South Africa’s Democracy Profile
David I. Crabtree 2022-07-14
Democracy in South Africa
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAqAAAAHgCAMAAABNUi8GAAAA6lBMVEUAAAAAADoAAGYAOmYAOpAAZrYA//8zMzM6AAA6ADo6AGY6OmY6OpA6ZrY6kNtNTU1NTW5NTY5NbqtNjshmAABmADpmAGZmOgBmOpBmZmZmtrZmtv9ra2tuTU1uTW5uTY5ubqtuq8huq+R/f3+OTU2OTW6OTY6OyP+QOgCQOjqQOmaQkDqQtpCQ27aQ2/+rbk2rbm6rbo6ryKur5P+2ZgC2Zjq2tma225C22/+2///Ijk3I///bkDrb/7bb///kq27k///5Bm7/tmb/yI7/25D/27b/29v/5Kv//kz//7b//8j//9v//+T////ZOkqaAAAACXBIWXMAAA7DAAAOwwHHb6hkAAAYKklEQVR4nO2dC3vbVnZFpdRWlLSVHEfJTCvPo7EzVmYmynSsPhwrjiWrY8oy///fKQGCJEAC9xw89uUFudbnzyRtbm3yevniQQA8mAIkzMG2XwBACASFpEFQSBoEhaRBUEgaBIWkaSnoc4tn5jP6J+JEKFmgMc8JglJiRTTmOUFQSqyIxjwnCEqJFdGY5wRBKbEiGvOcICglVkRjnhMEpcSKaMxzgqCUWBGNeU4QlBIrojHPCYJSYkU05jlBUEqsiMY8JwhKiRXRmOcEQSmxIhrznCAoJVZEY54TBKXEimjMc4KglFgRjXlOEJQSK6IxzwmCUmJFNOY5QVBKrIjGPCcISokV0ZjnBEEpsSIa85wgKCVWRGOeEwSlxIpozHOCoJRYEY15ThCUEiuiMc8JglJiRTTmOUFQSqyIxjwnCEqJFdGY5wRBKbEiGvOcICglVkRjnhMEpcSKaMxzgqCUWBGNeU4QlBIrojHPCYJSYkU05jlBUEqsiMY8JwhKiRXRmOcEQSmxIhrznCAoJVZEY54TBKXEimjMc4KglFgRjXlOEJQSK6IxzwmCUmJFNOY5QVBKrIjGPCcISokV0ZjnBEEpsSIa85wgKCVWRGOeEwSlxIpozHOCoJRYEY15ThCUEiuiMc8JglJiRTTmOUHQBo6Ojlz33E80fowbBA0hGIw0BT06WsgTvud+ovFjdO8EQXsORsKCRkH9ThC052AkLKjjHjOoGARt4Mi78uh9ovFj3CBoCMFgJCro8/bqdHnzCGqAoA0cxdkDhKAGCNpAJEHbT9QIGkIwGAiqL+kX0ZjnBEEbQNAlGvOcIGgDCLpEY54TBG0glqCtDUXQEILBSFPQo2jHcSBoEAStB0FXaMxzgqD1xBO0raEIGkIwGAgao6RPRGOeEwStB0FXaMxzgqD1RBS0paEIGuLZvnC0o11d0JjnhBm0lqNIr4sZ1AJBa4kqaDtDETSEYDAQFEEDIGgtCFpCY54TBK0lrqCtDEXQEILBQFAEDYCgdRzFKCklELQRBK0DQcsPNOY5QdA6YgvaxlAEDSEYDAR9jqDNIGgdCFp+oDHPCYLWEV3QFoYiaAjBYCDoolFe0jGiMc8JgtZwFKOkmhj8Yk+9riOFoL0SOyjo4JfL63UlPgTtl9hVQVOg7p1ozHOCoDUwgyJon8QOCso6aBMIWsMWBE25RGOeEwTd5ChGSdcEggYRDAaCpl6iMc8Jgm6CoAjaK4GgcUs05jlB0E0QFEF7JRA0bonGPCcIugmCImivhDhyFKOkcwJBgwgGA0FTL9GY5wRBN0BQBO2XQNC4JRrznCDoBgiKoP0SCBq3RGOeEwRdp/aQyKFLuicQNIhgMBA09RKNeU4QdB0EXY9ozHOCoOsg6HpEY54TBF0HQdcjGvOcIOg6CLoe0ZjnBEHXQdD1iMY8Jwi6Rv2JjQOX9EggaBDBYCBo6iUa85wg6BoIuhHRmOcEQddA0I2IxjwnCLoGgm5ENOY5QdA1EHQjojHPCYJWWV1IdhTuRCnRmOcEQSs0XT9r0JJeCQQNIhiMlARtvALhkCX9EggaRDAYCJp6icY8JwhaBkHrIhrznCBoBdZBayIa85wgaJVJjJI+CQQNIhgMBE29RGOeEwStgqCbEY15ThC0CoJuRjTmOUHQCis/x+FOlBKNeU4QtAKC1kQ05jlB0AoIWhPRmOcEQSsgaE1EY54TBK2AoDURjXlOELQCgtZENOY5QdAKCFoT0ZjnBEErIGhNRGOeEwStgKA1EY15ThC0AoLWRDTmOUHQCghaE9GY5wRBKyBoTURjnhMErYCgNRGNeU4QtEzJz3G4E6VEY54TBC2DoHURjXlOELQMgtZFNOY5QdAyCFoX0ZjnBEHLIGhdRGOeEwQtg6B1EY15ThC0DILWRTTmOUHQMghaF9GY5wRByyBoXURjnpOgoB/+8GY6/fji9Om7xZ8IBgNBUy/RWxggJOj706/eTD/99HL669eLPxIMBoKmXhJBw2YCgv785O+zGfTjn97MZ9IcwWAgaOolUURswlzEf/jju+nH71/NHn0+49luM9n2C0iSSCrWYwr6/ulC0AzB/9aEZtDyBDqOyS1KSQQNm2kxg2YIBgNBUy+JoGEzpqD7tA6KoLWRCBo2Ywr66afv9mYrHkFrI3oLA7AftASC1kb0FgaoCnp9cHB+/eht89MFg4GgqZeIFQxTEfTq0S9n5w8Xj5ufLhgMBE29RO1gkLKg92fns1/T289eNz5dMBgImnqJ3sIACFoCQWsjegsDVBbx19ki/v7spPnpgsFA0NRL1A4GqW4k3R7MCPiJoP1Leib2W1ATwWAgaOolGvOclAV9uDi3ni4YDARNvUSon83aRpL1dMFgpCNoxc9xuBOlRKifzdpGUmAffY5gMBA09RKhfjbVGfQgZ193MyFofURvYQA2klYgaH1EY54TBF2BoPURjXlONg4W2eP9oAhaH9EaaFDdSMrWPvf3kyQErY+oHQxSs5tpbz+LR9D6iNrBIAi6AkHrI2oHg7CIX4Gg9ZEmGbItlsPL2Z3/+9/VH5bvDwEbSSsQtD7S4EI+nd0enE/vvrhc/mH5/iCwm2kFgtZH6lUojty4evQWQSNFELQ+Uq/Cw0WxqL07zpa62e8HJ/n9XNLst/zPzOM7WgiadQZPSdppQat+jsOdKCUNLtwu1gYzF/MN7NlCP/eyEHR+e9zP0OpJc49zS/f0pDkEbYg02pBtsjyeC/qPt9OllEtBv2zeHdRJ0D3fzYSgDZGQP/dni3XQ23ybvizo9Cr3F0EHiiBoQyQoUDFr3p8dXq7PoLlSoWPj2gq65/tBEbQh0mhmSdDb7FDi28N1QV1HwfsF3e+T5hC0IdLgwlW2kz7bYsnPVc8m0OPDy+x+NsU9XBxe5ovivvud2M20BEEbIk0yLD/WuZqtas7WNw9/nNmZ3c92L/37N5fFamkvPxF0BYI2RPoZ1pOSoNeHl/lZHyzihSW9E/sraLYWMV+jYCNJV9I7sbeC5p9c5bv9Q+d2CgYDQVMviSJiE0tB890B2SzKflBlSe/EfguaT557Kuian+NwJ0pJFBGbKC3iz4uP4a/2cxGPoE2RGB42stpIms2e+SrobegAKcFgIGjqJa1UGNjP8m6mq2wPU/YJQODpgsFA0NRLWqkwqJ1TdtSvQNCmSCsV+itZBUEXIGhTpJUK/ZWsgqALELQp0kqF/kpWQdAFCNoUaaVCfyWrIOgCBG2KtFKhv5JVEHQBgjZFWqnQX8kq1VM+zIP3BIOBoKmXtFJhKDEXVGfQq4OD8FXABYOBoKmXtFKh+Nv8lPjgkZudBJ1aB4QKBgNBUy+xVDg6Otp48iCnHGdsroNmijYeLiIYjEQEXfdzHO5EKTFUODoqG1r8bSHo3T//5rPXxamd3c7wXBf0Oj+VufF4EcFgIGjqJU0qHG3wfEPQ7OiOq5Pp9ePlTR9BHy6KS+k0HnEnGAwETb3EUKF+Bj3OrzqSeXr/zeX0/tvXxU0fQe/PzClYMBgImnqJpUJgHTQX9Cw/ubO46SOoA8FgIGjqJa1UqBF0Pm12mD03BN3nq9shaGOkp6DZymd24ZHipo+g+3x1OwRtjPQVdLZwzxbtxU0PQff64mEI2hjpIuhgIGgBgjZGWqkwpJwZXN2uAEEbI61UGFLODK5uV4CgjZFWKgyn5hx2MxUgaGOklQr9layCoAUI2hhppUJ/JatUBJ0fIxX6SF8wGGkIuuHnONyJUtJKhUHtnFYFfbg4ebg4D16zWTAYCJp6SSsVBrVzurmbydjdLxgMBE29pJUKw+q5Kej14/3cD4qgzZFWKgyr5+ZHnTM79/L6oAjaHGmlwqB2TmsOFrkKfmAqGAwETb2klQpDypnBbqY5CNocaaVCfyWrVLfize9cEgwGgqZe0kqFgbxcUnOwSAjBYCBo6iWtVCj+tua047svX5fO9fSel1w9WMQ8nlQwGAiaeomlwmQy2Xjy/EDQb8qbM2uCOs9Lrs6gB3ySpCwZIpGeoJNJ2dCyf9k6YzZTnmenH2di/c+Xr69mD/7lrf+8ZDaS5iBoc6RJhckGz6uC3n1xmU2i2dR5fF7MoLcn09uTqf+8ZASdg6DNEUOF+hk0X8Wcb9Pcf5sv2+eC3v/27X9dTv3nJXPSXM6mn+NwJ0qJpULjOmjOVbbOuBL04Ycff/t26j8vmZPmchA0EGmlwpqg2Z6hYuuouLn+t5PSE8zzkjknKQdBA5E+guZmfnFZErT4AnnvecktBX22o0y2/QJSpo+g2cW+/uk359nDh4tsK3768OfXpSeY5yVz0lwOM2gg0kXQZu7+1XxKGU6ay0HQQKSVCpZw1y0v3sBuphwEDURaqdDOJxsEzUHQQKSVCv2VrFIV9JpFvLBkkMReC8pGkrRkkMQ+C8p+UG3JIAkERVBVySCJfRaURby2ZJDEXgu6txtJNX6Ow50oJa1UGE7NOexmykDQUKSVCv2VrIKgGQgairRSob+SVbh4WAaChiKtVBjUzun6acfmF4HVv6jVEavhe/ZY+Ggf6fAKR+FOlJI2KiR52vHqmP/wPcdY+Ggd6fIKR+FOlJIWKpRO+chcWh1XP7/X4TuQh7hww+bJU3VnU6mGz0OXVzgKd6KUWCrc3NxsPPnuOFtR3BC0/XcgV9ZBQ7voLUEd9zTD54EZtE/EUOHmpmzoUsj/frw842h5YnGH70AeZCOJddCukVGUNKlws8HzkqD5GfAzIecnclRm0Dbfgbx2heXAMwOCGoMR9DOSoDvqTpQSQ4WGGTQ7wTj7/dv8vOLSOmi770COcm2mBGbQHXUnSomlQu06aHb+5klxntzDD5fVGbTFdyBHubodgo66pJUKJUEffvjr+gza/juQq+ug5kZWt8FA0FGXdBV0vilftw7a4juQo1w8DEFHXdJZ0PzwuPlm+sNFeSu+xXcgR/ksHkFHXdJF0MHYD0Enu+pOlJJWKvRXssrG8aDnwavYdhyMre+o31V3opS0UmFAN3OqFw979MvZueLiYQg65pJWKgwpZ8baftBsV6jgnCQEHXNJKxWG1RNBByxB0OYnd2ftSxR+yRwd/qQ5BB1zydDOtSLOxcO2LOhkZ92JUqI10CDOOUkIOuYSjXlOIp00FzAUQVMv0ZjnpCxovoA/CB4w0nUwEHTEJWIFw6wEnX9aOtuUF+yoR9Axl+gtDLASdPEJUvCw5a6DgaAjLlE7GGQp6Opg0NBnnV0HY6uCTjq1jMKdKCVqB4MsBV0dTq+4uh2CjrhE7WCQSIIGDEXQ1EvUDgZB0IFKukVGUaJ2MAiCDlTSLTKKErWDQUqCHixA0A4l3SKjKIkiYhOxLr+4RUEn3VpG4U6UEo15ThB0mJKOkVGUaMxzgqDDlHSMjKJEY56TaFdYbjQUQVMv0ZjnBEGHKekYGUWJxjwnCDpMScfIKEo05jnZfUEnHVtG4U6UEo15ThB0kJKukVGUaMxzgqCDlHSNjKJEY56TeN+T1GQogqZeojHPCYIOUtI1MooSjXlOEHSQkq6RUZRozHOy84JOuraMwp0oJRrznCDoECWdI6Mo0ZjnBEGHKOkcGUWJxjwnCDpESefIKEo05jmJ+HXcDYYiaOolGvOcIOgQJZ0joyjRmOdk1wVdlO6oO1FKNOY5QdABSrpHRlGiMc8Jgg5Q0j0yihKNeU4QdICS7pFRlGjMcxJR0AZDETT1Eo15ThB0gJLukVGUaMxzsuOCLit31J0oJRrznCBo/5IekVGUaMxzgqD9S3pERlGiMc8JgvYv6REZRYnGPCcI2r+kR2QUJRrznMQUtN5QBE29RGOek90WdFW4o+5EKdGY5wRBe5f0iYyiRGOeEwTtXdInMooSjXlOELR3SZ/IKEo05jlB0N4lfSKjKNGY58QW9NfT09Ov3hQPeg5GnaEImnqJ1kADW9CfX5Ye9BuMyWQSuFe6e3Nz44p47+2sO1FKdPY5MAX99LdXpUe9BmMyWShTd6909+ZmYWg44r1nvK7272SwyChKhPrZmIJ+fDFbxOeT6OcznvVh4uVmiTvSRK8XDDl6CwOYgn74/avSLNrrf6sxza3uMoMmVSJWMIxvK365HtpvMCbhFcXVXdZBUyrR2ecgqqADJcbxz7o7JTr7HJiCvn/6bvrpPwfazTRMYhz/rLtTIlYwjGs/6JPlhrxgMBA09RKpgBZRP0kaKDGOf9bdKdGY5wRBKbEiGvOcICglVkRjnhMEpcSKaMxzgqCUWBGNeU4QlBIrojHPCYJSYkU05jlBUEqsiMY8JwhKiRXRmOcEQSmxIhrznCAoJVZEY54TBKXEimjMc4KglFgRjXlOEJQSK6IxzwmCUmJFNOY5QVBKrIjGPCcISokV0ZjnBEEpsSIa85wgKCVWRGOeEwSlxIpozHOCoJRYEY15ThCUEiuiMc8JglJiRTTmOUFQSqyIxjwnCEqJFdGY5wRBKbEiGvOcICglVkRjnhMEpcSKaMxzgqCUWBGNeU4QlBIrojHPCYJSYkU05jlBUEqsiMY8JwhKiRXRmOcEQSmxIhrznCAoJVZEY54TBKXEimjMc4KglFgRjXlOEJQSK6IxzwmCUmJFNOY5QVBKrIjGPCcISokV0ZjnBEEpsSIa85wgKCVWRGOeEwSlxIpozHOCoJRYEY15ThCUEiuiMc8JglJiRTTmOUFQSqyIxjwnCEqJFdGY5wRBKbEiGvOcICglVkRjnhMEpcSKaMxzgqCUWBGNeU4QlBIrojHPCYJSYkU05jlBUEqsiMY8JwhKiRXRmOcEQSmxIhrznCAoJVZEY54TBKXEimjMc4KglFgRjXlOEJQSK6IxzwmCUmJFNOY5QVBKrIjGPCcISokV0ZjnBEEpsSIa85wgKCVWRGOeEwSlxIpozHOCoJRYEY15ThCUEiuiMc8JglJiRTTmOUFQSqyIxjwnCEqJFdGY5wRBKbEiGvOcICglVkRjnpOWgj6