Problema de optimización. Caja abierta. Matemáticas II. PAU (Selectividad)

[img]data:image/png;base64,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[/img][br][br]Trata de resolver el problema. Después puedes ver la solución del problema más abajo.[br][br]Puedes ver la solución gráfica y dinámica del problema en el siguiente applet de Geogebra:
[img]data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAA+YAAAJkCAYAAACcbztAAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAN/iSURBVHhe7P0JdBzXmS94fokd3EFSXEUtFBKSQFiLJVtWprxIXgGWbZbLxVdv+s3jK7+qzO5z5gzQZ5rd0zN8r990s8+8Oaz3CpjpOdPAmelpvme7qmhXDbuqiZTlrbwAlixRKwlJzCS1cd/AFTuQ8303IjIjMyMiIyIjFwD/n5gCEBkR98aNG5HxZdx7I5RmBAAAAAAAAABVUaf/BAAAAAAAAIAqQGAOAAAAAAAAUEUIzAEAAAAAAACqCIE5AAAAAAAAQBUhMAcAAAAAAACoIgTmUNsScaJQiCie0CcA1Kg419NQlCil/w2wVOG8DLB44fgFqFmLIzBPDXg/ifhZZrEztjnKP5cEjnAODvHPGNFgtzbJzGkfp0qIjkpZdimqRHnUapm7zZdc6KiqeoCoXZu05JTreCsnHMtlwGW6nM/LTvkwAh71ivLfy6D+BbFfluP1WtXw/nI6ft3AeRWgbFwE5nyizHzQmF/8oRPnkymOTyiXgX1Eo/xzeFD72y25OAqHuY7yT69KWXYpqkR51GqZu85XABc6QRng87Jxjq7UNe6i339LQCX3+6I/L9td0/AryuU44FCATvmQ4LJHzgMRPhXwuYD/0Sn1ztJVE8cY76+osQ/dfhnC86gWTvprYBldyPo9fg2L4rxqHOP5ebSbDlA7PNwxNz5s9FeEj+yhPj5AuZI7fI4B+MOVqo/rWGyYyG+sE+nUf/GhlGUXFb4gURc1fEHjdG1SifKo1TIvlq/EIb7Q4fNj0ueFTmB4Bx6RKy7d0QqfmBfr/lv0Krnfl9J5Of+ahv8e5W3r69HOh04BnlU+jh3Rfg6PEA3yuWCQf/Yu1eYzeap9jGWqP//Sw+fjYuScLd+hBMbl52jVuTl+XW7Lkj+vAlSHh8C8S/+w0V8jaaJ+/iATPfj2CYLGnxpprmN+7kB2c/2UZUd69QkelLLsUlSJ8qjVMnebLzUfX4RX+xo8dUy7QJUgQwwd1X6W22Lff4tdRff7Ujov51/T8DGcTurXNRLghVUck8MpH2OyE5aZmjrG5AsW+ckRd7Hvpo4aLRv0a9hlo4Tj17BczqsAVVJaH/Pew+rc5upECAAA5WPcsdvDF05uL1Bh8cN+D1A7X9dwgG7cdDg4oP2ExWGP/uWUU6sR6XKg4vK9RLjpCwA1JvjB34xBPKTPjvxu9P3JH5AsIe9FtfeMVzTOy+jv2+IZ4qblZB1+BlhR6ZvSDvF6rPqW5WwPv5+Ttim/8p55fdL/3ooMmmFeR/56XOGZB3iZzDps8p7P7Tbb8ZJ3t+WWL4jyMdK2GkjGqgzM85WyrMHo72nXb63Y+2ZejhNzmcsMOeXIv+cfJ6qPXVhvBsj/k24pxvzGZtmVh9v96+a4sEyDV5BT1uYXp5W3Kb7qjfSVM6eR37/UqS4Iv/vGy/HgGq9ANWfmC1O5GWJcoNoFFub8yLLF6oqTouVUpJzFUt1/VucMu3Ou2/NLDk7Y735fbudlL3oPaD9H+3j92q+KVT6M87kEe6LHyAeXj5nbupCzj0zLWF5DGeuSl5v18ftu97ko5RgLos541b1fu1k0dNA+HeOLrANF7vi6zb+bz1FD0PtM3jOvr9TrzlKuCQzlON+X4xgHqFXpooal0Qq/YvrfZsZ7kXQ6qU9K9mvTYjy/1uAlnY7kLd/P8xvvyXzyUvPoL15tDmOdEWM5/qmWM62n38iALpOP/JWxTPrGevhlrCfCy5kVbI++TCa//Hu//p7kz/xe/rqG9XWp93g+Na8pL3mbYCumryOTF2Md+is/XeFlm614zbttuTks4zuNvH1sN304Ly/G+s3bX8qyBmMdluXKG6Hqh8X25PN7nMh8ah4jr6b1mI8TKe/MvPpy6sXTjdmKlnFeWn6OC7s0ZPlMnuRlbAf/NJedn+Mq/xiSl7EOIxt2+RJB7Zti+XTLqJ+ZvPLKnOqZXX78nFOdyslNOS/V/eflnOvl/GIW1H532o6lcl7O4HWoZXheJ0YdMx8HVvkwzqOZ85ueD/M8XupCwT6SeeQn/20oaX36Mk77UJRyjAVVZ1zhZdR6OQ1hlE3++UtxOa+X/Bv735jfKCvz56gIZJ/p83v5fA16W5z2VTnO94Ee43bTAWoH19BiHCqycaIxHyDGQZs/3ZA5yPin7QGYl5Z5nQUfAEWWyZ/fmF6QN86McVIxL2KbNs+fOUnyK+fEbpRZ3klG8pp/shZGObr5ULLdXiNNfuVvm9dttuI17077zG4Zv2m4ms4rVfsrb5/kK2XZDGN+fuVlLbP/8vOcz7yf89O0rQMOZW63TLFtK1bGBe+Ztl1ebo4LuzTyBVVvjLKQi4J8ctFgrMcuX0HvG7t8eqGO47xyNdZrdYHqlJ9i25A/f7FyKlbOMt9S23/G/K7OuTzN0/nFJMj97lTeS+K8bOB1yLry93E+p/2av23C7rPUWMbPNUfBMqyU9eXn22mfqzQsysjtMRZEnXGFl5Fljf2Z2V6rvOvbZRwbRn7yjxWv+ZcZ3XyOlrzPjHT0l5vP13JtS/5ybuuMp/wUyYstoyzy82I3HaB2cA0txqjIfGAY31bJS03Tp5sPGKeTorD78DI4naSsPqQyB67NMvknD6f0rZZxStv2xMaM96zSyWeXVytG/p0uuvLz6nWbvbBb3qncnN6zUiwNV9NdnuBLWdbMrm4Uq/+GYvNZve9YrsY25K+zyLYVK+Mgjgu7NMyMebx8oNqt1+0+8Lu8133j9J4rnJDV8r7TtKkrduVhN91tOdspdb1+lw9i/zmlUZCvIsegLV7eKk9e82pwes9KwXboPE13ue2lLFtAL7di5xKr85jdtgm7fe6pLjBjmp9rKKf1ednnTmmYWaXnxG5+r+vJwcvIsubyssy/RX0x9rHV9ZQV23wWqYtB7jOvn692/G6L3XJu64wdy/UWyYstXoesq+AYspsOUDs89DEfJRoayr7k0SL9w1zFbUYjju3RfzFLEZ2Qn7xsWE0o1KkPunLKorNJV4f+ixkn3qX/arVMDiN9djROFM97HdL7Hp2wePioVdodesKddhvDrPIk/Wukz0x+ukUZ+ecy2u12COgSttmK17xblVu71X408V0+Tri8Dkj/S+k3pfdP4mTc8bGs0UcxZ4RkXk71Q9T7g9oy9lm1jhMPgjwubPG8+/q0X52eveqq3vA8xcrWkYvlve6bYsdDMQm9ju3drf00tPPfkpX8frJmZasrPsp5yew/Iw3m6pzr89wU9H5fDuflivNaF0wcr6FYENcwlvvcSMPvMWZSljrjgtVYC5mnF/BnM1cdVwLJf8D7rOLXnW4Y2+ihzrjKz2I4xgGC5SEw54ND/65JveTRIr1eH7mQ1E6MctVX7MQ4xvO6ZVxIeWH+kiHzUpkrIz6jyIAXYT5z9fBFU8XS1eVsq9e0K5H3Mqchj/kY7ufPDl7fUA+nU2TAETPPy/Kxoa4NOP/GxbFxIW15wWVWQ8dJLVDPCeefts9e9VJvPJStpTLtm1KoR/+wI1xOxkWOepme5+v12dYl1xUv5byE919mW8wvi+3yc24qx3635GX/+FDR87IHxuPPnAIgL3LqQABlGPT6Mko9xkSZ60wxxiBwoxzsGXXhEOdD7HFz3Vqm/GfWY36Vu0wqsS/Kdb5n5TzGAWpQ8KOyO+IDUV3vnSh+UHn5MPT8/FDORNL0JUP+q1zPZ4zzNsnJJ8InGXP6Sf677Erc5krkvRJpdPN2yjP4k/xBIs8wHeUPBPkm1s1J3uuy+Y9uMS6ki14Y1MpxUgu47Hqk3Lgs7Z696qneeChbS2XaN37JCLl6tVL1MXORo7+MXe712dYl1xUP5bRk9x8n5OWc6+X8Uq79bmWpnZdd4fMOr0btQ9et05x4rAtFBb0+s1KPMVaJOuOI99le2QjOwyHel8bxIvlxE5eXJf/l3GcOKrIvPNQZP/kpyzEOUJsqHJjzybJLfvJBycdXIT7K1KNfWIfbD0Nehs8FStFliqVfTkY++aRymE8ybjcvh5/8B7HNQeS9mEqkYdLOCQwaz6v1WDZul+3W74yri2P9Qs/VhUGxfVbu46SGxHu0n7ZN2L3Wm2JlW0w59k0JjEf/9HNmjAucnBdPl2oqlU//fqi4IOqK23JeivuvxDy6Ob+UZb9b8bp/SlSJ87IbAwe1n/Ks65K2mRcuqb7mC3p9VkpNo8J1xs5u3ndCPn+N4yW/24eloPNfiX1mp1L7wu02lpifII9xgBpV4cCcGXcReyyaohhNVu2CF2nGIn1MzIotk6/Yc16lz0t+vsqKEzOaWLlhl3/5Rjhss56ybbPHvPsSVBpcb6yaP7m6M+h3Wa6Q6gOEL46j+oWeqwsDVrHjpJoXDUXI81DlywzbJuxOHOqN0Uzb6nhIcLnll3e+UvaNJ5wX45mtlnniiSqI5O2xvavH09WdI2bVrDmIc6qdksqZ31zM+8/TOZfz7On8wjOWut9LxnlYtOdlB9LvVZrZ9unlK8FDqYL+/A16fVZKPcYs8UKe6wyn5XgOdNDO+04VFX+IqP3Jf/TaHS9uOOWf1+v0OVqJfeZJCdtipyzn+zIc45ZKqGcAAat8YC79RYyTpfQVMfrFRfl31WTV4cNQBpyTC0k5eNQy/FMtww64/AA10peBceRAlINe5YHXJX9Ln5eyBCjGhRKfUKQJTiZNadajzeFKpu+U5N9UDhKUR3jD9HNjjpK3OaC8O6pAGqr5k2n7pc7Jut1chPtd1vjWflQ+SHj73DaLrORxYnyg9pjm58+p6uJPx4N6nulodvuNVyZ/PupN72FVfDnHkLzUscDlVuz4L2XfeJEyBgPibbPKkzGYUbG7epmBCA8WXnQEcU6146qcl+j+83rO9XJ+CWK/u+Zj/3hVjfOywjNKfTdesl+k36s0s5U6kBxxLl+3Sv78zRP0+qyUdIwFWGeKnQOLMQJiUXRsF4PP/Dt9jlZin1kqw7bYKdf5vqRj3KVS6xlAkPTR2R14fLyA7SMY8sizDNVjEIxXhJfhZZ0ezyCPtJDndZuXk2cmenmkg8EqfbWuvJU5rcd4bqPVozbsHsPRry9jvFSaehkXK7MMXmdMX7968e8qHX7JNtk97sbtNtvxknfH8teXsXwUSABp2E7nv/PLLchlLen7RJax2y9O/Bwnki/Jb8SUX1WO+nxWcrbNNK/XMhZejwvLdfHvMs3uVfJxxcsXLMN56zfN67SNwu++KaDnM79+GPmX9Vqt08ujfoxH2RjzmvPjtq7YbYPjtvGKipWzWIr7T7g958q2uj2/BLXfCzhsh5f947WeuNn2UpYtwO9n5s97yXYNO5SrU/kVe1yU67rgkIZZIOvTy8Lys4nXU8oxFkid0eeXbbPdLcY8vP4CRZZ3OpY8n5OY3eeoIYh9JuuQ9yzzbLM9QW6LY33imYrVGeGpbvDfvo9xXm8Om+mu6hlAZYTkf3qMDgDlENe/4R3mQy2ob3itGN0ZpOm33UBpAAJ1BQAAAKCmVL4pO8CyktCbaMXKG5QDAAAAAMCihcAcoJyM0X1d928DAAAAAIDlxrkpuwzaAAAAAAAAsBygly9UCe6YAwAAAAAAAFQRBn8DAAAAAAAAqCLcMQcAAAAAAACoIgTmAAAAAAAAAFWEwBwAAAAAAACgihCYAwAAAAAAAFQRAnMAAAAAAACAKkJgDgAAAAAAAFBFCMwBAAAAAAAAqgiBOQAAAAAAAEAVITAHAAAAAAAAqCIE5gAAAAAAAABVhMAcAAAAAAAAoIoQmAMAAAAAAABUEQJzAAAAAAAAgCpCYA4AAAAAAABQRQjMAQAAAAAAAKoIgTkAAAAAAABAFSEwBwAAAAAAAKgiBOYAAAAAAAAAVYTAHAAAAAAAAKCKEJgDAAAAAAAAVBECcwAAAAAAAIAqQmAOy0dqilL6rxCgWirX1AWKho5TKD6uT3BhOdSLxBkKcblEB6b0CQHxU97gX7n2o1vVTr/aUN8XF6f9heuB0tmVbzmPk1o+Bu3Oj8ulruGYCoSvwDyVuEDx6JiqgJkX/x0fGMdOgZqUiHMdDZ+kMC6ogiUfRFKuoTOU0CdVVXKSRvlHpLNV+7uI5VIvUqe0C4Wujhb1MzAeyxtKU7b96FK106861HcdX4BbXAdG4xesrwGNYMruZXv+lXTOUDRqnn+M/77g7vPGZn8t6fO+UdZcRrbX43oAWXJwa3c8lPM4qeFj0Or8uFyuMXCNHRxvgXlqnE/Exyncc56GRid5QitFIvyS9/jvob4ztXOBDrXNzYdHGeCCKljGB1Ek1kbd6rfqShzVPhS8Bg5lrxdVqu+aKTp2RDtfd4a1KUHxW97gR/n2ozvVTr/6UN81iThfgBvXgXINqC4C+TJw6DyFLc5xqWPjKpjS5i189e9pU/PlUNebkg4vO9pKMf6MUS9Oa1RdfxZXbH8VnPerep4OiB64UlcLtasJhTKf2yV+7tmVbzmPk9o9Bp3Pj8vl2hPX2KXzEJjzSTJ8hk/E/GtkGw0nn6J0upNGRviV5t+T27QAnefrwTcmUIyLD48gdQ9KfX2KRnqX9wVV0Np7O7VyHbS4sKq4KTp1Qn66DxwqVi8qXN9zTdKYSryFOgJN3Ht5QynKtR/dqnb61Yb6ruFyoDbqH96lzp1puQYceYqSw/pnwOg4HcuLapNjWsDSf1i/Zsx79RZ8q2tcb3JArtLppMHBndqL50+nd7r4Ith+f9me96t6ng6Gm6Bb2x+lBrd25VvO46SWj0Hr8+NyufbENXZwXAbmUzQQ5ZOk/BrbScmRrdSdf9Zq30ojxol5aBx3zcGR8eERs/qmHMCX2g0cqlrfU1OkrmUirRTstcxyD9QqrGz70aVqp191qO+aFurlALm3O/cCvL27jWLqNy6npPpFpwdTkTba7bLcEnHtejM2zAF5Xjrued9fi/+6JHvXdu9uu3ILKri1K99yHic1fAwu+/MjBMVdYJ44T33qYGij4cE2+28Sw636XXM+8M3fmDr1Z7EbLIFpfZh4OVlWNS8ao3iicD6j+ZFaB/+eWSYvPX/rG6eBuKkfVdTUVF9v2m+8F+X07Jo/WfaTspk/f17pt5Vw1a5qihIDvGwmDV6W8ztgsY2u81OsLCzy5ZR/1Q+Fp4X7tG9sh3qy88WNgi22P/U647o+6esrmL9YOk585sFLORbuT30cB/O6XHNbN7ykyfVfzWPVfSWovHtYj/HBqJrV83LFylhfh93+DuL846q+K0GUl9U6eDmjT97ewnO362204rW8FW/b6fZcWNJ2ZOTnjdPLP0a8HveK133rYT861L2sMqaveF2/tdSAVn9yjwudvi6nJsZ+l3f/WWiu7yZe64S5XAK7vvBzrnL7OeSSUT4FAZ8eTLm9C81l1qOi8p0clGuTfLHbX0ZdMO2vQK5LdK7rE3N7fnPPTeDqNI+HY9m2fG2mKyWeKwJct/+y93B+1NMuODeY87QIzgFFy8puO3Xuz7He8ya8fP4Hf8yVQbqoyXR/5LU00WvpSP+kPs3O9XSM5yM6me5P6pNYsv+k7fLDMW3dsWF9gjLJ07VlZF2x2Gl+nUxH1N/587Lh09p0ns9YRs0bu67P4HN9/ef1efRl9HKQ9RrbRBFZ1+nMugq3MVt+Kl95aVPkfNpUVNn1ZtLU/85six1TOryMsY3auk6ns5voLT/msrUsC4/5T/ab0zPyKS8uUzUHK7I/PdcnfX0F8xetN/b85kHSclOOlvszs9+0V0G9teWjbrhJM6kfHwXlFVTePa7H2M88n6sytqsXnG5Q5x9X9T2Q8vK6Do/baMVreXvMo7tzYQDboVjkLbPe7DHi+bj3sV88ze9Q9zRlTt/z/PacytbpPYP35U15l3KTvJvqjtvzhec6YeyzgK4v/J6rLNMuOGbdy+Y5bx3G54S+LfLq77+eHrZJyPo48sFmf1lND+K6xGt9ypRXZh/of+ec3zzKlLXDftS3ozAdj8eyh/LVBHCuCGjd/ss+2DJaDOcAV2XlZr/w8kHHG163vSzHXBkUD8yNAz3nAt5GZt7cwNz+RGvsNOtAXlVOfZqi77T8QjTWL69I/jIssPVltk97xYZNlbDYugryZfElht1JlafbfYgZjHQKtj/JH4CmfHrKD7MvW2N+U71wm3+7+XT2aWqM993WJ7v5i6XjxG8eCtOyKEeWmZ/nNUsa9Sxv/U6MdXmpG2a2aerT80/GQeXd63oy8/Mrd1u91Yugzz+u67vL7bRiuw7TB5F5HV630Yrf8na1nS7PJUFshzDy5vYY8Xzcu9lmZju/zX7MzM8vq7pXsfRdrt+Rsc/z1mVXtgVs93mRzzaeP3e1zvPbfY6U/FlgbL/+cnN94bX+26Zt8znkWibvhfsoW3cKX5FY/jkxm49+3oaIKj/jJRf2hXXcjuf9ZXfO0dmXnSbzfsF7FvXJLi2eXuxaz1HmuOM8ctBh+TLeL/Fz22v5el2/lUDWXULZ26ZT5Pxom19+1fQ5wGVZFd3O/LwVOce6yhvztO0l7PdKK96U3RgMw02/CWPenCYyTv1ZLJrUpC7QPmlOFNlGSadm8xnG+llspxqEKmeZINfX3kJd+q+R/l3F+z5x2gelSZZl2m20R3XI4jLI6Y9lod2iT7+ZKZ3D+em0t1G3kU/P+SlStm7l59+oJ5ZN24ql6bE+2c5fyrb5zQNzk5axn/SuI2bZfnxWzdAseK0bHtK0HB01qLx7Xo9TGfN86sC1qtt5+5DTDfT8I5zqexDl5bSO3q2F6/C8jVY8lncQ2ynM55JAtoMZeSt2jNjVGcXiuPe6zU7zW+3HYnWv3Ol7XX8xxufribxn4Rpd6WJbqddpXUZXuoLlx/XxcUzLG3m3rDtOn4V2nyMBfBb4uL4I/FzlyxQN7DuvNePt31mwj4wBQs0vGShO9pWM4r7P3MTY2Fc0Tn098vnC9SgmL9m3fB4dOmM56nshH/urlOsSz/XJRrFrvSKMPvJCRq63fOnvl/a57bF8AzlXlHPdzO11tlU6judnuzJii/UckFNWRfaL53Msc5M3z9tuo8RjrhyKBuaZA91F/6DMvDn9P/QPJ6uBP4z+Iqag33isRm4/Df1ZlupEzavPGZjD+PBrpf79uQeLCHR9mfzyBVzeyIPGtptHwkwc0j+sCvrk2TAOylF55Ij0pzB9YDkw0okd2OqYjuf8uCoL0xc2LvPvPMCK8/70Wp