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[/img][br]Le pliage de la fractale de cubes se réalise dans un rectangle de Barlong de longueur L. [br][br]La figure à réaliser : [img]data:image/png;base64,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[/img][br][br][img]data:image/png;base64,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[/img] [b]Créer un curseur L[/b][br][img]data:image/png;base64,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[/img] [b]C[/b][b]onstruire d'un rectangle de Barlong[/b][br][img]data:image/png;base64,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[/img] [b]Placer les milieux de segments et centres des carrés[br][img]data:image/png;base64,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[/img] Tracer les segments avec l'outil "languettes"[/b][br][img]data:image/png;base64,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[/img] [b]Créer un outil "Répéter tracés"[/b][br][img]data:image/png;base64,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[/img] [b]Utiliser le nouvel outil[br][/b][b][img]data:image/png;base64,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[/img] Enregistrer en ggb et exporter en SVG[/b][table][tr][td]1. Créer L, un curseur [size=200][icon]https://www.geogebra.org/images/ggb/toolbar/mode_slider.png[/icon][/size] "Nombre" pour la longueur du rectangle[b][br]Nom[/b] L = 3 [b]Intervalle[/b] min 3 max 21 Incrément 0.1[br]2. Se remettre en mode souris [icon]/images/ggb/toolbar/mode_move.png[/icon] et déplacer le point (curseur) sur son segment afin d'avoir L = 20.5[br]-----[br]3. Placer un point A puis un segment de longueur donnée L.[br]On obtient le segment [AB] de longueur L[br]4. Construire le rectangle de Barlong (deux carrés accolés) de longueur L nommé ABFE[br]-----[br]5. Placer les milieux des segments [AB], [EF], [GC], [AC] et [CB] nommés respectivement C, G, H, M et K[br]6. Placer les centres des carrés ACGE et CBFG nommés respectivement I et J[br]7. À l'aide de l'outil Languettes, tracer les segments [GC], [IM] et [JK] en pointillé et le segments [IJ] ainsi que ABFE en trait plein comme sur la figure ci-contre[br]8. Créer un nouvel outil "Répéter tracés" (clic sur les trois traits horizontaux du menu en haut à droite puis outils) dont les objets initiaux sont les points A et B et les finaux sont les points M, K, I, J, C, H, [IJ], [IM] et [JK] avec en information : "Deux points"[br]-----[br]9. Utiliser le nouvel outil pour continuer la figure et obtenir (au minimum à cette itération) celle située au-dessus du texte [br]------[br]10. Désafficher tous les points ainsi que le curseur[br]11. Ne conserver que la fenêtre "Graphique" et zoomer le plus possible sur la figure. Elle doit apparaître entièrement à l'écran.[br]12. Exporter en ggb puis exporter en SVG[br][br][br][br][br][br][/td][td][img]data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAasAAAEsCAYAAAB9pJwNAAAgAElEQVR4Xu1dCbxN1Rde5kjmIco8z0RCGpBKIUpJ5iYkSlLyj4ho0KwSlRKliYgMTSJTk3nMPBYyz+N/ffs6r/vuu8M599377vTt3+8l3j57+M46+9tr7bXWTndei7AQASJABIgAEYhiBNKRrKL47XBoRIAIEAEiYBAgWVEQiAARIAJEIOoRIFlF/SviAIkAESACRCDdfffdxzMrygERIAJEgAhEFIETJ07Igw8+KNdee63XcVCziujrYedEgAgQASJgIdC2bVsZP368d7JSNqNmRVkhAkSACBCBiCKQJUsWUUufvP/++97J6uTJk4as7Hiwp0uXLmSTiff+7GAaSjzZn3oLhVA+oxFPjCmUc4zGbzBkCwwbijkEApLVjh07zmfIkEFy5Mgh+NObAKdPn16OHj0qx44dS/XHgvbTsj/rA8f8MmbM6Hd+x48fD8kLxhwvuugiyZ49u8/+gCV+QlEC9WctvIcPH5bTp0+H5B1CsC655BKfmxyMKdT9AU9/Bf2dOnUq1fOz+sD8MmfO7HOOoe4P8wOu3r5BkBTmhj5DVdK6v4svvliyZs0q586dC9UU2E4cIRCQrKw4q927d5sPM1u2bMk+Fnwke/bskVy5cgmELRQFH+PevXslU6ZMXvvD73LmzBny/kBWmIP7YoD5/fvvv2bhDbQYOpk7iG///v2SJ0+eZIsn+tu3b58ZB/oMVUF/Bw4cMO8Jmwv3gkUOm418+fIZwg5FUY3czAPvCZuPcPeHOeA9eevvzJkzZhHPmzevkalQFbw/tI0+3WUG/3bo0CHTH76ZUBW8P8wT79BTRg8ePGjeXe7cuUPVnaBNvEfMz71ARjE/vNdQ94dDdLRpR6sL2UTZUEwgYJusMBsQFhZQa7GzFtb8+fOnWJBCMXuQIBZta7FDf1ggsAiEalF1HydIEDs7q230hwUCH08oFzmrT3yQ//zzjyEs/D/6wwIBLQ8vJtQFffz9998GP2sxwJ9YeAoUKBDq7kwfmJ/nggZMCxYsGPP9YQJHjhwx2ig2cSiYM95hOObnrT/8GzYi+CYhN6Eu2MSAsNytACAUFE8SC0XfmAssCv608lD0wzZiDwFHZOVtcQV5BPwwx4wRKVZMpGFDRwgF3Z+jXpJXxmLuTh625peK/qB9wCQIQrbIOCCeqegPRAHiBSGjP2gclrknFc36fBT9oS+L7LH4YUOAH5RffvnFePe88847IekexIt5WRoNFj8IudVfSDrxaMQiZMgrFnJLQw9HX2jTvb+0kBnP/iCzl156qd/pbdq0SUqUKJGiDvDBN1WoUCGfz7v3Fy4M471dyIWlVJw9ezYupuuIrDDjnTt3GnORpQlgMbK1K+/cWQSk5bAE3Z9HP/1efVWurFZNWgYgzFD1Z3ea+HDxEiyyso2nWwdYALCAFC5cOGC32PWjL5CHZc6BWSkcmioG404eFjlaZz3WYD/66COjwT7yyCMBxx+oAsgQZjhsANAfNB9o5+HQVK2xuC+uIEf0jZ9wlUBkhSOfo0fPqbZ3Wt916jV0z/5gbvVHNpj31q1bpWjRoikggJbmqVkPffFFKanEdvedd5r6JKvgJQffsWWJ2r59u/l/613BAhDL54FpR1Z33SXy+eeO30IoyKNXu/YydPw46au9P6qmzBJqtvRVgu0Pi+SsWbMMmcPMdt111wX8oDGGYMkKH3S/fv3MYnz55ZcLTLEbN24UCCiC5vr2xWxTFm9kBXOOUzPnjz9OlUaNxkurVlnkiy8+9ImnHbLCw08++aS210huvPFGxzLi/oAnWeHvMNGlJVmlpSbnTbNaseK03NX6vPR4dJ90e8C/BmQH7KDIats2KVqkSECy+n3RIvnyscfkRzX5j/7yS6lWtWqak5XlWBUJDQTaDzb+oTijg9xtU9yx+Zs/f35Sm7AyNG7cWDp27GjMq9gwhKKg3dR6nwJzbC7tlLQjq8d6ibzyqp0xJatjhzyO6YTfHTlSenbvLtZR/qEdG2XTD1/J/lULZMgLk+R7bfVj/Sk8Z440uuaakJEVCKJr165Svnx5adGihRTRDxRnbTNmzJC5c+fKoEGDfEZcB0tWTzzxhDE3vf76616FZfr06fLyyy/L999j1slLqMgqc+Z79KzmE238I1m7toKULVvbK6Z2yQoP36k76xdeeEFKlizpWE6sB2KVrL744gszfzslkGalSo1uZI5J7Wyjpeeoh7XJ5A4udvpwr+OYrHTx3bpjhxTVTZRn8dSsXtZvNr9uIA+odt9z9GhTPa00K8tc/Oeff5pFHGbLtCQsEJV6W5u+ca4LzSfYgoUcm2V893Xr1hUEz5YuXdoQwapVq0xsEkyzzz33nFTVDUFqCQtENW/ePEOMwZrYYYWANaVChQq2CCvNyOqzF5+R10bOlPe+fVsqlb/C9juxQ1b3qLnnOW3xsQIFpce918r+bRslT6lKctmVjaRQlatku2o7/QcOk3PbFsvEVXv89m2nP6uBN954w2gzr732ms82R40aJQsXfi/r1okMGNBGNYeWyera1axmzpyq2kEm+fTTL+TZZ5/zek64detf8vPPP0v79vcbDQ8LPwjNvYSKrCpXaSArV3TQpr9SwR+vZ0TJPcasPp2QFZ5p0qSJfPPNN37Nkn015coaXdiuV/PRo336JJtfOMhqjJqvsRAgIPGGG25I8a49zYBONStolS/qXLC4/PXXXwG/jUBkldTA+tUib44UFVAEYAVs11cFR2T100+ik5B9ujDmadZMpF69ZM26k9Xy1atl7uOPSwY1XRXSDV9zffdpRVawJGAhh6ytX79e7lLLT/HixVMsmqHSejAvTy0EJrotW7YYbeiyyy5LIkunWhaIY+3atWbhf+ihh+S2224z5j5LY7FM/iNGjJCZM2fKBx98YMgxNcRskSPWPsu5yKmA4VsdMmSI1KhRwxZRpwlZnTmzR81MOEAfoD/tVT2FjmOvBCKP/bqLG6g7FCzJd+jP+7vWS7qTZ+X8ubNy7ozaaPUHan5WjVE5ceBfWfT+83Lj8Ik+Ow/Un/Xgxx9/bNzre/VSjdFvOa5Cinm/pD/dde6v6J//nSPYIashQ4ZL//61DDEsXNharrqqfooe165drNrdDP33mrqr+krGjXtXnn76aZNLy/3sIBRkNfKdUZL94sxSqUpRqVixhpKob3dpp2QFAW7durVMnTrVK6qL16yRpboT66S/HaQ/3fQMroCbF5wTslqyZIn5oGvVArbeC3Z/Q4cOlcGDB8vVV19tdpOeJbVkhXZhtrniiivkjz/+CPhh2CYrtKQLoXqwiNqFA7brq4JtskJf2JWpOXermqeLQlNq3170kDupaeANmYfZ+lUlqjy6WO9VZ5veY8cm1Qm3ZoVFb8OGDcb6YZX69eubM1/3BRyaD0zklgnZickK7eJ5y8kBIQee2gzIateuXWYdAUGhH1hocN7phEjwHNYhEN7jiqk3rcnSIlEP8+yjm7zUaFdoD5ogLDyeoTB2BQ2ECqKz+3yakJXIGV2wm+scvpVceW+U/Xtn2Z2PLYeOr2d9J4NuulEeHvm63H3TDcaV11vJlDW7LB33spS5tYMUqpFywcczdsgKggQb8I8//mhrHunStdF676mXYUeNBfoy2TN2yKpFi24yeTLIfq1ukn/SHVTXFP1+9dUHen5UVv+9vtSp004WLBhndm2TJk2SRx99NKl+asnqi8+/lO26KPXqHYikXV06JSs8s2LFCnnzzTfl3Xff9YpvM/Uka6hem7/r2dx41STdi12yWrx4sSzS8xIsGHDAuOeee/RI9XOzkOLjwYfcXhdayz17rC6mK1euNNqqZ0ktWWGBws64d+/eMnz48IAy5YisXEKt+5yvRB5Wk2AQGpYvsgLxwJEiPTxZ9SfrtGlyHNoU4trU/Ty3/mTVc6iDeiaVXjchKPh2zuoitVtxXvjUU5IJDgH6zJ2q2ZxSzHH+Gk6ywvuG9eH3338379bSdrDoejs7we9h5gIRlC1b1pBJIEcFyA8WYswD8oRzZfzdm8aE8VgOEZY3KfpwDy/xJxB4Fn10Vge2kXoUAmcKX2dAWOwXLFhgZOwrlYfUkBXGBGxSe2blxOEjjchKl9lNq2Vc+3vlmS8nSMZL1Y3dZrFDHmhq7jNtpXa35+Tw/n/9tpw5Rx75vs8dcvsnf3qtZ6e/559/3giHXRfzfft2yahRH2r8zR4ZNgya1X/FDlnNmPGNPPDAAFWXi8qUKZN9zq9Tp04qjGvl22/HSKlS5U09aFYwRVolNWQ16+c5Mv/Hn2XgoP42315wZIXGP/vsM9m8ebNxvPBW1uhCUN5LrJZdslqtJii4y8OMe/PNN+s6/rC+m2Fmp4sFABueZ5991ni6/vbbb8Zh5YcffvA6ltSQFTzrIEdYxKdMmSLNsNgHKI7JCu3pgqaHqCLNsWl0VmxpVnr2oi6pIlWqmMZh2sL5rSghKbBJHWKhP6Vz/fillySLarZ71Rz36IQJ4h6qHU6ywuIKUoBZFyZXbFSAfalSpUycmrV4oh4Wc2g9iC+1YtlAcDAZQvvxttCCqLBBg3xZJkQssugHWoT74m5540JmLU0FZI0fu4s4TICQz5cUT5x7QoPzZUaEXMMTE+ZsEBu0WycanDOpCX3tNCMrM/TtevI7QT0CVVW1W+yQx4kDe+W3t/tLlbt7yJmT/lMipded3CE929m7YZmcbnyf1C2RnDjt9OdJANZcjhw5oAec/fWg/D41j1VPMcUePXqY8y33jA52yKpnz56C87FgCgjsww8/THo0WLJapI4pXzzQRYav1XMQByUYzcpq/plnnpHatWvLrbfeartHu2SF3SUWHGgGOODu3987AQMvuPa/8sorZhHx5gSRGrKC96ZZ1LXgABznJoFKUGRlvr/t6ETEj4ORt75tkdXs2arUq7XiQgaUJNd11eyVjZPOrrAIL1VT7i/qyZpFSSOzknOn++9P1m04yQodWSYxEMp3331nFuw77rjDmMs9F3qLXEBY2KxgbAjdadeuXQrNxCIcaO0oqIc2faXIwjqADRlkAKQDjQoxj3a949CHJ1n505bQH+QZG+3RaqKF9pYasopfb0BLHB26sNshj30bV8r6b8dLmSZt5ewpV3S9rwKBypgzl9xXtJTcqB6Ta5QIXnFzQrDT37333msOKT1LtmxtdQeG9PXtVOhhwkqefgq7c5wjuadtCkRW2OmPGzfO2JidFmQCwCIMDyGrBENWy3UH/M4DXeXtHg8hgEZ0Eq7m9NxObXaitk21cr7ndXipISs02KFDB+Oijw/ZTrFLVmgLi0/FihXNYbOvuCjLnIN2cfbpjUyCISvMC+eeKEYmtW3sdvHvgWLegiYrdPbtty5CcRAiEJCs4AqNBbpOnaRXlERWIEf0qV5/Vnlev4NL1akBrk4PqDdZLo80beEmK2scWGzxXqHF49wQDi6+Fm8s9HgvMAcjprFly5bGNOheH3Uwb3j4QSOH2RCapD9NB5o9tKFy5cqZYdnVqKw5WNqSRUAgSF9zCKUZENjhnBV4pMYbEBv4qPMGTJLUu+9W7WqCnXXH1LFDHjt//0n2rPpDitS7Sc6dPuW3bYD8zfyFUrjDg9IAi6Gq5mMv2NPt9ucrTb3rXG6K/rS5QFbJ099g0X1KzSLuOf8CkRU80SpVqmQ0DKcFnk74WG6//fakR52S1VY99+rXoJGMm/K1qB1DZOBAUf9XUXXA9ef//gdGEZVar8NLLVmhUWhWEydOtBUr5YSsnOLpq34wZAXTH3brngXyCVONvwUgVWSFDtWMLddfn4xc/GERkKx0Q6VqhiiTJzWTRFb4d/X4Ug8V87s9mjHlfXWgyaemsbN65tjFi4NSWpEVxgOzHTYLVmYVf5548KqD5yDMtXAPr6eejiAaq6AdaGtoq5omIED9QJ59eB7vOjUaDkjoMT0XhCmzu24KfGlXliMGSNlfPTvfRdx6AyabvO4ezQ6sekozGerh5Y1RF8suCr5d8tg770s1/52WzEUqGe8/fyWdCmeWbFmlVZkKUkC/o+tUa7lPYxKsYoccu3Tp4vXwf9u2rSo0ndWhYYDu1K5LMQw4OsD85L5zDkRWODe5X80kdrJTeHYIpwGcV7lrcnbJ6tMJb8vRQ4fll5c/lA+//ExPxjUtAg7n1clAA8lEvTxE1DSo21LXLl3PfZRNUsw5FGSF84K7dZMzebLv8zqr41ggq7Vrl+vRTlXdSKSUVCxc2Jn7SxCbarKyCOumm0QPQgOuTQHJavlyUbVEdNVNSVb4Fzh26DeN8uFbb8lxOGJo3da6FlzmJUA/LcnKnWgCEQuIDenJYFWpomdzNyl+nsQA5yBsEOFhmhoCCvhS3CqAFOHdCC0F3oAIrzCOLBfSLGG9wdgxbsRgQpOEBpea8YGYsVZbZ3lOxmvVxRjcc78GaiNtz6wwGlxhoAuwnggmjW22+v5P+vRT2aK7lnyqPt/Wpo00uxAgGYg8/tmzQ5o2fFTKFD8sY999XQ4cPOJ3zpmz55Q5Q7pI03e9H5YH6g+N49AfOxm7DhbWgLzdchmIrHBWgoXaIqv77uurB6kLZOnS0RqXAe8/7wXCi3OuYOKsnnnmRX1F0BJnyNqvC0nZaqrVHTwEVy5XZ8jjdyGAM5CAhYKs0AcCG3GIDE3TX0ktWX3zzTRZ8udiebLfE5I5k72M6U41q88/X6VnFUfUy7u2/sxVM8ir6thxTL03d5kkroFirUJCVgBRg8v1sEY0FsIvpgHJCiZAD9JLcrBAyyrDomenxzRh8xuq5efURe6cbli7W+Zkj94jQVaB5Bi/x4KPzR7OgBFYi2wr7mSFBRxkhX+rWbNmQK3KTp9262AhR55NBP02aNBA2ugaap2FrtNwAgTvLtdNBTauyBQD6xBKIM9Gf/3HrTeg+6SP3nKLvKJq9O9KUpnU7HGL2n9vV+0mlwqzZwlEHhUqdJY1a7CAzZUvPlwhTdWl/Ih646ikpGgrS8688ssLPeT6QR9I1lzeUy4F6g+NYneFlw1XZ7sF51WIH0IAnHsJRFZWgCyCZcePf1MPduEtVlw/lE4a4Pehz+6x60MAoGexo1ndcENXPc9RDViWSq2LG0q3dq2kRYOGkqf2lS7tarCadXzc1unZn12ygov97be/rwpacd39uXbhngV14OLtK5UU6tshK5wVzVGt0P36DuOufuKkfPbJ53Lk2BGpr04IV9SsnszMg503nkHMlbsp1xlZnVPDwmpVTouomzF8HY6rOem07jBFvbNWaajBLxo8rps5PyVkZIU+YKKDhnWlvlsfxafrum5etur7yKJOB6dUs0rnljAV34jxrtNFNLu6SWfSM5lPtO45NaEdUByvVueZMgjCvaBeAltoAFhgo5WsQAjLli0zThkwAdZRwnU3A0KG1qjzCGQemhfOQQNpa3bXDzv1MD5kz4ETF5w8rGTVICSczULrQiYLECqchqCRvao5U1GcOHXYGUs46qSJZrVP3T8naWDiDBXUwyqUz6j3Sy79/wo2Ds0Dkcf99/fQF9BJsXlbJvbZJwVy5pOyLR4QaFBnTmrAmqiqme0iSZ/lYlkwaqiUbnKPFLriWp9YBurPehAqNcCDthSowLX066+/NrsezxKIrFAfu6RPVfNctmyB2sK/0X+poDE5q9WkONRr1yBSnI3BNu1Z7JDV4cMHlYwRPJhTBf9V2bjoV5kwcZJsmTFTcuhi3aRyRWk4JrmDydq18/WQOHm2AvRtl6yyZWunJoVx+sQk3QHmkcqVU5pR0R4wxIGs+zmc+xztkJWv93Xy5Clp0byF4rxcRr03Ss/KXBkVAhUnZDV8+AaNcTmp7s/ZVIs6rxuQS3XhOK073EzqJr1RnS7yqFOd74zkGEtIyQoNKnFI06Y+CcuvZqXnaxoZKpqGPRlMyTQr3fGf10X0ZTVB5dQ/9ykhPenHuzXayAoaBBZ2aEzY6ED7bdWqVVLIgTVxkBUcouDhBzNu5cqVDQk4dZoIJG/+fm85giBuDOeG+BMeiSAnq8Cb2TITYkMRLGEBE7sBvb7GDHzsmiMdkxUOheGfb2Vdty4QdB/MCT1jmKGL8ww9Y9itL68M8ubp+UldTe5qCuJVELiLDyRAsdPflCkTdKdztbqKFpFzRw/K76OelSM7N0vJBk3lQJbLZNDw8ZI/3Q4Z0Os+ubwxAnR9Fzv9WU8PVGcD7Fq8kZBV5z31koN67u4+7t47AgaxW7d2Qd7wRHAsdpy3qEa6e/cmPeTdrPOFe0jKgvMteA5a3kWeNSyvNisFi+WaHeg9uP/++x9+khnTvlUhOyNVq5WXbg9N0Q/5biXSibJkiboquxUrQBuCZsWV4APxDCbs0KG3LgTIJTdHMR2rePi+eBK5GDFPb5knsKBA+D2zrtv9qPAs3omTu5oQiwM3YBTgi759efS98sp2NSMfVE+x/BokjrvSzummIKN6mGXQIHNRwkKmcv+5/Kz+rG8QsVrwAktVQTyUypc3t3brDjQsusAR/SdlXVcHHJ28qH0pWfcISC+Ga4FQ1CNwtJqy5+jCVFZVyOs0tdS1bp6DnuN27y9Vc/LzsLWo22kfGy4QEILIoTFiE9hc49V8ZYpAZhTrDjCEO0ALh/zbIS3IXyi0MXxf1k0OaNPqG+OAxym+f/wemiHOjaCN4Rm7xIHnly5datJVBXvDAIgU5+rwsLXTb0Cy0heUzJ7mLWLZW2wC/g2CnVU9yJD765QOzApYO4/bWmEywF0GXsx17gIUqD9XhPlFZgdz6vQZjabPKBmzZJUzcGFH+yYlmisvWoaMmeT0Cf9XxQfqzxob6iHIz7p63puAWQGIEAYs2t6E1U5/EAbrw8iUCVcApNcdU8rgP0tAgbu7ecIJnv4+XstGnVkFHpkHMKbT6n0JHDJlyqB/P5ViXHbmhzrZs+NOL4QdZFay8J2JGXWBh3UBoK+4GM952F0A3D9wu8/YmaM1nuzZcW+ZSfKgBRduun6DP3GBM7Sts2dTmrBD9Q7d27HMmqXLlJEzcGe/cKmi+zdpvXN3LCy5NqO0JoDv+MK37P4M6iC7RYYLi2M6rXNON3i+XLo9+7PSEHneNm2HZHzVQVvw6kNGEn9hAvhmYVaztCOMBVo9No3+vi/Uh1cgNj3WJsm69dzfpgntY1PqeRt7aubq+Szmiw05kmFj8cd48C7w/1Yspx25R30cM+BMPdgb4rGxw0YfacbsJPENSFaalsT/l+MDSfMB48dX+vsLvwvli/D1QZuulLDOg7xCXKwP11ez1kJmRwBC0Uag8YRy+tbcXOsVrjlwZQcIprgWKdd6F6iNUGAazBhD9Yzbp5GiySDhC2poFlkhy/0Z67zJywA8ZSrZ3318x551XHvGCy8Y0uLRj/smwUiT2+9heQglWYE4fv31V3MrgZX3zwLQ2mSjT/wO3plwSoCDE6wVMO8FSlOEuVuZLBCThUUZ5GaZvHxpEdjM4qwLlodA30BQL/zCQ5gXjjtggcH8MFZYdN5ST03Mz44GiDliTpibXauF55jRD7ROu+82IFlpYs3gVp/UoMlniQARCDsCWBCxcIOs7JhhwjUgLHxYPDEGmISwiFkLpkWodhc0u2PEAmsRpJ1nMA53c5qdZyzSslPXImg7RGG3PX/1sPDjXNG6bqipHsngrDsQEbu36XR+3sbjRO5IVqF482yDCMQgAtFCViANnFNhpw+vNZwFw8xrJX8NtWYVg68qLEPG4g+TIM7kcA7nhKjCMqAAjZKsIoE6+yQCUYBAtJAVoAAhwVEEO30snPjT0rBIVuETFusak7hwXacZMHyCwpaJQCQRiCayAg7wwEQeTASwQrtCTCLORUhWkZSS6OmbmlX0vAuOhAikKQLRRFY46EfQN4JWEfR9jQZlw9M2XGdWaQo0OwsJAiSrkMDIRohA7CEQLWQFd2p4543XxAHI8tKwYUPj9o1Csoo9uQrXiElW4UKW7RKBKEcgWsgKMMGzDOY+nFO5x9yQrKJciNJweAHJKtg4qzScA7siAkQgCAQssvJ3j1MQzYb0EZJVSOGM6cawmfF1PZPZ8GjiRo2ldaVZcY8BwN+d+MjHNEocPBGIUwTgNm6lakqrGB8nUIKsrFRkTp5j3fhDAJkyeun9Z7jl2FtJp4Fj53EjJu7YQf4zi7gQmY38YNEo4PH3mjgjIhA+BGB2g9v4pZqMNhq/53Bmcwgfqmw51AgENAOCrJCM0cpG7p7MMpgLAUM9AbZHBIhA6hCAhQRBudiUshCBaEbg3nvvNZdIetWstm/fbjQrz6szkHmZZBXNr5VjIwL2EABZ4VoOfs/28GKtyCFAsooc9uyZCEQcAV9ktWnTVjlw4KCktzKrOxipSSiq/ylRoqjkzJUj2ZMn9JLLtWvXq1v6OU0vfSHtvO2208k5PccqXqKI5M6VM9lTCCBevVrb1TP2IIZskihfdFEWKV+hTIrRbNu2Q/bu2adn907H60rOnFnbreil3e3bd8qe3f8G3S6wKFq0sJ47uq6oifdCsor3N8z5EQE/CHgjq7/WbdDrfbLK5ZcXDho7tLtqxVoppsSSI4frfrLTp07LsuWrpIpe4Jk5i14VFEQ5e/acrF65RooUvTyJCJEuaOniFVK5akXNlp45iFZdj+zbt1+2bNmu2TOqJLUB0gZFFVfiDbbs339QNm3cordPV01qYsuWbXL2zFkpWap4sM3qc+dl1cp1kr9APr1nMP4Ji2SVClHho0Qg1hHwJCtoPht1Ya1YsazXqeGeJ2ScsFOQHHX9X5ulUuVypvqGDVtUC8itqZX+07bgvAWPv4IFC7oITR0+cD08rsuwCu6eKqP3bsF9+b86G7ROefN3jDd37lz6k1zbsjNGzzqbNm3T8V2il2PmUoeTs7JcCbeakmBqC0gw+8XZJG++PCbYeenSVVK9eqXUNutqa8lKqV6jcqrbivYGSH7ywLIAACAASURBVFbR/oY4PiIQRgQ8yWr//gNy/NgJKXxZ8qvqMYQVK1bIkCFDZMKECbZHtGTJcl2UXcSzePHyZFoL/g33SuFCzfr165s6yF6B27F79+6d1AcuBsQNt+7Xsy9ZskLbdS3Q3tq1PUCPisj4vmPHLilVqoRmfz8uO3f8k0rtx9XBKdUqN2/eqrdElzI5D7ds3i5lypb0OUykm4KXJgo8NXGdi6/ijkWw846F50hWsfCWOEYiECYEUpCVnlMdP3pMyapQih4HDBggP/30k7z00ktSx8/V9O4Pui+k3hbVBQsWGLJC4loUeBwjlqZLly5JzSBnYPv27ZM0K/wiULve4Jo/f77Uq1fPL5LHj5+QXbv+1nu+irvIaruSVeniXp+xMsP7u3HYehA3aW/duk01RCUrvWF7i2pwZZS4fJV+/frJL7/8Yi5tvP/++wULdbSTFcart8v7JVZrDpA7hENhE3L//R1l1KgxAS9yJFmFaRFgs0QgFhDwJCs4VRzzQVbwAv7f//5nNB+7xRup4IbZDz/80NzCu2nTJmMGxJXuWPyhdSxdulTq1q2blHUduQNx1xXMgDBB3nPPPY7J6pFHHhEQI0gQmRB8leRkdULJSonLg6w+++wz+eSTT8xNuSgIWIXZEj/ly5eXatWqpWjenaxOK1lt9kJWf/31lzF3omCOuMEXmFSuXFlefvll8+8bN240F2a6F6eaFUgbc+jWrZsZb6jKqlWrZN26deZ9Biog4VtvvUXmzv1Rx7JOsTslDz/8uN/HSFaBUOXviUAcI+CErODi/vTTT/vMIuANJl8aEM6mYNr68ccfjWYFjQcLM8yAuCakR48eRqvAwvfOO++YJLcwA6IO/s2uZoUznc6dO6tWs9UQ3eHDh6VZs2bmskdvJRBZYf6zZ882V7JjDhgj+rBuE8bfQWRff/21WbjvuusuadSokV5u+J9m5Y2sQEJ33nmnmh9LGQ3j4MGDSVe+ox+YAkFeBw4ckO+++04dSbIkDd8pWT3//PMCYkF2+wceeCCi0t25czdp0OAdmTNnsJqYO+o8fTuykKwi+qrYORGILAKRIitr1j///LMhq6uuusr8E85qEPj58MMPJwEzcuRIo2nkyPGfY4YdssItuNCisMijDyTMBamAsECOw4YNSwG+P7KChgcNLU+ePEaruv76643WA4ICMe3Zs8f8ibbhXIJrT9q2bWsIPhBZYZwa12qIGGPE2RnSYeH94E8QO8aPdnG+hzu/rOKUrIAHcL/55psNLpEqH3zwlmJ2s5oDSxl8Nm/upSbmt3wOh2QVqTfFfolAFCAQabKaO3euWTCvvPJKgwbMgO+995489NBDSeiMGjXKLPowt3lboL0t1tCkunbtaogE5kMs9FYBGYBsYHJD2+7FH1kNGjRIzVZzDZk8+OCDRtvzVkC4yAqyfv16oyXdcMMNAckKGphFqvC4xBldx44dTfPoF+dBwAnjBkHC6SRYssJzlmabliJ4+vRJ1ZrfVS13l2qOJ9QsO0vf61zdhORRjRkOPOOlTZsiUrv2tV6HRbJKy7fFvohAlCEQCbKy3NOzZctmDuRBJtWrVzdaBBb6adOmSbt27cRyk//000+lcePGxvQG0ilbtqxfMyBMi4899pgUKFAgmbnMHXoQDjQv9P3xxx+bXKco/siqe/fuRnOCCW7q1KmO3mQgzQqNwSS3ZcsW48aPMbkXzB9zv/rqq+WZZ55J9junmhXuDvvhhx8M2d50002O5uGv8uLFi0WTnydzsMDmA844RYpcph6effRsaqCacy+VN9+sqf82WvFsq4Q11WhXCKCeN6+TjBnzIckqZG+FDRGBOEEgEmQFUxY0BZAVnClg4oIDBcYCgsKZ0G233WZMYdAmvvnmG2P6Qn2YyeB84c8MiHZwtnXHHXck3Q4BjQT/ZjlpYBFFn6+++mqSqS0QWcEhAdqSNSYnImCHrHr27KlZOFZL8eLFU5wLNm3a1ODRpEmTZG79GINTsnr77bcN/sDYl3boZG5WXTiw6LVSSWSFDQE0W5w/Dhz4hJLT82rSTK+ENl7+/HODVKgwQOd0WudcTc2rq/Tdi2zb9qf++3I963Nple6FmlUwb4XPEIE4QcAJWYFIEP+Exc5X+eqrrwxJWCXQ2RIWTTg+1KxZ0zwCrQtmQBCDVeDKDk3LPRg5ULsgJizGWCxhisP1EtBYoMkhTgznQBUqVJDXXnst2VT8aVbwhMS5Fdp+8skn5cYbb/SJAxwhQMQgR5BrILICrtBKQITAGedcOBNDGTNmjNG0YAYFYeGsyT0OzSlZoU2YSYsWDT4rhxPxP3nymHqRvqF49zWPvfhiPv3/KXjb+h4u0Q1Ad2ne/Dmdez59V9nkt9/6683R7+v7zkaycgI06xKBeEbAH1lhwfzjjz+SDveBA7QikIbnfXYwUeEHSa+xCMLUBHNZIFKBFoUF2orbggaExdnTwaJNmzaaWeK/DBWB2gVJtWzZMomsYEqEgwbOnDAv9OmUrKZPny6DBw/WTBm5DaniTKlcuXLmfAo/mzdvNl52L7zwgolHw7kSxg2SC0RWGCuICJojyBD/D7dy4KG3XxjMgS/+HWdt7hsGp2SFd4cAb28u9uGQ9X/+2SHDh09VTbaLut7/ohlKpuo84eyCuxIzaZqrv9QcWV0dV/Lp3M+rbKXTuVdIChS3xkTNKhxvh20SgRhBwB9ZWXdJWc4JWJBxXuIrzgoLK9zM4Xxgee4FIhWYjrAQ48wKBX3C6cEzKBjBo+5ZHAK1605WGP/YsWPNRZM4z4LDQjBkhfHBaw/nVtByYErEeEEuFlbQimCyQwzZzJkzTX2Y2gKRFcxnCP7Nnz9/sjgljB3vCHOHWz/ICmZR1LOKU7J6/fXX1Qz3p9EM4biSFqVnz15Kjq+artzDsPD/f/7ZX+PIBgccBskqIESsQATiFwEnZsDdu3cbLcHXba3eUPJGKlh04Y6OBR3mKGgTuKIEiz40FuQCrFWrVpLHGg7u4VSBBRvnVli0ApEViARmNLQHk9/kyZONGfDbb781MVbQ+qBZQItzL4HirFAXY4eDAsYOEyPGhUBd/EDrgbYFjz0rl6FLI/UfZ4U6iJ+CIwVirEByID5gUqxYMdMnXO6h6VrmwWDJasqUKQJzLTYEgTJ6OJF8OIfA/R54WwXyBaeQ994bofO6Qp0r6in5un6Lavv3L1Tin69m38cCdkWyCggRKxCB+EXACVmFMijYQtRyyQY5oYBkkF7J88wKGgCIytsC7UuzgLZjxVa5u677e5t2yMp6Hhk9QIaWJ6G/du2QlfvzOGOD1on3g0XaHQ/PfpxqVuGSZmiteJ/uJA0NFw4jOHMcOnSgmvxyaDb/W8wQtm6dqtruYenXb5CtIZGsbMHESkQgPhHwlsj2hObHK1Q4ZSLbXbt2GccCmNTslkCJbKGhwAxo7fBhSoQZEIu1VUaMGGHijpKfWflPkGt3fJ71kHV+x46dJpEtNJtdO3drIttiwTaX9Nzp02c0tdRm1RBLG0LeqolsS/tJZItzKmhuINxKlSqZczJfJVrIytf4rEwk+P2GDWvVgWKRqVq7dh3VRr1n9/fWFskq1WLIBohA7CLgSVbHjh1XU85Okx3cs8A8hawMnTp1sjVhc6fVyr+kSlVX/rm1azeYeJts2f7LmoDrQGBGQ5ohFMutHSmKrAJnBWS4sDQrmMZWrFgjVS9c3fHXuo0mS/zFegVHasvOnX8bs2QBvSMKi+yaNevVpJf6/Hm7du02l0JeemkBY9pboVePVK1aIbXDNc+HMut8SAYUpkZIVmECls0SgVhAwNvliyuVCAoVKih58vrezduZ25rVf0ne/Hkk/4WbbEGEuCXY/XJDO+141lmnbSBPYIGC+cyvYLpbvWpdsssNg2kX7WDuta50OXugrFnzl7krq2DB/xwanLYNbW35slVyZW1XZnmUdUrcOXJkl0sV59SUjXpHGC6yTM1FmanpPy2fJVmlJdrsKyACcC1GzI37+UTAh7TCvn379GqHXcZkYhW4ESPwk8U3Ar6utcfiDw0AN++aa+qdFJPO6LgUvDS/IT33gqzuGzduVecKuGKnd9KqqYt2CxTIqw4Zyc2Uhw4d1nidzUa7Cub6+TN6a+8pdYKorBc6ujsIoE8Q7KmTp9VceZFi4QwNtAttEdqZZzZyEBbOsoJpF8M4quSfJ09ODRW43DGOsfgAySoW31ocjxmZp3EdgtOARcTpNGzYUA9xh5pL66pWrWrOOZBhmsU/WcHLz5uTAIgMi61bWj3bUFqJV309gMsIcS270xKWdnUY6YxXn++rLYLCIlztAjRtO1NmV3LbRCkkq0R50zEyTwRaPvfcc2rWSL5bRGwPMkVj14t4GdSxtC/E9ixcuNC4OyO1C4I3N2zYYGJSHn/c/x05MQJL2IYJ7QlaKTBlIQLRjIBfslKPlPNYNBCVDmG2XEHhsom4CBYiEGoEfJGVr34QgwMSq127tgl0tDIfIGYFMSl9+7pSvLD4RgDxO3Am8OdxRvyIQKQR8EtWegZwHpd+kawi/ZoSp394miG5qOfC6Uuz+vLLL02gJwIS4fY8ceJEs5HCvyHXGskqsOxgEwpPPytTgpWNIfCTrEEEwo8ATJ2wqDz66KM+A9LT6Y7rPNKS4FKxvHnzUrMK/3tJ+B5w9w+uB4e84U8kI7VTYPpbsmSJPPXUU6Y6SAua1pAhQ+w8nvB1QFAIcEUMEEyDLEQgWhAAUeGur2effTbF/WPWGNNpBXMCCts/bsekGTBaXl/8jgOeU9jlY8FEsKh7IKi/WaO+deU56nn+PX4R48yIQPwjgLvHkGneV6qvdJrm3pAVIrlJVvEvEJwhESACRCAaEcAGFs5SJKtofDscExEgAkSACBgESFYUBCJABIgAEYh6BEhWUf+KOECYoHHXDzxScdBaokSJpFtliQ4RIAKJgQDJKjHec8zO8rfffjN3/CAPHO4+goMPslMgJggX2uGeHxYiQATiHwGSVfy/45id4fz5883dOLhxFm7pCPCFdyBSKiEDNzStzp07y2WXXRazc+TAiQARsIcAycoeTqyVxgioF2rSnUm4ghzpgNwL0irhCnBoWg888ECKxKNpPFx2RwSIQJgRiHmyQgAjdtzHjh1LqISOYZaLiDaPW0ahVe3YsUPmzJljAn29Fdw8iozqSHxbunTpiI6ZnRMBIhBeBGKerJBSZ/369ebyNpb4QCC9Zr/Gdd5wrMB5FSLXvZWyZctKkyZNDFldffXV8TF5zoIIEAGvCMQ8Wc2aNUtWrlwp2I2zxAcC2HhAswJZff/99ylMgNYsy5cvLzfeeKO0adNGcD0ICxEgAvGLQMyTFV7NihUrTDqoRLrXJX5FUszGY968ebJp0yZDWnCy8Fa6dOlirkJv1aqVcWdnIQJEIH4RiAuyit/Xk7gzg1aFLOvw/kMG9rVr1yYDo2nTpoIf3LyKawO4UUlcWeHMEwMBklVivOeYnOXSpUtlypQp5gZbXKyIv2fJkkXq168vJUuWNDcBQLvipYEx+Xo5aCLgCAGSlSO4WDmtEYDzDO6rguaEeCtkUofDBQgKjhW4RoSFCBCB+EeAZBX/7zjmZwiCWrNmjQkChvMFslYUL1485ufFCRABImAfAZKVfaxYkwgQASJABCKEAMkqQsCzWyJABIgAEbCPAMnKPlasSQSIABEgAhFCgGQVIeDZLREgAkSACNhHgGRlHyvWJAJEgAgQgQghQLKKEPDslggQASJABOwjQLKyjxVrEgEiQASIQIQQIFlFCHh2SwSIABEgAvYRIFnZx4o1iQARIAJEIEIIkKwiBDy7JQJEgAgQAfsIkKzsY8WaRIAIEAEiECEESFYRAp7dEgEiQASIgH0ESFb2sWJNIkAEiAARiBACJKsIAc9uiQARIAJEwD4CJCv7WLEmESACRIAIRAgBklWEgGe3RIAIEAEiYB8BkpV9rFiTCBABIkAEIoQAySpCwLNbIkAEiAARsI8Ayco+VqxJBIgAESACEUKAZBUh4NktESACRIAI2EeAZGUfK9YkAkSACBCBCCFAsooQ8OyWCBABIkAE7CNAsrKPFWsSASJABIhAhBAgWUUIeHZLBIgAESAC9hEgWdnHijWJABEgAkQgQgiQrCIEPLslAkSACBAB+wiQrOxjxZpEgAgQASIQIQRIVhECnt0SASJABIiAfQRigqxWrFghO3bskHTp0snp06flmmuukRw5ctifJWsSASJABIhATCMQE2TVtm1bGThwoKRPn96QVYkSJSRLliwxDTwHTwSIABEgAvYRiAmy6tKli7z77rv2Z8WaRCAMCGzdulU++eQTs2k6d+6cdO7cWQoWLBiGntgkEfCOwMSJE2XhwoVSoEABOXPmjLRr104uv/zyhIArJsjqvvvuk3LlypkXkiFDBundu3dCvBxOMnoQOHnypAwbNkx69eolOXPmlC1btsiSJUvktttui55BciRxj8CYMWOkTp06UqFChbifq+cEY4KsunbtKiNHjky4l8MJRw8Cy5YtkwULFgi0/JUrV8o///wjpUqVkmLFikXPIDmSuEfgo48+kqNHjxqyypw5s1x99dVxP2drgjFBVnfffbdAu7LOrK644gqjBrMQgbRCYNWqVTJ79mx56KGHZM+ePbJp0yaZPHmyDB482MglCxFICwRAVtmzZ5caNWoYhzOc3ydKiQmywuKwb98+807Onj0rRYoUkUsuuSRR3hHnGQUIQO5gBuzQoYMULVpUli5dKpMmTTKOPyxEIK0QeP/996Vq1apy5ZVXplWXUdNPTJBV1KDFgSQ0AkeOHJFx48bJ/v37zWapffv25vyKhQikFQIzZ840pufy5cunVZdR0w/JKmpeBQdCBIgAESACvhCIOrJ68803ZdSoUXL8+HGj6o4dO1YyZcrEN0gE0gyBAwcOGK+/6dOnS+7cueXJJ5+UTp06pVn/7IgIWAhs375dNm7cKBUrVpR8+fIlNDBRRVY9evSQr776SsqUKSMZM2Y0WSsQz7Ju3bqEfkmcfNohcFA9rerqJmn16tVSunRpOXz4sPH86z9ggDw7aFDaDYQ9JTwCL730kjz//PMmAQLWwbfffltuv/32hMUlasjq1KlTxv5/3XXXGScKFBDWn+oyPEB3td3VI1BOnEjYF8WJpwEC2bLJC++9J31ff12uu/ZayZo1q/H026iefzu3bZPVX3whheGFekE+02BE7CIREdB1b6NqVOXatJGG6poOrz/E+WEDtWbNGsmVK1cioiJRQ1bz5s0TpFVC8C92EVY5ootFhVmz5IOEfD2cdFoj0F47/EYzAlylZhfIIRaK47qR+mPOHJlx/rxcm9YDYn8JicAEnfVT1atLWc2Qck43R5DD9evXC4KCsaFPxBI1ZIVAtzx58kijRo1M/j8UZKtYq/bah66/XvroLkMPshLxHXHOaYWAalJD9Iy0v3r8NVTNCkGXWCS2qla1UU3Ra9RtuGj+/NSs0up9JGo/qlmt1tReV/TpIw3q1jWbJlibEC4BzQrrZCKWqCErgI88VzNmzJAaemaQTjWq/bt3m8PFf//9NxHfDeccAQT+PXRIqleqJLt27ZKy6h58/Ngx2axmwO4PPywj1PmHhQikFQID9Yx02CuvSD4N/D2sZsHB/fvLI488klbdR10/UUVWQKefHmRP1oPE0xrTUkq1rE/Hj09YG23USUuCDGibLgxw9pmvpulsmi3gwQcflH59+ybI7DnNaEJgva6FK7p3l1rTpsnlt9wSTUNL87FEHVkZBDRLwImPP5aL9IyAhQhEBAE1vZxRV+GMqu3LG29EZAjslAhomhRRF0CRP/4Q0TRziVyik6ywQKhGJSSrRJbNyM4dnqdPPy1SrZpoqorIjoW9Jy4CX34pcuedIr/+Khp4mrg46MxJVgn9+hNv8sf0DOqFF14wbulw5EFC0KZNmyYeEJxxbCBAskp6TySr2BBZjjJECEDg33rrLenXr59pccSIEeZ+oFq1aiXvAZoVzqmuukoEnqgsRCASCJCsSFaRkDv2GXkEDqm3HwjqiSeeMEHnc+fOlb1790rLli2TD05TLml6ddd5wYcfRn7gHEFiIkCyIlklpuRz1p5kNUeDfREakYKsABW0K42z0nw3BI4IRAYBkhXJKjKSx14jjQDMgNCs/ve//5mhvKJxLAhErwZHCs+iwcB6051oNttID5v9JyoCJCuSVaLKfqLPG9n831BX9PPqaYqsAPXq1ZMGDRqkhAWXfebNK4KclJ9+muiwcf6RQoBkRbKKlOyx3xhBQBOHyujRIqVKiTRpEiOD5jDjDgGSFckq7oSaEyICRCD+ECBZkaziT6o5o5AioOm+5K67RG66STQhW0ibZmNEwDYCJCuSlW1hYcXEREAdMTRiWKRZMxG934qFCEQEAZIVySoigsdOiQARIAJOECBZkaycyAvrJiACuABUb6kW3F912WUJCACnHBUIkKxIVlEhiBxE9CKgWS0MUcEMOGVK9I6TI4tvBEhWJKv4lnDOLtUIaAyW/PCDK9aqZs1UN8cGiEBQCJCsSFZBCQ4fIgJEgAikJQIkK5JVWsob+4pBBDThrVx9tej9ISLDhsXgBDjkuECAZEWyigtB5iTCh8DhwyING4o0biwydGj4+mHLRMAfAiQrkhW/ECJABIhA1CNAsiJZRb2QcoCRRUBvEZZp01y5AatUiexY2HviIkCyIlklrvRz5rYQ0DuuJF8+kVtvFZk61dYjrEQEQo4AyYpkFXKhYoPxhYBeISJr1ojkzClSuHB8zY2ziR0ESFYkq9iRVo6UCBCBhEWAZEWySljh58TtIYBEtpUri9x+OxPZ2kOMtcKBAMmKZBUOuWKbcYTAsWMiHTqIXHWVSJ8+cTQxTiWmECBZkaxiSmA5WCJABBITAZIVySoxJZ+zto0ArrUfMUKkenWRRo1sP8aKRCCkCJCsSFYhFSg2Fn8I7NvnSmLburXIhAnxNz/OKDYQIFmRrGJDUjnKiCKwa5fIRReJ5M4d0WGw8wRGgGRFskpg8efU7SJw5IhIliwimTLZfYL1iEBoESBZkaxCK1FsLe4QOHDAdUNwmzYi770Xd9PjhGIEAZIVySpGRJXDjBQCJ06IPPOMSMWKIh07RmoU7DfRESBZkawS/Rvg/IkAEYgBBEhWJKsYEFMOMZIIHD/uCgZGUHD79pEcCftOZARIViSrRJZ/zt0GAvv3ixQvLtKqlcj779t4gFWIQBgQIFmRrMIgVmwy3hDAuVX69CKZM8fbzDifWEGAZEWyihVZ5TgjiMD27SI5crh+WIhAJBAgWZGsIiF37DOGELAuX7zrLpHPPouhgXOocYUAyYpkFVcCzcmEHoFTp0Q++MB1rX3jxqFvny0SATsIkKxIVnbkhHWIABEgAhFFgGRFsoqoALLz6Efg8GHXxYtNmog89lj0j5cjjE8ESFYkq/iUbM4qZAjgpuBq1USaNnVdFcJCBCKBAMmKZBUJuWOfRIAIEAFHCJCsSFaOBIaVEw+Bc+dEli8XyZfPldCWhQhEAgGSFckqEnLHPmMIgb17RfLnF7n5ZpHp02No4BxqXCFAsiJZxZVAczKhRwCa1Zw5rosXcXbFQgQigQDJimQVCbljn0SACBABRwiQrEhWjgSGlRMPgUOHRK69VqRZM5HBgxNv/pxxdCBAsiJZRYckchRRiwDirK67znVmNXRo1A6TA4tzBEhWJKs4F3FOjwgQgXhAgGRFsooHOeYcwojAmTMikyeLlCwpUqNGGDti00TADwIkK5IVPxAi4BeBfftE8uYVad7cRVosRCASCJCsSFaRkDv2GUMInD8vsmqVSPbsIsWKxdDAOdS4QoBkRbKKK4HmZIgAEYhPBEhWJKv4lGzOKmQIHDggUqmSyJ13irz2WsiaZUNEwBECJCuSlSOBYeXEQ+DoUZHOnUXq1hXp1Svx5s8ZRwcCJCuSVXRIIkdBBIgAEfCDAMmKZMUPhAj4RQDX2r/xhkiVKiI33USwiEBkECBZkawiI3nsNWYQ2L9fJE8ekdatRSZMiJlhc6BxhgDJimQVZyLN6YQDgb//Fsmc2UVaLEQgEgiQrEhWkZA79hljCBw7JpIpk+uHhQhEAgGSFckqEnLHPmMIAZgBCxQQuecekY8+iqGBc6hxhQDJimQVVwLNyYQegePHRQYNcjlYtG0b+vbZIhGwgwDJimRlR05YhwgQASIQUQRIViSriAogO49+BHBehWDga64Radcu+sfLEcYnAiQrklV8SrbvWR3Q9EE5c+aUdOnSJdrUg5sv0i0VKeJKt/TBB3JGrww5rqbBSy65xLR35MgRdRTMbH5YnCFw8uRJOXv2rGTLls3Zg4lYm2RFsko0uX/44YflueeeM4TFYhMBXVCV3UXSp5dly5fL1G++kX