CvNd082tvI13caRqF9YXti4uXuIPJuLOBysIfZtdWP6TUV6uUZlQyuvUrYjJsqzuFSk6UcPmyzF0KUnOE/bU/wCzcxy2t7VKLprnrTp8k53puXLKPh59k+JzrDUcPheIc84cnSrqtLF5E8pWJrwUJweHrf2xlOb0PYNzVR+zoU63tKcP3vJzwn+TX/DU/wDwUk/6MP0z/wALa2/+XNWl/b7+L/wS0jxL8VP27fgda/sz/s6+EdJtZfEPxWtj4m+IDabr2ueItC8L+FdKk8OeBrLxb4imj1rWNcgsvtVrok8NpI0cl3Nb2++Vf1br8+f+CpX7JnxA/bh/Ye+MH7Mvwu13wd4b8b/EK8+G9xo+s+Pr3W9P8K2ieDvih4N8b6kNSu/Dug+JtXia40vw7eW1iLXRbsSX81tHObe3aW5h9jGcTYDFYWvhqfBfCeBqVqUqcMZg1xJ9aw0pKyq0PrXEeKw/tI6uPtsPWhe3NCVta4C4Aw9TjfhGlxX4pcfrhitxJktDiKeJrcG06FLJK+YYelmlepUocFRrU1QwUq9ZTg24uCk4zSlCfzh/xED/APBIj/o7cf8Ahhv2mv8A5zFH/EQP/wAEiP8Ao7cf+GG/aa/+cxX81n/EKn+3t/0W/wDZD/8ACw+M3/zjaP8AiFT/AG9v+i3/ALIf/hYfGb/5xtfJH+in/EH/AKF3/R7eJ/8Aw95H/wDQL5/n2Z/bp8Hv2kfhD8fvhp4R+MPwh13xB40+G3jvT5dV8J+KLT4c/ErTrbWNPhvrrTpbmKy1vwhpmq26pe2V1AUvbC2lLQlghjZHbf8AHPxp+Hvw18J61458c3/iHw74T8O2yXmta1d+AvH8ttp9tJcQ2iTSx2fhi5uWVri4hixFBIwMgJAUEjwf/gnn+zn4y/ZI/Yw+AX7OXxC1fwxr3jP4VeEr3QNf1fwbdare+GL67ufEuu6ykuj3Wt6RoGqzWy22qQRs17o9jKJ0lURGMJI8f/BRH/ky34//APYpWP8A6k+g162QYCjmue5LleIlUhh8yzbLcBXnRcY1oUcZjKOHqypSnCpCNSMKknBzpzipJOUJK8X/AAF4l4rA8L0/EDGcL4iOZ5bw7DivFcO4vHP20cwwOURx9XKMRjHh44F1Y4vD4fD1cQ6EMH7RVJ+yjh7xUOT/AOHon7Cv/Rcx/wCG0+MH/wA7+j/h6J+wr/0XMf8AhtPjB/8AO/r+QSiv7B/4lv4H/wChrxX/AOFuUf8Azj9f6Wv+dX/E3niT/wBCPgf/AMNuff8A0S+v9LX+qb4j/wDBbH/gmP8ACPVNI0b4h/tLt4d1LXdCj8S6Rbv8F/2hNTW90OTV9Y0FL+O40b4UajbKh1fQNYsjFLNHcLJYyM0IieGSTzz/AIiB/wDgkR/0duP/AAw37TX/AM5iv4q/29PgL8c/iP4v+CniL4efBj4sePPD4+Bcdgdd8GfDrxh4o0YX9r8avjU9zZHU9D0e+shd26TwtPbef50SzRNIiiRCfhT/AIZI/at/6Nk/aE/8Mv8AEf8A+Zuv5D4myyhkvEef5PhZ1amGyrOs0y3D1MRKEq86GBx1fDUp1pU6dKnKrKnSi6koUqcHNtxhCNor/oN8A/o0+EHih4JeFHiNxTxjxDlnEfHHAPC/FGeZflXEPDGDy3BZpnWU4XH4zDYDCZjkOYY/D4SlXryhQo4vHYvEU6ajGriKs7zf+kR8H/8AgtT/AMEz/j58SvCPwf8AhF+0hP4z+JHjvUn0jwn4XtPgn+0Np1zrOopZ3N+9rFe638JtM0q3YWlnczb72+toiIiocuyK36R/8JhpP/Pp4p/8Ibxt/wDM/X+cB/wR3/Zs/aK8H/8ABTH9kPxL4t+Afxq8LeHNI+JN1c6t4g8R/CzxzomiaXbHwh4mhFxqOq6noVrYWUBlljiEtzPFGZJETdudQf8ASorxD8Q+kf4WcG+E3FmSZHwVnOZ53l+Y8O081xWIzXMcqzKvSxk8yzHCOjTrZTl2W0IUlQwtGoqdSjOrzzlJ1HCUIx/AP/gqF+zT8ef2ifjh4J8YfBz4W+KvGHh3SPhTpfhvUdR+yReH/s+tW/i7xlqk1l9k8Uz6JfS7LHVbCf7RBbS2jfaPKSdpopo4/wA1/wDh3X+2p/0QHxV/4MvCv/zQV/ZJRX7Tw9468W8N5Ll2RYHLuHa2EyygsPQqYvCZnPEzgpynetOjm9ClKd5yV4Uaatb3dHf/ADx4r+jRwJxhxFm3E2Z5txbQx+cYr63iaOBx2T0sJTqezp0+WhTxGQ4mtGHLTTtUr1ZXbfNbQ/jv0b/gnn+2daX6zXHwE8VRxC11GMt/aHhdvnn066giXCa8zfPLIiZxgbtzEKCR+EX/AA4p/wCCsH/Rnniv/wAL74Of/PGr/Ttor43jjj7OOPsZgsdnGGy3DVcBhZ4SjHLKOKo05U51XWcqixWMxknPmk0nGcIqNk4t6v8ArT6K3GWafRDyTi3IfDahgM8wfGWa5dm+aVeOKWIzLE0MTlmErYKhDATyHFcNUqVCdKvOVWOIo4qpKoouFWnFOMv8xL/hxT/wVg/6M88V/wDhffBz/wCeNX9cv/Bv1+zJ8ff2JP2VPi38N/2nvhZ4q+GPjTxP+0HrHjjQ9FNrB4z+3eF7r4cfDjQYNU/tH4fXHivSrbzNW0HVrT7FeX1vqC/ZPPe0W2ntppv6CKK+IP2rxO+lR4heLHCeI4O4iyfg3BZZicZgsbUr5Ll+d4bHqrgK3tqMYVcdxDmOHVOUtKilhZScdIzg9TiNU8VabcaZqNvDY+KXmnsbuGJP+EH8aLvklt5EjXc+gKq7mYDLMFGckgZNfyJf8O6/21P+iA+Kv/Bl4V/+aCv7JKK/QuBfErPPD6OZxybCZTilm0sHLEf2nQxlZweCWJVL2P1XHYLlUli6ntPaKpdqHLyWkpfwn4meD/DXirLJZcQ47PME8ijmEcJ/Y2JwGHVRZk8E6/1j69lmY87h9Qpey9l7Hl5qnP7S8eT+Nv8A4d1/tqf9EB8Vf+DLwr/80FfLP7af/BKT/goP8Wvhb8KvDvw+/Zo8VeINZ8N+P/iHrWtWf/CReANK+xaZrvh3wBY6Vc/aNa8Xaba3H2q60TU4vJtJ57iD7LvuIoY5rd5f7yqK9zizxo4o4xyPFZBmeAyChg8XPDVKtXAYXMaWJjLC4iliaahPEZpiqSUqlKKnzUZNwbUXGVpL0PAPwxyH6Ovirwz4v8E4zN804l4VjnMMvwPFNfB43I6yzvI8xyDFvG4bKcBkmPqOng8zxFXD+wzPD8mJhRnU9rSjOjU/zEv+HFP/AAVg/wCjPPFf/hffBz/541aGk/8ABDD/AIKt22q6Zcz/ALH/AIrSG31Cznmf/hPfg82yKK5jkkbanxEZ22opO1VZjjCgnAr/AE3aK/IT/R2X08PF6UXF8OeG9pJp2yjie9mrf9Fgct/wmGk/8+nin/whvG3/AMz9fl3/AMFSvhN8Tf2jPhn8M/D/AMGvAfinxlq/h/x1e6zq9p/Y174f+yabNoF5ZR3Pn+KotDtrjddSxxeTazTTjdvaIRguP1tor3OG8/xnC+d5fn2ApYatjMtqzrUKWMhVqYacp0alBqrCjWw9WUeSrJrkrQfMottpNP8AgTi7hfL+NOHM14XzStjMPgM3o06GJrYCpRpYyEKeIo4mLoVMRh8VRjJzowTdTD1VyOSSTakv42/+Hdf7an/RAfFX/gy8K/8AzQUf8O6/21P+iA+Kv/Bl4V/+aCv7JKK/Zv8AiZDjj/oVcKf+EWb/APz89f6Wv89f8Sh+G3/Q844/8OWQ/wD0Nev9LX/OA/aY/wCCLH/BT74g/tH/ALQPj3wh+yb4r1fwn43+N3xW8X+F9W/4TT4U2H9p+HfEvjvXtZ0XUfsOp+PbLUrL7bpt7bXP2TULO0vrfzfJu7aCdJIk8R/4cU/8FYP+jPPFf/hffBz/AOeNX+nbRX8/zm6k5zdk5ylNpbXk23a7btd6Xb9T/XHKfpweK+T5VlmUYXh7w8qYbKsvweW4edfKeJJV50MDhqeFpTrSp8W0qcqsqdKLqShSpwc3Jxpwi1FfyJf8G+P7AX7Yf7EH7QPx18b/ALUPwJ8VfDDwv4y+Dtj4V8N6mb3w54z/ALS16HxrouryWH2L4e634s1C026faXFx9qv7S1sz5flLcGd0ib+sT/hMNJ/59PFP/hDeNv8A5n66mipP528TPEbO/FXi3GcZ8Q4XKsHmmOw2BwtWhk1DF4fARp5fhqeEounSx2OzHEKcqdOMqrlipxlNtwjCNor4m8Yf8FFv2OfAPijXfBfjD4uzaH4o8NajcaTruj3Xw3+LMlxp2o2rbLi1me18CT27vE3DNDNIh/hc1zf/AA9E/YV/6LmP/DafGD/539fUGs/s/fAXxHqt/rviH4JfCLXtb1W5kvdU1nWfht4N1TVdSvJjmW7v9RvtFnu7y5lPMk9xNJK55ZyazP8AhmT9m3/o3v4H/wDhp/AX/wAoK+4oVvDVUKKxOXccSxKpU1iJUM5yCFCVdQj7aVGFTIalSFJ1OZ04znOcYOKlOUk2/wCd8Th/GB4nEPB5t4bQwbr1XhYYnh7iipiY4Z1H7COIqUuJ6VKpXjSsqs6dKnTlUTlCnCLUV+Lf/BVn4keD/wDgpT+xL8S/2Zf2JL+/+Ovxyv8AXPh342tfAem+HvEng24k8L+EvHvh+bxDqza58SNI8HeGIotOjvbUtBNrcd5cNMkdnb3EmVH8k3/Din/grB/0Z54r/wDC++Dn/wA8av8ASm8I/Bz4RfD/AFOXWvAfwr+HHgnWZ7KXTZ9W8I+B/DHhvU5tOnmt7iawlv8ARtLsrqSymuLS1nltXlMEk1tbyvGXhjZfR6+bzeWSyxjeQ0c0oZf7Omo083xOExWM9tZ+1bq4PC4Oh7Nu3s4qjzRV+aUtLf134FfSZ8XvBvgqrwm8B4b5vUxGeY7OquLWScT04KeMw+BwqpU4Pi2ElGFPA02+bmbnObUuVxjH/MS/4cU/8FYP+jPPFf8A4X3wc/8AnjV/fh/wTl8K+K/gP+wv+y58HPiv4U8U+FfiP8OvhF4a8MeMvDn/AAjet65/Y2uWEcq3dj/a/hux1jQtQ8kso+06Xqd9Zvn93cPg4+/aK8s7fF36R3G/jRk2V5JxRlXCuAwmU5m81w1TIMDm+FxE8Q8LXwnJXnmOeZrTlR9nXnLlp0qc+dRftOVOMvJPiD8cvhv8K/CGs+PviDqWv+GfCHh9LOTWdcvfAXxAmtrBNQ1G00mzaWOy8L3V0wn1G/tLVfKgkIedWbagZ1+Xf+Hon7Cv/Rcx/wCG0+MH/wA7+rv/AAU1/wCTHPjt/wBePgb/ANWf4Jr+Pev6F8JfCbh3j3h7HZvm+NzrDYjDZ1Xy6nTy3EYGjRdClgcvxMZzjisuxlR1XPF1IuUakYckYJQTUnL/ADT8dfHTi3ww4ry3Ishy7h3GYTGcPYbNqtTN8JmdfExxNbMs1wc4U54LN8BSVBUsDSlGMqM6iqSqN1HFxhD+vv8A4eifsK/9FzH/AIbT4wf/ADv68k+In/Bbn/gmF8J9btfDnxA/aabw9rN7pFnr1rZv8Ff2htSE+k38tzDaXiXOj/CbULTZNLZ3KCMziZGibzI0yuf5X6/J7/go5/yWrwX/ANkY8Gf+njxXS8WvCfh3gLh/AZrlGNzrE4nFZxRy+pDMsRga1CNGpgsdiZShHC5dg6iqqphaaUpVJQUJTTg5OMo/v/7PnP8AGfSv8as98OPESlhslyTLPDrOeLqGL4LhVy7NZ5ll2fcL5VQoVq+eVuI8JLAzoZ3ip1acMDTryrU8O4YmEIVIVf7xP+Igf/gkR/0duP8Aww37TX/zmK9U+CX/AAWa/wCCbX7RvxQ8KfBf4LftFXPjr4neN59StvCvhSy+Cv7QemXOrz6RoupeItSjivte+FOlaTbm10bSNRvmN5qFurpatFEZJ3iik/y6K/Xj/gg1/wApZ/2QP+w98Uf/AFRfxQr+ez/Wzjr6FXhZwxwRxjxLgM/8QK2O4e4V4hzzBUsZmvDtTCVcXlOUYzH4aniqdHhXD1p4edbDwjXhSr0KsqTlGnWpzanH/S3/AOEw0n/n08U/+EN42/8Amfr8Ff8Agpr+y/8AtAftB/tCaH44+EHwq8VeLvC1n8LfDnhy51T7Nb6D5es2HiLxhfXdn9i8T3Oi6i/lWuqWEv2hLRrV/P2RzvJFMkf9CdFfVcHcX5lwTnMc8yqhgcRi44avhVTzCniKuH9niOTnfJhsThKnOuRcj9ryq7vGWlv8i/EDgPKPEfh+XDed4nMsLgZ4zC411cqrYWhi/a4VzdOKni8HjqPs5e0lzr2Dk7LlnGzv/G3/AMO6/wBtT/ogPir/AMGXhX/5oKm/4d2/tpf2T4ytf+FBeKvP1X4b/FDQLBP7S8K/v9W8RfDrxRoWjWm7+39kX2zVdRs7Xz5mjtrfzvPupoLaOWZP7HqK/TMw+kJxnmOAxuXV8s4YhRx+ExOCrTpYPNY1Y0sVRnQqSpuedTgqihOTg5QnFSs5Rkk0/wAn4a+jDwFwtxFkHE2X5vxfWx/DmdZVnuCo4zH5NUwlXF5RjsPmGGp4qnQyDD1p4apWw8I14UcRQqypSlGnWpztNf5iX/Din/grB/0Z54r/APC++Dn/AM8aj/hxT/wVg/6M88V/+F98HP8A541f6dtFfhJ/rN/xPj4vf9E54b/+Gjif/wCjA/Bz/ggZ+zn8cv2K/wBjDxr8J/2mfhj4q+GnxA1f9orxt460/QDYr4x+0eFdX8AfCvRNO1X+1PAMvirRYvtGp+G9atfsU+ox6jF9i86ezit7i0ln/ZXxp4gtNW8HeLNK0/TvFNxf6n4Z17T7GD/hCvGMXn3l7pd1bW0Pmz6FHDH5k0iJ5k0kcSbt0jogLD06irpVJUqlOrFJypzhUipXcXKElJJpNO11rZp22aP5K464nx/iDxLxDxTnNHB4bMOJcXXxmPo5ZTrUcHSq4imqc44SnisRja9OmopOKrYivJPeUlofxt/8O6/21P8AogPir/wZeFf/AJoKP+Hdf7an/RAfFX/gy8K//NBX9klFfv8A/wATIccf9CrhT/wizf8A+fnr/S1/jP8A4lD8Nv8Aoeccf+HLIf8A6GvX+lr/AAWftvf8Eof+ChXxe+HPwM0H4d/sz+KvEOq+DvGvxw1fxHaDxH8P9J/s7T/F+hfAyz8O3Hn654u022u/7RufB3iOPyrGa6ntP7O330dtHd2LXX5y/wDDin/grB/0Z54r/wDC++Dn/wA8av8ATtor8Y4jz7GcT53mGfY+nhqOMzKtGtXp4OFWnhoTjSp0UqUK1bEVYx5acW1OtUfM272sl/pV4HfSQ448AfCvhHwh4OyrhTM+G+DMNmOFyvHcTYHN8ZnmIp5nnWZZ7iJY/E5XnuTYCrOGLzTEU6Lw+W4WMcNCjCcalWM61T/NH+Gv/BED/gqhoHxG8Aa9q/7Iniu00rRPGvhXV9Tu/wDhOfhFP9l0/TddsLy9uPItviDNczeTbQyyeVbwyzybdkUckhVT/pH/APCYaT/z6eKf/CG8bf8AzP11NFeIeN4w+OnFvjZWyCvxVl3DmXz4dpZlSwS4fwmZ4SNWOaTwU8Q8UsxzfNnOUHgKPsXRdBRUqnOqjcXD52+L37V3wI+AtnouofF3xdq3gey8RXV3Z6Lcan8PviTcJqF1YRQz3cMQ0zwhfMrQRXELsZVjUhxtLEEDwv8A4eifsK/9FzH/AIbT4wf/ADv6+Lv+C4H/ACIfwB/7G7xt/wCmbQ6/nVr+nPDbwW4W4x4Qy7P8zx+f0MZjKuPhVpYHFZdSw0VhcdiMNTdOGIyrFVU5U6UXPmrTTm24qMbRX+Zni/8ASJ418P8Aj3N+FsnyvhfE5fgKOWVKNbM8Fm1bGSljctwmNqqrUwud4Og1GrXnGny4eDVNQUnOScpf19/8PRP2Ff8AouY/8Np8YP8A539eCeKP+C8X/BKTwZ4l8ReD/E37VDaV4k8J67q/hrxDpcnwL/aSnk03XNC1C40vVrCSe0+D1xaTPZ39rcW7y2s89vI0ZeGaWNldv5f6/B79rD/k6b9pX/sv/wAZP/Vi+I6+P8YfDbI/D5cOvJsXmuK/td5t9Z/tOvg63J9QWWex9h9VwOC5eb65V9p7T2t+Wny8lpc/9x/s4svofS/zXxZwPiVKrkdLgPL+DsXlEuBpQy2pianEOJ4jo42OZPP6fE0a0KUcnwzwqwsMHKEqlf2sq6lTVP8A0RP+Igf/AIJEf9Hbj/ww37TX/wA5ivqT9l//AIKZ/sT/ALZ+seLNA/Zk+MGpfFXV/A2m6drHiqy034R/G3Q30jTdXuriy066lk8WfDjQILhbm6tZ4lSzluZUMZaWNEKs3+UxX9bf/Bpr/wAlq/bD/wCyXfDH/wBSzxFX4mf3/wCNP0RPDbw58MeK+NckzvjjFZrkWGwFbCYfNcyyGvl9SWKzfL8BUWJpYThrA4mcY0cXUlBUsXRaqxhKTlBShL+1T/hMNJ/59PFP/hDeNv8A5n6P+Ew0n/n08U/+EN42/wDmfrqaKD/Og5b/AITDSf8An08U/wDhDeNv/mfryH9mC5jvPhlr11Ctwkc3x8/awdFurS6sbhQf2p/jIMS2l7Db3cD8cxzwxuBglQCM/Q9eAfs1f8k68R/9l/8A2sP/AFqb4yUAe/0UUUAFFFFABRRRQAV8Aftkf8nFf8Enf+z/AP4j/wDrrL/gpZX3/XwB+2R/ycV/wSd/7P8A/iP/AOusv+CllAH3/RRRQAUUUUAFFFFABRRRQAV8Xf8ABRH/AJMt+P8A/wBilY/+pPoNfaNfF3/BRH/ky34//wDYpWP/AKk+g19Jwb/yV/Cv/ZSZH/6tMKfI+IH/ACQfG3/ZI8Sf+qbGn8bFFFFf6aH+Np/Xh/wSy/5Ma+DX/X18Sv8A1anjWv0Ir89/+CWX/JjXwa/6+viV/wCrU8a1+hFf5qcff8lzxl/2VOf/APq1xR/sN4X/APJtfD7/ALInhb/1R4EKKKK+SPugooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA+D/APgpr/yY58dv+vHwN/6s/wAE1/HvX9hH/BTX/kxz47f9ePgb/wBWf4Jr+Pev7V+jd/yROb/9lTjP/VTkp/nV9Lz/AJOLkP8A2RWA/wDV7xCFfk9/wUc/5LV4L/7Ix4M/9PHiuv1hr8nv+Cjn/JavBf8A2RjwZ/6ePFdT9JH/AJIzJ/8Asp8N/wCqrNz+y/2Ln/KVXF3/AGZHin/1seAD4Ar9eP8Agg1/yln/AGQP+w98Uf8A1RfxQr8h6/Xj/gg1/wApZ/2QP+w98Uf/AFRfxQr+LD/pH8Xf+TT+J/8A2bzjX/1m8zP9OCiiig/wCCiiigAooooAKKKKACiiigAooooAKKKKAPh79tv9i+D9snQvAWiT/EWb4eDwNq+taqtzF4UTxSdTOsWdjaGBoX8ReHvsYt/sQkEglufN8zb5cezc354f8ONtP/6OYvP/AA0MH/zy6/fCivvci8TuOeGstoZPkmeywWXYaVadHDLLspxHJKvWnXqv2uKwFevLnq1JztKpJR5rRSikl+YcS+DPhrxfnGJz/iLhqOY5tjI4eGIxbzbPMK6kcLQp4agvYYLM8NhoezoUqcLwoxcuXmm5TcpP8D/+HG2n/wDRzF5/4aGD/wCeXX8DX7W0flftWftNRA7vL/aD+M8ecYzs+I/iRc45xnGcZ4r/AF1a/wAi79rv/k7H9p//ALOH+NX/AKsnxLXmcTcbcT8Y/Uv9Y80eZf2d9Z+p3weAwvsfrfsPrH+44XDe09p9Wofxefl5Pc5eafN/pB+zP8OODOAOIPFp8I5LHKHm2TcJrMLY/NMb9YWBxuefVb/2ljcZ7L2X1zE/wfZ8/tP3nPyQ5fniv62/+DTX/ktX7Yf/AGS74Y/+pZ4ir+SSv62/+DTX/ktX7Yf/AGS74Y/+pZ4ir5U/u36VH/JgfEX/ALAcn/8AWlyU/t9ooooP8QQrwD9mr/knXiP/ALL/APtYf+tTfGSvf68A/Zq/5J14j/7L/wDtYf8ArU3xkoA9/ooooAKKK89+KvxCj+FfgHX/AB3J4N+IXxDfRV02Kz8EfCrwpd+NfH3ibU9Z1jT9B0nStA0K2ltbcNcanqlp/aWua5qWieEfCmjrqHirxr4j8N+EdF1vXtOAPQqK+ZPgF+05p/xw8R/EX4e698I/i5+z98YPhVYeB/EHjX4PfGuH4YzeL7HwV8TX8XW/w58faZr3wW+J3xk+F3iPwj4x1H4ffEDRdNvfDvxE1S+sNd8D+J9E8Q6bo2p6a1q/nul/tma/4r+N/jb4R/Df9jv9qL4meEfhv8XtF+C/jz9onw3rH7I+ifBfw34mu/D/AIH8TeKdTk0v4jftWeBfj3rfh34cab47sk8YXfhf4Ha7qV5f6N4g0/wJpPjW6tLKPUQD7dr4A/bI/wCTiv8Agk7/ANn/APxH/wDXWX/BSytr4O/t3eEPjH428C+H7X4K/HrwL4C+Ms3iuH9nz47+OtM+FSfCX4/N4R0rWPEt2fASeDvi34y+KHhwa14M8PeIPHPhAfGH4ZfC5/F/g/RNT1nw6uoR2xjbF/bI/wCTiv8Agk7/ANn/APxH/wDXWX/BSygD7/ooooAKKKKACiiigAooooAK4f4k/Dnwj8W/A/iL4c+PdMk1jwh4qs47DXNMiv7/AEyS7tYrq3vUjW/0u5s9QtiLm1gffbXMLkIULFGZT3FFa0K9bDVqOJw1WpQxGHq069CvRnKnVo1qU1UpVaVSDU6dSnOMZwnFqUZRUotNJmOJw+HxmHr4TF0KWJwuKo1cPicNiKcK1DEYevCVKtQrUqilCrSq05Sp1Kc4yhOEpRknFtH54f8ADqz9h3/okmo/+HI+Jf8A81tH/Dqz9h3/AKJJqP8A4cj4l/8AzW1+h9FfU/6/8df9FlxR/wCH7M//AJqPif8AiFvhp/0b7gv/AMRjJv8A5jPOfhN8J/AnwQ8BaJ8Mvhro8mg+DPDr6o+k6VNqeqaxJbNrOr32uagW1DWby/1Gfz9T1K8uAJ7qQRLKIYgkMcca+jUUV8viMRiMXiK+LxVericVia1TEYjEV6k6tevXrTdSrWrVajlOpVq1JSnUqTk5TlJyk222faYTCYXAYXDYHBYehg8Fg6FHC4TCYalChhsNhsPTjSoYfD0aUY06NGjShGnSpU4xhThGMYxUUkFFFFYnQFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAHwf/wU1/5Mc+O3/Xj4G/8AVn+Ca/j3r+wj/gpr/wAmOfHb/rx8Df8Aqz/BNfx71/av0bv+SJzf/sqcZ/6qclP86vpef8nFyH/sisB/6veIQr8nv+Cjn/JavBf/AGRjwZ/6ePFdfrDX5Pf8FHP+S1eC/wDsjHgz/wBPHiup+kj/AMkZk/8A2U+G/wDVVm5/Zf7Fz/lKri7/ALMjxT/62PAB8AV+vH/BBr/lLP8Asgf9h74o/wDqi/ihX5D1+vH/AAQa/wCUs/7IH/Ye+KP/AKov4oV/Fh/0j+Lv/Jp/E/8A7N5xr/6zeZn+nBRRRQf4BBRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAV/kXftd/8nY/tP/8AZw/xq/8AVk+Ja/10a/yLv2u/+Tsf2n/+zh/jV/6snxLQf6EfQB/5H/iT/wBifh7/ANTczPniv62/+DTX/ktX7Yf/AGS74Y/+pZ4ir+SSv62/+DTX/ktX7Yf/AGS74Y/+pZ4ioP62+lR/yYHxF/7Acn/9aXJT+32iiig/xBCvAP2av+SdeI/+y/8A7WH/AK1N8ZK9/rwD9mr/AJJ14j/7L/8AtYf+tTfGSgD3+iiigAr4++M/xI+Of7PB+NPx+8WXMXxr/Z38JeCLK58A/s0/s4fskfFrx7+19feNri58G6PELfxv4e+O/jPRfijp+oaxN4onPh7Qf2bPh+3hrRNb0jV/EPjiLRvh94m1rxV9g0UAfmR+zV8fPhLceH/2p/2u/iHpfx28K+ONK8C+HvGfx71X4ifsefto/BfTfA3wa+FmhfEjxL4G+FXwZ0v49fs9fC3xx8dNF+F1hP8AFDxJrdx8N/CPiLxZ4h+I/wAQfE3iGXwf4LtfiP8AD/4d6Z8rN4ItvhT8dtSsP2avDn/BSiH9p7xb+3VpXjnx5B8Uov2jpf2Pp/gJ8Tf2rNC8Q/tLeIrK70WS2/4J2XXg4/s66t8QdT+C7xXd5+1lp13H8P8ASPFUX/CytN17R7f90NW0nStf0rU9C13TNP1rQ9a0+90nWdG1ayttS0rVtK1K2ls9R0zU9OvIprS/0+/tJprW9srqGW2uraWWCeKSKRlOhQB+E/7KOheJtY8Jf8EjP2XpPhn8f/C/xA/4JtT6JF+0F4g+In7Pnxf+Hfwtnh+Ef7Af7Rf7Ff2nwJ8ZfGXhLRvhN8WV8e+Pfi34Z8X+EY/hH418fySeDor/AFbWl0g2M6x/bH7ZQDftEf8ABJ9DkB/2/viMCVZkYAf8EtP+ClTDa6FXQ5UAlGUldyElGZT+gFfAH7ZH/JxX/BJ3/s//AOI//rrL/gpZQB97/Zo/71x/4F3f/wAeo+zR/wB64/8AAu7/APj1WKKAK/2aP+9cf+Bd3/8AHqPs0f8AeuP/AALu/wD49ViigCv9mj/vXH/gXd//AB6j7NH/AHrj/wAC7v8A+PVYooAr/Zo/71x/4F3f/wAeo+zR/wB64/8AAu7/APj1WKKAK/2aP+9cf+Bd3/8AHqPs0f8AeuP/AALu/wD49ViigCv9mj/vXH/gXd//AB6j7NH/AHrj/wAC7v8A+PVYooAr/Zo/71x/4F3f/wAeo+zR/wB64/8AAu7/APj1WKKAK/2aP+9cf+Bd3/8AHqPs0f8AeuP/AALu/wD49ViigCv9mj/vXH/gXd//AB6j7NH/AHrj/wAC7v8A+PVYooAr/Zo/71x/4F3f/wAeo+zR/wB64/8AAu7/APj1WKKAK/2aP+9cf+Bd3/8AHqPs0f8AeuP/AALu/wD49ViigCv9mj/vXH/gXd//AB6j7NH/AHrj/wAC7v8A+PVYooAr/Zo/71x/4F3f/wAeo+zR/wB64/8AAu7/APj1WKKAK/2aP+9cf+Bd3/8AHqPs0f8AeuP/AALu/wD49ViigCv9mj/vXH/gXd//AB6j7NH/AHrj/wAC7v8A+PVYooAr/Zo/71x/4F3f/wAeo+zR/wB64/8AAu7/APj1WKKAK/2aP+9cf+Bd3/8AHqPs0f8AeuP/AALu/wD49ViigCv9mj/vXH/gXd//AB6j7NH/AHrj/wAC7v8A+PVYooAr/Zo/71x/4F3f/wAeo+zR/wB64/8AAu7/APj1WKKAK/2aP+9cf+Bd3/8AHqPs0f8AeuP/AALu/wD49ViigCv9mj/vXH/gXd//AB6j7NH/AHrj/wAC7v8A+PVYooA+Cf8AgpnAifsPfHVg0xIsfA2A1zcOvPxO8FDlHlZT17g4PI5ANfx+1/bl+1b8FtS/aH+AHxC+Dmj63Y+HNR8aW/h+G21rUra4vLKyOjeLNB8RyNPbWrJPIJ4dHktk8tgVlmR2yqsD+Jv/AA5D+J3/AEXPwH/4TPiH/wCSK/qbwO494R4W4VzLAZ/nVHLsZX4gxOMpUKlDGVZTw08uyujCqpYfDVoJOrQrQs5KV4NuNmm/4n+kn4YcecbcbZRmnC3D2IzfAYfhbCYCtiKOKy+hGni6ebZ1iJ0XDF4vD1HKNHFUKnNGDg1USUnJSS/D+vyd/wCCjYx8avBfXn4MeDTySf8AmMeK+meg9hgd+pNf2Rf8OQ/id/0XPwH/AOEz4h/+SK/lF/4LQ/BnUv2e/wBs0/B3V9asfEWo+C/hD8N7a51nTba4tLK+bVYNW1+NoLe6Z54xDFq0du4kYlpIXdcKygT448ecJcVcL5ZgMgzmjmWLoZ9QxdWjToYylKGHhl+ZUZVXLEYajBpVa9KFlJyvNNRsm1/Zf7Ibww474J+k3xPmfFPD2IyjAYnwc4mwFDEVsVl9eNTF1OK+B8RCio4TF4iopSo4avPmlBQSptOSk4p/kzX67f8ABBxQ/wDwVl/ZBUlgDr3xQyVd0bj4F/FA8OjKw6c4IyMg8EivyJr9eP8Agg1/yln/AGQP+w98Uf8A1RfxQr+Wz/oK8Xf+TT+J/wD2bzjX/wBZvMz/AE2Ps0f964/8C7v/AOPUfZo/71x/4F3f/wAeqxRQf4BFf7NH/euP/Au7/wDj1H2aP+9cf+Bd3/8AHqsUUAV/s0f964/8C7v/AOPUfZo/71x/4F3f/wAeqxRQBX+zR/3rj/wLu/8A49R9mj/vXH/gXd//AB6rFFAFf7NH/euP/Au7/wDj1H2aP+9cf+Bd3/8AHqsUUAV/s0f964/8C7v/AOPUfZo/71x/4F3f/wAeqxRQBX+zR/3rj/wLu/8A49R9mj/vXH/gXd//AB6rFFAFf7NH/euP/Au7/wDj1H2aP+9cf+Bd3/8AHqsUUAV/s0f964/8C7v/AOPV/PV8Q/8Ag2d/YB+Jnj/xz8R9f+IP7VFvr3xA8YeJvG+t2+l/EP4ZwaZBq/ivWr3XtSh06C7+DN9dQ2EV5fzJZxXN7eXEdusaTXVxIGlf+h2ig+w4R4/4z4CrY3EcHcR5lw9WzKnRo46pl1WNKWKpYec50IVXKE7xpzqVJRStrN3vc/my/wCIWf8A4J1/9FH/AGt//DkfCv8A+cfX6DfsAf8ABI79mX/gm/4m+I3iv4EeKPjRr2pfE/QtD8PeIYvib4s8La3Z29joGoXmpWUmlR+FvAnguaC5ee+mW4e7uL6J4ljWKGFwzv8AqPRQfQ5/41+K3FGUY3IeIeO8/wA2yfMYU6eNy7GYmE8NiYUa9LE0o1YqnFtQr0KVWOq9+Cfe9f7NH/euP/Au7/8Aj1H2aP8AvXH/AIF3f/x6rFFB+XFf7NH/AHrj/wAC7v8A+PV4P+zQoX4c+IlGSB8fv2sANzMzcftTfGTqzEsx9SSSe5r6ArwD9mr/AJJ14j/7L/8AtYf+tTfGSgD3+iiigAooooAKKKKACvgD9sj/AJOK/wCCTv8A2f8A/Ef/ANdZf8FLK+/6+AP2yP8Ak4r/AIJO/wDZ/wD8R/8A11l/wUsoA+/6KKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACv8AOQ/4OSv+UpXxE/7JZ8HP/UQhr/Rvr4E/aC/4Jc/sFftUfEm/+L/x+/Z28P8AxG+I+p6ZpOj3/ijUfFPxD0q5uNN0K1FlpVq1n4c8X6PpirZ2qiFHjsUlkUbppJH+ag/e/o5eKuReD3H2K4r4hwGbZjgK/DmY5NGhktLB1sWsRjMblmJp1JQx2NwFH2MYYKrGbVd1FKUOWnJOTj/lRV+vH/BBr/lLP+yB/wBh74o/+qL+KFf28f8ADi3/AIJQ/wDRnnhH/wALr4v/APzw69T+Cf8AwSZ/4J5fs6fFDwr8Z/gt+zT4c8C/E3wRPqVz4W8V2Pi34k6jdaRPq+i6l4e1GSKy13xpqmlTm60bV9RsWF3YXCol00kQSdIpUD+vOOfpr+GvE/BXGHDWC4a45oY3iHhbiDI8JWxWCyCOFo4rNspxeAw9XEyo8Q1qsaFOriITrSpUatRU1JwpzlaL/RWiiig/zICiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigArwD9mr/knXiP/sv/AO1h/wCtTfGSvf68A/Zq/wCSdeI/+y//ALWH/rU3xkoA9/ooooAKKKKACiiigAr4g/bP+E3x98e63+x/8Sv2c/Dnwf8AGnjb9mP9p/WfjXqngj41/FXxp8F/Cvizwr4j/ZH/AGq/2bb7T9P+IHgX4I/tBavpniDTNX/aC0PxRa2tx8ObrTtU07QNVsJtV0q5ns5m+36KAPgD/hY3/BU3/ozf9gD/AMWWftFf/SnaP+Fjf8FTf+jN/wBgD/xZZ+0V/wDSna+/6KAPgD/hY3/BU3/ozf8AYA/8WWftFf8A0p2j/hY3/BU3/ozf9gD/AMWWftFf/Sna+/6KAPgD/hY3/BU3/ozf9gD/AMWWftFf/SnaP+Fjf8FTf+jN/wBgD/xZZ+0V/wDSna+/6+Vf2iP2lr34R+KfhT8Hvhn8Orr40/tF/HG6126+HXwwTXpfBXhvTvAHgPUfCVt8WvjL8VfiR/wjni23+Hfwp+GNv448J2uratB4Z8U+J/Eni/xf4K8CeCfCHiPxF4nt4LUA8q/4WN/wVN/6M3/YA/8AFln7RX/0p2j/AIWN/wAFTf8Aozf9gD/xZZ+0V/8ASna+97e8tLvzxaXVvdG1uJLO6+zzxTfZruEKZbWfy2bybiIOhkgk2yoHUsoDDNigD4A/4WN/wVN/6M3/AGAP/Fln7RX/ANKdo/4WN/wVN/6M3/YA/wDFln7RX/0p2vv+igD4A/4WN/wVN/6M3/YA/wDFln7RX/0p2j/hY3/BU3/ozf8AYA/8WWftFf8A0p2vv+igD4A/4WN/wVN/6M3/AGAP/Fln7RX/ANKdo/4WN/wVN/6M3/YA/wDFln7RX/0p2vWfh1+1Jp/xR+KnxO8HeF/hX8Rl+E/wq1rxJ4G1r9qDWr34a6N8FNe+LHgvV9K8P+Nfhl4Ltr34gp8VfEuo+DfEd7q3g7xL4vtvhrF8OrD4geDvGvgGPxdc+KvDOp6bD9TUAfAH/Cxv+Cpv/Rm/7AH/AIss/aK/+lO0f8LG/wCCpv8A0Zv+wB/4ss/aK/8ApTtff9FAHwB/wsb/AIKm/wDRm/7AH/iyz9or/wClO0f8LG/4Km/9Gb/sAf8Aiyz9or/6U7X3/RQB8Af8LG/4Km/9Gb/sAf8Aiyz9or/6U7R/wsb/AIKm/wDRm/7AH/iyz9or/wClO19DftDfH3Rf2e/B2h69deDvG3xO8YeOfGuhfDP4U/CL4Z23h+7+InxV+IviKDUtSs/C3hVPFviHwj4SsV0vwzoPinx34u8R+LPFXhzwr4L+Hng3xh418Ta3p2heHdQuY/TPBPie78VeHNF1PWfDmoeBvFF3omi6n4m+Hmvat4U1jxP4E1TV9PivpfDfiO78E+IPFPhefUtOd5bWW80DxBrOiXz273Ok6pf2TxXDgHxb/wALG/4Km/8ARm/7AH/iyz9or/6U7R/wsb/gqb/0Zv8AsAf+LLP2iv8A6U7X3/RQB8Af8LG/4Km/9Gb/ALAH/iyz9or/AOlO0f8ACxv+Cpv/AEZv+wB/4ss/aK/+lO19/wBFAHwB/wALG/4Km/8ARm/7AH/iyz9or/6U7R/wsb/gqb/0Zv8AsAf+LLP2iv8A6U7X3/X596x+3zol1+1v8N/2aPhh8M9a+J3g7Uvih4n+CPxx/aJ0/XrbSfhj8FPjPp3wS+J3xs8O/CCwZtJ1N/ih8SLjSfhfe6f8RdG0O/0XSPhBceKfBGn+LfEEnjTxRpfgecAl/wCFjf8ABU3/AKM3/YA/8WWftFf/AEp2j/hY3/BU3/ozf9gD/wAWWftFf/Sna+/6KAPgD/hY3/BU3/ozf9gD/wAWWftFf/SnaP8AhY3/AAVN/wCjN/2AP/Fln7RX/wBKdr7/AKKAPgD/AIWN/wAFTf8Aozf9gD/xZZ+0V/8ASnaP+Fjf8FTf+jN/2AP/ABZZ+0V/9Kdr7/rz34r/ABX+HPwN+HPi/wCLfxb8X6P4D+HHgPR59e8V+K9eneHT9L0+F44YwI4Y57zUNR1C8nttM0XRdMtr3Wde1m9sNF0Wwv8AVr+yspwD5C/4WN/wVN/6M3/YA/8AFln7RX/0p2j/AIWN/wAFTf8Aozf9gD/xZZ+0V/8ASna739jz9qLxX+1Fo/xm1Lxn8BPGX7OeqfDD4wxeAdI8D/EbV7O88f634G1/4QfCX4z+AvHvi/w9ZabZw/DvxB4j8M/FiytNb+Gsmp+J9R8Da7ouq+HPEGvr4n0/XNB0L7CoA+AP+Fjf8FTf+jN/2AP/ABZZ+0V/9Kdo/wCFjf8ABU3/AKM3/YA/8WWftFf/AEp2vv8AooA+AP8AhY3/AAVN/wCjN/2AP/Fln7RX/wBKdo/4WN/wVN/6M3/YA/8AFln7RX/0p2vv+igD4A/4WN/wVN/6M3/YA/8AFln7RX/0p2j/AIWN/wAFTf8Aozf9gD/xZZ+0V/8ASna9n+P/AO0vY/BDXPhx4B8P/Cn4pfHz4x/FoeL7/wACfB34PReAYfFV74S+HVvoc3xE+Imu+Ifit49+GHw18H+APBF14t8EaHrPiDxT450p7vxV4+8DeEvD1jrniXxTpOl3HdfAf41eFf2hfhT4S+LXhCw8RaHp3ieznGoeFPGVhaaV428DeJ9JvLjR/FngPxrpen6jrGmWXi3wZ4jsdS8Oa+mja1rvh+41DTpr3w34g8QeH7rTNavwD5e/4WN/wVN/6M3/AGAP/Fln7RX/ANKdo/4WN/wVN/6M3/YA/wDFln7RX/0p2vv+igD4A/4WN/wVN/6M3/YA/wDFln7RX/0p2j/hY3/BU3/ozf8AYA/8WWftFf8A0p2vv+igD4A/4WN/wVN/6M3/AGAP/Fln7RX/ANKdo/4WN/wVN/6M3/YA/wDFln7RX/0p2vv+vgn4N/8ABQHwP8ZvHXw70PT/AINfHTwZ8LfjrZeLr79m39o7xxpXw2sfg/8AtCQeEo7fUorjwJZaH8TfEHxd8Pab498JtqHj/wCEuu/FT4WfD3QviZ4F0W88QeGdSuYtV8Hw+KQCt/wsb/gqb/0Zv+wB/wCLLP2iv/pTtH/Cxv8Agqb/ANGb/sAf+LLP2iv/AKU7X3/RQB8Af8LG/wCCpv8A0Zv+wB/4ss/aK/8ApTtH/Cxv+Cpv/Rm/7AH/AIss/aK/+lO19/0UAfAH/Cxv+Cpv/Rm/7AH/AIss/aK/+lO0f8LG/wCCpv8A0Zv+wB/4ss/aK/8ApTtff9eFfH/4++H/ANn7wx4Z1bUfCXj34k+LfiD440r4ZfCr4T/C3SdI1f4h/FH4h6vpOu+I4fC/hhPE+v8AhHwZpQ07wj4U8XeNvEvijx34y8HeB/CPgvwl4l8UeKvFGj6RpFzdKAfOv/Cxv+Cpv/Rm/wCwB/4ss/aK/wDpTtH/AAsb/gqb/wBGb/sAf+LLP2iv/pTtesfs0ftcfDv9pi5+KnhDTtH8T/C/45fAHxTpngz9oL9nP4nSeEYPi/8ABrWvEmjp4n8CX3ia08D+K/G/g/XPBXxP8Gz23jH4ZfEXwL4v8V+BfGGkNqml2WvReMvCHjzwr4U+p6APgD/hY3/BU3/ozf8AYA/8WWftFf8A0p2j/hY3/BU3/ozf9gD/AMWWftFf/Sna+/6KAPgD/hY3/BU3/ozf9gD/AMWWftFf/SnaP+Fjf8FTf+jN/wBgD/xZZ+0V/wDSna+/6KAPgD/hY3/BU3/ozf8AYA/8WWftFf8A0p2j/hY3/BU3/ozf9gD/AMWWftFf/Snad8ev+ChPgP4DeIfivb3XwV/aD+Jfw4/ZustD1f8Aav8Ajj8MPCvgvVvhr+zVo+seGdN8fXl14xsfEXxB8L/E74j6j4P+Fut6J8XfHvhf9nr4dfGTxV4Q+GmsaPreq6LHqviHwvoOvfb3hTxX4W8eeFvDXjnwN4l0Dxn4K8Z6Bo3ivwf4w8Kazp3iLwt4r8LeItOttY8P+JfDXiDR7m80nXdA13Sby01TRtZ0u7utO1PTrq2vbK5ntp4pWAPh/wD4WN/wVN/6M3/YA/8AFln7RX/0p2j/AIWN/wAFTf8Aozf9gD/xZZ+0V/8ASna+/wCigD4A/wCFjf8ABU3/AKM3/YA/8WWftFf/AEp2j/hY3/BU3/ozf9gD/wAWWftFf/Sna+/6KAPgD/hY3/BU3/ozf9gD/wAWWftFf/SnaP8AhY3/AAVN/wCjN/2AP/Fln7RX/wBKdr7P+IfxA8G/CfwB45+KfxG8QWPhP4e/DTwd4m+IHjvxVqZmGm+GfBvg3Rb3xH4n8QaibeKecWOjaJpt9qN2YIZphb20nlxSPtQ/LPwd/bd8LfEfxx4N+GnxI+Dfxz/ZX8efFnR9V8TfAjw1+0hoXgbw5d/HHw5omkHxFrQ8E3fgP4g/EXStH+IOh+GUuPFev/Ab4jah4G/aC0LwjpviDxVqnwstvD/hHxjqPh4A5b/hY3/BU3/ozf8AYA/8WWftFf8A0p2j/hY3/BU3/ozf9gD/AMWWftFf/Sna+/6KAPgD/hY3/BU3/ozf9gD/AMWWftFf/SnaP+Fjf8FTf+jN/wBgD/xZZ+0V/wDSna+/6KAPgD/hY3/BU3/ozf8AYA/8WWftFf8A0p2voD9mPwv8U/CXwitLD416D8P/AAt8TdY+IHxr8deJvDnwt8feI/ih4E0P/hZfxr+IXxF0bS9C8feLPhl8G/EHib7F4f8AFOlQanfah8M/Cnl6wmoWlrZ3dlbW2p33v9FABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABX4M/ELQfi5+0b4a8I/shftg+PfFH7Kn7Ymov4q8WfsD/t7fDHS7Dw1rfiHUrnwt4i0rx34ISx0LXLXw54S/aZ0P4Saj4w8KfGr4NaH4qg8LfGD4bNqP7Rn7MXiPRNU8Ha5a/szfpv8As+ftt/s2/tQ6/rfhb4PeNtb1LxDpHhjSPH9jpPjD4bfE74WXXjr4WeIb660zw38Z/hMvxR8HeDk+MXwR8S31nJbeH/jH8Ln8XfDbV3m082XiaZNW0pr32v4o/Cb4cfGrwm3gf4peEdK8Z+GRrfhrxPa6fqazpNpXirwXr+n+KvB3ivQdTsprTVvDvivwl4n0nS/EPhfxNoV9p2u+H9b06y1TSNQs722inQA/Oz9lv9leD4afta3vxC+Dv7J0H7Dn7Pvw1+AHiT9nC+8J2es/Cq0uv2sdesPiL4P1P4R/FS+8B/BHxz8QfC1n4K+CHgrwp47tfhl45+K+sWH7QfiOb9ovx1ofiHwT8ONI8M3n/Cxv1XoooAKKKKACvl/9q66/acsPA3hLUv2TovC+o/E3TPiPompah4Y8e20K/D3xz4MstD8TT674E8beJLdLvxV8PNN8XXCaZo2ifE3wTonizWfh/wCNbrwt4o13wT40+H2neNfC+qzftG/tf/Aj9lOPw1J8Z9d8X6e3ijTfF/iO0tfA3wm+LPxf1HSPA3w8TQH+IvxP8YaX8IvBPjjUfA/wm+Hf/CWeE4vHnxS8X2ui+AfCNx4q8NWuveILG513S4rr6F0LXdE8UaJo/iXw1rGleIvDniLStP13w/4g0LULTV9E13RNXtIdQ0rWNH1XT5riw1PStTsLiC90/ULKee0vbSeG5tppYZUdgD+dyz+A3gH4z/FbUf2p/hZ+zprv7T3wMk+IPxY1P9rn/gkn8SbT4FaH46/Z5/4KBeNfCXg7w74o+Pmj+BfjV4p8K/BDWfibf+CorzSfHHhfxr8VdK+GPjTwV8Z/Ev7XX7Ofjnxxf/E+5j+Nn7AfsKfB7x58BP2Wvhr8K/iPbaPo3iHw/e/EXUdP8C+G/FOseOPDHwd8CeMPil428a/Cz9n3wp4x12x0nUfFHhP9nT4Y+IvCHwK8L66dF8P2OqaB8PNOu9I8OeHdJlsdEsPdLP4TfDjTvinrXxs07wjpWnfFXxN4L0b4d+J/GunrPY6r4o8G+GtW1LXPC+ieJltZorPxFF4U1PW9fuPCl1rNrfX/AIYTxJ4ntdBu9Os/Euuwah6JQAUUUUAFFFfKHgf9tv8AZt+Inxu1b9nnw3421tfiXYal8Q9F0aPxF8Nvid4O8D/EbXfg/rH/AAjnxi8P/Br4reLfB2ifC741+IfhD4iS60D4p6B8KPGHjDWPh/rGma1p/imy0y40LWksAD8+P2jz488Za/qvwN/bSu774afDnxp+0vb+Lf8Agnn+3N4V8P8Ahaw8SfsyftG+GfGdyvwI8GfE+ynXXfBGna14gvbxdL+AfxF1WOPwJ+0T4F8Y6z+yb8edD8O/FrxHpmmftCc5+yN+xb8Xfhr8aP2Vb3WP2XPB3wY+Jf7OifFef9r39ujw7428CXt3/wAFDZviP4D8c6PqNhp1j4W1q7+NnjC0+Lvxt8U+FP2ufjAn7Ueh+DIPg18Wvhlo/gT4Ux/GzTtUT4taL+1PxA+H/gf4r+B/Fvwz+JnhLw/48+Hvjzw/qnhTxn4M8V6Xaa34b8T+G9btJbDVtF1rSb+Ka0v9Pv7SaWC4t54nR0fjDBSNzQ9GsPDmiaP4e0sXa6ZoWl6fo2nLf6lqWs3y2Gl2kNjZi91fWbu/1fVbsW8EYudS1W+vdSvpt91fXdzdSyzOAalFFFABRRXmfxg+L3gL4EfDzXfij8StT1LTPCWgT6DYTHQ/DXibxr4k1fXfFviPSPBvg3wp4S8E+CtH8QeMvGvjTxr4y8QaB4Q8GeDfCWg6z4m8V+Kdc0jw/oOlX+q6jaWsoBzH7Scfxnl+C3jJP2edbtPDnxmZ/DP/AAgut6p4U0/xzoGnagvi/QGvpvFfhG/1nw5Nr/gptGGpReNtP8P6/o3jaXwnJrJ8AanZeOF8PXEfxRceKNT/AG1P2ffi/wDs/adomj/st/t0/AzxH4B+J2rfCnXL2TUvD3w+/aD8EfEqy+OXwS+LVlrOj6RpV98Yf2TPjX8Vvh+dRf4j+G9G0jUPif4En+KHw68XaZ4E+M+ifE/4f+Cvuf4F/H34VftIeBm+IXwi8R3Ou6Fa+INe8H6/p2teG/FHgbxr4J8b+Fb5tN8UeBPiL8OvHejeG/H3w58deHL0LFrXg7xv4b0HxHp8c9ndz6atlf2Nxcb+s/Cb4ca/8SfBXxi1XwjpVx8Ufh3onivwx4P8dxrPZ+JNJ8K+ORpbeLvCjajZTW0up+FNfu9B8P6vqHhnV/t+hSeIPDnhzxGunprvh/RtRsQC78M/Efivxh8O/A3irx18PtU+E3jXxH4S8P614u+GGt694a8U6t8PfEupaXa3et+DdQ8TeDdS1fwp4hufDmpS3OlSa34e1K80jVDa/bbGXyJ0Ve3oooAKKKKACvz6/aj+KP7Q3wW+K2kfEyw+Gd58bP2PfDXgTw5qHxz8BaD4LtfEnxQ8GavpnjbWNYt/jt8ErHRzqHiX4mav8LIbDQdY+J/wTudCbxTr3hFNC8cfs53+u/FTwNrfwn+KPq3xq/bb/Zt/Z5+IWg/DT4ueNtb8Ma7rGm+Eta1XW7f4bfE7xJ8OfhtoXxB8W6n4C+HfiD43fFjwv4O1r4ZfAjw98Q/G2heIPCngTX/jF4t8EaP4s1zw74jsdEvbyTQNX+x/V9AHwfplrr+rftO/CD9rX9ne70T40/s7/tT/AAR8O/DD4va54S8Z+GLzRNC0LwJH4++L/wCzN+0d4FurjU7TSvFPhDUx8RPij8LPiRb+FbvXvF3ihviF8BfEOkacfCfwx8WXC/eFed/DX4TfDj4O6Vr2g/C/wjpXgjQfEvjTxX8RNV0DQFntNCPjLx3qsuv+NNb03RvOfTNDl8U+I7rUPFGvWuh2unWGqeKdY17xPd2kuva/rOo33olABRRRQAUVy3jnxv4S+Gfgnxj8R/H2v6d4U8C/D/wt4g8b+NfFGsTfZ9J8N+EvCmk3eveI9f1S42t5GnaPo9heajezbW8q2tpX2nbivIv2f/2pfg1+01Z+L5Phdq/iyDXvh5rGnaH8Q/h58T/hh8Tvgd8XPAOoa3pMHiDw4fGvwf8AjR4Q8BfE3wxp/irQbmHWvCWs6x4UtNH8U6YJ7vQL/UI7O9NuAfkd8R/DHxX+P2i237NH7Wnibxl+zj+3Rr/wd/aE8Lf8E+P23fhp47+IvwKtPH9x8SvBX2zXPh142HwM8eeG7Gw+Ofw3v/A/gXx78X/2fYtf1r4cfGjSfhJoX7SH7PfmweCvGPhX9n3339iL9k/UPhR+0HYfErwJ+xT4A/4J5fCzwr+zLdfAn4h/Cz4d+MPh5rOm/tG/Fc+MPhzr/g34jR6b8IJV0DX/AAD+z9oXhX4l+F/hH8XvjDZeGv2hfiNZftAeN08XfCf4P2egCz8afpt8UfhN8OPjV4TbwP8AFLwjpXjPwyNb8NeJ7XT9TWdJtK8VeC9f0/xV4O8V6DqdlNaat4d8V+EvE+k6X4h8L+JtCvtO13w/renWWqaRqFne20U6eiUAFFFFABRRXzL+0b+1/wDAj9lOPw1J8Z9d8X6e3ijTfF/iO0tfA3wm+LPxf1HSPA3w8TQH+IvxP8YaX8IvBPjjUfA/wm+Hf/CWeE4vHnxS8X2ui+AfCNx4q8NWuveILG513S4roA439q/xd+1f8P8AWfhX46/Zs8ERfFvw34VTx1q3xt+CssXhzTdV+KPg6GDwx9k0f4ZeONX1bTH8I/HTSY/7b1/4WWPiQx/CP4iSaf4i+GvxI8RfDrUPFXgj4neDPyIsv2Nf2ffiENO+MP7P37I+k/8ABSD9kPx5+zRbfAb9nz4G/G7406lc2/7DnxW8OfEL4hWnxO8NWXhD9rbX9Y1H9mT4Z6/Z3Pw9+FPxe0L4M+Hf+Ghv2XtY/Zb8J/Djw3+zz4yt4YdB+Gf9F2ha7onijRNH8S+GtY0rxF4c8RaVp+u+H/EGhahaavomu6Jq9pDqGlaxo+q6fNcWGp6VqdhcQXun6hZTz2l7aTw3NtNLDKjtyHhH4TfDjwD4s+JPjjwX4R0rwx4m+MOt6P4n+J2oaMs9lD418VaFoFn4V0/xXremQzLpM/itvDGl6L4e1HxMljHrutaJ4e8NaXrOoX9l4a0GDTgDB/Z28CeOfhb+z98C/hj8T/H178VviX8Ofg58MvAnxD+KOpXGqXWo/Enxz4Q8FaJ4f8W+PtQutcvNR1q5vfGOv6fqHiK6uNY1C/1SafUZJNQvLq7aad/YqKKACiiigAr8b/i74l+Is3xFf4T/ALZuseNPhT8LfGP7S1xrP7Cn7bfwqk8N+BvG/wAAvi8uvax4Y+Hfwj+KU1xp3jX4b6dffEXQ/Eeq+EfgV4/8Y+G/EHwp/aH8C+PdW/ZY/aG8CWPxa1nR9E/aF+4fA/7bf7NvxE+N2rfs8+G/G2tr8S7DUviHoujR+Ivht8TvB3gf4ja78H9Y/wCEc+MXh/4NfFbxb4O0T4XfGvxD8IfESXWgfFPQPhR4w8Yax8P9Y0zWtP8AFNlplxoWtJYe/wDxA+H/AIH+K/gfxb8M/iZ4S8P+PPh7488P6p4U8Z+DPFel2mt+G/E/hvW7SWw1bRda0m/imtL/AE+/tJpYLi3nidHR+MMFIAPy1+E37JPjPwH+2v4N8beFvhz8XrebwNqfxj8TftIft4fH3x78D9Y8d/ttWXxc+GfgTwvonwi8L/D74J6zaw6V4Q8JeI/A3wj1251bxd8Gv2eNL+E8H7MnhHwL8GPA/ivw98Y/iN4otf16rL0PRrDw5omj+HtLF2umaFpen6Npy3+palrN8thpdpDY2YvdX1m7v9X1W7FvBGLnUtVvr3Ur6bfdX13c3Ussz6lABRRRQAV4Z+0nH8Z5fgt4yT9nnW7Tw58Zmfwz/wAILreqeFNP8c6Bp2oL4v0Br6bxX4Rv9Z8OTa/4KbRhqUXjbT/D+v6N42l8JyayfAGp2XjhfD1xH0/xg+L3gL4EfDzXfij8StT1LTPCWgT6DYTHQ/DXibxr4k1fXfFviPSPBvg3wp4S8E+CtH8QeMvGvjTxr4y8QaB4Q8GeDfCWg6z4m8V+Kdc0jw/oOlX+q6jaWsuR8C/j78Kv2kPAzfEL4ReI7nXdCtfEGveD9f07WvDfijwN418E+N/Ct82m+KPAnxF+HXjvRvDfj74c+OvDl6Fi1rwd438N6D4j0+Oezu59NWyv7G4uAD8qD4H8Kftbp+0pF4yj/ak+EXx7sPC/hvS/2/f+CavwZ+Jnwah8L/tPvpfh258O+DdU0HxT8aPDPhn+2PhP+0T4D8KyfDLwj8f/AIS/Fv8AZgj+L/w48OW/wh/aC1vwp42+DXib4d/Cr7d/YN+FXjv4VfC/4jR+L/h1B8DNA+Inx8+Kfxb+Fn7N8XiDw/4sn/Z6+H/j+907VZ/A2r+I/COq694OuPEfjH4hr4++Onijw14G8ReJvh78MPEfxe1T4R/DnxT4o8A+AfDXiDUvpnWfhN8ONf8AiT4K+MWq+EdKuPij8O9E8V+GPB/juNZ7PxJpPhXxyNLbxd4UbUbKa2l1Pwpr93oPh/V9Q8M6v9v0KTxB4c8OeI109Nd8P6NqNj6JQAUUUUAFFFfKGt/tt/s2+G/j7a/s169421vSfiVeeJ9C8ARahffDb4nQfCaP4p+KPB1p8RPDPwYvPj2/g4fA/T/jd4k8A6jpPjTQPg5f/EK2+JOs+Gtd8Parpvhm5t/EOiNfgHy5+0n8I/24PjfN+19qGh/FC1+G3w98AaVD4M/Zv/Zw1z4ffAj4g/Ab9sfw6fgr4R8a/Ea4/a0uvGfgzx98Ul+G3xV+IHi/xt+zLe+C/ht4m+CHiHwh4O8Aa38Q4bzxbe+N/Dtxo/zx8T/hV+09rnwS8SfsGeDtN8H/ALT88Wg/DXxp+yR+1D4p+MPhPRvjZ+xJoeqahrbfAL42ftV+Gtf1H/haPjnxd8AvEPgPX7/9nb44/B6y8Y+Lv2rNa+GepfD344af8Mte0P4l/tBfEH9sPHPhy58Y+CvGHhGy8Rax4QvPFXhbxB4ctPFnh4WDa/4Xudc0m70yDxFoY1Wz1HSzrGiS3Salpg1LT76wN7bQC8s7m38yB/C/2Wf2W/CP7L3grU9Lsde134k/FDx5qNl4p+N/x28cLYSfEX40ePLbSbPRYvEHiSTTbe10zRdB0HRrGy8L/Dn4deGbTTPAnwt8CaXovgfwPoulaFpUMLgH07RRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFfg5+1b+1p4W/a4T4Ow/s2/Eb4n/ABF+A3w+vrn48/tY/s9fC/wp+1R+zZ+1Z+01+yVd6HfeHPBvx/8A2KfiPZ3PwW8dfHf4K/Cr4naz4L+JfjS2/Ztfxjpn7QvhI+HfCPgT4j6rqviXwp8IPj79E/tLftf/ALVfws/bH8K/B/4e/s1/GL4n/CFfBHw78RR2/wAKf2YPEvxUv/jlr3jvVPi9pvjbw4P2m/Gvxs/Z5/ZO/ZPtfgfpfw+8J67rI+MfjDxj4m+JUnxO0Gy8MeHNL+w2lv4t8K/4J/8A7Gfh7Xpv2ev20/gh8d/Gjfs7fEi18C/tDfDzwT8TvC/iTV/2nrT4Raj+zT4l+GfwJ/Y9+Ivx3f48eMPB+p/s1/s52/xe8feKfDHwx8O/Dq7fUviHF4Y8Za78UPHvjm2+JHxX+NoB7l+yX+y9oPiTwJ8DhqXjXwp8d/2fv2cz8MfiZ/wTJ/ax8CeN9Y0n452/wL8S+HZLWX4J/E3VvDmn6fpXjvwXo/gTS/DHgO+8af2/qGnftJ/CfWfCsXxi+H8fxj+Ft98XviN+rtIqqqqqqFVQFVVACqoGAqgYAAAAAAwBwKWgAooooAK+a/2g/wBrf4F/swyeGbT4u+IfF1hqfjDR/GfiXRdH8B/B/wCMnxr12Dwd8OR4bHxC+IniHw78FfAfj/W/CXww8AzeM/Btr42+Jniyy0LwD4Wv/F/hXTdc8S6ff+JNFt73ov2nPiN8Qvg/+zp8c/it8JvhpqHxm+J3w4+E/j3xv4B+E+lR6xPqfxF8W+GfDWpaxoXg7T7Tw9pWueIb+917ULSDT7bTfD+jarr2pTTpYaNp93qVzawP+HOs32v/APBRjXPg9+zp8fNG/aE+FXxpn0X47+NfAPxn8f8A7LXiP9lr9mH9sX9nv4XfFf8AZ0tv2jP2dPip+xX4n/bN8T/tYN8JfHVx4l+EjzWvxfg+Eg8cWHhZZE1nxJ8KPEXxF+EnxsAKP7P/AIY+PNz8YE+Jdj8ctJ+IX/BSOysfip8Z/h14n1r4qfEnUf8Agnn/AMFM/wDgn18W/HnhDxDpVh+zVoNx4t+Mfgv9mnTPCPgm3+AHhbVtd+COmav8Rvgx8XfCnw7+IvxXg/aY+Bfxts9b+PH7wfA74BfDL9nLwxrvgb4QaPeeFPAWr+NfEXjnS/AkesanfeD/AAHe+LHtbzXfDvw00K/ubiz8A+ArjXY9R8S2HgHw0lj4S8Paz4g13/hG9J0jS7uDTLXF/Zk+Dnij4F/CTTvAvjj4jH4reMpfF/xU8d+JPGMGgX3hLw+mrfFj4o+LvihfeFPh/wCDNT8V+O9R8DfC3wJL4sXwP8MPBV7428W3nhjwD4c8OaNfeJNcvLKbU7n6AoAKKKKACiivzF/b0/ao/aa+APxK+AvhP4H/AAX+I3j3wj420vxp4k8Y+Jvht+yv8TP2qtc1vxH4U8Z/CTw54X+AVna+EviZ8Evhp8AtQ+Juj/EHxd4tT9oT9oD4s6J8MvCOkfDHW7G40TUpL661rwyAeSftt/tVRfHvwxqf7NH7HnxY1BPjbB8XrjSvF/w+uvDHxs+Beo/ta/DX9nzxpP8A8Nk/srfsWfti6v8A8Kp+FMH7Tlt4Z8M+NvCF74n+FfxL8Zav8LNb8L+N9B8VXvwevNI8RfGD4R5X7Ln7NHw8+NPwyuPA/g/xHqnxb/4J/eKfEvij49fAjWPiB4z+Knhf9uL9h39sPw98WtRvfiT8PP8AhNPFEE/xcute0f4paz8TvEF7rfxQ8ZaP8ffgX8RbD4p/Av4izfFn4XeP9F8L/Cnzr4C/sk6f+1N8RdY/a8+EfxL+KHwM8M6h+0VrOheO/gj8cdAT4g/Hn9nPxt+zZ+2v4n8eftV/BP8AZ2+LXw4/aY8U/B/4S/DH9qn9or4WaZrfxui0PRvjRP4v8ESat4LtfF2n+Do/hD4F/Z6/e5VVRhVCglmIUADczFmbA7sxLMepYknJJNAC0UUUAFFFFAHmfxg+MHw9+A3w91n4o/FHWbzQ/B2h3nhvSp59K8N+KPGmv6pr/jTxRovgfwV4U8KeCvA+i+JPG3jbxp428beJPD3g7wX4K8HeHtd8V+LvFeu6P4c8OaPqesanZWU34JfG/wAT+HP2sv2h7z4h+Ov2jviloH7K3iLxD8HPg3+yB8VfhFN8ZPghqf8AwT6/4KEfDXx9ZeLz4E/b4/Zl+Ieq6dofif4hfGD4j3PwL174I3P7V/wUHw7tpNK8MfBHWfh74L174xfDzxf+0XufEb9s74vfE6X44/Cj9rT4B/tZ/DT4Nar+0L4H+DXhX4l/BT9nbVPga/7JfjCb9tXTvgT+yr8eLf8Aao/aH+O/hPSf2r9S8X+PLX4SftAWVr+zR+zJ8SvAngrw/rml+E/H/h74n+Gxqdn4+/RD9hb9iLxX+yGviVPE/wAXtB+INnqfw8+Fvw+0fw74I8AeNPh54W/tHwL4i+K3j7x78b/HUHj/AONnx38TfET9o74//Ev4yeKvFvxj+LWr+LLXUvFEWk+DLTVLPVNf0fWvGHicA9T/AGfPgXrmkeIj+0V8ZfCfgTwR+1l448Bp8Mv2grn4D+KvGn/Ck/jEfAXiSbT/AIefFO68F+JFtWTxRJ4T0uC98KnxMnijx78KfCfjXU/ghqHxT+KXh/wdoXiy7+uqKKACiiigAr4k/ao/bV+CfwCPif4ZeIvjHYfCL4rXfw0t/FGn/EPxV8E/i/8AFX4JfAe38fal4n8D/Cr4q/tNeLfAenaT8OvhJ8LdX8f+GPENrp178Y/jD8FtH8cx+CPG+naF4zsf+Ec1/VdE6b9t74xfF74E/s8eIfiF8D/AepeP/HsXi/4V+FI4NK+FvxJ+Od14K8M+P/if4S8D+NPi0/wP+DrW/wAUfjFZfCHwn4g1j4kal8NfBGqeHda8Waf4audMXxX4Vs5bvxDpv5MaB4f8Sf8ABQ/4x+CL/XdG+LX7OX7VP7Pvwn+Anxo8a+Df2t/2f1tP2Yv2rfAOr+Kf2ktN/Zh+Lvir9i/4eftv6v8AELwJ4s+BXxv8I/ED4l+B/BHxt+Ivgfxh4Z1nU7Gfxt8P/EfjPw98JvF/7PoBL+xp8GPijp/i670PWdTvvFf7V1r4T+GPwK/4K9/swftYfE34g/Fv4aftJfDLxVqXjqCw/bA/Zf8AEvxCi8d2vhn4aa/q3ij42eNvhN8N/Afhnw7+z1488I6z8VP2Tvij8Lfgz8aPANnrvwP/AHJ+DXwk8JfAj4ZeE/hF4Cl8St4I8C2d1o/hG08WeK/EHjbV9E8Ntqd7e6N4Xi8S+Kr/AFXxDfaF4S0+7t/DHhS31XU7+60rwtpGjaOby4SwSVqnwG+F0/wS+CXwg+D15438U/E2++Ffww8CfDm9+JPjm6+3eNPH1z4K8Nad4fn8YeK7wvKZ9e8Rz2M2s6oRLJGt9fXAiYpgn1mgAooooAK5Px7478H/AAu8C+NPiZ8Q/EWl+EPAHw68J+I/HfjnxbrdwLTRfC/g/wAI6PeeIPE3iLV7tgVtdL0TRdPvdT1C4YEQWltNKQQtdZX4OftZft0fF7wV8SP21fh38eP2TP2hviF+xd8MfhX8UtO8daB8Hf2cfE2jzeLf2ftO/Z48FfEb4k/tFf8ADd/xW/aU/Zs+AumwqfGfj34YaR8A/g1Y+Ofjtp+r/DnWvElr4it9RuhZ+DwDz39s/wCMfwv/AGtPGUer+PfiR8ZLj/gnL8NvhZ4t+HP7Zvwe8I6b+1j+xL+1Z+yx8SPjPDaD4U/tfftHeBddvfg58ZvFv7HUnw2sPiL4PurXxH8MYvhr4Jvb3Xvjd4u034rfDrwN478Sfs7/AKb/AAD/AGdfHE/iXwP8Yv2l9R8JeNv2jfgjH4t+E3gT9pv4T6tqHgvUP2nP2b9e0ex1Lw1e/tB/Dnw9pmheCbfX/wC3dWuNY1n4faY3iv4baN8WPCN38ZvgwPhboHxPvvhL4W8m/Yy/YI8V/s8fEpfipqn7Sl98ZfDmp+HPjNcNf6n4G8RaB8Wfjt4m+PPjT4YeJIfi7+1p8RNV+KHijRfjD8Q/hx8M/hB8O/hF8KU8JfC74MeD/h74RbxfpHhPwV4b8E6p4N+HXw5/UegAooooAKKK8N/ac+I3xC+D/wCzp8c/it8JvhpqHxm+J3w4+E/j3xv4B+E+lR6xPqfxF8W+GfDWpaxoXg7T7Tw9pWueIb+917ULSDT7bTfD+jarr2pTTpYaNp93qVzawOAc7+0H+1v8C/2YZPDNp8XfEPi6w1Pxho/jPxLouj+A/g/8ZPjXrsHg74cjw2PiF8RPEPh34K+A/H+t+Evhh4Bm8Z+DbXxt8TPFlloXgHwtf+L/AArpuueJdPv/ABJotve/ib+z/wCGPjzc/GBPiXY/HLSfiF/wUjsrH4qfGf4deJ9a+KnxJ1H/AIJ5/wDBTP8A4J9fFvx54Q8Q6VYfs1aDceLfjH4L/Zp0zwj4Jt/gB4W1bXfgjpmr/Eb4MfF3wp8O/iL8V4P2mPgX8bbPW/jxe1m+1/8A4KMa58Hv2dPj5o37Qnwq+NM+i/Hfxr4B+M/j/wDZa8R/stfsw/ti/s9/C74r/s6W37Rn7OnxU/Yr8T/tm+J/2sG+Evjq48S/CR5rX4vwfCQeOLDwssiaz4k+FHiL4i/CT42ftx+zJ8HPFHwL+EmneBfHHxGPxW8ZS+L/AIqeO/EnjGDQL7wl4fTVvix8UfF3xQvvCnw/8Gan4r8d6j4G+FvgSXxYvgf4YeCr3xt4tvPDHgHw54c0a+8Sa5eWU2p3IBtfA74BfDL9nLwxrvgb4QaPeeFPAWr+NfEXjnS/AkesanfeD/Ad74se1vNd8O/DTQr+5uLPwD4CuNdj1HxLYeAfDSWPhLw9rPiDXf8AhG9J0jS7uDTLX2aiigAooooAK/Gr9tv9qqL49+GNT/Zo/Y8+LGoJ8bYPi9caV4v+H114Y+NnwL1H9rX4a/s+eNJ/+Gyf2Vv2LP2xdX/4VT8KYP2nLbwz4Z8beEL3xP8ACv4l+MtX+Fmt+F/G+g+Kr34PXmkeIvjB8I/W/wBvT9qj9pr4A/Er4C+E/gf8F/iN498I+NtL8aeJPGPib4bfsr/Ez9qrXNb8R+FPGfwk8OeF/gFZ2vhL4mfBL4afALUPibo/xB8XeLU/aE/aA+LOifDLwjpHwx1uxuNE1KS+uta8M/JXwF/ZJ0/9qb4i6x+158I/iX8UPgZ4Z1D9orWdC8d/BH446AnxB+PP7Ofjb9mz9tfxP48/ar+Cf7O3xa+HH7THin4P/CX4Y/tU/tFfCzTNb+N0Wh6N8aJ/F/giTVvBdr4u0/wdH8IfAv7PQB6L+y5+zR8PPjT8MrjwP4P8R6p8W/8Agn94p8S+KPj18CNY+IHjP4qeF/24v2Hf2w/D3xa1G9+JPw8/4TTxRBP8XLrXtH+KWs/E7xBe638UPGWj/H34F/EWw+KfwL+Is3xZ+F3j/RfC/wAKf2qpFVVGFUKCWYhQANzMWZsDuzEsx6liSckk0tABRRRQAV5n8YPjB8PfgN8PdZ+KPxR1m80Pwdod54b0qefSvDfijxpr+qa/408UaL4H8FeFPCngrwPoviTxt428aeNvG3iTw94O8F+CvB3h7XfFfi7xXruj+HPDmj6nrGp2VlN6ZX88XxG/bO+L3xOl+OPwo/a0+Af7Wfw0+DWq/tC+B/g14V+JfwU/Z21T4Gv+yX4wm/bV074E/sq/Hi3/AGqP2h/jv4T0n9q/UvF/jy1+En7QFla/s0fsyfErwJ4K8P65pfhPx/4e+J/hsanZ+PgDD+N/ifw5+1l+0PefEPx1+0d8UtA/ZW8ReIfg58G/2QPir8IpvjJ8ENT/AOCfX/BQj4a+PrLxefAn7fH7MvxD1XTtD8T/ABC+MHxHufgXr3wRuf2r/goPh3bSaV4Y+COs/D3wXr3xi+Hni/8AaL/X/wDZ8+BeuaR4iP7RXxl8J+BPBH7WXjjwGnwy/aCufgP4q8af8KT+MR8BeJJtP+HnxTuvBfiRbVk8USeE9LgvfCp8TJ4o8e/Cnwn411P4Iah8U/il4f8AB2heLLvyz9hb9iLxX+yGviVPE/xe0H4g2ep/Dz4W/D7R/DvgjwB40+Hnhb+0fAviL4rePvHvxv8AHUHj/wCNnx38TfET9o74/wDxL+Mnirxb8Y/i1q/iy11LxRFpPgy01Sz1TX9H1rxh4n/Q2gAooooAKKK/Pr/goj+0T8ff2dvh18NNV+Anw+8V+Kb3xv8AEu+8J+OPGvg79mb4yftjax8KPCum/C74jePrLXbf9nT4F6/4L8Z+Nbrxz4v8GeGvg/pOsaj4/wDBHgrwNrvxD0vxb4s1fULHTI/DeuAHB/twftbaffeEvjV+yZ+zV+0R4a+Bn7aviG20v4OfCn4ofFT4OfGbVv2evBv7Q3xI8K6H4v8Ah38HfFHx70vwta/BLwf8dfiL4O8T+HLj4ceB9S8fa38StNvPiB8OPGth8GPifbax4c8C+N/mP9lD9n7wZ8ULD4leAPCHhzxP4n/ZX+NWtaj8Pv8Agob+xZ+2f8Vvif8AEj9pT9lL9qfwP8MPCSaH448GfGjxj4g+JnxC8bXHiXQ/C3whsobO7+J83g+98PH4K/tffsjfF7wzplrq+lfGPz2P9m++/wCCjXxJ+PXxK8J+IfjN+xt8ZfBMeqfAj4/fBv8AaL8HaD8R5vhT8avjH+y78CxH+2J+yxofwQ/bF8W/Dj4I/tH6l+yZ490n4ZeFvGfiHxh8U7r4dXH+k23w68ManefGo/tG/wBDNvAltDHCjSSeXHHGZZnaWeYxRpEJbiZsvNMyRr5krku5GWNAGJ4S8OxeEPCnhjwnDq/iHX4fC/h7RfDsWu+LdZu/EfivW4tE02202PV/E/iG/Z7/AF7xDqSWwvNa1m9drvVNSmub65Zpp3J6GiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA+YP2g/2n9N+BevfDf4faB8KPit+0B8afi7H4z1PwB8Fvgxb+AI/F2peEfhtB4fl+I/xD1vxH8WvH/wr+F3gzwD4HufGPgbRNZ8QeMPiBon23xT498D+EfDlprvijxTpGkXP5U/sO/CD46/FT9oHwv+19p1jD4Y8K6n+0X+2L4q+MPxe8W/HT4vXPx8+Kfw91HxF8bvhl4J/YH+Lv7K2r+Cv+FT/Df/AIYo+JEng/wTB4h8JfFvx74N0TxF+zBrXiv4LS6lp37VHxU1yX907nwh4UvPFujePrvw1oV1448OeHfE3hDw/wCMLjSrGbxNonhTxpqfhLWvF/hrStckgbUtP0LxRq/gHwPqniDSrW5isdX1Dwf4ZvL+Ce40TTZLb4e+EupftT+M/wBo/wAa6anw9uf2c/2Y/hH8VfiVfa7d+K7LwfrvjL9rTxN4l0fULHw6fh5BpN9rVr4A+AejLrdl8Xde8cXkunfFf4gfFySw8ALpfgvwf4D+IQ+LIB9a/F/4K/B/9oHwPqHwz+Ofwv8AAXxg+Heq3Njean4H+JXhTRPGnhTULrTLhbqxnvNC8QWV/ptxJbTLlGlt2yjywtuhmmjf0DS9L0zQ9M07RdF06w0fRtHsLTS9J0nS7S30/TNL0zT7eO0sNO06wtI4bWysLK1hitrS0toore2t4o4YY0jRVF6igAooooAK/M/9r7x/F+0hY/HX9gv4S+LNQ8B/tNaNYfBn4nW/g7xh4t8afA7Sv2hvgLo3xL+F/jP4y+Efhx8a/h/aa74s0rwp4/8ABKeIf2bvir44+H+nal8QfgVqnxJ0TxNrXhCPSPFHw5v/ABt+mFfLn7QX7JHwv+P+g3Yn/tP4a/FGw8WaV8Tfh18ePhwbDSPit8KvjD4c8OHwl4c+KHhLVr2y1DTbrWbbwoB4I8T6F4k0vW/B/wAS/hnPqfwp+JXh/wAWfDjWtW8M3YB59+wT8Dfil8Bvht8SdA+I+i+Ffh5oniv4z6743+D3wA8CfE7xb8Y/A/7NnwqvPBHw98O23wl8IfEHxn4S8Cane6Bf+PPDPj74t2XhTSvCOieC/hUPik/wj+HttL4E8CeHbq4+iPCfwA+BngP4l+P/AIz+Cfg98M/CXxd+K0Wn2/xL+J3h3wR4c0fx948ttKwdOtfFniyw06DXNctLOQG4htdQvp7dbt5LzyzdSyTNt/CmD4o2nw68IWfxr1HwRrPxWstHgsvHOu/DbTta0XwN4g1yzeS1m8ReG/D/AIivdV1rwzYeIIoodZPhW/1zxLJ4WuL6bw8nivxXDpsXiPVPQaACiiigAryD48/G/wAD/s5/CnxP8X/iF/b0/h7w5L4e0y10XwnoV94o8ZeMPF/jbxRovgP4d/D3wP4Y01WvvEfjv4j/ABA8TeGPAfgjQLcxvrHirxFpGnNcWyXLXEXr9c74o8IeFPG+m2mj+MvDWheK9JsPEXhHxfZaZ4i0qx1mwtPFfgDxVo3jrwN4ltrTUILiCDXfB3jXw7oHi3wxqsaLfaH4k0TSta02e21GwtbiIA/ns+PvhD9pv9u/9or4uad4J+DXjL4F/Fv4e/s6fBzwt8NdA/aR/aK1H4TePP2DfiD458c/HHWND/b2+C+kfsp3v7SXwF/aPf4pW2l2ngq58OyfF7wj4wtbr9lLxl8A/iCul/Br9oLxhean/QT468CeCvif4P8AEfw++I3hTw9458DeLtLudE8UeEfFek2Ou+Hdf0m8Xbc6fq2k6jDcWV7bSAK3lzwuFkRJU2yRo6/FH7SupftT6p8b9B+FX7M3w9ufBd78S/hULHxX+2f4isvB+ufDz4H+GdP8XXx8QDSvBmoX11rfxD+PmlWd7av8FfA/iTw6vwofUvG2sePvHGqa9oHw68Q/DLx5+gdAHHfD74eeAfhN4K8N/Df4W+CvCnw5+Hvg3S4NE8JeBvA3h/SvCvhLwzo9tuMGmaD4e0O1sdJ0qxiZ3dbaxtIIRI8km0u7sexoooAKKKKAPnz4y/tNfCv4CeM/gz4O+Kmo6r4Stvjv4ovvAPgzx/d6WW+HOl/EIvo1v4T8FeNfFYla18Ga38S9R1lNA+Gt1r9vbeHPFXjKC18Axa3B458VeA/Dfiz88f8Agnl+xl+1D+zr8UdK8SfF0+D9FsdJ+AGufDn45+NPDP7R/wAX/jfrn7d/7RupeNPh9rem/tffEfwR8RvAXhLRfgv4v0TRvDHxJs7fSND1/wAeatLofxssvg+2up8MP2dPhCLn9R/iZ8G/hT8ZtE1Pw18V/h74S+Ifh/WvCfi3wJrGjeLtFstb03VfBfjy1srLxn4V1G0vYpYbzQPE0GmaX/bGlXCSWd7NpWl3UsRutNsZoPL/ANmT4S/Ff4F+H/E3wt8a/FO4+MXwz8M6xax/AHxZ4xutY1T416L8N57IFPhv8YvFepSXa/E/Vfh/fRtpPhH4uXt2njjxr4Kl0W1+KcPiH4jeHvEfxS+JYB33jL4AfAz4ifET4d/Fzx98Hvhn41+KXwjlvbj4W/EPxV4I8Oa/4y+HdzqKlLy68GeItU0661Xw5dyo0ii60q5tbiIT3PkyR/arjzfXKKKACiiigDjfiL8QfBfwl+H3jr4q/EfxDYeEfh58M/B3if4g+PPFeqGYaZ4Z8GeDdFvfEfijxBqJt4p5xY6Nomm32o3Zggmm+z20nlRSPtQ/hV+0b4w+K37cvxs+A/glP2Ovi1oWlaX8DPj18U/DH7MP7YXx01f9kPQvjXBr2tfArw74L/aj8MePv2Vr/wDaV8Q+FviT+yddar/Ydx8Ifjh4a+FPxo+GOq/tQeEfjN4D0XT/AIq/CRLfQP3l8YeEPCnxB8J+J/AXjvw1oXjPwR418P6z4T8Y+EPFGlWOu+GvFPhfxFp1xpGv+HfEOianBc6brGia1pV5dabqul39tcWV/Y3M9rdQywSujfJX7W/i39oTwx4i+C9l+zT8Covif8SvGF34+8I6X8R/FF7plj8G/gZLqei6TJ/wmHxza31vTPiDqHgCOztr/wASW/hf4c2k+tfEHxb4J8N/DWTXvAEnjOw8e+HQD3z4A+DviD8O/gR8FPh/8WvH8vxY+Kvgb4SfDjwd8TfilPbtZzfEr4g+GfB2jaL4z8fy2jkvay+MvEdjqXiKS3cloH1ExMcqaT4VfAD4GfAuXxtP8F/g98M/hRcfErxRc+NviHcfDzwR4c8H3HjjxddqyTeI/Fc+g6dYy6/rHlMYIr3U3uZre3P2a3aKACMdj4D0TxH4a8DeDPDnjHxnffEfxdoHhPw7onin4h6no2heHNS8eeI9K0ezsdc8Z6h4e8LWWm+GdBvvFGpwXWuXejeHNOsNC0u4vpLHSLK10+C3gj6ugAooooAK8C/aM/aU+GH7K3grRfiX8ZLrWdC+G97400Pwf4m8eWWkS6p4a+GNrr1vqckHj/4m3VtL9o8K/C/SLuwgs/GHjx7S70TwJa6nD4r8aTaB4C0nxT4s8P8Avtc74j8I+F/F8elxeKNA0rX49F1M6zpKarZw3i6fqb6XqehzXlqJlYRS3Oh63rOi3m35LzR9X1TS7pZrDULu3mAPyK+Cf7HH7TnhL9tCz+N2sXHgseHW+PP7S/xR+IP7SOmftJfFvxf4+/aW/Z7+LGn/ABPi/Z3/AGU/En7OWr+ArH4Y+BfBv7OX/CY/CWXwj4i0r4j+IbDw1cfAG9174faFpupftQfGkWf6d/Fn4AfAz49ReEYPjd8Hvhn8XbfwD4osfG3gm3+JXgjw541t/Cvi7TGV9P8AEehQeItO1CLTdYspUintr22SOaG4t7W5RhPa20kXjP7NX7N/in9lzxD4u+HPgTxfp+pfsgz6fa6t8FvhNrUeoy+LP2b9ee+lXXvhX8PdeLT2mrfs4T2ksGq/DLwLrH2bVvgVcwap8P8AwdqWrfB+7+Hngb4O/YVABRRRQAUUUUAfif8AtxftZal8cvhl