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<iic-com-fon:ComisionGestionCobrada contextRef="FIM_S22020_V-83633479_da" decimals="2" unitRef="euro">0.66</iic-com-fon:ComisionGestionCobrada>
<iic-com-fon:ComisionGestionCobrada contextRef="FIM_S22020_V-83633479_daa" decimals="2" unitRef="euro">1.16</iic-com-fon:ComisionGestionCobrada>
<iic-com-fon:XCode_BaseCalculoComisionGestion_03 contextRef="FIM_S22020_V-83633479_daa">03</iic-com-fon:XCode_BaseCalculoComisionGestion_03>
</iic-com-fon:ComisionGestion>
<iic-com-fon:ComisionDepositario>
<iic-com-fon:ComisionDepositarioCobrada contextRef="FIM_S22020_V-83633479_da" decimals="2" unitRef="euro">0.04</iic-com-fon:ComisionDepositarioCobrada>
<iic-com-fon:ComisionDepositarioCobrada contextRef="FIM_S22020_V-83633479_daa" decimals="2" unitRef="euro">0.07</iic-com-fon:ComisionDepositarioCobrada>
</iic-com-fon:ComisionDepositario>
<iic-com-fon:XCode_SistemaImputacionComisionGestion_01 contextRef="FIM_S22020_V-83633479_da">01</iic-com-fon:XCode_SistemaImputacionComisionGestion_01>
</iic-com-fon:ComisionesAplicadas>
</iic-com-fon:DatosGeneralesClase>
<iic-fim:RentabilidadClaseFIM>
<iic-com:RentabilidadIIC contextRef="FIM_S22020_V-83633479_daa" decimals="2" unitRef="pure">2.88</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC contextRef="FIM_S22020_V-83633479_daq" decimals="2" unitRef="pure">15.09</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC contextRef="FIM_S22020_V-83633479_dpq" decimals="2" unitRef="pure">1.71</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC contextRef="FIM_S22020_V-83633479_dpq2" decimals="2" unitRef="pure">7.21</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC contextRef="FIM_S22020_V-83633479_dpq3" decimals="2" unitRef="pure">-18.02</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC contextRef="FIM_S22020_V-83633479_dpy" decimals="2" unitRef="pure">16.97</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC contextRef="FIM_S22020_V-83633479_dpy2" decimals="2" unitRef="pure">-7.18</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC contextRef="FIM_S22020_V-83633479_dpy3" decimals="2" unitRef="pure">7.08</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC contextRef="FIM_S22020_V-83633479_dpy5" decimals="2" unitRef="pure">0.94</iic-com:RentabilidadIIC>
</iic-fim:RentabilidadClaseFIM>
<iic-com-fon:RentabilidadExtremaClase>
<iic-com-fon:RentabilidadMinimaValor contextRef="FIM_S22020_V-83633479_daq" decimals="2" unitRef="pure">-2.49</iic-com-fon:RentabilidadMinimaValor>
<iic-com-fon:RentabilidadMinimaValor contextRef="FIM_S22020_V-83633479_dpy" decimals="2" unitRef="pure">-5.65</iic-com-fon:RentabilidadMinimaValor>
<iic-com-fon:RentabilidadMinimaValor contextRef="FIM_S22020_V-83633479_dly3" decimals="2" unitRef="pure">-1.82</iic-com-fon:RentabilidadMinimaValor>
<iic-com-fon:RentabilidadMinimaFecha contextRef="FIM_S22020_V-83633479_daq">2020-10-28</iic-com-fon:RentabilidadMinimaFecha>
<iic-com-fon:RentabilidadMinimaFecha contextRef="FIM_S22020_V-83633479_dpy">2020-03-09</iic-com-fon:RentabilidadMinimaFecha>
<iic-com-fon:RentabilidadMinimaFecha contextRef="FIM_S22020_V-83633479_dly3">2018-10-11</iic-com-fon:RentabilidadMinimaFecha>
<iic-com-fon:RentabilidadMaximaValor contextRef="FIM_S22020_V-83633479_daq" decimals="2" unitRef="pure">4.17</iic-com-fon:RentabilidadMaximaValor>
<iic-com-fon:RentabilidadMaximaValor contextRef="FIM_S22020_V-83633479_dpy" decimals="2" unitRef="pure">4.17</iic-com-fon:RentabilidadMaximaValor>
<iic-com-fon:RentabilidadMaximaValor contextRef="FIM_S22020_V-83633479_dly3" decimals="2" unitRef="pure">2.10</iic-com-fon:RentabilidadMaximaValor>
<iic-com-fon:RentabilidadMaximaFecha contextRef="FIM_S22020_V-83633479_daq">2020-11-09</iic-com-fon:RentabilidadMaximaFecha>
<iic-com-fon:RentabilidadMaximaFecha contextRef="FIM_S22020_V-83633479_dpy">2020-11-09</iic-com-fon:RentabilidadMaximaFecha>
<iic-com-fon:RentabilidadMaximaFecha contextRef="FIM_S22020_V-83633479_dly3">2019-01-04</iic-com-fon:RentabilidadMaximaFecha>
</iic-com-fon:RentabilidadExtremaClase>
<iic-com:PeriodicidadCalculoVL>
<iic-com:XCode_PeriodicidadCalculoVL_01 contextRef="FIM_S22020_V-83633479_da">01</iic-com:XCode_PeriodicidadCalculoVL_01>
</iic-com:PeriodicidadCalculoVL>
<iic-fim:MedidasRiesgoFIM>
<iic-com-fon:VolatilidadValorLiquidativo contextRef="FIM_S22020_V-83633479_daa" decimals="2" unitRef="pure">17.67</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo contextRef="FIM_S22020_V-83633479_daq" decimals="2" unitRef="pure">14.32</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo contextRef="FIM_S22020_V-83633479_dpq" decimals="2" unitRef="pure">12.59</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo contextRef="FIM_S22020_V-83633479_dpq2" decimals="2" unitRef="pure">17.72</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo contextRef="FIM_S22020_V-83633479_dpq3" decimals="2" unitRef="pure">23.58</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo contextRef="FIM_S22020_V-83633479_dpy" decimals="2" unitRef="pure">8.54</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo contextRef="FIM_S22020_V-83633479_dpy2" decimals="2" unitRef="pure">8.80</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo contextRef="FIM_S22020_V-83633479_dpy3" decimals="2" unitRef="pure">6.02</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo contextRef="FIM_S22020_V-83633479_dpy5" decimals="2" unitRef="pure">11.89</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadIbex contextRef="FIM_S22020_V-83633479_daa" decimals="2" unitRef="pure">34.16</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex contextRef="FIM_S22020_V-83633479_daq" decimals="2" unitRef="pure">25.56</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex contextRef="FIM_S22020_V-83633479_dpq" decimals="2" unitRef="pure">21.33</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex contextRef="FIM_S22020_V-83633479_dpq2" decimals="2" unitRef="pure">32.70</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex contextRef="FIM_S22020_V-83633479_dpq3" decimals="2" unitRef="pure">49.79</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex contextRef="FIM_S22020_V-83633479_dpy" decimals="2" unitRef="pure">12.41</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex contextRef="FIM_S22020_V-83633479_dpy2" decimals="2" unitRef="pure">13.67</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex contextRef="FIM_S22020_V-83633479_dpy3" decimals="2" unitRef="pure">12.91</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex contextRef="FIM_S22020_V-83633479_dpy5" decimals="2" unitRef="pure">21.75</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadLetrasTesoro contextRef="FIM_S22020_V-83633479_daa" decimals="2" unitRef="pure">0.44</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro contextRef="FIM_S22020_V-83633479_daq" decimals="2" unitRef="pure">0.18</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro contextRef="FIM_S22020_V-83633479_dpq" decimals="2" unitRef="pure">0.12</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro contextRef="FIM_S22020_V-83633479_dpq2" decimals="2" unitRef="pure">0.58</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro contextRef="FIM_S22020_V-83633479_dpq3" decimals="2" unitRef="pure">0.45</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro contextRef="FIM_S22020_V-83633479_dpy" decimals="2" unitRef="pure">0.25</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro contextRef="FIM_S22020_V-83633479_dpy2" decimals="2" unitRef="pure">0.67</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro contextRef="FIM_S22020_V-83633479_dpy3" decimals="2" unitRef="pure">0.60</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro contextRef="FIM_S22020_V-83633479_dpy5" decimals="2" unitRef="pure">0.27</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadIndice>
<iic-com-fon:VolatilidadElemento contextRef="FIM_S22020_V-83633479_daa">BENCHMARK PROFIT BOLSA</iic-com-fon:VolatilidadElemento>
<iic-com-fon:VolatilidadElementoValor contextRef="FIM_S22020_V-83633479_daa" decimals="2" unitRef="pure">30.63</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor contextRef="FIM_S22020_V-83633479_daq" decimals="2" unitRef="pure">19.10</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor contextRef="FIM_S22020_V-83633479_dpq" decimals="2" unitRef="pure">18.32</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor contextRef="FIM_S22020_V-83633479_dpq2" decimals="2" unitRef="pure">31.02</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor contextRef="FIM_S22020_V-83633479_dpq3" decimals="2" unitRef="pure">45.68</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor contextRef="FIM_S22020_V-83633479_dpy" decimals="2" unitRef="pure">11.65</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor contextRef="FIM_S22020_V-83633479_dpy2" decimals="2" unitRef="pure">13.89</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor contextRef="FIM_S22020_V-83633479_dpy3" decimals="2" unitRef="pure">8.71</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor contextRef="FIM_S22020_V-83633479_dpy5" decimals="2" unitRef="pure">13.46</iic-com-fon:VolatilidadElementoValor>
</iic-com-fon:VolatilidadIndice>
<iic-com-fon:VolatilidadVaRHistorica contextRef="FIM_S22020_V-83633479_daa" decimals="2" unitRef="pure">7.32</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica contextRef="FIM_S22020_V-83633479_daq" decimals="2" unitRef="pure">7.32</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica contextRef="FIM_S22020_V-83633479_dpq" decimals="2" unitRef="pure">6.69</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica contextRef="FIM_S22020_V-83633479_dpq2" decimals="2" unitRef="pure">7.04</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica contextRef="FIM_S22020_V-83633479_dpq3" decimals="2" unitRef="pure">7.17</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica contextRef="FIM_S22020_V-83633479_dpy" decimals="2" unitRef="pure">5.89</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica contextRef="FIM_S22020_V-83633479_dpy2" decimals="2" unitRef="pure">5.45</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica contextRef="FIM_S22020_V-83633479_dpy3" decimals="2" unitRef="pure">4.60</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica contextRef="FIM_S22020_V-83633479_dpy5" decimals="2" unitRef="pure">6.20</iic-com-fon:VolatilidadVaRHistorica>
</iic-fim:MedidasRiesgoFIM>
<iic-fim:GastosClaseFIM>
<iic-com:RatioTotalGastos contextRef="FIM_S22020_V-83633479_daa" decimals="2" unitRef="pure">1.09</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos contextRef="FIM_S22020_V-83633479_daq" decimals="2" unitRef="pure">0.27</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos contextRef="FIM_S22020_V-83633479_dpq" decimals="2" unitRef="pure">0.27</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos contextRef="FIM_S22020_V-83633479_dpq2" decimals="2" unitRef="pure">0.28</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos contextRef="FIM_S22020_V-83633479_dpq3" decimals="2" unitRef="pure">0.27</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos contextRef="FIM_S22020_V-83633479_dpy" decimals="2" unitRef="pure">1.08</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos contextRef="FIM_S22020_V-83633479_dpy2" decimals="2" unitRef="pure">1.10</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos contextRef="FIM_S22020_V-83633479_dpy3" decimals="2" unitRef="pure">1.11</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos contextRef="FIM_S22020_V-83633479_dpy5" decimals="2" unitRef="pure">1.09</iic-com:RatioTotalGastos>
<iic-com:RatioGastosEstimado contextRef="FIM_S22020_V-83633479_da">false</iic-com:RatioGastosEstimado>
<iic-com:AplicacionRatioGastos contextRef="FIM_S22020_V-83633479_ia">true</iic-com:AplicacionRatioGastos>
</iic-fim:GastosClaseFIM>
<iic-com:EvolucionValorLiquidativo>
<iic-com:NombreFicheroAdjunto contextRef="FIM_S22020_V-83633479_da">4021112C20012021123424966.jpg</iic-com:NombreFicheroAdjunto>
