Cameroon’s Democracy Profile
David I. Crabtree 2022-07-14
Democracy in Cameroon
![](data:image/png;base64,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)
Political Rights & Civil Liberties in Cameroon
![](data:image/png;base64,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)
GDP per Capita in Cameroon
![](data:image/png;base64,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)
Relationship Between Income & Democracy in Cameroon
![](data:image/png;base64,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)
Cameroon in Comparative Perspective:
All Democracy Ratings in 2019 for Countries in Africa
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VFXC2O3Z+9A4I+wX5W7t5VwdXi2P3ZOyBoN1wtjt2fvQOCdiP83z29zGQaCkH9kkpmMg0dsqCxj4i9A4J2w9Xi2P3ZOyBoN1wtjt2fvQOCdsPV4tj92TsgaDdcLY7dn70DgpZsL1XVyKKY/HHkAyR81MkNBK3Y9+y362z32dUjgha4Why7P3sHBC3ZXn0xz7Z3qlakmN+hb+mlQ5/N1RL2GEGZgaBVQb+eZn9/a4rpy+Xp82+rSbbKjV1NMOWDG84JHO3hFvTh+f71wxUVKm/LW9frd2/G+3vUg7KDEbQq6Dd/+u532sFyfoe+tbt9f/tw9R5zkviBoFVBl+/eTPR0JJrfYW9li98/39+/GeMqnh0IWhN0Q1vP2Pkd9la2GZmzUAjKDQStCWqdLOd3mFtGUrM3IgRlBYJ2w9Xi2P3ZOyBoN1wtjt2fvQOCdiP83z29zGQaCkH9kkpmMg0dsqCxj4i9A4J2w9Xi2P3ZOyBoN1wtjt2fvQOCdsPV4tj92TsgaDdcLY7dn71jWII2a+YVqtizPa4Wx+7P3jEwQRs18woIKpqBCdqomdc7JKiP2st7xX4Jal1wu4nCWbGHwicv7ejranHs/uwdQxO0XjOvV6cdTav3iv0S1NLKq7EeYDcX39ka+0s92qKing/O+vj2+Be0XjOv1/c2h/iD/RKUp1l15lx1DwWMoFwMbQQ9VjM/pXu1/RLUUV0d26/tFjW1PRQgKBdDE7ReM29H0Oq9Yr8E9Xq7Yr1Zxr66hwIE5WJwgtZq5u05aPVesV+C2kAh/6OnHF89NPZQgKBcDE7QWs28WuBbfbP3avsl2AO9vYpv7KEAQbkYlqAnKXzS61wtjt2fvQOCljj2SziKq8Wx+7N3QNBuuFocuz97BwTtRvi/e3qZyTQUgvollcxkGjpkQWMfEXsHBO2Gq8Wx+7N3QNBuuFocuz97BwTthqvFsfuzd0DQbrhaHLs/ewcEzR7/+KhWIlLianHs/uwdEDSDoJKBoFkp6O5Gl4eUcz3Ol+rLw9XnNCPkHMUizEDQiqCLiZrkYed66OI7XQ+6vdS37AMZpnxwwjmBoz28gqpJHuVcD+VpfpOKR009s30OIygbGEErgt6MRnYG55mZRWf29bCC2gcgKCsQtCLobXExlB/KMYKKAIJmtXPQ3Ew716NyDmoELc9BISgfEFQJepkf20djO7ujMtfjXM2pO3+wguIqPgIQtBuuFsfuz94BQbvhanHs/uwdELQb4f/u6WUm01AI6pdUMpNp6JAFjX1E7B0QtBuuFsfuz94BQbvhanHs/uwdELQbrhbH7s/eAUG74Wpx7P7sHRC0iflYqblufbNo2dXi2P3ZOyBoE62iWozxUVwtjt2fvQOCNtGCqrI689H79vpLvX3C1dLegqCsQNCjgqqFv019vS2nrxTWo6KeE876+PZEEVSfg16sbX19Wa1MVXca1z+p2P3ZOzCCHgiqD/Fq4XpdXw9B4wJBjwqaLaa2vh6CxgWCHhVUHd+LinoIGhEIeiAo/R7U7oEIQaMCQbvhanHs/uwdELQbrhbH7s/eAUG74Wpx7P7sHRC0G+H/7ullJtPQIQsae8BJDE