D/UNjnhNmUEqsiMY8JwhKiRXRmOcEQSmxIhrznCAoJVZEY54TBKXEimjMc4KglFgRjXlOEJQSK6IxzwmCUmJFNOY5QVBKrIjGPCcISokV0ZjnBEEpsSIa85wgKCVWRGOeEwSlxIpozHOCoJRYEY15ThCUEiuiMc8JglJiRTTmOUFQSqyIxjwnCEqJFdGY5wRBKbEiGvOcICglVkRjnhMEpcSKaMxzgqCUWBGNeU4QlBIrojHPCYJSYkU05jlBUEqsiMY8JwhKiRXRmOcEQSmxIhrznCAoJVZEY54TBKXEimjMc4KglFgRjXlOEJQSK6IxzwmCUmJFNOY5QVBKrIjGPCcISokV0ZjnBEEpsSIa85y0FFTA57vTQsnwICgl2ypxgaCUbKvEBYJSsq0SF9sXFCAAgkLSICgkDYJC0iAoJM2WBP3whzez3353+tXq5uOL06fvRtcy+7GnL5c/tnojKinel7ZkvXJrbEfQ95ksH1+8nP769N3H719lN59+mj36Wtcyvxm6JXvxH37/qvix1RtRSfG+tCXrldtjK4L+/OTvszngwx/fZQOR3/zpzezXfGYQtnz/auiW99m/3s8vix9bvRGVFO9LW7JWuUW2uIhfODOfQYtHqpbqzaAtGz9dWzKtvC9dieqdtGSLguZL3SevivWc9081ghYtxY2g5dNP3y1efPVGVDKdvy95SfXR1tjyRtJ//O3VbFVn+v6rN6oZtGhZlA3e8vHFd1P5NF0umapm0GrJWuXW2KagM2YrOcX/UsXqTqmluBm85cPvXhYFunXQasm0WDJoS9Yrt8Y2F/HZyufX02IGzZYoQ28wllqKm6Fb5v+Oix9bvRGVTOfvS1uyUbk1tjmDvj/Nd7LNbp680u0HXbUIdlH+eprxUrsfdK1Esx+0WrJRuTX4JAmSBkEhaRAUkgZBIWkQFJIGQSFpELSBh4vPXs9u7o4fb/uV7DcI2sTd8cns96tHb7f9QvYbBG3kejaF3h2fb/tl7DkI2sj92ePpVbaAf7g4OMiW93fHBwcHJ9O7L/+SP4QYIGgzt4d//eIy83Nm6fWjt/dn5/m0ymppTBC0mdnMma2G3mbT5czOf2Rro3dfXLLYjwmCBsjVnF4f5MxcvZ3dHF7eZdMqRAJBAxSCFhvy92eHl/kMiqARQdAAc0FvD+dC3mai3jKDxgVBA8wFfbiYmTkTMxP17hhB44KgAeaC5ruZsln0anbz49k5gsYEQSFpEBSSBkEhaRAUkgZBIWkQFJIGQSFpEBSSBkEhaRAUkub/AUOSbCnJIBRlAAAAAElFTkSuQmCC)
Political Rights & Civil Liberties in South Africa
![](data:image/png;base64,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)
GDP per Capita in South Africa
![](data:image/png;base64,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)
Relationship Between Income & Democracy in South Africa
![](data:image/png;base64,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)
South Africa in Comparative Perspective:
All Democracy Ratings in 2019 for Countries in Africa
![](data:image/png;base64,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)