+y68s/MRdLx4nfPLgrx0yd7d9W2I/Kcv323NYN72lan4yDyrv39Xjdn9b1ItDzhc6pvgdRXl7X4X0brXgrb8/b6eJcEsx2uD9GMtvs9bPM634JqM6XO33v+S2GzyUqWpskc/xifAFYdF9m6ox5eQ4aD8ryuWXk/7PQ5nMk0M8Cd9cXmfIP4lzla38JGRj4pPriJCIX0y5HZG7v3kmH+7VtGdVHCBeZ7eR1JWWE5xF9JPbBThoxnvxjMep7oSL7q2B6Nm3reuZQdsxzffJ5recsO/Bbv3pqktVrF/WrQiz1c9tb+QZzrgho3T7LPvgyWgTnAFdlZb2d5Y43PG97WY658igamBuPVSj+bLpxOiTfXrCcwjC+AbUK7PVvKLMFa5xYuOz6TmY78stD67mgR3mHyaMzcgYEyewwiw/GgNdnWRF0hY+fyAYu1qNjWgU2bTSY3Kme0ykfPj2cz+LP07T5tqqAj/w4la3lt8vu8m88OsUyv477k3mqT8xYn90AJXbpOPGbB1flWGRUVav123JfN7ynaXUyDirvPtbjuD8d6nZOvQj2fGGwr+9BlJfXdfjYRiueytvPdhY7lwS0HQV5deDrs8zrfgmuzpc3fR/5LYrPJerKifeJsaNNd132F92XvA9V0GFefpyOSEZy7rZn97ll3k3vO58vWICfBV6vL7TyD+hcpefVcjts5QXlg3kX00W0WzyqK7OdfA1ZkA/jwtoNu/1lN535vy7xUZ98XesVYx0g5Qroc9tT+QZ0rghs3f6uswMvo0VxDnBRVjb7xfc51lXefGx7WY658nD5uDTeDr1S2EkNXNA+oHjj95gKw+pbHo3xTba5omW/MdGaL8lrG/UP78w8N72gaYfjQR3s+goPDINRyczbXuQkaVww5L/fzpVnhPOWqUDnKWwz0qHGzclY+MiPQ1nY7tei+R+no6qi2OTDcX96rU/MWF/+/EXSceI7D67K0Wk/2azfVhB1wyZNy5NxUHn3sR6n/WnUbfMJ37JeGOkGdf4RTvU9iPLyug4f22jFU3n73E7Hc0lA2+GYt1z+Psu87hcPZeRY98qdvo/8uhBWZcvr1m95u2/NIDgvKnIzlud8qCbW+XdgnPLOnD4L8/Z9kJ8F/q4vgjlX2W+HjZSMnqwH5f27PAflwmgJ4TrNDJv9Zmazv2ynl3Rd4qM+Cc/XekVkAhuHO8/GF0lcX0r63PZUvj7WbyXIdQd6ne2zjBbLOaBYWXneL6zkeMPHtougj7kyKRqYax+ULL/flpnR1p/FuGCyB7xDRcs8gs3iG8rYVr35kry2Um83n0Ssdi6z7OeaL5D1WXzDk6FXEqcTYp5MMw+rZjFCVSCuPPK7U9kHxCo/TmWr7Ve7b8OYXf6LfHgU259e65Pd+lzVGxtB5UEULUczp2OmXOzStPvQsRNU3n2UsdW30I77P8jzj5uLJStBlJfTOjxsoxWv5W3LzXY6nQtL3A4vfH2WWQlo/qJ1z06V8uuGcRf1hFyIJbw/Nsu4XtGW1/PBdcSxb3oeL5+FwX0W+Ly+COhc5eVzSDUVDWtfeMhdKbfN13MZgbDLzz6WufmTE1Ras9tW2zIo8brEScWu9fTPZKdWD56/gPFYjz2Xk4dzRVnWHUTZB1ZGNX4OsCkrz/uFBRZv+P38D+qYK5OigXn7bm2QDvlmYV+88Llz2ZM0F7LLD1BzHwDLb1SGxi2ei2zFqSKbBLI+48CwaGZh2ZyN16EKjj+A8hKX7VcXHNRGB/QPtRSvo+BZek7N5AoUpiPfSmWfwestP85lUfjtsuv8O354uNyfeezrk936/KXjxHseRGE5qvnUfuLlTOVZ9Jhx5LZuuE/T+iQaVN69rscoYz7UOV851ZCX0Z5N67ZusyDPP471PYjyslvHBed1uN5GK17L29t2ejoXlrQdZsWOEWv2+8rrvvW6H419wMtZ1r1yp+91/S7pA7iNHjlPcbUei/6GDozAfnTMWL5woKZs3oP4LCxkXwZO6/F6faEL5Fxl9TlkTZ4Vr5qKcj6Hk0VapdgdPzw9Hj2jbVPelybGFytyXjGTeqjd/HFTH+y21aEMSrou4eke6pPb85t6NnNc+sLqE4pwE3Rbf5Fk5J+309Wx7LV8va7fSjDr9n+dbZeO1/Oz3XRRW+cAd2Vlt06jvII4xzqcn1xuu//9Xh3Fm7K3b80O0iEjYko7/ugYRfklbfq19vw6ixNC5kTbM6ZOMvIQeFmGYtu0bytyvgFqo/0qrXHqUQ+g5/n1l5Yen6S0GXV6RbY9qANcn/GNqsVOtD4httDuvca2H+f0jHT17ecK2J80WhdM0bGDXFnD2fnikj9jPscPImMb9XQy2yf9Lc7QGOdD4yU/wkVZZPadh/wbI+dyXVJ55fnimVFZi+1Pr/XJbn3F03ESTB6Y5bf0PJ/eHLMvnL/+Nov1O3FfN7ylaXcSDSrvXtdjlDFT5yhjGVMddFW3gz7/MMf6HkR5Gcd1/jrO26zD6zZa8VreXrbT7bkkiO0Qbo8Rr8e9133rdT8Wq3vlTj+IumshM0CPdtFkNcq3o8zxpi2f34JPE9xnYeCfBa6vLwI8VxW5W2xQQbneMpJGp+jgPk6X08p9Xcikmzh0hvp6pP8nTzfyx+Ujx9UQ50UN8Jb3pUnmRhCfV0KZ41+rh9od+k4X9cFuWx3KoKTrEi/1ye35bZwO8TYPcT0+eMzIhxOjz61TC4SgPre9lq/X9VsJYt2lXGcHdX52qEs1dQ5wW1b2+yWoc6z1+cnLtpey36tEf2xaUcnk9ezD2I0X/x3rv87vZZ+9V/h8R/MD4GUZeT7lZOaZcoUPpJdn0+U/v5LnM5YzM9I1P6vOQhDrM56XZ5Vf7dl71s9glOco5j+LU5WZ/n5GQfme5LJ0+3w9LmPZxsyyNtvH3OfHoWwtnxHoPv9qfxjzST6NeVztTw/1yW59rtJxEkAehM1zJv0cM/bc1g0vaVo/U1ITVN69l7Gaxr/HTPXbsg7q89vt/7Kcf4x1yXpy8hNEeXlfh+tttGJeL/9etLwVL/vT47nE73ZkcN4CP0ZEGefXpznXvRrKr2vGs7/5VeS4smacm4qnH8hnYUD7zPf1RRDnKtvPoVzmZwzbvszPCE5y2RTkzziWHfaNOv7zl5HrTP39Yuy21XE/8tvmc4CUoZFekeUMwV7rGfXYer8XMuZ3eg690zwB1GPHcirxXBHUuku9zi5jGdXcOcBNWTmtk5Ut3tC53/ZS9nvlheR/eoxeGhkMRG/SLt9mDMu3IfnffADA4mcc67GdlPYx6A8AgKXMdQRfQ6St7nYDAAAsXa5HZS+qfSuNpHfRcKyVVJsgBOUAS1JmcK+cZlUAAKUYp7g+qFhuM0cAAIDlIbg75gCwhI3TQHycxmiKhoa0wb1wRwsAgjGVfSa2PH4rMygQAADA8oHAHACKM3dVkRF5D6OrCgAEwxhYTAYE8/NMbAAAgKUAgTkAAAAAAABAFQXXxxwAAAAAAAAAPENgDgAAAAAAAFBFCMwBAAAAAAAAqgiBOQAAAAAAAEAVITAHAAAAAAAAqCIE5gAAAAAAAABVhMAcAAAAAAAAoIoQmAMAAAAAAABUEQJzAAAAAAAAgCpCYA4AAAAAAABQRQjMAQAAas4UDUSPUyg0RgMpfRIAAAAsWQjMa1XqAkVDfFEWH9cngFupxBmt7PRXPDGlvzFFJV3flro8gB84FyxPifPUN8o/Y1upt12b5AvOWwAAAIsCAvNalZwkuSaLdLZqf4MrqYExCveMc9m1UizWRrGIlF8LJeIc2IRPUthncFPq8gC+4VywDI1TnM9jFNlGycE2fZp3OG8BAAAsHgjMa1TiqHYh1dXRon6CG+N0qG+Sf7bRcLqTBgd30uAI/+zW3hWlBjcIjgJg3AGOXqjOnbxqp+/RojkXLLJyrWWJ+BkakvPYyFYq5Wa5AectAACA2ofAvCZN0akT8rOVOsNqAriRGOeLWRZrI1MsrnQPPkXp9FM00usvuCl1eTDR7wBTV0sgQYdn1U7fk0V0LlhU5VrbtPPNzoLzmFc4bwEAACweCMxr0iSNqSvcFurAFa5rqVNaX3LcHaptxn6K7fHfRLcU1U7fm8VzLlhc5QoAAABQW9wF5noTxegAX3ilxmkgPpYZWCsUPUMJy3aLU5QYMA/CNUbxgXFKmddlyFn/BYqrkWj5ldMvzsP6irJal5Z2wboSZyzyotPfs0o7lTBth7yinIYxCFkxqSlSN8ks7vwGVQ5qgDRT/qLxC7n70et25+xDt3XEQznlrD+3jki/cvk9rJqxE432ndTXx+malrUePCu/PDkNzu+AOQ+Oy3vYBhMjz3GVwTxGeqU0Cc4pLy/7I7deSP2KShnr72fkrN/umM2l+rvyPMZ+Guox0sgvB7/nDuftdJ++h3LwyX29dzoXWHFRn3VettHpfOGtXL0fK2ZFz1s6b+kEcE4tVg/12eQ9c76cjq2CY8lDXVf8rkefzVVedeU+XgAAAJaFtBvDp9NEr6Vj/efTEf5JdDIdi51OxyLyu7xOp4f1WTWT6X7jvUj+vNorZl7AWD/Pp71/Uksndl2fweP6HNmvK6L/NK8r2X9Se69/Up+SNRyzSnuSp2vLZMqJ/9bKzWU+9fIoTDOYcjC2Kbsf9b8z5e1ju33UEU/l5FBHkv3mZfmnWhe/+vXt8VKemTyZ8uuwvN997VS+Tu+55mN/ZMoiU4bZbaHI+XRSn1Nx2B928veTVl7y4n2oz+O5jpvyYbmdpnx7Tt9NOXjmr967qwsu67PHbSx2vnBbrqWeF92ct7yn47G+2Sl2vElZGPmPSJ6M+mqxb+32uYe6rhRbTxB59ViXAAAAwJ6rwNwIxNQHc97FlvGhbL54ycyfc8HEF1b6BYF8gPebPq3t16/xuj4nfvNmf0GXO3/mgiZ/O4z156VrxS7NQMohqV+M5V8w8fThErY7kzd+uakjXsvJfv06u+1ixcqzYH3J6+nh4ewFqN3yJe1rI78F81iXr1de90dm/vxtSV9Px9R63O7vIhz2kzDnw8z7ucPId94XEB7Sz33fuhy88lvvC4/DQsa8buuzq220Ky+ebj5fFCvXks+LLvPh+7ySN93rZ0tmPfzKKX8j3/orZtoPXve5bRo2dd3zekrIa0F5B3S8AAAALCcumrIbgw+x2E4aGWwzDezTQh1d+q+G1AU6qEbgaqPhvMe8tHe3UUz9Zu4v6bR+5nl9DnznzWrgJYu+n7z+fdKcU3/EjZssFbJJM8hysNK+lbr9brePOuKtnIrUEWE78FSR8uQ8HM5fX3sbdXcbgyXZL1/Svm5vIVUsJ/KeMRzIs4u97w+jLAq3pY32qMrF+z2pJjAX+8OO0wBhnuu4j3y4Sd91OXjkuc7Y1D0rprw71uegtjHnfMGKlGvp50Ub5nx4Tccoi5LPqQ710DjOWaR/Fw1mzit27Pa517ruYz1e8xpUXQIAAADFRWBuBGKt1L8/9+LFSuqYPENaPti3FfaJNPpLRlope63gvH7v67PnO2+RNtqdfxVkMX9m/XtNFyk8n+p/J8+kZcUHRjLKI/eCMLByMC6+Rs9TWPVLtOo/6W27fdcR1+VUfP32A79Zl2fi0HmVh9iBYo8jKrI/fO9rvmCO8I/RSTJftxqPxiptAC1v+8Moi5xtceRt/WZOA4T5Pj6t8mE5v3P63svBG//1vnhw6LY+e95GV+cL53It/VhhLvLhNR3v9c2Om3q4jQ7njYxufc6y2+de63op63GX13IfLwAAAMtN8cDc+LC2vIOX/638FB07Mqn+3rvb4tt2/a5K/oWTdjFgEQT6WZ8tH+syHr9ldReoYH5j/ebBx/gVPklhvigc5XRjw3IXQs1iL1Pe5sGegiyHNhpM7qSYCgrHqYfzVzDImKftZr7qiIdycqwjmuSYTfnYlKf13SQLjvujlH3NF8wq0uC8GIVvugO133HZIjzuD+Nvy7plVVYu9ocdYz8VlruPOu6UD33+/DrslL7ncvCkhHpfdOA3t3nzs40uzhes+H4t5VgRxfLhNR0f9c2OQz20/LJAp5UZV1Hz8+nt9rnXuu5jPd7yWu7jBQAAYPkpHpgbFyhWj6BKjdMR9abxIW/3Lb2YooGD2l2LnAsRxwsgH+uz5X1d1nc0hNX82TsRMb4Y0l7bqH94Jw0n5VmynXxR6CKfluUdZDmwdr7IHeE8ZS50z1PYNHKvt+1mvuqIh3JyrCPCuAi0KB/P5ZnHcfnS9nVYrZPXpd8yd3vXsyhf+8OmLIz5ze8X3R92xumo+sbHKi2nfBSpdxb5sK7DftNnVuXgiY8647QfcxTJe4bPbSxyvnBXriWeF4VjPrym41QWHs+pDvXQMvhWjHNWG+0xR852+9xrXfexHm959VmXAAAAwFbRwNxoWmt1geL0DXsBo+8sXziZv0F3Wr8jm/X5YrMu2wsVp7RjW2lwcKf+2kq93W25fTGL8FwepZSDutDli1z53dTX2et2+6ojHsqpaJlkgs3CZqe+65fOcfkS93W7vs4TcmGdOEM9EtzEeF05t7i887U/bGSaq5qa+/ou08zdOjfNg0181DutDufdzfObPrMqB1+CrPcBK7qNNucLV+Va4rGSwy4fIoh0PJ5T7feT011jPbDNKzO7dXmt697X4z2vTgI7XgAAAJaRIoG58WFNNHQwv7nzGf25tW10INMfjT/U5U6GLGea2dzHL/cbdKeLAeF1fU6CWVfR+YfGs8+B9cyuPILKO+ctZycyp2brJsX3ods6onNdTnZlYqLfBSrchmLLjtPR/ExwkJ995nOR5Uva1yzcSurG35HzFFdla9Nnm/MUj8uzqPW/HXndH0bdKiwL2efqy4Kc+V3sDzu2+0kY+eD1u6rjTvmwuYPrKn235cA87RddkPW+QLH67G0bXZ8vHMtVV8Kx4um85Todr/XNjtN+MgJai+bnlvm3W5fXuu5nPV7zyuvweLyoZ8vz8WL13HkAAAAoGpgbzdWYNBsMjakP1nh0jEJGIJHcafpGnC8OVL/ZSeoLG/MeV338pK+busOR8627sX67CyCv63PSQrv3SrM+63Wpa4y8dWlNjflaryd//m0WabfR/n6Zf5x6uJyiMr/+ikp5hfiCRJvRgV15BFEOU3TsIF8whY9zfvS8mfejKSD0tt1e64jXcipWR/iCz7bpvd2yRh5kG7k8MulLn9QzNMbza4otX8q+ZpkBrbQL30j/TsuR2BOHztAQBxx9+t0uZ173h3Fc6GWh1w0pC7XPC+Yvvj9s6V9E0BCvX89TfMAIGr3WcYd82N3BLZK+t3Lwul+Cr/dZbuuzl210f75wLtdSjxW3+fCajtf6ZsdFPbT4wsL6nGW3Lq91vYT1uM6r1+NlnA71nFfHy8FjRt0AAACAHPpj06wZzzWVZ5Ty7zH9+cfyikRO5z7HNmMyPRzTnyUrL56vX56Hqq8r0m96Nqpp/fY8rK8om3Xpz2gtXJf3tJP9p7ls9Pn1l5SVWq4Yx/IIoByS13kfmtZBJ9ORWN7ziBV/+9B9HeHF3JaTY5lotGfpWjwv13FZ3kbJg1P6RdIuaV8r2WeK22+f9XPHbfndH3wM5G7LyXSsP//ZxMzF/nCiysxIQ8oqJwF/9a6AzTOXhXP6/L7bcvC6X3RB1vtcLuqzzv2+dnu+0LfLmM+qXN1utxWv+XCdThDnVPv9ZDxT3Wo9lucsu3V5res+1uM5rzr3xwueaw4AAFBMSP6nx+iFEmfUnYlI/y4aMTfhXGJSA2OqiW9s+KmS+/cuO1WvI1M0ED1JfaNtNJzOvaNZ81IXKBqWvpj2eTfqpvQ9T+c9a9nSMjlmq83zfgEAAAAAcODYlN1pwJmlI/vYnMJ+d1BM1euIMVBTrG1xBeU0TnEVlBc2kc7gwH2fBH+RbZR0Gfwtj2O2ynzsFwAAAAAAJw6BudNAMUuJQ787KKJadWScBlT/0TF9oKa8Pq81T+7yn3HsV67m2ceBuwR/I24fn7Zcjtlq8rNfAAAAAACcOQTmyyRgdfOoH7BRpTrC++zI0DgNDU1ygNRG/clOm+C2NqUGzqi7/JHYTsfm5h0HdnoM/vAlUyV43y8AAAAAAM6c+5gDAAAAAAAAQFkVeVwaAAAAAAAAAJQTAnMAAAAAAACAKkJgDgAAAAAAAFBFCMwBAAAAAAAAqgiBOQAAAAAAAEAVITAHAAAAAAAAqCIE5gAAAAAAAABVhMAcAAAAAAAAoIoQmAMAAAAAAABUEQJzAAAAAAAAgCpCYA4AAAAAAABQRQjMAQAAAAAAAKoIgTkAAAAAAABAFSEwBwAAAAAAAKgiBOYAAAAAAAAAVYTAHAAAAAAAAKCKEJgDAAAAAAAAVBECcwAAAAAAAIAqQmAOAAAAAAAAUEUIzAEAAAAAAACqCIE5AAAAAAAAQBUhMAcAAAAAAACoIgTmAAAAAAAAAFWEwBwAAAAAAACgihCYAwAAAAAAAFQRAnMAAAAAAAAoWWpgjEKh4xQdmNKngFsIzAEAAABg2UrEj6tAwnjFE/ob5ZS6QFFJLz6uT6gBqSlK6b/65nUdRjlEL5Setp1KpBGUoPJatfo1Tof6Joki2+hwb4s+bbkap7jsg8xrjAaK7FQE5gAAAACwTE3RqRPys5UisTaK8WtPWL2hm+LAfUwLcvRXNHqGBhJL7G5g4gyFwicpHDpDvr+XCGIdNcK46yuvinxRs0Qk4mdoiI+l/sNbqV2fVrLUOA3kHYOhIsdgKnGB4lHT/BwUR+Pjtl92eJ1faMtk64m85NyQyCzUSnv6tXNKJKJPKgKBOQAAAAAscy10YHAnDfKrOxNRyB2vk9QzNEmjkVZ1gR2LtdLo6Dj19ZxcZAHbFA2owKPIXTvezpzvJfwIYh1VNUXHjkzqvxMNHa2hVg21LHWBDg7x7u/fSb1BReUc/EbDZ6hPjkH58ozrluJwDMqXKuGe8zQ0mv2yLUK8/NAZClu0RPA6v5Av67RlJjlP2jLGueHgMeMLgxbq7tXOKQe69ElFIDAHAAAAAMiTGrhAHGcQxXZSeqRTXWAPDnZSOrmT+o0AYano5m1MP8XbWcKdziDWUQtS43RklH9KsCV/D40v+hYAFdG+lUZ4/48E2oR9kvfDNhpOcr1Kd9IIH4fp9C4+/rR3h3ryWmekLtA+aUpPbbwMz69/2TZiLDN6nvaZ+757nZ9JIC9f1klzfcnXyIi2jDo3lLj9CMwBAAAAAHJk75rG9rSpnxntbdQrgXq3/jcsKalj46Ti8j07aY+KzMfpKCLz6ujmIHlwq6kVi2ih3sPbSIvNp+iU6ZZ24tB5te8i/dtslxk9km2i7nX+TB96vbl+7jKlQ2AOAAAAAJCjhTr05qcnTrnvT27VVzU+4NxX1YrX9aQSZyhqnj+anV8b3O4k9UkEQpPUF87Ol2kKbDFYWLHRtQvedxxwbIoSA5xHeV+9xni5IuWSsunfb7uQjzQKGF/ItNGebo4L9S9lhg7aDMamb7MqA70vtJFX1Q86yLx6Lg8LMg6ALGu1j4z9Z9N826mOKU77P4i8F5UdL2Lvbou71u0tpA7p0XE6ptL1Oj9LjOutaLYG11zfBIE5AAAAAEAeIygb7TvDAWzx4Nyur+oQL2/XV9WK1/VI4B3uGadR8/yj2vyHOPAO79mmr0NjzBOLbcsb6C5X+25