In
today's interconnected world, telecommunications services are indispensable for
businesses, providing vital connectivity and communication capabilities.
However, managing telecom expenses can often be complex and challenging,
leading to inefficiencies and unnecessary costs. This is where Telecom Expense
Management (TEM) audits play a crucial role in bringing clarity, control, and
cost savings to organizations. With
detailed reporting and actionable insights, an audit ensures telecom costs are
controlled effectively. Understanding this process is critical for
organizations aiming to effectively manage finances and achieve cost savings on
telecom services provided by their telecom service provider.
What is a Telecom Expense Management Audit (TEM audit)?
A
TEM audit is a comprehensive review and analysis of an organization's telecom
services, expenses, contracts, and usage. It involves scrutinizing telecom
bills, contracts, and usage data to identify discrepancies, billing errors,
overcharges, and opportunities for cost savings. During a TEM audit, specialists analyze telecom invoices to
ensure accuracy in billing and adherence to negotiated rates and terms. They
compare billed charges against contractual agreements and service level
commitments to uncover instances of overbilling or erroneous charges. Moreover,
the audit scrutinizes usage data to detect underutilized services or
unnecessary subscriptions that contribute to inflated costs.
TEM
audits not only focus on financial accuracy but also on optimizing telecom
resources. By identifying unused services or features, organizations can
reallocate resources more effectively, eliminating unnecessary expenses.
Furthermore, the audit process facilitates negotiations with telecom service
providers based on verified usage data, aiming to secure better contractual
terms and pricing adjustments that align with actual business needs.
Overall,
TEM audits serve as a proactive approach to financial management within telecom
operations. They provide organizations with a clearer understanding of their
telecom expenditures, enhance transparency in billing practices, and empower
them to make informed decisions to optimize costs and improve overall
operational efficiency.
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Vx8Pk7gpgFiVc0wuMpK2RmICY8Dlwq+21bnB02e86HuGfJwZ8Zmz7oFt4k5msNVj8Ii1tP4ybdGTCMJFq7eKS62bejLyDGrmB0qAcLPaHY7gRr14UjUskAVynaBVejbzbVtkxRJm09kpkmSIwzOV7Ns3syRmfx7tnJjYVzYr1wZeYqzLYcLO1zBvIRBsaqvZkhQ253IjJ0njJhj1sp4ulbReDSersx4yGrj+Ak77X4nE3F96+tlbY2UUkg4keK8tYy6SGjYjG7M+NAra7xRK2UuYggLHOZg02puLJckYgkR49jfxZ62p8Hf1Nj4WUZZjkq4ndJnnK6muVjkcnMBNYLCVf4vCXUyeWyD0bc3NWr/AAyTbYQYkxfYbPK44cg43AFL/CG3bGyU0zxvPaW2knw2qFMxLFZpPHDkHG4Apn4Q27YxPvMla2v8Lbu2Pei24jPPayAeSoDAE8tS7XKgiGQ4siLs6x9lbNCpVPCmSIRkfGe5HZsGZn+jRXI4r3N5d2SUQgmicvojK8Lkex2C9Jyv1KWadxELqen0jK/VrjT4uXUpFwXGknHQmpn9LpSV/OlFlGM5HPeuPSMr9WlnSHORyk7XvcRyucuKy7hJn5eJLqVDlSYhs8V6tIC8zoryvGbBftPdP10oN/ngz6ZUSl2muiphr1DvE2Dm0TrX2nun66U66ynxiRlemlFlFhHQ4VyvddpbwnCr0yRZRYZmmA7K9t4mMlOlMLlL9prr/UU68zna+JqCV4CsKNcHy5hpxtY7sz6tM1Ir3tIvoGK45XEdz69r8TidaIUQDtIYCHYm2eCYJA7C7TRTvzls4Hu+12kzJHt4xVcLtLua+vf6NW+6yrY5VA/sbto7D0oSKs7aiZLYrB4AZVougrW5SLEQxPtpj/2FMmxmXHieBTS+2v8AgVdrgK5GQzIqAeiq1cUXBYm1ssDUacbD0TbMip6uG1qzZ8i4F1JBMyx3sEZjyD1WN2yRjUa2Bgl3vIbq38CgiwTijSEKYCSG/bX/AAKu1xFcyoVkRAPa5WORzVwWPtidjMDxmlW5bSS57FEmARQJ5bbI1w5Vd9rNZmWVbwmRdrFGLJEghAkmUaYZTHer374G08yExBuwOz7VBQimZawtNcb3LufolcjR1aL2K1DXCEhCk2waVisfbkc072EM9wx6TN9pvQLWzsgIQ320/wACppwyD5wRkjtq03ENtIpXxEO/7a/4FfaGD/4ONTNsWiYjGW5GtmSOLlFPly1aLyG1Iq8EhS3a/BuoMroKMJutm0IbYDTHb0zG2uYcajLbkex6tc9ytblbQXMYVriD1GD2wYFiMZbka25TAzj6ooqR1hmCA6EODXYm2eH/AGFXW/BugcjoCNIA5IxmmE7K8e2ZEZ6yI1zpG0EqXKEUvu/tp/gVNOGSdSAjpHbGkliGaYLsrx7ZkRnrIjXOkbQypcoRS+6+2n+BU04ZJ1ICOkdts2iFbI+kyAiukbWCliURraj2Vbbme1m1A4Uu2j8nZCTPPuMi5F1DvxqDtRKhgYDSE9n2ojamr0QHVuO0Uy4MUXYIXxVveyNbZUjAqFLb4bDmGpDLTbbELkPnKMHR0Jcn4hq2ZWiMWU9iPRtrEj+HT2Is101ZAnsG2HGCFJMKU9jckxiQYmhh61kKKaNCAiOYeTGirBSXG1WpHAN9pSNgmtgOKaU7VYGoCdJElMkuR44FwK88l6IwYZEksomoZ2Z3dWvxKJ/e75jGRgABnoc8wzlP6LlJcJBdTM5K48+LlzUyQQYShavodISfUetWj3E8gaj9WNiz5DmAGr/RkSCSzOMZ2Z7blIZoYK3GTMLKyo/K1iTjoUBUdg5l1kN1MUEROOPgJEcjUWYVdfl3lr8Sif8ACNr8Tif3Slcvye1+JxP7n5blrn1OVcq5fkLXKxyOaqo7+5OW7nSUlee7619a8vr/APa5f8DJXJd/OudJ9a5c65dtcu2vr/wPzrmlJu5bufbXPtr96/euXOvrX1rnXP8A4CT5UnZXLdzpO3sr6V/8+tfWvrX71+//AAKtc6T5buVftXOufOv3rlzrl219a59tc6+n/AaVy3c0pPlXLsr/AOfWufbX70n1pN3KuX/AfOvpXKvrXP8Afn2V/wDP/n1rn21zrnXl/aem5fKtJ/yrI75L+Ycq50nb2VyrlX7V7Ve1XOvpXKuX9op20wH81I1G8k6isa7mlPB/L+XJXLdzr/7y7KX6Uv03eX9pNTMuCUwaM/frkEj/AN1TDs6xAkCqIQbmL1mxTvEpWgK4e4Y3lejBtc9ytVqq1yKi0IJDuyiG8ijCQ2OmN7/iOdItcuyvrX1ry+vLsrlXL4PI75UglrR+tabfnWRnzrKP51lH8602fOtJPnWkvzrTdWCp5fmomZG/XuTMzJm89+1XiTaSx3FQ63CPybTfiYtAsdwki1RxnKzhD8SkbTVDDsVyLnyxXVCtp5U3h9JVdctmpXGk4KL93uMa5ypMaMeMxpb1GuQQhSNmZGlRDQjKE7MjyQzhAM72YD2f8YjUazT5UiQYUZyst3FR7kPQFjI2fV63yQpUwJs1zm1CJMS2zGhExwBW6UcKFEFz2S7TNgNzyAKxsO2y5+PDBV9SbHcIgXGMDKOo1lnzB6gYzlYWOUBdIo3Mf0FcVcRvDLQbXMkNG8QFej7dLZK4VQO1z2O4xRqQsZUbHiGlamizNR7TOjNG4sdzaPZLhGDrFjKjO45Vz7a8vr9K86+tfWudc+/Rqu5JSC+a1gNtaiJyStVazu+fcZl+dajq1vmlYjdWki8lpRuT6/mIW5nbge/HUt8CNJIRolU3Fwn/AHkgfX8XCN684fX8XDk+ukiwLxcOV6coOR/Fw5f4oWmt3RrZSIxuVu4jcr99zY0m00Nr+V2ln6YOTO5r7yiSL1bkNyvBbYtxfxLrjqLPBPvcB4ELV7ln6YK7VdjfURNomVtL41Iq/fhrZW0v4mLU0S3eBAks7TbQmasxsUfutn/GI1XCZIW6FLquzyGom1sZeS2b/Ucytmuc2rV4HdKAcgNlXqJ6sW1OV9kug1XFgwcTs9HDxAoq3UwWQIsJDtkkA1HmG13s3x1sSdpyln43OfGnPiIDXraqQVboos65CHIHZYDWOwq1PUNluMka+u2bMVt2E1qqqWXCPcLpo8oVwfGnslkxLRoQ5rTy7dMe9e4T5VyWvrXlX0r6V9O/QTl+lYMZzpS/JKVyrzX4DlSFd59tZmP50ov5VpUVOf5cBPQx3A98Orr4geggR7VIR2QelHXDtMKomz7iMzHfkq4WR0QeqN2dlXj8U3fITsRd9wurps1ktjNFxb4Ez9d9tCsq5XN9yOIytyPfegS8FnW5hy9INSeKUyMMaTZPGSiny5auVyW4TeKRmktwuobgxXOgsbJnz+NHGZp5KuU/pAgn6eStmpLo0acVyYhe9SPc9y4ut8vgZg5OTPXTgHl1z20RZArqVLolwKmo+HduEuJpmjmq23Ho5TLp56i3HhoMqLp5q6R/6VwGnUS4cLElx9PNT5T4FkhYxwykOwM2ykmvhjilpb0GSxqT4DJT5UsZyscKMMDbpP6SmOk6enRLhqWwUHTq3XIlvc/BrSD6aDHR3AQGRiW648Dr+r1KiHbHMhHhYZq3gAgkZBgNjL3HOvKk+Vcl+AaNV+leiP8AdSKv0+GRyt5UhEXsXspRfy1hhz/IsFXkirWR38jqyP8A5HVkf/I6tN/8jq03/wAj603/AMj603/yOq2xOJnhCVj8lz2Xkw0Ukf7wJiYMRNwPfDq6+IHp/bDDhynuxGJXkatDVMPpOexoCucvo1ePxTd5vdr3rZh2RXxWvwD3MS7zoTMgJDmtl3CVP/Emc/4P6VyXd5d8jVdypGtH2rTiKvxTXK3lSOaTspw1Tl+Q8QYFrBoleyukZn9SWukZn9UaukZn9SaukJn9SaukZn9UaukZn9Uaukpv9UarXdDtuAFPLJpXPaxz/VwEypncT03KquoHvx1dfED0Izg44YKnFNZ2iAxjol5kxW5ewjZt0PNTK/BrKvH4pu83u17i6wOjJax9TU7qTb+HgRpWpj8TzrypO+aPHtWlIidjaXt+NaTDsXtRWI/tSlTDuPKvKvL4UvhcfuhLiNNwPfjq5dtzKi44Mhxu3MybTocRGrg2dTAFImLBvcnCn/QJTmOGuD2q1bx+KbvkL6KJub2qmK4IMFkcRA681XDtKJe0txnrh0daRSuDNKOpiWsrLn0eiorywLSMyxOMOh9qvF3VboL7jKaBi4UyJZSG4ZsqVnjWRHy5cIzlSRaICXCagXqrRxrfGeMsw5Xjhvt8OTEMe3lPjDtUY1r4053CSPbYs+S/hylHEMC1vCRYhztIYMZ9it75RlGObbo3ANnwSkcKMy1oFHyjSVJcrcEAAS4pXvBItNugjAaSc+WNbonDEmySlSNJgWttr40Dpi0lvhQwCJcSnz3C3iAAUuKVxI57dbLerQTDStd6Ij1Rq5k776VyXvkYje11OJm/b49rlavZXYRKc3L1vOvOvP4YvhYO6ju5t3A98Ornj0kXDnrXP+aTSmuWC4uk4Q5IhByvkyhrx0f+tn1MI0pszCFIl4/FN3mdmfuijYaSIZHZWECaNP4aLZo+ib/WTaP4ySjmYDbHO9cEk2OatwKzSXJtT4stbNEY2c8T1y0Cxz1mIFY5G1PujWbR8UJcWXADbPGnmZhVqkSVsTh29+Ek8u/kil19VA//AMrVg9fFnwkX1vRE1BlKQDhMufgNsoX+ljUGMkW1xjxbeyaW+6iWaJqgEB+0X/YVagOLZMrYyTkvSTBRhgWBwkWbMubosWRa3K4NzNdzAGk/PkhNuJCjg3G364ZoxhlmGJ2ZnfL32CDTFebnK74POunk7MO/a5Cdi83Ny9Tyry6nP4QnhgO6a7KuNIuKY0D3w6nW2WSaQoh9mhef5iUoLwqdriV0PN/Rroeb+jXQ839GrymEtE3Ffkb9d6zJLh6SyDKPiTqbX1iaudyuzq5cxCvM9Xke573S5Dx6TjlUZCkM7MR7nrTp0p49N0kysokgxmtaQr3tGR4nZhvcxxZcg6euOUlaxNLS1H6aKrVxRcFNKkSETWOUtKYj2NG4j1YhiINRajtMMqRHxQJyjpxivZkcR6tIYhsuoR76CkedZxRRywxjK8NstUmKssckoZJ4/uTEHRTEOuYpHvXjpSj0+JNk+B5d0iY0mAk7faVcVxX8la/P2O5ubl3edee5PhyeGA7sRMvYvLuHvRidtOcrlxX84RNJMV5quZcV7x71I5XOXFfimOzplXm5uWvLcvxBPDAd4wqs+qNejuXWcdE9ntpVVe1fzhjUamZ1OdmXv0aq8kpBL50KIx4ikUqJXq0+VZ2JWoz5VnZ8qxH9KysWtL60o3J3/nSLqNwWsMOzd5V5bk+FJ4YDvkM9K4j/ANa4j/1pTu/alcq81/ORtxXt5EfmX6d6glXnXoMrV+SUr3L59dkUpAPOiegiqnJaQq+fbWdrudKL5UViDerUdnTufLei5XY0qZ0xSvPd5/Dk8MB+V+Xw/Ok66JmWiLlTIm/l3TR4/SsWj/dXq7ukI9rVajly70cqcqQiL2OpwvNvdeVeW5jsP2K3+L4knhoPg/L4ZN/n8KnV59Rvq25lr693h5UjEZ2upxMeXLqKrcG4NwXvGuVvKvRJ+7mq3ree5KSkpKGuKZVpUyrh8QTw0Hf4VlX5L+Z86Sk6g25lojsy1z3cu4RM1dgk+quVy9tNwzdvK5BhjaPhn49RrXO7GtV1Mtk4nswzrXQc/wDiCg06IcnvJkEdR7ZHeTLxoyrcbIgFysINHyIEqJ74D2J3DSZux1PZh2pyry6vnXnXnuxwXGiJmbmT4gnhgO9YFV59lIJqeXUUTV8qeFW/X4byry3eVeVeXwfPuPds7tExXspVQSfVe3t6rLWrGIWaRIg7bOhhkKgYaacyXckUmjNMqPlyS+3IM+l7d0NVChJH8NxlkLkR3KNOlQ/cHeyukQn/ABkEL64WAf8ADzdJT2qZHbncFXM3t51LKExswBaTaG/yWnsy9qcvKvLq8+oJf4acmV2Hw5PDAd2nyoYsvPn1yCzdqc+o23TCNR7Ih3NIJ4nZCscxzQlexz2je5nwohuMRomJi8wSRyuCVMr+/WudJSVy3MTFaIuK4buXcJ29ldgm1jivb1GWxzWoSYRIg+kBROy3gyK97yvV5HOc6DzkUj3vA07FwN6qb8gyHjeJ6sI1WuqZ6pGRUqZyi7xBJIfkG3FYUjo0ZyxXqqnAO5CfMisRht3n1Bvx9Fae3L+3c4+dE9JuPw5fDAd2JmHpLz3hsyozVmGbGHmsoezTkHrUspezRkBp9n1GakE7ZLVRUXBUwWjM/iTqXaUePAtmicoqth3XsJYEv1j4bJi26YoStaCJaTSg6+oEApEIseQgFyvd9npXs6sbWh2yRNc9BtREPZTiA47CAkjLAKGGGZixRBgFNDNLRWIONZznCh3EAAU23ngK3Vyq1dnZTF9YWMJq9i4U+CRkEcxVZpigkLCNLRW5I9klSYzJA9PTmWg8MKHzhMF8AjII5iqzTHBIWEaWityRrOaQBJDigjjNBMGVw2CPJ9npOOTXiazIhySuGaNdaHYpAJ4Hascq3zxeV3/Okrlu51z3M9Bmavrv5ddjcqZlpy516luEwaPnnTET55JDsZaJIpIwz/hi9pGOE7IRqsdB9s1RjcOZHqmZp46hMrE9Jo36jEFKTFooPCO4l7mvGo0VVVXqqyRZgxlpWO08nZQoiubqldphNKzM0Qt0gSPUxwx/MByRjNMF6sfJCOaJ02KzKrMiPRXorm9Vq524LSplXDuhLiipSpgvwxPCwbvLuBtzP6kdorVFbLIiPk/eblI/iKTocQU+9zhCcloAb8NPERzxybaftzCI7JewK9rUbN3Pbldhvvn4G11s03RKec/sFbPBLpUW4Rnw2Qp4nqKDbmQL9ETU1BTNXpA2ObVdn+zHo447L/iz4+5tX361zIH8Vy+5WqJBT2rueGBkPWgcQyddAyYY4gImgzah7lmiZj2VI/0xFqG1U2bnrh2HcqbLRkRah/6buFSP9MRahtVNmp64dgbhEkxBQ54yYWuAlu2iYFXo9FuEAEjFbOqFs8vjr3JkoxGPtOqt2jZc+e+eLSu/Wudc93KsKRM3ZRV5N3fXfy3c9424u+irGWMTMrtbfHASUdgBJi+5SBqrIsdfu+4UsmGk5EkMjW/HMRM8ang4Z+QzVa9Ca8RWJ7xXuXzpx1gsZGytej47HsUsZVVpvwcWmibD9KTiryzCHdiTBajNFIMiE9iRnKRxV51HkEiGaYK4OlRxSQrNhtwTqR9LWbr46ZVYhnKH2HpnbinX572Lg6ip24/DF8LB1fLqgT0cd0KCaeXIJKTZgKBXEr1Lle5+TtV0s3RAeCjL68DNeQNjlqaBIssoWqqpBkpcR8BLXFQkJbpiO5PvIGhmZ2exR05LvS+l0BCfEhmSZdZM1iCerWCBPLHinjNRmSPeCACwSx4pkkT5EqSkh5PWLtFKX09KLrQ7pJhOfkVHpIvJzgUDBgjihTCwJDThwzTZhJ8hxy4Zo15OAGg5gTimXEk1GtVgRsnTyXAqFKjUWoV2PCE4KNEUR73KPGLGcg9J88r4A4SozTFOIKEaIiMyQrseEJwUaIojXuUeMWM5BoIN7KITBrGiGos+SaXxbiLrLfzv9J8WE8qTpDZnGNfgZ20MrHOwUYL5Ul0uQ870RHd8lcq/audfvXKhJ6WNPXM5e690z69Rn/ToOZPxSQj4YuZpIGMBxWMWRqLM6MC5mkPNWfFMGXBjUdGI/wBhwHqnGiZkLGccLGJqoWG700t+kbiUYqx0BJkvc/Te5WAQDke6YMbkNGfBYUQnobNDXtyylrGJ/JIqGlvZFe4uoyiIONgrgkczGE//AGS058VvZwr6t8hoTKYIdNLsAYJrkCmAeqJfKnpgvdL6Q8fhUovhcfq+XVF7Cbtly4SDD3GitHtIP5TXqWYZ687ULWuAW5kbVxtGrNK/jIzKMFYElmUwyLfm4XMlXT0oFud50X2PgMfi+e7lX7Vz3M9AeO7n3A0xdjRFzL1McKvcs6T36ZnNEvauK9qi+7xHm/jYzPAxfzc9XftQtTOiCz5s5wfjJipRLq1kJWObgpdOZylPRxYxgJiQao0xHADBVjsr5DGvZxIUwYxjivaxvtTSNebKz3YJBI+OVUy6YpP4b1ZBBfJJo4ZXyyNwQAcdFYj7nFguGqZjCcAjhv8Aa6nLtp/pNx7oXmlcl+FQGtag+tEOuB/yotcF/lRa4L/Ki1wP+VFrgf8ALi1wP+XFrgf8uJVohZbnHXiYzquuzcQ7XmErYz0bk9HMjt1qkcLPEReS44dnNsoobkhz4qS8xtCY56e75Uqqq4rVrirLmMb/AAXKRxc4pW8r16pIsXzovsL3MKKKVq6slgOvh1Y8EZbTKmKrs9RoENlvZNnvPg9G53ZFVW75MQ0N6MOzIvf8+2v3rlX7VzonojRN3OufXb6DOtM9dbIMjzEJxytEz2juaUvo+5jGTiEa/sFoE1lAjVcThhg/El9J0xyNyAagGQhNV6lInqmEccUzN2voRyg90RW1LOAmghg5XRhZXrovZJEsR9uUhnIuDIMl7M6CwZwwm+8ljrGG3kw5aW5a7NI7MrDx3IiP7HMhGIy1yFE7K973Eer3Li7c1M6o2lTBVTcJfKlTBcO5YvpURPS+ATql8Lj9xBkcHLFIy5qn3WVcl9e/0Q+xvss7jIaYr6zaK2qi8YJOyHPE4HBzkVwVsbidsSQE7W2IjO2UcIGyZ4AR1iQMctojsxdNP2BlSHSjvM/nR19DfMj261aYSwinq1W5k8x3qhVAG2R57lB0VKhLaoEQ0OYSZilQltc24CDwaiHEtriXdIL6hw4UudPRovU22FHWIafMzKGUW3HBmAB8Yy2sUBjGEtkmca62xkdI5hNIEc4NttZ+FNAM9FqGWCIarJjEOSXFhyLXx8QLgLwdtjWmJMON7nzYsM9rS4QxuBQYkOFbRzZonHf90ds9OfER7EbgjkVUxSVKgpZIb1t2YQLWONCCc0GROJc7YNkFk4Mc0WhSbUEbEdAId8+NEgSYx2hU0XaM8RCMY+FmLOiADaYJ2MwIOIFbASVk9dwltjWqJMOJz3wbeCe+TKQBkjMtYLg0jG2uTAJbIUd0A84wXyamkiFVrooHg7jl+31rnu5U1Mzkoq9uFcq5bufVRO2i8kTrRPXWqaHzj+qA8v8AFleZ2kJjnLogB78mq6bLIUInjwGweVHJnRVbUn1AGRf4oXaR7Ny1ceyW5tAjqdV7UawV5fHhNYPOgJBHe+ewMtmrFXnGc2ssN3Ihx1wwne7lhWo4pIFXT0jjhQHKQ6MY9G9Zq4KlF7lOxaL3ybvPql8Lj91Hd24b7fOfAkIVvagiilgR7MHjZs9Ba9XK1zqu9lWHiYGKhBGNLflCxXqayTQszqLNUFM9ons89xnYvw3J2rVui3SI5BmcEkC2SY7JNwiBPoMWDfWdpZZBMtvgd0pj3Dej2rg6UQQo5b0zDPs17U2rXlnWk9tR7Wnk2k0AOpJcwT53HXXTlWuS/CeCa14RTJWd1vj3OMunOUT7eXJrP0vd2hr+i3LbUE6fcHy1sBkmnYQ9y8AttC/0satBbzZ4rIuDj8JwWz08biscapv+nLdWeVc7dF6Okuaa5AuQApx0lVpUmMjR1smg0G07lc2CritK69wizmhnAyvBwz7vZIo4uDzHjcHs2UOqx77l4DbKsUhFiS4SH4cxIV9CxynlkEy1RLkreItxEzbQ5MsbUQSTu5+u7l2UP26J2u38q5dUSelRPbXqxxoYzWOfkS35AXN0ZxUUUwDID0bJY99FllKmTsGOZCjAhjIIud0b1oSx/OoTG53HImI3vcR7nvXFwGpAew5+0nCoZMYqq+sMeyjhWVcJHajGSDtciBCitAvhrKCd4FVWLUOzhlAUjMG0aE9pFRuTDhC/MVLDQGCyn5KsMr780Y00RdTlvd2sx7p3u0+FJ4WDukpjs7cd9tuhbc/s9IcSaGaPOF+NSDCjhcQyojFkuYYj46uC0Es8Z+cRXNXpxCAM00dNWnvyN/LOdfvXLt3h5rTvbXuRfOl62HlTLlIij0sUKHLbpnsuWCSVb5MVMxGYjCVQFYVnOWJoTuRnuyieiCgDbiTUFC9yqFOq4qqquKx7fNkdoI5VpIo8zX3SVFG+bDPKx4FRyYyplXBUwVfDWUyM0bELJxRsacrRDz+iwudSO1PbpPvETD/csnYaS+iJgvXb2sw7rmL4UnhYO7G/ItIqOTFN4jEA9HierHSZh5a4nKr+orkamK092dfy3nSbvrQuS90z3e5Oxe1MacqK5VRME3j9qi+1ujTZENcQFcyuJgzPxQOHJFtCSeHekqMURxR2I4b7iFialqB7EeTJXpgo/wAMCNGo82TJ99IKTcjlY7M1VaqXcr0yTBjmMxidGvNCE/O97iOV73K50z0GRwVM9N7D7gGUBWkTtqOFIwrmrVxYTtbjTcMUx5SmhYTAD8zeoLz7pvu177y65PCwd4x6sXsphWu+i9V5Ub9Vc9X8/wAv51zpO2g8l7rkPrh86d7a9zCjNllVjjNFvgyuDkIRUzMkwNKe2O1cw5ZNaUV/knrISp50iK5yNaiuUv3C1PiHVvEcxdcXOne0vci9le9TuCeFg75HubyWtdfNK4j/ANa4hfJKUjnc1/L+e76V57h+yu7n3C+664vOrdCSYXLV2tvAr1UVEa7FuK1Z7Yt1maWOUYrJbhMyJDCtbRWIcFqSoqYC3W2QMwUCUjGGdZp7G4pHUjYYX6zhOYqUlrNm9NzBDWcKGijt6K1edJ7rri5072l7kXsL8KXwqP8A2H+1eW4Xsqndf7XXD50CS6MRctSpr5XtdfY87BzSidzraiSwNqeNfa3se4Tsw3OYsK7mR/3gzi1eLk2byTDf/tdcXtUvPuReytNgFe1HI4OHRpv5wV0Yb+ePXRhv549dFm/UjV0Wb9WNXRZf1Y1dFl/Wi10WX9aLXRRf1YtdFG/Vi10Ub9WNXRRv1I1dFH/nj10Uf+aPXRUj5groqR8wV0VI+Ya6Kk//AI10XI//ABqaB8e3xmPy4/kvL4z6VyrlXKg+fdN931XAIwTSuYqMoS+lRPb66tVPKke4ao9qq11u1VggU7sxL+Q7rqdhiK/qtE97XOa1VTe/sZh1xefdM92vX51z3fSuVcqwrDdhWFYVhWFF8Lj/ANg/TfzrnQea0vNe5FyXquO9w2jV6qyuS40VOxF60NqOMmarhGiNiNUbvSjh4iSIKUSUwLS1taHJc2l6rDkExzGOwTc1MXUTnhuc7MuOCJ1W9jFXuk913XOue7l3BfC4/etYruVNAnn20jGp5VhWVPklKBq/SnCc36/mH13j7HURMHr3Il7af7S9dnpsw3IuFOdncrlwx3Iqpyp0h70wVa2aBr3cS+SF4mPfHY1fvvdkgTPPrjTBMVpVxXHrr2DTun+7Tqc+459yXwuP3gxebu4IHHtbz/L+W5ntpRfa7lOxaL8+ux2V30K3z6+yiaAps1asSq+yXNV5wvvuykgPN3WamK0RcEy9dExXCiL5dylF8ury+AL4ZH7sI8fSXciK5UaiYr0Q9vYSVEG7or/Pg10V/nwa6K/zoNTIRoJMhk3mHimZOe+XbZUBGLICrEBENJaV4mZk67YZ3xXykH6nrSYBIgQFerVT4rlXPcTtYi90npj7gbsUyrTm5V6zPuWyLl/isPgVyrZAiOJKiu5EGoiOGvPqp6tuK0q4rj1xJ505cV7lntUVfS6/Lvi+GA7pqZlwpEwTDdA/HR6Pi6QTmq6T/wCR1KN6c2rSc6nG++FDIY58SZDfDJld2t3Fbldvnqk857UTnZmKONdmOTB0C3Om53qRoQvtAngIaDNbKqJamli8XKlNjAm2iNEhNlMn61BtDUjMkzZbIrJdp4cQ5A5DTxZcWCtlhMdccgiW8bbWc0W5uMKLBivChZFwGCplqSIoCcS0kW5xYL4EBH3DI2HbOIA6Sc7Y0eTamsirLiymyg1OhNk222kNIZHDPtXCx2SgHbJjhtI0Aw82YyK2Ra2xnBe6Ux0S6W62IyJjNZGqREgrY4jFuOUUO2rMUrtZg45LSJ4CGgzWSqh2VZcHjOIaNksIQlygkcQz4LnXKm+kLuhLgtPTBe4RUImC83NVu4j0e7FGIxN2033aBAhVYvAblWzxtG7x6vweGvJ+zslHZIJnYJBJva3ImK052Ze4X0B4d0LzWua/Cl8MB3UdO1V3wPx0agcUs4nB46mS/wD/AOlEBfDMVj0erehLh/TrSpdrcDFVIMUw5JNqAQr87tx09HHftEZ4Lywo1wcrGHiTLkD2LQRUsMpBAEcjL3IyF0LfDZQI7C2KKw4JJ2XaRgAMIcUwA7RtUiQ5DO0DEWPswZDdlTUzbOW/BMahf6cuNJEhQLdHlSQElOvOXoOFkjLGS7tVbXasExoJ1Zs4B4ooJFEvEgsMwxwYwg1eAFfabaVGKrGt0NlyavZV2mqAEQ7IUQ4Z1ykS4gxOihAC/oqhtqonZKRXbMwlSrS9UsUpBAEcrL3IyF0LfDZX/wDK/A47uzdyoK9qpTkwXDul9NmPccqa9Hdi04eHLfag8RcowvLak+rdnMqxeBXKhEUT2ETntcNFNGlJy3NYrq9EdK7N3Am4rT1xd3Xsj3L1Pp8AXwyP3Uf2N8D8dGpGCfMIhjaLeGgf+UWuGgf+UWuGgf8AlFqQGIwWIpymcXwYG9/axd8qWaaXVO/O8NwlAjkjDKqCjSjRCagCOG6Re7hKGoyyVVogyj2iKy0m7ZrjRrKSPcTISTEu02C3IA6sbKmyJr88griLEu02CNRxzqxqTDtAUCP9XEu86EPTBIVrD3CVKGgzmcRsa7zogdEMhWjiz5MF2aMZw6lXadOZkPIc5tDvE4OTTkK2pc+TPfnklUixLtNgtyxzqxsu4ypyoskziUK8ThRuGZIVBRLrNgMVkc6saCZIjG1hFcwki93GUNRlkqreLNwvC5/U9/hWO7lXOuVNXBcaMnn3Q3YLRG4L3LSKn1T0H0ol8q2TjKtzUipU4/ETTmqwIrrHcUTtXyqfjN2WiH5uQa/tWRredKX+Wufcc1p3q24d01MVony6nLfz7/QKa1h0xufXAyv6YtcDK/pzVwMn+nNXAyv6c1cBK/pzVwEr+mNXAS/6Y1Mt8tXJ92NVy2TY/EkFcjtAsZVEZisfugfjo1H9+SosZ8sum3BKlQiRMqqrXs3DgyjwmCVRMTc72V+Fw+Gw3c92NYbm+mLu2+sbhSph3SPcnnWybPuUg7qbsmFpsXmVQRJ8RsCS63hwZ0dFvMVko0ZYpj20QrQaIBuCaqqnZ2d2xuVMy05cy490JPOlXF2Pwz3ubbAZXKlaxf1X1rm/VJWuX9Ula5f1X1rl/VfWsX9V9a5f1SU05Eci6r6ue1b34ig+ggnuJmV7lc7dA/HRqP78lERYEJI6fiDPjQgsgHEplEWGWKcr4A0E6ZGx0zW1jEmy2GIGTGQjH3IbSoycJMGURcGL3FrgdJSdDU0+ta4HSUnQ1NPrNVMyZuUnhZM5GwmPCG4xOAmEjZ89XcIhwba5g2NXuZr4b9LhBPHuvQRiBblYNjO457sa51y3cqE7B1Ebld3SLh20vppindsmrYtnYjmMapU2iuLZOvr41AvQ5VukTEBkfPvEq5r65+DNl7od8rgikV45oeHmHD3Q2Y9tEfj2eXc86f6LMPhy+GA7oLsH74H46NUdQJc8ZHu48MqyyzSEAZ5bVPVSEUWpUKYIAiiMFSs4wk8byy4usCFE0yYx3cVEbGbADJHJOJQVIdybuiB4mUEOOFXG8Gt8t8OG0YgQNDQnXbhmVbLua5y0hz8hw2ETY864iemdtoupbhOSEdgli7NSChnlhtf6mJcZVwusLiSZ6vF1KyTJiARgwwy394mLDjtEK9QGreIokYgquN4Nb5b4kNoxA2duBCXEohoggAuazrjGddCagrqW6oEmdAmhVdGLcLfb5bO19/AJ9tRA87p91jW63+d0lGibS4hflXaS5SlmyIWr6idPdAtttULGa1zJx9ljzyo3iKvlzfb5TEisYwt3yzLZFuWRrTXu6kt0ljYqNYQT+irOOaNjVlQ5Tr9GlAmox5T/AH/Z0Jf9yV9wsAAf7l4DrntIauV4LAmOhxGCZGvLEmmtLGpptka8Q2hCnWyKC4sjdMQ3x3AWr5dixpsiLGRg2Z5fBgWyKJRHc55yOexGO3Y1huxrDfypfWMx8+6a7LStR6Yp3LBqR7Bpz2uejHxYreVWPwG50lWo/DXOMTy2pBpXZ7vLuGMxp7/JOvzrnvE3tp64u+HL4aDukob87d0N6Dlge5cGntExTPVgVe2LGfFjHHMCYQz5ohOKenqrhBeZg3ogeIji0ytEJXwZpHx4LxHO1Qynuzvc7BEpVwTFacuZ2O4JXAMwrPalutFyNxbpRI7odwhj4qK9hGwoxLXaS8UKU+YW0TxALMJJfgtkkih3MJjOyjtdwFCuynJiomcBBuMUgZamHcTMPPOUa5mT5Fsur2SCzTBq7XIJZkQ8NcalutFyNxbpRIzrbPiwbtrIx7YzwWwchiJNIUQZMC1x5KBmvlrVgucWMEgJq4MtNzAkqXxy4BuM1JlzJI/hvM8J7vxIFzsvJLfMeSaGU7VucsEmHAGN+LiSgrYBxUf66r6O3nksZJO+MW6zgEACDDzKC/SwzZjCAfnbFmRJNtSBNe8NJKg2uKccMz5J7JNBHeYEtcI15mtnTnPF7m6XERHwCRn5nTX2i4H418koVutzAZ8EsPsqW61XUvFOmPhkxiAnhdHeRwrwccq5HMF2ZkVlqAYcllyMyrjKSbONIa3Km5N2G/Cv23CdlXCiNwd3bXZaVEemKVy69gBr3eOnltCbXu591i8Bue7l2pW0+EiHAmp3DB+a09/knd86d6DME79a8qSk6xfDAdfzrz3sfkWmqjkxTchHomCOclKR7uxXOWolxPDTAeVW9KxXajVhqjTXpzGsHFxybikzdicvirncOkjtLp6fwmG/DenrGfXu0XDlXYRKcxW9bY0GMo56uUSTFkkWSNWLbbRKua+qbgODFhWqBJYj9dJVgBNFxdoIjmjgyinWOwBFLOtxQ7L6JlRSdVqY0jEb2rT34/t3Ym4elTlzLj3idVOuXwyP3jHqzlTCI/8Afqucjea0Qqv7E5fl3LdhvwrlTXZVojf4u9aT51kR3alK1U6lmYUGzkgwUcpmP4W2f9cKF9T0PcYDeh5A0HZgGZZ7kJQvQtmsxrdhOmSeEazaO3yDOAhXCqFbJIgzQSDcQzDKuC70pBfOlejextKqr3jG5lorsPRTu1rypN/luTrl8Mj980rm+dJI+aVrt+tcQnypTuXl2Vz/ADHluw3Y7xu/hWnMy/t3iKqcqQv81ZGu5Uo18u2l7EqTPdYLNEENiKWRKNLJqnIpHxpZ4ZNQBFG63Xssu0yJLht1Zk+TPfnkFV+7Zm6GHMHDe/EN