79+pmH33zzTalZs6bUq1fPZmOsZiEwc+ZM2blzp2az0nRWLP4RIFmRrBLtG3nyySfl6aefTtIMEm3+Qc13926Riy82P6tXr5Yff/xRunfvbpr6SD0EK2mi21q1agXVdCI/9NNPP8nfGsPWpk2bRIbB3txJViQre5ISP7VIVg7f5d69Ivnzi9x2m8jXX8v6DRvkuSFDDEFlyJDBkBeIq1q1ag4bZnWQ1a5duzQqQMMCWKhZ2ZSBgwcPyuOPPy6jR4/2+kQ6PevQW+jE2OvzaCT/eb2UDucee/VjLly4sM1uHFbDgfb48aKdOXyQ1X0hQLJyKBunT4uMGydy+eUijRtTs3IIn7fqhw4dkhw5csi8efMMWbVq1SoErcZ5E9SsqFnFuYinmF7Pnj1l8ODBPLMK8sUv1zOradOmSd++fU0LI0aMMGdWdXGFCIstBN566y1VVvMLnH3q1KkjVatWtfVcQlciWZGsEu0DgNmqTJkykjFjxkSbenDzVW8/4wnYsKFInz7GzjxijAAAFbxJREFU+2/Pnj1SokQJ097WrVuNlpArV67g2k/Ap+BROXv2bMmXL59Ur149AREIYsokK5JVEGLDRxIJAWSwwHlU8+Yiw4cn0sw512hCgGRFsoomeQz1WKABfPzxx+ZssWPHjuaskcUZAivXrJGpc+dKIdWc7mnZkhqpM/hM7bmK388//yyVK1eWFi1aBNECHxGSFckqXj8DmPsaq0MAglXPnTsnp9VR4Of586V0sWLxOuWQz+sr9f7rcv/9klfNVcf0evu8efPKD+oUkBdu7Cy2EBisMX3D9Adm090aAoAzqm80To3FIQIkK5KVQ5GJmeo333yz7Nu3L0mb+kf/v5yS1gTVDjRtQMzMIyIDVU30uJL7deqJmkm9ALNfdJHGA6eXv/R8qouSfZ9rrxXBDcIsvhFQvDapA0VDxbC0OlCk15rQ8NeopopA6mbNmhE9JwiQrEhWTuQllurWqFFDsmfPLhfpQotyAovF99/LnFiaRATHqtFVcr2a/grUri0ZlOSx0P6t2lUD1U5fj+C4Yqnr33SwbS+7TEooWZ1T8geGyFjRrVu3pKDqWJpPRMdKsiJZRVQAw9j5Y489JpMmTZKyZcuaRWKpulx369BBBjzxBLWCQLgjtZLG9rW8915Zt2WLFCla1OSwQ6qltzQguNUddyj7g/5ZfCKgmtXRw4elvmrymXTDlCd3bkEuwHXr1sl3330nFStWJHhOECBZkaycyEus1W2nQdWz1EX4nC60zdQsOGbMmFibQkTHu0cD3m/XxXbD4sXmluCuvXvLAE1VxWIfgT8VO8jhISV3BEsM7N9fOnXqZL8B1nQhQLIiWcX7t7BfHQIyaExVjquuivephm1+e+rXlxyNGkkWXMLIEhQCu6ZOlUKKowakBfV8wj9EsiJZxf1HkDWr6MGVCK5nZyECkUDg119FsFl66imRoUMjMYLY75NkRbKKfSkOMIM56lKh5weCXS2LcwSQG3DiRNHDPxF1WmEJAgF1TNFAK5Fy5URKlQqiAT5CM+B/MsBEtvweiIA3BNTlXwOsRODyD9JiIQKRQICaFTWrSMhdmvbZpIloZLDI5Mlp2m3cdKZu67JqlWjmX9eNwSzOEdAAdXPFCi6spHOFc/zwBMmKZBWc5MTQUzfd5CIrZg2IoZcWZ0PVQGCTW1HDKaRr1zibXBpNh2RFskojUWM3sYqAXvRmzlqQeV0zL7AQgYggQLIiWUVE8NKy02+/Fc2+KnLjjWnZa/z0deyYiOYH1HvrXZoBi3MENO2SzJghotlApGRJ58/zCZoB3WSADhbx+kHgrAWu6//8E68z5LyiHQHLdR0B1XrxJ0sQCFCzomYVhNjE1iNwDoDrevnysTXuaBmtpgiSV18VqVJF5NZbo2VUsTUOYAg5LFRI5NJLY2vs0TJakhXJKlpkkeOIUgQs1/XWrUUmTIjSQXJYcY8AyYpkFfdCfsUVJq+dLFoU91MN2wT1EkvjUQmTKotzBJYtE6lbV+TFF0XTrTt/nk/wzMpNBnhmFa8fRJcuLrIaMSJeZxj+eZ0543JSYQkOgU2bRB5+WESz/gs0VBbnCFCzomblXGr4REIhYJkB27YVGTcuoabOyUYRAiQrklUUiWN4hvLuu7iiVeTBB8PTfry3inur9Fp2qVyZWkGw71qvs5dRo0QaN3YltGVxjgDJimTlXGpi7ImCBUWQeX3z5hgbOIcbNwj8/rvIlVeK4IqVAQPiZlppOhGSFckqTQUuEp3pBYKSIYOI3tTKEgQCyBjeo4fIddeJdOwYRAN8RK9ZFoEcZssmcsklBCQYBEhWJKtg5CamntHr2U2BKZDFOQK4BwyxQXAMGDvW+fN8woUACAubJpbgECBZkayCk5wYegpmQGSw2LIlhgbNocYVAlYGC1y8iAsYWZwjQLIiWTmXmhh7AgtEliwivXvH2MCjaLj//usyYeHsj8U5Ajt3irz0kkizZiINGzp/nk8wzspNBhhnxQ+CCHhDAGct+fOL3HyzyPTpxIgIRAYBalbUrCIjeWnYa9++roDWIUPSsNM46goBwUizdNllIg0axNHE0nAqMEH37y+CWDXcr8biHAGSFcnKudTE2BNFi7rOrNati7GBc7hxg8Cff4rUrOnaMP3vf3EzrTSdCMmKZJWmAsfOYg+BI0dEWrVy3QfG+6xS9/7gmUqv1OAwJFk5I6t0KmjH9DK6PHnyyHkVPPx9r9r0CxcuHNwLCPRUu3Yi48eLdhaoJn/vC4FDh1wLBONbgpMR3BRcurRIy5auLAwszhGA2zpwRCJguq87xw9PkKzsk9X+/fsNY5zQ9DMkq+DkLSJP4S4reLEhuJWFCEQCgQULROrVE3niCZEXXojECGK/T5KVfbJatGjR+TN62Fy2bFnJkSMHNatYEf/PPnPtZmHKYnGOwLlzIr/95goMLlbM+fN8QgTX2kMOkRewenUiEgwCJCv7ZPXHH38YsipZsiTJKhhh4zOxiQBirPLlc90SPHVqbM6Bo459BEhWJKvYl+IAM0A+O1wcOHp03E81LBOEZjV7touwqlYNSxdx3+j69SL33+/KsXjHHXE/3bBMkGRFsgqLYEVToxUrujJYLF4cTaPiWBIJAdwUXKOGCLKpPPlkIs08dHMlWZGsQidNbCkuEYA3JZwDWrRgYHVcvuAYmRTJimQVI6Ia/DCxq4VHIC4PZHGOwOHDrhirG24QGTzY+fN8QuT4cRHIYalSLnMqi3MESFYkK+dSE2NPIHsFfuCRxUIEIoHAokUideqIIPXXsGGRGEHs90myIlnFvhQHmMGcOS7Nqn79uJ9qWCaI3IBYKBAYXKtWWLqI+0aRBWTuXJEyZVw4sjhHgGRFsnIuNXwioRCwXNdxZjVpUkJNnZONIgRIViSrKBLH8AylcWOXNyBjhILDF6m+kAQYWUCQFJjFOQKrVrni1AYMEOnc2fnzfILpltxkIOB9VgwKjtEv5pZbXHFWX38doxPgsGMegTVrXLkVe/USefDBmJ9ORCZAzYqaVUQEj53GDgJwTEGapdatmcg2dt5a/I2UZEWyij+p9pjRtGmuf4AZhsU5AkgA3KWLK68dMjCwOEcAhA85hEcg3NdZnCNAsiJZOZeaGHtCkw4b1/Xdu2Ns4Bxu3CDw668usn/6acaqBftSSVYkq2BlJ2aeg3MA7rOC2zCLcwT0Shx56SWX23qTJs6f5xMiJ0+6nFQKFBApWJCIBIMAyYpkFYzc8JkEQmDfPpG8eV1XrHzxRQJNnFONKgRIViSrqBLIcAwGiWwzZRJZujQcrSdGmwhqxZ1gcF9ncY7AkiWuRLbDh4v07u38eT5B13U3GaDrerx+EN26uRbZV16J1xlyXtGOwObNIo88ItKuncidd0b7aKNzfNSsqFlFp2RyVFGDwN69Ivnzu+KEJk6MmmFxIAmGAMmKZBX3Ij9ihEjGjCJdu8b9VMMyQTgHvPiiSNmyrlgrFucI7NolMnKkSPPmIjVrOn+eT9AMSDNgAnwFefK4XNd37kyAyXKKUYnAb7+J1K7tSrc0aFBUDjHqB0XNippV1AtpagcI5wBkXc+WLbUtJebzx46J9OzpuoDx3nsTE4PUzhr5FXEvGDZNSP3F4hwBkhXJyrnU8ImEQsByXb/rLpHPPkuoqXOyUYQAyYpkFUXiGJ6hQKPCjhaLLgsRiAQCCxa4NFNmsAgefZIVySp46YmRJxHbgjgruA6zOEcAJqy//xbJlYtxVs7Rcz2BVF8InWjUSARX1rA4R4BkRbJyLjV8IqEQsC5fRKqlb79NqKlzslGEAMmKZBVF4hieoTz5pEuzGjIkPO3He6u41v7TT0VKlBCpXz/eZxue+W3Z4jIBtm8vcuON4ekj3lslWZGs4l3GJV8+l/lq27a4nyonGKUI/P67yJVXigwcKPLMM1E6yCgfFsmKZBXlIsrhRRoBuP4jewU0gj59Ij0a9p+oCJCsSFZxL/v797ummDt33E81LBM8dEikfHnX5ZWjR4eli7hvFKZUeKNCBmGSZnGOAMmKZOVcamLsCStbODQEFiIQCQQWLhSpW1fkiSdEXnghEiOI/T5JViSr2JfiADP4/HPX9RZ33BH3Uw3LBM+eFcFie/nlIsWKhaWLuG8U19rjLjCcW1WvHvfTDcsESVYkq7AIFhuNHwQs13WYAadOjZ95cSaxhQDJimQVWxIbxGjbtnXlYxszJoiH+YhAs/rlF9c1IbjIksU5An/9JdK5syswnfdZOccPT5CsSFbBSU4MPVWlikiWLCJwH2YhApFAYNkylwlw8GDXuRWLcwRIViQr51LDJxIKAXgD4g4muK/jXisWIhAJBEhWJKtIyF2a9rlkieuKkKpV07TbuOkMXpS33CJy7bXMAhLsS8U1K5DDMmVc5lQW5wiQrEhWzqUmxp6ACRBZ1w8ejLGBc7hxg4Dlut63r8iwYXEzrTSdCMmKZJWmAheJzubNc2lWiHNhcY7A6dMicP8vVUqkTh3nz/MJkaNHRSCHwBA/LM4RIFmRrJxLDZ9IKAQs1/VmzUSmTEmoqXOyUYQAySr2yGr9epE//xTBxa0sNhDAWUvGjCI//mijMqukQAD3WW3e7EoGfOmlBCgYBFauFLnhBpc34P33B9MCn/EgqzVrRAArSsGCiXUhwEE90nj88cc1+5n39Gfp/vjjj/NnNMdXyZIlJUeOHHJeP+J06dLJ3r17pXDhwuERpnbtRMaPF+0sqX2Eavzzj8iECeHpMu5abd7clY/tq6/kxMmT8u20aXLbbbdpUgvNaqHlu+++06QC1fXcmwffdt89ZP+9996TPXv2SKtWraRs2bJ2H03MemvXigIl0rOnyAMPyKZNm+Rf1Vhr1aqlKQP36Q0sn+rtIe3NusLiAwEPsoKSj7C/0qVFvv5aVAYTJwwwJsgKpu/nnxfBPXgq74J4Vxb7CBw+fFjatGkj/fr101vG68nWrVulV69e6pH9oh4l8CzBK5JIwJo3r0jHjiIffiindcM2UK+56NGjhypal0pfdRrAQlupUiX7LyLBa86ZM0dvrNmmGcDukK5du+qtIc/odWF6XxiLbwQ8yAr3gKreYHIsI7HKVVcljqNlTJDVBx+4vF+vuUbk7rupXdn6tr/5xlVNz1wOaszQ66+9JgUKFDCLxFSV8p9++km6d+9uNGYWLwjA7Vrxkdq1Rbp1k1mqie5TreBuCOCFAotDRphaWbwjgNyAUAUQGFyhgixatEgswho6dKhkz56dyAVCwIOspk8X2b1b1KolAsW1aVOR4sUDNRIfv48JssJFozB9w4I1aZLIq6+KFC0aHy8gbLOA2zrOW/SqkANq63135EijRcH097tmtditEt9EVdUy2AWwBERg5syZAnK6FbkCWewhoORkPClVo5fnnpP58+fLyy+/rLxVwZgCW7RoYa+dRK7lRbNCcpoiRUR27hTddCaOpSnqyWr2zyKLNPk1bmlHgfxPniyiGzMWfwjAOQC7fs0afkB3uG+++aamaessr7zyijFfzZ07l2TlD7/jx13XWuiiiu3rhg0bNE3blyqHLkEcO3asZrPKIq1bt6Yc+kIA7v+QQ9xnpTdXz1M39r///tuYAR/QMyyYoisy76J/+fEgKxhMduxwaVa4BPzee1170kQoUU9WifASwj1HHGbjfOp5Pfjr0qWL+f+RqmnB4aI8jN8sKRGwXNfhqILdkZZZs2bJ999/L9myZTPmv6effprIOUBg9uzZsl7deu9Xz8DNSmIwQ8PJgg4WfkCk63oSONFJVh076Nb142TegA6+CVYFAriHCaZA+PyzBI8Asq9f8KAMvpEEffK331xnfsit2KdPgoKQyml/receLW93xe3UqJHKxmL78agkqzk3XS1/z5ovt50/JlkkQXTcUMuReloZsnrqqVC3zPaIgD0E4FEJsyncd6+/3t4zrJUMgWWvDpMlj/WT+pM/l5LN70xodKKKrHbv3i4lStaS3IWHycV5S8i6hf31QLaRPPbYwIR+SU4n/8MPP8izr79uYuKe08Ximvr1nTaR8PVH6xnfWI0PKpAnj7ysu9rivC3YsUwM1nyA0/WcqrIGBQ1/9lma+xwieHX9urLnwDVSrlZzWTl/jFQuv0OdK2c4bCV+qkcVWeXOXUjjBnbpmYDIOY0HzqwxrZMnt5U/V/eTSiUZz2JH7D6bOFHu69DBeFuhwJFiyowZcmvjxnYeZx1FoI9qox9olHx19WQ7om7/mzRtwBw1aZUnYdmWj9tuv11+V28oOFDs2rVLjmoowKqNG2knsYlgh3s7yYkjXeSKmnXl1EnXPaoLFkzTW2vmyIAB6viTgCVqyGrNmt/VPX2qmrgHqouw601oogz59/hRqfF7QXmzjIZtnz2XgK/IwZT10P/K5cslkxJVdmRd13JIs1dcsnixfFeuHM8AbUB5QD3YGmmqlJx6tUoG1UzTazLgTZqx4s7t2+U5BLDiDIvFNwL60S7XIPQ79IqVkorhWcUzvZ75bVbXtac0hKIT3NjO8Tv2J0LHzpyQBv/mlBY958nxw/+thVgXf/ihpSxcqOdYCViihqyWLPlFmjefozuHfknrAchq36ljUn7GxTI6p6ZkgbrF4hsBXViv1HQfF2lewKwXnAKO6eKaUTMHzIa66pa+ijB6QUAF7l9dEa5Tos+vhJ/xAlntUO3q5l9/leEIYiWG/kVHMVx86pTcpe7qJTWm79wFstqu2tUjupF6EKmVSFZ+yF7kyJmTcn2eOtKyx89yUq9VszbuIKvp029RXwtNY5GAJWrICtjnyFFWGjRYZzQqFKi+U6Z0le8XdJb6NTSvCEtABEZpaqCn9QrxKho5iByOyBow+uOP5W4GYAbEzqrQTc+qpmniNeT+O62L7TK9nn2aEn49RGOyBEQAW8rrGzaUXaqNFtf0Cvs1MH2HRrAuUXf1AshXyRIQgbvuaSu5sg+VYmp6BklhLVy8eK7GV30ir732TsDn47FCVJHVsmW/6llLB03S+IaeW10uf/zRS554ooTGZo6MR+zDNqcxY8bIkCFDjIMF0tq4pwgKW6dx1nD//v1N4G+hQoVk+PDhUp9OKo7eMLJ93KsRq4itKqcm6HfeeUe/a82+ymILgRMnDmsMZB0l+0c0f+J1qk19pBEU3+qfevNygpaoIivXOzgl77//lol0b926nQo4d7MJKpucNhFIeAS+/PJj1eyXaF7UhtK4cWKn+opCskp4+SQARIAIEAEi4IEAyYoiQQSIABEgAlGPAMkq6l8RB0gEiAARIAIkK8oAESACRIAIRD0CJKuof0UcIBEgAkSACJCsKANEgAgQASIQ9QiQrKL+FXGARIAIEAEiQLKiDBABIkAEiEDUI0CyivpXxAESASJABIgAyYoyQASIABEgAlGPAMkq6l8RB0gEiAARIAIkK8oAESACRIAIRD0Cgcjq/wSiIBC+UiW8AAAAAElFTkSuQmCC[/img][br][img]data:image/png;base64,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[/img][br][/td][/tr][/table]