tmdw7hobsnUPLoCZPIn6SevrkTrTeV59XLOUaDmt3LAuovsVa/34y+vBG9P79Yet+8p7TsJI4r32BwcurBhHd2/QmzabgzMrYeb0vNC+q51X1gw4qrz7KI0jF6pijcuQ9KX3ORQt1ZALkSRpTE83TzFqpU/Zlhtf5+djUv6SLdJanKwsCcwAAAACAfN07aTgmF+AcgPScJHXXmgN0yzgipfdVjWyjpPSFNfVVHZbm0KPniwcwwut6Emc44OGfHPAM58z/FCWHtcC7vXsrT9tGe1WQwYH0fqNPbJGmuO1t2jJWQamXO4dGHqUfL+dRpS19hZM7tT7clrgM9L7FmT68vEyyX9sffYfy7sr6SqNQQg301kr9+43uCy20e6+W5pHMoF6FRoc4aI3tVPusPHn1WB5BclHHnAWfd20/cZakCbr6jaWmSN0AL4oD8iT/8Do/S47xtjC5k57fAkC1ICjxaQ0IzAEAAAAALHQPcgDBwYfc0ZQLdAnQw3qAbmb0VY0dyB/4rIW692t9Vd2M7u11PUaAEjuwMxug6CQgL60PrH1Qmkk3v/+9BcsgSnDgP5g0+grnsexbnL2Ln89XGgXG6agegO42pevcckAnX6QMtuXss0xeT+R+mVOJ8ghSyXUs6Lybvtg4YDXQWsTuqQDZ7ik5vM7Phvr0FgB66wGthYR2frDr+uEGAnMAAAAAABvqjvPIU5SUO5oqksi/ADf6qnIMdvQMxeN5r0PSZFnetLnbnuF1Pdk+sp1F71r6kwlK+86bRr/WA1i9H7azIv14i5G+ydLfPr8McpSYhkFvBRDZmxtgZ1sOOLR66GopHIne6KOcoxLlEaQA61gQeU+NU7xH/6JguPCLAoUDZP0Gtzte52eR/l3aCOx66wHV4mHY6PpiPla8QWAOAAAAAFBEu9zRlABdNcG1vgCXJs1DBS+t+asX7tZTrI9sAIyg1DwyeaYZu94PuyymtIHUpG+y9Le3LYPgGHeG6cj5bPCoXudpTHunis80r3x5aIKoY0HlnYPy8BntyxMOjAueimD5RYhZ3pcMXuc36eqw+FLFGI9AlnP+Bs4WAnMAAAAAAJfae7fqfYHzL8BbqV89b9nm5fr53m7XYwxO5T8QKK6Feg/oI5PrQWmmabOLZux+yeBofRK46c+Kzmy762bpHqUu0EH1bQOpQcmywaP+Mm7t8u9+74aWouLlkVF6HQsm7xyUR7NBufOzwu3yavclg9f5ydOTGrxAYA4AAAAA4JvRFzU7SJQ/XtcTVLpFdLdpX0SooNToh72N9ru6Xe4njxwo6Xcq3T0ruvRyMJ5dbjRRLnzt0u+GlvpM80qUh4NwqxYMF+1WYSi1bIPIux6U8w5yDsrb9OfO2+TVaOmR6VPudX4+FIwnNeiDwOXi9dgE8m4hMAcAAAAAMJNnMstzlgtGWZbnMWt37syDhBV73rU8lzzhIhLyup6w/tgmq/lTHFhk5y0lwDICGA5K41qwUtAP24HtNkkZe3mUmZS9PjhevtLSMJ5d7tTv2xgIj9MosTl7JcrDltWzuYX03bZJ230d88Jt3t0G5ZpM2facyWvZMEUDB/WWHqaBFb3On/2S6kLBY95SAxe080IJXTwQmAMAAAAA5JPnLKvHpGmPQoryKxSS0ZjlTe0OYPaCXR6txj9Hz1OY55egXuufLMvIM6DP01E3AbHH9bT37tSfsy3zcx71ftHyGKcwBxvmeTMBVs+Ytk71eCc1qahMADMkwYrHgcsyzwLX8mikHZJAUJ5rXdCeOTsavDznWtsmeTSVUfYWPKdhwkHpEYkQ80Zjz5fpwmARlHlSifKwlb1LbF5XSPpuR/S76Xm81LFCpeVdfQlmRO9HOE0up4JX3PRFiXH8cEDfk8kr/+T0tOfT78ztm+51fi6//cZj3sJ8fKr5JV9cFuoxh200PKgdK76kAQAAAACWpcl0f+S1NNHp9LA+JSN5Pd0fO5mOkLxvvPjv2PV0Up8lX3L4dDqi1meaP8LrTk7qc+iS57X18rqsuF6PMpke7uf5M/PyK3IyHesvzOcwb092nafT/cYMRfKTTnNZGPmJnLfefsd1cB5z0pb8ybbo5W+xzmTeNmnbfz0dk78DSkMk+7VlImpeZ8MxPS/GvI7brOfVMt0yl0exfZGzLqOuFMlvsTrmkKb3fakxytvxVZBfm7wO2+1fr/Pz9lgcn1bHm0HbjpPZ481GSP6nx+gAAAAAAMvIFA1E5e5YGw2nbR6/BABQgkT8OPUMyaCOndTr0CoDTdkBAAAAAAAAqgiBOQAAAAAsc1N0UO8v6m8wKwAAsylKDGjnlINqZPriEJgDAAAAwDKVHa18VH9mtfNgVgAAbkzS0T7tnDJqDGBXBPqYAwAAAAAAAFQR7pgDAAAAAAAAVBECcwAAAAAAAIAqQmAOAAAAAAAAUEUIzAEAAAAAAACqCIE5AAAAAAAAQBUhMAcAAAAAAACoIgTmAAAAAAAAAFWEwBwAAAAAAACgihCYF5MaoGgoRKHoAKX0SQAAAAAAAABBqY3A3Ah+4wl9QgWkUi4C7RQN7OujUYpQ/+FeatenAgAAAAAAAATFU2CeSgxQPBqlkATR6hWl+EAA95GTYxz8EkU6w9rfZZaIc97DYQoX+SIgNbCP+jhjseER6kVUDgAAAAAAAGXgOjBPDUQp3NNHQ6MqhKZIRKaO0lBfuOQ73YmjQ+pnV0dlo1/nLwISdIij8khsmAa79UkAAAAAAAAAAXMXmCfiFJZbx9KkO5mmdHqERkbkZ5KGYxykl3SnO0WnTsjPCFXohjl1D0re0zTieBu8mwZlHkTlAAAAAAAAUEauAnPjjnak/3Bek+52DnI5SC+pnXeSxiTmpy6q8A1zAAAAAAAAgKor2+BvqUScolGjL7rWHz0aTxQOuJY6ReqGeWwP5dyb5uXVclbN5PX3ogX921OUGOB0M2nyPNE4DSRM8xUZaM59vrX1qDykEjQQN/W95zTNSQrVr92YHwAAAAAAAEDnKjAPd6oO5TTad6gg4CyUogEObMM9QzQ6GqFILEYxae5OozQ61EPh/MeO2Qz8ltLat1s2k7fuky7phqmnj9ONRDhNLd3R0SHq6+F863PZDzTnL99dY4coGu4hTlZLU4qK0+zZZ57faK7Pb40ltV8AAAAAAAAAmKvAvL33MPWr2JwDzrCMxG5xB1mXiIfVSOYUG6ak9EUfHKRBae6eHqaYzDB6hI6ZFrYb+C2ptW+3GBDOuk+6ka4M1pYcGeE0tXTTyWEaHt6fuRtvl57ffA8NSUSuLaPSHDHmH6NsCN5OHV3ab6X1xwcAAAAAAIClxmVT9nbqHdEGeuOIk4b65A5ynApbkg/QQYlXI/2UHOzOe+53N+3RIlbK3jS2G/jNaUA4iz7ppnQP56fb3k3d3ZkZrdfrO9+Mg3IZIC53mULuBpwDAAAAAACA5cZDH3NtoDe5A2001+4LR3OC88ShPtW8O7J3d9FAVWM38Js+PbKXduevyOiTHukkI7Y20o0d6C2SrnV6/vMdof79eaO2W+QPAAAAAAAAwI73wd/au2lwJKk3bR+lvkNG7+3s3ei9BdG0sLhbbTvw21FSDcW7OgoDZaOPeCaIdrq7nscyvRLybfXFgZ4/y7wDAAAAAAAA5PEemCvt1HtAte82sbv7rUsdoyP573se+C1FA6rNucS9mZU4p2tmmV4J+ba4w+40aB0AAAAAAABAPp+BeXbwM7cBaKa5eH/xgdhsB35LHNIGaHNzd9yCXXpOvORbaHm3u/sOAAAAAAAAkMsxMJdnb1s9w1ue9d2jYlNzABom7alqQ3Q07xHh2fljdCAz+JmHJuhMPV9cWwmzurtdmK56vnjm+W526QWZ7wRpMXth/hL6c87xHHMAAAAAAAAwcwjMtQBUPcObA8pQNEpRfklwKc/6lsA0NjxC2UHG22n3XhXh0lAPB6DROMXjHEzrzwaX+fuTg6a+3fZNyI3npg/1RNU64sY6Yv3ao8hyBlbrpv1ah3ctXZlfTzcU7qGxTGNzu/SCy3e273n+wG9SlmohPMccAAAAAAAAcqUdJdPD/bF0JEJpmVW9IpF0JDacTib1WfIkh/Pmp0g61s/z6+9nJPvTHA6nObrXJ5hxurGIKc1Yun+Y16AvE+nPX5ueT2N+mcdYxuCYHr8dRL55HWpZi/eGY9p6C/MOAAAAAAAAy1lI/scBIwAAAAAAAABUge/B3wAAAAAAAACgdAjMAQAAAAAAAKrIsSm7DPQGpUFPAQAAAAAAAHCCO+YAAAAAAAAAVYTB3wAAAAAAAACqCHfMAQAAAAAAAKoIgTkAAAAAAABAFSEwBwAAAAAAAKgiBOYAAAAAAAAAVYTAHAAAAAAAAKCKEJgDAAAAAAAAVBECcwAAAAAAAIAqQmAOAAAAAAAAUEUIzAEAAAAAAACqCIE5AAAAAAAAQBUhMAcAAAAAAACoIgTmAAAAAAAAAFWEwBwAAAAAAACgihCYAwAAAAAAAFQRAnMAAAAAAACAKkJgDgAAAAAAAFBFCMwBAAAAAAAAqgiBOQAAAAAAAEAVITAHAAAAAAAAqCIE5gAAAAAAAABVhMAcAAAAAAAAoIoQmAMAAAAAAABUEQJzAAAAAAAAgCpCYA4AAAAAAABQRQjMAQBKkIiHKBSK0kBKn1AJiTinyenGE/oEAAAAAFjMEJgDQMWkOKCMSkCpXlGKJyoZzXqQSpGrnPH29Azxz9gB6m3XJpVfigYOqkRpeLBbmwSa1IBWv/CFBSwnbs9XbgS5LjuVSAMAYBFCYA6wbCUorgLkOP9WARw07eModpQiFInFiP/RiVP6e7VE7kaHwxQuWi7VCZBTA/uob5RTHR4khOUAy5zr85ULQa7LTiXSAABYpBCYA0BFpI4d4aBcAsoRGhkcpMFB/lm528zeRToprP9qJZU4xAFyhPqTlQyQE3SIo/JIbJhwsxwAMoqcrzwJcl12KpEGAMAiE0oz/XcAWFbkjnkPDckd33T5g0vpiy3NvmPDaQSVUB7SlD3cR6OxYUqjkgEAAMAigjvmAAAAAAAAAFWEwBwAikulKBGPmgZuC1E0Gnc1EnlqIKrmV4OksaEeYx16H0Ppcyh/Ww3YZQzmFR3IHSxInx6VDKQSNMB5M/IVKpIvNQBdVJ9XzR+l+EAiu/4iA4ilEgMU52Uyy/NLysJyHLsS8pnDS/nnpCl5NdIbyOnTqW1Hdn1qMD5zOZiVsP/NvKRpNW+U94nHJLOC2oaBvAEMVf5TNCB5za+nfuq2ztP+sVBz+Qy6Xuasr/DYyhyP/J55fdG49XYILW2XxzbzXUeDzLuxf/L3XZE0LOu9z3WVnl+9XhrrzHlZPPEi4POh9mQNfR4AgGqSpuwAsBwNp2N8CiCK8W8OhvvTETUfpSORWDoW41ckov4miqT7k/p8dnh5WSYSyVtHbDitFh2Oaevivwsk9bQj/dq8Bn16RNar58NNvoZjWh7kfVlW5Uv9TelM8kaaFvlJ9hvr19LW0jTWaVqHwWc+c3gt/4I0ZTn5md3P2e0oLIeCsi51/+u8panXCdO8Ks38+fLZ7buAtsFcf3LWIeuUMrbbDi91m3kqKws1mc+g62XB+oxt1efn9fb369vF26/WZbznuC3aOnPXZXFs+62jIsi8G/snP4O2aWTL2O7c4X5d8ru8Ss9vkpdX68y8uFz1tHLyGfj5MJnuN/JqVf8BACoIgTnAsuU2MOcLmlh/ejjvgidzIevyYsYIFgpm9xMUGNP15czv2ebLSIcv5vJTSvLFXmb7bC4csxfivHx+WZjf06cpfvKZz2v5m9O0ChLsypT/stxHXtO34ilN40LZfcCc4bDvSt4G231sHEf8yt8+Yxmr9duVidf9k69W82nMb7kMK2V9/EZ2GVOgxa9IblSnl0F+sGcqs7yMWR/bJdRREWTejXXl7zvbNOStIucO1+sKML95bPPI+yPQ8yEz6ldu/gEAKg+BuQ8Lpv8DuLWwMJ+en51Jz8/N8u+1UH+MC6e8C3i3XF5gGWyDikCDAmbznqugRthsV7HlHYMHD/l0zSafmek2+9VxO+zWacXDvN7SLENgbsfHNlhevBvryd+XPup2qfunZvNpTAuqXtptC3P6wsV4z/yWY9qs8P2AAvMA8p5ZV/78DmnYvudjXYHl18yYx8tnU7G8+/2cAwCoIIzK7tHUjat09b3jNHH1IoXqGojqpG8Sv5GW/wGYadcroYZGqm9sovmZGVqYm6Wm1Wup7YFHafW2B7kOVXOYB4+jsku/vuQxOnp0TJ9wgoaG1AO1XY2AbTsqu/Rv1d4oXI/0D5RRtiP9lBzppczD1Yzplmnr25WzjPRhDOuPNxshx6e0Wa67+PLSlz4sjzLrT2YfA+c5nw7clr9jmsZ2cEgRi1GXPjVLX6dVnnzvfx9pGnVCPfP+AB3e303tRQuIOW47K3kbbPa/kW5+uXmu2yXsH6WG8+m4bwJen749OceirvA4LVJmzPLY9ltHRWB5VxOt1+VY3jbnHj/rCiq/Gdm6UPBZYRbI+RAAoLYgMPdgavwKffTbf6AzLx2hyetXqHXjNmpoaVaDhqQXUIyQL011HJSHGhpoYXaG7py/RHMcnG8IP0Lhnj+h7Z/96iIJzPlCKb6P+uSix4rLC57qBuZut5VZrrv48sZFaM52eM6nFY/l75hm9qLXUU6eSt3/ftLkpRIDdOhgH2WSjXDZH+ayty8oh20PahsqF/A6sq0zNZxP230jAl6fp2DR57HNfNVREVje1UTrdTmWt825x8+6gsqvwakuKlxXAjsfAgDUFozK7tLc5F069/uf0anh79PFt39Hc1MT1LJmHa1Yv4Va12+mlrZ78MIr57Viw1ZatXkHNa1YRRNXLtClt9+gS2+9Q7cvnqWFuRn1hc5ikIjzBbNcBPFF3HBSdX/RXsl+iujz1L4wdarMnqBTvgbedb98pDOs/xaM8pS/BG6mdeW/TBfrwaXvPk3R3t1LgyM8PZmk4RinNDpEPWGLEZpdWHx12FtZVU/Q+azGdvs/toOsoyASFJegXL4ksQmil8bnEQCANQTmLkzfHqcPf/MPlHrpr2nm1jjd91wPdf7xf0YPfe2f0ANf2kMPfOFb9OAX9+CFFz3wxW+r10Nf3Uvh7n9G25/5ivryZn52imvSFDWvaaWmVaupvrGFtD4QtS5Fp07IT75gPtxb/E6QH+FO7YLqxClOrVzaqUO1jx2lsaSa4FGx5VN07AhfLLKujiALKejy91oOQaRfYtm3t1P34Agl+6WW+FlHFbfBc90udz21UfF85gt6fV4US9vFsV1yHQWRiEvLBbnpbdeqqQKfRwAAVYTAvIhpDsTP/u5FSr34Q5q6fpnu//w36Yl/8V/To38Up21Pf4k27foM3dP5Wdr0qWfwWu6vrmdo86eepa2f/qJ6rdvZSfMz0zRx7SI1rVxD93R9il8PU+v6Ddr4BItaihKH+vgSNADtHVqf0tEjdMwcFcgzcaUJov5nqcLabTEaOlj4bN1UImH7rGJD956Y+jnUU/hc41TikNYMN9JP+yvSWtJ/+We2w6IchDTPLVYWXtP3libvd4tnRyfHgqoJhoC2wWgqq/+Zw0fdLnX/LJZ85gt6fV5k0nZ9bFeqji4jibjq6iRN0b23OC/t80ieiY7nmANALUBg7mD27m36eOQYfzD/gIPyK7T16efpgef/kFZvuY8WZmfVYF7p+TlKp+cpvYDXsn+lF9SHe31TM83cvkEX3vg1nX7pr2n8w3dp/c4u2v6ZF2jV5nvVjfL5uRm9ltWCIeqJRima/4on+HKnnXbv1e4C9YVlWpzifBETDYW1i6hAdJN2XZybRigsfSAj2p28ALT3HibthlYfhUNGOnHelhCFe3roaLG7XN2DNKzyKc1V+SJOXz4eleWlMLS7OMHexClD+RvbocqBt4MDDLUd+sVpuKfPVBYBpe8pTaaaBJvm4zLWitjPFx9BbcP+nPqj5UvqKQcEtvXUR932Wlb5Fks+8wW9Pi+MtL0c24HW0eUuRQMHtYMxQkf1/Z59DSTUW6wcn0dyF14L6UfR1AEAqgyBuQ0JrD6S5us/+SuaunGN7v3sl+nB579DDQ3N9MnvXuSAfZgmrpyn+dkZWuCgTO6M4rV8X3PTUxycL1BdfQNN37hKZ195id7/+/+JrqdOUtt9j6igfN0Dj1KorpEW5uZUIF9TRkf5X97rxCn1VnuvNNGM8QUTTxsa0kdHjtFwcpjUtWwAugeTNJyTBlGsf5iSIwcsRmj2q516R/LTGVLBiqTl5mK6ezBNSb6C50Uyyw+NcuASk/6O1iM6l6oc5Z+zHRxgqO3gMo+o9SZz7lgFlb77NLtpkNfdH+MUjflUGUt98PfFRzDboNcf6UvM69HyJTf4kpQ+vFebxYKfuu1l/xRaLPksFPT6vMhJW6XLL9tjO/g6urwlyWhskCl70+uIqfN/8OdDoysDrybg8UEAALzCqOwWVPN1DqxSw9+nyeuXacezX6edX91Lq7ftpMvvvEyfjA5T4+q1tONzX6dVW+6nUH29GnUbliE5fEIhqmtspnp+zU3eoQuv/4pO//xHdOOD92njw09SuPs/oXX3d9CFN36jxipoaGml9q//U9oRKeNVJgBUjtFMPJI3ynWtWSz5BAAAWIZwxzzP7MQdDrwTdFr6lN+8Stuk+fqX/pBWbb2f0gtz6hnUGzjYkqbJjStWq+bLNXf3EyqHg/JQXT01NLfQ7ORtuvj2KJ3+2Y/o1kdJDsqfoPs+/we05r6H1TxzM5McyC/IQtqyAAAAAAAADIG5ycztcfpYmq8nvk93r1xQA3g9+JXv0tr7OogW0jQ3dZdaN2ymLTz9nl2foaZVa9Ud0/Q8AvPlh/c7/1ff2KS+oJmVO+Vv/IqSif9INz9+n9aHH6P7v/BN2tjxBNU1NHBQPkXpuTl9WQAAAAAAgCwE5jppvi59x0//9K9Vn3LpE/zgl/+Y2h7spIX5WfXc8gUOwGXQt5k7N9XAcAvzeqAVwh3Q5UXr/SGDvNU3tXBduEXnj/+Szvz8b+nWJyna0P4YPfilP6T1/LOuvp7mVd3huqLqCeoKAAAAAADkQh9zJkH3B/94lM7IQG+3rtL2pzgof+G7tHr7g1xCdbQgdzvlzvjCHN38KElX3ztOjerxV5+lFes3q2bKC3Oz+tpgOZB93rhyFc3cuUWX3hqh5Is/oFtnT9M9jzxF90V3qy90QvUNtDA7TXUNjarLw/nj/0jnXv0FNbSupPav/wn6mAMAAAAAgLLs75hP37xOH/367+n0i39FE9cv0dYnvkgPPP8dWnf/wxTioFzd7ZQ+5PrdznkO0qduXqOZ2zfV6NoK7pgvG9J8vU41X1+lxiO4+Ppv6PRP/lrdKV//0OMcbO+m9eHHVTAuX+hkv7BBHQEAAAAAAGvLOjBXzddHX6Tk8A9ocvwybf/sV2nnV/6Y1j7wMM3PyiOwJrIDuy3IoF1EK+7ZRlue/DxtfPQpalq5Rt1JlybusNRpDUsaGluooamFZu7epvOv/ZLO/OxHdPPjJG3seJIefOE71LZzF4fgIVV3tC900FsEAAAAAACcLduoQZqvn5U+5S/9tXok2rannqedX/4urbm3nYgD7flZeS61fqdcNWPXA/ONW2jzp56lDR2PZwJzDP62HJhHX