Cyprus’s Democracy Profile
David I. Crabtree 2022-07-14
Democracy in Cyprus
![](data:image/png;base64,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)
Political Rights & Civil Liberties in Cyprus
![](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////zR3ajAAAACXBIWXMAAA7DAAAOwwHHb6hkAAAZR0lEQVR4nO2di3vbVnbEace1I3sj5aF1+pC9beo620ppU2XbWm13V4naXT9kVg/z//9XikuAJCCCIHB4BhgczXz+TJEcXp45/OniAiSoyUySiDUZugBJapIAlaglQCVqCVCJWgJUopYAlajVFtB/aKsXrZ29+MnKoY4LBc0qARrKL0CxLfL3k5VDHRcKmlUCNJRfgGJb5O8nK4c6LhQ0qwRoKL8AxbbI309WDnVcKGhWCdBQfgGKbZG/n6wc6rhQ0KwSoKH8AhTbIn8/WTnUcaGgWSVAQ/kFKLZF/n6ycqjjQkGzSoCG8gtQbIv8/WTlUMeFgmaVAA3lF6DYFvn7ycqhjgsFzapIgH748MFv+CdPnuxYzhD++wvoC359SPIa7EmS12AjERQ0q0Y7g65Pl3NAvYafA9rB33X8rv66rYPj8HNBQbNqrIDW0BgZ0Nps3uVAQbMqEKCgNWgzGa3GL7GOBbTlwnlt+FxQ0KyKBGjX4etezjX/lidqU355NobGbZ72t8aFgmbVWAF1WJTVvpy7A7pudwC0XdxGQLfHhYJm1WgB3d2OAbTGX3qilr9WDeM3bcYFqKmjg/p3BrTrGrRu7y17ng+b7tyitfG3QbhxJAG6oaPD+ndeg3Ydv/HwwuqnuuduVU/zOnOnuFDQrLrPgLbzN+8Zt5pxlzctAa3DrN2Mbgd0qx8KmlUCdIu/GYiuW+zSBGoEdLVeqJMA7RZ5eD8WUPOashnQpuOmzasEAdot8vB+MKA101m7JUHTGrT5sFTTJCxAO0Ye3o9dg9ZAsuU9Ur8D+wK0Ilvk4f019prXtd2B9FbLRgHqq/sHaDNU3Y6bYgBt+d691qBl2SIP71//8IcnoM2zcWM9LdXnigYKmlX3BdDKLrIfoKxxTX4oaFZRA9p0zLtRK9c6oJ5rUAEKFzOgbT+U3PTAGkCt5YzBL0CxLZpr/Y3Byn02QDufBNfHORb+fgGKbVFS3Ucrau5sUh2gHcvp5RwLf78AxbYoqYTG+g/mNWjXcuIAWtPEDX4oaFZRA1p3U09TyqCAlp5657jLILWJBKitpeu39A3okGtQ17gCdGuLdvcPAeiAfgFa0igAdd3m8ft9fx+1Bt3aoiH9ZOVQ/z5CQbNKgIbyC1Bsi/z9ZOVQx4WCZpUADeUXoNgW+fvJyqGOCwXNKgEayi9AsS3y95OVQx0XCppVAjSUX4BiW+TvJyuHOi4UNKsIAXU9qYcMIAHaVXyAepwW6VjOuPwCFNuipGZAW34w3q+ccfkFKLZFSY2Atj21yK+ccfkFKLZFc3X8rhl0OaPyC1Bsi7ZKgAKHh4JmFTWgnb+3A1vOCPwCFNuiqjy+yoMMIAHaVQI0lF+AYltUlQAVoNSAenwZEhlAArSrqAF18JOVQx0XCppVAjSUX4BiW7SbfwRfjyhAuyoAoA3fTEsHkADtqvEDuuRSgApQdIssfgHqNTwUNKsCAao1qABFt6iDf0Wj5+ebx+4XoNgWtfffk++cF6ACNJRfgGJb1N4vQP2Hh4Jm1VgB7fxXOzoOP1L/vQL0008HX75ZXOmnRf5+snKo4/bBW2c1APrz8ezj1++LK/20yN9PVg513F6A66rNgN789pfStX5a5O8nK4c6Lp42gzYDevXdvxWb+M8zvZDCqzfouqgB0JfHGaTaxI/Kf79m0Pezm+8Xe0n9tMjfT1YOddx+iOuohjXoP3UAdPe/PQjyk5VDHbcf4jqqeS++7Sbe4a+3gvxk5VDH7QW4rmoA9Ob1wVfLHfnmnAKUxH+vAK2oOacAJfEL0A3SGpTDL0CxLfL3k5VDHRcKmlUCNJRfgGJb5O8nK4c6LhQ0q8YBaOmzdQIUNjwUNKtGAWj508kCFDY8FDSrBGgovwDFtmiDBGgvw0NBs2oUgGoN2svwUNCsGgegdj9ZOdRxoaBZtROgq/ePnFrk7ycrhzouFDSrdgG09A68U4v8/WTlUMeFgmaVAA3lF6BlCVA6vwCtSGtQNr8AxbbI309WDnVcKGhWCdBQfgGKbZG/n6wc6rhQ0KwSoKH8AhTbIn8/WTnUcaGgWSVAQ/kFKLZF/n6ycqjjQkGzSoCG8gtQbIv8/WTlUMeFgmaVAA3lF6DYFvn7ycqhjgsFzSoBGsovQLEt8veTlUMdFwqaVQI0lF+AYlvk7ycrhzouFDSrBGgovwDFtsjfT1YOdVwoaFYNDWjLv2hoHp8MIAHaVQMD2vZvwlrHZwNIgHaVAA3lF6DOLRKgvn4B6t0irUFd/QIU2yJ/P1k51HGhoFklQEP5BSi2Rf5+snKo40JBs0qAhvILUGyL/P1k5VDHhYJmlQAN5Reg2Bb5+8nKoY4LBc0qJ0DNf+Sg7gvyGiVAYcNDQbPKB9DSG0LdWlT7FaPtW+puH7tfgNZLgJL4BWi9BCiJX4BukNagHH4Bim2Rv5+sHOq4UNCsEqCh/AIU2yJ/P1k51HGhoFlFA2jbxagAhQ0PBc0qFkBb784LUNjwUNCsogH0yZMnAnRn//0F9AVY8yOp6CeRGgUFzaqdZtC6E4qMv8Otz57TDAobHgqaVbsAWguVAB3SL0DL8gS09emdAhQ2PBQ0q2gABfnJyqGOCwXNql7XoAP8dWQygKjjQkGzqs/DTEP8fXkygKjjQkGzSoCG8gvQXVokQLnjQkGzqtd3krQGpY4LBc0qlrc6UX6ycqjjQkGzSoCG8gtQbIv8/WTlUMeFgmaVAA3lF6DYFvn7ycqhjgsFzSoBGsovQLEt8veTlUMdFwqaVT0A2nwuB/MrNj6/AO3eorr3j0q3ML9i4/ML0O4tqgG0fBPzKzY+vwDt3iIB2qNfgBpaVLuFF6AQvwD1aZHWoCC/AMW2yN9PVg51XChoVgnQUH4Bim2Rv5+sHOq4UNCsEqCh/AIU2yJ/P1k51HGhoFklQEP5BSi2Rf5+snKo40JBs0qAhvILUGyL/P1k5VDHhYJmlQAN5Reg2Bb5+8nKoY4LBc0qARrKL0CxLfL3k5VDHRcKmlUCNJRfgGJb5O8nK4c6LhQ0q3CAYr5zXoDihoeCZhUM0LZ/FYH5FRufX4C2jixAh/AL0NaRBegQ/tiAXh9OCj1e83WPrDXoAP7YgM4uHp4nTPdvT9YI7adF/n6ycqjj1hOy4ZEYHNdVnUGP0sXlw/PLRGqbMp1b5O8nK4c6bj0hGx6JwXFdAjSUPzagy0387OLR23ZlOrfI309WDnXcekI2PBLE45qqe/GXaQ/paHbx4LRlmc4t8veTlUMdt56QDY+E0FgjvdUZyi9AsS3y95OVQx230yvvRuAWVQCd7s2Pgq7tIW0u07lF/n6ycqjj1hOy4ZEIGOtUBrTm8OdS/bTI309WDnXcTq98cW8+p+0vzNNn58t/lVHy67k7mwBXdxc/3fXXAlocZhKg4/VDAa18j2aZr+tfn5av1tFWvqNyjKgLoLcnnoA2fzV9fYv8/WQAUcfd8spXv4m4zFcC5/qwmBmnz/6Q/fj77Pbspgen81nzqAJoMcFmd3/2l6fTZ3+d3T9/9GXd6rKyBl0/Pm8HtPZPG29rkb+fDCDquGZAp09PZ2f7s8tHb8ub+ITt5aM/ZbPrcpO/nEHTD+kRD06ne4sHXj8/n12sLTLrPizispMkQIfw9w/oXn7oPNGVbenLgK622tmd5TVotoUveLz9IT2iAHi1UNgEaJM6RxagQ/iHWYMWlzluq39f5EvNszTlrWbQy/QuUHF3BdCE7/o7RLjjoFqDDuDvfy++AHTjDJr2vKub+It8rbo2g6ZhLtfeY18Cmg3kuokn8ZOVQx13F0A3rEGnz9LeUrZGLQGajmaW1qBLQBOcDYDW6dNPxwJ0VP7hAC3txWdolvbiLyaTz749quzF7+0Xe/F/sZxBs4ecn23bi1993K644d2BL6B1H7JnfsXG5x/ZO0kbj36u1ATo1d/9oyugtacpMb9i4/OPCNDbk0nNPtGaVoBeLE5IWpyR9Ol3/5Fv4j/P9KKlsl2jjffNAV381HZAqTf1C2hLNbzV+e5V9zVo48Gl5QxankqZp5Tx+Uc0g7bU5p2kq+/eOwO6XIMKUJQ/OKCVj9u9O0h61VzmXbU7PC9AUf7YgN6e7N+eHJU29IbDTO0Oz5d2lphfsfH5YwOa0MyPtxY36Djo2PzxAb14XP+Zpn5a5O8nK4c6bj0hGx4JobFGlTXo2ZzO9XOON5fp3CJ/P1k51HHrCdnwSASMdaoAmi1CZ2f1R0/7aZG/n6wc6rj1hGx4JIDFWumszlD++wHo/2gNOlZ/aEDP8jc5rw+dd5Kav4eR+RUbnz8yoBcPz9Ma9DJ9gL91mS1atOWbbJlfsfH5BwD0cnkSx/zqnfOP8k9+3iWq5rzkrYAmOGeXj/5rUrcPL0BH4ocCWnkdF3fPv3DurALN2rnHdYC2onNW/UT9/L3O/XqfvUUCtEc/EtDqC7nAZn6m2+3J0fTZ7+cnGf1YN4P+zXyzXHym+VffprfTi080J7xrTzfeBOgGPlsDWgOj1qD9+XsHdPm24/TZH384nU2/+N86QJfnGV88zhhbnqSU31B/uvEGQJ9u+gRpy8Bt/3TChhb5+8kAoo5rAnRBVgbcRcbb/qY16NlRmmyLE5BX5xlnN9SfbixAQ/p7X4Muzi3OTyT+8+LE4yqg/3k6BzSdk1k+S664of50YwEa0t/7XnxpDXqeLUC/eLthBk0fk3u+vKEA9Ply5bl+NmcNoMtTPnY5DtqVT+pXbHz+/g8zLfbiE3cX2S52LaCr84xz42oNmt1Qf7rxGqBb1E+L/P1k5VDHNQFaPg6aNsArQOeffn9c7MWnbXjxZWLpO0jK5yXPak83FqAh/ZHfSWpWPy3y95OVQx230yvvRuAWCdBQfgGKbZG/n6wc6ridXnk3ArdIgIbyC1Bsi/z9ZOVQx+30yrsRuEUCNJQfAOjAEqCh/AIU2yJ/P1k51HGhoFklQEP5BSi2Rf5+snKo40JBs0qAhvILUGyL/P1k5VDHhYJmlQAN5Reg2Bb5+8nKoY4LBc0qARrKL0CxLfL3k5VDHRcKmlUCNJRfgGJb5O8nK4c6LhQ0qwRoKL8AxbbI309WDnVcKGhWCdBQfgGKbZG/n6wc6rhQ0KwSoKH8AhTbIn8/WTnUcaGgWSVAQ/kFKLZF/n6ycqjjQkGzSoCG8gtQbIv8/WTlUMeFgmaVAA3lF6DYFvn7ycqhjgsFzSoBGsovQLEt8veTlUMdFwqaVQI0lF+AYlvk7ycrhzouFDSrBGgovwDFtsjfT1YOdVwoaFYJ0FB+AYptkb+frBzquFDQrBKgofwCFNsifz9ZOdRxoaBZ1RbQF1J4QUGzSjNoKP/9nUH7aZG/n6wc6rhQ0KwSoKH8AhTbIn8/WTnUcaGgWSVAQ/kFKLZF/n6ycqjjQkGzSoCG8gtQbIv8/WTlUMeFgmaVAA3lF6DYFvn7ycqhjgsFzSoBGsovQLEt8veTlUMdFwqaVQI0lF+AYlvk7ycrhzouFDSrBGgovwDFtsjfT1YOdVwoaFYJ0FB+AYptkb+frBzquFDQrBKgofwCFNsifz9ZOdRxoaBZJUBD+QUotkX+frJyqONCQbNKgIbyC1Bsi/z9ZOVQx4WCZpUADeUXoNgW+fvJyqGOCwXNKgEayi9AsS3y95OVQx0XCppVAjSUX4BiW+TvJyuHOi4UNKsEaCi/AMW2yN9PVg51XChoVgnQUH4Bim2Rv5+sHOq4UNCsEqCh/AIU2yJ/P1k51HGhoFklQEP5BSi2Rf5+snKo40JBs0qAhvILUGyL/P1k5VDHhYJmlQAN5Reg2Bb5+8nKoY4LBc0qARrKL0CxLfL3k5VDHRcKmlUCNJRfgGJb5O8nK4c6LhQ0qwRoKL8AxbbI309WDnVcKGhWCdBQfgGKbZG/n6wc6rhQ0KwSoKH8AhTbIn8/WTnUcaGgWSVAQ/kFKLZF/n6ycqjjQkGzSoCG8gtQbIv8/WTlUMeFgmaVAA3lF6DYFvn7ycqhjgsFzaoGQK9eHhwcL6700yJ/P1k51HH74K2zNgN68/2b2dVv3hTX+mmRv5+sHOq4/RDXUZsB/fhN9t/Piym0nxb5+8nKoY7bC3Bd1bwGTbPobPZ5phdSePVDXEc1Avrpp1eLH/v5Hfb3k5VDHRdPm0FNgN68XvIpQMfhv1eAXr08Xl3pp0X+frJyqOPiaTNoM6AVPgXoOPz3CdB3B0naix+V/z4BWlU/LfL3k5VDHRcKmlUCNJRfgGJb5O8nK4c6LhQ0qwRoKL8AxbbI309WDnVcKGhWCdBQfgGKbZG/n6wc6rhQ0KwSoKH8AhTbIn8/WTnUcaGgWSVAQ/kFKLZF/n6ycqjjQkGzSoCG8gtQbIv8/WTlUMeFgmaVAA3lF6DYFvn7ycqhjgsFzSoBGsovQLEt8veTlUMdFwqaVQI0lF+AYlvk7ycrhzouFDSrBGgovwDFtsjfT1YOdVwoaFYJ0FB+AYptkb+frBzquFDQrBKgofwCFNsifz9ZOdRxoaBZJUBD+QUotkX+frJyqONCQbNKgIbyC1Bsi/z9ZOVQx4WCZpUADeUXoNgW+fvJyqGOCwXNKgEayi9AsS3y95OVQx0XCppVAjSUX4BiW+TvJyuHOi4UNKsEaCi/AMW2yN9PVg51XChoVgnQUH4Bim2Rv5+sHOq4UNCsEqCh/AIU2yJ/P1k51HGhoFklQEP5BSi2Rf5+snKo40JBs0qAhvILUGyL/P1k5VDHhYJmlQAN5Reg2Bb5+8nKoY4LBc0qARrKL0CxLfL3k5VDHRcKmlUCNJRfgGJb5O8nK4c6LhQ0qwRoKL8AxbbI309WDnVcKGhWCdBQfgGKbZG/n6wc6rhQ0KwSoKH89xfQF1J4QUGzSjNoKP/9nUH7aZG/n6wc6rhQ0KwSoKH8AhTbIn8/WTnUcaGgWSVAQ/kFKLZF/n6ycqjjQkGzSoCG8gtQbIv8/WTlUMeFgmaVAA3lF6DYFvn7ycqhjgsFzSoBGsovQLEt8veTlUMdFwqaVQI0lF+AYlvk7ycrhzouFDSrBGgovwDFtsjfT1YOdVwoaFYJ0FB+AYptkb+frBzquFDQrGoLKEyfj3r4sY+PLn93CdB7Pb4A3aqRvwIjH1+AStJOEqAStQSoRC0BKlFLgErUGgbQq7/9Jfvv5cFXq4ub1wdfvx/F8NmIB8fLEasX/uMXafzGrw5/98noNAigHxMzN6+PZ+++fn/z/Zt08emn7No3gOHzC8fhU8FXv3lTjFi98B+/SOM3fnX4u0/GpyEA/fnLf88mhavv3qf+zC9++0v2L58qEMN//8Zx+I/phfz5uBixeuE/fpHGb/zq8HeejFDDbeIX6OQzaHHNffjqhc/ws/WBYePPKmkQwwPK99RwgM43vl++KZY/H792BrQYvrhwHT7b4L5aFFy98B9/lqdxHb86fPUanYbdSfr7373JVkCzj1/94j6DFsMvnsVz+JvXr2bIGbo8/sx/Bq0Of+fJ6DQgoJmytU/xy+u6CioNX1x4Dn/18rgYG7IGrY4/K7YHfuNXh7/7ZHQacBOfFp/fzIoZNG1o3PYjS8MXF47D5y/pYsTqhf/4szyN3/jV4deejE4DzqAfD+bH3rKLL98AjoOuhvc9TvnuIOkYdhz0zvjex0Grw689GZ30TpJELQEqUUuAStQSoBK1BKhELQEqUUuAStQSoAvdnjw8zy6me4+HrkQqSYAuNd3bz/4/e/R26EKkkgToShfZFDrdOxq6DKksAbrS9eHj2VnawN+eTCZpez/dm0wm+7Pps3+ZX5UGkAAt6fLBj09PE58ZpReP3l4fHs2nVS1LB5QALSmbOdMy9DJNlxmd/5dWo9Onp9rsDygBWtYczdnFZK6M1cvs4sHpNE2r0jASoGUVgBY78teHD07nM6gAHU4CtKwc0MsHOZCXCdRLzaCDSoCWlQN6e5KRmYGZQJ3uCdBBJUDLygGdH2ZKs+hZdvGvh0cCdEAJUIlaAlSilgCVqCVAJWoJUIlaAlSilgCVqCVAJWoJUIlaAlSilgCVqCVASZR/Knr6bHFqyeqnxf3FZ1Tv3n3XuK7bH04zU/5vg+OE9iPZApRE0735WVCbAU3Xr3+9/rGV7YAufQJUMmv67L8f57RdH04enq/+Kwic/59AWt44/eKfJ5Oj+dXLyeKsvjTRHs2mv/p28ehZMYP+4TDNwMsxS4bs4rNvBajUrIy4s6M5hmf76aPSxU8Xj1f3z0+QWt2dzuPPf7p+fl4Y0xQ7vysDbvnoyiY+v7VsSANOBKjUrMTZXy1oyzhLP2W0pWv5/fM16NFsdXfCLb+obvkzx3wiXj66DGhxa8mQPNrES9uUkLnYL7jLkbo+nOQfnF7cv7hcErdYWGb0LnxnaTterBSKR1cAzW8tGeYDnwlQqVk5eD9WZtDn59X7k+pm0HT7/ASqdLL04rbVoyuA5reWDJpBpTbK15hpV76yBr1cfFXUcg98tQZdAppMuXF+29NiVlw8+u4atBh9YdAaVGqhHMD09VD5znX6sr3spwen5b34pNVefA5oMp4t9+IvJmmXPD8mdVhs93NAM98fq2MWhtuT5UMIJUDjq+7o6WgkQMPrYjLmb5QUoBK1BKhELQEqUUuAStQSoBK1BKhELQEqUev/AfHT4JZ5a0FwAAAAAElFTkSuQmCC)
GDP per Capita in Cyprus
![](data:image/png;base64,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)
Relationship Between Income & Democracy in Cyprus
![](data:image/png;base64,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)
Cyprus in Comparative Perspective:
All Democracy Ratings in 2019 for Countries in Asia
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)