6ZQmSSDhC0p3DKFCKTdICgPYVTphCZpAME7SmcMoXIJB0gaE/hlClEJukAQXsKp0whMkkHHkHt55h6ITtM+WCBU6YQmaQDq6CKA0GbuFocu8cTg1OmEJmkA/8IelfZNmH7yUuzBOMlpnx4hlOmEJnxBDV1djTrQ89JUiV45iWY8uELzukZIYgn6FTXLNdmfajnilXCXf+kYvd4YnCOdiEyown6bq4Frc36KJZehqDe4JQpRGY0QfMRVE1Lqs362N1MUbDsGU6ZQmTGE3Rc2Tahsg1NsaCDq8WxezwxOGUKkcksqNlLwV7Fq+0UarM+stVo9NHLKQT1CKdMITJ5BW2Dq8WxezwxOGUKkUk6QNCewilTiEzSIR1BZb+fYTOTaSgE9Usqmck0dMiCxj5misKHAhC0G64Wx3ZCFD4UgKDdcLU4thOi8KEABO2Gq8WxnRCFDwUgaDdcLY7thCh8KABBDRv1IdJocuQZU7uMivoO+FAAgpYc3znheHG9q8WxnRCFDwUgaMF+Nsls1fz+/k0+nG70kGqK67eoqG+PDwUgaMHqYp3Zqvn9TNXRjyvF9aio7wBnbXscOAXdUC3y7napdqHRO9GohZZ1cT0q6jvgY4zCCGpR5cgKXTVfFdQU16OivgM+FICglsWYNFWH+PoIup9NUVHfAR8KQFCD2aErs1XzNUHH1TXqUVHfAh8KQFDNfqZ/Dzq2VfM1Qe+oqh4V9S3xoQAE7YarxbGdEIUPBSBoN1wtju2EKHwoAEG74WpxbCdE4UMBCNqN8H/39DKTaeiQBY09aInChwIQtBuuFsd2QhQ+FICg3XC1OLYTovChAATthqvFsZ0QhQ8FIGg3XC2O7YQofCgAQbvhanFsJ0ThQwEIeohaUTmj9ewcuFoc2wlR+FAAgh6yvVRFdY/YmUHQk/ChAAQ9ZHv19bgYQXc3o48+m1e2U1hC0FPxoQAEPSbocjElQdUatmfzynYKGaZ8nArn5Is4RBN094omIt0uVeFdZTsFg+ufVGwnROFjjMIIelTQbDWxVcrXay1ouZ0CBD0ZHwpA0OOC7u/f1kbQcjsFCHoyPhSAoMcF1Zfy9XNQu50CBD0ZHwpAUIeg2eqcruI/vp9XtlOAoCfjQwEI+jTHfiPqanFsJ0ThQwEI+jhqNt3ZkSWbXC2O7YQofCgAQbsR/u+eXmYyDYWgfkklM5mGDlnQ2EdVUfhQAIJ2w9Xi2E6IwocCELQbrhbHdkIUPhSAoN1wtTi2E6LwoQAE7YarxbGdEIUPBSBoHf1LebXA8hO4WhzbCVH4UACC1tGFIrOj+ybUcLU4thOi8KEABK2jF6hXftoS+usv1cYJqn75eo1NFFriQwEI2hT0GzN+Ugm9rmLa5F8n2EShLZy17XGIIOiz/xypE9BKCb0psH+nP5DHJgpt8DFGYQRtCHo52d1M9BGeSuj1mvVfvVpjE4W2+FAAgjYEtQvRV0ro9QyQu0mGTRTa4kMBCHooqN7SqyyhJ2exiUJbfCgAQY8Iup9drMsSev2bp9fKW2yi0A4fCkDQk9g+bzzganFsJ0ThQwEIegqrg6J6V4tjOyEKHwpA0G6E/7unl5lMQyGoX1LJTKahQxY09lFVFD4UgKDdcLU4thOi8KEABO2Gq8WxnRCFDwUgaDdcLY7thCh8KABBu+FqcWwnROFDAQjaDVeLYzshCh8KDF3QzWg0uli3/zlXi2M7IQofCgxc0JUqn1t0MNTV4thOiMKHAsMWVJUlZ3oOkpnhsb9/MxpN8lF1klW3TTA31Wh7juUXW+BDgWELuinGTlNdp6Zzbi/HGa1ce7HW2yaYm6pEdKWne2LKx2lwTr6IQ3BBaXqxki8fTvf3c7Xgt7ppH9Fr2JqbZri1uP5JxXZCFD7GqGGPoGqLBHNDL0tfFdQ+UhSE5o9uL8ulQl0tju2EKHwoMGxBi3PQU0ZQ9QPFOYGrxbGdEIUPBYYtaHkVb89BS0Gr2yaYm0pOCNoGHwoMXNDi96B0FV8Kaq/ilaD2Kn6Bq/h2+FBg6IJ2xdXi2E6IwocCELQbrhbHdkIUPhSAoN0I/3dPLzOZhkJQv6SSmUxDhyxo7KOqKHwoAEG74WpxbCdE4UMBCNoNV4tjOyEKHwpA0G64WhzbCVH4UACCdsPV4thOiMKHAoMRVK3fXa7grVGfGR3fy9i8eAJBfxw+FBiOoMrDYvXEiqDOFz+Kq8WxnRCFDwWGJWhZP6cq5b+5n+9nF//I75itErJilwQS1D5gS+ntR/IQ9FR8KDAsQdVWHVbQy6nSdTExd0zJfLFLghXUPkCl9KaoKUNF/alw1rbHwaeg+rSyWDPZFCH/5ySjO+SkXvpbv9hU2+cP2FrQSlkoRtCT8DFGDWsE3c+mVUFnn75a1wSlgrriHNQ8YErpqbAegp6KDwWGJWi2qAl6P19NKoKWuyTQcFpum2AnzWEEbYMPBYYlqJ36tjonQc1VU0Vac51vrbQPUCl9cQ4KQU/DhwLDEZR+D7oajT69JUFzBx/KQ3yxSwId4u0DC1zFd8KHAoMR1DOuFsd2QhQ+FICg3XC1OLYTovChAATtRvi/e3qZyTQUgvollcxkGjpkQWMfVTkJ2PGpZJIOEFQiATs+lUzSAYJKJGDHp5JJOkBQiQTs+FQySQcIKpGAHZ9KJukAQSUSsONTySQdmAXdz0ajJzZXcLU4tjScBOz4VDJJB/4R9KlJH64Wx5aGk4Adn0om6RBLUFsekn/76LM5ikUaBOz4VDJjC2oL7NS3szmmfDTgnFshlMiC0u4Jt7o0DwXLDQKOTKlkRhaUNlK4XtN8UEz5qBCw41PJjCwoRtBHCdjxqWRGFtR1DgpBNQE7PpXM2IKWV/Ef3+MqvknAjk8lM56gTZq/F3W1OLY0nATs+FQySYe4gqoPls4ayzi5WhxbGk4CdnwqmaRD/BG0Sfi/e3qZyTQUgvollcxkGjpkQWMfdjkJ2PGpZJIOEFQiATs+lUzSAYJKJGDHp5JJOkBQiQTs+FQySQcIKpGAHZ9KJunAIahac7lYzvbwWfyi/oCAHZ9KJunAI+j58pTtEwyuFseWhpOAHZ9KJunAIujV1+NiBK3V0KsNFx6uluUeCxBUE7DjU8nkFXS5mJKgZf3SaqwP/moB5mKPBVTUazhL14XCLOju1doIShWguZK728M9FjKMoIqAI1MqmcyCZquJEdTW0OdHeFUmcrDHAgTVBOz4VDK5Bd3fv62NoLflUvXVPRYgqCZgx6eSyS2ovpSvn4NualsrFXspulocWxpOAnZ8KpnsgtIGIGUNvd0gqbbHAgTVBOz4VDI5BT0urAtXi2NLw0nAjk8lk3TgFvRYDX0dV4tjS8NJwI5PJZN0SOezeNnvZ9jMZBoKQf2SSmYyDR2yoLEPu5wE7PhUMkkHCCqRgB2fSibpAEElErDjU8kkHSCoRAJ2fCqZpAMElUjAjk8lk3TwI+j2cpx/XZw/VZK80J8W4Rf1TxGw41PJJB08Cfrst+ts99mTNfOL6RMvyCCoImDHp5JJOngS9OqLeba9Mx+15+PoYjQajW2d/P7+zWg02eR/ckHv1CPlR/L0WTxWt6sTsONTyfQt6NfT7O9vbbGSWunTFiXn9u1nY30KoEuZLmzd8n42yVZlPaipr89QUW/hLF0Xim9BH57vXz+Yck+9VvJqop/I76u1vdUf9bA6xC+m2+J1VA9q6utNluufVGxpOAk4MqWS6VvQb/703e9sZaeyURXO2zr5qqDv5lbQyuL0umB5VJaQuFocWxpOAnZ8Kpm+BV2+ezMpR0a9I4Ktk2+MoPvZkRH0tnJ15WpxbGk4CdjxqWR6F3RjzijNOag+wNs6+Zqg48rkzvwcVD22Ol9ijfoGATs+lUzvgpbT3s/NIXs0MXXyNUHvqI4+f8m/KTtHo09vl7a+HoISATs+lUy/gnai2HimjqvFsaXhJGDHp5JJOkBQiQTs+FQySQd8Fi+RgB2fSibpkI6gst/PsJnJNBSC+iWVzGQaOmRBYx92/dGhu2TLFCKTdICg/HToLtkyhcgkHSAoPx26S7ZMITJJBwjKT4fuki1TiEzSAYLy06G7ZMsUIpN08C/oZqQ/52zM66jX0j9WWe9qcWyt/NGhu2TLFCKTdAgzghZrKTqUhKAtkS1TiEzSIYigql5eF9o1J3vQbgn63n421SZvLtbDmvLRobtkyxQiM6igq4v18cketFuCubeaZKtc1/zbsKZ8cM6cSJaQgm7stkiHkz3Us6o62U79uF6/ezMut1QwP+36JxVbK390GE9kj3YhMgMKqirpDwQ1kz1otwRzb3f7/vbh6v3t0KZ8dOgu2TKFyAwo6EIfrI9O9qDdEsy9bPH75/l56jgb2JSPDt0lW6YQmeEEtXM3moIWkz3UdZG5l21G5ix0YFM+OnSXbJlCZAYTVK3xrZZtaAqqJ3vQbgn2nr6GVyesw5ry0aG7ZMsUIjOYoD8aV4tja+WPDt0lW6YQmaQDBOWnQ3fJlilEJumQjqCy38+wmck0FIL6JZXMZBo6ZEFjH5j90aG7ZMsUIpN0gKD8dOgu2TKFyCQdICg/HbpLtkwhMkkHCMpPh+6SLVOITNIBgvLTobtkyxQik3QIJqj9RIk+wHTT3FLB1eLYWvmjQ3fJlilEJukQcgR9fDcPF64Wx9bKHx26S7ZMITJJh/CCmiL67fWX6lt1dwX7kC4gMYX2ENSFbJlCZLIJaovot5cHuyvYhyqF9qioBwSboIrd7ZL286jsrmAfsq9CRf1jyB7tQmQyCqqL6EnQyu4KVUFNoT0EdSFbphCZbLbhWiEAACAASURBVILaInprY3V3hVJQKrSHoC5kyxQik01QW0RvbazurlAKSoX2ENSFbJlCZLIJaovojY3vq7srVA7xttAegrqQLVOITA5Bu+FqcWyt/NGhu2TLFCKTdICg/HToLtkyhcgkHSAoPx26S7ZMITJJh3QElf1+hs1MpqFDFjT2uOePDt0lW6YQmaQDBOWnQ3fJlilEJukAQfnp0F2yZQqRSTpAUH46dJdsmUJkkg4QlJ8O3SVbphCZpAME5adDd8mWKUQm6RBWULW+cpYtzttU1rtaHFsrf3ToLtkyhcgkHQIL+uy362z3WaupH64Wx9bKHx26S7ZMITJJh8CCXn0xz7Z3uaBmm4TtJy/Pl3bHBLPkYvEVmyg8hmyZQmRyCfr1NPv7W7WmspnecVmsVqtWWN5c/Jf+ui4WsMWUD2DgEvTh+f71w9VSTejYvdAloJWbVJFnHzI/4/onFVsrf3QYT2SPdiEyuQT95k/f/c4Wfe7vqUZZ39RzP+xX8xAEdSJbphCZXIIu371RuyJiBK3QobtkyxQik03QzZl2cUFTjKvnoPkAq78usYnCE8iWKUQmm6D2+G6v4s00OlzFt0W2TCEyeQTtgqvFsbXyR4fuki1TiEzSAYLy06G7ZMsUIpN0SEdQ2e9n2MxkGgpB/ZJKZjINHbKgsQ/M/ujQXbJlCpFJOkBQfjp0l2yZQmSSDhCUnw7dJVumEJmkAwTlp0N3yZYpRCbpAEH56dBdsmUKkUk6BBD0kTL6cr3a2mMQ9ClkyxQiM6Sgj5bRP7mzgqvFsbXyR4fuki1TiEzSIYSgRRm93SzBLrP4ycvzB7UA4/kSmyi0RbZMITKDCmrL6GmzBCvoJa2rjE0UwJMEFdSW0as79c0SansmYBOF05E92oXIDCqoLaM/3CyhtmcCNlE4HdkyhcgMKiiV0Tc3S6jvmYBNFE5HtkwhMsMKasro7d4I6gxzVR0wsYlCa2TLFCIzrKD1vRHyb58Wp5z72fkSmyi0RbZMITIDCvojcbU4tlb+6NBdsmUKkUk6QFB+OnSXbJlCZJIOEJSfDt0lW6YQmaRDOoLKfj/DZibT0CELGnvc80eH7pItU4hM0gGC8tOhu2TLFCKTdICg/HToLtkyhcgkHSAoPx26S7ZMITJJBwjKT4fuki1TiEzSAYLy06G7ZMsUIpN0iCNoc1ZIdSqIq8WxtfJHh+6SLVOITFIlkqCNWSHVeSCuFsfWyh8duku2TCEySYdIgh7OCsEI+hiyZQqRGVvQg1khmPIBqsQW9GBWCEbQx5A92oXIjC3owawQCPoYsmUKkRlb0INZIRD0MWTLFCIzuqC1WSEQ9AlkyxQiM7qgtckeEPQJZMsUIjOuoI/hanFsrfzRobtkyxQik3SAoPx06C7ZMoXIJB3SEVT2+xk2M5mGQlC/pJKZTEOHLGjsA7M/OnSXbJlCZJIOEJSfDt0lW6YQmaQDBOWnQ3fJlilEJukAQfnp0F2yZQqRSTpAUH46dJdsmUJkkg48gm5Go9G4uPf4MvWuFsfWyh8duku2TCEySQcWQTfny2w/m5z2YleLY2vljw7dJVumEJmkA4eg+5laWXF7va6sCGo2UMh2N3plZWyi8ASyZQqRySlocUivCGo2UMgWk2w1zrCJAmjCKuj1+kBQc0uZaXdPwCYKjyF7tAuRySqomRx31lz0W9Ur51dPZ3NsovAUsmUKkckpqDkHzUfLQ0Ht6IlNFJ5AtkwhMjkFzTZqkMy/lNspWEHVOajZywubKDyKbJlCZLIKqq/S1SG82E6BBM2P8UpebKLwBLJlCpHJK2gbXC2OrZU/OnSXbJlCZJIOEJSfDt0lW6YQmaRDOoLKfj/DZibTUAjql1Qyk2nokAWNfWA+FQjqBdIBgvoGgnqBdICgvoGgXiAdIKhvIKgXSAcI6hsI6gXSAYL6BoJ6gXQILaipAXlskocpJSlxtTi2eKcCQb1AOkBQ30BQL5AOfILubkYffTanXRPKKR+qSqRPUz4gqBf4BVWVdabirj7lYzOa9mrKB+e8iB7DLqiqTd7f65pPs2tC8aA5xPdmygdGUC+wC6omJmlBadeEYnOkxbRXUz4gqBe4BFVHbz1tzo6g5a4JlRG0V1M+IKgXuATNFuPMLNpgzkHLXROKE9PRtFdTPiCoF9gEVUfvkVpUJL9g/zg/xBe7JmhB9zN9Fd+nKR8Q1At8glZ4fFEmi6vFscU7FQjqBdKBTdB8rNTz457E1eLY4p0KBPUC6ZDOZ/Gy38+wmck0FIL6JZXMZBo6ZEFjH7pPBYJ6gXSAoL6BoF4gHSCobyCoF0gHCOobCOoF0gGC+gaCeoF04BLUfCZ/jOZv710tji3eqUBQL5AOXIJu7lx7KEDQE5AtU4hM0oFJ0P39V6/WtTr6z+Z2BwW7/jIq6h9DtkwhMpkF3V6vF2pmR1lHfzYvV69FRT1owizoKndxnFWrQO/n6ptdFzxDRf3jyB7tQmTyCqoqRSp19Ka4XpfbmW+oqH8C2TKFyOQVVG9Es5i6RlBU1D+FbJlCZPIKulJXQJtxtY6+eg6KivqnkC1TiExWQfev1ei4e/G23DpBFdeXV/GoqH8C2TKFyGQV9Aju4npXi2OLdyoQ1AukQwxBHy+ud7U4tninAkG9QDqk81m87PczbGYyDYWgfkklM5mGDlnQ2IfuU4GgXiAdIKhvIKgXSAcI6hsI6gXSAYL6BoJ6gXSAoL6BoF4gHSCobyCoF0gH1ikfRz8+QkX9CciWKUQm6cA65QOLh3VFtkwhMkkH3ikf5V4KtlDkk5fnD5jy8TSyZQqRySyonfJRK7VbjXMx9YOY8gGaMAtaTPmgYuVcyXIvBfUKTPl4DNmjXYhMXkHLKR92ukd+hFcVTYWgmPLxOLJlCpHJK2g55aMy3SPLill0mPLxBLJlCpHJK2hlykdzukeGKR8nIFumEJmsglanfJTTPc7mNIJiysdTyJYpRCaroA0e/3Woq8WxxTsVCOoF0oFb0Kf3UnC1OLZ4pwJBvUA6pPNZvOz3M2xmMg2FoH5JJTOZhg5Z0NiHbgtjHwUOlZ1JOkDQljD2UeBQ2ZmkAwRtCWMfBQ6VnUk6QNCWMPZR4FDZmaQDBG0JYx8FDpWdSTqEFVTVeZZlIMfZz6a1+64WxzbTwthHgUNlZ5IOgQXVnxmtLtaPvAaCnoBsmUJkkg4cgm6vvsklVNUgqj5EF89Xt1N4OU2pop6xjwKHys7kFDQfQVeTbJUruJrY4vnqdgqjaUoV9ZxV5UOGSVB9DnqhNqBZv3sz3t/rT+HLUnpdHWoO8alU1DMOIoFDZWcyCZp7qKo/c/3e3z5cvb+l4vlKIWi2mKZUUc/YR4FDZWfyCZqtlHqL3z/f378ZZ7Z4vj6CplRRz9hHgUNlZzIKup+Ns/xM05yF2uL56nYKo2lKFfWMfRQ4VHYmo6B6gzl9Da+GUlM8T4LuZ/oqPqGKesY+ChwqO5NH0C64WhzbTAtjHwUOlZ1JOkDQljD2UeBQ2ZmkQzqCyn4/w2Ym01AI6pdUMpNp6JAFjX1stzD2UeBQ2ZmkAwRtCWMfBQ6VnUk6QNCWMPZR4FDZmaQDBG0JYx8FDpWdSTpA0JYw9lHgUNmZpAOboJvRaDQu7y6mrhe6WhzbTAtjHwUOlZ1JOrCtUX+uPtecFPchaCtkyxQik3TgWqNeF32qZUJt8fzijirq1VL1tr4egnKGys5kFrQopqPi+YVZHNQuE2rr61FRDwhuQa8r8+ZUFaiuUp6qW7mylaXqMYKyhcrO5BbU7DWjiutN8fy7uV0TXC0IDkFjhMrOZBbUnIPmgyUVz+cjqCqlxwh6GrJlCpHJLKiZmbSx+3o8m2eLcVY5B4WgEUJlZ3ILqq/ey4p6dRWvJ9OZq3gIGiFUdia7oCfjanFsMy2MfRQ4VHYm6QBBW8LYR4FDZWeSDhC0JYx9FDhUdibpkI6gst/PsJnJNBSC+iWVzGQaOmRBYx/bLYx9FDhUdibpAEFbwthHgUNlZ5IOELQljH0UOFR2JukAQVvC2EeBQ2Vnkg4QtCWMfRQ4VHYm6RBYULOCrf4I3n6WebDVcfMBV4tjm2lh7KPAobIzuQS19pWCPomrxbHNtDD2UeBQ2ZmkA4+gqibk4erzkV0g1JSI7G7/rApGbKkopnxwh8rO5BW0sm9CWWS3u7lYb/Rq4NhEATThEtTuolCu+m0X/ra1y7acPsMmCvyhsjO5BK2fg5pvdqKHGjfttA9sohAhVHZmTEFpBM0FNSMoNlGIESo7M6agxTno2J6UYhOFGKGyM7kE1eego+l+ll/FF4Laq/gXX9BVPDZRiBAqO5NJ0MfQ56CHuFoc20wLYx8FDpWdSTpA0JYw9lHgUNmZpEM6n8XLfj/DZibTUAjql1Qyk2nokAWNfWy3MPZR4FDZmaQDBG0JYx8FDpWdSTpA0JYw9lHgUNmZpAMEbQljHwUOlZ1JOkDQljD2UeBQ2ZmkQ1BBqZ7e9XS1ihmfxXOHys7kEfTxIvrjT7taHNtMC2MfBQ6VnUk68Ai6UdV0ahFbVRKiF6UfjaamzH5pd1DACModKjuTVVBVX7caZ6tJtspVXE1sBb39r6y0R0U9IHgEtfX09lP37fX63Zvx/n5upS3Ll6tno65/UrHNtDAOIoFDZWfyCErSmf0Tdrfvbx+u3t9SBT0EPRnZMoXI5BU0R+2DtPj98/39m3FmK+gh6MnIlilEJqugSk79Z2TOQm0FPQQ9GdkyhcjkEdTW09OcOH0NX+6kYMrsIegJyJYpRCaLoJ1wtTi2mRbGPgocKjuTdICgLWHso8ChsjNJBwjaEsY+ChwqO5N0SEdQ2e9n2MxkGgpB/ZJKZjINHbKgsY/tFsY+ChwqO5N0gKAtYeyjwKGyM0kHCNoSxj4KHCo7k3SAoC1h7KPAobIzSQcI2hLGPgocKjuTdOAV9JE5IPiokztUdiZ5wSyoew4IBOUOlZ1JXkQSdHcz+uiz+WKaba+/03spmBUZIShjqOzMyIKqJWzP5pv866TcSyHDlA9ARBKU5oDcmlXqX63fNfZSwAjKFio7M5KgtCL49VpJub//6tW6upcCBGUMlZ0ZV1A7gmaru0lW7qUAQVlDZWfGFdSeg+oS+3IvBQjKGio7M5KgNAckv2j/OB9B96+LvRT2M1zF84bKzowjaE1WNRfp+eFS9a4WxzbTwthHgUNlZ5IOcQTdz/TnSSv1mRIEPQHZMoXIJB3S+Sxe9vsZNjOZhkJQv6SSmUxDhyxo7GO7hbGPAofKziQdIGhLGPsocKjsTNIBgraEsY8Ch8rOJB0gaEsY+yhwqOxM0gGCtoSxjwKHys4kHcILaj49mmb0gftieuQ1WDyMP1R2JqOgyjxVU2dxCFrcdrU4tpkWxj4KHCo7k3RgElQV2NEIeqfHU1NCb9ZefG+2U4CgrKGyM7kF3b2Yk6CmcmlRbJ1QrmOLinpAcAuqy5OLc9DFVFWE5tI2Bc0wgrKFys7kFrQcQd8VBfT2AQj6NLJlCpHJLWh+OC9H0P0MI2g7ZMsUIpNZ0MrMuMU4K89BVa3d6hyCxgiVnckoaPP3oHd6aRE7EX41Gn16uzTbKUBQ1lDZmXyCFjQrkx24WhzbTAtjHwUOlZ1JOvAJuhpdrE95navFsc20MPZR4FDZmaQDPotvCWMfBQ6VnUk6pCOo7PczbGYyDR2yoP9XBox9FDhUdibpAEFbwthHgUNlZ5IOELQljH0UOFR2JukAQVvC2EeBQ2Vnkg4QtCWMfRQ4VHYm6QBBW8LYR4FDZWeSDgEE3eg1ajv/uKvFsc20MPZR4FDZmaSDf0FX6iP2RXdDXS2ObaaFsY8Ch8rOJB28C2o+cd/PprpKRNUwvRmNJvmoOimmeXzy8nxpa0XsI9df6nISCMoZKjszmKAbGjuVqdur5X42zlUtSuxW6t40s9V2NPHjcmJ/7pEpH7HNtHBOexgy4QQdV+7sbpdqpW/1J/dVKZs/olS19cr1smXzM65/UrHNtDAOIoFDZWcGE1Ttj2BZjPLjd1XQG73NHOlo60PLiR8QlDVUdmYwQYtzUFVErw7xFUFvtYMYQdsjW6YQmcEELa7itXXP5hVBK1ONG+egEDRCqOzMcIIWvwddjUYfvZxWBc2P8WdzmqRUvYqHoBFCZWcGFPRH4mpxbDMtjH0UOFR2JukAQVvC2EeBQ2Vnkg7pCCr7/QybmUxDIahfUslMpqFDFlTGlLingaBeIB0gKAQVmUk6QFAIKjKTdICgEFRkJukAQSGoyEzSgU1QVSlyvqw+ompGj+BqMQQdVCbpwCWo3kVhVauzh6BxQ2Vnkg5cgpoP4MvCpXxA/eglVd2fVFEPQQeVyS3ofmZGTxJUlTGNprbq/qSKehZBOWvGwWNwC6qLnGwpU/5HFYLaQ7ytsZexwrKHf/oYQb3AL2jO9lllUXqzpZeuuoegMUJlZ3ILaqYqmd09yhHUVt1D0BihsjO5BdVX8XbinKq5N+egtuoegsYIlZ3JLaj+PajaPMHsmpAPn/oq3lTdQ9AYobIz2QU9GVeLIeigMkkHCApBRWaSDhAUgorMJB3SEVT2+xk2M5mGDllQjKCDyiQdICgEFZlJOkBQCCoyk3SAoBBUZCbpAEEhqMhM0gGCQlCRmaQDs6D2A01dEXq0nh6CsoXKziQd4giqgKCRQ2Vnkg4RR9A7Nc1joSZ8rM3MDwjKGio7U4CgeuHazSTbTOzMjwxTPgAhQFBVTz/dvVq/U2uGZ3Z9cIygbKGyM+MLqrxcTPf3X71a25kfEJQ1VHZmfEHzEVRNm1vdTTI78wOCsobKzhQgqNnca/tsXnyHoJyhsjNjCZpfro9GY3sVr6aA7F8vab8FCMoaKjszkqCHbJ83HnC1GIIOKpN0iC3o6mzeeMTVYgg6qEzSIbagh4T/u6eXmUxDIahfUslMpqFDFhSH+EFlkg4QFIKKzCQdICgEFZlJOkBQCCoyk3SAoBBUZCbpwC2o3au7UrhsKVasd7UYgg4qk7xgFlStvGgrQRvPQFDuUNmZ5AWvoKoyWbu4vfpc19DbUnq7pQIE5QyVnRlH0A3tQ2O3TaBSerOcbYaKekBEEnRsb1SWrN3dVrdUwAjKFio7M46g22saQUnQYhOFYpanq8UQdFCZcQStnIOavRRMKT1G0BihsjPjCFq7iqftPZ7Ny3NQCMoXKjszkqDV34OqP7aU3m6pAEE5Q2VnxhL0aVwthqCDyiQdICgEFZlJOqQjqOz3M2xmMg2FoH5JJTOZhg5ZUBziB5VJOkBQCCoyk3SAoBBUZCbpAEEhqMhM0gGCQlCRmaQDBIWgIjNJh+CCmuXCHOvRE7Z8RONqMQQdVCapEV5QJV6xtqKDopQpg6BsobIzSQceQff3c6pf+uTl+YO9ef1lZb4HRlDuUNmZvIKqjTyslZfTrLipp33YWjtsogCq8Amqz0HrFaC1m7ZaGSMod6jsTD5B9SG+qKE/FNTO94Cg3KGyM3kFtQJiBJUUKjuTV9Ddi7majrQy8+MqN8s5xxCUO1R2Jp+g9HvQ1Wj06a05oJc31R8z3wOCcofKzmQTtDWuFkPQQWWSDhAUgorMJB3SEVT2+xk2M5mGQlC/pJKZTEOHLGiIA7jsPgocKjuTdICgvoGgXiAdIKhvIKgXSAcI6hsI6gXSAYL6BoJ6gXTwI+juRi3z2XiQCkFcL6lWKUNQ/lDZmV4FVct8Zita3vuooEdeAkHjhsrO9CooFYSoYfKcqpXe57cf7F4J5UvoA3i7bYLZRIFq6yEoZ6jsTK+C7md2aFzoGvmynI6K5suX1EuY7CYK5cvCVtRzVoSDH4dXQfW6tGdztR9CZZSsVH+WL6kXgarHd7e1l2EE5QqVnelZ0EzP3NTFc/cOQcuXlGX0lU0UICh3qOxMr4Ka3WUW00dGUHpJfQS1myhA0BihsjO9Cqov0dX55KLYnstUzJfm0Uvsc5Uy+nJYhaCsobIzvQqqf8mZn2Daq3hbMb+f0Qz46kvMc7RtgtlEAYLGCJWd6VdQn7haDEEHlUk6QFDfQFAvkA7pCCr7/QybmUxDIahfUslMpqFDFhSH+EFlkg4Q1DcQ1AukAwT1DQT1AukAQX0DQb1AOkBQ30BQL5AOENQ3ENQLpENgQY/OBalQnxaicbUYgg4qk3QIK+jxuSAVmnZmEJQtVHYm6RBW0MZckP39m9Fossn/ZDTZw1Y8XWLKB3uo7EweQRtzQfazce7iWBeE2ske+j97J8OUD0DwCNqYC7K/n6uKez2mZjTZg8rxblFuxxsqO5NL0Kw6F6QmKE32MLM/ymspV4sh6KAyeQRtzAWpCFpO9lCHeHMHgrKGys7kEbQxF6QiaDnZg66TaLdEV4sh6KAyeQRtzAWpHuKLyR7KTnMHgrKGys5kErQDrhZD0EFlkg4Q1DcQ1AukQzqCyn4/w2Ym01AI6pdUMpNp6JAFxSF+UJmkAwT1DQT1AukAQX0DQb1AOkBQ30BQL5AOENQ3ENQLpAOXoGZX7jP9ceaRMvoKrhZD0EFlkg5sgtaNhKDxQ2Vnkg7cgm4/eXn+YDZYyG8t7XqNqKiPECo7M5qgl0WZ3eVUV9qvxhkq6kETdkH1OWhtB5CrpZmudIuK+iihsjPZBaURtC7ojb1yQkU9f6jsTCGC2tETFfURQmVnyhC0uvMXKuqZQ2Vnsguqz0FHtF+C3WBBHePtzgqoqOcOlZ3JLejpuFoMQQeVSTpAUN9AUC+QDukIKvv9DJuZTEMhqF9SyUymoUMWFIf4QWWSDhDUNxDUC6QDBPUNBPUC6QBBfQNBvUA6QFDfQFAvkA4nC1otiT98