79Dl94eVUH5jY/eow3hx+n+L3yL2h58VPUpn5uRL3S0+gIAAAAAAFDMsgzMp2/dUM3XUy/+kCbHr6hHoklQLs+aDtXVcdA+ycF2XmClN1efm7hLd6+cp6kbV9RddWmhHKpDM+WlLKf5+uRduvj6rymV+AHd/PiU+oLmvud6qK39MQo1aH3KMfo6AAAAAAB4sewCc2m+fvbln1DqJ3+lmq9v+8wL9NBX91LbzkdpYWZaPRItc6fc6BfMv4fq69Wvdy5+RGdHX6SLb/6Gpm+P81vyXoN6D5YaffR1c/P14/9Ip3/+Y7r5CQflMvr6899Ro69LPZjjoD07+joAAAAAAIA7yyowl8Dp7O8SHJT/kKak+frTL9DOF/6I1ty7UwXj87MzWhPkvMBKgi5j2tz0FE3euEJTN8fV4G/Sn1i9D0uQNF9voEZpvj5xW42+fvqnf0M3PnyfNj78JD3wxW/TugceUXfK56cnM+MQAAAAAAAAeLFsAvMZDqw+HpWg/K9p4upF2vrpL6igfK00Xw9J83XTQG/5VB9z7b3We7bR1ie/QPc8+hQ1r1yLPuZLlOzXugZpvr5S1Y1Lb42q8QhufHyK1rd/iu57brfqW15XL6OvT3MdQPN1AAAAAADwZ1kE5jO3b9C5l3+qHms1NX6Ftn/mBdr5lb20buejlJ6b1YJyCa5t7nxLkGbcDW1tu0eNyC6jb0vQZg7aYSnQm683tVBDc6sa6O38G7+iM6r5ekoF4zL6+vqHHuOjp17VHTRfBwAAAACAUiz5wFyaGJ995WeUSvyQJq6cp62f/iIH5TL6+kNqkC4ZwC2dlubr+gJWOOiSu+pi9s5NunU2RXcvfkxzvG7Vx7xuWfUIWOK05uvSp1yC8ssnfq9GX7/+wbsqKH/gC3rzdRl9nfe/qjsAAAAAAAAlWNIR5cydW/Txb4+pEbQnLp+jLU88p+52rrufAyvVfF1GXzfudttH5toAb8bgb5/Q2d/9hC6+NaIGf+M3M+/B4iYtI+pNzddlgL/Uiz+gGx+8R+sf2kU7oj1qFPb6hkaan5mmhblZfUkAAAAAAAD/lmxgPnPnBp37/c8oqd8p3/LUF+jBr36X2h7spIXZGQ68zKOve6PunqvljGW9rwNqT31jM9U3N6tHol14/dfqTvn4mTFat3MXPfilPapveWY8gvk5/h37HQAAAAAASrckA3MJnM6+In3K9aD8yc/Tzq/8Ea3bEVZNj7Xm62nXQbmM1K76EbM12x+k+77wTdr2meepec167T3cOV305JF3DS3SfP0uXTnxiupTfuNDuVPeRfd//ptqTIE61XxdBglE83UAAAAAAAjOkgvMZ+/epk9GEqpP+Z1LZzkof452fvm7tO6BR7V+wcZAb17pwVjT6nW8rodp9bYHOZBr5SnZgeFg8dGarzdSY8sKmp+eoktv/45SL/6Qg/J3VVB+33N/QBsffoLqeJ4F+UJnDqOvAwAAAABAsJZUYD59+wadffkl1S944vJ59Vizh772T2h9+DEVUM1NOo++7iRUp/Ujn7h+ma6ceJWup95Wz7aWIkQf88XIGH1dmq9rA71deP1X2kBvZ8aobWcnPfD8d9TzyuvqG9Qz8OW59X7qDgAAAAAAgJMlE5jPz85ofco5KL8rA72p5ut/TGul+frCvNZ8XfUp1xfwQEZdzw7+9jF9IoO/vTlCM7du6O81qPdgMZFB+xq0R6JNTdDlE6/Q6Zf+hq6ffofW79xF90nz9Qf1VhZq9HUtkAcAAAAAAAjakgjMZaA3Y/T1u5c+VqOvqz7lD+qPtcppvu7vjqcRmMkd1uY166hx5RoKNUhAnkbQtshozdebVPN1CbovvjVKqRf/isY/eJfrTCfteK5Ha75e30gLM2i+DgAAAAAA5bXoA/OZOzfpnDynfPg/0sTls7T101+ih762V42grTVfv6tG0NaaIPsPyo3AftXW+2hHpJu2PvF5DtDb9PcQuC0O+c3X79KF47+iD9To6++qAd52vvBHtPGRT6ugXEbuV4P+ofk6AAAAAACU0aIOzOdnJunc73+umiDfVaOvf4EeUs3XOzhYXlDPmpafJT/NTN0R14O65lZqabtHBeUSvKn31PtQ+7Rnzjfofcovn9RGXx8/c5LWt3fR/V/8lmrGrvqUo/k6AAAAAABUyKINzGXgtY9/O0zJ4f9Idy59ovUp/+of07qdndnm69KnXCktMpfnVWcGf7tyni6+8Wu6+u5xdbdevaf3P4falWm+3rpKBd2X3h6hVOL7KiiXO+X3fX43bXz401TX2KyPvo5H4AEAAAAAQGUsysB8RkZff+Xnql+wNF+XPuVyp1webyXNyjNBuTRBDqIVsqynTiuqKRmVnYPy6xzQzU7cUe8ZQTvUIr2lQ1OLau0gzdcvvvFb+uAXf6f6lLc9+Ag98KU9tLFD+pRj9HUAAAAAAKi8RReYS9B99pWf0enED2jiyjna+ukvas3X75PR1/Xm6/Jc8QADK9Wk2XiO+aq1tGb7Q7Rq832qn3Ja/sNzzGtYXvP1d16m0z89QuOnx2hD+HF64It7VPN1GaF9bnqC9zX2JQAAAAAAVNaiCsyl+fonv3uRUi/+UDVf3/x4lB748nfVSNpy1zp39PUAcWBuNItfteV+uvfZb9CWJ6LUvGa9CtrLkiaULNt8fSXNc9B96e1ROv2TH9L4mTFa98CjdF9Umq8/SXWNTXrzdQziBwAAAAAAlbdoAvPpW9fpk5df0pqvX71AW5/6Au38qj76OgfNmaC8XE2Q9XHA6hoa1GO2pFm0asLO0+WuOdQSc/P1FtXl4PzxX2l3yj/URl+X5usbHn6cQg2NaL4OAAAAAABVtSgCc+kXfFaC8sT36e7lcxyUf5GD8n+imq8TB+XzM1OBN1830wZ404rq7qVzdP61X9DlE6+o56fLe3XoY15jZH81qObrM+bm62fGaH37Y/TAF79N6x/aRaG6Bu0LHemqAAAAAAAAUCU1H5jLyOcf//Z/pdSL0qf8PG198vP04AvfoXX3P0x1oTI2XzeTgF8PvifHL9PV947TDQ7yZiZu60E7AvNakWm+3rJS3Qm/+MZvKJn4Ad348D3tkWiq+foTWvP1mWntTjkAAAAAAEAV1XRgPi2jr8ud8p/8FU1eu0Rbn3peG3195y5Kz85wUH63vM3XDXJHVb+r2rRqNa3e/hCt3HyvuiMr0zFgWC0wmq83a83XJ+/Q+dd/RWd+9iMa//B9anvoU+oLHRnwTY1HIM3X5+fUFysAAAAAAADVVLOBuRp9Xe9TPnn1Im359Jdo55dl9PV2Ig7G5zkwVwFxBQIrNcCbPvjbys330b2f+xptfjxCzavbtPcw+FsNMJqvyyPR7tCld37HQfkRuvHRe/ro69+itgceVS0ftNHX0XwdAAAAAABqQ00G5tJ3W5qvJ4elT/kntPXJL3BQ/l1ad38H57iOA6vJTKBcMTmBnPZ75isBBHlVlWm+3rqS5qYm6eJbI5SS5usfvEfrH/oU3f/cbtrQ8TjVNTTS/CyarwMAAMAikohrXSflFR2glD4ZAJaWmgvMp2+N0ye/+4nqUz557QJte/pL9NBX99KG9i5Kz8/R3OSEaoKs3SmvUDNkORHqfczvXvqEzr3yU7r09u9UU3t+Q92phWowmq8bo6/fpgvHf0lnfnpE61Muzdef/w5tfJiDcnlO+aR0fUDzdQAAAFgkUgMUPbpHa6GZHqbYaB+F4wn9TQBYSmoqMJc74WdfeYlO633Ktz/9ghp9fc2OdhWMz8/K6OvSp1xfoELUN5R1WlHNcDB+4+NTdPvChyq/5veg0rjs6+tNzde10ddvfPAubXj4SfVItLYH9ebrGH0dAAAAFplUsoMOD3brf3XT/v4I0YlTuGsOsATVTESpRl//jYy+/kOauHKBtjz5BXrwy39EbQ88og3WpUZfNwZZq2xkrr6llMexsdYNW2jTp56lDR1PUOOK1fzeAvqYV0Fu8/W7WvN1rjtyp7ztoS66L7qb1vM+Us3XMfo6AAAALELt3d3Urv8u2ju6iLo6cqYBwNJQE4H59O1x+uTln6h+wZPXLtK2zzyv+pS3PdjJAdWsHpTLnfIKNl83k8Bcms+zVZt30L3PfJU2c3DevHpdzntQCXnN1yfv0oXj/6hGX7/58fu0PvwYPfClP6T17Z+iOhmPAM3XAQAAYIlIHB2i2B7jDjoALCVVD8wl6D738kt0+sW/ortXz2uPRPvqn9Da+zoovTBH8zPSfN3oU15FevpzM9M0ffM6zd65kb0Li6CvgqT5ujb6+gwH3Zff/h2d/unf0PiZMdrQ/jg9qAfl9dKnHM3XAWAxScQpOrAEGqgule0IGsql9tX6PkoN0EEapkzL9mqQPu983Yu6DBC8qgbmM3dv0ce/PUaphNZ8fdunv0g7X/gOB+Vh1Xd4bpqD8kzz9epR/cj1Ad5unztDH/7jUTr36s9p6tY1fq+O6how+FslZJqvr1ilgu5Lb0rz9R/ozynvoh2Rbu1OOe8PGX0dLRkAYPFIULxniLo6FnsD1aWyHUFDudS+Wt9HKRrYN0YHqhuVcx76aFT/CwCCVbXAfPrWdfWc8mTiBxyUy53yL9JDX/0n1LZzl3pG+dzkHQ6sqth8PQenb9wxn7pLd6+co8nxK7TA+VQ4OIcy0u961zc1Z0dff12arx+hcfVItC7a+fx31PPKZSC+uYk7ppH7AQBqHV/sRntoSP9r8Voq2xE0lEvtq/19lIjvIzo8SNW9Wb6P+hCVA5RNVSJKCW7PvvJTNVjX5PWLKijf+eU/UqOvy6jrC3K3UwZbq5HAKi3/6c9NX7lpO217+nnatOuz1LxqnerxjMHfyoyD7TrT6OuX3/md6lN+48N3tT7lX/iWGn091CDN1yfRfB0AFhW54NYudiPUGVaTFqWlsh1BQ7nUvlrfR6mBKB3dM0K9xs38RJwq/8S0BB060kWxmP4nAASu4oG5BFafjL5Ip1+SR6JdVI9Ee+jr/1Td9axrbKT5uRkVkMtzp6VJsvpZ7VddPWdJgsMGWrFxqwrK17c/Rk2r1qoBxjL5xSvgF5c7/5SAvHHlWhV0X3zzt3Qq8X0a/4CD8vYuuv/z36SNDz+pjb6O5usAsNjwBfbBzr206K91l8B2SPATCjraWSr7dymr8X2UiIco3DdKQz0hvtzUXz1EfsZ/K6WOJ+IHiQ4M0h79bwAIXkUD8+lb1+j88V+qPtozt2+SjG4e7v5PaOOjT6kAbGF+nk849VTf2MxBOr8amvhnDbyamqihqUX9lObr0oxdBoCTO7N1Tc3ae1bL4VXii8u2pVX9Pnvnphp9/YOf/y3d/PB9Wr9zFz3wxT20seNxCnFQrgZ6k8H4aqSVBQBAUTKI0sFOOtzboU/ookXZBXmpbEfQUC61bxHso+7BtLrezH1VuEm7fHlBB6o76BzAMhDiA7z87X45icnrl+jj372ogvK7l8/R5q5n6IHn/5DW3vuQ/pzySa35uv44LM4av2qjSbLcLZc8LizM0c1PTtG1d9+gxpVraGPn07Ri/SZ+r4EW5E4/BEr6i8uXNDMTt+l68m368Jd/R7c+Oa2ar+94bjdteKhLBeVq5P6a7U4QoobmFvVBKl9KnXv1F9TQupLav/4narA6AFiuEhSPHqU9I3yBLcFBuI9GI/2UHOldZM8nXirbod1NDI8doHQg0cfSKZelq9r7KEWJgWN09MgR1be9/7CpqXqK87avh4ZGiSKxYRoJKCL2V8elnA5Sp54/uYPfwxmO9CdpJJNhg7tt4o2i/r1ER47wXF2F25dKxCnMiVinAbB0VSQwv3vxY/p4ZJje+4cf0JV336QVbetoy5MR9ZxyMT89od8tr9G7nRKY80v6md86d5qunXqLA/PVqgl1y7p7VNCenp/VZ4YgpOWxaNJFoKGJpm5epxsfnOCfV2n9Q4/Rg1/8Nq2X5uu8T+Y4KJdn3dds3UFgDgAWEvEondqvX7TyRWhIu9INJChQF99ah1nXYsNpX3fDyrkdlRZkYL6UymWp8rqPgj2uOEgN5Q02xwG4qnvGlwT65Mz0APip47LMPjqcCZDtA3MP25QjRsN5LQCyZV34HsBSVpHA/PLbo/TW9/8dffCrF6m+voXadrbTins2qbuc0jRcDaxWy02QOW/q/j2XlNydlRHj5W5uw4pVVFffqILCChTjsiLlK0Ht/MyMamExdeMSbep6hjr+YB/d8+jT6k767N1bi6DcEZgDQK78C93MRWiAF+CVsFS2w6DyH0BgvtTKZSmqnX0kd5j3UY8RhCb30NF9R2mPjL5ujnkD4rmOS0Atg8GbvqxwvmMuXG5TJliPUH/SdGfdYJE2wFJXkcD84uu/oTf+w7+lq2NvcFDeRffs+jQ1r27jAPduZrTz2sfFpN/BbWhqVs3u52YmtTv96v0a/mJhEZKB36SlwuT1y3Qt9bbqCrHj2W9QuPufUeu6DSpgl8Heah8CcwAwScQpenRPTtPNRRm4LZXtMPEctFhZguWy5NTcPpJHtYXVqPCRSIwOSNN6/Z2geavjkq99NHZgJOeuf/HAXLjZpuw8li0LeD/FaRD92mFZqUxg/tYovf39f6f6Z2976kt07zNfoxUbNtPsxB3tNnSNk/vlaXXLXEaVv00zt26qR3M1rV6nnq2t7u6q/vEQFBllXcr19oWP6Pxr/0g3PnhXe9b9V/5YDQg3Nz2lj0lQ6xCYA4AhQfH4Kdo/mHsHyN2Fbi1Z3NuRCcK8cNUMfans36WsNveRUSeDSj+IOi7r2MdBfH7/b7dl5Wab7NfF+ynK+wl3y2GZqUhgfunEK/TOD/6Sbp5N0Y5nvqJG0169ZQcHuXLHvPaDK+lfLndv5e7+zY9P0ZV3j6vB3zZ1foZa12+mUD36mAcrrVomSLnePvchfTyaoCsnf6/Ke+eXv6v698/Pzi6S1hYIzAFAZO8O2fHbz7uylsp2FFKBhO875ku3XJaOGt5HicqMQ+C+jnNgHDpKeyz6d7v+EsPFNtmtK6f/P8AyUqHHpXHsL/E/v9LzC7TAQdXCzKwKrhbHa0Y9X31+jvMtv89Oq2kyEvvCvPbTejm8Sn5x2cqzydPpBRXcqu+Ryv5VEgBAsFID0iTU/Lgj45Wk/og+U0Dk4ls969jDy+2jjSu5HYsJyqX2lbqPyndccRB8tFPLw+gROpbSplZTauAgDfF/PRbbJIG0GO0La9OiA1SYZXfbFO7UCn50LKl+itRAnI7uQVAOy1NFn2POZz91hzy9MKdG0k4vkpfkVQ1Sxz9lFPbNXZ+jDeHHqKFlhf4lw3TBMngF9eKgXFpVcN0BAFiUEnHVJNT6JlWSxtQdvAh1htUEndyxKrwozrwcrvjbe0dMQYe7l6u7hL62QxYrzH80bnUxb0jQwID53RQNxI2gKEpx9Z42j9W6jZfbLxtK5rNc1HZFveTZXC7F60exsrHeLwmX+8Vr3qvM9z7KKs9xJeV4kDr399LuvSqKJVOMWjVO2zoc0+aRu9xqWsHdcPfb1N7Rpf+m4/10iPa7Ox8BLEGVDcwzQtI+fPG8BJ98RNPKNbR66wO0auM2amhqUdPkxGS5HF7BvAAAFil5Hm/0YCcdtrvSTJ2iE+qXLuowX90mjtKJ2DAl5cI32c8hg4xcbFwYRyi2p7JXrr63g3UPankmGVhLbc8wdQ31UdgykpOL+h46ov8lEvEwHek8oJVFeoT2dxyjaOgg0e52fd08k7Fuff39EecgKyillAuHJdQ7ks2/bJ99QJJXLi7qR7GyMd7PBFi8HhrqoX05X4oY8veLl7xXV2n7KHjqC5FonBIp+WJpHx3Ze1jdHTaC1KGjxnGRoPhALX/bkVXyNp04RSkZhZ33037cKodlrEqB+SLDwaHqZ84mb16j66l36MYnSZqbnODp/J56tBcAAIAulVB3ecM9QzTa1aFPzMcXsYeMZ/sO0dFENiBKneqkAxxIyCVq6tgRGo3slThU07mX9lcqCCpxOzQpOnViNPtlQns37ZGAzkJq4JAK/royEVKCjg5FaO9urSxEe3cvHYgZQZSsm2NDfd2JgQFK8fp3791b3iArkHIR2fw7ZTe/XNzVj2JlI+/H6IARCLV3cGhqrXC/CHd5d0WCMnWtpd21D0Rg+yhIWpnR6BD1hMPUQweyfau795A6LIYO0kCCA9j4UdrTW6kDvRQlbFO4kyLyc/QI7ds3Rgcw2Bssc4goXTAH35PXLtKlEy/TteRbND1xSwva6+rVewAAAOruUbiH+oa0y325CxnO64epNSPmi1i9v6YY6pE+m1GSG5btvb36oEspOnZklCJ7d2cuWLv5vUpcvAaxHUrqGB0ZjZEWH3IgNBDl+SPUn//tAgdnxzr20F79T02YOiOj1LcvN93uQX1QKvO6efmDYx2qbLLlF7zAykXklI0Ni3JxVT+KlQ2/P9a1J7OeRFz6FZsCdYPlfmFu8u4HB3GlxuaB7qNAtevNu4ki0tIg5y5+N+3XOmXTkaMycrzVI8ZqUQnblPkyqIsOHF4s2wtQPhUalf1leuf7f0k3P0nS9qdfoPs//we0atO9NDu1SEZl56Bc7pgvzM/RrXNn6HrybWpcsYo2PPwktbbdowJz6YcOQTGNyn7+Qzr78kt09b3jtGnXM2pUdulOIAPxYVR2AFjyOCiKho/Q3uTiHQzJeGySIdI/TId78++yShNXosFeonjoIHXmbK80o5bRtKW5dm45FK67yEjRNab4KNlO5cIc6kexssl9P8JB1V46sJ+D9pz12KdfPO8+SdPzU/sX1X4Ev7h+WdVrgGUKd8xdkC8PFua1IHD1lvtox7PfoC1PfJ6a17Tp782p9wAAAAKVHMttprzoaHd05TFUmX7MfYX9mBMDp2i/NHFV/X3z+/pKf+ak6s/cFzYPMqbfLdb7SCf7I3lNrWudXjYOt5ydy4XZ1o9iZSPvk9YvXfVR76IDHH3nBuVO6RfPu1+Joydo7+Kt8OCBtNKgYQTlAAYE5m6l5c5+muqbW6hl3QZqXr2O6uobtPcWMGI4AAAEL3F0SDr25t1dXkTymzu3S/9wotG+Q2TE13Lntaevj8LSNSxs9PdlibgpCJeB3kZUgDnUE9eWVeuW/uda6bR37K3IgG+BKdIU3LZcTGzrR7GykfdJD+hVc2LpX629ZXBMv0je/VKPyurUBg6DpUy6TkTpIO/roBtcACxmCMzdMPUjn7hygS6+OUJX3nudZu7ofczr0cccAACCJgOfZQfvWozUwGQxox+z0AeKinSSihNV/2XTo5nUMOHaeyk1Yy7z45UKBj3r7tUCupyAvnZp+dfLwcDloQatdiiXLPv6Uaxs5H2O2vWAXhuMLztyNiuSvmPefUglBigeH6Dk7kEaRFS+JKk+/dLPXwbli4ZVUI7uCgC5EJi7kB38LUQT1y9pg7+l3qbZidum9wAAAIKTGjhIQ5EyDK5VMfnNneUu2T6Sbs2xA718pc7B2LEOkpbSBmnGbEiOjWp3xzOt3lM0cFBFohxK6k21TYOeqfUPRCnUQ7VfZhycHOKCyMk/T4vvG+NfnMvFYF8/ipWN1ozd3Fy8W0XmB9WgZypIdkrfIe8dPstdRtoftGhKD0tEaoDk0KXRPgqHe+jI3sU1FgRApWDwNzf04Ds9P093Ln5E42feo4YVK2