Sri Lanka’s Democracy Profile
David I. Crabtree 2022-07-14
Democracy in Sri Lanka
![](data:image/png;base64,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)
Political Rights & Civil Liberties in Sri Lanka
![](data:image/png;base64,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)
GDP per Capita in Sri Lanka
![](data:image/png;base64,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)
Relationship Between Income & Democracy in Sri Lanka
![](data:image/png;base64,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)
Sri Lanka in Comparative Perspective:
All Democracy Ratings in 2019 for Countries in Asia
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HqhJKN0gNQJqUlick2GaDF+oySSD6h5GfQAFAupSWJyTYFoIcKBECCNeZutFalJYnJlugAoKentCQx2RId+F386SktSUy2RIdkQEcbd2C3VVAs0QFAx2iroFiiQzKguU+VWpWWJCZbogOAnp7SksRkS3QA0NNTWpKYbIkOAHp6SksSky3RAUBPT2lJYrIlOngAbd4ZvHH09r31wRpzN1qr0pLEZMsMKM1WAKAZlJYkJtsEgNp7f39ej1j4xuQ+fNzDD6UBoBxKSxKTbQJAd0839XSaor53fWMoDSIfHEoYzOATM6D2GrRJZmOLso97YLsdl9IudUy2zIBWA+huAFrFPQAol9KSxGSbAFA3IKkNaCPuAUC5lJYkJtsEgPoZs/7Kc31Gg5D9q3sAyqW0JDHZMgPanpBoQh6fXlztF2dXddwDgHIpLUlMtryA9lKwxtyN1qq0JDHZEh0A9PSUliQmW6IDgJ6e0pLEZEt0SAZ0tLvJ2W0VFEt0ANAx2iooluiQDOh/QTcVpfsAtI+CNeZmQaSidB+A9lGwxtwsiFSU7gPQPgrWmJsFkYrSfQDaR8Eac7MgUlG6D0D7KFhjbhZEKkr3RwmouY3ymfv1uvs1+60JD38LcAA6VFG6P0ZAzUa6Ym13yXsBUA5F6f4YAa122D15cfa2tYK2YkgloPvFw407BkD7K0r3xwiowc7hOG+f4tsxpBLQ1YyOFXdnknKzIFLpUkF5FR3QotiaSR5FvdWzcYqvY0j7y49n1TH3TvCbKDcLIhVleRrjCmrV2ixfAdqMIe0Xn77c0DEA2l9Ruj9GQLdTy+L8BqDtGFJ5il/P6BgA7a8o3R8joPZVfB1DqgFtx5DMi6TLpT8GQPsrSvfHCKj9OWj7GtQGk6ZFK4ZkfsxUvnHHAGh/Ren+KAEdrGCNuVkQqSjdB6B9FKwxNwsiFaX7ALSPgjXmZkGkonQfgPZRkn8vt6suWwXFEh0AdIy2CoolOiQDmju+K1JRug9A+yhYY24WRCpK9wFoHwVrzM2CSEXpPgDto2CNuVkQqSjdB6B9FKwxNwsiFaX7ALSPgjXmZkGkonR/bID6OFJgzAwAjako3R8ZoDfjSACUTVG6PzJAGzf8pgFI5Zr64WdLH0e6vvij2edkDpp19smLsyv3LgDtryjdHxmgVRypHoC0Kt88WPro0fWzh5ttyePKDU06LwEu313bHc6Yk9RTCWNBWRUT0EYciaYmXFxRwLh811wClB+Zg35HsyH3eCYpNwsiFWV5GtkKauU2zdPAmacbB6iNHhkcfRjE76Y3r6rsWR+A9lWU7o8M0EYcqb2C+uiRAfRgBb1ovN4P1pibBZGK0v2RAdqII1Hgw12D+ujR9bNpdWHqxiP6dwFof0Xp/sgAbcSRCNDyyEflKd5Fj66ff9F8FW9f8z+rzvAAtJeidH9sgN6q+sf29ho0rGCNuVkQqSjdHz2g+0X9GgiARlWU7o8e0F4K1pibBZGK0n0A2kdJ/r3crrpsFRRLdADQMdoqKJbokAxo7rOpSEXpPgDto2CNuVkQqSjdB6B9FKwxNwsiFaX7ALSPgjXmZkGkonQfgPZRsMbcLIhUlO6PFdDdudk2sqq2It+eATk8GqwxNwsiFaX7owX00a83xfVnj+8G9FDBGnOzIFJRuj9aQB9/sSx2r8yGETd6pnpvZebQbLZVtq7TGJrcLIhUlO6PF9C/zIu/feV2gLq9Tf697azYzswu0PW0qI8WiHz0VsLURVYxAfr2k/2Xb/3wBDd6xr13/XLzZuk3jdRH3VcFv4lysyBSUZan8a6g7/7w99+4Hck0esa9t7/8+uXGnNj9Xew7jaHJzYJIRen+eAG9evN6ZnOcNHqGBs6sX7n5XW5LfbcxNLlZEKko3R8xoC7oUY+eoYEz5j8T8nCAdhtDk5sFkYrS/RED6umrR8/4gTP7L6vzeuMoAO2tKN0fK6B3sftJ8KFgjblZEKko3Qegh1o/CKc+gjXmZkGkonQfgPZRsMbcLIhUlO4D0D5K8u/ldtVlq6BYogOAjtFWQbFEh2RAc59NRSpK9wFoHwVrzM2CSEXpPgDto2CNuVkQqSjdB6B9FKwxNwsiFaX7ALSPgjXmZkGkonQfgPZRsMbcLIhUlO6PGdAjdworkEm6n6J0f8yAbv2+uu4K1pibBZGK0v0RA+p3Jj95cfbu8vVkMtuW/1W3rnUzapBJuo+idH/EgO6ebkxA7nxe7BdTm0P2dwQ3YaRzugc4MkmDlTAWlFVcgK5nZqaCH+hh/yth9FNnaAQIMkn3UJTlabwrqLm1sg8jNQF1U2eagCKTNFBRuj9eQM2ApHokUgWoWyxrQJFJGqwo3R8voGvzymc7PQC0MYCmToUgkzRIUbo/WkBt8qhE8qsDQN3UmcYpHpmkoYrS/dECOkjBGnOzIFJRug9A+yhYY24WRCpK9wFoHwVrzM2CSEXpPgDtoyT/Xm5XXbYKiiU6AOgYbRUUS3RIBjT32TS9eHvO7QpAT168Ped2BaAnL96ec7sC0JMXb8+5XQHoyYu359yuAPTkxdtzblf5gAbmJO0X87sG0gRrzI1LevH2nNtVAaC3z0kqAb3rq4I15sYlvXh7zu2qANBb5iRdP3P3Wn77dGM2N7l0UrGt9ysD0Fq8Ped21QDojTlJdivopAT03eXSBpZsOslPTCqQSWorYeZHupgAvTEnyaDorkHXJZozn05qheeD30S5cUkv3kWJ21XDCnpjTpL7wAC6e/qPS0on+YlJAPRAvD3ndtUA6M05SdUKur/86umminLaiUkA9EC8Ped2VQHo4Zyk6hrUxDxmhU8n+YlJAPRAvD3ndlUB6I05SfsFvWdTci6d1EwdA9BavD3ndpUP6DAFa8yNS3rx9pzbFYCevHh7zu0KQE9evD3ndh0doKNtDrutgmKJDgA6RlsFxRIdkgHNfcJNL96ec7sC0JMXb8+5XQHoyYu359yuAPTkxdtzblcAevLi7Tm3q3hAD3Idqzv30QPQW8Tbc25XAHry4u05t6saQH2sY/XKjprx6Q83gqY9kAaAHoi359yuagB1sY5i1Zw440fQ0M3A/UeIfLSVMFIhXYyA+liHPcW703w9gsYcLx/3H7kvC34T5cYlvXgXJW5XLSsoxTreLB2glP6gGN3+EoAGxNtzblc1gPpYx8pMm5vX6Q+soEfF23NuVy2A+uvMYjWtyHxUIdkaSANAD8Tbc25X+YCWr9cnk2kV63hl39TpD38fh7OrAoDeLt6ec7uKB3SggjXmxiW9eHvO7QpAT168Ped2BaAnL96ec7uODtDRNofdVkGxRAcAHaOtgmKJDsmA5j7hphdvz7ldAejJi7fn3K4A9OTF23NuVwB68uLtObcrAD158fac2xWAnrx4e87tKhVQ+0v1/WLa7RMB6B3i7Tm3q2RAj0yaAaDdxNtzblfBgFo+VyZ59N2TF2dXZvTMZ8uVTyJNpm7