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DS/sXka1Lp1zcWkM4B9JUV+T//AASk/aT0343fAD9oL4haz/wUVsf+CgWj/D39p74r+EtW+NOp/suW/wCxppvwU03wn4K+HWuX3wM1Hwrd6V4etfF1j8OLXVpfFl38Y7lJLfXrfxnJp02ovH4XYQeR6l/wX7/4JH/ErX/HHwB+F37d/wAOb74zX/hrxho3hBrfS/ib4a8Kav4tTRbuDR7Dwh8aNZ8F6P8ACbWdbvtVms7fw3H4f8fXd3rOpyW9voP228KJQB+3lFfz5f8ABCr9sKHR/wDggp+zJ+11+29+0bq13baVY/H7Uvir+0H+0N8SNa8TavJa2P7Xnxl8C+Fj4q8e+NdU1XXdWuI4IvDHgrwvZXV/e3soTQPDGiW8jDTbCvqD9nH/AILtf8El/wBrP4w6b8A/gP8Ato+AvFXxZ1zUF0jw34V17wp8U/honi3WZZnt7bRPBfiH4peAvBfhfxnrmoTIY9L0bwtrer6nqrNGNNtLrzot4B+ttFfzO+J/+DpT/gnx8KP2/wD9qf8AY5+P2rSfCH4X/s23d54IsP2lW0740+PU+Inxs8J6ppXhv4pfCqP4O+CPgDqniTwovw/8WDxl4f8A+E6uvEmseFfFcngyXU/Dtxc6Tr+i3k/6If8ABRH4/wD/AApj42/8E6fC3/DwT/hi3/hdH7VnhP4f/wDCq/8AhlH/AIaM/wCG1f7Q8W/D3Tv+Ge/+E4/sbVP+GcP+Eh/tn/hHP+FsfaNK/sn/AITP+1/tqf8ACO74gD9UqK+Y/gl+2P8As4ftF/FX9o74IfB74iP4p+K37JPi/QvAv7Qngu88G+PvCOp/DzxH4pi16fwzDJL418LeHbDxNpPiG28Ma7daH4m8GXniLwzqtpp8l1YavPby28s1Cx/be/ZZ1L9qL4lfsZWnxb0xv2jvg78ILb48/FPwJN4f8Y2mmeAvhVd3Hh+3tvE3ib4i3fh2D4YaZPKninQdQXw3P4zXxWNE1BfEDaGNCt7vUYAD6ror8VE/4OLP+CKsnxNHwkX9v34WDxUdVOjf2q/hn4rR/DL7WJvI84/GuT4fL8GhpW/5v7dPj0aIYf8ASRqH2f8Ae1+0NjfWWp2VnqWm3lrqGnaha299YX9jcRXdlfWV3Ek9reWd1A8kFza3MEkc1vcQyPFNE6SRuyMrEAtUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABX8DX/Bul/wSy/4bC/YG8T/ABd/4eNf8FU/2W9n7Tvxk8Kf8Kx/Y5/a8/4Uj8IX/sW18HXH/CSP4L/4V74n3eLNW/tLyNa1j+0h9vt9P0yL7NF9l3Sf3y1+BFz/AMGvX/BC68ubi7uP2HPMuLqeW4nk/wCGl/2wU3zTyNLK+yP9oBUXc7M21FVFzhVAAAAPF/8Agu/+zB45+DH7Bf7JP7YvwN13xz8Xv2hf+CMXj74L/G7wp46+LvinV/FPxP8AjL8J/AkXhDwh8cLT4x+NNCbwzqniq6+I+jeHvDnxC+O2tW0mhN4t0rwv4wXyIBrJsj5P+xV8WPCf/BYj/gup46/bo+HfiSbxJ+yD/wAEv/2b/C3wq/Zq1G3udX0608X/ALQn7WXg/Wrr4keN7e3SxutE1RPD3w/u/H3w48daLNrUF5pmpab8Itct7CYSTXC/uh+zD/wTV/Yk/Y3/AGd/id+yf+zp8DrPwJ+z38ZtY8aa78TvhtqPjj4m/ELT/F2o/ETwPoHw28aNfax8TPGvjHxLb2ev+CPC+h6DdaXp2tWelxQWb3VpZW9/e393dd/+x5+xN+y/+wH8Hx8Bf2R/hVZ/CD4UnxTrfjabwza+JfGvjCe88VeIo7CDWNb1HxJ8QvEni3xXqd5dWulaXYodQ1y5js9P06x0+xjtrK0ggjAPwj/4Ndr74dH9j79qrS/HN94Uf9syz/bX/aT1P9unTNauYD8SrH4gap4pe2gvfHdnrbf2/b+E9S0vR7mPR7q4jXwtea7p3jdLeSTxNZ+Mkh2/+CGjeGn/AOCiP/BfZ/gJ9m/4Y5P7UX7Oi/CD/hXvmj9nw/GZfhv8QB+0y3w0Gk/8UF/wmDaz/wAK9b4mN4V/0t7Q+AG1QnSv+EXr9C/2pv8Aghx/wSm/bR+Kl98bv2jf2OPA/jT4ravLb3PiDxroHiz4pfCzVfFd5axRW8OoeMk+EfjvwLZeMtTFtb29pJqfim01e/ns7e3tJ7mS2ghiT78+Av7PnwS/Zd+Fvhv4Kfs8/C/wd8H/AIVeEY7lNA8EeBtHt9G0WzlvriS81G/mjhBn1HWNWvZZr/WNb1Oe81fWL+aa+1O+u7uWSZgD/PS+DVtc3f8Awasf8Fz4rW3nuZU/4Kh61ctHbxSTSLbWXxP/AOCfd5eXDJGrMILS0gnurmUgRwW0Ms8rJFG7D+xiX9sH9mX9mr/gkR8D/i98a/jV4B8EeBNe/Yd+GFt4Q1O916zvL3x/qmrfAnQLbR9C+HWh6bJea34+1/Vri8totP0XwnYavqE4m87yFto5po/qz9nb/gnx+xv+yn8IPiz8Avgj8DPD2g/Bn46+P/GvxO+L3w48Wa14w+LPhjx94x+I2geHvC3ja81+x+LviLx2Z9J8ReH/AAroWl33hSGSHwmLezkMGhwy32oSXXzX8Fv+CGn/AASb/Z5+KutfGz4QfsS/Czwp8S9aivI08QTah468T23hd7+1ubK5vPhx4b8XeLte8LfCrVGtLy5t4tX+GmieE9UtopmS1vIRjAB/Hh8TYfGCf8GZn7Bv9ntrv/CrE/au1Cf9pNfDEzyXcnwMm/bN/amaeORrV3tcj4mzfC428OoutvBrqadHOI76KKNf7xPBCfsSHQf2S5fh2n7Lv/CN/YrhP2GJPCafCoaWLFvhN4na9T9lRtLHkCE/A1fGhvl+ExH/ABapfFJuh/wiY1fFb4QfsLfsmfAv9k+x/Ya+HXwU8N2/7J2n6H418NR/BTxhf+I/ih4ZvNB+InivxF438ZaVrN38UNa8Y+IPEFnrXinxXr+qvFrus6iLJr1LXTTZ2Nlp9ra/OH7JX/BF7/gmL+wx8Xb748/stfsneE/hh8XL2y1LTovGsnjH4p+O9Q0Ky1iG8tdWtvB9p8SfHfjDSvA0eqWOoXmm6gPBthoRvNLm/su4MmnxxWyAH5Ofs+f8rev7dH/aKjwj/wCp1+x1XQ/8Gu198Oj+x9+1Vpfjm+8KP+2ZZ/tr/tJ6n+3TpmtXMB+JVj8QNU8UvbQXvjuz1tv7ft/CepaXo9zHo91cRr4WvNd07xulvJJ4ms/GSQ/u34e/Ym/Zj8K/te+Ov289B+Gf2D9q/wCJXwps/gj42+Kv/CZ/EG6/tr4YWF/4O1O08Mf8INe+K7j4b6d5V74A8JT/ANtaT4PsPEMn9k+XJqzw3+px3vyV+1N/wQ4/4JTfto/FS++N37Rv7HHgfxp8VtXlt7nxB410DxZ8UvhZqviu8tYoreHUPGSfCPx34FsvGWpi2t7e0k1PxTaavfz2dvb2k9zJbQQxIAfgF8A28NP4U/4PE3+An2b/AIY5Pwu8aL8IP+Fe+aP2fD8Zl/Y0/aDH7TLfDQaT/wAUF/wmDaz/AMK9b4mN4VH2t7Q+AG1QnSv+EXr9T/8Ag2f/AGafgL8I/wDgk9+yn8Wvh78KPA/hr4sfHH4c33iP4u/FGy8PaYPiL8Q72D4geNItJtPFXjRrZvEOraH4bs9un+F/D9zqD6L4dsxJHpVjayXN5Lcfrd4Z/Yv/AGWvBH7L3iP9i/wN8FPB3gX9mHxb8PvHHwv8R/CTwNDf+DdF1TwZ8S9G1TQfHtnNqnhm+0vxNHrHivTtb1X+2PFtvrcPi+5v76bWDrq6vtvl7j9nn9nz4Qfsp/Bf4f8A7PPwD8I/8IH8H/hbo0nh/wACeEP7f8T+KP7C0iXUL3VXtP7f8Z614i8Uanuv9RvJ/tGs63qF0PO8oTCGOKNAD8Df+DY7SdM0H4E/8FPtD0Wws9K0bRv+C0n7auk6Tpen28VnYabpmneDvgHZ2FhY2kCRwWtnZ2sMVvbW8KJFBDGkUaKiqB9ef8HDd58SrH/gi7/wUAn+FEeoyeKG+D2mWmqLpYuDdL8Nr/4ieCbH4yyyfZXSUafD8H7nx1Nq7Mxt10lL1rtJLUTI36Ffs0fsifs8fsfaP8VNA/Z0+Hv/AArvSfjZ8bfHH7RnxOtP+Es8ceLf+Em+MvxItdBsvGnjHz/HXiXxNc6N/bNt4Y0OL/hHvD82k+FdO+w79J0Oxkubx7j6C1bSdL17S9S0PXNN0/WtE1rT7zSdY0fVrO21HS9W0vUbaSz1DTdS0+8jmtL/AE+/tJprW8s7qGW2uraWSCeN4nZSAfhP8Oov+Cbnhz/ggz+z7J8T7H9mWD9kiz/Yi8A32jQfErR/Adz4Km8b618JLXV9Snj0nXbKY3nxo174hahq2p65Fa2U3xN1b4pX+rXN5FceNrq8Z/5dvixb/FjUv+DLP9i8+A5bp/CFv+0f4hf4+TSHxBNpkHwYt/2yv2pLS0k8RDw6k+qHw3Z/FdvhIbxYY3aGOG2+wob+KwWv67fh5/wQF/4I9/Cr4xP8efAf7DPwz0X4lCe/u7C8l8RfE7WvCfh/UNQKsdV8I/DLXvHeqfDHwZrOmSolx4b1nwp4P0bVPCd2iXnhi70i6RZh9yfAj9i/9mD9mr9mLRv2MvhB8ItC0b9mDQ9G8ceHLP4PeKNQ8RfE/wAN3Xh/4k+JvE3jDx1omu3PxT1nxprfifSfEniDxj4kur/TvEuq6tafZtUk0qCKHSILSwgAP5gLn9jX/gor+0D8YP8Agkp+0T8fvip/wQY+Cf7L37J/7RvwO8T/AAC8cfsCeP8A4+/DbVvH3w78R+IvC2g6J+z38F9a8beHNa+GHjDwX8XEOheEPC3ww8K6joNj4yuNUs/DujajGmsGC496/bh/5Wsf+CLH/ZrH7V3/AKpb9rKv03+Bn/BCT/gkr+zZ8b9K/aM+C/7Fnw/8IfF/w/rlv4m8M+JZ/FPxR8Vab4S8Q2cpnsda8G+CvGfjvxD4E8H6lp1wRcaZd+GfDOlTabOkU1g9vLDEyfYvjj9ib9mP4kftWfBX9t3xp8M/7Z/af/Z38K+LPBPwd+J3/CZ/EHTv+EP8MeONF8W+HfFGmf8ACF6T4rsfh74g/tTR/HPimz+2+KfCet6hZf2p9o067tLqy06e0APqmv5WP+C1HjKH/glr/wAFD/2JP+C1dhovibUPhZf+B/ir+xB+2X4c8FJbQX3jjwz4j8FeLPH/AOzwNVLWd7m2tfido6alrOryQwzg/D/wFogvHiktbOv6p682+LPwa+EHx78E6h8NPjp8Kfht8afhzq1zp17qvgD4s+BvC/xG8E6neaReRajpN3qHhXxhpes6Fe3Ol6hbwX+nT3NhJLZXkMV1bPFPGjqAfjX/AMG9X7MHxL+DP7D2r/tG/tF6f5P7Vn/BRL4w+Ov23fjpc3+n6ImuaYnxbu47r4Z+DzqunmfVj4fsvAcOnePLHwj4gvpb3wD4p+Jfjfw61lpl0l/a1+V3gj9vT9rj9uP4Dft+fGb/AIJn/snf8Ek/2XP2GZfij8ffC3x78e/tk6x4w8OfEX9oHxzdeFbO6+I3xR+Ivgv4DaBoOjaP49+IWg+JNFvbmX4yXWsa3qs11bxar4h163aK5b+ymCCG2hhtraGK3t7eKOCCCCNIoYIYkEcUMMUYVI4o0VUjjRVREUKoAAFflXf/APBDr/gk3qn7SF/+1nqf7Dvwe1L44arr8/ivUtZ1BfFd74HvvFV1e/2ndeKbr4L3PiWX4Kz+JbvVS2r3WvyfD1tXudYkm1ae8k1GaW5cA/m/+E1zoE//AAZG65F4euLua3s/g58YbbUo7+WykvbXX2/b18YXmu28iWLFILRtSuri60aKcJenQLnSp7xTcTOzdN+03e+ENL/Zw/4M+9V/aHvtE0v9i/StH/Zi1P42ap43uWsvhjp3xVsf2S/gdc/s63vxAvbpk8PWeiW+pxfEGS+ufE8kfh+HQV8Qya/JH4ZXX3H9Fngz/gi1/wAEyfh18Nv2rfg94E/Zd0vwj8L/ANtuTwrJ+0t4H0D4mfGrTPD/AI8HgjXNf8R+FYNGsrb4kRr8MLLR9X8T61PBYfCZvA1jNb3MGnXVvPpunabaWf1B4n/Yk/ZS8cfss+Fv2KPHPwQ8HeOv2XfBXw98CfC3wr8JPG6an4w0nRfBnwx0LTPDfgC0tNa8Sajqfis614U0nRtMi0jxjNr8vjK3u7VNVOvvqzy3rgH4W/8AB0+3gQf8E8fA0fgb+xv+Gy3/AGkf2ch+w8PA/l/8NDr8Uf8AhZOim0b9nz/hG8ePk8Qf2Qt6to/g3DfbTpqwH+1jo9eG/t3/AAL+D37Q3/B1h/wT78AfHP4beDfi34Ah/wCCb3i/xNc+A/iH4e0vxd4K1fWPD/jD9rG60KfxB4V121vtC1+HSNSaHWdPtNXsby1ttasNM1WOEXun2k0X7Jfsqf8ABD7/AIJVfsT/ABQsvjV+zb+x14G8EfFTSXuptA8ca94q+KHxU1vwrc3ttNZXV74Nl+Lvjrx5D4M1CWxubqwOo+FYdIvlsLu7skuFtbq4hk+tPEf7Ff7M/i39rfwB+3X4g+Gv9oftU/C74X6l8GPAvxS/4TLx/af2H8NdXu/Fd9qHhv8A4Qiy8VW3w51P7RdeN/FEv9sax4Q1DX4v7T2QapFHZacloAfUMUUUEUcEEccMMMaRQwxIscUUUahI4440ARI0QBURQFVQFUAACvwf/wCDm/8A5Qbft2/9gX4Ff+tQ/BGv3krwb9pz9mT4H/tkfA3x3+zb+0h4I/4WN8FfiZBoVv438Gf8JJ4u8If23D4Z8UaJ400RP+Ei8B6/4X8Wab9i8S+HNG1LdpGu2D3P2P7HdtcWFxd2s4BxX7B3/Jjn7GX/AGaj+zt/6qHwfX4Eftw/8rWP/BFj/s1j9q7/ANUt+1lX1P8A8QuP/BCj/oxn/wA2Z/bD/wDogq/RXw//AME1P2KPC3xZ/ZK+OWg/Bb7B8Uv2F/grB+zx+yx4o/4WN8Wbr/hV3wdtvAWt/DGHwf8A2JeeO7jw7422eB/Ees6J/wAJB8RdI8XeKG+2f2k+ttq9va6hAAfiR/wRZHh66/4LB/8ABwbr3xlttDj/AGqtP/aZ8H6F4av/ABRb26+OrL9k5pfHcvwwtfB97rCnVYPA+reD9A+Guo+KrXw/cLpN3HpHwxvPEEAhs/BTR8h+xp4l/Zd8Rf8AB1J+1nP+ydqHwe1DwjF/wSt1Ox+KN38Do/DI8IX3xx0v9qD4F2/jaTW73wdFH4f1rx3p1pNo+l+LNRjmvdRtNUt7jRtZuY9a07U7O2/ab9s7/gj7/wAE2v8AgoP4t0n4gftc/sreDvin4+0XToNHtfHdj4k+Ivwy8a3ekWfm/YNJ13xX8I/GXgPX/E2l6Z5840rT/EeoaraaUJ5hp0NsJZN3xN+zj/wTe8Yfs0f8Fxte+P3wd/Z98KfCb9gnRP8AglJp37Lnw51XwVqvw90jw9p3xXh/aN8B/ES88GW3w90/xEfiFHd3mh6Xr3ifVfGWpeFDo2s6q15PqXie98R6my3YB8i/8Gm/xC8BfD//AII9+ONY8e+NvCXgjSPhn+1Z8e4viNqvjDxHo/hnTPAMiWXgTUnXxnf63eWNp4YKafe2d6/9tzWW21uYJ2xHKjHb/wCCEnxy+Fn7S3/BVb/g4S+OfwS8W2Xjv4U+O/ib+wmfBvjDT4ru2sPEll4c+H37Qfhi81jS4NRgs7+fQr3UtJu5ND1k2iadr+m+RqmkXF5YTxTt+ofxa/4Iaf8ABJb45/HNf2j/AIo/sNfBzxJ8WpNauPEmratAvivw54W8W+IL2VrjUNa8f/DDwt4l0T4XfEXU9UunkvNWvfHfgzxFcatfTT3uovdXc80z/XfwO/Yt/Zi/Zs+K3x8+NnwO+FWnfDz4j/tOt8Lz8a9X0jX/ABfc6T4qi+C/h3V/CfwwtNL8G6t4h1DwV4E07wj4c17VNJstM+Hvh3wrp91bTxf2nbX0tnZSW4B/DD+x9efEqx/4Ng/+C8k/woj1GTxQ37e37Qtpqi6WLg3S/Da/0n9jix+Mssn2Z0lGnw/B+58czauzMbddJS9a7SS1EyN/Sz8Oov8Agm54c/4IM/s+yfE+x/Zlg/ZIs/2IvAN9o0HxK0fwHc+CpvG+tfCS11fUp49J12ymN58aNe+IWoatqeuRWtlN8TdW+KV/q1zeRXHja6vGf9L/ANl79hD9k79jP4afEv4O/s5fCDT/AAN8MvjF8RvGXxY+Jvg7VvE/jj4kaX4v8d/ELQPD/hbxnqmpf8LS8T+NbpNP8QeH/C2h6XeeGbO4tvCy21pJ9n0WGS+1B7v40+Hn/BAX/gj38KvjE/x58B/sM/DPRfiUJ7+7sLyXxF8Tta8J+H9Q1Aqx1Xwj8Mte8d6p8MfBms6ZKiXHhvWfCng/RtU8J3aJeeGLvSLpFmAB+BX7Hf7bHwO/Yh/4NM/2QPiJ+0L+zn4N/a78L/EX4g/FT4NeGfgF8VbPwje/Cnxx491X9s39o3xd4Ob4nXvxA0PxP4R0Lwb4O/4V9P4uTWdZ0K/h07WPDegxWTaZeyWer6dyv/BRrxT/AMFD7/8AbL/4IcXP/BSHRf8Agmn8O/Bdj/wU1/Zm1j4S+B/2QvFfxT179ovwW9z448L/AGZfH+pfE8W3gdvgzHf6boaeKtT8CRraS31lowtJ2kt7Xb/V54e/4JpfsM+Gv2MdP/4J62f7PHhTVP2OdJg1+HTPgp4w1fxj4+0ywk8SeOdc+Jep6ha+KfHPiXxF49h1qLx34k1jxLo2vJ4rGt+GtQuIR4c1DSrew0+G1+VNI/4N9P8AgjdofwV8Ufs/6d+wj8MV+HPjHW9J8Q+IJbvxJ8UtT+JFzquhT3VxpEln8btT8e3nxr0a0sHvr+ODS9F+IOn6WLW+vrJrNrO8uYJQD87f2O7m2sf+DsL/AIK22F7cQWd9rn7Ff7Oeo6LZXUsdvd6xp+meAP2ULPUr7S7eVkm1Cz0+8dLW+urRJoLS5dYJ3jlYIU/4OIv+T2v+DdT/ALSr/Cj/ANW1+z3X6h/HD/ghv/wSu/aNsvgla/F/9k3RfEd3+zt8MfAPwb+EXiTSvif8cPA/jrw58NvhbpNronw88Nan8QvAPxN8L+OvGqeEdNsoItG1Xx34i8Ta3bzCa9OpPfXNzczfXP7RP7E37Mf7V/jf9nT4jfH74Z/8J94y/ZN+K2k/G79n/Wf+Ez+IPhb/AIQD4n6Hq/h7XdL8T/2f4L8V+HNK8VfZdV8K6Bdf2L41sfEfh6f7B5FxpM1tdXsNwAfgf+3x428Mf8EnP+C2/wCz1/wUi8XahZ+Ef2T/ANvn4DePP2Tf2wvEd0dWbSvDHxZ+EHhmHx/8D/iHPZ2mpafpVz4y8VaZ4N8JfDHw9eatb6sul+CtA+JC2sNneavBcn8wfDnw/wD2gfih/wAG/n/Bav8A4KqXEOuW/wC0T/wVX8Uar8WbjQ7O88QSXPg39jD4P/GGP4cab4EudKutNsjbW2gfB+5+PkkGr6dcarpfiP4O6j4Cur3UJI7a7jj/ALL/ANsP9if9l/8Ab7+D7fAX9rj4V2fxf+FP/CUaJ41i8M3XiXxr4Pns/FXhyO/g0fW9O8SfD3xJ4S8V6ZeWtrqup2TnT9cto7zT9RvtPvo7myu7i3k9z8L/AA58C+DPh14d+Efhrwro+m/DPwp4K0j4c6B4J+yLeeH7DwLoWhW/hnSvCv2G/N0l1o9r4ftYNI+yXpuVnso/JuTMGfcAflD8PtR/4J93v/BEnwbcwX/wE1L9iGH9ifS9ONzr9z4avPhwbHR/hOuk6lY6/Jq7N/xcHT9esb3TfEVpq2PiDafEC01Gy1aKLxnBdxJyX/Bt0PicP+CJP7BH/C3P+E2/4Sr/AIQH4iHSf+FgHWzrv/CsT8c/ikfgn9g/t/N9/wAIT/wpk+Av+FaCD/iSD4cf8IoPDWPDg0oVrR/8G6n/AARVi+Jp+La/sBfCs+Kjqp1j+ypPEvxWm+GX2sz/AGgwj4KS/EB/g0NK8z5RoQ8Bf2IIP9GGni2/dV+0FjY2WmWVnpum2drp+nafa29jYWFjbxWllY2VpEkFrZ2drAkcFta20EccNvbwxpFDEiRxoqKqgAtUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAV438RPjC3gXxh4O8BaT8NfiD8TPFXjXw1458X2GmeBZ/hxZLp3h/4e6p4A0bX77Vb74kfEP4e6ehbUviV4Yt7C10661K8uRJezSW8EFo0j+yV84eKP+Tu/gf/ANm4ftUf+rO/Y5oA0P8AhcnxF/6NP+P/AP4Uf7LP/wBErR/wuT4i/wDRp/x//wDCj/ZZ/wDola9/ooA8A/4XJ8Rf+jT/AI//APhR/ss//RK0f8Lk+Iv/AEaf8f8A/wAKP9ln/wCiVr3+igDwD/hcnxF/6NP+P/8A4Uf7LP8A9ErR/wALk+Iv/Rp/x/8A/Cj/AGWf/ola9/ooA8A/4XJ8Rf8Ao0/4/wD/AIUf7LP/ANErR/wuT4i/9Gn/AB//APCj/ZZ/+iVr3+igDwD/AIXJ8Rf+jT/j/wD+FH+yz/8ARK0f8Lk+Iv8A0af8f/8Awo/2Wf8A6JWvf6KAPAP+FyfEX/o0/wCP/wD4Uf7LP/0StH/C5PiL/wBGn/H/AP8ACj/ZZ/8Aola9/ooA8A/4XJ8Rf+jT/j//AOFH+yz/APRK0f8AC5PiL/0af8f/APwo/wBln/6JWvf6KAPAP+FyfEX/AKNP+P8A/wCFH+yz/wDRK0f8Lk+Iv/Rp/wAf/wDwo/2Wf/ola9/ooA8A/wCFyfEX/o0/4/8A/hR/ss//AEStH/C5PiL/ANGn/H//AMKP9ln/AOiVr3+igDwD/hcnxF/6NP8Aj/8A+FH+yz/9ErR/wuT4i/8ARp/x/wD/AAo/2Wf/AKJWvf6KAPAP+FyfEX/o0/4//wDhR/ss/wD0StH/AAuT4i/9Gn/H/wD8KP8AZZ/+iVr3+igDwD/hcnxF/wCjT/j/AP8AhR/ss/8A0StH/C5PiL/0af8AH/8A8KP9ln/6JWvf6KAPAP8AhcnxF/6NP+P/AP4Uf7LP/wBErR/wuT4i/wDRp/x//wDCj/ZZ/wDola9/ooA8A/4XJ8Rf+jT/AI//APhR/ss//RK0f8Lk+Iv/AEaf8f8A/wAKP9ln/wCiVr3+igDwD/hcnxF/6NP+P/8A4Uf7LP8A9ErR/wALk+Iv/Rp/x/8A/Cj/AGWf/ola9/ooA8A/4XJ8Rf8Ao0/4/wD/AIUf7LP/ANErR/wuT4i/9Gn/AB//APCj/ZZ/+iVr3+igDwD/AIXJ8Rf+jT/j/wD+FH+yz/8ARK0f8Lk+Iv8A0af8f/8Awo/2Wf8A6JWvf6KAPAP+FyfEX/o0/wCP/wD4Uf7LP/0StH/C5PiL/wBGn/H/AP8ACj/ZZ/8Aola9/ooA8A/4XJ8Rf+jT/j//AOFH+yz/APRK0f8AC5PiL/0af8f/APwo/wBln/6JWvf6KAPAP+FyfEX/AKNP+P8A/wCFH+yz/wDRK0f8Lk+Iv/Rp/wAf/wDwo/2Wf/ola9/ooA8A/wCFyfEX/o0/4/8A/hR/ss//AEStH/C5PiL/ANGn/H//AMKP9ln/AOiVr3+igDwD/hcnxF/6NP8Aj/8A+FH+yz/9ErR/wuT4i/8ARp/x/wD/AAo/2Wf/AKJWvf6KAPAP+FyfEX/o0/4//wDhR/ss/wD0StH/AAuT4i/9Gn/H/wD8KP8AZZ/+iVr3+igDwD/hcnxF/wCjT/j/AP8AhR/ss/8A0StH/C5PiL/0af8AH/8A8KP9ln/6JWvf6KAPAP8AhcnxF/6NP+P/AP4Uf7LP/wBErR/wuT4i/wDRp/x//wDCj/ZZ/wDola9/ooA8A/4XJ8Rf+jT/AI//APhR/ss//RK0f8Lk+Iv/AEaf8f8A/wAKP9ln/wCiVr3+igDwD/hcnxF/6NP+P/8A4Uf7LP8A9ErR/wALk+Iv/Rp/x/8A/Cj/AGWf/ola9/ooA8A/4XJ8Rf8Ao0/4/wD/AIUf7LP/ANErR/wuT4i/9Gn/AB//APCj/ZZ/+iVr3+igDwD/AIXJ8Rf+jT/j/wD+FH+yz/8ARK0f8Lk+Iv8A0af8f/8Awo/2Wf8A6JWvf6KAPAP+FyfEX/o0/wCP/wD4Uf7LP/0StH/C5PiL/wBGn/H/AP8ACj/ZZ/8Aola9/ooA8A/4XJ8Rf+jT/j//AOFH+yz/APRK0f8AC5PiL/0af8f/APwo/wBln/6JWvf6KAPAP+FyfEX/AKNP+P8A/wCFH+yz/wDRK0f8Lk+Iv/Rp/wAf/wDwo/2Wf/ola9/ooA8A/wCFyfEX/o0/4/8A/hR/ss//AEStH/C5PiL/ANGn/H//AMKP9ln/AOiVr3+igDwD/hcnxF/6NP8Aj/8A+FH+yz/9ErR/wuT4i/8ARp/x/wD/AAo/2Wf/AKJWvf6KAPAP+FyfEX/o0/4//wDhR/ss/wD0StegfDH4hWfxQ8IQ+LbLQfEHhf8A4qDxt4W1Dw94pGhf27o+u/D/AMbeIfAHiSxvn8Ma74m8Pz+R4g8M6mtrdaTr2p2d3Z/Z7mO4/emNO/rwD9mr/knXiP8A7L/+1h/61N8ZKAPf6KKKACvnD9ob9pzwZ+zUPhZL428JfE/xBY/Ff4ufCj4NafrXgTwXNr/h3wj4j+M3xf8Aht8DfBWqfEHxJc3ulaF4V0K7+IXxX8HacEn1G48R6naT6vfeG/DuvReH9aWx+j6/MD/gqp8RLXwv8F/hF4Tg+H/7QHxC8Qaz+1/+wj8UodP+Bf7MP7R37RX9meBP2bv2+v2UvjX8YNd8U3XwF+FfxIsvBn/CP/DLw14i8TaJpni650TWPiB/YWr6N8OtP8WeINOu9KiAPpn9s79sD4RfsJ/s6fET9pj42f8ACT3ngv4d6Lf6rJ4a8B6RbeIviD4xutO0y/1u40DwP4cu9T0a21fWYtD0jWvEF+17q2laNoHhfQvEPi3xNrGieFvD2t6zp/DfFn9s/W/AXx98R/s5/DX9j/8Aaf8A2nPG3gv4P/Cr41+N9U+Cms/sj+HPCvhPwr8aPGnxu8C/D/T9Qvv2kv2q/wBn3V9T8Qanq/7PvxGuLq18L6Hr+naXp1rpU1/qsFzqsNmvwH/wVi/Zt/aW/am/Zs+O/wAfP2fPiJ4d1Dwjcf8ABNT9pbwn8Pf2XPib+xd8cPGXxx1rxX8Z/g549/4S3Uvhnp8fx7+Bvi/4XftCfE/4fan4X+Cvhvw/8Tf2dviP48+FGov4q0OHwjLN8QfiD4A1b2f9pX4efD/Tfir4d8Y+OtH/AG6z+2f4g/Zw+G/ga3/aA/YN8P8A7VnhP4PfEbWvhtr3xP1vRPCmp/Dvw/8AET4p/sqeEZvDHj34ieP/ABX4R0T9uZ/EPhDRvDnxWi0Sb4q+ObOw8UXOkAH6cw+PrLT/AIZRfFD4haTqXwj06y8CR+PvHGhfEDUPCb6v8MbK28PjxD4m0nxtqvgnxN4z8CtqXguBL2z8Sah4R8ZeLPCZutNvbnQPE2u6ObTVbr5l+D/7c/w3+J//AAlp8XeAPi5+zoPDXwpi+P8ApZ/aE0Xwb4T/AOE3/Z+l+1+Z8ZvDf/CKeO/HJ0vw5pH2aH/hL/CfxAHgj4s/D3+1/Dv/AAsP4c+FP+Ek0L+0PHPiZc/EP9qr9lz9qb/gn142Fpon7X+u/wDBNDwfF8XvFnh9LWH4NWfxQ/bF+Gn7Rvwdjs/BGsrqdz4gK+GfiN8GPG+t6paanoOnxab4O1/4f6hp+o6zc6tqdpovzd8YvBnxI/4KTn4uDwn8KfjL+z+tt/wS3/bh/Y51Nvjv8OPGXwnMX7QX7bzfAlR4Y8Lf8JZoukHx/ofwQ/4Z2kOv/FrwAviT4TeJB8QtDf4c+NfFa22unTQD9D/2ef2w/Cv7QXiO98IP8KvjV8E/E83gTRfi34H0L44+HvCHh3Uvij8HPEN++l6X8T/BVt4Q8d+OpLPSotQNjZ+JPBnj0eCPi34CuNd8Mx/EH4c+FW8TaCNQ6vxR/wAnd/A//s3D9qj/ANWd+xzXyv8ABbxf4q/af/bA+F/x/T4MfGz4K+FvgF+yT8bvg3420v42/DPxh8Lru/8AjJ+0j8Uf2YfGereCPBsHjDRtGX4i6X8HdP8A2W7231n4qeA/+Ei+Efih/iNoP/Cu/G/iqO311tM+ovEsCJ+2D8FbhWmMk/7N37Uaur3NxJAoh+Jv7HYQw20krW1ux3nzWt4omnIQzmQxoVAPpWiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiuR8d/EDwH8LfCmq+O/iZ418JfDvwRoQsjrfjHxz4j0fwn4W0f+0tRtNH03+1PEGvXlhpVgdQ1bULDSrEXV3EbzUr6zsbcSXVzBE++Gw2JxuJw+DweHr4vF4uvSw2FwuGpVK+JxOJr1I0qGHw9ClGdWtXrVZxp0qVOMqlSpKMIRcmk1KUYxcpNRjFOUpSaUYxSu229EktW3olqzhf2gvjj4a/Zy+FuqfFjxboPjbxPomleI/h34Xk0P4deHm8W+NL/U/ib8RvCnww8Px6F4Ygube/1+4TxD4x0uSXSdIF7rl7apPDoelaxqzWel3fkv8AwT++OGvftIfsXfs3/GnxZqia54w8a/DHRX8aa0lnp2nDWPGugtceF/GGqnT9HtbHSdPfUfEuiapeSWOl2Njp1nJM1tZWVpbRR28fj/8AwUC+P/w98E3X7MPwF8QXV7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+jqAb/APwlH7Xf/RD/ANnD/wASo+Jv/wBBzR/wlH7Xf/RD/wBnD/xKj4m//Qc18l/AT/goH8SvjB4//Z6tde/Z08KeEvhN+1ZJ8R4/hJrnhz4/nx78ePAg+GvhHxH4u11/2pP2fZvg/wCDrL4HjS5vDbfDnxknhr4ufF+b4a/GrxH4M+EvxAi8P+KPEttFD+odAHzh/wAJR+13/wBEP/Zw/wDEqPib/wDQc0f8JR+13/0Q/wDZw/8AEqPib/8AQc19H1T1HUdP0fT7/VtWv7PS9K0uzutR1PU9RuoLHT9O0+xge5vb+/vbl4razs7S2iluLq6uJY4LeCN5ZXSNGYAHz5/wlH7Xf/RD/wBnD/xKj4m//Qc0f8JR+13/ANEP/Zw/8So+Jv8A9BzXh2jf8FAvhV8QvE/7Uul/Bnxh+z94/wDAv7On7JPwn/absfj1d/tG+HNN/Z/168+Jvij9sPwrqHhj4g/FHwr4W+IGj/CjwT8N7j9k86t4++KUMfj+XRNC8aalfz+AkfwR9n8VfSnxN/aW/Zx+CniTwf4O+Mv7QHwT+Eni74hXUNj4B8K/E34q+BPAXiTxxe3F0LGCz8H6H4q17StT8S3U98RZw2+i2t7LJdEW6I0xCUAcrb+Lf2vZ42d/gR+zrblZ7qERzftUfEwOy29zNbpONv7HTDyrlIluYCTuMEsZdVYlRP8A8JR+13/0Q/8AZw/8So+Jv/0HNe7eI9R1HR/D2vavo/h/UPFmr6Xo2qajpfhXSbvR9P1TxNqNjYz3Nj4f02/8Q6jo+gWWoazcxRadZ3euavpej21zcxzanqNjZJPcxfA+kft6X037FPjT9rTxF8E9Q0HxB4I+Mvxm+BOtfCe38f6Pqmn6R4y+EX7Y3jX9jW+8QeKPipLomlaB4Y+F1l4p8ISfEf4j/Ea80SfSPhh8Lo/Enii/h1yy8LTy6gAfQX/CUftd/wDRD/2cP/EqPib/APQc0f8ACUftd/8ARD/2cP8AxKj4m/8A0HNcP+zL+0f8T/i14/8Ajb8IvjJ8H/A/w0+IfwRtPhfqurat8HPjXfftB/BvXrH4sWPi3UdG0LS/iLrXwk+BniXTviT4ZsPCSax48+H3iL4ZaPe6B4Z8b/DHxVYalrmg+PNIva+x6APnD/hKP2u/+iH/ALOH/iVHxN/+g5o/4Sj9rv8A6If+zh/4lR8Tf/oOa+j6KAPnD/hKP2u/+iH/ALOH/iVHxN/+g5o/4Sj9rv8A6If+zh/4lR8Tf/oOa6/wb8YfCuuadokviHxl8H7DV/F/xg+MPwe8C2Pg34sad4207xj4q+FPir4sWd54N0TVL7RPB1zqXxg0PwT8IfGPiH4w/CfR9H1bUfhD4q8E/FjwdLrfi/SPhhqnjrUuA8f/ALUHhXwx40/ZX8MeDk8P/EzSP2lP2n/ih+y/eeKvDPjTTrjTvh54q+EXwC/av+Lvjp7kaXY65ba/4g8LeNv2VPEPwZ8WeC5dR8O6j4V8ValrL6xfQ6v4LvvCuqAFm38W/tezxs7/AAI/Z1tys91CI5v2qPiYHZbe5mt0nG39jph5VykS3MBJ3GCWMuqsSon/AOEo/a7/AOiH/s4f+JUfE3/6DmvWviJr/izwv4N1rXPAvgK8+J3i2zSyj0TwRY+IfD/hSTWbq91KzsHe58R+J7q10jSNM0m3upta1i7b7dqK6Tp16mh6Nr2tvp2iah8heEf22JviD+yd+xj+0D4M+FyXfxH/AG6vA/wc1v4L/B3XPHKaJodl4x+LXwE1j9oqfw542+KkPhPVTovhnwL8O/CfjfV/EPi/TfAGt6xqVv4Xe18LeBNc8Tazovhi9APY/wDhKP2u/wDoh/7OH/iVHxN/+g5o/wCEo/a7/wCiH/s4f+JUfE3/AOg5q1+zp8b9V+NGg+O7Hxn4Lsvhr8XPg38Rr34SfGf4eaT4wi+IWheFPHUHhHwb8RtLHhvx0mg+E5vFfhfxX8M/iP8AD3x/4a1bU/CHg/Xm0LxdYWviPwn4b1+11LRrP6FoA+cP+Eo/a7/6If8As4f+JUfE3/6Dmj/hKP2u/wDoh/7OH/iVHxN/+g5r6Prn/Fnizwr4C8K+JvHXjrxN4f8ABfgnwX4f1nxZ4x8Y+LNZ07w54V8J+FfDmnXOseIfE3ibxDrFzZ6RoPh/QtIs7zVNZ1nVLy107S9Otbm+vrmC2gllUA8Q/wCEo/a7/wCiH/s4f+JUfE3/AOg5o/4Sj9rv/oh/7OH/AIlR8Tf/AKDmvkv9jn/gpt8NP2l/2c9f/bF+IHjT9j74NfsvPH4Ml8J/EHTP2z/D3xD1fwpfeKNAtvFWp/D79qmy1n4XfC34f/s1/GrwpoHiX4eSa78Krb4p/FrVNP1TxRqGl6vqWjnRtLuvFHtXxV/bv+BXwa+LPwS8KfEH4gfCbwh8GfjP+zl8e/2hrP8AaR8ZfGHwf4Q+GOlab8HPiJ+yN4C8OaNba1rbQeFdcsviev7Vdrq+ieJovGmnwWg8IW9jYaZ4jHiyO90EA9DXxb+161zNbn4Efs6qkUFvMtyf2qPiZ5ErTyXSPBGR+x1uMtuLdJJgVChLmDazEuFn/wCEo/a7/wCiH/s4f+JUfE3/AOg5r6EsL+w1WwstU0u9tNS0zUrS2v8ATtRsLmG8sL+wvIUuLS9sru3eS3urS6t5I57a5gkkhnhkSWJ2RlY/DPhX9qH4/wCjfFX4N+Bv2kP2afBXwY8O/tIeMfEvw9+C9/4O/aIf4zfEOy8aeGvhP8R/jfcaL8bfA1r8GfAvgz4fxT/Dz4T+NXTW/hv8Xvjl4fh8U22k+HLjVI013TtVlAPYv+Eo/a7/AOiH/s4f+JUfE3/6Dmj/AISj9rv/AKIf+zh/4lR8Tf8A6Dmvn74IftzeJPir41+Ds/iT4JWngT4BftW/8JkP2Q/jHb/E8+KvEHxSPhTw1rnxE0UfEH4aN8P/AA5a/C3/AIW38H/Cni/4y/B8aJ8Qfimda+H/AIX1R/HI+HXio2Xhe7/RCgD5w/4Sj9rv/oh/7OH/AIlR8Tf/AKDmj/hKP2u/+iH/ALOH/iVHxN/+g5r6PooA+cP+Eo/a7/6If+zh/wCJUfE3/wCg5o/4Sj9rv/oh/wCzh/4lR8Tf/oOa6H4cftMfs4fGLVPiVofwj/aB+CPxT1r4M3VtY/GDR/hx8VvAnjjVPhTe3kmuxWdn8StP8M69ql34FurqXwv4mjtrfxRDpc08nh3XUiR20jUBb1/DX7Un7MvjPwBe/Fjwf+0X8CfFfwt07xlpXw61D4leGvi78P8AXfAFh8Qdd8S6H4L0PwJe+MtL8Q3Xh218Zaz4x8T+GvCeleGJ9Rj1vUfEviHQ9CtLGbVNWsLW4AOfbxb+16tzDbj4Efs6sksFxM1yP2qPiZ5ETQSWqJBIT+x1uEtwLh5IQFKlLafcykIGn/4Sj9rv/oh/7OH/AIlR8Tf/AKDmvSfhZ8YfhH8c/CcPj34J/FL4c/GHwLcX99pUHjT4WeN/DPxB8Jz6npcoh1PTofEfhLU9X0eS/wBOmZYr6zS8a4tJWEdxHGxAr5U/aX/ah+P/AOzpB8Wfitefs0+Cta/ZS+Avg7UfiF8Tvinqn7RD6B8X9a8F+GfB8fjPxxrXwZ+BGi/BnxtonjWXwxZrqmjw6J8Q/jV8GfEHiXxBod/aeHdLvrC98P6nrYB7F/wlH7Xf/RD/ANnD/wASo+Jv/wBBzR/wlH7Xf/RD/wBnD/xKj4m//Qc18/fG/wDbm8SfCvxt8Y5vDfwStPHfwC/ZS/4Q0/te/GO6+J58Ka98LR4r8M6J8RNaPw9+Gq/D/wAR23xS/wCFSfB/xV4S+MvxhOufED4WDRPh/wCJ9LfwOfiL4pW/8L2X6IUAfOH/AAlH7Xf/AEQ/9nD/AMSo+Jv/ANBzXW/Ajwf4u8EfDw6T47g8OWfivVPH/wAYvHWq2HhLXNT8S+HtNPxN+MHjr4kWWlafr+seGvB2pauNK0/xXaaddX9z4Y0U3F7bXLxWSQGJn9iooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAPIv2gdJ8ca98Bvjbofwy8M+AfGnxJ1n4RfEnSfh74O+K9t9t+Fvi3xxqPg3WrPwn4Z+JNntf7X4B17XprDSvGNtsfz/Dt1qMW1t+D/P8AaZ+zR+1jrF/+1Z40/aQ8P/FLTfC/x2+EX/BN6yttV/av8bf8E/vh/pmteLf2Ov2y/iF8QfGP7IPiLS/2StRPgrw98Pf2qfD3xk0f4Q/CC+18/GzXL7QdX8XeG/i18SbC7f4deAb3+l6ua8Y+DPB/xE8L654H+IHhTw1468F+J9Pm0nxL4Q8Y6Fpfibwv4h0u4x9o03XPD+t2t9pOrafPtHnWd/aXFtLgb42wKAPwf1TwH8c/2mf2i/8Ago3deHf2el+AXizxF+zn/wAEmZB8LPiV42+Feoah8ZdK+Bf7WH7a3xP+JXwh+N2vfBbWPiv8OfC9x8ePg/Db/BfWtIi8YfEv+zvg38QPBWt+JZraz1t/B2h/Zli37SeufEf4i/tdeGP2PfGfwv8AFPwt/ZJ+Lfwv8DfsyePfin+zzoHjX9r34qS6z4R+IHwo0zxF46+EvxA+MXww+HHhDwHe+Add+H3wj8X+M/GN9qGkN+0b8UtZ8Q+BvBuk6Kv/AAlf3Z8Jfgp8GvgF4Ri+H/wK+Evwy+CvgOC+utTh8E/CXwH4V+HHhGHUr5YVvdQi8N+DtK0bRo767W3gW6u0shcXCwQiWRxGgXvdX1Ww0LSdT1zVZza6Xo2nXuq6lciGe4NvYadbS3d5OILaKa5nMNvDJJ5NvDLPJt2RRSSMqkA/PD/gpfB8b/Efwp+FXgX4H/svfGD9o7V3/af/AGPfjX4huPhj4u/Zq8J6d4L8K/srftofs1/tGeK9P8QTftB/tA/BC5vvEHjvwT8PfFul/Di18H2firTp/FWlrY+O9V8BaRf6drl14n+0X+yvafFD486d+1f4y/YU8SftI618Xv2Xfgl8HLL4UeKPH/wP8N+Lf2SviR8NPGPxw+ImheN/Eeqal8Wn8CaVr2nXH7RfiDw5r3xt/Z38W/Fr4tfCDUfAclz8B7Hx3pXjzV9Rf9S/+Fl+HP8AoG/ED/w03xU/+Y2j/hZfhz/oG/ED/wANN8VP/mNoAqfBfwt428DfB34T+CfiX43m+JvxG8H/AA08CeFvH/xIuLVbG4+IPjbw/wCFtK0nxV43nsUASzm8Wa7aX+vS2qALbvftCoAQV6XXn/8Awsvw5/0DfiB/4ab4qf8AzG0f8LL8Of8AQN+IH/hpvip/8xtAHoFfiN4B/YL8WWE37Jdx4n+Avgp7jwj/AMFof+Cjf7afxrnvB8NNQmk+GnxXf/gqNJ+zh8Xtelj1S5fxXrt1J8XP2TZNA02ybWfH3gl28JtrWi+HW+HOtnwr+vP/AAsvw5/0DfiB/wCGm+Kn/wAxtH/Cy/Dn/QN+IH/hpvip/wDMbQB+K+o/s+/tufD7wB8NvB3w8+GnjDQ9N1L9qT/grF4h8e+K/gXF+xF4g/aG8FfD79pH9vL4mfGL9nD/AIRfWf2vW8YfBbw58Bfib8LPE1v4k+O2l6J4R8f/ABf0v+zPhf4asfhj/a+m+KLPw96P+xV+yj8bPBN9/wAEir/4yfBxPDmofsV/8Ew/2iP2VfiPqGueIvhp4qn8H/HUa3/wT0+Hfg/XPCV14b8VeI7q+0r4u+BPgB8bfFPhXxNoijUNJ8AahH4e+J1r4D8X+JZPBMn6w/8ACy/Dn/QN+IH/AIab4qf/ADG0f8LL8Of9A34gf+Gm+Kn/AMxtAHAT/FT4u6P8IvF3xB1n9mH4geIPiB4f+IHxF8O+H/gR8LfiB8E/EHjvx34E8P8Axs8ReAPhx8RdC8U/E74ifBf4S6V/wsb4S2Phn4+an4R8WfELw/rHgTR/EGofDy5n8QfEDw+ul6x+fP7MnhT9snwr/wAEhfgv+zjpXwJ+JH7O/wC1b8Kf2df2cP2PFXxn42/Z41i90HUNE8A/CH4O/ET9pz4e+IPhb8afij4M1HwZ8MNO1Lxv8SvCGk+KtY0D4l+JLn4ZXGmt8K3vNa8M6X4k/UX/AIWX4c/6BvxA/wDDTfFT/wCY2j/hZfhz/oG/ED/w03xU/wDmNoA1fAfgjwx8M/BHg/4c+CdKh0Pwb4C8L6D4N8KaLbtJJDpXhzwzpdro2i6dHJM8k8q2enWVvbiWeSSaXy/MmkeRmY9XXn//AAsvw5/0DfiB/wCGm+Kn/wAxtH/Cy/Dn/QN+IH/hpvip/wDMbQB6BX57/GXRvjb8M/2rb39oXwv+z34r/ax8AeK/2ePBvwU0XwP8PvFnwT8PeP8A4J+MPD3xE+JXirxx4q0u0+P3xE+Eng688DfHbQPG/wAP9I+JN14f8eS+KrSf4A+A4l8EeK7W6im0T7I/4WX4c/6BvxA/8NN8VP8A5jaP+Fl+HP8AoG/ED/w03xU/+Y2gD8hfhX+zX+0D+yP8S/Cfxouv2brn9rO18SfAbXfhFa/Db4VeNPgtpviv9kBPEH7Tf7Qvx8j+Gvwpk+PvjH4KeBPEPwIj8A/HL4ffs/69qegeK/DfigeFP2T/AIRTWPw08QabqQ0zwn9M/C/wB8Xvhp+2/wD8J6n7N8ui/Bz45fsPfsj/AAOv9Q+GPjD4TyeAv2XfHf7LXiv9s34gap4H8T6BrHiP4eeMdd8Ca5YftFeE/AXww174NfDbxjEmsaBcnxV4X8B+E2j1u0+4f+Fl+HP+gb8QP/DTfFT/AOY2j/hZfhz/AKBvxA/8NN8VP/mNoA+AP272/aY+N/8AwSy+MPgDw7+yL8QNf/aa/ay/ZA+IPwd139n/AMAfFP8AZ71T/hQ3xT+O/wCzr4w0XU7Xxr8Vvil8Vfgt8P8Axf8AD/4XfEDVoPBXiPxh8Or3xH4j1/zrPxH4R+HusaLJqEuleofG2x+NP7UPwI+FXga3+CfxE+C2lfG74ueH/C37TPgn4m+J/gtL49+G/wCzf4e1DxX4j+JGm+Ibj4SfFz4p+Adfs/jzpHgXRPgyLH4aePPG/iHTfCnx7j1rU7XwxfeH/FE3g/6v/wCFl+HP+gb8QP8Aw03xU/8AmNo/4WX4c/6BvxA/8NN8VP8A5jaAO+VVRVRFVERQqIoCqqqAFVVAAVVAAAAAAAAGKdXn/wDwsvw5/wBA34gf+Gm+Kn/zG0f8LL8Of9A34gf+Gm+Kn/zG0AegV+JXxo/YQ8YfEi5/b6vb74E+DvFd5+0f/wAFTv8Agl98YdNu9ab4bXlz8SP2TP2c4f8Agllb/F+XxBPq2q+a3hXwbB8Gf2qYF+HPip7TXNfhtfEsfhbwprafEHQV8U/rr/wsvw5/0DfiB/4ab4qf/MbR/wALL8Of9A34gf8Ahpvip/8AMbQB+SnxY+Bn7XngfWP2tvFXwP8AhVfXSfEv/gpT8MPjP4X1X4c2/wCy5r/xz0b9n+y/4JqfszfATxZ8UP2ZNL/aX8R2HwD8I/GC0+Ovw+8TeArn/hdT6TJH8NJ/il4h0jw54kk13wdb+KfHPBfw0+N37G37Bui/G34qfD7xvB8aP2FP2wP2sv2g4bfWvEnwM1Xxd+0T+z1+0r+0Z8WPiR8RNA0l/gvJ4c+HkvjDxX8IP2gfI0f4a6d4L+E+lav+1l8GvCukeC/AGlfD5fh9rOrfud/wsvw5/wBA34gf+Gm+Kn/zG1g+JPEXw18Y6bFo3i/wV4i8VaRBrPhzxFDpXiT4H/ETXNNh8QeDvEWl+L/COuxWOp+BLq1j1nwr4s0PRfE/hzU0iF7ofiLR9L1rTJ7XUtPtLmEA8A/ZR8C/GP4L6D8L/Avjj4dWWs658XPC3xv/AGiP2qfjRp/jfRWsfB/7UnjHx38MPEVt8JdJ8KzW58SeNPCmtad8Qvib4d+H3jKyuY9K+Hnw5/Zt8I+Edaglm8YeF/sfjvwu1P8AaA/4ea/tDePfEH7GP7QHg/4JfE39n/8AZw/Z78M/HfXfG37IF74E/tj9l/4n/t7eP9Z8eah4W8J/tTeJvjbafD/4oaZ+0B8ONN+FrL8JJvHf9sXupx/E7wJ8MtM0q51Svv8A/wCFl+HP+gb8QP8Aw03xU/8AmNo/4WX4c/6BvxA/8NN8VP8A5jaAPx4/Y4/Zp/aB+HXxm+B/iTW/2ZdX+DHxl0ddeb/gop+2DffEX4S+IPBf7f1yvwv8f6Jp914M8N+C/if4s+J+qXeofHnxB4L+L3g3Uvjd8K/hJqHwH+GvhbWfgn8PZH8K+IbjQpv3Hrz/AP4WX4c/6BvxA/8ADTfFT/5jaP8AhZfhz/oG/ED/AMNN8VP/AJjaAPQK+Wv2zvg74l+PH7PfiP4d+EodM1LVz42+CfjyXwprd6mm6D8StA+EPxx+HHxd8WfB3xBqE1nqNrZeHvjR4V8Da18J9eur7T7/AE2HSPGV7JqdndWC3MD+y/8ACy/Dn/QN+IH/AIab4qf/ADG0f8LL8Of9A34gf+Gm+Kn/AMxtAH4q/GL9nv8Aag/aI8P/APBZzxXp37IerfA/Vv2wP+CWPw//AGZfgT4M8VfEb9ny88ffFb40eEfD/wDwUb0O9t/H9x8NviN4q8A+DPEEg+Ofwg0TTtV1v4i674Wbwbf+Fbifx5Z3uk+L/CPw++lPEvw1+Lfwk/aQ/a88U2/7GUX7YfhD9su6+G1xpXjKy8Z/AnRLX4eeHPCHwW8D/CS9+AXx10r41+KfDWvL8B7bxP4P8RfF/R9S+FHh3436jPrvxp+JMN78J4b+ytrrxT+i3/Cy/Dn/AEDfiB/4ab4qf/MbR/wsvw5/0DfiB/4ab4qf/MbQBz8Pjv4mW8Hx+vtW+BviCe2+GfiC4tvgzpfhPxv8PdY8VftKeFbX4NfD3x0+s+GbHxPr/gbwt8NPEGofFbxD8Qfgbo3hn4p+NfDmnTaj8Orb4g614s0DwT40068038m/hF4D/bH8Q/sL/tJfBaf9lj4xfAH4lal+1l8fPjfp+hfEj4qfs1Wo+OnwG/aU/wCCkPxg/ak+I3wa8BeO/wBn39of4yXHw9+I+v8A7L3jLU/g9r3iXxnL8PtK8IfE3x/puoeB/GPiHRdB1LxnpH7Cf8LL8Of9A34gf+Gm+Kn/AMxtH/Cy/Dn/AEDfiB/4ab4qf/MbQB8O/sCfB/xT8KNY+Mo8Ofs16r+xV+y/rOn/AA1h+DH7J/iLX/hLrGs+C/iPp+o/FDUvjp8S7DRvgV8SfjB8I/hz4N+KMHiP4V2Gh/D3wT8Qr2zj13wB4v8AH+q+H/DviL4h6yl9+kVef/8ACy/Dn/QN+IH/AIab4qf/ADG0f8LL8Of9A34gf+Gm+Kn/AMxtAHoFFef/APCy/Dn/AEDfiB/4ab4qf/MbWD4q8Q/DXx14X8SeCPG/grxF4x8F+MdB1jwr4v8ACHir4HfEPxD4X8VeF/EOn3Gka/4b8SaBq/gS80rXNB1zSry70zWNH1O0utP1PT7q4sr23ntp5YmAPyA+EPgP4oaz