Malawi’s Democracy Profile
David I. Crabtree 2022-07-14
Democracy in Malawi
![](data:image/png;base64,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)
Political Rights & Civil Liberties in Malawi
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAqAAAAHgCAMAAABNUi8GAAABAlBMVEUAAAAAADoAAGYAOmYAOpAAZpAAZrYA//8zMzM6AAA6ADo6AGY6OmY6OpA6kNtNTU1NTW5NTY5NbqtNjshmAABmADpmAGZmOgBmOjpmOpBmZgBmZmZmtv9ra2tuTU1uTW5uTY5ubo5ubqtuq8huq+R/f3+OTU2OTW6OTY6Obk2ObquOyP+QOgCQOjqQZgCQkDqQtpCQ27aQ2/+rbk2rbm6rjk2ryKur5OSr5P+2ZgC2Zjq2kDq2tma225C2/7a2/9u2///Ijk3I///bkDrbkJDb25Db/7bb/9vb///kq27k////AKj/tmb/yI7/25D/29v/5Kv//7b//8j//9v//+T////zR3ajAAAACXBIWXMAAA7DAAAOwwHHb6hkAAAZoUlEQVR4nO2dDXvbVnKF6cS1I3sj5UPr9EPKblPb2VZKmyrb1mq7u0rY3dqWzFqW+f//SnEJkAREAASGc3APLs95/JgieTiaGb66uBcEwMlckog1iZ2AJLVJgErUEqAStQSoRC0BKlFLgErU6groi6467ewcxE+WDnW5UNCsEqBJ+QUotkX+frJ0qMuFgmaVAE3KL0CxLfL3k6VDXS4UNKsEaFJ+AYptkb+fLB3qcqGgWSVAk/ILUGyL/P1k6VCXCwXNKgGalF+AYlvk7ydLh7pcKGhWCdCk/AIU2yJ/P1k61OVCQbNKgCblF6DYFvn7ydKhLhcKmlUCNCm/AMW2yN9Plg51uVDQrBKgSfn3F9BTKXlBQbNKI2hS/v0dQYdpkb+fLB3qcqGgWSVAk/ILUGyL/P1k6VCXCwXNKgGalF+AYlvk7ydLh7pcKGhWCdCk/AIU2yJ/P1k61OVCQbNKgCblF6DYFvn7ydKhLhcKmlUCNCm/AMW2yN9Plg51uVDQrBKgSfkFKLZF/n6ydKjLhYJmlQBNyi9AsS3y95OlQ10uFDSrBGhSfgGKbZG/nywd6nKhoFklQJPyC1Bsi/z9ZOlQlwsFzSoBmpRfgGJb5O8nS4e6XChoVgnQpPwCFNsifz9ZOtTlQkGzSoAm5Reg2Bb5+8nSoS4XCppVAjQpvwDFtsjfT5YOdblQ0KwSoEn5BSi2Rf5+snSoy4WCZpUATcovQLEt8veTpUNdLhQ0qwRoUn4Bim2Rv58sHepyoaBZJUCT8gtQbIv8/WTpUJcLBc0qAZqUX4BiW+TvJ0uHulwoaFYJ0KT8AhTbIn8/WTrU5UJBs0qAJuUXoNgW+fvJ0qEuFwqaVQI0Kb8AxbbI39/Nfn19bQvP5heg2Bb5+zvZr69XhJKlL0AF6AsBWggKmlUC9EU9oOutvmc6FOU2+aGgWSVAgzbnoCVmPdPhKLfBDwXNKgFa7xegJBKg9X4BSiIB2uDXHJRDAjQpvwDFtsjfT5YOdblQ0KwSoEn5BSi2Rf5+snSoy4WCZpUATcovQLEt8veTpUNdLhQ0qwRoUv69AvTjT0dfvFreGaZF/n6ydKjLHYK33moB9Oez+buv3hZ3hmmRv58sHepyBwGur5oB/fC7X0r3hmmRv58sHepy8bQZ1Azo++/+rdjEf5bpVEpeg0HXRy2AfnuWQapNfPuH8imVOwxxPdU2gr6df/h+uUoapkX+/p3DbzmsKaVyhyGup1rmoP+0h4BuwihA46p9Fb9vm/gaGgVoXLUA+uHl0ZerhfwwLfL37wyo5qBxpU+SymofLuueG3W5AjS+f+c5aOW5zWfHXa4Aje53DC9AY0iAdvYL0BgSoN39moNGkABNyi9AsS3y95OlQ10uFDSrBGhSfgGKbZG/nywd6nKhoFklQJPyC1Bsi/z9ZOlQlwsFzSoBmpRfgGJb5O8nS4e6XChoVgnQpPwCFNsifz9ZOtTlQkGzSoAm5Reg2Bb5+8nSoS4XCppVAjQpvwDFtsjfT5YOdblQ0KwSoEn5BSi2Rf5+snSoy4WCZpUATcovQLEt8veTpUNdLhQ0qwRoUn4Bim2Rv58sHepyoaBZJUCT8gtQbIv8/WTpUJcLBc0qAZqUX4BiW+TvJ0uHulwoaFYJ0KT8AhTbIn9/T/vjx4+h8cH+jt8h3hAeCppVArSsx4/7EkpV7paL7W4LDwXNKgFaFh2g/YArAdrxhQI0tn/cgPYcEtf2ri8UoLH9456D9t1mlwdQAdqh5Ph+snTAgK7CC9BuJcf3D5ZOx7EXOgcthdcctFPJ8f1DpdN19spcLhQ0qwSoj1+AgiRALf7VBnRFJRuglhkHFDSrBKjBv1qClLDEzEGt5Zr+XqCgWSVADf46QGPms2lv/8tZr6AEaGz/3gNak2JpH5QAje0fag4aN59Ne9vkWICaWorx7x6+nUH6cgXobh2lB3TLVpy/XM1Bd+roOAFdP5RSuVDQrBKgW/x1gJYea4sf4asTBSi2Rf5+yBy0G6AxvnxWgGJb5O+HhBegw0mAWvyd5qAC1EMCFOdvm4O27hoovbBfPrvtloWCZpUAjeJv3XlVHnp7xd/xgy0oaFYJ0Ch+AdpVAjSKfwdAW46VF6B9S47vJ0tn9zlo69lGezwHPU1a2RsbO4WuWgCKCQ0FzSqNoC86fzLkkM7u/vbzNXfaSwYFzSoB+mJcgLafr7lTuVDQrBKgL+rfMY5TOLr5ey76BWgfMQBas80jOQmuk7/p+M4mCdA+ogB00z8CQOuuc6M56C4djeH3BLQO2Xjl1l4prC381vShoFklQBv8rUeBOsTf2V97rcWW8NvTh4JmlQDt7OcFtFN4Abq1RTH86QLa94B9Abq1RTH8nuG55qB97ddZ+u0jLhQ0qwRoUv42+9YRFwqaVQI0Kf9O4aGgWSVAk/ILUGyL/P1k6VCXCwXNKgGalF+AYlvk7ydLh7pcKGhWCdCk/AIU2yJ/P1k6EcrtfvwoFDSrBGhS/k17jyPwoaBZJUCT8gtQQ4ui+snSEaB9JUB38u/2Be09/JZvjuvwSgEa248Nv+MXtHf3m757s68fCppVAnQXvwCFS4Du4hegcAnQnfwjmIN290NBs0qAJuUXoNgW+fvJ0qEuFwqaVQI0Kb8AxbbI30+WDnW5UNCsEqBJ+QUotkX+frJ0qMuFgmaVAE3KL0CxLfL3k6VDXS4UNKsEaFJ+AYptkb+fLB3qcqGgWSVAk/ILUGyL/P1k6VCXCwXNKgGalF+AYlvk7ydLp9Xf83qKfcNv9UNBs0qA0vg9vr47bUBvjyeFHm34hmmRv58sHQHaV5URdPrJVcD08O58g9BhWuTvJ0tnhIA2vBKD46aqI+hJuLn55OomkNolTecW+fvJ0hnhHLThlRgcNyVAx+ZfXYjc/Yrk9YQ0vBKD46ZqN/Hz6cPX3dLcUnJ8P1k6u/tX34Xg/50O9YQ0vBLE44aqq/ibsEI6mU8fXHRMc0vJ8f1k6az8Xc+2E6AdfbaS4/vJ0ln6O5+vLEA7+mwlx/eTpbM7oHs9B50dLPaCbqyQmtPcUnJ8P1k6DoAi0slVT0jDKxEw1qkMaM3uz5WGaZG/nyyd1jmow5A4OKD5mHa4NM+eXq3+VaLk93N3NgCuny5+uu+vBbTYzSRA4/g9JpVQQCt/VGW+bn99Ub5bR1v5ico+oj6A3p0LUAHa+M5XpyVlvgI4t8fFyDh7+sfsxz9kj2cPPbhYjJonFUCLATZ7+tO/vpg9/dvs+cWrb+pml5U56Ob+eQHa21+z8S49lCSgsycX88vD+c3D1+VNfMD25uFfstF1tclfjaDhh/CKBxezg+ULb59dzacbk8y6g0W0SNrBX7P8KT/UFr9ufX56/7me6fTxmwA9yHedB7qyLX0Z0PVWO3uyPAfNtvAFj3c/hFcUAK8nCk2AtslWcnz/mABdqjyUnm4+1CudPv5t73zjHLS4zXFb//s8n2pehiFvPYLehE+BiqcrgAZ8Nz8hEqDO/oQBfVFjXgLaOIKGlXd1Ez/N56obI2gIc7PxGfsK0CyQNvFR56ArjRHQhjno7GlYLWVz1BKgYW9maQ66AjTA2QJonT7+dCZAI/g556BV3Qe0tIrP0Cyt4qeTyaffnFRW8QeHxSr+r1YjaPaSq8ttq/j14XbFA2+OBOi4/CP7JKlx7+dabYC+//t/FKBwf/tnnukCenc+qVkTbWgN6HR5QtLyjKSPv/+PfBP/WaZTCaPFCip2ErmGBbSjWj7qfPNcc1C8f8thI+mOoB3VvEh6/91bAYr3ewC6sei3pVPPQcMr3UlsUPPhdm+Ogp63p7ml5Ph+snQgc9DSPqi0Ab07P7w7Pylt6DWCjsK/N4AGNPP9rcUDAnQU/r0CdPqo/pgmW8nx/WTpoHfspw3o/HJB5+Y5x81pbik5vp8sHepy6wlpeCUCxjpVAM0mofPL+r2nw7TI30+WDnW59YQ0vBLAYq10NFNS/v0A9H80Bx2rP2lAL/MPOW+PtUgarT9lQKefXIU56E04gL9zms4t8veTpdPxqDlz/AiA3qxO4ljcvXf+UX7k532ias5L3gpogHN+8/C/JnVreAHq46877ridWSZAK5kun15ccO6yAs3Gucd1gHaic149on7xWedhvW+YFvn7B0un05VCagDdcqw8EaDVTJfYLM50uzs/mT39w+Ikox/rRtC/W2yWi2Oaf/VN+Di9OKI54F17unEToA18CtAt/m7XskkP0NXHjrOnf/rhYj77/M91gK7OM54+yhhbnaSUP1B/unEDoE+ajiAdpkX+fi5Ar7O3+J5r7IAuycqAm2a8HTbNQS9PwmBbnIC8Ps84e6D+dGMB6uvveDWwGlMrn30XVYPPQZfnFucnEv/v8sTjKqD/ebEANJyTWT5Lrnig/nRjAersh1ytruvJnMbwDqv40hz0KpuAfv66YQQNh8k9Wz1QAPpsNfPcPJuzBtDVKR/aD7qL33NVzg/oahUfuJtmS+xaQNfnGefG9Rw0e6D+dOMNQLdomBb5+wdPp8TU7pdTHAGg5f2gYQO8BnRx9PujYhUftuHFxcTCNUjK5yXPa083FqAg/5qpyk/G+FRz0Bfbzf4SoM7+GkBrrhSCykeAYlvk7484BxWgHhKgOP/mtp673F7vvBuBWyRAB/Db56ACVIAm5Reg2Bb5+8nSoS4XCppVAjQpvwDFtsjfT5YOdblQ0KwSoEn5BSi2Rf5+snSoy4WCZpUATcovQLEt8veTpUNdLhQ0qwRoUn4Bim2Rv58sHepyoaBZJUCT8gtQbIv8/WTpUJcLBc0qAZqUX4BiW+TvJ0uHulwoaFYJ0KT8AhTbIn8/WTrU5UJBs0qAJuUXoNgW+fvJ0qEuFwqaVQI0Kb8AxbbI30+WDnW5UNCsEqBJ+QUotkX+frJ0qMuFgmaVAE3KL0CxLfL3t9l3v7gXnV+AYlvk72+x1146jix9ASpAB01HgPaVAB00HQHaV3sMqOagAjS+nywd6nKhoFklQJPyC1Bsi/z9ZOlQlwsFzSoBmpRfgGJb5O8nS4e6XChoVgnQpPwCFNsifz9ZOtTlQkGzSoAm5d9fQE+l5AUFzSqNoEn593cEHaZF/n6ydKjLhYJmlQBNyi9AsS3y95OlQ10uFDSrBGhSfgGKbZG/nywd6nKhoFklQJPyC1Bsi/z9ZOlQlwsFzSoBmpRfgGJb5O8nS4e6XChoVgnQpPwCFNsifz9ZOtTlQkGzSoAm5Reg2Bb5+8nSoS4XCppVAjQpvwDFtsjfT5YOdblQ0KwSoEn5BSi2Rf5+snSoy4WCZpUATcovQLEt8veTpUNdLhQ0qwRoUn4Bim2Rv58sHepyoaBZJUCT8gtQbIv8/WTpUJcLBc0qAZqUX4BiW+TvJ0uHulwoaFYJ0KT8AhTbIn8/WTrU5UJBs0qAJuUXoNgW+fvJ0qEuFwqaVQI0Kb8AxbbI30+WDnW5UNCsEqBJ+QUotkX+frJ0qMuFgmaVAE3KL0CxLfL3k6VDXS4UNKsEaFJ+AbpNdV9x3b1F/n4ygKjLhYJmlTOgjx/3JXT3d+z6+hoZflR+AbpFEQC9vm4jlAwgAdpXAjQpvwDdpuHnoALUKzwUNKsSWMVrDuoUHgqaVTSAtmJmj08GkADtKxZA2zfU9vhkAAnQvhKgSfkFKKpFAtTFL0BhLdIc1MMvQLEt6uG3D7gpr/oFKLZF3f1dpwS1e6XS3W8qQL1b1HXLfj++APUPDwXNqsiAdl4b3Y8vQP3DQ0GzamyAruytr1t/4Ko5aHc/FDSrRgZoN3/pkBUygARoX41sDipAgeGhoFkVG9BW/yaMAhQYHgqaVcyA1tHYbcRtnYNa0xmDX4BiW1RV7XBpfcdqDlStg50MOAHaAuj7b4+OzpZ3hmlRVZ6A1hzq7xGezb9PgH74/tX8/W9eFff6l9zx2Pp+c1ABCgw/DHE91Qzou6+z/35eDqG9S+56dtJA75gA3e4fBLi+ap+DhlF0Pv8s02lfLYjo/SqcarLJ+IyRCa2GIa6nWgH9+NPz5Y+9/ybJRtA98e/XCPrh5YrPOHNQBz8ZQNTl4mkzqHUVf7a+49ui0uSP+R0bn3+fAK3w6QtoeXnC/I6Nz79PgL45CjKv4tskQFH+fQK0KtcWCVCUX4D6tEhzUJBfgGJb5O8nS4e6XChoVgnQpPwCtKK6XZ1c7xjbBZ8FaF/tAmjth0VU71iMCz5H9QvQskpvv+cRwu3HJAtQWHgoaFb5AOp5jsWW4+hb4m++ToD28UNBs8pnDgoGtNt+0zqyNQft4YeCZpXPKp4WUDaABGhfOe1mws5BBegg4aGgWTWO/aDWOSgdQAK0r8YBqN1Plg51uVDQrBKgSfkFKLZF/n6ydKjLhYJm1QCArhdQET4aJQOIulwoaFbhAa3dne/UUnf72P0CtH+LBOiAfgHav0UCdEC/ADW0SHPQ4fwCFNsifz9ZOtTlQkGzSoAm5Reg2Bb5+8nSoS4XCppVAjQpvwDFtsjfT5YOdblQ0KwSoEn5BSi2Rf5+snSoy4WCZpUATcovQLEt8veTpUNdLhQ0qwRoUn4Bim2Rv58sHepyoaBZJUCT8gtQbIv8/WTpUJcLBc2qAQB1vJRNfz8ZQNTlQkGzCg/oli8oZn7HxucXoP1bJEAH9AvQ/i3qCGjXqyj19JMBJED7ygnQtkvTdJqDdr4OXT9/t6+X3ww/Vr8ArVdplDS2yAPQzUe2jN7N4cfqF6D1ogC06xcadwk/Vr8ArdfugDrMQQWoAG3UYF/M1eKvG4Tr+Gz9UyADToCm9ElSt7Oa2ycTZMAJUG9A2ZbNArS7HwqaVc6A0k36BGh3PxQ0q/YPUM1Bm/xQ0KwaG6B79rUyAnRkc9DeX3xEBpAA7auRreIFKDA8FDSrBGhSfgGKbdF2aQ6KCw8FzaqxATroOzY+vwDFtsjfT5YOdblQ0KwSoEn5Bah3i9BfR0wGkADtq8iAwr/QnQwgAdpXXQE9xWgBKCi21FNQ0KzSCJqUf39HUFSLNAd19QtQbIv8/WTpUJcLBc0qAZqUX4BiW+TvJ0uHulwoaFYJ0KT8AhTbIn8/WTrU5UJBs0qAJuUXoNgW+fvJ0qEuFwqaVQI0Kb8AxbbI30+WDnW5UNCsEqBJ+QUotkX+frJ0qMuFgmaVAE3KL0CxLfL3k6VDXS4UNKsEaFJ+AYptkb+fLB3qcqGgWSVAk/LvL6AwfTbq8GOPj05/dwnQvY4vQLdq5O/AyOMLUEnaSQJUopYAlaglQCVqCVCJWnEAff/bX7L/vj36cn3z4eXRV29HET6LeHS2ili98Y9fVOMXvxr+/i+jUxRA3wVmPrw8m7/56u2H71+Fm48/Zfe+BoTPbxzDh4Tf/+ZVEbF64x+/qMYvfjX8/V/GpxiA/vzFv2eDwvvv3ob+LG5+90v2Lx8qEOG/f+UY/l14I38+KyJWb/zjF9X4xa+Gv/fLCBVvE79EJx9Bi3vu4as3PuHnm4Fh8eeVahDhAel7Kh6gi43vF6+K6c+7r5wBLcIXN67hsw3u82XC1Rv/+PO8Gtf41fDVe3SKu0j6h9+/ymZA83df/uI+ghbhl7/FM/yHl8/nyBG6HH/uP4JWw9/7ZXSKCGimbO5T/PG6zoJK4Ysbz/Dvvz0rYkPmoNX482J74Be/Gv7+L6NTxE18mHx+PS9G0LChcVtHlsIXN47h87d0GbF64x9/nlfjF78afuOX0SniCPruaLHvLbv54hVgP+g6vO9+yjdHQWew/aD34nvvB62G3/hldNInSRK1BKhELQEqUUuAStQSoBK1BKhELQEqUUuALnV3/slVdjM7eBQ7E6kkAbrS7OAw+//y4evYiUglCdC1ptkQOjs4iZ2GVJYAXev2+NH8Mmzg784nk7C9nx1MJpPD+ezpvyzuShEkQEu6efDjk4vAZ0bp9OHr2+OTxbCqaWlECdCSspEzTENvwnCZ0fl/YTY6e3KhzX5ECdCyFmjOp5OFMlZvspsHF7MwrEpxJEDLKgAtFvK3xw8uFiOoAI0nAVpWDujNgxzImwDqjUbQqBKgZeWA3p1nZGZgBlBnBwI0qgRoWTmgi91MYRS9zG7+9fhEgEaUAJWoJUAlaglQiVoCVKKWAJWoJUAlaglQiVoCVKKWAJWoJUAlaglQiVoClET5UdGzp8tTS9Y/LZ8vjlG9//R946bufrjITPm/Bsc57SHZApREs4PFWVDNgIb7t7/ePGxlO6ArnwCVzJo9/e9HOW23x5NPrtb/FQQu/g8grR6cff7Pk8nJ4u7NZHlWXxhoT+azX32zfPW8GEH/eBxG4FXMkiG7+fQbASq1KyPu8mSB4eVhOFS6+Gn6aP384gSp9dPhPP78p9tnV4UxDLGLpzLgVq+ubOLzR8uGEHAiQKV2Bc7+Zklbxln4KaMt3MufX8xBT+brpwNu+U11y585FgPx6tVlQItHS4bg0SZe2qaAzPSw4C5H6vZ4kh84vXx+ebsibjmxzOhd+i7DdryYKRSvrgCaP1oyLAJfClCpXTl4P1ZG0GdX1eeD6kbQ8PjiBKpwsvTysfWrK4Dmj5YMGkGlLsrnmGEpX5mD3iwvFbVaga/noCtAgyk3Lh57UoyKy1ffn4MW0ZcGzUGlDsoBDJeHyhfX4WJ72U8PLsqr+KD1Kj4HNBgvV6v46SQsyfN9UsfFdj8HNPP9qRqzMNydr15CKAGavur2no5GAjR5TSdjvqKkAJWoJUAlaglQiVoCVKKWAJWoJUAlaglQiVr/D2Lv/EoG/y2FAAAAAElFTkSuQmCC)
GDP per Capita in Malawi
![](data:image/png;base64,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)
Relationship Between Income & Democracy in Malawi
![](data:image/png;base64,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)
Malawi in Comparative Perspective:
All Democracy Ratings in 2019 for Countries in Africa
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)