چگونه در یادگیری ریاضی و فیزیک موفق تر عمل کنیم؟
اگر می خواهید دروس ریاضی و فیزیک را بهتر یاد بگیرید و در این دروس هم در امتحان نمره بهتری بگیرید و هم در کنکور درصد بالاتری بزنید مواردی که در ادامه می آید را مد نظر قرار دهید.
- برای یادگیری دروس ریاضی و فیزیک وقت بگذارید. مطالعه این دروس در طول ترم کاملا لازم و ضروری است و به نسبت این که بخواهید در ایام امتحانات درس بخوانید بسیار مفید تر خواهد بود. دروس ریاضی و فیزیک برای یادگیری به زمان نیاز دارند و برای آموزش بهتر این دو درس حل تمرین و مسئله لازم و ضروری است.
- در کلاسهای تدریس ریاضی و فیزیک به صورت کامل شرکت کنید حضور در کلاسها باعث می شود درس را در زمان کمتری آموزش ببینید و همچنین مفاهیم را بهتر درک نمائید. اگر مطالبی که در کلاس های مدرسه یا دانشگاه ارائه می شود را بخواهید بعدا خودتان مطالعه کنید هم زمان بیشتری از شما می گیرد و هم اشکالاتی حین مطالعه درس خواهید داشت که سرعت پیشرفت شما را کم و کیفیت یادگیری را هم کاهش خواهد داد.
مطالعه مقاله نحوه درک بهتر مسائل فیزیک و خوب فهمیدن درس فیزیک هم مفید است.
- در کلاسهای ریاضی و فیزیک حضور فعال داشته باشید. فقط اینکه در کلاس حاضر باشید کافی نیست. باید خوب به مطالب ارائه شده توجه نمائید. بهتر است در این کلاسها جزوه یادداشت نمائید. یادداشت کردن جزوه هم باعث می شود حواس شما جمع تر باشد و درس را بهتر یاد بگیرید و هم بعدا در ایام امتحانات و کنکور منبع خوبی برای مطالعه داشته باشید. شاید خودتان هم متوجه شده باشید که وقتی مطلبی را می نویسید به نسبت حالتی که فقط گوش می دهید درس را بهتر یاد می گیرید. در ضمن، در کلاسها حتما سوال بپرسید و اگر اشکالی برای شما پیش آمد یا مطلبی را متوجه نشدید و فرصت برای سوال پرسیدن نبود یادداشت کنید تا بعدا بپرسید.
- بعد از کلاسهای تدریس فیزیک و ریاضی و یا بعد از جلسات تدریس خصوصی (اگر شرکت می کنید) درس را مرور نمائید. مرور درس بعد از کلاسها باعث می شود که روند فراموشی آن به تعویق بیافتد و در مراحل بعدی که می خواهید مطالب ارائه شده را مطالعه کنید درصد بیشتری از آن را به یاد خواهید آورد. حین مرور درس هم اگر اشکال یا سوالی داشتید یادداشت کنید تا بعدا بپرسید.
- همانطور که گفته شد، برای یادگیری دروس ریاضی و فیزیک حل تمرین و مسئله لازم و ضروری است. در طول ترم و در برنامه روزانه خودتان حتما حل تمرین و مسئله را در نظر داشته باشید. این دروس را فقط با حضور در کلاس و خواندن متن کتاب درسی نمی توان یاد گرفت. البته مطمئنا وقتی در حل تمرینات موفق عمل می کنید که در کلاس درس و یا حین مطالعه کتاب مفاهیم و روابط و فرمولها را خوب یاد گرفته باشید. به هر حال در مرحله تمرین حل کردن شما به صورت عملی از مطالبی که یاد گرفته اید استفاده می کنید و در این مرحله مشخص خواهد شد چقدر خوب درس را بلد هستید. به عبارت دیگر ممکن است بدون حل تمرین و مسئله به نظر برسد درس را خوب یاد گرفته اید ولی این خوب یاد گرفتن درس وقتی مشخص خواهد شد که بتوانید به صورت عملی در تمرینات از روابط و فرمولها استفاده نمائید. شاید برای خودتان هم پیش آمده باشد که با وجود اینکه درس را خوانده اید ولی حین حل تمرین انگار شخص دیگری خودکار را محکم نگه داشته است و نمی توانید بنویسید. اما اگر مداومت داشته باشید و برای حل تمرینات و مسائل تلاش کنید بر این موانع ذهنی غلبه خواهید کرد و پیشرفت خوبی خواهید داشت. برای دروس ریاضی و فیزیک حل تمرین و مسئله کاملا لازم و ضروری است.
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ST9pX9k3X2+HPiPSvN8f+Erg+F9f5uLHdeWbfZLz5Dl4v3kcnyn5l6da/iZ+NP7O3iH9iD9qe68DfFvwleC+8H6tGus6MblrT+1bZJAzCG42kiOeMHZMqnhwwBxiv1D/wCCe3/B354j/Yu/ZG8FfCvxF8ErDx8fAmmxaNYavb+LG0hpLOEbYEkiNncAskYVNwYAhQdua+YP+C2P/BaHw1/wWH1LwnrSfAnS/hr4v8M7raTX4vEbapeajZEEraSYtoFKJIS6lgxXc4XAdsgH9Ev/AAR9/ZC/Y2n/AGb/AAj8VP2dvhr4OistZtWaLWLqD+0dcspt2Z7aa5uDJPHIkgwybgBtXA27a9f/AOCp37YuqfsDfsD/ABH+K2ieG9Q8Vav4V03zLOytYDKscsjrEtxMByLeEuJJW7IjV/Kd/wAEgf8Agtd8Tf8AgkF8RdUufDNvbeK/A/iTDa34T1C4aG2upVGI7mGUBjBOo+UuFYOnDq22Mp+l1/8A8HxUGsaZNZ3v7K0F3bXUTQzwy/EQPFMjDDKynSiCpBIIOeDQBy3/AAaC/wDBRbxx40/bt+Kvw48Z65e+IYvitZ3PjaW6u5Q0n9swyRLNKBj/AJbQSHdjAH2aIAYHH9F1fyg/8G1Om2/xx/4OFvDvi/wn4etPCPhjTpfE/iSLQluWuF0XT7ixvLeC0jk2L5nlNeQR7mVNyoTgHCn+r6gDi/2jPgL4e/aj+A3i74deLLRb3w7400q40m/iOQfLlQruUggh1JDKwIIZQQQRX8N37SvwK1f9mD9oXxv8OddVxq/gfXLzRLpmiMXnNbzNH5iqedrhQ68nKsCCQc1/eLX8jf8AwdWfB5vhT/wWm+It4Cv2bxrp+leIIECbfLDWUdtJk9CTNbStkf3sdQaAP6Z/+Cf/APwT2+CP7BXwtS1+DXgPS/Cdt4ht4bi9vVaS51DUh80kfn3UxaaQL5r7VZtqbiFVRxXs/jvx3ovwv8Far4j8R6rp+haBoVpJfajqN9OsFtZQRqWklkkYhVVVBJJPGKq/CdDF8LPDSsCrLpVqCCMEHyUrxP8A4Kp/8E7NH/4KjfsaeIfhPq/iHW/Czag8d9p+o6fcSKkF5CS0BuYFZUurffgtDJwcBlKSJHIgB+PHxy/4PLtT0n/govpt14H8Mrqv7NmhGTStQs5rcRaz4lR3XdqkTPgwNHs/cQNgOjSedteRfs37tfs2/tJeCf2uvgnoHxE+Hev2Xibwj4mthc2N9bE4YZIaN1OGjlRgyPG4DIysrAEEV/F38Y/+CYPxt+Cf7cQ/Z21DwRqOofFK6vks9L0/Th50Wtxvkx3dtKdqtbMis5lbaI1STzPLMcgX+p//AIIQ/wDBIkf8EiP2T7nw5qfiS98R+NvGVzFq/iZoruU6RZ3Sx7BDZQNhVVFO1pyoknKqWwqRRxgH29RRXyd/wUt/4K+/D3/gmR4r+Fvh3xNpmu+JPE3xY1pdL0vS9IRWlgh8yOOS6kLEDarzRKE+85Y7RhWIAPrGiivn79uv/gqR8DP+Cbvh61vfi5480/w9daipew0qKN7zU79QQC0dtEGk2AnBcgIO7CgD6Bor8TfiT/we5fBzS7K5bwh8GfiZrlwqE26axe2OlJK3GA7RPclAeckK2PQ15Trn/B8teXOjXUenfsy29pfvEy208/xBM8UMhB2s0Y01C6g4JUOuemR1oA/d/wCFvxv8IfG+HXn8IeJdG8Sp4W1q58O6wdOukn/szUrbaJ7SbaTsmj3ruQ8jcp7ivx+/4Lyf8HSEf7JvjHXPgz+zw2l614+05ZLLXvGEu25svDF0DtNtbREGO4uo/m3s+YonAQrKwkWP8e/2PP8Agur8c/2K/gx8bvCnhfVbaa9+Nt42qXeuXCYvdF1CXet3e2xTaBNMjBcnIQxoyAEHP2d/wSe/4LK/sJ/8Et/hpbahb/C/41+O/jPqMPma94y1TQdJ+0TTud8kdq7ag7wQbsDgbn2hnJOAAD5G/Z6/4OLP2t/gZ+0DF45vvi/4s8bW9xdRS6p4f168+06Tfwp8rQxwEGO13KT81uqHdhjuxX62/wDB298W9I/aH/4Ii/Az4haIrnSPG3jfQte05pUKyC2vNB1S4jBBAIJV0yCByORxX5Vft7/tNaj/AMHE3/BWHwcPhx8Ol8E6j4sjtPCNham5F5PdRx3FxK2pXbKiBWWCUtIo3BI7fG99u4/rZ/wd5fCCD4X/APBFf4U+F/DmnOug+BfHeiafGlrbbYbCzg0bU7WIsEG2OMExIOiguijqBQB8L/8ABlT/AMpTfH3/AGSrUf8A076PXXf8HZ//AAVF+JEv7dPh34P+HR4i8EaD8H7iy8TWt06eQde1Uqk9vqERx88Nv9yM9PMWbIyox8Df8EZ/+CqV7/wSD/ax1D4m2ng2Hx3Dq3hy58N3elSamdNLxTT20+9ZvKl2sr2sf8ByCRx1r2n/AILb/wDBerw//wAFkfhn4P02T4DWfw98U+D9Ua5t/Ef/AAlP9rXElk8TrLZbPsUGEeQwyZLnBhwF+cmgD+n7/gn3+0tJ+2N+xD8K/ihcQRWt7438M2WqXsERzHDdPEvnopwPlWUOBx0Ar2Gvhv8A4NsvAF/8NP8AgiN8BdO1HyvtFzpt/qqeWWI8m91S8vIeoBz5U6Z4xnOCRgn6T/ba/aYt/wBjb9kf4i/FO60291iLwJoN1q4srWFpZLl40JRCF5VC23e/RE3MSApNAHoGieLdL8S3upW2nalY31xo1z9j1CK3nWR7Kfy0k8qUAko+yRG2nBw6noRWjX8kv/BEn/gsh8R/gd/wVys/FHifXbzVdD+P3ipLDxtZySsbeWa/uNkV4is2Ea3llUg84hDoOCMf1tUAFMuLiO0t3lldIoolLu7nCoo5JJ7Cn1+bH/B0r+3/AKx+xB/wTTv9J8NRahD4i+L123hGDUoYpBFpdtJC73TmVcBJWhVo4xncd7uoPltgA/Rnw14l07xl4esdW0i+tNT0vU4EurS8tZlmguonAZJEdSQysCCCDgg1znxx07xD4z+EXjHQvA2vaboHji70ee30rULpDOmk3U0TpBcyRqQxCv8AMBxnYfevwr/4M1f+ClPibXvGXij9mjxPf3Op6HaaTJ4l8JSXEhdtM8qWNLqzUk58txMsqKBhTHMf4uPB/iz/AMF9/HH/AAT6/wCC/P7TnxAsdC/4TTQNR1m58D3/AIdv9RNojx6TKLO3lilVJPKKNBKyjaQRcyZG5sgA+B/+CgH/AATl+OH/AATN+NX9k/FbQdQ0y/uJzdad4jtJXuNO1lt27zre8wNzg/MVbbKuQWVciv6ev+Db3/gpJrP/AAUl/wCCcem6t4wuGvPHvgDUZPCmvXjIEOqNFHHLb3eAxy0kEsYcnG6WOYhVUrX5Kf8ABQb/AIOytC/4KB/sj+NPhXr37LmkwJ4o06a2s9SvvGv9onRbooRDexR/2fGfNhk2uuHXO3BOCa+jv+DHjwlrtn8Gv2hNduLmRvDWo61o1hYW5lcrFd28F2904QjYpaO5tAWBy3lgHhVyAfuxXyB/wWD/AOCrfgP/AIJofAC5XVLm/wBY+JPjK1l07wf4V0WUf2xql3IrRxyqMMYokkK5lKNg4VVdyEP1/X8fOif8Fj/G/wACv+C0PjL9o7x34GsfiB4nstW1TT7fw/4qkaKXwxGJHight2TctvNaooiB2yDBl43v5gAOf/4Ih/GDUvgR/wAFx/gzrnjN9Zh12fxrLoertqKym/W91FJ9Pk+0b/3nmeddHzN/zA7t3Oa/qd/4Kxftc+Iv2Ff+CenxQ+KXhLw9eeJfEnhfSTJp1tBatcx20sjrELudFIJt7ff50vI+SJskDJH8fn7Wf7Z8nx9/b38TfHjwf4ch+Gup654jj8V2enW10t+ul6gGSZ5hI0SLIWuVaY7owMuQQep/YKL/AIPiW1Dw8tnq/wCy5Z6i81uIb0L8QNlvckriTETaY+Ebn5GZuDgk9aAOA/4M7v25vFNx/wAFAfid8PfEmsX+sW3xb0y58VTyXd0zl9Zt5g8twFPHmTRTzGRhgt5Mec7Rj+jTx1450f4Y+CtX8SeIdSs9G0DQLKbUdS1C8lEVvY20KGSWWRzwqKisxJ6AGv5Wf+DarTYPjx/wcMaB4y8J+HrPwh4Z02XxP4nj0JJ2nTRbC4sry2htIpBGofymvYEDMsYKoTgHCn9mP+Drr9oib4Cf8EcfF9jZ38un3/xG1jT/AAlA8asWlSV2uriLIBCh7a0nUk4BViM5IoA8G0//AIPTvgjcftON4an+HHjO3+GJuPsqeNRdI9xnzQn2htNEe8W+zMhIlabAx5BY7a/Qj/gqP8D/ABN+3L/wTF+J3gr4V6xo4134geG1TRrydy9nfwu0crRh16CeAPGr8gGVWOQDX8knxO/Zk+APhj9kHSPGnhn9py18U/FW5s7OfUfhy/w+1WwewmlKCeBNTctbSmDc5LfIriM7SSQD+hv/AAT6/wCDvrVv2KP2NPAHwo1r4Gp48uvAWmjSItbXxn/Zn2q2jdhbqYPsE20xw+XHnzDu8vdxnAAPy/8Agl4e8Mfs/wD7Y2iaR8fvBOvXvhfw7rf2Hxj4dFzLpmoRRAmOUBlG9XjJ8zaMb9m3cu7cP7Ev+Ce/7Gn7MvwW+EPh3xZ+z94C8BadoPiHTILnT/EGmWi3F7qNsVzGZLyTdcSHk53uWDbs85r+Un/gsP8A8FLvDX/BVL9o2z+Jek/B3S/hPr0ll9k1uS01ptSk8QOmBDNM3kQr5iRjy9wTcyhQSQigepf8Ecf+DiH4nf8ABJHw7qfhAaJa/Er4aahM15B4ev8AUGspNJumI3yWtyEk8tJOrxlGUsAyhGLlwD+gf/g4V/4Kbaz/AMEzv2EpdR8FxXEnxL+IeoDwv4VlhhWY6dcSRu8l4UYEOY0QhF2tmWSLKld1fyeftEfs6/GP4Tan/wAJD8WfAvxM8M3nim5kuzqfi3Rb6yl1eeQmWSXzblFMzuSzlsknJJNfsn4w/wCD0bwx8Qtc0DU9e/Y70TWtR8KXh1HRbq+8dx3E2k3JRozNbu+kkxSbGZdykHBrL+O3/B55ZfHf4c6n4X1f9kzwlrOjatAYbiw8ReLf7WsZ85H7yE6fGGHPTIPvQB85/wDBKj/g6O+NX7AtvYeE/H32n4x/DSFwi2uq3zf21pMZYZ+zXj7i6Ku7bDNuXoqtEK/cz9gL/g46/Zl/4KH/ABE8N+B/C2teKfD/AMQ/FTTx2HhrXNBnS4kaGOWZ/wB/AJrUDyoXcFphkYGAx21/Lj8Ef2Qfit/wVD+PfiRPgn8Hori6d/7QutG8MLJBo2gJITtQTXtw4hRmV9iyzknDBeFwP3d/4Nnv+CA/xK/4J3/HLxX8Vvjfo2h6Z4jn0KHS/DNla6nHqE2nm4YvetKYsxrIqxwxgo7giSUA45IB+0VFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAH85v/AAWc/wCDWn47fFf9vTxh8R/gdp2h+L/CfxS16TW7y2n1mGwu/D93du0t48wuXUSQeczyAwszgS7RF8mT+t//AAQz/wCCZFx/wSh/YL034cavqdlq/izVtUuPEniS5sWkNob+dIojHCXwSkcNvBHu2rvMbNtXdivsOigD+UL/AIKCfBvQ9c/4Ovz4O1zSbPUvD3if4x+FotT064jVoL63v5dOknjkUcFZFncMDyQxzzmvrTxp8Vvg3/wRl/4LwfH/AOGfxc8H+HNA/Zg/aI8J2MzadY6CZtNsYxCPKf7HboSIftKajEVhiZld43XaFJrzz9qr4DX/AMcv+D0+x0bSBJEdK8aeFfFFzIsLSiOHTtE0zUpt3PyhxblNxOAZBweh/X//AILFf8EUfh7/AMFhfhvo1n4i1bUPB3jHwqZm0PxJp9rHcSQCRSGguInx51uX2OUV423IMOuWyAfzCfCn/glp43/4KLftEfGaz/ZQ8P8A/Cf+C/A/iOZdKW41ODTLqTRp7m7FhcH7e8OcxQLuViJAXXKfe2/en/BN7/gz9+MfiL44eF9f/aEbwz4Q8BaZcR3+p6Da6mmparqexlYWZ8kNboj4KvIJWIUkKpJyv7F/8Ec/+CNXgr/gjj8GPEGi+Hta1Hxp4o8XXEN3r2vXdpHaPemCMrFBDCrN5UKF5WVWkdt075cjAHjvgH/gtF8efG3wo/an1t/2SPiFY6v8FNQltfDumySw+ZfhUX5Lj58yyIv+lN9jE6tFKixs/wAkkgB+lEEKW0KRxosccahVVRgKBwAB6VmeO/Ami/FDwVqvhzxHpWn67oGu2kljqOnX0Cz217BIpWSKSNgVZWUkEEc5r5f+FH/BWLwt4X/4J0+DPjv+0RaxfABvEenieXSNdnX7RdTBCw+xwKWnm81FMkcWzzth5Tjcfw3/AOCyn/B1d46/bHtdX+HfwJTVPhr8NZne2u9bMvl694lgKbSpK/8AHnCxLZSNjI4C7nUM8VAHyh+1R/wTW0/4i/8ABZTx7+zp+zBcW3jOzGp3sfhiKbVYgkjW2nPf3ViLqRghaF4ri3V5HG5oV3PyWr6S/Yx/4NCv2mvi98WNLi+L2maR8J/BEN2h1a5bXLLUtTnthy4tI7R54/Mb7oMrKFyWw2Nrei/8GY37EN98R/2uvF3x21GxT/hHvhxpkmiaVcTQBvM1W8UBzE5+60Vp5ivjnF4gzhiD+w3xR/4KVfFHwL/wVq8OfALT/wBnzxnrXgHVfDc+rSeMYJIBHcSLtJlhZpFgWCFsQyLLIkxknQhAvlmYA/Cf9sH/AINFv2pfhD8YdRsvhVoOl/FnwTNcSvpepQa9YabeQ2+R5a3UN3LABLg4PlF0O0nK5C10X7Gv/BnX+0Z8XPGGnTfF668OfCXwuJg2oRrqUOr6w0YfBWFLZpLfcyg4ZpsLkEqxytft9/wSZ/4KO/Ev9vy/+LMHxB+Bnib4Rx+AvE8+kabcaiw8u9jUn/R3DEMbmIAGRo1aEh1w2ev2RQB+PX/BUj/g0p+GX7Q3wn8OTfs+DR/hb448HaVHpa29yjHTfFMMSYRrx0BdLsnlroK5fLB1Y7WT8o2/4NRf23F8dHSP+FZ6GdPE3lf22PF2l/YSuM+Zt8/7Rt7f6nd/s1/XDXAftT/EDxl8Kv2dPGXiP4e+Dv8AhYHjbRtLlutG8Pfa1tf7VuFHyx+Yenc4HLbdo5IoA/Pn/g3e/wCCAN//AMEnl8SePviNq+ia78VfFdmNKji0ktLZaDYeYJGjSZ0RpJZWSIudoVfKVV3csf1Fr86v+Der/goD+0x+3j8JPGd/+0B8M/8AhGrbRtVkg0bxIbJ9JOrN5jedZ/YpPnP2Zvk88YU/6sgyRSMf0VoAK/ni/wCDpn9iTWP2iv8Agtd+zZpdpBdSaf8AGHR9P8Jg2KF7qJ4NVm+1zY2FQsdvewvuO7aEcsAqjP8AQ7WZrHgrRvEOvaVql/pOmX2p6E8kumXlxapLPpzyIY5GhdgWjLISrFSMqSDxQBoW1ulnbxxRrtjiUIi+gAwBT6KKAMW7+HPh+/8AH1l4qn0PSJvE+m2U2m2mrvZxtfW1rM8bywJMRvWN3ijZkBwTGpI4FbVFFABX8yH/AAcHftjaf4V/4OXPAWreJlvpfCvwD1Lwgb6DG9Xt45rfWLgxICclkutp4BJTGCACf6b6/nQ/4PF/+Ca/jVf2iNG/aM8MaBqGt+DdW0SHSPE9xYWhl/sO6td/lXFztyywywsqCQrsVrfazAvGCAf0GfCb4veF/jv8PtM8V+DNf0nxP4b1mBbiy1LTblbi3uEYAghlJGeeQeQeCAa/m3/4K8f8E/v2q/Dn/BWj4mfGPW/2bZP2lPCWtazt8Lo2narrWlx2KhHsg1rpd3FcqYIovJdZv3DuZCUYSIa/KX4RftL/ABH/AGfjOfAXxA8beCDdNunOga5dab5xxjLeS65OOOa9If8A4Kv/ALUsikH9pX4/EEYIPxC1fn/yYoA+3vD1j4a1m50gftX/APBN7UfhD4AbU47DUPiF4S0XxL4Mt/C0F28UCXE63TyW822Yr/rpAMPhF3Eh2ftUf8Giv7T3w9/aav8Aw/8ACzQ9P+IHw3ubpDpfim513T9PNrbyPjbeQSyrN5kI++YYnVwAUGT5a+Z/8Eo/2Zf2jv8AgtP+1d4R0fxV4r+Jnjr4TeHdctr3xfqfiXW7vU9Js7