8Ef2evjL8LPhzq3xguv2Zf8Agsv/AMFcfjrr/wAM/C3iHwL4b8Z+OvBPjj9oj/grl+zrZjwHqvxM8VeBvh3NqNjrX7RfhPxrcJ4n8b+GbC98F6L4gm0jUNQ13+xND1jvvgP+zP8AtN6f4U/YEv8A4lfCvTvB3jD4Zf8ABV7/AIKSftX/ABt8OaP8QfCPizSPh/8AC79pHTf+Ct03w61/S/EUV9pcnjTTtb1T9qT4LWFjZ6Ro0fjS0tvGMV94r8F+FW0Hxja+Gv038E6n8KPhr4S8P+Afhz8PtY8AeBPCWl22ieFfBXgn4D+PvCvhLwzotknl2ekeH/DmheArDR9F0u0j+S20/TbO2tIE+WKFF4rqP+Fl+HP+gb8QP/DTfFT/AOY2gDgJ/ip8XdH+EXi74g6z+zD8QPEHxA8P/ED4i+HfD/wI+FvxA+CfiDx3478CeH/jZ4i8AfDj4i6F4p+J3xE+C/wl0r/hY3wlsfDPx81Pwj4s+IXh/WPAmj+INQ+HlzP4g+IHh9dL1j83v2cfC3xX8I/8ErP2Uf2efj7/AME8P2qPFXxD+B/wp/Zx/Zy8W/CTwB8Xf2OdA+Jdr4g+CfwT8G2U37R3wt+LGiftweBPDvhbwXpnjvw1JpPgfxNofxk8F/tF6V4hWx120+GehaMG8RQfrB/wsvw5/wBA34gf+Gm+Kn/zG0f8LL8Of9A34gf+Gm+Kn/zG0AfH/wDwTz/Zo1b9nTwN8ctW17wXL8M9X/aK/aH1v483Hwyv/iJq/wAXfEfgWy/4VT8IPgl4fsfHnxU1zXPFGpfEH4oeJvDHwV0X4g/FfxNL4r8XxXXxK8ZeK7a08Z+M7S1h8V6z+gFef/8ACy/Dn/QN+IH/AIab4qf/ADG0f8LL8Of9A34gf+Gm+Kn/AMxtAHoFFef/APCy/Dn/AEDfiB/4ab4qf/MbR/wsvw5/0DfiB/4ab4qf/MbQB+F1x+xT+2F4R/ZT/wCCPGoeF7v47+EfiZ+w9+xv4b+Cvxs+D37NviD9iXUfjHafEPxB8BfgJ4G1DxF4F1T9srwX8VP2WPEmtfDHVPhh428B3V1b+J/AmrX/AIW+J3ifUPBHxak0Q6z4R8f6Pgb9nL49fAbx5/wTn+LXw9/Y2+PPx08IfAn4Tf8ABTHQfij4R/aB+IH7BWi/tW/Czxl+1X+0n+zl8UPBuueCdO+Evjzwr+yQ+sam3gv4h2Pg/wAOfCnxr4B8D/D79nW6u/Cl5q+geM7fSPhh4q/ejQNf0zxNpkWsaPLcy2MtzqNmDeadqOk3cV3pOo3ekalbXOm6vaWOo2dxZ6jY3dpNDdWkMgkhYhShR22KAPiv9lfwd8bfgj4a+FXwa8W+A9M1TwtremftUfFXxj490Lxvo3/COfATX/FP7QmiePfgZ+yt4W8ITaVpuueMvCWg/DL4v+NvAvhTx3ollofh3wp4d/Zo0zTtS0Kzk+Ivhi007wT9l3xl+0L4++M2geP/ANp79gD9qb4bfFTXtO8WaNafErxr8Qv2FfFXwB/Zr8HXlnPrg+H3gDTfhV+2b8RfizfnxZPoHh3QPGHxPsPg7e+NPif40l0jUPFFl8P/AIT6L4b8H/DL9T6KAPxx/Zq/Z0/aE0S4/wCCf37O/j/4O3ngX4Vf8EwRqY8O/HW68cfDzXNB/aIPgn9mb4ofsa/A3/hXvhXw34w1v4iaIuq/B34yeJfHXxgPxW8IfDxvCvxC0HTPCvgZfiLoGozeLrP9jqKKACiiigD+fDw9+xx+1x49/Yp/ad/ZJ8HeHvjh+zj8C9Ntf2Z1/Y0+Fv7SHjH9kzxN8b/BejfCj4qRfET4vfARfGnwZ1H9qP4O3/7PnizwP4M8BfCX4T3Px6i+NXizToPE3xG0z4veGPHPw5sPD+g6p4z8cfgn8V9K/Z0/aE8d/FH4X/tieMPih8Xf2q/+CKfgWfw/+3/rH/BMq1+Gvxgj+Hn/AAUy+D9noHhbw3Zf8E6NGvNDttG1EeOD4S+KfjP44/Dc+KdY8D3Pw20bQ7DXNF8FX3hvQ/6dawPEvhTwt4z0620jxh4a0DxXpNnr/hTxXaaX4l0fTtd0618U+A/FOj+OPA/iW2stUtrq2g1/wZ418O+H/GHhTWIol1Hw74p0LR/EGkXNnq2mWV3AAfCXw2sfj3pPjH4tftNWH7M/iDwbrfxm1L9jn4SL+zJ4m+Jfwb0jxD4b8H+CPihrPhP4zftM+LvEvw98QfEH4Zz+LfDPwq+L+ra7D4I8P+NvFmufED4bfsx/DLwXp+q+HvGPi218MeFPPP2gfGX7QuvftA+IvDHjH9gD9qb9oH9nD4aaj4C1n4UxfBX4hfsK2Pw3+L/jG30fQvGV78QfilpXx1/bN+B3xFvx8NPGs58L+BfhhrXgK38F2XijwZefFrUb3x9qWo/DGX4X/qfRQB+OP7S37On7QmtTf8FAP2d/h78Hbzxz8Lv+Cnx0w+JPjtbeOPh5oXh/9ngeNf2afhT+xn8cv+Fg+FfEvjDRviJrjaX8G/g74d8e/B0fCrwb8QV8V+P9Z1bwr47b4c6JYW3ivUP2OoooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAK8/+LP/ACSv4l/9k/8AGX/qOalXoFef/Fn/AJJX8S/+yf8AjL/1HNSoA/M3/grX/wAFBPip+wB4G+D3ij4W+EPh/wCLr34ieLPEugatB4/tfEd1a2drouj2Oo282nL4d8ReHpUuJZbp0mNzLcxmNUEcaNlj+G3/ABEiftd/9EW/Zw/8FHxN/wDnl1+g/wDwcVfD3x98QfhR+zVa+AvA/jDxvc6d8Q/HFxqFt4Q8Na14lnsIJ/Dekxwz3sOjWV7JawzSI8cUk6xpI6sqMWUgfyi/8M2ftF/9EC+NX/hrPHP/AMoq/wBLPo4+F3g3xN4S5BnHF/D/AA5j8+xGLzyGKxWY42dHFzp4fOcbQwyqU1jaKShh6dOEH7NXhGLu73f+vH0TvBrwD4w8DuGM+474X4SzPiXFY7iOnjcZmuYTw+NqU8LxBmOHwcatKOYYdRjTwlKjCm/ZR5qcYu8rtv8A0VNX/aR0j4ffsp6F+1F8StH1NvDtr8Mfh78SviMngyytrpPCPh3xJZeHL3xt4zktta1mxMfgn4aaRq+q+OPF9w2pXusWHgXwzrl5plj4g1m3tNJ1HvPix8afDHwguvhPpmuab4i17XPjV8XPDXwZ8B6B4VtNOvdW1DxLruk+IvFeq6pPFqmq6PbReG/A3w+8GeN/iR40vYrq41Cy8G+DteudI0rW9WjsdHvsD4K+E9P139lz4S+BfGugx32lax8AvAfhPxb4Y16ybybzT9Q+HelaPr2g6zp10iP5dxbTXen6jZXEatteaCZAdyj4H/Ym8GfE3xT8Y7XQPjDp/iWWz/4JseCPEf7JXgXxP4pt5zJ8W/HnjC/0rVLX43PdXf7vV9bf9kLQP2br9vFGlma2tvGf7QHx/wDAbT+f4cvXu/8AOPN6dKjmuZ0aEYwoUswxtOjGDvCNKGJqxpxi7u8VBJRd3dJas/ycz2jQw+d5xQwsYww1DNcwo4eEHeEKFLF1oUowd3eMacYqLu7pJ3e5+ivwP+NfhX4/eC9a8deDtP8AEGm6RoXxg/aF+Cl5b+JrXTrPUZPFX7Nfx9+Jf7OfjrULaHS9V1m2fw/q3jb4V+IdU8J3Ut5DqN94VvNGvtY0rQdXuL7Q9O9gr8Yf+CfP7bv7F/gvwz4+/Zz8Y/td/sweE/2g7z/go/8A8FNvCdn8CfE3x9+FOg/GW68VePf+Co37V914F8M23ww1TxZa+Np/EHjS28R+Hrjwno0WhtqPiODXdGm0e2vI9UsWn/Z6vPPKPwg/4LA/8FUfjZ/wTx8b/BXwz8KPAXws8Y2fxL8K+LNd1if4hWXi26urG60DV9K0+1i01vDfivw5EkE0V/K9wLqK6kMiRmOSNQyt+Qujf8HLX7YOpaxpWnTfBL9mtIr/AFKxspXj0j4oCRI7q6igdoy3xNZQ6rIShZWXcBlSMg++/wDByZ8Kvih8RPin+y7dfD/4b+PfHVtpnw/+IcGpXHg7wf4h8TwafPceIvD8lvDfS6Jp19HaSzxxyPDHO0byojsisqsR/N/4Z/Zn/aPi8SeHpJP2fvjdHHHrmkvJI/wp8doiIl/bszu7aCFVVUFmZiAoBJIAr/dz6KX0f/ow8X/Rv8POJ+OuDOBsz4wzLKs/rZtj81zWph8xr18PxLnuFwssRRjmuHUJwweHwtOmlRhenCm7PmcpfmOeZrnWHznF0MLiMTDDwqUVThTppwSlRoykk/Zu95Sber1Z/pO/tO/tCaP+y/8ACK7+Les+A/iB8UP+LgfBP4W+H/h78LV8Cf8ACd+MPHf7QHxs+HvwB+HGhaFN8TvHfwy+H9l9t+IHxN8Mx6nqfizx74Z0fStH/tDUrnUP9EW3m8K1P/goB4E8IfC79rP4g/Fb4N/HX4P+J/2MPgHd/tM/GH4KeNLH4R6x8T7j4ON4U+Kninw34p8Eal8MvjB8Qvg74oXxs3wS+Knhrw7ap8WbOe18VeDNU03xWPDNubW+uPNP+Cwmp6Pon7EUus+Ivil/wo7w/pH7X/8AwTP1PXfjX/aHgTSP+FP6PYf8FK/2SLrU/il/avxS0LxR8MtM/wCFf2UU/iz+0PiL4Z8ReBLL+yPtPi7QtX8Pxahp9x+YPi7xfoPir9g3/gvXL4O/aI0X9uzwdL/wT8+LGuaL+3ppd94T168+Is2r/s/ftXWN9+zXrfif4Vix+A2q3/7Nceg2Pi+C1+A3hL4Z/D+w039ouyn1D4c6f8QdS8beLfGv+EZ+nH6/a1+3R4t+H/ws/aA+Nfx0/YS/a/8AgB8Mv2df2f8A4rftCeKfE3j/AMRfsO+LP+Eo0f4R+HJfFmt+A/BWjfAv9tH4weILj4ga34fstX1Dw4vinSvCngSX+xr211vx3oV7c6Rban7N4l/au+GPhr4H/D34/SWnizVfBfxH+Jv7O/wk0vTtN0mxh8W6H41/aR/aB+HH7NHhzS/F2ha3q2jnw9eeAfif8S9Nsfixo91dN4k8HQ+H/FtjFoereJtHi8O3v49ftCfHn9nTxz/wTb/4KyeBfhl/wVs8P/8ABR7xtdf8E4P2uPFi+Drn4tfsBeNPFXw08K+G/gN8SNH1zxNo3h79i74K/BXVx4f1nV/GHhfS/E2s+PbPxXp2n6jB4TsdBufDlzq+pxeIfc/+Ci2n3/wTg+H2j6dY3k/wk/aa/wCCiX/BLfXbC3sbW4uLP4d/tD6J/wAFLP2RvEfi1PItVnj0nwp8bvA3hzVPGc9x9n0jQdH+K3gXxhqmq6hq3jP482MKgH3/APFn9q7Svh/451L4U/Dv4O/Gj9pn4ueH/DWieM/F/wAN/gRZfDSPUPA/hLxNe6rYeG9X8Y+M/jZ8T/gx8J9CvPEU2g67N4d8IXPxDPj3xBp+jalqui+FL/S7V7ytTwh+1L4P8W/Ef4L/AApk8D/Fnwd42+N3wb+Pvxq0bR/iB4LHg698J6H+zf8AEX4DfC74heHfG2m6tqkWs2XiS78TftC+Dp/BtzoGmeJPBfi7w5pXiDxRpPjCTQp/CN94s+Q9P+O/wZ/Yk/ao/bQl/ax+Jfgv4D+Ev2mfib8Lfj18GvjP8YPEGl/D/wCE/iHw/of7MvwQ/Z68TfB63+KHiq507wdpvj7wL41+B+tePZPAmra9puq6rofxk0vXPCul6v8A8VXcaf5p8X54P2vv26P2CvFv7PP7UHxi+CHhvW/2IP8Agprrmi/Fv4KeD/g5L4h8Y6HoP7SP/BMPwrd6PHpf7Vf7Pvxp8L3HgPXdWRfEOleKNE8CWGoeJbXRfDXiDwb41ufA2uT/APCSgH3B8av21vhZ8CP+GvP+Eu0D4gaj/wAMXfsgeGv21vil/wAI5pXhy8/t/wCFnir/AIaf/s/QPAH9p+K9H/tT4gQ/8Mm/EX7bpXiL/hFfDkf9teCvI8V3H9o67/wjmf8AG79vT9n/AOA37Duvf8FBvFuo+ItW/Z/0X4PaB8abRvDOlWd14z8S+HPFun6Te+E9D0DQtY1XQ7A+LPEVzruk6NZ6ZrWt6NZWerXnla1qmlWlteXlt+OH7WPw08afCvwr/wAHAnh7x1+0L8YP2lNXvP8AghD8JtZt/HXxr0X4BaD4q0nTrjTv+CydjD4T0+z/AGc/gd8AfBMnh+xudOvNYtbnVPB2peKn1HXdVivvE15pEOh6Xo1j/goT8DPivpP7MH/BTv4Ma94QvLT9kv8AZ4/ZE/4KCftcfBbxTPAn9ieKPGP7Rv7N/wAYbfwr8K7OUE2t5F8AviD4h/a18T3vhRrVLXwR4d8TfsiX+hm2bR7IWwB++H7RHx38Cfsw/A/4n/H/AOJh1l/BPwp8I6n4s1mw8M6Z/bfirXns0WLSvCvg/Q/PtTrvjLxdrM+neGPCOhi6tTrPiTV9L0wXMBuhKnEfHP8Aar8DfBX9nvR/2jtL8NeM/jf4V8XeIv2fPCvw58NfBx/Ak/ir4la3+0/8XPhp8Fvg9D4TvPid46+GPw/gstf8XfFjwjc3OseLPHfhjRtO0Ca91W5vx9mW3m+V/wBuLV/jf8Tvjv8As1fs9/s7/Dz4VfFjU/hpr1j+2T8cvCfxh+Mni74IeBG8M/DnVrnw9+zj4f1jxn4J+BP7ROtxa5r3x+kHxm8D2A+Hn2DULv8AZX8Qx33iLR3htLXV/wA/PFlr8VtF/YL8U/sS/E59K+Anxe/Z1/4KN/8ABL3wn4Fm+CHjWz+LVl8Ov2e/jX/wVA/ZQ8a/sx+JvhJ4s+MHwR8K6P4s0/4OaJqWufArwtcfEb4CJoF34r/Z01q11/wP4m8PRmTXwD9WNY/b88C+C/hj+1j4/wDit8Hfjl8I/Ev7Gn7Pkn7UHxe+DPi+0+EWtfEy5+Dk/hH4p+KtA8R+CtQ+Gfxg+IHwj8Ry+K7n4I/Fjwholk/xU0+WDxd4H1W08QnQtJn0vWtQ+oLz4saBF8UtK+EOk6Zr/ifxVNo83iPxZP4etdPuNC+GPht4L3+wtY+Imq3+qadHpLeMtUspdE8GeH9Li1vxf4iuItU1qy8Onwh4X8YeJfDv4gftTeFn+Dn7Dv8AwWt+EfxX8X+L/ij+0Vrv/BPz9qb4i2P7QHxJutBPjP8AaD/Z1tvgJ8YLDwABpfg/w/4M+HHhKf4A+LfEfi/4d+MPhz8J/BPhHwTouoeJPDvxil8L+HtV/aKkspP0b+F+q+If2VfH1/8ACT4x6iPEngD4y/EnWNe+En7St/Zadp+q+IPiD461QSQfBf8AaFudLtLDSrX4jgmw8LfBD4hw2ek+F/iN4V0rwx8IpNP8O/Ebw54Rs/iqAe6/tO/tCaP+y/8ACK7+Les+A/iB8UP+LgfBP4W+H/h78LV8Cf8ACd+MPHf7QHxs+HvwB+HGhaFN8TvHfwy+H9l9t+IHxN8Mx6nqfizx74Z0fStH/tDUrnUP9EW3m+Xtf/4KR+G/Bvgv4oal47/Zf/ai8E/GD4WeJP2U/Deofsxa3H+zbd/GPxO37a3x4i/Zt/Zz1zwf4n8OftI69+zfqHhzxt8WYfEWg3Wqap8ftGHhhPBniqbxNDpT2dhBqS/8FWNG1HxH+yX4e8PaP4s8QeAtX179t/8A4JbaNpfjrwnbeFbzxV4L1HVP+Cnn7H9jY+LPDNn468M+NPBN14g8OXM8WsaNbeMfB3izwrPqNnbReIfDOvaQ15pd184/tzfsrv8AD39mvVtdm+P/AMcfHXxz+Mn7Yf8AwR8+HWvftM+Nbb4EH4taD4d8Cf8ABUX9nRvhjF4T8MeEfgb4S/Z70/8A4Vnr/wAUPH3jLwzp+pfA3WNB1PxR4o1a68caP4v0+7l0xgD9EvhD+1BoPxM8Q/E3wN4v+HPxH/Z8+JPwg8I+APiJ49+H3xquPhb/AGro/wAOPih/wnlv4K8fp4o+EfxO+LPwyvfDOq6x8Kvij4fnmtPHkuo6Tq/w/wDEI1jTrDT20jUNV8m0T/goJ8PtTPhbxbqvwc/aE8G/s8eP9V8K6L8Pf2sfF/hDwZp3wO8X3njzVrXQvAt62m2fxD1L47eBfCfjTV9R0ez8MfET4r/BTwB8ONW/t7w/dW3i42OuaXdXXyfqXwA8Yap8KP8Agph+xlrHj/xZ47/bF/aC/Zm+KWm/Dz9pb4napodl4v8Ajh8IvHfw9+IXgH4OX7QeDND8D/DvwNJ+zp8RfHfiLwJ4y8B/CXwd4M8F+Hb7xB4e+M7+G/DerftDyWju/af/AGq/gn+1d+xP8X/2S/g1f20f7WX7QfwJ1n4D6P8AsnQWn2b48fs9eOPit4aufh9D4j+LXwxjt4PEHwo8F/AbVNRuvGOs/EbxLp3h/wADvpXgj+0fBfiTVZNT8LHVQD7D+LP7Z+t+Avj74j/Zz+Gv7H/7T/7TnjbwX8H/AIVfGvxvqnwU1n9kfw54V8J+FfjR40+N3gX4f6fqF9+0l+1X+z7q+p+INT1f9n34jXF1a+F9D1/TtL0610qa/wBVgudVhs16C7/a2uv7Y+IXgLw/+zX+0B4w+Nvwy/Z//Zi/aE8TfAjQtQ/ZxsvHf9j/ALUHjv42eANG8B6f4p8WftDeGfgld/ED4X6n+z/8R9S+KSt8W4fAn9j2WmSfDHx38TdT1W20uvkDxb8G/iL8W/8Agqb+1B/wgH7WP7QH7L//AAj/AOwB/wAE7v7W/wCFF+HP2WPEH/Ccf2r+0V/wVL+wf8JT/wANL/s0/tEfZP8AhGf7Nvf7E/4Qr/hD/tH/AAkGr/8ACR/8JB5Og/2J7/8ADn/lKb+2R/2YB/wTT/8AWiv+CsVAHP8Awh/4KA+PvjH8TPGfwy0n/gnN+2/4YufhX8YPCnwU+M3irxZ4q/4J6J4V+EfirxV8PfhX8XU1DxMPDH7e3ifxT4l8P6J8KfjP8PvHus3Xws8L/EPUW07VrnQdF0rWfG2l6j4VtvoP9pj9pq2/ZvT4J2Ft8HPi58d/Gn7QPxjl+CPw4+HnwZm+D9l4lvfFFn8HPi/8d9X1TVNV+OXxc+CngHSvDmi/Dr4H+OtQvbm48aHVrm/h0vStH0bVLzUVSLxz9jf/AJOK/wCCsX/Z/wD8OP8A11l/wTTr5+/4K3eJvCHg/Uv+CbPiPx5+1KP2LPCmn/t++Ihqn7TLa/8AArwuvw0a8/4Jxf8ABQyw08trn7Svgj4jfBSyHjDVLqy8AkeNPBurm7Hin7F4bbTPF1zoOr2AB9qeCv2xPhT4h+F3xq+KPjm08VfAu2/Zs8R614R/aE8JfFy00CHxZ8I/EmieBfB3xQbStck+HniT4h+EPEkmsfDj4ieAfGfhu6+HPi3xrYeItL8Y6FZ6Rd3WuTz6Rb4Hgr9s7Rdb8ceDPBXxJ+A/7RH7OifFXVptB+C/i745eGPAGl+FPixrsWhX/iiLw9psvgH4mfEPX/ht4t1Dw9pOr6no/gb4++H/AIQeONb/ALH1XTtJ8OXmsafc6dH+Xvwt0XxR8Vv+Cf37REfw2v0/aqPw0/br+Bfxs0r9oTwJb3upap/wUY+H/wCz78Vf2P8A9qDx1430h7vW9f0bxn4v8SeEPBvi/wDZDS28Gao3wr1zxF8IB4Z+GPhjwZ8N18OfDjwz9T/Hz9oz4I/to2nwN+B37LXxE8PfGf4ixftZ/slfFnx0vgGd9Xv/ANnnwN+zr8ffht+0X8RNQ+OlukMWofBTXPEng/4caj8I9M8EfESPwt481zxJ8RbbQbbw1eW0PiRLAA/Qb4afGvwr8VPGn7QvgXw9p/iCz1f9mv4waL8FPHVxrNrp1vp2reKte+AXwP8A2jLPUPCc1jquo3N94fj8E/H7wdpdzdaxZ6DqKeKtN8TWMWlTaRZ6Xrms/OXib9uq007xB4kj8A/ssftZfHX4Y+CPGXib4e+N/jr8FfBvwt8U+APD/jLwJr1/4U+IWhaX4N1f4x+HP2g/ibceAfFuk614R8VT/Bn4JfEiytPFuha94XtLq+17RNV0+0+TvhD+27+xf+zX+1p/wVS8C/tF/td/swfAHxtq37b/AMLvFml+DvjX8ffhT8K/FWpeFb7/AIJh/wDBOjR7HxNp/h7x14s0HV7zw/eavoWuaXa6zb2cmnXGo6NqtjDcvc6deRQ+RfHv4pfAT4JfEr40eIf+Cf37Vmj+Av22o/iR4p8S+PP+Cc3iHV9Y1zQv2vfipNrEllr+kWH7MfjZrXx98LfEPxb160SaD9q39nvTfCnw/vrrUP8AhcvxRvPid4FbWNTugD9d/jL+0/8ACP4DePf2evhv8RdYvdO8TftNfEu9+Fnw3itLH7XaRa9Z+FdY8RjVPE9z58X9ieGrzVrPw58O7HV/LuhcfEj4kfDjwx9nRvEy3lp9CV+A37SXw7/a6/bV+MP7WviH9nn4Vfs4+L/AXgfwdZ/sh/s+/Fn4yftO/E34NeIvhV8dPhX448P/AB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<iic-com:CodigoISIN contextRef="FIM_S22020_V-83633479_ia">ES0105065009</iic-com:CodigoISIN>
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<iic-com:CodigoISIN contextRef="FIM_S22020_V-83633479_ia">ES0132105018</iic-com:CodigoISIN>
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<iic-com:CodigoISIN contextRef="FIM_S22020_V-83633479_ia">US28370TAE91</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasImporte>
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<iic-com:CodigoISIN contextRef="FIM_S22020_V-83633479_ia">US14913Q2X61</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasRFCotizadaMenos1Anno>
<iic-com:CodigoISIN contextRef="FIM_S22020_V-83633479_ia">IT0004966229</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22020_V-83633479_ia">BONO|BANCA IMI|3,00|2020-10-18</iic-com:InversionesFinancierasDescripcion>
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<iic-com:InversionesFinancierasValor contextRef="FIM_S22020_V-83633479_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
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<iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasRFCotizadaMenos1Anno>
<iic-com:CodigoISIN contextRef="FIM_S22020_V-83633479_ia">XS1590503279</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22020_V-83633479_ia">BONO|FCE BANK|0,22|2020-08-26</iic-com:InversionesFinancierasDescripcion>
