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Question

সমকোণী ত্রিভুজের বাহুগুলোর অনুপাত কোনটি?

৬ : ৪ : ৩

৬ : ৫ : ৪

১২ : ১৩ : ৫

৫ : ৪ : ২

ANSWER : 3

Descrption

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EDIQFbaGg/FW32mqohQm2677bazFpf8Sn1olEvA2ulJZcbz8Fv2jKt4CWT1B3HQT/3BvnX/zWYtcuSJiCZtqLJUjYmwBRb/bcXmXi0Q+Z/x8+N50/EuNvbybxAYBoFeiwhNZua7HLoOeLcOAxWuYMQMK3343ldVxyhqldAm0jaDRJs2YNaqkl/FKjv42IAXxppkiQh7vsxWa2yiMPFgp83EBn+bYLWKHYq/2IBuK362+m6uQeKs05wsLz/hDXsnQmW65JJLZtTHByNm7b7E+Mg4ueOOOwbiNtYfZCDJMPXize7H8H3DGxhFJ+JIOOhbkluB9YM8o09pyw1Hl/xpxdziUdQuPq+YK5d4XHDBBYOTa9oIrM4KcJXgsnrFAqv99xq2h19tDvn5FUX7mww9ufLZqUx2SWH4/Xkj0wSh+stGG200WHFXG8gAlFFqv7Lfp5U7Znzb4sI+++wzo7+aURwbW/LiJbTAYS4aVk7PXP/WJLBa5Vq6dGnUtcsvFplblu3w2XiRJSLCYGHfD0I3zth4aaLMzys62EHMxcR2v/385F2gqooI+458f1CZY2JK/275WnvXmetiO5J581vWYoE/ijurL9k4FxMrWSIi76TDMm1YVUTExuKs3YRwAcKOE7eYmHCcbGo38D4EhkmgtyLCTkcJYWiS1kkQdvqO/q6JSlvHPsjLJu0sgeHTbWNluotG8xONTYzKR6uF5ttdVkRYHcMVniwRYZN9ntuLyiKDTSvH/qcyhUGNWYO/raiGE0ZsgrFB147MPOGEE2a4qZirwyhFhAxKBXZ7FzQ/iWS1V4yP7UT5FWhvsMb6nKUvg8tWQ0MDI+YS4tNS2+ub0iq6sTTjV+310EMPpTsQWnENj2P2u0BmvMmgiBmY1qe9cG8iIrJOOgsNWW8wlN2JCF2QND4pGF7jjrWJdy0zDl5whDsKdtOt3XWSJe7CNvDGeNH3qXLnuZ/oO7vzzjtniIi83YbY37LE4fLly2cdFtBERJgwC43nvLHXj29Z43x4upXtisnYU9t4V76igyisLHrOdhq8IW9/L+Pfn7fq7mNsLM1wzrN/9+W39qvqPmOMihYglKdd3GbiSf+mPvh3f/d3M+Id8vqZ2lr1CReXspi00YZVdiJiu8J535nqoruPLN4jbKu8wxO6sC1IEwJtEeitiAiPjrMjBjUwFbljCI433MoEgZkhMIpToWwly19Q4w3hrEBNTXBZRqnS9OfQ2+p0eLJI1qRog3Xe1nXMN94Mq7CD5k2Iaiv9fPBo3oCuZ2WwyQ3E+7pbWUclIkwQhROCd3coa7Sqjra65u8YCIN7bYKWf/UnPvGJwa6F96vXxGU8yxxrq2d1Eo6JFy9mw3YN42X8d+fFihc/ekcuP7EAyiYiIlxRDo8B9mWvuhMRi2OwcUVllqj3Qe6xevgdhXDV2AsQa/cdd9wxdbO86aab0p0m33fKfJ+qb/h9qwy6A8MWXfSMxomib8/YZYkIO33NDOasU3uaiIiYMCuaCItERJYLkM0Dtkhi42wZERG2bdb8U8Qib8xUO0hAhkehxxYZfP42RpVdfDK+VpYyxm64Sp+VV56IyBpLs3a0/aKildna0ESudjy1uJPVhlVERGzxTPmWcdMLRVYZ+6Son/N3CIyKQG9FRFFgaJGxb9v4ZdxxBN8G9KqDaxsNF04Imth0yo6tUMbqWnRKStaKdVURUTQohtvI4c3R4SSUdZxhOCEWbXWH3H07j0pEWL5hHUMDVGX1bkpm7MUmIbWjBILfjSjT50IjuciX3acZOwnH+qitzB5//PGp+5gZpbZimHW/Qdl+0kREqA7egAld6pqIiJiQytsFiPE2w8hWc/1pTv7GdC86rczhhXV5Bqavp8ZBc1cKjbss46XqToTy8+Ixj3uR4VzUt8VGvzL3CJlAsDEvthNR5ALk+5QMaJ1WlyfEY/0865SyIhZ5bWwB896NU2X1u362oxIKOqVbdZ4r29+s/cr0h6IxSXmGOx+xcmS1YSjMFZuQ14ZVRIQ4hzvhZUSEyqp4KYvRrHrqYdH3wd8hMGwCYysiigZBG2zKbL+OWkTYhGBB0/L7ta3gLEMlbwDOGlRVz3AXJ28nQpNQGdeB8NSgWKCZH/zLDMBF9dPKr+1ChEeN9k1ExARd2H+zJmkz/IpEczhwmNEbBvGVCao046tMAKWxthVKq0fMXSLmRxxyaCoixMH7Guv/e9cj41R1J0Lv6R07XjfvjHxvSIa8VTYd7WlGsL4d+dJ7l66Y6Azdxsxdpuj7tHqq/4itdz3M+r7riIisE4jCnckiw7loAgx3BvKet3HJdnJjIiJrJyIUCrZbqnEnT0T4I0yLVpiLWBQZ7ibsY6fu5XGpKyLK7GL6fMNxLzySOuxnsUNQyoyTZdtQfeexxx5Ldw1jdakiImL1LDq1Khz/EBBFXzt/HwcCYyUi/EdYVkQU+X9bI9nORVG6XTVq7PjOPLetIiPbzpqPldcPXnkiosqkoQlaQep2gZry9ZOonxBjW8HhAFy0SpXXDn0TETH/2TKTo9XRVl+rGAu2mm27IkVGc8hTxq7cxUKf5PA5Y22Cw9o567vT8wrAlki2O0R8f2xDRFig9yOPPJL6+5vY9AsKRTyKDLis/hcGdYfuH2XqF7uBOlzNLuNWY2VUerrEMrzELmuXto6IUF7aaVGfEXd/nLbnXmQ4lxlfrW/nLRCFokbP6gAHjYvhuBbyVhn8KrbVze7MKTMuioUumisy5vX3qoHVlqZffCq7UxnuhpXhrWf8jlbZd1Q+zQlyXbSAe3+wRNjPwgtnlU+4GJH1XcbaMCbi7Lm2RIQ/JS1vZzKc30NBVZYpz0GgbwTGSkT4FcYiY7/KZOWN2qJ0u2xADTR2mocGGRkOWbd25030oTuUldkut7KzvuVCIV/S2ICqVaTYqUll6u9XlGxg9YN/1ilDPiZknEVEbBXe/OHtkrgvfOELM4yMPKPVr6h6t5estrDnY4G+ZXYXlK4Zu0UBmKExXtX4NqNb/v+qm1221uZ3qIleq48yZMzwrCMiNKYcdNBBya677poeu2y7B9p5EC87Sc7aJasO5uqRtbvkd+pk6PsAeUu76vcZXvLlL5wL+1FdERGmI+6nn356KuKMe5Vxuah/m7Gvgwx0A7QZ+08++eTgjgoLbrb4GO3EhONdGD8W27lS2tZuZUREmXGy6Fsp+rvyqBonYm1bJrbB10HtJvFf95Z6/w1aHJX6hL+PJHTji4ncLCZhG2YZ6VnB9aprnZ0Ib5PkMc06oalMP+EZCPSZwNiIiPA0gyL3DhMGRYNl6MNalG5fGrPIyPaXbGkw1mBtgbdm5Mtw04pwbFKscxKKZ+ODx2SIWuClrbr5M7Yt4M2/X1S/vHYY1U6EylS0Yqd2iQnDIoPBJquiO018f/aCwVbMyrgzGVtbwY7dwKtnfF7enamqkWWnKkm0avVQq8Vtigirj/V7+ZHbUbRVAt3zAszD/pjnymIryHoni62lZ+0WjktNv8+876ctEWF5eMFmbohFsVZF42zZttDY8/rrr8+4l6Fq/7SymMFe9/2wTkXffNHfLT0zUIu+mbz7gop4Wxs2bTeblzWOSfx5EeFPK8taRCvLJK8+EiuaE8scK563c+gXw4pOSfO70WW9I4rahL9DoA8ExkZE+O3KMoO4TdSxC9b8pKCgVQtyKpNuHxpNZWhiZIcGYKzeNmF648UCbrWTUTRoKg9zKdBRoBYkXnYSalK/UYoIf5663Ulgp2/5G3wt6FErwnJ7KJocQ/cMpa12sxOO7HZyu6MhZlBo9Vr+93bhoK3eybDTpBr63dtpR2pLCT1dkKWyWl4WH+D7gr5T/fLcoPxKu73rv1ftGBQZRHW/QwtsNNeeKiLCuy5k5Z938ZR/x/po3klVet6+w9DwaOP7zKpDUxFhYk2C2vqU+e9vscUW6cJF2XEgr52LTg3zR8z63eYm43wVN7KiPlr0zRf93adv8QcW1G53VthYrzgcfa/6Zd12nVde6/t+ZzI0+otcHy19M75j99k0ZVb0vs2d4bHGWXOqxVtkxW7pvTKnRfqT44oWNsvUgWcg0BcCvRMR5hfpJ3e/FRgeKZkH0rt1yOiSAaRBQdvd8tn1FyONW5BTEyM7HMyzJtXwcqfQZ7WMa0y401PWeGhSv1GKiFiAadHHLkPaLosrutTNB91npZu122CTt01iYWxKrB/kXeKk/EO3ARl2mnDzTs8J8zWh6tutKxGhMvv8q4gIvZt16ll4JHVRm+vvfiVTHE855ZQZQdZ2NKW+uxjPNr7PWDmbigg/TniXOr8QVHYcKOKoPiNRrDbVYpDaQd9SeE+N0snzhy/Kx/5e1Y0sL90ikVD09zDtot2ZLDetsnUXP+2iWnxO6H5U9hAT5Vfm7pxYuaoyiaWhPqOFkzI7EfbNS5Tpwkf9br311sGFmlmXh8bytRu1P/OZz2S6KZdtC56DQF8I9E5E2ECoAWmbbbZJV7y9sV/kox2CjZ34ED6T5T8Z+iaHK7WjbMQmRrYvd9bWrp4xo86MvFBElHWN8UFlZY2HJvUbpYgwtup3V1111Yx7LNTPNAlvu+22qV+9fgo81ORku2Fl+ISn9ygdu8Xc3xUR658yBDbbbLOB4VXmtB59B5o4fbCs8pMw93Esys/aOq8eYUyM3+0yt60uRYQZBloRryoiQqPVM65iRNl7Su/II48c7NTF2iyrjG19n2GeTUWENy5jx2wqvzL9vO3xNc8fvmxeZQ8cKJNekUFc9PdYHqqjYlDs0AI9o3HHjmQuU66sZ2xBwe54CeeDqt+sCfIq79VhEtbHXH3LiojYoSdKs4qAsCBz3b9jO7pN2oJ3IdAXAr0TEVkruUXb/nlAY0aQ0pOrk1asQkPI0gpXTMMTO0bZiFWOOswrZ3jOf/isBWTqqMZnn302HQBtAK2yLW7GYVnjoYmI8PEzsfzaMCbamMy8IWmnaYXltYBEW2mV4a5VtDLuZLF2t+9L/sjq+2WOE67Sz237v0js22JBGDtQ9zKsKmXUsyZkqooIn4+Mi9tvv32GwVZWWPt0zN3Ni04bn7SqnnW4gtVD/aHp9+nL01REmJuLAsLDmA9bgS47DlRt16Lny7jb5aUhNjFXmKJ8Y38vGkOK/l4nz6bv+LgipVV3PtC7Nk4PW0RYwH9ZEaGy+kNPQlfUIqbhQSdl764qSpe/Q6APBHonIgRFH90111yTbktbUPAxxxwz4yz1YcDrs4jwxqBu4az7y1qV8enZ6qvtCBWdHBUrixmHZY2HJiJC+ecFAhq7uqdPKf22jaGs9GIXjyn/KhNv2B4mqiVEFKuiSTEW3F63T0kwbr755jNuQa6Sllhot6ZJvy6Tn9jecMMN0ZuzqxhwIc+i+wHKlK3KM218nz4/W3Fu+8AD5VF1HKjCocyztkNY1n8/TLNNEVF0UlWVPlim7m09o/7hPQTqzAdWlqrfehtMstyZ8vp9E3axI83H5QCXJvXm3ekg0EsR0Rf0fXZnEiPbItWOSpOfJsauDTaVT5Nm2cnbAm2bGLeaoLJuizWhWvZ89RjfvPSrtocF3vnLw2ylzt9wbatasVXeqnl29bwMNXGtcq+FL0tb/bqoflpd3HDDDaMios5pNCYmFMCqk8+uu+66wrsCiso4qr/bsbXh2NLGdzms8SbGzg4TyBoXwnf8CrS+QwWGN1l8CPu5bj3OGhPr9MFR9Ze6+cqg170iZeeftphojIp5IGT1+7r103vevVb/P7x9vknavAuBURNARIy6Bcg/k0AXA/o44bbJxy7iM+Pa4hiq+OSOU737Uta6IlHtpPtetALpTwjqS72almNavss8X3iLC2jKsuj9un2wKN1x/vs4MpFo0YEW+ikezk7VG+d2oOwQEAFEBP0AAj0mEHNn0oqo3HBOPvnkZO3atYV3DfS4ehNdNPMfl6BosuM10ZB6XDlzN/Kug/68/zqB9D2uLkWDAAQgUJkAIqIyMl6AwPAI+Jtelav87c8441oadsIAACAASURBVIxBfJBdOlZ0adnwSkxOnoC/SO/yyy8felwXrVGfgIkIC5bXzqAJdztNbdjxL/Vrw5sQgAAE2ieAiGifKSlCYKgEFMisy6TqxiAMtbBTmJkF8uso30WLFk0hgfGsst918DWw48eXLVuWXpyHkBjP9qXUEIBAcwKIiOYMSQECIyVgRuqSJUtqn4g00gpMQeZqo3Xr1uELPWZtbTdt6xSz8LI2i33RqXV1jvYdMxQUFwIQgMAsAogIOgUEJoCACYn77rtvAmpDFSAwPgTseGa7CX58Sk5JIQABCDQjgIhoxo+3IQABCEBgyglox2LrrbfOvLh0yvFQfQhAYEIJICImtGGpFgQgAAEIQAACEIAABLoigIjoiizpQgACEIAABCAAAQhAYEIJICImtGGpFgQgAAEIQAACEIAABLoigIjoiizpQgACEIAABCAAAQhAYEIJICImtGGpFgQgAAEIQAACEIAABLoigIjoiizpQgACEIAABCAAAQhAYEIJICImtGGpFgQgAAEIQAACEIAABLoigIjoiizpQgACEIAABCAAAQhAYEIJICImtGGpFgQgAAEIQAACEIAABLoigIjoiizpQgACEIAABCAAAQhAYEIJICImtGGpFgQgAAEIQAACEIAABLoigIjoiizpQgACEIAABCAAAQhAYEIJICImtGGpFgQgAAEIQAACEIAABLoigIjoiizpQgACEIAABCAAAQhAYEIJICImtGGpFgQgAAEIQAACEIAABLoigIjoiizpQgACEIAABCAAAQhAYEIJICImtGGpFgQgAAEIQAACEIAABLoigIjoiizpQgACEIAABCAAAQhAYEIJICImtGGpFgQgAAEIQAACEIAABLoigIjoiizpQgACEIAABCAAAQhAYEIJICImtGGpFgQgAAEIQAACEIAABLoigIjoiizpQgACEIAABCAAAQhAYEIJICImtGGpFgQgAAEIQAACEIAABLoigIjoiizpQgACEIAABCAAAQhAYEIJICImtGGpFgQgAAEIQAACEIAABLoigIjoiizpQgACEIAABCAAAQhAYEIJICImtGGpFgQgAAEIQAACEIAABLoigIjoiizpQgACEIAABCAAAQhAYEIJICImtGGpFgQgAAEIQAACEIAABLoigIjoiizpQgACEIAABCAAAQhAYEIJICImtGGpFgQgAAEIQAACEIAABLoigIjoiizpQgACEIAABCAAAQhAYEIJICImtGGpFgQgAAEIQAACEIAABLoigIjoiizpQgACEIAABCAAAQhAYEIJICImtGGpFgQgAAEIQAACEIAABLoigIjoiizpQgACEIAABCAAAQhAYEIJICImtGGpFgQgAAEIQAACEIAABLoigIjoiizpQgACEIAABCAAAQhAYEIJICImtGGpFgQgAAEIQAACEIAABLoigIjoiizpQgACEIAABCAAAQhAYEIJICImtGGpFgQgAAEIQAACEIAABLoigIjoiizpQgACEIAABCAAAQhAYEIJICImtGGpFgQgAAEIQAACEIAABLoigIjoiizpQgACEIAABCAAAQhAYEIJICImtGGpFgQgAAEIQAACEIAABLoigIjoiizpQgACEIAABCAAAQhAYEIJICImtGGpFgQgAAEIQAACEIAABLoigIjoiizpQgACEIAABCAAAQhAYEIJICImtGGpFgQgAAEIQAACEIAABLoigIjoiizpQgACEIAABCAAAQhAYEIJICImtGGpFgQgAAEIQAACEIAABLoigIjoiizpQgACEIAABCAAAQhAYEIJICImtGGpFgQgAAEIQAACEIAABLoigIjoiizpQgACEIAABCAAAQhAYEIJICImtGGpFgQgAAEIQAACEIAABLoigIjoiizpQgACEIAABCAAAQhAYEIJICLGoGFvueWWtJSHHXZYJ6V9/vnnk9NPPz0599xzk+23376TPEgUAhCAAARmEuhibL/77ruTlStXJmeccUayySabgBwCEIBAZwQQEZ2hbZ7wq6++mpx11lnJ5ptvnhr4Xf5WrVqVLFu2LLn44ouTAw44oMusSBsCEIDAVBNoY2x//PHHk6effjq6uHT11VcnF110UfK1r32NhaGp7mlUHgLdEkBEdMu3duqaZJYuXZosWbKkcwFhhdSENG/evOSuu+5CSNRuOV6EAAQgkE2grbFdIuK8885LvvrVr0Yz0y7HSSedlDzwwAMICTokBCDQCQFERCdYmyVqk8xWW22VOUE0yyH7bW2FH3jggcmDDz6YLFq0qKtsSBcCEIDA1BFoc2yXiNh5552TV155JdNt6ZxzzkmuuOKK5NFHH03mzp07dbypMAQg0C0BRES3fCunbpPM2rVrk6eeemowOdi/y9e1zd8RRxwxS6ho9UqrWEw85UkrruSmm25Kli9fnvoj67fXXnslRx99dHLooYfim1weJU9CYCIJZI3tZSorwbBgwYIZj5qI2HLLLVO311NPPXVWUspTu9lbbLFFct9995XJimcmjABz04Q1aM+qg4joWYMoJuG0005LvvSlLyXHHnvsjNJ1JSTOPvvsGS5TGnS23nrrJCYwusKlFTNtzc+fP3/s/Hjlf3zcccdlohnHOnXVzqQLgWklkDe25zGxsTEcp01E2Lvh3+3fbXc5NqcMoy3GeWz3fDT/3nrrrcm1116bLhRJvOmwE83XfT2QhLlpGD18uvNARPSo/f3Kkt+FqFtES6+OGLCBfxhuTeFkKKP7iSeeqFvtob5nnDShXH/99cluu+2W7jpIiCm25Mwzz0xefPHFdFeizyuB4QQpiLaTEorZoQImMwhMAIEyY7sZfBr/7rjjjmSjjTZKLrzwwnRxJSYULE2JB43x+m222WZRt6WddtopWb9+/dB3l8d5bPfdTvGChxxySLJmzZoZvTFLuPWhy07K3NQHlpQhmwAioke9Y++9905XONoYmMwo1Ap5HRGh05oWL16c7gx0bdCrrArolrFtvzw/3740mTcMsoIX/SS6evXqWS4JfahL0Q6XxMRtt92GS1YfGosyjCWBorHddn+tchp3ZfTbmGguS36X2saWMjsMtgvSxtxSpQHGdWwPBcQee+wxY36yv2uxr4+7EJMyN1Xpazw7GgKIiNFwn5WrNzabrP4rnUsvvTS57LLLZuUhY1CTSNkjXDfYYIM0jWGc1qTJxq+6dWlw24Ta1M1IsSPiXCTSzIAoM9lndUfxOeGEE5Ibb7wxze/yyy+vbNTLUIkFV5q7Q96n0PedlJ58xhQDArXG9nDFPkzExmDbUZDAqCIifPrPPffcUIOsx3FsN/4aMxcuXDgQECeeeGJy/vnnDxa92mY5jnMTn/x0E0BE9KT9zSBVceqswttxfzIyi35lV5Y/+clPDozWrGMEi/LK+vucOXNmba0rmPvwww9PX4mt8GhLuemqjx1ja+XSpCDRVednfLRKqEk99vMrcU3EoWejfG6++ebKlw9KLCj4Uq4SXkzYtndYfp0zv/HGGw/iPZqIoDp8eQcCk0Cg