nDzl3UtHZ95j0ICgZ/A4DlTAZE6iG5jtUUDnpW8xJxDgKzW5DBgWT/gT1EB3tUgJ7dNmOANzWXIoPEjezmMPXQwczo2jLq8+E9R9UjsGzJc7truH1s7qBrduzKJUbD6T101K5+2JW7Den7rxWVXZ0r3C+2arzcoZq4fkW5fo1GuJpI83UE5QBWEJh7JAF4WgZ742Bd9THH3fIyQGAOAAAAAADLB6JKr9Td83p1l1x+BwAAAAAAACgFAnMXVD9yfYC3u1fOqTufl0++StN3burv6aOzAwAAAAAAAHiEwNwNdWdcKyoZif3muTN059InND8zqd9Bx51zAAAAAAAA8AeBuQuqG77en7ll3UbaGH6c1t3/MDW2rJI3MfAbAAAAAAAA+IbA3A0JvvVB6lbes422PvkF2tT5NDWtWqOC9sUxCBkAAAAAAADUIgTmbumt1WVE9vnpKZqfmeagnIP1tLyFpuwAAAAAAADgDwJzF0KhOjUSu7h76RM6++rP1CPgZm7fUP3LjYHhAAAAAAAAALxCYO6W/mi0mYk7dOfixzRx9YJ211zulnPgDgAAAAAAAOAHIkpX0qqfuWhZu57WP/QpWrMjTA0tK9V7qkk7AAAAAAAAgA8IzF0wD/DWun4z3bPrsxycd1HjSmNUdgTmAAAAAAAA4A8Cc5dCelP2uZlpmr51nWbv3qKFuTk1DWO/AQAAAAAAgF8IzN2QoLxOK6qJK+fp4pu/pivvvkYzHJzLe8bAcAAAAAAAAABeITB3Qd0t1wd4m5+doulb4yooX5ifVTG7cTcdAAAAAAAAwCsE5i6Y+5iv3LiNtj7xedr4yFPUtGptznsAAAAAAAAAXiEwd0NGZF/QBnhrbbtHBeXrH9xFja0y+Bv/098DAAAAAAAA8AqBuVuhkMTgNHP3Nt0+/yHdvXKO5qenebr2HgAAAAAAAIAfCMxdkD7kMsCbhN93Ln1Mn7z8E7rw1m9p+va49l59gzYjAAAAAAAAgEcIzD1aWJin+dlpWpiblTbsqik7AAAAAAAAgF8IzF0wD/C2atO9tP0zL9DmXc9Q06p12nvz+vPMAQAAAAAAADxCYO6WDADHJBhfs6OdVm25jxqaWtQ04z0AAAAAAAAArxCYuyH9yPXnmE/fvEbXU+/QzU9O0ezUhPZeHYoRAAAAAAAA/EFE6YI2+JtWVHevnqeLb/6Wrrz3Os3cvaW/V6/eAwAAAAAAAPAKgbkL5obq9U3N1LJ6PTWtXEuhhgb9PTRlBwAAAAAAAH8QmLuRXqD0vDH42w7a/sxXaPOnnqXm1WtlmHZawOBvAAAAAAAA4BMCczfSMr7bgvq1oXUlrdi4hVrbNlJ9Q5O8wcE57pgDAAAAAACAPwjMXTD3I5+4fomunHyNrp8+QbMTd9SgcKG6BvUeAAAAAAAAgFcIzF0JcUlpgfkkB+aXTrxC15Jv0+zd2xiVHQAAAAAAAEqCiNIt/Vnl9Y0t1LymzTT4m/YfAAAAAAAAgB8IzF1Ic1CeXtAGf1t5zzba+unP0z2PPs3B+RoVsBvvAQAAAAAAAHiFwNwVuSOu3zFvaFQBecOKVVTXoPctxw1zAAAAAAAA8AmBuRumfuTSx/zyyd/T9dTbNDNxB33MAQAAAAAAoCSIKF2QUdlJD76nbl6n8dMn6dbZJM1N3pW4HIE5AAAAAAAA+IaI0g0Z+E1vrt60ai2tufchWrV5B9U3N6vpxjPOAQBEIh6iUChKAyl9AgAAQM1KUFxagIbi/BsAVAsCcxfU4G/zc+r3lVt20PbPfpk2dz1Lzava9Pcw+BtARaUGKCoXEfEKXkKkUuQqzk7EqWeIf8YOUG+7Ngl8qsZ+riVu65wTP2VYrXJf9vt7Ee0rWFIS8R5SH1vDg9StTSo/o+5GB0o7z9XKMYBjEQKAwNwjPuRU03XVfF2asevTARYffEPuGgfboXCYwkXLKkUDB9XlDQ0PVuzyBpYi13UOAKAEHFBqH1vDhI8tgOpCYO6GBC919erXO5c/oXOv/oIunXiZZu7c1N6r194DgCUu0klh/VcrqcQh6huNUH+ygncdyiZFA1H54gZN8quqSJ2DasIxAnYWT91IHOqj0Ug/JRGVA1QdAnMXZPC3UJ12b3z6lgz+NkY3z56muckJLTAPoRgBlrTuQa3bykgvObVOb1fzjaAJO5TOZZ0DAChF9yDOMwC1AhGlC+riaIFf/HvL2o20IfwYrbu/gxpaV6ppGPwNAAAAAAAA/EJg7oZpgLcVG7fRlic+T/c8/BQ1rVxDtLCAwd9g6UulKBGPagOb6K9oNO6+iZ4+KEpUFuDf46qJH7+iAzn9Z1MJ03vqFaX4QMLbwDA+8ppKxHkeU7rRvHSLDOqi5TuaXZ5fkmbCKs2cskjQAOc1m66HMmWuy8tjmtqo8mHqG5W/RqkvbKw/RJkiqOQ+teJxP1vlI8obY5eP1IBWRmr7LFi+7yVPxcpPf9+yzvk+HlN5+573hWUldeZln3otd1ulnoN0QeXd1TEiFtG+EkXPhTrX682p54Xnnswm8Xvm9UXj9gOCaWmb1iPzm9eVx2k/2iqhvgV2/nSZB1/nKualbvgqwwzejgGuV+ZlHeqgwUv+iimtjNzXNUsyXogsm3Ni0Bnn+fwB8Mp23GTntS3PImnbFKFe7wvLELxBYO6WPtDbwtwMzUzcotnJu7SAgByWAz6ZR8Nh6hniq4xIjGIxfkUiNDo6xBccHvvPjR3idfWRWlWE/x4d06Yz+WAM98h7EU5GS4dToaG+Hgrnf2jZ8ZFX+TAJ9wzxPKZ0R7V0D1l8jubL5ns0s3yMt03S7OELMqvPYkWVRQ/1DVEmn+ShTH2Vl8s0w3v69fVpMtsV66c9+R2ey71PrXjdz3xhlJ8PtY9OnNJnKNS+e6/a/tEjxyzymaBD6qo7Qnt36w1A/R4nDuVnyW86Jw5SVIIF3vdaGUgB8L7oCXu6kPK0T32Uu6WAzkFB5t3VMbKY9hVzey4M5tzD07gcesJ8oc9BW4jfG+K1qHXJ5g71Wa4rm7bL862fOlhifQvk/OkhD57PVaySx3EiztvBO573WHZZSYe3W3JmxVcdc1BaGXn8bA9S4MdNKcesSsDmGEjRqRPab6NjSe0X8CddARff+V36p//V3vSP/zdPpn/37/8P6fOv/jJ966Nk+tr7b6avvvt6zb+uvfdG+tqpt9TvZ372o/Sr/69/lX7zf/6/pc/+7iX9vbcLlsGrlNfx9PXkO+nxM2Ppj387nB79i7703//Z59Mv/+V/kb789svpG6fHuO5o+6P2X2+kb5x5Nz3OeT555P+Zfmn/H6V/8a//efrjkWH96Kim4XSMTwF8yuXfHAzH0pFYf3o4qf+tS/ZHVE8OirnYlmR/mk/p2vyR/nTeqrLvF7yX5OS15XKSMebPT9trXnl+LU+FZZAcNq3HIT21vJRhfprm9/RpirkseH3mxVyXqd/y8pRmMt0fkWUi6f68bVPM6wxin1ox1pE/o6f9XGQ7bDksZ+xbczqe8sTcll9J287M6fB7OYsVq6N263K1T32Ue1DbbKUseS8y36LZV8xYv9tzodv12m6TUXbaK5JTgMZnU165mssgN3Gb862POii87jdLRdI2l4vV8e8pDw5pGeVint/TPvRZhgbL/cKSxj62yIffOua4XzyWkTnfefMX/WzPz4fV+g1222pM15fLvmdsh/Zyddz4LU955aQtb9kfA8a6cvMEXuGOuRvSfEN/MNr89BRN37hKM3du0MLcnD74Gx6aBktY9yCNDPZSd97IMMY30N7EaNhikBk1Kiz/jB3If6+duvf3q3SGjrr4etpjXhNHh9TP2IHBglHU27sL15Mvs7w8+zU/Tc4Lf1CxIbLMuj4KrnmxTD5PnHK8I+C7vEpI016Z96mVQOuknXbavVfWNkpHjuWWTGa/7zHVGt95si4/W37Tsdj3vCOIL/KYTR3NU9Z96iSA/V2VvC+ifeX2XBjcucc4vlhsmEZyRszspv1qY0fJfPOtpPOtFwHUN/dsjn9PefB2rqrksWCkH+nfn1uv2rtpMKmlla88+fNYRpWqa8UEcdwEdszyEkb9s7heUIMIptN5eQKvEJi7IBUtvaA1W1+5cStteeI52vjIU9S0ao02KByatMNyIP3dEgMUj8e116Ej6mTvSWxPwUWfuQnUiaP6us0vIx0vgaOrvBrpRqjT1/Ooii8f7tQ+QE+cssh5V0fehyRr76Au/Vd7JZSX7zQdVGqfWnG1n9up94BcRUlfT71fpMtEjYuQ0b5D2X6f/Jt2zRYjc1ye4fU4sSw/F7ymY7XveUqHvvMt62gOr/vUf7nb8rrNGVXOe83vK2P+YufCEo5ri21q1zco4pBodluL57HwfFvifvRd3zwodvy7zIP7c1Ulj4XsPjM3EXdWQh0rwnsZ+fxsD1Jgx42P8izH9QIUhcDcDRWYy8jraWpZv4nuefRpWr+zixpXrNbfQ2AOS5k+CJH0d5M+SkND+ivwSxQazazb/PKSjpe8JmlMTe6iDrfXDDncL1+uPlell1f5lSePHutk9yAlh/spFhnl/EjfRm0Qm6ID+LTvJu3mhOnOSOIo/8UKLqgrdZwEm45xgemF633qt9wLBLfNlc37YtlX3s+FlT/3+Dzf+tqPlTqWnXjMg6dzlabyx7E3gdcx12VU/c/2cqj8MQt+IDB3RUZ+04pqbvIuTVy5QJPjl2lhdkZryl6HYoSlSwZu6ZOTd6SfhpNaUyX1smmG5l+E+s3rz3+5aO7rLa9h0q5zT5C/L73dL+/0zbZ/pZdX+ZUnj37qpDTHHRyReZI0rEbwkQF0ig3kZNwtyjb1s2r2KCp1nASdTlK7AvXA2z71V+65gtvmyuZ98ewrr+fCapx7/J9vve7HSh3LTrznwf25SlP549ibctQxt2VU7c/2cqjGMQt+IKJ0QT0ioL5efqM7l8/S2d//jC6/8zuavj2uv9egzQiw5GSbdPUfLuzvFgyjiWZuvyjvvOa11HSLLZ+iY0e0C+kuf7fkbQRVXuVUzjyWWCfb26l7cISSFn3xLHXvIXUpN3SUEkazR75Y3p9zrVuJ40QEnY6xPjd1tMR96rXcM4LY5mrkfTHtK7fzl/O4LqZY2i7Ot672Y9D7zQ+feXB1rqrkseAnrTLXsUDKyONne7iT9yTz0fy+dGUuTwgcAnOPFmZnaXbiNs1O3aWFhXk1BCHA8pPKDCgShO49+rfYB60f2yHP3/TfbM4+r0bTUKt0Uwn+2C6SZibfPYXN+lKJQ9pzbAs+9EtX3vIylPaBXpk8mtntZ3nOa+H+cX/3sZu0TRmio3Gt2WNk724uHTeCPU7suUhnqEc9R9dcDF7rqLd9Wmq5F+OtbMuTdz/HSC3uK/fnwsof11mZtF2fb4Osg16P5XIERMXy4O5cVcnj2DYteVa2zePSylvHPJZREJ/tRr/s0SOUM+6cPIPc4ZFxQSlveWbJM/fxHPPSITB3hcNv1cecqHX9Ztq067O0vv0xalq5Wr0nATrA4jVEPdEoRfNf6sIwO5KpNvCLDBjCP0Nh6pFPtKB066OcjvZRWE7sfCGgDU6inejl+ZtHi17ceM9re+9hbaRjla6xTJyXkTR7iqdp5FvKMMz51pePR7XnAfMnt7rj4faGh2uBlFdxmYv1nqi+XfzT6JtXTNny6KNOqmaXpjzw/tF2j8cgZ0jbp4UDGVXoOCkhnUgkQhHpH8r13NiXWh0li9F6bXjdpyWWuyagsi1T3u2PkcW1r1yfCyt07rFkpO3lfOu5DgZ3LPs/f/rPQ/FzFavkcWw8TUCvV0Y5hCQgleeza0WUq8x1zFMZBfLZbnwZkLs/1TPI5VhX85RRRY5ZaeWhfcWA55iXBoG5C1ofDC0wb167ntoe7KS12x+ihuYVavA3I2gHWLRGR/lf3uvEKfVWe680W4vxhwdPMwYL4Q/U4eSw1iQsIPKojSR/evDnFKdvDEzCSam0kjTo4kLee17bqXckScM5ywzxBUOEYv3D7oI2c7715YdG+cM2Jn0DR6hcTw4JoryKkfJU/Qm5bLTt6vI0gn258uhtP8tjeYapn7cjkwe1f4Yp6bZfXfce/VFVLLKXrK7jKnWc+E5n72EakXkixr7UlpN+h172g/t9GkC564Iq23Lk3ekYWTz7Srg/F1bi3GMnJ209j/bnW391MKj65lQ3ivGdBxfnKlG541ivVznlQFynkpQe2U+d2kwFylrH/JSRSt/Ydu+f7d2D+ceWlIGU4QHtbnqZlf+YNVqI8DoXTb/72hTioLPsrbEvnXiZ3vn+X9LNT5K0/ekX6P7P/wGt2nSvag6ujXZe2+QbJelfLsH5zMRtmr5xjeobGql53Qaqb26VGRCcBypNdQ1Nql//7fMf0tmXX6Kr7x2nTbueoZ1f/i41rVxD83Ozi2Q0/BA1NLeoL3fOH/8lnXv1F9TQupLav/4ntCNSxqsXAAAAAABYNHDH3BUOvPWR1yeuXqBLb4/S1fffoJk7t1VQXodR2QEAAAAAAMAn54hyYZZm71yl8SuX6NKV63Tt5iRNzi5kBzybn6LZydt0/dYE3Zqap+Vyz1jdQZfHp8kPfRoAAAAAAACAH46B+dyNjyn19wfof/gv/pT+xff6KPbf/B39ze8v0m39fbpxnJI/O0z/+v/+9/Q//vIjuqFPXmpUH3O92bQ0wd/29Jdpc9cz1LxqnWqKn57H4G8AAAAAAADgj/Mdc7kdHApRaOJDuvT6z+jv/uMv6e9f+YQu82TtrvkCTd68Qsnfn6DUqbN0KzN9qeGt0gd/a+JgfO297bRq633U0NwsUfui6CcPAAAAAAAAtckxMG9Yez+1f+sg/e8O/h/pv/3nz1K44S6Nn71ClzlOVfeI1z9KWz79Bfp21w56bn09NfCkpRmi6k3X2dTNa3Q99Tbd+Ph9NXidNGsPoY85AAAAAAAA+OQcUdY1UOPKDbTu4cepc9d99GjrLWq8fo0u3+QAVd4PzVHTppV0z30P0/b122m9LCLTlxgt+K5Xv9+9fJbOHf8FXTrxCs3c4YKQ9+rlKwkAAAAAAAAA71zG0a20sG4V3d9ykVrGL9DFK0STMvnyOZr88CwtPLSNVjy0lVbwpKU5GFq2gX5dQwM1tKykhibeWgnWOTBfms33AQAAAAAAoBJcBuZrqKmtlTbUX6b07es0fpNobm6aZj66SVc+ItrwyGraGG7W51161OBv+gBvqzbvoB2f+xpteSxKzavb9Pfm1HsAAAAAAAAAXrkMzOsoVM//T88SLTRS3fRdqr/xBn3cNEcfbH+atm9cT9u0lt5LFwfgor65lVra7qGWteuprqFRm66/BwAAAAAAAOCVy8C8hRoa1tDqe5qpafV5unTxJL3x5jW6XLeZNj36AG1raqaV+pxLkupHrhXV5LVLdPGdl+lq8i2avXtLew+DvwEAAAAAAIBPLiPK1dTSuoE2bgvRTOhteuP0+/Tah/fRqrkH6Zm1RGuW+N1y88jrk+OX6eq7r9L1MydoduKO/t5Sby4AAAAAAAAA5eIyMA9RfT2/6mbpo4tz9MmN1fTAI/fR/fetIelZvjQHfMtS/cgX+MW/N61aQ2u2P0SrNt9L9c0tqhl7Wn/GOQAAAAAAAIBXrttgN625l1rbv0CdT36Nvvb0pyj6xFpau0F/c6lTgbk2+NvKTTvo3s9+hbZ0PasGf6OFBQz+BgAAAAAAAL5ZBOYL/G+aJiem6M7daZqfm6bZmSkaT++kti/9Of3L/+x/S//57gdp2yp99mUjrVoG1NU3UH1TC9U1Nqtm7GrYN4z9BgAAAAAAAD5ZBOa3icZ/Tz89+iL9v/+n39LJsTfovZNv0u9PXKfGnY/Tpx/bReHmOmrS514OzP3IJy6fowuv/4quvPsqzdy5ye/JiPUN6j0AAAAAAAAArywC82miO2P01rEf03/4y7+jH7/4AZ25StTaUk+b16+htctyoLMQ/9OKavrWdbp+5iTd/CRFs1MTErVjVHYAAAAAAADwzSKibOJ/62n72hBtrJ+m89fvoZXbHqMvfC5MD6xqpOV5bzj7rPLGVWto9fadtGqTNvibDAkng8MBAAAAAAAA+GERmK8kanuWXvjef0r/9V98j/b90WP0qftXUEtzA9Uv9eHXbWijsmsjr6/YuJW2PBahjQ8/SU0r16iA3RgYDgAAAAAAAMAri8C8kajlXnrg6Sg9/+0Iff4zm2jzshvozZ4E6QsciMvLuIsOAAAAAAAA4Bc6R7ugDf6mFdXdK+fp4lu/pSvvv04zd2/pfcyXY797AAAAAAAACAICc1dk8Ddpx5+muYk7dPfSWZq8donmZ6fVI9QkcAcAAAAAAADwA4G5KzL4m9bHvHXdRtrY8QS1PfAoNbauVM3Zjf7nAAAAAAAAAF4hMHdBG/xNBngLaYO/PR6ljY88SU0r1mrvzc9pMwIAAAAAAAB4hMDctZDcN6f5uRmauXOTZiduc0A+r5qya83cAQAAAAAAALxDYO5GqC4zwNudS5/Q2Vd+SpfeGqXp2+NcgnVUV4/B3wAAAAAAAMAfBOYuyA1xNTI7/64Gf7tyjiaua4O/aW+iGAEAAAAAAMAfRJQuaH3MtQHeVmzYQps/9awaAK5x5RpT/3MAAAAAAAAA7xCYu2EKzFvaNtE9jz5NbTu7qHHFKozKDgAAAAAAACVBYO6WPsDb7OQd1c984tpFmp+ZMdq5q/cAAAAAAAAAvEJg7oLqX64P8GYM/nbx7VGauTOuv9eg3gMAAACAZSwR164N5RVP6BMBAIpDYO6K+Y74gtanPL2gmrHLC/fLAQAAAJa7BMWP7tHGH0oPU2yohxCbA4BbCMxdMA/wtmrTfbTjs1+lLZ96lppWr9Pem59T7wEAAADAMpUK0/7Bbv2PbtoT038FAHABgbkr2p1x0bS6jdY+8Ait3v4gNTavUO+l5e45AAAAACxf7e3Urv+aGohSDw1TJk4HACgCgbkbMrib/qzy6VvXafyDMbp5NkWzUxPqvVAdihEAAAAqJ5VKUGIgTvFolKIDKX0qeJOiVGKABuJchtE4BdPqPEUD0RCF+0b1vwEA3EFE6YIawKNOG/zt7uVzdP74L+nyyVdp5s5N/T0M/gYAAJBLC1AyA2GZXuZAUu4s5r9f+X65KUpIcJbJA//OmSgW7ibiufnWXi4CPA6qVTCoL+M1sJYyC4d7qKdviIY4/tu727hPWwmLq6xspQZ4nWEK9/RRHxfiaNceCubmdjv1jqQpneynyFAPvjQBANcQmLsg/chVc3YWqq+jusYmqmto4g+IOtXCnU+/6j0AAAAwmAIUfUokNkxJ/uAc6c0Gku29I5Qc1jvjRvppOJmucPNf+QIhTD0SnOlTiH8b5aAq7BQ4cmB3cEj/3STSv98hwNOC2hAH1X0numjvcLKgPNyQMkunk9QvBRvZS5WLyxdfWdlq76URXl9SFSJRbE/AlY7Xf5jXPTqW1CcAADhDYO6GRN/64G8rN26lrY8/R/c88mlqWrlGxevGwHAAAACQp3037VWxT4T27u/O9MHNceoER0YctI/0UnfFgkxNamAf9VGM+pNJ9UW8BLzDerBGNEQ9NrfvE4eOEC+kL5N92QeO2aA2IsuNDFIvb6z/zU3SGEfHkb27S1iHN4u3rOwlpRC5bnaGtb+D1N7Rpf8