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<iic-com:InversionesFinancierasValor contextRef="FIM_S22020_V-83633479_ia" decimals="0" unitRef="euro">836351</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S22020_V-83633479_ia" decimals="2" unitRef="pure">5.13</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S22020_V-83633479_ipp" decimals="2" unitRef="pure">5.22</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S22020_V-83633479_ia" decimals="2" unitRef="pure">5.13</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasValor contextRef="FIM_S22020_V-83633479_ipp" decimals="0" unitRef="euro">1108866</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S22020_V-83633479_ipp" decimals="2" unitRef="pure">7.89</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S22020_V-83633479_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S22020_V-83633479_ipp" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S22020_V-83633479_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasValor contextRef="FIM_S22020_V-83633479_ipp" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S22020_V-83633479_ipp" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S22020_V-83633479_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S22020_V-83633479_ipp" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S22020_V-83633479_ia" decimals="2" unitRef="pure">5.13</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S22020_V-83633479_ipp" decimals="2" unitRef="pure">7.89</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:CodigoISIN contextRef="FIM_S22020_V-83633479_ia">US5763231090</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22020_V-83633479_ia">NL0000388619</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22020_V-83633479_ia">ACCIONES|UNILEVER</iic-com:InversionesFinancierasDescripcion>
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<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22020_V-83633479_ia">FR0000131906</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22020_V-83633479_ia">ACCIONES|RENAULT SA</iic-com:InversionesFinancierasDescripcion>
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<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S22020_V-83633479_ia" decimals="2" unitRef="pure">3.15</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S22020_V-83633479_ipp" decimals="2" unitRef="pure">2.32</iic-com:InversionesFinancierasPorcentaje>
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</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22020_V-83633479_ia">US88579Y1010</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S22020_V-83633479_ia" decimals="2" unitRef="pure">2.54</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S22020_V-83633479_ipp" decimals="2" unitRef="pure">2.87</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22020_V-83633479_ia">US74762E1029</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S22020_V-83633479_ia" decimals="2" unitRef="pure">4.33</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S22020_V-83633479_ipp" decimals="0" unitRef="euro">419105</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S22020_V-83633479_ipp" decimals="2" unitRef="pure">2.98</iic-com:InversionesFinancierasPorcentaje>
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</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22020_V-83633479_ia">US2441991054</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22020_V-83633479_ia">ACCIONES|DEERE</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S22020_V-83633479_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S22020_V-83633479_ia" decimals="0" unitRef="euro">373711</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S22020_V-83633479_ia" decimals="2" unitRef="pure">2.29</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S22020_V-83633479_ipp" decimals="0" unitRef="euro">237841</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S22020_V-83633479_ipp" decimals="2" unitRef="pure">1.69</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22020_V-83633479_ia">US17275R1023</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22020_V-83633479_ia">ACCIONES|CISCO SYSTEM</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S22020_V-83633479_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S22020_V-83633479_ia" decimals="0" unitRef="euro">193786</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S22020_V-83633479_ia" decimals="2" unitRef="pure">1.19</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S22020_V-83633479_ipp" decimals="0" unitRef="euro">220069</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S22020_V-83633479_ipp" decimals="2" unitRef="pure">1.57</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22020_V-83633479_ia">US1491231015</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22020_V-83633479_ia">ACCIONES|CATERPILLAR</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S22020_V-83633479_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S22020_V-83633479_ia" decimals="0" unitRef="euro">550269</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S22020_V-83633479_ia" decimals="2" unitRef="pure">3.37</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S22020_V-83633479_ipp" decimals="0" unitRef="euro">416693</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S22020_V-83633479_ipp" decimals="2" unitRef="pure">2.97</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22020_V-83633479_ia">NL0010273215</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22020_V-83633479_ia">ACCIONES|ASML HOLDING</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22020_V-83633479_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S22020_V-83633479_ia" decimals="0" unitRef="euro">496938</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S22020_V-83633479_ia" decimals="2" unitRef="pure">3.04</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S22020_V-83633479_ipp" decimals="0" unitRef="euro">457660</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S22020_V-83633479_ipp" decimals="2" unitRef="pure">3.26</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22020_V-83633479_ia">JP3893200000</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22020_V-83633479_ia">ACCIONES|MITSUI FUDOSAN</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.JPY contextRef="FIM_S22020_V-83633479_da">JPY</dgi-lc-int:Xcode_ISO4217.JPY>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S22020_V-83633479_ia" decimals="0" unitRef="euro">205059</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S22020_V-83633479_ia" decimals="2" unitRef="pure">1.26</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S22020_V-83633479_ipp" decimals="0" unitRef="euro">188966</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S22020_V-83633479_ipp" decimals="2" unitRef="pure">1.35</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22020_V-83633479_ia">JP3802400006</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22020_V-83633479_ia">ACCIONES|FANUC</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.JPY contextRef="FIM_S22020_V-83633479_da">JPY</dgi-lc-int:Xcode_ISO4217.JPY>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S22020_V-83633479_ia" decimals="0" unitRef="euro">542073</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S22020_V-83633479_ia" decimals="2" unitRef="pure">3.32</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S22020_V-83633479_ipp" decimals="0" unitRef="euro">428847</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S22020_V-83633479_ipp" decimals="2" unitRef="pure">3.05</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22020_V-83633479_ia">JP3783600004</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22020_V-83633479_ia">ACCIONES|EAST JAPAN RAILWAY</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.JPY contextRef="FIM_S22020_V-83633479_da">JPY</dgi-lc-int:Xcode_ISO4217.JPY>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S22020_V-83633479_ia" decimals="0" unitRef="euro">332490</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S22020_V-83633479_ia" decimals="2" unitRef="pure">2.04</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S22020_V-83633479_ipp" decimals="0" unitRef="euro">277363</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S22020_V-83633479_ipp" decimals="2" unitRef="pure">1.97</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22020_V-83633479_ia">JP3421800008</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22020_V-83633479_ia">ACCIONES|SECOM CO</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.JPY contextRef="FIM_S22020_V-83633479_da">JPY</dgi-lc-int:Xcode_ISO4217.JPY>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S22020_V-83633479_ia" decimals="0" unitRef="euro">210961</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S22020_V-83633479_ia" decimals="2" unitRef="pure">1.29</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S22020_V-83633479_ipp" decimals="0" unitRef="euro">217585</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S22020_V-83633479_ipp" decimals="2" unitRef="pure">1.55</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22020_V-83633479_ia">IT0003132476</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22020_V-83633479_ia">ACCIONES|ENI</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22020_V-83633479_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S22020_V-83633479_ia" decimals="0" unitRef="euro">286358</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S22020_V-83633479_ia" decimals="2" unitRef="pure">1.75</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S22020_V-83633479_ipp" decimals="0" unitRef="euro">284415</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S22020_V-83633479_ipp" decimals="2" unitRef="pure">2.03</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22020_V-83633479_ia">GB0007188757</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22020_V-83633479_ia">ACCIONES|RIO TINTO</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.GBP contextRef="FIM_S22020_V-83633479_da">GBP</dgi-lc-int:Xcode_ISO4217.GBP>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S22020_V-83633479_ia" decimals="0" unitRef="euro">470493</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S22020_V-83633479_ia" decimals="2" unitRef="pure">2.88</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S22020_V-83633479_ipp" decimals="0" unitRef="euro">386636</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S22020_V-83633479_ipp" decimals="2" unitRef="pure">2.75</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22020_V-83633479_ia">FR0000121972</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22020_V-83633479_ia">ACCIONES|SCHNEIDER</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22020_V-83633479_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S22020_V-83633479_ia" decimals="0" unitRef="euro">697970</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S22020_V-83633479_ia" decimals="2" unitRef="pure">4.28</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S22020_V-83633479_ipp" decimals="0" unitRef="euro">583392</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S22020_V-83633479_ipp" decimals="2" unitRef="pure">4.15</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22020_V-83633479_ia">FR0000121667</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22020_V-83633479_ia">ACCIONES|ESSILOR INTERNATIONA</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22020_V-83633479_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S22020_V-83633479_ia" decimals="0" unitRef="euro">344385</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S22020_V-83633479_ia" decimals="2" unitRef="pure">2.11</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S22020_V-83633479_ipp" decimals="0" unitRef="euro">308475</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S22020_V-83633479_ipp" decimals="2" unitRef="pure">2.20</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22020_V-83633479_ia">FR0000120644</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22020_V-83633479_ia">ACCIONES|DANONE</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22020_V-83633479_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S22020_V-83633479_ia" decimals="0" unitRef="euro">220416</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S22020_V-83633479_ia" decimals="2" unitRef="pure">1.35</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S22020_V-83633479_ipp" decimals="0" unitRef="euro">252396</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S22020_V-83633479_ipp" decimals="2" unitRef="pure">1.80</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22020_V-83633479_ia">FR0000120578</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22020_V-83633479_ia">ACCIONES|SANOFI</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22020_V-83633479_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S22020_V-83633479_ia" decimals="0" unitRef="euro">306930</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S22020_V-83633479_ia" decimals="2" unitRef="pure">1.88</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S22020_V-83633479_ipp" decimals="0" unitRef="euro">353535</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S22020_V-83633479_ipp" decimals="2" unitRef="pure">2.52</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22020_V-83633479_ia">FR0000120271</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22020_V-83633479_ia">ACCIONES|TOTAL</iic-com:InversionesFinancierasDescripcion>