3BoXSSzCkY5fKkF81rO1qdlK9Xd6iY17pn17xNy15d0bwuP/AGPhux3o7UTBeatwXt7/AFHJUJOJlBBhW1R2vntDWmxfOtFPnVkZhYrilIFPnWk1POopRxZIjVtW1BThlrVWlVV79jciZlpzsy49da8qT4E3hcf+yMN2O5Oyuwrfrhhz7/ZcOtd2LV2NxNyklTlusXgNy6l8RZNhgSlTt78bP4lp78/7fFF8LB/ZrVyrjS4EbWGHPvtlcI8edNWsLTtHy+6TLhZpduX1o8w4FhnT+1g9McC3xbXbpIyG12k2bjTR61qlI5BbPXIp9Hh1ZSRbTYPSkv4qSs1b9Yp2LEa7vhj81ohM3YnLqp8MXwsHetYruVNj/NaQbU8qyp8krTb8qUCeS04bmfnaOyrildhUpUy8+9anCbI/+8HZiZKweb7sN96gWgCRtcsx0knT0b/ptwUTrRbpYLXcY7wqhYVojWNGzLjJwL9sma/4V2gtptd4xJbpOiWwW6XAkSo0kXqzD0TPGvesHh2uohM3YnLevxJfCwd4MWbtXkiYdcgfNv52iqnKkVCJ9XNy93z7E53C6DsUaNH0dQs68Tbh2GL6FDI8L0eN7mOtd3lSbNLMRU1SmJIfqGe576RVauZFwWybQS2yQxjv1RbRA0Luf5d0iY01qM7Vp5M37fGl8LB3YR5lxXlvfbZQwa7xZWbj26VGZqEEuTcYf8SdSDaiTBuO4jAR2WaPL9GDchnK9jhPcx6ZXUITzkaIaYvMEkYrhFTK+fFFEMjBSWSU3NTFyIq4VPjDiSVEKQyQ38taTHsdTh/LurQDibpGHW1B9a7PTy3c+xO2rFbJCWeWErNF061yrc7A48E3Meo3NenPa1ud0SUnLuWsV1YtH+7nK7n8eXwsHdImK4U1MqYb7WzTEWZlzPnBRBH9DXKG2q8KGMYcdkqC+LkfiwgsOG1HiDoFucdkaWqD93uI3K7fefU2m1gb7EQjgyhEbzkwQSdqtIrMzBdDMOkR0cpUixxWy/pGKLWq6zLcy4HaW16r7nBjCucMQRZBTWWe2zXAdGIep8S12eRkIIktbtABFkgWPjoXYES23jIkbODTtr7SaY63aFRLYwUEcs0M8x0+2iW3rNFFPDX8ra9W/t6JKVip3GyIc9xeWrrYSSnvnQSpKY5FYqtcitW27OzJ/pqmgFZdosHoxmcVKhXKTcbRcTFdgsDac4m6U1nFCJZYF2YprUdrHyoEqEXTOFzXQNmDFbrTn8KG+cPKsDXxHZx9dEx5Ug0TtdTi/wAv5CXwqP3QE9LHqZlTzWsyrzVaeQbD6zlRrJaj4GW9jcgc7v5lpVVea7zp6OO9uS92sEdpGMlxLGWIdh7irI4bXN4/abiOSMsBXS0KhBOiS7gI+0LJSL6q/wBvOyUaYuXQu3i1traDxiTW1XiTavHsWmrvD4/aVI2OFXq2XGQ/AUXJEC89xtMYUCSo5M+PdAR/vsl2H5a0v81ZGu7UpWKnWsf3OxT5nnYYl1VyEhKohnkWrixpJdGWVtEy7riqLmiVYvALlutFlny3tMNVjMPf4MDIAplkEusF19ZrwZqFZaIxVtVwtxxuYTqomPKmi+dK9rextK5XfkRfC4/dR/Y62rKt1qjKHFEuqHNBiyjoufqETFi9WxSgw7kwx3ZGPXF7l/OeVIX51gx/KlEvl20qYc94CQrZYIqTW5kuO0kqYmmH7uGrbfZdt9Fq6gtC07Q+kBeFl2yzyottnRCZMzINrsCZ5r0kybltDKn+g31AaBILFJqgI4b7FtE+cdIkliZ54eGnHDvQblpBInNaUiJypXq78kN4VGrHdjvxSsajtaU4hryuezEiJmJG9eIHsdUbFI9rG85k8NuM5GO1nkeK4wJbxlcr+o72V/sJCOT61qovNKyjdypkVSkYNF7drneujx2ezgvy6lpuEo9jmuIZVfirlxcqqu+1vWPcI5vLaeLluqv8tJqc6zsbypSr5Uq4/kwp8kA9IZcGdJy/1a6Tl/q10pL/AFa6Ul/q10pL/VrpSZ+tXSsz9ao12mcQLE/Zc9qgx8RQ8DE4gkp7yldmf1LMxFmoR3s8GK7Ziw8WGhsiW+W2O5VMcw1CV4157yLgNd77GZLYM6AkrI0nqTTyOzminj4awCipP9KrQQGkLgETyKQRAuyEY5jgxjyMdEJCU5qsXK5FRVgykHqLGNkYN5XowbXPcyHJI1XMjmc0UU58VCEpK5c6RFcuCJipokiOmJgFHQgGkLgETyKQZAuyEY5jmxZL1ajQFVXxjjZneEjWjCQ2KCG99SSZoEZvA6VBiHkIqhAUlLii4KmCuhSmD1HRjIymiI9rnMY5yOiSGD1XAKg7F+AutCAU65RCeRSgLHXAwnjVI5nNa5BEVpo5o6ohgkEoYp5GOiApac1zFVrkVF/INnQqe7gTy2jSSy5EKQSoLW+lajflWI1pg2lcjGNVzrNajDtckBW6SzLHJgdpBZmeq+lZ2JWsnyqICVPfkjCzLtaJ/DRTL7X5mB2D8OrbECKBJNIVyNk3J5G6QGoAArk0qNHORX1e2N43VZ2s3yF7ETeabKTZwBUkm1LOjB2qTNfK0CsmQ2RZIT3d8xqf6VWiNDDtkMSXJYNXSVENbGC45Zki8yS20cSHEI4LLOZblceIlIhHBvk/jEMsgi0oGR9rmINMES7S+nGsQqsFeLpKiXR4wP0h7Tsay7kyphVjlhhztQ/opcQ3FsRz+N4yG9oYdshCS5LBq6SohrYwPHLMkXKcaJarcwDtNbSR1yiToJVzEifcLFIP/uXHwC2VfpZ4BxwopXhFZH9J3VZErKrwTgClId+0BCpN0VmGWP7nZ4mjFuRMEdVjukuTdGhOZ5h2waBFexpytgrmSK/h5HDRpwyfZ52vKDLekwsLZgDwLlew5JuzkviHqVYp+LtkeLEncHIuSS2y3pNx1vyDZEeR8qU7lC2nfgop40kBPYIlxGsi0HSktU5T6HCl1AbMDAzWucpo2vv8G2tUVqiotW6fJn2e4lkEzLA2knQ8Ec7XHrWO9+8TgzzNl5gPSBhJHG2cFFZxF2O0TZe0rRD4e1hQI0e647KEzuV5PzRjs7cd8OKswqsR7WUYAHwwRmz46V0aL/yEWujRf+Qi0SKKVHjR0mx1KRiiI4a865U92dyrvi3CGtu4Gcw+WDcwxkPGKFSQyvtDRP0Ay3kS4D6FWDlfqCuUSRCHFuAirUx8DTRkMR8ekoU2MIdxEfUHdhxJwzw4yME2VZQm4hkWUrwXX/rCXCTitJJYly4rBcl0lMmzzSBoqNvU4dxnKcSPRsJ8Rr14wRHsLcYYIJYkAZ6Fc4kiEOLcQlWpj7fpoyGE+NwnilxYQmI9Ft8zgJgpCVermKe8TYzHDBLuAz2uJEaj85LnAuIxrcBSNcV1bEuCSYkdBjeWxq5SaE3Eitc9ytbkbs6RAxbk9WI9AXK2QFceFHPxFvuLIoJzCo9zolxiLbuAnDNkPcoXRZIMYBWUWeN9mDCRH6keeMVplw1R+cL7Ooma4ZaEus/pKVrZMjfyCF9y2UkG5LBss2fhpCwZHt9v2fch5c1VOHa6IU2QgyCHdbDJP97jSHThqitVUVFRbD4DcqSrfsyeSmrLXhgmv8K0g4S2M1aS/W+6MQV1jZaPswhma1tlMOzZwBhtnQJAnDpWq1VavP8AMxk01+iYKmKbosokMuoPDHpo/wCjGrpo/wCjGrpo/wCjGpL3IRcUFHRXvUj3PdzoxM3opy+MizixBHExGKn5QaVDs9qiBlD1VnbTzZXoiwjjVVcuKritQbnKtz8QEwRJtqv6ZJjOGk2+yEhwZkTWaqI+07OJg373MuN4l3JfWvwHuBJNFfnAV43WXaU8mUOLKaxavYOHu0ln5qMij/Zr0fy6yqje1aIbN2J2J/YsAHEzgBra02e5NH1rGcq2CfiR1J1YxuHkCLW2Acs4Jvzdp3J9aSQ35VrsriGfWlkL5JhSqq8/7H2VBq3ZH0Ylovx3if8Ad5VysUu24uc3UFuRFcuVEVVh7NT5farNBkC3xLXbpI3n1mLs3DnM1LXORamWibB98B2XdbrNLuS+qZgPJaNnef3uZfidJWKLPwwX/gLZj7tAnza586tu0cqD6BPXhfZoF8BxMDGM9my8eGzWucxGt6etltTJbYed02+z52KPNkZYfALlQ3uGuZjla6HtTOj9hcshkZtn2hcqcK8J4uykSK9SGV0mrxfZ34doHwR1avvmzM2N5/8AATAFHsm0QWOeWJsnJemeWVkdmrYLP7tvGGmbVTT9gMsdkLabFmhcxIcUrZwE0fE2gzXtMEkcijMxzH2HwC5UJjyuRg2q90PZlBM4m6lQI5e0oow+GtIUGwVzmhKpWSio+PtWr2aVwjMOzo2yXb8FI4ctis8q1yDsNkeGQLQkFEv/AADgrlRqc7xdiWMEaJHazPLuEqcuMg739SLLPCJqRyKNwb7Buo0BdgNasGzCiwZQGSc4XXW22Nihto0OaZPkzyZ5BVf1bFd5QJwAqd7g7Sg0Lwb/AIBsoOIusZlX2yPuhlPFOx7zBJHIozMVj+rYc5LBcRpi6sMOxefUGN5noMbFe+Ds42IiTLodAt2wGj+ElM7W/wB18EfQ18nodVtuO8WsmjkpoHPAQ/ZlBCPIZnGzFGpmcjUwoUUpyqIeVXHjkjORCJh1ZAHRjOC/BXb9jw5pxjLS3A7J5ZYCuY4N8hXUaAuwWotw2ZMBNaGvEg3QrDPndrQ6bEstptSZrjK1XwrqAltlGgx9NiXq1XVMLlF0nn2WaZmrbZbCslQpEJ2WQF491t2akzPWn+7hJd7dZGKC2CQpZc2RPJqSCK9T/fdkRP8A4v7rZkfCwlOjuaeU1rjOfIG+OFRAMivkAVASznjZmTGDNLlMWCrRekHEOjhkJqxCBbDwKqYElsU7Ue5tLMkx4p801qyHqIskzXviPhjNgsTTlibEiGGybKe7IrRyQZcwXoxXSNZkpFc2Mw8gTxoxFTQWSNjwPU7XE4gxYDVZMalXCZxCTWKZHt32X7ns7Nl+e6zz7hGNkhZypJs8e6gaWWDhZBwQNnAoVkEh3zdpp8zsa/QYvpLiq4rYfALlSUGQaK/OArxusdzuFy9CRFYcAYdmjTlyJHbJv0a+GV2ZM8fl2btm/vdrnwf+Abp9y2YhxvOFY587tYHIxLJarWme5S9R59qWAZpWyIwTZU6VOXGQZ5Ktu0sqH6s/3gJLVbb4xTW0qBNMgyIBMkgSsWw+AXKocQ81+nHEpHBscC0jQ91M177jtMeSmjEThg1Cvs+BgjDZ2dM2m7ejcYukQ+yyFZq22UwzNnAyLdd9GSJwquQOGuEgX9/gFxEgQUq8XGJbNHWiqZ83aafL7GP0Gc1xXtXeMjxPR43Kx0PaZhh8NdRIYcGBbgwJOgbGJJ2iBCFw1oCjGlMSQRSFe57+oCSaK/OArxOst/nzCIIkXiK2uCg7m16J/f8AYUxvMWla06EGVqPZdwDjXMwRNys62yIWEtZke3FL5HFEuTxAbkZ1baFh7iAJExZdV6MtBVh4Braz041vIvt/3P8A/8QARxAAAQIDAgkHCgYCAQQCAwAAAQACAxESITEQEyIyQVFhcbEgQlBSgZHBBDBTYGJyc6HR4RQjM0Cy8ENwY5Ki0vGCwoCg4v/aAAgBAQANPwL/APN+I4NE9v8AovWbAtTEyzfyMczj/onU1a3W4Lm7+Tjmcf8AQuxd5Xt8mHx5OOZx/wBBagtq23LZytG/lY5nH/QGt9i1CwLZy9q2Jl+/lY5nHlaSy9ETFo+iGj+tW8WdkkL7LR+wadF7ijKt7raO9UD9KUvknNBvH0THlonvRuAQvJhkedeZAJgmdXYmmRbQOOF0MPdlCQs3I6P61NEzaPotV3EKJVOvZJOIEOi5bx9Fu/8A5Wwj6JjpCa0BspELePopBzScD7ZNIu7k3aPop2TvlyHukt4+iY4t8zFOc5syEGH/ABjA1s8hF9OWR9MAvobNHrtl0LrK1Ba/NtFm9EzPKxzOPLxLOCk3gnTB3SWLdPuwHQF7RA4rXo78AMs4BMEya23d616O9a7x8sOsXLYQULwcFMyN6MrahqUpymAhYP01Ua96Y8Oc7QJJwsCYJk1tu78GuVi99v1RumOR7IXvt+q9oYIYNu1OlIdqfdaDhoYxxN1iyuCxTuCY4FQ6p19ixzOOCZTxa2clEM5LK/iUwNcNxUMyO4p7pJkKrdbIKpvJhCQ3lVEfNRmzwOuNYV06gU2+0BC05bfrhOm4IPEyCCqHcMEVt82WjtVVmZf2YIhEp7E1sjaAn3Wgo6AvaIHFezI8P3+oBayFuW5bluW5di7ORqwstdv5eOZx5eJZwRAzifopWU3Bc8vEicEQTn1RqUI0igymnil41q9u5PMiNaLTVuTbJc6ScJEa0xxamZT/AKI5DJaFFnnmcioNs9YQuMk5syUJWUjUhcQi0FY13FZWRIb00WFPEiKG3dycbUxmQALlPKY90wU0mdhGE3nUFCbkjap5TCbD2JwmDq2phpKDTJsgmyke1MusA5GVwWKdww45nHATbKc+CIOaJYMr+JUSGIZ7U9su1Qsgb0W5O6aqbyYw+bvsv1B4+Cgu+RwUVS2zVYTnSO1Yt3DBC0ayohpB1KKZEPM1i3cMEgZLGjgU0zBWMInKWpFkzYCmXWAKKTbqCpyaDKabmvkTMKfm9ck/YE0TuW5U1XLcoYnciqK17oRdfJbk+ehNTxnUgn5p2kw2psYspktyhPMOZ0kLcmPLLluUN5h1HSQtyguoLzpK3KCGmcta3LyUTNmdkzURwbNSnMJ/HA0TTjM8vHM48vEs4KTeCiGmk6EBkO1FTwTM7dP/AFLVf4oMpNarWKdwwUhY1/FZPii6yjX3ptx/rk9hbcPrgoWTwwUDgsa7isrgqcDDML0bvDWuuywo2tfrw4rxCm3jgMFnBWcAqCrOI5OVwWKdww45nHA10wQoYPOnPBlfxKxY8U5tu/So7z3uvWL8VU3kTm7cFD5jpT4rNoEsr5p7SEFivEKsLGBYt3DAYp4BZfgsYFi3cMFAWNHA4MaeAWL8cBMw7qo9oQtxRt7vO2cFQv7tVFzsEhMLcsVd2rei8WdiKM+CmnizYoYsB0qJGcXwmX6LFuP/AJLHOk2m6269daIyzihHcMVDv0Lcf/JY45/MykJ5AlbYvxRqP/SoeXKZVAhhpvsDluTP1GbKUXigyuPeqBg071nO8xjmceXiWcFJvBQjW46kwTwEW7CohqyBOS0ueJfJMOcFWsU7hgpCxruKjCzeE01NXuWd6n+n/dOChSbwwUBY13FGY+Scwy3pgnlCU9ypJyUbWOOlQ5Uk8FaezDEFBKImOy1OMgFCYATuT3TVBUhxHJk7gsU7hhxzOOCZTRSKhMEoOkAAsr+JWKHigam1mShi9pmJlUeKqbyHZDN2lF5QtTmgp+WO1OhkD5KxwGtQjOcQSmVQeGCdYUIzlrChGf5lkyqDwwUBY0cDgEXwCE2kNE1EuVFdOhahzlKZ2Ius8427BuCAlNbgnWHBKm5bkLti3JtyKZdYiJWCaiGp1gtK9wJ7i85IvK9wJ5mZ22r3Aojq3CWmc0NMlHdW+y8pulPzpC/sXuBR/wBTJFtkkwzBUpTlLARPtTjPzGOZx5Q5hMpr4v2WtxB/+q96zghcxt2A3sNxWyJ9kerf34ND65Ur4v2WiBXYF8X7Ln5U6kENNxXtPmtGoIG1k5TQsAxv2XpK5+CHMJkvi/Zc81TrQtBWsOpRvDbz2qUspap/VfLwR5AurvHajz528F1GXYDfErlZ3I2EGL9kTYyc5cjTFr+y+L9l1A6eDmkulSvi/Zdn/ihoET7KI6qWpH/JXKzuQzYld3yw85+MzvkjeDF+yJsGrADaycpoXARfsjnSdOZQ5lUl8X7IZsTGXfJMMwVrD5KE8PEJtgsXxfsjzAZpulbHyUJ4fim2AyXxfsjzAZrnPxmd8kdBi/bAc5puK9+xaALgmCQ1rrzE+CN4Zp/dkiEx7HSlp8F5OKo79ewdqMB8ZzZguEjJRIBjWkflgTv13KBCL5G4m7xXlXlIpP8AxBtVnemwnuopGRq7ViYMMCV7zZwmVHfW6y5gNn1UaqI6ITc3+tKxuKlEIM7JzUZr47DK2bdHcHKBDhQGRKJ26eBT6QIoAaS4GwDfaocFz8XSJCQk0K66Xm8czj67sfjXF45yizrDmzDuxRGhhsuaNA1J0LE3c3UosquxeT/p7EbXCGwNq3rye1mxOvKgWMdTbLVuTM1jBJoUABrLLlEfjHYyGDlKE6ttIlla1Hz7Ns/OY5nH/SOOZx/0jjmcf9Ii0EaP/wBVgiYqErOWL3hplhNwaJlC8HBfJommiZpE5D1zPnsU1fPuvX4ZnijrICJpoNiYZG0D/wBphnEabJCdqspyxq2lUUww0i0DtUKAGvk8AT0zQ0KLmGd6meCxjrbtKaSAx6pfUBoM1+HKMsa43hF1AlrR0znwQ03BNvNYwayQJ961FQ860KISGyXUFqF5BB4KG2t2wKIZN1k7lrmLOktnSIwVBNMqDmz1of4xmuOtN5jc16bzWXREy7F3P2Jmbi9I1KgSHKkxMiEN2AJ8OHV/1FM6lMhuTKWExL3KE/I9lTYsn+IX4Zq/DM8VP8M/wXkrBDCmeCZEIbstTmgu3yK/N4r8OVkox5TCaGkDUjEcRjTIRVBmXPbaBsCLgCoYEhCpoA2KEKC6LKZUMCkKJELXbrVksnpAUSYeNdihsfR2FB1Tp6VIuiwX2Pl49J7Vt6POCoKpDTr2BOzXPuK1BC/WMGLbymAStncvSVGX/SmMDb7zrQEqxELJqER+WzSnunJWWTncnSBjB/goEMQ771DhiHfNQ2h9vWTjMpmickLolUu8aVOcrlEqyatZUWGWXyko8sqdyxldc15QAJzzZJ83TisqDBqTHgMMMSD+zAwSESssPamc1unejKyc1DeX1zvUQSfDdc5OEsZWXkblGhmHfctLH3FRRS5+MLzL1a3Lcty3Lcty3J7pFf8AcMNQVSDnB29VjJaZgjWNWCg4MW39g81ObK/zWq/ih3eoOo9BGK+dJ3L3l7y95e8veXvL30HZVTrF6V3gEbSTpwVBVI3tNxXWvkvaXVGDFt83IGcpeajzyZXS9SOHQONf4ecqCr0KdmRoXuLYF7q2rFt5OtEyxlIDfqqs5uqU0XU1MAoadqqpn4oWYwgYuaoCvLtQRMhFIFE1DZVClc7+2IAueRoCa+llmW9QLXw4wE5a7E2JJ27ZtUJlcR8UWjuTLZR5Ze6SZVY3OfboVVDmxL2lHmQWiztKjXV3gqLDBoZKqensWMxbAwZb040Cqmx21RhU2FBAmBrM1FJGULWnUUWzJhgUNU7Dr9QNX7/Gv8POVBVWLtXap3Q7sEr4l6xbcIwOeATqTSPzYkOfbUrP4L8Qf5KYHeySqJxpzZa5qhqjQjDB2oOtfLJ71DIaSNI0ryt1EL3TaVCiTLZCZb2qWXVCDbO5fifBRmCjbJQxMmJYstfifAKLOsubXT2KszhwxIBfhmoxjVCL6KEwzABrt2lGGA5rGB0nIuyQ5obas2t7cwe8mvIB6RnP9hx/fY1/h5yoKcwagviBfEC94L3gveCobyurWZLr1ZXepznpR5zjMrql5ktbjPB1S8ywMzQ505IaWmS9t5KnOidk0EOu4lMzWk2BEzonZNG+hxCnORNk00SFRnIJji54imkP7VHlJsIzaxew6S1uM11azL1D4/vca/w9deP7zGv8PV5nNOnpPGv8PWRl/J6w09EY1/h6yG8dG41/h6u6Tr6Uxr/D1KHnyLeRsC9wr23gLbGnwXsAy+a9oyC16O/o7Gv8PVs3VZ7tzU2G5xiRbXmQ+Sh57LA5ndeNq2vOFgkBrcbk+G161Ts7l14X5bvoup5S2X/cF14eUPlyZXdDY1/h+5NxEM2rU4STc5wFg/bPNIG1MsI/bj9gbq8925q9PFtidmgI3kmZX4eJwXk0gXC+nQfBdzH/AEPyQvBwQ7X++b/osQOJw37kxtJi80uNwATbY8Afybs6Kxr+A8/tzj2LXctYM0L284cswLaHS1IMrgxDeCmyxrTeVOVcZ9IJTs3FmYcpTxGMy0zPc8yDU3OMF9UlFMhLRvUKQM9O5G50Z9M0/Newza5WSe98gdgwRHUgaVBIBGm1OnaTKmWtGyuE6YUR1IGlQSAddqOa6M+mpWSotmvQ43LU6aVDisL2Q3zcy3SFX0NAOS30kTQFrNjhuK9HEsd33FDQQsQ/grnN6zdKva7rN0FCxr+cz6jYmCbCLnu0I6Vi6f8AuKnO61Dn69g1rq6XbXFfqv3m75cU24ofrwBzPaGxaQDLojGv4Dz0X9JnVGtOXVGUV1XClC4qGLQP8g5WI+igwzbtWSmGbHwza1RG1w3dhWMO+c1+J/O+/wAliTjE386Gn/nxPBGCKHY0tUN1Q/MqQgiQwCMfFF7OIRjGfzVbOIQjHxReyXeFCzIsPR2IsLoZTHX/AIl16fBJY3bYsaJ+Kr6Bnk6uQ8yC8nsB650uw9R9vdpCLXNoj3GeorU4KBlN2s0jsvwSrjMeLCT9AhnQznM+o2rLHzWiBP8AlqQsErKRqCGU6eoJxngCH60H0R1j2eTpkp5M9XQWNf4ec0nQFK/RNZskRONEF+5PcASmGQR/SiG8FQ3WhRRjByYTaWmJDmULocMSao8qp3pmbjYcyE3NlZSvT4vLUTPY8TDk7ObBZTNN13FO1XBC5sZlUk25kJkgg0NycDv8cVswokskCVEtSY6sHSoxBJ02J3+OK2YUSWSBKiWpQ7GuiQ5kKcwRoXpXQspTnNHOfDZIv3lPMzK7oXywZOtkP7rXENKJzYbfEpzZhxtb3aV1QwwlsjAn5oc1wnLcdCbbiomd90BjA0/x704zLpWIXYvLPyTXPM2yBlZU4C5e+PoveCi2NqvsTrnNiTaV76+KmDLeXzFOqWlPAiM3EdD41/h5xzZ92B5xiLyqp9ycZye61CTpwyjI/JUEcOnQhyXtY5krLJYI35bN3OPgoDp//B3344TcGXof48932TJT2TuXUjmzsK62jvTWl897kbHtH+N301JxkFDGLZuCdnMda13YvQuN/unwQvqsp1zTbZm+IesUGOhGfsn7pvQwjPzzLUvfXvr317699e+vfQfcHWlXk8ztQsm244JyOBr8tRsthwtyn7kTIKFCt3nzbGVCrnbPOQS0AaLTgiupY2DKfzU7CeQW1Dd0KyqA7suTjJQxRD3DSn5Dtx0oGUgvRwrT2m4LTRed5UEVu26h2lPlFPYfvg1aFiW5UKz5JwlEhZriNyp/IcRnT+y6ziGj5r/jBevaIaF1oef29ZOzIgud915PFbFHbYUcJQ6Cxr/DzEMzktDBmjkQ8lyOf9VzXC9i3yK2lHPim96gW73Jx5Lmzx+Ml3KCKpNz3agpZEUlxHbNQS3KGjWngt/UJt0FB8nbgoUMmGKjo0qEaQxvPKBzK6w4Iiby2oNbssUeyiLfDKl+vjJE7hdgnY2ulskyJQ+GXVJ08hrv1D4IPxb4ZdNRz+XCqpsTnMqhutpMxpWpOc6mHjjkW61GFQYyYa0bwqqHwYmjcpZZdFpt2SUeHjMUXS+aMAUxMaci/QotVZnehHoDp6JBPn+WHEYw+ChSlBh5TidSDSWOJcWnYZqG6nEtMu0rnMLqh2fvoZbHbwKiflM/+x8FqC9HCPFyiNpeGaXDWd0lpAMsH6kXfoHYOKiQnt+WFoaP+0Jtr3m5oVdAty5SvnrTv8pbI9srivYifVe00OXtzanZ7A8FrlGgOa+G+9mkbxt6Hxr/AA80cPOGsJ4WomwL+ODTSZkJtLsIw84veCyWxR/0Yk5SOhdd/lNnFZCaZheUQQxo1P0r8OVXjIc+dsU8mFObii3LhMjU0FONzotVG/UpWmI8ES2Ko07lXlVSqDdk0IgsbLI2GSyl+J8AvJph0OcjJTYXtbbRaMFb+JUFlESC2JSd6J/SdGqO+SoGMfkzntmsXa9txKbAFTqrpLyckOhzkbVjwX0c06llqJJ0J85W70Be/wApv+anItDwD2gqRx+L8f245R52pRQ6AX7wmNoYwZLZa6tuxdRgkEb1+ozePtggCojrHQE4zJQtbA09upeiOePqrkw5bzcwJtwN7jrO1Y48AjY5pucNqlORK2uAXxAiKgxmU4jggHOOmqzT0PjX+HnjnMWkaQgnm5p0LiojKa2ad/qL6KKKmrU7Khnt0LREblNPammaOUz3Tcs+IPa+wXpOaz3dZ2o611pSHemEGbHVRDsMlMvlBOVPW4XzQ0FY48AjmwxnP+gUWKWBo5ol9SFORwQLRtZ9kzyaIeh8a/gPPjSEPUPVyRgN40HsXpfJ7u1v0UAnLqvbeARvTrYmKGMfFO36L/lfQPktbIcz3lbXYBpC/wCQZX/VeoMSosimeLnp2o3kpkOZ3ut+ijNq7bjgGjWNSxAoOsONnQ+NfwHrDKc3YTkxG9ZpvCikYt/WYdKLrNygvn2H74DcBpUVzcgWlrBr6Hxr/D1YnyjcdWBom87F7QmVOT2dXD5PUYDnmQM+b4rXCNfBPaWEEXJufEebAtPlDs927qjojGv8PVifmIrcnswRslo5GtpkhdXb+2OuIF8UL4oXxQvjBfGC+KF8UL4oXxgvihfFC+KF8UL4oXxWr4rV8Vq+K1fFaq3nJdPV6quuOA+ZFoI0IsBcUwybsHJbfs6Kxr/D1VbcNXmpKI8NUECais4cl9418rZ0JjX+Hq2dXJhgvUy0djUJA9o+3R+Nf4esDGy8Uaj/ANqgEy49H41/h503BdV0S0L4q+KvirQRceW+61Qm1PtuHmGGku28uO2psul/KXcT9Arf4qIyfh4phLejsa/w87jW8VUVuW7BFk5jxzLLwja1wucOU6GIkA+0hAII71Dz4j9ChCb20FhAU6WmmouO5PzBis76KJmZNTj2J5ljWi7eEC6mJiTl9iYRVDxZaCZo80ML3dqjGyMBd2JrDQcSTX9E001uE5nYE0ydk0lvZgZCtcbe4J5lWBKR3KJawUlzj2KNdHaJy7FiRaIB/M9pB7qYuJOVfoULOjPuUITe2gsMkHyfUM0a1KdVNPReoYWiZ7AreCcaO9EiJ3rUOjca/wAPO41vFTN2pbwjeJhbwhtBksa608pjGkLynyU1jU8JkWow4jarLEWEPdCg3BF7i0+TCZYoUyMcMpxRgAA6io0UYsHstVbh8yq2cQo+iulrVWZQyZyVBHBQnkRBFZVTtT7HuhQpYGQrTquUaMDDB7LfknQRlxYdUtiDptxUOkTX4YIRXT+ahxajDiNqsRYQ8woNwX4nw6OLwT2KE0N8Vb/FMIcojJf3v6Oxr/DzuNbxUzlUzXwSvglfBK6uLIWNdypSnKSiZzVrCN4AAn3ITMZrYlLppzwYbC6pzFqvHzW3QjokCopm8SvWqQPFA1W61qkF8itV3DBDbQLBchdsWq8fNC5SlKQR0SBRvI0o3gADgqq6ZaejoTOKc8lW/wAcEKQ8OjhFfmjcvdXur3V7q91e6vdXur0Zu7ELwcONbxVRUplxuAT817bjhtfCYc5/qY91Pd/7Q5ssrvXk87JSmU683FUGW/o7GPuO5e8veXvL3l7y95e8p9ZelN/YtZw41vFVFeU2v2N0BDLeQ+UnalClIAmok7V7JIcFDEjPmyuUbOHVfp81SXTlPlUl05T5WlPIaA5M50paE+FNxAv80GZdWl2B/k7S6QvPnz+3iaHbbV1OZ3KFMvaNJktENtyoNM9CY8jo3GP8PNHDjW8UIhmpVw5PsO3cFnF4M5p5Bvlcgc9mdDUbIiAXjeE/NAM3E6DyIjw1QsmigGveochDh81pKi2WtGTuUOG9pGsAqKCMUGCTLFlOlLSmRBKwBTIeJZ50lSFgY1od3rygMrA0GclCyaKAa96fVExQ0FMOloTs0saC1owH8h2/+zXkDhCO6QTRjYm8/wBKeGMO5WZEhsKMKyIROkbFjcU5wGdgMMF0WUzuTyWRJc5OhtL4kpk7F5S8yeRmAKHDxkOLTIheRuxbvd/sl5W7Gu93QnwmNULJxZZMP3qNDYABzQUyzFueJn3rE8sMQQTNodNH9SyZiEhCH+bDAFdW2aLjNoEpdAPIaobJ/wB7sFv8cAeAe1RGh3RuMf4edbEaT3omYc24qJKcVuhQcjyWG0zq2oWRmsslO5ASk61kVWzZANh3omchyGODgnZ8LFzt2FeUXaXN2oTxbcXSBvUaE4XXkps5nsKdUJjag+bziyKQnPJBQbIwMXPu0KDDbfoIKdnwsXO3YUZttvARnU5sOVOq9RmFlGLLWjfPAHiLDsnavKco6bZovs3IU7Lk+X5OLu7VCh0vsuKEest2SOAQhl0VAjcoHOdzyhCA7Ux1UKKBOW9RxQYlFIaFHZS7YmiiHuCgQ2zsuITs+AIcydxuUBgyepJOz2GEX29iY5pc542pxsPYmW4vFGrvTzYPNn9q019yZkd2C3+OF4l8p9G4x3h57et6nOThO1RzOKa7exMEg+La/wDfBgZKc+jmNDe9PcTPQVpiOuTJmPp0akf8U0L2yuUDKs39G4x/h6vRSaKb9S1ET/8AZWlrbJ/RWimVtyF7J370bGxSLFHtZEJ2IdGYx/h6vObp0a1rK2aVAB3GxaBoGB9wOgquY7ejMY/w9XXvAUNnHDbwwseCorOHRmNf4ersNpd4IvkOzDb/AB5DZA9o6Mxr/D1dYJd1qPz+q9I25deJYrTG7rl1HIc92aurq7Ey4DULR0ZjX+Hq75S7ifoF7Wd3IbavmgLYd096fMNnzrEM1jD/AGa1zykbTDP0URmeM0pji3ovGv8AD1Q1edDMnUF1G2DALi29QAZO7EdJwDSE80zdeO1Pk/ovGv8ADz+0jhh1gz4ctl8V66jmFk00yIwPMgE2whFs6mcMJN6Az29Ha/N1zPYobQ3kR501bl1xmnC0zURkvHovGv8ADzzCGQh7ZTJY3yh7tOoJ2bXe5PzXsNihCqJBnNkVicA9m48osxh3/wBKa8FPbUR2KdJ8orlbuWMbi3VSp2qq1+PImozGOLZk3lTtyyBD3a0/KDKqQxvivKGh7QdCABxVZGjWsyD+c41OUXNhQ5yA2kJjpPhRJ94n0tCZxUQ1EaexC8FdZ+ncFpd90AaaebYtud91phG77I3bdy2532UBwAPy6Lxr/D9hEhMECKW1NZrCjRG4kbdJV3L8msDXmVY/slDNVrgS7uTpy3SVUzGq0fVNist2BRHZLqr1ioXFTHBYpqxDE8CZ2SXk4lDFbbtd6gWOhiJSXBE/pOj1E9nSxsHd91pc/MPZpQuJ0LVB1bcGV/HALov0Tc5zRPtQ/wAM7ELZHaPt0XjX+H7B83PMpjYrWun8vNAG3sU+m9nJflUSnUb1qbf34PRv8FpGvs0qLMMM7DYtDPt9V1G6e3ANIRFjxpTXnorGv8PMOeAVq5w5TjIKkMxfMYB4qyJin3sl4eo+3BsTnBqhsn/e7kwQQx+m5HSeQ14nuURgPh0VOcpL3QvdC90L3QvdC90L3QqxOwLrc0fVOMyeTBaYh7Fe+E/wKf8AlvNzWz4ppI5ZiSMOnRuV1MrUeu0hfiF7DZrU4SQ6jZoaCutQZI3ACZQvIYbEL6WzwnrtIXsNmtThJPE2yYbQgaZltk9SAmaROQQn+fL9VDqNJwdYsMsDM4gXLrFhksR9VqaJrU9sk8yaab0bq2yQ6jSUNB6BZN6Mgx2jkHQFHnKe5ddlo5GvQEMh0ulDyXkQhTedMkOYzTvQzYwz2KM0RByzHIqrM9KfEox9FZCiMsa+E6x28r8QojMYaIZJed4TH2PMMtNKxQeSwyqK8mgEj2pa+9VWs5vciapdiEbF4tubKcrlCdYxlgOm1EAlFpaHyzDrTja8Pql9FEZjDRDJLzvCY+x5hlpp7VEhWvbfZoUQY5k+t/ZLyo4pm7SpuUFgzDKahQqpyvI0rTDMB0ii807kyEDI3aVGmHMddcmQyOKqyojn0Ce9Q4wpiMfXLZNOiltWkXqDEbQ51pvUMmbCacZ2qyZPQMNkvHwTu8fVeiP9sQ2eK6oPiuubB9SgHSlZLJWp9/ejpu+xWy9ejB/vyQ55HAKA6czvnwPTAaXEu1Jky628ret6hzaNs7k0y5TX1tdBlP5qMc2eU1EWY1wAb3LG1z0KD+nEhZ0u1TtiRXW9wUEUiJBlaNs0xtBYTa8bULRCcRQCqpkN3LHYzbKc082TUgMpEcw2tUaVb40vBQf04kLOl2qdsSKbe4KBDpdNMNu0KGDIHWb1BnUTcoYprgyy980BRi55w2o/4wRSibG3yQhCbTpvREm40ili8ph0gjXtQfW18GU/mi8ODnGdW9Q4lZOjSoxaQdFhQvxZEnd6ApaNnQMYmXBdd9gXVbZ8loiFHW6Z7ENBWV/HBtzj9EOcTkrQ8WgfRaifFObPK7kLOl5StC+Gvhr4a+GnGZ/fx20un0TSJMlpXsX961nBpYc0rQ/7/VRsx/Yhp1fRejbdh9kp9giCxF1Q7f8AQb3iahM48pgdT7OTymPDlEZw/wBBwmF3gmmkP631XpGeOHUFrifRWmNssXUdauu20YfSOuXD6IOtGrR/oMCzsE8HVdeO1ai2Q7votTbB3rrmz53rqQ7FlfxWtpkV7V/erzSJfZDNYf7avmcEOZHH/QflJuaNZ+i7yhpzvstlpR50re5ejJQ0OWV/FG4C9DmT4lDnkcAjfbetY+iPM+xUVucExxb/AKBNiovOiS1aO7kbNK0RBd9lHufqElpifdaBoHJe6ktdanyf/oGuo9lqYKDCQ0HlZUh/8Vq5JuATLaAfFPbKfzHrZKecJy1yv5WvHM+uCGWtPbP6K7OAmdmtHWZITJyhKzaiJiRmCOS3VyIbOKe8mzetEUXfZbM774evEsXU+y8nnIESnYvSD63rU4+K23YNt5WmJo79K0agvJzws9bGQzi3tf8AmNPVkq2HydgdOm3VosTvLREsiA5NtqxhxpiPlNsrN4vsRhMAH4huQbOZfNdauzul4r8VDcW62ydNVvMOK/yhsSk0mVguE5I4q1j5mWVpToxJy5OZ7Tf6UMXUwvF9VtniiyLebHJ0FohtZGEMw7TUKj3p03Th+UtJJpuIGdPxTsWATHaRCutxcppmOtfGbEsosu26FJ+PD32vO7TYgWYoT4ch85cMOmFeEb6SJ/dekvlvOhf8d/ejpKyv44PZMlpimz/2urO7sXVgeIw3jtH+gYkp8V132BdQfS9a3DwWrQFqN47Vph/ZfIrK/itmhaIWj7q6zO+2DqPtC9J91qJ8VFYRbp0prz6/xHhqb+nk2DtWpl/fyRcQUefLiFGtcas0SXpCEdLuT7JXpGWU71EhzJ2+v9XgrpEIGwcuI+TgdK1cp7rQmCykIg29g9aP/8QALBAAAgEDAwMDBAMBAQEAAAAAAAERITFBEFFhcYHwIJGhMLHB0UDh8VBgcP/aAAgBAQABPyEfoYxjMC/+EPVjGMZgX/wh6sYxjMCF/wDB3qxjGMwL/hMpRlWS0V/9Sxj9BfzK348VFPPdWZdj3b5bfo8Vt/8AUvR64F/JfxyqVPcj0XrP3Pm5waTOiRA1Hp8vJL+jxW3/ANUxmNMC0f8AE4ykskXssEQ0HNXxYREJJWS0Q5kJDtlLIqnh/L9enwG3/wBUxmNMC/hrL6siWVr3j9j7Y37CG2YWF6GjmQlkZtLZC6NBR9obM2S3Vt+nwG3/ANWzBgwK/wDASbcKrKx4xa5DAAR/vASCJCW2Jg1szaK7kcWyyQtD1BilmLXqeA2+p2lYsdr8k4oxjZuQrjP2DnQv90DMxYKOuv4E+J98