GAFAcAnOX5ANENLSuopX3bKfW9ZuorqlJ3uGgHXfMAQAArGkBJFEXdVhFVok4hY/speSgTdBeVik6dqSLhiXwazdSb6duuYtvBJxDRwvvBMsd4BNddMD13Vst0JRux7HhZDB3fRNHORSOVLAZ+yIuK1sJOip38svS6oC34+AJ6t9f0eYfALCIITB3QesHpRXV1M2rdC31Nt386H2anbyrD/6m9T8HAAAAD6Sfbw8HL4d7qxCUiyTRXuvm1O2792aa4OdLHTtCo6ND1KP6Vw9Qokg3YnWnWb6ciMko3cFsaUJFlDZfdpTF4i0rW+rLjeBaHeSOl7CP6PAIlfV7BQBYUhCYuxLiktID8+tX6Mp7x+n6mZM0O3FHTcOo7AAAADZSp+iE/Ix0Um5r4RQN7DtCXcPVDF66qbdY4gX5TtChzIjb0r+6j3rCIfsB0FIDtE+LNGk4sM7z+p3eWFADlrmxWMtKI6OvxzODEUZJxmTTvtwwtTpIpTIj3Rut8lOJuD7wXNz0pYLe/12mRwcy26L1/Tea6iMoBwBvEFG6pTdlr29uoZa1G6h5VRvVNzRIyJ55DwAAAPIkx7SBwro6cu5KqjujXQdq9znPer5jB/Lv5nfToAReySQlh/sppt8qVgOgWfSxVneM5ZcYB60S5JlGqpc7yJYBajH6nd7AByzzq5bLipeSUd3DPUeo84Dezz15gMb2RbUB6fRm7HK3O7ovrI9030VStBLMJ8ODahA36UN/8JiWg8RAksKDI6TGLBw9QvpkAICSIDB3QZ3EjcHfNu+gez/7Vdr82LPUtHodT+f35jH4GwAAgJWUDOzGIubRtTjo2qf3K/fK6vFqTi+/j6tSd1Mj/WTbRbi9ndq7e2lwJDuyN3HAmRtvSr9sFWoSnRjjIG8/jchI9TJoGgd1cgc57OP52dqd3pgKHp2grPT+6kNdNJwcUQPIKe3dtH8vr5N/NZqxy93ukRFjpHv5YmCAjoULByNMJRIU7pXxEFJqzEIAgKAgMHclnb1j3tRCzWs3UNOqdVRX36impdML6icAAAAUk6D4wRO012e/8tzmwsVfvgYPkwHLhiKu+76rR77pAefQQfOdXWPgO1nXIAd5xtraqXtQDwJHh+igp4DYfTP25V1W5kHkZH36ZJ0xGnvO4HmpYyTfDUQ4aE9Sr94U3fjCgOftSFKyWx+kUJ+3PAPHAcByhMDcDfkmWe9HPnntIl1653d0LfkmzUzc0r5lxuBvAAAAlrQASFqyS/QiwdJBogO13P/WX9/39t7DevA4JsOk5bEapK2ddmvPkaPRI8dMAWoRNdWMvXbLKncQOW1aln63Oy+o1prSSzodxPG3JhOAy6PPwpkvQ4xm95V8XB0ALG0IzF0wB9+T1y/R5ZOvcGD+tjb4Wx2/V4/AHAAAoJDR3Fd7TrQES0dquV85U3nce9hHHrPBo1uZ0cwtA1RrbpuxV0LtlpUx6FzE+nFliUMqaM8NqrNN6ffuzi6TCcC79tDuzG1301103C4HgIAgMHdDmnhJc3bW0LqSVqjnmG+musYm7T1+AQAAQD7TM8xpQPUrP1zDUbn0yd43dqC0Z2fnjEwepk4VTZ6gU063eQtGM7dTjdHYrdV0WemtCih2wOJOfoLiPfKudTP2/GUyLT72mJ+zr9drNGMHgAAhMHdB9b3SB3hbtUkGf/sybf7U56h55Vr9vTn1HgAAAFgZop59R3z3Kzcr14Bm8lgsFWiW8MWBBHG5d2GNO8OjNOZ0mzdvxHpbxnO3zQPpOViuZWU54KAuET9IJyQZy2bs8p2HeZv0L0LyB7YL+PnnAAACgbkHcl9c+prXNTSql/Zsc/XANAAAAMhnPMOcxQLqV16OAc1UoHmw0/JuvjwyS567XZQMgnainw7npdfee4DkqVq5A51pjD7Nls2tLZifu50aiKtncTtZzmVlJTUwQLRHG45dBdUpIxWjaXpeFwGbADxnP2TWAQBQGgTmbsg3yXof87tXztGF139FV8Zeo9k7N7X30MccAACgkPEMc8sBuGqDBJrhniEaHe2jsOnusfEK9/SpZsyGRFymRyk+kMgEjxKQxg8RHR6xahHQTYPDMYrI+jlozS7D6faNctG4/cLCuHsrd3oTlOwYDOSLDi8WS1kZ/dFHjxyihFpJivMSp+TuXgqf0u6Md3UkaeCYvCf0pul5XQTMAXhWdj90JAfoGO6ZA0BAEJi7oD5wZJA3/n369jjd+PAU3b7wAc3NTPF78j4Xo/6hpCYYjGnmu+r58whX06zXXzBf5m+300wKpul/F5uPfy/vtlvg9wvWb5Xf/L+FxbSC/Iv8aZm/c6f53nYAgCVONSmO9Pt6XnklGIGms9y7qN37+ykWGaWhvh4tOI1G6RDtpsFBh2b63YM0kuTlTujL8Ct8kGg4mfb0hYXqgz16hA4lwtlRwytkUZVVey8d7pcAf4h6wiGKxpMUHtQemdbeIaOrE504FaZeI8q3HOneeuT2rDE6FTYeqQYAULpQWtouldmlEy/TO9//S7r5SZK2P/0C3f/5P6BVm+6l2am7lF5YBM8A1z8YJK8T1y7SnQsfU8OKlbR62wPU2LqK35PvN9LqpzzTXNsmXqauTi23IM85l2lqPRLEy+wyHxe9MU1N4nl4uvyt3aFPa8vKLpIm9Dnr50WlKb0sK03Q1PpldfI/nsZ/Z6bJuvT8y/qNNCUbmbzp6xcqDT1NtT5j/fxTpSkvmSbzyCbo8+XnTdIo2HZJdWFezSv5VOtj6m9Zv6TH0+saG3nOEN06/wGdfeWndPXd47Rp1zO088vfpaaVqzkdWYeWr3Ra+v8bZSvrk3xIxvifWl/+ttfLWwXbzkto6zK2U9aVs52ylEyTNHk52edctpJuZtv17ZR0F1SaaWpoblXTzx//JZ37/c+ovmUFtX/9T2hHpMJXVQAAAAAAUJMkioFi9ABQrFi/hTZ3PUMb2h/joHy1FqRxkGhNgkL9VyGRn9CnGX/mzGOwmqbkLVwwn+2CuThQLJzXbpqZ1TysYDaLeYTDopny8EtWVLB+bWLh5LwplvnVli1gNatBgniRmUf+1r5wqKvnIF5edmUDAAAAAADLEgJzl+QuaH1jk7qTOnP3Ft29dJamblw13qSpm9fo1rkzNDV+RU2SYH3i2gWe9gHN3r6p7qzK6O0TV8/TnQsf8TruqPnmpiZ4XZ/Q3cuf0Lw0ja9vpNnpSbp98WO6zdMWeJqsf4bXIXeP5Y69fBkg+Zi6eZ1u8/qnxi+r9BZk/dcv8fo/pKnb4+pOsHyhIMtI0/vpOzyNLcxMq/RuX/yI059UA9nNqzQ/UmnOTXOaTNKUdcnyMiq9BJXTd7LTFuZnOQ6d53K4orZTykDdTedAdOLaJTVtRvLBJM07l8/SHU5jdnpCbef87BTn4xzd4e2fm7qr5puZuKO2/e6lc/z+tDbIHpufm1Xzpxfm1DZNjV/VylvS1KuxlP0d3s6pGzyNy2hhdpbL+4LKrzxzXtKUaZLmbZ42N8Fp8n6ZnbxLt/jvOzxd3lf7gPeP2k5efmF2Rq1v6sZ1tf5JLm+N7ANjv3Nd4BhcykmWkWmzd2/y6htUfmUZ2f7pW+O8nyfVNAAAAAAAAIHA3A0OjEMcYNU3tXCAd5sun3yZPv7tP9D11Fsci6VVwCrN9M+9+gsa/+Bd1ax5gQPJq++/Qede+4UKPOubmlVgeeXd1+jC679Rg8jJnVMJJi+9NUqX3n6Zg94bVN/STNMc7F188zdqmnwJUMfB7p1LH9H5135J15OcJgd1dQ0NdIvTlGnjH4ypoFyCX3n//Ou/ojvnP1TzyPRrybd5vn+k2+c/UoGzrPPyOy/ThTd+zYHiNWpoaVF95y++9Rue/jua4XxI4C+B6fnj/8jLv6WCcGleLoG1rP9q8k31RYIEyjc+epfX/wu6+XFSBaIL6bRaRqbdvmCkyeXGaV5847dqm2U7VT5O8DTefglcpan4JAe1l978tZouwXRDywp193lu6o7K1zxvo2zT+Ifvcnn/nG58/D6vvl4FxeNnxlR+pVwWFubV8lffe53z+2tV3vWNzTQ3Pcn77xW1DZKm5FfyIwP6XT7xCs1NTqj57l45r5aTJvSyHinzW5+k1LTxMyc5vbRK98ZHst9/rvIj0+Y5sL/6/uuqLsgXLtKMXfJ7+d1X6ewrv6Drp9/lsr6p8gcAAAAAACAQmBeh7nRzUDZ96zoH3yl1J1SCTK1rvrz0ZtL8t+pnrKaHVMCupqk7ozJN+yF9n7PLCu1vrR9z7jT5W5vEKag/pc8yvyRBLVG1fm196k+ZSZtH/uB5JCeqz7WaJ/vKrCuzrDHN+FubxlG2xTSeT03XJ8uyMk3eU9Mkv9r6MnmTN9TfPJ9ibBPPx/lTy6lZs/mQ/+yo5WTdmfXLr1q+ZLpWRMa6LMpI5VcmaHnV/ub5ZBJTaavlFtS6jGk55S34dyO/SkibR5aVutPQulJ9mXDt/bfo0jsvc1B+g1Zu2kErNm7T5gcAAAAAgGWv/t8w/feyuXv5LF2WO8Ic3K7Z9iCtu7+DmlauUXeVMwFNDZI74XKXPD07Q9L8XO4Cz3BgtXr7Tlr/0C4Orrarwd8khqtrbKIVbZtpxT3bqEmmhULqbu/KjVupdcMWamhqVpva2MrTeJ7Wtk3qLrrciW9evU5Na1m7Xt3BlVBfm7admtduUNOkSXcL/75i03Yuu7UqfzJNpblpGzWuWK3ucjdymis4PS3NFjWf5EOmyUvu4ErAKOUv629Zd49qui0BavOqtRw0Gmk2qm1qWcdpyjZJmrxNkhfJh+S3iedXLQmaW7R88LY2tqzkdaVV2is2bOVpkg9OM1Snpcl5bWm7h+pVE/U0Na9czevaqvKhugpwus1r1tOqLTtU2rN3b6s78ZPXLtJqrjsbOp5Q2yh5kzJcwcs2cvArhdvQ3Eyt63nbJR88TQXGK1bRyg1c3uu5vHkZSbNRpvG2t0o+mngal1vLak6T8yZpSwsFKUtV3rydzWvWafuA513By2hprpYi0/Y7r1vmU/ngMpL8rdpyP63aeh+leZ5r771B51/9har/Wx5/lh762j+hTbs+o+oWAAAAAAAARmW3I0EoB48S1Epf6+un36Hrp95WI2pv5uBq9Zb7VH9kCQilCOU/CfokWjMG99KK1jyNf9f+SUyn0hDqrqxEcPKnTNOXS8s0/TFtav0ynadJ0ChTtPnUJElB/S7T5D/1t7F+fV7zNLmjqybz35I3tYwaydw8j/zT0tCWlWl56+d/ajtVXmRdWiMMtV9DeWmqafxT/S0vYznBy6lJvHZ+1cuo7BwM37n4MX3y8kvqufGbup6hh9So7Gtofm5GNRHPWT9vUya3MoK6WpeaoFYt83GF1+aRpNWivO0yE/8LcX7VnLI+Yz6ZIgvLfFI+PDUnTf5b289qqlqmrr6O6ptX8PQFunLy9/TBz39M11MnaP3DT9LD3/xTVX8k6AcAAAAAABBoym6Fgy7VR/nOTZq8donmpieoZd1GWh/+FLU9+Ii6my1Bo9xFNaggvqlF/VR4HXKHVk1T83HIxtPkDmtDo3anXJtNBpVrVndjVcDNQZ7c6a1ralZ3c40gv66uQa1Lu+urCXFactdd7m5rE2T9Wj5CDUbeOB8NWj6MabLOOpUmT+O0VJqcD/lb8mekGWqo5+U4H5KmHofKOtQ2qWl63jh9NU2/Cy6Mbc/kQ9KUvMq0kClNyYeUh/qygWfjcpE01TR+Xwt6ZXEOfCU99cqmKWVgqNO3M7sPtAH7ZH2qvGVdkg+eJnmRFhFGeWfT5JXLND0f2rZreSvYx0zu8EuLAKMuyBcK0uJA8i53yk+/9Nd07dSbtL7jcXrk29+jHc9+DUE5AAAAAADkQGCeRwWLHODJQGo3z6bo6ruv0cSVcyowv6fzaWrbuUs1B5fR1GWkcHVfVWK5+Tnt73l9UC8O7uSOrpqmBvqSmUibJqOZ64N/yV1VmSYvFYRyYKimzWnTZD1qPp5f1qWm6cGvZZpz2nyZaTyvrMs8TdLR0pQ7/nIXWwtG5e9MPmQ+nl+lycsbMtOMvMk/fZrkR59LvZ+TDyNNmaanmc2HpMnTZDbZTiMf+naqdFRCxkvKMX87zdMkbzxBX7+aJuUtaar59G1Xd/Bl2xdMaTKZz1zeeppGeUs6BjVtdkbNLwG7BPwyWNylE7+j0z/9Gxo/fVIF5R3f+lPa9vTz6ksBAAAAAAAAMwTmZhyUy51SuQu9MDejmlHLKOt3r1zgwCutmrWru6UqupNAUoVxWUYAaTACSbNSpxVLU37PX85qmvztdppVmjnz5f8tLKYVLMfcTitgzGOez2I5q3WVOi0nTcaBvdx1l772Uk8uj72mgnIZgb8t/Bg9sufPadtTX9JGmAcAAAAAAMiDwDwfB17a3c8mal2/mVZuvY+a17TJG+qZ3/JsbeOOLyxzepAuzekbV65Wd9OlL/wZDsqvp96hDR2P08Pf+h7d+8zXVL94AAAAAAAAKwjMhfQh5pc8o/zmudNqkDqxvuNJ2v7U87Tu/odVX+MFDsoL7qDCsiYtKOqbm9Uj0eSZ6R/87AgH5W+r0eMf/aP/lHZEvqHupAMAAAAAANhZ9oG5DDpWV1/PrzqauHaRLrz+a7r41ihN37yuHm0mA3k1tLTKnByTIygHod8p1x+nJ89Ov/rea/TBz3+kgvP1O7vo4T/4F7T1019U4xEAAAAAAAA4Wb6BuQTZoZC649nQLCNtN6kAXQJ1GZlbhV4ySJgaOMyiPzksT/qXMzIWgWq+PjtLV06+SqnED+na+29qzdf3/BmarwMAAAAAgGvLNzDnAFwC7pm7t2ji6gWavn2DWtvuoa1PPkebuz5LzWvWq/cX1Ijb2ojhAEK+xJHm6XMzU3T13eN05uc/pmvJt6ntoU/RI9+J0Y5oDzWsWKnPDQAAAAAA4GwZBuZpjsnr1Z1y6TN+86P36fxrv6Tx0++oR1mtubedVm19gBpbW3nWBf6XfVQYLGNyp5xf2qj92ujrV0++Rmd+doSuvv86bXz4CXrkD/+Mtj31vGqBAQAAAAAA4NYyC8w5sKqrU3c7tb6/IZq+c5PuXjlPUzevqWCrrqFZBejyPHMAjXR70Juvr9BGX7968lU6/dJf07VTb9H69sfo4W//S7r3c19TzdsBAAAAAAC8WGbRZ0g1S5+dnqDZybtqyooNW2jdA4/Syk338tshmp+ZpIWZaTWfisbUC5a73Obrr9GZn/+Ixs+cpA0PP06P/OGf0/Znv47nlAMAAAAAgC/LJjAP1dWrO54zd2/TzY+TdOPDMZqdukOrtz9Im7qeUU3Y6/j99Py8HpQDqCEAM83XZfT1a+8epw9+9iPVfH19hwTlMdr2meepEUE5AAAAAAD4tCwCcwnKJbCqb2ym6dvjdD31Dl17/w2aunFVjZy9YuMW9VOauWvBGEB29PWmFatoYW6Groy9SqkXf8hB+RtqoLeHv/Wnqvk6Rl8HAAAAAIBSLI875uk0/9MeeSaPQlN3z+sa1FsLMzM0NzlB87PTaj4AgwwQKF/ozM1M05X3Xqczv/gxXT9zgtaHH6dH9vwZbX/mq/x+sz43AAAAAACAP0s6MFdBeKiOZifv0OTVizR9a5ya126gTbs+S5sei9DKjdtpYX5e3Q1FUA5mmebrXC+uclD+wc//Vt0pl+brj37nz2n7Z79Mja2r9LkBAAAAAAD8W7KBuQTkMmCXuHX2DJ1//dfqWdMSaK3Z0U5rd4SpafU6fte4mw7Lnv7lTKi+nppaV9PC3Jy6Uy6jr6s+5e3SfP17WvP1VWvVvAAAAAAAAKVakoG5ulNe36CaIvMfNH3nBt29cpamrl+mualJSs/P0cL8LKUX5o0l9J+w3MkAgA2q+fqUfqf8x3Tt1Nu0/qFdqvn6jme/TvXqUXsAAAAAAADBWIKBuTxwuk7dBZ+XJups9dYHVPP1dQ88TA2tK2lhjoPyuTk0X4ccoYYG9Ug0cfXUm3SGg/IrJ39P63c+qp5Tvu2pL+GRaAAAAAAAELglFZirUdVDIZqduEXXkm/SxbdG6O7VC7Ry03a659GnaO2OdhVYaY9EM+6Ww/KWbb7euCLbfD31k7/in8epbWcndUjz9We/rnd9AAAAAAAACNaSCcwlKK9raqG6xkaanbpLNz54VzVFnrx+WQVdcic01NAocTtADmm+LgO9LcxM09VTb9CZn/+Irp16UwXlj/zhn9OOaDcGegMAAAAAgLJZGoG59Cmva+BXPdXxq6G5lVra7qEVG7ZwQLVC9SCXO+RqkDe0XgdFKkJaG31dmq8vLNDV9yQo/zFdPvmqFpR/+89o22e/ou6kAwAAAAAAlMsiD8w5sKqrU0H39K1rdPOj99UI7KFQPW1of1z1K1+xYTPPllZNlKUJO4Dx7YwE5RJ0y2CAMup66qW/oqvvas3XH/7Wn9KOyDeoGc3XAQAAAACgzBZ1YC53yOubmtUdcelLLgN1Sd/y+ZkpWrV5B63eej81SeAlg7xhoDcwqatvUqOvz0vz9fffpDO/+Du6ynVn3YOd9Oi3/4zui/Zw0I7m6wAAAAAAUH6LNDBPkzwSra6+keobmyXKovTcLM1O3qG5ybvawG78Ps+l3xsFYPoXNNLtob65WX1hc+19vfn62O+p7UHtkWjbnkHzdQAAAAAAqJzFGZhL0M3B9+zEbZq6cU3d9WxZdw9taH+M1t3/MAddK2huZpIWZmd4vgV9IVjejObrMvr6KtW14SoH5amX/pqD8ldp3QOP0sPf/FP1nPJM8/X5O0Sf/Ip+8df/nv7Vv/439N8c/P/Qj/4xRee1d4nmPqELr/wH+tGh/wv9q381SP1/9w6NXZ/W3wQAAAAAAHBnkQXmIdV/vK6hmQPvKbr5SZKuvPsaTVw5T80cmN/T+Vla/1CXGkFbPacc98vBpK5Bmq+36s3XtTvlcsdcnlP+6B/+Od33XHdu8/X0FNG1MTo5eoyO/PB/pv/4PwzQ//j/+zX9Q+ouXbl2iSYuvEPvnPgN/eof/paOHPk5JX7/MZ27O6svDAAAAAAA4M4iCsw5yJbR1xvk0VbNKri6dTZF15Jv0Z3LZ/n9BTUCe11jk8Tv2vwAqh7I6OvaI/PSXIeuJd+mM7/4W7p84hVa9+CjavT17Z95obD5eh3/ff9X6Gv//P9Ef/Fv/nM68N0NFJo8RUf+bpTe+l//lt47fZuudv0ZffP//G/pL/7if0//1Z88QZ/a0KIvDAAAAAAA4M4iCcz1IFv1EV5QzdjrGhqpte0eWrnpXmpetZbj8jTNTU/SwtysNp8WncNypuqBNF9vUIMALszPqmfbp37yV3R17DVqk+bravT1bmpes17Nm6OumagtTA8//WX65j/bR9/708/Tp2Y+oY//YYTevFJHE/c8TB2PP0Nf/XoPffObz9ELT2ynLSsa9IUBAGB5S1Bcbijor3hCnwwQONQ1gKWg9gNzia9DnE1+zU3eVnfJ5bFoMnnDw5+m7U89T2vv61B3RKV5uxqBHUAnAwTK6OtzMzN07f3X6YOf/4iunXqD1u18lB75zp+r0dcbXI2+3kj04Gfosbrb1HH5JF3eEqHWR56gp1oWzbdbAABQMSkaiB6lPXxNItclyf4IDfUgYIJyQF0DWCpqPqaQR6LV1Teo19SNK3Txrd/S5