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<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S22020_V-83633479_ia" decimals="2" unitRef="pure">2.14</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22020_V-83633479_ia">FR0000120073</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S22020_V-83633479_ia" decimals="2" unitRef="pure">2.29</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S22020_V-83633479_ipp" decimals="0" unitRef="euro">357337</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S22020_V-83633479_ipp" decimals="2" unitRef="pure">2.54</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22020_V-83633479_ia">DE000BASF111</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S22020_V-83633479_ia" decimals="2" unitRef="pure">1.78</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S22020_V-83633479_ipp" decimals="2" unitRef="pure">1.60</iic-com:InversionesFinancierasPorcentaje>
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</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22020_V-83633479_ia">DE0007236101</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22020_V-83633479_ia">ACCIONES|SIEMENS</iic-com:InversionesFinancierasDescripcion>
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<iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S22020_V-83633479_ia" decimals="2" unitRef="pure">1.69</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S22020_V-83633479_ipp" decimals="0" unitRef="euro">246186</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S22020_V-83633479_ipp" decimals="2" unitRef="pure">1.75</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22020_V-83633479_ia">CH0012005267</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22020_V-83633479_ia">ACCIONES|NOVARTIS</iic-com:InversionesFinancierasDescripcion>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S22020_V-83633479_ia" decimals="0" unitRef="euro">208806</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S22020_V-83633479_ia" decimals="2" unitRef="pure">1.28</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S22020_V-83633479_ipp" decimals="2" unitRef="pure">1.49</iic-com:InversionesFinancierasPorcentaje>
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</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22020_V-83633479_ia">BE0003470755</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22020_V-83633479_ia">ACCIONES|SOLVAY</iic-com:InversionesFinancierasDescripcion>
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<iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S22020_V-83633479_ia" decimals="2" unitRef="pure">3.09</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S22020_V-83633479_ipp" decimals="0" unitRef="euro">277914</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S22020_V-83633479_ipp" decimals="2" unitRef="pure">1.98</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22020_V-83633479_ia">AN8068571086</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S22020_V-83633479_ia" decimals="2" unitRef="pure">2.79</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S22020_V-83633479_ipp" decimals="2" unitRef="pure">2.00</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasValor contextRef="FIM_S22020_V-83633479_ia" decimals="0" unitRef="euro">9581243</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S22020_V-83633479_ia" decimals="2" unitRef="pure">58.70</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasValor contextRef="FIM_S22020_V-83633479_ipp" decimals="0" unitRef="euro">7972609</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S22020_V-83633479_ipp" decimals="2" unitRef="pure">56.76</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasValor contextRef="FIM_S22020_V-83633479_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S22020_V-83633479_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S22020_V-83633479_ipp" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S22020_V-83633479_ipp" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasValor contextRef="FIM_S22020_V-83633479_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S22020_V-83633479_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S22020_V-83633479_ipp" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S22020_V-83633479_ipp" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasValor contextRef="FIM_S22020_V-83633479_ia" decimals="0" unitRef="euro">9581243</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S22020_V-83633479_ia" decimals="2" unitRef="pure">58.70</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S22020_V-83633479_ipp" decimals="0" unitRef="euro">7972609</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S22020_V-83633479_ipp" decimals="2" unitRef="pure">56.76</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S22020_V-83633479_ia">IE00BYZJ9B37</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22020_V-83633479_ia">PARTICIPACIONES|THE OPTIMA STAR FUND</iic-com:InversionesFinancierasDescripcion>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S22020_V-83633479_ia" decimals="0" unitRef="euro">154801</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S22020_V-83633479_ia" decimals="2" unitRef="pure">0.95</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S22020_V-83633479_ipp" decimals="0" unitRef="euro">166263</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S22020_V-83633479_ipp" decimals="2" unitRef="pure">1.18</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S22020_V-83633479_ia">LU1834983477</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22020_V-83633479_ia">PARTICIPACIONES|LYXOR INDEX FUND - L</iic-com:InversionesFinancierasDescripcion>
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<iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S22020_V-83633479_ia" decimals="2" unitRef="pure">2.63</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S22020_V-83633479_ipp" decimals="0" unitRef="euro">375240</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S22020_V-83633479_ipp" decimals="2" unitRef="pure">2.67</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S22020_V-83633479_ia">IE00B0MTTV84</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22020_V-83633479_ia">PARTICIPACIONES|GAVEKAL ASIAN OPPOR</iic-com:InversionesFinancierasDescripcion>
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<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S22020_V-83633479_ia" decimals="2" unitRef="pure">1.75</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S22020_V-83633479_ipp" decimals="0" unitRef="euro">258170</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S22020_V-83633479_ipp" decimals="2" unitRef="pure">1.84</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasIICTotal>
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<iic-com:InversionesFinancierasValor contextRef="FIM_S22020_V-83633479_ia" decimals="0" unitRef="euro">869791</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S22020_V-83633479_ia" decimals="2" unitRef="pure">5.33</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S22020_V-83633479_ipp" decimals="0" unitRef="euro">799673</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S22020_V-83633479_ipp" decimals="2" unitRef="pure">5.69</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S22020_V-83633479_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S22020_V-83633479_ipp" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S22020_V-83633479_ipp" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasValor contextRef="FIM_S22020_V-83633479_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S22020_V-83633479_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S22020_V-83633479_ipp" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S22020_V-83633479_ipp" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:XCode_OperativaDerivadosObjetivo_01 contextRef="FIM_S22020_V-83633479_ia">01</iic-com:XCode_OperativaDerivadosObjetivo_01>
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<iic-com:OperativaDerivadosObligacionesTipoCambioImporteTotal contextRef="FIM_S22020_V-83633479_ia" decimals="0" unitRef="euro">5095892</iic-com:OperativaDerivadosObligacionesTipoCambioImporteTotal>
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</iic-com:OperativaDerivadosPosiciones>
</iic-fim:InversionesFinancierasFIM>
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<iic-com-fon:HechoRelevanteReanudacionSuscripciones contextRef="FIM_S22020_V-83633479_da">false</iic-com-fon:HechoRelevanteReanudacionSuscripciones>
<iic-com-fon:HechoRelevanteReembolsoPatrimonio contextRef="FIM_S22020_V-83633479_da">false</iic-com-fon:HechoRelevanteReembolsoPatrimonio>
<iic-com:HechoRelevanteEndeudamiento contextRef="FIM_S22020_V-83633479_da">false</iic-com:HechoRelevanteEndeudamiento>
<iic-com-fon:HechoRelevanteCambioGestora contextRef="FIM_S22020_V-83633479_da">false</iic-com-fon:HechoRelevanteCambioGestora>
<iic-com-fon:HechoRelevanteCambioDepositaria contextRef="FIM_S22020_V-83633479_da">false</iic-com-fon:HechoRelevanteCambioDepositaria>
<iic-com-fon:HechoRelevanteCambioControlGestora contextRef="FIM_S22020_V-83633479_da">false</iic-com-fon:HechoRelevanteCambioControlGestora>
<iic-com:HechoRelevanteCambioEsencial contextRef="FIM_S22020_V-83633479_da">false</iic-com:HechoRelevanteCambioEsencial>
<iic-com-fon:HechoRelevanteAutorizacionFusion contextRef="FIM_S22020_V-83633479_da">false</iic-com-fon:HechoRelevanteAutorizacionFusion>
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</iic-fim:HechosRelevantesFIM>
<iic-com:ExplicacionHechosRelevantes contextRef="FIM_S22020_V-83633479_da">No aplicable.</iic-com:ExplicacionHechosRelevantes>
<iic-fim:OperacionesVinculadasFIM>
<iic-com-fon:OperacionesVinculadasParticipesSignificativos contextRef="FIM_S22020_V-83633479_da">false</iic-com-fon:OperacionesVinculadasParticipesSignificativos>
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<iic-com:OperacionesVinculadasAvales contextRef="FIM_S22020_V-83633479_da">false</iic-com:OperacionesVinculadasAvales>
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<iic-com:OperacionesVinculadasIngresosEnElGrupo contextRef="FIM_S22020_V-83633479_da">false</iic-com:OperacionesVinculadasIngresosEnElGrupo>
<iic-com:OperacionesVinculadasOtros contextRef="FIM_S22020_V-83633479_da">false</iic-com:OperacionesVinculadasOtros>
</iic-fim:OperacionesVinculadasFIM>
<iic-com:AnexoOperacionesVinculadas contextRef="FIM_S22020_V-83633479_da">g) Las cantidades percibidas por las entidades del grupo en concepto de comisiones de intermediación y liquidación de operaciones han sido 0,00, lo que supone un 0,00%.&#13;
&#13;
&#13;
Nota: El período de las operaciones relacionadas corresponde al del Informe, y los porcentajes se refieren al Patrimonio Medio de la IIC en el periodo de referencia.</iic-com:AnexoOperacionesVinculadas>
<iic-com:ExplicacionInformePeriodico contextRef="FIM_S22020_V-83633479_da">1. SITUACION DE LOS MERCADOS Y EVOLUCIÓN DEL FONDO.