qjN3I1E4oAdC2eHvO7SoX0Hd2/dzOyj+787nbEPpgaT8u7HAkN3XmZkIJmaS2EmZ+pCsmoI8+npgL0OuXmzd2Y7IdnFBiaT4uivWs8FNn6h332A96u3gXJW5XsSvo+ez6mV0qv37p9sq7oXL2Y/uBnzrTmk8DQG8Rb8+5XcUCSgMS1q9mRWMFtR+bt1Yu6NFOKAHQA/H2nNtVMqDFuryiNJS6VdJeg9qPyxO8G4nkAD1IKAHQtnh7zu0qGtD94uFm/6XHrny9/lG5cpYf2wjyZOamzuwXZ1fthBIAbYu359yuUgGtSf2kTW3z4zsUrDE3LunF23NuV+mArmn65n5hb9xQfQxAu4q359yu0gEdqmCNuXFJL96ec7uODtDRNofdVkGxRAcAHaOtgmKJDsmA5j7hxtaQPgHQnGg6BWvMDVRsDekTAM2JplOwxtxAxdaQPgHQnGg6BWvMDVRsDekTAM2JplOwxtxAxdaQPgHQnGg6BWvMDVRsDekTAI1ImvkNUqmH37WiHX6LyC2fPQegRwVAIwJa+I0jN3gEoFZD+gRAWQD9vDkhyW+yOxyX9OELAHpcAJQDUJc4ovyR/XPLuCSbmhtTJilhoke/WAGtd3u6/NGNMJLdc49TfAdhBeUElPJHN8JI7gAAPS4AygdonT+6EUbCCtpVAJQP0Dp/dPu4pAkAPS4AygdoPSGp9YG/VQ5exXcSAI0L6BAFa8wNVGwN6RMAzYmmU7DG3EDF1pA+AdCcaDoFa8wNVGwN6RMAzYmmU5J/L7erLlsFxRIdAHSMtgqKJTokA5r7lBxbQ/oEQHOi6RSsMTdQsTWkTwA0J5pOwRpzAxVbQ/oEQHOi6RSsMTdQsTWkTwA0J5pOwRpzAxVbQ/oEQGOiZjYlTyYz+tDdvLbeTj/2KR9D+gRAowJqbw76nG5qV91dGYBaDekTAI0OqNlG5/Id5j71CxuhwxgaoyF9AqDRAd09Wvp8RwnoakbbPzGGBpGPPuIB1F6DupWxhHJ/+fGsICyLoh0DGeEtwIcsJFhBowJaXWTafMd+8amZQ+MinRhDA0D7iBVQn+8oT/HrGR3EGBoA2kesgPp8hx3mZVIeGENjNaRPAJQDUJ/vMD9m2j1+ayJIGEPzSwDaSyyADlOwxtxAxdaQPgHQnGg6BWvMDVRsDekTAM2JplOwxtxAxdaQPgHQnGg6Jfn3crvqslVQLNEBQMdoq6BYokMyoLlPybE1pE8ANCeaTsEacwMVW0P6BEBzoukUrDE3ULE1pE8ANCeaTsEacwMVW0P6BEBzoukUrDE3ULE1pE8ANCeaTsEacwMVW0P6BECZqPOb66fhh/G7+C4CoIyAVvdQDn4GAD0mAMoHqOXT7Vt6Z3JKj5Z2z52fTfONSSgB0GMCoGyAvrPrp99Yt54V65LL9aw1m6ZAJgkKiB3QRx9PpjWgu6ebN6+nPofcmk2DFfROYQXlAvR8dv1sVk/8uPjm4u3jby4OZ9MA0CMCoFyAumxHNVBh9R+f7C9fT4vWbBoAelQAlBHQYu3mIa7PzK0b3FVoazYNAD0qAMoJ6H7xcLOeTD69cKvp1rxsr0JJJqEEQI8JgDIB2kPBGnMDFVtD+gRAc6LpFKwxN1CxNaRPADQnmk7BGnMDFVtD+gRAc6LplOTfy+2qy1ZBsUQHAB2jrYJiiQ7JgOY+JcfWkD4B0JxoOgVrzA1UbA3pEwDNiaZTsMbcQMXWkD4B0JxoOgVrzA1UbA3pEwDNiaZTsMbcQMXWkD4B0JxoOgVrzA1UbA3pEwBl4+7m0JlABCRYY26gYmtInwAoAE2mIX0CoKyA2tFIxe7JCzsl6cMXNEEJc5K6CoCyArqauZxcyaJ5dzLHnCSom5IAagZ4lUjatfSiiiFjTlIPYQXlBNSG4y/rmR6rOeYk9RQA5QT05gqKOUk9BUBZ4DSXmuYa01+D2tXTXoNiTlJPAVAWQM144wfLgl7Fu3ySfRWPOUn9BEB5AO2jYI25gYqtIX0CoDnRdArWmBuo2BrSJwCaE02nYI25gYqtIX0CoDnRdEry7+V21WWroFiiA4CO0VZBsUSHZEBzn