Il Bilancio d'Esercizio: Chiave del Successo Aziendale

Il bilancio d'esercizio rappresenta un strumento fondamentale per il successo di un'azienda. Esso fornisce una panoramica completa della situazione finanziaria e patrimoniale dell'impresa, consentendo ai dirigenti di prendere decisioni informate e di pianificare strategie per il futuro. La corretta gestione del bilancio d'esercizio è quindi essenziale per garantire la stabilità e la crescita dell'azienda.

Il bilancio d'esercizio rappresenta uno strumento fondamentale per la gestione aziendale

Il bilancio d'esercizio rappresenta uno strumento fondamentale per la gestione aziendale, in quanto fornisce una visione complessiva della situazione finanziaria e patrimoniale dell'azienda. La gestione aziendale è un processo che richiede una costante valutazione e analisi dei dati finanziari, al fine di prendere decisioni informate e strategiche.

Il bilancio d'esercizio è composto da diverse sezioni, tra cui lo stato patrimoniale, il conto economico e il rendiconto finanziario. Queste sezioni forniscono informazioni dettagliate sulla struttura patrimoniale dell'azienda, sui risultati economici e sulla gestione dei flussi di cassa. L'analisi di queste informazioni consente di valutare la sostenibilità finanziaria dell'azienda e di identificare aree di miglioramento.

La gestione aziendale efficace richiede anche la capacità di analizzare e interpretare i dati del bilancio d'esercizio. Ciò consente di identificare trend e tendenze, di valutare la performance aziendale e di prendere decisioni strategiche per il futuro. Inoltre, il bilancio d'esercizio è anche uno strumento importante per la comunicazione con gli stakeholder, come gli azionisti, i creditori e i dipendenti.