aFlme3IuJSsk0qqsaxqGYGVWYBAWH9d1AH84v7RX/BlN8RtB+GXhe++F3xM8NeIPFI06JfEuk695llbm8w5lexuI42zFkoqxzIp+VmMh3BF+bvhv8A8Gkf7aHjjxVeafqfhLwb4OtLaTZHqmseKrSW1uxkjei2ZuJgMAH54lOGHGcgf1l0UAfn7/wRP/4ICeAv+CReh3fiC51JPHnxb1uBrW+8SSWv2eGwtmYMbWziLMY0OF3yMS8hX+BcIPpf/goh+xB4b/4KL/se+MvhD4omnsrDxRbL9nvoBmXTbuKRZbe4UZG7ZKiEqThl3KeCa9rooA/k6+O3/BpF+2P8LfFr2fhfwr4X+JeltLKIdR0bxJZWQ8tSNjSR30luyswOdq7wCGBboT2P7In/AAZ8ftM/Frx1o5+Ki+GfhT4UN1/xNmfWINU1VIAefIitTLCzt0G+ZQucnONp/qUr4R8K/wDBVT4w67+358dvhV/wy98Qbjw58L/Dy6poWow3FrHL4imCyNGRJJItv5V4RtgEcjuvkP5ih98cQB9mfCP4WaJ8DfhX4b8F+GbJNO8O+E9Mt9I0y1XpBbQRLFGvvhVHPet+4t47u3eKVElilUo6OuVdTwQR3FfGH/BPT/gq9d/Gz9gC6+NX7RHhFP2drbSNSuLC6uPEV0tlYXqpKY0kgExWYEt+62OgLSowj3ZwPyp/4LCf8Hdup/Eez1X4ffssi/8AD+jTqsNz8QbuIwalcrk71sLd1zbqRtHnyfvfmbakTBXoA+Of+C/H7Knw/wD2Pf8AgsXL4X/Z1nihuLw6dq/9i6XIjR+GNenuHP2GAdIwNtvMsR4j+0BAAqqo/rur+OD/AIIG/sc+IP2/v+CsHw7imh1LVdJ8L6zH418V6k7iTyoLSUXAMzvksZ7kRQnqxMxPQMw/sfoAK8//AGpP2e/Af7VHwB8T+BPibpGna34I16yeLU4L0hEiRfmEyycGKSMgOsqkMjIGBBGa4f8Abt/4KXfBb/gm54AXXvi34207w+11Gz6dpMZ+0atq+0hSLa1TMkgDMoL4CJuG9lHNfzR/8FkP+Dk34pf8FN1vvBXhWO7+GXwcdpIpNFtrndf+Io9/yPfzKB8u0A/Z4z5YLEM02FYAHR/8G5vhCD4ff8HHGl6B8ONbufE3gLRL7xXp66whQjVtGis72O1uXIAG2SRbN/lA+Zl4xX3X/wAF4/8Ag168dftp/tW6z8avgdrPhgX/AIuWF/EHhzWbh7Mm7jjERubecK6ESKke6NwmGDMGbftXx3/gyu/Yk1bVvjL8Rfj/AKpp93b6Bo2lnwjoVzIFEN/dzyRzXZT+ImGOKFSeF/0ojkg7f6KKAP5QvgL/AMGi37YXxU8QwweKtA8I/DLTvtCR3F3rPiK1vnWI43yRx2Lz7yBnCsyZIxlQd1f0ff8ABM7/AIJ3+DP+CYH7JmifCzwZuuo7R3vtX1aaJY7jXNQlCiW6lA7kKiKMnbHFGuTtyff6KACvkT9tr/ghV+y9/wAFAfGEnib4g/DKx/4S2clrjXtFuptJv7wlVXdcNAyrcMFRAGmV2UDCkAnP13RQB+LP/BWf/g078MfFX9nrwFa/sxWmkeFvFHw8t7ixlstZvZD/AMJNazXDXGZbohm+0RyySlC/y7JNmVCJj8tvDf8Awauftya5rltaXPwfstHgnfa97eeMdEaC3H95xDdySEf7qMeelf130UAfl3/wbwf8G/8Aff8ABJ1PEfj74i6zomvfFXxXZDSki0nfLY6DYeYJGiSZ1RpZZWSIudqqvlBV3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T31CbTNLkMMey5jjl8tZTKSNgDNEh3YXB5D/gul4k+Nvwv8NfC340fB1/2f/E/w9+GudS/sDx/qq21nqep3Bij0+9tGea3tpZYImlaAG6Vt0uY0kk8vHpukfAzx/wDtweJf2MfjT4k8J2Pwy1bwN/aXi3xZoNwH+02Nxf6YYBaKjKkiyNLLvcSAFNjBtzAZdC7bqS2jJRa2avdXffT3kltZatuyVSSjHkW8oSae6fu2SXZqTWr0euiSu/tes7UfF+k6P4g03SbvU9OtdU1kSnT7Oa5RLi+8pQ0vlRk7n2KQW2g7QQTivkj/AILK/Gb4zfs5fD74SeOPg29jrF/pfxF0vT9V8GzXkWnyeOYL7fZR6fHdS5SI+bOrnKHbtEpIEJDfPHjr9iH9s/8Abj/bc+APxs+IHhn9nb4S6Z8KvEkWswadpfiPV77xhp+lykC70u5uY4m0+6LpkExqik8BwrOGVD95NLaPNytvppF38/iXpZ3+zzOt+7i3u+XmS76yVvLWP4q17O36k6jqNvo+nz3d3PDa2trG0000zhI4UUZZmY8AAAkk8ACsf4afFLwz8afBFj4m8HeItC8WeG9UVms9V0a/iv7G7CsUYxzRMyOAyspwTgqR1FeEf8FU/im3w+/ZrsdItvhrL8Y9W8e+IbLw3p3gltbttFtPE0r77hrW7u7lWhS3aK2l3o42z4EJBEpU/LP/AAb/AP7LH7Rf7J/xa+Omm+PvhPafBX4IeLNW/wCEm8IeEH8Taf4gk0S+uHxPBbT2b4W2WNFGySJekW05EhYofvJTT0Svr0uuV2+aldWvqrPdBXvThGS1btp1s21f5Na36arZn6WeKpNUh8Mai2iQ2FxrK2spsIr6Z4bWW42ny1ldFdljLYDMqsQMkKTxXhH7H/xP+P2r+Or7w98d9L+A+jaiNCtNSsrXwR4ovr3US+FiuZJbS6toytu0wco6yMI8rEWmIMteO/8ABUj9oj9oT9mL9rz9n7Vvg3oFj8VdJ8VjW/DmofDNtctdBuNbufsovI70XlwGjVYEtX5Kjbu2ZJuAF8Q+Afwb/ac+N/8AwW5+H37QvjX9mLUvgVo9t4V1Dwr4tvH+KmleKbbUbYwu9mqW8BSSErPtyI1ZWJViFIZmMP79RdnzXvpbljNq3fmfLs3o1fVNBiPch56NW1unKKf3JS3S1Tto0z9V689/ae/as+Hf7GHwh1Dx58UfFmleDfCmmkLLfXzMfMkIJWKKNA0k0rBW2xxKzttOFOK439uH486L8EE+Fdv4n1eDw/4Z8aeO7TQdS1G4uRbQQD7JeXcEckpICpNdWlvAQThxOUP36+Iv+C0nxa/aa/Yw/bI8F/Gz4e+HPgh8TvCcVlF4Y8NeE/EV66+J7e+maR76XSbcywedd3MYigAtjc3GwALBsMu6G27JdZct7Xs7Jq6XdtLurp7WvfLa99Xy81r2uuZx69uVv0Vt9vfPhR+31e/tDf8ABVnwJ4e8IaydS+C3i/4FTePtGlFrLaNqN1Lq8EAnkjmVZQBBs2B1Tb5snB3cfQHx3+M2tSaV428GfCa78Fan8b9F8PQ63pui+JLi4gsES4lmht5rloVLmIvbzjahBJQAtGHD187ftI/AX4i+Ef2nbf8AaY8M+FopLrwB8FLzRYvCemRi91LUNQlvIbx7K2RVUSGOKCRUGB5kkiKoGSV+bZv2s/jt8Yf+CjEH7QHwJ/Yh+Ot+LTwC/gbxTpnxKn0/4cy35a+W7s57d7uWX7R5W24Vtq8eaoJHy500fJRejXtOZ7te/VcLvZ3tCN9rNbKxHN8VZWf8Pl6Jvlpc+j9ZNr+a/W5+hv7JfxI+KfjG68Y6X8W7H4RaX4h0PUUNtZeB/E91rDWlnMnmQpercWtu8Uu3GHA2yjLBIwBus/tbfHab4bfsx/GXWfBmpaNeeOPh74S1DVorJpo52sbtLGW4tftEW4FVcorAPt3LnHHNfl/8CPB37cPwY/4KTfFT44+F/wBi0aDH8btGtNN1nStb+Nmkahp+nanC4WPVWkjzM0EcfBto49wBfy2GVQeq/sy/8Euf2mtE/ab/AGkPip8WH+AdtdfHH4cXPhu60X4dX2sfY9U1YJst7u4i1GPareWXjLLJgbvuDc7HmxKqTwz5Pdl7OW26lGLslrd81k+bTWS0vdR1wrhTxC5veipx36xbjdvouW7utfhetmm/uH/gnZ8S9V+M/wCwL8FPF2u3U99rfifwNo2qahczPvkuLiayhkkdjgZLMxJ4HWpm8e/GOP8Abd/4R0eA/D0vwLl8LLeDxb/bCpqdvrKzuHtDa5LSRvE0RUhUC+XKTIxZI6m/YR/Z+v8A9lL9i74WfDXVL221LU/AvhfT9EvLq2UrDNNBAiOyZ527gcE4JGOB0ry7/gqB8RfiV8H734BeI/AXiSx0rSl+LGh6N4q0mZV8zxDp2oymwaGNieTGbjzigUk+WHDL5WG9PGezeOtS+GVTlXb33yR+S5k9Oy32fFhOf6pee6hd9/dXM9+rtbXu/Uj/AOCX37SfjH9ozxN+0unjG4E0ngX4zaz4U0iNMCO1021trMWyKo6ZVt7ZJJeRzxnA+ra+c/2CP2Rda/Zj8d/H/XNZnsCvxZ+Jd94t0+1teTa2jwW8CeYenmOYWcgdA65OcgbEnx50Wf8A4KMv8NtV1eCx1ix8CW2veH9OluRGdXNze3cV7JHGT+9eBLK25AJjW5foHNckHeFGL+Jwhf8AxKknL1d07/NvqzpnpKtNfCpyt6Opyxt5aq3lt0LX7TX/AAUT+C/7HXxA8G+E/iN4903w/wCKfiDfQ6doGjpb3F9f6hLNJ5UZ8i3jkkSJpPk82QLHu43Zq58Y/Hvxj8O/tN/C/SfBfgPw94j+F2tC/j8ca5eawtne+HWVEa0lgiJJmVisqMioxLSRfNEqux/Pn9m74u/tQ/s0f8FitT+E3jfwR8CviXoHxg1m58S634n8N6i03ifQtNXzm006hG8nmw2tpFDFDEHtEgMkqrHcNNIxb6//AOCznj/4k/B//gnd448bfCnxLY+GfFngd7LxCJLpV26lbWt3FNPYqzHCtOimMAht+7y8fvNwmEv3NOvLq9fLZNNbvlbd2vit7qurD5W608PHe1l53vZp7e9pZPb7WjPpTxD4v0nwkbH+1dT07TP7Uu00+y+13KQ/a7l87II9xG+RtrYRck4OBxWjX5Iftvfsk/t1f8FePBHg+TWvhv8As7fAbTPC+v2XiLRbXV/GOqap4x8P3ltICbmO90+FrErKoO1DGxVWGSHAZf0Y/bg0zxlqv7GHxOt/Afiiz8G+Nm8L3x0nXbnAh025WBispYkCPGD+8PEZIfDbdpVafscPKvU+y5aLflUYu/q3zK3kr21FRXtq0KVPaSWvS7bVvS1nf16WPU7q7isbWSeeRIYYVLySOwVUUDJJJ4AA714r+yb+398O/wBtrx78SNL+G2s2HirSPhtfWem3OvaZexXmm6lPcWwuCLaWNmWRY1KqzA437h/Dk+b6z4E8b/8ABTj/AIIw6LpP/CUxeBvHPxf+HWl3F7qx01LyCGe5toJriN7dsK0UwMkTDskrEA4Ar5a/Zs+GH7dn/BM7XtUvrv4ReE/2tNf+IWjaXHq+o+HfGGj+BtP8Lyaabu2t7G3t5bOBZYfsj221khTayyA5G2tqlN0q9SjV+zouzd3fXXRJPe2+97KWcJupRp1YL4tX3Ssrfi+jb0elrtfp5c/FTwzafEiDwa/iPQY/GN1p76rBoT6hENSms1cRtcrb7vMMIchTIF2hiBnNfGf7Dn7Qfx2/4KQ/8EzPF+s6d448P/C/4xy+K9b0Wx1mHw5HqNpoP2LU3jSE2cshVj5KeXukZyN+8hyAD83fDn9m39tX4j/8Fa/B/wAQvHP7P/wl8EaNpnjI65c/EbRNftr/AFVNEl02aCTQ7iR5xcXUIjeKFQlpDGlxE0wUhzJXc/APUv2wv+Cb+u/FLwH4G/Y4svi94K1X4ia74q0LxJa/FjR9AS4s9QujcRxm1uFeVGTcVO7HIwBgBmyhHVSqac0JadpKdNrbb3XJa72lbR66yk4u1NX5Zxd+65aie+65lF26XjfXb9J/AHim28TaEUTW9G13UNJkOnatPprqYor6JVE8ZQO5iYMeY2YsoIB9a3K/Oj/gg1+yv8Yf2bviF+0jqvxG+E+pfBvw38TPFVt4q0Dw9e+NbPxZJBczRy/b2+127lmBkERBlRWwVGXKljo/ti/tKftT/Ab/AIKn23hn4ReE/D3xn8MfEL4drc2Xhm+8RW+gReCrmzvxDLq9y8gd54WN5GCkQWSVUKoMwbmuTfNTi1700nZWspcjnJaaKzTXZdbK7WcElCbW0HbXdrmUU9d3Zpvq9bXZ966b4v0nWde1LSrPU9OutU0YxDULOG5R57DzV3x+agO6PevzLuA3DkZFaNfnd/wTU/4J5/tHfBX/AIKR/FP48/Ge6+BOmxfFDw1Bpup6V8Nb3WTb3+owTRmK9mhv48BxCJELJJjnhAWdj9Z/FP8AYh8GfGLxxeeIdW1r4vWl/fBBJFofxX8U6FYrsRUGy0sdQht4+FGdka7jljliSSzUYN7tars7tW89r9NHsNNOUl0Wz76J/Ldrrsd58XbjxHafCjxPL4Ot7K78XR6TdPokF5J5dvNfCFzbrI2DtQybATg4BPFeHf8ABJL9tLUP29f2DfBfjzxBYy6V4zjSbQ/FdjLB5DWusWUjW12PL/gDSIZAn8IkCnkGva/hD8IdK+CHg1NC0a78UXtlHK8wl1/xLqPiG8LNyQbq/nnnK+imTavYCvNf2Lv2Zp/2ZvEfxriW2itNF8bfEW88W6THHIGUx3djYtO20E7M3a3XBwe+MEElK3PNPZxTXlKMkrL1U5N9+SL6BUbcIW3Unf8AwuL1fo4xt25pdz3KiiikMKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAr4L+I/8AwSg+O/h34weOtV+Bn7YOv/CPwN8QNXuPEGoeENV8Aad4xtbS/unaS8a1lvZQYIJpGaQwqu0O7nJ3YH3pRS5Vzc3y+WmjWzWi0fYpTaXKu9/mr2fk9X97PBP2A/8AgnR8Pf8AgnL4C8QaL4FiuJZ/FurPrWtahPZ2Nk97cFQihbext7a0giRFCpFBBGo5OCzMx97qpruvWPhbRLzU9TvLXTtN06B7m7u7qZYYLWJFLPI7sQqqqgksSAACTVmOQSxhlIZWGQQcgirlJy36JL5JWX4IzjFRVl1v/m/z19R1cj8fPDni/wAX/BTxVpfgDxHZ+EPG2oaZPBoet3Vgt/Dpd2yERTtA3yyBWwcMCPVWHynrqKiUVJOL6/IuMnFqSPn34Kfs3fFy/wDhT498NfG34uweOJ9e1Yz+HtW8L6IPDN74etUWLydjRu4aZZY/OywYBmZWMkZCLyH7In/BN7xb8JP2ktT+Lnxl+OPiL4++PIbCXQ/C1xf6Fa6FY+FNNldXmSGztT5DXUpSMS3QVGdI1XaAOfrGg9Kq9pe0W6Vvw5W7bXa0bWru+5Nvd5Ol7/je197J7LbRBRXkP7Ivif42+IdK8YRfG7wv4E8O6lp3iK4g8PzeFNUmvLTVdJKo8EziZRIkq72ifcF3vE7CNEK55D9hr9uHU/2uvjD+0H4dvvDlt4ftvg147fwdZMlw80upRx28UhuJMqoUuzkhVGApUZb7xSd2orfl5vl7u/mnJJrdP0Y3orvbm5fn734NRbT2a9UfRtFFFABRRRQAVk+O/AmifFHwZqnhzxJpOna9oGt2sllqGnahbpcWt7A6lXjkjcFXVgSCCMGtailKKknGSumNNp3W58ofsqf8EOf2Uv2KPiUPGPw5+DPh7SfE8RVrbUb+7vNZn091JIktjezTfZ5OSN8OxiDjOOK+ofE3h218X+HL/Sr5ZHstTt5LW4WOZ4XMbqVba6EOhwThlIYHkEEVeqnrviGw8L2AutSvrPTrZporYTXUyxRmWWRYoo9zEDc8joijqzOoGSQKcvejyS1Xb1EtJc637nyP8Lv+CXXi+D9rfRfiJ8WP2gvGvxn8NfDuWW4+HvhPVtIs9Pg8O3EkbQ/a7ya2CjU7qOJmSKeaJXTfI2SzZr3X4W/AbxD8Pf2hviR4xvviZ4s8S+HvHLWMuneE9RWFtP8ACssEAhmNo4XzAkwSNjHkKHEjHc0hYcTpn7Vvxeuf2nJvB1z+zP41g8Cx63Lpq+Ok8U6I9m1oIIXhvvshuVudjSNOrIFLIkcZG+SRoYvoWiDfJFra3XfXV3vrd6Xcvev6Cklzyvv+Gl7JW0t5L3ettTx/9uD4A3/7RnwTs9H0aUW2u6R4o0HxDp1zuA+yy2Gq2t0z88H91FKCp+8GIwc13/xV+HNt8Wvh/qXh+6v9X0pNQjAjv9KuzaX1hKrB454ZBnbIjqrDIZTtwyspKnb1HUbfR9Pnu7ueG1tbWNppppnCRwooyzMx4AABJJ4AFfKfxq/4Kk6Donxu/Zt8P/Da48I/Enwr8ePFGoaDP4n0jXI7+y05bO0eZ1ie33xySl8KcuNmxwVJPyyrNqivtSX/AIFLlin5XtFX8kU3ZOo/spv5RTk1521dvN9xf2RP+Cb3i34SftJan8XPjL8cfEXx98eQ2Euh+Fri/wBCtdCsfCmmyurzJDZ2p8hrqUpGJboKjOkartAHP1jXnH7TX7Xnw0/Y08G6Z4h+KXjLRvBGiazq1todpe6nIUhlu52IjQkA7V4ZmdsJGis7sqqWHodtdR3ttHNDIksMqh0dGDK6kZBBHBBFWruCS2jp6P4reut31d7vcTVpXe8tf0+7S3ZWscd+0N+zp4I/aw+D+teAfiN4a03xb4Q8QQ+RfabfISkgzlXVlIeORWAZJEZXRgGVgwBryT9jL/gkR+zf/wAE+deutW+Enwo8P+F9bvMhtWmmuNU1KJWXa0cV1eSTTRRsPvJG6q3UgmvpCilH3W3HRvfzCXvJKWqW3kFFfOH/AAVf/bX8Sf8ABPL9iLxL8W/C/gaT4g3fhW5spbzTFmMKR2LXMa3U7uoLKEhL4YK+xirMpRWrn/hd/wAFWPCX7ST/ALNep/DVYta8MfH681SKS6uTsuNFFhp09xNbyRg8XCzokbAkqArkbgytRD31Jx+y0n89vk++17rcJvktzdU2vlv8/LfrsfVd5A11aSxrLJA0iFRLHjfGSMbhkEZHUZBHtXnP7I3wN8Qfs3/ATRfBvib4jeKPitqujmZD4k8QrENRu4TK7QpKyAb2jjKIZHLO5UsTzgcF+0V/wUm8HfBL4nSfDzw54f8AG/xg+KkRtftPhDwLpX9o3ekJc8Qzajcu0dnp0LfK267niJRt6qy817D8GPE3iXxn8JvDureMfC8XgnxVqWnw3Oq+H49UTVBo1w6BntvtSKqTFCdpdFCkg4yMElP3oupHba/ffbvbW7W2z3CeklCW+/5b+q1V990bHibw7a+L/Dl/pV8sj2Wp28lrcLHM8LmN1KttdCHQ4JwykMDyCCK+Sfhd/wAEuvF8H7W+i/ET4sftBeNfjP4a+Hcstx8PfCeraRZ6fB4duJI2h+13k1sFGp3UcTMkU80Sum+RslmzX2JVPXfENh4XsBdalfWenWzTRWwmuplijMssixRR7mIG55HRFHVmdQMkgUR92oqkd/66d1d2e6u7WuEveg6b2f8AVvR9Vs+ty5XhX7bn/BNH4G/8FGtE0aw+M/w903xonh6Zp9Nna6ubG8sy4w6JcWskUwjbgtHv2MUQlSUUj3Wik4qW6GpNbHl/7KX7Ffwp/Yd+G6+EvhN4E8P+B9DO0zx6fB+/v2UELJc3DlprmQAkb5ndscZxXz942/4JM+Jfip+0B4fm8W/tA+OvEvwA8KanBr2mfCi8062ERvoJBLbpdaopFze2UUoDpbXIk5jizIwQZ9x/a2+PXxH+Blj4ef4d/BPxB8Z59WnuYb6HS9f03SDpIS2kkgd2vZY1dZJ1jjO0/IrO/wAzKkUvd/B3xnrHxD+F+ia34g8J6r4F1rUbVZr3QNSuba5udLl6NE0ttJJC/TIZXOQRkK2VFJuVT219Ytb9+js97W0evK+zsS4qMfZdJJ7dtnqtr9tLrujxWf4I/tKH9sODxLH8cfCo+Dn9tyXc3g1/BURvDp/2CKKO0W+Egfd9q86YydQRHyyEwjhv2vf+CWPjD9qnxxLpMP7RPxA8J/AvxNdNd+MvhxZ2FvL/AG7vffNBb6qSt5ZWs5H723VpI2DyqojV8D7IoqVFLlf8u3Xtv/NsnZ3V9dyuZ6vv2077W2erV1Z20vbQq6Lo1p4c0e00+wtobOxsIUt7a3hQJHBGihURVHAUAAADoBVqiiqbbd2TFKK5Y7BRRRSGcL+0P8G7v43fDmXTNJ8Wa/4E8Q2sovNG8Q6OY2udJu1VgkhhlVobiMhmV4ZkaN1YggHay+OfsJf8E9db/Zf1vxr41+I3xZ1/41fGTx/HDZap4yvtMg0pbOwt9/2aysbGMvDaQo0jyMqZEkrM7DoB39j4n+NsX7al3pN34X8CSfAafw759jrttqkw1+21ZJEDw3FuyiNopFkbZ5edot3Z5MukY9eqYxVnNfbTX42fo3bdWbjbpYcnd8j+y0/J6Jr1Svs7pSv1PNf2Rvgb4g/Zv+Ami+DfE3xG8UfFbVdHMyHxJ4hWIajdwmV2hSVkA3tHGUQyOWdypYnnA9Kooq223dkpWCivLf22vjP4r/Z2/ZM8f+OvA/hA+PPFPhTR5tTsdBE/k/2gYhucbup2oHfauWbZtUFiBXzT/wAEoP8AgtVYf8FfPH+tTeAvh54t8M+AvCGiR/23qviG3iQya3NIhSztZIZnSSJIRM7swVzvhOxAfmVP95UdOO6V35Kz1+fK162XVDqe5BVJbN2Xrp/mn6XfRn3RRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAV+DX7Vv7XfxE+G//BzL8LIJ/h94/wDBviDUPGaeDrfxPc6vO2i+NvCFx9nQWdvZPbiHy4ZWacyxTP8Av5HLgMqeX+3Pxj8HeJPGPhRE8I+KR4R8Q2M4urO7n08ajYzOFZfJu7bfG01u27LLHNDJlVKyoRXx5+zt+wX+0Z8Zv2wNC+Lv7Wnjz4a6xB8NGkn8B+Bvh5bXkfh+xvpYTA+qXLXiiaS5WNpFjVjIIzIWR05UmG0xlOtL4Ybro1pt5u3J5qUk/dbYYi8sJUpR+KSsn2etr+S+K/RpNe8kj64+MvxaPw11TwTpkCQSaj438RxaFaecfkXFvcXk7YyCSLa0n2gH720kEAivkv8A4L0/tg/Gf9hX4F/C34i/CLTf+EigsPiLpll4m8PQW5kvfEdlOJY0sYX2yFPOmKR5SJ5N8kRX7rK30j+2f+y2/wC1r8G/7B0/xh4g+HvijSL+HW/DXijRSrXeg6nBu8mby3+SeIh3jlgfCyxSSISu7cPDPgL/AME0Pi6/xU0LxL+0P+1L4q+Pdn4Ovo9U8P8Ah618I6d4P0VLxclbi+gtC5v2icQywCRlWGSLeAxI2zFOTSb5bTi773inFtJd9JaSVnfV2dlc3GMW0r3g42/vPmV79FZx2d1ytpXtf4F/az/b7/at/aA/Yu+L9nf/ALNf7YPgDxr8ansG8FWOgaINf0zwxplo8EV1bXTxRQXdo106XhdZrUSPHLHhmjxX65/tceIviJ4V/Y58e6r8L7SwvviZYeGbq50C31D/AFUl8sBZAwwQzZHyq2FZtqsVBLD1Svi79tb9lD9qr48+IdQ+H/gj4veAfD3wM8dySL4l1O90q4PjrQ7KY/6TYabKubOWKRC8aSTRpNCspw7lFNKvzSpPD0fdlK9pdFooq71elrt21d3a7s3ScVUjVqaqG6tvdpvTS+1kvPe2p4R+1T/wWs+B3jz9jO7+HXx38QXfwz1v47/B6w1jR4bbRdUvTff2xp8yv5T2sEwXyrgFAHIJxyCK8y8T/wDBTL4y+P8A/glx4a+Ho/Ys/a78VeINB0PRdE+IMV7o1z4Wj16zWJYLtLG7jMt/N58iqr+Tb+YsEszM0WN1fr94A8C6V8LvAmi+GtCs49P0Tw9Ywabp9rH923t4Y1jjQewVQPwrXrXEKnOdXlXuzkna2nLFycVbXpJqV21LsjGg5xhTv8UE9b63koqTurdYpx0uu58cf8EIIPGul/8ABO3Q9M8Y+CfFnw8tNG1rVbHwpoPimKaLW9O0BbyQ2EN2k2JA8UZMKlgN0UMTdGyfe/ib+1l4S+EPwW+IvxB12S9tfCfwyjvJNUvRGrC5+yRB5xbjdlysm6HB25ljZRwMn0yvzm+Nn7Ev7ZnhjxB8TfBnw31n9ln4ofAn4i6zfa6mg/GHTNVku9IN/cSXV3YKtinlTWwuJHkRpSXG8D5QgJnFVKlVy9npJxdm9fe0Scm++rb6vqtE7w1OEEubbm1S0918zaitEre6kui6dV55+zv/AMHIvxK+P9pPqDfsKftN2/hTXLMy+FPEfhjRZvEMGqs7Ygkl8y3tYIoSpDGRLiVRjHI+asLw7/wWp+Ovw9/Yv8F+D7H9lb9tXXvi4lla6f4l8Ya38KJ5re0lZCbzULaBZT9skSQnyYJDbxsCu51C7G+yf+CSv/BKjw7/AMEp/hP4s0DRNTt9RufGuutrl6lha3Vnpdh+7WKO3tYLm6u51jRF5aW5ld2JJYDaq/WFVOMEuWLumo379W1ptu03G17Jq1kRTlJ+9LR3du3ZPX0TSd7Xadz8O/hj4Xi8W/tpfDLxh8APgJ/wUA+FXxp1TxPpw8ceNfiVo91b6D410dXi/tFdblubyWFf9GikaFIIo1EojSNFIh8v6F079obxl/wTY/4KN/tO2sP7NX7Q/wAU7X4y69o/iHwtq/gvw2L/AEOaU6XFbSRXd88iR2gFyhDM27y1yxAULu/T+uR+Pl943034KeKrj4bWXh/UvH8OmTv4ftddlki02e9CHyVnaP5xGWxnaQT03LncJcuSFoaJKS07PkfLFbRScE0krXctNdKUead5bu2/dc3vSe7dpNNt3tbsfBn/AATC+Hv7Utx/wVB+MvxR+K/wm8RfB/4c/Ezw3Zs2h6l8RtN8X28es2skcUbWxtir28ZtjJ8nl7QQfnOUVfo79o79o74k/B7/AIKE/s+eErHR9Lu/hL8UU1zRdYveTeWerw2TX1p6bUMVpcgYLbi77gpRC2j8FLD9ov4pfCnx7pvxXb4f/DbxQNWMfhDVvA9zPqkaWsaxNHPcxXaKH3TK+6PK74pNhEbL5jedfsv/ALIP7QHjP9raL4u/tOeMfhnrF14Gs7rSvAPhr4f2V5b6Pp32rC3Oq3BvC05vZIVEIj8x44kL7WJc1cbKVOnZKMYv0aabs+vMnKyWnK1HpGVo+zUnvKTt6NWSa6W93mf82vWSv9IeMfi0dC+OXgvwTbJA134ls9S1adpTzHZ2Qt432DI+czXtqM8gLv4yQR8N/wDBbL/goR8fP+CeX7Tn7PGt/DLwNf8AxY8E+KX1rSdY8DaNbv8A2pr9+LZJLcLKkNxIvloskqiKEnEMwckMuz6h/bp/Y58QftSaN4b1XwD8UvEHwY+Jvgm5ln0DxTpthDqcMUc6rHc213YzkRXdvIiqfLcrtlihkB+Ta3Gfslf8E8vH/wAOvizZ/EP46/tBeKv2gvGugQz2nh4S6DZ+GdB0KOVArTx6babke+KtPGbp3LeTMYwqjJbKKcpJ35eVvzTVnolr3trazXMuiNpNRjtzXVu1nffptvpdvbTc/O/48/t4/tOaz8OPhjaeIP2ef20dP8YwfF7Tfid4istH8Lx+INHk8Mi6NxDosd1a+XmSGFbb/R5YYCJo284K/wA1eu/EvxR+1v8At0/t+fs3/FPwr+zb8T/hB8PfAXiPzLrVPEPj/SreXUvD94Fjuxf+Hi4mt7nyx03ySKARtLbSn6wV83/APxT+1Zqf7SN3Z/Ezwn8FtO+FHk6o1vqGgavfy6zvF8yaerRyL5fNooaXGAWlBUxlDEdKMlCpCMV8Lclfb3YxSUnu7xglv7zv3Mqycqcm38S5Xbf3pSbaWys5N7e6uW3wjv8Agq/+0L8Sf2T/ANh3xV8SPhbpOla3rngqey1fUbS+yRJpMN1G+oeWvRn+zCQclcKWYHcqqfin/gtB/wAFTvhP8S/gX8XP2c5tc8SaT+0Ppmr6dN4K8LaV4f1a7v8AWr6GWy1HTTFJbwPCxnbaAvmA89A2K99+N37DH7S37THxV0v4e+OPin8Pb39lyx1G31TUhZ6VcQeOPFsMEomi0nUHObT7MXWMST24iklSLBQeY9fcyqEUADAHAA7VnBac9+rf95W5LNPVKzi7L3tXJ6pxNZSSkkltv/K730a6qz97a+ivo0fit/wVC/4KG/E/9t74a/DJPhj+zj+3v8PvHvw+8Z6X4pthefDCW10TU3hcLJHdyRTPKEVHkZSEKk5Dphgyfq3+1x8YD8GPgJd6z9t/sabUNR0rQYr9gp/syTUtQttPS4w3ynymug/zDHyc8Zr0+uO/aC+AXhL9qX4LeI/h7470eLXvCPiyyaw1Oxkd4/OibB4dCHRgQGVlIZWUEEECqlLlpuMI3vJyavvdRTXW11FK/TcinH95GU3oko/JNu/m7yZ8N/8ABdz4ifFr4YaL4EudF/Z31n9oz4FaFHPqfjnw/Ya59nl1K5jaJbGO7gWOee7s4yZJ5YvIkicpG0xCRsG4X9pFdH1X9iH9jT4/fBX9nzxlD4O8HeOrDx7N8P8AwN4fil1Wx06/s7vz3t7G3xHJmWeJxt2ja4Y7FLbfdvgh/wAEJfhr8NLm3h8afEz9oP47+HNOa2k03wt8TfHk+teHNOktzmF109Eht5dmAFWdJUXaCqggGvthVCKABgDgAdqIrkjo7y54zT/wy5rPo7tJeUYrV30Uvelyte7ySi1frKPLddVZN+rb0XX8Q/8Agp5+134s/wCCqP2PwLffsIftc618LNK086vcPrmgXXhnUNF1FHZH1C2to2ZNUmitXdYLNrmLzHllBVzseP7O/wCDeH4jzfED9hXWbewsPHGl+APC/jfWNB8CWXjC3EOtafokDoIrO4w77jbStPbg72KiAITlDj7voqqLVOMorqn97knd92kuWN9VFtXtoKqnUcZN7NfdytWXa7fM7aNpO19TiPgZ8Wj8ZtL8RanEkCadp3iPUdCs9hy7/YLhrOdnOSM/aYbjAAGFCgjOSfx/0/8A4Kofto+JfjL8bfgIPgp8SfiHdeHPibexyfETwM8enpoGhQ3EN2+mwLNbtbtM9griFZLyO4b7XEqsXClvt741f8E0/jxB8ZvE2vfAX9rrxD8FPCvjK/fW9T8LX3gPTfF1rBqUv/HxNZy3bq9rFKQJGhXcvmtK4P7zav0X+yX+yxo/7InwpPhrTdb8U+K729vZtU1jxF4mv/t+s6/eS4DXF1PtUOwRI41CqqpHDGgACioop3jVk7Wjblet5Xg7vpb3Xs02na0U2lpWa1pxV053T7R99Jd72kls1o3dtK/w/wD8E/f20/F/iT9sb9p/4ufED4c/tSeDfht4hTwnYeEdG8WfDDV5tTszFb3y3MVtZWEFy5gE26RnTIU3ClyGcZ8tj8JfER/jPeftN+DfgH8UNA+GXwq+KV94u0vwLL4e+zeLvHCarpcOlaxfW+lSMssBikjkuoY3Ktc/apGZIyoz+wFFPaSnDRqKivk4vW/xXcdfW/xJMl+8pKW0t/8AwFx93s7N6+b6No/Bz/goj8RvDH7XfjcfGj4e/shf8FD/AINftSaPDDNo3jrQ/hjOscs8MLRJbXsX2vy5rd0YxO4iEpjCK2+NTC37Af8ABPj4hfEr4r/sT/DTxJ8YdCXw18TNa0OC61/TRataNbTtnG+FvmhkKbGeM4KOzLgYwPY6QjcMVUWo05U4rdprst727Xvr3snuKd5zjUb1St67Wv35badrs+cv+Cr/AO0L8Sf2T/2HfFXxI+Fuk6VreueCp7LV9RtL7JEmkw3Ub6h5a9Gf7MJByVwpZgdyqp+LP+CzH/BUn4TfFL4IfFz9nG48QeIdE/aH03VtPn8FeGNM8P6vd32tX0EllqWmeVJbW7xMZ3CqF8wdRnacEe9fG79hj9pb9pj4q6X8PfHHxT+Ht7+y5Y6jb6pqQs9KuIPHHi2GCUTRaTqDnNp9mLrGJJ7cRSSpFgoPMevuZVCKABgDgAdqil0m9rt2+0rclmnqlZxdvi1cnqnEuUkpKKW2/wDK730a6qz97a+ivo0eKftqeIPizb/sUeJNV+D+i2+p/FFNPtrvT9IurgWpu8SwvdWySNgRzNb+ekbNjbIUJ6V8z6D/AMF8bzUbKyW8/Ym/b0tdQnRBPHF8Kt8EMpA3Ksr3KZQNnDsqZAyQvQfoJXknijxB8bLH9sbwzY6V4f8AAN98Cb3Q7j+2tTkv7iPxHpuqqxMWyLHkvbOu1doy+4uxZAqrI9HUd9n+Gj6+ei9bd2Qly0kusevfZbeW/pfyPzX/AGRf2y/iZ/wTntfjj8L/AB3+zl+3Z4qtPEfjnVfEfhbWNB8H2nie60ux1OKOch7+3upLR7lbh5pCI2lVXc7ju3IPoj/g3A074jeFv+Ce974c+I2j/FDSJPDXjLVrPw+PiDpE+la9daQ7pPbyzwzFiCWmlB2u6AhlViFr77ryX9rjwh8X9a8Ew6p8EPE/hHRfHWkiQW+neMLKe68Oa0kgUGO6+zMlzEyFQySwsdp3KyOr/KoT9lG7V/cjD5RtZ272Vn1s3u7Ic4+1ktbe85/OV7/Jt38rL1Pk/wAW/wDBXP4nfs2ft/8Axc+E3jX4AfGH4n6VbXOk6n4Hvfhd4YXWY7bSry3MQ/tKaSaFYC11b3BDPwCJhuKRqx8H/wCCUvj/AON3xG/4K6az4p8T/s1fGL4O3fiLR9ZsviZrniq+vr/Q/EDQXELaVJYzSxR2yPbsZbeKK23xtbOZA8h3PX3n/wAE7f2RfG37PWh+L/GHxe8V6X44+NXxT1GPU/FWp6VbtBpVjHDH5VpplgjKri0to9wVnAkdpJHf5mr6PqqUfZShKXvSUWvvjy/Nr7W6k1zK2jFUftIyitItp/c7/c3qtnFad0FfNn/BNz9o74k/HjTPjDpHxW0fS9I8WfDT4lar4YjGnZNvc6fsgvbCRScFv9FvIRuKqWCgsoYsK1v21/BX7Rdzp8Ws/s6eLPhrZeIngFjeaJ8Q7G7n0SRNxYXcEtmRPDcpuIIZZYpF2gqpTceH+Dn7DHxV/ZZ/ZTFl4B+KOkax8bbq51HxH4i1vxbo7XGg+NtbvSryvd29s8U1vErJHFC1vIPJjQZjmAMZinKznOS0Sat1u5Raku6UYyvrf3kkm7pXNXUYR3bvfyUZKz9W1p5XuktfyL+Cf/BUL4ifsu/8F6vEOp658Bf2hINf8WWOp2Pj7wtoaz+ItS8crby3B0zVLLTpYoBDBbxKsSGKV4/s6Eqx3SGT7Y8E/wDBav4ofDnxl8YNb1n9kj9uTxW3iTUIb7wJojfDVobDSrJNMt1jtp5o5pDA8l2Lh5WWOVkEi5VmXyx9AfsIfsGfGXTP2ldY+Pf7UPjvwn41+KjafN4f8L6L4Rgmi8MeCNMllWSdbQToszzzlIw8si+YETYXkGNv2jTpwdPD06bd2ocvpeXMvK6VttI3cV7pMpKdepUS0ck/W0VH1tv5uyk9bn4MfHf4m6b+2p4YHjD4t/su/wDBSlv2hLVZbzw14s8L+BtR0uy+HVy2xooNIt1v1iWGMxoHnliM853uzITGkX0LqP8AwUKfxv8AAvwj8O/2mP2Kf2yvi94t8H6ZHpnihrL4Wpq/hbX9UjjSOe8RUultrtfMRnhmMeFLb49hINfrFRRyx5HSS91u9t1dX1V+rv7z1cmk27q4XfMqjfvK+vXW34K2i2irpKzPx8/4Iw/th/Fv4IftV3/wKPwA/avtv2bNauc/D3WfiD4Ju7K++HqeWXbTbu4dpI309CGSGRpjJGFjXawf5P0l+Kf7NfjP4heOLzVtJ/aD+L3gWwuQgj0XQ9O8LTWNptRVJRr7Rrm4O4gsd8zcscbVwo9eoq5S5oxUtWtL31fa/drvu+uupMVyyk47Pp0Xe3a/ZbdNNDlvhF8P9V+G/gtdL1rxt4n+IV4JXkbV/EFvp0N46t0jK2FrawbV7YiDc8k14Z/wSz/Zwvf2S/hh8SvAX9lTaP4a0n4la7deFYGh8qMaVdyR3kQiGADEslxMi4GB5ZHavpyipi7Tc+8eX/yaLv6rlt82OSvBQ7SUvwkrf+TfggooooGFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABXiH7eP7ceifsF/DTwx4i1vRtV1weLPF2leD7K3sWjTZcX03lrLIzkbY0UOx2hiSFGOSw8C/4Li/tneCv2d/AHg34ffEzxx4q+E3w5+MQ1bS/EHjnQdPuLq80yGG0BSzgaGCZop7mSZcSGNv3VvcKACwdPivxP4W+N2nf8EC/Fms/GbxJ4r8b6R8LfihpOveCNe1bQLmx8Q33hbTtWtFXULm3nUXSBo/tEyecPOEWCzMm01NOSnK7doxlC7e1nOKnr0ai7q+6UpbR1qrFxiuVXlJS5V15uWTjp1TlGztom4reWn6Zf8ABRn/AIKf/Dn/AIJl+AdO1rx5/aU0us+b9gtbYRRCcRGMSN5szojFDLGTDCZbp0LtFbyiOTb6F+yH+0DqH7T/AMBdH8Y6p4I8UfD2/wBQaaGbR9es5rW4R4pWiaWNJ44p/s8jIXheeCCV4mR2hiLbR+Pf/BR3/gpX+wv+2P8AErQvjX8N/wBq/wAVfBv9oz4fac+neFvEdr4U16XT54knkkW2v7U2DpLbSeZMDtwds/7xJQvknpPAH/B2r4B8c/8ABNnW7vxB4v8ADngn9pmG3n0yysofD2q3mkXE/mLHHqcRFu6LF5bGXyZX3BoipBBANUXeE3P4l08r2Vn1b0ut1d6NaoqJc8FF+69G/O19V0W9mrp26N2f3V/wU7/4Kp6R/wAE6fiN8KtO1DVfh9bWXii6vL3xFb6/fX9tfRaNbRAz3dj9mtZ0kliZ1cxPh5hGY4kZmLxeweF/2mPEPj/49+E9M8O/Dy+1z4Q+L/CP/CSWnxKttXtvsa3DMjQ2ZsmxcYkgdZBKcDLBQpw7J8UfEb/g5g+A2q+Nfh9f+A/H17q/wr0rU5f+Fo+LY/AmvPb+HIWs5hp0DbrIBGu7wKoYBjiBwAN25fl39pD/AIOPvB/xS/4JX+MtG8NftO2fhj9ouLW9Tu9MvLDwVrNuup2MOs3EtlbwSfZmjtTPYrbqDK7FQxSUgl3Web2cG5q7T/Bq229ldSVvebTfvRaiko+0ceX3bpLXo9XvsvhcZbxSlHVO8j9Zr39tOCL/AIKUWH7PUelEXMvw6n8f3GpO/DKNRjsooI1Hp++Zy3rHt/ix7rX5mw/G7U7b9uD4W/tQ67pd5D4Oj/Zh/tLxVqIRY7LTpLvULO5VGkIwn/LZ+vCQsThVJrufg9+114P+Lv8AwXHUfDb4u+EPiX4R8a/B2SO/sfDfiKz1e30a+0vVlaJ3+zyP5Zki1KUDdgna2MgfLuqTUoUJfH+9Uv8AtyVa33xppLvozL2sZRnWh8NqTS/xxpX/ABm5de21j75ooorI0CiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKK848b/tVeDvAH7R3gv4UX15cnxr48sL/VdNs4rdmRbSyVTPNLJwqqC6IBkszNwuAzLR/Ys/a58Oftz/ALO2k/E3wjHcx+HNeu7+CwNzgSyx2t7PaiRl/gL+SX2HldwB5BoXvLmW3/Ba/NNeqa6MHpv5L5tXX3rX0PVaKKKACiiqHijxTpngfw1qGta1qNjpGj6TbSXt9f3twlvbWUEal5JZZHIVEVQWZmIAAJJpNpK7Gk27Iv0VX0nVrXX9Ktr6xube9sr2JJ7e4gkEkU8bAMrowyGUgggg4INWKppp2Yk01dBRRRSAKKKKACiiigAooooAKKKKACiiigAooooAKKK8Y+Cv7f3wr+P/AO038S/g94a8Sw3PxC+E80Meu6VIhjfZJFG/nQE8TRo0nlSFeY5BhgAyFxay5FvZv5K138roHpHne2i+b2Xz6Hs9FcX8Afj34d/aX+GsXi7wpPPd6Fc319YQTyxeX57Wl3NaSOo67DJA5UnBKkEgZxWBoX7bXwn8V/tKTfB/R/Hnh/XPiVZ2VzqF9oOlzm+uNKht3hSU3hiDJasGniASdkd93yhsHAtZKK3ev3K7+5asHonJ7LT53t+eh6nRRRQAUUVkeOPH+hfDHw3LrHiTWtJ8PaRDJFDJfaneR2ltG8sixRKZJCFDPI6IozlmdQMkgUAa9FFFABRRRQAUUV5z41/ao8H+Av2kPBXwovbu5bxt48sL/VNNs4rdmRbSyVTPNLJwqrudEAyWZm4XAZlL62/rRNv7km/RNhsrvb/N2X4tL1Z6NRXmX7Jn7XXgn9tn4Uy+Nvh/e3mo+G01a+0eO6uLR7Uzy2k7QSsqOA4Quh2lgCRjIHSvTaOifdJ/Jq6+9Bs3Hqm0/VOz+5hRXmPw3/aC1fx1+0n8RfAV58OvGOg6V4Ih0+fT/Fl7bhdG8Ti6iLulq5wWkgdHSRQGAwpJG9QfTqFqk+4bNrt/w5Q8UeF9M8ceGtQ0XWtOsdX0fVraSyvrC9t0uLa9gkUpJFLG4KujKSrKwIIJBFch8Dv2Vfhf+zFDqMfw1+G/gL4ex6w0bX6+GfD9ppIvjHuCGUW8abyu5sbs43HHU1U+N37YHwy/Zs8d+BfDPjzxponhTW/iZqEul+GbfUJTENVuY0DtGr42IfmRQXZQzyRopLyIrcX+zV/wU/8AgR+178QdQ8KfDz4keGvFHiPTr2/s206wvI7i4kSzZEmugkZYi1LOqpO21JT9wsCCSGrfJvbX0TV/ubQT0inPa6t6u9vv5X91j32iiigAooooAKKKKAI7z/j0l/3D/KsAHFb93/x6S/7h/lWB3oAUfMa/Jv8A4Kif8FrPF+hfGHUfh38HL7+ybfRJnsNQ1qKJJ7i+ucgFbckHYqnK5xljnt1/Uz4ga5J4Y+H+v6lEUEum6Zc3SGT7oaOJ2GfbIr8Pf+CI3wt0z46/8FEIdT8QRpejQ7e71yKFxvjluc4RmznIBctz3A9K+M4sxmK9ph8vwk+SVZ2b6pK3+f4H9L/R94byN4XNuMM/w6xFPLqalGm9YynJSaundO3LZXTScua10iDXf24P20/gTpll4n8R638RLHSGddkus6YDZy5wQG3R4598da/Sz/glP/wUwg/b6+H2oWmtW1npXjvw2E/tC2gOIr6JuBcxKeVGRhl5wfY19K/FvwBpnxZ+GWv+HNctYb/StZsJra4hlQOpVkIzg9x1B7ECvxP/AOCIGpyfDb/gp9BocM+Ybu21PSXJ3fvVQFhwOM/ugea8z2eLyXMsPSdeVSnWfK1Lo9P81+R9s8Xw94mcFZvjo5XSwWNy6KqxlRioqULSdnZK+kZJ3vraStqj90M5FGc0gHNVtW1m28OaTd6jeOIrPT4Xup3P8MaKWY/kDX6Ne2rP4zjFyfLFXbPin/gqR/wWDsv2JtW/4QvwlY2uveP3hEt19oJ+y6MjqGjLgcvIwIIXIAGCTyBXwi//AAXO/aee1OpibSl03d5nmDw2nkBc9N+OnbOa5v8AZD+H6f8ABSL/AIKnvea+LnUtE1PWLnXtR8wFvMtImLJG542qwCJj0OMV+7S/Dzw+2hf2R/YGh/2UY/J+xfYIvs+z+7s27ce2K/N8GszzydTFUsQ6VNNqKXW3fVH9qcRz4H8LMPgshx+TQzDG1KcaledRr3XL7MbxlbVOySVkk223c+If+CYP/BZ+H9sbxyvgTxvpdloPjG6Vn0yezJ+y6ptBZo9pyUkCjIGSGAPSvvbdX4MDwppPwK/4Lb2mkeEHXSNJ0rx1DBaKkbKtsshUPEoznb87IO2D6V+88i7ZWAGME8V7nCWY4nE0alLFvmnTk437n5V9IPgvJckzLA5hw/TdLD42hGsqbv7je6V9lZp2u7O+ysg3c0jfMf8ACgDg0lfWH8/jieaCctSDnNJnigB561PpRzqMf4/yNVuuasaR/wAhCP8AH+RoA26KKKACiiigArF8Z+PtN8BjShqErLJrWow6VZRou5555ckKB7Kru3osbHtW1XgX/BRL9nD4g/tD/CHQZvhN4r0fwh8TfAHiO18V+G7nWYJJtJvLiGOaF7S9WPL/AGeaG4mRmQFl3BlG5QRMpWafS6v6XXN9yv8A5MpK6a62dvWz5b+Tdk/I8W/bt0T+yf8Ags1+xF4gVZP9Oj8a+H5WAyuH0lLhAcjA/wBS/Oc8DjGcUP8AghfrH/Chf+CO1tqGrWU9vpvg7UvF16iLbmEz2kGsahKHRTxgqDtxxjGK6T9nP9j/APaJ+Lf7SHhD4qftT+LPhHLf/C77YfB/hb4ZabeR6ZFdXVu1vLqN1eXx+1PIYJZohbqBCPkkJLDA9c/aw/aG1r9kHwVJqtn8FvGnxT8BW9lHbSaZ8PLG31HXLORpDGV/syWSHzrYoyc27PIp3bovLBkWavNTockJWbUkutm5OSb6aNt+krP3tFUWqlVXj7qcW+8mlKOn/bslHv7unu2b/Pz/AIJQf8HC+hfGH9pv4q+FPi78dfhbq3glrS28U+FvFd7b/wDCHWmjtcFFn8PEXqQeebdyfLlYvJKqO5ds7IvpTwL/AMF4fgde+HPjRrniD4qfBe0svAWuX1p4W0+z8daa+peK7G0sYJPPiRp/nae5NwkWwYZVj6nJPgv/AASm/wCCRvgj40/GH4o/Hz4pfsqeAPhP4Z+IiWlh4S+FmuaJDfDS7eDLS6ldWdxGYrS6nYqqwxRQ+UiMChLmR/u7wr/wTI/Zt8C+J9O1vRP2e/gfo2s6Rcx3thf2PgTS7e6sp42DxyxSJAGR1YBlZSCCAQa2nH3Ix+F8lu7i2009d5Rira73fP792Ywl78pfEua/ZNW1XknLXTTT3PcseH/sVf8ABVmH9tT9oz4R+HvD3if4X6zYeJ/hPfeMvFem+G9ch1S98P6wtzpSx2c4Ry8Cxpdzr+8CtIyvlU8vFfV3j5/DHxQ1XUPhp4g0S38SWGuaJLPq9jeWsdzp7WcjiERXCOcN5370Ku0hhBLnGBnK+GP7Hnwj+CfxD1Lxd4M+Fnw58JeK9ZSWPUNa0Xw1ZWGo3yyyLLKJZ4o1kcPIquwZjuZQTkivEf20NY/aI/Z4/aHt/iP8E/hLpvx50jxN4et/DmueFpfGFr4YvNKntLi5uLa/huLlGieNlu54pY879wgKjAelVlSkowcdHzX6rVzaXeyvGN2umttWqpqcVKSlquW3TblTfq/elZPfa+zZ4K/bB8AfsbftJ3P7Mln4KvPBPgr4Y/DKw8TaFqTT77W6s1vPsL28IZmd/KLW4MjvvZ3fcPuu/M/tBft8WX7E/wDwVefTvix8SvDvhD4O+MPhKdV0pdZv0tIbXV9O1JxOse9vnmmt7xcKgLyfZ1UAlBm/8Iv2LPiB+1p8SPGHxC/al8L/AA30uPxZ4JufAOmeBvDV5c376bod88VxdxajqTCLz7wyIsebRI4kEZZGYuGXN03/AIJGfsc/8EzvhT4v+JHh79nHSNbbwvaf8JA0X9mzeL9a32atIn9nrqEszxTZ5HlPGCwUsw2gqnKceWrXfvJTcvtXcnUSvZ292MoS0bvJd9QSU+enSWjcEvs6L2bdr66yUlZpWT7aHiH7FX/BxT8Pfjr/AMFF/i/4a1r4x/C4/AmPRLHWPBXiPURL4VXTpwyw3GnXDaksDTXEhYygrldqfL/Eqe2eBf8AgvD8Dr3w58aNc8QfFT4L2ll4C1y+tPC2n2fjrTX1LxXY2ljBJ58SNP8AO09ybhItgwyrH1OSfVPhP8T/AIU/8FXPh94l03xZ8GtbvtD8E+IvsEmk/FPwGsUU17HCD9ot4LtHVtnnSRb8B1IcYCsrP0HhX/gmR+zb4F8T6dreifs9/A/RtZ0i5jvbC/sfAml291ZTxsHjlikSAMjqwDKykEEAg0ODUVB6e7ZPd+81JT7XUdEtmnd6hGacnNa+9qtlonFx+b1b3T0Wh4f+xV/wVZh/bU/aM+Efh7w94n+F+s2Hif4T33jLxXpvhvXIdUvfD+sLc6UsdnOEcvAsaXc6/vArSMr5VPLxXe/Gb/grz8G/2aP2v/EPwj+J3iGy+HM+ieELbxfba54iuo7DTtZjkmmjktrQyEGeZBGh2xBy5Z1Ubo2FdH45+AXgn9jhNX+KPwm/Z68Eaj4vdpH8QL4S0HTtM8S61YyN5tyLebZGLicyLHL5MsqCUofm37M/JC+B/iz/AMFQfiT4i+Pafs7+EvCN18P9EXw98IPDfx50Mw3U9/JewXN9rN9bRxSz2hjFvHFbIjFiRI4kRZSaJVIzlFU1ZR5nLra/O422bs5Qiu9neyUmiMHGLc3dvlUemq5U77pXSlJ9r6a8qet/wTC/4LTxf8FBv+CoPxl+HvhXxZ4d8ffCSz8N2fiTwfqWm6Le6VcaVskjt7m0uUu4o5ZZGeUSbwCgAAU/MVT7O/ba/aSs/wBkD9k/x38Sr6S3ht/CWlvd+bcRSywQuSEjeVIgZGjV3UsEBYqDtGcV5J/wSr/bA+Kf7Yfhn4l6h8TNI8BaO/hbxddeH7C18O2mvWk9kIPv294mq2ds0koUxSCaEbXWcBo4XRlNj/goZ+1hrX7OXgLX7LxD+zV8Qv2gPBXiWI6faWXgjR7fxGt35lud9rqthKwljhZ1cebHFcRbGG/Y5VHjF2jh4wjvy76u/NrF+7Z7NLTe2ju1d4e860pS25ttrctlJa36pt32u9EkeKf8G+v/AAU78Rf8FAfBfxa8OeKfG+k/FW/+FXiJLXT/AB5p2hvoaeK9Nu/NktpXsWii+zyp5bxlQo4VfvkGWT71f4haePiQnhVDJLqx01tVlVANltB5oiQuc5BkbftwDnyZM4xz8S/8EFv+Ce99+xx8KfiN44174f6R8JPEHxv8Rf8ACQDwJpl091B4O06NCtpYtI5JM3zyySBSEUzBFjiCeWvoP7aTftBfs+/tD23xU+B/ws0P45WXiHw/b+F/EXhK48VxeGtRtGtbi6uLS/trq5DWxiH2u5jmjK+YS0BUkK+OjENRnCL/AJYqX+Lk1vy6fHo2la/ZarKhecKkk+rceia5/P8AuXcVvolq9HxH7Y//AAXr+Fn/AAT8/b3n+EHxjhvvBHhyXwXB4l0zxbPa3V7Bqd3JcyRfZEgtIZpQm1GPmsBhopFK42M3C/A3/gt8/wC0x+0L+x/4U8K+IfhLq3/C549dv/HOmeHdfTUtR8N+Rps1zY2kkJxLDngu8iRu0luQFRdynuvg3+xV4q/b4/aGtfjX+1n8C/hT4ak8P6FJoHhDwFdXUHjG50wSXKS3F3qFy0f2N5t0CG3+zpmOO4lDsXOF+lNR/Y1+GHh/4i6j8SvDXwl+FEHxaKXFzaeJZfDlpBqUt28LR7pb6OE3ADhijuCW2Mwwehzpfu4xdfVrmvbXS8+VaXu7OL025UrNuRpUanKao6JpJX78sU2trJST331a0sZn7XP7cPh39jjxj8ItL8R6XrN1D8XfGcHgq0v7WAtbaXczwytC87/dAeVEjC5DHezAERsK8o/b+/ak8QeF/A37P/xK+HmuvH4Rf4u6RoviiJFONT029muNJkRtpwVS5nifByN0aN1UA+feNvjV8Uv+CkH7SfgX4UP+z78SvhR4O+G/irT/ABf488U+M7K3jsbmbTJlubOx0SaJ5UvhNdxxlrmNk2QxsCgMu0eo+F/+CGP7KPhD9qKf4zWnwc0WT4i3GsT6+2o3mo397brfzSNK9wtnNO9qjiRi6FYh5bYZNpUEFD/l3Uqbc/N3vCPI0rdpNVIu72s7NNXKz+OnDfkcfSUudN37xTg7JfNO59LeOfiFp/w+i0s3xkMutalBpVlDEAZLieUnAAJAwqK8jc8JG55xg/OP/BVP/gqPon/BK3wh8NPFHirw9qGo+EfGXjK28Na3rEJJh8N2skUsj3boivLKyiMssSId4STkNtVu1/b7+HvxH8TfDPw74n+EljoeufEH4aeIIvFGmaFrF49nZ+IlW2ubW4sDOvEMstvdzCKSQGNJhEXG0Ej5l134e/tF/wDBWLUPDngv9oD9mjwN8Evg/wCHPEFj4i1231jxxa+MdS8UvauZre1tI7ONYIYvMjCXBut2+GcrGpO4iI802lHdTje+3JeN/XTm0T5uiSdm7nywi5PVOD235/eS9PsNNq2ru7J28s/aS/4OWfBWs/sl/Hvxp8GfHvwk1HU/CF1pumeBbLVNUlsNb19Zhb/br1dOvY4Zn8n7Q4jRYmQtbOzM4OyvTf8AgqJ8BvgP+yv8YvAP7X1zexfD34yWfinQ7We90+9nN344sJZY7K800aerkXcn2Od3/cxNNi3TJKrgfWHiH/gnN+z34u0HQ9L1X4EfBrU9M8MQPa6NZ3fgrTZoNJieRpXjt0aErCjSMzlUABZiTyc1p6b+w58FNH+L/wDwsK0+D/wttfH32p77/hJYfClgmsfaHBDTfaxF53mEMQW3ZIJ55q1yqUJRunGSd+tly6dves7rb3re9HQh6x5ZLRppro77f+A9Gteqs0fm78B/id8PNR/4JOeNP2Wvi9+0L4W/Zh+McWqa9puqC68W2On6noBm1aTUINu6eHz7eS3uoUba6efE8yhh8xC/8EM/24rf4CftM3P7HV9efAv4iWs1td+I/CvxF+Dq6VDpmu28Yy41az08iK2vRGiKW25bYiky8Tyfo18Xf2CvgZ+0D4zk8R+PPgv8J/G3iGaJIJNU1/wjp+pXrxoMIhmmiZyqjgDOB2qx8Fv2IPgt+zb4pm1z4d/CH4X+AtbubZrKbUPDnhWx0u6lgZldomlgiRihZEJUnBKKccCjD2hJykrXVpJbOyai9dVZ2dr907ir3nHlXSTkvLmacl5pr3fuasz1Gvnj4Yf8FJfBHxG/aN+Kvwyms9Z0LX/hZ4m0jw1P9vg8pdUfU7YTWs8IOG8tnEyA4wwiDqSrjHW/tcftC+Jv2YPBMPi3Sfhn4u+Kmg2IkGsaV4Piju/EcIIXypbWzkeNbpd25XRZBIAysquAwHzB+zv+x4P+Cm3hH4z+Pf2k/hJdeF/DnxzfR9N0vwFq00tlq9homjvLNYz38lu0U0N7LcTzytGH3RJ5cRZgCKiDcpu2qS1W32o7Pu48yW+7f2WipWUNdG9uve912W+61svtHqf7K3xg8ay/8FKf2nvhv4q1V9S0PS08N+K/CMZVgthYXtjJbTQLkkAC5sJHwOC0jt1YgerfGn4a/Dz9s7wx41+Evjvwra+MfC629vDrVrfwhrRpJQZUjRwwkS4jURSh02tH50LI+77vP/sT/wDBNv4If8E6fDeq6X8Gfh7pXguHXJln1CeOe4vb29KjCLJc3Mkk7RryVjL7FLuVUFmJ8e/aA8a/tR/snftN+MNR+E/wG0r9oPwJ8TLiz1fJ8f2Xha88JXsNnBZTxSC6iYTwSpbwSoYssrCcN1QVT5Pcp76JbdVa1/l9pvVrvIIuac6i067+l7eru7LZOy0R2/wQ/wCCh/hzxH+0p8WvhDqHhm+8GTfCPX9C8Naabhk261FqVpvtZoo14SMvHMi/M2VRSdrbkWn+yt8YPGsv/BSn9p74b+KtVfUtD0tPDfivwjGVYLYWF7YyW00C5JAAubCR8DgtI7dWIHJ/Dv8A4JezftLeDfi7d/tZ6P8ADrxXr3xrk0u31nQ/B0moWukWFhpMkj6dGl27x3cs4aRpJJh5QJIRUCA7u2+Bf7A3w3/4JZ/DDUv+GcPgrpYOo3qXWuadaaoza3rFuqMAkF5qEzb5EYqY4Z7iKD5pfnjLFiRly3lX3ta+97qO/RPmTbaurNxVlqQ0muWjor6dLWb27px91JpdJb2S+Jf2kP8Ag4BX4Af8FmfD/gO5+KPg6L4YR67L4C8W+DtS0iXTpvDL7Y3j8QyavLEIWUzO8bQibYkMasULyF4us/aF/wCDhTwZqX/BSv4AfDb4H/E/wN8Q/DXiHxU3hTxzpFjp13LOzXQWO2vLXUjF9jlhhc5IglYsSB8yklOGt/2SdJ/4LT/8FNvCHxK179jzV/g18OvhncPqXifXviT4bTSte+JV2YFjt9Pl07LQ3FsjhWeeXzyyQrGrxZKN+j/7Onji70j4reN/hVZfBjUPht4E+GkWnweFtYto7SHQNftJoAxSzhh2+QYJVljaIKQqqjEqZAgeETjTo+31lFtvpzJNbvpzPmaTV7P3fdjEMU71aqpaJqy/uvXppdxXLdp2uvevJzPSvGfj7TfAY0oahKyya1qMOlWUaLueeeXJCgeyq7t6LGx7V8aft1aN/Y3/AAWd/Yh8Qqsn+mx+NdAlYDK4fSUuEByMD/UvznPA4xnHtH/BRL9nD4g/tD/CHQZvhN4r0fwh8TfAHiO18V+G7nWYJJtJvLiGOaF7S9WPL/Z5obiZGZAWXcGUblBHlf7Of7H/AO0T8W/2kPCHxU/an8WfCOW/+F32w+D/AAt8MtNvI9Miurq3a3l1G6vL4/ankMEs0Qt1AhHySElhgKhrPmlo4t+nK4W+9tyVvRu0dSq1lBpaqUf/ACe7t8o2hK/k7XdkfMv/AATs/ah+Hn7Nv7Cfx4+DX/DQnwc+DHxO0X4j+NtG0N/FOvWVlLoZe/l+z3X2WeaOR1XfvUnKkrj5gpFfO3/Bsz/wVL8SeEviZ8bvDn7SP7Vng/VPCHh2aG30a58dePYZpdSvvNkjefTru+lEstn5UAJAOzMsTBVLPn9jviH/AME5f2evi7401DxJ4s+BHwa8T+ItWk86+1TVvBWm3t7evgLulmkhZ3OABliTgCpPHf8AwTx+AHxR/sj/AISb4G/B7xF/wj+mw6Npf9qeDNOu/wCzbGHPlWsHmQny4Eydsa4VcnAGanDXpKLer9nGm+3uxtzev+d/sq7xFqnNFaJzlNPr70ua3p0+9W1Z+Tn/AATr/wCCk/iT4of8Fu/DvgTUdB+Guo+MtduPEKa748+Hni+31/SPGvh0wz3Fj9qMUsu2e1ltIRBvdXihuJEEFurkP+s/xT8afHvSPHF5b+Cfhr8IfEPhpAn2W/1z4lajo99MSil99tDoV2iYfcBid9wAJ2k7RZ+Dv7CfwQ/Z38Yf8JD8P/g38KvA2v8AkPa/2n4e8JWGmXnlPgvH5sESvsbauVzg4HpXqtWuWNKnSj9hW9dW/wBdbWu7vqJ3dWpUf2n936+Sve0Ul0Pz0/4Lj/st65+2d/wR78fz/E3wd4Q0rxp8OgfGmnWWh+ILnWrSNbA+ZKq3UlnZS7prT7TEw8kBfMBDHAI+pv2Qf2KPgv8Asn+C9Nl+FHwt8E+AftmkW1pLdaVpMMOoXluqKUS5usGe5YdS00jszZYsSSa9c1jR7TxFpN1Yaha299Y30T29zbXEQliuI3BVkdGBDKQSCCMEGrCqEUADAHAA7UQfIpKOnM0/nbld+91byWtt2E/e5L68t18m016Wd/W+uwtFFFIAooooAKKKKAI7w4tJf9w/yrArevf+POX/AHD/ACrn/wCGgDk/2grlrH4AeO5o8CSLw5qLqSARkWshGR0r8k/+DbxRJ+1N40dgpYeHsg4GRmZc4r9Uf2w7pLH9k34lSyyLEi+Gr8F2baBmBx1r8uf+Da7TRc/tFfEG53EG18PRgLj7264UV8PnjvnuBj/iP6i8LVy+FPFNR9fYr/yb/gn7B+Ir5NL8PahcynbFb2ssrk9lVCT+lfhl/wAEYdRHiH/gqxpd9C0kMVy2q3ATjLK0chCt+Y6elfsj+1/rh8M/sn/EvUFZUe18Mag6Fs4DfZ3x096/Fv8A4ISHP/BSDwsfWxvu/wD0wasOKat82wFL+9f8YnseAeB5fD7izG96HJ91Oq3/AOlI/evOK+Qf+C2f7UUX7O/7E2r6bbThNe8et/YlkiyBXSJhmeUDrgIMZHdl9a+nvij8U/D/AMFPAl94k8Vara6LounRmSe4uZAo4z8qg/eY9AByTX4Lftx/tM+JP+CqP7ZdhbeGNPuZ7J5V0XwvpwUhxCXJ82Qc7WYncx6AAf3a9Pi7OVhMI6FN3q1NEuuujf8Al5nxH0d/DepxDxFDNsbHlwODftak5aRvD3owu9N0nLtFO+6Psv8A4NuvgGdJ8FeOPiRd2zq+ryx6Lp0rIQGijO+YqehBfYD6FK/TXWdctvDWjXmpXkqwWWnW8l3PI33Y441Lsx+gBrhv2VP2ftO/ZY/Z48K+A9NEfl+H7JYp5UUL9puGy00px1LOWOe9fMH/AAXN/bTh/Z0/Zml8FaRfLF4v+ICG1WND+8t7DkTSH03fcHrlvSt8HGGSZMva/Yjd+cn0+92PJ4irYvxO8SKiwCbWJqqMP7tKPuqT7JQjzvzufAn/AAT/ALu4/a2/4LHab4oMD3Nvc69e+IrgOQ3lwIshUntgExj8q/d3OTX5e/8ABud+yvNoXhbxN8WtUt9p1gf2PopdRzEjZnlU4yMsAnHBw1fqAV5/+vXJwThalPL/AG9X4qsnL79vv3+Z9B9KDP8ACY3jBZXgP4WBpQoK2143cl/27zcr84i560cY60nSjvX2B/OQpx0ox70n4/rSUAOyAas6R/yEI/x/kaqnp/8AXqzpHGpR/j/I0AblFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRXzj/wUq/bw1v9g34G3/ivwx8LNd+Lup6RZza1qel6dqMWnJpek2203V9NPIr4CKw2xIjySHdhQkcjpM5xgry2/r8Fu3sldvRFQhKbtFa/1+PRLdvRan0dRXB/sw/tIeFf2vf2fvCXxL8FXv2/wx4y06LUrKQ7fMjDD5opApIWWNw0brk7XRh2rkfjR8PPhN/wUD0fxD8ONZ1i51p/h54i0+51ez0LxFeaTf6LqcKxX1pvltJYpVYB4pFw2AwBGHjBXSpCcJum1qt12V0n91/vsrq9zOnOM4Kaej2+66/rtfTQ9qor4w/4IyftC/C/4heBPin8M/hj4U8deCLH4JeNr3w3PpHivWL/AFO8VSxaO4Q3skk0EMu2QrASNhVjjLEn7Ka9hS8S3MsYuJEaRIiw3uqlQzAdSAWUE9tw9anRqMo7SSkvSSUl+D/zsPW7i902n6ptP8UQWviGwvtZu9OhvbSbUNPSOS6tUmVprZZN3ls6A7lDbG2kjnacdDVyvhX/AIJyW8/hT/grD+3doU0m9J9d8Ka/CGJ3BbrRtpxnkjMO3OdvykADBrs/iP8A8FX9O+FX/BQvwf8ABjWfAOvweDvHN1L4c0r4hrco+nTeJY0SZtJNuql1HlSIBOzAGXdGEIjkkQh7zpxXxTjF29YptfJvl85WS1kkOXu87ltBvXy6P5x97yjdvRNr6Z8MfFDw5408VeIdD0jXNL1LWPCc8VrrVlbXKyT6VLLEs0aTIDlGaNlcA4yCDW9X5QfBn4weGP2KP+Cq/wC23c+F/CN98TvjJ4813QIfDXgrw5cIdT1HOkwzzS3LuRDYWC3F0hlvZ8RoWYAu4WNvsX/gmd/wUM1X9vPwX4rj8X/Cfxb8EviL4D1NdO1/wlr7NLLbrKrPbXEMzRRGaCVFYq/lqCUfbuUK7FP36cZrdxjJ/NJtLvZySdtuoVPcm4va7S7ta2bXS6TavuvuPpqisL4m/EvQfgz8O9b8W+KdUtND8N+G7GXUtT1C6bbDZ28SF5JGPXAUE8c+lcR+1L+0FdfCf9kP4ifEPwRaWPjLV/C3hK88RaVYQzCWLUWjtXngHyMCyPtBG0gsv3TkioqVI04SqT2irvy3/wAmaU6cqk4047ydl+H+a+89Uorj/wBnv4w2P7QvwF8FePdMUx6f410Ky122QnJSO5gSZVJHBID4/CuguvFulWOg3uqzalYRaZpizNeXbXCCC1EJYTGR87V8sowbJ+Xac4wa1rxdGUo1dOW9/K25hRmqsIzhtK1vnsaFFeHfD3/goj8MPi98Hfhl488I6lqfifw18XdcXw/4cudP0yZ/Nuc3Ak84Mo8hIha3BdpNvERxuJUG3+x7+2x4d/bRufij/wAI5YapYw/C7xzfeBLxr+IwyXV1ZxQNNKEIBVN8zKoPJVAxxu2qKMnKUbaxvfytyp/dzx+/1Lbsk31t+PNb/wBIl9zPZqK5Xwp8cPCHjnxZ4m0LSPEek3+seDNQh0rW7OK4Uy6bdTQR3EUMi9meKVGHrkjqpA8y/Zz/AGvr34yftd/H34V6poY0e5+EN/o506fOTq2nahp6TpcHkjP2iO6TjAwijG4NUx1dl2v8tP8A5JP012B6K79P0/NW9dN2j3eivh3/AIK/f8FSj+xrpU3w78H6z8NtF+J3iTwlqmu2uqeNPGNroFh4et4onSC4SORJJb26luPkgtY48SGOQvJGqEnnf+Cjf/BSj4vfsVf8EhfAfxl+F/gJfiP4lvtE0e/1i81eCS5stFs5bSOSe+u4oJY5nyzKvyOApkaRjtQhs/ax9nKs/hi4q/nJyX4OLv8A8Bl8j9pGj9qSk7eUVF/ipK3f5o/QSsqXx3okF2sD6xpSTvfDTFja7jDtdmPzRbgZz5vl/Ps+9t5xjmvmj/gi9/wUF8Qf8FOf2BPDHxY8UeEYfB+s6lc3On3ENq7tY6g9u/lPdWu/LrC7hwEZmKMjrvfbuP5q/BTwhqPhj9q34OveyS30ngb9srxz4fdvOEny6jZG5jZ2OW3YBYbiScnJHFbulKOKjhpdeX/yapSh/wC5L99LMw9rF4eVePTmXzjCpP8AOnb53P24t/ih4cu/iVdeDYtc0uTxZZadHq9xpC3Km8hs5JHijuGizuEbPG6hsYJUit6vy++PXj/4e/skf8HBnij4k67ZXmveKtT+CmnWfh/w5oELX/iPxDqMup3MZgsrJSDK5t7T53YiOJFDyPGmWH0T/wAE9v8Agpb4w/av+Mvjr4Z/FX4DeL/gD8RfBkS6jBpuq6guqWOu6cXERurS9SKOOYJL8jeUHjG5MSMSwWKP7yEXHd8//kk5Rdu7UUpNLVJ32NK37upNS2XJ/wCTwi18nJtJ7XVtz64or5o+Df8AwUSk+Jv7a2o/CjVPh/q3hPRNS0m61fwJ4qvtTt5IfHcdjOlvqHk2yZkgETyxtH5h3TREyhVQAt3PxT/be8GfB3xxeeHtW0X4vXd/YhDJLofwo8U67YtvRXGy7sdPmt5OGGdkjbTlThgQEmnGM1tLVfJtP7mmmOz5pR6x3+aT/Jo9clmSBQXZUBYKCxxkk4A+pJrmPCPxy8FfEDx54h8LaD4w8La34n8ItGmu6RYarBc3+itICYxdQI5khLAEr5ijODivmr/gof8AA6D/AIKrf8E6/E1j4HvviN4R8U6VL/b/AIOvLnTdX8Iana65p+ZrRmgvIrafyzKAAzptBYSId8aMvk3/AAQL/ZO8ZaP+z34a+MvjH46a/wDElPiNbXPiy10QeGrDQrfStQ1VhNqbXMkG+e8kM64AaVIFKbhBuWMx1RXNKanpypfPm+H77TvppaOvvaKrZQhKGrk/utv+cbd/e093X9F6KKKQBRRRQAUUUUARXn/HnL/uH+VYBORW/e/8ecv+4f5Vz/40AeN/8FD2Vf2GPiruIA/4Ry5yT9K/Or/g2jso2+LnxQuN6eaujWsYTd820zkk49Mgc1+g3/BTS/TTP2APizM6Ruq+H5htdN6nLKo