5Jja0ifAGhONJ2CNeYGKraG9AmA5kTTKVhjbqBia0ifAGhONJ2CNeYGKraG9AmA5kTTKVhjbqBia0ifAOhgrszW43rX8eGDre30N7bStx4O1pgbqNga0icAOhxQA5m57ScA7aghfQKg9wPUjEVopzhMtOMzt13pvDrwYu73jZhdJHb7yOeIfHQSAL0foLunm4MUh9lW98AA6o/7fXbmzXpqt4WWbxD5gI4oAqD2GtRS1khx2I3JbhO9O047lUtczUfPlwQ3ttt1EVbQ4YC6XZ4HKY5ySa0ArY4Xq3l5hrdbREusHywBaGcB0PsBatFrpjjqFdQfpxX0onpZ5PfYA9AuAqD3A9QnjhopjuoalCYl1degJZnmwhOA9hAAHQ4o/Ry0neIoz+UfuVO8O05Zj/K4CYGsJhQCAaBdBEAHA3oHujduenOngjXmBiq2hvQJgEaGs1wv7UoJQG9qSJ8AaGRAByhYY26gYmtInwBoTjSdkvx7uV112SoolugAoGO0VVAs0SEZ0Nyn5F5S0HNuVwAqWQp6zu0KQCVLQc+5XQGoZCnoObcrAJUsBT3ndgWgkqWg59yuqgA1v1Gqtov6Q5e3/4YpWGNu5npJQc+5XVUBWtz8lTwAHSAAygwo7WN+8uLs3eVyv3i4ceGklUkxbQDoMQHQRICez80KupoVPpy0nZk/J5RJShjXGYVSA2rnfXw8c7evN+Gkl5s3/owf/CbKzVwvKViUuF1Vr6AG0MWnLzeFDyftL79+uQGgRwVAEwJ6uVzPCgonrV/NCgB6VACUGVBzRl+fEaDmhbwLJzXuSRKsMTdzvaSg59yuKgE1yaRPLwhQG/N04aT9l/RDqGCNuZnrJX8i//wAABvLSURBVAU953bVBujd2n1C7wVrzM1cLynoObfrSQG6roNLwRpzM9dLCnrO7XpSgDYUrDE3c72koOfcrqMDdLTNYbdVUCzRAUDHaKugWKJDMqC5z9q9pKDn3K4AVLIU9JzbFYBKloKec7sCUMlS0HNuVwAqWQp6zu0KQCVLQc+5XXUCum4NU7rtzozBGnMz10sKes7tqhLQ1UOzBbQiFID2FADl5dMBabfXmalJNo/k5yo9eXF2BUCPCYDyArqdmr+vny9pmlI1P8mklApkkqCAEgG6toD6wLGfptR6r8AKeqewgvICWq2gralJ1XsA9JgAKC+gBsP/tzQDE6tpSo25SgD0qAAoL6DF2t6pYV7U05Qac5UA6FEBUGZAzc9Bz/4ymfmpSfvF2VU9VwmAHhUA5Qb0uII15maulxT0nNsVgEqWgp5zuwJQyVLQc27X0QE62uaw2yooluiQDGjuRbGXFPSc2xWASpaCnnO7AlDJUtBzblcAKlkKes7tCkAlS0HPuV0BqGQp6Dm3qz5A23EPADpAAJSTTxv3mB37tGCNuZnrJQU953bVBqi72ffu8dX+8vVkMtuW/xWFz3s8/X29tgZrzM1cLynoOberNkC3dszcfjHfL6YlmNOimfeY+YcR+YBuVQpA7W76YjU3iQ/zn91YX+U9qv12wW+i3Mz1koJFidtV3Qrq8kiLNqBV3gOAdhEA5QO0cQ1aAdrIewDQLgKgfICa8TP2VXwD0EbeA4B2EQBlBLTYup+DNk/xdd4DgHYRAOUEtJuCNeZmrpcU9JzbFYBKloKec7sCUMlS0HNu19EBOtrmsNsqKJboAKBjtFVQLNEhGdDcZ+1eUtBzblcAKlkKes7tCkAlS0HPuV0BqGQp6Dm3KwCVLAU953YFoJKloOfcrtIBNXuSi2J1dnOOBwAdLAAaEdBHv94U15/dMmgGgA4WAI0I6OMvlsXu1eOrlQkdbVrpo1tiSRhD00UANCagf5kXf/vq8dV2Vmxn7fTRbbEkjKGBwmIB9O0n+y/flgi+3Lw5SB/dHktyCn4T5WaulxQsStyu8lfQd3/4+28sjV+/3LTTR7fHkgDoUQHQmIBevXk9M+CtX82Kdvro9lgSAD0qABoV0O0DSh0V7fTR7bEkAHpUADQqoH5l3H95VbTTR7fHkgDoUQHQeIA2UP2kz2cHa8zNXC8p6Dm3qxpA1w+WfT49WGNu5npJQc+5XdUA2lPBGnMz10sKes7tOjpAR9scdlsFxRIdAHSMtgqKJTokA5r7rN1LCnrO7QpAJUtBz7ldAahkKeg5tysAlSwFPed2BaCSpaDn3K4AVLIU9JzbVTWgu3ASJFhjbuZ6SUHPuV0BqGQp6Dm3q3ZAbQrJBZKK62eTjy6XAPSoAGhCQM/nhQ8k7Rczv6UEmSToVuUA1J/lry+uzAAQH0/CCnqnsIKmBtQFkp5u7P5lAHpMADQtoD6QhBW0qwBoWkApsbSa1duagzXmZq6XFPSc2/UUAPWBJPMq/r9hBe0gAJoI0JvCKb6LAGguPgFoJwHQXHzWCtaYm7leUtBzbtfRATra5rDbKiiW6JAMaO5FsZcU9JzbFYBKloKec7sCUMlS0HNuVwAqWQp6zu0KQCVLQc+5XQGoZCnoOberQEDtD9v3CzMawejWbfP1wcCu+mCNuZnrJQU953YVCOj21awDgTdRBaBdBUDvw6e9Gf31s8mDZfnXh58td48/t4GO1gQag+XWbAItP4ciH/4hAHpUAPQ+gO6eblaOwNWsMLf/djNn2hNo/PbPdXsGjX2oQOQDCigKoOsSsyltQN5f0g3pzUP1BBqPZVHcfMi5BL+JcjPXSwoWJW5XcSto+erID5TxEY6Ku+YEGvvmvLwMuPkQAD0qAHoPQA2WxWp+YwVtT6DxIPqTfeshAHpUAPQegK7Ny5zttHEN2lgzHzU+MpebDtD2QwD0qADocD7tsJni+vlXNgxnbsRA3LUm0Fh+zXm9vCQ4u2o9BECPCoAOB/RAR34IGlawxtzM9ZKCnnO7CgbUvFzqN3sGgHYTAI0C6L0UrDE3c72koOfcrqMDdLTNYbdVUCzRAUDHaKugWKJDMqC5z9q1OjyhCnrO7QpAs6nDE6qg59yuADSbOjyhCnrO7QpAs6nDE6qg59yuADSbOjyhCnrO7QpAs6nDE6qg59yuGgDdL8wGkt3T77rGQABoDlsFxTIBavYw+78AaAwB0MiANrYu2wyS+eutTyC5PNL+8vVkMttOKAoKQNPbKiiWC1AzGqGE1O8RdUGkdlRpvygPnk/90qojk5QwiwM5cQFqTu/lHx9EcvGjdlTJIGz+03QD2w7f8QoWJW5XFStouXz+43Lpgh8TswevCajdtwxA+wiAxgZ0/+Xb8jLU55SK5ngPn0cCoH0EQGMDWqzpbiOrWTOIVOWRAGgfAdDogJoxSIV/Ff9gaYJIb1tRJQDaRwA0OqC9FawxN5a1OjyhCnrO7QpAs6nDE6qg59yuADSbOjyhCnrO7To6QEfbHHZbBcUSHQB0jLYKiiU6JAOa+8Req8MTqqDn3K4ANJs6PKEKes7tCkCzqcMTqqDn3K4ANJs6PKEKes7tCkCzqcMTqqDn3K4ANJs6PKEKes7tKg9Qu4fObEC+KfPb9sO8h94xNB2eUAU953aVCaiLyQFQBT3ndhUJqI9x2rTRajKZTKvk0XK/ePidH5ykfU5ShydUQc+5XSUC+s7y6dNGdt2k5NHlcjUrKI2kfU5SwiwO5BQH0EcfT+gC1G6g93ljmzz62O9bPoU5SR2+4xUsStyuAlfQ89n1M8ukm5Jg59L45NHi05cbAlT9nKQOT6iCnnO7CgTUhTiKRtqo8b4LdxKIquckdXhCFfSc21UmoMXakmdAtSf4OnlUT/ZSPyepwxOqoOfcrkIBLV+sb2za6H+anPFkViePdo8pjaR9TlKHJ1RBz7ld5QEaR8Eac2NZq8MTqqDn3K4ANJs6PKEKes7tOjpAR9scdlsFxRIdAHSMtgqKJTokA5r7xF6rwxOqoOfcrgA0mzo8oQp6zu0KQLOpwxOqoOfcrgA0mzo8oQp6zu0KQLOpwxOqoOfcrgA0mzo8oQp6zu2qGtA7hn0Ea8yNZa0OT6iCnnO7AtBs6vCEKug5t6t2QHdPXiDy0VcANCGg5/MCkQ+om3IA6s/yiHz0EFbQ1IAi8tFLADQtoIh89BQATQsoIh89BUDTAlog8tFPADQRoHcoWGNuLGt1eEIV9JzbFYBmU4cnVEHPuV0BaDZ1eEIV9JzbdXSAjrY57