4++B/wAF/hp8erXwLqf7THwp/Zm1n9q6PXrH4U/s4+Lfib4c/aO8A+FPij+yvf8AxJ8AeONT/ay8DeHvjV4k0vxJ+w34n/aR+GP7PnivwH8Lvi38Qr61n8USHwZ4tuND+zP2Cfgb8UvgN8NviToHxH0Xwr8PNE8V/GfXfG/we+AHgT4neLfjH4H/AGbPhVeeCPh74dtvhL4Q+IPjPwl4E1O90C/8eeGfH3xbsvCmleEdE8F/CofFJ/hH8PbaXwJ4E8O3Vx6D8fdNsfhB+zj8Srn4TfAbWPiDLpuran8Q7f4PfBbQfBdl4t8VeL/F/wAUh8RfHfinwtoviHV/B/hTU/HmoeMNf8S/FTUptU1zS77xR4vfUtRl1GbxDqvnz9D+zbaftEt4G1XxN+07qfhOD4j+PfFl94ytPhj4Ejtb3wd8AvCN7o+haZ4d+C2keNhp+max8VNQ8OR6Rc6941+J+vWdk3i34h+KPF9x4T0Pwf8ADiDwT4J8NAHTeE/gB8DPAfxL8f8Axn8E/B74Z+Evi78VotPt/iX8TvDvgjw5o/j7x5baVg6da+LPFlhp0Gua5aWcgNxDa6hfT263byXnlm6lkmb1yiigAooooA5fxv4oj8D+C/F/jSXRtc8RxeEPC+v+KJfD3hi3srvxJr0fh/SbvVn0bw9a6lqGk6dc65qi2hsdJt7/AFTTbKa/nt47rULOBpLiP8Ov2jfhJ8Uf+CiGq6V+0x+x74r8E/EX4d/EL9nrw98Nv2efiZ4m/aD+NvwD8X/8E+f2kvCnxK+KUnxN/aH0H4M+GPhv4gXxz8ZbY614D8EfEP4U/Ee4+F/jfQL/APZ88R/s3fEC4sfh78bPi9p2mfu1rei6R4k0bV/DviDTLHWtB1/TL/Rdb0bU7aG903VtI1W1lsdS0zUbO4SSC7sb+ynmtbu2nR4Z7eWSKRGR2B+Qbj9lvWPh3+0Tpnx//Zw8SaT4Bs/iFqGk6V+1j8Idbg1G4+H3xv0XS9Ch8PeHfi3pKWLSz+DP2mPAOnaboOiQ/EO3tryx+Lnw10yL4Y/Fmx1Sbw58H/HvweAPqXx14E8FfE/wf4j+H3xG8KeHvHPgbxdpdzonijwj4r0mx13w7r+k3i7bnT9W0nUYbiyvbaQBW8ueFwsiJKm2SNHWL4ffDzwD8JvBXhv4b/C3wV4U+HPw98G6XBonhLwN4G8P6V4V8JeGdHttxg0zQfD2h2tjpOlWMTO7rbWNpBCJHkk2l3dj2NFABRRRQAV+Tf7e/wC2tcaD8MP2y/g98IPC/wC0Naaz8LPgt4o8L/GL9sf4VeG/BOpfDT9hrxt8S/hLN4l8I+P/ABrb678SvCHxW8e6v8IfBnizwd+0H4/8N/s7fD34v+MvBPwx1Dw54h1HSbbU/E3hbStX/WSvIvG3hPQPCvgT46a54N+FumeIvEvjzR/E3jLxZ4W8NaZ4d0rW/jP43svhrpPgfTLbXL7UH0zTNa8T654R8E+DPh1Y6x4q1BYYNB0Pw5o17qFtomj2qWoB8Wf8E+f2afi58Adb+M+p+LfAXgn4B/C3xroXwb0v4f8A7OHw9/aQ+Kv7Unhvw/468EQfEMfFv46z/EX4seAPhxq2neKPjvH4n+H2m+LNC03Qrz/hJda+E8/xs8aa5qfxV+MPxBMP2p4y+AHwM+InxE+Hfxc8ffB74Z+Nfil8I5b24+FvxD8VeCPDmv8AjL4d3OoqUvLrwZ4i1TTrrVfDl3KjSKLrSrm1uIhPc+TJH9quPN8T/Y9v/wBpvxh4d1n4o/tC6WPhboXjPRfAunfB39my9sNDufG3wl8G+GLHWFuPFvxo8YaXJfDU/jl8XZtYs9W8c+BdB1a++Hfwf0jw34P8AeGrvxL4q074hfEj4gfZFABRRRQAUUUUAfiL8eFvP+Cktl8J/ib+z94S0D46eAfgw/7QHws+On7HXxt/aD+L37GniT4fftG6/F8KZ/hj8SfHWr/CjwN8TvENh8RfgPomieNLn4cxyaRNYNo3x38J/tRfAXxxqOqeFfhX4k179VPgj8PvGXhL9nn4RfCr43+MYPjV8QfDPwY8A/D74vfEHV9NjNt8WvGWi+CNJ8OeP/GOp6ReJLEYPHmt22ra3e6bdRyRmPVZbWdHXcp8B+Jf7IJ0jx38P/jt+yfqPhv4JfGzwDpfhz4f65pk2n3a/Cb47/APSdYuLyT4G/F/w/owFwLXwnBquvat8AviPottP4s+Ani/ULz/AIR+01/4X+L/AIrfCf4j/clAHl3wf+CPwc/Z88FW/wAOPgV8LPh/8HvANrqOp6xD4O+GvhLQ/BfhwaxrVybzWdYfSfD9lYWc2ratdk3Op6nNFJfX8/727uJnAYeo0UUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRXn9x47vP7Y17SNI8B+MfEX/COajbaVqGo6Xc+BrawN/daHo/iAQW66/410TUJRFp+uWHmytp8cPntLHFJKIy5A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<iic-com:CodigoISIN contextRef="FIM_S12020_V-95044087_ia">US1941621039</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-95044087_ipy" decimals="2" unitRef="pure">0.24</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:CodigoISIN contextRef="FIM_S12020_V-95044087_ia">US1912161007</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-95044087_ipy" decimals="2" unitRef="pure">0.30</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:CodigoISIN contextRef="FIM_S12020_V-95044087_ia">US5184391044</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12020_V-95044087_ia">DE000BASF111</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-95044087_ia" decimals="2" unitRef="pure">0.06</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-95044087_ipy" decimals="2" unitRef="pure">0.10</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:CodigoISIN contextRef="FIM_S12020_V-95044087_ia">US58933Y1055</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12020_V-95044087_ia">ACCIONES|MERCK</iic-com:InversionesFinancierasDescripcion>
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<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12020_V-95044087_ia">DE000BAY0017</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12020_V-95044087_ia">ACCIONES|BAYER</iic-com:InversionesFinancierasDescripcion>
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<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-95044087_ia" decimals="2" unitRef="pure">0.65</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-95044087_ipy" decimals="2" unitRef="pure">0.20</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:CodigoISIN contextRef="FIM_S12020_V-95044087_ia">US0378331005</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12020_V-95044087_ia">ACCIONES|APPLE</iic-com:InversionesFinancierasDescripcion>
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<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-95044087_ipy" decimals="2" unitRef="pure">3.48</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12020_V-95044087_ia">FR0000120073</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-95044087_ia" decimals="2" unitRef="pure">0.21</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-95044087_ipy" decimals="2" unitRef="pure">0.26</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12020_V-95044087_ia">FR0000120644</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-95044087_ia" decimals="2" unitRef="pure">0.17</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-95044087_ipy" decimals="2" unitRef="pure">0.27</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:CodigoISIN contextRef="FIM_S12020_V-95044087_ia">US9497461015</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-95044087_ia" decimals="2" unitRef="pure">0.10</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-95044087_ipy" decimals="2" unitRef="pure">0.26</iic-com:InversionesFinancierasPorcentaje>
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</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12020_V-95044087_ia">FR0000120271</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-95044087_ia" decimals="2" unitRef="pure">0.78</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-95044087_ipy" decimals="2" unitRef="pure">0.85</iic-com:InversionesFinancierasPorcentaje>
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</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12020_V-95044087_ia">FR0000127771</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12020_V-95044087_ia">ACCIONES|VIVENDI</iic-com:InversionesFinancierasDescripcion>
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<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-95044087_ia" decimals="2" unitRef="pure">0.15</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-95044087_ipy" decimals="0" unitRef="euro">43946</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-95044087_ipy" decimals="2" unitRef="pure">0.21</iic-com:InversionesFinancierasPorcentaje>
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</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12020_V-95044087_ia">US5949181045</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12020_V-95044087_ia">ACCIONES|MICROSOFT</iic-com:InversionesFinancierasDescripcion>
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<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-95044087_ia" decimals="2" unitRef="pure">2.87</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-95044087_ipy" decimals="0" unitRef="euro">584923</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-95044087_ipy" decimals="2" unitRef="pure">2.85</iic-com:InversionesFinancierasPorcentaje>
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</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12020_V-95044087_ia">US4581401001</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-95044087_ia" decimals="2" unitRef="pure">0.87</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-95044087_ipy" decimals="2" unitRef="pure">0.55</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