4+pFfC3/BtBoWbz4q6p5g2rFY2uzbzyZGzn8K+GzVc3EeEX92X/tx/VHh/UVLwW4inJ/FWpR+d6X+Z+n/AMUfAdv8U/hn4i8M3MnlW/iHTbjTZZAM7FmjZC2Pbdmvwaf9i39pj9hH4/3F14R8K+Lk1fTvPhsdb0XTTexXNu+U8xCquF3L2bDDPav6Au9OWUoOHdfYHFeznfD1LMpQqSm4Ths0fm/hb4x5hwVSxWEp4enicPiUlOnUXuuya/FNqSaaaPwhvP2M/wBsT9vTWLL/AIS7TvF9zaK+UuPEk4srW2yQC3ltgjGc8JnGa/Sn/gm3/wAEovC37BunnW7y4i8S/EK8hMU+qmMpFYxsBvht1J4BI5c/MfYcV9aM+/qWP1NcZ8dv2gvB37NPw/ufE3jbXbTQ9ItuA8rZkuH7RxoPmdz2AFcmX8MYHAVHjK0nOa+1N7ef/BZ7vFvjnxRxZhI8NZbQhhsPN8qoYaDXPfaLtdtf3YqKfVMX9oD48+G/2ZvhJrHjTxVex2Wj6PCZH3H57iQ8JDGO7ucAD/CvwiA8ef8ABY79vlVMlwH1q4KqzgNH4f0mNyQOMDCKx/3mb3ra/bt/bj8cf8FU/j7pfhjwxpmof8I5DeGHw7oMCF5ZnIwbiYLnLkZJ7Iufc1+q/wDwTB/4J2aV+wV8HQl2La+8eeIEWXW9QT5hHwCLWJiAfKQjPu2T6V4GIqz4jxyoUbrDU3eT/mf9beWp+vZRl+F8FuF55tmPLLPMZHlpU9H7GL6v03m9pSSgtFJv3r4P/CjRfgX8L9D8H+HoPs2i+HrRLO1Q8kqvVif7xOSfc10hpPzor9IhCMIqEVZI/irEYiriKsq9eTlOTbberbbu233b1Yuf84pMc/WuR+Mfx78G/s/eHP7V8ZeI9O0CyLBENxKPMlJOAEQfM34DtXzJrf8AwXQ+CGkXxhhi8aakoJHnW2lpsOCR/HIp569O9ebjc7y/By5MVWjB9m1f7jgr42hRdqs0mfZPb/61GMV8wfCj/gsD8DPirq0Fj/wkV94curkqsY1q0+zRljngyAsi4x3IHIr6asryHUbSO4t5ori3mUPHLE4dJFPQgjgit8FmWExkefC1IzS7NMujiKVZXpST9CXov/1qtaRxqMf4/wAjVbj/ACasaR/yEo/x/ka7TY3KKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACvg7/goN+zXqX7Z/7fXg/wCF2u/GT45fCnwdq/w/1DVdIi+HHigaCNZvLe9hi1CK+LQyC5H2e7sjGnGwLcEgh+PvGub174VaP4k+Jvh3xddwM+teF7W9tNPkyMRJd+T53bOT5CAc+vXtDhGU4uaulfTveMkvubT+RSnKMWo6N217Waf42t6Nnzb+y/8ABv4Df8EJP2ZPDvw0bxjdeF/BN9qV7dx+JvG2oW8NvLeybZDHdXojhtopGQbYlYJvWAgbmBz8ofBz9hfwN/wVV/bS+Pnxt+FHxf8Aj78Ivhtqt/p2hx618LPFzeHLHx/rFnDKuoahtMDCeFDJBCkq/K8kdy4Z9+a/Uz4g/Dvw/wDFrwZqHhzxVoWj+JvD2rReRfaXq1lHe2V7HkHZLDIrI65AOGBHAp/gbwJofww8H6d4e8NaNpXh7QNHgW1sNM0y0jtLOyiXhY4oowERB2VQAKu7nUdSrq7WX4b+SSslts946wkow9nT0Td3999PNvVv1X2tPnz/AIJ8/wDBLrwv/wAE8PEnxB1zSPiF8XPiT4g+Jk1lNrer/EDXYtYv5WtI5I4cTrBE5wkm35y3CIBgCuG/ba/am8f/ALDv7aGl+N/+FKfFr4zfDDxN4OTQh/wrjRRrer+H9VhvJp2MtpvQ+RcQyxgy7gFa2VTuLAD7Sook5OcZ31jt6crhb7np529BxUVGULaStf1UlK/3pfI+Df2PfGOo+CPjP8Z/2qPiz4N1r4HeEvjAugaTp+m+JjGb/SLHTbe72arrHlZj0xZRcKjRzO3kNH+8kAYY/Ob9qr/gnT8Bv+CiX/BdTwhqX7OHxu8Y6/4k8S6q/i/4l6p4J1GG40/wVaxRIyXljrMKlIbmSVURIgLgrLISzxBVRv6CiNwweQeorivgr+zV8Of2bNP1C0+HXgDwT4BtdWnFzfQ+HNDtdKjvZQMCSVYEQOwHGWycURUVXjWt8G3f0fq0pOy8ko6NE3KVKcG9Z2v8lZW9I+7HfvJy1T+F/C//AAbbeF/BHirX9d0X9rD9uDSNb8WTRXGuahZfE6K3utZliTy43uZUsg8zInyqXJKrwMCvrX9if9hvw7+w74I1bTdL8T/ELx7rfiK8F9rXinxzrz63r2sSIgjhE1wwUbIolWNERFUKvQsWY+01z0Hxc8KXPxQm8ER+J/D0njS209dWm0BdRhOqRWTP5a3LW27zRCX+USFdpbjOaqMmvdXXT5LW3yt+HkJpfE/X5v8Azv8Aez5N/wCCln/BQ79m/RP2Zviv8PPiRruk6xr15ZXPhuT4bu+PE+v3U48q1itLHBuHE8jwtDcxoYxuWTeNhI890H/glN+0TB8Gfhxpvgn9qO6+DUMXw20Dwn4y8PP4B03xXHqV3ZWhgllS4u5AYtyOYyqKQSm/nOB9z+Kv2f8AwH46+JmheNNb8E+EdY8Y+F1ZNG16+0e3uNT0hWzuFvcuhlhB3NnYwzuPrXXVnCC9nJVNXJq/a0VJLTrfnldO6+Htd3Kb54uGije3e8nFvXpblVmrPe/RLhP2Z/gBpP7Kv7O3gz4a+HrrUbzRfAujW2iWFxqLpJdTQwRiNGlZERC5CjJVVGegFfCPwW/4Lm/AX9mL4W6R8FPi1eeN9I+O3hi3/wCEe1fwM3gnVb3VfEOp8qDaeVDJBOL92EsB87Ei3MZJXccfpTRVVXKrOUqrupb936dFu76NPS+xNJRpwUYLa1vl+P4p+Z+Ov/BOf/g1o+Ffhj4eQ/EzxBq/xw+HvxM8TR3l5o6aR4jGhal4BguLh3tPK8hC8d8lkyQzLLLPEGkmXacKw+zP2bvg18HP+CI/w21LR/EfxX8XvpfxL8T3fiK/8Z/FDXYJhNqb28CNHcakYoIkeRIAyCY7pGWXDMQFr6+rG+IPw78P/FrwZqHhzxVoWj+JvD2rReRfaXq1lHe2V7HkHZLDIrI65AOGBHApynKKao6K1rPte9r77pa7tpXvawklJ81XV3u356q/4uy2V3a17n5sfA34F6b/AMFC/jF+1P8AE79nHxzc/C3SPF2v+GINB+INlpCapYav4g0Rp21DUbeyn8uK5t3WeO2LkmOWSKSUM/f6g/YK/YD8ZfsyfErxt8Q/in8adT+N/wATfHNnY6Rd6y3hew8NWcGn2TTPbRJaWgIMge5n3StIdwKDauzJ+ivA3gTQ/hh4P07w94a0bSvD2gaPAtrYaZplpHaWdlEvCxxRRgIiDsqgAVrU4NU1y09rL/0lRbS+zdJLTZe7doJ3qNyqbv8AR3Sfe2+v2rysmzxT9p7/AIJ0fBH9s3x14R8T/E34c6B4s8Q+BbpLvRdRuBJFcWrIxdUZ4mUzQhyW8mXfFuOdmea+X2/4NzvAuoaTF4e1X9ov9sTW/h2vl28vgS++J7t4budPQjGmvbpbq4tNiiLYsisEHDggNX6F0VEYqOy07dH6rZ/Mpyb3/wCD8nuj88fDn/Buj4R+G2mnSPAf7Tv7aXw38IwTzSab4Y8MfFI2ekaLHJI0nkW0RtmZYwXON7s56szMST0dn/wQE+Gtv+zPf/Dqb4p/tAXuoXnj5PiXF46n8WQnxhY60tslr50V+tsOsSYJdGfLEhgQpX7rop6/l66NSWu+8U/VC9PP8U09PRtejPzhtv8Ag228L2fxKufGcX7WH7cEXjC8sE0q411PidEupT2aOZEtnuBZeY0KuSwjLbQxJAzXQ6f/AMG+/hmy8Q2OtyftPftq3XiS2Jgudbl+LEw1DU7Dcjrp00qQqRaq6yOFj2PuuJCXPybPv2ihaW8v6f33d+933De/n/X4aW7WVtkfCn7BH/BvT8Df+Cc/7Ttx8UvAms/Ey+1DbfjTtG1zW4bzSdFa82CWS3RYElMgiQQh5ZZGKfeLsAw+66KKfM3FReyVl6BZczl1bu/UK5b4LfCDR/gJ8L9I8I+H0nTSNFjaK3Ezh5CGdnYsQBklmYk4711NFLzAKKKKACiiigAooooAivf+POX/AHD/ACrnsn/69dDe/wDHnL/uH+Vc+DzQB81f8FgPEieG/wDgnL8Sy0mz7dZR2Q+XduMkq8e3TrXy3/wbSaM8Pww+KV+0YCT6nZQJJnk7YpCR/wCPD869z/4Lw6+dD/4Jy+IkXy91/qthbYfqQZSTj3wK8v8A+DbvwwNP/Zh8b6qCd2peIEhIKnAEUI79/v18Nivf4pox/lpt/wDpR/U2QRjh/AjM6j3rYuC9eX2L/Rn6AePPGFt8PfA2ta/eh3s9DsZr+dUI3MkSM7AZOM4FfmTff8HMdkskwtvhHcMASImk14DI7EgQ8e4zX3t+3V4lj8JfsYfFO/ldYxF4YvkDMcYZ4WRf1YV+S/8AwQe/ZW8E/tPfF3xzH468OWniTTdF0mGSGG5UmOOSSQjdxg5wpxWnEeYZhHH0MDl9RQc090n+afZnN4McI8IVeE824q4uwksRTwsqaiozlF+9o0uWUE23KO70Oz+Kf/ByL488Q6TPbeE/A+geHLiRNsd3c3DXzwnByQpVVPOMZH514P4S+B/7SX/BWn4hpq95/bfiC18wI2ram/2bStOQnOEzhMANwsYLEetftN4H/YG+Cfw21JbzRPhd4KsbqMALL/ZqSNx3+fIzzXrFhYwaVZR21rBDa20KhY4YIxHHGPQKAAK53wpj8ZJf2rinKK+zHRfovwPWp+P/AApw3Sl/qDkMaFdq3taz55LvbWUv/KiXdM+af+Cev/BL3wX+wX4da4iaLxL42vEAvNcntwrRD/nnbqSTGnvnLdz2r6bIzSA5pQa+0weDo4WkqGHjyxXQ/mfiLiTM8+x9TNM3rOrWnvJ/gklokuiSSXRB1r5j/wCCkH/BRDTf2KvBqabpqRaj491uAvp1m/8Aq7OPkfaZf9kH7q/xH2r6O8S+I7Xwh4c1DVr99llpdtJd3DAfdjRSzfoDX4z/ALO/gHUv+CqH/BQPUNR8SXF2+jyTSatfnBxFYRSAQ2gYcJuUhR/wI9a+X4uznEYaFPA4D+PXfLHyXV/jp9/Q+OzXF1KcY0aH8SbsvLuzY/Z3/YW+Lf8AwU88Vv4/8ba/dWOg3bMBrd+nmyXIB/1drCCMIOmeFHua+u/Dn/BCf4O6VpqxX994s1W4wN07Xghz/wABQYFfXV9e6J8J/Aks8pstD8O+H7MscARQWcEa9AOgAAr4Muv+Dgbw0PiB9lt/AGpv4X+0CP8AtKW9VLnys4Mvk4I98bs4968Z5Jw7k0I/2vJTqz3lO8m31dtbLzfzZyrCYDBJSxVpTl1lrf5amF+13/wQx0/QfAF/rvws1XUrnUNNje4fRNRIl+2RjkrDJ1DgZwGzux2rnP8AgiB+2FqWg/Eaf4S6/fTSaRqcTz6Ilwx3WV0n34BnkBlBwvQFT61+ofh7XbbxHpNjqdhKJ7O+hjubeUDiSNwGU/iCK/GrQdDg+Gv/AAWegsNIkjS2tPHpWIRMWEauSWQ56kbiD71xZ5ldDJcywmY5auRTmoSitmn/AMC/lszLF4WOExVGthVy88uVrpr/AF+R+z1WdH51KP8AH+Rqsw5qzo//ACEo/wAf5Gv1c+lNyiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAr5s/4KJ/t4ah+yV4FvtK8EeCPEPxG+KWo+G9W1zSNJ06KFbPTYLKAu9/qNxPNFHBaLI0aYDmWRnCRxuc4+k6+Rv+ChP/BEn4Ef8FNPi/4J8c/EzStck8Q+CDFDHLp2oCGLVrOOV5RY3cbo6PAZJHY7AknzEeZtOKwxEak48kHa9031Wjs16OzeztezTszWjKEZc0tba276q6+avbfW101ct/th/Enxb8Qv+CKvjvxn4Y1i+07xlq3wkn1+z1LTGNrcR3D6X9oMkJA3RsecbcMMjBBwR4j8Jfjb8MP2IfCfwK+NPxL+I3jbTbj9oTTfCvh3SPDFjcSx6BFfNo8MC39zbB2LyBGMcszP5Wz7JmAyQJNVe7/4JCftcRfCGX4c6f8At9TQfD0aQ3hy20e6+CWh3ckWl+T9nS2e4M4kkIgwhkJDNjPBNcJ42/4N8f2hvij+zV4X+Dfij9ty31v4Y+D102PStFk+CmlRvZJYbBa+Xdpdi5R0VAvmCTeQWDFgzA9rqReIqVYK0Zyp6doKU+dWV1flklG19eq0vyezmsPTpzfNKMZptbOTUOV62duaF3e2h+nnjL4t+G/h94p8LaJrOr2thq/ja/k0zQ7SQky6lcR20t1IiAA/dhglck4UbQM5ZQeT+On7Y/w6/Zz8M+OdT8U+I7W1X4caBH4l8QW0Kma4sbKVpUgdkUfemeCVI16uUOBxmvinxh/wSL/bD8dfEjwt4s1P9v2K613wRJdyaDcyfAnQidNNzF5MxUfaArFovlywJAJxjJrJ+Jn/AAQk+PfxE0LxuW/bZ1Y6/wDGLSV0b4mXd58JtEntPFEEKSQWi29ujxGxEdtI0bbJXaRjv3Jwox9f60/z3/prpXKpe9tp+evb7O3nq+x9iftqf8FDfA37CXhXQdY8Xad4x1a11udTL/wj2jPqJ0WxDRrPql8QQtvYwGWLzJWPBkUKrk4r3WOQSxhlIZWGQQcgivy1/aL/AOCBX7Q37TtlYz+Jf29/iBNrE2i3XhrXlg8D2thout6ZLvCW7abaXUEJ2rNOGeczs5dCvl+WBX6NaNH4d/Zj+Ceh6fqGsLp/h3wpYWWjJqOqXAGEQR20TTSnAyzbAWOBlucVUUvZtyfvX09On6erbWyV8LzvFeWr89Pzu/kk920vJ/2q/wDgqH8Lv2M/2g/h18PPHEniCzu/iNeJp8WtQad5miaDPN5gtI9QuiwEDXTxTLEAHJ8mRmCIpevoqvw4/wCDlf8AYk8V+Pf2t/h9qHg34+XMep/F3X9A0Zfgyb+5R9VmgmKJqsUEUhjdIQAzyTxRpF5bETFmWOv1I/b5+OXh/wDZ18M/DPXPHF/BpXgD/hObC18R6teSrFZaYhguTZz3TsQEhGorYAuSFVmUsQoY1NBqVBVJaN1JQ+V4W8m/e79k7O5pVvGs4R2VNT+fvt/+k2+V9U03r/A+98e/BfWvEtl8aPiT4J1+Pxd42uIPh49vYrpFz9hmgNxDpkiFts1xD5dyqlCzvFAJGYszKjvjh+3p8Of2dv2mPhb8J/FWoX2n+K/jBJdQ+HWNm5spJbdVYxyT8IruWCovJZiBgZGfib/gqL8avhZ/wUz8b/BH4b/s+fGXwxrXx78O+N7DxboGv+D4Y/FcPg+xhZo72/uniLWaxxoynybiVTK4iUKdwNeieHP+CESeJ/jF4B+JPxd/aZ/aN+LXjPwNr9r4sSzvdZs7Pwo+qQHIlt9HW2dLSI8r5cMmQrMA/Jooe9yyq+7BS5W+8YxjeS7u/NzN7tW1fM4qu7OShrJx5rdpNysn2WiaS2T6Llv946trVnoFos99d21lA0scCyTyrGhkkdY40BJA3O7KqjqWYAckV5n+2P8AteaB+xV8GrnxjruieMfFJSTybPQvCekPq2s6pIEaR1gt1IyI4Y5ZXZmVEjidiwxz8z/8FzvEPgD4+f8ABLPVLW38Y41bxpqWmxfDiTRb8G61rxGt7GbC3gjDjzz56/vEIby1SRyA0QK+e/GL/gi3+1N+0FoHh678T/8ABQX4gQ+MfC9882nahongKx0OxS1ljUT289tY3MLXTM8cR3TTNHsV18k7y1ZS9o4S5FZp28tk/vV9V0Vndt2NVyxlFy1TTduul/weye9+bTS52H7ePxD8EfDP4V2H7XGrftRftAeCfhdq8HhzUNM0PwlPpsumXgct5Hl2txZSs4mS6Z5kL4cIC+8QxLH96eH9es/FWg2Wp6dcR3mn6jbx3VrPGcpPE6hkdT6FSCPrX5YW/wDwQC/aTg/ZAf4Ct+3Lb3Pwlk02TSDoF18ENIuEFs7mQoJpLppwQ7blcSbkIUqV2rj9Jv2dPhLJ8Af2efA/gZ9TbXJfBnh+x0M6g8PkG/NtbpD5pTc+zdszt3NjOMnrXS/ZxjU5dua8Vu7NO9+7Vo2162S0u+f33KDer5bSfS6ty2XmnK+nS99TzH/grHda9p//AATI+Pl34Y1W/wBD16w8B6veWV/Y3LW1xavFaSSbkkX5kbCnlSD6EHms/wCBP7S8/gf9gj4Ka1p/gXxx4/1nX/BGlXkGieF7O3a5ZFsLd5XMt1PBaxBQ4wJbhWc/LGJG+WvjXSf+C2Pwt8R/sgeIv2f/ABhafEq8/ae1HSdV8Kat8ONP8I6je63f6rOJ0lkhcRrbNC4ka5DtOgEHzYXG2uk/Zh/4JY/tz/Cn9m/wD4Yh/but/BUXh/w9Yacnh63+DOhatFoYit0QWi3ckoe4EW3YJWAL7dx61jS5nGrKO0vZ2lo07e1vbv8AFG9tr6tNo2qqKnTjL4o+0TXXX2dn5axdr720vZn2v+xN+3R8P/2/PhG3i3wHeX6fYLuTTNb0TVrU2Ws+GdQjOJbG+tiS0M8ZyCMlTjKsy4NSfFP/AIKDfAT4F+OLzwx42+N/wh8HeJdPCG60nXPGOnaffWwdFkTfDNMrruRlYZAyGBHBr47/AGO/+CJXxs/Zn/4KD3nx/wBd/a4l8Y6h4qVIfGuj2nwystCtvF8McRSITLBdGFJUIVhOsJl4Ybv3j5/SKtJWcYyWj6rXR+T7duvR7XecbqUovVdH/mu669Huuy+XP2zv2rNO+LH7CPiGf4E+LNE8d+I/iS7eBfB+p+Fdet7mCPVrwNCJhdQmREFohkuZSMssdu5GDivn3/glH8GPjz/wS5/aWs/2aviZ8QLr4y/CnxF4Wk1f4feKZ7R4J9FnsWgjutJkR5JWSMRzxtEpldQkQ2bcuifYH7b37MniT9p74XaZaeB/iPf/AAl8e+F9Xi1zw74pttJg1ddNuBFNbSiWznIiuI5La5uIyjkAF1ccoAfMP2K/+CdXxE/Z7+L0fij4n/tDeJvjhF4f0650/wAJ2GoeG7HSBoRvHjkv5pZLfL3ckjwxiMvgQRl0AbfkTQ92pKW19HfaSUfdWnVTbaenZ3W9V/epxjvbXTdSctX5pxSVtftO17W+tKKKKACiiigAooooAivP+POX/cP8qwK373/jzl/3D/KufzigD8+P+DjnxYNH/ZA8K6V5kgfV/EqEqrYDLFBI3zDuM4/Gu0/4IHeEX8M/8E9tMuni8r+29XvL0Nuz5oDCIN7f6vH4V86/8HLvjwPqPwu8MK+SsV3qcyB/unKxoSvv8/PtX3N/wTG8En4ffsA/CvTmQpI2hx3cildhVpi0pyPXL18Pg/33E9ef8kEvv5f+Cf1PxG3l3gXleG2eKxU5+qj7RfpE5r/gsb4yTwZ/wTl+IrNL5UupQQ6fEcZ3NJMuR+Khq+Sv+DZ/wv5dj8Vdb2AbzZWHmb+ePMkxt/HrXr3/AAcQeMRoX7Dml6UGkWTXfEluo2k4KxRyOQfzX8qof8G53gj+wf2OfEeslV/4n/iJ9pBOSIYlTn8T2rPE/vuKqUf5IX+9P/NHVkyWXeAmOqvR4rFRS8+V0/8A5XI/QLvRmgfMe9GMV94fycA4NH4/jQBk0YxQB4b/AMFLPEb+E/2EfiZeK0ysNIMOYm2t+8kSM8+nzc+2a+Wf+De7w9bR+DfiVqeQLz7daWRA6+WIy/8A6FX2Z+2T8LZ/jV+yx478M2iCS71XSZVt0K7t8i4kQY9SVAr86/8AghL8cbD4cfHPxN4F1p2sLvxVbqbMzSbF+1QNhoSD/GVJx/ukV+d51NUeKcFVrfC4yin/AHnzf5r7zwcW+TM6M57NNL1/po+sf+C0fiPUPD37CGurYzSW6ahfWlrdlB96FpASpPYEgD9K/GbSdEufE2r2el2UTTXupTpaW8SjJeR2CqAPqa/ow8f/AA+0b4p+D9Q8P+IdOt9V0fVIjDdWs65SRf5gg8gjkEV5l8Gf+CfHwe/Z+8YJr3hXwRY2OsRLshupZJLl4PdPMZtre45rHizgjE5vmMMTColCyTve6s3stuvdGeaZLUxeIjUUrRtZ/wDAPQvhloi/DP4R6Dp98Vtk0DSIIrk7srF5UI8w59BtavyJ/YiuZP2mf+CtVr4lQhkl1698Qs4XCtHHu2+oGQRivqb/AILGft/6f8OPh7qHwr8LahHceKNdj8nWZoWDDSrQ/ejLA8Sv0x2Umo/+CHn7IVz8Mvh5qPxL1y2mttS8Vx/Y9MtZ4Nj29mjZ83kZ/eMBjttA9ajOKkczzvC5XhdYYd8830VrWXrpb1fkwxc1isdTw9PVQfNJ+nT+u/kfe44qzo//ACEY/wAf5GqwXPY1Z0gY1KP8f5Gv00+iNyiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiqeu+IbDwvYC61K+s9OtmmithNdTLFGZZZFiij3MQNzyOiKOrM6gZJAoAuUVS1PxJp2i3MUN5f2VpNNHJNHHNOsbSJGAZGAJyQoILHoARmqnw/wDH2jfFXwLo/ibw5qNtrGgeILKHUdNv7Zt0N5byoHjlQ91ZWBB9DRv/AF/XYDYorj/2gfjfoX7NHwN8XfELxO9xH4e8E6Rda3qJt0DzeRbxNI4RSQC5CkAEjJI5FbPhrx1pPi7wLp/iWxvreXQtTsI9Ttr0uBE9tJGJEl3HgKUIOfSha3t0tf53t99nb0YPS1+t7fK1/uuvvNeiivgH/gqR/wAFBmv/ANjbwx46+BHxHtn0uy+Mmi+DvE+qaSVciBNTFtfWgZkLcyeWC0eN8bZVmjfLK95xgt5OK/8AApRim/JOSuwekJVHsk390XK3q1F2Xkff1FfI37c2v/Ff9nrxZqPxTu/2mvhx8JvgppU2kC40vxD8PP7U8thK8M0TXiXsMhF088WSq7l8mIJ5YErS8B/wVa/4LQxfsI/GTwN8K9Fh8G6B4m+Jem/2hpHjn4hXF7a+CLHNwIRG8tlDNLNKCQzqxtoYkkjd7hQ2KSldK27fKl1va/pqttejvYpxab7JJt9LbPz0dk9Oulz74orz