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c62XGb5bIKxZu5AeF3r1vi+3BLhqAigmuEEBZ9SPkqXPcGYUto3aCSm5tNX9KdfvD6z9eu9McRroGiNzfn6sUSt4CIvUcSeH+PT0ymv7O/TdMz02kZ+l/hP/1+t3r7/qPfzgjoMLbuMNqNWUD/vXnXQdFhecpKC2g7R5kDBty8XErL7Ijl1x6446dT5v4vRQJaZnloNP2RTkG4nV9uV4ZsjRnmHECf//e+mT3I0W+Wf5iSHrQ8CoMK13idV0RSZS4bVGhFz5Vb+jv40pF/+q0HXdllG3YyHkZRMUcCw/7sJHOp8vzikO09J3q/NXDW+0PmDJjiF7rzgJK+dxlnM1z9NtPt9OaAmZ8M97ByDqDtiLZR1O6Uzu7eDclxkKjCt2DVVjoSOgvu3piyeIPoxVKOPhHW80PajJr3er8ZVDJ0Wddv269tFyQaVK5dLJZq4cP58Ub5uqj9dAU/tnJ/rd+Mz0d6jpoVRHc1e2gpyj8z/cPoc/rBkDnvDp7dx3ap05KNsh3AqsoLl6zd3tt2Ka31Rn/X9mMWOHpvTDwtORyZ2tuexMQdn+C5pvV3dUVEn8rv3YI3bI+9X1MltQvvkO28Hlb02aHtyxK+i6jVfH4pE9J1aalTmFv2Hv5V+gCk0IWmjwmVs9QCtM0n2tv1mOjN+3vssZNcgzH29pM1/aworvD+TkdLf6eHGGNduqsphDBOip42tBG6JdSeNQA0dMeTk7WvPug/Rs1aKWyjRd9K9G1Vt0Bbm/1HT9BDu4U2gVBQOS4y/AbVAf7VezoXVLgl63LOwJloXKoWggpfYUHd73NUZRT9XpeSk5tF9TD6qub9nQsqVIWiigIlda5n50dD3egLm+sUO3nBOtHm5lKVY6/gKPo7u/q4SdMllP6X93eqE3NjADzXdQpViQY7+VNN8aVeTvQXquyeO5fNW/5k8mn6J3ZXAcoStAzVrkSPnwt7VP3lxiTg0CnwFj5+6vSrX7nQPz3dyZ6KseP3Xn/p4ch1q3UPjFQ1YobCoMKNDsRrti5V5uygQpGDDpvrqkQVWQpaT2n+7yu9nbdJ/LpM4fDtgbNqNeGBK5nHNG1m6LpwRUTHzxjtreZqGdXqmmuWpP+lhEOX79G2ttyVpesleutyY5pRDBD+08+3Kuk+5LZA/tnbmary3O1Kuk9YrMccMpQB6B5r9uAg6Xz/1ceF+790cbmOQIw+KlJ2H4rXjij1t17TqH7/YndH7v9SVVs0nBO/jbu4s6MMRhGln/0yWpiOir6TXJZtFl2F7jq6b+kO5I6fUgrdmdz/JVSzFy1JVbd9QX4OHT/3r1SNpsfCPx+cGu1O6uYRvqSlr0Pdoa5E0dUUBrlVEXtf0Awvwd05dAB0Obj/SzcV+xcKoSMnkiL3HGYsQLcZHQaVP+/vUxdvoD1GH4yX3QVlOfpw8U4kO+ds+O5DFBEZK1Kep1OTepJQHKUrSyUgek0BoHG7X1PZeuS8Z7rYP9XZ/l99nHcdFBlTkZ4zz2iae7VoYz3bP5y+92n55g/6qEgN19F6pCctXxdUdNqJrdmyz+yn3LAgqPBxnT7nBW0xyta4WgVVhmib3zj55+XlcJXIX2uqKGxwA9qI/pRoiqBC1Wju1HR/7L9fU7VheywFJ6rs8n6PNzyoBEfsnaKphVBld23U/uS0tIoLBVTP1l2S/kjhjVC1STeznUhOoUo/rbt03Q7lBa4kqGTlnKVgIGwKokdQCQrfQ/9E1fp9cce11SC6xFT4f/9iGlWOk1JShWtRZqAbY+eBY7Qu3R4JSae5pvm0hdzcbCor+vsHQ+aI/gBMS1KNmRagYEMPR21h/nK7kurHtBb90zj3YGGdTCqoUJlTMuR6ZFHlWFvho7/Twfec6N1MM4qaMMcyFBXm/rVnXX6gLVMK1d5vtHc6a278WZ/1O9QGFaqPUk2XVqF7WLdiSjeVndd6Sh0UDISvO2KP1XVJoojCizGFBbncu1P/TdHCfXFjaVAoosq39vjpymaczeDWen/IHGH/bOW3PT0KuJAwcKovHZj2FQp9Bhet2UZZjo554w6Rob1EW5NSwYqiUqLPAu1lydrtvFUcvTc20wwWQhdC+4aWMgDdgVSYzTVDHW7ZywoealHyoT1OFQyQTSmC/q6knS0lTFpS+8JKISp5erx8MtxDagGu8wwVu+4fT6eleYdst6jBJwDAROj5Q9nDK3hrTFyCaJf3nNyzz3bhgopN94mL9x05/tbAmdr+J1KtY9qPmS8MKhM8MPK+OggqfCNcA+lLy1iTzVGtgvuRkmoDwn+9c638o6FuVCdIOXOG909GDyrlpXWJYsi05aKrUNWK/pWigu4fDQ8qVAmjs1u2YSfjrQgFhsfbTU5NF/ktnGoYbw2cRaGCtqawwGWDCtUaKVfQNoVTJagNKlRPpYtLWxP9NZdqtHReVCkXvt+gzED/RPVUuhzCOeloeS5UiPbTmLMinP5pvMdq0W7HdEdx1WjhVZMKKmPdgunvVs4BvJo0Rzte0zuDZisfaaqHJt5QPU/03Q7V+7k3Qs91naI8qFyqPP9id8eXejlJ9WSg25VKleIWb4pAim10MFliY4jfu1FB+ZwiJe/+pATYTNO3W7RMCH2cm4k1Q1J429Pfu4xbSEtSjBFdoCA/5/V+MyiVCV9rqOr2tjikbjjjYc4BvL9TBOJCslTjNwrPdH8+2dHOiHPOcu1jzwiG6aTyp+JSMjmjzYK1Ct+96PLWFILfxl2i/0qJkSLuP3s781pFcmvRTWWs0weAhiv7QVAhb/R33XM4oeekxS0eNBgTbfpVW/crzELdoFLXB6aN9Ze2SzCziioIKnzcT8iMltaqUK2C+11Z6r6MiTtOCwydzs8PRg8q3M+ZHhKp4+bl0k+/9eA1gzE8qHDvkRirUy2h/ZgFwlYxWlwDdF6CYuCCCsUDZ59QXdN9QkfNCuLmc6Aq4L6448J11QaViD2H6eD3Hz0hdTBcq33huwguMzzfbepliSFT6Syojkg3D+/vOblZFLEoGkkNjlSrqXxTZZ02zhsiVjSopGemN9cUCLt7HxUdreu7YaeSS7B+235GJOZQ5nlL8zpReVAZ7lL3CwJ9PTCWWaHJVAtXP/TTeNfxix5tayvVP4Hqo3TnF+vU1+nY6HuIQhH7IUA3Nu2L9wJH4W2/ZksMLTNW8KnRlZmVSRVoYY8O5UHlQPxJijq0MO/i0glSvZzKhN1Uep2mc/yAKX4KLxBbyNa6U6asIvynJ9rbUVZRspFFa7aJvitmoIBK9xidLz3iGNeRDo/3d+5Ji6ACALWaL19tUHmqk53/pp1zVoRzA4Ux3qh0m7hIGFQYFUIQhaDCxzU3kvolVS0uqLBbe9OX6HvfzOb90ehB5Xp1SXPN+J7Kfxc3PKg0F6umq1JyPo9ry6RwecbM9Fq0NdF2Jvr1UWHYsL3ud2thN18uM7gFRDDWHeZctwyvcZGt1zr6Y4xYytIVe+wk7YJ3k4gGFTopJT9RX71Y8kxnhw+HKBrQmevqIJwNg4cCnvKgUl1RxL3ikF3y1a9cKHfp/oVrhRUVo3RKoq37jshendoHg03xwobC2/6DIXOe6mTP7lZRqxkwl64a7x5QGFTOF52jrEWE70y27z9KB+noLd9xnHI4nQuju5RCdMc+3m4yHUxVOX/CRwqQzTT9i5Rsh8tOKxWPCEdPj3/3resZJfVrQlJKKteKT9iBh557CCoAwKGg8lxXB25I4hatra3nhxw5kfRI3RwpdaT6qPSc5K0JKta6Tb962y5FUFEFQYXPFG9UeG1ReLqOX/SYYEQaU/RRmb28rtXQ5yM9d8QeYwwrpGV4UKFagoEF+NPNCtpOfwd+GxspXFDpNmERHRhPZlbmzgPH6PnCTR5HtXnRYzZiUOGGM1omeBHBZQZ2POCaePHqSVSjatHahjFyF4NoUKEaM9VElQzT3FnTVEk2flyuKqbF2oyap+TKclOJKzl4LjxIvQ/UNUHT30B3vDj6LNPHkCrKzj6hSgaf5doXHVPQlfztgbP+87Wr7l+U3PZU728mMZq5EkqCyt3r5bQM3SrCm7xWcdwllNZoSQN7quyLO/5Ee7snO9pJPbVM9EaFEhpF1mZi/XO0uAZ4u8Q+idy5I6gAAMk591BQGeToX1Kc9/bAmY+0taEn7cEEkSct+dJ2iTCoTPREHxV1EFT4jN5H5ZXezuxluE4CvGhkiqBCId53w06ulzPVGyiSLVi1NTU9XWp8M8ODCgUGJaVEVfbRs4Oo6kbVPh6uqqE2qLA702ve4TpQCVQ/XO3WI6j8fKsyYPPuYc4rPrZyFx48Vb8YQUVqfjoO14CKN0b2M50duOHC9CAaVGiDbynb4OQFdbXb02lp7MXSMtKbabrQKNnmh0PcFAaVZZrJ+Pra+dBVYOOGIuD9vnXuXDbXQaKZZjyrce7BVPmWGuKJbjZajAKP7L7eGTSbltRthqfktueKaIK+31VKggrdkLSLxSHiFXTuBJV0E4+KiWNX9GXRDfxoW1uKIgfixb/Iyd96Gb+PSmZWJvcjEePxtfdIAi3QYayX6L/O1AxYjKACALWaR8ozXRweTPI4qae1N1V+3AMjuclVpJp+0feOsDP92ih+Q1NgQ1Dh03vUrx9vlN+9Xs57o6ekViH8DbhWLqiwf+7lmoNL/e5Yc7WMamnW80Pe+2Z2swfDvPpviv7lNr/bAxdU2D9jc6M5SwUVdiv8Wk1Fv9ekus7fz3eb2nX8ouEugVSf5jF6UKnVjClMi81eHq6kzKX+rv3J9l99XPrYLhUeOfd2TiqosMdC5WYR5V3ER9rYtB09X2FRKNkpbVDJ2w8yNzBSyXsGSvi0mNSYvzzKR/2av2or106MGyBOlnBawFpNhxyqu9OVogWaaUbspW8RYSd77qo93cle4b50W3Apue2Pn6r7WM3w5c97qJDsI4V77SDs9qbFfeKUvJeLO5mk8EWWqBWbd3NDJrBvG6OP+kU3IT1PmksMYcL5/W41FSPjNylnn1AEFYAm69eaqp9uVVy5WLw/7rj1vLWv9nGhfKKdjb7HpMUlxXl5+dmPtrXVNP0S/yGm7+QHQaXVnylFM18k5lFRB0GFT795VEqL8x9vN1m4ltGDykrNeLhScyxwXP02K2wgcbmqOComjquZfTbCg9cEKCc3i/5u57WesQWudZNUUJFtLsX1H/hh7urbEq3jKFaZIqhwp8br2qsqqPx25+LnIz2ba1rMS001uOdwgnGDyt+/mPZsFweFRaFkp3R/UlVbSXvZIdOWK6kjcmX1tbLr9WJ3R4VBZZVmVLo1W4zzQxRdr9T09Dkrwv/Sw5HiSujDhWzlLP++i3367Ns+Ly+nmQGd1NmPFPo80hl9NNSN0ZyPuxNEx9nj4X61ER19Tpa7Jtn+rdc0qclttLiHgGj7K57XxOZR4dkXd/zJjnZUe2A/AEM1r53/2duZPp6iuFZhEz3XeAVHEdlGjwDQCPxyuzIvLzv6YPzC4K39HZa9O3j2+0PcOn3vpWmib6sNKr2svctKC+ir82OruRRUDogFFaoNfvqtOxdUtDPTewRG3LuuT+PtpgxBRcQX1t7CVjdso2fXDYsUKvhqNHpQ4QZOlWrUwRnk6Ke8JTdn/bb9zQV546ebFaITtOny3xRtSFChmuLbA2cxZozmftM1elDhOmd3/P6hVh+qgkpWzlnRE9fFvYUwYlDh5sSQ7WhBD9DlodG8IRxEd8o1iJKdoJ28NXAWZSTZrk10KZ/rOuXVr+T7JnHjZSsMKomn617UjHANVHgbKHS9uoTy+ePtJuvGkoWrt+kdipTc9lSGVJK8zi1SZ03XkTccM+ORUlSY+0K3qYT9dmLJ2rqBd9dJjIysa7zHalryVKrIXEAM9PXMNRSkc1TynkThzPR0GM3EhoTWxbU0o6DCHh2u9sELE+XSMuRzHQA0XHeuldFzY4LHmg5jF7zcy/GdgTNn+Ydtj41LTEktyM+NT0qmrzZtUPnSZkn5hbqgMmXRhkfa2MQeExmuo6wkn7ajnWvlkbY2w51XlJUYp/9zk4KgIiIpJZVq7bLf91q7D8VThf61fjOEFW6jBxWqpNLf+9kvk9oaVcG5+bB5dVz6Ch/s5F9yPk9qxVYjPV/u6cT74+v9ZrzUy0mqlQh9SrkBf/ULKlXlhbK1z2lLN5kiqByIr6sbUXVKyTGL/j1iz2F2dZaqa21GzTNuUOGGtZWNf9xowscUBJXVkfuaKegvsU3TV8FKMB0HY++yOZ+ryyoMKvTJoo8SxVp2oV2uKg4M2719/1HtX365XfmNkz9vLj9dXEcF3ZcG2Tlnm2vmamS/aDqTmbEyfA+vEq8wn3Md4XSPU4jyzBv9XemrkTcUh9QjhZuUiR5EjPGyOXl5Oc01E4YKW3vqoifS053saXeq3i3TYXN3Wksrd+EYX6J+u3Pxld7Ojz0cF4W4rjU7YkUa9XG4lmbPd5t6/JR8ey2Kf0dOJDFwrxD9N0Vz/9dY40ACgAUqKMjtZ+/zdGf7uoG8HrwwuV/zvydkzrmsF7r/L6j0sV1arunmtz326JMd7ITDltDXh3tA5OPtJ3NzRLZoY223cB17GgCQgqAizkMzNiVlj7PZmewlqUL5aFvbZzo7iLZmNnpQobufm5hcqvE09yOosI7LzYMuNetZrWYo0he7O/IqZ1yrDN7EFFpUGeX2pV9QoQrKU53sPxfMEK91+HgiVbyMHlSo1ss1i+dVplUFFe73XcpRUnvhmr4YN6hQiVGepDIRzhCqFRN3nBZo/R2/54noTn+6WfHqV3Xjtwqnv9S6camUbmOqArKn3dCi6ilVr//a01FqlphaTS+C5prCUT6PCjejzmDp+Uno1v1aU5fljQf9sZU7hW2pd0FcZOVNTs9NgLM8VGTGem2ZULk90d6O97pDYVApL82nJ8a/+rhItXisfdCZW9jbR/SRQuc+dPpyxkeVh+ttT7coozDpm5iWodq/wgtUq5nDh3vpR58vKiLlK67VjDtMa0lNEETXtJlmxEKp1MR93KhwZJ/YCjl6b2Q8ZgGg0cjPy3n/m9ktuM7ubaz//uW0g4LBP3hBpa+dT0VZ3Q8xZzLSWw6bu2B11N1r5T/fqiD0rXq9unhbzJF/93WhrT3Vye6zER6qWrgAD4KKOPqe5vID1aTnrAgX/dJNTkujykFzTb9bqR6ZRg8qtZrqO/3TG/1dea0RfrldyX252nmtF9Zxb16uq24+28VBtA3Dvrjjj7SxETaroHrt892mUiEIfyCn7dOJUy6iuqbeTb+4X0kDw/iVIaqRr4rY+0K3qe8PmfOXHo5GDCq5udlcl9yeE715lR5VQYUeRi/3dKKSSRYMhEV3i9OSjZQWuDhkxKBSq+kRTleKLorwn+h0NmyPfbzdZCox4YTiUjs9mniKay3ju2GnsBZ45EQS3WnN5AZ/4+G6lFBVXjgGLjfV/dOagDrI0U95UKl90PJt9Owg4QwkdHtzLR6FQ9Rzs7PTWsK+DT/eKO+h6aDF60fBfVioJGldYcI5dy77gyFzRFOB8pGsue4f7w6eLWxYVXO1bKoWwFeTAAAgAElEQVTmBwJKm8If8kUfKdwYG0OmLVc4PH91RRHFJO5lmnDw9OKic9zgab0mLWF3CNFFt32HsXU3PMVF5ZM1ae+KL23quvh/Ye0t7A0SFL6HG1Jc9NmlbWn21sBZxQoaMSqEoALQFFSVF35iNbfFgwZaFC3oi7viAv9tsFRQoS8j+m6l71zr+SH0vU+PbodF64dM83u5l2MLzdbmLA8rOZ/3+12lD1IQQlBhWbF5NzdAENXk6Jub7kKquMzyD7NyDmhp5c79Xt5uzAJhVVXLFEGF0CeB/pUqUlT9ooPcvOsgfa1ylSf6D25dYUWWqkRPtK/rZjrCNTB05wGqoRJad5jzCvojHapow7CIPYepNkkb7GO7lOpDW/YenhsYydVjOo9bePd6Oa2od1C5VHme+0W/4/de3iHbaV9UgbP1WkcVOO4HVAoeHw11UxtUKELQKjzdJiz6d18X7od8OnJhfUjtqF/HNFV8ig3DnAOWh0ZTydApjHUL5gaAHjUriGvbZtygwl0Ruo7cvUf3JC2zcUfs7OXh3Gi5L3Z3FH3fwtjp7kPxXHNBKmqbBWspZlAuneEbyg0P1UwzPJqqCapoYVqdW5eKfbpPKN1vqyP3UYWS++BQFZyuFBWpqqByuaq4/ZgFtDqVMH0rrAzfs/dIwtqo/RM913CfU7oQwp/k6WAGa2Yff3PATPr8Rh+MTzydQqe8YNVW+gv93dVPZIyy02lp3OjSFJXp+KmEaUVK1AOm+NEVby52WZXf9rWa6jWXRmhrVLOnzxTdP1TytC5dQfr7J8M9RC+W8JFy/NRp7sXj0OnL6ZMohVeJp0PlPmW0QXqM+KzfsXXfkfmrttLTgCJBM81QE+wJoHT9cruSG0SrueZBIfz06RIdBOzOtfKu4xdxvw2NnLmSipdKgy4Nd5B0faWmVJs0L4S709qOns/eb4Cat0MIKgBNgf/GndqUQh95ihZ9Ji8V/kLECypfTf4zqNCT3Ct465Md7dqOmk9fdi/1cuIGLOaGCKOtLVodZfZzbOgQVGRQ3cjZJ/Q/X7s2e7hvZXNNQwXR+dR0mSio1Gqml6aPhO4h0Tc61W5rH8woJ1rHzcvLoZTCVWu0KPD8MHc1o0d1Vs7Zjx8EMw7VFN0CIrgfm6kmp3dQIVeqiqlSy1XOtGXbYawX1Wu5X3OpnNUGFVFPd7Knyh9V5qTmYdBjHpWc3CxKrVxsaPagLRPVZblKFTfrttGDCncdqUJJF073BKkyR4lCqskNe6d0+433WP20poaqRXVoyipKWvyLijuZRIGw+cNXgbKB94PXFO6BkaqCSq1mPGv/TdHcdOO6KMBExcRJpSnaXcjWGG4saV10666L2i+1Fn32pyze8FzXKbwyoZKX+m1C7dygB+JP0q3OK6LX+s2go5UaYUL4SOE6GskSHjNlA0pr/+ztzFvywyFudOOp6ppCkUbJMXC4x5QQ7ZEu7msPXya6yanAGQNIcE1hlVA1dw2CCkCj9/vdi/0dlrVoY6Od6qRFW5tBjn7C/nuaoDL1f31UJv/ZR6W2boijk698Ob28tICeYCeSk//Wy0mTeSZxS344dE5lmaLeeiAFQUWpwoLcQwmJYdGHtu47cjTx1M3LKlpgmwhVZRJPp0TuOUyhJT0zXflv3nTwaRnpVLGjFVPT0xWeS3bO2W0xcRF7DtOXt5LZ2dSiOvSZzAyqgje4fqv0eKq4UJBy5kxx0TmpRvamQBVNuhXpiuw5nEBVZNkhuWTR05nuKLoxqCpJd/v1an4LKz1QbKbq+OZdB/ceSaBbSNWbGQbaFAVO+jwmJJ1W+DVAubfkfN7h43Wf4iMnkooKc5UcDJVqUkoqlQl98OkSq+p6odDFiqL9R09wR1Vemm+sIlKIdnc2O5MKM3TngX1xxxnjbdTb8dDTbOeBY3QTUta1hCctADRKVNnoMm4RFz8eBBVrK+flwiavvKDCjfrF/dOVi8WtRnheqvyzjYbDovUt/nw/U/dS5ZkuDkvWbjP827kpQ1ABAAAAgKblxxsV3Sc8HFTa2AyY6vfTLf5Psbyg0stmcVnpn695/7hXbTN/7a0rf/7AWpCf+2J3R9rOn23JWtt0Hb9Q4RCyIApBBQAAAACaFsoYI1xXPtLW9n9Nv9pYd52wqFrQhTUr++wzne21QaXLOC/dl885uWe1jSlom9xoOn++VGll/Xj7ySvDVXSQAx4EFQAAAABocoIj9+l0pp/UvPWk1792OZZ4StsE935NZXVlkZXz8ke4lySaJd8bMocxXn9Bfu7Lml71f44k1tr6v8PcfryJSVT0hKACAAAAAE3O5arznw5314aKuink29j0s/cJiz545ETSnsMJi9Zsa2k1t4/t0o81i3E9Tx5rZ+vqt/l6tXgPuns3Khy9Nzza1lbbU6VFG+vFGP5LXwgqAAAAANAUnclM/2ioG9dYSzubyktfOL7Z3/XVvi4vdJs6femmkvPnvNduf1rT+ktj0nNdHXrbLpm6eEPKGZFBII8mnnqtn4s22NDyL/dyzD2XZfaTbYgQVAAAAACgiSovLRg7J+ipjnbcLCiPtLGhrPJIG+uWw+dS5OCma7x1uXSCx2rNNI42dVpbP9rGxmZ+iHBOtlrNEJrDXVboDv9Fq3znulL5FLqghaACAAAAAE3XH/eqK8uK9h89viI0esm67cFb9ialpvKG/6LEkng6NWBztN/GXdv2x1U8GKFY1KGExBe6TXkw/FddVnmtnwttv54HoG8EEFQAAAAAAIzml9uVP7gF675UebSt7UjXlZerzpv92BoWBBUAAAAAAGOqLCuoG/7rwXBhFFqe6+qwM/ao2Q+sYUFQAQAAAAAwsiUh2x5pY60d17hFa5tPv/XARPWqIKgAAAAAQFP0x71qvcluvLy0oOP3C1q0sXkw/FfdkGIz/Tb/egdZRSkEFQAAAABoci5fzXE7MH3uQWd3vcw/NPNM8WHG9u/XVK3Zsu8vPR11h/96totD3MlTZj/3hgJBBQAAAACanILypHd833l72VtvLXtTDx8HtNyZsYG9i5uXSwdM8W2uO1Rxa+s233ky5rYHXQgqAAAAANDkFFUmtwr67LPATz/XS8fg9nvObpbdy6GExGc6O3C96h80ALP5YMicVRF7LlcVm70QLByCCgAAAAA0OTU3z8dmR8TmRNb9r3oHc6IqLsm/GPnt7sXgiL0zlm128QnV4v7v8VPJZi8EC4egAgAAAABgKn/cq/75VoUQ5n+UhaACAAAAAAAWB0EFTKiwIHdbTJxXcNTGHbFpGem/mm/s8EuV52OPnVy6bkdg2O74xOSaq2VmLxwAAAAAYEBQAZOoKi8c5hzQrJW1rpZW7kkpqfV8JD/drJgbGPl4u8m6R/JSL6dNOw+YvZQAAAAAQAqCChjf5aril3s68VIKp3kr6/1HT9Tbkfxxr7rHRG/RIyEz/cPMXlYAAAAAIApBBYxvsJO/VDYg/+rjcvNyaf0cyfLQaMaRPNLGpv7f8AAAAACAEggqYGRV5YWMbMDZuCO2fg7mnUGz2Ucy1i3Y7CUGap0vOncy+bQU+lczHltlWSHj2LJzzpq99AAAABoKBBUwspi447JBZcpimZlcjeLOtfLmckfysZW72UsM1LJZsJZxTelfzXhsyzbsZBzbF9beZi89AACAhgJBRdylyvOVZYWqXLtY/PtdjId9aXXkPtmg8o2Tfz0cSX5etuyRvNjd0ewlBmohqIi6X1MVn5g8NzByrFtwXzufz0d6vtZvxgdD5nQZt5A+cY7eG3ceOHYFsyADAEDDgaAi7r/D5srWcYVatLb5Sw/HT4Z72Hmtj4o5cuNSPfXEsCjHT52WLSi3gIh6OJJfa6qeaG/HPpLO4xaavcRALQQVXX/cq46KiRvs5P9sFwclj6mWVu6BYbsxQjcAAFg+BBVx+gUVnqc62VNiMW+L+fp3+8qFR9vasktm18H4+jmYtqPns49kar00QgPjQlDRoo8SBQ89nk7PdZ0y3SeUPq1mv5oWZc2WmJXhe3iCI/aa/cAAAJomBBVxRgkqnMfbTfbbuOuPe02oVZh7YCSjQDp+71VvbeSOnEhidFN5sbvjxYoisxcXqIWgQujW7TxuoYFPp1e/comJO272C2ohKLaJltL/dbAz+7EBADRNCCrijBhUOP0dfH+5XWn286of92uquk1YJFoO//hyemFBbn0ezEz/MNEjeaK93baYOLOXFegBQSU5Le2V3s7GejrZL1zXpH5JkZKWkY6gAgBgURBUxBk9qJARroFNpzbw+93qwLDdf/9imvb0n+pkP2leSL3NoKLrUELiR0PdtEfyaFvbXpOW5Odlm72UQD9NPKjsiD0m2/lKrVGzgn67c9HsV9a8tuw9jKACAGBREFTEmSKokCVrt5v91OpZdUVRfGJyYUGu2YdEu33lQlJKasbZjJ9vNZVXW41VUw4qdANT5jfF02mYc0DT+SVFlFtABIIKAIBFQVARZ6Kg8mwXBwwPCmCgJhtU6Onxer8Zpng0cfw27jL7xTWjHhO9EVQAACwKgoo4EwUV4rRko9nPDqBBa7JBZcAUP9OllGaakT/SMtLNfn3NIjMrU2q4QgQVAABzQVARxw4qr/WbMWpWkNYI18Cu4xf9q4+LkqrAK72dVR3Jz7cqjyaemhsYOWbOqr52Pq1Gen4+0pP+43u34Dkrwg8fT1TSR//3u9V3r5cz3LtRwd7CrzVV7C38dPN/W7jPXFh3SSm02N4jCQtXb6Oypbpd29HzPxrqRv/7pc2S72auXLpux6EE45y4qmtBW0vPTPfdsHOi55rBTv6dxy1saeXeZdzCIdOWT5oXEhi2Oyc3S+2dJnpUVNq8/Z5OS/NYuWW4S2D3CYs/tnKn+22Y8wr3wMiklFTDuxZcry7ZEXuMIvS3MwJ6TVryyXCP9mMWDHL0o5NaHLKdTrneWgT9eKM8Ju74tKWb6Ey7TVhExdvxey+qndOtvvtQPP0rt5hxg0ppcf66qP201tDpy6lgW/5ZvAH2C9etithL/6pqa6YLKqdSU02aUjh0d6m93NcuFu88cGy6T+jImSt72y79bIQHPaa+muxDz8YZvqH0QVY7CLLoA0T4jLp6sYRuC/ow9nfwbTNqHvdgHO+xevOug5cqz7N3oX2g0cHn5eWEbI15TfpV1RPt7fR4Zuqihx49xukjPNYt+GsH33ZjFlA595zoTfe5w6L1YdGHKssK9b4xAAAaMQQVceygQnVE0bUoNlAlT7YqkJmVqeQYTiafHjjV9/86yPSafbqTPVWaaWHGpqiiwG7X/kgbG/rWZ2xh9vJw9mFQlNIubEhd7UxmBhXvkx3l+wq/2N2RKpcXSlj1SKlhfDiPtrVVeD9QAqFkSHuUPaq/9Zpm57W+5Hyewi0/01lkkj6qu3D/SmFsxebd//hyOmOPr37lQtUsXrZRghJO5J7DFP9atLZhn9Q/eztbzw9hF7WBCvJzKCaxr/uzXRwmeK6h5GCUoEIfCophbw6YKXtNPxzitmDV1jvXFMVa0wUVWlf2UDlUFd6wPTY/L5vO8daVC6np6RF7DtMfFa6ucJqjn29Vro3aT7GEMQI4hx4vHcZ60c2mMFSLliF9WrXxIyvnLMVXxn1Lh0QZgG4qqV2sjtynsDSkvD1wlpJzOZiQ2Md2qZLBD94ZNHvJ2u2Y2QYAQBeCijj9gkqt5kc+drWSrAzfw947VdalhvdlGOTod+6c5EhW4z1Ws1dfv20/45De+2Y2Y12qMZSVFmgX1q+uRpXyiZ5rZCs9PBTAlq7bIXXYhgeVwoLc/g6+ao+KamYjXAOryuV/JRUNKi/1crpfU0WB9o3+rgr32Gqkp5LdaW3dd+StgbNUnRRVtqYt3XS9mhVo9XD3ejmlINlJQrUebzf5331Zby9lgwqFunlBW57vNlXV6VMEpU+ubCA0UVBJSlH0OoUyVXJamtRGqH6v5MHy+UhP9sH8ca9aNj+Lovs5dOcB2ZOVKkP/TdG/362mm1A2WnPoppJ62NZDUDkQf1LJ71Y8dFvOWRGOAT8AADgIKuL0DiqEvhrZX0X0PcRYPSh8j95jjz7Z0U7q19CUM2fY637t4Ct1SNk5Z9nr9n94XT3qavTF3FOiJ6sSDovWi7ZXMTCobN51UDRIKPRyTyfZ2fSktk+1sWe7qNv1q1+5FBXKz1Hz441yCoR6nxTVNfPyJH+oVqviQsFnI1RX5tjYQaW8NL/DWC+9N97bdmnN1TLG9k0UVJx9QmWPrcu4hbfkfo+nD9ogR/mOLpSLpLZwqfI8FYIhF+jbGQHs9wZSZfixlftgJ3+1u3P12yzchUmDyv2aKrpean/d0EUfCsbrIACApgNBRZwhQUX2t88Jnmuk1p00L8TAr88WrW2Wh0aLbpxdI3y83WSp2oPnyi3sne57uDquR11NalpG5ajmIdysIUFluoKqoSyqrPhu2MnYiyFBSOjTbz3Yv8VSJbvVSE8D9/Jid8eEJFZTQ4UopRhx1kItRlDJyjn7157y7ffYPhnuwehRYKKgojsRkKh/9XFROKLgrzVV7cYsYG9N6seUwoJcPV6kCL0zaDajGwm7DPWwdd8R3i5MF1R+vFHeedxCw4/56U72x08Z4VMGANCgIaiIMySoFOTnsL+BxsxZJbrivKAtxvpi3r7/qHD7st/NkXsOix5YSyt3xlr/7uvCmyNFbV3tYkXRI20UteVgeK7rFGFFTe+g4rN+h7GuRXPpgq01dlAhs/zDpPZFNVQDfwvXLW3l/XBE/XK7Ura6rB+poFJVXvjqV4pGvJBFYU9qLAdTBBVKdLKHFCF9jwnFJyazt0aJV7gWRQslXXqUl6HUaBZGDyrPdnHg9cEzUVD57c7FgVOV9gWS9WJ3R0ZrXgCApgBBRZwhQSX6YDz762f2cpFfK3fJraX2G668lN/1ueZqGbtaLHpehQW57H0tWLWVt4rautqKzbuNcta0Hd6W9Qsq++KOG9JsQ4gx6qvRgwrVyW5eLhXdl6P3RiPuqP2YBXr04NeatnSTcU9cSzSoUA3S8FdJupx9QkXPyxRBhYIu+2Be7zdD7eBvy0Oj3QIiGO4Lhp5rb+xgOXT6cj3KUD/uOqN91JosqMzwNcJrWN6VVTiKAwBAo4SgIs6QoDJ6dhD7uyc4Yi9vlV9uVyr5qbK5ph/Cu4NnU8VXduE+tkuFx8ZuWvZ0J3vtCLBai0O2M1ahur6wD7fautqoWawS6zVpCWW/6oqi5LQ09shFnX7w4m1Zj6BC9bN3BrFGDtBPl3ELRe8WoweVZhLT9uXl5SjpsP5Yu8lUA3ut3wwl/ZXp3tDv81VZVqh3RyxZokFlbdR+JevSR+CDIXNe7ukkuyR9GBNPpwh3ZIqg4itXcbfzWm/4Q49t445YU1ysIyeS1Jahfv7Sw1E3y5kiqBQW5D6m4Mms1tyHIxYAQJOCoCJO76ASFn1I9otnn6CDtWxFhGIM1bS0I/f/freaau2y/UqF4yCfycxgryLsi8/+HXrINJHfRNXW1SiKMJa/dvF/Dboo0VFOk1ryua5TeFvWI6j4b4pWUnuggNFhrNd3M1e2HT2fPfSzlmh7PCVBhTLDh0PchrsEUvhUUofuZ79MuCPZuQK7jl90MCFRW5n7+Vbljthj7H5Nf/9impLZbITsF65TUmLPdnHo+L26Qm4mFlTuXi//J7MzDJXwmDmrsnPOale5ebmU8h57rW+c/A2/+ZVw9dvMPuUte1W0+9IDPXmU9CZqrnlSUbEMnOr7uvS0JLo+Ge7BazgqW4ZaL3Z37DHRe+TMlbQRJW1HU86c0e5iXdR++uhpyY6Hrrsw52Mrd95hKxmloJlm+LgvbZbQx5k+1EoOm46t4kKB3tcOAKBBQ1ARxw4qVOej2rPW5ari9Mz0qJi4ryb7yH7rPN3JXjhqEHugWKqlSQ3mw044P8xdLVyl9XfzGKuMnh2ku/CFknz26VDVVrgL4wYV3ox7K8P39HfwlcIrWz2CiuzrFKpnRMUc0R1kjGpaG7bHviA33G3PiSKVVNmg8lq/Gbp9aik/yLbgovo9ryFQeanMdbSeHyI6bNqvNVWURRkrKhltloeOTXZo4H98OZ1ikh6F3EwsqLB/PqDKIi0geqjVFUWMYEzxRthRxxRB5Xu3YPYpxycm67FZ5SLk2p4RK+cAKi7dtcpKCygzy64o7DKuJKjYeq3Tff17KjVVdizvJWslXwCyHxRKZqavLCuUPWaK/WcyM3TXogjt7BMqG1fmC5rXAgA0EQgq4thBxRBU5+DtKzc3m7E81czYM1cwhprlJlTmLc9uA0M1SN3fyNk1hjcHzBSt3Rq36deHQ9z0Hv1GbVA5d451Lbiqhu4bHl1V5YXs9nu0O2HvEXZQoarw2WyR6UH7yPWJv/hwlTGIOWR2twmLGJOR36+poksgtW5niSZtDCeTT7MPvs2oeTcuiXezkS3kZmJBZZhzAGN5dtMaysmMlpZuAREG3vxKfCP37jQ9U7wHlLFYMQuQUIaUWteb2Xa0mVhvH9mgIvpOW3a4xUnzQqQO0vCgsipiL3vv49yDpfp0nUhOYbcZa/3dPJNeXwAAi4WgIs50QUU4riv7i5xqQr/duchwvugc40tOuDuKLs91ncLYo+7UH+xxmbwluiiorasp6T9A1VM7r/URew6rml5AbVBhXwsqZ2FrOl1HTiSxz0I4/Bc7qIxwDRTdkeyoTVk6rZgI+13f4eOJ7Hts866DUutSGFbb+suDOdo1pYKc3CxDCpkXVChoMWakoc/C1Ysl7NNnTJbaQ/CWzBRBRXa21qOJp/TYrEJUgOwnBsUYxuqUgdmzTL47eLaqMiRSD4HuExYz1hJtp1qr4EGhJKiwP2Jv9HeVGuKMQ2mZsXrzVtaqpnMFAGg0EFTEmSioDBP7Rh8r167DED7rRWZtn7yA1UNA22CsvDSfMfgVVSgvS8zboLaudr26REmTHq2/9Zo2dPrysOhD7Kn3atUHFfa1sJ4v+YusVn9md3/hj/fsoBIYxh/HTFti7CI69nDNVWGHAf2kpqv7OZ/SF2NrdHMaWMi8oFJaLNPszRAUgQwcm1uJWXKzDOnRAE852QLkvb5T+zGkhwzvVQO7DP/a01FqRw6L1jNWpLyk3xEqCSrsj5hsJyJK++wZfuJOiow6AADQ6CGoiDNFUHln0GzRirVsMx5DiEajs9mZjFVe7O7IjUzqt3EXY7HhLuI/9tfqVVeTbTgh6smOdlMWb2DUk9QGFfa12LhDsn2LlldwFGMLwrk+2UFl/9ETUjtiz1vPG0zJdENskaDwPao+XOwuSZt3HTSwkHlB5VSqTIsgA+XmPjTThSmCyvJQmQEexnuI9EYzFnYBUgVddgu/3blIdX3GRngTaLLLsO3o+VI7YvfZYzRTNDyosD9ivI52oujeYGwhfLd4NyoAgMYNQUWc0YPK37+YJtrZgHzMnE7RQMKmKRz2lAgH4k/SMh3GejGWOSbd2kS/utqcFeH6nSNV2aU6Q6sNKuxroaQnwJ7DCYwtfO3gy1ueHVROJkt2znmpF2v4L92gcuNSqeluMDIvaIuqDxd7/tCMsxmyW2AXMi+o7DxwzKSnz2tdaYqgsi0mjn0M9Hj5+Za6BnjDXQLfHzKHQfu8YhfgwKn8W1rU58zBA3kv5fQuw5XMvlimCyrsj9jz3aYqKSL2zEKi78YBABo9BBVxxg0qPSd6V0v/6v/pt6wRYA1EYUN0p+xZESZ4rqm4UMBo9/XeN/xm5br0rmdQlUjJKKiiFq3ZJtyg2qDCHo1XSRsntbW6eggqt65cMN0NRmb5h6n6cH0y3LSFzAsqshOwGog38J0pgsrlqmLZGUhXR+5TvsF9ccfZW3u6k712wsfdh1gFKMzeolT9BNDggspt5keMPuOMwSq0pizewNiI6ORIAACNHoKKOCMGlV6TlggnCtClZFBjvVHNW3SnP94oZ3QL+WtPR5/1O/T+1jSkrvbzrcqg8D36TSIeI5igRm1Q6WvHuhbrovbL3jmezJ7iwnGH6iGoEHbDGwM5Ldmo6sPFbuLCGD9KYSHzgkpyWprpzp1QPd5YNz+D7Cfixe6OF0rk2xfVaqaIee8bmTG46YOgXf40swBf/cpFdo+Uedhz1PJab1paUGnR2ua+xIBdWuyZWM4XnZMtJfZIAMJxOAAAmgIEFXFGDCr0BcZrgc3DniTByjmAqmV6Y/QfYHc8ZcQYqvWyR0w2Sl2tuOjc6sh9o2cHyU6PoCV8z6M2qPwwlzW8knBoaaHezF4uHiu38Javn6Dyn69ZZTjDN9SQe0yYD9lGzlzJOBgl3S3YhcwLKuy5gP7Wa5oh507