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<iic-com:OperativaDerivadosSubyacente contextRef="FIM_S12020_V-95044087_ia">BONO DANAHER 1,7% 30/03/2024</iic-com:OperativaDerivadosSubyacente>
<iic-com:OperativaDerivadosInstrumento contextRef="FIM_S12020_V-95044087_ia">C/ Compromiso</iic-com:OperativaDerivadosInstrumento>
<iic-com:OperativaDerivadosObligacionesRFImporte contextRef="FIM_S12020_V-95044087_ia" decimals="0" unitRef="euro">1052192</iic-com:OperativaDerivadosObligacionesRFImporte>
<iic-com:XCode_OperativaDerivadosObjetivo_02 contextRef="FIM_S12020_V-95044087_ia">02</iic-com:XCode_OperativaDerivadosObjetivo_02>
</iic-com:OperativaDerivadosObligacionesRF>
<iic-com:OperativaDerivadosObligacionesRFImporteTotal contextRef="FIM_S12020_V-95044087_ia" decimals="0" unitRef="euro">1052192</iic-com:OperativaDerivadosObligacionesRFImporteTotal>
<iic-com:OperativaDerivadosObligacionesImporteTotal contextRef="FIM_S12020_V-95044087_ia" decimals="0" unitRef="euro">1052192</iic-com:OperativaDerivadosObligacionesImporteTotal>
</iic-com:OperativaDerivadosPosiciones>
</iic-fim:InversionesFinancierasFIM>
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<iic-com-fon:HechoRelevanteReanudacionSuscripciones contextRef="FIM_S12020_V-95044087_da">false</iic-com-fon:HechoRelevanteReanudacionSuscripciones>
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</iic-fim:HechosRelevantesFIM>
<iic-com:ExplicacionHechosRelevantes contextRef="FIM_S12020_V-95044087_da">No existe anexo explicativo de hechos relevantes</iic-com:ExplicacionHechosRelevantes>
<iic-fim:OperacionesVinculadasFIM>
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<iic-com:OperacionesVinculadasOtros contextRef="FIM_S12020_V-95044087_da">true</iic-com:OperacionesVinculadasOtros>
</iic-fim:OperacionesVinculadasFIM>
<iic-com:AnexoOperacionesVinculadas contextRef="FIM_S12020_V-95044087_da">a. Partícipes significativos:&#13;
Inversión directa: 7.695.901,41 euros - 29,37% sobre el patrimonio.&#13;
                         12.146.172,00 euros - 46,35% sobre el patrimonio.&#13;
Inversión indirecta: 12.542.891,68 euros - 47,86% sobre el patrimonio.&#13;
                                20.238.793,09 euros - 77,22% sobre el patrimonio.&#13;
g. Los ingresos percibidos por entidades del grupo de la gestora que tienen como origen comisiones o gastos satisfechos por la IIC en concepto de comisiones de comercialización son un 0,06% sobre el patrimonio medio del fondo y por inversión superior a 1.000.000 de euros, un 0,52% sobre el patrimonio medio del fondo.&#13;
h. Se han realizado operaciones de c/v de participaciones por parte de empresas del grupo al que pertenece la Gestora.&#13;
La Sociedad Gestora cuenta con un procedimiento para evitar los conflictos de interés.</iic-com:AnexoOperacionesVinculadas>
<iic-com:ExplicacionInformePeriodico contextRef="FIM_S12020_V-95044087_da">1. SITUACION DE LOS MERCADOS Y EVOLUCIÓN DEL FONDO.&#13;
a) Visión de la gestora/sociedad sobre la situación de los mercados.&#13;
En el primer semestre del año la pandemia provocada por el coronavirus ha condicionado totalmente la evolución de la economía global y de los mercados financieros. El foco, inicialmente localizado en China, se extendió a otros países como Japón, Irán y Corea del Sur y, finalmente, llegó a Europa con un primer foco en Italia y poco después España. En marzo las bolsas se desplomaron (con caídas superiores al -25%), anticipando el impacto que los confinamientos tendrían sobre la economía mundial, como consecuencia de la paralización de la producción industrial y la gran disrupción en la oferta y demanda de productos y servicios. Las medidas se fueron sucediendo con el aumento de contagiados y fallecidos en los diferentes países europeos y en EEUU. La Reserva Federal (Fed) bajó los tipos de interés, al igual que otros muchos bancos centrales. Adicionalmente, la Fed y el Banco Central Europeo activaron mecanismos excepcionales para garantizar la liquidez en el mercado, mientras los Gobiernos aprobaban medidas extraordinarias para mitigar el impacto económico, en muchos casos alcanzando niveles sin precedentes. Tras las fuertes caídas de marzo, las bolsas se recuperaron parcialmente coincidiendo con la reactivación paulatina de la actividad económica en los sectores más afectados. Por otro lado, el precio del petróleo, que ya venía cayendo por el desacuerdo entre Arabia Saudí y Rusia, sufrió un fuerte desplome, llegando incluso un día a cotizar, el futuro de referencia West Texas, en negativo. La intervención de los principales productores, especialmente Arabia Saudí, con fuertes recortes de producción ha permitido una recuperación del precio a niveles de $40/barril. Finalmente, las previsiones para este año son de fuertes caídas del PIB en la gran mayoría de países. El FMI pronostica una caída de alrededor del -4,9% del PIB mundial, destacando el -10,2% de la eurozona y el -8% de EEUU. Las estimaciones contemplan una recuperación en los próximos años, pero la posibilidad de nuevos rebrotes genera gran incertidumbre y no permite realizar estimaciones con mucha fiabilidad. El Euribor 12 meses ha cerrado junio en el -0,225%, ligeramente por encima del -0,249% registrado a cierre de 2019. Esta referencia permanece anclada en terreno negativo y ha acelerado su caída en los cuatro últimos meses coincidiendo con el anuncio del BCE del programa de compras de emergencia contra la pandemia (PEPP) de hasta 1,35 Trill. de euros en deuda pública y privada. El programa se ejecutará a lo largo de 2020 y la primera mitad de 2021, con reinversión de los vencimientos, al menos, hasta finales de 2022. Tras un primer trimestre en el que los activos de renta fija, tanto pública y privada, se vieron penalizados por el impacto que tuvo la crisis provocada por el Covid-19 en las principales economías y en la solvencia de algunos emisores, los mercados consiguieron recuperarse coincidiendo con las medidas anunciadas por parte de los principales bancos centrales y gobiernos del mundo. Dentro de este contexto, el Itraxx europeo, índice que mide el coste anual de asegurar deuda corporativa europea con grado de inversión frente a un posible impago cerró el semestre en 66, tras alcanzar en marzo niveles de 140. El primer trimestre fue muy negativo para los mercados de renta variable, registrando un fuerte repunte de la volatilidad por la incertidumbre sobre el impacto que podría tener, en las principales economías, la expansión de la pandemia del Covid-19. En el segundo trimestre los mercados consiguieron recuperarse parcialmente de las caídas, gracias a los mecanismos excepcionales de compras de activos anunciados por la Fed y el BCE, así como, las medidas extraordinarias aprobadas por la mayoría de gobiernos con la finalidad de ayudar a familias, pymes y sectores económicos más afectados. Adicionalmente, las bolsas recogieron positivamente el avance en los procesos de desconfinamiento y la progresiva recuperación de la actividad económica. En este contexto, el Ibex-35 ha cerrado el semestre registrando una caída del -24,27%. Por su parte, el índice Eurostoxx-50 ha registrado una mejor evolución que la del Ibex-35 en este primer semestre y ha cerrado junio con una rentabilidad acumulada del -13,65%. Por último, los principales índices de Estados Unidos han tenido un comportamiento mucho más positivo. El S&amp;P-500 ha caído un -4,04%, mientras que el índice tecnológico Nasdaq ha subido un +12,11%, alcanzando nuevos máximos históricos.&#13;
b) Decisiones generales de inversión adoptadas.&#13;