F0MeWnU7ij+XWomDCxnRZkz8uhMhvB6EJbZaJW0u8fVapULZbP6q45P2KtXzN8qC1s1vzJJhbnlCcc0D9F340es3qceelCfsJbljBQyezlPQ+1NOuZ8I+5xG3ruvgbXEcJ7R10PuVe8rX+zou/tKLZfYXzLn57PjJ59FpXdPOh/8XzH9Fekrrtxzge3BTVOnTSOOvJLPKZffvBRDeE0epv0x9hOcJSY79/4WBmDBgV9GY+nfDsEXjH6KEvbir7310IQhEHMhKtsbRollvzo4/wAb4If+bMeW/V4Lb6/JbdJOLZ7yGG5naWiPSskS2Rz1yvsxXbXpn2KaVVH3fd2S6ptpLhm1FXSid1DhL+FdXqsTbFHexQ+8/wDDKFSE4aGKQ2OElkuVhry01IbSjHsu7HyHbad2I1hfQnYwzOtqXHUMZtwUEbzJTXkl7TbCX0cT6P3LESM5T9Sff0OL2r1Uu46z0qDgAcE6T3NvtUI/JCWtSlNLyM1vWcjo9V10hlQlYrwfA+6eb3nzipjBx3qSvwb2PBbdPJbiLUfl8OzOsO8x308TEFz1J+UQTr55yYf5uFl+wmEk1sgj7njt/Tu3/wCWDiSfSj4hlOKk71R6bdf7NYyy/wDO5uzI1eKtk9WQqVyYtSjbU9Tu6DQn0Krszx27RNjzfZVcSG2vYv8AfSL9xVhxKvyVfGl9PLN2XnIibPlFPGSRLZAdXL/IvHzV90NNmmoa+s7IwYFYWj+kzV6Ddd8gxHIJYJOPLqJX637En9T9n+X+x4/7HnL9nko/1EKSXLfeedSYn+E+Pv6/FbfX5baJYuROohAeYKnV6i77Rl8YWisbnXyYEPH/AFRXb3qSf7WFRk4dORP7+/kGzqDkjI/JKq95O/0K/wBHwKFyQsjP8h5wJso6y/YunyWlOcdERrbbKmkiF6/MaK000TuoyWHbJKfYj92M+67ofC2W4aL6bO6PJ7j+kMndE3Kqt4k4ryS8pvhrj7sdpJuPgpOY/ZyLt9gQ2rYk88XJjda09GztNzhX4ZUU9zYcgdtghmT3Z7UL9b7BUW/3a8SRn/QpxSsm56xk3svR8D7p5vfr4LbpXrDO0Qo5y45WvrdPmjv6cfMGVrT7PkfbLU339kcGbowR47f02/nXwKfE+yEL/wCE+8aXGnFgml7Ci6wZ4jdpTC+uz/wKV+nLlmPuk7xEniN2jLTlV2udJsWh9s1VEUOoWiNhy+ONPKN2XjJibLhHXTAocQRf1cifNUN0J1ZzmhYEW42a+muWibQ+ZghVlKklOm26q20g21kkuqDwf3JQXQzymf0Y1lBHxsEZgfsFCcbQ2qQ9hyQ1PxuVdckqyFO5k5RO48oo19F5E/KYh6KRfu3xxsf78TtT/byEf78uPNrwf68ZiqnHSH+qKw7ddhH+mJcsU9a/1p3dfIhZINK2JcE87GJFytO3obQab7IeJLTOX6/FbfX5bbpJVL69Gw0JTznn/QLtBomJJKEZ3SzyMXZc0r7ivXUok7t4bPjTze/R5Y8/YPNbzdWVE9UItEQ6B/q5mmCrE9bzrXnwPs6zeT3HwPunk86M9g8n467YchX1f7zclPHhY/vXfdA8Nt0a/uw/aJyHTF+B6d8D7p5vfr4LbpJom5JyNbzIcrtrc7dV198JzqvtfI/1Pyex8UPHb+iQFP3+ZWytuoN9o3NJprljvMZG9cP3HhUMhp4Pn9b4PEbtFrLETkvh9zxG7Tx2/omzPntD3NQPPng/Vf8AqZXf1rjq+r5fI+a+6H5Gm6Vw6bF3m5db6I3rBjdoYqkZUo/ZZ/J7FkcYL0uT21D6/KH2GEggU6Nvg3CyNyfnuMq+UfF7bI0PWgzitLY03ITJirRFm42Uk6FXQ8zeyvQ0SQnPsUqT3ZHIw66HDiypdk+UTZe6dD76DQurpbe99hdXHdtHo25ToRymJNcoXbIv7xovz9DwW310K8InktgyHF4q3yPGSZ6nhd2KlUTYH+er3Hqs3h3dQcxXp2apGMovG46Ly+CpK830c7ukfBJ3m5BfL83EjtDf+Xsfls/QUY57dp0LAPG7dHUg0l+xSEk/C+W8FlzF+BJcpsV8i+u66Tp1RK8Vtr/ThG78zccrtdLWjbTb5SFWUV3bfoLWIVu3sRF6xskgxionVbLHwL6nzeM3iSteL6+Q26eS3IjPmceuyKKy5kuwhxY5/uiXdvTfdVJu3646XY+LHlt/R+rOP2LwvtlRfA62HpHsyg0UnqpIjUO83WT7rmJYgX74M/0JXPkOBJPk8vu0mt0xuLP7Ipb9by5BHGaTwJJ8nh92jPAV1OZpZtdQjomSy2oMzSluT52G08jTUt4USSHGlg4NZI05FUPuKWjj6J+ojw44RsOJLyjz/qHQagIkqHP8OC60qqKqvGOWlGnKLtr5paZP8qNGqsaDm+wdNc04VJJ2ylsdTKimiiehzoYxdCnzdbluxueT/gXpyz6ljnCp2l+xQsUGqnurk8n/AATeygat+QWLlw0rqMk8MUxwfpGDrriDzEnXHXYcXz4IXax+BKUIQExphotZygoXTSOJ7I/f0c+PBbfVO4WYrZUWuOlkMkrzz5CWF+34kgk7tQL5zostz0vi/oXlfM/jbR/v3qL2Y0WHNMX6ffeEbxvW2h1Yakvx0LLzEpp1TFlHx3/R7Zu/siSRVn2UJpyTKHaRf9eBYiiuFjOjaw2XJtPs9Dr3HD02EPzPpC6ZG5/7yjEq8KzkKClWgkqGP41Z8Gd3dT7EhmEi/stl6O1XYDgrb+VZfo9ru30Wu7JcLhP47EZqRytXafRkZLFte6NBdnmqwM76UXf/AFu9DlGtQvjpHKY1Zq5OsTW4XHILXddcJ1SWLpW7cbP2WMxeHLMNpzpG+p2jtOBR54oiN+dF6usoEKczC31IcKKQ8rXR/FIwRCIj/D99oZGfezJTXS1lew072QxHbIR7f8X2hkQkGvhNXpaiPYOd8Cnw7G+ov+bI9lTZpSldz+1H5LMTbdNF1nHK+4SI/Es1jWf7iv6a0Zj6tZb/AIZzR9/DL6I6q6K3ed2Qkwh7DsyynUdphKNLRd0XEarF8NKhONdTrw7V2KHmbopWu9UdRjZINE/4p7AzJUpKnCXu59gpCiYhTcuIqogRARq0OIt0JVeXCQl6guFpI1FOmL5zdYYUhYqkIFt8Ey4BqbtECkNUaO30/Fbf/Sr02+rIyo6hxSSSrRRnclpS3SnNeotvIiVJiVtKYLfyh6MUoewtgqHFXKVXqN6pM6uXhTlSZrMLlYyQxdM9ye45C3PUHJU81OnJcREDNvCW4nG3KRQTb73ZE3TUjlmpUslaUTOep/hEjldta7G1fqeK2/8AprlixcutFsIX/D8Ft/8AS20upFWhswXDoOg+C9i5wWLfz/Bbf/S36i2Lh0qipSWCtUVuRUpk2Gw+RapyXL/zX71TCG26/wDS3DWSzoVKCihaBZzgdC6cmbhgKl7nItVnJf8A+BKqjKNmNJqsj3IsV8io4RVOwWXYbxhkz5F1LuXVRVufb/4E1DoOiUe4iyBOCJwNVpYfZRZIWXcKn2F8iIqHuN2i9P8A4DUvgNLgvGs4LJydxkVeCMyxbjsPf7F02uXUhBc2OMDvCLW0vX/36ZRbOSpbhUcOxfI1+xbSiQnDhgTj7EKqRdLSy+0mVAxAv/gLRR2KvI1lFOgNlcu2D3DqbJF66Cpw7GYwOqFo5/8AgVvInkXxgaikjAKjhcVaOwVHLHw0HmN2ImwWZF/5DoKyc5o13/6E1KURCUZGBOVexDtyNJ/cfBC9iFVDsZqoOqFp5Hrf/wAYjaFcy+0twvRaRjVVp4yR/wA1ooyryNTYlJLxYTijuOUuizOg62KDHIq+i1P/ABjUIqKaV3fQQyqfeMZsoa9UWLU2W6uPXezEJe+uQKaHYdwaEIaelCQ1No3ob9k3kOMfyIiYGX7B7bIdVvNmRMNzFehVlnIx68/Q49C2E7MZykcjFcw3+RwPc8jJP7G0XtR7U9B3jL/q1x/Sqas+fR57khuinFHhg8NuVSrBOR6SxUDilVL6mcVmqFeJfwFVZwKaUVx/VYycl5Pc1fdHQQj8E60gmuCCGk6k78qhWP6VLeLnmtxPC6pKVVpdSJJp46w5mWhX9zbaHK99P/Cn+mK/hk+1dFtxm1+4o0dUk+4o96XRJ1dCg3ldiXGHpNMrdopVOPQ8MVU/jlSbzDo8DnViyrF527jU5St3vgxlaJ9wiufVShzW4gjRdHsIVkZVOpcjuScr6N41AJzAK8rITS4GTVjdomUYEcCroq6LTr6L0M/pTIh9ajvr7DbhIbMyW8vSPRbIk2cW8mL+izMhdVBcfmRgIf8ARV12q08BuRsSvK9NGYnBnUHd7HwjzanY6aJQjDHese+/sXbp7ims8sXWtVK27sqXk07ykFWLquZBQz9JLH0rK20i9J3cGAFV4bDD3a9HvDbI8tubHZ6uXm586oef0ea3Duy88aEhWV7O19lrX/wjJsluQ0jljH6X+kTXSnOTvPA4+V5rMfBShI8qVdtW8WaztO5UW7nZQONqWx5tYZmTQM5Ri3tKnucLWxydRmkPwZJ35qGzTU9alc2Cd79G0jeHNo46iZUC+hahYzpVaRHox6FMujk5x8/okp7xdz6KrRax6E3Y2hLD7jaE/Fz9YGMI0/r8/wA+PkaeY30CQS4cJbbG4112Ap+1/ZPPK1d+46P2lrQ8Dtr07TWLQ/ftM2QiRmq63cTBj2rBt9FxFXncpzBP3wqKg5q9zIvV5juWgSH6ZCRisjHtwbvW105tQ28XvRNfkV2+yDBJCB27Zkpt5lIuQzhzJ6aMMQu6ecLRGT25eiteD5yxmbHtxTTxFRRbP+liDpZ/3OK3FfHF+2wjOWy7anRC6JHK6Llgb3Kmp3MBFOMovBab1hTSI5Nhf+gm9vmbvBYY79BtWeRHjJrIEPWdekGFNvoualREpwyVVCCYcnJyclzBfTD0Wirrd6CfJJavQVK6vroqOfq3oJ4fuQp1b5p7jZoRp/TWwjAqoX8NfGRSf6s/2Z/sz/Xn+tP9af6Mx04pqnUYM0YS+PPYpRFM6eY30Cve3Boj4+wlLDaojqIr7IF2eatFxBK86RbTwO2tf1a0BEKut8L6XIk6Srog+TwpOidlT+GpusbA04koxMqDEarS3oeriEEE0sstF8+rHpxzrjXH0bu7YFE6Pc+zJ2pr5X0MDtJyWZZln/E4qNk0P+uP9yf6U/2p/oT/AFJ/pir+WbRBLcXavwydw1Bnd6eQ30B5hdWeqLjWyfaToVZ2F67kuLjC+ungdvpjCHzNxL+l7N/1t5r/ACWmkkrqJOhZlnJmdGdNcaY1dioUxjNpddFovSqa217z9DGmPQ+MqLbhROq5x32GNDUP05FcWwqi4uLov/D8ft9THyG4iqAScuxZ/VR2hkS0qSsHIaHtH+7M9shYZ4HbWDePRElJOsLFNd1ZXDh2FlhrDdAexHFEpVfYZYDpjDr8Kk2gz6d7rQqc06qyrsgy1kf7irNkfx5kXVejI/uCib3S4VixHkC6UB0E+844cxsm5wMSNIungKy7RQ635Fl/flzs/YXaPS/tCc1sqO+4TcnUFNhkFG+c73VorSDfMnfJRFvdf7F+x0AiyNgSec0lgjdtW861fYi1rKGIb/XWie5FJMGOSkCrqtFGdEpcC2ZDqFQW1fGkenHpVdUvqyL/AEKnyu5dBjbp2e+uDA9ywsLCzLMs/wCH4fb6Wl3NPMbjK+e2309jUVnAr0BaHhIp4oieB21lYtRpxGK83VkgOAsvI4Pk6FmRZ/R/Irf1r15kK3oE6ZV7oOGXiLfE6Ouwo/MbFJcGx+1FHV3Y1wI90+61Nj0UFWnSvmoUMNNXwpueFyfGnVrq9eMRVvM8njSJ/wCzElIZu09ui1jp5VxDZGqrrvak8jUHOPEpypuZJ/XaaoiVJiBbCMltM00eqTbhCHLWX7CU6rnW1HovSqW9NJGHHWbX2+um05VGhBHV47k7db6ZgWULAuHVSOqkuiwuhfwvP7enx6XLQQpLM8VuTfGpZ+Twz8jYmE/C54v2ni/aeL9ox5dKftpZLrejnrFnskcgbzuHIbFi9W7t53L2fGGd2Lqes49pQD8SGjvpQn8SUOk6IOxDRF4mwl2gOMu5Fk6x9wPdSvWjcWHqhNOIEossUL7k1BJFy3hYEVTMyz3RaRKhbEr7Cwk2V1o2Y3FWQG8BTg4bAzm+whY6jcsySrbu8s/Y5Km2+Sq6ePxk/wABOkCuXGfVjTAxoVyp1NYfMV9L0jXGir/JUhD+jVYK7RkhbCo4LMs/4fl9tNvozv8AAX+hI7sLcYwx6MfVWj9CEIX8Gwy6kujHqtojPsD2XNL6Ln6EtfuzH1l9FayQlhdYeh4ZuHeR7jtJguhfwvKbfU0hgjlvS2kpbhFIqb4HMkv0oQvSvW9EIWlmZ1z/AALoVhGSzLD9PtGGTPt6La41SrXVc6XsZkEulRlLVOSvTpLKPZHI9jzIkv8AAxn7Me33owc9PqPTIqBTLmf2NmbitAqhVgLnQv4nldvq5ayZ2eonynueUjdoDOo/Rj6C9bLoWwizLDGOxgwOw7GPrqjgsxjqXRcVfRXrBQlYRGkUJ0sydtIKQTOiUuCKs+50592N3g6l1aOPWkm3Q8l1EI4DH+4hpt+iFs0xCIVHrvpjQ7IdxqEFJu4/RYWZYO4x/wATym2i3ov9TOuTBgwYMCEW1Rb0IsOgzBdaFYVhWFYVhWMGDBgx9NlmhCpQsW1fAhKe6Kwq+hcWkxrgZF2fcdMq8DjlstL+nnVBRlKPXkuKBbBH2ENbmJoNNOHf0WODIhWei4dpJNbrmN3HVF0XoLYt/E85t9UjBgwZRvqyIQhGSzGXEW0uLSwy6LoVtC2FRiCoxXFcVxC0X1eQqMdGPcei5xostxktuWdHwJSTgiGZoXqUg4OBM3CoumU/CH0U/J+l5UQr3laR6LetpV2E0Q6bP0XS2/oZnQrsyRkixo2E/Xj5Q1pyOlh0L1L62+ujzG30yuIRgk1RNn+cQ5rJgwMyZMmRjLoRbS4iw9y5cWwqOCzLMdGOjHeR3HeR3HcyZMmfrNZHDQqCqSgVC1dLpZFJxoTjRyXsLktQiDlFx7wri5rfOgiwLNUiWehmYIEiiuNZVyMU0reIV/zHyz7XRvuFZejJ3CYyrKQ7srmKRl+yhihf1LciUp33IbqfYY0OwzJnRYOkh0ciZS4IPBXsXRiBc6W+jn041zp5Xb18mTJkQhLNA3t1IStpCeDb3QRSqB2HaR2HYuhWFQiC+lvRb0XLoui4uLouLhh2HYYx/WQVKFn1GoqPguXpou5+dHwY5Op9joRNi5wWHxih6t8jtpuWPce+ly1Vos/Oe4z3yv4XHaNSwn137cZzN5+RJS69SOB7swWtn3b6Fwz11ar8jCn7avdQzB8mKvY3v+IQZcfNT6hCERSypU1W5aAS6xZPx7I3+DUdh2GXRYXQrQxUoy+3VHGMFh7l/Vj6qPK7Gz9DGZMiFYRuEuxCzV9n0Eo6OzcjDuIWxYVSmW1JxQZkdmN8l88IvqvBH1bMsyzFsLYWwsoViHVMqJZwidSqqYfYx9Z0qJtpqmSg3Fqke8Kum1qZ0xFcl6l6MsWOS4jfcLkv7jZzuYthbFivwq4j3vc+NMcHOFdjvpg/3PTH6b7kdb935foOGfCcNacKer+BT3F9qlsClhJu3hcityeA+TVHViEQ+XdSwZM6FcyIidnrwYV1hWFaBWgWwqFi1R7l6ig1khEtcV0Rb+M5wYMHBkW5g40j5HxqlLhVbEd7WRCUqe5w+6PAYdWLevE2O0MTCKNPGku9kaL6I2IqmdNg3+U+Tx+Ph1NPyiXqK8QkU0mlUloIq04j8T7nR07Py879HkdU1y6xRwxoF5Fy7xQYGS86SMiaY0cM5DgfdbFWJJRShPlFRutTenG5Lvym5SilOSooUfVrCCYxbPsm/io3WpvTjcjz5W3KUKKcjPPx7GFS5aI0J2j3PtHvhYUGrc1NXEbhZ1RkPkDP1lRUoPuGtjgchFY3XReuRc30RkucMsW0xc/sNk9kXLlyIjE3+CrscJo5+EFlxVFgZ512v0BtuYjPQJHuy4onsV15LfALiTQ3PT+47HKrHy38tPYZmiWzUtil0qG9n7CIsqr+bYbUHIyb7OX2FXSS5S33D4sif9CmjsTtBynywttX5L7v4G3J0j7mTJkVxCXX8/sa1izOS5c4ZwWLFnoLNLYvUwXF9HHpt6bGNWTkwPWO2VX6Eq8lltyefl+kP2J+EisdmGIsbaZ/aFm47zUltJLV53Afeit+weWcB2TMWnvTJBm6cUXilHmSFiJ/uwWaZ8WihWNVd9XQ9jL92wxQzeltCoTOdrN9Krkcp+mkzOlbeWX3ekPcncUluReU7PRVtW7LZupxuSrSVP1V7jfxNWV97j/IfKVK+hW7ZExSOkA5mJu7TJ8iYMfVSKj2C3CcX0vYTEhQwFumi/U4ejlaOGWL9ZcWMakVcsnJzpTVMfntckbKfv8A+r+NOxD4ZVT1fYEujh1gQt/uUwbmdRa7TcmV/Mo4bLoV3aVMsy4cFsimjT5f/QVM5+J+zBLlUH34cX6FiYhSGwYRTc6KrOvx3LjWnW3HbTFB+z4ayjwGdDL4HuPce49xXnJPmgYw2rcgRsSldNLFjkvUuWHB1IwgTdpZ/VQqa4EI8fscGxkWdDsPcelRuemAer7PIqrCW9gaB0o4PedhC4KXwQTqc6VZJCKO5+t+ZkdHB726HlNP3dKPY1jHpSV7lUh8Ldh7NUEcI2qXK/79m8lucSxLQbCsUflYaNWu5ZGCYDOsvvKmZuWb9S0Wwn4/86R1d21CmynZu2lC6tkjlPy6r6CUWhhkaYXBKldBOuvPJLvSk4SmleBiv5dV9CmijDI0wuCBVKPfWS2mKFRaDvrx+420frPQemgT3lXCD9K+vNFHpakfaJj7iq2IQ4dS3Q5yX6lqFumlxVJ8Vy1y2slYjDu+v2kIlsv7ynQWf+BFb9Fjg3B9MXz3SL+7cHuI3Orr0Fe0kqVQ+E3Sdl+eCwnVVnd8OgpLIp0s1dCo7+Vp+z5LbXxUsCYtVYG82cdW3VHmf4IR2c2YZUVp+xgDLehcf2KtrbNf0SFT7PsV+LulZNuWS3Ifd3rhbC2LFjkq+9Hdao6nUsZnGroPcZ1YZjVav1It6ELR4vYwZ0Vi4utFsISNPg39z+9EKot2zr+Uf2yiW+iTfdArYRYhQf8AZqTkQ6sSNIfptFb/AF50SyNJRP8AGpWJ73No1orkqN9SJto6lqnOS9Dg4xrh02gvojJExWHkjw+s2lU7jNzWzLcs6suPye4RskeG0Um2wgZGe6EvY9obHfmncyptXnWUncZyf+CRp7pC05rXP0SgyEj0w2fhCcq78E9V/ZgWXKHWYwvpvuHdy+40nKCHcBOT3Z8OXyN99zoKrtqQinSmoeAhYRPOd9QvgXyiGXOBFhNtDAka9S5cuXocFhcnBag8po1ItLfRwLRmBWEIQj3GJqWF3k+Dyf0F5H6F4n6PA36PK/6I+X8HWuHucHWZsOjHYgXLVTyLjT9JLdCtpopO5WDHu5RdzStnNxNtKo0MTG28shXUk2UTXPbqoiOCXk6fT18PbvsqvVE6JgkjSHX5RKBVJEtTuGLt9gohJaJDaxpOkUhlSnLWdPrtVoUQJ4uNuCNBvYS1jgSFyWqOlRmI0rX3Mj0uOpxi7rPxZaEScckmwY/JLl9xtzU+0S6OH2Gl5vHlto/CV5huMjapJ+dfwiTxAfLYXuTRiMc1dD+ZO6XdVZkiaKnRd30+xNJxV9/ZV01NS1I0I2tcbqU8i2w7ZDuR+WQ/C+R3Y/4pS/k2a/TWTuzhkvqbd23HBnZ+fFf4hyKobeS5cakaTaKuESDFUUOCi+8m9mj05L1L6ckSckDc640Wr0VRaMwLQriuLTy+xzpBEkEEHVxeJPjrf7O409OqPLBDNg2VYY7sL2Vnu34pyUblfsKX8dtiVH9NIyfLosLSJFu9aIbvMtdqoyWIYufyLgradVl0oRle9uVmhK0uxedxz/vsbCVHX+W+DY/yh0ZEaXG0PZnuOK+rnVnZi3G3Evg0qV94rc/AuRNvUN7wZS4sft/eMqyVPsRTqmzIP+Kpl4JbFRWbFnhvsP05SHVJltF/uH4VkhoxzlyiVsWd0fuTuZxxbHOUXZkgk+hs6wRlsl45Qw6ledB3qrQ6os4b5sbHBlHOrHQbvJhxItkg35bsMvBLbcV0Srt8HccXusq2NCOHyt94qwUfZmTk6/Q2BrA+RajOFhHUkyaDD40KomWLEiLceFDBwWLFjg23R/bYnO/Av0fJnOJJmF+CX7gl9j2k3w3NQ7juDP0t3Q11wSuwm9Y61eZkUvdD1q/AqljE2b2cJnR/LU7LJHj3xNTvMWwVz93jXtN7h927+DPs1T4aJHsxvyjYn7ryplPm6L7dmeJZ3lQI5OdOhfTSQ096FiwjJahYWjwMSz+itGtLrQqPRkyLTxOxvovXA76tpxOYBkGVs0Ky7f8AXBnu2s/1HxX1cYKPDDvFHRlfOmvFNCQKYl5PySnHqlfwVaqbu5Pqnyahp3v2IBQM2aGPpv8Ainshez0fR51TxiH2PSi82mCpeupx0ZQvjDLb63f4FhP491Nxn2R5U+B9VhCJk2du7CT5f3nwZz+pe5Ga9i4aZ7Em99W2T9s0UVyP9HdmPxksxierOXt/epotN1KuTjcVJ86wNepKEPTSnJXZseVycaUjsBw72J0jicPj0DRWsUGOKM/Q4f8ApauNi/IvR30EwwhpeC6kTgWGhjHUuTdAbsU05OS4vY3DYJjxEcT94Ghasb0yylWPcNKzf3vfvJbysbvhF767y9tI5pzeG38Jk6WHstis+AmlXfHi7FP0z8Dt6exU3tjp+axSX+FkaxWfAN7ablcIWAnbJkyjBMjuNJ6qe0nkP5I/4dUKzmxFk4tOUHuf4gtfW2ixapT6L6YLlzGtbPRjRC0sMxIthXqZLMyZMiuK55fb6DArDtOVgShe+vkfLrk8tC1QtClZzwNdwiLEqIbXPdz8tyv9dtoKmzgmbnT6l9LCRJRnUiSNJ/iUpE+zQe+S6jOgb3R3L1L1LoQqFiwkJiptmPRYUmtwq486Q727Hz7/AN8KPP7/ALJCzUl54JAqDu5+nYZTe0pvVE9vzM7l8Z8x9m49hMS20tshYu5VMfUYmSkrs0vrcmN8WzZ/9A9r18iGhw5h6WfJcnsULWhqUrXqOg+GG6qIWxVXpk3XVdzno2eNSIIR7ovpwLkQitFi3otrYWgi2lnoxmDAhXLMdxjGPc5+jYYzArDZsO6L4FraaQwT8STRLsvQ4NhDZ/ZfXQqjYkQWI2K/xmptgt4Q24qOWWCVeR1kxAtjgyZ0uXKWfUQ6S4CdVuSA5ypWXorV7VHmOzRzw0167UZlPl2jYAmsgKq7sOdXM7dXokuqD4yj2a/k+L6+UHc8Q6PYSFSzJ8NdxX7GXogb3UgnLDEdtFcYaGWpbF4x4nfiOkF+n8q+dFNbrZqPuR2GdqijEkyJVJWI1V7nJfTBYg1V/Rr1sDMF0IWwrlmOgx2Li6LoVUKqFsW9VjJkz6Zc/Yovafqs/SHEt6V9PgshKRvSSNidyP4tnGB74HRO2ncKDVC1S1SMmDBjX7I1GuNbi9XkRnRrgUaojCb4Q1Da20pM5lxWnT2j42IxvO1RfCR44ePsXvo/GcIS24ROedJ12RtrgfwFhaW1ulHU+hYq9XZ6WGsjsXQqo2C2EWZZ6X08/t6aF9BZ8Il2H0PCR4VF6fSvqIRcdNLaWLkelfwFTAq0FfYbMDvwYBfRcRkyZ1q7NFUXo+8jlIJh21voqKAqaa8Yi34LlkDRETLd2PKO6wyuBaWh2PK02fWg4jPE+4sfSU5WcdYOmVJ+98IcT1PPT3Jk23Ldz7D9F9b/AKxj6RuYELYVGWZZj3OS5wVWvh9vRwY1v/MsLcuW1TIknf8AivdWHwOqDrBGI061C1CxYaIMGBCfw9MEF3YxlYBlU3vOki9DboV6nhpefl3kt/HoihOQ3wK7kiY3S6ZFyxbs0t6bxf8AowOPXZUN+x5v+Twv8nh/5PAfycT6V/LJmQuTR21Y8/qR+X8nn35PCvyeLfk8P7jz/uKjctAvs1wcHGnX1R/HWlmkElyxcj+ItsFhsLupdJQHd9TkuXL6wQJLDGY06egd6QR2QUs96iv6LCqy4MO5jJQ23Q0ndjLaLiO2z6pJC9F7ixeg8PaLTHoW/Ybl+rGtBQiOCmxCixCixEqxCSwkqIqJJ0YkriFRFCF0G5EHYhbaYbENiGxDYh59tPBcv9O7Ie38VFy3okgnSf4VxiMmOSyuh5SUq5OCxYt6alECWt7MDYMTiTBTpHoYmLBcR3FyM/egZGqUPrsn/RHFkvvR6LD5NNrIhDymzSR6bZpb6FlrbShtbFmZM8FnQe6HWqLCyGJ4Z8CMo6+rzexjTnTj1Rpb3cTvFgUgNt3FqkV2zdfSXrWipokWJILFyP4c7XLVzomXSw6Oh79aA51uXRNCSSGO4kesveKfoahwxjp7VHokiXCEKuj2Wgn/AGU0lq9oXyzDLt0R4uZ+fSxrOeSJrdrzqimb/SoRrfRehiDgtQs9L1WiYuRsT6LHQ8Dt6HX6E6wbCSShetGJs3Gmr/woG/Rcgkkn+DOxGS/Q2CpRj1HuLR0ODgQhGTOjpLFVE0wY0QisO6jKse/oWqbN+OpGcNO4lfgdKK1WiKMUdqq+iICpWxehelZaQ1hkzBmC2ix0Ll6Fixcncjb0cFjlHidhSfXyRpJwK2j2TUIu2Pmv+/KHh/oeH+h5/wChR9mtV0XrsQv6L1ZMGn7FQg1BclfoPrOvapRi+V6FvrEvtO5S5pySiFpP8SpG5M2IQjIbnqhUjIycnIx2MGC+lhlfQ8qlHSsaOCNfLigHwisJf8wvKk7ONXpEugqzH3GOa7LaOmtio3siZf0VleCR+NMGBWFyKmix0LkwRsTuRt6Lo6ljxm30jEpkQpLLTzu0SPTXO7n+uEMprdihG9ySB6mZQr/gsfvuwWvR3Vav7Sc3CK3nJxUqhheutOylZcs7x2oIk7khmmW4BCMmtnV1azZyVZbrNXeGC9NOVML+Z33OdyK+/wD3EWX+Cq7sLDoVi5JJ6JrPDYw3760wLkNEbaRclxU0zXLYJIYsV5S4oirKJtMvyYCHr0dd4YGWQc/Q3vkwxC26kfkmjuk5zRkjiOGQxTdiXpS07kncql3akqa87QKybUq+yH9eN2UKsorleBTqK5baWLCM+mi7kv6ZMCpXJ5McjSH76MPbCRSCG6K7oiCvbux+WfFOa4c3YZBjm9z+SmREsRGiU2uIyY/iVtJIpOlI0uUmT+hjRYRNyMQrmTMnJepcWxbTqWJ0xpzpO+njdhb0U0odyDoxa+Z2idbbSu50PznvM8O/J0aNgZChOCNZ+LWZ7mItFxLKlMn7JxqjsyKTkgnllpl83rN2fWpiq5TmWJ/aPLVKfYXq9+9Kk9hzroNdQyRpNrwvuyrIuQ/d78utbjvcnvxlfZLtv8CB5jfnSXMaRjuK35D47ng2PcKF+qbflNCtTjDIdYyN/NofYSBKV9wp9UfOKrHZkVnxRNt6p/wRCVzgiHlkoVfBQVBkmxG4ql6GOdL6yRgXWigVRV9CbaUxbTn7jaqlrPlehFT+xtZ+XHxytdk7M/Tv9VqsFtyE1v8Ace1ey0kVdFrUHZHTtF9D5h6HwXUF6aLdDkvpYv6M6WOmljzO2isEOxBFJIIIZAlfL18ztHJbfaudkeP/AJPH/wAnj/5HiaVD/NZ4LbVYPGtiIUlC6GFm+mnNHe3Y+XcvXcXnqIBdh/ZN93YiLvj1JbfudDu17AgVNsOhYGQamgfKoUwuiq05VbmXbUldIUHoRpnLm4212vInaVQc2B3ivUTodMd0r7CiH70JVBxaivcUKGJUXQlQ6Xsr2BgQA6JdlQYnq1co8S1I5XcuInuhpnw2st9xaOok1dh8f13zf+BBXOJDdygqKBqdjEJpckTcex9y9dLFtaW7M6Oy3qZBQ2Hu/JmJKH5r70HF3dJoLXnpSGS7CXJ2dKl119xePPUioncbbS3LGLS2jEJUkRSt362PSAQ6oMCFTRYa20LksX9G5dFzqWOhcwZ/6qRQf6M/0p/rT/an+lP9Sf6ET+RZnyO36sE0/wCq8ztPLbk5YWtqu2XgifnXdpDa4p4LUenwP4CROkMh+hJQj+DzZKRUQkPYLcSWGUMt1L1OhbXgwIdSboY0PSaGDAlOs0EWmjkoLRdOyBuqfXwmIPVqRxz1Iotmj3d+4/c1tUt3z7lUgG26upJGmNJIpqpotkaYFUucGBCEIqxMbjMnJyXFsKlCC5VfStrUx8Rgf7o/0h/rD/XH+qM/yjL8wdZMI5lSpE5919GCcTOW2W9fM7Ty24o+xHf7yzLzuT/QjeRn0ZMzhn3GdxKdaalJXJg7D7TvfSZ9vofj0Nwc+n8epuJ0kgoiRB6tzUFlF/sEWm6N3f3Nn3uJR2IQTRpvS5H0bf8AFPPMqvR1Ialqkqvn6FRCQxDFBVkIUF2oJLnSwvWx4CLOFmZ0toi7HonBWg73Ej35asERNYNSue1XC/snjcGtuudoG7Q/SaC1VdJpqiVKxJhYIyZLFizk5OR1qYQUCZoXRfWxBf8AgeW21cHBwXZdmS7KRijXzO0S78ZZcTxIt3WQqbHAGtsBVaytyNODV7dwKiWtFdHjqOoyWtb9hrcWMe3nYWOdKHcek63D2lwVGduoBA1KzOuS+RDsjFKcSqDozdSBO2EgiZ0KfXarIUzcc3HWS+EPfuO22Oq73EFLBzgzY7n4RbIVG9uoAqD8KohWYkVof2CU7wrTBW2fbsNNVXckRtG7ewrb9bX5oKYsEc4xrQU5eJVRuqL7VcibmUq/KVjpJdTUGjDv7EjLm9V6skmyJehnYkpr8Dv+GVHFeKC4bgdzHb2HTGwELFMG+e9NhsfsN/gxx820iJbLIUFRw19FPsTn5e8lwjA2BuuCgzencBt9Slz093I1D0ikYeaqMavYJmUQ5CEpWLnyOjCwh7C0ei1exnGRrJidW5LTBO7gu3v8Vo+IVhWGOhFD+54a+H9vU9bt2KWPRjMF6lyw2CrQWxJLax0ayLHJcuWI2+jJgVhC0VGK557YZMmTIriuK4ri0VDOdJqQDZJB1x7RNLyUMDynfZ8MgkYqZO1sFv602Uj3r7sjglK8D9ir3pf22JLy2wFwIdYQ1z50+dZBOSmf7nu/YDePjeVYRAHBd10uIzuDk5XBiP2t3VgmmBmxlBvD7pqcspHzaJUkYwpD37By3D744e5TPtz3fsB5WBKqcyyvc+j9O7kW2+V0zoXrMTR6dEceZXlK3UlD9p0XwXV/Thy7hvDf2UqJ7bFMV5JWDDsYfMm2dIJLs1epDJVsJxQ25glhJuGqJ3JoxRfPCXySt0huPTrI5y7fDcsOnctWLyupleGFdZIcaTmB7I3jMzU1FLvYj4NRR0MOPmi7mpwliCPpzjamjck2ZP7RGhXw/wAHOqZG5F2EpWJbFuoTGioP6HQmW0YtGyKTqxjyZAkShovrNIEp0m26bsn7wTvDJOz9zp8IlYruFVHNd99CKTpJjS5Sxku3pgUCFcV4MwWcFjkSkouRyjLnUt9KRvUyLjI7jHp5fbQ7D3GMd9TIh0vujCDSJM2QQQzZhjcwtPLcuR0fQ1+/yED0tVNvOCZcurek/B+f4UE+uT41oWbEk/XYqKSZOVCUrDci7CUraZNg5mty2jFvo6UMCU6trCdZc5BaMiNFc4KXu/ozU4uVzRln9wv7OdvkeS7MF9H/ANW3RjSJxRvq2FeN3H/h6rVjUK2jaVQWEZMjGPguqF0KtBbF0sTvs+lJNJMhXHcdhWZcK+jHr5rbRgwYMGBjGZMjCfYcNsfqTzEYA/jYIKEIgj+G6nzJk5UJSsNyJmUsqPlusiba6KinS1BKdHoi+klGK+RqDeV6Pb53JYHRS/679BTtMVdNk/sOd9rMtsIy2Xry2bPv+SCcLkcwqvYbMVWh9RkCNulTMVYVlv0YMCtAthUoW0uUbCuQPe+jwN6l2j0LU7jHr5rb1sejOu7FsxP6TjDwOYoG3U6v+Db0QUJ9NSSf4KpUuSrLlxbqEpDkJSUXJPzWJk5WGLSyFfTgxq9HstAp0T2MvHQTBW6VBDJfteJb5HdudjosI5379xZF/vUNSklev8daPwz11coMVp9Ko2R1EInHLLOC1kQqCoWqWqcl9WNCuym4xLbl39UmJFkVxmNV2hWYhX0fp8Ft/Cd/4s+mCCCCP4N9LUEpJStp7Ci5GzEpLdRT/NuMiDYt9MCLjoKglOuNELInqbv/AOk1G+x+/wDSDD+Qw1cujzjlCU34tie18X3G60IY1bZb1XLlxFi+qn0WOmdl6XsP0hiyK4xmNEL1+A2/5SCSfRJP8K5wJEpW1UXOppyro6JPgbtFBIty5YVfQr11xrTennu4tolzoUaS9z4RJuFXR1Tk/FoqfdEa30wYOC1CxGS5bWNeyTIVnpQrjHYWjMC+t5Tb/joKE+iCCCCCCP4KG/YSJi2kFESQNiCSldfA3aKI066YFpwY0uNQLSP803Y2IP8Afft94/8AAVf69yB7UHZXZR+cHGUFwTG+s8/N13GHeTaO+ewvXE6mX2dyeP2+OFM6IRnTk5LnUjYv6Dkf6NcGBWLtGKzF/C8pt9VYwje6FmU/zhtxH7yLwqb/AMiCxP8AFv6Y3J0jWBxDUyzXx/Q1ouLltLUFoxel3ZSWQOaHP2hZFd3O9g2fetvuL7HIG4DjcVLroH7VNn4tMHhUnlVdik2zuwUv3G3N7A4GPTBwLYsRlE7nTX8CPAJ1ejAtGY/ieU2+o2zs3EJCUL1/oS38SCiJ9EEEEfwLeixfSSPSxmhogzp4UG8luRpHpsLSHQS1EhTYz0KiSdZXnd++lyMahB7XS+96bQ/3qPl6KLVcmQ0Qoz3/AGHTQ91X59GS1SCdyNi+NGNCUieeo7jouzI7jMCt/H8pt9NsU+fRNnflR/KdFUhrbIvuz1/IeikaC1njdk8oFM96ZuPqtGLprSIzM6JbsTnXVJw+wtfR7Sddz1WqFglgWBY8b+XrGkk+iCSSf+ClMnio/wDX9FtblhaY0pFKj0qvwVl/tb++qTZIbOiSux+f3JjLRIvhq9wjSw017ORd/wD/AAfcsW0udSPRxi3GjCqGMscmBWFvpf8Ak+M2+kcpMiUpjW7HBtudirlGx0+EyzrfYWxy5RH44E9HAlP7tehXwJdY1xX1YyT/ACHitKUdR2v3bVenoMzSnXfCUuC3nsus01TcgcOd/TBveYuKdWcN86vGTRuxr+4hYVxujTtXgqweVSe4XwOQ9LZD6nulI5rBZ882UPJV6YLemCCP59EvsIVS/wAo5tbrWPTOdvl/pI0fNV/6DyZwhDTIDhlVAkY5lmH9nYWvXVpjtITG0bhR9h5xuSv9gsO5FMrrK5QcKtYAvTd/qvWxHoa8JItkMXuG33HsPYv/ADfJbfSTvs9CShKUzE5Gs00m5cvI/UeS5h3Lpi9RKW1sz2HLGxdRxSus6bdVzfPJ2EyfmmOEhY0KN7Iot9/tJSs1dCizzrFLErRLWjr4PO7zz2w8dyee4HKu2xJM6Do2X6xPwnn1XqPNPF3QqZBBC3KInWNJJ/4VrDOXKGvKl0L2qbr1dbPbgvnRMfkWp8UFL9cdxf1/Z+6/sKIppVWLp6GU+zI5jNSeD3YnoLi6X3/w+pIE1UdCN6helrwkmV+wlgkcVenJY4/ned2+kSGe79VfcvVVNlbUEK9uxNZaOnpgfHprvUxbvwFLKps19C+k+uxP/HTbSnDH4zyjNKez4E/BjMi0diFvkvtmcN6etc/ppDexzuwP4pnybEYCIbyMifflNY8ZE+/la9QiBVyA/vuS6cdvHdFGoS66TQjY7GJhclTJPCl6fb/iUeLQQJRDclbkrc5CG6Gk22vDcFvTWFvpk+6/TU6U6zHN4v7w3DzklZLLo6PT8H+LBMW9Mkk/8XIQ2CpnL5RmF3R8FNkhZqyh2O60EWS1ThpqjVU1gxsOxvuN1WM2S3rDwmNsmpryo/uPt/ssKpc/pxqyBlzb/wCNM0qzNS+p5/0nn/QeP9B4/wBB4/0Hk/QeL9JE4MV0noRMSocrXSiPj0/Z7nfuCc7wKq7iztPsSQunN7OPR2jq98KdpXWiRQl87qraDgkKr7nn8DSrrpj/AAOaezG9mcq9LH2G2jZohogh3z+ZBmQmx2KAxXRdQrQt58PYabNJDVGhYeZRJZEJPscr7jyrrpjr2HtPZjezITuJh7y3QwSKnknNvwO3DFP5DjB5+yvGOrEYG5wvsK04ijTwZBPEe6NFLalk0vOwmt6yj3nlcHn6rb4F1z2Yf5IB4I0Pst2VcwIyfucmhRfYvk2RDX/B3g72VPmDf9WNRuLcZb/A2SLfJltt9ijry81MKk4yryLone3Qxl8EFnJa1X+5YvdaXkp/Bfn/AKftR6e738MTqYfE+4ZFsX+9si0uXu8r0Q7muqVFhrqiiSsIuzI0fu27jqe1P8DUmnwDte3UPtFU5+/wm2ImWbVs3a6D7T8V7UfIJztualNsBf6nWG3kj6GtI5EX51LdTTMs+VB6Cfl1hIWtjVCNiU6iIPr26h9oqmvn4um/2H11NpGES2qP2zjc1v7ja/Y277lh4SRvm73u4PbdOhJlm5ObNq+0WXsZphTHsIZeQpmSoLgp+3nbBYLn2MQSJfkG2HcegQ8gqRt3anHsN91rMMor92JW00lXeYkpZYQKqKWvT/gq8dbDo9uoulhyFLaL89w/rmlYucIOnl/7t+DjqfIFtgzo7I0t7P2tb6/cK741seh5X0yxZfy58Nx/tqz5bjQOpb/optOUR+edUhO0JIS2q+2rP9H+8P8AeD/cMS6WoIxZbxunGjaRt2Q32XXmdXjwyUz/ANsa5sLx2k7o33FzDjU+5lX5qGzAhrLNFJbWP8L/AJvyMqdUyym25KN3vnLwOjq7baEkLNCpeExKGjS+yQ3a4ipOnRsQ8D043TdYZBpvIyphIZFmahswIaizRyW1gpBTVQ3S1eBya3ZruL2MqWRzS1xWk+kSnaoqXRn0AzXfrqt2J6qtF++5KeBzUcKcjw/lmuBRe6NT7RV9ynYom7dySIp2Qv4bka2gJuWx8In+jQ093JFjUkoQOvsR7ff375LsStDZ8tJu/wDg/wB0aZkz3+TkW0dn/Zq+4wuree6VigOZVLXwY6s0NENaBrhXbolub1q8Txk6gS2j65FoXWX+QJyj5k/I+nUibpsUk3y6ov8A9N0uV0NKJT0zjzqZNM/wB/gD/ACUhLNIXuJ1npKwrvf+TEXJ1omz1ylxXkj/AI7cJlZX0d0qW68sk+JeL2GF51WyW9Jl+UdkjqtyRPT8Q2UtgWHCqOUY3Pt941raqP8AfXn2UE9dzdAtU8oxQuzVf9VtSuSFUvXb1JJYQ7/efwp0koUKFCfTP/I2rT6Jr8G3qV3q9LJW8Sv2Cz0sT39qZDG33b+/+sm1YudPI1dkcr9h4Ew7RQayzf8AMgn/AJW13uQdq2L9KfjuPhhzsxqotOyJbIZfuX5Es9TOy5Qqqg4cjaPyvYk6N/ponRHe7U+3caGJh1l9vvKAaZbqvlf+SklFChQn/mLN7b9QVrqbqyH6+0OP2Hitattfi48ia0h9HRR91RLK7g/t6VT1taId0Q7u2kiaJfti+4vDepC77jHxiGoV1wuhzl1PE/p+ZF/5ChBHpjSfRH/Fy2Yx3PsNzxLzSP7+jrYS/lrVjbX6n7siSucHs8dy7lVUPRNF7acsX6ejX4bHgz1/Ixs2Zdz7k6HBGlT7qF9u75ezIDm18rjuNvL25/8Aj4foknSSdY/46UGWwXLHA/ZcEqEFDzheyno3Da/uLJ3anT7mvYbpVoXsy3Jj7d8u1D2lg6K9KDx3cK2jY4Aqe6r8r/yMklCCCCP+VQ+UuwCT6dO0c4fUu5fXD9WKOi+cCTwNJRtdemn61OWxjnkuSt/0Gbcxzr/yJOkfyU+g6kSi7ROY9W3XrVDalJzQ+NF0cSHeaUe4b0pYTQUwjdXCGxA2hQJ7uiFCJaDRXOTiBM9ptO9JqU7elzjmG7fQm0o+7fpE4pvmnksnnW/ZO97LEvGCzaeLkkbKeD7XZ8PyXtqxWlSjjqVkLivVF7KCXR2/GEnzulXR2ZImW7zbcL9maxr7vwG0Xz+FYN9oz3fi/wDyNPROlChP8OLgdRnJ7mp4pNxj/KnGldFrGadFLNpzGjW2RVpOio+djEn0ETTSwpqajemuZKa+YvzhK93rRYDnWh2cikTrtbQNVnwVjVqN2qS03co3OLPidztVA63tscUbZpzXhkc3GSjkThUeeCxzutUlcS8qtEy/PgTLGWWFkWf/AIsckuLzuOfxXSWdEknYG+bcd7SWraS2JX/4cc/v6Ojr7YfLEoWiYrZLf+jN9uMfLsONPnmeCQWfj/YO2PVTZLekbEc4CrhHjlePtbtMtc/DwOJLtx7jIk2UNXTutKm2j8MoVv8Ayc6R/wAp0Ryzf75GvN8a7PZKJeyo6IjvwN88TP2FZEDseO4/Yvzu6i749jYmz+y86VT/AG0dTwYC0PwuXn3aF4wOrl1b3KQz510JLpJ+tUeaq1BQ9tjRlg85Np4XRuV/5edKE/8AFfcHuTJgiP7nYmFC1tuc2Xbct+ioluGaNguvk6ooM12mgdSMW/5Fnqy9HR0v08+YinruRjadf6oRT4t0jj7R/wCax/xUTd7+RKIl2TUI7fvn1yZIsiQQvW02/v6oNeqeJRGjGWhk+W/8wMGTf0Z+l//EACsQAQACAgEDAwMFAQEBAQAAAAEAESExQRBRYSBxgTCRoUCxwdHwUOHxYP/aAAgBAQABPxCbdXibdO50cJow4jHU4hzD6x+l4+qevv6ScejicR6nXiHp79D6XHQ+ifVIdeJ3+lt10JsdPCcI6TRhGOiEOYerj6B/wH0cTj0d/QQnE4h14j6uGHU9B9LjofRPpPoOvH09uvDr8Jw9o6zV6GcQhzD1cfQP+A+jicejv6CE4nEOvEfVww6noPpcdD6J9J9B9bbrw6uhOE4znCP0OOnH0D6zfcdQlCgULfoH1uPT39BCcTj6fD9A+lx0Pon0n0cenj6L0ejh7Tj7R0R0T+U59Hc4Po8dDT6j6BgiuP8AJS4eKe8paFTqDuLXOD9Q37zid/ocenv1PX3/AEh9Q/U8xj0PE4e0dEeIfvmz0dziH0OPq9q+xz7rBO8zR/OwSsQv+9wfEaObTGS1/E0PwXCqVVVtX9R346d+t/RJ3nHQ6H1OPQfSOp0PVf1zp3+kx1NCcfaOkdEP3zd6uP0fnZZR71oneZ/8cx+ZcDyqsDgWoFAeDoPY1qy6ou9vy+Yw2bve/wCOP1K/x079b9R1J36nQ+px6D656r+udO/0mOpoTQjrHRD983ejOP0G1Lxp7BK7vjn8T/NR89xPxP5WG9Ti/YOpCgGtU5+z/wB3zFe4QeVj+zG4PULVdr+pv8dO/W/UdSd+p0Pqceg+ueq/rnTv9AnEY6jomp7TjOEP3zdOIziH0DqQ0KmADLBSt+b8P6J3wN/9l+5O/l6xfd2x21Z2yztDFyNqvspCxdegTMzyse7XMBUD5vsx5Bm8/wDo+pfsgcX2FsUTheNQV3j55CG0PeyzLk87cx82kLxq9L39N39ffrcXCwOO0jsOWOEnq08OKe7kg8svfb9lwXo33xXcKaZgWIVALogkZMEmgAyq8Qn0WMflAOvfqevZHSBFEcW3vL//ADjNfZ3SGhOspGele989u6vtFac7W2tKK1olbv6/xoMZ8Tf6KiuFyVKrtdrFdHxv70kxruvtdg3URhp4sd0Aj9pXoPsrdD6sTJa3DdAYJ6NJeS9+ZuAPoXEctABH23XsdGMKuvRr9e9i5XgMsIeuGvL3sB+Qv18dK1v9dsFXKCzb+UOkegWnneVrmA8DmWnrdAn4Ahouro1KmJvz3AHq7/R4jHUdJoTjDWG83dOU4Q56vro07/8AtO/i4eudP3Ry/YlZTqm0/dWujT1bRPLwASsFfbb8nnxx00atyvNj5lJv+OUq1fdfrV2/+P2w+0fGsjCxsfYNzoqwLQjsBlYf7b/a5YA3hlF/axgl7OMckGqN0kyag5q2qIL9Y1n9lAM0hK3uMFhDqwhBBqt5dCM2e37cdir3sL+yORhxxBWpwAcsUCdSoscJR7GuHAsunk8AUFsjklSPyvEQDaPz3+c1iWV1JSRVe6gTl2/bo7QTJXDuqqogmbv1qRdZdQvr9v8ADDo3ls7oaLDoTk43Pc6EdKs6u/YtO3LXsdy9nk6IN/eerL7zVBHqpWUGiWut549e7udRVfTs+Ybl6h+VVEOhwWfkYY15+u111Wv/AIXdFvmcSu2HLa9/8YFz76PzgxNQ/aO8W/7uDNga43v+ILKAjdsgXweqiJKvzCPxJTA/HDCfeTWOH4lSnLoZLAuyN68VvmsOy+50Z/TVLFf3Whl11al/c9s5Aze8xOVu62L7nTPXA0Vn99xx+/XTbqf9S+ys2O/x6m6Of/ed/LUl71b19gMrCPbv7TFg941/vpFDIpEpHqei+vDGMdHQcYazZN+rghz6XqEd9uX7sqEZ/wDTTZx7n7J/i8xu/g6XXh6eULX2o9mEcf3p7EMbdQsNO2n46pWnV52YfH11vnNe7JxR0o8XtvnKZy5ootLsS89M6nd6XEm/5TFdV5ES0rXTOmlyzvXv7Q+MxRj7mlIoQ1/D6Si/iMczmeg7xGjzUKSzkQqT5GZkvK974v8ADy03Fu6g0F38dFR4JB0pSzFlUE/wR3pf22Sj2RgdiwU0sqg3k3bwAnnfbuXKstGkC/uJkjvX76ivRF2B33c18mX7dDQSYKY9VUFkZsXo1fvyKRUNodVD74aIGxl5lYEnikZ8uLXiurqrTX/eQ4mf9ezC91stjYOVZ5o+xoII/wDSzJaeGEdXbxUlnh2SwXyt4tizO6lYCaYg79L49wux6h8Xn0V7pHt7eiCUw++PtcOpP2/8f7PkIj4Ls/gDDsiva/uYJvT+MHqUR/bn+yfvb/reJ3zKvjP6YbH38QelRwYtUJETpAIJu79vB7iDfd7bLMgb5/trZ6Z6wH9bfXTwsAfsG8JTY0hhJXbN0VgohLHXHm2m3j3/AI7+V3KuHHmvJiPkufnzkPbamrZazC9W+asVT6awpSlu3zMZNrmCLwMdO4ah/wDXxn21lpSqb8QMwQZpHGpVvFRm7Bv2tqAWUoVLjEtivDdtM2IqvthlATso5xerd4F0hESsOV9kU11pjSzjTxfTfPFfUeup0T0rqmr9LsdJ3937lekfP28a5SjtDi+Ka5O4AYKQOP4ZtexWghn2n/6GH4AUVXGEGEZKxlZI3Pb9MXlHF4HX310ZHnrk9B5VCdqrCKW19dun/wAftgtftK/HatwX/wCO2L5XJPxdYLTCYABQBqcR1eeA+sZ2z5dgQ/gsTW7j0MyowtWvw6ST83Lzpgei2anlIbu32USpF9jW5x6QD/8AZ7OqIf8AiP29CamWFimxOyWMrMyHr2rULn7tDPca+ZC50haD8cDk6r3Hh8yx83RMmPvExHdL/lZ9Sbx1HxefRXVjmShKBmXaqbPCupLz1Njm294HB9rCU1E8ovxF9XSL47na/kNRPNd7FKUeGEudH0sNOaEvhDH7FGIbYOpRhH1Ne8Af+PIn7PX0B6ADKh/6vd0pdrPtbdNriJE+VH5o+EjRE19pN831HrEzZ1bXFV5SHRJp1WqZY4n+0ijrchcXHIi1txbBcrXRobNtSvlJWjp6pxgS9bzRT8nDRW9PnNGZ9lqqGqLBeGGvB4rXIRHHSca/dHTeuvfg/RlAq7o4TY2a4IwOHz0nCItxIq/3g2hSTtdubpOCWzJSiFU15lJ0f2vKDZcVkYxTzU4XotXk3OaCK8y39aY0ebp6VX0UBpEyJHaMAcGIw9r/AGm+uLhdKTp55j/gkc7PkQHfy/jfNARKspMiQlpYeQw3tBVrg6+1OYU7K7T2zDP49FeeKaa5g3uD4CWFPKvRcPrg8gIuwk0b3vnYh8qVvIuOYi3yMTTzasX8H75b9DNhWKjfQ/trCnn6GOyMOyGF/wBnKKN++QMHffdICx8pLtl912Alv2hhey+acoSh3+x57QCyGJUct3Ic4+/lA6mDXXV4p8TJpB5poDyyTgLMlogKbBaAix8pa934/FIr4YlfH6CIV8Udd6Zp0C9H/wDC7osapfwbaD7vhjgaABFfCJmvazYW7D51Ji8beHbKcGgjPwzFfD6CuTH72RfMfsBayHwAjpyT2DYwcH+NVRjX/wBvN+1c27+eCXucLTaDzAMBtWqrq3BUzK9MXWzd+g+3FGqZ9kokKvfP1dYcwFM2zCL4IP3nPxdB3+8b6UH0P1fRVI17gLYuCbJkI3pVufEjprMaqmXvY1SxSa/uIBdnsQmabVVJJjjH02Yu8IiUQyZcQsHodrsjhI1jSQGXkSK0gUkJMHVdxrhA12UeumTskX/sx8qq3GLt8eypXcCqYDr/AH+I7oVR3FPHaIcvmBb8R7WOCWl6HYlg07gnRSwjoj1m35N3lHRoHv2h7tOSM+v2SFFXp8feNy5emho/JPMTdWYw9dggliwE0xcOsOvmjWPFEi3KgFIiIiIkK8Wvr1gu9DZoiFj6B4/YwGtByysabGLBukdoFAOlsHz4NfuMRM7Uux2DwFB9YvaWI41EsB0o6RgaT0eMLNp/vfAuC6NvjNYyFp7/ALcvlL0uwYQ3zuWI+RGCr3gx+ypim/ep9n+g6Y35tLWgc0am3xxgJ7eNps3zMqNOgKp2TW4pSoSFO4+ANiJpGaYJJfnAnzFP79b7RPSn2sOxYIId70lyApCo3p4WgCFGjAHX2wsg/daY/FXJXZJaDYKk1pdKhIlm4aE2I8IkFlsL/wAxPAzxC9tK+mB67NIwkxtT3+0fj0mM9ydtbNxhoDAdjqQKyANg3AP5GOzsW+fcBQyibBPjdlwid1TO+FWgjzt2oYMMoRFu7S+gQvas33QMD3/fIemxHZsKFD2Cul4nO8Vu0KlekO396eGHh3twlnbeDZWGBcsdNtI3WIwVUzMH1RRQTqGt4qdyi4P96vIZwWvvql2aGLeg6FUZNzXm3cmE/fQ/EZFJSBm+J8CEZ1tXBKB12RGGJu3xh3hgu/FwUGELRxSeOR0jAHPK/u5EpfKXiLtqx7vugTkdtPmGgHsAR/u3+YJpHSTzW3/dzJW6YuEXWrHv+6AjC28OYUoPYIs5ZOu6W3NwIP63QJnzOm7+ThisZjPbc64A3+IqPaVDQ1PzkpKu21St3mYvE73g/wBF7nM4smQ9BKuN47TieJqyBT0etdac39kVFSn5KSG3897cfy03wgoRauKaBrrBBYpe+KGxvQKkD49e3h+7KJ9w9tXU2l7vAlHREnasV5tVTBe7J/8AsI3XySNWxOb3mE2p0S2/MwUbJZLiGi2Z1xFJ4OWzMaWenk9BxKb3IPttZrdEOs9jLNwCeUG5XzMEk9+xmgGkdNFEP1Tc/Q1D0H0D/gPpf0fYzTHuTcO0G1McM8nXFfQH23vtDFCW+18EtpZZn+IVVRIMUnX1mgAoxSVlOucRB2MEuVT9VUWMRYbNbhPfCCAVvfOgzwVDZjbNamXIzNbTlxs+45j+cVg0UAGgCCILGrfRcXUdsZSshAv9WhBa27YJDIYMCas2Lu4Eug1WCQobYnkf18OBgoC9AEaZ7tE01pokUP0/c/SP/XPr7LIcOYOjEYSlk5oZKguAW3Nsw6pXTf0O/of/AMNXfrP/AAhs/mJWSVZ9xMS0E1FS6KFd0lnfeCAMPES60GoaqWwopzAN5Xf9Af8AdrvQ/TV1OmP1Jj4Rm2mF/hYRGSAss5TiZNUxQ7R0eaZVdsRaG1iLEzCUE5lYU5mTbC8OCHYmn6lek+klXZ4rYhkRLE+lx/yq/Q39Dj9Rn2ISU0zld4JEprUVnvgNhxzMYM2qjeiBAm8wTBktMKMsqUKZSZKcyrGmJeWo8jU2YmKhCH0X9Jx6n/snS/Sfqs72EdN9pnuQgbQqce0oCALhoggJUDBHb7SGVFroiN3MExdFSslcGRetE7miDeFqOUHE1qa+ges//JV+uYn3HkhO7Q54ZJ4qM0TeCCoO9sLJY7gq6aCb9xgItm6UEzrvWEDAWOplo+IF7XaIjiE1aKCDQBMAkDd/Wr/9jsN7ixHCwxG01C1zD+DCYH5zMV0G33g0LDiR5Dwi1G5cQ5j4kEdcmiMbvowQ2l3tm10lVwY96Vi7mRG+ng+rx/8Ar9GrYxBR4JFnaR+YzPl6JaWreUo1h77sFnE0izcmhb0SkSKdERS3fUDZxs4AIsUBDvShdw3NLNN9K/8Ayp+nv9BYd78RKaX5YWlx2d4lI54z2gW382UFIkiroDgjT7zRBLK+CUbvowM2hOMvQ1eOzSysEZmFuYSVdy+8KrrvHTfXV9e//EP1lSv19dL9F/UosDDcNPtsLsT4BwRpHNZWV4pko7W/yTBt7SVTc31Ecpi8Evc4CIQNEprzKgNoLaZqyDTCaah0zvpxfrxX/fICtBYRdN8dCvUQePWQ6Hor6NfS79b+okhGoYg6OU0xQ0inLIt8Sg4h8pWYYOKlLUH2pqDYlVjYZSrGZGVbcawjNxY2LfTiuuXB0M49J1Op+t4h+rECq0EtLq8YFXtB/PW2BJ54wwdre+FCiJX0q6HofRXSv0/hcSk0wzfHLBLwBGKV9ztKvTbbKFh4Qx0wbqMIHIRUQ3Cl3FjTBapYUXcJmygRq2oUNvQw2dD0qrb04/WkP0z9K3gpioTfr3GNJ6f2MRkqkfUB6LZa6IC1TSQ9V98WjHdkorqukKUTugWuCMxEwCaRHIjx0ejLRGN0C0RIuqFZbqNDv9N+rS82blw79FwHum5uhKjpzwEE7kDQwVNqy+Q3ByCxm1kANjPNYi2rKQ6MVd29MABvpeA6W10cV0u4CzVgPLiK0u45hTxdiG4echCxQ9ukFmhJYD7RFNn7wWl9yoEwT5T8xRCn9WfXPRUfSJBgt8Hb6QsOPNcPRj/gzNzTu7/C/wCEYeKUG/MePcEscg9AcMOAX31MrwnOXQMDI3chHyA7YFjvB5uftyWKrNdVsQbw34WFR1lkTC8UWIjD/t2HkatPk6e39pnX7yTNd3SUxgKCF8k2+f5lFvXRkPhKqe/mF2+52girQDKio9yKgd7KgQhL2WDsvLTwz6GBhXb0O5Olo70KRCHoL82obMfbPpqZ2hpMz8LK+LysnehALIKmhANtKp3cKrd0P7oiERkNOZs0R8C2G+/fXauJXZIb/wAZ47qfRERdk7BrRAatpys0t3JYsp1LRIolQohvrUtPtNJhVr3AuJbUC1dBalneU51LuFX2dDcazGKIiugOxuG6U77fYmFQeAE1H5c2/wAGI7je70wB3colRAguiJrT8we/ckbSf47w1aPkfciayf42Q1Spyr/QG6hyMOSHJD9CfUEwvO6Z/wCPCO68Nht8YMyc+Hhrt5JhN3cfG3Ycwdfy6/AeCGfssdH8JO8c1849A6kvhTDVXoJVZT+w9T8HVfhyFI/PigSwvV7TNB8f4nR5AQlFE5fHdRYt4NqqHST6B6PkjxR1Vd5zyfvKxX5TJn+3R7XFNaiWA8EM2IO38UT8nq58+s2PykGK7Z7Sqp8zBCsN+yF7oRl1VI3hOyLlSb2QGO574UqUzgv2h0+atFJTBoHgLhXd+7zEOc9ulFuMKPTTjs69m5T/AH+yodxDj0h7A0ibjXQSuRgfRqVN8wCh2QB0QUN25QwbNwXxEziMt74W5ghq1nL3mo4OiUGbXL0qtrvpWL6Yhd/b7SraPnv+eYuiDn+upc2jtoh1HCekKoV7dS2Dt18Ry2e5MSB7uPuJpn4J+BOSwcmD7OmeE1J9B9FWXOLI4pjhhw2RP1Nei65fgOn+f2z/ACeCUFKLdcmBdO6AZYG0G/Kk0EPJhPAlvR3YyO/px79k9KtwuVurcwOXDheA7fc4zp6vyscrcrrfiGTrC/4R5dpbYJazzckrarvUvf3Z/jAuF66Z4HRuD6m0xO1FFAWq1Psit8OLhrM+7en3xKvjAV7DWt18mN0YPalX5WOd726+BrfaFR0cZeZUkMesO+XJaoBHp6zffzXUQb/771cQU0nzvuZe5G/r/wAP71x/myOcbZeZH3xfqON97jJoLnQHiTWRhnzk98IsCWkHq0yZS4ufB3tr4EXzTj9mvO4NUA+5ynmzt3jJX7bC3r22BJi1YIfCXY95zK7lSpn0ZwdWmAwFcs7KCUTkmjNxsZ2EbhaWzdCUh8S7ysAsX26AbVwdBauuQ+eZfYlPBZ+f6EvxVe233enfolU6gGi3RtDZknl6Hh646p5Gz0bxDkcj8SrMPc/9T4hFQHINl7f2jbtUlP0dMN0zlBsSGUczIF1MiofojVGNriD6gEI/1H8T/C/xP9X/ABH/AAf7T/PfxC2Yv4hyUm7ntcvOvvh1kjIFI+Tp/n9s/wAngh58watE+5x7oMzyd0qFOLarEAlHvDioh6aHZI9JUewR6HU+gqQoF51S1xNV16zozs+2/e6CEtOe6ze4QJ39B0IQ+k2iVCjMttj4DN0a5g3ZDVQUsJQc5IRFo/MC2o1bVp3h27wAoNnfoiGXcfWO66JQlwqc+CPpdtvL56KuXo0hR0rJvN66HY6lWu+zt17Kze+vZXN36c1XoUWgdste5BgnDgfweziIqiyiV7hyeT1mSVcZCHZDv4Y7zUxYRwyufrnWvWPt46rh6DgOazoveHqKALcH1rcuL0P3Oa94Abb9eSR5VVen+P2z/J4Ifgsr+MlO46SkjoH7HLu1DNj+pe2dg3A5e4aJ3Sq+lV18Z0PV+Fye19IWH+PU5MvY9GyHMIbh9Dv9HsLBQVcWLsAcYaRF1R7xW3qIFRTV8HRAGcvSjnl6Bds3hwnLKkFMXwf2xYqlzfShdl4o6C2loeZ35OlJs6J0etUL56EaGgDq1xadAi2q7emMrz0xhWb36DgbQNe0zNbWuE9hyiNwbHrp6GIFIh24LDkn3p3nJDVWoYV2h9U9P20Y69/TcuHYrp/j9sH1iA3VC6d4gwoq+eRs3LjqtNYOcTLD6zR2sJ/lf4mID5WrvT6Fc45u+DpRXAzK3lo3Ud5Ve6wl0GyGnW81LEFJYozl7aULRoWOJdZIArsXi0J1dtbh7S2nSNN7uZ2zBIOvN7txYxezGIFlilBoSJyDoD+6IZCK8lVM2ag82JnXS1rcY91KeeNe1oywp0H3fYMko491cIVqPIQGYLHxgbg1lSrBKTv5SEV0gfCOHBsF4lDp+Y6jRQxm6pf5bQAGb33m02N8CE17r1rWgBqjbYeuG+52jmVQYH7bML5I5b7vkzDO8ZbLFouKOSymmP1rt6Eag26lRwCUNxzCpFle4GzdUdM1XBKNq9My9DEBV0RuonHb+2Xdn5n3heQdaa6BIvBjq27emPdfxXQ6hVHVFo6lcr6eL46m+lmqvZsHZOY6wotP/qPEpCmg66DNzcbLOEuBvDPssMxwwzxu/hiZv0pIh0Oa6VhenFSxjrDp/n9soVgq3wKqf/JlJLaxV7oCL0vE/wD05U6hjmXjHB6FaorxOnCfdqUsexBl15r86wdF/wDb75SuaHoRPzJdGntKXD6ykRq7JyPxddED2mMwbk7IGNq1l/OJLh/TjdjxmRZV+0/wZTam5Tmb6Ah/bXV88q5nUngUs11XU7i4ZtaxxNbPsffGYrSiLN/GYI1n1SqxosEBWXCSWazaui3falBa/soHbQ84DfI3+ZM9naXaBnmOvS/Ru9mUyoN3S+bTapSUYlmU88wat0AGjoouCGgVg5BZg7TiLxwJkeJah0pTkvEIRFdBU3Q9CJXIy4lXt1rF9FchF63QU5YGtXK5479aavqq1fopN8+gkiixI4AbjR5HaEz5XGnw9noWKDEWuyffJgjNTF5R3hqU23qEOzpk6Y9Z6D08g43L6Zq2t9K7nRqcTTnyRgbCxmP+nGUcPNqB36GIrTRGHxJPEk8ST8y/x0Awiuh/MyzFvMLq2AhIoOTtekMjCI3sFHLhjeo/Viapt22yze7lF4cWJRaK0ASjqtMK7NqVuEmuBQWloNHRkjW+JV6dNMLGLFFIKAomSYzJeAiQ1rkBPazA3+2YN9e6ov7rcl3E0x0lWSPuWZu/sw12mrO6lBKKDQve1ALqL+uxx90Rc3KfOgFNC5ZQEHiC1caHARb8fUK36qaxu7O7y3jtmopXVPNiLP8A2uJLFxd2J2dtEMkNMNQhqGpx9Gm4tnFO7HFyLm+Zf36NuVl2UE2lmdEswgE7WiB4Go7RNYUI1eNdAaviK2+hYXqJhKgVRDoaSh89baq2jrnXpJi2sHF9O1dRDKD0fEa4OjChWLdf+vMc0raH+GPCTQe8Mp3mKJhbqOrmyTV5xEzEZwvop9TD0lO+uKnoraGpdtrAvB1xnpntX+UEFjY8/Qsla91Ry7XRwTMG8Q5nE3GyE3CMZshOYziEVNTTBNlkNd2GRGZWM5mpzCYKQww3TDeYQ2whzDn6KXGZ5JURV65IJYdw0kGrIULcMtd40LC86gKgTHJLEJBagYuK4cHQGSLaroFOdRq2ugVlLJyxs1O0C6KNStu/VR0dCLaq29AUvgiqq9CWuVXpTKtJ0I4U3T0XK1PMMwy1KXmHIQM0w8or9n9kdKbM8CRyHkmozYMxAl+moN4Qtqdy+l7Zx059e/VOKzcOlUpfTi+hp6Gno4e09pVm9zSelULkVol4J3WkXvaFDicM7Q3U5E5HRpjiM2dBhiTZcMlQY4ejZMhnYzBhY9BKhw2xw9o9kdxwx3Hc5nM5+jTdGKGNLIFUYjVHKUNRAiYu4EVYz4jBj/VodiAG+lRp4bjltgLCrW5iqdCaKjvLarjoM9kwTSJ3qj7y98Jkg03oi11CLtfKyhTCPYH4wTaPcxxh9whr5/nTD3/q7ktNdZXcRLE6a5voFi8HQ56JSj0pq6goMx3YURxNrxRMjMepzTh7P5m1Uht8iZR2l27JVG2pyGbR3ZGVYpLUzCrthK69/TXQ6HolYrz36FdcXgo6ZYBTb0E2IRm4J7Gc4e1Ivg/P/mY0e0S9I+WF5hqFr8Q2joju47jhj3jkuGSdkMMe5HJcMiQw0xsZkWT8EyGNuhVrJ3E7pkGOiEaYytMoYdR0R1cY/SV3F1Ez8MPJFS5mBh7QUYFszqZMQqa9/nxMy5sefMVDmAUrLJUDiUZpcVw6CReCfcituj1BXgCAjHugv7JW63n/APImJCml3+IVQhxgfibgFLfUCnvCGPUkiL2JaKfhi2H4X7kMcB8f5I9fV7Be1zILwtgLQ5wqdNNdMQGlm7qF4bCGRhS+83G1NDEzyfk7Tiye7yps8zNfeVgHE5DUzbIh1CqhDFzMW1YZF6odO/0Ct31n7dKsvoFoLVcXDLO5fVJWLrEtcs2TgjxiEd5wEJNpudxuDMZCTsZtEmy5kUwyiVmJZcMiTtYK4LWQ8kc36JldyZImaJkiZI1MlMkQyob9BnocTj6JAs2TMQI3uOrGJb3TK8MyrmSF7hw7WYzEMvH/ALACHcthLsjKdxALGLxgtqFCjDJUzviA1KC0um+F59hAEe4K35f6lkDNooRi26Vi1iq29AqrDO7COTARVppSPfpSENKveGosEO4Wvc4lng2My9n+46BBsYcwzizplJApyqFFdkvaTMIZccLyTMxX24fB4ZTQnYnfv8waJxhqGNIkIM0ZpuNTi5awq89Kavrp6GbheuldTDD0bzz0pjUrFxdThb51MuO0IVm5ythdp/PUbpn4johtTlHg6dkmiTmTdIYpEgOSaTsYZRKyTSK7GGFGOVwckTJD5SZonIm6pmkwRMkmDJgyYMmCk2SHQckIaSHJ9GgpsRXBpgbOGEKEolmyaS2C2k66Gcx4PHBFHKq1jnIYlSuUAKsElJgXqOLCUmC3lDVjMyQXBToJewHf8HdjrfrX+TiG1CZpeGVi5UQC8WW14a7DFdLmzc0oA9AebIOQdAuGLKvpU0su2B2sj8StCBi2T3cniOcnoaf6Y1NESAKSOsMKakENIZomQuHkg15/sIwHWnud4YQO9sywDMYiYtFQxY9Kt0KpV6tcdDfXhv01XPX+nTFQtxCs2XDtDbUMNMNy2k3mqw3YD2ngjhIEnQe5DDY6zYjidTqHEYZgss6S4ZlxOSFDzMMMy7g4TSGCTkpmKGuMxHBZiIxDDQjAsxlxeOJ1Go5nM0zTOfosb2k1W4mVKGLIYs3hmZZMzIi8757ERCng0sLw0Sx5wN2It8O0ca2lGyBZNvciWwql3mb5/gQVXxuf6EbXvscERfXBTdeIy3XN3d2CMdDZaji487GO/ghVf6qPukq+fv5tm34b7SEP+KDWVdJErun/ABdhgg0/w/c4A2VxvJlYuUViKsCybACBNkSFlWlteL58xSDy3vxf7m3NzpZsMcFmp1HNwwSHAm4d2+TkgsbpTzyPicBBMBbKCkHbiOcb3MJDOoYvomPeb2dNeyeWBbBS66U2euSDrKAWDU0zmyNDHu5iRWsMuZqw4WbI3HLC8Fd8oAoUdHYDC27e+MaYfabJqSZiMwzIPQyozJTFKyUGzcHhJTpqVeSbwzJhle4lVkickS8kSlm4mbnp/eOl98j8hGGQZkWZBnBnd0MYx19JoRdR3V8TPaOiibhQ0TPtbh2bZbeDb+X9ETs72wVXOUaQGe+FmHEIjcIF7Qoo7gu0M64hwN77EAVPvPJ8S3pOYRAzIDFUuJUra0HK9juwJCW2Tx/lQlV/eWshxLsDM0QxhcMFIIk8/wB+fu8cl3bkv3lTIJlcBzTD9wDwpDWbALoDxSXvk9v3LH8kV1ytVvLmnvDjrr1f5vvCXnsqPzs1fNSjkyMDaXBmmJGpCjVLyTNqMvZXbBpNqCOE/Z8SwPNpNr7Q2jHJNSTIsiZSJE55uhshQ6Tt/JHYb5XiNPEDVmLwIUkHiGHpmY6NNMxxMuC1YINpZ1xT1xxAXUodPXJ0aj32sszhGTM7KzBMpCqUBAwH4/oChNqNQIEkE1RmKqVfGoSnjlmlEb6BDOU0BlQV8sOqircXKSsQ+hXJ0qmyVkNM+0w1cMwXumKxzc1hkiYoYUpQWoFqFqEvdjR0vKRhmDJUNVCEPolXY7g0O0Gk0OERcYL7kpPc7IW0yoVDPLyu4NLlwfK57iKDlmDkGYXi6lbmol4TBggltoO8CBp8e/t7EYG4Y2/iY24UG9Q29Yntzn70JSeEvvqM/CLEEpayfKyzHzQGry2VtfJb+BYac34/Zn+6blLsL8jLx/UI6y3YOPuqfFGfe/jHoy0+/pH27B8pCDkbpVhnADpq8BP3gUFPl+4pRmZO/eJU1SJthtOcv6FSl6PdLblms7PD5JkyZuM0pzcy06lXvhiWrNqRKUyxgWnsm1nB7P8AUEBIOFl2QlVGZcwqumtx6FO2FnTYqw7dEJf4hCGEXoErE7mMphOwgX7ZyUCvJiYIdhDrO2dnViBRQBawjz3n+3Bnu39vJES1cV/5hU8JfvJddKHSjYnD0EIYanJ3ljZK5dDvCAVXfYhp81E/DswJ4I5l1vTzBkfoUJvArMnmTSukzdsaa+Ai7g4/mY+eie6pqnyQ88SPTRHNIggF4FiLXg2rIQpZtNxlroe84xVgqsDBXMqujLcHozeLtKUpGxrtFfnchmIwrPUCWlbMAoI33EbZvpAwXQHyWI+p/jWtETCZ2GYjAMtQf6N8wUCm+4inrnizerCLJXakWjYgljCczn9sMvmMlzxJIHgqm2GCKeXaoNTCNqNM0x3ce/0nYLUWY/ERe8QZTtHXshmmARd9cQBzZ/4irbyrbChaFxAvaWGkwbNwbvZBcHXeeGo9yAuUPkf2xy8JjsE17JKp5JVIPURptnzQ7XHp2zszu0wO0WLL0eEjF9xeJt80RfDHXn/dxh2bsj9ymuzTEiawcFv5DfZEi0ac/ZmX+hEat8eG1qvSInCEuyTewbV7q2xv6u03VYEUTbapQK+K61LzfqPFvP4eSRnUDiU1geIBxEens9sg/agfdTspD73E5WkcJC1T99i5bZzhK22KKmqQhmnUFnThvNkwUmrWe7x/bpN1m4icJVbhRpg7gYVwyo1LvRpjuloaP2dzvaoiIafKFiUyMLLOj0KzcGr6cXcHTolS7AhmGUZjEB3fSKGU1CYCVcm2DDeWaBHYR3KAl+iN3/u8aC87vg/sXwQ33IT7kEhfL2vY2r+IGZ+0D4TENd/Og8hKKRETCMQREsnaTZ7dKn4aZxp1tPSGP32IlRyqa2WBbMjnd6e4lxBWT362V3dqqFWto4auPlGvcvu4XA/eeOm32+/i0HVo8XbJwFG5G+WFSC23Fl3eNroBJ0fxWA/ez9b4d7+NEXHZ0T7LEOvn8Vgt2fDWbqnP+fGwk078unt8UJt3Zref90LXeL83UQ5GD9t/ik+2hu03abJsnEPo6TLyQB4VGW7Y16e0by77mozeZ3HNQTR2+DBDmyjdPghRzA13JnTUSGBBuwhwYtwvOP2IIO+ftLTim5vCbyQ2pPGO67AFPYlPum2v3GrtF4lCI2vicfvX+H+C8SrGHccHC3gjGYfjePAHI8N0x19r55ijusDaL0HFBXxMVfcP2vNBFCJm/f7O6/tjXAiCf7txB4SQnz8hnmrnzAFlGqZoGAlzx19hU071TzBPmjHJdDuCg6LBe22DvnOkgs6yW2+5BtTTMEjBIwwnK4fRFniZtwXDeR9w5HuQ7MPtY8jUeyawNZeCXYncNJuRW8aXwwe0KXyQu6hLTZETMamWFUzXRJdkO0RIpsKlnUyZLJ3iYvvMtu2JpVWyvQ0G8TAn4k5JroOPQe8M5dXwdKzGonXcQj/uqj4QFgrii1BOMuodjFqCliwy2DGcMXPOY5GOzB3j5hlzTabyMc61r1GvbSV+/wB9/wCenzO3Uy6ZJEDbLeJpbfZv5YQ5gu4dwH3GGn5BCKoAcsUMVzgLsk0DGxV67Xvs/siN7yt94Z5Gh/e1iFOtUoBEAikbsAKkAoAqhM2zPzmDBvHYcB7sBnwFFtLsZlnifJff3liAp44feJALuxYQAMknquFZ8RS5jRhFgG+Qz53r88sQlNFet4kAu7FjUwSJmgAlScUF2wGgjh2wfv3hHN4bGCtnCkwk0fH76UuKKZpI1i4aBewq/lmobmmppmvpZ2ziU6aZeOwzMC9RmXbRemF76i4Of3GdkjR8Qc1pM5ueyJxYENJAqt00zZMGLRMwBG7Y8o/iCuN72M1mazOftMuVSebijtA1G0KrwMX4GV9+aYnOoAFWJOjS0alrihNKRg3WfPVP8sQdSr8bAw6ewN+9/wCRUvX+jcRClljqu4M7SnYsnt0TyLip4xbbaah94+S8yf4fmD6vVSk/a3mByMM+tu9O1Y7s6upaBZixqwnm0Wt19/XXfDQ5Jcla5CfxmR1PNW/hNhSmd0GAFjyYRt2HwV+GyclMM4W6dcTOun8RsafJMru+7yfJBYNfYQbsgaxpDO3U1wQ3d8Re0pRJZlXqBC1gH7Yi7SrtFEhkqUyMMdBFhDDmPSmRg2iJFEhpuZWXRN2curJX2kDKwZwIGiGRHiBdFYMdxhGO19Ac