7NiuMdHvxqruGltWrFgx2MG0BQktsuin05nKfpe2KFT2+brsJ2Fst7obb/1/v5hmrme2MLfDDjs0FmbjOjfV7Se8NxkEEBE9aUcb4Kuu+Npt06F40Gr1QQcdlBqAtlJuLk7y099xxx0LffRtVUSI2l5xkQF+yimnzDhG1q+WvfHGG7NaRu+88MILjVxruhioVdCYm4BdKKXdChkDTeJc2hARxjfc5TExFAK3fuOZtd0PevL5UQwIdEag7Niu70wXfsqlVbukGruPOeaYwY6j3zHUd/jyyy9XEhFmEHftojoJY7s6gw9KDnfjYy6gWpDSPFD3KN1xnZs6+3BIeCwIICJ60EzeeC5yjfHFtcuE/OqV3tdApuMAswKrNVjJx/OCCy6YdQKUTz9vEG2KTavf+vmbuL1fcCgi/ATaZPdAeba1ZRyu4Iu9CSO7AdwC8ZrsQqjMbbgzKR0ZNOFKZChQrG19X7S+oN2J2FGSTfsD70NgEgnUHds9C42LWoiwAGv7Lqu4Myk9v1jQ5WLAJIztfi7KG/P8QpsYa7GoaF7N6+fjODdN4ndLncoTQESUZ9XZk95YL7PVHPqY2uCl04F8vEPe6Uwyyo866qjc1XE/AbYdkGeuNWHQtm3pexFhoseLpWHEaRQ1eOgvG3veTm0qG4dSlGfTv9tujj8pKhb8qHw8Yz2z6aabDiXQvmkdeR8CfSFQdWzX4sOGG26Y7rjK0LfjRK0+Gk/sEIeqIqLLRSHPexLGdn+yUWwH2e8yW921wyMRYCf0jbIPjuPcNEpe5F2fACKiPrvW3qw60YRGtQV76WhR/ys64lVBehr0sgxcLyKqulkVwbGVntC1xgZv8/k3sWMCQuXQdn+VHZuisjT5e9bRf5am3xlqkk9b79quQ7gSqXqIvdziNBl+/vOfnxVzYSuZdWJ22io/6UBgnAhUHdvzjL/wIIgmIqLLHcVJGNttMStrUc/Huag/lln8G3a/Hbe5adh8yK8dAoiIdjg2SsVvM5cdjLx7j22hhjcjF4kI5atAZe9SFBMh9m+xOIUmFZePrm5TDV2a/GkYPn2bRL/85S+nW/ttl6duXcT55JNPHtxUHUunbLvWLUPZ92yCr1Me22rv8uSssvXgOQiMA4E6Y3vspKbYokkTEdH1Isw4j+1FJ1l5988w8L1vfXKc5qa+saM85QggIspx6vSpOhONChT6Y2atVPkA2fDCnLzJJJzM2jba81bFtVJmx9TapWcmkuwOi1Gf0R26lcnl64wzzkj7im42tYvmrPP0xfjWKprYVw30tlXVvtSj04+SxCHQAoG6Y3ssTklj9Re+8IVB4G6fRcQ4j+1+9yg25/lTtEY9B2V10XGdm1r45EhiyAQQEUMGHsuu7kSjtLQjIfeeK664YnA8oPmyhzsR4Ras3s/b1u5aRJgv/j777JNUOUI265ShYTelD6yOBXvH3M7qHifbZt2MX1WXBqsvIqLN1iCtSSbQdGxXzNjy5csHu5xtxUR0vRMxzmO7iYgYI1vAUp+ts5s7rL4+rnPTsPiQT3sEEBHtsaydkt9RqDsw+RuqVRCdBqQAPZ0jboNh7D6AvFM6uhYRKqcN2FXuPbB3ujxhpKgx/XF8ece3hsf2tb2bU1TOrL+bcVNFECiGRqdN9aUOdevOexAYFoE2xnaVVW6IcuG046IVXP373/++0hGvfoW9axExzmO7vwPCH0Dh66T/3dfYsHGfm4b1bZJPOwQQEe1wbJRK1eC7vMxk+O+///7pIzqt6cADD5xxT4TdeizXpyuvvHLGPQ1husMQEf5koDJbw3pecRS63C3rgrdGjVHyZd9mRSdX+R2gvhjgNtGUvb8ib2ItiYzHIDB1BNoc2wXPYuH03WqHYvHixaVXxIctIsZ1bPfzXigU8nYp+tK5x31u6gtHylGOACKiHKdOn/JbpEUGaZmCmBuNfDe1clx31anL05l8Pcx/1ibGRYsWZVbTdlPa4FSGZdYzVYwDvxrZFxGhelm5FHNy3XXXZV6S5IP4q+wYNeHLuxCYBAJtj+1iYmlqIUjje9ndaz9mVXVlrNsW4zi2q65ZpzONm4go6ht9nZvq9jfeGz4BRMTwmc/K0V9sU9fgDxP1hl/dNH0aXRvtfrXeLm3bYYcd0ttataL18MMPp9v5iv/Qr4obThdN7LeMNZnff//9g5tlfX4+LqLpJXld1MNusbUTvrRzZTeuyli55JJL0mNf9Su7a9FFOUkTAuNIoIuxXRyqLGIYN+/OOsx7dsZtbPd8fQyK/t3v4I5yJzzvW5iUuWkcv/dpLDMioietbv7mMkjDC9jqFtFWGeqKiGFdTqT6SSgsXbo095hU49B0Fc3fCnrHHXdkrsAXcfeTcnjRkIwHTdR2QpMmo0cffbR2XuGN1VUC0fPqUYV701u3i3jydwhMIoEuxnZxsgWAotVmYzqsG6vDNqwyxvRlbPd8NXbrQIzDDjssrZpx72I8HMe5aRK/WepUngAiojyrTp/0BntbAVsWPyADt47RaZPOsFagY7eAhtCb7oiEgc5N04sFq4dlDo9mrNORwiMf21xJ9AIlq2xt5len/rwDgXEl0MXYLhZVj3jdYIMNUoR1F5Wa8B/HsT0cF8Xt+OOPT7baaqtB3KHdHt6Ejb07rnNTG3UnjfElgIjoSdv5be82DTa5JF111VW1RIRNOk0N7aqINTlq5UeGs91ULVego48+OjcQvEw+bQ/UNpmH5VWcgQLANfEsWLCgTNFyn+lSRFjG6iu638Lu55B4/OxnP5uIvbk4Na4ICUBgygh0NbYLo1yFdtttt+TYY4/Nperj29qcX6o25biN7aqfxl5xtrlI/2bxKBojdYDJAQccUBXFrOfHdW5qXHESGGsCiIgeNZ+tarfpO28rQFXvJ/ABgaM8SrWL5ikbUNxF3nXT9KtibfaPuuXhPQhAoDyBLsZ25S6B8tBDDw1cbbJK5N1k2nKXLV/74T3Z5dhudzIp/s1i81Qzuwy1SMiVodBl+cvkzzMQqEoAEVGVWIfPa0JYuHBhuuIxasPdguHK+tt2iIWkIQABCIw1gVGP7Xba0KgPpBjrRqTwEIDALAKIiJ51CnNbGbYLkcdg2+9aYbntttuipw71DBvFgQAEINBrAqMa2+2UvVHOKb1uGAoHAQjUJoCIqI2uuxdt67vM5WtdlEIB1ffee2/SZtBYF+UkTQhAAALjRGDYY7td+LbjjjuyIDROHYWyQmBMCCAiethQdiSeijbsnQBbLevi+LoeoqZIEIAABIZGYNhju9xSNaY3OV56aHDICAIQGDsCiIieNplNNjrh59xzzx1KKe1itLZOmxhKockEAhCAwBgRGNbYLvHwuc99Lvna176WbL/99mNEiKJCAALjQgAR0eOW0mRz4YUXpiXsWkjoNKazzjorufLKK5lwetwnKBoEIDD+BLoe23U3xZ133plcfvnlxLSNf3ehBhDoLQFERG+b5v8UTCtK69atS0499dROSqsdCN0Uev755zPhdEKYRCEAAQjMJtDF2K40X3vttcK7I2gPCEAAAk0JICKaEuR9CEAAAhCAAAQgAAEITBkBRMSUNTjVhQAEIAABCEAAAhCAQFMCiIimBHkfAhCAAAQgAAEIQAACU0YAETFlDU51IQABCEAAAhCAAAQg0JQAIqIpQd6HAAQgAAEIQAACEIDAlBFARExZg1NdCEAAAhCAAAQgAAEINCWAiGhKkPchAAEIQAACEIAABCAwZQQQEVPW4FQXAhCAAAQgAAEIQAACTQkgIpoS5H0IQAACEIAABCAAAQhMGQFExJQ1ONWFAAQgAAEIQAACEIBAUwKIiKYEeR8CEIAABCAAAQhAAAJTRgARMWUNTnUhAAEIQAACEIAABCDQlAAioilB3ocABCAAAQhAAAIQgMCUEUBEjEGDf//r96al/POP79NaaX/51LPJD+9elbxn0c7Jdgt3bC1dEoIABCAAgXIEbrnllvTBww47rNwLJZ765Cc/mZxyyinJokWLSjzNIxCAAATqE0BE1GfX+ZuvrX85eWj5t5P/9Na3JPt+5uBa+X3nK7cnO++3KNl4zmaz3n/82w8lT3//n5N3v++9ycIPLamVPi9BAAIQgEA1Aq+++mpy1llnJZtvvnly7rnnVnu54Omnn346WbZsWXLwwQcnp556aqtpkxgEIAABTwAR0dP+IAGx8vpvJBtttnFtAaGqffO/fSXZdpf3Ju9dvEu0ps88ujZ58Oa7kvkf3BUh0dO+QLEgAIHJISABsXTp0mTJkiWtCwijpDyUvvJpW6RMTktQEwhAoCkBRERTgh28bwJCOxAf+ZtPNcpBIkLp7H7wvtHdCCX+6B33J2u+80iy8/6LkgX77t4oP16GAAQgAIE4ARMQW221VfLVr361U0zakdhjjz3SHQ92JDpFTeIQmFoCiIieNb0JiN/99vXkwyf9ZabhX7bYEhG/+cUL6eMbb7lZstdRH4umedeVNycv/3J98sFPfSR5+7xtyibf+DmLzVAZ3/Vn27+Z/0crpaldFO2m/NEfb5S878DFYxHfoRiXnz72ZPKWP3jr2JS5UqPwMAQgMIuACYi1a9cmTz31VLLJJpukz9i/r1y5shG1vfbaK7ntttsG6SoxxVwcfvjhyYMPPkiMRAO6d999d3LrrbemPF988cVkyy23TONYTjrppGTBggUNUu7uVcXG3HjjjckRRxyRXH755TP6RXe5kvK0EUBE9KzFFcPw839+OjWGFx9+YGbpfvTgY8m6Nc8k/+M3ryYSHCYSttj6balrksVAeBGRJyRkzN/zD7clm79jq8a7H1WQSry88LPnB6/s91dLS4sYK7O9vNW75yYHLju8SvZDf9bcxyzjd7zn3Y3c1YZegZYz1C