Xd+R9O3xqlp5VpqWb+ZGlpXqm8I5W46gKFOuj1I83X+oJI75ad/JqOvv0rrd3Zqzddl9PWVa/S5i1lBtH4XhXfW06ObztCdqQW6flf73ggAACBH4hjR4UHq1v9s7z1MHC/R0FFESxAw1DWAJaN2A3MOpjjaVs2Q65tatL7jHKTLo67U49E4JFpY0Jq1q3kVhEnLnl4XpN5In3E1+vq7x+m0NF9/7w1q27mLOr71PdoR+QY1r25T87oyt0Dzp07RzPxVurwhTa9+9AmdOjOhvwkAAGDS3Uu97frvSjt1dOm/AgQJdQ1gyajdwLyuTgXdM7dv0sSVczR98xo1r9lAmx+LqNHXW9asp/T8HM1L83UJzgH0sQikdYVqvj49pQXlPz1C1069Sesf2qVGX98R7ckdfb2oOzR16V06efx9ukzraXbrTvrwkyt04dxd7W2po3fukPyFmggAAIVSdOoEUWyPcV8ToFxQ1wAWqxoMzNNa8/WGRkrPzao+5ReO/4rGT5+g+sYmWnPvQ7R62wPU0LKCZ11QwTmAOSiXFhZprhtyh/zMz36sHqnX1t5FD3/7X9K2p1+gxtaVal7XLr1M7yZ/Sz+te5Jao/+c/vizj9CnJ2/SwtUbdO3WTbp+/Pd06v33Kcmz4h46AIA3qVSCEgMDFI9HKRodoCXZADd1jI5QP+1HrATlhroGsGjVXGAuQbk8Dq2huUU1ZZ+5c4PuXDlHUzevqWCrvrFZvUJ1Nd89Hiom23y9YaU0X5+lK2Ov0emX/oquJd+g9R2PcVD+Pbr32a9T0+q1at6iLr1KJ/6XAfqL/7af/vX/4zUa+biNNj7yFO367DfoS7t20HOTL9FbP/539G++/wv6+4shut2yQnqhU722NAAsQ4l4dlTk/FfuQEy5Iygbr+hASn9/cUgNREseYErKLBzuoZ6+PhoaGqXRro5MX9mlJHHoCO093Es5LY4hV4qPi2jUdExEKRofoISrw0IGQMs9njIvV5U0pX05ZEp/sQ6ehroGsHjVXHSbnp+nuakJmp24o7oLt67fQuseeIRWbNymepDPT09qzddloDc+caoXLGPGnfImamhqVXVDBno787Mf0bXU29QW/hQ9+p0Y3Rft9nan/NZHdP6tX9BLx/g11kZ1bc9Td3glta9ZSSu2PEiffmSOmm6+Sa+8f4E+vu8x2tzxCIV5MQnOAWB56h6UUZGTauAlQ2w4ydPSNJgTbXbToHm+SD8NJ9M0kttRtLalBmhf36j+h3/5ZbYUm9/KFxhH94zk9QMGMymjULiHhkbNdWqURof6qCfs4gugxCGyro4R6i9y6zg1EKdoKEw9fUfoRNdePhaTlCw4ZhcH1DWAxa1mAnO5Ay6PPJuZ0B6JNv7BGM3evUVrtj+o+pWvu/9hqmtoooX5OUovoPn6sqe+j+GgnP/V1Unz9WZ18XtNmq//4m/pyrvH1UBvD3/re7TtqeepocVLn3K25XP02Hf304H//r+k//6/7KGez22iTXrU3bzlMxT58/+ODvxf/y392+99g/5410ba0RjC0IMAwNpp9149yuSAe393kSvk2DAlR3qp2Gy1JUHxcB+HTRHqlG8kS5akMRVUxWjJxeWJOO2jw9kgLzVAA4v0TmzZ6F/yRPr5WODPcfksly9rhjPfXI3SUE/coYtDigYOnqD+pLGs+eUUpGp32cN9QzSqvhwboZFBORbbF+fdZtQ1gEWvuoG5drNTBeUSWEkf8pnbN+j66ZN09f03aWr8shpZe8WGLdS0aq3efF1fCJY3o+7oo6/LWANX3ztOKTX6+nFaL33Kv/mndO8zX1N1x7PV99KWzufoC195jr78uR30wD36dBZqaqO28OfoqeiX6IXHd9Kja+uoVX8PACCjq8P2Aj81sI/6qJ+SfBW9uIIACWYO0pD6vYs6gsh84qi2vkinanm0ZHCgFOrhoK8vnGkeHQqPUcei/vJBbzIeYDtvaXrdNSwtRszHQjt1945Qejim/z1EB+26eiQO0ZGuAx7vEst2hNVd9khsmNKL7suxPEuyrgEsPzVzxzy9oH27qU4m+rPL+Q+an52muam7ND8zrd7XbpXi3uTypkXlWvP1FlVHrp56g878/Edq9HW5Uy7N13c853X0dQCA0iW127/2+CI63NdFwxwMLLZYQL5QOLJ3LxnhUhBSMoQ0i+zdvejKw45qms2BUoHYnkXeh76deg/3U2SoJ6AxEVJ0ig7YNxvv3p/p5jA6JkOs5tPulu/1ONJZIq4F5dJiZWQxtlk3Wbp1DWD5qWpgznG3+p/0J5+8dpGmb1ynpjXraFPXZ2nLE8/Rys33ccC+QAuzMxyUL2gLwTKnB+X6IIHyZY0WlP+tGvCt7aFd9MgeGX39ee+jrwMAlEx7VJGIWLbzTlC8R5rdDi6+i2ZpKjt2gEZ2E6lNDOQOd4qOHZEIKUJ7dy+VsJzDV7nbm2lObXot8iBQae+lkeGYujtbenDOgb5jmWSfyW15PKm+5aPUFw5RNBqngYEE16giuB5rcWyMhpfA/ljSdQ1gmalCYG60QQ5RqKFR/Xrr3Bm68Mav1d3OBQ7EV29/iNbuaKfm1et4dj658DQAqQtCNV+X0del+fr7xyn14g85KH+V2h7sVH3K7332G9QkdQcAoIq6Ctp5S/PZHjrRf3jxDc6UGqDowU46HPTFvjzaScXle8kcl2sDcmlNcqNV7yibokRCH7Gbg7/c3PB7cW0k71KCVO2RcbzNUV6PRTPxlDRVLjENjfUTATy/9Du0wQTnTrJfdFkeTwezd4pHR4eor6+HwqEoxW0D9Owykf79NfjlWPnrmqhcfQMAL6pzx1xO6g0NVKc/9mx24jZNyB3zW9dpfnpa9ReWR15J4GXMDyDk+fb1zS00N6uPvv7zv6Xrp97SBnrb8y/p3sg30HwdAKrIGMiscGA01a+8a3hxjb6ucDCzz/QIpuQYqU106EPvWsG65MsLfUAu9bcEf0fzApRKkkA2TD09fdqI4Rz89ZgCGWkS3TOk5XT0yDHOvXfSFFl7ZBxvs0rCYnv16HS071CJZSFPBMi7s1rSa5i6JDjnMilPCKcfT2ogRW1KVjv1jkgekpRMDlN/f4yPOjFKQxKgRwcK85QZvV1aaMj+k2fnm75wkGC4arFo+euaqGx9AwAvqhCYc5Cd5n8L86qJuli99X66p+uztO7BR1VQlZagfI6Dcj7pAyhcFeROeV1Ti7oYuPq+jL7+Y7py8lVaL49E+26ctj/zVWpauUZfAACgClKntGbe+Yx+5SXccVZ9SY0AwsPL4oaYJ4n4Pho7kB3dOtMnPIAh2RNHtbuX2mPSJCgP05Eu7fFx6WS/Hmg5K2+5GIFskoZjem6MQIb36cFOeRzeMMlbEZ9fVBhNkZPDRmB5gk7lRV3tvYe1UcprboA8Lh/eTzRkEwiXSg0MGKF+x+dyt1N7ezf19g7SiHk/jfZROG8nG/WN36Qjh44R7R+hET24V+UrwXBY6ob9lpSvvpW/ronFXd8AlrbKBeYcj6tHovHJaW7yrrrLefGNX9Pdy2epdcMW2tDxJK259yFqaGlVQfmCPBKNTxx44cX/U4/Sa1ixStUNdaf8pb+ha/yz7aFO6vjmv6B7P/c1resDAEA1GXeAc0YsT1BcPc6ptH7ltn1Ji7xKaX0uQcjBTtMjmAKVIC1O0h6TJl8AHNmb1B9ZxZONsiwSHFSmXNqpe/CAPujdEB1NJGjg6B699QMHVBzclTqIWHv3ftKetDdKheOccfq799bmAHnS51y+RJFAOBSlgcBuOct4DByWe+r6IftphJLGiHFDPaaAONssXhv0zTwSuzYKvLHcUM8+smvFXf76Vv66JhZtfQNYwioTmEtsxWSkdRmwS4Lu2+c/oOunT9D0jWuqSXvTijUclK+kev69rrGR6hua+Cdey/6lujzI7400PzWhBeU/+xFde/9NDsq76NE//HO699luamjWHzIOAFALTMFkIt5DJ/Yuzn7larC3vIwbo84X9vn1yPSYNJIvACg3LePuZu0EB920Rx+OfujgUeooz7cVyon8W5jSmkC6E9TqAHn6gHARDvL6eoJp/pwaOEhDEkD7OHDkjq8RmxeWpVQ566962nuNgHiUjhwL6gsGPypX18Siq28AS1Tl7pjrwbk8Cq1x5SpasWkHrdr6ADWtaeMgvJHq5G56fb3qQ4wXXplXY7M2+vrCAl1LvUUf/ep/oSvvHlfdHmSgt21Pv4A+5QBQM4xm3gZ1x5kWY7/yBMXDfTQ61FPQJNfqyUx+ZJrEd43RwSN78waWM+6m19Zo7d1GtETlaOKbHYG8gDyru5a/3Elpd7dHpdn5cACDqiXitI/rhDzn35926j2gh9iWj1mzE6ZOPaD3tlzwylvXxCKubwBLVCgt7WvK7NKJl+nt//AXHFi9TVsff452RL9BTSvX0vTtG+pOZ2PrConYeU5p7qMtA8tZWn1ZI1/UTFy9SOeP/4rOvfIzunv5ArVuWE8bwk/QQ1//p7QDA70BQI1JxPXANTZM6f2nKLpvjA6MLLZHo0lf731Eh7P9yrNkgKoerd9v0up9t7T+5NpAXDEaTueVkYwKLQUZ6adkLT3v3ciXVZ4DIF/khKVQpP5kglIu8+gp2l+rz72XoDzMdSKofSVPAFDVr9R1aXX1RH8y88WYcXxGTNPy5RzDZb5T7ajMdU0syvoGsIRVJjB/e5Te+P/+Wzr/6i9o1Zb7aMtjz9KqzTtoXgZ5m+WX9CcHMKnjoFxaV8zcvUXX3n+bLp94ldILdXTfF75Cnd+J0Va5U47nlANAjcle+PdT15Ej1GkZ3PqTuYj2KDbsrT+1pLOPDtsELkZgXhgsZAIakwhf8Mud8II1SfAld+T5V6v8uQmgDJUqF7Xt8VPUeaJPfaHgffnirAIlGTn81P7g6lGw9ODXbj97pYLygL7M0utYl2k/WQeiuYrVvcrUt/LXNbH46hvA0laxwPzt7/97+vi3CU4xRCs3bKbmNetU8+QFGZ1dPadcsoHHooHGaDI5PztDk9cv0+ydO7Tlic/To9/9l3Tfs92qCwQAQG0x3wUu38V0WSXiFJWBpuwyngmore/iaRf6Xdp7xrxWQZDjHXEj+C/1rnyQsq0Idh8rHtz5llcu0vf+UMdIgPXIKNvguPnyxBUXQXkqlaL2dpdpSVke7MyrX8b2292FNo7hata9CtU1Ufb6BgBeVCQwv33uDAflw3Tp5Ks0NzlB9U1NVN/YwIE5J41YHKxwUC7f1cij8+ZnpqmhdSXd+8xXaMdzPdSydqM+EwBALTEFPeW6kC4nCco5kHFsQuwYUMvbIeohY9v1IIcK5zXuSlp+eZGTRgcdGwhTbxUiJLlz2HOii4YP7yc6tE+NTq8CUOMLh0wZ8H4fIBrsDWB/m7f9MCd7qIMGa7Ee6fmsXFCe4iT30dE95qCRpyWSFO62ulPP+yR60LLFiuNdc6cvk8qoKnVNLJb6BrBMVCQwl+eVT167RBM3Lqum62qU7bp6jrrkTjmABQnM2QIH5um5OaprbqFVm+6llrZ71HQAgJpTcBG9eKT4An0fX6A7593cIkAG+TpMvdnnTTHtiwnKBNv6/F35QY7xBYb1XclsU+JhOkCnKNxbjbI0byvLCdSM/PPk/n6iMaL9gwHl0ahD/Gsk1k+Hg1pvkPQ88s4LLijXt9lZ7l3ubJPyCO+HA///9u4ttp3sPuz4j7XrZg0naLNw7M3GcRyT6kZQ4iKtg3QGbQ0UCEqqDwIKEHlTHwrOIwkUein0VOhNDyFfAogoigp9YwpUcCGOG6BtLhUd95ImsCJkxakdp+t11td413Zd74U9Zy7kkJwZzvA2Q/L7sWf/EjmXM2fOXH46c86RCxWs6tQ4dkeur57k7FbNG5M8NxDuDtwydhta7ryWx/mbU1nTdqG8AYdEB+Zb8d57o3ffeXv07ts/cv997913Ru+9w8QUM+nyoSa3vKhJ/wwAhTZsjwwxRu2h//sucNPstiULTbP7MBy1jdl5gik0b7+hfm+M+u4vQ/WrMVJP+/7vIcE2jbaaa16/4a3baPQjv9+WYVulPyYdSd+tZHw8IvKtEPyyoPZ7LfpR5S9mmtumSosuY6F5DFXe2v10R2SoyqsRLteGMWqkXHbdcilrWuHLG3BYtlJjDgAA9ttsp1hre835oOga0is5Lkzbeuw3yhtQJNsbxxwAAOwpR+57+tXgoX4TT0bDtkirImbH8b9HGrZ1JdInSMJ2UN6AYiEwBwAAq3HupTcwpH7qP+GXm3LZEBm0rsX2PkEi3bmZOdO5GbAplDegiHiVvQjefUvktS/If/wdNX3xu/K+D3xcfukz/1A+82uvyMf0929/RV77b78tv/OfHPnDv/xp+fCn/77841/7BfnFF3/MXRwAgDy5r7H36qFOs/wOrSJ6ZIcWyp/bI7k/r0mvzqv/2BTKG7ALqDEvgtH/E/nL/y3OH/2ufO6z/07+/b/+TflXn/19ufvTt+SNN74q3/vqF+XxT/+HfOG//LZ87nOfl9/74tfkjR+84y8MAECOHFuuWwMx6qfjoFwPbaWbm08+wxT3DQP176AllQpBEjaM8gbsBGrMi2D0I5E3X5cv/fnr8uXho3x98Fvyb976Zfnhz35G/sVLjrz4iY/I8CeO5KPf/4689/aPywdf+piUP/GifPiF9/srAABg+2Y7fBszGtK+vJgZTg0T/jBYhqHyaXbYOWDdKG/ALiAwL5w3Rf7oN+Sf/8ar8h+Gn5R/9k8+Lsbpr8qHPnEin/pr6oD5cwEAAAAA9gOvshfO+0V+7tPyqfd/T1759pN886O/Ki8cncjfIigHAAAAgL1EYF44L4j89Vfkkz//Pjn6qS/LWz/4kXzrTf8rAAAAAMDeITAvmnfelXeenuSHb39D/uInS/KFP/s/8uqXvu9/CQAAAADYNwTmhfJd+cHXHuWP/9eX5Ovv+4jIz3xSXnvtm/LG6z/wv/62fO/NN+Ut9SN9sgMAAADAfiAwL5B3v/p5eRoO5D9/4O/Ih/7eP5Vf/5VfkE//8Dvy7te/JW9859vyjf/532X46qviqHn/r7cIAAAAAGDH0St73r72efnj//p78tk/HMmb77wnHzv5m/LiL1fl7/5cSf7Gq/9WfvNf/pb8/o9elo9VT+VXPvqivPKpn5GXXjmSn1aLftBbAwAAAABgh1FjnrfvvS5ff/UPZPC7fyCf/8pH5AMf/gfyj8oflJ//8RfkhY9+Uv72L/5V+Ym3HfmTr3xL3vj4L8lLlSPRo08SlAMAAADAfqDGPG/f/wv55uuvyZe+IfLOB1+Wj//sS/LyT3pfjd7+rrz1+pflz7/5Q3lLffdTH3tZXv7QX5Ef874GAAAAAOwBAnMAAAAAAHLEq+wAAAAAAOSIwBwAAAAAgBwRmAMAAAAAkCMCcwAAAAAAckRgDgAAAABAjgjMAQAAAADIEYE5AAAAAAA5IjAvANsypVQqiWnZ4vifuZyOmOrzkmmJPfUFAAAAAGBflEaK/zMAAAAAANgyaswBAAAAAMgRgTkAAAAAADkiMAcAAAAAIEcE5gAAAAAA5IjAHAAAAACAHBGYAwAAAACQIwJzAAAAAAByRGAOAAAAAECOCMwBAAAAAMgRgTkAAAAAADkiMAcAYFMcWzqWKaVSyZtMSzq243+ZxBYrWGY8mdJZuKgjdscS0/SXsWz/cwAAUGQE5gAAbIQKris1aXUH/u/KoCutWkUWxctO50q6/s9jRl1Oy/7PUZyOmKWK1FqPclLvy3A4ktFN1f8SAAAUGYE5AAAb4AbXRlv6OkAeqWnYl7bhfdetWSpsj+PIfW8gjb6/XDA9NCU2LrctMSstGRgNtb0HuWlWpZwUxAMAgEIpqZv9yP8ZAACshS2W+SwXc8G0fkW9Jl0xpK0C6GZU8KyC7NLdWfrabl1TroNyUUH56EaoIwcAYPdQYw4AwLo5z3J8GVXDXZFjv9Y8miOdq66uUpeSaYrVsdUnSdT85zooF2n0CcoBANhV1JgDALA1KpA2K9KStgyjXk3XteW12dblhgq6HySyAj2Y34hZHwAA2AnUmAMAsC3OvfQGIo3I2nSleuO2Jx8Oh9JvN1RIrg2kW4vukd2+84J4o34kQ8sUM+jBXff+nqbzdwAAUAgE5gAAbIl9rTtoa8vFgnfOy+WyVJs38jBSAXpDfzKQ1nln5rV2W/y4XORJpHLzoOZXQX2/LYbu/b1SWtj7OwAAKAYCcwAAtsHpyFW3If1Mr5yrAP1m6PXmPniSoffhjIZc3lTH6yxXm3Lrd//evZoN5gEAQBERmAMAsHFeJ20nS3XQVpbmpa42f5TnqCjbOJaK/2Og3LxU4boSG8wDAIAiITAHAGDDbOtcevVhdAduaVSO/fbmaS3q/R0AABQJgTn2m+6xWHeERENLADmxLVOujm/lIXLQ8pSGTzIw6nI6tYqqnOlq8UFP7uPeV4+oTQdQXLalO3CM7uxxY3hWAgqBwBx7zB8PWBrSX7qaKpmjbmbjXpDVjdSyD6A1p9Px9jnLDXyZZVYVbNPcpza2Du2Fd4zTUUG5XM4H5Y4tVoayad89Svt2vm169aIthgykNxuZ+72/G/XTDO3ZkYqzxfNwm9vahA1f+3fmHpz2OKr9cUdLbFzKKn/Hy2bzz0oA0kkRmKuHh/FFL3riD2woIqdzLi09LNFSbTpTUA8c5+oOOlCPxUajIer/8vjsfwesm/uAW5HKtmtSsDQdlFfURWjQrc3fOys1eZwLmvUY5+o7PdTZOMBw3Br3u7Pb6Af1stfR26BVmQQlKujX7dl17++323u6Pwy6ZrGiz0NLPR1t2Da3tYt25R6c+jjmEyBv/FkJQGoZasyDC9/8dLYz78n5Dz082B4AW67VncZo9Jdv07mAc99TDwT6ZvYgDzc3cqOHKuIhGBtzJCfuvyfqJxRdEJTHM6Q+/V66UpbTy4Y31Fmt4gbwpnUvcvGgrmPx15Zy80GG7YY8+suUKlfyVO/LMFPv7/CkfE6YayKwwecLmiNE2rl78ILj6NjXKkA2pD3cZoC8+WclAOllCMxP5NK98M1PCc8LQE6qcjMaqZv15u40w6ekh25gzcpemR6NuObuAh0sj9zjFTc9RNaAl6t67PLJfA83zVTHu+yOeT5Z901zMnwa1kgdHzePt/FHj21uawftzD045XHU537cdWFzNv+sBCA92pgDAAAAAJCj9Qfmfkcfpn6XS7dzs0zv1To96XZzGV/xcuyOWO7rYcFkitWxJWo1UfOaljev18tlxW1HIzKQVmUy32wb+SzbjON2SBJehxmxDsdrOzjpuETlW0IeJe1fmDdfKN/99S7TJ8q68j/WgvIyaWapO0qarNu0YjpN2lCehulXVPW8bgctSrcWLBtqP5YyHcG63P2PEPd9pmM8lceh/TU7mdM7z5k5Zst1vpOlnM1Tae9MdwBkplh2rWU7nMfq06k80etNyJP06Qj6+4hop5jl+KUpDyGOf16aKl2z6/PKp94//wPFu9YGeYFDs+w1bdbCc06329WfhwtfwC/jUR0/Jq031XNCsO7QdlMtt0x6I7bl8j9Pew6Hpb7eTG1j9We5SEved4IyFHsPXiGvl9nfhc97wTaj0qN4xyS0PTWlu5+vcFw2cM9Ify9TMh577is4GKOF+qOGmk2koX5KYdgeGWp+o9Fw/xUxRg31c8Mw1M/e7+2hP+8Cw/ZkGb0+vR5vnWoy2qOp1fQbc/O62/TnG/bbU8uP52m0R/3QijJtM0a/4c8fsY5GkIkqPeO0GH5akvJowf4FJukP7aPh/a6n8fZTWGf+x4otL/52VLlrt/11q/W5aQi+m0vDZvJ0TlCW/HSMt6Uy110uSzr8/Y/eZnDuTS+T+RjP5bFOl/7XP6ez5ts4zSrf/Hm8dITSNbtQsExEAVz1nAufb9Npj1/H2st2RDlemCdKtn2PuRYvefwmadXLRaxXmeStP9/MysbpHx/X4agdlMUsFxvsj/H1IercDcpHRLkMS3POBfNElbO4NCxYb6rnhIhrWarllklvxLZc/udpzuGwTNebuW0s+SwXtw9Zr1thQX7715r5e/DyeZ11f1M978XlgTI5Jt62vW0G60xzP1/iuGzgnpHtnppx+2pp7is4FBkC89CNLDS1Yy4awQkUPr/mH+ISBOuZPaHVb8GFcLKalDf7RfNl2maM4IagLjZzWaMuRuGbtDHzRwEtOo+yPsyobc+uN/yd/1mijeR/hNjyEroQq2k6IIgOWDeSpwliy8S60hEcs/D8yxzjcB7PHU8lU3qV2GOmLEpD3LqWPeditxeUkYh1Z9pmynKySp6k3ve4wHyF4xdVHiLErkvR34XPzyDtUX+IWDd9TW3rP37MXW+9vDIi0otNm1y757I/OBcSj0vKcy5pXZHnVtpr/oL5gnXPbXfBcpnTq8Rta4lzOHYb6rfI6014G+qL8DJJ14M5cfuQ9boVIfYesUpe+8ul2t9gO4ue9xLywF1eX9Nn8yH8nf+Zax3HJWveh7cZVd7i8lT9FnmMsm5f2eZ9BchThsA8epo7SWJPUCXpuxmxF1wtWM/4y/XccLNtM1riOtKI3E66/Vu07Sxp20z+R0goE0kX6eC7NPuySp4myXysY8pQsC+z51LU+pc6xsF2Z2/wi8Skd/x55Hkc5GtMGmbWla2czQuWj7xZx6Qz2zZTlpMl8iT7vscE5nHi8i/4PEt5SNi/Ybux9Dm0iiD/gml6NzPmFdYq7tqdWObHUp5zQeAStbLI8pr2mr9gvrjzatFymdOrxG0r+DxD+c58vYlLk5b03ay4fYiTYf7YfVolrzPsb7ryrMTs06LlI79fIp2pxaRz/HlMectctuJkmRfYUxnamDdEnSpez5KhKXZoipOj+d4ny8FwP4s48vzo/fR4Z4llzUzX3hAZesBKr7VJWZqX6jHMbdvltxfL3Awl6zajBOsw5Djt2Ca6nY1ulzO7nSlp9m/xtivH6pKnPD4vypwc8j+ivJSPvNJiJGRm5L6sLU9XlCodKiWndXXUVEpa16H2Wrbcue3nGnI27ix1xWPcOEsegiVleseiznH1iX/YNlDOZk3yY37YqTgbLtup82TVfY+Q9fgtKg9pOB25fjrbci/CnuqNvgcNRT0UuqbLm+5puC+NxuJhpoL2qmkn2jguVm5eqiuX0r1bcE2Lsqlr8xau+duW+hxe4Xqz0rNcClmvW5uWen8n95/Uz3tTFi+feD9fx3FZyz1jhbJVtGMPFIEKrhdYUy2Ny1/Xwr/mTWqYEqeZ9bjtvMLL6deLpjaU9Bft5bY5LUteqe2F2p/OTRH5l7x/i7edVAM9bVP5HyGpvPh/9Y6qDY2uZV53niaL/ytx1nRM8nv8VeRf/Jc8xgv/Cp0xvQvWF3lsIpdZrpxNBMsvqNmaWn65bS4sJ5nzZJl0xB3/9R6/aNHb7jfiy+LWxF0n1OeZdhFrNXd9TKrFjLDwnEtaX+S571l8zU95XZnb7oLllklv3LYyn8NLXG8St+FfDyLyd05SfmW8X8+KvQevM69dUfu7+H48Frnuxctnv5+nPS7rvGcsUbaybh84IAUfLs0QdYObqqGfmmbGhCxXm3LzoD4f6loUdRkZdKVWme9JOFm2bU6riPcHzkdZVFloWxVpdQdqc21RDwWT9Q/bKgXRkvcv/baTaqCn5ZH/y1t/ni4nezqCmhxdweTVL9le1ZI0pqqWNnGMl8u3JNnHll3lnFvWdst2fJ6svu/rPn7RgrIXYltyd3azeq37qirH7n4Onobe7y5brLtjucghcVG17EWbtqF6luaaFm9T95O871P5yuNaG207161NSn8/jraZ+3kam8n79GVr9489sDkFDcyDVz8HMvWslVa5LNWbBxm29Smedh0rbtOVdh2TV5jat02pZr0TRu7fom07ct/zgoOTo0UbzCP/V7WJPF3GkumonoVe/fRf+VQ3renAYp3HOLBivs2ZvNa28XK21PJ5lO2oPFl13wPrPn6LBA+ROvA9k5vco/JoTudOji+2F2SETT2MFnTailTXtBTizjn/DzKZmnuEbfs+tWp6V7Ku6826bPi6tZW83vT9a5n7eRrrzvus+bDtexawWwpbYz7+a/tV9HjVerzEyRiPeozr+TEf52upki8g2bYZLWgTFLUOx1aPJ4nLO2Jft1TqZqXbv3H6a/PzOva1N8ZqygejzeR/HlbL0/WJS0egKl6Wd+XOulP/VYeqfqpK7LR1HuNki9KrdGvuuKzhZGy2nM2LXV6Pu1qJTv9Gy3aGPFl135OlOH6ZBNdOTY/TfidnMVG5HptW18purS120K4yeAi3LbmWi9Tt3mljvilVuXCD3q5cmVex17R5Kc+54LgPenIfntdRy0ee+2nP5WUDrgXLZU7vem32erMua7pubSmvV3veCx2Tjd/P01g+79dTtpK3v/X7CpCX0UJBO5jo4dLcIdPCjVnW0v7FE7Qf0tNknMpJu5TJJoI0huYL2rzMbGsYtNlR++PNp/4NJTX9NuOE29vEj2sZToc3j/rXn8edpjaUfv+m0u9vezxvXNu3GJvI/zlJ5cVvJ5a2jfmm8jROXPu2bOkICdrF+cvGHavMxzjxnFwivf76DHXuePPNjqMacZ4kpGG1c276fJtKh16X/i7ieK69bAf7lyVPlGz7HqRluk3isscvthzGCNKq0xl/HQkdj4zrX56fL+7xUD9vbbtYKChr7pT2/pP+2jw5fyZl35vPPwem5k+/3vA5FZzH42KVcP4kLqdkS68St60Vz2E9LbzeJG4jfM4tELOepe+TIcH+RM26trx2xe1vuue9pHVPHRN/+eXv5+mOyybuGVnKVvZjn8d9BchHhsA8flrcyVMgw8Xcp8dyNMYXKT2pE1id9P3hzBqG/ZnOJPQJPzOesK8/Nd/8Q2bqbcZSj4ftycXZnfQNuj075uT0PN42/Dyazb8M+xeZ/ogxI9PYRP5PSSovfqCaNjDXNpWnUZIeCjKlY0ylJ8jrRTfWLMc4xU01W75563PzXs8TTodaLuJwLUzDauecHit1+jg23ET4N/OYvFxr2Q7vn5snofnddfrzRUi/7/7xiOgsaJnjl1QeogTn3KLFgvMi6rzdjOChTR+X+bxBnkIP1Bnu+6nOOdfsvTa4z/plf3abqdery3F4vtB1bcH5k/x8kTW9Mdta8hzW0l/3krYRk94oCetZ7j45kXQPVmtfT167kvZ3djt6vpnnvQXHa3338/THZRP3jCz38azHfvv3FSAfJf0fVdgBAMsKXp1v9GW0sYbXtlilmnRFD115s/VO1/Qr3+dyGz9EZm4c6ZgVaQ0MaQ8fchm6bXuCfdU/78b+2lZJal0VovZHhe2TAACAIih4r+wAAJfzLF6fOYvH5l47PV55IYNyTbftPYSgXB+Ga5FbrwO3fmMgrfPoNp3FkXbscgAAQGAOAAWmO86xLEvMc69jnHQdaK2TLZ37I7kpatTrDtu2/0G5Vm7ejPezetEWY/Akmfon2zKn43X6Jo2z/IfVAwCg4AjMAaDQnqTb7cpAReVGoy+3G49AHa8HXLMjjtMRqyPSbBY0rNLpe7443Fek83h7IrVguCdD2tvpVhoAgJ1GG3MAQMikzXajf6uC3mJVRes/GtQe6zK8Fbm+Py1uTf6m2ZaYzxcFbV4AAACyIjAHAOwIXZtfkVq3mH802B49JvezXDw0t9ysAQAAbAqBOQAAO8S2LJGb7ffMDwAANoc25gAA7Ag9bN3dmR+Uu30AFLtfdgAAkA415gAA7IBgTPCJwxgmDgCAQ0CNOQAAeXBs6VimmCVTLNv/THE6lvqsJGb4Q6V6441hPpkIygEA2BfUmAMAsG1OR8yKNza9y2jL8KEp0jGl0vI/bfRldLBjwQEAcFgIzAEAyMs4QDek3a9L70rklt7WAQA4OATmAADkSHfo5taS+7XmBOUAABwe2pgDAJCj8mldDP3DyRFBOQAAB4rAHACAInh8FgY/AwDgMBGYAwCQI/te5LJtiAx6ck9kDgDAQSIwBwAgL3ZHnk+bUj06Ub8M5GnofezYNrXnAAAcEAJzAAC2yO6YUjI74uhxzJ9PvbHIK8duO/PunQrIbUuupUp7cwAADgiBOQAAW1TR/xm05PxapOlG5Ur5VOpuZH6lgvILYfhyAAAOC8OlAQAAAACQI2rMAQAAAADIEYE5AAAAAAA5IjAHAAAAACBHBOYAAAAAAOSIwBwAAAAAgBwRmAMAAAAAkCMCcwAAAAAAckRgDgAAAABAjgjMAQAAAADIEYE5AAAAAAA5IjAHAAAAACBHBOYAAAAAAOSIwBwAAAAAgBwRmAMAAAAAkCMCcwAAAAAAckRgDgAAAABAjgjMAQAAAADIEYE5AAAAAAA5IjAHAAAAACBHBOYAAAAAAOSIwBwAAAAAgBwRmAMAAAAAkCMCcwAAAAAAckRgDgAAAABAjgjMAQAAAADIEYE5AAAAAAA5IjAHAAAAACBHBOYAAAAAAOSIwBwAAAAAgBwRmAMAcEgcWzqWKaVSyZtMSzq2438ZxxYrmH88mdJZtJg4YncsMU1/Gcv2P0dq+ngFeZgy/xy7I1aQ5/r4Jh2npcrDhNPRy6YpCwCAJATmAAAcDBVgV2rS6g7835VBV1q1iiTFfE7nSrr+z2NGXU7L/s9RnI6YpYrUWo9yUu/LcDiS0U3V/xKp2CogP7+TXqsrg9AhS6SWqdRaIpdDGY1GMrwUaVXMmOO7XHkYU8f4vJU2YQCAJATmAAAcCDfANtrS10GyCtpGw760De+7bs1SYVoUR+57A2n0/WWC6aEpsXG5DigrLRkYDbWtB7lpVqWcFMQjWvVGHh7U1G/4Hyyg/xhS64o6WHJT9TK8XL1Qx3gQeXyXKw8BRzrnPSEsB4D1IDAHAOAg2HLdq8tQBdR+zKajNmk+9MUL+x7lOep1ZPtaWic60PN/X8QPDlUoL30VVI63hY1z7r1AuXEWPlhlOa3raLsrV1Pvmy9ZHgKqXPTql+NAHgCwGgJzAAAOgfMsx5dRtdwVOY4NrhzpXHV19amUTFOsjq0+SaJrUVtecNhXQbn3IbbCe7NBxJDjivdJoHx04v476N1Pjt9S5SFgi3V1LLfNmQ0BAJZGYA4AwCEoN6WZFClHtRnXteXBu8qDgXRbNamU4torK8H8RlsuiMq3y7kXNy6XEzmaPY6VYxWuK4MnGbofKMuUB59tXYlEBvUAgGURmAMAcMj8gK4RFWhVb9y2x8PhUPrthhfciW6vHN0Lt33ndRFn1I9kaJlihnv6Tq5qR1EklQfNtuRKLtM3bQAApEJgDgDAAbOvdSdtyTXc5XJZqs0beRipAN1tgDyQ1nln5rV2W/y4XORJpHLzoOZXQX2/LYbu6btSStfTN5YzfHKbECRb0G5cSS4PummDyCVROQCsHYE5AACHyunIVVd30pb2tWQVoN8MvQ6/wq9FT2m4gVuwvnK1Kbd+D2Hdq9lgHmsTvK6eKOI197AF5cHpnEuvfkHfAQCwAQTmAADsAf3KeDZeR20nmTtpK0vzUlebx9S+Gscy2yVYuXnp9fQdG8wjfwvKgx6zvFeX22a6P+EAALIhMAcA7BEVXJh+u+ZSdDtoeGxL134Ol2srnKp2NixNT99Fs2NlqXwkXt/rEX8wCV5zb5zF/hFmUXlwh2IbtKQS9BvgThW/c8CB21ShVFo09jkAIA6BOQBgbzida5HbkdthWb8R1Q56P+kgSe9zWrZlytXxrTwsW/upA725XrurcqarxQc9uY/L9Ija9KLavbLk578Kkp9mXktwnh/df43ZcdR8acpDufng5sX05DdrEEPaQ/07Q+QBwLIIzAEAe6PcvJEgtqhe6E7H9v/V6axBudNRQZhczgdhji2WmS74tO8epX073w7ZzXMVGPZmI3O/p2+jfhrZdrmIdrEsefkv0r0L11sH45s35DIi8F5HeQAArI7AHAD2jiMda8XhqZyOWNYePJTvUA3tMpYJyiutgQy6NXfZqalSk8epwNl/lVsPdWYHJcFxa1fvzm7HQeuUstfR26BVEStYRgV4uu2y7ul7p9sn51iWghpveXxOPif9/Jfu1fiY6Q7bWgNDGhFtx7OVBwDAJhGYA8AOsVXAndiGUwXUpnkuT2cX0YFTWuoB/+L4Sc7NHW6nPXwSKUhgoQOgvNspB0FYPENlVzi3ynJ62fCGOqtV3GDNtO5FLh7kphqfq/qV52G7IY/+MqXKlTzV+zJM3fN7AeVVlvT5rPJwfNz8Nt5mQkFy879/Ij0//yu9E+kP9THzZ/BlLw8AgE0qjbL8qR0AkBvvQVo9ZMe149QP8ZWe1NVD+NoqJm1LzNrjete5Ffo13GcVQxYgGHSPS0sGbjvc9eWjDrq4hW9DgcoSAGBvUWMOALtABXfnunYr9nVab6gjace8Yrys6o3ctkVald3qbdm27uSsEIGUPi49r0fsNSIo357ilCUAwD4jMAeAwvOCO7dXp5OjyADBbUcqm2nDW27eStvoytWOvNOu3yy4O/PfKnA6YuWZbvtaevVLv+dq7JpClSUAwF4jMAeAgtNB99PlpZzEVrvact0abLDH67Kc1nWHXteFrzW3La89brcWdGDVk+Ol28naYq3ULlwtf3Ust831dhlGbfl2FKssAQD2HYE5ABSZbcn506XcVJ5F98scOQ6xfSdd9c/J0YKgQfeObZliqgDBCkXYTsdyO5gywx/OKB+dqP/mVGueId3Vm9lxlvNrG29bVyKXK7wCHbHfOkDUHastOl6IsaNlCQCw/wjMAaCw/BrX2e6UZ9h3Oiw3JCpmH3M7IKtJqzsQ/b/ulTcUmtehXNdtA53YDrpy7L5JP3ja8kjOq6Y7L7bljg294NDFi9hvLyg3ir3fRbarZQkAcBAIzAGgoHSN6/GtX+M6fHKDhvlacUe8IY5PJLHCvNyUB13rN2y7AbYMenJvd+S8V5dhUCOYFEWWj9QWlO5d4uvsOshxX/tNOSUN++RaNd25cKSjK8tXSVfEfmvF3u/1oiwBAA4JgTkAFJAOSq6OJz2sO270HVUrPpQnHbHH9tY+QwUnt25PZANpqeDxNnVv0xU5dqOZZHoMZe+133TTQ9p3g5dO9/bpPgF69YvoIe2yCu23GO1C7/e6UZYAAIeEwBwAisbxhkYbtCrj2kDdCdW6lE/rXo1hTA/vRbXJdEfXztZEv+Dcqsx+nlA7q49dr77W3vH1sV9lv2fTXqQpLztRlpTZeXdtAgCkR2AOAIXiSOf6SS5nagP7Df1dwuvqgyfJ3Pr78dltY7tzNpDu6NrZvjRU+NYezn4eXzvr3PdkMGhJZSpAqYj3d5UgMEs/JrxeXr967Vpyv2fTXqQpdwUuS9rsvLs2AQDSIzAHgAJxh0YLxk0eC9qRR0n3inmYfS9yqV/l1W1sU0cl/ivzC6y9XXDIcuneruigbOiPYx4EZrPHN9ku7PcmHHpZAgAcFgJzACgIx7bkWm4jevJOakdeFnckM3mU5zQBht2R59OmVN2FBhJ0su7Ydrqaw8ZZYlC5sXbBq6Z7B+lgc9RvH9x+ByhLAIBDQmAOALlzVKxgSqX2KMen88GF449T7r6uHhE5VM/0e+6TAGOWXnfJ7Iijx3B+PvU6lPOHP+veqWDE/YNANbmtrZMwjvqGrCXdO8jdbxWUD4f9nd1vnf4iOdSyBADYHQTmAJAnPbZyqSI1txGyboNsyuSNXFssFeBUam5YrnSlptsoWzMtlKtnokPzx5gqczeUHrTk/FqkGdQqlk+l7kYlVyoguVg43rbbdlpt5TJYfgvWke5dFPzp49D2e5MOtSwBAHZHaaTf/wIA7DTdHrfSOpF+xvbL6TjSMSvSqw/Tvy6MpbmvsO/ErdkrF17Hdrr9/INbE7076QcAoDgIzAFgL2wweLYtKdVkQ0E/wnYpqHU6ltyf3rjBuG2VpPbYdmuleawAACA7AnMA2Bf6tfhKS076o/W9luuusyd1vzYUm7PTNc2qnJRU2eur9PPHGwAAsqONOQDsi3JTHoZteaxlGzoqju4Qi6AcWWyva0AAAPYLgTkA7BMdnI+Gcvl0HepEbglOR67vjuWSoHwrdr1dtq4tN9pDejUHAGBJvMoOAACWpv+o0DDacvHQJDAHAGBJBOYAAGBpOjCnbTkAAKvhVXYAALAUt7a87wflTkesNfRtAADAISIwBwAAmemgXOvWSu7PpUpPjk95mb3QHFs6lilmyRTL9j9T9NB3pjqGZvhDAMBWEZgDQI7cgGbHJuyZJYI1XQ50S7jpiY4CC80d+rAmre5A9P+6Vx3R7zc4HVMqra76RNwJAJAP2pgDAHCo3GCtNQnIjLYMH5oibrDmf9roy2hmYPwgMMcOGh9zQ9r9uvSuRG7puA8AckdgDgDAocsQrBGU7z6vlnww/kMMQTkA5I9X2QEAOHTlpty2DfXDQFoLalAJyndf+bQu+mjLyRFBOQAUBIE5AOQoaLe9SxP2E8HaAXp8dtuZAwDyR2AOADnStY+7NmHPEaztPfte5FK/ITHoyT0HGwAKgcAcAAAQrB0KuyPPp02pHp2oXwbyNPQ+dmybP8gAQI4IzAEAOHQEa3vN7phSMjvi6KHxnk+9Ye0qx27The6dOsa2JddSpQkDAOSIwBwAgANEsHY4Kvo/g5acX4s0g8Hmy6dSdw/2lTrOFzIzIh4AYMsYLg0AgAMUDJllNPryMI7KHOmYFWkNDGn0b1WwRlgOAMA2EJgDAAAAAJAjXmUHAAAAACBHBOYAAAAAAOSIwBwAAAAAgBzRxhwAAOy1Uqnk/4Rt4hETANIjMAcAAAAAIEe8yg4AAAAAQI6oMQcAAHuNV9nzwSMmAKRHYA4AAAAAQI54lR0AAAAAgBwRmAMAAAAAkBuR/w8RcXnNjM1WiQAAAABJRU5ErkJggg==[/img][br][img]data:image/png;base64,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[/img][br][br]Ver más Problemas de Optimización en el Libro de Geogebra: https://www.geogebra.org/m/dwhxxaju[br][br]Pagina web: El Mundo de las Matemá[color=#ff0000]tic[/color]as. [url=https://maguilav.es/]https://maguilav.es/[/url]

Information: Problema de optimización. Caja abierta. Matemáticas II. PAU (Selectividad)