slZ/XN6jW5v8R8eOV0PQSKGyM9sL+phVrift4xu1cNhsctr/yNViCDqozO6C7m5GH9/P7WfqphZe18Wb4nhTMb8sl6DP1ELg6mP27XW1GPT6S11Dj4r6eKGyMzsLqkbC1RkJWi41T4VJpmK+8njF7Yqgl/rVqKgHDtoLakvi7WLJNIJmtNS863Ezdh4IWvqNivpIobIzO4+gyrZ9eYivLTV/7HHy8nJUDLsVQVFRHy9UdmZnQesjZbnUvOvxjM5ByycrgqKiPl6o7MzOgurTxrO5XsX7nFaXr5yDFg7S4zkbNUhuqj9EAy0q6uOFys5sL6gtiVcX3v9m1pj/9JZWl9/Piqt4a16xBH3xw+oQbn6oIigq6uOFys5sLWgVuxFXGFwthqCDyiQdIKhvIKgXSAd8Fu8bCOoF0iEdQWW/n2Ezk2koBPVLKpnJNHTIguIQP6hM0gGC+gaCeoF0gKC+gaBeIB0gqG8gqBdIBwjqGwjqBdKhFHSjq+kathyfy6F/Ub+fjSYHr6j9rP5w9Nz19GJqIxsJrhZD0EFlHgi6UiYtmoYeF3RzN3lqZlHx6tWB9E1BG4+7WgxBB5XZFNR8eqkK42zRh56TsaPNDqozOLL9/Vev1qrM462d32FKPuxr7GQOcs+WhJyr1Wr/rF9GhUx3NrJSNAJBGUNlZzYF3RQDnZmFYedk2M0OajM4VM3ywqhl5ncorTcX39nX2Mkc1RHUTuy4uVhvzstKO5Ou/zMJa0z5AMSBoDQr2M7CaKyEnFVmcGSriXp5WTRXHqbLH8zKSSIUqcqSKzX36hC/mNb/HxhBGUNlZzYFLeYN2VkYTUErMzjyq6PKNA89RdP8bPGa8uCuS5VtpD6LWNAay9m7eUXQ6zUE5Q6Vnek8B7WzMOqC1mZwaJtIrfLhymtKQfW1F03syP8X9RE0/99hBI0WKjuzKWh5Fd+cukFCFTM4VlN9SlA+pc4gt1cP5Wsqgu5nY9oqYXcz1t/MvI9sMS7/ByZhCUE5Q2VnHgha/B7UXpLXNzuozODYv9bj5Yu3zYkb5WsqguqrLfP87sUXNL9DTRbJr+LPiksvXMXzh8rOPBQ0OCfW4btaDEEHlUk6QFDfQFAvkA7pfBYv+/0Mm5lMQyGoX1LJTKahENQvqWQm09AhCOriF7EbcCKptDORhkJQ36TSzkQaCkF9k0o7E2koBPVNKu1MpKHpCAoGCQQFooGgQDQQFIgGggLRJCLo7uZwSrREVo9NtBaELoVM4k1NQ1BV0LwaP/266CymT79GAJuR3vsvhTc1DUHVpJEn5+ELYH8fcOlpfyzO3l4tE3lT0xBUTYMKuu64J/T0wBQGUT3vIYk3NQ1BNxcpvJeZ3ksniVFUz7hN4k1NQ9A0/rFbUjgPxQjqlzROlyypCJrGm5qGoHqLZfEXnOZUxMx6FY4SM403NQ1B0/iVXaZ/D3om/aCpwO9BAfACBAWigaBANBAUiAaCAtFAUCAaCBqCf/3hA8XP/SV+m8f95I/+8pIBgobgX3/4UH/92d88BX77079m2fcf/LunuISAoCEwgmb//I0no/71Bx30F2/CpwMEDYEVNPv25+Zwn49/P/zqf/3ygw8+/CH/8u/mwZ9nxfcffv0/89eo5z74sHjwLz+3CWVe5vhJ+//IdEK/hlkIGgIS6vuf/e1ff8g1+vZnf/vhl/nw9+0H6osS6ucZ/VHD7A+//Lkdb+2T6vb3uXJ26MyP7h98aJPNk/TT+ieL/8ev/qgk7ZWhEDQEhaA//avSTCmlvTFffvVH/WD+RRuV2cf/nzp+54/Qg9rcX//VRn5rLrroySJB/WTx/yhe3R8gaAgqI+i3+no+P7br0c1++V6dTJKoWaHd9/pSnR5Uh/dvq78I+OdvfvY3epIS9E/S/yP7i9ffHIgAgoaABM1PI7+1FzZPC/rP3/zkj9UH8+Hz//yhdriuPFkXtLx4+udvPvhpr4ZRCBqCylX89/a3l3VB1YPVQ7z6rp3Ln6EH85T//uvaCFs5/tcSvq/+htTbrw5kAEFDUPk9qP5C2tGX6kWSvtQhzX745U+KJ9Whmw7Yf1EKNn+q+En6f+jhtfC7H0DQENhPkj6kzKlyeQAAAGFJREFU2+bYXRlGm78s0lLlZ5A/+d/6Ct2eSlYuyL+lvKM/af8f9iQ2wl84HBBUMH28Km8LBBXMtx8+/Zq+A0HFon+1P3ggKBANBAWigaBANBAUiAaCAtFAUCAaCApE8/8BqQmtsNNmZocAAAAASUVORK5CYII=)