Durante el semestre el Fondo ha tenido en cuenta a la hora de realizar sus inversiones la situación de volatilidad en el mercado causada por el Covid-19, manteniendo una adecuada diversificación de los riesgos e incrementando la liquidez frente a otros periodos de tiempo con objeto de minimizar el impacto de las caídas del mercado. Las inversiones en activos de renta fija de GCO Global 50 se han centrado en aprovechar los diferenciales de rentabilidad que ofrecen los bonos corporativos en el mercado secundario frente a la rentabilidad de la deuda pública a un plazo similar. También ha aprovechado las oportunidades ofrecidas por el mercado primario de nuevas emisiones. En cuanto a su cartera de renta variable, el fondo ha infraponderado la inversión frente a los límites máximos permitidos con objeto de minimizar el impacto de las caídas del mercado en el fondo.&#13;
c) Índice de referencia.&#13;
Durante este período la rentabilidad acumulada por el Fondo de Inversión es del –0,81%, tras bajar un -7,9% en el primer trimestre y subir un +7,7%% en el segundo. Por su parte, el índice de referencia de GCO Global 50, compuesto por un 50% por el índice MSCI World Euro y en otro 50% por el índice AFI FIM (combinación del Índice AFI FIAMM y del Índice Total de Deuda AFI) ha bajado un -3,24% en el semestre. La mejor evolución del Fondo de Inversión se explica, principalmente, por la posición de liquidez mantenida a lo largo del período y la elevada exposición a compañías tecnológicas americanas en su cartera de renta variable. &#13;
d) Evolución del Patrimonio, participes, rentabilidad y gastos de la IIC.&#13;
Por último, en el semestre el número de partícipes y el patrimonio del Fondo se han incrementado de manera significativa. En estos primeros seis meses del año los valores de renta fija que han tenido una mayor aportación bajista a la evolución de GCO Global 50 han sido tres bonos de cupón fijo emitidos por PSA Banque Finance, Cepsa Finance y Santander Consumer Financer y vencimientos a medio plazo. Por otro lado, las posiciones de renta variable que han tenido una mayor aportación negativa a la rentabilidad del Fondo de Inversión han sido JP Morgan (-31,01%), Total (-27,09%) y Wells Fargo (-50,75%). Las comisiones acumuladas por el Fondo durante el primer semestre de 2020 son del 0,72% (en el apartado 2.1. se detallan las comisiones soportadas por el Fondo).. El impacto de los gastos soportados por el Fondo se eleva hasta el 0,76% lo que ha reducido en ese porcentaje la rentabilidad bruta obtenida por GCO Global 50 en este período, lo que ha reducido en ese porcentaje la rentabilidad bruta obtenida por GCO Global 50 en este plazo.&#13;
e) Rendimiento del fondo en comparación con el resto de fondos de la gestora.&#13;
En el semestre la rentabilidad de GCO Global 50 ha sido superior a la registrada por GCO Mixto, el otro fondo mixto gestionado. &#13;
2. INFORMACION SOBRE LAS INVERSIONES.&#13;
a) Inversiones concretas realizadas durante el periodo.&#13;
A lo largo del semestre las operaciones más relevantes de GCO Global 50 en activos de renta fija han sido sus compras de bonos en el mercado primario y secundario de títulos con cupón fijo y vencimiento a medio plazo emitidos por Danaher, IBM, FCC Servicios y Caixabank, entre otros. Adicionalmente, el Fondo vendió su posición en Banco Sabadell. En lo que se refiere a su inversión en renta variable las operaciones más importantes de GCO Global 50 han sido la venta del total de sus posiciones en Chevron, Exxon Mobil, Anheuser-Busch Inbev y Johnson &amp; Johnson. Adicionalmente, el Fondo incrementó posiciones en valores como Apple, Estee Lauder, Intel, Sanofi y el ETF que replica el comportamiento del índice bursátil suizo SMI y redujo exposición a los ETF del Eurostoxx-50 y del S&amp;P-500. &#13;
b) Operativa de préstamo de valores.&#13;
N/A&#13;
c) Operativa en derivados y adquisición temporal de activos.&#13;
N/A&#13;
d) Otra información sobre inversiones.&#13;
N/A&#13;
3. EVOLUCION DEL OBJETIVO CONCRETO DE RENTABILIDAD.&#13;
N/A&#13;
4. RIESGO ASUMIDO POR EL FONDO.&#13;
Por otra parte, GCO Global 50 ha experimentado una volatilidad acumulada durante el semestre (indicador del riesgo de un valor en un período, a mayor volatilidad mayor riesgo), inferior a la de su índice de referencia compuesto por un 50% por el índice MSCI World Euro y en otro 50% por el índice AFI FIM (combinación del Índice AFI FIAMM y del Índice Total de Deuda AFI), 12,82 frente a 19,57. Esto indica que el Fondo asume un menor riesgo que el asumido por su índice de referencia (en el apartado 2.2. se detallan las medidas de riesgo). &#13;
5. EJERCICIO DERECHOS POLITICOS.&#13;
N/A&#13;
6. INFORMACION Y ADVERTENCIAS CNMV.&#13;
N/A&#13;
7. ENTIDADES BENEFICIARIAS DEL FONDO SOLIDARIO E IMPORTE CEDIDO A LAS MISMAS.&#13;
N/A&#13;
8. COSTES DERIVADOS DEL SERVICIO DE ANALISIS.&#13;
El Fondo no incurre en costes derivados del servicio de análisis.&#13;
9. COMPARTIMENTOS DE PROPOSITO ESPECIAL (SIDE POCKETS).&#13;
N/A&#13;
10. PERSPECTIVAS DE MERCADO Y ACTUACION PREVISIBLE DEL FONDO.&#13;
En las primeras sesiones de julio las bolsas consolidan las subidas registradas en el segundo trimestre, respaldadas por la mejora de los datos macroeconómicos de junio, coincidiendo con la progresiva reapertura de la actividad económica en la mayoría de los países. A pesar de todo, continúa preocupando la evolución de la pandemia en países como Brasil, India y especialmente EEUU, lo que incrementa la incertidumbre sobre una recuperación estable de la actividad económica. En las próximas semanas, los mercados estarán pendientes de la publicación de resultados del segundo trimestre, periodo que se vio afectado por los procesos de confinamiento y cierre de las economías, y las perspectivas que puedan dar las compañías de cara al resto del ejercicio. Adicionalmente, en Europa los jefes de Estado y de Gobierno de la UE celebrarán una cumbre presencial el 17 y 18 de julio para intentar alcanzar un acuerdo sobre el plan de recuperación económica tras la pandemia. En función del resultado de las negociaciones podrían producirse nuevos repuntes en la volatilidad de los mercados financieros. En este contexto, la “prima” de riesgo ha ampliado hasta los +92 pbs, desde los mínimos registrados a cierre de diciembre de 2019, +65 pbs, esta ampliación se explica por la fuerte caída de la deuda pública alemana. Si no se producen cambios, la “prima” de riesgo podría mantenerse en estos niveles e incluso reducirse, sin embargo, si se produce una nueva crisis de contagios la “prima” podría incrementarse. En este sentido, también será importante ver la evolución de la economía estadounidense en los próximos cuatro meses para ver si el actual presidente puede resultar reelegido. En este contexto, GCO Global 50 continuará aprovechando las oportunidades que puedan ofrecer los mercados, manteniendo su actual estrategia de diversificación.&#13;
</iic-com:ExplicacionInformePeriodico>
<iic-com:AdvertenciasCNMV contextRef="FIM_S12020_V-95044087_da">No existe ni información ni advertencias.</iic-com:AdvertenciasCNMV>
<iic-com:InformacionPoliticaRemuneracion contextRef="FIM_S12020_V-95044087_da">No aplica en este informe</iic-com:InformacionPoliticaRemuneracion>
<iic-com:InformacionReglamentoUE_2015_2365 contextRef="FIM_S12020_V-95044087_da">Durante el período no se han realizado operaciones de adquisición temporal de activos (operaciones de simultáneas).&#13;
</iic-com:InformacionReglamentoUE_2015_2365>
</iic-fim:DatosFondoCompartimentoFIM>
</iic-fim:InformeFIM>
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