2H7/ANHSubB363/PHBXZcAwPgg+5nXheWqiRaO04bJaAlGdovfE5f990R8/XxWDofZo+jiGSDZB79GPQz1QR7CCS3LMdCvBLe0zM9MbmD2Z46bJxj6lA9mpjQxlcx34mXsN+Zg32iym8vvm1O3BMFrPeFXHRBTx4Zm/dxExSNO6G1zTDmzUpqCZfPExo4ae/LDBtyQb30IoyX2AM0w9qiupEGjQxti45PlzDe48vKvuiH3kpipW8lZPAURlSjkv+XzKJkgYLUgr2DNg05mn8db754jVvN7rjm5tm0/7KXtaB2g0w56+en8M2L+9qfuIiOyHTLrmFr4xT32ikVb7oBLCXki0fe0xsSUEnZsPhKThhFvKA/Nt9l7Mb38C5vaMXLceHtXZlJfj80sfR492tfjgVA0x5JVPMM2oqww4QGtWv5gC8hWu3JHkcTBuDWnBDZS2bojAZILzBspwIM/DOaaahKtNNkY1slrAuE1mJCmE64ZSSl4mW6xZE5zdm81ltagLsvbM/+rgz/mwFt/M44H7uADGV4iD+5UDhzN/EwCDT8dHvuj3wCEaaAKW8rY8nQ8Yftjs/G4NEu7eGL8XMVUZxg0R4LCNR+dQ5/YsMOosRpGKDa1LWZ6Q8Vtt++pZod5SG+ajLfjdF9KrrjCE0xm8ytYQQa9XZH5ZshDEe5HJu2WUAbiYUwTtlBCs09BpUReeEi+ILHnrhorDaIORLIG2ThSsTBzKTLFlbb+8iQ0yyeZqa+monQ2d5l9mCIYs5TY55eIhp4fmYNJTqpaPNW7hEc/mROSAsOiKl4cTfsYHzylWZZhA3DJTLa1T73BPJm1mo5yReBMGCV37XCzwF7dJ2uwFr4IMxg0FzaO7L5lnI7/Hyhl2YK3sEaDiN5IO2s9v5FeIaz6ET8v2j2J4RW1DXvJ7FoqP3G8n9nAjsVsL91v5BhY3qOtSPFTTA93QTvG1wRoIx/SxJ12V6OIIZQnlheBLDW8ftiAgOQKD4ZDqq1MwN5qe7Y9m7mT5e7vVMbmoOT4j5xxKO2U0vVTuhvqFqF7rojKkolWKYw8kFc3EK3kMPbSS8tKPjXMpxGgEiAUYDBWeBmUgqWKVLh2DFlLmYYLSpyINX0FRpJYVMHMcMDt5gmPMI3bLW1BSJsmzDUykSAGJTceRKGEA6As+BPHQLl7pLf4c5eUwyOWnUvtIPlo/KRXZo2/FJe7Ly/C7k5rGQl7qN0/kP4xh+8Drx43gO0UvrH33GTKY+u+IPAUdO7v7cddGS8LeRmhij0uU+q1BwK4R23WpLAEDBte5TRojamqjFuwJeVNtiYNMwtecftFfixiWTA5rwtk3vLMssU7rPgFNQNb5ZXbXYxta835asSy54iJAjYM2icpeIXgkFVcsXuou7YVSpu3NcqeRnjBMlyRG9yj9XeCcRinaubpY53MbGfNj89Lbb+B2Pc8rdbbUnNjVmLlb9+dg1UysuKH1Pu01Ny2hZ7WliRS1v1tfKvZB9IgZ5dzhWXtaYuWmpHzvYfXwVD4CXOjavY2clF6n4HXc9M6lsupcRpGsoHKzQs0ucgQzPwniCksrS2xMuD90v6GcmTzNjex3ghVM8V2lvfPMRTxblQfKWcaLqC4POmDQ53Bddk7TATbeibrYN2Za94pTlVDbbb+DBMYcwcQXYmXUzFNz4M/sHH13ntI/GgPeSbQYtrgt0PLRGqMdnB7KJ7IZtK1gcnObWZgl2veiCjbzTHM6yfYnFTdwflhb5InMfeEz+ZxD3zFTHZhEa74oTDqdL7h7rQ5Uf+vc1hU7BJe3LXB7dPlF8PwWPzOfwj91DNV7feTPxPtGflwfmHhEA9GqwDghCkNaC+75FYHhlgHlMyqjmhiPcMcxpIcKITvNPszCGR+EGlQ2GYMKw4mVTmF3GbUzSksDhGWJabIYW4QwzT0Y5gWRbGFjKGNIQFVdTZA3NVgJFVJvNmGuhowYOKYExx6bl4lusae51v5ftT+w2TVl8LEwo+yMR35GngMGDZvb/AO+Tx9TqO6uCFTmWd4gfxcv/AAx9lOes6zY188zbaxKBQLVB5Zj/AJPP7bXwUEKNmqKTTcGc/fuL+KhXLbYu8IfahH4SD73u7LnkS8IIebrPxKIT3+dbq0DGz/8AA/dsov7i1NUcwP7xntqj32ayWON3nNn5wlD37L73XLnX8syVVI5eb97MZYNn67jmNjtIGdHc3q3D05ydSEhnXlGqGNXgsEFEAr+sMV+pxzuHVDHqyFMCllVf5HmTFsxvXtX9Q3IYG6a4zjQBZuzp720331auiPOBXYjQEqx8OVQxRGhmy1+qXeeJ9COsZ34jLQbwlaueoNEM5lWcd5UXRFlnHUJhlMi9st7kRwHcAVXzPHiYYLNsryEFLjBLpmYbSMi4LfYtg7w+U7rFDt4maqhuzt5s/eQ5CB+2Rl+WoYxYR3S9bJbfZ5yDX3V+ZljKzaau2v3+FI22E61+7F6roKNDxlxE4Mxa9RtBjyZ94tVHUVm1qq73HoZW5i/MVKDKwTH6+3Ga9rg0cHQd75J5Q3A7cjkRi8CZzc6IdStj7uQhqIYhiqPwYNrhVfEcHqnj/wDLgIC0uuYedTmuJdqI/lHmczOCPvOGZcxuFsqYYClzSLcUJdy7IQtyV0QoSbLlXabILi2QwxLSnEq7mPCCVgYhIssk4MmwmMTpFSYfStDHoBaUq7m9DQ7PVG2QKaf2JCi1sw3bginzmNz4nK9pdN5JqlUeIks8Vz2Gz5QvthMbRCnRxfPBjbeS5WVa+gYz6C2/QrD2l0o3LmM17ktMRXIl4Abj0BRbFgXFCZZr6ohwDcQQ0ae8bTTF6gxVz1OytObha3gCWdhU5TRG1TRK8cCxWMpuKjBcO8pU85NRnIKsUaQVKhepSMzCbywVDOzuWOxl8xClb9oj4/dCRN+CGfjLPvUy4duKufYljLnQu8j8yDbyps5SO5WcBcqgN8MIfZUR2L9zg46hW5niW1XKsbNyEiuSgPvC1Bnas573bJxtJd3boFx0gibopxXkckP2HZWZeSA8P88zwYrcFP4Ra3YLaKUnAQrSIk4qRLJd8r5SxkVNQfi4l9cI+4Q4TZUsBW5oxkozalxNj7kpguDDOZpmZMOZphlTBj7fxNWQW1ORAzNhHDcFTLJKu8G6EJkY0wieWFozizizYZsQ4oSrBNzOKgl+l7dOk1GClX5xd4hd7eueJVEx9WKNPZAHoq6H5j1612DqOEiVp6336ZavjoTaq5Y1bRR0wFgVACiWSstwS4naljcvv0CotwLi8HTX1uXDu7wrJiFi9sV2h1G3bmVcmkRgyqsGxylp57ZVU4jUKLZG4LENpvKElczG2qcl8S21OW7RfNS2KuZlzCucWPDQJbCmWDPYXPkIYyzYAnvjeVQwo5FDAtaWiCPOPmyv0qhLLRohnd0/bE/dAYO3fNN+ILLz/wAbVANFRttWy7uDJDSfxD7cfKw8OH3wcKFI4raTPwpo91YuiTfKC+yMx0o7Nzfk2OIP+94wFXhEjCKXner7YYe6iMAzKBmwvLHtp3a5EC4XciiY3MaSqzvcwF6ZalTZCqgWTZNk2XLuVB7zuxplbTKVdrnBUAjE1ABDB0wWneFTIJKgROqwuUB0+3TadHq3LmHLiLc2tQrmIMR2tMy5+wMR9IyM7DR7syfdjg6W0kQOi68J1pCd+rlwR7J956TgJaQOmdylHEVmCLfTR00dDB9U1ZGUabhwNRgW4Jh8Ixb3iu+ZavKNwUGWYhOJEgcVC8hAV89AQ4ZipcC1UFpCD7QS9fLm0wwlM7oYIrgg0JBcC9EqCTRMjDZLOa6U7rvrGb4yeQhte5cR+IUfMC3KOmieE7Agt0Yg9kSQ8tG7mgMrK3o81jfMZ1L3FZ2/gwXWbZ1HdD0GG2CXHhHiH5DpzGrxHEMM5jhha94AXnU1cOb7Qhhz0IaY5WdBlYmO6zNHZNFTG1MVIaO88WGI7IVBZ0tHUyvNRbZyYXlIKQql5hcC2oVaLCs3M+g7skMMvyqiTCrhpXknMJph20QalHG+qqVXTL3Q6YqGGzpay8SyvMLMzkhMmNqYKgXMRQynTMxKjrroOXoRYfUFo+Y23E35lhFjVDnNKGG6lVxyzXBqZGqCC4vEF2LqBaGUEYyiliRbbIn4GveAsGUBdMxdOpi4oyq11EK9sH3lDpZLgYWF7iqtjUPiYOyw2oGGzGZuEHxt/Q4LIGI7D+5vYPOW4PTtuKuh+9OycJdMWU3jF2/eoQTpbR26BwVHMMLpH+/bJWGOusrvg0niVKCLS2r3XljCruAXFvEKqELBKhG54mfuM4qGkgWMMkuyphgFFlxaFGU5lzFE2LHM2TSGUTRGbKZlEPvx2HMwaR7GIGyDZYgYDJNwn3kYeg7bCCWeWayJkJkEheAQwzTZ6DoO5isOYidCYp6EMj49Bp6YdHQqlv2OrhqZFd5UIyooaN9UNxGQwRiMMsIwIwj1Pp5vsmpnnjtJUgSlVBsDemP2jBYFpHMy97jblBHCURiEUjLGECnWsXNLhYWa/wDi5ZkLJTSS4POUrZmFBJTMMy3UKqCjd+dV6Ulv2MD4hAzE3hLg7XQY+UQ/ypdj5cxbOlJaElqtl8GB/hyxhy6ONTU5uUwdpcXRcOiBMkMM5mlIYZQ7BowEKHumxhzxR2X3mNJ80xyl7xHJ7j+2didRqG7vszdpIQ4lacoUR/xeZdz2Y255LUo8sacPxzncjnflqasVUTm06WAsWqxVBRHaN94ZtXQLgCtsApzMcM2olegrNkpC3q229DtHCkFMj0OeiIoysX0tqr6FcwK0RYV5JlgDLKyiKYEEadAmjoYOmi/q7JgVphnXN6me8RbczeGWB8kKJ2Uy1GTcyYWIFwM1DKoZQhnZJTFRCYl2CC0kanaKZSZlSdJASuJCSLLzELxEqDsQ4JlwEIn5WJkQyJF0BmBFW4JjUcQjWNModBoSFuoZ+RPYHlgbl4qoCz4m+wgs6YjcuYqYOES4XvOKgWQmUmEgXa4ClxbiuHdm9olHQlPQm4CXWpA3AEhiMiCKBBCQJDKJ4YMsFaYsuhUSYCV7AQfCBgOxPAnjQ10g2h7VCe8xs5RlMNrLk5lNu5LzcGhstejhxF6X0JxUAoMQquydSd+h29B0Lp9HFVKxfRmKw5gNsVUANsVepL2w4sslOOgR6n1LTQpOZZoxmFq0YGRN/tCzbxHQeCF7OoXBeELi7Rsje5mZjR4u07NSxSBmrgA1EhSrLR7QhqXs2GE8A18OSNC4DUO4zcQhU5tJEce3aguLfhhGHdYJr+sIP5r9mVHULOmYO7VLQjjEMtTtgNvsQ+zLfd6EYZAroUV0yqhUC2iF75iCDc2zULMSgw3NNTNiDVzbznDLTEG7DYw+2XWKkJlUGvkg8gjWLcESCFzz5x3JfPmWOBKrTLeis3kaiWZAWoW23kgOQzJnvL1Oo5bgMDfiVjyy1yovlDlagNuuxggNF+Idgg/3ggLm+IbjT8HuTLiJ1OgW0dMU9+0Bz0SmnoRriFF3b2gtqXxBS2KuWWyzAlXcTBYxDFQIvB01019SyVomna35m39sRZ7kp5m46Q0xGQaczJOd1FvIRaS4ZUhgkMKiLxEoxgW/WhEz+PaiNgRpIZ6tgsss7nMFMXUgvYMBB0C2IlNcFGZc/wBuuBd65U7Sb7cYmCLAxfSg8pfQNIf2f3LA2rZUucZdFGB3Cu7yYt6InRbjVRMXM7OjkUjD9tTi5VlwxuZHtMmm4ZicyMOI0xKyRKWU/vChThgsfvhTK+JTSdfM7iVyulsCpVEbLJdvI6JVSy7Ir1Ipj3HfKEAHB6iAJd4a9kVoU9u3oxweoi230K5ydEDA3CuYqw5MRj0FNMEwYohFJZ6GOh0Pp00czDNlulj3L0l3BVhUpQRne9JnMimRMCkiqxmCzA71MF+I0MFfDLXtH+IpWJY0lliDQkQXcRCPsj4ncw4R+H5iUp1QM24iVNc+HzTyPmvzZNqHrsoYsWSs1NWMFuXpQGIZ+XsQxOlC/AaIC6luoOgQG4EbvjKB1AL6Xx0BeOmSyDQk5EVIHtwC0xsxNURzodxyxzHkR77TSjcGioOQ6mcjUoyGmHEzuUtmEZzfeaVQbU5JSdD2Cw7SkFNEHfmImI05IW42spz43KxC7SBDoc2Hd6HS0TamgDlWNVPx79gKV/8ARNf/AESdn3kkCs2lDv1CQKDA5OmYQKXq/dgrafDHoqHpe6IXWi/oEuZTxqBZ+GRgWy8VBRCrlgLEtVUB1goB8F6V0RNw4sodSklQKi/XvgVKbctY0lDLBZYBqaQXBkslP3mBRmWVvCVlMiVvKtMClwLGDwKvklNpKbqIjTETDE6imVCi/sRadrKiq2zsS1XDpfUzlw8c+en7cv8ABAHIVvdl+0zvoKxCCrFroIkoVs7uCKDaWzKvoGCKKpKYOoY+XGZIdGhiVMmSc3FtWYaYyYBDNKjVRCCs+ZRd7laY3jC9uY52O5siw0wW0wypRwIclMzNowLEuEB4gHIn3scCDW3EYmBu7jTFXqLN5yqCDQUdeAslWBTO2f5L+IhP9oAjNMAsvmJtaF4l7g/TRd4fYe5s634SMU9NnP8AHN/P9pTes2zAk9k7Y2DadofCs/Mt3Ql1C+Z+uikO7hnbAFvF2GHQaz2SqJBlvro7W0liY+RmtVwyq3vHVqVqd7SzezWYpdPOlheLjFqjtWxnKGGPd2Vo3J97PklzzCFLm/1gbbZjTBArLbudc0wLTNTsrKw9paOK3pcM8+DDbieIypgUfz9mvaNmbOTZS4YdcmEglK7vYltht5XbaEvZc237JaWgSAW2HLVFOolTX1rE74izsASsitnYwl4AuAqZbkc61HiQ+1mC3DYlU0RKZqZlq9S1YockvNy1zFXKxbjYqWYRYBQZHtH4gDIfslDLHQ09EUYAVaClLzlzDJ3lVBcIbVwTlaPs0/mH2E6632nUId4HnEgD5tGa0x7scwXTCLK4ImUP2eDzL0lYB2IEU9UtAbhC1CWk8stdsxUrC3Asam5dlMvSFQUfYhp8rK5ub7hWfE+3HOJrpCBWNLW595EvJBHAlNqnkQCypRaPeOGhKvIyjgQEyMyjZajVRuskSmrGValwTFPeGv5lFLBoXLW9o930YDJF7Q5eyeaE++0lY+/Qs+aYcyeC1JSWp3AOOtOdv8MDddF3eX8uFsZDtgMHA67cW81Fl8xfwwJN5enGUtjeRTlCm+lMt/nyKV2aYfrvwkWCeEcH9ePuomBcZxNbbYThOI2SubDfSQL9/wAq4wfnX4o4LO8l2nUUMBx7Ta+r4xSA51sKQt4EjRCVy/jUjMDvZcNKtJOr6jShWI/8alrh/wC9tI9o2TaVCX4coRR+c4s6EX6m8rnZK3QTgls+NO1lnao2HtKP4fxAFxbFlo75unCBZekgMbi2QRSbIT6aFAjAhgytgiraIlNSoQQJpIpEPDev6MUUS2ckTL0MpXnu37UNuinu30H2NRBO5Myqv+S/a6LajeFDb0QuVbPn2diMnX4CEECQKoj2lc30FCoc5vqbDRBSyA5hllUpLTEGrhQ5nMxcap5GfdlCp4SqBHAIKPzhymGVMO66jh5g8MB0yQSK7MtpnaGEMMYZnHZK5UG8MFfS2mIgokbOUsqXqWhdaG2Xy8E1PfUFdJKF5X8ejAOgPZctFg+i1KtHKuRbu2UVP8/t9Wj8INOiiEJRiYMsCFsbsQOHlKadg4HhGJY8X02NFkZMOJXU3ZowxkiAlZ/ZWOduXOXaAhCtrs5Q7Ao+BL3/AKynuXfZG5ieesRRTIaYrt9D7xon2Q7NXVGBcPsuiMluC72sj8Jjuea9hSV8kf4XU1rJYA9Gq/lNRrAV7hYUj6Ad9SB8ERPqtzl2gISyh1prdoQJZ5xUm4MB7MvrJ3mgNTEH1kC62mgvCMV74ptsaFJnbnsNWjhxddAi/VMpXEGDN9VLkPiIHke8A+sntEcsEFJXhuVRcZit5J4Tu7wxlIVcBGNee80Q7CJtETLMwabJzFtlI0IZ8A7PZgpsO1xBFQ8HDK9fzerGeceM3H4BHZhOWrNUkRCxpO4+YdR8HSrBwT8n2n9eh9oRoHZa+CWlJywA4Yqbi2rMwQg0NkwzHDYyxMyLbEDUSi5ncWUZSpioM53jLYUKVBEi5m4WnzEc73uYIwKibqEciFTST3IBiBpA9wmB2Z4i3bJErMICybsxRnXK567qMVSS5JfJFJNqBIG1AKp4jqbu1cKD2r349srcD5ZekrCJpPRg/wBnvhscjKyyuAj41Nbp2e52eudaLNXU9qMXEWgiNI4ejBXVodeK+mKFS2PA6CdK0RNnQRLXRRLPrnKXFJeqG+3EcRyS3wFEBezjz41EuCAG4LcNHhPxYBcO04tChD0IUotschkjepZpBMKzALRNOvBBZcwiPZkS9OEefY/MEP6uL9/6ZD+5pxvm+VzEBPEPc2KLwm4RnuXRUT3RHCCnG4rYruxtiCRejVA6KZydLEDopK4XiAWYGC4FpgaoygIyhdzZuG4wYf3ht6WI8hiP2xtI1vmKx5TLbTFDZCpDyShns9N5J5N9N7J4cwxjZDsyMMONMMWQFzauv3KhwG/55huP9fmdv/D5hlP8vvLD/b95d/m/eAaB/nmFDkMkbO4Po64u6xqXN+3+Vcvowf7PfEN1mL+b8qfDH8SOmXTYhix6SnzSL7qAHMK+dX96Th409r3JuAZw9Uc+zo6ebD8oetVArcfDyICjwMPRKUel4qK4FbD4eCYmlQ5vQXCgNl025B71LDQTvxkSM9nH7qJrcZabnj7NsuafQSvQdarm9xxX29ui/wAjy1zm/oAgHtbnCEMxl6Ny1hkO4tl/O4gdhmTKx4EBzgl3OK5gYXtNxbiBD8bJFdxFLM8kwwgNER6FTDkgpQ6AFdR5ihvBz5fp9/x0g76aAM8JbLbXvv8Al+WBUWePs3giSjzgP9kJm+ltVCLL0KI7wLwdKF3MR0MkZX/kiqAPQy9zM8iab6jvBqcAwQFAZcERtf4OelqjDOGGGn4jncbZHMEwYCazMP0RlweCDbRBvB0cWrRLvBqbw1LvDUcoNEXBOGbr0M20ehgZFMT0sSjnBcfA4RpreRTfwzdvZ7+JOXk5/UMG1HJKkeXp7SJC8/jE+plOSGGtAkWPu5rooA5XoGyBQ7BpiMuGgVF2ltx161d9DDsJgyZJraREYKrX1mQvkIZ+P6D4lyi0LvPW4uBLX8D17eqH5f7/ACmZWxKnfkSafK5Rj5LjgrUj9+HgVF2lty99Ges4gvi1Y/YoQ0tuEpsNafNc7w2lR9/O1feilNTb72j981x/4+wfJYge9vz7qGXRq+OWMuOnOLliyYKYGu3GnavRVmdXZqaEEvre67qs7zqn/T2VWjB9v6pRi4FZIi63/OkMklAS67uG/wC2I2s93DX5zIWt3vaZaid2QXaXB/5lQnE70Y6kYAe/lto7VpyQMehls1m3lCLgqQMy6jucFr8R/vU30i8gbK68XQPzsSFS3BKtGZXdmM7uLgclb7m5rjcFswgc8Eu4AwMGrgFp6N6ZajJyd4xz8iXzjXS1iECUbs9bEzI+5BRjO++q/H1K6Zcd9Pb+KjiwR7h+9KJuG4tspIRC2TJCAtU7hWqnPRDABZK2lIik3MwyGMPhOTjKtYe6GtOMHLxEppE2Jg1BcHMKZjDs9agRi3KJtW5zm6MMKQYJhR6ONQYzhirDFZhPHN03TdiS4RvXA89A6sPpwsYhncJQNxLmFUJr7kC9Pjdw1drXlj+1/wCTfSbqyBZUHsPOf3dkKuVdiabkMmUEQqtVp4LqPtQWx1NsTLgjEBceqQiQS0zwDXjcH651222Pdjodw3TZy/Mi8/KwZ2a01pcBdsGbc/jYgRqNpxNKbXaoQvj+O3hhpj9gfcJsil9gg4lNwFOUxER5p3gGvG48/wCarV5Gy0IOe3izw2ZwBYjIcKl0bGnsPt0anaPcx4OsV0pZmk9rmHyBh7n1/wBiiMFGufhFK0BLgdr7a2gOnUvfu1eho5CUxXGpJ+DyhZT5ffeZaRgf8goEtXnPzhe5RzF0zdipgZ3bRusC8nU19O0lF2clqods7c7imBEyLdngOqFjDKW0dcDHkRheOaAq5DntgYXcqlPM0gXiwNAY9mXGabOmxs1rdgAHyQt6hlaIsq5cJpi3vGRXOCJKD5hawHfH5uJeIJlDs8k189KGBxK5uFzAHboDGSbbZS8SurTkixAhbqE4YFqj0KOm+o3X+a4QPd/m96H3k7sngl5hFEOEyQbQ+ywirDL0NpRnfS2BdXgSi4TtJbqCWJibhG7hui4gytRNUOJwNMS+LCJWEUBtNEZMRV/bChTPEFx5Jh9d8TaiZPB0bt2mQJhI1GLm84MdHT86GZCZBHBmwzAMcBmoMVmySrcjjuEFrb6AgnSgPgjFL2pPssr38YfrteRCLBxlXpZAAypg1TzMWzphiKZVFq7YoCqAFq8Rr+k+7qY9b4yTjeemrgW0EMX0C5Qyx4kX0iy0v23nvntSUngda+ouCEu74IqR7dJxVxdoqW4RxT8zebzGUf8Au4fmAIFBmtuVlLEUGkljSbYLQNImR4OroiMwQB40/EQv5SGG2IWyK26VYHj1Pmx/EhTvva7aWEc6rF/v+CUoroJLroSUny60ezcud12CXktwPLiGdy/Qmt+OvUu+tNNsJpLHZmYwYcmNRS4CsQCYSiAqqYLzDKUHDoPY5Y5pjQ7Ew/R0tgugKoxUyLNLqDubvS8Tg6CHU4dDrHWORNB6Fmak2j9MO1pg9D3vVUADg5fiXoJcd/frz2H0cX6OF6aemOHoGF4Jfb0DYE6LOm0p6UyvrGW9xWmB3lSyqwe1Scdb3YseEO7LxZJc9pg9yMNZBa5OGKrBDuKm0yM6L6UaCU1HTaQLUREaYMmt9ld/PeX5Dyan7rGmKsarDDdQ1cdC7/BNs4NjQScMz7wjBr3eH585QSzNQTHzR54jD23qDKtCPaR08VjDX0qrM4aziwh03gNP5IhYoMwUFUZbaOxK+CnaZbML2Rbi3FGhuFYczDuTG2TLG/iVyStuY14rMuxAPsa8HB6uOl8cxbaS5ribBDPtegzi9yH4M5k2huYKb9DxHpoY6I6jqcE4nCOiMd9PMGYSheWczPK6Sexb5SWZR8biiqnL6RTJ6McNkLGx9OOHoZZOoMO+WIt9Ge8uLdFzPSvqa+ZbuDqAquWaGXdFVF2gThlvdibsfQnyodtPL37ezH3v9KitgMr0Tk3K7aI5titWgFm+lspeNSk3LUVOJPKf3I5QLu/3JaKCdsP2gK6O8Bds9mtPecVibcHsGPABD57vQOzYE7i1/Dccjl0ex4I8kNr+e1mTHFQRPizW0d4Cu4ODBKJPB/cubadiB0MKioYoVrSZflEYpZTcKMHhIFQGatRF42h5e/sRSa1lfPq0tg0lNVMYNKRyX4mydzpsSbE0JvNEdvvNmMf4jx1MMYxj6GczmEOYGHow21mcNxcqpvgPTxXQ8vTiq+YY6ez0xw9QDLOwIvp16bS0qVKln1c4b7TOmZLyYymqbe7FWD2xest56AmhKM1uNRAz57DzHWKueE7ksgrLXTVEywMWysGkVGWOirKMuipsZxk+MZS/eZYq+Ca7/iMv7I9x9ozaUGPukQUOf5lU4qpbgbhk1P7r+hLYI93LFDMSMkGoNMvNxy2EbzNE1vQQo5irDAfIlEF8wJhBDPcOx5YrwGuwehYs0Y+DRFNibV3iJMwZqJgJuz+M7YaejabY7Yx9SLnpt6bZtm2bYZYbhzMZmanOJy8TFSnmYJ3h0L2bJ36PfqVzYdHAPfPTiuhL2GD0AuiBNxJqKelsuWlpb1r6oLb2gPkxaKS327zND8xV2wTlxDzKKYCxTamsi2Mfm/6YzKxsjw4gseBFtbGzXLBHeNUBKaWU8EdvSy0CVLhu7/Z+Z/H9mWZNM8jo/WrVXeW3KgwKitw1Pa0/Iy1X1WFsCWYQdIKEZUJfGo2wgmDM+RMPQKsKLDo8sfSNg7+eu3wbg3a8R2rFtN2ZB+JzO/o+UNzbHMepCEOnPW1zCEOh6TzCZp6UTbmE46HrFMj0OnF9OHFvQMOS+CW8vUnCPbF6iZeX6L9FJZ9XiumQuCWaxHItHeV0/LLWHfifIxbBMErk2cJ2Zozg8vs+IyBWxFtgciZZgw3Ns6JtWKhaBkwi2VmhEl1AthpnHyguDLf2I/6O0prG0e/35fiB/fOfzBNF2ekrdqQ2Hdft37cxbM0kLuG/jBex0P2+vvcSOP6ggKMag0VKZlLbhRGLuXmkbqTDzBrEWMzZgkCugVrNg/u+IjPR35dL2y0tyxa982zgiTMHvNCbzcX06+kdXRDoQ9RHqdOXggcv4YE2b9y/3h/4+F0/GV+0NtHs5Ihd/a1C66b0eriuPUYdD1CquXsI+gTMQuWy2Wy30VNfUVS9GzFwDbqLbDnhKmiZYdzLCWsJILSYeydmUH3nL7+8OTrh2TuS2O6GWLRkc9plYKwSlNwL6NBiHLO/qu+64C1u58Tng+Ugiy/T5zHK1qvxZn3y4QWp9cyNUlHLXnwrKjdvaAB+3jolixbfKfMkjna/n6WHckhsj/3eBUFFkQqY902UMzKRt4ltko4EBMrodiGKQrItHliNRDt0wtEe0ea7dDrNUhNmOhNHv6Mn1joqIdD0Z9Cgu2HKARg0HqQbEsYKJZ2/1lW9XfrxVExedegp20QcIc+kbK2MW9QWW9AqYJf1Rch6Bcu4RmKDfSJlBL4JSzBDLOgyp4Ps+V/EZsy4PPs9mWXMuiiENaNQoLYXFHULC94LehXckJtXBDtHyoVzbFGdovvhn5GYCgrwRzjWq3wkJTpz5Et91/T+jwRSKrq0J7iZGE13MvhSE4a/4zgwFwQFxAyjCiMwyMbgNCWMqXygIScpS0/ge3mJ0eA7+85og29iDZZsm84kwT8QhMzvD9G6O30SYAv86HQFaBYmp8/LsPx6BVG1qHUrj33AOoonngehd/2qeIyvPuQ4cNtoYeT6WpE7idMBCOWwC1AtdqE+2HsytIwu5dF5DhkKldBakeorSvg3C3AqLktMBj3nEBYDCswTCK9ADfTaWlst9AfTOtJAws3NY5gLMEyygl9iUyjoFZtI0pEV2J2E2Bxed2eXMojLKDcb2mdYLirKMod2Np+/fP8AxCD3+e1+9J0codFadgMrKgF+cKOyTh6972vH2aZm1EiE17zkP2gS/wBd/B0kYTEoFEHiLGSCOEgVp6ZMPKicbOOX3inENHBLw/ZDDe8xTOa0Qy2zZWZevdh9Pv6Doei+Q6HqFvKqaUx1GrFftLQ/MntZGBYZ8cEmtHc8sDI4q05tO1H2U+cQt9iXjezRWHw2dKHDknelkmnpbOb7f4+ZoLce4MpnaW6e9juDa2JVvDqvdWItY3W6iwYOoPVI9xFSoSFsCueS6mE1muXQQosmFU+mtLV54se3wvc2iJmTJV705zHZPpdo5FRbOOVX/KlC7Iolm01AcLPpEyzAirK6Uy0t0YJf1SvRogXLgS+CB0p9JWvev7dpmktf9dyZlCFUvghC3gIFZZtmioW734av2Se616VdPRJb0IftyORmR6372RJ1Bovza+0wRd91K+W4RN9dTLu0q8B8/wB+MIibf+4IWiHjx+d4nb5+cd8lLjtDOGEWMjBHCVATTMy6FRkJrjg/uYXGauftNhVU7MyQRyoi3g0RrRgj6eOhD6Xf9FHuswce76MRxVIKafeVYMSI9z58x9/jxHMNOX2qsfJ2uHC+5/8A5eNRAWwC10Gj26jzjr4eqnKTgpAPvRAk8jfEbxjZ8PvjYhzJOb3UsAEAh3mxfCxM74DfXGDz/wAGZx/14kcZ7nZmFUuagPIZXFtf929DAqEf8w+30rJCpaXzO9F6CKepaWEYtLl9Sa+sHUroYgX6Kh1FVqnubmkHhzfJzEfcLkfJsht28cxK5WYNSl3MHR8LOTt2aaMQGMDd2LkeI4b3MlY+H9hYWsV41Px4VqrQEZrt/s3M4rfc2UqUPCDvx0qv90YH0d357NCSaGJeSFaSAmmb3LoVKMIDY/llIC7GCX53xoJfPBLq1tl+5ZqxPB8s7h0P+I77q/s+pC9vUCGIlsovr2sOo+pYfT8iPt0vrWrfi6gYKx/7easVT0Y9AWqYBJaXL6kqAQp9NSpguX+gxnos1c3fp7+q+LuDTCXc3xvyaYuUHyPu38RxxPbQ+GJoF7JDEVJdTKfdrZTcIqNWn2/AeJcjzbm+ZR/zMo/LJ6Vs0iXnQ+ZN9+5sR7ghvYBtX4cru0xo8ijE1S+pWdhoeESaZH7Q2k3Tob87finQM4Yyh52MCyvfBFx18FEYzUaGCWzxol3n7EtFYHXjM7/o/D9BHmRReSecnhTxp408DozdTslNVDr12v8AN0nEjsBEpH0m5RzugENn9GH+N1zuUlZvfL17emniv0Op111vZ1Y+kGHexGEX0C5QblOPUH0z0k2X0xNQ+gejGI94hlB8H4nMycx8j7oVdVJSrIu0rx3r+Idn3RMnRHCkQpRpHhnG/wAz4r5IxboWxPdXKwxhJqDbHgJ4W+ov7UBOvmmygll90CVMBfH+WXwB77YurPdlzPyTv2Zkm4dHn9AfWKIqGNuSjPEk8SY7iLy4vPi8yIkogTm0mO7Yfubbuz94CbSYlXsAD05BPbLB9lDYjl1b5O0t0xXl84+CSWmZmVrup6Fl70+8OgN/c9ZWqbYQbDE7wXZTZUHQGD+EUJ+G/bBFfYkO6BYIIrRn3AY0OBfklGN463o7I5InLiwNe+iNHClk7oFriLRFSObEFCTU5Iv3oajtHKCkTYxGE0dq7ByxLrUSLwghKrsSPIGbaZjfuAxQZzw9mHyESek7jaRQae6PRe5Q2QaFlsEE34kfg3A0V6JH5QxVGodKNiOmPTItRve9OhsOvXNCwoeWVNXthfZlQX7mT8S39nguhh54tCHcAMaiBdPtQoOxDYTZ49wBcPQG/wCY0YjXqbR2RyfXPqHpSbPMP3v3YfZu+HrApUq9fOicz5SIxGvamFsF6ECr00k5JvtM7uPuExY+6Tvn2Mf6VI7f46+2vgmBp+nv+U5arVXlly+8F4ZZzMk2XDk/5gWNH7vSn1wJhOyFKFYDamej5b3H2+aLDY218MThAPQoX5S/RWu1b2OhCmqMR517qL6IpX3oM7WAgs8G6cMcmO7tFUQgx1lgoeU/ePxfstC5EpIq6j7vibQ9mbZX5G9Ic261voVjxT2cOipFL4t0AVho3cez9+nJpp7W69Ii5mlb4XVvtDwQ3foqiEH6ksMHlHzCdPX3lQOS0qV3m637kQnX/wB8u/iw33v7+P6SKp9vtFv+RnKW+4RnB+bfs3fjhvl0OyNUBAhGvfn86sQoUrcWtrOedH8MkF6/+KhxOJDoxD9MCkG4B2Hu1ueFl+/HbNF86gGr1nXAm7BeiMjHAUM/WPQem/pYbzfff4YHsuuZulYCdw5zv2Fz+Iwfhfjul+VcLm+x/H9kJ36MlcHBmEJyKgYeYF9k8bxwV8NNFk+ZdfOXh+GF9pn4+9fEPSFUx7v5JVfyt5wYdNMs1FuGyeSbIaSHQx6z6l9L6HrPqgkpG4AHgez1eGR6G5WGy69GOTHGE/3P8T/c/wAQardatdOxxH8bPqoVdFLrIsYGlodjoQ20patcJhzCT4a1LnaQEcOTKqyZ07MO/EldEN5X8Qy7iPVzINtKIabj3LvtLTdVJ7QJzEtlJXveHKz5tkwuphcJIBSwlTRHe5MZbS3WHmAk0sCGYCkP8vukdgTX5B6TU8AlMuPMrcdmGgwHEermQVdEZ035lio2MJXOLEFUwdtcfMmURAuCTQERfaoBfUuJ+4R/7yjPVIMw9K7meXdF9ZctXgzrM7Nd2VbWaFFuWaIyk/NxmtSwdlqZQ7C0DM0jmWdb+3ZpTlK6Wf8A/daaABSDdM4sfFyv2xeJ/wCJK6jrgMdg+E3bVsnaFHue53ruKq/or+idL6HR5+uPvUZiNjfX3OfiMCxtt/D+nzBeuh886W8Yv42emWpwYSbEcjPw4ChDQAWrsHLCJzK8fauPdANjbne22bnFM+4DtEk/1hOvsYvgEFvc47jDpgMWR9kRmmdkMlMOSFQh+g7/AKg9XJeDvEFGNY9HwNcwtCeiaaZmwiERjrCsBQoriBDZLb3H0r+sFwGUKepvSO7LywA5bHox/wAa5do32g9kydCogv1t7PP9RGm3aEd1csvcuezf3+/mUw2ilf8AjjKvk/R5eZ0DCxr72Q8Fzy/fGffl+WAV07/KZ8DQ9xjz1JdVVDXFqr3tUzp9B/z+Ipcjbpnv4nslPpbh80treXv+gdll7lpbmE3RmTK7pjPHqFyg3LdL9FV+gP0XL3tVt+Jld/i7Mno7Nwuy+3Z4OHAfSqdFPhYOpq/P9Y/oj9J36HrPWjaRNI1DKYHyn4D8w3pyD9rqHvkG2PlvdlfX1Z1plOfEp+8r0gsobY+hTKJgl/ouJfoOt/RfY/OaCV099YaFOrxlEhg0Sg+5IjLichphHgMsur3h+JuBTcUOLZsPMO8H8z86iTNxPyuj5CASxGKTiXZU+/c/aO8NOt/t/wB5c4/csz/hoP8AwL9Z+kP0OJbnqLu5ak4ZkyTSVlmY+Y8Q6hKDcuX6K/VEv1DBwP71yWD3ycrlhDuN9vm/aA+dXenRX7kq/wDtrHttfYI/FpyTy2xF312qdlGH4sqnvrnsKGUfnYftj+Rlv7+n79fCGd0l/GDUCLgb9v8Ar4JcqlUsuVe68wcy4Pg/GhWWc/8AL49Z9Y+idNaeld5iCZxKimWXPn0iZQbivQRjNziov/B0QVeG25Ei9j4xJGU2njX3alR7siTj2Zm1+2lhs/d9j5fid13tDydzyTD25UleXt8BF4buM9v8E6ytPzEjZ6Fcv3Cl7P39/Z8Miavd8pLA8XtulLyYcLtGo+c9B9c9J+hPo3+p3gl9AZwSmrlMFIKk7yl5JZUpwRT1FMEuZ61/wXwGC5SglCpRNQygJaxVvgfxNEAHULrzRHZsDwzSuJGvcJmlTdmXc7qxo7m/v977axahGfsrWdanuHhlENHtqk5ynbX29PyP+Nx+qPonosHGZnpcHKaSZW67Twdy2fEtBZgBtl4oJbHpUxT0v/gmtXe1SqEMsTzs0HvaEw/crzydx4SY9CQl7eb9JlhiqFKcJs61LiFps7/AQJGeh2B3vEndHxrHA+vf6c+sfqCd4OdEuU7TEotDKZbLeoMqYJeOtMr6lbDebEtoVhwpT1H0Lq2+ghVBbg9CJmkbgkKpDNaQRvbPhYaSMorHEDsBVrKAd1QOWM5unNquVHN1D7zbQUHwWixfTfZDitq8KD6OGv3t/eZZp82GENA8M0bWBA973R/biuj8fB8y2ARVBKROE4Ygl13f/wAKJFDbC78VsqWP+5/sdT+hvx0w2nKY/afZpP263D8nUZ138ffro8zp3/P/AHfsxj7PRhF21xfSf9q/s4fT7/Sv/rHT2gd2YzKiimUkt1MnMKzKwlZZ9Ku8vFfWtvYLWW0jm7YGkpS/dX+hpb0ANl5ruDtZjcCO6l0EVvgcxAbSzxKWIJKFo2LEI5J2XxhY5iv/ACJEsRumQhe8APWGCQ1cneTr/eYzQBFgUzdrLCo37EKqR4oGY301o11CRaSnl5aC8Swx1S6RWHmKcq3Ht5ewomPCIGYe5Zdt+Ccd6Ksq9rl7AMCmYiwcjDSu34NyHedWjSjHstjqS2gX4R/PwgOQro6uN/4n7iSgjhVdsZLum0NhyuPhHt3TfJwtzLQjurln48vnUTvi5nyBh+YLeVO/cj7Ai/jRZV+dp+xEcbm8+Hm4pWfQqTsjrpTmL8tyNwWI1SP/ABzpf0z9NfoPRaTuSYqp4sp36AWa6VMF/wDBVj2JfU/lqfl7n90E+wQ0Ddf9q+DXUYb5k2ObYP7TUM9qLr7ZtnidOmXn+978YvZFvyXc8R+FKi5SzAO74E251kt7E1N1KuPx8DxFmvdaq1e994Ylp2/C39hhkWgznxGUI+j/AGMcQIhuXwceBPBX+vLSdT1sf1l/Rv08ejj0cfoCcVCax69rZipYuKelMrF/rD1X5UH4yFK2VW/XYeJd59YfntHt3ayO6uWV1X3duf4TMf4opn5GNwOejjE3Md8kS43v5r5c97N1bxbo8Ho1GzJtnsjQ8JFZHhBecbEfuZX4/QT/AIR6T9edCcdc5lzGcTHTGZyI6smb3uVmlhWSbK7foz0cfRODYfLFI/XXGvCkd7YSYapU+ar6XTHmDbz28ZqGsGJFL7Wevfrkc4zwrEY7viVpKfmNu1YTj1nq7zvDnoTmceg9ROOnHXv0NQ9Pf0EOfXx6Tn18M5Y9TodH6Pfo4TmOKnHUb+j/AP/EADwRAAEEAAQEBAQEBAYCAwEAAAEAAgMRBBIhMRATIEEFMDJRIjNAYRQjUHEGFUJgNFJTgZGhcMEkYrFE/9oACAECAQE/AP1YIdI8ocB9MOA8kIeQP7VCHSPKHAfTDgPJCHkD9LH1Y+sHEcB9MPMHUP00fVjpe7KCUDf0w4jgPph5g6h+jlH6vTurX3RcNysX45hMNYe7VYn+LnSO5eFavCRKYg+c24rbjiPluQ/uoo/V2BusT4nhsMLlcsZ/GLGgthbaxnj2LxRpzqCGaR1bleBeHB8wFX7oN0yhWNhxxHy3If3aPoxrwr2WynxcMIzSOWM/i2GP5IzLGfxJi59jQUksj9XG+DWlxoKCDIvAMHyouYdz04j5bkP1ccB5Q84IfVj6Ml3ZSzxxC3lYz+J8LB8s2VjP4pxM3y/hCmxEkpt5VHdbcA0uNBQwhg+68LwpxE4Z2UbAwADpxHy3Ifp1+SOA8oecD9YEPoHva0WSp/GYGaM1Kn8R8Qm+S3KE/wAKxOJNzSJn8ORD1OtN8CwY3Ym+C4L/ACL+SYL/ACI+AYF39Ck/hrCn0aIfw01mrHqTwXEs1aLX8PYDkRl8m56sR8tyHTNmaw5EcbINCmTzvHwhOxMsZ+MKDGB5o7q9VSC04adW26044nE5PhbumtllbnzLC5snxJ2NeHFRkOAJRICbNGTQPDRClfRqEOITnZWlyOJkldlbopRJE7dDbg/GSBxaE6edozEaIYyQmgnzzsFuCwkzprzdlipHsFsQxsiEmIOwTsVMw0VC8uYHFYmWSPVuy/GybrDTcxq7qfGFjiGpmLleaCHQ9+RhK/HSKN+Zmb34acdOjFNcW5wapRyvzDVDVYqd0dZVhcS97qcinyMbWZNe1/pRVfSBDzi8NT5HO2NJ8TH+vUotDRQCOyN0gEEEFdbovtDVRNLtEGgUFtp04j5bkOnWlL6ysF8oLFtHLNqO8wpDsicu6OKiHdRzRu2K/ZSTsj9ZTcZGTTSpJmM9RUeIY/0ni+ZjPUUMXEdimm0TSndmeSsJiI2MAJ1T5GsFuROFJUeUtBasTKGsI7qBwa8EoYyN1N4PmjbuV+Mh91HK1+3EWnTMZuvxkXYpjw/ZbGljX5WZVh3hsgcVFK2XVvbjFhXCXO7ZYz5JUfqCczOyisJA6O77rEfLPBgACng5yiZkZlWN+SU5nwhwWAkp1KZ+VpKI0zFYL5o6cdJs0d1JGWOpYJ2ZmX24PxUbHZXFMxMb3ZWlSTsZ6ym4yI6A8XYhkfqKmxMb2FoKj9QQU0sDvhf2WHMGamLSrKx0ocQAsHOyMHOVHNHKfg7JxrdHFRDum4qI91vt5WlUszR31Wdo3K0I0PDRCiha78MzfdBwIocD7quFq+6pbrVEFcsrlEr8OV+GcUcG4m0ME+0ME4FDBuX4M+6GEO1qdmV1IIaLDMr4uvEfLd1y+orD4oRNy0sRiuboBosHhwPjKvSliZy9xHZQYZnLBcNSpmGKQgLCycxgKxbQYymEgikcES3MTqgS0qM20FYqbltUDObJ8SxWHaGZmhYOYtfl7J8bZBR2UzQx5AWEw8bmBzgni2pworDGowsZC0MMndQNDngOTcJE03SndlYXBRU54z7J2GjcKaFg4HsJLhxnl5bSVHc0gB7p+EZloBRvdG6wmPD2hwWNiYGl43UDGukAcooWx+kdGM+UVF6ghwxPyzw/HNDapYF5ddnhjfklNjzQKJ+R4KxslgNHdYmPJG0LB/NHEbcPnTrHsqnBYJ9Pr34Y9ugWC+YsUPyyo/UENrWMnLBlHdYSISv+JYnDMDC5qj9Q4Y9ugWB+YiGkfEsSxrH01YOBkgOYKGBkd5QsbKS8tCwcTHMt26nwhsGMJrSAB5Wix3h88shex1BQQ4iWUwh2ybJJ4cwmU5rQ/iHvkT/HMrA8sQ8ffV8tHxqmsJb6k+XIzOsT4w98BMQpMweJeM3MUAmwbTNI7NSb/EDnCxGh424xukLKpYafnxCQDdN5kxJzUpYpI25i5NxmRoBCGPHsnY1rey/mA9k7HAdkMePZPxgaapDH/ZHGtA0C/H12RxtNBrdfjT/lTcX6dN0+QMZmUMokbaxcVjMh7qNuY0mihXXiPlu65fUVggOULWMhaWZgNVBMY3WnnM3gxuIoUU7CSuNuWFhdEKcsV8oqL1Bdk/1EqHRoK8QOywzXk/lp0eJcMpKjwcgcCvssT80rBG4gEdin+orDfKCxtcorDayBAqRocMqmw7oz9lFiXsOiw87ZBfHH+kLBayhFS+srBn8pY35SwvzQtxxCxnyiovUEOGI+WeAja5lFYeAQ3rwxvyisELiIUrMjy1YdvMkF9l4hsFgtZeOwWIfkjtYaVzLIbdqfEPkblLaUTsjgU03RXiGwWC+YsV8opnqC3ACxx/MpeHUcyxPyjSj9QQXiGwWB+ZwxvzF4dseGLw2f427r4mH2UGNJNPXbyzsvD/8AGvX8QgcoKKeUMoP/AOli3udG0vN0o/E8IGgWvGZGyujdEpMHjQwkvWFiY/DESupfhcNWkyh1Dw02F4ZjsNFhw151XieLgnwzuUvCj/8AEChgdJdGlNA6MgOOhUoyPAaUJJP8wUnqDs2qdI4a5k55zB3dCST/ADBPc5s1gWp5Hubq2kLBbl3Ur5gPjCkblDNV+IirdYk53NLFIycMtx0WC+Wi3NopWZX5VhI/6vIxHy3dVilL6ysEfygsVI0RFRtLzQVGlNGWPIWHxTclO3UmMY1uhsqGQvZZCxRHKKj9QVGrR3KgP5YWPjsAjssNLy3ar8VH7qPFZn5WBALEEcwrA1ywiQLT/UVhtYmrGC4iAoX5JASvxMe1rESljLCw8okZZWNjayiF4eNzxxceeMrDvDJASnPptr1O0UTMjA1Y75awhqVqArj91ja5RUfrCFEIGhSxFCI8GHRY2avhCwzrjFrGfKKwJ+FY2EkhzVgosoLivENgsH8wdGOls5AoWAMACcPdOFErCPD4we6xwtlrCyBj7KxOIYWFrdUzcJvusezXMsHMI36rE4hpaWMTPUFYNLxDYBYH5i7LHNp9rBStZeYpk4feU2vxLhLkdspGNe3XZVrQTAaHmQ4GKOQyAalTQMlbleLC/kmErRqb4ZhxHkDdEPBsL2ah4bBlAA2RYHCineF4ctLC3RfyPC9goPDoIWFrBuj4PhP8qHhWGa0tDdCoomRsyNGijiYy8qexrhTtk7Dxu0IX4KLekcLGeyGDiGpCfho37r8HFtSEDGuzd1JGHDK5Nw0YINJ7GvtjtlyI6yVovwkI7IYeIAEdkW5xlOyiY1jcrVWixEOcWo25BlQ68R8t3VIwvZQNL+X3u5DBOGzkMBfqcoYGR6BajdS4dkoR8O7hyiwTGmzqu1LEQOlGhX8uI/qXKfy8mZfy8/5lBCYxlJtb6FPwDXG2mkPD9aJUUQjFBOaSwgI+Hk7uUGGdFu5TML2mjS/l/fMoITFoXWi3sU/w8OOhpRYRrNdypohKKK/AEbOQwF+t1qNjWDK3jXupcEx50X4Fw0LtFFhmR6hD2U+HMx9SGAINhyY0tbR6J8MXn1aIeHHcOULCxtE3wxEJk0DqX8uP+ZDByf50cASdXKJmRoap8O6U+rRQYV0R9WioHhLhHyOsuTcA5psOQ4PaXNoL8AXGy5QxvjFONqRrnNpppfy8/wCZQYR0TrzaJ7GuGUo+HgnRybg2hhA3X8v/APsomua2nG1JG12jgjgBejkMGGtoboeHnfMomFjdTamwjpDZcmYFzTbXIbKaEShDw7X1KKJsbaCkwTXuu1+Cf/m0UODaw2Vr9VNbnhvZNmdlsd9kJ3ek7ozP3Kn1aG+6MziM3cJ7A1oLd05zqyKIue+zsEZXNc470o5DmLXKRzhIT2C3yjfdSnJRCkjGQAHVRsyjTy8R8tyG39yD6IR24lxXIbWU9kIW6LkMGyLLcD7IQts/dMhYChC2yR3TGNYKC5DST90yJrSa3RgaQfuvw7CEIWm7XKbpXZb6eXiPluQ2/vavqsR8tyG3mD/wJiPluQ28wf2xvwGi2/SSLFH+5dlut0Nf/BwNoaLbhut//Bh0RXq4bLbr+/8A4FbqECtlXXfmj9PH9llEWrW3XXdfdVequ9PJH6iP7KCIyrdb8dluu1rfhv0DpH9m6/qBGZD2K2W3ALdbLvfDdb8R1j+yQCdk3DynYL8HIOydBIOyNj9P26ghrwHstlstlv8A2bsgmgu0Cg8PvWRMgjZsFltUqToGSeoLEeHEasRbSs+aOoIfUbrbppXw3FcK4D+zQo4zIaCw2GbENd+ApGuJ+3DFYNsozM3T2Fhp3SU1wO3WZRdWrQTnVvxLwEZAN/qN1t0/ZX2Wy288HhazLMrVlWVqtVZWYrOFnCsLT9UwWH5bbO6OyvsrCBtXorQ1FoL9ljcPnGcboGtODtlhDTbRxLNW5lgtnfunYmNpolcxuTNeiOKhHdSTtDM6ixjOXUh1UL4mtc4FYd8ZcS/dRyB4tiZIHOIG4WK+WUzExs0JUpY6M5jop/lili/6VIG52knVPmY00TqosQx5ppUkzIz8RTcTG45WlfdPxMbTRKa9rhmBQxcZ7p08be+yEzS3PeibiYnOoFPkDNSd03ERu2OybiY3nKD5Oy3W62Q9+H3Vd1ut/OzLNwyrIgFXHVa8KCyhZQspVFB6D/1HBQ8x9nYIKf5ZpYVmJmjDc3w+6/C4kHltd8Puvw2JZ+Ww6L8NiYjkjOhX4XExfDG6wUcLiIPlOu14UXGK37rZUFioskpQR2KjNQkqBjeSAoDkjfSgbLkttLkujidaw8TeSsPrAsGByQsIBb7WDAp37pjuS9zCsIw0X9ysV8oqKNvL+ya78ghTfLCxf9Km+cxPbmxNFTCpWFPflmLqtYduaQvIq080DSgEpbbaUMTmNdm7rBMGS/dBg/EFTDNK1p2WKa3lKeyxgKfCHR5RomSGM5JR/utK8i6VcN1fZfZfbqHAdVrNwyIDzB0Ui1UQsy0/RqVdOw0WwXhzKaXe/DEfLK8M+Q1TzFhDGiyudILO6xfjgjOWMLAeMCd2R4op3pK8L+Xx8RZoChsq7KODKzKV+FcBlDtFDhxG0jdfhnt9DqC5JdEWEqKPI3IoYcjMqigdHs7T2UMOQO13UEPLvXdYxgc5rRumim0po87Mq/DECg6gjhxy8gT8PmaG2poM7Rrsnw5nNdey5H5vMtSR5pGuvZCMSSu1pMLo5AxpsIo4ZzT+W6gmRkCibUMeRgahFUhfalhEuo0K/Ducae6wpYM9Udk9mYUDSGGc43I60Kqh5FIG0NVsvuvv1jgOkngG+eOvKspCDv0POFnWdZ1nXMXMXMU0uVhIUONDtHLCD8kcMR8srwz5DU2mzPzd1hxq4UpG042sExxmaGo+g/svC/l8ccLhJQVa2rsrTgL36NBsttlVoxsLs3dVw3HH7rYWgeD4I5DmIUcDWC2rQoWOFrZBCu6HdDhp5A3VUbR87ZFyslBvkj6AIhVlTXX5o+hHHKHPKEItclq5LVy2rltXKauW1TxfBTVBge7lhGgQtA4T+grwz/DhSxNfr3QwrifjNhYrwiKY3ssJ4ZFhtWiyn3lK8L1i4441CR0VpavgTooJeYyyq4V3X7LY0OFrfhHLnc5nsgvsV34jhuhfAed6haB0Q84lAWgj9XSLUCh5Y+hHEVzD0WrV8bWCdcQQU/oK8ONYYJ+MmATMXOXC0Z42Gnlfioyd0JA9hXhXy+PiLvhpBH7J75hrQRn/ACc4XOmIzgaJs/5efshNMQXVosFrGppeW21zJ6zVonYg5WvGymlyNtu6fO8HKN02Z4IEndSTvEnLaE+Z8bRnGqY+XN8Y0Qc4TODAopn58j91KZSaYFDMSSyTcJk8r3FrApJ3ZsjBqo5pOZkejO9xIj7KKcm2vGoQmlfq0aIeeEdNvN2RNoN+jHm1a2QdfV3Xf6ces9I6fDJd2IKfWMrw+vwwtHD4T2TYMJuAsXhnvksNtfgZP9P/ALWHjMcJDhS8LB5Wi2CugsZLnkpDdSuLWmt1mD2ZnP1TP8KUPlWmNJwtBMxMYj+6wXyljQS0EJ2JZk0KjiuDKVCTK5rT23UzG8237KNkGYZN1tiViTTmvOwQxDHU1qg+c9H/ABKe/M9zXOoLC0XuorBbuP3U7gJbulh+WTea3JkcYcRKoWQizGpTGBmidqonFzbPnnXZDzbtAfSDzqtEUmnp7Lt9OPWekdMMvLcCEx4c0FYgZmFYPHRMgEb1nwHshJgRqAv5nh63X8zw97o+JwEEX/0vC9YlssZiMjMvdb8RE27pcoAZOyrsmsDBQQiaDYTWgDRaHdCJoOYDVfdNjYNhunNBFEJsbG+kLI0HN3R1FlRxNaPhTWAOKDBdp0THGyFy23YTWhh2T8zJC4iwm5pJA+qATo2v3Caxo0C5Ud3WqoEaIbecEOI8jZHVAeV9/qii1A8O67/Uj5h8vCYssOV2yBBFjZZW+yyN9lkb7LI32WRvssjfZAAbLE4hsTfupJDIbPkjrH1h6B5F2gPL30+sqkDa7Lt9SPmHy+1FYbGPi0dsosQx+relzgNSp/EBtGnuc825Dyh+hb9A6ybQHn5ln9k0XwpZVlVELMVnWZaeZ3XfgBSah5A+hHzD5I6ASEzGyN7oeJnuF/ND2aneIPKdK9+628odIQ+uBpbdA4DiTWiaO/nF3DKgKVWqQ40UGWqWRUQg9NPldl24OCaUOsfRD5h8gdW/HVCyh9/JHRutuBHkhD6QrdBBDo3RNIDN5myzXwDVXmkKqQKBvqHAdDm90039SPmH6KvIHEIeUEEEOPdd/ohqrroHEaJ2qHw8L8q7QahxrzQi21sgb6RwCHEbL0lD6gfMPnhhXKf7KnDt5QQ4jyyjx7rv9EQt+tx0TBpxquqrW/DdVwNcK4EhGdjdyvxMfujODsFhfzLJGgVsfAZWDZMma7uv2X7qj0jVFp7IHh2XbyHC0w/UD5hQ8kLZAWoMEX6u2UeDiYgwDZUEWhPwUb1PgJGa7jhd9GnCq40q4DzyiEfPGqHWdStjx36tldL1IDoLqRxFmmC1MJXakqMRu3CZGytAso9lS5xid8COKdKMh2T8Oxy5D2egrnvZ6wmYhjtihwrgXA7IWiECuy7dY1QRFFD6cfMKHlNBcaWFwYZqd+kcCFisG1wzN3RaQaPHZOnjBolBwfqEXgaFDpHn9051NJKjfnFj6DdXwGi2Q2ROiaOGyrorjaGpQCC2Kv3TsR2YLKED5NZD/smRtaNFOLCbGAMpTS6PTsmuB2TqaNVG23ZlGPiPAqR7QpI87qUTzE7I7h3XfgOBTdQu1eS4WgeA+lHzD1DpwOFyDOd+OYD4ipvFg53LgbmKy+Iv7hoRb4izYgqPxUsdkxLcpTHA6jhjsNpzG8N1qoImve7MpmCBwez/AHUjmZ22NVLiQw5d0yQFuZfjG/7e6knbHumYtrtCKTZgXFncIzNzhg3KkxTQ7LVqOZrxbd0cYzarW9Lm28sTpac1h7p+JYHFp3UWIbJod0JWl5Ynyhrwz3UmKa05RqUJQW5+y/GNvbT3TpWtbmvRS4prmEUsL8sIecNUFS3W6Gq7o7oIILbhv0nVAce1qd+b8od0MPkHwoSObuE17SFJspG6KMjLqnMo5mova/RN+FtJppyzIvTYu5UIt2ZSxNkbRULyw5Hruhv0Uicpryzoh9MPmHysLFzJKQ4zOfjpjAzRg3KHIwTPYBfzWST5MZIX80kj+dEQg/D4yPTUJmfw+XK43Gf+kCDqiL0KxEeSQhd0bWFoPesWQ6mDcqXSZikicHcyM6p8xkhd7qPKWCtlf/yPiWMqhW6m/Le2RQ/HI6RQse4uIdSigLXF7nWVgwKJ4NP55Ujvz2JoBxBTwBiG0mECdykcOe1PicxxkjKml5kF0mwyObo9TsLIgxT5eSVhflhDz9+O3Dsm78Krp3Q14ONJlUtd+L3NayysMzd7tzwq09gG2iE1Gigcw3QBY/7IahNhLzaa/KcrkHAO1Tnl5pqbGGp11oowKQUsOdRvex+V636AnDMgeyGi26hwKZ5A8scW/MPleHMoFy7rG4xmGZmej4/IXihTU17AzOsLCcdJz5vSNgpyIoy4DZYOXnwNkcN1jMMcK78TBt3CnjZi4N9CF4TPzIcrjqNOHiDNjw7UnYOzdlR4dsZvunxB7w/uFJhg913SbA1rco2TcI2/spIGv/dR4VrTbtSpYxIMrlHGIm5WqTCtebboooRGooxHYQKkwwebTcK0ODu65QDi/ujEC8SdwpMM1+vdNwrQ8OT8MHOJtCJoZk7I4MDY6IwtLMhTcG3YlRN5Yrzwa0VZdeG/DZOKb1nj6loFrvxkIkfXYLmgbITHMFL8bfhTWEfMQezunBt2xBxccvdHCvLNUHZRqnnPoFRBopmZugVuUTvgKo3uqk91kkHdTR6fEVhpC5tHpukRWqGq36R5o8ocW/MPlYNv5QHD+IIyWNfWys7KKcv8ON9tFgowyJrQvE5MmGc7dYHxQxQhnLJUc/4mB2ZtfuvByThQP3XhwDcRM0fZdtVjRcZPHdaXw0PAFDThQKACFcNKV2tVXCwttejTjv5+6B7FbKuG6PVutkOBOiYK06HbLCxBwWQNFI6upA5XUg3uVQKeGBM0OdqjfGZOcXJxs2UJAuWHOKY4DQp5+G1E1OjBQeW7pzwFGwusuUDPzHAlOFaL7dIR8koecesvqQrmlcxcxcxcxcxcxYmQ5CoMW9po6rBuuEFd14nAZsO5gQADh7I4dkmD5cWxC8JxGeLIdxoUQHaFBjRpS8RxIhiPudlgYuRhgCvCAXmSU9zwxnyXIeyKpbIL9kQeEspbQAtBDfThuF2RbRVAFfdWq1pADYp01SNZ7q1JM8v5caCC+w4MkDtuAo8Nt19vKpboFbLfyNlvwC710BUoabI4J7gxqj909vdNkaAuY55pqbCNypAAMqyZQg3ROiCYx4caUmg+6bLmGqM4Gy5rzsFTn6FCAx6jVMkaSQnHLID7ouvVffpKB8kpnklDifIAuQrQKlXGlSljDmlqhwzIwsAbiAR3tEWvFcIYZiRsV4JjwR+Hf/ssXgpGu5+H37/dM8Xy6TtLSn+L5tIWlxWGwUksnPxW/Yey8TndQw0W7lhYBBEIx2RXiL8rK9+F7pj5ZSadSnmdGAPdOxDmG89qeV+doYd0/mxszZk+b8nmBPkkaxuu6kmcHZGbqMSNNONhHEF5NOpYfEFwId2UT5ZdQ7/ZX2UrXn0mlE94k5bja5kplcxpUcsjX8txtOfJJIWsNUgHidoejQUbZOa6nap+ILnUHUoJ3OfkJtPbJZp1KKR8jS26KwrX73oopHOlcCdEZHCfIDos8rnuY06KWZ0Ya29Vz3NPqzKWR4cGNNKIOFhxvyNuI4EIarbyWIcaVqT4ZQU8l7q7K2hF5f6VEyt0Gq9FGM78ymGlpurU7ZQnRSOGwT8OmMG3dAPb3TXOu1zj7IlrtdipJAQL3Cbsh1N6hx7JnkDqHQOI+YfK8Omp1FDVa91j8EMTHlO6likgko6EI+NYktoFeG+KMn/Ll9SmmhgFyGgovF8O85bpYt2XFxOGxtDa1usdJzJK9kFYCmfE7UepTMeWte4XSDsOTQCm+cxObpRTAS4RHYLF/wBNKUGOQS9k2cP0Yo2xxEiYKHJRcwKV0Z9HqTAf6lifmfH6VCG874BoofnPtOFYhNfyZHF2xWfPM0hbqIXM9BrI5DzRoojGflBDJmdz91gx6qCw7w0lj91n5Mri7Ypjs04Kh0mesSz4w+rCY6AnQa/sp3xHR4WEvWvT5Oy34lDTySUzotALFNOU0o80g00TIhdlFra0T9Cm7KY0KCaMoUhLzTU1xaacswITX0FEzXVbvpSRgr8uPKHi7U4ayTKEZAFmL/Spog1hcVHt1jqHQ3fzR0jiPWfJCY6nWFhpxIy0b3RWP8ObiWexWJwkmHdleFh4nyPDYxqmYZr42tm1IU2DhlbTmo+DlsjXRv0C2FLFz8piJzcDZ4FUPZaHj+6pVWyDbQQHcqgg0L9hwOhWW1l9uFBUgKR1KoAqgdlQOioAqteAFqggBVDyN0CtlSCKHkuQ6iE+AONhDmR76pk7XKT4homv0r2QNuJQuR32QpqlmZ3QcT8sJkmU/mCkC0hE/HYT3E/CEzGPYcqLi/4isoQGVyxewATNuoI9Q6P6vpR8wrv5IWGnMLlHK14sIUqtSwxyjLKFBhIoPltpUArC0UsrI25nKeYym/o6439MQt+G3A8B5t8HGwm3XB8LXbrlyM9JtGQtNOCAIJoIMkOoNIQX6zabC1vpCDQnMvdHD5fQaQDg/K9BoATW5rUZPpVBSDRSOzFoQQR6Aj0jpPq+lHzD5XZVooZ3RGwoMdHJvoVY3Wm6vhmACmxjWelSzOlPxIafSX9QOkoDye/WTpaH3R4kBZeFq0DavhPHYTJg6PRRAZUNJF3T3ADVNt8ocNl363cR1u80IdQCHrK7+bHPIz0lN8Qf/ULQ8S+yd4gTsFJiJHd1r34V544FDjsgq+pCPAeR363Xaia0gvfsE8RujEse3AcaQCxM/LCM8h1tYTEl3wu4bqVjo3ZmpmIjrVNjdL6FiA6Ea7lCEyG3poR363IcR1O80o9IHAesrv5tLVWqCA+k3W3EaLdX9L91XdbrfgUEOmlSC/q63KOQtTpMwpAcL6McCRwwkZdJY41aMQWGDWAsOgKOVjAxpvid+NdDkOkdDlzQuaFzQucFzgucFzQuaFzVzFzAuYFzQuaFzAuaFzQucFz2rnhMfbih+hjgON8K+m+yvstltwKCHTSrg71dJQRTa6K41QUgBapQM5y7LCNAZY42qVKuPfrd1DoKoKgtFQVBUFoqHHRUFlCyhUFlCyhZAq+yr7JtBxQ186lkKyngPohwHRf1G4tDXgUEPIKb0XwKb1RNt9FNL3ZhI2h2UrsoQjLiPusC74a9kUOIKKCKajwHHujv9Hut+ANocAh0j1npHXqosO96j8PA9ZtNwzG7BBjUYWFPwEbttFNg5I9uFfR1xpbcK+l+6PBwTfICKafMKJN0EXOcKWNdUaZQLP8AdYY5ZXN8g9YQ9XlDydlsiL8ofMPQOu1hMEXfE9NaBoFpwsHjSxOCDviZuntLTX0QV8bW/C/o/wBl+/DZbLdDym9QRCaeFcBw72scbpil0kYE/wCCcO903biOJNaJo78QjxKb5P8ASmeeOoes+VSwWGznMUE94aMxR8WF/lsLgh4q7/TK/mrv9Mr+bH/TKwuNZiG2xdtV+yxuHzjmN3W2nGOVjycvZGRrXUe621WvZUeN9hw5rWvyHdag8NPfhfBkrX2PbhQK/ZWEFshvrwBQrzv2X7rdbIa8B5IQ6q4EUgVfAcX/AB4mvZYn5rVjW6ByjNjgOA4eo8Nluihxch5L9k3bzx1D1nyo2F7soUTAxoAVrxHTDv8A2UORsQKMkZ2KD2FPYMpWEjywiSI08bhYPFtxDL7hXSNLGQ5HrujVKMZPzW/7qYhzmEJ84j03KZiCHVIKT5zmyMFlR4h73ZC2k7EuzUxtkKPEZiQRRUb5BI4huqbK4yAObRT5pGmg21HPnvTUKCSUSOpt2pZ8pygWVHPmdkcKKJrZMlcyRwaLUeIzHI4UU6ch+VgspmJsEVqoJZdababJIJScuqfMWgDum4lwNPFWpMRlfywLUb3u9QpaDz9FqtO/Hv5RQ6zwDlV8SsJ8UpcsT85qxQuIrButic6+JNLdAeQEPJfsm7eRt5o9Z8rw2PM8n2XZdl4l/hn/ALKbk8j8/ZX4WmS+HROzs3X82wu+ZN/A4t9AW5YOFkWKexgoaf8Avjj2WzN7IbJ1ALDND4y0qy1wjPZYhg5os0CvwrbBLrUj8kpy6LDtsmQmyVhCBmB3tEZpxXZRmp3KT57UZHySFjTVLD2JXC7WHIEjrT2XOQ40o8O1rw4myvcqB7RI61o6fRRQ5nuBNKKENJINrCOAc6/dMP5ztVO0mUWaQwrbFuQH/wAjT6CgrK17rTi7ZDbyh5FKqQKA4TvyRkrANplrE/OaiLbSwLqJYtuBK3TRxHSSgPK7+Rt5w9Z6KVKlSpUvDRlaT78Oy8S/wz/2TnPENxtzH2XOxNfIH/K52J/0B/yufiv9Af8AKwss7pPjiyj3tQ/41/7D/wB8cSLjIX2QA2TGBmydCxzsxCfG1+hCZhY2GwE4sEhMwUIBluMaKTDxvdZCjibGKCfAx+rguULDq2T8Mx5twTIWs1AT8Ox5zkaqSJjhTlHh42G2hUnQMdeijiawUE/Dsfq4KOJkfpCOHjJzEap+HY7UhOia4ZSmYeNhsBcpodn7/QZQN1mI2Qs7qwF6lsjsm7IC1d9YRCB8kjhmWNf8Fe6w4AYGrEVzWpvpUXwTkIEK1SHAdBQRNaoC9fJKJTOsefmAeVzBSzhZwuYPdcwe65jfdcxvunTClFjq0evDXh8IcFquy8S/wz/2UHoWKxLcO23LCYxk91uOy1Vgap+Mhinc8C+xPsmubVhBTaMKPVQQFlXZ6d1d9FIAqiqpDytQFSFHyA091YGyslAAbom/SgPfh3V0qpbrZUq6dk035NLKsW63ADshjzlytGqMTi8CQ7oTPidlabCbKTIHlNAIQ6R0k3ogK08p6aPOpV1lgLyuWFkCyBZAsgXLasjUYm0ocELzPXhdBhYteHiX+Gf+yhsRhyafxU5md6WbKGKfEPOIidlB2UsWJimYwSautNwsxGdk1n9lhcIY2vin1B2Xh0hjccNJu3b7hBYx1QnjY4WOFhTS5G2gQg4KxwsKaXIEHC1Y42nEnZRuc2K3qKYSNBULiXuHGxwscLHGHOLzq1hXE5v3VjhYVjo3QACLh2VErZXaGifqgbQ1W3EdQ0QPSOJRXL5spCODiqqUkDg8MUOGYwLGQNZ8QULy5gIQ8gIlAeUfdDXX6EIdI9Z8rBS5JMvvw3XiX+Hf+yxAkOEIi3U2KaIW4dood9FB4lhWNEYNLGYN8zmyRuqk/DNwxAgfTvv3WLxedtSDK8bLnuxEkb42nMN0BTbXiEmmRBSuyNLlDBzW53HVS5iWxXupoBE3MzcLEuzMaQpoRGzmNOqxMYLA87qSJkcRyhYaAFoe7dPbALDjqsPNUbtdlDhxI3O/crFRNDfujCGRHl7rDCO//sve1C4RvcwrDPIeb2KhOYueoWB8PxdlhYmBgfWqjjD3uBUP5cpjGyuwsPAJAcxUXwPdFeighEg+JEGSUsdsFIwQPGTYphLJiPdNJfMXeyw7i1ryocOJG53HVYZ2QPPsg4OFuBJULnmI5uyw8AcwOO6ytznnJlBtDjaolaBFxOyAWyu1S2NKqW62Q4FDoIQ6R0SGgsALJfwxGkrUPdYhmaMrAv8AgrgOslAeW41ogK4Dzwh0j1nym7WFhZ+ay0Fjoy+B4HsoPE4AwBzqWMnZPIwwEEi9FHUreUPUfUVgcaIy5rrynbup5c7S5/xs/wCCEyKbEAxxG2e5UceRoCkeIwSVLIZHk8CwOBaVHzoxlAsKSN5DXj1BPEsoyuFKeFzsoaFiGF0ZaN1NETHQR5j4y1w1ULCIwCmRyMtuW1h4SGua8bqMTRjIApo3PionVNdNlPw6oskleCW1wxMD3uzMU0DsoyDUKJmSLJ3UEbmxZXKDOwZHN091AwhzrCERE5f2R20UBkAOUWoYnAuc7crDMc0U4KSN7ZC9gXLfK4OkFALExOcA5m4WHjLI9d1BA6nA90wTRt5dKCAgOD+6YJYvhDbC+N7CCFh2FkdHdSc11tyqFmRlHiGoutBqulZKARoLdOQ1Q8orZA9XdYp9RlYJtRcMR8xqGgTtlg/he5p8glAcR1/dH3TRavrHWeDUN134HifWu3kjdYaYxPtRSteLatO6MTD2TY2DssT4dFP8R3Q8KmbREnp20WH8JzEun3Psg0NFBOcGiysXieYaG30NeVDHy1dfQjRXaDVYCtBquluhpwHWOFrdFA9I91jjTQPdQPYWgAqXEsjOqlfJI8EqLFlnwyhc5jRm7KKUOxFjY9Vq0B5Y9k72QGVV5A6TwCCG678DxPrK7eVuoJzEbCgxbJUDw0vhdBSzsjFlYjFmTQbIDufqa+l2RNoNtWBsrJ3QHAi01X0BDrLVeVB18NF20U5uYNdsE9oe/wDICiysfUwU8jTI0jZYiYS/AwJ2EkYMxCMgzAjRNNi0dVStWqVeXSca0TB380I8Qh1/1ldvLKFhR4yRndM8TvcIeIt9kfEh7KTHPfsi4u9f6gArpXaDT3VgbIm+JQ4DiOq+JZ7Kyg8InTRNj58pJUbBHo1SxiQU5Pw4bIGqGFjNkaWMgbWdqwzs0VomlmVIDzvV5Q6AjwCCHX/WV28+vrq+mpXSslZeBcgqRQ188hSHIMywTfhLlatTn81qBVqUWCsE7TKsqA88nMgOs8BwKCHm/wBZ/R7+ttAKwOGXhmQ4bIa8AOI8rGmmLCsqMccR81qbwdVLDENmIW/nUi7smtrVX1lDgeAQ83+s/QUVrxr6C+NfX0rVlZStFfAhXSB8wcMYczg1MfNBp2UWIY/ZS4mNv7qSV0jgo8YWDLIE7Fsy3a5ks+jdAuUYZRZQPbzQnOvQJrfIKH0Y9Z8y6UMDpDoo/DgPWUMJENghCz2Rw0buyk8OafTopsM+Lt9HfTX1doBWrKocLQ4jyB0n48RXsp8Y0fC3VMw75DYFJreU/wDMCmkjzgt2UkrpzlYEPDzlu9VHPJh9HBYiYPIcFEdL80uvQJrMvUPpx6z5mFwefV2yYxrRQWvSQO6xOC7sRFGvoLQ/Q7VdJ1VUg5DpHS80LUULpnkgqLDMZsFsnxhymha14AUbGACgrRaDusThBWZqwbyYwPLJpE2mj6wcB6z5X2WCw+c5jsEBXCwNSo/EIJH8oHVAWia3UPiGHldladVZI1QWMw39YX2VcJZ8hyDdfiXt9baTXB690SGtLnJjw4WNlE9zhqKWy20W4JCikzssikKpAWNkFQ4X+j1aIQPWeOIdUZKwTDkvgUXABTzNzhwUMzJNjqq4SCxQWAdRLfKJQFoCvrRwHrPlMYXuyjdQxhjA0cfE5C9zYBsd1gJHGRutNOwpTeIhj8kbcxG6w2OZMCKojsi7mHK82DsdiCvDJ3SwjPuOBHYrFQ5Hrvww1Ole4qUAtITZXNw9hHnZc9/7KRxlhzgqGOUxghygkcWOs7KMzSNzXSY+aVuhpQyue03uFA58kW+vug6VsgaHWpcQS8taaUM7s+Qm1QB1/SyFdIOvhtxHDssc6mV7rD4oNGR+iDmuFqXFtboNUGSz76BSQhjw1PwWmZibiZItJAmTNcLBUmM7N1Kwxc2Wnd+ocLV2gP0Eeo+V4dHmkLvboLAjGKNIRuLcrdwTY2P2WDaefG0myLv/ANLlhNaBxx7Lbm9kFVo3DKTuCpMSHtyRaqZmSDIV+KAZlO6ZERh8p3WFlGXJ3WHByO/dYUfkrCfLKw39agk5cOZYeVg3OpUjWxyEvGhUJiJ+AKvdUFX6SERayKyEHdWJOeUNWJMOXKd01suU5dlheV/VugBSxN8xqb6dVPOwDKdUzDSP1booJOQae1TPbzGvaht02i9BtoNV/oI9R8rw0ZWE+67dIjgxGKk5nbZeGGKOeSKPbt04kWwjiAEGrEsL46bumt0ooLZEDdUtlvqFSy/ZDutB+n0ixW4IPB34WEQCE8OklOVQ4NrdXIAVSlwjJNdkHywGjqFLO17g4LmSzaN0ChwYZqVVBPia8UViMNy9QoJMzLVUrWZZiUGqv0QfMtZws6zrMsyzLME+StVFjQ7R2i8Op0IKvjameGMJKwuCkxLQ6qGuqjjfhMRG1409/dArtxm0YSu/EqqV6rXdCitFYWnRdLfooKgjaPRorC0Vi1sdFotFoVoPrK4lgKyUsxCc9YHu4rfZaduDgCpYmtkACjAaFdqkaWJAcygsC+2ZUXWVSyKh+jclu6ETVymrlNXKb7LlN9ly2rlNUkdBQ4NzvVovCfhYWe3T4tJ+Tyxu6gmYyTBUybUdisTLPiozMNGjVYeUSRB63HHFuqE8RixzCCdFmG6ZMH6Ar/8ApTntbqSmua7ZPkazcoFtITMurRNCyjM0J0gCuwswCZK12xTpAzdNkDtkZmjcoStJpOe1pq1G2pHa2nSBu5QcChMwmloU5zQhK26tYk/GxOkDR8SZI12yMjQmyNf6U6RrPUgb/QcYS1hWDc3JV6rIi0hAJ1BYiZpeC3sosSx4q1+yorIe6lcyMarBO+IgbL7j9T8PlyyUe/Rra8Re+XEMjh3Cw/hoac8xzO91P4c6O34c19vdeESXBy3btRscKteJSU3Lw17psLDOWkLEm5AwC1y5M4LWUj/iUC6RzjltQMe15cW0FBGJS5zlO3lMyt7o4WPIg5zsNqvw7BDfdQwNdFmKwZuNYljnMpqhdHm2ooF0jyctqFkjX3loKONr5HWp2iJ7Xt2CdUswHsojUr1h4hI0vfqVibjZlb3RjcRQj1UIc1gzbrFi3NCxELGx5miipSSWKZ0eanCyoSBLoKCLGvmNosEczQ3upGZZC54sKLJl/L2/QccbACdgyACw6pmKfGcsq/EsAu0/Gl2kQQw0kushUkIjeAn4NrhY0Q58O2oTMaw+rRPxjnGo1Fgy/wCKQoN5c4pA/qbTl1Cw0wkYHccXi+Q3NVqHEyMnfMWb13C/mUneP/sIeJyjXl/9hR4t8Er5SzQ/sopQ9uYcHPyi1PKZHk8BQ3UsT+ZzI1JASc4NFRiYnUoQkTZ+yfC9ri+I7qIS7vK5Msd8s7o4dz2U4oRzn4SdE/D/AJWQLlnJSgjLWZSsNGY205Sh1fllMheXB8ifE8OL4youZ/WVDHkc5x7qaMSMLQsNAWAl25UcREjnnYoQyMJDDojAXMpx1QbOPhBQvusWLc1oXKkk+F50UkRLm12UsLi/mMOqjgeJA9xTYzzS/snxF0geNgntlugdFDFy2UtvMH0k1unDfZS4iOPvqnvfOaaE7BPaLCw07G/C8Ug4dlifmtQqlLjA34WalR4R8hzSI4V8WrCo8cW6SCliZGFwexMogV+p91hcQYHpjxIMzdlqsThmTsyOQ8Hirc/8lfyeL3P/ACV/J4vc/wDJR8HirX/9KjjDGhoXaysbi85yt2Q+krhfU+IPIPsgO30g+jJQa6WUluiiwTAbdqUABwlga/cItlw/o1CfPmcHIMln1OgUOFZH+/F8bH7hT4UMGZqwj/ywf1PdUsNinQHTZQ4lkurOA2viAnysY23LE40v+FuyqvqL/TApnZWFYFoy2hxqkaUrAJQoxTdVY46KeiylgXfCR+qnVNJbso/EJGb6pniTD6tF/MIk7xFik8QcfSnSOf6kEfpa6K/S9ljXUxRmSEWNQocSyT7HiXUpMYxmyfK57wVHjHs0eFHiWPVjsrU2IYxXNN+ywv5chb+sUCqHCq+ov9Qxmr2sTRpRU2EadW6FNxL4jlfqE7Gl2jAuRJJ6ymYRjRqFO0NkbS5bXN1T8E0mxonPlg72E/GOdoNFhoYzq42tlKMk4cm7f+ASnPuez2T8d2aLQbNLvoFHgmj1KTBBusaixRYalCZICLasRRkbSzBrdU/FEmo1HhHOOaRGBlVSfgiNYyubPF6wp5xKAVEbb/alq/0x5ptqGHnOLio4WM2VVxfG1+hCfh3wm4ynzEuBrVMhkm9ZUUDWDocNFiYGZcwWCdcdIf2fatXxr9MxTssZWGxHKFOTHtcLat9+No/dT0JAVHRFq+hz2tbqpsTn+FiwJ1IQ/tKlX04XNGbKDqge3C6QXuEcRHeVAjUoyBpDfdGVrfhJVgap0gaLKZIHCwVmA4aaq7QeCjwCxzjVe6jgDmUU+B8JzRqHFtcafoUDaJACfio2J08knoGidE7MA5CGWPVqZjCNJAmTMdq0rNSlxYbo3dMgknNvUcLGCgEz4JyP7Vvyx5eydYdbUxhcR790+3NNIx06iP2UbCJASdVTy6wdFI0l4oJsZogH/pGNri2hoqI9O6rXUaqRpLKCfGdistEdymMIN3r+3/tBhId/t/8AqDADX/CijohXxxLs8rWpraC2CnjiIspk72fC3UJr3ynLdBRYRg31QY0LEVzGph00UkYfuFPG2P0nVF0pb9lh3Rg/dNIPDFDLIHoGwP7TvzB+gXSjp05cpMU1miM8smjAmYMu1kKZh2t2U2EadWbps8sOjwo5mvFgrEU6VqMjY22U+d8xpiiwYGrt0ApcI16MEsWsZsJmNy6PCxL2yMsFYd2Zmb9dH9g2pnUFExzyaKiwbGmzqgK2Wh4AJzcwpSYYsNxqSR7nAHdR4VzzmeU1jWaDhqqVFPiY7dTwMaLBWCktuX9dH60EeoLFfKKBrUKAksF8BwCKKxB+JYdxyDiOM/pTPidqsDo8ofrI+pH0v//EADYRAAICAQMDAgYABgEEAgMAAAABAhEDECExBBJBIDITIjBAUWEFFDNCUGBxI0NScBViU4GR/9oACAEDAQE/ABC0QhCELVC/9CrVCEIQtUL/ANEoQhaPRC/9EIQhC0eiF9+l/syFohCF6V91QsY/RD3f7MhaIQhelfcKAkhIm+1emHu/2laL0oX2qQkLWGyMkvTD3f6+vpLRelC+zoXoiJE3SHv6Ye7/AF9fUQuTyedV9ehQkxYWfCR2ROwo4FuJ0d5klfqhz6o1YsMWhwguWKEXwyeKtd/q48fcrG4p0ZKuhYY1ZLnRwaR4+n5ErZ8NRVsg4zWscSatnZFuh4IihGWxlgorYxxi3ufARUCOKMiSSlRCEZHwIk49rPBDCnEeGK39MVex8BDVP6OLnclFVpigpGTGo6KNlVz9mhcnk86r6jmkKdiEiJuUvRyKNDG69cOfUiHBm9xifzbE+B8nIsUh42tIwkx4pLwKEmOEo6qEmfClriVRMmOTlZFNlZUNbmKNsnFtDxyrRQbPhSHGS9CjZ8GQ1JaYVbJpuNIcZR1eRdtIwe4lwRfazLNSWxDnRmPJ2jabsw+5Fq2jOtrIq3Qml8pm9vpwryRfcjMqekccmPHJEYSY8Ul41UJPghCSe5LjSEZr2k+/+7TDHYywk+BwlHkVsWKTPhS+itdhCF6HxovUltotJzyf2xOzLLlkcTRGLIkZHePKj4p8Q+Jsd+xj3G7GP1w93rh7SePudmPF2uzLkfGmKEUrJ5HdJkXcTJHtZie5LgWXc5Q1TMce5mR9sTHNt7mWCqyLadmNtxMk2pCYjJ7mYZbk21E+LIgrZLZEcrTMsk1trCNsfyojld7jSkiWzoxS8E32xY593Pow+4n7dYe7RYb8mWNaYfcd1SJK4mGG9mN3Ize30+yBgl4M6taYHuZvaY/cMfJihbMku0xzuRLjTA92ZuBOjE7iZZSjwOcpcmCOxlbTMeXamN7/AEFrPG2RjNtoV4luLP8Ao+P+j4/6PjcbDew8vy2KEn5I3DkWf9Czfog1JWPtgRlFuqHhbex8AWEeCj4FnwGRxM+CLCz4H7FgY8H7PhEY26JRpmKdbDJD9cPd64e0zPejFOnROCaPJ4HKH4FlilRlmpOzHyS4FyR4Je5nTmRxS3QpwT2RLKmqLMXtRm9wiJk9zMPJk9ukX2shkUiWNNEoOOuD3GX2i5ILYy+4w+4y+1+nD7ift1h7tLJz7tMPvRm2kQdxsyfJE6fkzcejFG2ZI3tZCCT5JK1pg5M3tMXuQ9MHBnMXuRLjTp+WZuNMHtM+mKdGzJ4b3X0V6MfvZnuiLf5MjvkWWBlalVDhOuSEV2NNijD8keHRjyRUUZJRlFmH2qiU1GrITTbaRBpp2hxj+CLS8Ham+BVR2quCKXZRCKT2ZtTsjGLYnbaR2SbMaUU7IuHd8pmvuFsyLtE39DHz6lyQ4MyqRijciTpF7kJWieN2LFLyTjRj5JcC5I8E00zBLcyRseORLHSvTH7TN7hckODJ7jF7iabWx8NmOPc9yce1mBt3ZnrbXC/mJq4iVsVJE3bMPuMvsPHow8kuB6Y+TwUzFCyfuMKuRn9xhnRmn3HT+TL7PRhhW5N2xbMW6MkaZgdMyJtGLHJvca2HsYGZYtoxY3e5LgfJgM3GmAywk+Bwa5FiTVkW0xukPn6C9EYpSsaTPgxPhpHwoDxxGtj4UaI4YkYRVnwYnw4kV2qkOTkrZCTXBHI0fGkLMz40kLI0fGkd74Iya3Q8jZF0xSa3Fmkd7aYm1uiUm+dISobH68fPqi6F1FeD418o+PXCJZG9IT7T448zekJ14Pj/AKFPfg+P+iU1JidMWdn8wyUmyNXbFnrwTyd3gg68C6j9EpKQtiOZrkllbIy7WfG33Q8y8DbfohmrZnxv0SyN6QyKI8yar0wyKKPj34JSvxpCaiLP+j4q/As9eBu3ZDJ2+CeTuXGsMnauB5rVVqhZ0kTdsi6Ys9eCeS/AnR8ceWTZ8cbsi6Fn23HlbZ8f9EpX4IZe1cEs1rjSE+0ef8Dk3yRzOOx8Vc0Syt/dw2TK8fg7EdiII7EISTGqVCjaocaiJfLRtGyO6ZGTG39OHu/3dyoUjuZ3Ms72dx3Dduy2hu9juaFM7mJv6kPd/svBwcnJx9Fffw93+y8nJwcblWciEISr/Bw93+y8DOURdqhbOjhjGP8AJzuLcW+n6/8AQi3E/Bw6JbMfFnKs8UL/AMRfg/XjTk54OVSF/wCg3tuPizlC4oX4Lrc4GvwfpHu2Qt9i/B+kfpaV/wCglvsxbOj2sfNjVnuE/D5Ft8ovl+VH6R/wcqkX4R+hbbHH/oJ/katWLdUR/AtnQ9t0Pbcrx5F/4nL7Ue3Y/wCCvwX+NFvu/wD0FF+GL5RqnY9y+5UJ1ye3karg54OVSOUL8Ht2PacbnO//AKCa8oXzIT8M4ZLbdHKsW+3kTp9pw6R/wP8AQ9uDxYt+Tn/Ua/yS+Ua8o9yE/DE65HtuP8rk5VLk8UcbCfbsxLt3ZW9j34/1G0uR58a5Z/NYvyLNjfn/ACCfdyX2jVfMirPcJv8AuPYe0e26K8iXdue7bRf6fJqO7M3X+IEs05862QzzhwzD10XtLYTT4/xrV7oXzKiMq2ZwV5XB7vmYv2R/YtuSnd6P/UJzUVbM/USyP9ab+mjpuqeN0+CEk13Lj6vb6qK+49rJRrdHuVi/8RbfLpzue7c9yPFCFovq19KiivvV9x1efvlS4WtDVFMp8FFPTo8/Y/hvjTwIy8nZIy+BY5NFO6Fik1wRi26oeFt2iSk2k0ZFJLYlGXkca3MXuHB26IWpUiHuZi8ivtYoN7jhKPJGEpcDxtK9FjbO1o7GnwKDrgcWth42lYotvY7Ghwa+ivmVEX2/Kyqd+D/7af8A1P8A6i22ODz93ZetFfcr7jq8vZDbl6YvckZ3ixybrcWXA18RrcWbFL52tz42KW81uLNilvNCzYsjqSo6yCjPbXpsnfjvRDVyJSl3Et5IyONncpTRkk+6jI2pGX3GTxZldUOPerRlf9pj5Q2+4fvSIe5mLyQtxkJtYyHsZVxRNqqsXJPtJNPgytqRb7CF9rZjbujHabIyd2xpNc/Rkq+Y9ytCp/KxN3RXk/Z+z9/RXor7W9KK+wQvveunc+38Hkw+9HWf1WY4bNvgWOL/AEdP/C+/5pujqv4c8Sc4u0R9yOt9+v8AD58rWU9z4q/BKdnxF/cjvG7l3Ep3KyU0/BKd+Ccu4wukx7kHQsqTtoU/m7iM6bZCdJoU/lo7/loU6TR7YpklavT4i8obT4RN9zs7tqFNo71/ahToi6O9Vx9GL7dmVTslS3Ru0L8H6P0fr6S0r7i9K/waidh2HYdh2HYdhjx2SwnVf1W9MPvR1n9VjVwiZXF07MbTWx1LSxtyF7zrffr0TrKlo9b1WlvRCez+ihTocm3f2bqrQraojV0K0yt7PN/Uov72vor8C4o5Ryq+18aWX6cTSJ5jqP6r0w+9HV/1WQyOGx8VLdIw9fkx7Lg6jrcmbZvYjyjrffr0avKtVWirRE4dpwbUV6UhDg0lJnGvD14H9imouh3Y6W5u1Z4PH00vvr0or1/s8nDo4Zx9o/b9Lq1WV6Yfejqv6zI4IPkl0+JLYWOT4Hgny0KNNHW+/XoI7t6KiMYCxrupnZC6HB93adsU+0zK5EI90qO2HtFjV9pCNtoULTZ2R7bRHHHttignwSUfBScVY4Ku5EYxJRQ4QStigqtjjFxtCjFR3JQilaHCK2f2D/J70L8F+PpLRF/4BPRqvSvwLdUco5RyjlC3VfZv2/S6+HE9MNd6s6ptZnQsmcc8xgyxjHdn8xCvcZZKU9mdb79hadLj7MekEm6Kcdkj/uH9xdZDsfcZuTD7hQlZKfz2SSim/wAkW1CoknOty/k3Md0xwaJexC/pkVS2J+1JmXwQ9vBK6HKVXEbm/cQt+4f147KnpXkf59a0X+FRyNavizzZwxc0LZ0cM4dHD+zft+lkgpxaZOLi2mYq70zqOmySyOcRQ6kePqT+Syn8llI9HkTtnXKsmnSYe934ONNvB3Piy97PJbs729te+WjdqmJ1wOWibR3MbL2oUn4LdUyxbx5LUY7sTcd0XZ3ePsGtOULdV9rRdr7laVWnijlD4sf5H+T9nKFuq+z8Hj6XU9Opq1yONcndJ+Tuf5O5/k7n+Tuf5O5+WMwYJZX+iGNQVL6S+mvQx/ZJ2I4dHD+2jBQXbDj7vnTyLmiP4F+BfgX4OHRw/s/B4+nm6aOTfyZcE8b39MYOWyMPQvnIRioqo/ZIXrQvslszh2PTn1r7ChqtjP1cseaONRu/PppN7D/JRX1fB4PB4HyPk4Zw7GP7Xx9WkyXSY34H/D14Z/8AHL/yI9FjRHGo8fSX0UcaPVcCEIQuRcnn1r6DVqxboiI4OPq160tdvXk63FjzxwSfzPgsvSvp+TyLgXA+CtjlHKEL7Xx96voM5FuLTyeRjGMfI+dPPqX0InAxnJz6eNavXj1penb1f8ksWOc1NrdehaUVXq8aMfIuaFzQvwcbCPOjOftPH1vIudFVaefS9OTkX0UcM4d6MfFj4sfA+B8D4HwePoL6DOUIQtjj03eiG6K149V+lJ72/Xfqs5Kr0+DwPgY+bJc2Pbc53GeLEI4OPs/H1vJ3JMWSImmjyedVoiIjgei9bOVZyhcCFxQuKFwLgXAuBcC49a+inYtjgew1Zyc6tnBVnOvBzuXZwcejJai2j+F5uqnKfx1t4LWivwKMmLG2dh2H8X6qfTpRxrdnR9Zmh1KwZ3dnYxqvTel/gTT5K08i5FwLg8Hg5Qt1Qt9iD8FfcP2/Q8Hgb0bMvVqHG5Pqski2+WWxTaMfVzjzuYerhPnYQqEI4+w4Zw7OGcMQuRc0LmhciEL6zVDOROxM4OPV/wAaJnBwfs5OdY/hi5oQk2yOKuSDXjRykjvZ3GbpMfURrIdN/CcPTT+JHkWRiyRfJ2RfA8UvGtk02tjo8WXFjrNLueiYzyLnRciFyLZ0cMf5Q9y9EIr7R+36Hg8aN+WdR1TntHj1Kjc6fq3HafB+0MeijZXacll/RvTlHKOUco8D4sf5HzYxcjVfXTsTPaM5OT9afs/ZyWcacl3px6XvuJWQxL+4c1DglOzEd1m0iUaEhuibvWEWKXaTj3x7keKYuDlWeDxr5PI/yP8AJzucnJfjVbHHoX2f9noXr6rP3PsXGqVukQ6Kt8rpF9LHxZ3dLLxRLou6Pdidkk06enSZ/wDtsui9JyqKMbeRdsiN06IY29xwaZ8GVWRxyY8VK0OFRsULVkcbaslBrk+Fo47Jii2rFjfuHCtztpdwo2m0LG2rOyn2oWJ0KN/KQhujJyzx9Zqh7nuE7Fscafo/R+hnOi2K8o5OTnY4ONeDHGvmPipnamOFEOCL8ElW4pJ8lUXYyiMRy3pEnSMc2icVJXE8UeDweNfA+NF+Dg4K8+hbnOq+0/t9aFp1GXsxni9cajgx/EfL4Ly55fln8lCP9SVH8lCX9Odko5cEqH29TC0qkiq2Yn5Rhn3ws8CMntRhu3Ix+yRCa9r4FBQnRK22f9owfsh88XEm+2KiTailsTyJqqM2j/pojfw2W1jRF/8ATaGv+miP9NkZfLTMcVGZ3Jb0Y5XJsh7jJ739dMWx7eBo9wn+TdCs5E/BwftHIn4ZwVXGuT+YeeNezyXvT1hG2ZZ/2iQm09iD/I42jtfLFUirYp9nJVjQkkNpkebZJ/jSE6JQ7lcdP0foR1TyrFL4HvOneRY18X3eSS86cnPo4KrSqHqtV9g/b6PJ5EIWnWytqJ4MHTyzSqJ/8XHt/ZUm+1mWa6aPwoc+TGnklTM8Him4IwZlmj8HJz4MUpYcp12NRyWuHp0MuVonQspLJaIzpNEMjQ5ts+K2iGRoeXaiEu12Tl3OxZdqJTslvuURyUPK3HtO7btFJ12kMjWw8rqhZKR3uz4uwps+Kxyv68le6PchOuT2jX4OTdm6K/ByL8M4GjkRxq1etEY9qoq2ZYyWNuPJ/C4dVCUv5h2hy/BKNsQ0oq5H/wAt08snw4vc5Eq0lQkj+IR6r48Pg+1EVsrO+KO6Jjl+DLGtz9n7LtG1G3BE4ONOT9a8iFotF6EL6z9vo8nn09U/+o3p/CZ1NxWmXEl1Z1MryNnRw7siR1PRqWRvuHD4ORUdcqzHVf0oXp0brJXo8nk3HetehCFHS1puU79O/wBj7dhr8G0lYn+T2jX4LvguuT2lfg5F+D9n71WnGjMfJN1uxybYuLZyMtkW2Th3wcGP+F9VXwo+2+TDFxiofg7BScUSjasiSIzO2MuBQ/JKVbH8Q62HTY1OaOnzLNBZI8Me2j330X4GI4OD9n7OdP2fv1r6b0eqVxO07TtKO0o7TDHcnjTOqVZHp0Wb4eVMfDaFlcc/dM6zF25O7wxNrg7pfk6TH35DqJ/Ey2jrXSjH8COk/qIWi0pnGm3BCKd2zhj9FpHcJW9xIvRRuLYkKEe1NnnY87laOLX10/DPbsV5XBzyJ+GcH/BzyLbkqhr8HOwvxovQhaLYmrjZBEn4IPwdgopDyJcEd3bO5vgd2KQ2mI7aOw7Ejuivad6lsSi7tk8EM+JwmrRjxxxx7I8HGwth/Lufs/YtEJH6P0cCVafoX0UIfqej1W0RPSyyyyyE+1k8zlwdZGp6WdBn+Lj7Xyj+JdJT+JAwdQpR+Fl4H0N/05WLoa/qSoy9RCEfh4f/AOnR4028suEZ8nxJ3p0Mbm2UJbjUEuCGPu3QoKW1GLGqbaI9snVChUqYoRcmQgquQ+18Cgo7NWTxqO5KMIrgSIdv4HGNWtio9tjjHtsUYxjbLXw32iH29i2I49rZOO1oXaluiUVFmVpslGopiiu1sqPamRh3bnYntRjSJc/Q538ifg9uy4Odxb8ivjTncW+nBwM5+gnZD5oUJdqsjFyFGiTGxKxukQbRLkhuyS2IJoUi96Q5RY0rpHZYvwRVEufTwLTk51W5z6H9F6IWjHweDweNX7fpddjuFrxouTpOoeGdkJwywtboX8Nw3bR1nQyxPvhwY8c8jpD6HKk2dOm+nnE4206TH2Y78s8aQWTzwY5U2kKORKyL+ViG1XeY9rZFXCkdlLcfdP2klLiQlNLfgmzGqjtyTfyb8k3UUJ3Bjj3RSQo9sXpKXyI3kqiNNe4d0uwzLdE42rRXdCkcRaJbwRi4KmQT/tJ/QryjnbyLbZn7XBV7if5042KOdEIWxxoxarY6vO8ON5FG2vB0WV5cSySVN+CVLlEp/g6Lruoy9RLHNbIjutIIe7IJRW5JKXAk0yrQ5CFOuTqOu6meSXZson8P6h58Cmzt0jLu2J+jk514Ftrwceh/RQtGPTwLgXB41ft9aFpJKqZnxfDn269H1bwP9GHqY5vmgzNkUINzHmak3DZGPqMkHcWLr12tSW7HuzpsLySEq9Niex4G/HoTYtErGxFtHInRetst3qhbDbeu/wBL2jX4FvsL8HG5zuPgXB+j9epaIr0KRDIVGQ8Ve0gmhxsrailFblSkRg0UOP7HFoirQlSM/wDBunzvvrcx4o4I/Cx8IbdnuRi8jH6l9ihHk8jGeBcCEIQtH7PWhaPkzYllVMyY3B0zcVMx5pY/aZeoyZfez/g30x45Tl2xMOJY1X2KQ2WUJ/kSXoX2Sf5PaNfg5VI52ONjyeT9n70XpbGtV6ERyNCmmbCdq2Ocao+IfEbGyMhZV5OfaW7ouiX6PJB+BKk3pO0nR0M888d9QqZ+hbC0X2fg8CELk86ser9vrQtFtplwxyqpGXpJ4+N16d2YejlPnYx4o41UfsELcbEtKP8Akr8F6L7PlX5EyLp0LZj2GPcW4hHk8/T8baO0jerLFIb1Z1vUS6eCmo2Rdq9MU6HGnZN+CrWkYNvYlxT+gvs0I4Zw7H+R/nXn0P2/WnhhP3IfQR/tdH/x78sj0EPLIYMcPavQvSvpIRevJwX9r7WNVueO45ViFscHGjPB4+mrSP4j1mTHJY8fLOg6vM8rwZufXih3Haq4M0FVoekJdyolC9zqerh0sO7IzoetxdVbgOSjwNvz6l9vyrOULihfgWlF3q/b9uvQvorTg5Fo9xbFelfYL8MX4YtmLZ2cb6fs/ZyciYi9H6+Dc6zoo5zo/wCHw6eXfy/Xga0ySHothZGfxfpp5e2cFbR/D+nyvM80/l/Wq9a+moo7Udp2I7DtOxM7UxRXAorgUUhRSO1I7UztOw7DsOwWMkqjohfYr7LkWxZWtF6X9k/yP8nuVnuRztp+j9HBx6LL9UOpx5MjxwfzLlaJ1o+PVHInwyDIvYzP0zz44SUJvdl6r1r6dstls7juZ3FtFtDb5G3yKV7ilYptnc0dzO872d7O9nexu4lCF9XuX23GiWtCZWq+x4304dI4HsVR+z9/Vx9NjjN5Yr5nyR3FrZX50R/EsmTHhvGYpuGWDxStvkw+GOVGdC9E+lxZZKc1bXAt99XpD5VXpX1eTn0X4FsLY4GvKOS/DK9T9v1cmaOPkydc37EPPOXLO6RHNOPDIddOPO5i6qGTTb7JF6Vrx9r+j9CVC3E7P0fr7KhLt2Q3pKKkqMfRY8cnNIwcj3izIrj6fOq15Z5r6q9HBwfs/Z+z9i3FuJ+GcFXx9B+36nUdVW0Ryct2b6br0dP1jj8syLT3X2ViXoqhPWvsa/In4ODke/Ho/Z+x6eDx9CtF9DEqiJ7MjvAei9C9K9D+k/TyLc4ODj0V+C/z6edH7fQvX1fUdi7VpGNuj+Ta8i6P/wCx/Jr/AMhdGv8AyM2CeOVS05Oi6jtfYyvOsoNKxK9N7N7PJyx1oourKelbnLoqnRdEotUU0WxNFabfZbF/g4OS+3YSrfRH6P0IR5POr+jXqW0SHsZifgmt9V616F9Jep6ci304KLK/Bf59b9v0py7IuTJTcpNvTp98iJ9znR8OdjjIi3Zlnc+yftZnwPE6ZWnS5e+B4PBJpvtILkhGxwVfKxQVXJksaStMUNrbHjSXI4xUORxSjcWRimt2OCXkyRilyQx2rZKFK4lWONpDhXAoL+4eJLySUV5HGPZyRxpp7nwttmLEquxi+tf4KZsi34NkK3ohKzn660rSEa/ekd2ZPaQXyMxvc6iLapM6LppYIdspd2qONL+xWjGeKP0fo/RwM5F9FaP2+lenrp/Io69N/URjWR5P+nyV1dk8XUy5P5LN5Q11GKFt7GbI54Y92vQzqTjoibqRzFyRjrsZ3vwhJOKtE3tVGVbKhWoOx24KiPsYopJNqzJ7VsT9qE2oKlZ3OmqFyTTrYV9lMnJqqRLJ3GVXQ4twTRjfyuj4gn/0/sLb4O38m3g3YqRuxaWcH7+yvTErZmfgh7GR5M6tWhvXgelepfUQhH7P2fs/YjjTn6b9vpRZevXv5ktEdN/UQlF5N3SFDD5yHw8P/wCQ+Hh//KZoY0rjO2T/AKEb1wOpp6J0yTtim0qQnT2PiSEpOK7R2o1IjOS4HNvkU2uDufAptbIc5Pk+JJKiEnHgc2+Tdim0OblyRm48Em5CnNEZsUmt0Oci3x9h3N8Cj+S0uCmzaJyIaLoS8s52ONhHPoRx9BF6JGFIyO5GNPsZunuS9pXqWqHqxelC9L05ORFVpz9HkWtXE7SiiiiiiMLZLCmtjr1WZ69N/URk9zMOL4jozdO8dN8aU6I4JzxqLf8AwNNN6Yd5I8fW5LK0stCaE9K0sv7Du/BTfJSRbfAo1yNi0SLs42+hycfSTMaY8K7rL22HFSQ4/KPb7ZaIQjg4ORHBz9XuqJ3HcdxZZZZGVMlmpbH8Q3kpaI6b3omrk6P6WLsXuZOePFFY5q2QlhlCUnDZDywWzgZs6lU8ex1MFJfFj5P+TpFeVa16YRsap60UQhZTRRenaRSQ4p8EoUyeyRf0EMRNfQ4LYkXRuxKi7EhrRF+la86LVelKy+1CzuyMrjZkyvgwZGzIqlovoL08nJyc7C/AhaXRVa8if1VpRR/Z6vB416yHdj/416bfIjHSzfNwY8Dc3lu/wZOkzNuVGDMsScZxsWZ5lc47GHBT+TdM+GsMZKb2ZydBj3c9Iq3RKbi6RBWnIhPufazGkm7ITt9vgxyadCk5SSkTnTcSPfW3BOKuiU2nSMUt9hS7n8xkckhIklKKaJpONLwS2SiSfbMySadDlSRP5o2IlNxfyj3SZNuL2Iql3EbmmmU3DY4j2kt2kTn2ukTVtD29pJLuJyadRFf9pLVItI3Yo0ORVnBz6FqvSivQvTi5MvAjHtAZhaTM68i0Wq1Xq4ODg43P2P8AOtWXZf060oY/T/b6vB41krOpxfDmI6d1kRk6PK5bGCEscGsnDHcH3vjwdR08ppNcrkwxp1HaQ5QwtTl7icu+VmOLm+1GOChDtERdOySjJ22Kcd4+Bdkd1yQnu7McqdshJJ2fLFpok03ZalTbJzV2S7JO2yE4xkVETjFHJjnFbSMeTnu8knbsnu7JpN9yJtUqO+o0Imk/cSnaUUTakyM1KPay1HgxyS5Jy7pWSyXRJwbtmSabQ+2W4+29ib3IqK3slK9WxKhyopvkSSLEvzot9OfSvQhM7UxoXqxIzNt6Y/YSISMiuJXq4ErG9WMevO5yfo/X1a0S2I6MfB4FwIQj+z0IR4PHozYlkjRkxyxupC/QskhzkzD1c8Wyex/OQ8x55MnXcKHglJsSbOk6f4at8/ZWV6L1om7K+wSHvsLY7vwU2JUdyRTfJwcnBz9Ba2OPqwIyQdkcTZBVEnj7kLG7Jqo+qjj1IWvBxufsX5L+lRQ9Ii50Y+BcCEIR/Z6UefQnseDLhWRUzL0s8f8Awb6u+NMeGc/ajp+lWPd8l/Y16LL1ssX2fIkORTfIkkWbsVDFqvop6Vr4ILYVpbjtrYhF9tMhFw3YskWV3IlsxapfQf5H+TkW+qH9GhEdURPIx+v+z60+lxz8Ev4d+GfyEvyLoH+SHRY4c7iXbx6F9hZeiXpoor7PkSov8FNiVDaN2IYh+lfRoirY5dsSU3JkJuLFP5SeSTEYZsyqmUVpf0F+Bfg40vTgbv1VqxaPRHkY/of2fbr69lFeiyyyyy/tKsWxeiWliQxfWRD5mZudYexj0xmVb39Lg49S9aQtHoh6IX017Rf4SvTZRX3LZV6XolrycejnRC+hgjuZXvri9jJaQuyauP0uS/SkPWitUIei0ei+ovaL/B1relCWtll/cVpfoRWiX1cXtKUyWJojivkjFRiPGmLCyoRQn3oa3GP1/wDB/wA6XokN6IQuR86of2f9v1Z5oxXzE+v/APBD6rI+WPNP8keqyLyQ6+S95jzwycPS/Uvp16b0oor7iytL1vV+har1cRMeNrceRIu+CMHRFdh8dDipkIdqomqYhev/AIP+dUtUhCFyP7f+36nUdWoKo8kpOTtl+jkUmuDpus8TF+fSvr2WVrf3depaUXX0oK2OXaiWW9ITohJtE5tvRSaMeW3Rm5+lZRx6UL7n+08fS6rP2KlzqlbH02RR7mttKJ9Lkgu5rXpOov5Hr4Iw2s7F4Y4tbPRK9kNU6Y0lxqq8jSWjpbrWivRZX+CTLsr6WJGaW9axjZji0ieNp2XRZB1MzK1f0L0o4+gvuP7Tx9GclGNsy5HOTk9ejj2p5HydRFdrjy15MfStx757GTppY6fKIrt3js0dXj7cm3Gi23R08++FnjSb7YIi3ew43OmJRUqojFRmSce+miUVex8sZVQ1GMuCcVexOlMai48EcSUbaJRS9NlWL/CpnJX0MKMmLu4O1p0yGL8ndGBGXdGxZ/DHCMh4mQw1uydONeq/Uvv37Tx9Hrp1Cvz6ExS3O5J9z4fBnaWOT8Pg7mXr0M6k4/nXaUSONp2yL7pnw2pXY51MnH5rJe5GTeZl3ZPmJONzJwk+OBNtUiff5LRZeiWtlf4S6Lsr1wXykFKxuPkmn4H+zH7Bq3sY8bW48iJruWwk6Gtb1r/CP2nj6PXv5q9KHLJhwxcDq1klijOfp6Z1kT08G6RboxtJ2Xvox6clC2LN9KXrr/EXpWsVuXSJZjuZDNQ1GZGDiqHGMFZLPZdkMjiY8vcZY1IvStL0r/B0dp2s7WdjO1nazsZCDb3JYfwdev8AqtemELdGbqIYXXJOcM+KUo//AM041w+9eqtivVfrs7hK/WkJf4Oy9YR3MrpehNrgjNuO5Nt68mJ0Z+RaX/h1LWiiikUjG99yWWuD+I/1FL8+noY3k73wh4I9RcsezMMcWGXw3uzLHtl6OlV5VpW58LYSGj/tijY0KLKO1lHaUNCQ4iiOIoHaJWS4KO07dEjtZDhlDQojQl/gsC3M8Xdos7n40UW+DHjajTJ4ZIqixMxwcjNHY8aV/kesh3Qv8C9HSKEMMpz8k+qcvlx7IxdUpbZV/wDs6+K+J3x4fo/h+Pdy0/Y5vssxpVfApRqm7P8AtlRUUrJuLjVmSVKomP5nbFklYlWQWT5qJzqVIy7SpGPZ2yd//oaSjyTlGqslJxgiG67SPywbY1cEybcdkY3btlx8sm14MPDZjm26ZFLcinWxJfIXUC7g7ItOFIla/wADhW1izq6ZPFGXB8BojiS5HkjHgjNyjYs9bMuEiXT/AII4Ut2SzJbRL7o/5Rq1TOoxfDn264MLyy7UTwxeOONy4P5SP/kLo4p+4lhjkjGCluiUe2VaQj3OjDj7IJLWM120RnQ+1R2O75e074tJNDceEhSVUxSqWwpRW4p3KxPyTdysnK5WiFXTO5RXbEU01Uh1fyk5OSRBtOycu7Yc7ionemqkKajK0NwP+DH5FNRIzaTRGaqmSntQ5bURlUWhdlbk5J/4FKoixXyRUcaI5otmWDftHGuTEqgU5PYx4q5JZVHgWWMuSWG/aY41Elz/AJTPgWWNE4uD7XpizPE7ifz0m9z+emfz0j+fn4Jz7pdzKs6Tpuxd0ufuktYyL/w8UX2rclmHK9IZZRE4TQoUqG4wVkst6xySiY8qkqMq/wApwzPgjlVMy4JY9mePTDHKbqJ0/SKG8uftKK9Femiv8PiRmbXpTIO4k/TivuMyv/LVZk6OEuNh/wAPkuHZ/I5fwL+Hz8sx9BCPudkYRh7V9rZfqsr/ABWFDSZPDRRQoNkcJGFIliTRLDR2sSIYjaBk+aO3+YvTf7eiiimbm4o/4vwYtojlvsQytcjxqQsKQ5qI8zfBFtwZ3tEcwkpixqJNvwNvyQdxGv8AUr9Fl6V/iEJVEji/JaiPN+CGb8ksaY4NEL7GdjbIY0uSU64FlaI5k+RxU0Rh2omv9Toooor/ABWNWyU+1DyNlvWGRxIzUihyUSWSy9U64MeR+TKv9RorSyyy9a/w+ElDuJQaN/QrMd0TTT9FEINkIVyZV/qFa2XpRWt/ZUUV6OwoS2ZRQlY416Wq9GFEslSI5FIlhvgcWhRbI4n5FCKLSR3xY8N8DxyR2kMV8jkocEsrY94/6rXorSvsmITG9IssUtnpYnRaZZZZZJ36IqoknZX4IOSOxM7aJZKHOyFdpIhORF3yfKSi3wSi1yIx7wJf6nWll+i/8LBWNbEcVvcUVEeVIeUhmHFS4JYmjHtEeOyMVEllO8hmoU4yHhvgxwoyrf8A1avpL7/EhuiWYc36IyceCGRPkXBKdIc2/Rf4IzkiDtmZf7Avv8OmRelECJPh+lGLjTLx/ll/hF9b/9k=)
Why are TEM audits important?
1.
Potential for Significant Cost Savings:
Telecom
expenses can be a substantial portion of a company's budget. A TEM audit helps
uncover billing errors, overcharges, and unused services, leading to immediate
cost reductions. Businesses
can achieve significant cost reductions by identifying and rectifying billing
errors. Telecom audits uncover overcharges and discrepancies in invoices,
resulting in immediate savings. Auditing
invoices and telecom bills ensures accurate allocation of costs across
different departments or cost centers. This precision supports enhanced
financial management and budgeting capabilities.
2.
Improved Visibility and Control:
By
gaining a clear understanding of telecom expenses and usage patterns,
organizations can better manage their resources and optimize telecom service
plans according to actual needs. Comprehensive audit usage reports provide full
visibility into telecom usage patterns. This level of oversight helps
businesses monitor and manage their telecom environments more effectively.
3.
Ensured Compliance:
TEM
audits ensure that telecom expenses comply with negotiated contracts and
service level agreements (SLAs), preventing unnecessary costs and ensuring
transparency in billing practices.
Benefits of TEM Audits:
Identify
billing errors and overcharges:
TEM audits meticulously review telecom invoices to catch various types of errors.
These can include incorrect rates applied by providers, unauthorized charges
for services not requested or used, or billing for services that were not
rendered as per the contract terms. By identifying and rectifying these errors,
organizations can significantly reduce unnecessary expenses and ensure accurate
financial reporting.
Discover
unused services and features:
Many organizations pay for telecom services they no longer use or need. A TEM
audit identifies such inefficiencies by analyzing usage data and comparing it
against contracted services. By pinpointing underutilized or redundant
services, organizations can eliminate unnecessary costs and optimize their
telecom expenditures.
Negotiate
better contracts with providers:
Armed with comprehensive usage and expense data, businesses can negotiate more
favorable terms with telecom providers. By presenting accurate usage and
expense information, organizations can leverage their actual needs and usage
patterns to secure better pricing, service levels, and contractual terms. This
proactive approach not only reduces costs but also ensures that telecom
services align closely with the organization's operational requirements.
Optimize
telecom service plans: TEM
audits analyze detailed usage data to provide insights into how telecom
services are utilized across different departments or locations within an
organization. Based on this analysis, recommendations can be made to optimize
telecom service plans. This may include adjusting service levels, consolidating
plans across different providers or locations, or implementing cost-effective
changes to better match the organization's current and future needs. By
optimizing telecom service plans, businesses can achieve significant cost
