Mali’s Democracy Profile
David I. Crabtree 2022-07-14
Democracy in Mali
![](data:image/png;base64,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)
Political Rights & Civil Liberties in Mali
![](data:image/png;base64,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)
GDP per Capita in Mali
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAqAAAAHgCAMAAABNUi8GAAAAz1BMVEUAAAAAADoAAGYAOpAAZrYzMzM6AAA6ADo6AGY6kNtNTU1NTW5NTY5NbqtNjshmAABmtv9ra2tuTU1uTW5uTY5ubk1ubo5ubqtuq6tuq8huq+R/f3+OTU2OTW6OTY6Obk2ObquOyOSOyP+QOgCQkDqQtpCQ27aQ2/+rbk2rbm6rbo6rjquryKur5OSr5P+2ZgC2///Ijk3I///bkDrb/7bb///kq27k/8jk/+Tk////tmb/yI7/25D/29v/5Kv//kz//7b//8j//9v//+T///8BPOzyAAAACXBIWXMAAA7DAAAOwwHHb6hkAAATM0lEQVR4nO2de2PTRh5FTQnpInBCQ9iwWjsFZ3dx1sWuneKgOCtwNN//M+3o4TgOecjAjObq3t8ftQM96Kicjh5O7I7RaAKeTtMCGs1Do0A1QY8C1QQ9ClQT9ChQTdCjQDVBz48E+s/t57fvYEhZQOWfySrQ0FlAZQXKxAIqK1AmFlBZgTKxgMoKlIkFVFagTCygsgJlYgGVFSgTC6isQJlYQGUFysQCKitQJhZQWYEysYDKCpSJBVRWoEwsoLICZWIBlT0HuoiiaGDM3D68nJllL+omJjsdK1A/LKCy30DT1x9H58czMx3kX2XDgZnvKVB/LKCy50CPPo8Ss0pyaVNND2f2q2xoV1IF6pwFVPYb6LL3Pg/UHtrzI316lJhlf2wDncb57z6z85tG42oeD9SYaRTF9kg/zlfRRbcK9E2sQ7wXFlDZ91V8NjrvDcpUB6sVdPj2XaJAfbCAyn4DXexlo6Q8nttA1+eg8+sltNk9aDsLqOz5HLRvr+L7xbE9++8sG8bVVfz6Qr7ZPWg7C6js+RCfHqzug74Ymxv3Qe1CqkDds4DK/s9Bkwd+V4G6ZQGV9VInEwuorECZWEBlBcrEAiorUCYWUFmBMrGAygqUiQVUVqBMLKCyAmViAZUVKBMLqKxAmVhAZQXKxAIqK1AmFlBZgTKxgMoKlIkFVFagTCygsgJlYgGVFSgTC6isQJlYQGUFysQCKitQJhZQWYEysYDKCpSJBVRWoEwsoLICZWIBlRUoEwuorECZWEBlBcrEAiorUCYWUFmBMrGAygqUiQVUVqBMLKCyAmViAZVDC7TpTyrRtHi0gobOAiqHtoI2uwdtZwGVFSgTC6isQJlYQGUFysQCKitQJhZQWYEysYDKCpSJBVRWoEwsoLICZWIBlRUoEwuorECZWEBlBcrEAiorUCYWUFmBMrGAygqUiQVUVqBMLKCyAmViAZUVKBMLqKxAmVhAZQXKxAIqK1AmFlBZgTKxgMoKlIkFVFagTCygsgJlYgGVFSgTC6isQJlYQGUFysQCKitQJhZQWYEysYDKCpSJBVRWoEwsoLICZWIBlRUoEwuo7DnQRRRFg/xJNrQPy17UTUx2OlagflhAZb+Bpq8/js6PZ/bZ3HaaRzrfU6D+WEBlz4EefR4lxZO//z4wS5tqejizgWbDbqJA3bOAyn4DXfbeF4Fmpx/t6pkeJWbZH9tAp3H+u8/sNP1JJZoWz+OBGjONIhvjPM4P74tuFeibWId4Lyygsu+r+Gx03hvYpTO7sYIO375LFKgPFlDZb6CLvWyUTON5lE+8PgedXy+hze5B21lAZc/noH17Fd/PL9rzFTQbxtVV/PpCvtk9aDsLqOz5EJ8e3H0f1C6kCtQ9C6js/xw0eeB3FahbFlBZL3UysYDKCpSJBVRWoEwsoLICZWIBlRUoEwuorECZWEBlBcrEAiorUCYWUFmBMrGAygqUiQVUVqBMLKCyAmViAZUVKBMLqKxAmVhAZQXKxAIqK1AmFlBZgTKxgMoKlIkFVFagTCygsgJlYgGVFSgTC6isQJlYQGUFysQCKitQJhZQWYEysYDKCpSJBVRWoEwsoLICZWIBlRUoEwuorECZWEBlBcrEAiorUCYWUDm0QJv+pBJNi0craOgsoHJoK2ize9B2FlBZgTKxgMoKlIkFVFagTCygsgJlYgGVFSgTC6isQJlYQGUFysQCKitQJhZQWYEysYDKCpSJBVRWoEwsoLICZWIBlRUoEwuorECZWEBlBcrEAiorUCYWUFmBMrGAygqUiQVUVqBMLKCyAmViAZUVKBMLqKxAmVhAZQXKxAIqK1AmFlDZeaCXu518fvlTgTbPAiq7DvTq5PnVyauv+6+0ggbAAiq7DjRPc/LcXDz9pECbZwGVfQR6tmMudIgPgQVUdn4OOinqPNMKGgILqOw8UHsSaiadJx/q9alAnbKAyrrNxMQCKvs4B7Wjc9AgWEBlBcrEAiq7DfSss5qd8hcWURQNioeXM2OWvaibmOx0rED9sIDKnlbQatLXH0fnx7P0cGbmeyYbDooHBeqLBVT2e5GUHn0eJdXTw9nyeJY/2ECzYTdRoO5ZQGWngdrl8+t+58Zr8cve+1WgdulMjxKz7I9toNM4/6Vndpr+pBJNi+fxFdSYaRTlMaYHL8Zm0a0CfRPrEO+FBVT2fR80G533BsVi2h+vVtDh23eJAvXBAiq7D7S4kq+ulBZ72Sgpj+dmOlifg85jBeqDBVR2HuhZfvb5df+5KZdNexXfH6+O7cO4uopfX8g3uwdtZwGVPd+oTw+K+6DzKLLnoDfug+Y3nhSocxZQ2fcrSdkoMQ9Ns3vQdhZQ2fkh/iL/RqbVIf7xaXYP2s4CKrtfQa9f7az1cnyze9B2FlDZ920mBdokC6isQJlYQGXngerHjgNiAZVdB6ofOw6JBVT2cZtJP3YcCguo7CNQ/dhxKCygsvNzUP3YcUAsoLLzQPVjxwGxgMq6zcTEAiorUCYWUNlxoMX9pauTumegCtQtC6jsNtDL3fKbRCZ1L+IVqFMWUNltoPYS/tYTBdokC6jsNND1C0i6DxoEC6isQJlYQGWngeb3QMvRjfogWEBlt+egZ9XCuS5VgTbJAio7vs00KV5C+rpf+z5Ts3vQdhZQ2fWN+uLbQWu/0KlA3bKAynoliYkFVFagTCygsgJlYgGVFSgTC6isQJlYQGXXgV6d1P1xOQXqngVUdh1o/Z/nVKDuWUBl54f42i9yKlD3LKCy+xV0izdmUqCOWUBlXSQxsYDKCpSJBVR2H+hZp/Oq/olo059Uomnx3Bno5Olf+6+uTna0ggbAAip7uM2U32nSd9QHwQIqK1AmFlDZw33Qv/JG9R31IbCAyu4vki7y26B1+1SgTllAZd1mYmIBlRUoEwuo7OU+6PVndSrQZllAZfcXSTc/q1OBNssCKnu4zZQ/6DZTECygsgJlYgGVnR/i9VmdAbGAyu5XUH1WZzgsoLJuMzGxgMoKlIkFVFagTCygsgJlYgGVFSgTC6isQJlYQGXHgU7q/8CxAnXPAiq7DXTy9NP124Ar0OZZQGWngRZvzLTduzM1uwdtZwGVnQZafRBi7W+nV6COWUBlBcrEAiorUCYWUFmBMrGAyo4D3e5bmRSoYxZQWTfqmVhAZQXKxAIquw60eNuG+j/UqUCdsoDKbgO9OinOPfVZnYGwgMpuA129L6g+7TgMFlDZ/UudG6Uq0EZZQGX390GL0Y8dB8ECKitQJhZQ2XOgiyiKBsakB8XDshd1E5OdjhWoHxZQ2W+g6euPo/Pj2bI/tk/H2XBg5nsK1B8LqOz3pc706PMosevonn0+HSyPZyY9nNlAs6FdSRWocxZQ2e8rScve+1FVol1F06Mkf7CBTuP8l57ZafqTSjQtnscDtetmFBUxZsPYLLpVoG9iHeK9sIDKvl+Lz0bnveLyKM4P+GWgw7fvEgXqgwVUdhxofpk0saegO+WXi71slNjjeXowyI/y1+eg81iB+mABld0Gern73JjJzvXl/LJvr+LtyWfRZ3GYL6/i1xfyze5B21lAZbeBTnaqf6xe6ixvgM6jqLgfur4PahdSBeqeBVT2cB80D/T6laRsdH26eec0uwdtZwGV9VInEwuo7DTQ9XfZ6buZgmABld2eg67e9ma9lCrQJllAZce3mSb5RyjYi/mdmn0qUKcsoLLrG/WXu51Op6hUgTbPAir7fiVJgTbJAiorUCYWUFmBMrGAygqUiQVUVqBMLKCyAmViAZUVKBMLqKxAmVhAZQXKxAIqK1AmFlBZgTKxgMoKlIkFVFagTCygsgJlYgGVFSgTC6isQJlYQGUFysQCKitQJhZQWYEysYDKCpSJBVRWoEwsoLICZWIBlRUoEwuorECZWEBlBcrEAiorUCYWUFmBMrGAyqEF2vQnlWhaPFpBQ2cBlUNbQZvdg7azgMoKlIkFVFagTCygsgJlYgGVFSgTC6isQJlYQGUFysQCKitQJhZQWYEysYDKCpSJBVRWoEwsoLICZWIBlRUoEwuorECZWEBlBcrEAiorUCYWUFmBMrGAygqUiQVUVqBMLKCyAmViAZUVKBMLqKxAmVhAZQXKxAIqK1AmFlBZgTKxgMoKlIkFVFagTCygsgJlYgGVFSgTC6isQJlYQGUFysQCKitQJhZQWYEysYDKCpSJBVT2HOgiiqJB/iQ9nBmz7EXdxGSnYwXqhwVU9hto+vrj6Px4lof6cmay4cDM9xSoPxZQ2XOgR59HiX2cvvjDrqBLm6pdSW2g2bCbKFD3LKCy30CXvfejssT8EJ8eJWbZH9tAp3H+a8/sNP1JJZoWz+OB2rUziuJVoItuFeibWId4Lyygsu+r+Gx03hvcWkGHb98lCtQHC6jsN9DFXjZKiuN5unEOOr9eQpvdg7azgMqez0H79iq+P64CzYZxdRW/vpBvdg/azgIqez7Epwd33wctvlSgrllAZf/noMkDv6tA3bKAynqpk4kFVFagTCygsgJlYgGVFSgTC6isQJlYQGUFysQCKitQJhZQWYEysYDKCpSJBVRWoEwsoLICZWIBlRUoEwuorECZWEBlBcrEAiorUCYWUFmBMrGAygqUiQVUVqBMLKCyAmViAZUVKBMLqKxAmVhAZQXKxAIqK1AmFlBZgTKxgMoKlIkFVFagTCygsgJlYgGVFSgTC6isQJlYQGUFysQCKitQJhZQWYEysYDKoQXa9CeVaFo8WkFDZwGVQ1tBm92DtrOAygqUiQVUVqBMLKCyAmViAZUVKBMLqKxAmVhAZQXKxAIqK1AmFlBZgTKxgMoKlIkFVFagTCygsgJlYgGVFSgTC6isQJlYQGUFysQCKitQJhZQWYEysYDKCpSJBVRWoEwsoLICZWIBlRUoEwuorECZWEBlBcrEAiorUCYWUFmBMrGAygqUiQVUVqBMLKCyAmViAZXrsF++fKnFKtDQ2QCUb8ZU53kN9suXzS/uZPNRoKGzHleyGjHVef4Y++XGfMMqUDTW7Sr4WHBftpw67J3/zn37q0BDZ92tgtsGV+d5Xfbew70CvWtq/A1vfyL2/X/+9v/6d62Cddgf9dn6P094gbqI4yf/DX/P8x/487f51++Lr26IW/+/Vmd+hP3+QBdRFA2MWfaibmKy03GtQO8v4sbTnx7Hz/4b3nZc//n3bOqh59vHF8hBrnag6euPo/PjWTYcmPle3UDv+c/l6S+v1jyg+VOi/44/Z9vNOlkF8QI9+jxK7AJ6PDPp4cwGmg3tSlonUL9xfM9z16cNjs9B759AIvsRtnagy977PND0KDHL/tgGOo3zX35m5/7PECn+lr59fvOXf7vxtLHnLsb1n08ytQM1ZhpFsVl0q0DfxDUO8XWWiB/9X6ztLKByQ6/FZ6Pz3mC1gg7fvktqBOphD9rOAio3EuhiLxsl03h9Djq/XkKb3YO2s4DKzZyD9u1VfL50xtVV/PpCvtk9aDsLqNzMIT49uHUf1C6kCtQ9C6jc2DlocvdvNLsHbWcBlfUNy0wsoLICZWIBlRUoEwuorECZWEBlBcrEAiorUCYWUFmBMrGAygqUiQVUVqBMLKCyAmViAZUVKBMLqKxAmVhA5dAC9TzPuLZLtrv3bVeBhrpdst1VoGjbJdtdBYq2XbLdbUGgGsZRoJqgR4Fqgh4Fqgl6FKgm6Ak90OJnnNOD6OX6ofwB6DZud+MnvG89+NtutfPet3vbopzAA13kaSx7AzPvJsv+OH+o3gjS43bLB/fbzXcwfT1evdPlxoO/7VY77327ty2qCTvQ6Ys/7P/M1ftCFQ/Hs+pNeDxvtz92v91F/vcyHVQb2nxwuNlb26123vt2b1msJuxAy6PNqpByBa2+8rfdzQfH2/1me342u7mlGzvvdbt37S9CoMUx9sW4Ojup3gjS33arBy/bzd8Cq9rQ5oPbzd7cril3vontbn5VDkKg+enzP07H9gTFLF7O/K2g1XZXm/ew3WUvNk0s3De3azyuoJvbvWVRDkSgpngL8ur/LR/noBvbrR48bDc9GJjrd1v3dw66uV1THT68b/e2RTkIgRYnn3umWkGrN4L0t93qwf12y7+h1YY2H/xt15Q7732731iUgxBo/kk4+a0x+/Bi7PM+6Hq7Xm5IzqOo+Mgf3/dBb23X233Qze1+Y1FO6IFqyEeBaoIeBaoJehSoJuhRoJqgR4Fqgh4F6myuTn750z5c7u40LAI9CtTdXO4+t/+cPP3UtAjyKFCHc2aX0MvdV01rQI8CdThf93fMZMfkR/tOJz/eX+52Op3n5vJv/yq+1Dw+CtTlXDz5968f8j537HL69NPX/VfFsqrT0vqjQF2OXTnz09CLfLm0df4vPxu9/PWDDvv1R4E6nSJNc9YpxrZ6YR+efLjMl1VNrVGgTqcKtLqQ/7r/5EOxgirQ2qNAnU4Z6MWTMsiLPNQLraDbjAJ1OmWgVye2TBtmHurlrgLdZhSo0ykDLW4z5avoxD78Z/+VAq0/ClQT9ChQTdCjQDVBjwLVBD0KVBP0KFBN0KNANUGPAtUEPQpUE/QoUE3Q838IC43+sblBvwAAAABJRU5ErkJggg==)
Relationship Between Income & Democracy in Mali
![](data:image/png;base64,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)
Mali in Comparative Perspective:
All Democracy Ratings in 2019 for Countries in Africa
![](data:image/png;base64,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)