a) Visión de la gestora/sociedad sobre la situación de los mercados.

Este año 2020, sin duda alguna, quedará marcado por la terrible crisis sanitaria causada por el coronavirus COVID-19 y los devastadores efectos sociales y económicos que ha traído consigo debido a su propagación global y a las fuertes restricciones que se han visto obligados a imponer los gobiernos de los países más afectados. 

Durante el primer semestre del año, tras su brote en China, el virus se extendió por Europa y EE. UU., y más tarde llegó también a zonas como Sudamérica, India o Sudáfrica, entre otros. Estos acontecimientos históricos generaron gran volatilidad en todos los mercados financieros durante el primer trimestre del año: el desplome de las bolsas (entre el 19 de febrero y el 18 de marzo el Eurostoxx-50 perdió el -38,27%, el S&amp;P 500 perdió el -29%).

Los sectores más castigados por la pandemia y por las restricciones a la movilidad y los confinamientos domiciliarios impuestos en respuesta a la misma, han sido principalmente la hostelería y pequeños comercios, el turismo (este verano cayó un 75% respecto al año anterior), y el sector energético. Durante el mes de mayo el precio del petróleo se desplomó, llegando incluso a cotizar puntualmente en negativo en el mercado de futuros (-40$/barril).

Las autoridades monetarias y fiscales reaccionaron con rapidez y contundencia. Las cifras anunciadas por los bancos centrales para comprar activos financieros y por los gobiernos para planes de estímulo son descomunales. En Europa, con el objetivo de acelerar la recuperación, la UE anunció un plan histórico para la concesión de créditos y subvenciones no reembolsables para ayudar a las regiones y sectores más afectados por la crisis. En EE.UU. el gobierno también anunció monumentales planes de ayuda pública. Los principales Bancos Centrales están interviniendo desde entonces agresivamente en el mercado con inyecciones de liquidez casi ilimitada y actuando como compradores de último recurso. La Reserva Federal americana anunció que flexibilizará su objetivo de inflación, lo que supone reconocer que mantendrá bajos los tipos de interés aunque la inflación se acelere.