savings while ensuring that telecom resources are aligned with operational
demands.
Advantages of Telecom Expense Management Audit:
Enhanced
Visibility and Management
For
numerous businesses, the primary advantage of telecom expense management lies
in heightened visibility into IT and telecom expenditures throughout the
organization. Consolidating invoices, inventory, contracts, and usage data
eliminates financial unknowns and offers actionable insights to manage expenses
effectively. This comprehensive approach provides the IT department with clear
oversight of underutilized services, outdated inventory, and unnecessary
contractual expenses across all locations and carriers. This clarity empowers
them to streamline telecom costs and enhance operational efficiency.
Centralized
Management in Multi-Location Environments
Handling
numerous distinct IT and telecom environments presents a significant challenge
for businesses operating across multiple locations, whether nationally or
globally. Variations in accounts, assets, services, policies, and procedures
across different branches can result in:
·
Limited
visibility into overall IT and telecom expenditures and reduced collective
purchasing power.
·
Heightened
vulnerability due to security gaps stemming from diverse technology setups.
·
Difficulty
in accurately assessing local usage requirements and right-sizing services.
·
Reduced
productivity from decentralized access to critical data.
An
efficient telecom expense management solution integrates all aspects of
managing IT and telecom across multiple locations, including inventory,
contracts, procurement, and more—into a unified system. This consolidation of
fragmented technology environments not only saves time and money but also
facilitates data-driven strategic decision-making.
Integrated
Billing Management
Telecom
Expense Management (TEM) automates the complete billing lifecycle, spanning
invoice receipt, validation, dispute resolution, and payment disbursement.
These services eradicate manual errors by cross-verifying charges against the
inventory and contractual agreements. This streamlined approach enables IT
teams to promptly detect discrepancies and identify underutilized services,
thereby preventing revenue loss and uncovering potential cost-saving avenues.
Streamlined
Inventory Oversight
Telecom
expense management offers a centralized platform for monitoring IT and telecom
inventory, assets, and services. With access to a global inventory database, an
organization’s teams can pinpoint unused or duplicated equipment across all
locations and service providers. TEM also facilitates the processing of move,
add, change, and disconnect orders to ensure that inventory aligns with
evolving business requirements.
Future-Proofing
IT and Telecom Services
As
carrier offerings continuously evolve, navigating new services becomes crucial
to aligning the infrastructure with business objectives without unnecessary
telecom expenses. TEM providers continuously evaluate technology stacks and
service contracts to identify opportunities for optimization, including:
·
Assessing
ROI on emerging technologies such as SD-WAN, 5G, IoT, and cloud services.
·
Guidance
on transitioning technologies as legacy solutions phase out.
·
Identifying
applications and locations where new services can enhance productivity and user
satisfaction.
Disadvantages of Telecom Expense Management Audit
While
Telecom Expense Management (TEM) audits offer significant benefits, such as
cost savings and improved operational efficiency, they also come with potential
drawbacks that businesses should consider:
Upfront
Costs: Conducting a
thorough TEM audit typically involves upfront costs for hiring external
auditors or investing in auditing software and resources. This initial
investment can be significant, especially for smaller businesses with limited
budgets.
Time-Consuming: Auditing telecom expenses requires
dedicated time and effort from internal staff or external auditors. The process
involves gathering and analyzing extensive data from telecom invoices,
contracts, and usage records, which can be labor-intensive and disrupt normal
business operations.
Complexity: Telecom expense audits can be complex,
especially for businesses with multiple locations, diverse telecom services,
and various carrier contracts. Ensuring accuracy and comprehensiveness in
auditing these varied elements requires specialized knowledge and expertise.
Resistance
from Providers: Telecom
service providers may not always cooperate fully with audit requests,
especially if they perceive audits as potential threats to their revenue or
customer relationships. This resistance can hinder the audit process and delay
the identification of cost-saving opportunities.
Data
Privacy Concerns:
Auditing telecom expenses involves handling sensitive financial and operational
data. Ensuring data security and compliance with privacy regulations (e.g.,
GDPR, CCPA) is crucial but can pose challenges, especially when sharing data
with external auditors.
Implementation
Challenges: Even after
identifying cost-saving opportunities through audits, implementing changes to
optimize telecom expenses may face internal resistance or operational hurdles.
This can delay the realization of audit benefits.
Limited
Scope: Some TEM audits
may focus primarily on cost reduction rather than broader strategic goals,
potentially overlooking opportunities to align telecom services with long-term
business objectives.
The TEM Audit Process:
Data
gathering: Data
gathering involves systematically collecting telecom invoices, contracts, and usage
data from various sources within the organization, ensuring comprehensive data
coverage for analysis.
Invoice
analysis and conversion:
Verifying charges against contracted rates, terms, and agreed-upon service
levels. Invoice conversion
is the process of standardizing telecom bills from different providers into a
uniform format, simplifying analysis. This critical step in telecom expense
auditing guarantees precise data collection, streamlining telecom management
and eliminating billing discrepancies.
Identifying
discrepancies and potential savings:
Scrutinizing invoices to uncover errors, overcharges, and opportunities for
cost reduction. This process aims to maximize efficiency and financial savings
through accurate billing practices.
Dispute
management: Dispute
management is dedicated to resolving issues related to billing errors or
discrepancies with telecom providers. Effective dispute management is essential
for cost reduction and ensuring accurate billing. TEM providers frequently aid
in managing these disputes to optimize savings and operational efficiency.
Reporting
and recommendations:
Reporting and recommendations
provide stakeholders with detailed summaries of findings, quantified savings
opportunities, and strategic recommendations for optimizing telecom expenses
and services. These insights empower organizations to make informed decisions
that align with their financial and operational objectives.
Who Can Benefit from a TEM Audit?
TEM audits are beneficial for:
Businesses
of all sizes: From
small startups to large enterprises, any organization with telecom expenses can
benefit significantly from TEM audits. Small businesses may gain insights into
optimizing their limited resources, while large enterprises can streamline
complex operations and ensure compliance with budgetary constraints. Small and
medium-sized businesses (SMBs) face challenges in managing telecom costs, which
can have a significant impact on their operations. Unlike larger enterprises,
these expenses can weigh more heavily on smaller operations. Conducting an
audit of the business’s expenses by a third party becomes crucial for SMBs.
Telecom
auditing solutions such as TEAM specialize in identifying instances where
carriers overcharge for device usage. Providers of audit management and telecom
expense also negotiate contracts on behalf of SMBs for securing optimal rates
and positioning them for future financial success.
Small
and medium-sized businesses (SMBs) need scalable solutions that can accommodate
their evolving business needs and growth. Telecom and total expense management
solutions provide this flexibility by enabling businesses to swiftly scale
their telecom services up or down as needed.
As
small and medium-sized businesses grow or optimize operations, these solutions
ensure that telecom services can be easily adapted to meet current needs. This capability
helps businesses prevent unnecessary expenses on unused services and avoids
disruptions due to insufficient telecom infrastructure.
Organizations
with complex telecom environments:
Companies operating across multiple locations, utilizing diverse telecom
services, or managing international operations often encounter complexities in
expense management. TEM audits provide tailored solutions to address these
challenges, ensuring comprehensive oversight and control over telecom
expenditures.
Companies
looking to reduce costs:
In today's competitive business landscape, cost reduction is paramount for
maintaining profitability and competitiveness. TEM audits offer a strategic
approach to identifying and eliminating unnecessary telecom expenses. By
pinpointing inefficiencies and optimizing usage, organizations can reallocate
resources more effectively toward growth and innovation initiatives.
Companies
seeking improved telecom management:
Beyond cost savings, TEM audits enhance overall telecom management practices.
By standardizing invoice formats, analyzing usage patterns, and identifying
opportunities for service optimization, organizations can achieve greater
operational efficiency and ensure alignment with business objectives.
Industries
with strict compliance requirements:
Sectors such as healthcare, finance, and government must adhere to stringent
regulatory guidelines regarding telecom expenditures. TEM audits provide robust
compliance frameworks, ensuring transparency and accuracy in financial
reporting and auditing processes.
Organizations
undergoing mergers or acquisitions:
During periods of organizational change, such as mergers or acquisitions, TEM
audits play a crucial role in integrating disparate telecom systems and
optimizing combined resources. This ensures seamless transitions and
operational continuity while mitigating financial risks.
Thus,
TEM audits serve as a proactive measure for enhancing cost management,
operational efficiency, and strategic decision-making across diverse
organizational landscapes. By leveraging TEM services, businesses can achieve
sustainable cost savings, streamline operations, and position themselves for
long-term success in an increasingly competitive marketplace.
Common Issues During a TEM Audit:
During
a telecom expense management (TEM) audit, businesses frequently face several
challenges. These include encountering billing errors, dealing with inaccurate
telecom invoice data, and navigating complexities when resolving disputes with
service providers.
Other
common issues involve identifying and eliminating unused services, managing
multiple telecommunications vendors and services, and ensuring compliance with
industry standards and regulatory requirements.
These
challenges highlight the importance of leveraging effective TEM services and
establishing partnerships with trustworthy TEM providers. By doing so,
organizations can mitigate these issues, streamline their telecom operations,
and optimize their telecom expenses more efficiently.
According
to TechSci Research report “Telecom Order Management Market – Global Industry Size, Share, Trends,
Opportunity, and Forecast, Segmented By Component (Solutions, Services), By
Deployment Model (On-Premise, Cloud), By Organization Size (Large Enterprises
And Small & Medium Enterprises), By Network Type (Wireline, Wireless), By
Product Type (Customer Order Management, Service Order Management, Service
Inventory Management), By Region, and By Competition 2019-2029F,” the Global Telecom Order Management
Market was valued at USD 3.81 billion in 2023 and is anticipated to project
robust growth in the forecast period with a CAGR of 14.25% through 2029.
The
global telecom order management market is driven by several key factors that
contribute to its growth and expansion. These growth drivers include:
Increasing
Demand for Integrated Order Management Solutions: Telecom operators are increasingly
adopting integrated order management solutions to streamline operations,
improve efficiency, and enhance customer experience. These solutions
consolidate order processing across various services such as voice, data, and
video, reducing complexity and improving service delivery.
Rising
Demand for Next-Generation Technologies: The shift towards next-generation technologies like 5G,
IoT (Internet of Things), and SD-WAN (Software-Defined Wide Area Network)
requires advanced telecom order management capabilities. These technologies
require robust and agile order management systems to handle complex network
configurations and service provisioning.
Focus
on Enhancing Customer Experience:
Telecom operators are placing greater emphasis on delivering superior customer
experiences. Effective order management ensures faster service activation,
accurate billing, and proactive issue resolution, leading to improved customer
satisfaction and retention.
Growing
Complexity in Telecom Networks:
The increasing complexity of telecom networks, including multi-vendor
environments and hybrid cloud deployments, necessitates sophisticated order
management solutions. These solutions provide orchestration and automation
capabilities to manage diverse network components and services efficiently.
Regulatory
Compliance Requirements:
Telecom operators must comply with stringent regulatory requirements related to
service provisioning, data privacy, and security. Advanced order management
systems incorporate compliance features to ensure adherence to regulatory
standards, reducing the risk of penalties and legal issues.
Cost
Efficiency and Operational Agility:
Telecom order management solutions contribute to cost savings by reducing order
processing times, minimizing errors, and optimizing resource utilization. They
also enhance operational agility by enabling rapid service deployment and
scalability to meet fluctuating market demands.
Adoption
of Cloud-Based Solutions:
Increasing adoption of cloud-based telecom order management solutions offers
scalability, flexibility, and cost-effectiveness. Cloud solutions enable
telecom operators to deploy and manage order management systems without
significant upfront investments in infrastructure.
· Scalability:
Cloud-based telecom order management solutions allow operators to scale their
operations up or down quickly and efficiently. This scalability is particularly
beneficial in dynamic environments where demand fluctuates, enabling operators
to adjust resources and capacity as needed without the constraints of
traditional on-premises infrastructure.
· Flexibility:
Cloud solutions provide greater flexibility in terms of deployment and
management. Telecom operators can deploy order management systems rapidly and
manage them remotely from anywhere with internet access. This flexibility
reduces dependency on physical infrastructure and allows for easier integration
with existing IT systems and third-party applications.
· Cost-Effectiveness:
One of the primary advantages of cloud-based solutions is their
cost-effectiveness. Operators can avoid significant upfront investments in
hardware, data centers, and maintenance associated with on-premises solutions.
Instead, they pay for the resources and services they use on a subscription or
pay-per-use basis, optimizing operational expenses and aligning costs with
revenue.
Focus
on Digital Transformation:
Telecom operators are undergoing digital transformation initiatives to
modernize legacy systems and processes. Advanced order management solutions
play a crucial role in digitizing and automating order workflows, enabling
operators to innovate and launch new services quickly.
Thus,
the global telecom order management market is driven by the need for
integrated, scalable, and efficient solutions that support next-generation
technologies, enhance customer experience, ensure regulatory compliance, and
improve operational efficiency in an increasingly complex telecom landscape.
Conclusion
In
conclusion, Telecom Expense Management audits are indispensable tools for
businesses aiming to gain control over their telecom expenses. By conducting
thorough audits, organizations can uncover hidden costs, streamline operations,
and negotiate better terms with providers. Ultimately, TEM audits empower
businesses to make informed decisions that drive efficiency, reduce costs, and
support overall financial health.
Embracing
TEM audits transcends mere cost reduction; it's about maximizing the value of
telecom investments and ensuring they align with organizational goals and needs
in a dynamic business environment. In today's competitive landscape, where communication
infrastructure is pivotal, TEM audits play a crucial role in optimizing
resources and fostering sustainable growth. By leveraging these audits,
businesses not only enhance operational efficiency but also lay the groundwork
for strategic advancement and innovation.
In
essence, TEM audits are not just a financial exercise but a strategic
imperative. They enable businesses to stay agile, responsive, and financially
prudent, thereby enhancing their ability to adapt to changing market conditions
and technological advancements. By integrating TEM audits into their
operational framework, businesses can achieve long-term cost savings,
operational excellence, and sustained competitive advantage in the telecom
landscape.