/wDZj8K+MvCXwhs4fHnxCsvih4ivLi4v316x0SHR7KSCaZ5YIbe3ikk2wxRMkas8sruE3M7Fqzfi54m+Luh/tA/DO18HeGPCOufDPVJr228cXt7qUltq2i/uPMs7i1THlyx+YjxyJ8zlp4iAqrI40cbTUP6+fbt2uRFpxclsvxXl3v0W/lc9Sor5m/b3034v6VpM/jzwR+0J4I+DHw88MeHLm8159c8Cp4gTdHLFcfbRN9qhKqIIpItoDDbNIdruYmh9q+GPxa0Xxt8CtC8bp4n0HWNA1HRIdYbxBZr9k026gaEStdIskjmKEjL7XkYovDMSCahSXI5vS2/lvZvok+Vta7ejs2nzKK1vt57XXfS6T/4Kv19Q6jp1vrGnz2l3BDdWt1G0M0MyB45kYYZWU8EEEgg8EGvPP2VP2vfhv+298Jk8c/CvxVZ+MPCsl5Pp4v7aKWECeB9kiFJUR1IOCMqAysrLlWUnV/aL+HifFj4FeK/DkvjDxL4Ah1fTZYJfEfh+/Sw1PRk25aeC4dWETqoPz4yoyQQQCFW9yDc1pa+va1+vdfIql700k+tvR3t96Z5F+zL/AMEhP2a/2N/jrrHxK+Gfwk8N+E/Gmt+b5t/bPPItmJSxkW0gkkaGzRtxXbbJGuz5Mbflr33xr4J0b4leEdR0DxFpGma/oOsW72l/pupWqXVpfQuMPFLFICjowJBVgQR1FfE3/BHb9rHwf8WPiL8ZPAGmfEv9o/xn4o8LapBqV3YfGLS7SwvorW5TMN7p6Q20Ei2NwNrpHKqbFMZWGISEyfSWtftKfDX4uy/FrwBpvxHtrLX/AIfaYYvFr6ReiLUfCaXFtI6XAcqypIqBnDANsZPmGRiniHyUlfVct0norWu1rsk20+id7k0U5VXpaXNZ9Xfo9N21a3dWtdWOt+DPwB8Cfs4+FJNB+Hngrwl4D0OW4a7fTvDuj2+l2jzMFVpTFAiIXIVQWxkhRzxXj3wB/wCCU/wf/Zo/aSu/iv4UsvFVv4vvYdUhle68T393aN/aN819dN9nklMeXlK9sYijOC6768R/4JN+K5x8b9Ysbz4v/F74h6Z4h8G2Gs+DX8T+N9J8U6XruiwzPafa0ks9OtjBqUEiiO6QTThzcxM808mTH9efCb9p3wl8avip8SfBmg3sk+v/AAp1S10nX4HQL5MtxZxXcTJySyFJduSB88cgxgZOri1UVRfFaXqo35JJ9tfdkuj0eq0zUlKDpva69G7c6a76ap9VrszgdM/4JZfs+6N+2NL8f7X4W+HYPi3OHL68nnD9642vcC33/ZxcMMgziLzTubL/ADHPv9eC/t8f8FA/CH7BfwwuNR1aLVfEPjDUNM1G88NeFNG0261HU9fks7Zp5AsdvHI0UCAL5lxIFiiDAswyAeJ/bA/4K9fDX/gn/wDsO+CPjT8UF1Sa18bW+nCx0nw7DFd3t/cXVuJ2WBZZY0Mcab3LvIoCqBksyq2CnGNNpaRi4ryvNuyXq4u5s4uVRX1lJN+bUUrt+ia/pH1hRXjn7B/7dnw9/wCCjf7N+kfFH4aXt7deHtUd7eWC+tvs95pt1HjzbadMlRIm4Z2MyHIKsykE/nD8I/8AgoH8bfFX7R3wh03XfGuoQ6ffftO+M/AXia1jijiS8tbS1J0y0ChMpCiZ+VGwzAPIWc7hryS9usO1Zu34zhBfK9RO/Yzc4+xddO6V/wAITm//AEhr1P2Bor4Jvfid4r+HH/Benx/deJ/ibc6B8GNA+B9n4hu9N1OWKDRLJhqU0JuHlk2pCV2TOZM5YEqzbUAH0F+xP/wUs+B3/BRbStdu/gz8QdN8aL4ZnS31OGO1ubK5tC4yjNDcxxymNsMFkClGKsAxKsBNP34Kceqk7dkpyhd+Tcf0Kn7k5Rey5VfzlCM7f+Tfhc90ory34bftrfCz4wftF+NfhL4Z8aaVrPxD+HUMNx4i0a3Ehk01JeFy5URuQSA6ozGMsocKWAPqVC1ipLZ6rz9A2k4vdb+XX8goryj9urxx47+Gn7HHxL8QfDG20e68f6R4eu7rQ11a8gtLKK4WMkSyyzukKpGMufNdU+TDMASa+I/+CD37cfi39rHT9Km8PfDv49XPw1vfDsdx4m8dfEzxcmoW1x4kjZo7gaOHV5bqCV1dXMDwWkP2cBbW3dnExS/eTlBfZSf383/yL+bile+hU9yEZvq7fl/nf0Um7W1/TOiiigAooooAKKKKAI7z/j0l/wBw/wAq5881v3n/AB6S/wC4f5VgqMsBxzQB+Iv/AAXs8Ty/FP8A4KJ6X4YgP/IJ0qw0pFU7/wB7NIzk4HOSJE49h61+znww8JReAvhr4f0SEFYdJ023tEBGCNkajoa/EXxLb/8ADRH/AAXU+yXzq0U/j9bdWHTy7Z/k/SIV+7Mj+Y7Hpk5r4fhP99jMbjH1nZeiv/wD+pvpBf8ACdw5wzw7H/l1hvaS7c1RR1++Mvv8z8rv+Dl7xiyaV8LPD4ePY0l5qRXd8+fljzj096+u/wDgkN8OP+Faf8E8fhzbuJEn1SyfVZVf+EzSMw/DbtP41+d3/BwB4tHxS/bz8L+D7CYXcuj6Va2JhTH7qe5lLFM564KH8RX7C/CbwVD8OPhX4b8P24VIdE0u2sUAHAEcSr/SjJo+3z/GYnpFKP5f/Ih4k1nlnhHw5kr0lXlUrteV5Nfeqq+46DvQBj1oHJor7g/lkBx60AY9aF5NFACj5fWvzS/4KRf8EoNfg8e3nxP+EEU0k1zcC9vtEs28u6tLjJZ7q2bI4JAJQcg8jOa/SxeaAeeOK8fO8jwua4f2GJW2qa3T7o5cZg6eJp+zqfJrdeh+PXgD/gtR8avgjYnQ/E+n6Vr1xY/ud2swSW14hGBh2GNxGOpGarfEv/gtd8Z/jLYPo3h+DSPDj36+QDo8D3F4xYYxG7ZKn6DNfrj4r+F3hnx9IH13w5oOsumArX1hFcEfQspqHwx8IPCXgm7E+i+FvDmkzqSRJZ6bDA4JGCcqoPSvkXwnnnL7BZjL2fp71vW9/wATyv7Nx1vZrEPl9Nfv3/E/Nb9gb/gkNr/xQ8Vw+PPjTb3dvpRlF5Hot8/mXmuMw3B7lt2UTJyVPzsRzgV+pFvbR2VrHDDGkMMKBI0QbVjUDAAHYAACpOuSTyetJ0//AFV9VkXD+Eymh7HDLV/FJ7yfn+i/4J6eCwNLCw5KfzfVhmrWkf8AIQj/AB/karEVY0c/8TGP8f5GvcOw3KKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigArhv2jPi4Pgj8J7vXA9lHdS3ljpFi96SLZLy+vIbK2MuCD5YmuIywBBKggEHmu5rhP2mv2bfB/wC1/wDAbxN8NvH2lLrXhLxbZmz1C1LmNiu4Ojo45SRHVHVhyrIp7VM3JK8Vfy2v5X6eT6F0+XnXNovv/Dqfnf8A8HIn/BUL4x/sG23wo8LfC7X9O+FsHjm7nbWviZrfh241PSNF8pcxWYCWl2PMl2ysVWCWQKikAAs4xdU/Zq/4KW/tHfBP4b2viTxh+xT47sfDetaX41sNau/+EitbrXJ7WT7VaPcpbW0EHlhmjbbHDFny0zzkn6B+FX/BBrwJ4Okez8afGz9qf40+EXtUtT4Q8e/E67vPD0gSSN4zJaWy26zKvlhfJmLwlWIaNuMfcFtbR2VtHDDGkUMShERFCqigYAAHAAFVTgqcW73lzKSfazul5WsmradXdmc25tJK0eVxa7339b3ad9e1kfmR44/Yz/4KC/EH4lr8UtU1/wDY0vvHcnhu+8ASeGZrLxK3hqPRbqSG4mulmMhm+2SSxLG8flCMxRIS7HCr7/4p/Z0n+GH/AAQ8u/hV4g8fWXgy88I/CU+G9V8WaJdM9rpc1npvkTzxyOgkMStE4PyrJt3AbHwR9eV8mftNf8EafhT+1h8Z7PxR4n1n4lw+HW1CPV9c+H+neJ5oPBfi29jdXS51DTCGjkl3pGzNGY/MMYMm8k5zqRc6UsLH3Yz0b/l+J3t11nOVr/E9LLbWlNQqrES1lHW3f4Vby0jFbbLW73+err4v/tf69+yl4P8AD9p+zgn7QXhj4sfCHQ4Nc1K8+IWneGpNHv7nTnh1CKe3u0eSYvvSUsoA+bbywNfQ0f7A/jjxP/wSC8MfAC88f/8ACJfELRPCGj6P/wAJTo267htb/T/s7pIokWNpoGe3VXV1UvGzAjmvrCOMRRhVAVVGAAMACnV0YiaqSqtK3tJX81ZycUrWXu8ztpfvcwoRdNUr/wDLtWt0+zd63evKt3Y/PvQbD/gqbY2Vla3l7+wXeeSiRT3ksfiozz4ADSMqBI955JChFyeAo6ZXib/giT4r0b9gn46fD3w5448CTePfip4/t/iVpcsHhibQfDOjajDPYTrbrai4vJUhZ7I5dXZh5vCnbhvrm8/ZAj1L9sa3+MNx8S/jA7WWlf2ZbeCY/FElv4OjbDKbptOiVRNcYd/mmeRckEKCkZT2CovpzrST6rdWmpLy3hGW3l3Rez5d4q2+zfK07/KTWu+p+Vf7av7Gf/BRL9vz9m/xF8LfiLp37Al94c8RQhTLAfFa3enTLzHdWzsrCOaNuVYqR1DBlLKbXiH9jz/goZ4w/Zgh+DHijT/2B/iJ8PoNIg0NofFUfie4ub+3hRUieYxJGgnXYjCSNUZXVXUhgDX6lUVHJFxlFrSVr+dr2+64+Z80ZreN7eV7X/JHyf8A8EX/ANiHx9/wTv8A2CtD+GfxH8Uad4p8Q6Xf3tzGulXd1d6dpNrJKTBZWslyqzGJEAIDKMNIwGQAx7H4AfHzwp49/wCCfWl/EHxR45h0fw/r+iTX2u+INQ1n+zl0Se4dxdRm4kdfspt53khVSymExKgwVr3+vkvVP+CE/wCyNr/7R+p/FfUvgV4N1XxnrNzLe3z3/wBoutMup5VKyStpskjWJdsli3kZ8wmT75LVVe9dyjU2krfcrbdb9W3fTq2xUUqSvDdO/wCLb9LdFa1tD4T/AGLP2ef25/ip/wAExdF+GfhmH9jrxr8CdX02/wBH0Y/EP/hI5dZ1jRzdzrBNM1qBCQ8eySF48YjMLDBANdz8Hf8Agm//AMFB/hb+wRb/ALOunfEH9lfQPCWi+H3sdM1uKz1nV9almE32hbWX7REtoLZ2LQs7W8pWE48qRq/WO2to7K2jhhjSKGJQiIihVRQMAADgACpKctXJ3fvWu+rtezfmuZvtdvSwo3XK2lp06K9rpX6PlS9D41/4JA/safHj9ljTPirrv7QnjbwX4v8AHfxM1+11ac+E45I9N3QWENo10yNb26rcz+UvmiOJU/coR1IXvIoLn9vT9kj45eFLfxHNoWoeItT8U+BkvIlaRtBeF5tOjYIShPyRxzlQV3eccH5tx+jq+N/2lf8Agip4J+PXx21/4i+Gvix+0N8DPEXjAwy+JR8L/HL6Da+I54YxFFc3UJilUyrGAoZAgOSSCzFjNZub5Wvd5eXTS1uVK3bRNaaptW0uaUX7JKUH7ykpXet/iuvvaevY+EPAXwE/bzg/4K6wX0Pjf9kiX4sW3wmj8N+KNW0xdVuodO0oX0Jgvby02R/8TWUu0kCYS3dLaUFUUDPs1n/wRz/au+A/x08afGXwz8cPgb8dfif8RtDTwh4itPiP8Nm8NaJf6Tne7yrpEzfaLj5I4x5sXzRMwZiFRa+xfhf/AMExfh5+zd+yR4w+FPwhl134Xv4ztLhb7xZpV88viSW+mRlbUJL2YtLJcAsWDFhsyRH5Yxjq/wBj/wDZY1n9lrSfFdrrHxb+JXxY/wCEj1ltUtpvGF5DdS6NF5aRrawNHGmIwIwSOFLFmCqzuWrRrkluoy16PnlJyil0VptN2XMrt2bUVltqlo2tOyjGPK2+usE7XfK7b2cn+VP7CX/BE39qD/glb8VviF8bPDHhr4QeJ9cmtrO10H4YeA/F2p2en3UMt7ZtqEa3esqfs+6K2R90kkxbayjaAi19xf8ABNf4XfGjXP2sfjV8b/iz8JtK+Br/ABO07Q9LXwpF4vt/Et3Pcaalyh1CWe2hSFVkhnhiVQzP/o7bgBsr7Voq41JKKg9Uk0r9L7+vzur676hOKk5PrJpvzs7r017Wb2btofFn/BST/gj/AHX7fvx18IeONK+OnxT+E8mkaf8A8I94h0zw5qM0Nn4m0V5mmms2EU0LRPKxAeQmRSqIDGSqsPnP4u/8E4P27f2kP2Ubb9nbxvf/ALFNx8KV0208M/28ul6/d+JLCwtxHFHfQwyYtvtyxxLIAGRPMGAyj5h+r9FYKnFQdP7Ld2uj1b9d29mtW3uaObc1U+0tE+q0S/JLfslsj8qf2LP2Dv8AgoJ/wTV+Adj8IPhLffsS6x4G8OXt5Jp+q+I7fxLBrGqrNcSS+fdpb5iWYhgCqswUKqh2Chi7Sf8Agkx+1RH8EbnxJP4h+AFv8frP48t8ZdMhil1ebweyy6clnNaOXiF5FuYyvhN3YbwWyn6qUVq5ycvaSd5aa9dJRmv/ACaEfusQoxUeRL3ddOmsZRf4Tl99z8ePi7/wTC/b8/aA/a3j+L3jmL9h7xZfQ6JaaJH4Z1G+8XP4YItbie4guJbAKFuZkkuJSv2gyxoSHRFdQ49G+H37D37eHw//AGm774yaTB+wb4c8c+MLQ6F4pj0nQ/EMNpeWgnjnXUXZGSW8vyxkQ+eVVUijCv8AvH2/qDRUwtHlt05rf9vX5v8AwK7v/wABWc/fu5a3tf8A7d+H/wABsmvP1d/zP/4J3f8ABMf9rf4K/t06H47+OXxe+GXjXwV4F03X9N0J/DuntYaxqcWpXEMpivYktIYvLMsX2pt0s8iz5+dwxYfaXxT/AOCfXwE+Onji88T+Nvgh8IfGPiXUAgutW1zwdp2oX1yERY03zTQs7bUVVGScBQBwK9eop392Mf5VZfNtv5ttthrzSkvtf8DT0VlZdD57+Of/AAT18F/EH9nCz+DXhLw74X+Hvwu1bXLe78U6N4c06LSYdR0+OT7RNaRx26Kg+1SxQRTH5SYJJud2K950HQbHwrodlpmmWVpp2m6dAlraWlrCsMFrCihUjjRQFVFUABQAAAAKt0UXaTXd3/BL8EtFstbat3VldPt/nf8AHq93p2QUUUUhhRRRQAUUUUARXv8Ax5y/7h/lWCp2sO3Nb90pe1kA5JUgD8Kxf7LuAf8AVH8xQB+BX7Zf9vfsE/8ABWrU/Fj2jN9i8Rr4msCVO28tZn3kKT14Lpnsymvvj4p/8HDPwa8PfDuW/wDCtrr/AIg8SSRZt9Mmsnto4pCP+WkrcbVPXbkntX0r+1//AME8vh9+3Bodvb+N9DmfUbCNo7DVbSbybyyB7K3RlzztYEZr5s8O/wDBuB8HNI1eGe81fx3q1vGcvazXcESSj3ZEDD8DX57/AGPnWAr1o5Y4unUd9d43/rz6H9hPxI8MeLMry6rxxTrxxeDpqm1TXu1Yxta7Wtna9rwacpK9tT4g/wCCYPwR8U/8FCv+ChJ+IniX7Rd6boWqDxJrl8zkKZlfdb26seT8wQBeyJzxX7qF9z59eeK5f4Jfs5+Gv2cvAcHhnwV4etPD+iwMZBBbjmRz1d2Jy7HHUmuu/sy5/wCeZ/Svo+Hsl/s3DuE5c05O8n3Z+MeMfiauNM5hicNS9jhaEFTo09Pdgurtom+y0SSV3a7g3Y/rRuwanGl3H/PM/pR/Zdx/zyP6V75+SEGcUueamGlXGf8AVn8xR/Zdx/zyP6UAQZxS7uam/sq4/wCeR/Sj+y7j/nmfzFAEG7bRuNT/ANl3A/5Zn9KP7Muf+eR/MUAQBiP/ANdGTVj+y7j/AJ5n9KT+zLn/AJ5H8xQBBuNWdIP/ABMY/wAf5Gm/2Xcf88z+lWNMsZob5GZCFGcnj0NAGtRRRQAUUUUAFFFFABRRRQAUVy/ij4mJoPxM8MeFoLZbrUfEUd3eOGn8v7LZ2qxiWcDB3kTXFrHt4/1xbPy4P5Yftr/8F4/2gn/4Kca/+zz+y78OPhD4zvPA7wWOqR+MvEdtpuo69eugllh05J9Qsw/lruRgizsCjMQq4BlSTqRpLeV7fLd+i29dBuLVOVR7L9dl6+XzP13r5z/ay+Inij4H/tJ/CrxbffHb4VfDT4PSz3GjeI/Dfi+G3s5vEdzLFI9u9lfSyqftCOkYWBQo2NM7eaQiD5I0j9oH9vDQP2qfEHxTl/YZudUXxH4X0/w9aeH/APhe+hrb6B9muryWWXLRbXkuDNETsHCwoCxJ2p5PdeA/2qvjnFr2qftCf8E0/Cfx38ZeI0ktpNS1j4t+G4rPQbMhljtNItpFmfTo1VizSRzNPJKTI8pIjEZ714yW618t2rdb3VnqrJvq4q47WlHo7Lz2Tv5Wemju/JN2+8P29P2vPG37PP7Xf7K3gzw8ulQ+F/i34wvdF8SXVzb+ZMEisHmghicsFQyOCSdpY+WACOQ3014h8X6T4SNj/aup6dpn9qXaafZfa7lIftdy+dkEe4jfI21sIuScHA4r8ubr/gn38fvgj/wTi/Zbfw34At/H3xQ+AnxC/wCEvh8CXnjKFZrDR5jfrHoyatcYhd7SC5t4jJjYfs58sMqoGyf25v2RP26/+CuPhDwmdb+G37O3wE03wr4hs/EGi2mr+MtT1bxj4fvbWQZuI77ToWsCsqg7U8tiqsMkOAy6U4JSdG//AC91btpBqnd7tO3v/C2r91qROTt7T/p3pbrJSqWv1V1y7pO1uuh+ttFeUftwaZ4y1X9jD4nW/gPxRZ+DfGzeF746TrtzgQ6bcrAxWUsSBHjB/eHiMkPhtu0u/YZ+LOs/Hb9ir4S+N/EqpH4g8W+DtJ1jUwqhF+0z2cUspAGABvZuBxUx153/ACct/wDt7mt/6Q7/ACKeig/5ub/yXl3/APAvwZ6rRXyN/wAFAf8AgqjYfsTf8Ezda/aDGgxaobiOJfC+mtdnZqrXU2yxlkcKCivEVndBkqoZQxPzV8P/AA0/b4/4KH/8FAP2LPHemx/s4/CzxFp3xE0W70rQ/G/w6+K+k6fBoxeCSOTI+3XzSzhiFAEkJjfh8cssczl7RQV3Dftd7K9nZ9/U05FFw9o7KTfrZbu3Vem5+zNch8MP2gfAfxt1PXrLwZ428I+LrzwreHT9bg0XWLe/l0e5BZTBcrE7GGTKONj4bKNxwa/M/wCOXxv/AG/fjD4C8M+BLT9hu68N/Du1iFn4msLH45aEuq+I7OONEjs479dptIX2kTlImllRtqSQcsx+x9+xX8TfEn/BRv4X/EqD9irwj+xdpfgW21CPxDqnhrx/pN/a+MLCa2kjTTJdO0yKNHk+0SRTieUYAtjklhEBvCClVcU/d112enW21vK997JtJS53NqlzNe9a9t9f5b9/O1trvVuP6gePviv4X+FMekt4o8SaB4bXX9Sh0bSzquoQ2Y1K+mz5NpD5jL5k8m1tsa5ZsHAOK36/Gz/g7X8DfGjVfhBYa94W+Ffh34ifCrSPD1yut6xcxSz6l4DvftUMq6laJFcRyRPsiQNP5cqJGkqybEdg+5oP7Qn7ePx1+E/7POvSfsdajqVr8OZtO8RXMn/C7NHtJfHxOkT28U00bx5gXzZo7lklLMHCLgkFlxw8lVpub0akk/JNtX9fdckvtJqz+K2tdezmorW8W15tJO3pqot/Zad+l/1j8a+N9G+GvhHUdf8AEWr6ZoGg6Pbvd3+paldJa2ljCgy8ssshCIigElmIAHU1B8OfiX4c+MPgqw8S+Etf0TxT4c1ZDLY6rpF9FfWV4gYqWjmiZkcBlYZUnkEdq/Kn4v8Ajf8Abb/ae+Lzah8WP+Ce2j+PvhzpUaHQPAN58YfDh0iK6KbZbzUVlWVNRmBLCANHHFArEiN5cTDJ/Ze+FH7Uf7GXi74p+IvAv7Aelaf4F+M0kUF/8JrX41aPHpuhXEMTLcajHui+yrFepcLD9nhUFPsLbgEMQpxvZt9tPXs/Xur20vu+Ue6Uf6729F3td6LW3N95fsPfG3XPif8AHP432Gp/HX4MfFvRdO8QRy+HNH8HTW8mreC7No/Ley1LypW+ZZo5FUuu9mSViwDLBB9K1+KX7Y3gz9uP43/GL4a/FT4V/sLWvwU+LfwydLK01+y+L/h6+tNX0UDD6Ne2aG3E9ocLtHmAxfNs2lsj9Fv2if2mPEHw2/4J2Wvj34n6J/wqzWL8aLZ+LrKLWI7seFIr7UbWzvpBexfIRBDPLJ5ynC7N2flzVL+Em3ZpqOttdlGXz+03tK921aTW9blX2tdOnddFvtaya2S1S91+LHxa8MfAn4dat4u8Z69pXhjwxoUBudQ1PUrlbe2tI8gZZ2IHJIAHUkgAEkCvi74h/wDBXS0+LfxP/ZG1L4Ha5pviD4SfHHxtqnh7Wdbu9GurWaYWlpKUghW6WJ490yPljGS3lAKwGd3Hf8F0vEnxt+F/hr4W/Gj4Ov8As/8Aif4e/DXOpf2B4/1Vbaz1PU7gxR6fe2jPNb20ssETStADdK26XMaSSeXjV/a28IfHL9qX9j39lr41eFPgfZXPxh8A+LNN8f6t8ObnWotEm2zWdzHd24ubpUWGXdcI7LKu5SGBDsuGmnq1UnfljUgmrapc65rrW6cU3ZbK127tIn8LpxtzSpzad9L8jsk9LNSas3u9krXf0z/wUC/4KLfDX/gmb8I9G8cfFO51iz8O61r9p4ejn07T3vGgmn3t5siryIo445ZHxlysZCI7lUPsHgPx5ovxS8FaV4k8N6rYa5oGuWsd9p2o2M6z217BIoZJI3UkMrAggivyG/bU8Pft1/8ABQ7xXBZ+Kf2HfhhZ/DvTtGdbjw/4v+IWk69PPcCXdJLpdxE6xWeoyw/uYrie2lWEbzvVZJFf6z/4IKeCvHPgb9kHxVbeMvhnrPwZsbjx/rd14Z8C6ldm5PhfTHlQi2hcombf7R9qaIhApRwyZRlJuhHmhLn31kvS8Y2827uStsrqS2JrS5ZR5NtE/Vpyv5JW5Xfd7Pc+3KK85/Zt+Kt38Y9D8VavcOBDZ+LNX0S1tvL2m1j0+7exIPAJLvbvLk54mGDtxX4++EdP/wCChXxK+OH7QHwW0LQfDfxO+D2k/Fi91DUPFHijxFNo2pSQpJa6omjW00FwrRQ3Fv5EW1bKSBDeSKxWPO2IS5qig+sea/ZXhv8AKXzastWjScXGMn1U+S3n7+3zj9zv0P0w/wCCrPxy+MXwV/Y78W63+zvoem+Nfix4Yk07