7Yr595biB01f/m7rAtO2Itcya50RO4+OKLk9NOOy350pe+lBx77LEzCtSlkNhpp52S9evXzxAuo6Lx+OOPJ5deeunAGJfwOfroo2fxGFX5wnwtviRP4F100UW92+mR6DnwwP9jP9x8882tBu/3pX0ox+gJICJG3waDEkgYPPyNlekKddYuhAVbe8M7rILe3+0v9k6FiImI//K3pxTW9NtfXp784sc/G6pbUyhydvvYXpnxG2EFQoNcf5dR/t43T5wa5m5KIVj3gLWx/VMT0aa+IDe0l577dfLaiy/PEJJ5ArRKebt6VmV/4KY7B+LB8snbLeuqLKQLga4JyHjeeeed0xVsvwsRy9dWkPW3E088MTn//PMzV5Gvvvrq5LjjjktWr16duSJuBuWojV0TUb7O4vHAAw8k22+/fddNUDl9cwfTzoPaQQLQyrlq1arkkksuSVf69evbTo/tQFmlxfmCCy5IDj30UHYkKvcEXsgjgIjoUf/4+sXXpsZg3uq0GfoqtsTCO+f/abLNgnmp0SzDTIb1z374o+Q//u3fUyFihloZEaHTmlavWJW6Bh125vFDIeProwzf84GdKx1la/EcvrDisu0uO1RKZyiVfTOTcPdErPc/9tDKbmvm9mbiISx/n43xvLJXbf9htRv5QKAJgb333jvRavbZZ59dGOi8wQYbDLJ67rnnkrlz52ZmXUZEaJdj0003TdMoSq9JHfPePeecc5Lzzjtv1iMyzrUz0cefibm8NvMuQ13HuFRlFGM+f/785IYbbuitC1bVOvL86AkgIkbfBmkJ/Ap1VoCzN0D9bkNYBX+y07++/rt0tbeMiFA6//hfL0mTG9ZpTSrriqtvHbhk1clb7NZ85wcz0lA6cm/KCygv2/R+1Vw7B3t84qDKRr/PSzERP/7e6sE/5Rn8avPYrkpMPIX1UbofP/XostWMPqd8nnro8fRv83Zf0MoJXiaWlabKOH+vXZNnfrA2dWsbVr9rBIWXIVCBgO1C6JUyK9ZeRLzxxhu5OZUREUqgjEFcoUqVHvU7EFoRX758efLLX/4yjdUoI6qqZKbdg0MOOSRZs2ZN0mTnRenMmzcvzTpvl0c7EosXL06fK2qrvHpot+ioo45KH7n++uuTAw44oEq1M5/VjoTiNrSb4n8xl7pWMiSRqSOAiOhJk/vYgI+fcnTUSPVCQ8aXTl2yoOnQuJXx+Z2vfDPdVdBqdVkRYe5FTdxsqiLV7snD//2+dPfEfnVOipLBq10YixFRWm3UIzT621gtD3dgsgx+q9OiQ/efISbC942bgtP/01veku5I6VcUW1PUVv/0+b8ftIuE619+7q+LXsn9u8X86CG/4+Zd+bSLtPncrcYiSL4RDF6eCgIy4i677LK0rq+88kqhO4k3ukMDVqvLiiMwI7OsiLDnyrhTtdko3sj2gd/aHZGRLuNWxv5+++3Xyuq4Z616yHWsjquUF3558QTGVXW77777aqObM2fOwNBXGymGpa2fWCso/Mwzz5whJhASbRGe7nQQET1pf9sByFs9Dl1hwqKHBrM32MqKCP9OlSDnphhDIZG305KXl8UJrFvzk4Hx23R1uwsRoTqEQiDmxmbGdRgrEsaSGBPrAz5epEk7tikivAiO1TUmrObt/melY2Sa9kHeh0AXBGxnoYqhqZVpHcsqY/Kzn/1sWiydvKQVdv3uuuuuVEiUFRHemLd3u6irT9MLhdjJUWHwr4znpqvwXYiIrLgNMdWFfhJCTQ3yLkWEtcnzzz+filnvVjYq97au+x7pD48AImJ4rDNz8sZV0cq5ubHIyJ6zzTvSY1G12mw7Gd5g9IZkWRFhR6aqsE2N76poQ1951bHukbM+raYxHm27M3kuoVtS7JhbCcxwRyEUNqGI0P+3tqxzdK6l16Y70y0XXJXuEuUJZcvP70pJcLz/w3s2ciGr2hd5HgJtEPAr2jpqs47fvBcAKpMM8uuuuy6NlSgrInw52nYhyuJkPvkywh999NFobId3P7J0xEkX5NXZQWjLnUkG99Zbbz2omgUm68SjjTbaKLnwwgsHxngVcZjFqit3plh+PmB8WH2hjW+JNPpJABHRg3bxhnsd9xMfVxCuWNsOR1kRUbRa3DWuUEg08etXWt+69J/SHYmy9e+6frH0QyERunJp1+F//vt/zIhv8HXzaXrhp2e+fsm1Qw2Uz+Ln65h1Apf/DpROeHDAKNqGPCHQhIAZ+Uqjzmq1GZfm0x6e1lRWRCh/2xFRcO0TTzzRpFqF73ojPKvefiXfEpRR+5nPfKaWgCgsVMUHYqdJhUmM6x0MJirrCtuKKHl8ggkgInrQuE1FhI+nCI3lJiKiiQHfBGt4/GcorLKCjWN5mntWn0WEyu1X4MMjfm3XIXRL0k7Tj1etTuNitNuy9Y7bzTqRytyesuJsmrRTlXetj2bttIU7K20FxVcpI89CoG0CTURE6O4TO8mojohQHcvEZjRhYUeMZsVg+MBl5aPV/CuvvLIX4sHXO09I9O3YVLmP6WeXGBa1n04ManWuUQAAIABJREFUG8bN6UXl4O/jTQAR0YP28/7tVXcivB95zM+8iYgQmlEa33aKT2hUSxjMedfbS/nKj4uIEGs7Ylf/2/cDi4Wp2jeUjtW/yv0bXXwSead+hfd9tBG43kUdSBMCVQn4Ox+q7ESEAiIWU6Cy1BUReScOVa1j7Pm806Bk7C5ZsmQQ36HdhzPOOKO08dtG+cqmobJec8016V0d4QlHloZ2du64447co3jL5tf0OcWEiGfescCWByKiKW3eFwFERA/6QR0REa7WZ11QN84iwrtpecPSjO2i240tWHuzt8/p/U3W1g1tRT48CUkr+S//cn3mJYRZ3dh2uUYpIryLXKwcficNAdGDAYkitEagrojwfusqjNxOZBwuWLBgRtn6KiLMdSomnPxFaH2+J0IuP/vvv38qHrTrsGLFipS//l3ByXbRnLVPnXiX1jra/07Idk6K3MJMpHKTddstMH3pISJ60OZ1RcTK678xuKk4y0gcZxGhpjFfeu8GY77+1nQWZL7Rpn+c/PEWmyT//q//nt7irNu39RulAV2ne1kAsi+3GeJVg6Rtp2qUDLyICHe2fFsWHSpQhyXvQGCUBOqKCJU5FBJmrH7hC18YrDT3XUTEdjzs4r1hHzdbpR+E7GNHxYaXudU9TrZKuYqeDYPwtUuiG8132mmn1HXphRdeSK666qpUAPWZf1E9+Xt/CCAietAW/ljVKi4rFoQ8d4dtMy8BG3cRYQZoaGBmHXEaNuewT5hqoztZ3bKOda0iCEyQjNItzYuIMDajzCWLbTAlDQiMgoD3qa/izmRllTH73e9+N/2/1157bXrrtV3YtmjRot66M9lOROxyPftbk8vgum5Lf1RsXruVfa7r8vr0/WWFWflmHVs7zHKS12QQQET0oB2bBFZLSGw8Z7PMWkyqiMg64tRAKD7kvYt2jt723IMmzy1Cloiw2IEs17UwUetXowqQ9+WxfhiePJW3S9H3dqJ8ECgi0CSwOpa2Tj06/fTT05VkrfI/8sgj6UpzmRgHb1yWeb6obnl/tx2YmFCwcnRdhibl96zy7lLwAeJ1RGKTMma9G96V4Z/rWzB4F/UnzeESQEQMl3c0Nx9QGwuOblLEJiJiWManDMl1a55JXvjZ82lVddLQlu/6k2Tn/RYlDy3/dvrvOq3nwGWHD1Ao2PgnP1iTvPrr3wxcuuyPcvnRu3niqgnTpu/ahXi/+sm6we3aqt/btts62XCT/5ze76Df4sMPnHVrs+1aqW12/egHM0WSP1K1D3EGWaczISKa9ibe7zMB717S5pn8cqW54oor0ovo5J9fxiD3hvEoT2caNxHxxhtvZHYxBV5vuumm6d/7IiIUsyGR6S8ntAoM66LBPn+TlK1dAoiIdnnWSs3fRN22X3hVEeGNz7YFTQyOF1Dh37XibpeO5bnwiN+zjz+VeKNcQuR9By6eZYTXaqCWX7JTp2LJWp3z+oE/teqd8/802WbBvIGYEM/nn/xpeuyrfmV3LVqu4qzkvFgIXczsVuyYaOq6XKQPgS4J+PsS2j6T3/vkF4kIX45h3BPhb6sOxZOtlPc5qNev5ueV07dBH2Iiwr6snZIvf/nLqeC006XG9W6LLr9T0q5PABFRn12rb5rvetPblcNCVRURw76x2uqdBzPchch7ViLoZz/80WCFv42YiPDG6o/8zadqt314sVxWQnkGdXghX15hQvehqgX3N1bvuOf7kwX77l41icHzPvbH7xbZv1cNGq9dEF6EwBAJKKh1zZo1SRfGu7kNFYmIUdxY7XdhZLhaQLj9exs3PceM5kMOOSTl3WRnIAysDk87Uh0uueSSwQlNTeM7/I3Vy5cvTxTv0uZPou7WW29NzjzzzMFpUw888EDv7uVos86kNRwCiIjhcC7MxRvvbV0M5k++KRtYa/74w1rBNpGTBUhuO3sd9bHKrkniuW7NT9KdjKY7KmH8RRNhEt7KHKt3mfTDI37rplPUMW2XQM+1IXC9kLAL8jafu1WyZuUjqVtamboXlZm/Q6BPBHxcRNtuRLbDUCQifBmKnm2Tnb9xW/74Z511VvKxj30sXR2XG1abLl4qdxgPkBfPUFTP2OlY4Tuq06WXXpocdthhRcnl/n3OnDmDnYIuxKZlLjFx4YUXpuz1w72pUbPx8psEEBE96QbepalNQ8qMwLIiwoz6poZ3WazeqAzfaXprsZj+8O5VqWuP3IP2+MRBlcWIytSmiFCZvvOVbw7ctHydJdyqrvZrp0DH2Vo8iR1321ZQedsiQvWVa9Oa7/xgsFtkAuV3v309xaETyvQN9DWmpWzf5jkIiIB3JerCaJNLjVb6wzskPH3bsejSQM1qbR8