qoY8KcQuIkL3/W1q5y44NdbmqWMkr3OWh0dpVykoL2AvLBiT2wMEUA3jT/lhaUCGFBbnsc2Q/pjbJjXZw70YFe0ARRlNbAIBGDEFFHDuovNjdkb5KOUvWbpf9uXqcO6uCy/5WHjNnlYnOMSc3S7a+Ioo3KaTaM9KjrkZVJfqmZw9yyuHNp6Y2qLA74z7SxuZ0WhrjOGVb1GyLieOtUj9BhT1MlpKXGEY0f9VWdiHTVTOkkHlB5deaKkYVsLmyX7uVM1FQOZudKdv6i/y7rwvvDY/W73ert+8/+jZzblnOc12n3NaZYZZSBD3xGMv3Z7b+ov22HT2fsfpHQ92MVYZ6B5XsnLPsMpGdcnHAFNa09P/q4yI1aS/H2SeUsTplOakhFgEAGjcEFXHsoPKfr111F2a3Lea+ZrIfntdCV0F+DmPdJ9rbsStSP94op69AKVJTjHE6/cDqLi8l8XQKu/RU1TP+uFd9oSRfSnnpQz/WHkpIZE/pwBvPV21QKSrMZZ/7h0PcpAYZKzmfR9VExrqPt5ssHPatfoLKmi0xjIVbWrnrTvItRIfNuMfUfrhk22J9bOV+qfK8foXcTGzCR/aAyOx3OHR/MuaH1T8AACAASURBVM79zjV+uZkoqJCh05cr/IR+PtJz0ZptcSeTcnOzKbpHxRxZsGqrbHMvLVe/zbxdf8d8CUZWbBYfR5tKjz1DSDOxPk71H1SqymXmlX+yox17iGHZyaC+nREgNeDBgfiT7MnppboaAgA0eggq4lQFFaq5shsok372yxi7e3cwqw5Bu5NqPHYiOYXxY+fTneyvXmS10QqLPqSw7qJFJSNbemqDCqP9On1/8+rQ9gtZk8DwZgpXG1QIYxZ2DhX4xh2xum3Wqf5BAYlKm71iH9ulwt3VT1Chehj793i6P6Va4Qds3k1JW2pFxlixUmR/oSd/6eFIN6cehdxMLKhE7jnMXmXhapGRGLidsuvoM3zVzapuSFDJyc1iXAhjoRtSGMWj5IYda6bpVU8xUnetvLwcdr8LzqnUVGOVod5B5ZfbleyowHl74KwBU/wmzQuhe4zo/oRE0Vr2ldcHQ+YcP3Vat2P9tYvFtl7rZFdcLDG1LgBAo4egIk5VUCGO3htlv+QYs0dTDYy97gvdpnqs3FJcdI5rzE1fq7S1MXNWsSsu0334tSien25WUI1QVT1mpYJJM9TWM9g9KHgd94c5r1D+ja5HUFkduU9JOTzWbvInwz0GO/nTrULbUbKKaF+O+gkqtQp+j6dK2IbtsdpXGbeuXNgWE0d1O/Zae48k6PH5cloi/3lppnkHpbaQm4kFFbrPX/1K5j0MVakPJiRqmzyVl+YHhe9h35lPdrQTNsgxXVCplevPZhSikwVRYGMXhdbfv5jW23Zpr0lL2PenFgVd4YhY9R9USJtR89SWFe/j+e2MACVrPdvFoeP3Xv0dfBUWKT0ipF4wAgA0eggq4tQGlWoFL1VajfSUGqTyfk2VkrbjzTRVt7/2dFTSWv1vvaZdUdCsWWGVkfNUJ3slTX3U1jPYLXMojE3wXEOV5uiD8eM9WJ3dmwmmRdMjqFAU/GiozEsVPUjVruotqBQW5Cqs69MhPc/s16vVU2KWHllKPi96EwaVWrnxuHVRdFc4SJroBDImDSp3r5ebdNol0flhOVv2yryV0s+JZJF2pGYJKjP9w9QePO/jWVqcb4qZVb2Cowy5ZwAAGjQEFXFqg0qt3HRdHMYQk3uPJCiJH8rtOijep5YnL4/VQ4ZH4QTYausZst2jFXqkjQ1vvho9ggqhWr5x29hQpTxLopNSvQWVWrkOu2o913VKWWmB3h8xV7/NRjwYXaJB5fe71e2Yk5yq1fq7eaIdwEwaVGo1teG/9lT3FlShViM9b14uldrvH/eqlbTjUmXULPFhOcwSVErO5yl/a8cRfjw9mANn6+GdQbPZ/ccAABo3BBVxegSVS5Xnn5JrQP9Gf9dfbktOIL04ZLuxvt5UzcGnZDQtTsqZM0o2qLaeQZXIjt/r062fRzidon5BhQQxazyqUOZhhMb6DCq/3bnYz36ZUU7qsXaT96kclZjnfk2VfmM5yBINKrWa1ziv95thlF280tuZ1x9D75tfD3RXqG2xKavDWC/Zl6XXq0veHzLHWHukq//TzQrjlqEhQYVYzw9RdQrCjyfFueEurPfDqvyt1zTjDkkHANDgIKiI0yOo1Cr7xZo9VaKdF2tuE4UcFq1XdbKyXY05UnNHCulRz8jLy3m2C6vKLuu5rlOE8znoHVRqjfTjKKUU9pTh9RlUyJ1r5Ya/WKByi4o5Yvin7GJF0WtGSg66pIJKraY/+ss9FfWdYKDq47lz2VK7qIegUquZZciIcz1RwhcOXyaKPmJGCXstrdwZczGZK6j8eKNcVU8V0Y/nL7cr2fP8KPRCt6kKfxgCAGjEEFTE6RdUrlQVy45K9Jcejoz2FSRka4ze84g/0d4uOGKv2pOlb1YlPV/XbIlRuEH96hmn09JkB4OSQtX9QwmJwm0aElTIjthj7FnY2F7p7Sw7TVs9B5VaTcdoWy/WyGmyJyXar0A/1RVF7Ek2pHSbsIiq16L/xAgqtZoB0LrIjRDA0PF7L/b8rfUTVGo1/VVkRw2WRY+jzbsOqtrvjUulg538DdnpeI/V926Iv0sxsAwNDCq1mmd4r0lLFJ6I1MfztzsX3QMjDWk+2mGsl+w0mgAATQGCijj9ggqZ4Sv/UkU4pClPZlYmfRmr/W7rbbtUqiOELNl3Qc92cVD4m2utAfWM4qJzevwY+flIz4yzGaIbNDCo1Gp+QrZyDlAydKmux9tNptqYksEM6j+ocCiDqW3GQ8VFCYc94LUefrpZMXXxBsYQ1TyUxt0CIqguSNFUdAF2UKnVTAG5aM02ta2naHmf9TukBnE2/ObXz5nMDPZsnlKe6zqFir1aYlIgWSFbY/R4tfLBkDnb9x+V3bgZg0qtpiVqYNhuJUNyMT6eJCHpNOUNtUVEn+uFq7ex578CAGg6EFTE6R1UqBrHrnqS/+tgp6QX8um0tGHOAbINop7uZP/dzJXxicmGnG9hQS67K79s5U+XgXW1fXHHB071le3Y2qK1TY+J3mHRh6TGUqs1RlDhUIKy81r/z97OsvUMqr1REK0qZ/3orstcQaVWUyHbFhPXdfyix+RCwiu9nact3UQ3iSH3GFtpcf4Pc1ezZ/Okf52yeIP2hQZlFdErovBevXu93HfDTiUjvLW0cl+ydjv7Raixbn79pJw5QyWjZEpHuufbjVkQsHm3cO5RtagyHbHnMNX+ZT+qlC17TVoSfTCe8VE1ShkaJahw6NMRe+zkTP+w7hMWv9Hf9cXujsI3JOygwjmRnDJk2nLZxzg9fj/91oMCEvtdEwBAU4OgYumoNpB4OmXh6m3W80PoC6/LuIWdfvD62sF39Oygpet2xJ1MaqxfbNcuFlNi8Vi5ZeTMlf3sl3X83ovqGfQfI1wDPVdu2XngmN4/BhsiPy87OGLv1MUbKBz2sV3afsyCryb7jJoV5Oi9cf22/VIdrC3cnWvlVNSzl4ePcw8eMMWPirrbhEWDHOsmtlsVsZcqwVRpq58juV9TdTTxlFtAxPduwX3tfDqM9aIrTv9NV5wqfCb6mfliRRHFXUpi9Jmiq0nXlGrVQ6cvp2tKfzdpPDM6ugPXRu2nAqRrR1eQLiWF+WHOARTe5q/aevh4IsUzo++U7p8D8SfdAyMneq75xsmfnlGUfulhRccwL2gLPaOkOs03HXTrJqelUdydvGCdlXNAz4nedGnos0bh3NVv847YY/S4M/tBAgBYIAQVAAAAAACwOAgqAAAAAABgcRBUAAAAAADA4iCoAAAAAACAxUFQAQAAAAAAi4OgAgAAAAAAFgdBBQAAAAAALA6CCgAAAAAAWBwEFQAAAAAAsDgIKgAAAAAAYHEQVAAAAAAAwOIgqAAAAAAAgMVBUAEAAAAAAIuDoAIAAAAAABYHQQUAAAAAACwOggoAAAAAAFgcBBUAAAAAALA4CCoAjcSlyvOxx04uXbcjMGx3fGJyzdUysx8SQENx93ZJyvmDYSlBqxN9jubtvHIt1+yH1DhcvX4uPj96TdKy0JTA5KLYO7eKzX5IjRLKGRorBBWABu+nmxVzAyMfbze5WStrrZd6OW3aecDsxwZg+XZnhrYJavXmsje13vV7d+lRj59qLpj92Bqun2vK/BIWvOf3nm7Btgr6bEfGerMfW2OCcobGDUEFoGH74151j4neuhFF10z/MLMfIYAlW358oW4NT5dV+KDf7100+xE2RH/8WP1d5DCpgqUQaPYjbBxQztDoIagANGzLQ6OlUgp5pI1NUkqq2Q8SwDJllcW/4/uOVD2PrElaZvaDbIg2JK9glOrbvm+fKTls9oNsBFDO0OghqAA0bO8Mms0IKmSsW7DZDxLAMs2KdWTU80jnNR3MfpANUc+13dgF67zP3uwH2QignKHRQ1ABaMDuXCtvzkwp5GMrd7MfJ4BlGrS5H7ueR27eKDD7cTYsd2+XyJZq341fmv04GzqUMzQFCCriLlWerywrNIobl0rNfjrQWOXnZbNTCnmxu6PZjxNUqbl1/kDOVq8jsx332IzeMrzvhi87rW5PFY5RW6zsoyf6J3glFu378Tb6eRtB26DWslW9vIqTZj9OA/1+72L11Sy16D7Ub3fFVadlS/XTwE/MXiwNHcoZmgIEFXH/HTZXtv6n0PdoeAMm82tN1RPt7dh3YOdxC81+nKDEvdul608t/zbyG3avCc67fu9ShjmYE/XbvSqzH3nDRdmPXc50LX6uafAjfd+4ni97R0mdfpugVsMjBi+Ln5dQsPv+3Qolu/v1buX7/u+zt0zbNHuxNHQoZ2gKEFTEIahAQ9F29Hz2HTh18QazHySwUVWYIgpvhFyFOq/pEJYS1JQHp4pMXb05ZSVPeOoqJet6x81lF2+/jb3NfoKG0zuo8HQIbhec6HP7ZpHsHgdv/pq9qfmHZpq9WBoBlDM0eggq4hBUoKE4ciKJ0U3lxe6OFyvkaxVgRmdKDncMbm9gDXJY+KDzVafNfi71r+bWedECed//fSWrX7ue1yroM0bBxudHm/0cDWesoMJpG9T6ROFe9h4TC/cxtvBp4CeXr+WYvVgaAZQzNHoIKuIQVKABmekfJnrvPdHebltMnNkPDxiizqzlzdSmN6qa78rcaPYzqmdZZfGGBBVyKHebVPsZryOzzX6CRmHcoMIJPL6YvdOlRz2kLs3+7Eizl0mjgXKGxg1BRRyCCjQshxISPxrqpr3rHm1r22vSkvy8bLMfGDAslmt3pIfwFEVNnhqNvVmbDQwqpLQ69fuoEbpdg75Y371xvEvhmCKokIhUmW+3E4V7+6zvpV2eSnj0luHFTfLVn0mhnKERQ1ARh6ACDdHtKxeSUlIzzmb8fKvS7AcDbJGpq01RdySbU1aa/ezqjW/8fMODCueXO+XnKk6klRyquannaFcWy0RB5W3ft6m4ZPdec+v8mZLDueXHqYTNXhSNGMoZGiUEFXEIKgBgOqnFB43V4kvoXb93M0uPmv0c68d3kcOMFVQaMRMFFTI0fKDZzw4AGjEEFXEIKgBgIvdul7Zb1cZEFUdO15BOek+C0YCcqzghNZQzgoou0wUVcjh3m9lPEAAaKwQVceyg8kpv55n+YQqp6s18v6bqZPLpeUFbKN587eDbZtS8T4Z79JzoPcw5gDa190jCtYvFxjrHkvN567ftn7xgHW28x0Tvj63c249ZMGCK3w9zVy9YtfVEcsovt9U1H7p7vVzo15qHJnn4/W716bQ0j5VbhrsEdp+wmHbadfyiYc4r3AMjk1JSf7tj6BCrP92sOJp4irY/VlOA7cYsoF1QAdLuHBatD4s+VFlWqGqDdMCi5/XHvWrdxUqL8wPDdn83c2WvSUtoj3Rq9N9UjHl5rBFX6HzjE5Nd/TaPcP2zNLpNoNIIoBsgOS2Ndm3IEWqpOt8GfQc2FMEnfUyaUjieB2eoPbDyS+nbzqyde8DZbteE7yKH9d345ZCwARN3jJkRMyXw+OLU4kMGNinJr0zcmhYy/9DMCdtHD48Y/PXGPrQL+g/6vwsOz9qVufFCdRpj9V/vVlLGI1TtPl91ekvams6rO0idPgUVbmFdorNkChfTZYpxnysuZUSdWet2YPrkXeO+jfym74Yv6X+pzD0OuoSnrKJ/NfoeZYPKoM39nPbaatHB0F8+DfxEyZ3muMdGuEcqN3bBqjr++3crUosPrkhY6LLPge4WOrZ+G3uP2mJFx7n0qEfcuR10goaXEh1zesmRzSkrZ8Q4/BA1cmj4wK82fEEfgXHbvqNzDE70OX3+gJKJVtknTv74kfVsp3+V3YKJyhnAAiGoiGMHFapOGX2PZzIzrJwDnunswH4/07yVdW/bpdEH4/Wu01+pKqZU8Fq/GbLvgp7qZD/YyZ+qrQq3LHrwFA+4f6VK54rNu//x5XTGHl/9yiVkawwv2yh0MCGxj+1S2dkPyTuDZi9Zu/32FUUTe6dlpItuZOeBY9wC6ZnpVI9n7O7Tbz3iTibxNnvnWjnlk5d6OTFWfL3fjA3bY2UvtNQRch5ta9t07sAGoebW+c9Wfqqk/kdVbdf9Uw7lbqOa6081F65cy005f5AqslS5V7g6raLkkK5dy/NP8GJU+rU+XP6Bzc7vqcqo6pR/rilbk7Tsi/XdlRw21Q4psYjW5CJSgw0Mbz3WdhVu9r8rPmKsovZk2ZeeMmq3kM6yx9l7fU9Khndvlxhr17JBRbRfEyXDyNTVrVd+zl7385WfCuOc1GhsnHd831F45NllCfbRE9nXiDN267f0YdFv/tPr1/OXxc/rtFp+lHD6WFGMySlPYGzNKnwQeyMHc6IYq58o3MteXXcOR2OVM4DFQlARV59B5dy57L52PrKVNp73h8xJSFJXgau5Wma/cN2THeWr8jydfvA6lZoqu33ROi7Vxe/XVGVmZb7R31Xh7lqN9KwqV/He40D8yU+Ge6g9qee7TZ2zIly207lUDPjGyZ/+dW5gZIvWNkp2N95jtXZfVMv/Vx8XhcfZbswC9kQohgeVRnMHNgirTi5VUqW23jn24pWzUhs5mrdTSaVKdnTdO7eKPQ66fLBcZnJrIaqKpZccUXK+p88f6LxGPgLxUFwpvci/4g03qFCNf0XCwk8CPlZ1tG2CWlF+oHUNPwD9ggqH4vFby95ir15Qyf8txvAKdFFl8rht36m9xJSH6ZZTVTh0Xyl8d6RrRswU+viIbjA6cxN73Wl7JzOOZ3asE3v13ZmhRixnAAuHoCKu3oJKWPShpzvZq623cZq3srbzWq/wh+3U9PS3Bs7Sb0dcfXdxyHZeeyceqR/jpy3d9GwXmd/peV79yqWoUP7HYIpAzj6hjOkOZX02wqMgn9U6SyoGPN5u8siZK1Xta8i05XSxNu08oDDbaFGqOV90Tu0Rai9c07kDG4RBof1k60DzD81kNw4hVZfP9lzXjb2dliv+y2islXUhvntIF7X1M906UPBJH/Zxxp3bITVFiay2Qa151d8GGlSqrmRS7tL7mMdu/VaqQqycIUGF2EWPZ69+UjD/o4EVaKrrf7TiQ70Lzf2Ai5JXK3T3zjvkqvdeuoZ0Em2s+HNNGfut6SeBH9+/WyF6SL/fu0gBlbHu5ys/1f1QI6hAo4egIq5+gsoM31C9621a3zj5y74W2BF77LF2k42yL0atVLbVkCqffuvBPq8fb5R3HrfQ8B1RNf34Kck3A+wYoBYdsNqUoi2Nn26Kf7EZElQa2R1o+a5dz5Ot/XwfNUJhv4jL13IoiqitQXIO5Gx91+9dvatoWra7fpCqEV65lqvHD9W6uoV01u0S0BCDSn5F4ufKWvox9NvYu/pqliGHYWBQkX0NqPsbP8eQCrS3MeYXojtTtkvV0mPiUyUq13Ntt+ti3WMWHJ7FXjGhYLfoISUXxbJXXBTnZqxyBmgQEFTEsYNK6+/m3bpyQQlGf+gVm3cbq/o7zDmAcS4nklP+r4PqxjZSrOeHSO3IuEGFzPIPk9oX1VYHTvU11o5e7O547pz43IjGDSqGmClRGnoHlcZ3B1o+2TYhVLFQ1Zd6RcJC9gapwiRcK7X4kN4vOoTmHJgmemxzDzgbvnGqSmo32OCCyqWr2R2D5VvoKTEwtK8hIxkYGFRk5/zZnr6Ot4reFeiNpwOMdWfa7ZrAOCn6FMg2aVNiwvbRwo2frzrNXmt2rJPoUXkenMFekdckEkEFGj0EFXHGGp44MytTdPuHEhL1+2VdyurIfaI7qiwrpFq4EXdEAsPEfwoyelB5tovDzcvig5YY5VWArtf7zbhzTaQeYDlBhUrjxiWR0tAvqDTKO9DyybY+d9qrdPADzt3bJb7x8xmEc4dXX80y8EWHUGhKIG8vv92rku2ErQRtRNtJo2EFFSoBShdGLGTeT+mqGBhUZN8PnDBS0y/ajlHCg5bw/tcaHjHYWHsR7RUzInIIY5U2Qa2EL07/+LG6Q3A7xlqjtww3SjkDNCAIKuJMGlR+ran6YMgc41bdnuxoJ9rleqxbsHF3RF7oNlV0jFqjBxXit3GXcEeFBblGaUfEMzcwUrgvywkqxHfDTrVHKBpUGusdaPkm7hjDrvHszxa5CY3LeZ+9ESuCnE8CP+aND3uhOo2x/Pv+769JWpZfmVh5OTMydTW7l7m29VrDCipb00KUHNJHKz78cn0PhaFOyTTwogwJKj/XlMn2hjpfxW89q0cFmhIpFYVx78wPlr9/+ZpIL8S8ipPsFSlIuB9wobvU68js/pv6sBceu/Vb4S72nN3MXksYb9JLjrBXicmKMLycARoWBBVxJg0qqyL2Kln3b72m9bZdOmpWUOdxC5V0d3ZZtpm3o/TMdCUdzanS/7GV+wjXwJ4Tvf/aU9GP3/YL+S/6a5UFlRatbT4c4jbcJbCP7dKXe7IG5+X0s18m3NEgRz+FBfilzRLaF+3xkTbybw+oql1xoYC3L4VB5bmuU7pPWExl2NLKXdWbincGzR7mvKKvnQ8drezCtJiwNPQIKo31DrR834T1Z1dEFA4orLec8gQl1bt3/d7tu/HLqbutR22xUtjFwuOgi+6OUosPKV94R8Z6xsLrTy3nFos6s5ZChZbsYGW6C3PopIRlYoqgIjun51vL3pq+146imnaV2zeL6EzZa9nu+kG/6653UKHwMOfANNmrL5yvQ48KdHjKKiV3GkUICgZOe22HRwxW0uF+cdxc4b5WnvBmrGIfPZHime7y286sZSxPwVs4v8ovd8pbBX3GWGv+oZm8VRYemcM+cWEXfAQVaPQQVMSZNKi8981s2crrieQU3VVuXbngu2HnU8zK4rNdHHiNlyZ6rmHv6PF2kz1XbuH1hKZdvy/3czsdibBvt2xQea3fDN1u67RfR++N7FXopHidpyvLCmWL/bMRHmcyH2rof/d6ubNPqGxcmb9qK++klAQVykK3dGZlOZZ46p+9nWXXer7b1KiY/w3w+stt+dKgEhZ2JdcjqDTWO9DydVnTkV15NcX0grpmxTqya3Xv+b23ImEhrzsEpQ7ZWVA+XP6Bbt2OHVRc9jk8dHfdKJywfbQUqdY77Cqa8pnpTRFU2J2R3vZ9mxYQXZGSKuP1Bd0h5ZfS9Tge2aASnOhDy2hdupqdVnJoa1qIktlvvo38Ru3VEa1A95J7b9NzbTe6r3RXqbl5ft0pf7r3GGu1XPFf4Yw0jHebnwZ+wkspSj47R/NEXncvinNjrNJpdXve8l1DOjGW1+2vZUg5AzQsCCriTBdUCvJz2Kv0nOh974Z4DSzjbMbfv2D97h4Td1y78B/3qtmzK1K18my2eBcaqgIOdvJnH+c+nX1x2EGlRWsb0d31sV3K3hGvQZHs24Bx7sFSU0ZSDZjdZqz1d/N4q8gGFQpFwjFzD8SflL03QneKNGv+arLMfCaXKs+rOkJhUGnEd6DlY3cO+TigpUn3/seP1W2DWrOrdHkVJ0XXpaqbzc7v2fVI3boau+kX8UtYYOBs4pYcVOx2TWCfO2PdiksZFBel1vWNn6/H8cgGFUPsyFiv9uoIK9AlF1PYexm1xUpqVvjc8uPsIX2FKaK0OrWgMkmU1GgW+7LCGLvYkLxCuErpxVT2SWWWHlVYYlIZFUEFGj0EFXGmCyo+63cwln+yo12x9IwZJPYYqwY8ben/fqVLTktjHxvV+Bk7ulJVzG6EM2kef/AldlAZ4crvbsuJT0xmH2dWzkPT3rGr8m/0d717nTU2ztzASMbqzVtZ8+aalA0qO2KPie6IAgxjrTcHzBQdES4h6TR7dzm5/FFK1QaVRnwHWj7ZeUv0m1dboYzSOPbew1NWMVa/di2P3QyMN5CR7IBXVB0fv23U6kSfpKIYPWZht9igcv9uBWPYaIqj16/n04VmcN0/RWr17yKH6XHpTRdUqPSE7b5kr46wAh2S5MtY/oPl75ddOsM4wfj8aMbqsjOfKkFph7ELn2OeomuN3jKcsZZus7QlR90ZS/4QNVKPTwGCCjQCCCriTBdU2H2Lpy7eIHts585l02ZF6VYxN+6IZezo/SFzZOfOW7ZhJ2MLXcYt5C3PDipSIzVdry5hl+GxxFO6y7/ebwZj4S17D7NP6pfblezqb9zJh+aYkw0qUtV69oXmJrYXunm5lL074ZQvaoNKI74DZdVcLXt74Cyj0G8yJdmJ/6ouS85Gb7jt6esYu/5ifXfZWSbXJvkxtjA8YrDuwn4JC5TXd9/2fXtQaD+qq52rOKHwdCw2qFRcylB+4mpRBNKjfaDpgopUuFVbgWaP8SDsziFUVJlMN48odsihAL/q5FK76PEjI4d+vbGPFHa7rFmxjqIbj8mKYKxF29Quyf4V41DuNqOUM0CDg6AiznRBhd3SKXy3noO6CC0O2c7YEdVWZbdwMpn16z7V1XjLs4PK/qOS9Q/2vPVHTjyUHJ5oz5qRo7RYvjHJF9beyi8BOwY0b2UtNf+gx8otjBWdlmyUOrznu01lrBifmMxbXm1QacR3oKxbVy4wNqjKP76crkeZyLaekuq6YBTBJ30Yu6aaouwWqNbO2AJvTK27t0tk3yCJokrhwZwo2dRksUFFduwmAxVWnlJ7SCYKKvbRE/W7OsIK9PdRIxjLCyeUNIrjBXsGbPrKKEXB63aldf9uBbtZWnZZQq3cKBcdgttJvWtFUIFGD0FFHDuovNLbeaZ/mBLCAVs/tnJnbDnjrIq53timLN7A2JHosL88t5m1uqc78as17KBClU6pHb3UizX8l25QuXGJ9cKBqvhKSub/2bsLeCmq/o/jgD7Y/ViYj9j6mCAgpYgoBiilIKCI0p3S3d3d0kgL0iAg3d0XLt1l4n38/7ijh9+d3Z2N2cvce/+feb1fvnBqZ+fOmT3f3TPnVG83xGEn7QeO1ytHPJxii95jHDYMNHpj0LPhPqik4CswKM+DSqMZtZyrO5JkwtrhmVM7PhjyTu6BbwQi9TBTxWn6Qx2Hlzadazk4e3qnwx6e6/qsbf19h1dl65Mlspqf1FyPnXBqhZhkiyLt3gAAIABJREFUg8qMjaOjUvcNxO+oHc4SI6h8NOz9c6cD9hIebgU67+C3HdbfFBP9B9Laz2sSxbMRKKiIdnMbO2woSy+vM89pnS4LA/56TFBBikdQ8c85qETW6sPi/OiCVDqj9RaqtXXqQspWHffLORXcmqOybf2rEFSca65yAEFbE8WFWYFOeUElBV+BQXkeVKZvGBm0xhPW9+XO3Qo9lnCEB+dh+/ot6Rj8BJ7c7rAHv50ByCZVJpWJrPKXve/rfgfBsCTZoPLDprFRrAH7WrhtcriHFPWg0uyHurau4cL66/hWoJ3HKpG9RVDcHDj/uhgBh6Aicd1hwzf6ZZd13uyfI9AKj3d8/ODRgC1CCSpI8Qgq/iVeUMlbwelZcL89QUWmbX+nhjeffdMz6B6cH3N/8iP744lXIaiIG153avq10/FBcMsbpVs77GHk5ARPuaS8oJKCr8CgPA8qZ07tkGqHc43n4+Ef+I6W4Nfm/YukOu68tz6Lr4y9I/92WLPalIAXs/HTju8d9pBrQM5AG27Z/6PU5JwHdvSrwPAPA7UBC9pLUoinMepBJWinBS7NCvC4goPoBpWuC4I/HhZuBbrU2GIO609YE/zZudDtObjiyU5PRveP4hBURMnRnzhs6/zw2NfjS0TxPAPJDkHFv8QLKl807OOw53Itggxj9+eFQ5/U7patVEu/8lftZNaUGqfDCz2e75tAD1cYrfqOddhDztKtbOtfnaDynw/qOKw8JFg9+8LJ/bc7PgRie3Y/5QWVFHwFBuV5UBFFvv0oaKWnyqQyzl9Xx8XXhp07O7boZ9Oltuew5pv9cwTtc6zXj+0c9vDpyALOm8ubmr91Yof5TYuOLBh0uEZjynr7QKIW5yqakPpoKH+RqAeVA0fWOuwwY89XpaLvhufPqLw/+J2gD/SHW4GuPS1gR2ei4Yyazi8nabbypK+lcPlVZkJJvbJDp2rm8N7ol73QiPx6J+8NzuOwiXNQcW4N+GJ3pwA/b6tTK1mCClI8gop/iRdUOg3+zmHPaTOV37IlYFOHuGCVv0I1u5k1V61d41zT6jDIzwBVRmzMduenuiu0sPedf3WCyoeVnYalf+CdWnrsRV812w912DxNhrJHYhO0uk55QSUFX4FBJYWgMnR591DqglIxCjSkyYUzewYs7excvbZIHtAbbtgXZFj6/ks6ORz54WMbnH8SaTSjVihnwCKhZfnOmS1n13/Zsctj8VWAb5S3HljsvGG3hSFF2agHld/PH3Cueu49tDKyiydiQYNK/qHvyV/f0uyHukEvre/WBuwOxBJuBXrg0i4O6z/V6amdsQE/QeKChfAK35U2a0qkcX66vfx3pQ4ds/cCHxes/y7noCKXRKZeGYOeVV/Z+mZxzoQEFaR4BBX/Ei+o7Ni+ybkClPWLFmcCVLWlyu4cBvqMnKrXf/DdWg4r3/B6haUr/H/jeO54TNCRB2cuWGzb6uoElf5jpjsf2Ce1u9lGOjdmzP/ReXD6LCVb2DZJeUElBV+BQV06fyhQx8rh8h3QJkS/nN2XpXemUOoo6Tuk/3LsZ9+u6C115V2xy+S/49cMDKVmb8zfOtH26s5jmzzT5enVu2f7PezzZ3Z/Maao88vpZydOn9x+4MjaQPRD2BfP7JWqocNuX+nxkt9DkuDkfDzydgL9GqMlxoCPzo/l1Jnu9HiV1KTPntoZSAQDzsSFEFR0PVsOwPnXg8sV6D5Z/A7fboRbgd5zKMjYiIVH5D972j7crWXx9qnOf0QpRCFeNi91fzHQj5lt5jQM8QT61WF+U+c36FfPRW2dd0tQQYpHUPHPOajcmqPyG6Vbh27b1gRfUT9ToL5zDeyhvLWkSq0HBDwSu+ubzsOde+aVat+xgwk+w8o3H+D8QlJrr91xqK6VyotK/e/R952aV6WKH1P81zP2MHB1gsrhAztTOx6bkDO8cOky/WD98YO7yrUYEHTD1v3G2Y4t5QWVFHwFJhcjlveKoMoSrnxD8/q+dMMZNZ23erzj41Ih0zXCSxcOSgLJ3vd15w3/2/V5XcPrsaiNw8pSadNHdSJYNfr3837+1vJyQR/4eSy+SdtX40vU+75agxk1hO+vGYkRVCavGxZZBVTeVNXJZR02bKOGCAxdWEFFzNw4JuiJ7bukg8MrRlCBfnvgm86vmLVP5gXbJulfGI6f2NJuXmPnJ7Ukr8oFZjbZFLPQYeW8g9/2+3Zij651/pUsaFCRfJ6+Q/qgZ9V2lo4e3+S8W4IKUjyCin/RGkfFYutJqc/IqaFsJfX+rF+0yF+10wuFG6XNVD7o+hVb2p8u2LRpg/MPCBapvqfP902+Kh0zlWh+Y9aKoRxbrQ5+vqe8OkFFfFK7WygHKXXZ1z9v8UGljkFrveaESwqyvVaKDCop9QpMLqQymmtAzrCqLOGSypnfJxlkZiiV+8fiOyP6enyJj4d/8GyXZ0JZv3XCCvT4NQMdVs7WJ8vZU1fK2rYDSxxWdui/K/+w98I9M77BIzGCyi9n9zn/ePVYfMM8SYAmE0pVePjyns6BUP6sUjWP4HjCDSpxwbrheiz+yYpTJ7cFesUIKtDfrugdyl9Q/l6FR+QvM6GkhIqnOj0VdP3GMxO0SNx9cLnDylI6fJtcHj62odCI/OGeQF9fjv0srGu1wsQvg+6ToIIUj6DiX6IGlT/OHQz6lXa4bspace9uP2MdlmnWL7ovJKQm7fc5kKsWVPbs2ur81X5kJFr4HluKDCop9QpMRiQw/Lfr82HVWsIiVd5AL11/RvWov9yrPV/WwSMuWHXwsfggNGx5j/lbJ45Y3st5zG/bOJKa8wgVfl2doCKcu3LSXu7xUtDe2yyhdLflVwRBZVYInSy3mB2w570IKtB/XIgN+qNKuJ7r+uyBIwmGXT53epfzJnIx91ncXo5/3+FVC7ZN6rKwZShFNZSgEsop1X7cPiXoPgkqSPEIKv4lalARsxYuTpMh+DfNoRswZrrfN3Ikdtc9b1WPbjUx0GtdtaASF2zc9wg8kb/exZN+mianyKCSUq/A5CXcWkvonB+BOH5ii/PDxBEYs6q/7wvlHxr2zx1+OTyjH3N4tVTFwtrbVQsqly4c/Hj4B1E8yXI+/TaBC0UEQUXkG5rXeaunOj21/7D/IWIjq0BL1Tzc9lERXJkfDXs/ii/hcAJtJIkF/Z3NkHweqGNu9+cZSEYIKv4ldlAR3YZNitb+P63T3eG9LF+16qbQmtOEokb7oYFe6GoGlT8vHCpSq3u03pTUpAMNwJJSg0qKvAKTnaHLu0e3WvZYfLU+aP1m3d55z3V9Nlqv2HJ2fb+vMn/rxKjs33mwv3B/ILpqQUUcPb4pW98sUTkJmXu9Jqks4iOJLKjM2Tw+6IFVnVzW7ytGXIEesiykbvFCUWVSmcR+CecT6KvLwpYh7tD5ESD35xlILggq/l2FoCKktup+58Xq9vj9bJDRD6bPXeQ8TmKIitfr6TD0+9UMKuLXMwfylGvn/k3dnrOK1KQDHVsKDiop7wpMjhZsmxTKcCiheLzj41INCvF15239LvSRTBxUn1LeIRfVnV7F5f6b/VDX+Y38fHZvWE+qXM2gEhf/+E2GHq+4PAkZe76648BPbg4jsqASF9pTQH6TpJsKdAQt+nxJggr0A9Rv5/fnHviG+5cI5QTaHDy6LpSHxJ7q9NTx4yE9jERQQYpHUPHv6gQV8e3kWc71ewfXZCwrFU3dNZODDRvXPVugQcRv4brMFboNm+T8Elc5qMTFP2vRqPtIN02YspRs4ffJCiNlB5UUdgUmU3sPrXTfSirPwFxr98wN63W3HlgsW0X8ik93fnrIMqdf0uLi27rUmFIh4pcoM6Gkcx+4FqnSFR9VJMR9XuWgEhf/KHYoo3wGUmhEfr/DeoQl4qAyd8uEoEf42ajCvhu6rEBPXjcslJGC/JIkIFHHefiR7QeWhhsg03dI33NR20DZO8SgIr4aXyLoawX6LSjq5xlI+ggq/l21oCK2btnwYeVOQXvOtXmxSOMVq8NrCXDh5P7aHYfekj3sWunbZduuWee/IbJ29YOKZcGSZZI3wn1T8qIt+4wN+lNAig8qKekKTL7+vHhoxsbReQe9HUG1LFvfLP2XdAo6kr1fF8/sbTOnYQSP9ZcYXWRTzMIQ39rw5T2dR4r0JSmo4/xmknNCfCNSKx26vHvQPpQf8yKoxMWP99frx3ahD4BjkfX7Len42/n97g8g4qASF9oTHb6jp7uvQO+KXRZKnd7mvcF51u91aito7DjwU9CezYw3++ew3uOynTPCPYE2oWQ/eZUQ90ZQQYpHUPHvagYVy/qN6z77pucdb1R13pXUO/NX7TRrYdhD3Rmnj+5t3W9cKJ0+ycEUq9tj9dpQK6NeBRXLop+WF6jeJWglWKrjL33SuPvwSVJpDmW3/x+CSoq5ApM7K65Um1IulIfdJV2UGltM1g+9Nh/I2VM7e//YPpQOl17q/mLVyWU3xiwI9yWOndjcdUHLUB7YeK1nhiYza9t6agqRxJX5Wye2m9u46MiCOfpllaP1fQTIk6BiuXBmz4Clnd8Z+FbQkyCRtc/i9mdO7YjWS7sJKqE8a/TuoNy2XzCiVYHeun+xlIigzSNlh2UmlAylmyxNAuS3K3o7fEEg10/+Ye+NWz3AtCKTQur3Mg49qMiJytbHqSDkHvhG6G+BoIIUj6CStFw6f2jF6tXtBowv12JAoZpdc5ZulfWLFh9W7vR5g97Neo2e8+OS8yci+d7Ur8MHdo6aMqtWh2Gy8w8qdcxSssVbX7ctUqt7hRYDOw6asGrtmhCb9CQpv5+N/Wnlyrb9x5VvPqBwzW65vmrz+ueXT+AXDfvU6TRs/Pfzjh/cldjHkKxxBSYFUhnasG/BoJ+6tpnTUCpAX479rOCIfCVHfyIhQSrxA5d2Wb93vvt84kvixJT1w1rHv2jpccXlRYuPKlJp4teNZtSSGrYcknNzmlDe16aYhSNX9Kk/o3r570p9Nqrwx8M/kJco990XDWfUHLGi1+rds12+RLJw5PjGiWuHtJhdr/qU8l+MKVpg+IdyEuSENJ/1jczfc3CF50eY1MhVIdd83yUd5DqpMPHLT0cWKDwi/1fjS8iF2m1hq8U7pkoIdLP/vYdWypnvML+p7L/2tMotZ9fvvbj9tPXfOgwUA+DqIKgAAAAASHIIKgAAAACSHIIKAAAAgCSHoAIAAAAgySGoAAAAAEhyCCoAAAAAkhyCCgAAAIAkh6ACAAAAIMkhqAAAAABIcggqAAAAAJIcggoAAACAJIegAgAAACDJIagAAAAASHIIKgAAAACSHIIKAAAAgCSHoAIAAAAgySGoAAAAAEhyCCoAAAAAkhyCCgAAAIAkh6ACAAAAIMkhqAAAAABIcggqAAAAAJIcggoAAACAJIegAgAAACDJIagAAAAASHIIKgAAAACSHIIKAAAAgCSHoAIAAAAgySGoAAAAAEhyCCoAAAAAkhyCCgAAAIAkh6ACAAAAIMkhqAAAAABIcggqAAAAAJIcggoAAACAJIegAgAAACDJIagAAAAASHIIKgAAAACSHIIKAAAAgCQn2QSViyf2zJs5AQAAAEAiOXN4h+fV/uQXVLavX5KKiYmJiYmJiYmJiSnRpqXzp3le7SeoMDExMTExMTExMTElmAgqkdi2bvHf5++Gu1Ld/yqA8Nx8/98l6JZ03h8MAM/d/ezf94Rrr/f+YAB47oY7rVvCknlTPa/2J7+gcuUXlbueSvVqGQDhuf+Vv0tQugzeHwwAzz1b+O97wvV3eH8wADx35xP8okJQATxCUAGgEVQAaAQVggrgGYIKAI2gAkAjqBBUAM8QVABoBBUAGkGFoAJ4hqACQCOoANAIKgQVwDMEFQAaQQWARlAhqACeIagA0AgqADSCCkEF8AxBBYBGUAGgEVQIKoBnCCoANIIKAI2gQlABPENQAaARVABoBBWCCuAZggoAjaACQCOoEFQAzxBUAGgEFQAaQYWgAniGoAJAI6gA0AgqBBXAMwQVABpBBYBGUCGoAJ4hqADQCCoANIIKQQXwDEEFgEZQAaARVAgqgGcIKgA0ggoAjaBCUAE8Q1ABoBFUAGgEFYIK4BmCCgCNoAJAI6gQVADPEFQAaAQVABpBhaACeIagAkAjqADQCCoEFcAzBBUAGkEFgEZQIagAniGoANAIKgA0ggpBBfAMQQWARlABoBFUCCoIy51vVhs3Z/Xpcz/vjj1esvFgz48neSOoJKbkcq0ml+N0qUjdfjtijp45//OkBevufbum58eTRBFU/v/5/1A0Xvy0+dL1u89d+GXFpr2vlWzt+fEkJwQVggrCMnDS4r/+meLi/vd0wcaeH1IyRlBJTMnlWk0uxxkiqWwt37TXkvnzNtbM/3xY79KlP83bHDVzhefHmUQRVP6fSWFF4/2qPUzxlzubmb879rh5j4eOn/H8OJMTggpBJWn6vMmQMbNWWYZO++lfmcp7fkiWnzbs+UtN71bq5vkhJWMElRC0GDDdlAVt+PRlHYbPqtZx7HOFm/jdMLlcq+Ee54ufNjcn4aOavUN5iVuyVx7x/XJrk5pdxifq24k5fNL3veSp2FW/R6nEeH7akyiCSjS8XKxF2yEzl6zbdezU+V9/++PoyXPrd8QOmLRYqtFJ58PUEm7RkOM3xb9+z0khvkqbITOtTQZNXpKob+eLJkN838t1mSv873//M/Pl3zdmreT5mU82CCoElSRISrXcWPXNq3jDQZ4flUVqOeaoDh47c2uOKp4fUjJGUAmBfNr9FWzavPtQ7vKdbRsml2s13OOU2r9ZX+pht+esGvQlOo6YbTaZvGBdor4dv0HltpxV5a2Z+YkdlpIxgoo76d6p/f3ijQ73im37jlzl7ywqtx/dcuD3Ft9vVcItGtdnqWBWlhp/1i/bBT0AiWdmk7MXfknUN+s3qIhpP24w8+XfV/P8J3sEFYJKEvRls6G2e+vabfs9Pyrj03r9B0xa3GbIzAfz1vH8YJI3gkoIQgkq1tS4zxTbtsnlWg3rOHVQkann2AXO6z9dsPEfqm3JlIXrE/W9+A0qQt6avEF5m/JmPT/hSRdBxQWpkZ88cyGUe8U3PSZetaPavPuQed1Cdfr6rhBW0dBBRab1O2KvyVjWYf3rMlfQza7OeRRUbni9omSwwVOWyn/l31ft5KcEBBWCShK0addB3xvrm2U7eX5giDKCSgh0UDlz/vIT55bjp8/7FpNPvkn5lWBbUPnzz7iXi7VwWH/O8q16/amLEvfrzEBBBSEhqETqtZKtf/v9ku2GsO/QyYWrdyxdv9sWYE6f+/mqfXkRNKiExRZUZKrSYYzD+g17T9Yrn7/4a6K+2UBBBZEjqBBUkpp3VIvVU2cvmn8H+rVU7raf1utvsR5dvS5zBakf1O3+XevBM2p0Hpfpn+dZbWQds+HN2SrLnMfy1S/TckTzAdOb9J1arMHAu3JVd345aiFuEVRCoINK2yEz9aJbsleu2WX8z7/+blbYuvdw6n+WhnKtSmF5r0p3q21G9U5jC9TqY5UFX1I/eL1U2wptRkrpkJJVu+uEvJW72VaW/zWvaIqVr49q9jbryAGEW6ZsQUWmnzbsSR1g5YK1+9hWDnQnSZupvLwjqfTIqZD/yr/TBmvN/2yhJl+1GN6s/7RGfaZIDcxqtBYoqOgbThL/gctLBJWIyKdV7NHT+jqfsnD9S0WbmxWuyVg2X/We1m8Lh0+c/e8nzXx3kiZD2TfKdCzX+lv5EKzTbULR+gPuy1PL4UWvfa1c1i/byd1DikCrQTNqdRkvL6G77ZIVhA4qRer2s2bqn0HCKhq+QeXshV8C9RX20Ht19e1Rpgs//xZoz1J/sCoAcnP75Jv+d7xRLeiR5K/RS+7A8t6rdhjz4qeXz3agoPLKZy3Ne5R/e37BJCcEFYJKUjNr2RZTzqWSYR5W+d///vdUgUa+60v9wKz/7YzlJRsPPnLirO1GtnLzPt9t9d1T7rYT56+1bSU3uPo9J6UO/HKyB89PV/JGUAmBQ1CxlGqaoKnkC/9UQZyvVUkRXUbOPXP+Z9tlLx/k3UfP040THv2g3sBJi89d+OUvn+n8xV/lc908niuFZdeBY2ZpxbajfI9WPqTNCqu3xgQ9Tl++QUWm0s2H+a4p70LHBmvyDSpSbZL0dcKnzczJMxca9p7st2GJnOSl63fb1j919qLcfwIFleh+r5xiEVQi0mH4LH0pth48w+9qt+WsOmrmisfy1bfNl4giMUM/K2JNf/4ZN3XRhsfzN/Bdv0bncb5F5q/4T+ol63ZlKN7KN1HoST7Zzd7CKhp+dzvi++V+Vx4/Z7VtTb9BRWLJ9n1HbGv+9vulYdN+uvNNP3FF7glN+03zvXnOXLq5lnriTgeVnmMXmPlBW6siAYIKQSVJea5wE1OY5fNe7oatBs0wc/pOWOS7ia7lnD5nv3GYSeocj7z/jd5Q3xwdNuw4YnaglyOouHXfywSVoIIGlVuyV9ZXbP4avaz5Dtfqs4Wa7FHttn2n9TtizS+KQR+SkaqMqc1L9cXM37TroO/RDpm61KzwRZMhzsfpl9+gInUm329AWwyY7rvm9MUb9TqylfMbXLRmp62Lno9q9v71tz8CrS91O/NvgkrYni1EUAmXJG3dskuuWPnoDH3zW3NU+XHtTociIJX7ArX66E2GT1/msL5kFbnDXM2gIlP20u1ta75VrrPvahd/sQcVqVc4HGfs0dO2DtOvy1xhwartgdbXXS0TVKKDoEJQSVIGTV5iCrP1tN/D739jPvh/+fX3f79Vw7aJruU4T+PmrNYb6pujwyT3XN1RCUElmggqIQgaVNJmKq+v2CJ1+1nzA12rkkBsKeX3Py4dOHLK1sD92xl/f0n5YbWeZubu2OM/bdgj/42L+59e2fygcXvOqrqtha1PHnlpU8WXqpXUORyOMxC/QUWmPuMX6tUey1ffvJYOD9+roCL1uRlLNunCvnjdLqmESVVPdycqc8wmT3zU8PzFX33Pnt/oQlAJG0ElfJk+b6OvunzVe4a+rRQB3SHVX/FjGUnt3PYLqnz4mgZLucsnCADrth8Y8f3yIVOXzl2xzdrK6q/iKgeVTbsOSmAzq8m/t+w5bC3SxV/uTnpv9XpM1DuRTUbOXCG3CMlmeuZN6qsKuc/YXvrEmQu+7Tj+IqhEC0GFoJJ03JO7pqkqyT/u/ieTyF3PlPBGPv0a2YLKpUt/th4844VPmt3/Tu0CtfroZruySN9ubEFFbnPvV+2R7p3azxdp2n/ij3pRG1U7JKhEE0ElBEGDyjsJByLIWKKVNT/Qtaq/DpBCUbvrBOsXA6kB1Og8zvpGUGrepZoONZvMW7mtcZ8pUqbMnGcLNdm697Dfj+QBagBHW5OMOt0mmEXthv7gfJyB6KCycddBU0WQCtarqvG3rn71GrfA/FuSiVlHQp2Zf+rsRT1idIbirfS31PK/1nx5R2amvGKDXpOss3dd5gpVO4zR3Yv9RVCJAEElfPq5CJluCmeMDl0EZJKbg3wQp4oPMBJ4dOMu+Yi0GkJLyTUzbS0O0mYqb57BkJXlw1To5qDVO421ZurG2G6Cim4rLjs3q+lOz3VI+EUFFfm4Nz+A/O9///u6xXCzSO51yzZeGd+p1j+dJqfP30C/+vodseaeI7dE25BQBJXoIKgQVJKOZv2nmZKs6ze6Hnb05DmpEOitbEHF1uviG2U66qVZvmhrFumb47FT529LOBrDwtU79K3Q78sRVNwiqITAOai8XqqtfihCau2mgPi9Vm/NUUX/cuI7akG51t/Kp7KtlPl9VP3tCl3Mfv78M860/nrx0+ZmvryWaUImVZ99h/4+VKniP/pBPYfjdKCDypJ1u4o1GGj+d8WmvVajl7yVr6wzZtYq/RIzl242u9LF3HewJl2H6z/xx1TxD/b8on4vkluWbZNqHcf+pSaCStgIKuGThGwurXDHCVm05kqjL9+eu3N81UFfz1bzqq6j5po5o2auCJqLgl75boLKkx83ND9mnr/4q/Vlyn15aplfhOSe89B7dc36srLZVdN+V6ocehR5ywPv1jExZuf+Y9bM5qo16ckzF+5O2MRD7q4HjpwyKxBUooOgQlBJIuTuo7tb1YnC9oTul82G6g11FURqP74DvuqfsPVv4vrm2Man/qeb2utRXAgq0URQCYEOKnLJfTtjuWXqog2+zRfrdJtgNvR7repmG/KZbTW+CoWUrKxftpPafPk2Iyu1GyXq95ykX1p/Zi9et8vMN1lISp+ZqatELoNKqvgffMycMi1HpM1UXioW1v9e+Pk3qXDovr9++OnvoCI3Fp3Z6nb/znpfhn4u1roJvKp6ApC7je+DthLwdMs3gkrYCCrhK9tqhLm09FcGQdmKQM6vO/ius3prjFmhQa/LI8GXaDRIF/zf/7i0akuMVPQrth31UtHmvl9qJGpQufa1co37TDH/K8EpVcJHaPLX6HVXrurmf+X9ml3NVr/GyPHbir/QqcPq00//Tttl5Fzfw9O9IRNUooOgQlBJIr5uMdwU4yMnzsoHvDZy5gqz1FaV0bUcua347lk3UNE3QX1ztIWfVAm/TNWvSFCJJoJKCEIf8HH0Dyt1LcHvtVqy8WAzU4pGKAcgEaXrqLkXf/nN32temXS/op/W62/mS2awjkpXC96u0MX5OB34BpWnCzaW2pI15+SZC3oceokfqRJ2Umx+IL0vT60QT6y121QJs9bhE2f9Hp4eBoqgEjaCSvhsjT+tfnJDYSsCVqMvG93Wsde4yzVsCUJL1DcRtmnvwRO2cRsTO6hcl7mC/ipT0pR5wMz6+VQHFblRmF359vTlMD1fpKlssnbbfjOnTMsRvoenbzUEleggqBBUkgKpx5jn3kKZ5L5stg1aywl0E3S+OQbaLUElmggqIQglqJy98EvVDmNs36T6vVaL1h9gZkpJdQO6AAAgAElEQVSVIuirp/YZMDHQpIPKvzKVP6yeLs1dvvOTHzc0tQepHwQNVA58g4poM2Sm7yHJC1ljofgNKrflrBrK+7KmU2cvpkrY2u30uZ/9Hp6uMxFUwkZQCd8db1TTnU31GDM/xA1tReDhhB1jWnQPv11H/f0bgqSFxn2m6B8cbJPcZ8weEjuopPKJatYkmeSJjxqmChxU1m0/EOj4fSdr5BndKbnfgSY/Uy1RCSrRQVAhqCQFukF5KNPscB4aIagkXQSVEOigcuTE2dVbYyy6lrAj5qhvo0e/12qG4q3MTEkOvlUTW2OwPKoGIFXzD6v1NE9z3ZwtQbfItpHadPvvCXPXdBs9z/xv5fajgx6nA79BRd6+75Apef75RqNArStBRd89dL/k2Xy6N/X1dMHGev/Wl6yanATdXRhBJWwElYhMXXSlSdKff8b59tVrFI4fctH8ry4Cvo9pyZqHjl8ZXMV3ZKT/fFjv45q9G/aeLHnmrGplrQvyVQgqqfwNmWIGk7nzzWpm5h+X/jS70oOnyVsI5TyPmbXKbCK3Nd8VdE88BJXoIKgQVJKCEL+y1dN/QxvVLhVBJSkjqIQg0MP09+WppfvksXXOmyrAtZomQ1n9W8fkBet0reWajGVljryiqejoB1FsL/HoB/V0kbQFlfvfqW26wLp06U/Tpe+Fn3+zWns7H6cDv0FF5K/RSx/Pd/PWmkU6qMjdxszXg7qs2LRXopfttXJ+3eFfanx6OXs6H0rm0Uvl7MmL6mMgqISNoBKRDMVb6U54z134xXRTbtySvbLVte60HzeYEV11Edgde9w2AEAj9fiHJHAzUuRD79X1PYZ079Q2KV3/cKGfcinbyk9zqagElQferaP7FJZyap7y10Hlkgoqn6ve0k6eufBMwvFShMyR3eo5X6k26nLCc5fvrJdm+ryNfuaHoBIdBBWCiuckcuhboe8guMaqLVfud3J7tWYSVJIxgkoIHHr90i2aZHqvSne9NNC1qvsIsj5NP2sw8PVSbT/5pr9uem49lqpXlgpH2n/q5VIJ+OGnzXo/tqAixs5e9ZfPZDVzD+U4AwkUVFKp75V/+fV3PcCrDipzV2wz818u1kJX73buPyYVKanzPVWgkZzMkTNXyB1JzoMePq9J36n67cg5kbOX5Yu2Ui9c7NNwn6ASNoJKpGp3nWC7/LbsOdx68Ay5pCu1G9V3wiL9vcaPa3daP41KEdBjIu0/cqpi21FyN3i/ag/9aOhf8Y/AWS8kIUd2JUWvTMsRT37c0CodMrN8m5F6P+bAJsxdY+bviDkqhUW20oklKkElVcIuiQurnKaDipR3vSv9rc3pcz837TctW+n2cnjZS7eXm+3FX36Tc2j6LUwVH/Z09zwSS9oPm5WrbKecX3doPmC67UE+gkp0EFQIKp7T3+iYDnn8+rLZULPm739cui9PrVQElWSNoBIC5+6Jdf82R0+e01+IBrpWU79axvbFv9/JaqD1dMHGui3TvkMnh077SaoseowRa/INKvJh77vbZws1sa0WxaDy6Af1rO6DbQ05Pq7Z22wyb+U2vUhXbgJNutG/VG7W74gNuok1EVTCRlBxYaAawsh5WrRmp9S5ra18E47vJAHDtPmU2KMXSc7x7WlDavzmqHQHHnqSOGStEK2gIv/eGN+Vhf4yIlX8Mzz6aPUiSU2mH45A08rN+8wPUKkS9hTiPBFUooOgQlDx1r1v19Q/lToPqSs3C92gtuXA71MRVJI1gkoInIOK1B50Y6RJC9aZRQ7XqhSlft8lGNVUT5JMWg2aYZ53bz14ht/VDh47ox8c9w0qYsPOBHV6W0gIepx+OQSVVPFDzklVxtZHqg4q81dtt21SpcMYPTqKbZJF+Wv00us//P43+tddPckNapvqSoigEjaCijtfNBmiW0D5TlK6B01eYnukTeK6Q31dSpl+mO3HtTsDrWlNchfSAzFJftADFpnJDF0SraBivZasYOtWRAcVefu2HeYq20kPDO07yc3Qtkm1jmNtQ7uaST9tT1CJDoIKQcVbLdTwSfuPnAraAXwn1fHoyTMX5G5LUEnGCCohCDoyvXzQ6h89TF/bQa/VN8p0HDVzhR73Qz59v5u31nc4heINB+led2W1qYs2PJavvj42v0GlTMsrIzzIJIHBd53oBhW/PlJBZYFPUBFPfNRQ7i0SvfTRHjp+pvf4hX7fl8Sh6p3G6q7Pf/v90sT5a2U/kxesMzMJKmEjqLj2wLt12g39wQyuaib5xBw+fVmG4q38bvVc4SZytetfSuWusnjdLrmf2D6XJYSUaDRI7gC2n1V//e2PuSu2Fazdx3colRteryiHpL9nPHvhl+YDpltLoxhU/Lo9YedmvivclrNqnW4TbJ2Anb/4q5ToTJ+38bvPVz5rOXLmCjPW5F/xnShWbDvq5WItzByCSnQQVAgqgGcIKklAmgxl071TWz5fH37/G+dP/Xty13zx0+bPFmri+9B5iiF1GnmDL3zSLF38ENdB3fFGtf9+0kw28e11DZEgqESPJJacX3f4oGqPbKXbP56/QSgDQab+p5jL+qGMBntfnlpy/Uut/dEP6qVVHUv4Jbca2a2sLOFfP/eVdEigkiOUm6G8nVAikKwja8r6fr/OQHQQVAgqgGcIKgA0ggoAjaBCUAE8Q1ABoBFUAGgEFYIK4BmCCgCNoAJAI6gQVADPEFQAaAQVABpBhaACeIagAkAjqADQCCoEFcAzBBUAGkEFgEZQIagAniGoANAIKgA0ggpBBfAMQQWARlABoBFUCCqAZwgqADSCCgCNoEJQATxDUAGgEVQAaAQVggrgGYIKAI2gAkAjqBBUAM8QVABoBBUAGkGFoAJ4hqACQCOoANAIKgQVwDMEFQAaQQWARlAhqACeIagA0AgqADSCCkEF8AxBBYBGUAGgEVQIKoBnCCoANIIKAI2gQlABPENQAaARVABoBBWCCuAZggoAjaACQCOoEFQAzxBUAGgEFQAaQYWgAniGoAJAI6gA0AgqBBXAMwQVABpBBYBGUCGoAJ4hqADQCCoANIIKQQXwDEEFgEZQAaARVAgqgGcIKgA0ggoAjaBCUAE8Q1ABoBFUAGgEFYIK4BmCCgCNoAJAI6gQVADPEFQAaAQVABpBhaACeIagAkAjqADQCCoEFcAzBBUAGkEFgEZQIagAniGoANAIKgA0ggpBBfAMQQWARlABoBFUCCqAZwgqADSCCgCNoEJQATxDUAGgEVQAaAQVggrgGYIKAI2gAkAjqBBUAM8QVABoBBUAGkGFoAJ4hqACQCOoANAIKgQVwDMEFQAaQQWARlAhqACeIagA0AgqADSCCkEF8AxBBYBGUAGgEVQIKoBnCCoANIIKAI2gQlABPENQAaARVABoBBWCCuAZggoAjaACQCOoEFQAzxBUAGgEFQAaQYWgAniGoAJAI6gA0AgqBBXAMwQVABpBBYBGUCGoAJ4hqADQCCoANIIKQQXwDEEFgEZQAaARVAgqgGcIKgA0ggoAjaBCUAE8Q1ABoBFUAGgEFYIK4BmCCgCNoAJAI6gQVADPEFQAaAQVABpBhaACeIagAkAjqADQCCoEFcAzBBUAGkEFgEZQIagAniGoANAIKgA0ggpBBfAMQQWARlABoBFUCCqAZwgqADSCCgCNoEJQATxDUAGgEVQAaAQVggrgGYIKAI2gAkAjqBBUAM8QVABoBBUAGkGFoAJ4hqACQCOoANAIKgQVwDMEFQAaQQWARlAhqACeIagA0AgqADSCCkEF8AxBBYBGUAGgEVQIKoBnCCoANIIKAI2gQlABPENQAaARVABoBBWCCuAZggoAjaACQCOoEFQAzxBUAGgEFQAaQYWgAniGoAJAI6gA0AgqBBXAMwQVABpBBYBGUCGoAJ4hqADQCCoANIIKQQXwDEEFgEZQAaARVKITVK69IdXN9wMIT9qb/y5BaW/x/mAAeO7Gu/++J6S51vuDAeA5qWDHT0vmTfW82p+cgwoTExMTExMTExMTUyJM/KJCUGFiYmJiYmJiYmJKchNBxVVQyZsn17yZEwCEpUSxwlYJKlXyU88PBoDnhvTrat0THn3kIc8PBoDncr+Z3bon0PTLVVCRapbnBwMkOw3qVrNKULOGtT0/GACe27hqgXVPePbpJz0/GACe++zTgvyiEjmCCuAGQQWARlABoBFUXCGoAG4QVABoBBUAGkHFFYIK4AZBBYBGUAGgEVRcIagAbhBUAGgEFQAaQcUVggrgBkEFgEZQAaARVFwhqABuEFQAaAQVABpBxRWCCuAGQQWARlABoBFUXCGoAG4QVABoBBUAGkHFFYIK4AZBBYBGUAGgEVRcIagAbhBUAGgEFQAaQcUVggrgBkEFgEZQAaARVFwhqABuEFQAaAQVABpBxRWCCuAGQQWARlABoBFUXCGoAG4QVABoBBUAGkHFFYIK4AZBBYBGUAGgEVRcIagAbhBUAGgEFQAaQcUVggrgBkEFgEZQAaARVFwhqABuEFQAaAQVABpBxRWCCuAGQQWARlABoBFUXCGoAG4QVABoBBUAGkHFFYIK4AZBBYBGUAGgEVRcIagAbhBUAGgEFQAaQcUVggrgBkEFgEZQAaARVFwhqABuEFQAaAQVABpBxRWCCuAGQQWARlABoBFUXCGoAG4QVABoBBUAGkHFFYIK4AZBBYBGUAGgEVRcIagAbhBUAGgEFQAaQcUVggrgBkEFgEZQAaARVFwhqABuEFQAaAQVABpBxRWCCuAGQQWARlABoBFUXCGoAG4QVABoBBUAGkHFFYIK4AZBBYBGUAGgEVRcIagknuWrVtVoP/TlTxvf8UbVNBnK3p2r2jvl2g0e//0f5w76XX/2oiWlGvV+ukD9O9+seleuqs8Xali2ef9lK1eaFQ4f2PlcwQa+ug2bZNvV3MVLP6nd7aG8ta59rdz1WSq8WKRxw+4jj8bu8vycpDwElQhcOn9o4sz5crU/+VG9m7JW/Fem8g++W6to3R5y3Yay+c4dmyu3HvRMgfo3Z6skJUsKS+4ybQaNC1iyfj8bO2TCjI+qdX7sw7q35qh8f56amUo0r991xP692wK9RASb+Dp5eE/rfuNylm4l7+6W7JUefq/222Xbdh026cLJ/YE22bZ1Y832Q18t2uTe3NVvy1klfb5vCtfsNnbanD8vHAq0SdD7RlhiY7bL/SRvhfbPFmhwz1vV5STnq9Kx/5jpJw7t9vyySS4IKpEJ9xNTi9mztWWfsW+Ubi0F55qMZaXsZPysaYveY04f3et3/atTNn2FW1q9uncZcq/+YcHici0GvFa8mdQo5HTJ3qq3G7J42XLPL5hkhKDiCkElMaxcs1rugKleLeOXFHjbp/75EzFyWwm0/tdN+8mtR1aTG43fFeQeZHYlN83yzQf4XU3u+0uWr/D85KQwBJVwjZoy6/F83wS62r9q0lc+Gh02/3byrLSZyvvd9vXPW5w6sse2/vZtm6S27Xf9G16v0HeUn4+NCDbxNXnWAqlv+d1Jujw1f/JXNWnSY9S1r5Xzu0mWki2O+HzREOJ9I0QXT8bIneT6LBX87k1qPM17jf71zAHPr5+kj6ASrnA/MbVD+3eUbNA7UMGRsL1q7RrbJlehbPqKoLR6de8ypMIgwSzQMcufTP5wnl88yQJBxRWCStSNnjr7moxlA5VtS/6qncz6Ui1786s2zuuXqN8rLrSg0qbfOIf9SC1k/cZ1np+ilISgEpYKLQY6X+qi85CJgTbftWOzrbpwXeYEFetidXvo9aUSc2/u6s4vN2jc9y438TVr4WLnm8BNWStu3LReb9Ko+0jnF5X6h/66N/T7RihOH92brVTLoH8aqZqcPGyPgrAhqIQl3E9Mbcf2TbfnrOK87f15auqCcxXKpq8ISqtX9y5j1JRZ/wrwlZAht99vJ8/y/BJK+ggqrhBUou7Avu36W8kXCjf6tE73XF+1SZ2whMfGbLfW7zFisp6ft0J7KflDJ8zInrDeMHXOwqOxuzKVaG7RXyqboHLxZIy+a/+3cKPGPUbV7Tz8wXdrmZmybVg/VcMZQSUs46bPNZeiRI4cX7aSaCEXqr7Un/yoXqDNm/UabVb7umm/M/HtOlauWS11EWumfLKeOx5j1i9Us6tZP02GshKTxk6b0334pEfeq23m35ytknzAu9nE5pfTB3SJkyLZqu9YeeNS3bkxa0UzP0OxpmaTdRvW6sqT1Hv6jJw6Ztqczxv01memZvuhZpPQ7xtB/yhyQ8jlU4uSw5Z71z1vJaj3yF/q7LF9nl9FSRxBJSzhfmJqcum+oO4eUu4K1ujycbXON7ye4PuLkf9Upq9O2fQVQWn15N5lzF28VPagj01OwmMf1pW3b/tBe8iEGZ5fQkkfQcUVgkpiqNZ2sBTgd8u3l3ucmVm741BdvJevWhUXf599In89M1PuziZF/HY2Vt+CZZF+CX3rMUHlhwWLzUzZrdyUrflHYnfd+eaVX7ppXRpFBJWwyOX9StEm8plXseWAwwd2mpmZSzQ316fUGAJtXq7FlWaNxw9eaW4hadzM37F9kzVz355t+rO2SY9RZv29u7fqupHkn4g38TVi0g+6pM9f/JNZNHrqbL1o4dJl1vzSTfqamf9+q5p+a2Wb9zeLbs1R2YphEd83/JKKlz6qe3NXl6qbaYAnx/9KfPMPCS1yEjy/hJI+gkq4Qv/E9DXph/my9OkC9SfPWmBKwfS5i/S27QaMt+ZfhbLpK4LS6tW9y/Lzqf2Pvl9Hn42SDXrH7Pm77MsZkFxnxRX5G3l+8SQLBBVXCCqJ4Wjsru7D7Q+460ZZckOxWlBs2bJR3w7GTJujN5Gd6E30d5l+g8rAsdPNzPLNB+hd5avS0Syq1WGY56coxSCohGvu4qW+D81LHcVcny990jjQtt2GXSkR+gnUQjW7WTPl49O0wej97RRduGztyAvW6GIWZfysacSb+CpSq7tZ7dkCDfQiqf3fnauab0m87+0agUruho3r9CFNi//ONeL7hl9Pq0btt2SvtHPHZtsKUp0qVrcHX3CEiKASrtA/Mf1q3W/cxZMJQsJPK1fqAjJx5nxr/lUom74iKK1e3bsso6bM0ruyvWuLBLmidXs4P08Ig6DiCkHl6jhzdK/+xVnqVdb84RMTfMGzK2EVwXa3XbBkmVnkN6jo+8sntbvpXelH4vKUa+f5CUkxCCrurVi9Wn8X2HPE5EBrnj66N90/rbzuzV29Tqdh7QaML1D9ymfw1037mZW/bNzHzH8oby3brnQ1SOKN9SRrBJv4Sq+6Ciher6dtqY5kb8Z/gWp79mzg2Ol6/T8vHNLtWJr2HBXn4r6hrVyzukrrQfoti+cLNZSZRqu+Yz2/PJIdgop7gT4xQ6S/mJP9mE4grkLZ9BVBafXq3tWi9xgp9c8VbKAPqXSTvvqesHotD9CHjaDiCkHlKvjj3MEPK3cyxV5/Z9l+4Hh9R7B9LbR391a9dMy02WaR36Civ+CRm9HUOQvlTir36JZ9xur9vFgk4DfWCBdBxaXDB3b+54MrzQxe+qSxc9dSa9evtTVLMHJ91Ua3vni/0pXKymvFm9n2M2TCDL2t9QVkBJv4ukk1dvdtGqGbtj9ToH5cfE7Tu50+d5FtE/1+y7W4/O1mxPcNzVZ/8uupjwM+L4RACCouOXxihqJt/3GBrv+rUDZ9RVBavbp3pQ/cH6MxagpPz4eNoOIKQSWxXTp/qFjdHqaQp1YP9onGPUbpW4DtMXe5m+ilA8Zc+TrHb1ARGYo11ZvcmLWib6eKcjPy/LSkGAQVN44d3P18oYbmyrw9Z5WtWzY4bzJ66mzz6LxNxs+a6u56dIenOb5sZduPVAj0tlZNKIJNbKQI63UadR9pW0E/ZvPgu5e/+Jy3eKnexLddnO5v9LNvLn8NHPF9Q5Nb08+n9ttqdccP7pKZBv0RR4Cg4obzJ2ZQthZQZZv3N4uuTtn0FUFp9eTeJaS8S6mXZGjWrNpmsL4hCJp7RYCg4gpBJVHJLcnWN0j7geP1CrZagnn83WL73VnfrwMFlfUb1+m7jKFHrshSsoXnZybFIKhE7OThPS990thcltdnqWAeYA2k/5jp+qpOl6fmswUa6O567nmr+p5dfz/0mbfClYYcmUs0t+3K9nvCwfiecCLYxJduDVK383DbUt1Cw+rfbFnCth8z5v9o20R/zWm1bYv4vqH9sGCxVG5s36Fm/aKFzDR8m8cgKIJKxIJ+YjobOHa67issf9VOtsEir0LZ9BVBafXq3lW0bg8p9bqXswfeqaVvCGLOj0s8v06SHYKKKwSVxCP33K9UhyGiseqIw6Iffxe2sWNXrV2jl85auNgsChRU4uIf3Xu3fHvT6F9uzeVaDJg8a4FZv0D1Lp6fnBSDoBKZ00f36l//rstc4ft59kqAzdHYXTdn+zuEp81U3jy6evbYPv2MrPleUyrZZqbvr4gdB00wS6WwWLWHCDbx9VDeK23rpepjW6rbtEgqiIsfHEYXc6lS2DbRXz1YhT3i+4Y2ZfaC5wo20P0RidtyVpGZhhyt55dKskNQiUwon5gOhn03Uz/q9k65dj+fso9tchXKpq8ISqtX9y5JO1Lqb0s4NI3cIvQ9IeiNGr4IKq4QVBJPxZYJRoj3/aFZrF7r1AR28Pjv9VLdMaJDULGcPLxnzbo16zastTpB0gNQdBtm718FESOoRECihe6PWFKKb+NvX7qZ9QeVOupFO7ZvMovueKOqNbPT4O/MzGsy2ju/Kqm+uH2+UMOIN/GlH+T1bSyuS67cIuLi62d6+CNb0/k9uxI0YR83fW6ci/uGrz/OHdT9GsnZM/2Qav3HTA/0LSxsCCqRCeUTMxDbqJF5/KWUuKtSNn1FUFq9undZdEdkooa/IWIkbtm6FoADgoorBJVEYnUMbzQMcM+11RKKJhxXW4/C9krRJnqRQ1A5HT8KnnZo/w4zcFvqV8sc2Odn5CxEhqASrvMnYvQwZ5JSAnXradNuwJVnUm2NsPW3kvIhbbX32LhpvS6D/UZf+YSQMiI1crOoersh1vwINvGlB3dLk6Hsli0bzaIFS5bp/U+etcCar0dq+88HdfT3nU17jjKL0mYqf+zg7jgX9w2/6nUZoY/q4fdqz150pXXH5s0brH7V/lu40akjDEsfHEElAiF+Yvo1/vt5+lHMt8u29ZtS4q5K2fQVQWn16t5lOXFot/nt2lKp1UCZaS2Vc9t/zHSrRtE/wPNvsCGouEJQSQx6+LlU8S3p63QaZmOecG3UfaReuWb7oes2rF29dnXphD+C2769CBRUfj8b++RH9eROPWbanPUb18mu+o6a9rBauVSj3p6fn5SEoBKWiydj3kw4CHrmEs19S4f10Ora9Wvlk/vBd2t1GTpR/nfizPm2qsyeXVtPHt6zcOmylz+98qyL7qhK8oyZLx+9fUZO3bplw/zFP2VTSUmCzbatGyPeZOTkWY++X+eZAvXn/fOgrVQLbs1R2aws5XHK7AWy/thpcx5450rLE6n0mAb0cxM+s/texQ6Lly2XWlTHQRP0OND6iZHI7ht+SXR87MO6eisrruQs3UpOpp6Z9YsWZpgaBEJQCVfon5gSlT+o1PHe3NVLNuht9bErieJfqozIv6u0HmTbVqK49UJXoWz6HmFcRKX1Kty7HPRK2CdBqvhnCDMUayp3AH0CZW+SEj2/fpI+goorBJWoi43Zbivhfr31dVtrfam62WoDvqTGYOtqI1BQsQ0ybXN/npoOw2YhAgSVsHw7eZbzpW5pHj92svmuMfWrZWL2bJVPfdsDFX71/naKeblNmzboIZn9sn13G9Ymv545YB7PfVy1C7e1SveV2ufREd3E3K+7c1U7fGCnWT+y+0Ygkgn1aHeBSDXFuSEZ4ggqYQrrE1O3YR4x6fITI6HcE6Q+bV4uscum7xHGRVRaE/ve5ezPC4fKNOsX9MRKVBs6YYbnl1DSR1BxhaASdeEGFSGVsGcLNAi0ZrZSLX3Thd+gIre5QENMiKcL1N+9c4vn5yeFIaiEJayg8lrxZmbO5s2Xuy3evm2TvvJ9VW49yNb755wfl+ivAG0qthzgW5UPfZPzJ2JML0P3vFVd76TdgPH60V7bp7upwRi/nD6gG5nYpMtTc92GtbZNIrhvONi6ZUPGz5oG2pscc432QwM9gwuNoBKWsD4xa3ccaub0iv9KItygEpfIZdP3CC0RlNZEvXeFolXfsQ7J57+FGy1ettzz6ydZIKi4QlCJuoP7d4R+2zXkVthl6MQMxZqaG+i1r5XL+kWLgWOn2zpYtAT6RUXuhg27j5Q7iH6yUNJL4x6jbE/XISoIKmEZGU5QmTBj3nWZL39MFqnV3ezhwsn98vH50ieNdT+kt+Ws8nG1zoF6Nz4Su0sq2boj0ZuzVcpXpeM8n1ERItjEqpdIse0+3N5HhVRfitXtcVeuK63D789Ts3STvrsCj143ceb8d8q105WDZwrUl8J7xufBM0u49w1nkvGklvZu+fa6TctDeWtVbzdkx/ZNnl88yQVBJSxhfWLu3LE5XfwwSk8XqG/V7J/8KOygEpeYZdP3CI0ISmui3rtCsXvnFin++gtQOWY5D8O+mxnBHeb/LYKKKwSVpObXMwdiY7bLvfu3f5q3Rkbqc3LH3Lhp/dEAY9AiKggqierUkT1mXBSb8ydi5EN006YNh/bvCPFrQtlk355txw7uDv1rxVA2ObBvu3Mpk3chO/Ht5SIQqQFIbSNmz1bbINYOonXfMAcge9uyZSNPz0eAoJKopLovsfn3aFzncYlTNoMeYQSlNZHuXaE7e2zftq0bZYfROvP/rxBUXCGoAG4QVABoBBUAGkHFFYIK4AZBBYBGUAGgEVRcIagAbhBUAGgEFQAaQcUVggrgBkEFgEZQAaARVFwhqABuEFQAaAQVABpBxRWCCuAGQQWARlABoBFUXCGoAG4QVPuEJ6cAACAASURBVABoBBUAGkHFFYIK4AZBBYBGUAGgEVRcIagAbhBUAGgEFQAaQcUVggrgBkEFgEZQAaARVFwhqABuEFQAaAQVABpBxRWCCuAGQQWARlABoBFUXCGoAG4QVABoBBUAGkHFFYIK4AZBBYBGUAGgEVRcIagAbhBUAGgEFQAaQcUVggrgBkEFgEZQAaARVFwhqABuEFQAaAQVABpBxRWCCuAGQQWARlABoBFUXCGoAG4QVABoBBUAGkHFFYIK4AZBBYBGUAGgEVRcIagAbhBUAGgEFQAaQcUVggrgBkEFgEZQAaARVFwhqABuEFQAaAQVABpBxRWCCuAGQQWARlABoBFUXCGoAG4QVABoBBUAGkHFFYIK4AZBBYBGUAGgEVRcIagAbhBUAGgEFQAaQcUVggrgBkEFgEZQAaARVFwhqABuEFQAaAQVABpBxRWCCuAGQQWARlABoBFUXCGoAG4QVABoBBUAGkHFFYIK4AZBBYBGUAGgEVRcIagAbhBUAGgEFQAaQcUVggrgBkEFgEZQAaARVFwhqABuEFQAaAQVABpBxRWCCuAGQQWARlABoBFUXDFB5b5778mZPQuAsDzy8INWCXr0kYc8PxgAnsv46kvWPeHGG2/w/GAAeO6eu/9t3ROWzJvqebU/GQcVJiYmJiYmJiYmJqbEmPhFhaDCxMTExMTExMTElOQmgoqroJI3T655MycACEuJYoWtElSq5KeeHwwAzw3p19W6Jzz6yEOeHwwAz+V+M7t1T6Dpl6ugwsP0QAR4mB6AxsP0ADQepneFoAK4QVABoBFUAGgEFVcIKoAbBBUAGkEFgEZQcYWgArhBUAGgEVQAaAQVVwgqgBsEFQAaQQWARlBxhaACuEFQAaARVABoBBVXCCqAGwQVABpBBYBGUHGFoAK4QVABoBFUAGgEFVcIKoAbBBUAGkEFgEZQcYWgArhBUAGgEVQAaAQVVwgqgBsEFQAaQQWARlBxhaACuEFQAaARVABoBBVXCCqAGwQVABpBBYBGUHGFoAK4QVABoBFUAGgEFVcIKoAbBBUAGkEFgEZQcYWgArhBUAGgEVQAaAQVVwgqgBsEFQAaQQWARlBxhaACuEFQAaARVABoBBVXCCqAGwQVABpBBYBGUHGFoAK4QVABoBFUAGgEFVcIKoAbBBUAGkEFgEZQcYWgArhBUAGgEVQAaAQVVwgqgBsEFQAaQQWARlBxhaACuEFQAaARVABoBBVXCCqAGwQVABpBBYBGUHGFoAK4QVABoBFUAGgEFVcIKoAbBBUAGkEFgEZQcYWgArhBUAGgEVQAaAQVVwgqgBsEFQAaQQWARlBxhaACuEFQAaARVABoBBVXCCqAGwQVABpBBYBGUHGFoAK4QVABoBFUAGgEFVcIKoAbBBUAGkEFgEZQcYWgArhBUAGgEVQAaAQVVwgq0XXp/KGJM+eXatT7yY/q3ZS14r8ylX/w3VpF6/aYu3ip3/V/Pxs7ZMKMj6p1fuzDurfmqHx/npqZSjSv33XE/r3b/K6/fNWqGu2Hvvxp4zveqJomQ9m7c1V7p1y7weO//+PcQb/rz160RA7m6QL173yz6l25qj5fqGHZ5v2XrVzp+YlKMQgqEQi3mGiNuo98rmADB5VbD7JtEm4pEycP72ndb1zO0q3kwG7JXunh92q/XbZt12GTLpzcH/rb3LZ1Y832Q18t2uTe3NVvy1klfb5vCtfsNnbanD8vHIriJtEt47Ex27sNm5S3QvtnCzS4563qzxSon69Kx/5jpp84tNvzyya5IKi4ceH4noG9OxX6+MP/PPrwDTdcf8stN8tprFLhq50bfwq0SdMGtV7873O+/jgX67vyvJkTvir12fPPPn3P3f++9567X3rh+YplS634cWagnctOhg/sUejjD558Iv2dd97x0IPpsmbJ2Khejdhda0N/U6cPbW/fqtFbb2R/9JGH7rjj9sf+80jePLl6dG518cSeKG6yY8PSOjUqvpbh5QfS3X/XXXc89WT6okU+njDKfj8M/Q8xamjvIgXzyym679570j/26Js5srZuVn/XpmWeXyTJDkHFFYJKFI2aMuvxfN+kerWMX1816Sv1swQnf9smqQf4XfmG1yv0HZXggl65ZrVUmwLt/LXizWw1ifMnYqRmFmj9r5v2k9qb52csBSCohCvcYmLzZeM+gba15K/aSa8fVimzTJ614I43qvrdJF2emj+FlgGa9Bh17Wvl/O4kS8kWR2J3ud8kumX84skYCW/XZ6ngd28S8Jr3Gv3rmQOeXz9JH0ElMr+ejmnVtJ7UsFP5m9KmTTuoT2e/G375eVG/m/x+NsHlev7Y7gL53/O7ZurUqcuULmFbPy6+6i9/RL+b3HjjDf17dgzlfU0ZP0wSjt+dPPhAumULv4/KJvIBdO211/rdRJLVkX0bw/pbDBvQPd399/nd2zXXXFP6i2Lh7vD/OYKKKwSVaKnQYqBz/Ul0HjLRrH9o/457c1d3Xn/QuL/vR6Onzr4mY9nQ62dS1XvzqzbO65eo38vzk5YCEFTCEm4x8RVWUAmrlFlmLVzsXNZuylpx46b1zm+zUfeRzi8q2cn240y4m0S3jJ8+ujdbqZZB/zQ5S7c6eTjgF7qwEFQicOn8wZdeeN5vzdhMadKkWb10lu+2oQQV2f+bObI677/kZ0X0bg/tWX/vPXc7bxIoOxmzpo2Rmr3DHm666Ua5YFxu0qheDefjfObpJy4cD6nk/nnhUOXypZ33JtMjDz+4YeV8zy+b5IKg4gpBJVrGTZ9rPs6vfa1cji9bFavb47+FG+mP+Sc/qmfWL1Szq5mfJkNZqcCNnTan+/BJj7xX28y/OVslqWnJygf2bdffdL5QuNGndbrn+qpN6oTViNiY7dbOe4yYrOfnrdD+28mzhk6YkT1hXWTqnIWen7fkjqASlnCLiS8dVJ4r2OD9Sh1tWvQeY1YOq5SJX04fePDdWmbR7TmrtOo7Vo5ZUsSNWSua+RmKNXU4wnUb1uqoIwGjz8ipY6bN+bxBb/02a7Yf6maTKJZxqZrk8sk88t7lPnPPWwlinvylzh7b5/lVlMQRVCJT/usvTD345ptveu+dtz4t/NH9992r68flvv7cd8NWTetlyviKeOw/j+iVdVDp0bmVXvR2rhxD+3cb2LtT5tde1fOnThhuNin08QdmvmSkMqVLjBrau1Pbpg8+kE4fp+SZQO/ol1P79Mq33nqLfEyMHtbnm1qVr7vuOjM/wysvutlk3fK5Otg89WR6ebMjh/QuWuRj/dZqVi0fyl+hSf2aqRJO119/vVzJkkz0TDmwTauoP4SKoOIKQSVa5MP+laJNpLZRseWAwwd2mpmZSzQ3H/NS17Hm79uzTapNZn6THqPMfvbu3qozSbNeo6351doOlv99t3x7qdOYlWt3HKqrEctXrbJe9In89cxMqYKYBu6/nY19QVUKZZHn5y25I6iEJaxi4pcOKhI5HNaMoJSNmPSDLlDzF/9kNhk9dbZetHBpwIbapZv0Nav9+61qxw9eabJVtnl/s+jWHJXPHY+JbJPolnEJRfqt3Zu7umQz0wBPToL8yWS+hBY5b55fQkkfQSUyB3evu+GG62+//baObZqYr/+P798sM039ON/7eRz2MLhvF12ZNkHlcnl5/DEzP2f2LKa8SDB45uknzKJcObNZ8/dtWyXhxMxvVK+GeZUdG5amTZvWLHK4848Y1FMfz9wZ482iYQO660ULZ02KeJPSXxQzM++6645jMZvNJlKv09Hi3FE/LU61DSvn/+tf/zKbXHvttW1bNDh/7O9W5ZJMPs6XN1V866/vJ430/IJJRggqrhBUomju4qW+TwNLtDA1gJc+aWzN7P3tFF0zsLU+L1iji1mU8bO/v7s9GrvLt1rWpt84/YWx1Spjy5aNeudjps3Rm8hO9CZ8P+oSQSVcoRcTv0IPKhGUsiK1upuZzxZooNeXivvduaqZpbU6DAv0uve9XcOsVr75AL1ow8Z1+pCm/fNzR7ibRLeMP62e4bkle6WdOzbbVpDwU6xuj8XLlnt+8SQLBJWIDejVac+WFXrOr6djpIZtqs7OPwsECipb1vyo548Z3ldv1bVDC7NIwsnZI5e/QOndta3e5PDeDXoTq75uTRlffSnQ8RQpmN+sJnFIL7p0/uC//32nWVqrWoWIN7nv3nvMTNsvTuuWz9XvYtp3I5zPf9mvSiY8Uf1812nTvEGX9s09v1SSF4KKKwSVRLVi9Wr9nW7PEZOt+bqy9VDeWratdPxIm6l8oCdizxzdq5upFKrZzZo/fGKCb4V3Jax2/LRypV66YAk9eLhCUHEvUDHxS5edpz6ul7tMm4+rdS7XYsCYabPNDxS+a4ZYytKrp/yL1+tp20SnqTcD/FKxf+82Xb4Gjp2ul/554dANr1/5Jadpz1GRbRKVMr5yzeoqrQfZnvl5vlBDmWm06jvW88sj2SGoRFG7lg1NvTl16tSbVy9yWDlQUBk+sIeeb+u3SuqOeumCHy4/I6efe3nowXS2F2rdrL5ZmjZtWt+n8C3pH3vUrFa8aCHb0ndyv2GWvpkja2Sb7N+xWh/8wN4JuhKRu8f111/5PappA/tt0HL60PYaVcqJ22+/zax85513WDONEJ9ygS+CiisElcRz+MDO/3xQR39PbPrMeb9SRzP/teLNbBsOmTDD4Ztgyx/nDn5YuZPf70HbDxyvN794MkHtbe/urQm/i53t+YlK1ggqLjkUE78cHqb/91vVpOyYNSMoZTepB1Fqdxxq20Q/MfJMgfp+D09Cl97t9Ln2etWj7195s5KvItskKmXclnb8kijo+RWS7BBUomXezAm6kVWFMqWc1w8UVNq3aqTn23r43bt1pV5q/d7y/ru5zZzXMrxse6Eh/brqTQJ1gXXTTTeadWpXr2Bb+nnxT8xS8+NJuJus+HGmPpLpE7+1bfLoIw+ZpX6f8InzSTuBJt2oDGEhqLhCUEkkxw7ufr5QQ/N5f3vOKlu3XPntWHc0nOPLVrZtpWKh6wq+LTEunT9UrG4Ps0LqV8uMnHylL5TGPUbpzW0jMEiFTC8dMGZ6KG8HgRBU3HAuJn4F7fXL9DgcbimTkqLnNOpub4QtIcEsffBd/99Nzlu8VO/Et5Gb7iv5s296RrZJVMq43EZ+PrW/bf9xeuXjB3fJTIP+iCNAUIkKqdLdcsvNppb88ovP/3xyr/MmgYJK44QPiNvLy76NeumAXpd/lMiZPYuZkyNbZtsLSZjRm/gd4+Xy/URN+ikXi8QGs/TBB9JFtolkOb2JfqbFop/AkepyoFMn59b2y9J3owfLTM3zSyL5Iqi4QlBJDCcP73npk8bms//6LBVsj97mrXClDUnmEvbmnrZvOg/+0yWRRe5ltr6A2g9McG+y1Tx+OZ2gqmFrZ6ITDiJAUIlY0GLiV5t+43KXafNexQ4fVu6Ur0rHN79qc+ebCcY8uTVH5VNHLn9jGkEp042s6nYebttEZ6RAXZMtS9jsasb8H20r6NZlXzftF9kmUSnjPyxYLFkufcIxbbJ+0UJmGr7t3xAUQcW9lYt/uO22W02lOf1jj9qeEvErUFBp26KBnv/LqQRPbdl+Txg5pLfMzJsnl5mT+bVXbS9ka0t2cPc6v8ejuwGoW7OSbaluXfbkE+kj22TZwu/1kcyYPMq2iW5L9vWXxf0e59F9mySYvfryC3pXzz3zlMzUTh/a7vmFkUwRVFwhqETd6aN7MxRraj74r8tc4ft59pqHfPybFaSiYFvacdAEszRNhrK6FiIp5SvVQZBorPoysgwcO12vYBt+e9XaNXrprIWLPT9jyRpBJTKhFJMQXTwZozOJmDjzcgf/EZSyh/JeeehLYoltE93YUir0fg9m147N+kgkDtlWuCV7JbO0ftcRkW0SlTI+ZfaC5wo20L2HidtyVpGZhrxlzy+VZIeg4tLaZXP0cIePPPyg7Qn7QAIFlYG9O+n5kkz0VhKK9NJZ0y73b168aCEzR+r6thfq0LqxWZomTRpb8jEeevBKR8OSMWxLP8j7tlmaNUvGyDbZtWmZPnhJULZN9K9S9etU9XucEgKfejK90ENGyr+tmcapg9v8bo6gCCquEFSi6+yxfbqjVal++bY4F50Gf2fWuSajvVuekuoHk+cLNdSLKrYcoGsVvq1TxOq1Tk3eB4//Xi/VHaEiAgSVCIRYTEKnh2dJ9U/rrwhKWb4qTo+16NFXpCT6PZI/Lxy6PWcVs5rtQZc9uxI8PSKHHdkmUSzjf5w7qPscu+ONqjF7/PRB3H/MdNtPuwiEoOLy7N3977siSClxgYPK6qWz9Hzbgxy2GHN8/+W21p3aNjVzrrnmGqsrMEPHmOeffTrQ8eR7P49ZzfdBF51JKpYtFdkml+8e6gl422Mtthgz7lv/dy2j4Efv6/X99hI2b+YE0zMyQkRQcYWgEkXnT8To0dak+jUtwGhrGzet1zWJfqOvXLunj+6VuoJZVL3dELPIGkrFaOgvpcT51DyK1k3wFYse2e2Vok08P2nJHUElXKEXE78+rNxJKs1mlA9Lyz5jddGwdhhBKdOjKKbJUHbLlivPyC5YskzvbfKsBYGOUI8y+Z8P6uhfRJv2HGUWpc1U/tjB3ZFtEt0yXq/LCP3WHn6v9uxFS8zSzZs3FKh+uSvn/xZuZLWpgzOCSsS2rv1Rd7b78EMP7N4cRqfYgYLKH+di9W6LFvlYb5UjW2az6JWX/mv7I1pTvx4dzPonY7fqZmnVK5cNdDx6lMk0adJsWXPlR+O5M8br/U8eNzTiTfTAlP959GH9844esT5t2rRBn4b/YeoY/RI33HB9n27tfjuz31oqEa5+naqyH3n7a5fNcd4VNIKKKwSVaLl4MubNhKM7Zy7RvE6nYTbmSdkcX1550vfmbJX6jJy6dcuG+Yt/yqbqcNdkLLtt699Vpbqdh+udp8tT03fn5qnZRt1H6pVrth+6bsPa1WtXl07YbMzWESoiQFAJS1jFZO36tVLPfvDdWl2GTrQ2N8+dP1ewQYdBE6S8LFy6rHmv0Xr0xluyV5IcYq0fbimTDW/NUdksevKjelNmL5ClY6fNeeCdK63CJEtIVLA2GTl51qPv13mmQP15/xTtuQkfjn+vYofFy5ZL5uk4aIIkDTNfP/4RwSZRLOMSHR/7sK7eyoorOUu3eurjBA3Dsn7R4sLJ/Z5fRUkcQSUyOzf+9EC6+3VFuXCBfHVqVLSJ2X55XOORQ3o/+shDzzz9xLyZE8weAgWVuIRV9lTx47GsWz539dJZekjEVAm799UB5uabb5Iqu+QoebksmTKY+ddcc822dX83rZS6u+ScBx9IZ4YZOX1oux4E5skn0k8ZP0zWHzO83/333avThUSpiDexBZj33nlr8dwpknDat2qkR2/07ezYLznnqRJOd955R9YsGV99+QW9Nwl+frsQgF8EFVcIKtHy7eRZtk96v5r/Mwb2pk0bdO3KL/ObSWzM9lB2/tbXba31pTpoq2H4klqI7WtpRICgEpawion5ZSD1q2Ws9khSUQ66rR6BPqxSZrE9/uErtXrq49czB8zz94+rx2D04zF+3Z2r2uEDCRuThLlJdMu4ZEI9nGUgcv5pLBoUQSUyX5X6LFUIk1T1fj0dYx46fzz9f8weHILKxRN7nnoyvfOec2bPcun8QbPJplUL9SAkfqeG31Q36+fKmc2amTp1aitNxfm0K/OdZGXrqRgjgk10UzS/093/viuU3gjEqYPbXsvwsvPeZEp3/338qBI6goorBJVoCTeoiDk/LtFf39pUbDnAVDLCDSpCKnbPFmgQaM1spVpaw9jDJYJKWMIqJq8Vb2bmbN684c8LhzoN/k432fL1ddN+tr5HQy9lRrsB4/UAlFraTOVHTLrysPv5EzGp/1l0z1tXqiy/nD6gW3PZpMtTc92GtbYXjWCT6JbxrVs2ZPysaaC9yRuv0X6orXsx+EVQiUzoQeX8sd1SWbf+9567/2324BBUhIQH+YsE2m221187GWt/OmvO9+P07xu2qWLZUjrYZHz1JbNID0zZrmXDNGnS+N1D2rRpRwzy07FeuJv8cmqfbgBmmyRUrFs+N/Q/xLmju4oW+TjQ3mTK936eAzvXeH7BJCMEFVcIKtEyMvygEhc/4oF8/OseQm/OVilflY7zEo6lcHD/jnCDSlx81afL0IkZijU1ta5rXyuX9YsWA8dONw1X4BJBJSxhFZMJM+Zdl/ny7xVFanU3e5Bs0H/M9HfKtdN9YV2fpYKUmkDdW4VYyjRJBcXq9rgr15VQdH+emqWb9N3lM6hR7Y5DU8U/0NJ9uP0B04kz58tx6p90nilQv3GPUWeOBhyRINxNolvGJeNJDHu3fHvd3uyhvLWqtxuyY/smzy+e5IKgEpmvvyzuUDk2k1XVq1GlXKr4pzi6d2pp9uAcVOLiK/Rd2jfP8MqLJgZce+21WbNkHNi7k2lJZXNk30Z5Ld3J78033yQ1dd3kzDLu2wHXXXedrFCkYH7bIskJxT4pcNddV7oyu/++e0t/UWzXpoAdskewycQxQ97J/Yb+FeiZp59oXL/mmcORdIOxaPbk4kUL3XHH7WZvktmkwj1/5neeXyrJDkHFFYJKEiHVr317th07uDsxmmP9euZAbMx2STu/nfV/L0bECCqJ6tSRPXt2+emEKi7+gXK5qjdt2iD//T20CzuCUiYHIJucDhwtxIF924/GBmwQJccpSSlmz1bb+PEOItgkumXcOrdbtmzk6fkIEFSujgM71xzdF2F+/vV0TOyutQd3rzNPigd1/tjufdtWHYvZrH9FsTkZu9W5j7JTB7fJTsIakCTcTSRxSbiK2b7q4onoFF55y5tXLzq8d4Ptx2qEjqDiCkEFcIOgAkAjqADQCCquEFQANwgqADSCCgCNoOIKQQVwg6ACQCOoANAIKq4QVAA3CCoANIIKAI2g4gpBBXCDoAJAI6gA0AgqrhBUADcIKgA0ggoAjaDiCkEFcIOgAkAjqADQCCquEFQANwgqADSCCgCNoOIKQQVwg6ACQCOoANAIKq4QVAA3CCoANIIKAI2g4gpBBXCDoAJAI6gA0AgqrhBUADcIKgA0ggoAjaDiCkHl/9i77/go6vyP41jvzvPO885yxXbN09O7n78TRA8VAUWwnYftQPGnolKlBUF6R0GaROlIk470Ih0FBAFRWgBpoYdek1CSvd9nd5LJJ7MlO/NNspvwej+ef+juzGYTdr77fe9OAUxQVABoFBUAGkXFCEUFMEFRAaBRVABoFBUjFBXABEUFgEZRAaBRVIxQVAATFBUAGkUFgEZRMUJRAUxQVABoFBUAGkXFCEUFMEFRAaBRVABoFBUjFBXABEUFgEZRAaBRVIxQVAATFBUAGkUFgEZRMUJRAUxQVABoFBUAGkXFCEUFMEFRAaBRVABoFBUjFBXABEUFgEZRAaBRVIxQVAATFBUAGkUFgEZRMUJRAUxQVABoFBUAGkXFCEUFMEFRAaBRVABoFBUjFBXABEUFgEZRAaBRVIxQVAATFBUAGkUFgEZRMUJRAUxQVABoFBUAGkXFCEUFMEFRAaBRVABoFBUjFBXABEUFgEZRAaBRVIxQVAATFBUAGkUFgEZRMUJRAUxQVABoFBUAGkXFCEUFMEFRAaBRVABoFBUjFBXABEUFgEZRAaBRVIxQVAATFBUAGkUFgEZRMWIXlV/feEPZhx4A4Mqtt9xkbUG33XpzzJ8MgJgrde891phw1VU/ifmTARBzN1x/nTUmLF0wLebT/iJcVAghhBBCCCEFEb5RoagQQgghhBASd6GoGBWVyhXLL5g9EYAr1au9YG1Br7/6n5g/GQAxN3RAb2tMuO3Wm2P+ZADE3KPlHrLGBHb9MioqHEwPeMDB9AA0DqYHoHEwvRGKCmCCogJAo6gA0CgqRigqgAmKCgCNogJAo6gYoagAJigqADSKCgCNomKEogKYoKgA0CgqADSKihGKCmCCogJAo6gA0CgqRigqgAmKCgCNogJAo6gYoagAJigqADSKCgCNomKEogKYoKgA0CgqADSKihGKCmCCogJAo6gA0CgqRigqgAmKCgCNogJAo6gYoagAJigqADSKCgCNomKEogKYoKgA0CgqADSKihGKCmCCogJAo6gA0CgqRigqgAmKCgCNogJAo6gYoagAJigqADSKCgCNomKEogKYoKgA0CgqADSKihGKCmCCogJAo6gA0CgqRigqgAmKCgCNogJAo6gYoagAJigqADSKCgCNomKEogKYoKgA0CgqADSKihGKCmCCogJAo6gA0CgqRigqgAmKCgCNogJAo6gYoagAJigqADSKCgCNomKEogKYoKgA0CgqADSKihGKCmCCogJAo6gA0CgqRigqgAmKCgCNogJAo6gYoagAJigqADSKCgCNomKEogKYoKgA0CgqADSKihGKCmCCogJAo6gA0CgqRigqgAmKCgCNogJAo6gYoagAJigqADSKCgCNomKEogKYoKgA0CgqADSKihGKCmCCogJAo6gA0CgqRigqBSd5e1KnfuMeqdHlxkcbXVaq5jVl65d6uV3HvmOPpewIufympHUJ3YbdW7WtLC8L//GZ915I+Gjc9HkZp/cFL3zh1L5Jsxe+3rrv7c82/2mZuleUrn1TpSZVmyXOX7LMWmD/7h/ueq5lsI+GT475X6Y4oah4kOerNzLZUup3GSLr/uSfdS6/r9Yfnm72Ztv+69Z/H275cyf2DJ0469mGPWXJnz/8zm8qJpSu3qFF75G7dmwKt8qR/du7DBhftkZneWI/e6jeLU+8+1jND3oPn3z6yK7of01XW7TnVeZ+uVT+kndUafHLcg1+Vb7B3c+3qtlh4PKVK7390+xJ3ixDROU63f5apeUNFRrdWaXFM/W7Dxw74/C+bTF/2RQVFBVvVqxa1bjbsP/9T5trH2lwacmakre2xAAAIABJREFU15dv+Hitrp9OmHn+5N4Ia02YuSDkO502de4ix1qFs20Gc7u1ehi7PKwSgYzVXyxaUqvjoPteaX9z5SYyHsqjNeo6dMnyFTF/wRQhFBUjFJWCsG/Xlldb9pUpVIl73w4mb/+r1nzrWKVt4uhwyz/wascDe7bqhUdPnfOnZ94LubCQSZsMLjIqhbxXBqyY/32KE4qKW9G8eiOsLu/B0k+CV5TNp+9nU4OX37xpvcy2Q/4seZz+o0O8bUyZs0imSiFX+W3FhK+j6wCutmhvq5w6nCzTkXB/ybfaDZApS/T/LmeOJMvg8OMHQvxthcx4OnwyJv347pi/fuIfRcWtld+uLlujc7hXskyRI/RkadHhVrSNmPSFXqUQts1gHrZWD2OXh1UiWLriGylm4Z6z/JPJP1zMXzxFAkXFCEUl323ZvP4XZetHHjd/UzFBfzTbus+oyMvL0GMvX6fj4DzH5Z5DJ1FUCgdFxZUoX73hVv/q6+XhpgsWxzvxvl1bbny0UeQfN2T8TL3KnMVLLitVM8LyPy1TN8K3NxZXW7S3VaTOlXvz/cirVG/xSZT/LsdSdjz4eqc8/2lkanJk//aYv4riHEXFlTHT5kbe4sS/GvQIt3o0ReXz2Qvt5Qth2wzmYWv1MHZ5WCWC0VPnXFG6duRH+9H9dT6bMifmL6H4R1ExQlHJdxmn9/39hdb2lnxTpSbPNe7174Y9HR8Dj8revL9bu0YP0zLk9Rs1bez0ef/Xsq9ePqHbMGv58TPm2zfKpO3hNzpXa5b4N/UTxe3PNk/Zs7V09Q6WK9VwQ1HJXxQVV6J89YZb/bGaH9iLXVehoWwU7T4efd8r7e0brylbf++uLfbyzyf0tu+6tGRNqUnjps/rM2LyrU+8a99+9YP19mWvknZst2yw9l2/KFu/c/9x8pxlpnJVmbr27SWrtYvwO7rdor2tkjhyir6rcp1uMmMYNnHWQ7n7xrR5i/P8R5Ehq3zQLEp+dxnHbqiQa94j/1InDu6M+asozlFUXNm9c7P+Hk9edf9p2kdekJfkfkHuSd4ccvUVq1Y17TFckxm/XrFVn1H2woWzbQbzsLW6Hbu8rRLO/CXL5BH0c5M/wh+ebia//pW528vQibNi/hKKfxQVIxSVgjD5i4WyAd9RpcWUOYvsHVhnzP9Sb95dB02wbq/Rtr+eex3am/Mlcs0OA+27fv7wOycPJWcGZhX/qNpWRo26nQbt3/2DtaTceH/1DvbCMqnSz0ePUxSV/EVRccXDq9cmLcKeu1xRuvampHXW7RdO7ZPCY6/eqd846/ad2zfp99q2iaPth9qxLUnPjdp/Msa6feTkL/RGunDJ1/YqY6bN1XctXrY83O/odov2sIr8xf78r+b27TKrs8eZsyf26A9K5K48/1Fk4qV/tRsfbSTdzN4BT/4I/wjs/iGlRf5uMX8JxT+KilsNP/hUXmCVaneTVmDf+G73YfplKYUkmoeSrd7es1SGC8cxmYWwbQbzsLV6GLs8rBJO6tFdtz3ZVP/xX23ZN3l71rYvf4HWfUZZdUX+jWL+4ikSKCpGKCoFpMuA8WeO5Bq2vl65Um/5k7K/jP71Y43tG2t3GKRXWbvuO73K9OyPW+YvWRZ82LGM8vaS97zURt9FUSk4FBW33L56bVu3bLCX+WuVlvquHp9+bt9V6uWsrzv6fjZVbz6O/cifa9wreJUXm/QJ9yNk4n59+Yb2vU0+HB7uF/SwRbtdZePGdfrGsdPn6VX6jJhs3yVzlzy/A7lD7dT+s4fq/bBlg2MBmU5Va5bI4bNRoqi4lbJnq7xoHTe+P2C8fhlHs8+hDBH2m90VpWuPCtorqRC2zWAetlYPY5eHVcIZPXWOfijHb21ZvGx51WaJkY8nhI2iYoSiUmieqd/d3vJvqtTEOizVcSTJ4HEz9CoZp/fpHcbafTw63IN/s3q1/jTl45FT9L0UlYJDUTEX+dVr27dri73Mbysm6JPtNO6W8+HrlaVrWze+0aaffePNlZs4Hk1Pg2QV60jWP6qj/F9p/rFjFd2myoX5psLDFu1hlRGTcn3zszV3tXB8JrJoaegvf1Z+u7p+lyH6ryTufr6V3Gjr3H9czF8eRQ5FxdzxlB16J8znEz7Kc5WkjWt/93gTe4ueMf9LxwKFs20G87C1ehi7PKwSrGPfsbLV3/VcS/2UarTtr8eE1Ws4gN41iooRikrh+GDgeL3lj50+17pdpmj69uCxVX8DW6tjiA82MgNnIv79UzmL3fNSG8fJeSgqBYeiYijPV6/N8Z1Gm8TRZ0/skbmCbDU/VQeQiKMH/B++Plkv56OB+15p73i0oRNn6VWsDyD14wTv1aD3Sr+zSouQT9LDFu1hlW6DJ+hVHF/e7tiWFHK0cXDMn0L6y7/DHi+EcCgqhs6f3Pv0Oz3sF2HIb/mC/T33oW7XPtLguca9xkzLefEXzrYZzMPW6mHs8rBKsD+GPx+jbfRUjp53jaJihKJSCBzfydbsMNC+a8GSZfqu4F1i9KkGX37P+RGvOLh3293Pt7KX+UXZ+kkb1zqWoagUHIqKiWhevVpCt1y7rV9RunbIUxVbVwzQJzx9+I3OjoeSCYFeRWZC0nn0La3VMbgWmYjY995UyfmZpcXDFu1hFSlpehXHlRxkFqLvHTR2RsinKsUv9egux2coh/ZulRttnI/YA4qKCXlZVmuWaL8gL1Ennoks3CRbZvCnDvu7QeFsm8E8bK1uxy5vqwST7V22emmG9pIN3v9UDwiC3b08oKgYoagUtMHjZuizl/yrQQ99+arlub/2nbXwK8fqevB9q90Ax71H9m+/56U29gI/fqBOyGN8KSoFh6LiWZSvXk0mHI7dEiy3PPGuPhdN2jH/9LpynZw9te6v3sHxUI7vE6xzhena06znCMcqeueKcKcm87BFe1jF0S6s39fm2F8l3Dzvi0VLZHLjmN6Vea2j3GgL3v8NeaKoeCaTeMfZtLoNnhDlujU7DJS3V1Huzfevq9BQP4hsuZmFtW0G87C1ehi7PKwSrGqzRNnq9VnOfvd4Ez0giHlfLY3566TIoagYoagUqOGfz9Y73z9eq2vq0VxnW9fHB5cIui6V0J9tODrGsZQdJau1s+/90f11Zi5wDqMWikrBoah4E/2r1+F4yg6ZENj7aMn2JZtV0sa19pvrL8s1sJaUSbb9+DKfcDxO9yET7XvlQazZw82Vc3aLtyY3mt4dRSb0IZ+ehy3awyqDx+W6doTjmtOr1nyr752zeEnIpzp17iJpffp8RCUC53fWl/SWXznmL5Uih6LijbSUN9UptkoEdu/09lCyOevCc2Xp2qcOJxfOthnMw9bqYezysEowaTuy1V+T+0JwMkToMSHKgRoaRcUIRaXgOK5jVTGopWQGhmZ9dUjHbvHbt+bae3X8jPn2XScO7tRndJV5XvDuszaKSsGhqHjg6tUb0pkjyevXr1357WrrbKGLly23H61Ko17WMvpUYLIlOk5+9aqax9z9fCvrRn3Gi+D9vPV2VLdT6P3RPWzRHlZZvSbSrvOfTpip79UnVA12/uRefV6jax9pYJ+HVBs4dka4T2HhQFHxRrYp/boN3vfSle9zn5Jr48Z1hbNtBvOwtXoYuzysEo4+EZloHOoSMVK3HKcWQAQUFSMUlQIyYeYCfQntx2p+ENxSLPoiTb9/qqn+qKPdx6Ptu64sXfvg3m3W7acOJ+sLRck8L9yJES0UlYJDUXHL7avX4eShZMdO0udO7NHXK7T3dFq3/nv9djtgTM47xLGUHTIjt+9q1HWodbu+LtulJWvK5MZeZdHS5frRpsxZFO4Zetii3a7iaBdVmyXqJ6D/Gv+o2jbPP2nzXiP1r3bLE+/O/TJn744NG9ZK9ysRuNqjdZYCREZR8cC6lIqtVdQtJf347qfqdV/z/RrH7ZNmLwwuAIWwbQbzsLV6GLs8rBLO4X3brn6wnn60ep0Hy43WvTKTGTh2hnUp2IFhjn+DA0XFCEWlIMgk5gq1x7z8d/0uQxxXz5XJgbXw/NyH6z1R98Mly1fIDKn7kIl6t3t7Z/EzR5LL5b6M9P3VOzgeXOjD/igqBYei4oqrV69MPuSd+6ZKTXoNm2Q/wmut+t1RpUXfz6au/Hb1+vVrJ85a8KCqPXKXPv5bXwhS3nr7jZqWtHHtwiVf61UuK1XTvnakvKP//OF37Ltuf7b51LmL5N5x0+fZZz615iv2kWbSi257sumdVVosyN7i3G7R3lZp3WeUXiWh27Dv1q5ZvWZ1jdw7z0TzqadUxz883UyvZdWVsjU6/+XfuXYMK/Nax9NHQn/gAhtFxa1mPUfol9lvKyYEjwnWUeZSlaWW3Phoo1db9rXOsdt7uP/j/0tL1ny2Yc+hE2d9vXLl0hXfyI36DIF3PZd1TaRC2DaDn2Gmp63V7djlbZVwPsl9BqASgWMIS1ZrJyOAHiHl0SbMXBDz10/8o6gYoagUBMdu3yHJFm4vr/cuDUnGXPsy3p9NmZPng4sO6uqzFJWCQ1FxxdWr1/6s8ZJ737b2R5JmonendLj8vlpffp3rooSyvL4kc0iOz24dO5QHu0Qd9SGlyD7+/k9qv3BXW7S3VaTyOVpEMGkaUZ6iRzqhntiFI9OUyDuSIZOi4tKe5M3RjAkV3vpAFm7/yRj7lpGTv5COLZUgz3X1ZLqgt03HM7Ru9LC1ehi7PKwSTsbpfW+3H5DnH1aq2rCJs2L+Eop/FBUjFJWC4LaopB3brb9fdvhtxYTv1uZ8r01RiSsUFVdcvXrve6W9fcuGDf7TFkeYMfz84XeCz8kj5n21VH8E6FC306DgqXzXQRP0OTAcb8z25CMz8F2EfU6/Gyo0sm93tUV7XkXK21+rhDgHmuXB1ztFczFvW9LGtaVebhfu0eQXb9xtWLhjcKFRVFxxVVTe7Z5zgvJPPpt6PGXHG236XRJ+rcvvq9Xj08/1jyvobdPxDO3bPWytHsYuD6tE0Ln/uAjN528vtF6yfEX0j3Yxo6gYoagUhNufdVdULJNmL3y8Vlc9LtxZpUWbxNEyFuvFRlFU4glFxRVXr96Jsxb86H7/5vBikz7W6lIMEkdOKVujsz6P8LWPNJDJytbwl4Q7sGerTLL1iUSvfrDeM/W7Lwi6KoJNZh7VmiX+qnzOjt2/qZhQo23/4J9izUuk2PQZMdlxV5RbtMkqMoXqNWxSyWrt7GYlM7Myr3UcPG6GPg16lDJO75MaVql2N71Py82VmzTqOnTL5vUxf/EUFRQVV/bu2hLNmGAVlR+2bJBiUCKwk6c9s5cXZ9Mew+95qY3+ulWGBdmEg1uHpeC2zZDP0OJha/UwdnlYJYJtP2yUzV9f11Kes/wdhn8+28MIc9GiqBihqMQb2fhloEnenuS4fi3iE0WlQB09sH371hAnoZLNZMe2pLXrvtu5fZPjAmoRSM+R5Q/u3Rb9x4ryBGSVY+GnL2L3zs0pYa70nOlpi/awSvrx3XuSN8uc72z2bvEm5AnIo23cuI6j5z2gqBQome5LMzkX6nUu24sMC+vXr5XNJ5ptvIC2zQjP0OJha/UwdnlYJYITB3duSlonDxjh90I4FBUjFBXABEUFgEZRAaBRVIxQVAATFBUAGkUFgEZRMUJRAUxQVABoFBUAGkXFCEUFMEFRAaBRVABoFBUjFBXABEUFgEZRAaBRVIxQVAATFBUAGkUFgEZRMUJRAUxQVABoFBUAGkXFCEUFMEFRAaBRVABoFBUjFBXABEUFgEZRAaBRVIxQVAATFBUAGkUFgEZRMUJRAUxQVABoFBUAGkXFCEUFMEFRAaBRVABoFBUjFBXABEUFgEZRAaBRVIxQVAATFBUAGkUFgEZRMUJRAUxQVABoFBUAGkXFCEUFMEFRAaBRVABoFBUjFBXABEUFgEZRAaBRVIxQVAATFBUAGkUFgEZRMUJRAUxQVABoFBUAGkXFCEUFMEFRAaBRVABoFBUjFBXABEUFgEZRAaBRVIxQVAATFBUAGkUFgEZRMUJRAUxQVABoFBUAGkXFCEUFMEFRAaBRVABoFBUjFBXABEUFgEZRAaBRVIxQVAATFBUAGkUFgEZRMUJRAUxQVABoFBUAGkXFCEUFMEFRAaBRVABoFBUjFBXABEUFgEZRAaBRVIxQVAATFBUAGkUFgEZRMUJRAUxQVABoFBUAGkXFCEUFMEFRAaBRVABoFBUjFBXABEUFgEZRAaBRVIxQVAATFBUAGkUFgEZRMUJRAUxQVABoFBUAGkXFCEUFMEFRAaBRVABoFBUjdlH59Y03lH3oAQCu3HrLTdYWdNutN8f8yQCIuVL33mONCVdd9ZOYPxkAMXfD9ddZY8LSBdNiPu0vwkWFEEIIIYQQUhDhGxWKCiGEEEIIIXEXiopRUalcsfyC2RMBuFK92gvWFvT6q/+J+ZMBEHNDB/S2xoTbbr055k8GQMw9Wu4ha0xg1y+josLB9IAHHEwPQONgegAaB9MboagAJigqADSKCgCNomKEogKYoKgA0CgqADSKihGKCmCCogJAo6gA0CgqRigqgAmKCgCNogJAo6gYoagAJigqADSKCgCNomKEogKYoKgA0CgqADSKihGKCmCCogJAo6gA0CgqRigqgAmKCgCNogJAo6gYoagAJigqADSKCgCNomKEogKYoKgA0CgqADSKihGKCmCCogJAo6gA0CgqRigqgAmKCgCNogJAo6gYoagAJigqADSKCgCNomKEogKYoKgA0CgqADSKihGKCmCCogJAo6gA0CgqRigqgAmKCgCNogJAo6gYoagAJigqADSKCgCNomKEogKYoKgA0CgqADSKihGKCmCCogJAo6gA0CgqRigqgAmKCgCNogJAo6gYoagAJigqADSKCgCNomKEogKYoKgA0CgqADSKihGKCmCCogJAo6gA0CgqRigqgAmKCgCNogJAo6gYoagAJigqADSKCgCNomKEogKYoKgA0CgqADSKihGKCmCCogJAo6gA0CgqRigqgAmKCgCNogJAo6gYoagAJigqADSKCgCNomKEogKYoKgA0CgqADSKihGKCmCCogJAo6gA0CgqRigqgAmKCgCNogJAo6gYoagAJigqADSKCgCNomKEopLvLpzaN2n2wtdb97392eY/LVP3itK1b6rUpGqzxPlLloVc/tyJPUMnznq2Yc8/PN3s5w+/85uKCaWrd2jRe+SuHZtCLp+8PalTv3GP1Ohy46ONLitV85qy9Uu93K5j37HHUnYYPhN4QFHxZsLMBXc91zKyqXMXBa/Yus+okAufP7k3eOG5Xy6V1/8dVVr8slyDX5VvcPfzrWp2GLh85coIT8zDKg5ut2hxZP/2LgPGl63RWbbQnz1U75Yn3n2s5ge9h08+fWRXPq4SwanDyaOmzHmxSZ97Xmrz68ca//GZ98q9+X7n/uN+2LIh5i+VIoei4s2KVasadxv2v/9pc+0jDS4tWfP68g0fr9X10wkzQ27awTZsWGuPBrLFpR6NtCF42Hw2Ja1L6Dbs3qpt5Z1X3nZlG3kh4aNx0+dlnN4X/e9YCCOSh/Ensu/WrmnVZ9RDr3eSX1l+dxkiqrf45PPZC8+e2BPz10xRQVExQlHJX6OnzvnTM++VuPftkN5s21/KQ66//6b1d1ZpEXLhn/yzTv/RuV7T+3ZtebVl38vvqxVy+RsqNFq15lvPzwTeUFS8GTh2RrgXp23EpC+CV3yjTb+QC5/L/a4pM295qw73yG+1G3Au6F3WwyrBXG3RlilzFsnMLOQqv62Y8HWoGYmHVSKQaY3MZkI+2mWlar7Wqp+MPDF/wRQhFBW3Vn67WjpDuE3vvlfaH963Lc8H+b+Wfe1V3ukyJMKSHjaftomjw73zPvBqxwN7tub59ApnRPIw/kQg3UbKWLgnIEVo7PS5MX/xFAkUFSMUlXxUp+PgPOdePYdOspeXt/8bH20Uefkh42daC2/ZvP4XZetHXlhmG9YHQm6fCTyjqHgTTVH5fPbC4BWjKSpSwsu9+X7kB6/e4hP9sB5WCeZqi7bMWbxEykCE5X9apu669d8brhJOxul9MqXL8x/ipkpN1ny/JuavmaKCouLKmGlzI7+exb8a9Ij8IDKlvqJ0bWthebTtW5PCLelh82ndZ1TkpyfdIPI3mYUzInkYfyL4ft134T6/0Op3GcKHnnmiqBihqOSj8TPm21vv5ffVeviNztWaJf7thdZ6q7792eb28s8n9LZvv7RkTWkX46bP6zNi8q1PvGvffvWD9ayPM2VK8Xf1UDJ1eK5xr3837PmTf9bRjz9qyhwPzwSeUVS8WbFqVdMewzV509Wvz1Z9RoVcsXP/caWrdxB/eLqZXl4XlcSRU/Rdlet0+2zKnGETZz30eid9+7R5i01WCeZqixZpx3bLhmzf9Yuy9eW3k41XJkZXlalr316yWjv7R3hYJYJ2H492TDt+/ECdv1Zp+funmuobf/ZQvbXrvov5a6aooKi4snvnZnnV2S82eZv7T9M+5d98/5Lcr8w9yZsjPEjDDz61l3yxSZ9wi3nYfL5bu0YXG+kk/UZNGzt9nv4CRyR0Gxbh6RXOiOR2/IkgZc/WGyo4O4/0FvnXkdFA3yh/h5i/hOIfRcUIRSUfSZf4R9W2MqjV7TRo/+4f7Bvvr97B3qplNLRu37l9kwwl9u1tE0fbj7NjW5IeuNt/Msa6ffIXC+V/76jSYsqcRfZ+sTPmf6lHja6DJrh9JjBBUckXsjnYeyrKBOWj4ZPzXOXTCTNDFhV5nf/5X83t22XGY28sZ0/s0W1f7vK8Sshfwe0WPXLyF/pXWLjka3uVMdPm6rsWL1vueZVwpHvYH0KXCHyi8cHA8acOJ1v3bkpaJxM+a8YT8mAhhENRccuqGZVqd5NWYN/4bvdh+vW8YtWqcKsf3rdN5t/2kt+sXh1uSQ+bT422/e0br6vQ8NDenL28anYYaN/184ffOXkoOeQPLZwRycP4E8FL7+ba46t09Q723z/9+G7pS1aNkdYk/xvz10/8o6gYoajkr/lLlgUfqi7jr73B3/NSG+vGvp9N1QOBYyfX5xr3su8q9XLOpztdBow/cyTXaPj1ypX6cSZl7y0T/TOBCYqKua1bNtif+cnU2fpWME/hisrGjev07WOnz9Nr9Rkx2b5L3tdPHNzpbZVgHrZoqwlY/lqlpV7+wql915dvaN/b5MPhnlcJ5+32AyL81pYen37efcjEmL9CihaKilspe7bKVua48f0B4/V2d2T/9nCr6y8Gy9boHOEHedh8fv1YY/vG2h0G6VWk6ustaHqYr1sLZ0TyNqMIaU/yZt15SlZr55h1iL27tlSu0+3g3ryPHUImRcUQRaWgfbN6td7mPx45xbpd72p/c+UmjrX0GH1l6doRjuJ9pn53e8mbKjWJ8PFGuGcCExQVQ0kb1/7u8Sb2S33G/C+jXDFcURkxKdeHpltzn7fKUewXLV3ubZVgHrboP6rTXbzS/GPHKvpjhXLZn5t6WMXhWMqO+l2GiGvUMW+/KFvfutEWro8hTxQVc8dTduh9tJ5P+CjckjKHvq5CTsGYOnfR/t0/2DuUdhs8QS/sdvPZtWOT3vYHj5uhl884vU/vei19KeQzLJwRKV9mFGOmzZVt//FaXfXjy59FjwwhP9FAZBQVIxSVAiUjpt7b+56X2thF4sl6OQXjvlfaO1YcOnFWhE9HbB8MHK8Xi3AKjgjPBCYoKob+nvvQqWsfafBc417yfpnniuGKikxN9O2OzwJ3bEsK3mQ8rBLMwxb9U7Vb/Lvdnfu4653g76zSwrrRwyoOjrlXOJzpyzOKiqHzJ/c+/U4P+6X4s4fqRThN9kfDJ+vXvJQH/UWHNBO9sNvN55vVq/VGEfwxym1P5ryr1uo4KOQzLJwRKV9mFOFOVaK93X5AzF8hRQ5FxQhFpeAc3Lvt7udb2Zv3L8rWT9q41r5Xn43x4Tec31bL0KOHhpDDtOOr3podBnp7JjBBUTH0xzAn0Zb3Xft4iZDCFZU2iaP17Y6rHMg7tL530NgZ3lYJ5naLlp+ib2kddPIAmffY995Uyf8RqYdVQko9umvZN9/oh5o4a4HcqMX8hVF0UVRMXDi1r1qzRPuVeUn2GWJCkq1eHylubZvhioqHzWfBkmV6leC9qfW5gF9+z/kVjaVwRiTzGYX195RtX3eef1Rt6xgZojlLOxwoKkYoKgXkyP7t97zUxt7af/xAHcexrZXr5HzLfH/1Do7VHd/87g36dHPwuBn6pCj/atAj3FWx8nwmMEFRMSQFW169otyb7+tdOMQbbfpFWDFcUXF8zZh2LNc3h47vE6w5kIdVgnnYovV+I816jnCsoj/dtM/R52EVh5Q9W2VOc2/Vtvr53PVcS7lRi+bKFQiJouKZzMgdZ9Ny7LvloDerXz/W2NpyI3yj4nbzWZ57J6tZC79yrKI/Z3mrXeivGgpnRDKcUVi6Dpog2/6vyudcZOanZeo6RgYOWvOAomKEolIQjqXsKFmtnb2p/+j+OjMXOAe4V5p/HG4wFTIW2PdeWrKmY5wa/vlsfbTJ47W6hvsENJpnAhMUlXwkr3M9TbmydO0IX6qEKyrS4fXtjusxr1rzrb53zuIl3lYJ5mGLvrlyzl74wa1M7/1S5rWO1o0eVnHYv/sH6+rd+gJ28t/2Vb0t+uxGcIWi4o20lDfVKbZEG3XqqpD0lUYuK1VTZtVCt5FLAlNt4W2L27plg34+wZeg1efqbdF7ZMgnWTgjksmMwta6zyjZ9n+b+/Ip8r96ZIjmpGFwoKgYoajkuxMHd+qzAEs3CHl8cI9PP9cjrOPQ1VfVdO3u51vpuxyXx6oYvqVE+UxggqKSv77PfSKdjRvXhVsyXFFZvSbSbuWOtazpuIdVgnnYovWZMIJ3K9f7tNTtNMjzKuHoEwGVCByFHLzMoqXL9SlcEQ2KijfyitUvyOBds4I1h/ihAAAgAElEQVSVVm9wkVnvkm43H+lO+jrLjsNatm/NdazI+BnzQz7JwhmRPM8ogq1b/71+fJlFnA3a3UuqjpQfdgOLEkXFCEUlf506nKyvxyTdINwpCx1jwYAxOS/fYyk7rn0k57vXRl2H2ndNmLlAfw76WM0PwrWU6J8JTFBUvEk/vvupet2Dr3c+afbCaFpBZviicv7kXn1G0arNEvVa5dVHsP+o2tbzKsE8bNH6mm6XlqypW5k0BP1oU+Ys8rxKOF8sWqKX//EDdfqNmmbPSFL2bG3Wc8QVpWv//OF3ZNoU8xdMEUJR8UBfsbFE+Ou9OrgtKh42H30Vxd8/1VR/F6FPi3xl6drhztVbOCOStxlFOP/8v4760cq9+f6mpKy/lZS3OYuX/M+L/v3JX2n+seP4GYREUTFCUclHZ44k62+irY8iHJffFvYBeQ+/kXP029UP1pNZQtLGtQuXfP2gKhiXlappDxAydOoLtMl/1+8yxPHgzXuN9PBM4BlFxZvegXP1yFzh2YY9h06c9fXKlUtXfCM36ksZ3PVc1oUORk2Zc9uTTe+s0mKBesWGKyqZgR0Y9F0J3YZ9t3aNzLZr5N6xRJ9s1O0qUrFkinBTpSa9hk2yH8TtFi0TCKkB9l23P9t86txFcu+46fPsUzZb0yP7CDQPq0TwQkKuy7qJX5ZrUOa1jvdWbas/ELmhQqPNm9bH/DVTVFBU3JJKrF+Ev62YEPxuZR0yfvTA9qfqdb/x0Uavtuwrm/y0eYtlHHDo2HesfulaN1qbg4fNZ37u4+mfqPvhkuUrpOF0HzLxSvV2rE923LjbMKkZj9ToYu+yVQgjUqb78ScC+Vl6slEisBOddSSbY8ewBu9/GvPXT/yjqBihqOSjz6bMcbzrh9QhexfP9evX6uvFhqQ/WNKXqg1HhiEPzwSeUVQ8OHU4WaYaeb4+J8xckBn47sXe6fxPat/rCEVFivpf/p3HxiLvuBdO7fO8iv2hprx/J29Psm50u0VnBu2MHuySoKNiPKwSjkz77nulfZ7/EL+pmMCXKtGjqLiyJ3lzNO9WFd76QBZu/8kY+5aRk51HjFgiHEyf6Wnz0Yd/hHR9+Yb7d/9gLbx4Wc43M1IqrBsLYUTK9DT+RDD889l6J/NwancYpJ8DQqKoGKGo5CMP9WDeV0v1BzwOdTvlGgIoKnGIouLB8ZQdb7Tpd0n4V+bl99Xq8enn1sLSauwlb6jQyH6QCEVFSHn4a5WW4R7/wdc7BV/o2tUqen6/YUPOyb5dbdGWroMm6HNjaFeWrh1yNuZhlXBOHkquqs4GG+zpd3o4juVFZBQVV1wVlXe7D7Nv+eSzqSEfMHJRyXS/+aQd2613AHP4bcWE79bm7MI6Y/6X9l0vqOtUFvSIZPEw/kQwde4ix/cnmtQzxxUwEQ5FxQhFJR+N8lQPDuzZ2rjbMH2Ww6sfrPdM/e4LgvbLuv3ZaIuKt2cCDygqnm3ZvL5pj+H3vNRGf2537SMNqjVL1G/8mdmzE5lb9Bkx2b4xclHJDEwveg2bVLJaO3tSIv2nzGsd5c013G5R0a8ycdaCH93v//DyxSZ9HA8S/RZtk99Xfmt9VtDfVEyo0bb/1vDXufOwSgRffr3ileYf6x3ZZbrz8nsfcyS9BxQVV/bu2hLNu5VVVH7YssGaOt9RpUXwNN2SZ1HJ9LT5TJq98PFaXfVXFndWadEmcfTxlB16sfTju61dra4pW3/ZN9/ouwp0RLJ5GH8iOHko+YOB4/W5Q8X//qeN3Hgs9y+OCCgqRigq8ePU4eSd2zcd3LuNL1KLEIqKuTNHkndsS1q/fq28xYZ78e/euTklzNWU8yRThz3Jm2U+FHzuGpNVjh7Yvn1rUoQH8bBFy2PKKq5mAB5WiUCe7YYNa/fv/oFjZD2jqBQombtv2bw+v8435XbzkXogw1Ty9iTH1eI12d6lUEU4tXoBjUgO+TujkD+7DHfyl4/wiyMciooRigpggqICQKOoANAoKkYoKoAJigoAjaICQKOoGKGoACYoKgA0igoAjaJihKICmKCoANAoKgA0iooRigpggqICQKOoANAoKkYoKoAJigoAjaICQKOoGKGoACYoKgA0igoAjaJihKICmKCoANAoKgA0iooRigpggqICQKOoANAoKkYoKoAJigoAjaICQKOoGKGoACYoKgA0igoAjaJihKICmKCoANAoKgA0iooRigpggqICQKOoANAoKkYoKoAJigoAjaICQKOoGKGoACYoKgA0igoAjaJihKICmKCoANAoKgA0iooRigpggqICQKOoANAoKkYoKoAJigoAjaICQKOoGKGoACYoKgA0igoAjaJihKICmKCoANAoKgA0iooRigpggqICQKOoANAoKkYoKoAJigoAjaICQKOoGKGoACYoKgA0igoAjaJihKICmKCoANAoKgA0iooRigpggqICQKOoANAoKkYoKoAJigoAjaICQKOoGKGoACYoKgA0igoAjaJihKICmKCoANAoKgA0iooRigpggqICQKOoANAoKkYoKoAJigoAjaICQKOoGKGoACYoKgA0igoAjaJihKICmKCoANAoKgA0iooRigpggqICQKOoANAoKkYoKoAJigoAjaICQKOoGKGoACYoKgA0igoAjaJihKICmKCoANAoKgA0iooRu6j8+sYbyj70AABXbr3lJmsLuu3Wm2P+ZADEXKl777HGhKuu+knMnwyAmLvh+uusMWHpgmkxn/YX4aJCCCGEEEIIKYjwjQpFhRBCCCGEkLgLRcWoqFSuWH7B7IkAXKle7QVrC3r91f/E/MkAiLmhA3pbY8Jtt94c8ycDIOYeLfeQNSaw65dRUeFgesADDqYHoHEwPQCNg+mNUFQAExQVABpFBYBGUTFCUQFMUFQAaBQVABpFxQhFBTBBUQGgUVQAaBQVIxQVwARFBYBGUQGgUVSMUFQAExQVABpFBYBGUTFCUQFMUFQAaBQVABpFxQhFBTBBUQGgUVQAaBQVIxQVwARFBYBGUQGgUVSMUFQAExQVABpFBYBGUTFCUQFMUFQAaBQVABpFxQhFBTBBUQGgUVQAaBQVIxQVwARFBYBGUQGgUVSMUFQAExQVABpFBYBGUTFCUQFMUFQAaBQVABpFxQhFBTBBUQGgUVQAaBQVIxQVwARFBYBGUQGgUVSMUFQAExQVABpFBYBGUTFCUQFMUFQAaBQVABpFxQhFBTBBUQGgUVQAaBQVIxQVwARFBYBGUQGgUVSMUFQAExQVABpFBYBGUTFCUQFMUFQAaBQVABpFxQhFBTBBUQGgUVQAaBQVIxQVwARFBYBGUQGgUVSMUFQAExQVABpFBYBGUTFCUQFMUFQAaBQVABpFxQhFBTBBUQGgUVQAaBQVIxQVwARFBYBGUQGgUVSMUFQAExQVABpFBYBGUTFCUQFMUFQAaBQVABpFxQhFBTBBUQGgUVQAaBQVIxQVwARFBYBGUQGgUVSMUFQAExQVABpFBYBGUTFCUcl3F07tmzR74eut+97+bPOflql7RenaN1VqUrVZ4vwly0Iuf+7EnqETZz3bsOcfnm7284ff+U3FhNLVO7ToPXLXjk0hl0/entSp37hHanS58dFGl5WqeU3Z+qVebtex79hjKTv0Mnc91zKy1n1GxfxvVQxQVNyq8NYHkV+Zlet0C7fuhJkL8nxhT527yLHWkf3buwwYX7ZGZ9kSf/ZQvVueePexmh/0Hj759JFd4X7QpqR1Cd2G3Vu1rWxlson98Zn3Xkj4aNz0eRmn90X/m879cqmMA3dUafHLcg1+Vb7B3c+3qtlh4PKVK/NxFbejR2Qydn2xaEmtjoPue6X9zZWbyJ9LHq1R16FLlq+I+cumCKGoeOD2fTPY7p2bm/Uc8fcXWv/4gTqXlqx5XYWG5d58v93Ho5M2rg1e2MOG42EYCeZhYPGwioeRJ4I9yZs/Gj5ZhuW/Vml5Q4VGd1Zp8Uz97gPHzji8b1vMXzZFBUXFCEUlf42eOudPz7xX4t63Q3qzbX8ZjnP9/Tetl80+5MI/+Wed/qNzvab37dryasu+l99XK+TyMoKsWvOtteSWzevDPQfbG236xfzPVQxQVNz63eNNIr8y5Z043Lry7pjnC3vEpC/0KlPmLLr2kQYhl/xtxYSvQ715t00cHW4re+DVjgf2bM3zdzx1OFnmQOGe4VvtBsg8yXwVV6NHnpau+EYmQ+GegMzPVn67OuYvniKBouKW2/fNYFJypN6EXP2Se98e/vlsvbCHDcfDMBLMw8DidhUPw0gEZ44kS3mT4hfy0aTgdfhkTPrx3TF//cQ/iooRiko+qtNxcJ6zqJ5DJ9nLS/G48dFGkZcfMn6mtbB0j1+UrR954d9UTLA+3YmmqNTvMiTmf7FigKLiVp5F5X9ebBNu3WiKyuezF9rLz1m85LJSNSMsLJObdeu/1z+idZ9RkR9fpjiRP0OVSVW5N9+P/CDVW3xiuIqr0SNPMlO8onTtyI/2o/vrfDZlTsxfP/GPouKK2/fNYGOmzb20ZNjNXArGkf3b7YU9bDgehpFgHgYWt6t4GEYiOJay48HXO+X5T1O2Rmf950VIFBUjFJV8NH7GfHvrvfy+Wg+/0blas8S/vdBab9W3P9vcXv75hN727TLOyng9bvq8PiMm3/rEu/btVz9YTwZWWTjj9L6/q4e6qVKT5xr3+nfDnj/5Z65PO0YFZhKH9m5t2mO41qjrUL1kpdrdXH1hjXAoKm517j/O8eL8w9PN7Ffm759q+sOWDeHWXbFqlWNded/Vr/9WaofGtGO7ZTOx75KeLz9aNlJ5+79Kffhaslo7e5Xv1q7RMxKZB/QbNW3s9Hn/17Kv/ikJ3YZF+AUTR07RC1eu003m98Mmznoo97v+tHmLTVZxNXpENn/JMsc8T/4I8o8iv/6VudvL0ImzYv76iX8UFVfcvm86HNiz9Zflcr7ruL96h97DJ8s22/ezqVUa9brk3re7Dpqgl3e74XgYRoJ5GFg8rOJhGAlH5hvlgzqP/O4yCbmhQq6aJ/9SJw7ujPmrKM5RVIxQVPKRbNv/qNpWBpe6nQbt3/2DfaMMnfZWLUObdfvO7Zv05KBt4mj7cXZsS9Jftrb/ZIx1++QvFsr/3lGlxZQ5i+z9U2fM/1KPGo5B2SJD7TP1u9vLVG2WeNbN97+IgKJiSN719Xve3igm1jbZiOw9RmRG8tHwyfrekZO/0JvGwiVf23eNmTZX37V42XLr9hpt+9s3XlehoRR+e5WaHQbad/384XdOHkoO+ZRkw/zzv5rbS8qbvb2pykanP2uQuzyv4mH0CCf16K7bnmyq/xqvtuybvD3Julf+AjIhs+rKu90j1TPYKCquuHrfDNao61D90nUcubF23XfyCrf/18OG42EYCeZhYHG7iodhJAIpRfpXu/HRRtLN7B3w5I/wj8BuolJa5O8W85dQ/KOoGKGo5K/5S5YFH/xXqXY3e4O/56Ws3Vr6fjZVDwSOnU2fa9zLvqvUyzkf1XQZMP7MkVwzpK9XrtSPM0nt92KR5SvW6movUK/zYFcHBCMyioqJVmrfhjKvdTx6wMUuBFu3bLA/BL2idO1RQXslvdikj/3gf63SUt8l77jXl29o39vkw+HW7b9+rLF9Y+0Og/QqMuPRG9r0MJ9Kbty4Ti82dvo8fW+fEZPtu2TCZH0S6WEVb6NHSKOnztEP5fitLTIDq9osMc/jBGChqLgV/ftmsFuyBwGpGfYA4niXtHnYcDwMI8E8DCxuV/EwjERwhzqG52cP1Qv+llvKT7VmiZxmI0oUFSMUlYL2zerV+iOcj0dOsW5/o00/+8abKzdxrPX+gPH2vVeWrh3hADj9VclNlZo4jmw7eSi5bI3O9gKtONNXfqOoeJbQbZj9ypQuHW5uEVLSxrX2sS6ygcyY/2XwMn9Uh+e+0vxjx716GlQu8BHjrh2b9Dv94HEz9PJS7/XOk+0+Hh3yiY2YlOvz16253+AdHyssWrrc2yr5Mnp07Du2fpchdz3XUj9+jbb95Ubb6jUcQO8aRcVcuPdNh/Xr19rLlHmt45bN619I+Egm1iUCx408+vb7sxct0ct72HDcDiPBPAwsHlbxMIwEW/ntatnq9V9J3P18Kz0mdO4/LuYvjyKHomKEolKg9u/+4fdP5exWcc9Lbewi8WS9nIJx3yvtHSsOnThLjxThTjT0wcDxerGx0+c6FninyxC9wI/uryODafchE/W34TBBUfFm4qwF+pUpkxLZOpr2GB7leXX/nnsX9msfafBc415jpuV6/euzAAXvtqR39b6zSovMwNxIP2Zw+dG7SNXqGOKbB9Ft8AT9II72tWNbUvAG62GVfBk9/hj+PEu20VM5et41ioqhCO+bDrMWfmUvJpVbH6xiueTet7sMGG8v72HDcTuMBPMwsHhYxcMwEszRdkL6y7/DHi+EcCgqRigqBefg3m13P9/K3rx/Uba+PqG7/qLj4Tc6O9aVcUQPDSEPL3Z8i12zw8DgZRwfjdjuqNJi48Z1Mf8TFQMUFW/CvSPKZhK8+2KwcJNsmYicOpy1x7a+PfiqQfLubt97UyX/Z6sLlizTqwTvi6JPafrye87PVi1tEkfrB3HsZilTH33voLEzvK1iPnoImfylHt1lffxsafD+p3KLxu5eHlBUTER+33QYlrtahHRpyZrLvvnGWt7thuNhGAnmYWDxsIqHYSSYbO+y1Ts+AD20d6seEzgfsQcUFSMUlQJyZP/2e15qY2/qP36gjuNIu8p1cr4yvr96B8fqjmlc8BHGg8fNuEQt8K8GPc6f3Bv8NBJHTpG7xOO1uupzK5UIfC7i6pTqCImi4s3CJV9br8yn6nWXLUW/mH90f50tm9dHXl1qubV6uTffv65CQ/3Cti8QpPeOaNZzhOMRdIe3zim0PPfeEbMWfuVYRbejt9oNCPnEHO/xacdyvak79uiwjqvxsIrh6GGp2ixR5m36zEK/e7yJ3KLN+2ppzF8qRQ5FxbM83zcdZHPQL/XryzccPXXOjm1JX369Ql8UyD4nr4cNx+0wEszDwOJhFQ/DSLAvFi2Rrd7xMVCZ1zrqMSF4/zfkiaJihKJSEI6l7ChZrZ2eeM1c4BxoZGu3Fwi+wl33IRPtey8tWdMx6Az/fLbef1dKSJS7cvUfPV0PQHMWL4lmLURAUckXK1at0h/tt+g9Mvp1ZevQO2BcWbq29aXKzZVzTioafHnTp9/pod+JMwNH5+utw3HhSBHNMxw8LteVXhx7sq1a823wBuhhFZPRwyaTtruea3lN7qsz/flfzeVGW/DAhTxRVLyJ5n3TQYq0fvXqCzuuW/+9fbu9U5aHDcftMBLMw8DiYRUPw0iwqXMXyVavzx4mZIjQY4L8yjF/qRQ5FBUjFJV8d+LgTn1eRRltQx7p2+PTz+1lLivlPAvHq2ridffzrfRdY6bN1R+CVoy6pVh+VT5nL96+n02N+Z+rqKOo5JcqjXJOufNikz6u1v0+92lwrN0a9XkmgvdH15dNqNvJv5N3xul9+pqqjv3Rt2/NtZP3+BnzQz6T1Wsi7Vz+6YSZ+l7rlKMeVvE8egTTpwMSjUNdIkYmPY7DeREBRcWDKN83HXbv3Kxfvd+tXWPfJTXDvv3GRxtZN3rYcNwOI8E8DCweVvEwjIRz/uRefc6xax9pYJ+vXBs4doars8lfzCgqRigq+evU4WR9cSUZbcOdxlR/3iMGjMl5+R5L2SFDg31Xo65D7bsmzFxw+X217Lseq/lBuJZiXcfKcePBvdv06uEmW4geRcWtQWNntE0c7djR2bqWQp5v+bLWU/W6r/l+jeP2SbMXBr8N68ufXVqypj4oa9HS5Xr5KXMWWbfri8H9/qmm+ruIdh+Ptu+6snRt2ZRCPkPHe3zVZon6Xn0NNfl9Pa/ibfQI6fC+bVc/WE8/Wr3Og+VG614ZXmQ6Yl3ibWCY/drhQFFxK/r3zWB6Fy99crC5X+Z82WKf3djDhuNhGAnmYWBxu4qHYSSC5r1G6l/tlifelb+nfe+GDWutz5X+9kJrV+eUv2hRVIxQVPLRmSPJ5XJfzPX+6h0cF9IW9oFxD7+Rc2CfzBX6jZqWtHHtwiVfP6iG7MtK1dyUlDUyyjh4hbpQtPx3/S5DHA8u44ssKTM5a6f/Ui+36zl0koyn36xePWrKnP95sY1efU/y5pj/0Yo6ioorMvG1Tit8U6UmrfqMmr1oyao138qk5N8Ne+oNx+rY8hYoteTGRxu92rKvdTxV7+GTrenCsw17Dp046+uVK5eu+EZu1FczuOu5rGsdyMzj5w+/Y99++7PNp85dJFuTPLh9amNrEmAf3zU/9zGsT9T9cMnyFTI16T5kor5Gu95Lu3G3YTI/eKRGF3tfi9bq4jAlApeO/m7tmtVrVusruJXIfcpRD6u4HT0i+CT3aTlKBI4NKFmtXZnXOuo/oDzahJkLYv4Sin8UFVdcvW/KW5vMs2X06DVskrW6vjThVWXqtk0cLW+U8q6nL6De4P1P7R/ndsPxMIzIW+1tTza9s0qLBdnv9R4GFg+reBhGwpHq6Dio1aorZWt0/su/c+0YJqPE6SOcRDQPFBUjFJV89FnuA/vC6ZB9ydv169fqS+GGpK984thzNCQZYTNzn4QxnHe6DIn5X6wYoKi44jiHZkj3vNTGOtlU+0/G2DeOnPyFvHdKaclzdT2Zduy3HeySoN219V7sIUkpsq+fvXhZzkeqMhuwbpSJl+O9PJi83+sTanlYxe3oEUHG6X1vtx+Q5x9WpkfDJs6K+Uso/lFUXHH1vml/MyBbrrU/kmwU//y/jhFWlPaiT87hYcNxNYykH99tH3//J3UYjKuBxdsqHoaRCKQT6g+AwpGiEnlHMmRSVAxRVPKR26KSGTgWUH9a41C30yA9pkRfVGQ6qM/+HuyFhI845Ve+oKi4MnPBV3qv7mB3PdfS3u/53e45V4T85LOpx1N2vNGm3yXh1738vlo9Pv3c8RO7Dpqgzzyhycxb+o9j+bRju/VOFw6/rZig94OfMf9LvU3Zt8sU6q9VWoZ7kAdf73Rkv3N/CQ+ruBo98tS5/7gIE7i/vdCaq1BHiaLiiqv3zfteaW/fsmFD1mmLU/ZsfeDV0F3lR/fXGRu0C7SHDSf6YeTU4WR7jLqhQiP7dlcDi+dVPAwjESRtXFvq5XbhHk1+8cbdhoU7Vwc0iooRiko+GuW+qGQGTnAuW7s+IeDVD9Z7pn73BUGnTr/92WiLSmZg1/OeQyeVrdFZn11RRpbHa3X9PIrrVCBKrd5rZG1BHVo3jfmTKRLSj+8eM23usw17Ok4rfG/VtvKKPav68w9bNsibcYnAZX/s99ctm9c37TH8npfa6FNKXPtIg2rNEoPfti1yu9yrTyPxm4oJNdr23xrmAiOZgYNeZEvRE/c7q7RokzhaypLjd7H2GLmmbH37Wg0Wef/uNWxSyWrt7PmN9Kgyr3UcPG5GyDOJe1sl+tEjGtt+2Nio61B9LTl5AvJ3GP757HBPAMHWr1psjQl33fmXmD+Z+OfqfXPirAXSPUoEnW8j9eiu3sMn36GuLnJVmbovJHy0bv33IX+ohw0n+mHE+oRFtuI+IyY77opyYDFZxcMwEkHG6X1SwyrV7qb3N7u5chMZKPI8iTxsFBUjFJX4cepw8s7tmw7u3Za/F1k7d2LP7p2bZbzetWPTWb5FyW8UFRMpe7Zu3LhO5sfh9nKWN115Owz57d+ZI8k7tiWtX79W5hxRbjJHD2yXTexY+DmBg7yvy4Mnb09yXOZZkx8thco6IXJIUmb2JG/eu2tL9Fufh1Xyd/Q4cXDnpqR18oB87+oBRaVAyVa8fWuIk1BZZFOVl65ss1G+dD1sONEMI/Kem7In7A5R0Qws5qt4GEYiPwF5NBmuOXreA4qKEYoKYIKiAkCjqADQKCpGKCqACYoKAI2iAkCjqBihqAAmKCoANIoKAI2iYoSiApigqADQKCoANIqKEYoKYIKiAkCjqADQKCpGKCqACYoKAI2iAkCjqBihqAAmKCoANIoKAI2iYoSiApigqADQKCoANIqKEYoKYIKiAkCjqADQKCpGKCqACYoKAI2iAkCjqBihqAAmKCoANIoKAI2iYoSiApigqADQKCoANIqKEYoKYIKiAkCjqADQ4rWopB6I+ZOIBkUFMEFRAaBRVABocVpU/uvL9J07Gf91haICmKCoANAoKgC0eC0qVnwZgboS+ycUDkUFMEFRAaBRVABo8V1UrLaSGb91haICmKCoANAoKgC0IlBUVF05EW91haICmKCoANAoKgC0IlNUcurK2ePxU1coKoAJigoAjaICQIvHopJ6IGxRya4rF3xnj8X+iVJUADMUFQAaRQWAFl9FJfWA7/wp6SF5FJXsunI+5nWFogKYoKgA0CgqALR4KSrZFcXqIFEVlXioKxQVwARFBYBGUQGgxb6opKb4zp+2K4rropJdVy7E5NgVigpggqICQKOoANBiWVTSpKKc+a/PF9w7XBeV7LqSUciXiaSoACYoKgA0igoALTZFJXxFMSoqdl8ptLpCUQFMUFQAaBQVAFphF5W0g74LqREqSn4UFbuunD+dmZpSoL8PRQUwQVEBoFFUAGiFV1TSDvkupOVZUfKvqGTVFZ/v/BmpRwX0W1FUABMUFQAaRQWAVhhFxaoobpJ/RcWuKxdSC6KuUFQAExQVABpFBYBWoEXFl37YdyHdQ7HI76KSHXk28pzy8TekqAAmKCoANIoKAK2Aioov/agv45znQlFQRcWKL+OsL/1IvvyeFBXABEUFgEZRAaDlc1FJ3e87e8yXed6wShRsUbEiRcr8SpEUFcAERQWARlEBoOVbUfFXlBO+zAv5UiIKo6hYMbxSJEUFMEFRAaBRVABo+VBUUg/4zp38ry8jH+tD4RUVK56vFElRAUxQVABoFBUAmlFRSU3xnSOW6qIAACAASURBVD8ts/x8Lw6FXVSy4r/0yilXdYWiApigqADQKCoANI9FJe1g5EvLGyZGRcWKv66cifJKkRQVwARFBYBGUQGguS4q/oui5H1pecPEtKhYie7SKxQVwARFBYBGUQGgRV9UfOlHfBlnC6clxEFRyYov8qVX7KLy6xtvKPvQAwBcufWWm6wt6LZbb475kwEQc6XuvccaE6666icxfzIAYu6G66+zxoSlC6aFrShnj5qfcdhV4qeoZCXrXMZBJweziwohhBBCCCGkIBLiGxX/GYeP59cZh10l7oqKFf+5jM+d0EfbU1QIIYQQQggp0OQqKv4zDp/wZebnGYddJU6LSlb8R9ufto62P3t81/aN3wAAAAAoIGlHdwYqSorv/KmCOOOwq8R3UbGSdbT9oZgfZgQAAAAUZwV8xmFXKQpFJTu+jLO+9KOx//cDAAAAihnrjMPxlKJUVKz4Ms/7zh4PPtoeAAAAgDv+Y+WP+TLOxXqOHyJFr6hY8fkyfOdORXmxSAAAAAC5pKbIdFom1bGe14dNUS0qWQkcvuLj8BUAAAAgOr5Cua68eYp4UcmO//CVUFdfAQAAAOCXtZdXIV1X3jzFpKhY8WVm+M6d1FdfAQAAAC52/iuinIzhFVG8pVgVlaz4fL7zZzidMQAAAC52aYfi53TDblMci0p2OJ0xAAAALk6++DvdsNsU56JixZd5wXfuBPuDAQAAoPiL49MNu03xLypZ8WWyPxgAAACKLf/phk/G8+mG3eaiKSrZYX8wAAAAFCe+tMNF4nTDbnPRFRUr7A8GAACAoq0Y7eUVMhdpUckK+4MBAACgyElN8Z2P64vK50su7qKSHfYHAwAAQPzzpR/xXUiL9dy5kEJRyQn7gwEAACAe+a/YeEImq7GeLxdqKCpBYX8wAAAAxIfieqB8NKGohI0v45zv7HG+YAEAAEBhSz3gO3vCl3k+1jPiWIaiklcCX7D4+IIFAAAAhSDtkEw+ZQoa60lw7ENRiTbSaDmCBQAAAAUi61zDZ2M9542jUFRcxufzXUjzpR+J/asZAAAAxYD/K5TTfIUSHIqKxwROEXaSL1gAAADghf8olOPF+HKN5qGomIYvWAAAABA9X7p1Ii++QskjFJX8SeALllOZqSkxf+kDAAAgHmVdC+WiPpGXq1BU8jU+ny8j3Xf2aGZqrLcEAAAAxIPU/b70o/7LyV+U10IxCUWlYOLL8J0/lZl2MPbbBgAAAGIi7aBMCH2ZGbGemBbVUFQKND5fxlnf2WN8wQIAAHDx4ETD+RKKSqEkcNXITK4aCQAAUHz50o9wlHw+hqJSqPFlnPOdPc5JjQEAAIoPdvEqmFBUYhFfZuCkxhxzDwAAUGRlXQiFXbwKKhSVmMZ/zP0ZX/rh2G9pAAAAiAZn8SqsUFTiIlmXYeEsYQAAAPHKl3bId/70f33s4lVIoajEV/wHsZw7wYUjAQAA4kVqChdqjEkoKnGZrAtHctg9AABAjKRaZxlOZxevWIWiEt/xH3af6ks/EvttFQAA4OLAWYbjJBSVIhIOuwcAAChQnGU4zkJRKWLxH3Z/nsPuAQAA8on/LMMnfBnnYj3LI85QVIpqfBnnfedOctg9AACAF/5DUI76LnAISvyGolLE4z/s/iyH3QMAAEQl6yooHIJSBEJRKS6RxsLV7gEAAEKinxTBUFSKXXyZgcPuOVEYAAC46NFPinIoKsU3nCgMAABcnOgnxSIUleIfXyaNBQAAXAToJ8UrFJWLKIHGctqXRmMBAADFCv2kWIaicjEmu7EcivmwAgAA4BHfnxT3UFQu6gQuH0ljAQAARQf95KIJRYX4k9VYOI4FAADEJ/rJxReKCsmV7CPvj3A9FgAAEHv+68cf811Io59chKGokDDxZfoupHIFSQAAEAP0E0JRIXnH31jSZLCgsQAAgIKVmuI7e8KXkf5fny/WEyAS+1BUSNTxN5Z039njmakHYj+QAQCAYiPtoO/cSV/GOZltxHq6Q+IoFBXiJb6Ms75zJ2RYif3QBgAAiiZf2mH/uXwyL8R6XkPiNBQVYhRf5nnf+VNcRBIAAETFf/KuI/4z9/gyYj2LIfEeigrJn8hww8H3AAAgtNQDgYPjObkwcRGKCsnv+HzZh7KkxH5YBAAAMZR2KHDwyVkOjiceQlEhBRefL+Oc79wprnwPAMBFxN65i4NPiFkoKqQwkn0dyaOcMQwAgOLJf2bh474L6ezcRfIrFBVSuPH5AmcMO5nJ1ywAABR9/jN3nTvFmYVJQYSiQmIWX+aF7K9ZYj/OAgCAaPm/PPEfGc+Zu0iBhqJC4iD+r1nSuTALAADxy3/kyWH/NQkyznFkPCmcUFRIfIWvWQAAiCNpB31nT/gupHHkCSn8UFRIvCb7aBauJgkAQKHKOm3XaV/m+VjPBshFHYoKKQrxZfoupPmvzZLGtVkAACgY/muenPBlpLNnF4mTUFRIEYvaN4wzHQMAYCb7gvG+TA6LJ3EXigopsvEFLih5/pQv/TAHtAAAEC3rsPhzHBZP4j0UFVIs4t83zDpvGJdnAQAgFP9h8cc5LJ4UoVBUSLGLLyNwQAsnOwYAXPRSD/jSj/p3mc68EOu3Z0Jch6JCinN8WaXlOKUFAHDx8J+zy79n19lYvw8TYhSKCrlY4suktAAAiqmsEwoHygmHnZDiEooKuRgTKC2pgdLCMS0AgKIpa7eu0xwTT4prKCrkoo8v05eR7r+yJGcPAwDEOcoJuZhCUSFEJeuUx6e5TgsAIF74z9Z1LHBAPNeJJxdXKCqEhItP3hJ851M5rAUAUKhS9/vSDvsvEn8hzefjOozk4g1FhZCoknUCMXnb4LAWAEC+y9mni6PhCckKRYUQ98k6rOWUL/0Ih7UAADzKugJjKvt0ERIyFBVCzGIf1nL2WGZqSuzf9gAAccv/tYl1hZN0Lg9PSJ6hqBCSn/FlXgic+Jg9xAAAAWkpWYfCc54uQlyGokJIgSXry5YzHI4PABcRfSh8JofCE+I9FBVCCiv+I1vOZu0klsZOYgBQjKSmcCg8IfkeigohMYr/NGLWEflHObgFAIqY1P2+9MP+iwX7vza5EOt3FEKKZygqhMRFAge3pPnf8/xnEuNakwAQZ/w7dB3KOUkXX5sQUvChqBASf/EFrjUp74X+y7Yc5gzIABAbWZeEP81x8ITEJBQVQuI+uQ7K52RiAFBgrO9M/M2E0wcTEvtQVAgparF6i/V9S/ph9hMDAI/8R8AfCRxnwt5chMRjKCqEFPkEjm9J950/FTifGOdBBoBQrLMG+78wORM4NxdfmBAS76GoEFLswlcuAHBGN5PAWYMJIUUtFBVCin/4ygXARSHtoP9iJudOZZ0ymF25CCnioagQcvGFr1wAFAOpBwJHmJzwnU8NnJWLXbkIKW6hqBBCHF+5cGIxAPEn1Toll3Wy4HRfZkasB05CSIGHokIICYr/Qi4X/FOB82cC37ocYYcxAIXNf0quo9mXfueUXIRcjKGoEEKiS9ZlKNP9H2eePR7YZywl9lMZAMWAv5NkH/Uugwy1hBASCEWFEGIQX2b24S7+3cZ8aYf8u2fEfNIDIG6lHgicieuYf1/TC2m+jPMcW0IICReKCiEkf+PzZWb4Ms4Gdhs76Us/6t9tjPYCXISyjio5mnVFRRkWfBxYQghxEYoKIaQwkn28/unAQS9H/Yfsc7YxoDjxnxrYOgeX/3KKnB2YEGIeigohJHbxZQT2HEujwABFg3/HrUOBY9xPBI4nSfNvwnxPQggpmFBUCCHxF19m4MB9CgwQI1lHtx/z77Xl/4bEOsCdg0kIIYUaigohpOgkq8DY500+6qPAAJ6lZu+v5T/d1qmsw0jYZYsQEjehqBBCin5yCsxp/wfAZ49lXfuFDgPoNmJ9PZJ1/l/21yKExHsoKoSQYh1/h7ng/5w4a0cyagyKI3kx+w8dsdqI9d0IO2sRQop8KCqEkIs41BgUIVlt5KjaU4s2QggpzqGoEEJImIStMYcyU1O4OAzyk7+EHPQfv271EP8+WqftKuLLzOC4EULIRRiKCiGEeI0vcHVLmUf6T7Kc7p9W+vvMKf+B/oFK40s7zJcz8NfarP2yjvnOnvC/QvwHiqQFjlynhBBCSNhQVAghpBDiy/5+5nz2VzRn/Hvv+L+lOe6/dDdf1BRFqYHT+NolxH9pkVwlxH/AOiWEEEK8hqJCCCFxFp/VajJyik1Gun/u6//G5kzWTmj+L22OB763OZrz1U1aiv/bG6pO3gXjQOBbjoP+LzrSDvv/gP4dro5l73N1Kmu3K3/fSPd/XZb1vQeHghBCSKGGokIIIcUxWVUnsFua/zscVXWyek521bHbTqDw+C9N45/BHwx8vXMgP/dbS92f9YBZUnKkpWT90CyHLL4shwN1wnIkV6/w70l1MrAzVaBd+L/NCBQM+X39Bc/qGOcD1wahaRBCSBELRYUQQgghhBASd6GoEEIIIYQQQuIuFBVCCCGEEEJI3IWiQgghhBBCCIm7UFQIIYQQQgghcReKCiGEEEIIISTuQlEhhBBCCCGExF0oKoQQQgghhJC4C0WFEEIIIYQQEnehqBBCCCGEEELiLhQVQgghhBBCSNyFokIIIYQQQgiJu1BUCCGEEEIIIXEXigohhBBCCCEk7kJRIYQQQgghhMRdKCqEEEIIIYSQuAtFhRBCCCGEEBJ3oagQQgghhBBC4i4UFUIIIYQQQkjchaJCCCGEEEIIibtQVAghhBBCCCFxF4oKIYQQQgghJO5CUSGEEEIIIYTEXSgqhBBCCCGEkLgLRYUQQgghhBASd6GoEEIIIYQQQuIuFBVCCCGEEEJI3IWiQgghhBBCCIm7UFQIIYQQQgghcReKCiGEEEIIISTuQlEhhBBCCCGExF0oKoQQQgghhJC4S5wWle82736r44j2A6enpZ8rhNUvXMjoNnzOmx1HfLXmBw8/LkImzv/2jfbDPp26LH8flhBCCCGEkOKdnKLyfNP+5Wv2sP/X5/Olnz0fzvkLGQX6tH5XqWmJe98WHQfNiGb5mUvW/c9/Ooien83zsPrASV9Zy/+0TL2z5y5YN46e/U2p6p2vKdvgpspNX283zMNvsSU55ZLAw4ol32318AiEEEIIIYRcnClx8Oipd3tPPHk67W8vtZf5fWr6uZafTN6578iqjcklsifZwV56b2B+PYMdew/LJF4cPn7avvH3Tze3flDv0fOjeZCRM1dYyyf0muBh9eHTv7aWv65C44yMTLll8OQl+vd9ptHHHn617XsOXVaqpqwudeW7zbs9PEI+5uiJM9bfedueQ7F9JoQQQgghhOSZEk16TZCZ9K8rNvlluYZXP/jOLU++J//7erthhVZUGnw41nrMMV+stG/ckpzSPHFS3wmLL0T31Y2jqLhd3efzSTNp1ufzdVv3WrfcGvg7iHYDpg+c9NWX33rcJWzeiqSmH02c/tVab6vnYyYv+s76jWp2Hhnr50IIIYQQQkgeKXH23IUPR8z5yT/rWrPYy++rJVPz1PRzdlG5+YlmgyYvcVi4arN+lCPHT2/bc+hM2lnHo2dkZEpVsL6jkOw9eHzr7oPnzl/Qy4QsKpmZPllRSIUI99TT0s/Jo1nfwziKSoTV5RZ9lzzInpRj/w0cpmI/Vfn1rUe7+8V2wT/3xOk0+bmnU52/rPUI8qOtXzx5/xH5b+svYPclvYz8HeSPdvDoqeBfynGj/nvuOnBU/ozWIwT/uaz/PXrijFS1k6fT9DJ5FpVw/4jy10g5cjLkKoSQaHLg8AkZo7TPZq2YOP/bRas262+SzXMs7djUpKm9l/Vuv6B9r6W9Jm2cdDz9eD4+PiGEEFKYKbH2hz2V3/lIf1tS9q0PV6zfYReV//lPh3Ary7y5+8i5f3imhb3uQzW6zVm+0V7gxscS5MY//qulvDHf9lTW7lhXlanXpNcEmabLzPjelzvd8GiCdbs8jvzvc+/2kxVfem+gdeOi3I3IiszCn274sbVXlSjzRtdWfafoohJh9X4TFlt3JY5d+GqbT390fx35BTftPGD/7l0+nXVP1Q72ISvylIT1S02Yt/p/q3W0f9mH3/xw8eot1sPaj/BG+2GdBs/8ZbmG8t/HT6VafwGhl6neekijHuPkwa3/LVW987ebdu0/fKJay8HyfKwb5TnIv4L9tGU283ankVc/+I5176/KN2r60cTU7FMF2L/v5wvWPPDaB9Z/y9/nmUYfywxJFpC/qvwrWLdfX6Gx9UsdCcyQIv8jrtyw85qyDeTG9xInuXxpEUKyMm9FUrhvpy+59+1/vv7BXDVsesups6daz2395+5//sOHf9Dklo4LO6aeT82XX8RzTp87fejMIYvvv2E/fiKEEEJ0Snw4Yo68Wf47oe+tT753XYXG1pS3eeKkPIvK+QsZj9buGfJ9Vya+1jLWNN1uFFqtLp/JHDr49r9Uaf3fiE1j3da9P3vonXDv+tEXlauye4KjqNT8//bOBKyKI+v7OJNltne+5Esyzzjzzvt+idlNYhL3uIyJiUYTY4wxiYmJEzUq4q5o3IMbihuKiiuKGy4sIiqigAIiogKyRRRR9h1B9v1+x3u4x7K7b9++7Jrze+rh4VbX1lV9b59/d9WpZXvlxbqcukRaSAy/6zQONJhOECFUrIpQgVyScp7uM1WUChj+2ntyUkYeZIS//+hvLa8dxAxqFTpfeVe/+bVNVVU19Ko8O/S/yUGk912gkRrvqmOY3xYqQoW+cds9gupdPuiQwXsHSySKGEYcHlFZU9mIZ2Quy84uo8bcLec3tAzDMIwmLMBU9bt0Df5746tf2va3hn8Cwm6IU7/Axo2OTxXDjaQsSLbQ0RMTQK4trgFwJ/7Zwf2xLuPREIfsOoNQgfCH7hOs7V13eAQNtXYkkxrs73X7fXuPWYUxPyx0go/OXhd0qkqj04hlZKYf9Ll8Iihq+Nzt9RAqFvp3C5PsXLa5B4pCBXpjudNJ/Pi3D2dAkyDsOR6CMa8NXRgYfiOvoBjqbasXD6BMsu8UUgkQHu9q+f2CnTbbvMrKKxWFCoSXPp+/wcXPztnnmQ+mUeSLg+et10fiCxkI8zZ5QMY+Y1fjxwWOnmnZ+YnpuT8t2YMx0Kvi+UL4Zs42sHigH3AsILj7h0OvjrLZjR/f+3EFnhSMsslB3Heybk6d6BGOYRizEIVK+2GL4GcQAnyn6JuOvyQFD07X1I7DBQeSAe85vrf83PK9EXtXnFvx9oa3KX5fxL7GPSmzYKHCMAzD1IP77onBchWd+aospgfpUltbC1Y+mrOiPyuwzjEN+vMlM33XsfsbiXT4pm5iFdy8dUbWqBhTGmTrg4TIL7w/meGTKQ7mChUwEWjphShU4COUTGeKCb6ctQVjwq8lUVHHAiIxEtSFKEJOyya/SYTKk90mJOtflQBOnsHyyN0GL2QDJ2+IuZmG/4uex6D/O363FM8C/qfzHbloF6WZbOhYVDvyNSoaB/Hk+WjQMIXFZTqGYeqFKFTEn9mSsopeo+3okOe5q5KM1dU1qVn5Jab2gxq8p+51ymvrXsssyqT4+Nz4V9a8goc+3/u5Yt6CsgLIUl37gN+RsqqytLtppZVGhRPkSitMK6+SLmmTUFFdAckqaypZqDAMwzD1wOiGj+pChWZtvTh4npiLrOpOI5bpBDM9r6CY0oxe7IyRrr5hOjOFCtzI6b2BGA9CyFyhAs2gSJNChaZO/fPjWRTaGqZjgelPJbR7sEMUhcrbw+/Pprt6PUUeSd3Yc7QddAv+/1+9Jom10xIXGAtxjQoVQg4GJq48oFMSKhoHkWGYBmJMqABbXAPo0G79+2TkRFBUn7Gr6b0o/LCs2uNjzI1hn219UAN02dRFcmjmyZnD9g+DMNptNHzsubVn502dIRy4euDUjVMf7/oYM77j8I5jqGOtrvZm3s0fXX9st6odrm8Z6zE2pySHSssoyph3eh5kJ9UxZN+Qk9dPUgIqf1/Evq2Xtr5h/8bzds/D39fXvU5ZMMHVdKkqYxiGYRgJpoUK3CDB3BdDaPQtsnEldnlUfKqiUBHTWK04gJFHzlzR1VeoSPwj03sJ7UJloaMnRWoXKm9+bYM7S4phgaMnldB7zCqxOkWhgrUoVo3EJ2dhZI9RK0moPNd3urxqCGnZ+YrnC92LkdDhOlWhoj6IDMM0EBWh8stWLzp03rAtLM3JlIQPLdcqbrYLIoRkwMqAlRXVRt/AvLr2VUz20c6P5EtZlp5d2mF9B0nkIOdBNbX33CFGZ0Z32CA9imF98HpJ+f2c+uE/IFQUs1xOvdxo/cswDMM8opgWKsYW06O3rjYdx4YJs6Ho/orvK7QIFdzIBQKuSkeMKY3riZkY/2zf6Xfu3p/6RY7LtAuVRVuOUaRJoTJs9laMOaxvM0FGg6Le0DWGUIlNSKeBEG0U8X8tQuV4UJQ4NIiWQTwRFLXFNeBufWfPMwwjChVre9eUzDsQouNTNx46S69G3/1uKfpMp8cxFvrVfR2/W0o/IxAWP6hzkOCkYFEDdHfsbhdgF5et4DKRhASEV9a8AiLkHYd3JBKix5Ye/Z36v7j6RYoJTgwGrQKR+BEKmeU9a7Hf4ncd3sWYdqvaJeYnSsqvEyqrnu+7o2+vrb3ur+w/NGLkkZHXc643dbczDMMwDzv1Fyr0IBBuopsOn/UOjgHJgV6nftdpHBq+WoQK5MWPH01YB7k8zkboVJVGt5G2eOitr232e4ceC4gkFdF0QuXclesYA1bFcqeTFyITfEJiweBoN3geLixpOqECH98ft4bSgBETGn3L2evC28MXwxBgei1ChQTPvwbODgy/Af1WUFRqchBptYzkTRHDMNox6fULvum4oRPQftgiC8NL1ISUbJ3+qQS5IXm273TamUrE6YoTztcSw4DdAw5HHRbXn5CQ6LKpy6079xygV1RX0BIXCMvOLkP3wd7XvSlyU8im2/m36eOaoDrXGucTz1PkrrBdugeFypB9Q7aEbtkTvicqI4rXqDAMwzD1oP5Cpaqqup+VvfyO26bj2LX7zmAaLUIFDH2Ju2Gw3VWUBhjcuLOHGMgtbxMJFWDpjhOKFsanUxzkJRCNIlRSs/JpFxpJQO9qWoQKGDfv6tffU4CuMDmIU1cfwhgYI8XLgGEYk5gUKkNmbIafAkj56610ihRfnlyITKD4UGGHJZFLKZcUnRR/svuT23duYxoSElOPT6WMdgF2lDi9MB0jSytLKXKJ/xLFGvPL8inNinMrxPJBpeCEMYSFCsMwDFMP6i9UdHrbd83e0y8adhJso3/uLt/wUV2oAH6Xrr02dCFG/rX3ZK/ASPUNH2+mZMN9nZaZvvfjiq1ugU0tVADv4Jj3x62hXVCe7jPV0nY/bizdpEIFKCgqhVP7e7+Z1NWdRiw7qn/7ZOx8JUIFSEjJ7m9lj+0HaYerdNQHMexa0lN6WbhAWNLDMIxZiEIFfkPgxwcCfKe+nbfj8a6WFob3J6lZ+W5+4ZSy60jbwdM3YRD3O0I3JMa4nHp59qnZkqUmXTd3zSq+51ZeUajYB9vLhUpVTRVFLjyzECNzSnIcQx1Hu40esGtA7229e2zpIb6KMVa+joUKwzAMUy+MChWzAMv+dlpuWXmDNhQDWzw5I09xVoMi5RVVUKnoT6x5qKisSkzPTcvOr6lpgf2Vc/OLQG80xFkw9Bu0Xz5YxgaxpKyC/DgzDFMPVBbTu/vfVyY/O7iLGz0ZCzs0bA1ZUV3hHusurgxZcPreY5eGCBXfm75v2r+puDKehQrDMAzTFDSOUGEYhmGMoSJUKquqaeZqPyt72lvWQr+8vr+VvTycuhAjlhCWFrYyYCWG2KxY8VBuSe5b699CeQCiRdcAoZJdnN3evj0V5RbjFpkReSnlEgsVhmEYpulgocIwDNO0qAiVtOx8OvTRhHXiWhRxeqoKx+OOkwYAySE5OnD3QDzUYUMHXQOEikukC328mFznoREkBwsVhmEYpulgodICRMQl/7Rkj802r1JTG04/RFRVVds5+4xZsicw/EajFJh9p3DGuiOT7FyS9H7Vmh9X37BRNrudPIMbscymHvpH8tJ6BBCFCowOfFkglJVXwnj9+6dVdAgu+Jqa2v/55Gf8+OceE2lnFZ1+K6Reo+2KS6WbweeW5NL282+tf0vcnyQ4Mfil1S/hoU+dP9U1QKg4hjrSx5isulc6oSmhGoXKqsBVlDI+N17HMAzDMBpoDqFSqb8li6G8oqoZ6m0KTgRF4TaL5NmsHvzz41mKz1Ybq9LZG9wwPfoE6zt+LX6sR1PlY2dsZc4290CyrkyO75EzV7BJjkfOGUvz7bwdWCC0vx4tbyDXEzPbGMzHoIhGs6uaeujNLZ9pHkx6/YLwWJfxv966JxKcDT7B0blFt5G2n8/YTHvODpy8Qf4dXBO0Rlwu0mdbn+EHh9Ou8y8ouQ82V6j4J/jTx15be9mes51+YrrojNjGz8ZY+cDByIOUssumLt8d+g4K/NnB/cluEyDYH/Btyu5nGIZhHlaaQ6h8MsVB8a4Mt95Z611z9V6zHhb2nrgouhczya3UHDBzIeQIp/n8oDpfwxpvz+ZWKnECpuh7TSPysft953Ft+1v3s7J38gwWBQlZV8b2eRBR9L0m4cdfdmMasNLq0fIGkpCSjSsHwFKMiEturGKbeujNLZ9pHkwKFTDWxR1vre1djaU0diUs8V9ibJk7hHEe40B46BogVGpqa7468JW8ZNoX0vKopbHygcyizDfs3xAzHok+MsOw229DnvswDMMwjzAtJlQotBs8T9xjvpVjruE4ZdVBTO9y6hJFXk/MnOPgvlm/jUlTVNqkQkUMr3+56Or1FExZW1u7wyNo9ga3qPhUk8VqESoFRaXLnU4u3n68paQsGJcgpL0CIxuxzKYeenPLZ5oHRaHSRu+N/e3hi6evPRyfnCXJ4nnuaq/RdmL6dXROzQAAIABJREFULj8s9zB4JFfkStqVsR5jJXrgk92fHIw8SFuaNMTrV2F54SzvWVRCp42d3GLcxriPqVsDs74DZDEmVAD/BP/ujt2pzKOxR+HE8dQ2HjrbsA5mGIZhHk2aVais3H0KXy/4Xbq2br8v3KQxfvXe05QY7N3UrPy42xly87S6ugbML3paD8ng7l5RqTzLqLKqOjE9F9LIp0moVKFIaVkFVISvRBQNR5UCFYUKNAknqUPGeleq03dIUkae/Bw1ChVQAlBFUYl0yrsIjd0om90wZBBsd3l/v2Dnn3tMxPi/fTiD1pDgSclfp4AQlVQkESolZRU3krKy8grFXNA5WKB4dtovj4ycAqrRWC4aCEnAQrBAucUPxcLpyP1iU2n4ERKAbLhbVKqYpoFDD9kzc+/eSs2RXP9aymceIuBLCso/Ii45R7Ncr6ypTCpIupp+NS4nrqCsoNGbVFRRFJMVE5cdJ254rxHQS8kFydA2lEMj5u/EyxtUWaO3k2EYhnkEaFahInk4vcDRE+Onrj4EHy/F3AYLW9x1/pUvFjh7XaD0aHC3GzwPrDfaqf1PPSbOXHdENNeu3c4YNnvrk90mYIKn+0ydvvZwiX5tsckqJIChOWjqRnIe2mPUyvmbj4qGo0qBYBN3/G4p2PEY/8Jnc+HjUGtHnep+lFoqBcBqGbt07196TsL4Zz6YNmu9a4lh/bRJoXLkzJV3vl1Cbe49ZtW5K9fVx07yKDc9p4BKwKlZ8p0rwWhe7+L38pD5VNF7P64AjaoThMokO5fRi51pzzsoMyQqAbNLxIz2y+Po2QjcvxLarJ6rv5W94psi6E/FfgNzqvt/VlAyODWHg/4kCajb3fzCKRmM42fTNoJqUhyaegw9iJDlTidpLQpc51AmaHIt5TNMq6Kd/nv6h+4TCh7U8wzDMAyDtJhQASsWbDKM33M8BGI+NTLLiNZbo+FIZpwYxi/fh2lOh8T+8T0reYJOI5ZVVlWbrEIkKj71v3pNUkxPhqNKgWCbyuNxq3sVa1JLpUkZef/oby0/+vbwxahV1IUK2b5i+F2nceIUefnYyeec3ErNQYEBI5KalS8RKmBPfzxxvWJFIJNUdrUD9YXTYCRCRePlAUYPVEFtVs9lTKiADJD320KDrpaEwdM34Tsf6nb5Jfrm1zb4pqWBQw/X8Afj1siPPvXvKbgOm4UK87AAv9V4rVra7m/ptjAMwzCtFDOEChimQ2ZsBlsKrO2Vu09pz0jGbreRtmDVQRg4eQO54Pxowjq04cKvJb08ZD5YkBejb12KuT1x5QFM8LcPZ+BDazIcwRi1tnfd4RE01NqRTMOc/KKCotKn+0zFmK9mbz0eFAWmKlQKH1/6fD5YciarEAFtQwLgoM/lE0FRw+dulxiOKgUWl5av2+/be0yd79EfFjrBR3yWr2JNaqm0z9jV+HGBo2dadn5ieu5PS/ZgDHSLvHzR4IYY/P+1oQsDw2/kFRRDFW31sudPPSZm3ymUtEdFqAA0h947OEYiVGy2eVFXbDx01v9y3JLtx5/oagkjJdl+GwZo0+Gzds4+z/WdjjGTVx3UyYSK9ssDAigQ0BXQJPVckCAkKgGDu384Slxo4cnz0ZJ+8zf025PdJkDJZy7+Cif1rKHBuBSYuh3CN3O2bfcIgvF6rMt4jIHyGz70v2z1InUEjc/KK4RmYBWdv1+mXj7DtCrwicnzg+Y8RGsUGYZhmGbGDKHS8bul4kNc9WWdIioLsn/XaRzYr7SuQKIW2g9bhMlupmTrBMNx17H7W1t0+GYxRoLtCPYu/v/ZtI2UAAQDSJpKw8oB9SoIMrvBos0vvH8fpXOhqTjqBSquUTFmTWqpNOZmmvwcoQ04Ov/3/anwv4pQ+XLWFvwfLHjKfiwgEiPXu/gZGzvF4QY1iEd3e12QCBWc8wbje+XXREoP0hGS6QQRAgKShgZMeYzsMWqlTmnBvcbLY+5GDzGZlhEvLasgnUCdIPYbSeINQhcFhN3ASDC2dMKwjly0i9JMNlwA8zZ56Bo29HAiqOXgrzjXkVYkR95IYaHCPERcjk28lZrT0q1gGIZhWi9ahQpoCcmEltkb3DTmJWNr+NztYHRiAAMOJyhb6Bdq6/SKYrnTyV6j7V74bO4/P54F4Q/d69aZoLFLhqO4jnn0YmeMdPUNG7dsL/6vOItJSxWE57mr9GhcjAeNJAoVkwWaJVS0VArl4P//1WsS1oiBVrdn5BSoCBXajUHM29YwkQw60NjYKQoVUBR49NSFB96o0LQ3GGLFgRDXqFBkSuYdjHzjq190MqGi/fKAcswacRAApN8mCLNQFPstNStfPBF6qVJUUi6uUaEEtBp+4soDDRx66tUnulqKwwfqlK4xFioMwzAMwzwymPFGRVyRDMF2l7fGjMYW0xcWlz3zwTQLvZtOMC5p/TEYf299bdPhm8XkFgw3LlT0XmW1om4yz5EzV0io4KIXCaC1TFZBkOEIlp8Y7+R533DUUmD9hIpKpSRUnus7HbcClIS07HwtQuVNfWslYYGjp7GxkwuV+OQsnHQECjY9p0BRqIA8kA+Ezoh74pz8IoxsP2yRJI2WrqbTpFcoGkd8joM7xvSzshd9fCn2m6iCALyAIYAiUhxWuCwxEi7UBg499eof37NSHHoohIVKi5BdnD384HAOHCQhp4TfFzEMwzQIM4QKKBPaq/vv/WaSIyOTGBMqOmF/OtrXfNDUjeSOdsCk9WYJlc0G0xYKoQRFJeVbXAMqKquCr940WQVxPTGTDFxxCjWlB8NRS4EzDTuaiS95jFmTWiqNTUjH/8EwrRSsavF/FaEyzDBZ6/CZK2LVlUa23TAmVJIy8kDq4KEvZ23Rybx+YaVtHuzYYwGRMTfTdOYLFS1dLb88tOQCTYsfXxu6UOJ6SLHf1u2/v5EiLVzBF0cNESpahl5nmFD3ZLcJyQaX0JLhY6HSIqQUpKhstsjhNxtS75reVIphGIZRwTyvX5E3UtbsPe1y6tJdc7xJkrG7dMeJMxd/xQCGMhl/v+88zs0vDP8fOHkD2pQXIhPIf5dGoQKtomkwULjnuauuvmFdflhuoX+07+R53mQVIrgKH8JbX9vs9w4FI5sajIaj36VrJgukZTMfTVgXdi0JzX0Va9JkpZDmfYPfJ5AEcI6h0becvS68PXzxL1u9sBAVoXLuynX8/889Ji53OgkN9gmJtbZ3BVNbYvtKxu7beTuWbD8OYd4mjy9mOpL353/0t8bZUBKhAmONH8G2Xu/idzokFpr3uH4x/az1ruYKFS1dLb88TOYKioh/Qu+47LEu46EPcZMfDGD6K/YbpIce8A6OsT/gSxcbbgPfEKGicejJRQEofCfP4Esxt939w4daO/azssdVKyxUWoTyqvKQ5BAOHCQBLoyWvjYZhmEeblp+Z3oICx09y8oraWsIMG1x+coThu01NAoV+Ogbeu1PhtUaYug60rawuMxkFSKxCemS2W4WgudZMBy1tBmsf4nPWTDoVaxJk5Xq9Dtd0jYykoCVqrsnJgkhCZ9OcTB37N75dgl6xdXJhEpVVTXIA3kWOBdQa+YKlfpdHiZzvWV4KSQPGTkFkgJJJEgCyDaJe+L6CRUtQw+9Su9YJAF3TWWh8mjgFuO28MxCSVh6dummkE1n4s8UVWjd/LEhRMen2u7yhp+Fzt8ve3nI/O7/WfHlrC1b3QIlG7M+dOw7eRG+jBQ0bvvLMAzDtAgtJlQe72rZtr/1oKkbjwXUzQcDQ63naLs2BvsMboq0wEO7UAHi9Bs+0prpZz6YZm3vWqrfYMRkFRJupmQPmbGZPMy+9+MKuE+LhqOWAv0uXXtt6EKM/GvvyV6BkerWpMlKdfr9quH/v/ebifFt9BvFHDXMzjK54aN3cMz749bQfiNP95lqabtfcetr+dg92W0CyKTPpm3c7x0qThgztuHjq4Zzh9BrtB3uLGmuUKn35aGei1aeaBEqOv3UNRgOSgPZFTd8rJ9Q0Tj00KtQKfkugwDDYefsg67zWKg8Gkw9PlVlQtGra1+dcWJGckFyE9WOnuiNfTXgFwBEu+h3rnUC3wgQ9hho5icAv3Xi6aRrnsPMMAzDND/NIVTMAkzwhJTsopKGvjGHu1RK5h0wN+UbpJhbRXlF1e20XNHVWD0KhDTJGXnkiLnhlSK5+UVQdWFxmcZiRcDUSEzPTcvOF+/iTcHdolI4F9SKDaR+l0djXVQInAicTtPtpa1x6OF04KQU5SXzsKMuVDC0t2/vHuve6FXH3c5oq7SfrCR8OsVB+69Zi0Ce6y0e9FFB7rwxiN7AGYZhmNZGqxMqDMMwv3G0CBUMLpEupovTTFVVtfw14z/6W0MkLe6iIL4ObYUYEyq40SSF8orW/mqIYRjmtwwLFYZhmNaFRKjEZsVCCEsLc4tx++HwD+Khl9e8HJ0Z3Vj1Hj0bIRrx7Yctioirm2BWU1O78+h5WuIF4al/T2mst5RNgTGhsmznSYpv8+BMUYZhGKa1wUKFYRimdSERKpKjzuHO4tEv93+pWEhCXoJ/gr/3de8LSRfulN5RTCOB9hTCcDH6liTBvE0eYgLf0GtVVdUgVzDQ9E74Jygi3t0/HP6WlVeKJcCh8/pD/pfjVOasVlfXXL2e4h0cA9opJCqhuFSqiMorqqheXDADLcFKY26mQeSbgquModaOmBLSrNvvS/F/6jFRS7cwDMMwLcVvTqjAjcrO2WfMkj2B4TcakoZ5NHD1DRtls9vJM7ilG8Iw91EXKsDEYxPFBOFp4XSoprZmd9junlt7ignarWo34vCIq+lX1ev9+UGhcjstV5IANEPH75ZS8Dx3lZxeWOg3Iyopq5i57sifBdeLT/eZuvnIOZ1+UdzcjR604yquy5+9wU2y1iUz9+745fvI9zel/GKmY3xyFiUjvxEQxi3bezk2sc4X4rs/qSyt2Xvi4hbXAPr4bN/p5g4NwzAM05w0h1CprKouK6+k0LhzggdN3Yjbcqus1RbT0M6ScCs11hItaSTYbPPCKjRqm77j12J6+B+sAfx/9GJnLXklQAuxY+uR9+GCLqSGrP4Hwwh7Gyyb64mZtIdpUER8IzbVLAqKSruNtIUmjVy0q7a2Fs9R4lUJjLlrtzOgkWApkp8iiBS/WfIgv3oV46lSY8HdPxw7bd/Jizqm6TEpVECZiAmWnl2K8cWVxT+5/2RsQcvLa15WX9Oy8+h50awHMWDSu5coVECT9Bptp6gQdh0L/niismdtdIiHwOUtd9JN4Y/vWQVfvYkpRaEClT7zwbS6j6aEirPXBfr4r4GzzRsYhmEYpnlpGffET3S1fH7QHEvb/TdTshtYOG6OAUFltrSYhu5Sz/adDnYeBNzgL+xaEqWXpNHSDNAYmMUrMFJLetH1rdyxr1nQw8tH3n0NXUi4b2ZeQTGOnVlXkejANyElGzcqAblCc/Gbn1nrXbFJrr5hIJ/wfxSxAAzrlFUHJQ+Y/9+ncxY4eq7a46Nik0EAm0+s6IB3KMbDWYsPy6PjU9XLsXh37HN9p1vo11XLJ+EwjY5JoVJTW9Pevr189tcEzwkm19/73fQzVu+duyUSnfDi4HkgRVR83IlCRSW0MX7od53GJabnYu0gdSSHJBnhlxMfyohC5cFr1YRQIY/hEF4eMr+hQ8UwDMM0JS284eMfuk/wPGdiNoI65gqV2traHR5Bsze4RcWn6vRWIB565YsFlF6SRgssVJoBiVDxMCz8Hbdsr/ZCJDuNnLn4K+gEjaPWFJSWVeCWoP/7yc9w4UmESmFxmbFdKUHt2+7yNkuodP5+GR2auvoQxZsWKh3HTlzpgv9s9whq7j767WFSqAADdg+gBJ03dYYYnxs+Yq7+Tv0PRR0CWbL2/NrX1r1G8d02dyupNPpbAeOreLENmroRhK78za1EqMDP0S9bvY6ejdh85Bxt9ERhqLXj4TNXoJzeY1aJ8Tg3bIVwPbfRX2mV+gUw09YcEhM7e13QqQiVjmOHz9kWEpXw0ufzKeZDy7UQAyEnv+h4UBTF0+MAhmEYpnXSrELlpyV7HA76Q5i/+SjtgQg3NsleEAVFpfHJWcaEBxhzGTkFN1OycbdBRaGinga3AMNXJYpCRZLGGJD3RlJdO40JFbivQzPkmx9rESpwFpm5d2+l5qjPvpAIFdzmDFsOJSSm5yZl5ImbycDR22m5EC/ZYUbcGQ2aDUMg36NDTANVQCHiLCz1gYOj0F1ZeYXynW1M5kXMEirQ+OuJmalZ+ZJ4iVChXeHENCAPoDHQ85UPxkPLMTGeQklZBZ6RYms1Dt+h05exPTP1WzpKhAq9M4Fr+KDP5avXU8DY2nT4bI9RK4fP3Q5CGr9QECYbNrJ84bO5FLnNPZAqCgy/IRpzoI7oMXleQTFlgUBp1rv4UWRozC2MfH/cGpXTYRoFLULlqwNfiVtAQszIIyNF6VJQdn8rQ89fPcUC4aNK7TDconcvMTzXd/pyp5Pi1EGJUDkdEkuHXE5dEg99N28HHYIfK7GKSXb3JqTN3eiBMwwhDJmxmRLDl1R80zJ97WGdTKh0/88KqBq+jPCly75z7ytpzOuX/+U4iu820lbrkDAMwzAtQbMKFQ/D1uk6/XqDd79bivFwX8TII2euvPPtErqL9B6zCjcyR8DyW7ff918DZ+PRv/aeDLdMiQgxmUZUBXDo7eF1N7M/dJ+Ay0N9QmJNvuI4eT6604i6h9OPd7UcMX8n3TVJqETEJQ+cvAFnFlno5xiIVqO6UAFTGNr2z49nYfyT3SZA+Tg7Qo5EqGDJcMo7PIL+Ydi47b8HzDrgHQoW87xNHjSJqG1/613H6haRUxvgXCbY7ofeIP2298RFSZpRNruX7jiB5WCl6gPn5hcOY01TOOB04EwDwm5oGXRjF9JQa0caVjCecOxAEKZl509ZdRDOlwp8tu90OGsyrSRCRRyI0rIKEAZvfW1DTYV++HbeDloTQjbZ6r2nh83e+rjB0oL2g36gdpo1fP9ZtAuT4eomiVCB08SP+71DJRlLHlyUddZgfoGGUaxo8PRNFvq5NLM3uGFKOFnFlNR1Ev32+peLsASe/dXUaBEq37h8QwleWv1SYUUh/KUYuwA7MXF1bXV3x+501PKopXoDIm+k9LeyV9Qq+GsWczMNU0qEivh0I87wi4GBfkkQ8Y0H/Oyot0d8rwgSXfegUIFfAPkzDmNCBb6qFM+qm2EYppXTYkIFWOjoifHT1tybhSLZhwsDWEV0extpMOkUA96oTKYRVcG4ZXvlaVxOXVIXKjuPnleZb41C5URQFJin8qNjl9Y9+1cRKiDhPhi3Rp73qX9P+fVWurw9ikIF+k2SHdrc0aAMxYCDQm2QZ4Twy1YvMc2fBJc+UKn6wMFfxY7CxesmB93YhSTflg5CRk4BSAjF6shSUREqJBIkARQRXl1kk5H+pPCXnpPQJZG5w4cWWBvDBSwRKj/+shs/Qplg9ql8y9SFys2UbBxZEM8gM3AdAuh5iRRBqM2So2BNYjwtaGaaCC1C5bM9n1GCDus7XMu+JmbxT/CXpBeXrwzYPUBLMyLikieuPPCsfnmSJDzdZypekCpC5XZarnhI8qVuP2yR/Oup0z9sgh+HBY6eX8x0hJ/ETiOWwQ+XuN0kJhaFChQlb7wxoQIajOLh66ClHxiGYZiWoiWFCtk9S7YfJzPrtaELA8Nv5BUUg63fVv9CAMzi7DuFNLH48a6WcxzcT4fEwg2SrEwLvZ2nJY2oCvwuXVvuVLf5198+nLFuvy+E64mZKkIFbsN0yxw2eyvUePjMFVEAgFAB2/0pvSEIxusB79Dc/KLwa0lgPmICOC+dqlABVYAfB0/fBIey8go3Hjr7WJfxENP5+2Xy7lUUKhb6uT0227ygB8SHkRAJ5UMkbTKAdu014dnn84Pm7Pa64BMSa7XiQBuDcoiOTxXTQA9/v2AnlO9zIUZ94LBzIP2pCzEFRaVguxw5cwUXSJgcdJULydnrwiibOiP+vR9X4NiVlFWUllVAaXCOMLhgkUDXkWLEZ8AqQkWnf4MxZskeGMSo+FQ3v/A6h6cdx0I5ugdtsm4jbTcdPmvn7POcwYybvOqgucMHNhm+lnnhs7kYIxEqvqHXRFMPJNNPS/YcOn1Z/vxYXajAUOLR4/rLb5Jd3YKTA7IXNTrjQgVOFuO3uAbIczGNiBah0m1zN0rw4c4PA24HSPaIlKS38bOho502dtLeGLgM4LL5fMZmyQOanqPvvbRpXKFy9XqK+H5VMTRQqNxIyqL4L2dt0d4PDMMwTPPTrEIFbHr0dpqYnrtilzc9vL8UcxtuGPh/uOB961hAJEaud/Gj2xJIC0oAGeneCaabljQSVaC4RkVFqNBduZ+VPUXeLSpta5hkBTYuGKb4/9p9ZygN3L9xTjbOvTYmVMByRcMX/oprG6avPYxpwPiWNMmYUIHexgS3UnPoxkyRZEPglmfUBjDrIT0Vbmm7H+Ot7V1FoUIz0U0OHJojv+88brtHkGT6k8m8kjPVuEZFsgaGbPQd+lXg6kJFkpccBOHUFBr9lz6fT8tX3P3DSSGYO3yg3DC+q2GuvNzrF0gyicsvC73gXL33tFiUilC5c7cELxLQXbimiIay0wgF6Uu1SISKk2ew/PvFNAUmhUpmUaaYYOKxiYG3A8WYmKwYSZZ6CxUCfktpNimG2IT0RhQq1xMzxV1WIPzz41ndRtrCJS1uzNJAoZKSeYfiv19gYsoZwzAM07K0sNcvCLh5CM3kgTsTBbL+wRKlx2ySCTD/+8nPFgYRoiVNA4UK+Z+RPFSmKWcgVGhG2bN9p4ung4/VsSJjQiUjpwD/B1Uj5iVT1eXUJUmTjAkV0aPoUwaXo2IkzejAPTrwf8nqUnqi/9m0jZSm3eB5lMDkwC3eflwc7qf7TO1vZY8rLkzmNXYhqQgVkApgD0HKl4fM/+8B9wokd6to2asLlfMR8d/O2/HGV7/8a+BsyPu3D+uOfjrFQScIFVz7i5DdA7nMHb6kjDyLB3WvXKjo9MtRQA7BacJJiZ0pOuBSESrkHGyOgzvYkRi6/2cFRtJiIYLKlwgVN786STZrvauOaUpMChXHUEcxgWuMq1lTvwbuHigvMyo+FX4qKWx1C5SnETchgbDneEgjChVakWWhd7Jy5uKvlFiuOuotVCoqq7yDYzBEa/bryDAMw7QILSlU2nQcu2KXN/qnIpv1za9tyPELhQWOniRCrj0oQv5HSaiopGksoeKo96dJ/LDQyUImVJ4fNEd+LgMmrddpECp/fM9KnheC3JuzMaEiplGMpNXeYI9SG7o+KFROh8RiPE5kwv97j7nfLSYHDpQDiLrO3y97/EE/Qku2HzeZ19iFpCJUaE8S6BZQDlAOPQPGteMqQgXGDt/y/b7zuFeHLoS8JAw+eVCoLNpyjGoEy4ysJXOHLzUrH9P3Hb8WYxSFisiNpKxPDf0gDoQxoVJZVS15Ci4JMLKSKowJlcOG90sgeBTbxjQW6kIlpSClw4YOdPQdh3dKKkuKKopeXvMyRa4MeOAyqK6t7rq5Kx218rSSV5puuHoxiE66CB/DDwKGbe6BjShUxNcmEjHciEKFYRiGeYhoVqEyyc5l17FgCKQo6KHdsNlbMYbmJiE0wWb43O1k4NLRkKgEcVqXljQSEVJcWo4fxbcEKkIFGiyxLHX6CTy0YwAYu5sO1039mmC7X/FcdKprVPAp/pPdJiRn5BnLLtK4QgXqFfdPHLu0TnTN3uCm2C0mB06MibmZBh2ILsVAxWnPi0iECi1JwpdyOr0bUywcTHN6d7Ry9ymNQuWjCevw/0sxtzFvaPQts4SKzszhgwsS89IULIlQgQTewdI5PJQGvkcUaUyo7DkeoqJSLPQLkED8iFmMCRXaYQO6VHGAmMbCmFCpqa3xvenbY0sP8ejOy3Xzl0a5jhLdE98pvUMZPWI9xCzH445Lq9SDjt0wPN7VUvQ1jHw7b4d48Zy5+GtjCZWy8koxsXiNlZZV0I+VdqEirnWBr7Z4KO52xnoXv4M+l9VdhzMMwzAtTssspv/1VjoalGBko6+kc1euWxgehC93OnkhMsEnJNba3hX0Axp8pwyLth/rMh7iwXpzOOj/nOCOBkw6LWnk1jYmAHPN5dSl8xHx4qpxuVDJKygmYTBkxmbPc1cPeIeSj2MLw2J68vo/Zske/8txQRHxa/ed+dfA2XTjVxEqNtvqVmODKe/kGQxGs7t/+FBrx35W9oq31cYVKhb6nQd3eASdCIoav3wfLaaPTUhX7BaTAwfW7eczNsMpwEdoIXQF7m/4yhcLTOZVv5CgSfgROjYw/MaxgEgwktAfF+jGO3fv9UZ6TgHZXiaFSq/Rdvg/+hoGy+mbOdvMFSrmDh+6UANlhR8lQsX+gK+Ffj7e6r2n4eKBLjp0+jK5xhZnoBkTKmSugRqEwsVAS+olitqYUKFZfOTVmmkiJELlG5dvIHy+9/N3Hd4V4yGMODSiurZumPxu+omHPtj+wa6wXaBJlp9b/uraVykedE5ZVZlivXJZ23f8Wrjat7gGLNt5sssPy8VDz/adXlxa3ohvVMTf6rb9rU+ej4YS4IdI3KjUwrAC3qRQEZ3vwc/C3I0eW90CA8JuwI88+S2Er7zitk4MwzBMK6HFvH6hBYZGGM7+WrrjhOQeiQGXBwA/LdkjP0qOYtEPksk0cmt7imGnPLplqrsnhnu53IcvVYHuicGmFH34UgCzGLe/UBEqYB0OmLResSsk66eRRhcq8gA2irydhMrA1dTUirsliAEX+ZgcdJULCS6bdx90uAw20xcz66a5/6XnpFeHLnyiqyXtK2dSqGxw8cP/QehC3r/2nkx5tQsVc4cPrn88iruCSoTKu0oepTG88NnczNy7VI6iUKG97RT9xaVm5eO6KbhWQYFTPFUhESq0hCAiLlleGtOISISKsfC1y9eF5YXmZgxD/nBCAAAEeElEQVS4rea0jZxPmAxyV3gWDRMq5HNCPeCCLpNCZY6Duzzv7A1u4koYCPCNq/cwMQzDME1NiwmV2traDy3XYrzNNi+M9A6OeX/cGpIBT/eZamm7n+58kMXhoD95jP0//56yePtxemxGGz6qp5Fb26AcJtjuJye2kNjkho+gQ7oa7MvHu1p+O2/HzHVH8CNt+Hg9MfObOdtIrkD5YHxHGdZuqm/4CPY9nIV4I4czsnP2QUUnoXGFSs/RdnAvpzJf/3IRrf9W6RZjAwcn4uQZDOlpB8k2Hce+PXyxuKZcfdBF5BdSQkp2fyt7Wliy0NGzoKh0xPydJDA6jVhGW62bFCpw8SzZfpzehkH/uPqGWZgpVMwdvokr6+zCk+ejdTKhAoVDXaCaRM+wz3wwDbpI4r5ZUajQahZj70BI16EWRagiiVDBtV4wlMbm5jGNhUm98fq61+2D7StrKiUZy6rKrDytjOV6de2rbjFuJmuH30z6wioG+Mbh3kq6RhUqhcVl4sISMZBDFAv960f4qpoUKkkZefjyVgzw4ybZa+ua6vZEDMMwTMvSHELFXCoqqxLTc9Oy89GVqhww0SCB4l51ZqURASMSbmyiUyyTwG31VmqOZINwCXAKcCLQEtoZ3SxAWYEtrmi1Ny4SEQJDAKeGs6e0ozJwMBDJGXlwLtBp5uY1CfQt5C0rv2+0lZZVQPvr1294JaRk3mn4nBAtw0d+1cYs2aOS7G5RaWxCeti1JDD+6tFFDYcU1FBrx+av/beGolB5Zc0rXTd3/f7w9zsu78gtyTWWt1ZX6xLp8tHOj8S8L61+abTb6OjMaI0NgK/A5FUH2w2eJzH0QSQPn7s9SnCW1bj7qMDvA0j3v/S8LzBAohw5c0Wyb+zF6FsmhQoQfPXma0MXihlB9kOrnh9U9yRLnDzJMAzDtEJao1Bhmh+TL5GYJgJUB77aAhNQ1FqtDZqW4+4f3tJtYTSRUZQRkhxy7ta5iPSI4spi0xmUSMvOB43qExILRn98clbziOTSsgqo9HRIbHR8asOfF8TdzoCizl6Oox2iyiuqQqNvgWJpcEsZhmGYpoWFCnMPFiotCO0Q6nBQuvdFKyGvoBhn0bz5tU2LvM9hGIZhGOY3CAsV5h4ZOQWjFztDsHP2aem2/OaorKqeuPIAdD7N+29tnL0ch5dHUER8S7eFYRiGYZjfCixUGIZhGIZhGIZpdbBQYRiGYRiGYRim1cFChWEYhmEYhmGYVgcLFYZhGIZhGIZhWh0sVBiGYRiGYRiGaXWwUGEYhmEYhmEYptXBQoVhGIZhGIZhmFYHCxWGYRiGYRiGYVodLFQYhmEYhmEYhml1sFBhGIZhGIZhGKbVwUKFYRiGYRiGYZhWBwsVhmEYhmEYhmFaHSxUGIZhGIZhGIZpdbBQYRiGYRiGYRim1cFChWEYhmEYhmGYVgcLFYZhGIZhGIZhWh0sVBiGYRiGYRiGaXWwUGEYhmEYhmEYptXBQoVhGIZhGIZhmFYHCxWGYRiGYRiGYVod/x+ioKd6UqeBlQAAAABJRU5ErkJggg==

Gestione Finanziaria Efficace per il Successo Aziendale

La gestione finanziaria efficace è fondamentale per il successo aziendale. Le aziende devono gestire le proprie risorse finanziarie in modo efficiente per raggiungere i propri obiettivi e mantenere la competitività nel mercato. Una gestione finanziaria efficace consente alle aziende di prendere decisioni informate e strategiche, di gestire i rischi e di ottimizzare le proprie risorse.

La gestione finanziaria comprende diverse aree, tra cui la gestione del bilancio, la gestione dei costi, la gestione dei ricavi e la gestione del cash flow. È importante che le aziende abbiano una visione chiara delle proprie finanze e che siano in grado di analizzare e interpretare i dati finanziari per prendere decisioni informate.

Una gestione finanziaria efficace può essere raggiunta attraverso l'utilizzo di strumenti e tecnologie avanzate, come ad esempio i software di gestione finanziaria e i dashboard di controllo. Inoltre, è importante che le aziende abbiano una strategia finanziaria chiara e che siano in grado di adattarsi alle condizioni di mercato in continua evoluzione.

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

Riduzione dei costi attraverso un'analisi approfondita

La riduzione dei costi è un obiettivo fondamentale per molte aziende, poiché può aiutare a migliorare la rentabilità e a mantenere la concorrenza sul mercato. Un'analisi approfondita dei costi può aiutare a identificare le aree in cui è possibile ridurre gli sprechi e ottimizzare le risorse. Ciò può essere fatto attraverso l'analisi dei processi aziendali, l'identificazione dei costi e la valutazione delle alternative.

Un'analisi approfondita dei costi può aiutare a identificare le aree in cui è possibile ridurre i costi senza compromettere la qualità dei prodotti o servizi offerti. Ad esempio, l'analisi dei costi di produzione può aiutare a identificare le aree in cui è possibile ridurre gli sprechi di materie prime o ottimizzare la produzione. Allo stesso modo, l'analisi dei costi di gestione può aiutare a identificare le aree in cui è possibile ridurre i costi amministrativi o ottimizzare le risorse umane.

Per eseguire un'analisi approfondita dei costi, è necessario disporre di dati precisi e aggiornati sui costi aziendali. Ciò può essere fatto attraverso l'utilizzo di strumenti di analisi come i software di gestione dei costi o i dashboard di controllo. Inoltre, è importante coinvolgere tutti i livelli aziendali nell'analisi dei costi, in modo da garantire che tutti siano coinvolti nel processo di riduzione dei costi.

Riduzione dei costi

Pianificazione fiscale ottimizza le tue finanze

La pianificazione fiscale è un aspetto fondamentale per ottimizzare le proprie finanze. Essa consiste nell'analizzare e gestire le proprie entrate e uscite per minimizzare le tasse e massimizzare i risparmi. Un piano fiscale ben strutturato può aiutare a ridurre le spese fiscali e a aumentare la ricchezza personale.

Per creare un piano fiscale efficace, è importante considerare diversi fattori, come ad esempio la situzione finanziaria attuale, gli obiettivi finanziari a breve e lungo termine, nonché le norme fiscali vigenti. È inoltre fondamentale avere una buona comprensione delle strategie fiscali disponibili, come ad esempio la deduzione delle spese e la gestione dei redditi.

Un piano fiscale ben pianificato può aiutare a ridurre le tasse e a aumentare i risparmi, consentendo di raggiungere gli obiettivi finanziari desiderati. Inoltre, può aiutare a proteggere la ricchezza personale e a garantire la sicurezza finanziaria per il futuro.

Per concludere, la pianificazione fiscale è un aspetto fondamentale per ottimizzare le proprie finanze. È importante considerare attentamente le proprie esigenze e obiettivi finanziari, nonché le norme fiscali vigenti, per creare un piano fiscale efficace che aiuti a ridurre le tasse e a aumentare i risparmi.

Il bilancio d'esercizio rappresenta un elemento fondamentale per il successo aziendale. La sua accuratezza consente di valutare la situazione finanziaria e di prendere decisioni informate. In questo articolo, abbiamo esplorato l'importanza del bilancio d'esercizio e come esso possa influenzare la strategia aziendale. La sua corretta gestione è quindi cruciale per raggiungere l'eccellenza nel settore.

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