U/8AhH2ga/uptPN2PO2Wkf7yUyxwzoqqVZgspjbzEArzL4Kf8FZ5P2ptf/Zfk8PaXceEV+KHiHxBoPjXQNatzHqmgalpWl3Es+mMHClXW4CNu2q5REyF3Mo4D9gOx/aP+HH7V37THxx+Jn7Mvjrw/L8V28LwaT4P0Xx/4f8AEVwhsrW7guJknnvrSCOIfuWKEqczYRXAbbzOrfsi/tLeNfiXrH7S8Xwp0bwz458F+PW8VeBvhH/wldkJ9aguNOg0jVW1HUIw9kl1c2tvHLBtLCBmlDySF8hw9xuNTZpS7uL9xOKt8Ss22km002vtImquZPk3SaX968W1vs1LS7aja61bifQn7R3/AAVtsfCn7X7fs5/CTwvp3xF+OMX2Vr7Tta8T2nhfStIinh8/zGluN11eslvidotPtblhHncUIxX1B8GE8ZJ8JvDo+IcnhmTx1/Z8J15vDsc6aT9t2Dzhaidml8kNkKZDuIAJAJwPyB/4KG/B39pT/go94FLeK/8AgmpZ6F8TrCGF9D+Ieh/HHw9Z6/oV3BuaCSOdYxI8KSOzC3kkKfMSCrhZF/UH/gnx4f8Aip4V/Yn+Gmn/ABuvl1L4r2uhwJ4lnEkUjfauTsd4sxvIilUd0JV3VmBYHJqjFqjLn+JNa90+b4Vukra3Teq957JVpL2seT4bfc1a931vf3eyTVur9jrnPil8W/DfwT8KLrnivV7XRNJa+s9NF1cEhPtF3cx2tvHwD9+aaNc9BuySACR8/f8ABZjx98SPhD/wTy8beNfhX4msfC/irwRJZeIfNulXbqFta3cUs9krMcK06KYwCG37vLx+83L8sf8ABWD9pXx3+0j8Kvi5+zO37NH7RHinxZr19a/8IT4s0HwjHL4QjmH2S8sJ5dUlnjSER3A2zOwxHtcMTgiog+aXL1vt1avG9vN8z5U+sXfTfTlsk3s+vRevVJaXdvtK13dL9S6+ZP2lP+CpPhz9mD4sa94R1X4V/tCeI7vQ7Cz1Eah4X+HV/rOmahDNIFmMFzCCh+yqwkmLlAAdqGST93Xr/wAYdE8Y+Kv2ZfFGneGbyHSPH+o+Gbq20u6d8R2WpvassUhYE8LMVOQT0r4T+Cf/AAW68b/C34U6F4X+JH7Ev7Z0PjnwzaLpGs/8Ip8P/wC3dFlnt/3Jltb3z4xPE+wOGUFfmwryAB2Nqri38Nv+3r8y0f8AdaTf+JbXIjd0ozt8V/8At1rleq802l6M+0/2j/20fAH7KP7MHiD4veNNRv8ATfBvhmzgu79v7NuDfQmfyhDC9qUE0cztPCuyVUKGQb9gBI8u/Yb/AGwPiv8Aty+Irbx5aeDPh/4P+AN3b3sel3TeLbfxH4l8RTrJCsE4/s15NPs4VxdJLGbm4mEkYUiPBz8OeCPDX7U/wl/a7/aK8ZeFf2IfE/xR+DP7SK6fqN14X+InxL8O2V3FcLbGO4863luLtVhkWQx/ZZN2xYo1yiqIl2f+CSX7F37Q/wAAf+Cmuv8Aiyz+ANz+yv8As/8Ai7SLq98S+Ch8RdM8V6PfazlVhlsYLYB7JjuDEBfLCRMgZV8uIXQjepeel4vR6crUW2ntd30i11teF9YzWdqdo6tSWq+1FtWa3ta95J9E0pae9+uFVtYu5rHSbqe3tZL24hhd4raN1R7hgCQgZiFBJ4BYgc8nFfEH/BUj9oj9oT9mL9rz9n7Vvg3oFj8VdJ8VjW/DmofDNtctdBuNbufsovI70XlwGjVYEtX5Kjbu2ZJuAF8e8A/tFft4+Ef2nfiF8R7n9hC/1JvHGnaRpNppcvx40AW2hW9gLk4j/dncZZbqWRiFXsOcZrL+JC0bpu681vbfTXRrda66po1a5Hrrs15q+vmrarza00aZ7x/wSp8QftIeHrrXfDXxy+H/AMQNJ0vUJLnXdK13xb438P69c2E81y7NoqDTVSSWONN00c7qAFYxBIliQH7Rr8uP2Tvgp+13p/7TnwL8NfFb4Quug/C/xl4j8Ua78UtP+J9tqNh4kOpWOp4U6WyQ3OElvIIkZo8xiEhESNjj7p+Kf7EPgz4xeOLzxDq2tfF60v74IJItD+K/inQrFdiKg2WljqENvHwozsjXccscsSTtL4INW2+em1+t+mtm7Xd223loqkld99tNW9PuXNZXS5uVWSVvPP8AgsH+2F8Qv2DP2IdY+Kfw68Hx+NL3wrqdhc61ayDctro4uFN7PtDKxxECu5c+X5nmMNkbVm+Cf+ChNx+07+2Z8J/B3woSLVvAmoeCT8RvGesug/0SwvYGi0e0UnOJppjJKyjDBbXrgsD734M/Z48M+CfhJf8Agdf+Eh13w5qkVxBeReJvEWo+I7i5inUrLG9zqE887RlSRsLlQCQAK+df+CLv/BNeX/gml+zhr3hvVbubVPEGr+I71zeTzrcSjSbaeS20mDzAB8q2UcUmzA2vcSjAORU0UlKanqviXzjyuPonyzT8pJ/FYdW7jFx0ez+9SUvuUoP/ABQaTsz7CooopDCiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAPm3/goJ+wh4k/a3vPA/ij4dfF7xF8EPij8Ori5bRfEunafHqts9tdiIXdpd2ErpFdRSeRCwVzhXiRsHGD5p+z9/wAEeNQtf2jfC/xl/aD+L0vx/wDir4EmlPh3Vk8CaJ4UgsYmi2RiUWcJurloi87IJbowqZsiEOu8/btFFP8Adu8e9/R91fZ+atrru2FT31yy2tb1Wuj7rV6MKKKKACvnCf4I/tKH9sODxLH8cfCo+Dn9tyXc3g1/BURvDp/2CKKO0W+Egfd9q86YydQRHyyEwj6PooWkub+t09tun3XXVg9YuPf+t9/6v0R8b/te/wDBLHxh+1T44l0mH9on4geE/gX4mumu/GXw4s7C3l/t3e++aC31UlbyytZyP3turSRsHlVRGr4H17pGh2fh/RLXTbG2hs9PsoEtre3hQJHBEihVRVHAUKAAB0Aq3RSjFKn7FfD/AEvuS0S2S0VkEvenzvf+vxe7e7erufnVov8AwRd+NvgHT7n4f+Ff2xtes/2eJ7p4U+H2vfDPRPFE8GkStmXTF1DUfO3xBC8cfmwOka7QY3CkN9efsS/sXeCP2Af2edJ+Gnw/trmHQtMlmunmujH9ovrmaQyTTyeUkcQZmP3Y40jUBVRFVQo9Zoqotxjyr0vu2l0ber26vfXcJ+/Lnl3v5XfW219XqFUfEvh618XeHb/Sr9JJLLUreS1uFjmeF2jdSrBXQh0OCcMpDDqCCM1eoqWk1ZjTad0fB/xs/wCCNXjL9qX416XF8Vf2mviH4+/Z+0W+h1C3+F11o1lZf2g8XlvHBqOpWwik1C2WWMMEnhaQgLmUyBpX+7o4xFGFUBVUYAAwAKdRVJtR5Om/m3ort7t2S1d3oJpOXN8vJLslsvkFFFFIArJ8d+BNE+KPgzVPDniTSdO17QNbtZLLUNO1C3S4tb2B1KvHJG4KurAkEEYNa1FKUVJOMldMabTutz5Q/ZU/4Ic/spfsUfEoeMfhz8GfD2k+J4irW2o393eazPp7qSRJbG9mm+zyckb4djEHGccV9X0UVXM2lF7Imyu5dWFFFFIZ8a/tE/8ABFTwh8bvjdr/AI68NfGX9pL4IX3i2Zb3xBp3wy8ePoWl63fBRGb6e3MUg+0NGkaMyFQwiUldxZm+jf2aP2Y/A/7H/wAHtN8BfDvQo/D3hfSnllhthPLcySSyyNLLLLNKzyyyO7MzPIzMc9cAV3tFEPchyR0X6dvRdFsugT9+XPLf+vx8wooooAKQjcMHkHqKWih66MD4u8bf8EmfEvxU/aA8PzeLf2gfHXiX4AeFNTg17TPhReadbCI30Eglt0utUUi5vbKKUB0trkScxxZkYIM/aNFFEfdhyLa7fzdrtvdvRLXokugPWXO9/wCumy3ewUUUUAFc98VfhzbfFr4f6l4fur/V9KTUIwI7/Srs2l9YSqweOeGQZ2yI6qwyGU7cMrKSp6Gik1dWY07O58nfsif8E3vFvwk/aS1P4ufGX44+Ivj748hsJdD8LXF/oVroVj4U02V1eZIbO1PkNdSlIxLdBUZ0jVdoA5+saKKd/dUOi2++/wCLbbe7buxdXLq/+G/LQKKKKACioNS1K30bTri8u54rW0tY2mmmlcJHCiglmZjwAACST6V84f8ABKr/AIKOaD/wVA/Zo1D4h6FFBbR2HijVtBkt42J8uO3uWNo7Z5DSWUlrK3bdI2OBRH3m4x3Su/JXtf73YJe7FSezdvnZv8k/6sfS1FFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAZHj/AMW/8ID4E1rXP7M1fWv7GsZ77+z9Kt/tN/feVGz+TBFkeZK+3ai5G5iBkZrybS/22/7T/s3/AItF8cLf+0vh6/xB/f8AhbZ9l27P+JJL+9+XWTv4tOc7W+fivcKKVnr/AFbSS/Np/wDbturKTWl1/V1+ia+d+h5N8LP2r/8AhaPjvwnof/Ctfiz4d/4SvwZH4y/tDXPD32Sw0bfJGn9lXsvmHydTXzNzW2DhY3O7iovin+zX4z+IXji81bSf2g/i94FsLkII9F0PTvC01jabUVSUa+0a5uDuILHfM3LHG1cKPXqKqXK3dK2/4ttfcrL5X6kq6/D8lf73r87Hx7+37+z98Y/Fn7Hel/BnwV428Y+M9U+KniWDw34o8a6xHpttqPhzw7Mksuo3Cixs7a2z5ELW8f7oMXul+YttNeW/sh/sL+Pv+Cff/BZnx1F8OvD9vF+zN8ZvCkevagoZ1g8O65Y+Xb+XEAColm8zeVO3ekjkE/Z9p/RSiik+SftFu738048qT8otc67Tu+oVPfh7N7K1vJ83M36te6/7ugUUUUgCiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKzPEXjHS/CUmnpqV/bWT6rdpYWayvhrqd8lY0HUsQCcDsCe1JtJXZdOnOpLkppt9lqadFFFMgKKKzNR8Y6XpHiTTtHub+2h1TV1laytWf97crEA0hVepCgjJ6DI9RSbS1ZdOnOo7QTbs3p2Su36JavsjTooopkBRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAGN41+I3h/4bafFd+Itd0bQLWeTyY5tSvY7WOR8E7Q0jAE4BOB6GrWu+KtL8L+H5dW1LUrDTtLgQSS3l1cJFbxqSAGMjEKASRyT3FeH/wDBTX4Xf8LN/ZC8RNHFHJeeHSmswM38AiP70g4P/LFpa+e/i58Zp/jT/wAE8fhD4Ss7pf7Z8caraeHZvtLb5XFrJ5TSdcn96LZiTnh+eSK+1ybhSGYYWhiITa5qrpz0+FcvPzL/ALdUt+qPzDibxAq5Nj8Xg6tJPkoKtS1fvyc/Z8j7e+47dGfemieKNM8S6BFqunajY3+lzoZYry2uElt5EGcsrqSpHB5B7Vzp/aI+H48OjV/+E58Hf2Sbn7GL3+2rb7OZ9u/yvM37d+0htuc45xivif4GfHW6+FP/AATd+K3hq+kWHXPBd9caDHFA+JYBeP5YbOc5ErXJDDHEfAyK1NS/ZcSL/gkNBstrdtXSNfGZk2bSdx3Fs4ySLM499o7V6T4Jw1Cu4Yuq1F140YtJaprm538nH7zw4+KONxeFjVy7DxlNYSWImm37soy5PZq3XmjNa6+6fc2u+KtL8L+H5dW1LUrDTtLgQSS3l1cJFbxqSAGMjEKASRyT3FGieKNM8S6BFqunajY3+lzoZYry2uElt5EGcsrqSpHB5B7V8F/Fz4zT/Gn/AIJ4/CHwlZ3S/wBs+ONVtPDs32lt8ri1k8ppOuT+9FsxJzw/PJFQ/Az463Xwp/4Ju/Fbw1fSLDrngu+uNBjigfEsAvH8sNnOciVrkhhjiPgZFT/xD+t9U9pz/vfbez5bfZ5uTn/8D07Gn/EX8P8A2h7H2f7j6t7fnv8Ab5Pa+z/8F+938j7YP7RHw/Hh0av/AMJz4O/sk3P2MXv9tW32cz7d/leZv279pDbc5xzjFdFrvirS/C/h+XVtS1Kw07S4EEkt5dXCRW8akgBjIxCgEkck9xXwzqX7LiRf8EhoNltbtq6Rr4zMmzaTuO4tnGSRZnHvtHaqPxc+M0/xp/4J4/CHwlZ3S/2z441W08OzfaW3yuLWTymk65P70WzEnPD88kVS4Kw1epH6pWbgq8qUm0tFFc3Ov+3VJ/IiXihjsLRm8ww8Y1HhYYimk370pS5PZu/VSlBadz700TxRpniXQItV07UbG/0udDLFeW1wktvIgzlldSVI4PIPaq3gv4h6B8SdNkvfDuuaPr1nDKYJJ9OvI7qNJAAxQshIDYZTjrgj1r4O+Bnx1uvhT/wTd+K3hq+kWHXPBd9caDHFA+JYBeP5YbOc5ErXJDDHEfAyK+k/+CbnwtT4W/sheFlKRi61+I61cOqbfMM+GjJ9SIfKGfb0rzM74UhluHr1qk2+Wr7OGnxLl5+Z/wDbrjt1Z7nC/iBUzvGYTDUaSSnh3Wq6v3Jc/s+Rf9vqe/SIv/BRX4ueIvgl+zPe694X1FtK1aK+toUuFijlIV3ww2urLyPauz+CHxPF1+zH4R8WeK9Xs7ZrvQrO91HUbySO2h8ySJCzs3youWb2GTXlP/BWr/kzjUf+wnZ/+jK5X9oD/lDhYf8AYt6D/wClFnXbgMpoYzJ8FSaUZVcTyOSS5rNRW/W17pbHlZvxFi8u4lzOvGTlChglVUHJ8vNF1Htsm7JNpXsfTr/GbwjHquj2J8UeH/tniGNZtLgGoRGTUY3+68I3ZdW7Fcg9qpeLv2iPAXgDWG0/XPGnhbSb9Bl7a71SGKVB7qzAjoetfLf/AATy/Y78JfET4N+D/id4mOo6t4liuhcWE0t5JHHpyWNw0MEaqpAKjyAfmz1x9cRov2WvD9jquhaJ4O8TfEy+iO29vNIs7jUrlmcEGRZy6IO53IQMgkZqv9VstWNq4OnKtVdJ8s+SnGylzNPVyskrW1+J9kSuPc7eWUMyrQw1BYhc9NVKs7uLjGSXLGDcpO93yu0Va92fc2h67ZeJ9It9Q028tdQsLtBLBc20qywzoejK6khgfUGsFvjl4LXwtd65/wAJd4ZOjWFx9kub9dTha2t5uP3TyBtqv8y/KTnkcc18t/8ABFnWLq8+CniuzluJZLWz1hTBEzZWHfEpbaO2SAfr9a8R/wCCXn7M3hz9puTxbB4xOpalovhs20ttpSXssFs09yJVachGU7wtuq8EZB5zgVpPgrCYarj/AK5XkoYR09YxTclNvo2lfZb26mNPxQzHG0Mo/s3CwdXMI1mlObUYSpJN3ai24/E9r6JLVn6SeC/iBoXxI0f+0PD+saZrdjuKfaLG5S4j3DqNykjNfkF+23/wUy/aO+Gn7anxi07wb42gtfCfwvliv30ybSrOSIWn2iytdhYwmRt013HnLg4ZsMCAK+o/2CPDKfBL/gol8TvA2jTTL4ehsZnSCQ7j+7ngMOW6kos0ig9wxzzXiPwD+FVh8dP+C0v7WHg3VBmw8T+CtV0yY5wUEs+mJuB7EEgj3Ar8s8UslqZficPg8BXly1XGUZfC7Sg2lKz6Pc/r/wCiHxRl2aYXNs84jwFKr9UpSVSnOMakU6eIpwm4cy0bg3yu11e2vX9K/wBnT4z2P7RXwI8I+OdOXy7TxTpUGorESCbdnQF4jgkbkfcp56qa/JT/AIKB/wDBW7462fx7+IN/8MPF66D8NPBWvW/hSAw6VazfabsxTs7l54XLkva3HQhQgjwvJY9H/wAE/P29739j/wD4J0/HjwRrki2njH4N3k9ro0TfMvn3s0kCooBBYRXqyO5wPlkHPXHkn7S37Oa/AD/ghj8JrueKNNW8e+N4vE12ysW3Rz6fdi2GT/07pEcdAzt16n88znO6+MwFN4ebhKMHOdm07p8ltO8r/cf0t4beFuU8OcW4uOc4aGIpVcTDC4aNSMakXCcfrDqWkmm40fZxT1s6jR+3Pwz8QT+I/hj4f1W+dDc3+l213cPgKpd4lZjjoBkmsOL9p74cTa6NMXx74ObUWm+zC3GsW/mGXO3Zjf8Aezxjrnivlz/gon8TdU8FfsIfD3SdOne2i8TWtnbXrxsVaSBLRXMeR2Y7c+oBHQmuj+Nn/BO/4ZeDf2O9cks9EVdc8OaBPqcerGZ/tM88MDSFnOcFWIPy42jIwBgY/f8AJuH8DLAYbF5lVlH6xJxgoxTtaycpNtdXstep/mlxdxhmlPPcwy3I8PTksHHnqOpKUb83M4wgoxevLF6vS+lup9c7xs3ZGMZz2xXnniT49eDfE+ieI9I0Xxh4dv8AXLXT7sm0s9TikuY2SNt3yq24FT19K+MfDf7SXiXUf+CSOuyG+uV1DTNXHhdL3zczNat5MhGcZH7uUxdztHX07H4Z/wDBOTwF4g/Yr0zxEg1Oy8ZX+gDWU1qG8l3wSPF5oQRBhGUwdhG3cRn5gea9ZcH4TAKdTNazjas6UeWKldqz5pXa92zWiu/I+YfiRmGbunRyDDRlzYdV5+0m4tKTceSFou87p6u0dtUdd/wR68Uan4q/Z48QS6pqN9qUsXiKWNHurh5mRfs1udoLE4GSTj3Ne861+098OPDmsS6fqHj3wdZXsDbJYJ9Yt0eI+jAvx+NfLf8AwSrsdL1X9if4iWuuXv8AZui3WpXsF/diYQG2gaxgWSQSHhCqknd2xmuK+K15+zc3wO8S6b4F8BeJfEN3Z2dzFBrthptzLHY3Kxl0mmuJHUiMNtLcEbM/LivVzbh7D4/iLFxqRqW9ol+7iuWN0tZSbSXkrangcPcZYzKODcunRnR5nSlL99Ukpy5W9IQjFt+cr2Wmnb9C7jV7W00p76W5t47GOI3D3DyARJGBuLlugXHOc4xXNXXx78D2WjabqMnjHwuun6zK0Nhc/wBqQGG9dW2ssTbsOQwwdpODxXy/+ylrF1q//BJXxeLq4luPsmha9bw+Y27y41glKoPYZOB2rzn/AIJu/sceE/2oPg3f6343/tLV49H1GTRtMslvJIIbFAqXDsuwgks9wc5449+PGXCGCw9PF1sfXko4er7P3YpuW9mk2rO9t3a1+tj6aXiPmeMrZfhsowsHPGUPbLnm0oNWbTai21a6Vldu2iVz788afEDQvhxpH2/xBrOl6JY7gn2i/ukt4yx6DcxAz7VB4E+KXhr4o2c1x4b1/Rtegt38uV9PvI7gRNjOG2E4OD3r4G+NHxR0rxp/wUc8QJ488MeJPHPh3whbNaabomkWf23y3CxfvHhLqChLuWOeT5YIIFX/AISXJtf+CgXhbW/ht8P/ABx4H8I6tbrZa1aaho72lu7kShm2qzoqYEJHI+dScc89H+oUY4L2tSclUdL2t7R5NuZQ35ua3W1r6eZxrxcqVM09hRpRdFV/YNXn7X4uV1bcvJyqX2ea/Lrfofcfj34yeEvhZLbp4l8T6BoEl2C0CahfxW7TAdSodgSBkZI9RWr4X8WaX420SHUtG1Gx1XT7gZiubSdZopPoykg18AftG2a/A39ujxN41+KvgTUvGngLVrcW+nT+Stxb2+Vh2FdxCBk2yJsYqfnLDPBP1z+x/dfDLU/hld3/AMKktoNA1PUZLq5t4t6fZ7ry40dTG5zGdqRnaABggjhsnyM54ao4LLaOMpuc+dRfMknTu1dwundSjtqtWnoj6PhrjjE5nneIyytGnS9lKcfZylJVnGLsqnK4qMoS3916JrV9fVq5DxH+0F4E8H+Iv7I1bxl4X03VchTaXWqQxTKTwAVZgRn3rN/at8dX/wANP2bvGuuaXKbfUtO0meS1mUAmGQrtVxnIypIPI7V8vfsBfsPfD742fsyR+KPGGlTeINa8U3Vy8t1PdzJJbiOdoxsKMDkshYsckliCSOK5spyXBzy+pmmY1JRpxmoJQScnJq/VpJJL5+R28Q8T5lSzilkOTUYTrSpyqydSTjBQjJRt7sZNtydttFrr0+27jVLa005ryW4gitFTzWneQCNU67i3TGO9ch4a/aU+HnjLXIdM0nxz4S1LUbglYba21aCSWYgZIVQ2WOATx2Br5F/4KC+HpPDc/wAEfgfp2o6hD4WvZbayuJWkBnuFE0VvGXwArFQzNjbjcQccCtn/AIKA/sSfDr4T/sq3/iTwvoKaJrHhZ7QwXUE8nmTK9xFCfMJY7z8+4MeQRweTXrYHhXLpRwyxVealipNU+WKslzckXO8r6votl1Pns14/zmE8dLAYWm4YCEZVueck5Nw9pKNO0Wvdjf3pbvZH2F4w8daJ8PNI/tDX9Y0rQ7AyCL7TqF3HbQ7znC73IGTg8Z7GsrxP8cvBfgrxHBo+seLPDml6rchGis7vUYYZ5A5whCMwPzHp618L/tdfE/UPjF/wSu+F2v6qzS6jca/Hb3ErNuadoItQt/MJwOW8rcfdj160vxx/Y48H6J/wTsh+Jk39ral46vtN0vV7jVry/llkme7ktw6MpbYVCzEA43fKMk812YPgfBxjSWYVpRnOtKjaMU/eUlFO7a92977vay3PNzLxUzKc8RLJ8NCdOlhqeKvObi/Zyi5tWUXeVrcuy3u9kfdnjv4y+Efhc1sPEnifQNBa8Ba3XUL+K3acDGSoZgWAyMkeo9a37G/g1SyiubaaK4t50EkUsTh0kU8ggjgg+or4N/Z7/Ys8LftBfsSv458VXGr6v4uv9LvEsb+5vZWGlLamWCBEjDhXRfJDEPnOSMivS/8Agj14xvvEv7LN5Z3krTR6Hrk9naFjkxwmKGXZ+DyP+ftXm5xwthMNgq9bC1pTqYeoqdRONld3V46t2TVtd99OvucN8fZjjszwuGx2GjTpYyi61Fxm5SslF2qLlSTaknpdLa7d7fVtFIWAI9+B70tfCn6sFFfMHw0/4LAfAn4g6/430y58a6R4auvBWoT2Tf2zeRWkesRx5AntHdgsqsVYBQd+QPlwylvnv9sH/gtXput/sN+CvGPwr1nSbfxz4l8R2dtqHhldRim1jTbaNppJkaIDeFkaCOLzPLwVuMryVrxMRxFl9Kk6vtE7Juyd27Oz/Fn6hlHg3xfj8fTwH1KdNynCDlOLjGLqRc4tu23LFu6uls7NpP8ASOikZgikngDkk9q8B/ZP/wCCjvw9/a/+Lfj3wX4bumTWvA97JCElYbdWtUcRteW/96MSfKfTdGejivUq4qjTnClUklKey721PhcDkOY43C4jHYSjKdLDpOpJK6gpPlTfq/6sj3XWtbs/Dej3WoahdW9lY2UTT3FxPII4oI1GWdmPAAAJJNeXfsjftpeC/wBtbw/4l1XwTczXWn+G9ak0Z5ZYyn2kqiOJkB58t952k8nacgdKb8M/jt8Ov26/hr490jTZjqmi6ff6h4Q1+2u4vKJZF2S4BzmJ0cFX6EHsQQPyj/4I8/tAaN/wT5/b7+I3w28Y+KdCs/C+qyT6NLrc06RWT3lhPILeVpd5jjjdGuB8zHDSICQQc+BmGe/V8VhrNOjVbTl59Plc/WuD/Cn+2Mgzt1IVI5lgY05wpcr1g3+80tdyUdUvS173X7c0V+Sv/BbH/grbqel+I/D/AIH+CHxFsv7Nn09r/W9c8MalFcNI7u0cdsl1CzGNkVGdthDfvI+eCK+sP+CbnxH+Lvgrxz4o+Cnxx1bS/EXi/wAL6XZ+IdJ1uzuWnOq6dcvLEwdmjRmMUsW3eVyd+DnaGbXD8SYatjpYKmm+Wy5vs3abtf5P5qxwZv4LZzlnCtHijG1IQ9qpTVB8yrezjKMHPlaS0c4NpO6jJS72+uqKa8gjGWIUZAyT3PAr521n9jDxlqn/AAUEsfi+vxZ8RQeFbPS/sf8AwiaovkFsYMXZPJY/vCSpl3jh8bdvs4irUp8vs4c12k9UrLq9e3bc/N8my/B4t1ljMSqChCUo3jKXPNfDTXKnZy/mfurqfRdfid+3F+1J438cf8FtfBeg65qX2XRPh3480iz0iztdyxQwvc27tK4yS8kiONx9PlAA4r9EPAX/AAVA8JePv+Ci2vfAa0NtK2m6eVtdTjl3Lc6pDve7s+uMpHjp0eGcHoK/PH/gqN8Nl8H/APBdHwTeQea7+L9V8M6qUOCFcXEVpheOh+yg855Y/QfFcW42OIwcJ4Wd1Gqoyt3V9H87fmf079HjhirlPEuKwufYbkqVsvqVaLklflmo2lHteDmn1VnF9T9r6KzvF/izTvAXhPU9c1e7hsNK0e1lvby5mcJHbwxoXd2Y8ABQSSfSvm/9mX/gr58DP2kfhsmtT+OPD/gHUVdobrSfE+q22nXVs4PBUyOElUjDBkJHODhgVH2dbHYejUjSqzUZSu0m7Xtv+Z/NGWcK5xmODq4/AYadWlSlGM5Ri5crlflva715Xray0T1av9C6N8SdA8Q+NtY8N2Or2F1r3h+OCXUrCKYNPZJOGMRkXqocI2PpX41fss/tSeN/jv8A8F7fD+peMtS/0rTtX1jw/DZ2+5bSyt4rS8iWCNMn5dyhiTklvmJ9Ou/YPvbv4D/8Fxn0iy+J+i/F/Tfirp+ozXHiHStVhuluFMM92v2hYS0azo9pt8sEBUkVl2qwWuT+Gvw2X4af8HIcuk2/myJL4uv9VAbBKi7sJrwjgD5V84gewHJ61+e5lmtbG/VatuVRxCi1e6umnHbR6fLsf2JwP4f5dww89wDmq7r5RKvTqODjJRlGcKqSklKPvraSUrJKSvc/a+iiiv0w/hwKKKKACiiigAooooAKKKKACiiigAooooAq63pEHiHRruwu0EtrfQvbzIRkOjqVYfiCa+CP2OP2AfiV8Mv2ltDn8VWCx+DPCF7fahZ3H2q2kS7neNYUdY0kaRC/lwv8w4EQBwTX6A0V9Dk/E2My3DYjC4e3LWVndXa0avHVWdpNX1PjeJOBsuzzHYTH4xyU8NLmjytJS1jK0007x5oRdtD8+v2nP+CfvxJ8bftO+If+Eb00L8PfGerWWoahPbX1tCIyBiV3id1csjyTvhVYNvB5bgfet14ZsrzwtJozwqdOltTZNDgYMRTYVx0xt4rQop5xxPjMyo4ejXslRVk0mm9Iq8tXeVorXQXDfAmW5JicXicJzN4mXNJSaajrKXLBJK0bzk7O++5+f37HH7APxK+GX7S2hz+KrBY/BnhC9vtQs7j7VbSJdzvGsKOsaSNIhfy4X+YcCIA4JqP9pz/gn78SfG37TviH/hG9NC/D3xnq1lqGoT219bQiMgYld4ndXLI8k74VWDbweW4H6C0V73/ESc1eOeYcsObk5Lcr5fi5ua3N8XNrf8D5FeCPD6ypZQp1eRVfa83Mue/J7Pkvy/Bye7y2vbqZ914ZsrzwtJozwqdOltTZNDgYMRTYVx0xt4r4O/Y4/YB+JXwy/aW0OfxVYLH4M8IXt9qFncfaraRLud41hR1jSRpEL+XC/wAw4EQBwTX6A0V4OUcT4zLcPiMNQs1WVndNtaNXjqrO0mr6n13EfAuW51jcHjsXzKWFlzRUWkpaxlyzVneN4RdtD8+v2nP+CfvxJ8bftO+If+Eb00L8PfGerWWoahPbX1tCIyBiV3id1csjyTvhVYNvB5bgfQv7a3h74xp4d8I2nwYkS1S3lkg1JUe3SRI9sawEed8vlriTdjnlOCM19AUV3VuNcZXnhZYinTmsOrJSjdSvFRvNN+87Ja6bI8rDeF+W4WnjoYOtWpvFyUpSjNRlC03PlpNR92N5SutdG9Twb9vz4OeKvjn+yxL4f8P2C6r4gkubSZ4BPFAH2NmQhpGVPXv9Kyfi3+z/AOK/Fv8AwTWtfh9Zaasni2LQtJtWsWuYlAmt5bZ5U8wt5eQI353YJHXmvo+ivPwnEmKw9GhQpxjajV9rHR/Fpo9fh02Vn5nr5hwRgcbicViq0582IofV5Wasoe9qvdb5veerbW2h4r+yB8Edb+HX7F+jeCPEcP8AZWsi0v7e5SOZJTbefcTuuGQlSQsing9e9eFfswfC34+/smeH9d8C6H4G8PanDqepSXVt4kudVjS1t2aJIw7RgmVkAjB27Qck9c19v0V00uLMQpYl1aUJxxEueUZKVlK7aatJPRt6Ntd7nHX8PsHKGBWHr1aU8HT9lCUXHmcOWMWpc0JLVRWqUWns0fM//BNX9mvxV+zL4U8ZaV4nsktvtWriSxmSeKRbyFU2CUBGYqDjO1sNz0rB/wCCW37LPjf9mn/hPP8AhMtKj0v+2HsVs9l5DceeIftO9v3bNgfvUxuwevFfW1FGM4vxuJji41FH/auTnsn/AMu3dcuul+t7+VhZb4c5XgZ5dOhKf+we1VO7WvtVaXP7utl8Nredz5a+B/7N/jLwb/wUV8feO9R0gQeFdasZ4rK+F3A/nOz2xA8tXMi8Rv8AeUD5fcZ4D9k79jP4i/DT/gr98aPitrehR2XgXxTpFxZ6TqH2+3ka8kknsJBiJHMiAC3kyXVeg65r7kor53iGvLOa+HxGK0dFRUeXRPljyq979N7W1P0fw8xU+DcBmWXZX70MeqiqOpq0qlSNSXJy8qWsUlzKWl73ep+Tn/BQz/gi148/aF/4KMr4n8L6WrfDzxtdWd14g1FNRtYH0dvljuisTnzHYonmLtR8vIc8V9H/APBa79jXxv8AtX/sneFvCvwx0GHV9Q0DxDb3psftsFpstktbiH5WmdE+UyJxuzjPWvtSivlv9WMGoYiEbr27vLbTrpppr6n62/HTiWWJyfE1fZyeVR5aKalaWijep76cnyxSvFx0Xe7fzp+0/wDsb337Rv7J/hjwwlxDpnifwza2stt5zZhaZLcRSQuy5wpyfmGeVXqM15d4mh/ao+JnwdPw4vvBuhaet7b/ANmX3iF9QgzcWwXa2VEjYLqMMyoSQxwqnkfblFfpOU8U18DhaeEdKFWNN80OdNuD8rNdr2d1fofzHxJwJhc3zGvmar1aFSvHlq+ykoqpHWykpRlaybScWpJO1z5xuf2BLeL9heT4T2+podSYC9OotHhHvvMEucYyI8jy/XZjvXlPwy+HH7Ud18L4/hTdWegeF/Dlvavp/wDwkbypNeJbA4EcZjmOcodqny1YL/ErDNfclFb4fjPHU6dSFaEKvNN1Lzjflm95R1S+TTWmxxY3wyyurVo1cNUq0PZ0lRapT5VOktoS0b0196LjLV6nx1+yf+xn400H9iL4hfD/AMTWa+HNa8TXs72m+6iuF2m3gVGZoXYBS8ZBGc4zx0zi/CT4XfHzw9+zjdfBlfAugaTps0F7Yy+JLrVI5Ea3uJJDLtijJZnKysEJxxtzjFfb9FbT45xlSdWdalTl7SaqWalaM0rJx97t0lzLyOal4VZbRp4enhq9WHsqUqN1KF50pS5nGV4Pr1goS8z5h/Zq/Zy8YeB/+Ce3ifwHq+lLYeKNUsNXt7e0a6hkDPcROsWZEZkAJYd+O9av/BMv4CeKv2d/gHqejeL9NXStTvNdmvkgFzFORE0FvGCWjZlyTG3GfSvomiuDG8U4vFUcRQqRilXn7SVk9Gui12163fmevlfAOXYDE4LFUZzcsJSdGF2rOLtrK0VeWm6svI+R/jZ+zR8SfhD+1ZdfF34U2emeI5NchEGq6NdyrC2CI1fYzMgKt5atndlWzww4r0D4P/EX48+PPidp/wDwk3gLw54L8IwbzftJqK3l5ckxvsEXluQMPszuUcZwe1e8UU6/E1TEYaNHE0Kc5RjyKbUudRSstpKLaWzcWycLwLRwmNnisFiq1KnOp7WVKMo+zc27y3g5pSfxRjNJ+h87/F/4g/Hjw54r8Q6VpXwz8P8Ajfw1eFv7LvP7SigMcbLjy545HG8g+gUEY5Jya4v9n39k74m/sx/sYeMbDQLqxHxI12ZL2zgilRo7QKY1MYd/kMpjEmCfl3FRnAzX15RVU+KatLDLC0aFOMeaEpaSfO4bcycmrd1FRuRW4BoV8bLH4nFVpzUakKd5RXslVVpODjBSul8Lm5ctlY8V+FXwt8ZfFD9j648KfFe5k/4STXbS6tb2ZWhaSBZGbyjmMeWWVSp4z05r5++Dfgb9qX9lPRJvAvhrwz4V8Q6DFdu9nqd1PGY4VkOWZP38bhdxLEPGSCTjIxn7roqsLxZWo+2pyoU506sufklF8kZd4pNNWTtvtoRmHh7hsS8LVhiq9OtQh7NVYzXtJw0upuUZKV2ua9k+bU+UP2qv2MfHfxt+F3w/1u21qzk+KfgeBHnm3KkGoTfI7FG2hVZZEyuVCnJBA4xyPxa8J/tLftfeDbLwP4g8I+HvBWjTyRyatqIvIpFuvLZWUBFlkYAMA+1RyUHzAcH7dorfB8a4qhCnF0qc3SbdNyi7wcnf3bNKyeqTTs9jkzLwwy/F1as44itTjXjGNaMZq1VRXKue8ZSu46ScXFyW+7PlP9tf9jrXPEv7Gvg/4feALA6zP4W1G1fZLcQ27zRR29xG8hLsqbi8oYjPc4rpfjd8AfFHi7/gnFbfD3TrGO58V2+gaPZG0+0RorTWz2rSqJGITpE+DnBwOea+h6K5KfFmNjChB8r9jU9qm07uTafva7XXSz8z0avh7lc6uKqxco/WKCw8kmrRpqLiuX3W07PdtrRaHh/7J/wZ8Q/C/wDYg03wbrVktr4ihsNQiktRPHIEeae4kRd6kp0kXODgZ61z3/BMX4BeLP2ePgnrWk+MNK/sjUbzXJLuKH7VDcbojBAgbdE7KPmRhgnPHTpX0jRWOI4kxValiqU1G2ImqktHo02/d10Wr3v6nTg+CsDhq+AxFOU74Ok6ULtWcXGMby93WVorVWW+h8A/8FIP2w/D/wAFP+CnH7OGieLdbl0fwh4fjvvEequEYxJLcwXNlZzPgH5UkSUEj7qyOTxg19NXH7fvwD1LSHMvxk+FUltPGVeN/FFluZTwQUMm78MV4r/wV0/4JY3H/BQrw/oOr+HNas9F8aeFYpoLdb5T9j1KCQhjFI6gvGysuVYBh8zgryGX80bP/ggP+0tc+LpNNfwtodvZp01WTX7U2knToquZ+/eIdD7Z/H8fmGc4DG1lQw/tYVGmmk39lK2m23W3fqf3bwlwh4a8XcM5dPNM5WAxOFpyp1ISlCN/3tSpzLnS5nLn+y5aWja8WZ3xP/YI0n9qv9uLx34V/ZfvbDxT4Z0vT11uISTm3trYGSGKW2hnk+WQLJLuUkqCisAWKZb3f9n7/g38+J/w3/bJ8E3OvXWiah4B0W6tdav9XtrlVZ3h8uVrMQMTJuaUFA2NhRSxZWISvt3/AIJPf8ExIv8Agnj8P9Xn1fU7XW/G/iryv7TubQP9ltIo9xS3h3YLAMzEuVUsccAAV9c1GVcE4apBYrGw5ajlzcqfurW6jbXTvr5Kx08ffSfzrB4ipkHDGJVfB06XsVWqQvVqPkUZVXL3feTT5Xy2d3KSldWg1TTINa0y4s7lPNtruJoZUyRvRgQwyOeQTX5L/ss/s5aF+xl/wXtsPBnwy1pNb8L3+iX8+q23m+dL4dje3nf7FLJuyzJNDbEFstsmQNlgXPu3/BRbxF+2p8VNa1zwf8Ifh3D4d8Hb2tl8RWfiTT01PVoiB88Zknje1B5GAvmDs4rn/wDgib/wSy8afsneMvEnxI+KdrHp3i3U7Z9L0/TRex3klvE8iyTTyyRO8ZZyiBQGJAD55bA7cznPH5lQo0sPL93PmdRxcUkt0rrW+35dz5ngjCYbhTgvNsyx+b0JPG4d0o4OnVhVnKU1aE6ijJ8kqd3LTWOqk0/df57/AB0/4I7fHP4b/H/UPCOg/D3xN4l0uW+mj0fV7SES2d1bA7o3luBtihYoVyJSnzZAr6T+P3/But4q0j9nDwTe+Ap7HVviNY2T/wDCVadNeiKLUZ3JdfsskhEamLPlYYorhQ+Qcg/sdRU0eAMsh7RSu+bbb3eumm/m+mnc3zH6XnG+IeDlQVOm6GsrKTVZ8rj+8Tl8Nnfli173vJ6Rt+GNp/wbvfGq5/Z8k15xolv47S8JXwxJqURMloIs8TrmH7QZOApkEe3kuDxX33/wTD/Y3+MPw+8c3fxQ+PmvW+q+OW8M2/g7R7OJ4ZJNL0tJvtDRzyQgRySGXb82XPykmRt2B9p0V6GXcI4DBVo1qPNddG9G1s2ur106LsfH8Z/SJ4r4ny2rlmZxo8tRv3o07ThGVnKnCTbcYPlXN9qSVnJrQ+A/+C537RFh8IL/APZ80XWbrUrPw7qfj221/W5LTOHsdNlt2lRgp3Of9JV1XBBaIHgqtfTGi/8ABRH4C6/pkV3B8ZvhgkUyhlW58S2dtKARn5o5JFdT7EA1yf8AwU5/4J82f/BQ74F2vh5dXHh/xBoV7/aOkX7w+bCHKFHhlX73lup5KnKsqN8wBVvyS8S/8ECf2ltC8Uxafa+FdE1m0kKhtTs9ftFtY8sQSVmeObgfMcRng8ZPFeXmuNzfL8fUq4ah7WnU5bWTbVla2nnd7dT7vgDhnw74u4SwWAzvNlgMVhHW5lKUIxmqk+ZSTnZN8qjHSTfu6rY9/wD2gYPhK3/BZX4GeJfgDr2i67rvifxFHceLLXRJUn063Uyostwki/u/Mlt2u2kRGODEGI3SfN9o/tY/sD3X7QP/AAUE+BXxQjttKfRfAQuW1x5223DGEiewVBgl8XDu2CQFwx6nB8V/4JPf8ET9Q/ZA+J0fxI+I2q6TqXimygkh0nTNOLS2+mtIpR5nlZV3ybCVAUbV3scscbf0XrqyPKJ1sPUqY+moOpNT5F05bW+9rX9DwfFLxEwuXZvg8LwpjZYqODwtTDPET1lNVfaKSTVrqnGaVN9Gr3la75f41/DTQvjL8I/EfhbxQG/4R7XtPms9QKzmApCykMwf+HA5z0454r+dn4Y/8E7PHv7TvxG+Iul/Bu0tfiDpXgHWPsBvo9RtbMXltJLcrb3KefIissi2zN8rEjcvGDmv0B/4KN+BP24/20LzUPDGj/DVfCfw5EjwiwsPFOlmTWYw3yyXErXCuVIAIiCqozhgxGa+lv8Agkd+wfrn7Ef7IVzo2uyxad488WXEmp6n5Tx3SaVIYxHBCCPkkMaqGbBZS7uAzLgnzc1wSz3MYUZ0Zwp007zacXLso8y766+ex9vwDxRPwq4OxOY4bM8NiMZip0lDDRqRrRpWd5Tq+yne7heL5Wkny3lJ6Lw7/gjN/wAEhPGv7IfxWu/iR8SJdOsdWOltYado1pcLdPbmbYZJJpFym5QpQKjMDuY7uBn3tv2B7qf/AIK5f8L2e20r/hH4vCS26Puxdtq5za7tgHIFn8u8nPKqAccbvwe/Zs+Ofg3xJ8MrnxP8b/8AhJbHwwNT/wCEntv7Gjh/4SHzyfswyOnlcfMeRtwPvGvpCvfyvJcNTwsKHspRUJKS5mm3K176NrS9umx+Q8eeJ+eYvPcVm0sdSrzxVCdCbpRqRhGk5uPIlUjGXvKKmm+bSau73SKKKK+lPxIKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigD//2Q==)
- به منظور آموزش بهتر دروس ریاضی و فیزیک سعی کنید درست تمرین حل کنید. روشی که در این بخش گفته می شود برای اینکه عملی باشد به زمان نیاز دارد. پس در طول ترم تمرین حل کنید و آن را به ایام امتحانات موکول ننمائید. بعد از حضور در کلاس و خواندن متن کتاب درسی ابتدا تمرینات و مثالهایی که در کلاس حل شده است را مرور نمائید. در ادامه سعی کنید تمرینات حل نشده را خودتان حل کنید. خیلی سریع سراغ حل المسائل نروید. برای هر مسئله و تمرین ریاضی یا فیزیک به خودتان حداقل 10 دقیقه وقت بدهید و راه حلی ارائه کنید. اگر چیزی هم به نظرتان نرسید باز هم ایرادی ندارد. فرمولی که فکر می کنید می تواند درست باشد را بنویسید و دو سه خط راه حل بنویسید. اشتباه هم باشد باز مشکلی نیست. کافی است فقط به حل سوال فکر کنید و هر چیزی که به نظرتان می رسد را یادداشت نمائید. سعی کنید راه حل درست را بنویسید. اگر بلد نبودید باز هم ایرادی ندارد. هر راه حلی که فکر می کنید درست است را بنویسید. هدف این است که از ذهن خودتان کار بکشید و به این ترتیب توانایی های ذهنی شما افزایش می یابد.
مطالعه نمائید: چگونه ریاضی و فیزیک را بهتر یاد بگیریم؟
- به صورت ذاتی بین دروس ریاضی و فیزیک تفاوت وجود دارد. درس فیزیک کمی مفهومی تر است و روابط و فرمولهای ارائه شده در آن معنای فیزیکی دارد. در درس ریاضی معمولا هدف این است که مهارتهای ریاضی شما تقویت شود و مثلا توانایی شما در بدست آوردن حد و مشتق، انتگرال گیری، استفاده از توابع نمائی، لگاریتمی و مثلثاتی، استفاده از اتحادها و حل معادلات مختلف و .... افزایش پیدا کند. در درس ریاضی تمرینات و مسائلی که حل می کنید می تواند مربوط به یک مسئله واقعی و فیزیکی باشد و یا صرفا یک تمرین برای تقویت مهارتهای ریاضی شما باشد. ولی تمریناتی که در درس فیزیک ارائه می شود به صورت معمول همگی مربوط به شبیه سازی یک مسئله واقعی است و برای درست حل کردن چنین سوالاتی باید تلاش کنید روابط را بفهمید و درک کنید. بنابراین باید تلاش کنید حین مطالعه درس فیزیک بیشتر به معنای فیزیکی روابط دقت کنید و عمقی تر و مفهومی تر درس بخوانید.
- کتاب اصلی ریاضی و فیزیک را در اولویت اول قرار دهید. در کنار کتاب درسی اصلی خودتان می توانید از کتابهای کمک آموزشی انتشارات معتبر هم استفاده نمائید. به هر حال بهترین منبع برای مطالعه دروس ریاضی و فیزیک همان کتاب اصلی و جزوه ای است که در کلاس یادداشت کرده اید. خیلی از این کتاب به آن کتاب نروید و کتابهای متعدد نخوانید. کتاب اصلی خودتان را در اولویت اول قرار دهید. در ایام امتحانات که زمان برای مطالعه محدود است جزوه کلاسی بهترین منبع برای مطالعه است.
- سعی کنید تا قبل از فرا رسیدن ایام امتحانات مطالب و مباحث ارائه شده در کلاسهای فیزیک و ریاضی را به پایان برسانید. خیلی عالی است اگر برای ایام امتحانات مطلب جدیدی باقی نماند و فقط روی حل تمرین و مسئله و نمونه سوال امتحانی کار کنید. باقی ماندن مطالب خوانده نشده برای ایام امتحانات استرس زا است و باعث می شود در این ایام تحت فشار قرار بگیرید.
- در طول ترم حین خواندن کتاب درسی، حل تمرین و مسئله، مرور درس و ... در جزوه ای مهمترین نکات را یادداشت کنید. این جزوه خلاصه شده و مفید در ایام امتحانات و یا در ایام نزدیک به کنکور می تواند برای مرور سریع دروس کاملا پرکاربرد و موثر باشد.
مطالعه این مقاله هم مفید است: چگونه درس ریاضی را شیرین کنیم
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