LYKiiU6AOgYbRUUS3RIBjT3ib1WhydUQc+5XQFoNnV4QhX0nNsVgGZThydUQc+5XQFoNnV4QhX0nNsVgGZThydUQc+5XQFoNnV4QhX0nNtVLqDbyWRitx/f0OpwBMh+MT9MfwRrzI1lrQ5PqIKec7uKBXR9Zm7tfSuhtwF6+DnBGnNjWavDE6qg59yuUgF1IxIMeTSB5vVkMitX1VkJ6CubPbITaOwb2sp0jkxSJwHQ+wO6pbWTJtAszLCkqbu1srs/+MpFkMybybyeRlMgkwQFFBPQ5ihEO4FmaQfNGQrNKX41NyNqyo/Mm/oa1M6tMQp+E+XGslaH73gFixK3q9QV1A2fsXITaBqAvlkaQO3IRDdSwX/k71oPQPPYKig2IqDVNWhjGk1jBTUPHK6g/jMBaCZbBcVGBLR6FV9PoKkB9ZeiB9egNGAJgOaxVVBsTECrn4PWE2gqQF+ZEXP0Kn6/oFfx7jMBaCZbBcVGBfR+CtaYG8taHZ5QBT3ndgWg2dThCVXQc25XAJpNHZ5QBT3ndh0doKNtDrutgmKJDgA6RlsFxRIdkgEVdAI/LgU953YFoABUtCsABaCiXQEoABXtCkABqGhXAApARbvqAdRsWS7MRhEAKtNWQbGsgNqdSndMRgKgmW0VFMsLqFk9VzPaxdQMKbkjsuYkRXlCFfSc21UToNfPvzL77EtI19OiFVKyR2TNSUqYtIG6ihnQYm3DnM+XByElf0TWPeqjfMcrWJS4XTWtoA6/8nw+mTxobrH3RwBoXlsFxaYB1AU3m4C6IwA0r62CYpMA6rNIrQyIPQJA89oqKDYNoOUZ/cGyuYL6IwA0r62CYrkB7aFgjQAUgAJQACrTluiQDOhom8Nuq6BYogOAjtFWQbFEh2RAcYoHoAAUgMq0JToAKAAVaUt0AFAAKtKW6ACgAFSkLdEBQAGoSFui476Aul9YVr+2bE31ML/ebDwW2mMfrBGAAtAEgB5+LgDNb6ug2OiAriaTybQ9dqYEdL94+F35GVtzR3p70M2fQeQjr62CYqMD6hbMeuyMiXpcLst3zC3pL65s0KOaP4PIB3REDICuZwWNnaGox8ezgrCsPheRj/y2CoqND6idRuPGzlDUY/Hpy03hB8v5XaBu/gwAzWuroNhYgLrFsYTTvSKqx84U9py/nhGIbh+9nz8DQPPaKig2FqD2/iH7xcye4Iv22BnzIsmO7zKXmw5QP38GgOa1VVBsNEDNOXsycwHOyaweO+OjHrvHbw2wdq7cfnF25ebPANC8tgqKjQfovRWsEYACUAAKQGXaEh0AFICKtCU6JAM62uaw2yoolugAoGO0VVAs0SEZUJziASgABaAybYkOAApARdoSHQAUgIq0JToAKAAVaUt0AFAAKtKW6CBAD6IbtOWo1n7hdsD7vZ21qpSH2Sw/sb+Kr9S2QORDiq2CYo8BeoMnAnT7ahYC9NjcGQAqxVZBsUFAfVxo9/ibZ5QjsruTPnxhQdxffm02IT95QfEiiiHV/DWmzhi/6lOvG4Y2pARAc9kqKDYM6PmssXfThYvs/k5P4dNNuWTuzueFjxdRDKkBaD11xvpVn1ob+pBSgUwSFFAYULdV0/3x4SLDkz/Fr0tUpxWL5gEXQyroGrR1S/rGlaxLIpFh80I2+E2UCtAo3/EKFiVu10QraAvQemqMg3C/mFCmyMeLfAypdYq/CSglkbyhDykB0Ey2Coo9BLTKFrUBvaAcpl9BbTJuZXfE+3iRjyHdCWidRPKGRi52DEBz2Coo9hDQKlvUAtSHi+pr0LX5azulyIYZGruaHvwI4CagjSSSM/QhJQCayVZBsTcA9dmiBqAmQuTCRebMbl/F77+0w2Wef2Vz8DZeVPgYEl2DTua3nOLdpzYMV3gVn9NWQbE3Ac2mYI0AFIACUAAq05boAKAAVKQt0SEZ0NE2h91WQbFEBwAdo62CYokOyYDiFA9AASgAlWlLdABQACrSlugAoABUpC3RAUABqEhbogOAAlCRtkRHJEDtNjyzGdR/aO9bizlJUm0VFBsZ0Fvxw5wkqbYKiuUC1AWVqhUUc5JE2ioolglQnz6qAMWcJGiYmAA1shOSHKCYkyTTVkGxbIDarcgeUMxJEmqroFgmQH36qDrFY06SSFsFxTIB6tNH9YskzEmSaKugWCZAKX1U/RwUc5Ik2iooNj6gTd24w9hdCtYIQAEoD6Dr6ldKAFSkrYJiWQHtpyT/Xm5XXbYKiiU6AOgYbRUUS3RIBhSneAAKQAGoTFuiA4ACUJG2RAcABaAibYkOAApARdoSHQAUgIq0JTrYAT06+wOAprdVUCzRAUABqEhboiMZoH5oDcbQSLBVUGxqQKuhNTbrgTE00BGlBtRC6gbalKxiDE1eWwXFpge0ynrYbaIYQ5PTVkGxqQH1WQ+/gpojmPKRz1ZBsakBrYbWYAyNAFsFxaYD1A6nmdLQGv8qHmNostoqKDYZoMcVrBGAAlAACkBl2hIdABSAirQlOiQDOtrmsNsqKJboAKBjtFVQLNEhGVCc4gEoAAWgMm2JDgAKQEXaEh0AFICKtCU6ACgAFWlLdABQACrSlujgBXTrRtM0NowAUAm2CopNAuja7guxd66947OCNQJQAMoKqNv4uV/Md48/t8NnHl/R/BmfUAKgeWwVFJsC0GrHp586U8+foYQSMklQQEkAnfp3/B2/29MTzOZ6q+A3USpAo3zHK1iUuF3VraC7p7SC3gS0sWM5WCMABaCprkEPAPUJJQCayVZBsSkAbb2KbwFKCSUAmsdWQbFJAG3+HLR9ivcJJQCax1ZBsWkA7aRgjQAUgAJQACrTlugAoABUpC3RIRnQ0TaH3VZBsUQHAB2jrYJiiQ7JgOIUD0ABKACVaUt0AFAAKtKW6ACgAFSkLdEBQAGoSFuiA4ACUJG2REd8QN0NQefVhzfiHodHgjUCUADKAajhr9qqhDlJEm0VFMsMqB+UYINILo/05MXZFR2pokkANI+tgmKZAd09pdwR5ZHO5zQrqT5YIJMEBcQIqL0GdXm564vmFuX6SCOahBU0g62CYhkBtaf4xbwxGakClI4A0Ly2CoplBrRYzX3uqAFofQSA5rVVUCwzoOXlps8dNVNI1REAmtdWQbGMgNLPQV3uqHmKr44A0Ly2CorlA7S3gjUCUAAKQAGoTFuiQzKgo20Ou62CYokOADpGWwXFEh2SAcUpHoACUAAq05boAKAAVKQt0QFAAahIW6IDgAJQkbZEBwAFoCJtiY44gLpb1R5qNW98sHt8ZXYxA1AJtgqKjQvo9tXsGKBhBWsEoAA0DqD7y69fbsxmz8m0uH5mbj5vEx6rV42RM34F9R8g8pHVVkGxUQHdPd3Y1dIQuJoV62lhEh7+5t910KN8uJ0DKRD5gAKKCuh65kbOlG8NgT7oYU/x7jTvjvhr0DoH4r46+E2UCtAo3/EKFiVuV7Er6H4xsUNlzNiZ8gw/mTyw25SLN0sPqQ96WECbORAAmslWQbExAbXzkFZzy58fz0Ur6H7RiH6YU3wrBwJAM9kqKDYmoGtzGt9O1/aV/IqmHpbvThsjZxyg7RwIAM1kq6DYiIDuvzSk2XP7ZDIr3z7wgzjLV/Hlu3XQwyyxrRwIAM1kq6DYiIB21u0/zgeg6W0VFEt0JAR0PaHpxwA0s62CYjMAGlKwRgAKQEUDOtrmsNsqKJboAKBjtFVQLNEhGVCe87eC5rDbKiiW6ACgkaTKVkGxRAcAjSRVtgqKJToAaCSpslVQLNEBQCNJla2CYokOABpJqmwVFEt09AXUbq2btH4nFIgakeoxH4GBH8EaASgAHbKCHnJ2BNDwFwLQXLYKir0voHRf2icvzt5dLveLh/+4fD2ZzLblfwXlklzwyHzm1uxStkeTZ5JYn0WttgqKjQXo+dysoKtZee43SSS7A7TKJdHWULOLeW0fSp9JShijgSIqFqDlm/3lxzN3ojf/lQg2cknuU/w+O3+KT5tJYv0212qroNiYgC4+fblpAVrnkmhH/Xm9izlxJon1WdRqq6DYqCvocj1rAVrnkuoRXv5knzyTxPosarVVUOx9ATVn7fUZAer+EKCNXJKD0VxuugPpM0msz6JWWwXF3hdQEy769IIALY+9awBa55I8k/a8Xl4LnF0lzySxPotabRUUew9AYytYIwAFoAA0llTZKiiW6ACgkaTKVkGxRIdkQEfbHHZbBcUSHQB0jLYKiiU6JAOKUzwABaCxpMpWQbFEBwCNJFW2CoolOgBoJKmyVVAs0QFAI0mVrYJiiQ4AGkmqbBUUS3QkANTsvjtrhD0Okx/BGgEoAE0AqNlhV6xvv/MiAM1jq6DYdIDS7ryViSJ99+TF2Vu3gxmZpHy2CopNB+h+4VbP7az8YzJMdTSpQCYJCigdoIXJdD5YFtcvN2+aO5X9vnusoBlsFRSbEtBSu0dLOy+xAnRVv3AK1ghAAWgCQO0MOjMzaf1qRrvsfTQJgGayVVBsOkDtq3h70fmoFQMxHwLQPLYKik0HqP05qJmXZOYp0SneRZMAaCZbBcUmBJS0++T248EaASgATQjo+kHgHmPBGgEoABX9u/jRNofdVkGxRAcAHaOtgmKJDsmA4hQPQAFoLKmyVVAs0QFAI0mVrYJiiQ4AGkmqbBUUS3QA0EhSZaugWKIDgEaSKlsFxRIdQwE9zHFU2i/mtA3E3/m71sr+chORj+y2Coq9J6DhHEcJKL27fTW7DdBDBWsEoAB0KKDVXZb9WBm/B6RcV/3taQ2qZgNoYQbV+OEzxepV9cmIfOS0VVDsPQGlHAeNlfGAmnt/TwjQ3dONySGdz+mzihXdBhyRD+iI7gko5TgspNVYGZPiqK9B1zOzWbm6IC0fM6f41RyRj+y2Coq9N6BF4bYcN8fKuDCHJ9BO9TzzQz5cwuPNsnoYkY+ctgqKvSeglONoj5VpraDlGZ5wpIRHuYK6hxH5yGuroNh7Ako5Dp/d8ENpWteg67kFmS5PzXK7mnqaEfnIa6ug2HsCWuU4fHbDDaUxp3V6FW8CHobhr8wH/rPKV/F+PA0iH1ltFRR7X0AjKlgjAAWgADSWVNkqKJboAKCRpMpWQbFEh2RAR9scdlsFxRIdAHSMtgqKJToA6BhtFRRLdAgANKif5i6gj1AsjwBoJKFYHgHQSEKxPAKgkYRieSQZUAgCoJBsAVBItAAoJFoAFBItsYBeP5vcMZ1OmNaTwF0CBMoFctU8u1IBNfH69TR3FV11e+BfpLbmO0nRsysVUBNvOrwFiVjtLwN3N5en1QMTcVD07EoF1ETubtw6R6pM/mWiZRG1eTA9z65UQLcP1TyFLn+tZhU1gCp6dqUCquh73EvLdShW0ChSdJXkpQlQRc+uVED3i5mW15nuesTFrBXIgKno2ZUKqKKf1BX256ChMWXihJ+DQlA8AVBItAAoJFoAFBItAAqJFgCFRAuAxtS/fvue0fvxHL8t7X70u3h+6gRAY+pfv/3A/v2Tv0Yy/PbHfy6K79/7t0h2CgVAY8oBWvzzV5GI+tdvrdGfogGvTwA0pjygxbfvu9N9uf798PP//bP33vvgh/Kvf3MH3y+qtz/84n+Vn2Mee++D6uCf3vcOtV8R+Er//yisw2kuswA0pgio73/y13/9tsTo25/89Yeflcvft++ZvwxQ7xf0n1lmf/jZ+3699Q+a978vkfNLZ3l2f+8D7+wepK+2X1n9P37+OwPpSRIKQGOqAvTHfzaYGaQsN+6vn//OHiz/skQV/vh/mvN3eYQOWnJ/8Wdv+a170UUPVg7mK6v/R/XZpycAGlONFfRb+3q+PLfb1c3/9b25mCRQiwq77+1LdTpoTu/fNn8Q8M9f/eSv9CA52K+k/0fxp6g/ORAlABpTBGh5Gfmtf2FzHNB//upHv2seLJfP//vb1um68WAb0PrF0z9/9d6PT3IZBaAx1XgV/73/6WUbUHOweYo3by1z5SN0sHT5779orbCN83/L4fvmT0ij/ehAlgBoTDV+Dmr/Iuzor+aLJPtShzD74Wc/qh40p246Yf/JIHj4VdVX0v/DLq8V36clABpT/jdJH9D77tzdWEYPf1hkoSqvIH/0f+wrdH8p2XhB/i353fqV/v/hL2Iz/IP5BUAF6pRflfcVABWobz84/jljEQAVJ/ujfcgLgEKiBUAh0QKgkGgBUEi0ACgkWgAUEi0AConW/wftxf+wfoMQ0QAAAABJRU5ErkJggg==)