Durante el último trimestre del año, las noticias de los avances en el desarrollo de las vacunas contra la COVID-19, así como los prometedores datos sobre su eficacia y su  aprobación por parte de las principales agencias de medicamentos, trajeron un enorme optimismo a los mercados financieros. Eso sumado a las ya comentadas actuaciones por parte de los bancos centrales y los planes de ayuda de los gobiernos, y al resultado de las elecciones americanas al final del año (en las que resultó ganador el candidato del partido demócrata Joe Biden), hizo que los mercados recuperaran prácticamente todo lo perdido en el año. Así, nuestros principales índices se revalorizaron fuertemente en el semestre: un 9,85% el Eurostoxx-50 europeo, un 21,15% el S&amp;P-500 americano y un 23,13% el Nikkei-225 japonés. La rentabilidad anual de 2020 queda finalmente en negativo en Europa, pero en positivo en EE.UU. y Japón: -5,14%, 16,26%, y 16,01%, respectivamente. El Ibex-35 cierra el año en negativo: -15,45%.

Sin embargo, a pesar de la recuperación de los mercados y el optimismo de los últimos meses, la evolución de la pandemia sigue generando muchas incertidumbres: nuevas cepas del virus, el ritmo de vacunación de la población, efectividad real de la vacuna, cuándo llegará la esperada "inmunidad de rebaño" etc. Y a estas se unen las económicas: el endeudamiento se ha disparado en todo el mundo y no se espera que el crecimiento económico se recupere plenamente en el corto plazo, si bien es cierto que el extraordinario volumen de dinero creado por los bancos centrales de momento no se está traduciendo en un repunte de las expectativas de inflación, riesgo que debemos tener presente a medio plazo. La guerra comercial entre EE.UU. y China sigue activa y todavía se desconoce la postura negociadora del nuevo gobierno americano, etc. 

b) Decisiones generales de inversión adoptadas.

A pesar de la llegada de las vacunas, la pandemia está lejos de estar controlada, continúan las restricciones, confinamientos parciales, limitaciones de movilidad, etc. Por tanto, nos parece evidente que la recuperación económica se está retrasando día a día y probablemente la crisis social y económica a corto o incluso a medio plazo sea devastadora, a pesar de los grandes esfuerzos de bancos centrales y gobiernos. Seguimos, por ello, con nuestra estrategia extremadamente prudente. 

A principio del semestre contratamos una cobertura sobre parte de la renta variable europea, que venció sin valor en septiembre al seguir subiendo los mercados. Hemos aprovechamos caídas puntuales de los mercados para aumentar o comprar la posición en valores que creemos que van a salir reforzados de la crisis económica. Y, finalmente, hemos ido rebajando el nivel de riesgo de nuestras carteras a medida que han ido recuperando los mercados.

c) Índice de referencia.

El índice que tomamos como referencia sobre la renta variable, de retorno absoluto, cerró el semestre con una rentabilidad 13,14%, y cierra en año con una rentabilidad negativa de -1,02%.

Los índices de referencia se utilizan en términos meramente informativos o comparativos, sin condicionar la libertad de los gestores.

d) Evolución del Patrimonio, participes, rentabilidad y gastos de la IIC.

Nuestro fondo, a pesar de las turbulencias de este fatídico año, ha conseguido recuperar las pérdidas del primer trimestre y cerrar el año en positivo, gracias a nuestra estrategia y nuestra diversificación geográfica: PROFIT BOLSA asciende en el semestre un 17,05%. El porcentaje de exposición a la renta variable está prácticamente en el 77,24%. El patrimonio del fondo aumentó un 16% hasta 16.323.426,54Ђ. El número de partícipes también ha aumentado en 1 partícipe, hasta 197.

Los gastos directos soportados por el fondo durante el año 2020, calculados sobre su patrimonio medio, han sido de 1,09%.

e) Rendimiento del fondo en comparación con el resto de fondos de la gestora.

El resto de los fondos gestionados por la gestora se comportaron de forma semejante durante el semestre, teniendo en cuenta la diferente vocación inversora de cada uno.

2. INFORMACION SOBRE LAS INVERSIONES.

a) Inversiones concretas realizadas durante el periodo.

Respecto a las inversiones realizadas este semestre, la exposición directa a la renta variable se sitúa en el 77,24% al final del semestre. Respecto a la distribución geográfica, los cambios son los siguientes: la renta variable española ha aumentado hasta el 11,31% (10,78% en junio) del patrimonio del fondo, el peso del resto de Europa ha descendido  hasta 34,89% (37,02%). El peso de EE.UU. aumenta hasta 18,77% (desde el 15,10% en junio) y Japón se mantiene prácticamente igual: el 11,45% en junio hasta el 11,26% en diciembre.
 
Las operaciones de renta variable han sido tanto de compra como de venta. Se han comprado acciones de EAST JAPAN RAILWAY, MASTEC INC, SCHLUMBERGER y SOLVAY. Se han vendido acciones de ASML, SIEMENS ENERGY, SIEMENS GAMESA y UNILEVER.

Las cinco posiciones con la mayor aportación a la rentabilidad del fondo en el semestre han sido, por orden: SIEMENS GAMESA, QUANTA SERVICES, JOHN DEERE, GESTAMP AUTOMOCION, CATERPILLAR. Las cinco posiciones con la mayor aportación negativa a la rentabilidad del fondo en el semestre han sido: SANOFI, DANONE, EAT JAPAN RAILWAY, CISCO SYSTEMS, TALGO.

No se han contratado depósitos.

Hubo una operación de renta fija privada, la compra de un bono flotante con vencimiento en 2022, de BCPE. 

No hubo nuevas inversiones en renta fija pública.

b) Operativa de préstamo de valores.
N/A

c) Operativa en derivados y adquisición temporal de activos.

Las operaciones en derivados materializadas por el fondo durante el semestre han sido con finalidad de cobertura (futuros de divisas y opciones Put sobre índice); y de inversión (las compras de futuros sobre índices). El grado de cobertura del fondo en el semestre, medido por el valor de las posiciones de contado entre el patrimonio de la IIC, ha sido del 98,647%.

Como comentamos antes, comenzamos la cobertura sobre parte de la renta variable europea a principios de marzo, Inmediatamente después de la llegada del coronavirus al norte de Italia. Se realizaron primero operaciones de opciones Put sobre el Índice Eurostoxx-50 sobre un 25%, aproximadamente, de la cartera de renta variable. Al final del segundo trimestre, en vista del aumento de la incertidumbre sobre el desarrollo y el final de la crisis sanitaria, se aumentó la cobertura de la cartera de renta variable a través de compras de opciones Put, esta vez a nivel 3.100 con vencimiento a septiembre. Una vez vencido, no se renovó dicha cobertura.  

Se ha reducido la posición de los futuros en el índice Topix japonés.

Se ha cubierto buena parte del riesgo de divisa: mantenemos la cobertura de la exposición al dólar americano y del yen japonés en el 75%, ambos mediante la compra de futuros de divisa.

Para el cálculo de la exposición a instrumentos derivados el fondo emplea la metodología de compromiso. No existen riesgos que por la realización de la operativa que de conformidad con Norma 4ª de la Circular 6/2010 no estén incluidos en el cálculo del importe comprometido y puedan suponer una exposición total al riesgo de mercado superior al patrimonio de la IIC. A 31 de diciembre de 2020 el importe comprometido en las posiciones futuros con objetivo de inversión era de 285.742,79 euros (un 1,75% del patrimonio del fondo), consistentes en futuros comprados sobre el índice japonés Topix.

El apalancamiento medio del fondo a lo largo del periodo ha sido del 2,70% del importe comprometido sobre patrimonio.

d) Otra información sobre inversiones.

No se han realizado operaciones que puedan considerarse recogidas en el artículo 48.1.j) del RIIC. Las inversiones en otras IICs que sí están regulados bajo la normativa UCITS y en cuyo folleto se establece que no podrán invertir más del 10% de su patrimonio en otras IICs (de las incluidas en el artículo 48.1.c), suponen un 5,33% del patrimonio del fondo al finalizar el periodo. Tampoco se han realizado operaciones con productos estructurados.

No existen inversiones en litigio.

3. EVOLUCION DEL OBJETIVO CONCRETO DE RENTABILIDAD.

N/A

4. RIESGO ASUMIDO POR EL FONDO.

El fondo ha asumido un riesgo durante este año 2020, medido por la volatilidad de su valor liquidativo del 17,67%, frente a la volatilidad de su índice de referencia, que fue del 30,63%, un 34,16% la del Ibex-35, y la volatilidad de la Letra del Tesoro a un año ha sido del 0,44% a lo largo del año. 

5. EJERCICIO DERECHOS POLITICOS.

Los fondos bajo gestión de Gesprofit, SGIIC, no tienen participaciones superiores al 1% del capital social, con más de un año de antigüedad, en ninguna sociedad española, por lo que no tienen la obligación de ejercer los derechos de asistencia y voto en las Juntas Generales de éstas. 

6. INFORMACION Y ADVERTENCIAS CNMV.

N/A

7. ENTIDADES BENEFICIARIAS DEL FONDO SOLIDARIO E IMPORTE CEDIDO A LAS MISMAS.

N/A

8. COSTES DERIVADOS DEL SERVICIO DE ANALISIS.

El fondo no soporta los gastos de prestación del servicio de análisis financiero, sino que es la propia Gestora la que asume dicho gasto.

9. COMPARTIMENTOS DE PROPOSITO ESPECIAL (SIDE POCKETS).

N/A

10. PERSPECTIVAS DE MERCADO Y ACTUACION PREVISIBLE DEL FONDO.

Como hemos comentado al principio, la llegada de las distintas vacunas nos hace sentirnos esperanzados respecto a la evolución de la crisis sanitaria a medio plazo. Económicamente, el apoyo incondicional de los Gobiernos y de los principales Bancos Centrales está ayudando a amortiguar las consecuencias más inmediatas de la profunda crisis económica y social desencadenada tras las múltiples restricciones impuestas desde marzo para tratar de contener el contagio. Al final del año, por fin se dio vía libre al mayor fondo de recuperación de la historia de la Unión Europea, por valor de 2 billones de Euros, que podría empezar a materializarse en junio de 2021 mientras que el Congreso de EE.UU. aprobó un nuevo paquete de rescate de 900.000 millones de dólares. 

No cabe duda de que esta reacción tan contundente de los principales Bancos Centrales y de los gobiernos, la Unión Europea, con políticas y planes de ayuda para luchar contra la recesión que está provocando esta paralización global de la economía será de gran ayuda, pero es probable que no sean suficientes. Además, que como decíamos, estas medidas han disparado el endeudamiento de los gobiernos, lo que probablemente podría provocar más inestabilidad económica en un futuro. 

Por todo ello, como venimos diciendo y haciendo, creemos que la mejor estrategia en estas circunstancias es mantener la prudencia, con un grado de exposición a la renta variable contenido, cubrir la cartera si los mercados alcanzaran valoraciones que consideremos desorbitadas, y aprovechar las caídas que se puedan producir para incorporar valores nuevos o aumentar alguna de las inversiones actuales en los sectores menos dañados por la paralización de la economía.
</iic-com:ExplicacionInformePeriodico>
<iic-com:AdvertenciasCNMV contextRef="FIM_S22020_V-83633479_da">No aplicable.</iic-com:AdvertenciasCNMV>
<iic-com:InformacionPoliticaRemuneracion contextRef="FIM_S22020_V-83633479_da">La cuantía total de la remuneración bruta devengada por todo el personal de Gesprofit SAU SGIIC -la Sociedad Gestora-, en el ejercicio 2020 ha ascendido a 640 miles de euros, correspondiente en su totalidad a remuneración fija. El número de beneficiarios asciende a 9 empleados. No existe remuneración ligada a la comisión de gestión variable. El importe agregado de la remuneración bruta devengada, desglosado entre alta dirección (4 personas) y empleados de la Sociedad Gestora cuya actuación tiene una incidencia material en el perfil de riesgo de las IIC (3 personas), ha ascendido a 395 miles de euros y 296 miles de euros, respectivamente. Todas las remuneraciones son fijas. La política de remuneraciones de la Gestora establece que no existe remuneración variable para ningún empleado. De la revisión llevada a cabo durante el año 2020 de la política de remuneraciones se ha concluido que se han cumplido los principios establecidos en la misma y por tanto no ha sido necesario realizar modificaciones. No se dispone de desglose de remuneraciones en relación con cada fondo.
</iic-com:InformacionPoliticaRemuneracion>
<iic-com:InformacionReglamentoUE_2015_2365 contextRef="FIM_S22020_V-83633479_da">No aplicable.</iic-com:InformacionReglamentoUE_2015_2365>
</iic-fim:DatosFondoCompartimentoFIM>
</iic-fim:InformeFIM>
<iic-ges:ComparativaRentabilidadMedia>
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<iic-ges:ComparativaVocacionMixtoInternacionalRentabilidad contextRef="FIM_S22020_V-83633479_da" decimals="2" unitRef="pure">0.00</iic-ges:ComparativaVocacionMixtoInternacionalRentabilidad>
<iic-ges:ComparativaVocacionRentaVariableMixtaEuroPatrimonio contextRef="FIM_S22020_V-83633479_da" decimals="0" unitRef="euro">0</iic-ges:ComparativaVocacionRentaVariableMixtaEuroPatrimonio>
<iic-ges:ComparativaVocacionRentaVariableMixtaEuroParticipes contextRef="FIM_S22020_V-83633479_da" decimals="0" unitRef="pure">0</iic-ges:ComparativaVocacionRentaVariableMixtaEuroParticipes>
<iic-ges:ComparativaVocacionRentaVariableMixtaEuroRentabilidad contextRef="FIM_S22020_V-83633479_da" decimals="2" unitRef="pure">0.00</iic-ges:ComparativaVocacionRentaVariableMixtaEuroRentabilidad>
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<iic-ges:ComparativaVocacionRentaVariableMixtaInternacionalParticipes contextRef="FIM_S22020_V-83633479_da" decimals="0" unitRef="pure">450</iic-ges:ComparativaVocacionRentaVariableMixtaInternacionalParticipes>
<iic-ges:ComparativaVocacionRentaVariableMixtaInternacionalRentabilidad contextRef="FIM_S22020_V-83633479_da" decimals="2" unitRef="pure">6.76</iic-ges:ComparativaVocacionRentaVariableMixtaInternacionalRentabilidad>
<iic-ges:ComparativaVocacionRentaVariableEuroPatrimonio contextRef="FIM_S22020_V-83633479_da" decimals="0" unitRef="euro">0</iic-ges:ComparativaVocacionRentaVariableEuroPatrimonio>
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