Mbs+oHNot0E93RZS9IK2oR7UpIpSXreDbyVj6NwmHffbZJ2W+3377tXJJ3rBEhPHTztSRRx6ZtkHTXZSiNuHvk00AEdGj9rUz/au47xQVXyf6/PCuB5PDzjy+6NEZNybv91dLh3aykVbnLZ5BRrAuh3vn/O1K3UhdWCknAuruavhV/zbaRm3yzA/WDgx/lWuLrd/WS8PZuzO974BFrbWJiYn1P/9l8vrLvx3EcJig2PRPtkze/+E9ERJlOjjP9J6A+c53cbmaDEL9skSED/7tQsSUhS8xofzvvPPO5N577x2svMso10r+aaed1ti9RrsH5s7U55iLkJl3Z7JL7cpyrfuc35Voe0eobpl4b/wIICJ61GZ+lXqYRrwhsBN0qtxV0SN8uUXR6rd2JeRC8/FTjx6XYlNOCEBgAgjIgF64cGFqODdxsamDwm6Ibjuwu05ZeKd/BKx/sCPRv7YZhxIhInrWSuY6Myx3Iqu+uVPVXa3vGcZocWxXZv4H39/qivo41J0yQgACoyVgxtqwV30V2L1+/fqEQNrRtn+fc7edEPUTfhCoQgARUYXWkJ41t6ZhHnmpgOrfvvRKsttf7N3LY1HbQi/XpF/95OeIiLaAkg4EIFCagLk1Des4UAuoHqUbU2k4PDhSAnIF+8M//MNk7ty5Iy0HmY8XAURED9vLjvBU0eqcTFS1Srb70fQ40Kr58jwEIACBaSIgP/SlS5emVdZlYJtsskln1bfblHFT6QwxCUNg6gkgInraBUxIbLTZxsm+nzm4s1LKxefh/35fMm/3BcnCDy3pLB8ShgAEIACB/3Xij4TEkiVLknPPPbcTJMpD6R933HHJqaee2kkeJAoBCEAAEdHjPiAh8YNvfTctYRdCQrcbP7v6x8n8vXadaBemHjcxRYMABKaQgJ2Mo6q3LSS0AyG3qeOPPz454IADppAuVYYABIZFABExLNIN8pG70b/+y++SD37qow1SmfmqHTO6+8H7coxma1RJCAIQgEB5Agq2XrduXau7BboTQsJk++23L18QnoQABCBQgwAiogY0XoEABCAAAQhAAAIQgMA0E0BETHPrU3cIQAACEIAABCAAAQjUIICIqAGNVyAAAQhAAAIQgAAEIDDNBBAR09z61B0CEIAABCAAAQhAAAI1CCAiakDjFQhAAAIQgAAEIAABCEwzAUTENLc+dYcABCAAAQhAAAIQgEANAoiIGtB4BQIQgAAEIAABCEAAAtNMABExza1P3SEAAQhAAAIQgAAEIFCDACKiBjRegQAEIAABCEAAAhCAwDQTQERMc+tTdwhAAAIQgAAEIAABCNQggIioAY1XIAABCEAAAhCAAAQgMM0EEBHT3PrUHQIQgAAEIAABCEAAAjUIICJqQOMVCEAAAhCAAAQgAAEITDMBRMQ0tz51hwAEIAABCEAAAhCAQA0CiIga0HgFAhCAAAQgAAEIQAAC00wAETHNrU/dIQABCEAAAhCAAAQgUIMAIqIGNF6BAAQgAAEIQAACEIDANBNARExz61N3CEAAAhCAAAQgAAEI1CCAiKgBjVcgAAEIQAACEIAABCAwzQQQEdPc+tQdAhCAAAQgAAEIQAACNQggImpA4xUIQAACEIAABCAAAQhMMwFExDS3PnWHAAQgAAEIQAACEIBADQKIiBrQeAUCEIAABCAAAQhAAALTTAARMc2tT90hAAEIQAACEIAABCBQgwAiogY0XoEABCAAAQhAAAIQgMA0E0BETHPrU3cIQAACEIAABCAAAQjUIICIqAGNVyAAAQhAAAIQgAAEIDDNBBAR09z61B0CEIAABCAAAQhAAAI1CCAiakDjFQhAAAIQgAAEIAABCEwzAUTENLc+dYcABCAAAQhAAAIQgEANAoiIGtB4BQIQgAAEIAABCEAAAtNMABExza1P3SEAAQhAAAIQgAAEIFCDACKiBjRegQAEIAABCEAAAhCAwDQTQERMc+tTdwhAAAIQgAAEIAABCNQggIioAY1XIAABCEAAAhCAAAQgMM0EEBHT3PrUHQIQgAAEIAABCEAAAjUIICJqQOMVCEAAAhCAAAQgAAEITDMBRMQ0tz51hwAEIAABCEAAAhCAQA0CiIga0HgFAhCAAAQgAAEIQAAC00wAETHNrU/dIQABCEAAAhCAAAQgUIMAIqIGNF6BAAQgAAEIQAACEIDANBNARExz61N3CEAAAhCAAAQgAAEI1CCAiKgBjVcgAAEIQAACEIAABCAwzQQQEdPc+tQdAhCAAAQgAAEIQAACNQggImpA4xUIQAACEIAABCAAAQhMMwFExDS3PnWHAAQgAAEIQAACEIBADQKIiBrQeAUCEIAABCAAAQhAAALTTAARMc2tT90hAAEIQAACEIAABCBQgwAiogY0XoEABCAAAQhAAAIQgMA0E0BETHPrU3cIQAACEIAABCAAAQjUIICIqAGNVyAAAQhAAAIQgAAEIDDNBBAR09z61B0CEIAABCAAAQhAAAI1CCAiCqBdtOKhZPF2c5MPvPsdNfDmv3Lzo08m//Jv/5F8ZtGC1tMmQQhAAAIQgAAEIAABCHRFABFRQkS8/C+/T849eO/W2+CONc8kV3z3seTWEw9vPW0ShAAEIAABCEAAAhCAQFcEEBEFZLVb8P99+/vJPx5zcLLN5pu03g4Lz7sq+a8f3iM5fOEOradNghCAAAQgAAEIQAACEOiCwMhFxGk33Z3c99TPu6hbozT/fJu3J0vf957k9X/79+Rvv/VAmtaGf/CW5OwPL0k+NH+7xHYRnv3Nq+m/H7Tjdsk5H1kyI8+j/+HryRO/WD+rHBIjB+88L3Vjkoho6+fL11aapAMBCEAAAhCAAAQgAIGQwMhFhArUVyEho/zI3XZKrrz/sQE3/dv/ve+fp7sTimew397z3pVc9IkDSokIe8jSabNbIiTapElaEIAABCAAAQhAAAIxAr0QESrYud+8P7n1sR/NKuOyJbskJ+31/szWs5X8R88+Pn1G7ke2c2AvFaVheXu3IqVzw/fXpElot+HQXd472Gm4dOUPUmGhHYW8eIZDL7s5fTd0V/rez36R/MODq5P1/+N36d93esec5Nq/+nitHhore62EeAkCEIAABCAAAQhAAAIlCfRGRKi8Mq5vfGTtm4b1a6lxbb+/XbpP6kIU+4UiQs+Yke+f/8hOf5oZHJ1liKsM/+Wa5emOgxcROrHpuof+OdP4965OKkNWzIO5OyEiSvZWHoMABCAAAQhAAAIQ6AWBXokIT0QG/LeeeCa54eEnki032jBzxT8mIrwgefjnvxy4HcVcjvRs3mr+OcvvS775xE9miAiJnb++4Vtpcb3AUZmve+iJWTsqWSLiy6seT92iEBG9+BYoBAQgAAEIQAACEIBASQK9FRFWfttVMHelsF5ZIsI/J2P9nh8/mwY5f3r3P0tO23/3GcnkiQj7m9+J0MsqlwSOfntt/670v3+w7lfJC7/9l1nos0SEuV4hIkr2Vh6DAAQgAAEIQAACEOgFgd6LiDQe4c3YAhniDz7zfHqSk2IRjvzz+emxqGVEhJG2AO7QPaqOiFCafrfEB1nbaU2Prvt1NCbCylMkIiRU7n7yZ2kaSnO3d709OWLXHWdcfEdMRC++IwoBAQhAAAIQgAAEpopA70WEWuPDX/xKdIVfAdN2clLWToVvTRMkOr71sqM+MvhTXRERxj4oQblMnbzvbqnQsZiHOjsReSdW+UBxRMRUfa9UFgIQgAAEIAABCPSCQO9FhOIP/p9bVqRxDVqNP36PXdL7FewSONsBKCMiRNwMe52qZJfH1RERcpG66oHHBvEWdvSrvzSuroiInTAl4fO7//ifg3snTJggInrxHVEICEAAAhCAAAQgMFUEeiUi5L7z4Z22m3EztL+wTfcqSEDYz5/ClCUiZOwvX/3UwCVI70p4+N2BqiLCgq2tHBIjF31i/1k3WtcVEWH6ysd2T7SbcsEdDyZrfvVieou2BXJz6/VUfbdUFgIQgAAEIAABCIyUQG9EhB2nqsvd7F4IO0rVG9Gelrkn6d9iIsJOP4oRrisilOdpN60YHEEb24Gw/OqKiKybrn0sx4nXfzP5o7e+Jdlswz9MT4NCRIz0OyJzCEAAAhCAAAQgMFUEeiMiRF07AneufSb5fw/bP3nszaBki3eQoa5/+8C73zGrcfICq7OMcSXiT2mquhOhWIjzvnX/rBurLRaiqYiI7UQoTS8UJGZOevOY2R3etkUabI6ImKrvlspCAAIQgAAEIACBkRLolYgQCbvl2VOJHctqf68rIvS+BShXFRF6N3ahncTO2R9eMrgYr+5ORCwmQnn+/ZEfniGk/HOIiJF+R2QOAQhAAAIQgAAEpopA70SEVtj/7tsPJ7okTr+DdtwuOecjSzIbJU9EeHcon4BiGOxGbAmJ3/zL7zNdgrLuibD0ZMj/8LkXkpVP/3wQ/G1Coq6IUNphLId38/J1KcpjqnozlYUABCAAAQhAAAIQGAqB3omIqrUuuifCXKQUTK3g5J3nbpXGXOjUp394cHXy/Wd/mQZES1TEVvOLRISV199WbTsSNzy8Jj1Nqc4Rr2U52I4IOxFlifEcBCAAAQhAAAIQgEBTAhMvIooA+fsYmogIy8fiJTb6g7cmf/iWtzS6bK6o7PZ3CSlERFlaPAcBCEAAAhCAAAQg0JTA1IsIAbTL7NoQEUovDLzucidC+cml6eMLtk9v8OYHAQhAAAIQgAAEIACBrgkgIt4knOcSVNadKWwoH3jdtYjQca/77/BuRETXXwvpQwACEIAABCAAAQikBMZeROx54ZfTgOayN1bH2t3um2hrJ8LykHGvmIuuRYRcshZvNxcRwUcNAQhAAAIQgAAEIDAUAmMvImzFv4mIEOms1fy6OxFKU8Hbf/3mXQ5diwjcmYbyrZAJBCAAAQhAAAIQgMD/JjD2IkL1kKGfdwxsmdbWUa36hXEFdpN20VGzWXkU7RJIAOh37V99vEwxo88oBkO/D83frnYavAgBCEAAAhCAAAQgAIGyBCZCRJStbN3nZKSv/dVLyWn77145Ce1GvPq7f8008CVSrrr/h8m5B+9dOW1egAAEIAABCEAAAhCAwCgIICJGQZ08IQABCEAAAhCAAAQgMMYEEBFj3HgUHQIQgAAEIAABCEAAAqMggIgYBXXyhAAEIAABCEAAAhCAwBgTQESMceNRdAhAAAIQgAAEIAABCIyCACJiFNTJEwIQgAAEIAABCEAAAmNMABExxo1H0SEAAQhAAAIQgAAEIDAKAoiIUVAnTwhAAAIQgAAEIAABCIwxAUTEGDceRYcABCAAAQhAAAIQgMAoCCAiRkGdPCEAAQhAAAIQgAAEIDDGBBARY9x4FB0CEIAABCAAAQhAAAKjIICIGAV18oQABCAAAQhAAAIQgMAYE0BEjHHjUXQIQAACEIAABCAAAQiMggAiYhTUyRMCEIAABCAAAQhAAAJjTAARMcaNR9EhAAEIQAACEIAABCAwCgKIiFFQJ08IQAACEIAABCAAAQiMMQFExBg3HkWHAAQgAAEIQAACEIDAKAggIkZBnTwhAAEIQAACEIAABCAwxgQQEWPceBQdAhCAAAQgAAEIQAACoyCAiBgFdfKEAAQgAAEIQAACEIDAGBNARIxx41F0CEAAAhCAAAQgAAEIjIIAImIU1MkTAhCAAAQgAAEIQAACY0wAETHGjUfRIQABCEAAAhCAAAQgMAoCiIhRUCdPCEAAAhCAAAQgAAEIjDEBRMQYNx5FhwAEIAABCEAAAhCAwCgIICJGQZ08IQABCEAAAhCAAAQgMMYEEBFj3HgUHQIQgAAEIAABCEAAAqMggIgYBXXyhAAEIAABCEAAAhCAwBgTQESMceNRdAhAAAIQgAAEIAABCIyCACJiFNTJEwIQgAAEIAABCEAAAmNMABExxo1H0SEAAQhAAAIQgAAEIDAKAoiIUVAnTwhAAAIQgAAEIAABCIwxAUTEGDceRYcABCAAAQhAAAIQgMAoCCAiRkGdPCEAAQhAAAIQgAAEIDDGBBARY9x4FB0CEIAABCAAAQhAAAKjIICIGAV18oQABCAAAQhAAAIQgMAYE0BEjHHjUXQIQAACEIAABCAAAQiMggAiYhTUyRMCEIAABCAAAQhAAAJjTAARMcaNR9EhAAEIQAACEIAABCAwCgKIiFFQJ08IQAACEIAABCAAAQiMMQFExBg3HkWHAAQgAAEIQAACEIDAKAggIkZBnTwhAAEIQAACEIAABCAwxgQQEWPceBQdAhCAAAQgAAEIQAACoyCAiBgFdfKEAAQgAAEIQAACEIDAGBNARIxx41F0CEAAAhCAAAQgAAEIjIIAImIU1MkTAhCAAAQgAAEIQAACY0wAETHGjUfRIQABCEAAAhCAAAQgMAoCiIhRUCdPCEAAAhCAAAQgAAEIjDEBRMQYNx5FhwAEIAABCEAAAhCAwCgIICJGQZ08IQABCEAAAhCAAAQgMMYEEBFj3HgUHQIQgAAEIAABCEAAAqMggIgYBXXyhAAEIAABCEAAAhCAwBgTQESMceNRdAhAAAIQgAAEIAABCIyCACJiFNTJEwIQgAAEIAABCEAAAmNMABExxo1H0SEAAQhAAAIQgAAEIDAKAoiIUVAnTwhAAAIQgAAEIAABCIwxAUTEGDceRYcABCAAAQhAAAIQgMAoCCAiRkGdPFsjsGrVquT2229P7r///mTlypWDdPfaa69kyZIlif77gAMOaC0/EoIABCAAAQhAAAIQSBJEBL1gLAk8/fTTySGHHJKsWbOmsPxbbrllcumllyaHHXZY4bNVH7j77ruTW2+9NbnssssGrx5xxBHJBz7wgWS//fZLFixYUDVJnocABCAAAQhAAAK9J4CI6H0TUcCQwPPPP58sXLgw2WeffZLjjz8+2WqrrWYY66+++mqybt26REJjxYoVAwNfxv3ll1+ebLLJJo2hKu1ly5bN2P2IJTp//vzk85//fCoo2si3ccFJAAIQgAAEIAABCLRAABHRAkSSGC6Bq6++OvnpT3+anHvuuaUylug477zzUjEh96b77ruv1HtZD0lA7LHHHsmLL76YPqKdjs9+9rOJRIrtPJiQueeee5Lzzz8/fe7666/HtaoReV6GAAQgAAEIQKAvBBARfWkJylGawC233JJ87nOfSy6++OJ0F0K/d77znYUr/XI9OvDAA5OLLrooOfXUU0vn5x+UOJg3b95AQJx44onJ2WefncydOzczPb0jl6czzzwzdamSqGBXohZ+XoIABCAAAQhAoCcEEBE9aQiKUZ6AjPKlS5dmuhJpR+Cggw5KDj300FnGunYxjjvuuGT16tW14hUkYA4//PC0sBIPZXdD9Lx2RE4//fTkhRdeaLwbUp4WT0IAAhCAAAQgAIH2CSAi2mdKii0QkLG+++67Z67w2+r+nXfemdx4443RHOVm9MADDyTbb7/9jL/vtNNOyZ577pkGW1f9mQhp4haluunXRaB31frwfJyAdrnq7lZNMtOi73KS69523T75yU8mX/3qVzOTpQ+2TZz0IACBtgkgItomSnqtEJCxouDoKoacYhV+//vfpyv9clvST+5GoVgwt6bnnnsu1w0pVhHlIXemqrsQYVoSQbg0tdJVOklkzpw5yVNPPUUbBXTrfJedNNAEJLr33nsnt912W2Yfow9OQCNTBQhMOAFExIQ38LhW7/HHH0/233//2obcBhtskOhkJB0B+8Ybb8zAIAN+0003TW6++eZauwESIUcddVTtso1rm0xTubVKLJe4Y489dpqqXVjXpt9lYQZT9EBRHyv6+xShoqoQgEBPCSAiRtQw4Qk/IypG77LVzsFpp52W7ijsvPPOaflCtyRzZVKAtN0ToZ0BvWsBzhIRZX9yTcpbESxqK72/du3aQbB12Xx5Lp+ARKAuEczbsSmKj6nCWPmp70k4yIDLcpOrkmaWS11RGqqXTvYylzfbPSt6r6u/x77LpnmVEfGjrndeHZvuRsb6WBd9MFaHuv2yaZvzfjkC3//6vclPH3syecsfvDV534GLk+0W7ljuxTef+uVTzyarbl2R/O63ryfv+rPtkw9+6qOl3x3VgyrzD+9elfzmFy+MTZlHxapv+SIiRtgiRcbpCIs20qw1wek4VHNJ8kJC/9sfr+oL6ifGUETob/rZsaxhBRESI23yzMyL2kUvtikklJ7E6fe+971WRIT13dA1SmW+8MILkyuuuCLtk6qnjFK7XT222zVqgzr2XTbtNXfddVfhscejrncVIWHi74tf/OLg4Ae17dFHHz3roIc8odp2H5x2IfHa+peTNd95JHnpuV8nr734cmqcb/b2Ocl279+xkoHetL+Xef+ZR9cmD9581+DRd7zn3cm+nzm4zKvpM9/+8vLkFz/+2eD5xYcf2Ls6hpW568qbkxd+9vzgn/f7q6XJ2+dtU7rOPDg6AoiI0bFPc866tKzIeLIA3y996UsDl4twUipKQ/nL2NZpRnkBfmG6MnY++tGPJosWLSpNz4z60LUoTEDuEieffHL6zytXrkx8/fRv8iPWv4e3UK9atSo566yzkpdeeildvZa7kn6x/JSHdjmK6p1XubLnCXmgAAAfwElEQVT1KQ1oiA9a/S1LuxAvL5D9nHPOSe/asJ8ZlLvttlurcQNWtrDd28YTO6XLdrh0epe+HfWzov5aplz6xtUv7XvJEz22um39vMxqdxvfp69HbGwp+i7LcNAzVtY2uJbN055r67vPGjcUL3LSSSdlLlSEq/8xFl31waqsJul5GeU/vOvBdGXe/6oa58Ni8qMHH0se/sbKQXabv2Or5CN/86nS2YcG+R/98UbJu9/33mThh5aUTmPYD37zv30l3YWw324f2yt57+JdahVD/NateSZ5+Zfrk//4t3/vtWCsVcGevYSI6EmDaLXtqquuSu69994ZdxBknSAUm+hjxokMxK997WuzTiiyaheJCMtHzyutG264ofLRqDLwFy9enGZZxnjwdzF4Y9KvSMZWMK3+WvWTIZiVX1vGRNn6hF1M5bzmmmtSgSR3LHG98sorK4myut02vOdCK57HHHPMDCEQBn3rlBi5+egnQ8hWzpte2ufroDwffvjh9BuQG1FXIsJWinXPiNjHjvr1fb5Mf/X10Luxo4X1nWk3QieFeUHm7xmx3QddXOgFW94BAG18n2Ffio0teibruyzTFyWkvvGNb6R3pKj/VOUqA/21117LjFHxBry5BIXt0NZ3HxMRvk1NYO+www6pe6X1bR0SoT734IMPpt+6BIcuwIyxyOqDGku33nrrygdClGmjSXxGAuLh/35fakyGv76u0Mu1555/uG1QXImA/Y89NNl4zmalmki7Liuv/0a64+J/EiPvO2BRL1f4w92T93xg5+TPP75Pqfr6hx694/50xynrN/+Du/ZaTFWucA9eQET0oBHCImjClXGnCcYmnLITvZ6TMSIjRCupZvjFjjrV3/JEhO410ISlX5ldDV9Gvavym7uG/1vWJO+fMcM1ttOSd7yq8v3Qhz40iJXo206EjICDDz44ulrpfcRlYMQusZNxoUvrZIjJmLn88ssHAkDGypIlS9JL+MwtJuw33tjJciXRqTDWX3wfCFfJYxftmRiWsVzmDo2sftK2iLB8vHEuNjERYYH3+rvvP2EsTij+TOTG+qeOFbZ2sV0sGZtivX79+vTG8zPOOCM9kczHAqkM+luMZdnv048nSs/iG9RGqtMJJ5yQCjf9u4x8XYwoER5rg9h3mTeEhmORPVtVROi7WbZsWfLEE0/Mys4vUoTjjF9A6UpEhCI7Ntb6BR7bkfjud7+bco6xyOqDquu1116bezy16qnFJwkrjRPKT33Ix4z1cNprvUgyxr/zlW8OBMRW756b7H7wvsm3Lv2n9N/adpn5zlduT37+z08nMvqrxjGElVdMxI+/t3rwzxtvuVmy11EfqyQkVt+zKi2P/8mNa8c9358s2Hf3xrxlsD/10ONpOvN2X9DIOJfwWXH1rTN2i/IMfrVtzN3plguumrXjFFZ05/0XtVL/xgAnJAFERI8bUoaHBXqGxcxaLQwNeRmKMjplrMSCVPNEhG23axJ69NFHS61+ZRlrMcx5wX2x+pnxVWRgekO5TyLC76R4dyBN9Do21hufMkx0C7e/SyJmLPkjbH29Y8axd2PKu7VbnO19M5D86mu446Vy6+bwMBA5zxWnqJ8UtXHZz1YGtLhkBUlnXToYuqvluSBJ6G+44YYD419lC+suUbj55punYiAr6N/esXZU2VR+XW4Y240o832GO0/GzfqfX2zQ3+yixiwRUWbcUTrq67byHmurqiLC+u4rr7ySeYFkLB//TXUlIjS2WqyVuOqb1bht99PE+o7KpcUEPZfFIstlUvlljcdF8SNtfVd531/oLln2W816ru7FoF+/+NrBarw3SBVvoB0KGeZzd9g2edu2cxuvzodxDBIsBy77X5eS1v2Fq/Mq78dPPbpScjK2f7Rq9YwYCSXQxF3ICvBPn//7gUCTOPnLz/11pbKFD8d2jbIMfomFP/nTdybaTbJfuINj/27C6dnVPx7Ew3z4pL8sLcgaVWoKXkZE9LiRZcDpJ2NS7hdasZTfv9xP8lYLwypZALcmt9A9KktE+FXOMqeomIuOub1YGbRaq3pYkLRNmGZkqE6xCbGJiChyn2rLmFAdyxpDfnKXAXHdddfNEGWhwWCxMt5lyLs4GF8z7kPjIXaykRmnRaceeRFhhmpsItdKpw8gjX1KYd/J6ie2WrrLLrukRnNTYydPpHjRU1ZEeIHm208M7Nu0Vd8VK1akxxPrWzMRaM9pJV1tpV1C1VVxKC+//PJAgKg/havNWkyQUe/vTCn7fVq5TTRohyp0r1G7ydVKzyjYW30vy6WsSETo2zryyCMHO4HWJyxw3ERL2e/G3reV+djObMxoVX76ibPtuOV99+GOWBjobuWIjZdqHzslTu8p/kXjmv4TCggJRT2j8dBcA6uKCLXptttuO8u1y+9e+G9ReUrAmitZmfG8ybQolmLe1k+s7NS9smmaUNDz4Yp2zN1HRv9Oe+1aW0x0ISJU9lBI1I3jUJzATx/70SDuQLslh515fFmc0efaFhHKJBQSEgC7/cXeswLDFUOhn48VCWNJfKFNNFm8SF2OjYBN6MuIiB43bNaqkl/FKmts2Yqy+WXnTYr6mz0vgzPmQuCxxQwHEw/mVhNbVbMJVqvYYWB3zFixFT9bfTfXIJVFpzlZXt6oGPZOhMp0ySWXzKiPJtWFCxcOXAti7g4xPjJO7rjjjsEEGusPmqzVPl682f0Yvm94A6PoRBwJBxkeCxYsGPSDPKNPacsNR5f8acXc4lHULj6vmCuXDKkLLrhgEEfQRmB1VoCrBJfVKxZY7ft02B5+tTnkZ0HQvr4y9OTKZ6cy2SWF4ffnjUwThOovG2200WDFXd+iDEAZpfYr+31auWPGty0u7LPPPjP6qxnFsbElL15CCxxyYfQ/z1z/3iSwWuVaunRp1LXL4kkk5Mwty3b4bLzIEhH++wyng9CNMyYiTJT5GAgd7CDmYmJupX53yrtAVRUR9h35/qByZ+0AWL7W3np2ki9S9CvSeUecmvuRtbkM1nfO/9MZq9tVzIM23Zl8vqGff5NjW31aTeMD2nRn8vUNRZ7a5YOf+sgMgWci8b/87SkzmsgLm5iIUNrmzvbxU45mN6JKB894FhHRAsSukvATjU2MykurhebbXVZE2AQTurFk7UTYZJ/n9qKyyGDTyrH/qUxhUGPW1rytqIYrwjFjxQIRZXhqEjRfbsvbXB1GKSJkUCqw219S5lexs9orxsd2ovwKtDdYY/3O0pfBZauhoYERcwnxaantZfxpFd1YmvGr9nrooYfSHQituIZB+34XyIw3GVkxA9P6tL8HoomIyDrpLDRkVdeqIiJ0QZJxqWB4uaxYm3jXMuPgBUe4o6DyHnLIIYNV7CxxF7aBN8aLvk+VOy+GSBzuvPPOGSIib7ch9rcscbh8+fJZhwU0EREmzELjOW/89eNblogIT7eyXTHdHaMdBu/KV3QQhZVFz9lOg/4tdG/Linnwdck7Ac7H2Ng7JlRDHr781n5ZsXZdzWXDTNdW72V8xtxWZEg+tPzbM44UtROMdB9D2QDmYdYpFBJN/PrNAFddvTvQMOtTlFcoJEJXLtt1CDn4HSjLI9x1MbHXVEQV1WFa/o6I6EFL20qWD4b1hnBWoKYmuCyjVGn6c+htdTo8WSRrUrQJLM8fNeYbb4ZViDVvQpRxoJ8PHs06ZtKCTmWwyQ3E+7pbWUclIkwQhf7r3t2hrPuMeNjKoV81DIN79ZztTH3iE58Y7Fp4v3rtKBjPMsfa6lmdhGPixYvZsF3DeBkvmLxY8eJH78jlR+UKf01ERLiiHB4D7PNqKiK8YagyS9T7IPdYPfyOQrhq7AWItfuOO+6Yur3ddNNN6U6T7ztlvk+VMfy+VQbdgSHxo0Bu/TROFH17xi5LRNjpa8ZFaccuCWwiImLCrGj4LhIRWS5AJpptkcTG2TIiImzbrNigIhZ5Y6baQQIy3CWOLTL4/G2MKrv4VMS3j3+31egsIzk8ArXPxrTnayv/dmypF0hZgcax9pGB/vVLrk1dhPoqIlRulfOBm+4cuGCF5VU7z9nmHbPu0JCQWLfmJ2m8RsxNzQRIkx2dPvb7UZUJETEq8i7fcEKwU3bMzzZ0gdCrRaekZK1YVxURRb7L4YV54c3RVs2qE2LWamiWi5d3uxqViLB8Q2bhKrbK6t2UzNjTf4fvqh0VgOl3I8p02dBILvJl92nGTsKxPmors8cff3zqPmZGqbmjZd1vULafNBERqoPvH6FLXRMRERNSebsAMd5mwNmOgz/Nyd+Y7kWnldl238wwz/uefD3lzmTuSuG3k2XcVt2JUH5ePOZxLzKci/q22OhX5GKpZ0wg2JgX24kocgHyfUqLAzqtLk+Ix/p51illRSzy2tgC5r0bp9XZdv1sRyUUdEq3SxExypgI7xcfO33Jn3qU3gb95pGnde8jKOqrXfz98W8/lKxesSpN2hvVFkD9/g/vWbiTMi4iwvhZgHy4s6Qdp/XP/iK625TH3upf9f6NLtpzEtJERPSgFW1CsKBp+f2aH22WoZI30eedjhEG1ebtRGgSKuM6EJ4a5IM4YyLCHyvp8XsDuqh+Wvm1XYjwqNG+iYiYoAsn8SyDwQy/mJDM67pm9NrqtfEsE1RpxleZU1GMte2+WD1i7hIxARhyaCoixMTc3oyPdz2yf6u6E6H39I4drysDPGu13RuSIW+VTUd7mhGsb0e+9H7VPiY6Q7cxc5cp+j6tnuo/YutdD7O+7zoiIusEonBnsshwLhqOw52BvOdtXLKd3JiIyNqJCIWC7ZZq3MkTEf5I26KLAotYFAlFE/axU/fyuHQtIvLmn6L2jf29zDhk73l3ltBfXs94n/m+3hNRxMiEUHgikoxtXainuI5tFszLDBI3d69xqb8//tXfH2HB7HV2VP7xv16SICKKelq5vyMiynHq/KnY8Z15p+gUGdnm9hMruA8WzBMRZVxfLH1NHPfcc8/gAjX9u59E/YQYi6MIXbaqrJyHdeybiLC6+HKWFRF6x1ZfqxgLtpptwqzIaA4ZytiVu1jeTeZ6x1jbRG/tnBV3oecVgC2RbHeI+P7YhoiwQO9HHnkk9fc3seljDop4FBlwWQNCGNQduraVqV/sBupwNbuMW42VUenpEsvwErusQxPqiAjlpRVo9Rlx110GthDiuRcZzmUGWuvbeQcEhKJGz+oAh9hN9SFvlcG7l1nd7M6cMuOiWBSdKFTUx4r+7hefyu5UhrthZXiP0zMmImIGYtYq/jjVz8pq9yH4o1rDQHHFEWyx9duSjTbbOHnr//XW5LcvvZo8t/aZVGiMmwFtMSFhuXVK029femVW4HVem1rg/bgx6Gs/RUT0qGUkJOw0D01UMhzsrPGwmHkTfegOZe/a5VZySTHDTaeIxCZFrZ7HTk0qg8uflGI7KX5CzDplyMeEjLOIiK3Cmz+8XRL3hS98IfeIV8/Zr6h6t5estrDnY4G+ZVf1zNgtCsAMjfEiwycssxnd8v9X3eyytTbdLWQ4aQVZJweZ4VlHRMjYPOigg5Jdd901PXbZdg+08yBedgu21TGrDub6k7W75HfqZOj7AHlLu+r3GV765i+cqzK2VPkuxf30009PRZxxb0NEhMH7OshAN0Cbsf/kk08O7qiw4GaLj9FOTDjehfFjsZ0rpW3tVkZElBkni76Vor8rj6pxItZ+ebeglyl7X5/xd0CEdyr4XYpxP5lHxvNvfvHCjPse8o449e1V9eK6PrS11S00/LP+Pa/MJkjq7GD0gUXfyoCI6FuLlCxP0WTuL9mSIaJjNy3w1ox8GW5aLYxNinVOQvFFlwHx6U9/Ok1fhqgFXtrKuLnb2BGf/jQjpVNUvzxMo9qJUJm8D3qsjGqXmDAsMhjMRSd2x4TPx7vSeMFgK5Bl3JksPVvBzrrt3Ofl3ZmqGll2qpJEq3avtFrcpoiw+li/lx+5HUVbJdA9L8A8bOs8VxZbQdY7WWwtPWu3UHA0/T7zvp+6OxFZaXrBZm6IRbFWRcNg2bbQ2PP666/PuJehav+0spjBXvf9sE5F33zR3y09EzdF30zefUFFvMfl796QDoVC3i7FuNTPyhkTEfpb1hGn+pudQLXwQ0vGrbpJnliwQPkyosAf8drkhKuxA9hhgRERHcLtMukmRrbK5Q3A2KRoE6Y3XizgVjsZRUdLKg9zKdBRoBYkXtZ4aFK/UYoIf8Oz3UkQu9zLgh61Iiy3hyKDIXZpldrNTjiyYEa7oyFmUGj1Wv73duGgrcDKsJPQDP3u7bQjtaXucrBLnywviw/wfUHCQ788Nyi/0m7vmmGtY2W1Y1BkENX9ttQ3dBGcufZUERH+gres/GPxQLFnrY/mnVSl9+w7DN3D2vg+i4z+KvdE+LRMrElQW58y//0tttgiXVgoOw7ktXPRqWH+iFnvQtlEBFRxIyvqo0XffNHfffoWd2VB7XZnhY31isPR96pf1m3XReUdl79nnc40TiJCxu6a7zyS/Oon61L3I/100tDbtts62XCT/5yoLvqFcQ1aZX/puV8nL/9y/eA2aT0nATH/g+/vdRC5hMK6Nc8Mjt5Vmbd8158kO++3aHAkb+wmcLknfecr30zr62Mmwv7qj41t44btcfkeui4nIqJrwh2l38TItiKZW1HWpBpe7uQv3FIaZVxjwtNKyhoPTeo3ShERCzAt6gIypO2yuKJL3XzQfVa6WbsN1t62axDGpsT6Qdh+YZ56xx9tKsNOxmfe6TlhviZUfbt1JSJUfp9/FRGhd7NOPTPjbbfddosebRprK+/WJ46nnHLKjCBru39B312MZxvfZ6xcTXci/DjhXep87EHZcaDo21GfkShWm8pVUO2gbym8p0bpWP5NRERVN7K88heJhKK/h2kX7c5kuWkVMR63v5tYCG87tkDccTAg7USiGHuVXwZzkU+/YkB+/cxzM+7D6Ouxpj5eJayz1Vf/7mNA/HP+fXGZu8O2yYJ9d08fkch49vGnBse+6t/K7FqMW78fVXkREaMi3zDfJka2z1qGiCbe2MqxGXVm5IUioqxrjPdhLms8NKnfKEWEsZWBeNVVV824x0LGi1yZtt1229SvXj8Fo+s2YhlA+pXhE57eo/did0XEupgMqc0222xgeJU5rcfupvDBsspPOy0+jkX5WVvn1SOMifG7Xea21aWIUDlNDFQVEaHR6hkX3QQeaw+ld+SRRw526mLPZJWxre8zzLOpiPBH1Ib3X8ybN690P284RM56PXY6U9U8yh44UCbdIpFQ9Pes/qQYFDu0QM9o3LEjmcuUaxKe8ceCbrvLDsmff3yftFr27124svgbqxcdun/m6UhFfMOL5bKeL3u6kh3/+osf/yxNqq2YCH9j9Y57vn9gtBfVL/Z3CxTPeze2C+GfL8stvLiuTnl55/8QQESMaW+octRhXhXDc/7DZy0gU0c1Pvvss6lLi37hJWNFGM04LGMkK60mIsLf3BrLrw1jos4En8UoT/RYULCttMpwl/tRGXeyWH62U6JgVK3WljlOuKht/d/tyMyigGxbNQ1jB4Z1GZYJmaoiwtdVgun222+fYbCVFdYhs4cffniG6NT3JdcurapnHa6gNNr6Pn15mooIu4lbAeFhzIf575cdB6r0vTLPlnG3y0tHbMIbvsvkG3umaAwp+nvdfKfhvfCiMq1OyxXoj/54w+SHd/+vexZ2+4u90xXpNn62y2FpveM97551CVrZfGK3Lofv1rltWWX88arVaUB2uEtTtmz+OR9/Ed4KXTU9Hbma9ysrfPyFfLH0yqZTtfzT/DwiYkxb3xuDYVBylSpZAHaeD7utvspXXb+ik6Ni+ZtxWNZ4aCIilL+9H8vP2NU9fUrpt20MZaUXu3hM+TdZqQ9vvc4Kbq/Sj/yzEoybb775jFuQq6QlFtqtadKvy+QntjfccEP05uwqBlzIs+h+gDJlq/JMG9+nz89c2BQH0+aBB8qj6jhQhUOZZ22HsOjo4qy02hQRRSdVVemDZeo+jc/oToWfPvbkrPgAxRnIkJ63+4KkjUDjNkWE9/EP20xlbrrqb0yUdpP6tykiwuNpfb21A7H7wfsWXqJn74jfT36wJnnx578axJNIPMjFqY22nsbvKK/OiIgx7hEyXuQOoxXLJj9NjF0bbCqfJs2yk7cF2sYMmbJ1lTGadVus0r/mmmsq3wTt885Lv2wZ7TkLYvaXh9mOir/h2o7vja3yVs2zq+dlqOnc+ir3WviytNWvi+qnnYQNN9wwKiLyRGhWuiYmFMCqk8+uu+66wrsCiso4qr/bsbXh2NLGdzms8SbGzg4TyBoXwnf8sdv6DhUY3mTxIeznJ5xwQuaYWKcPjqq/9D1frVC/+sJvktdffi157cWXB8W1uxTkGtT0Z4aw0tz1ox+s7c6kckiUPPODtYN4BiundiA2nrNZ06KmcQKP3P6dlEWdXQ0VwLsztXHzt3ZgLJBcYmmzt8958+K87XodDN64ISYgAUTEBDTipFYhy5CZ1PqG9TI3J7uIz4xri2PQDkLREaHTwqqLetYViWon3fciFzR/QlAXZRxFmtPyXcYuABXvohO12myTun2wzTKQ1mQSkMvXD7713USxEl3EiEwmNWoVEkBE0Ccg0GMCMXcmrYjKDefkk09O1q5di5DoafvZUacSFGVvFO5pVaayWOZu5F0HbXdAQOoE0k8lSCrdawLaQXn95d8mH/mbT/W6nBSunwQQEf1sF0oFgZSAv21Z/1/+9mecccbgGFG7dIwdiX52GH+Rnj8Kt5+lpVSegIkIC5bXzqAJdztNbdjxL7QQBLogoCNS7UjULtInzcklgIiY3LalZlNCQIHMukyqbgzClGAaWTUtkF9H+S5atGhk5SDjagT8roN/UzsQ22yzTbJs2bL04jyERDWuPA0BCEwOAUTE5LQlNZlSAmakLlmypPaJSFOKbmjVVhutW7cuGsQ9tEKQUWUCdtP2mjVr0rtYdNS1HblrsS86ta7O0b6VC8MLEIAABHpGABHRswahOBCoQ8CExH333Vfndd6BAARqErDjme0m+JrJ8BoEIACBsSOAiBi7JqPAEIAABCDQJwLasdh6661n3eDepzJSFghAAAJtE0BEtE2U9CAAAQhAAAIQgAAEIDDhBBARE97AVA8CEIAABCAAAQhAAAJtE0BEtE2U9CAAAQhAAAIQgAAEIDDhBBARE97AVA8CEIAABCAAAQhAAAJtE0BEtE2U9CAAAQhAAAIQgAAEIDDhBBARE97AVA8CEIAABCAAAQhAAAJtE0BEtE2U9CAAAQhAAAIQgAAEIDDhBBARE97AVA8CEIAABCAAAQhAAAJtE0BEtE2U9CAAAQhAAAIQgAAEIDDhBBARE97AVA8CEIAABCAAAQhAAAJtE0BEtE2U9CAAAQhAAAIQgAAEIDDhBBARE97AVA8CEIAABCAAAQhAAAJtE0BEtE2U9CAAAQhAAAIQgAAEIDDhBBARE97AVA8CEIAABCAAAQhAAAJtE0BEtE2U9CAAAQhAAAIQgAAEIDDhBBARE97AVA8CEIAABCAAAQhAAAJtE0BEtE2U9CAAAQhAAAIQgAAEIDDhBBARE97AVA8CEIAABCAAAQhAAAJtE0BEtE2U9CAAAQhAAAIQgAAEIDDhBBARE97AVA8CEIAABCAAAQhAAAJtE0BEtE2U9CAAAQhAAAIQgAAEIDDhBBARE97AVA8CEIAABCAAAQhAAAJtE0BEtE2U9CAAAQhAAAIQgAAEIDDhBBARE97AVA8CEIAABCAAAQhAAAJtE0BEtE2U9CAAAQhAAAIQgAAEIDDhBBARE97AVA8CEIAABCAAAQhAAAJtE0BEtE2U9CAAAQhAAAIQgAAEIDDhBBARE97AVA8CEIAABCAAAQhAAAJtE0BEtE2U9CAAAQhAAAIQgAAEIDDhBBARE97AVA8CEIAABCAAAQhAAAJtE0BEtE2U9CAAAQhAAAIQgAAEIDDhBBARE97AVA8CEIAABCAAAQhAAAJtE0BEtE2U9CAAAQhAAAIQgAAEIDDhBBARE97AVA8CEIAABCAAAQhAAAJtE0BEtE2U9CAAAQhAAAIQgAAEIDDhBBARE97AVA8CEIAABCAAAQhAAAJtE0BEtE2U9CAAAQhAAAIQgAAEIDDhBBARE97AVA8CEIAABCAAAQhAAAJtE0BEtE2U9CAAAQhAAAIQgAAEIDDhBBARE97AVA8CEIAABCAAAQhAAAJtE0BEtE2U9CAAAQhAAAIQgAAEIDDhBBARE97AVA8CEIAABCAAAQhAAAJtE0BEtE2U9CAAAQj8/+3XMQ0AAADCMP+uMcG11AAJ5YIAAQIECBCICzgR8YHVI0CAAAECBAgQIPAWcCLeovIIECBAgAABAgQIxAWciPjA6hEgQIAAAQIECBB4CzgRb1F5BAgQIECAAAECBOICTkR8YPUIECBAgAABAgQIvAWciLeoPAIECBAgQIAAAQJxASciPrB6BAgQIECAAAECBN4CTsRbVB4BAgQIECBAgACBuIATER9YPQIECBAgQIAAAQJvASfiLSqPAAECBAgQIECAQFzAiYgPrB4BAgQIECBAgACBt4AT8RaVR4AAAQIECBAgQCAu4ETEB1aPAAECBAgQIECAwFvAiXiLyiNAgAABAgQIECAQF3Ai4gOrR4AAAQIECBAgQOAt4ES8ReURIECAAAECBAgQiAs4EfGB1SNAgAABAgQIECDwFnAi3qLyCBAgQIAAAQIECMQFnIj4wOoRIECAAAECBAgQeAs4EW9ReQQIECBAgAABAgTiAk5EfGD1CBAgQIAAAQIECLwFnIi3qDwCBAgQIECAAAECcQEnIj6wegQIECBAgAABAgTeAgMA9kcZPs3b1AAAAABJRU5ErkJggg=="></figure>

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