Guyana’s Democracy Profile
David I. Crabtree 2022-07-14
Democracy in Guyana
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)
Political Rights & Civil Liberties in Guyana
![](data:image/png;base64,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)
GDP per Capita in Guyana
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAqAAAAHgCAMAAABNUi8GAAAAz1BMVEUAAAAAADoAAGYAOpAAZrYA//8zMzM6AAA6ADo6AGY6kNtNTU1NTW5NTY5NbqtNjshmAABmtv9ra2tuTU1uTW5uTY5ubk1ubo5ubqtuq6tuq8huq+R/f3+OTU2OTW6OTY6Obk2ObquOyOSOyP+QOgCQkDqQtpCQ27aQ2/+rbk2rbm6rbo6rjquryKur5OSr5P+2ZgC2///Ijk3I///bkDrb/7bb///kq27k/8jk/+Tk////tmb/yI7/25D/29v/5Kv//7b//8j//9v//+T///93cy9VAAAACXBIWXMAAA7DAAAOwwHHb6hkAAAURklEQVR4nO2de0MaSR5FyUTjbDpBMyZZswy4Ce5ucJnggDOYFpdg1/f/TFv9QB4D2qhVXbfv/f0xGONJn07OVD9QaBiNJuBpVC2g0dw3ClQT9ChQTdCjQDVBjwLVBD0KVBP0PCXQX3efXx7BkLKAys/JKtDQWUBlBcrEAiorUCYWUFmBMrGAygqUiQVUVqBMLKCyAmViAZUVKBMLqKxAmVhAZQXKxAIqK1AmFlBZgTKxgMoKlIkFVFagTCygsgJlYgGVPQc6iaKoa8zYPrwdmVk7asYmOR8oUD8soLLfQKfvv/WvTkdm2E1/lfS6ZnyoQP2xgMqeAz353o/NPMmZTXX6YWR/lfTsSqpAnbOAyn4DnbW/pIHaQ3t6pJ+exGbWGdhAh630d1/Z+UWjcTUPB2rMMIpa9kg/SFfRSbMI9GNLh3gvLKCy76v4pH/V7uapducraO/T51iB+mABlf0GOjlM+nF+PLeBLs5Bx3dLaLV7UHcWUNnzOWjHXsV3smN78t9R0msVV/GLC/lq96DuLKCy50P89Hh+H/TNwCzdB7ULqQJ1zwIq+z8Hje/5XQXqlgVU1lOdTCygsgJlYgGVFSgTC6isQJlYQGUFysQCKitQJhZQWYEysYDKCpSJBVRWoEwsoLICZWIBlRUoEwuorECZWEBlBcrEAiorUCYWUFmBMrGAygqUiQVUVqBMLKCyAmViAZUVKBMLqKxAmVhAZQXKxAIqK1AmFlBZgTKxgMoKlIkFVFagTCygsgJlYgGVFSgTC6isQJlYQGUFysQCKitQJhZQWYEysYDKCpSJBVQOLdCq36lEU+PRCho6C6gc2gpa7R7UnQVUVqBMLKCyAmViAZUVKBMLqKxAmVhAZQXKxAIqK1AmFlBZgTKxgMoKlIkFVFagTCygsgJlYgGVFSgTC6isQJlYQGUFysQCKitQJhZQWYEysYDKCpSJBVRWoEwsoLICZWIBlRUoEwuorECZWEBlBcrEAiorUCYWUFmBMrGAygqUiQVUVqBMLKCyAmViAZUVKBMLqKxAmVhAZQXKxAIqK1AmFlBZgTKxgMoKlIkFVFagTCygsudAJ1EUddMPkp59mLWjZmyS84EC9cMCKvsNdPr+W//qdGQ/GttO00jHhwrUHwuo7DnQk+/9OPvg7//smplNdfphZANNes1YgbpnAZX9Bjprf8kCTc6/2dVzehKbWWdgAx220t99ZafqdyrR1HgeDtSYYRTZGMet9PA+aRaBfmzpEO+FBVT2fRWf9K/aXbt0JksraO/T51iB+mABlf0GOjlM+vGwNY7SaS3OQcd3S2i1e1B3FlDZ8zlox17Fd9KL9nQFTXqt4ip+cSFf7R7UnQVU9nyInx5vvg9qF1IF6p4FVPZ/Dhrf87sK1C0LqKynOplYQGUFysQCKitQJhZQWYEysYDKCpSJBVRWoEwsoLICZWIBlRUoEwuorECZWEBlBcrEAiorUCYWUFmBMrGAygqUiQVUVqBMLKCyAmViAZUVKBMLqKxAmVhAZQXKxAIqK1AmFlBZgTKxgMoKlIkFVFagTCygsgJlYgGVFSgTC6isQJlYQGUFysQCKitQJhZQWYEysYDKCpSJBVRWoEwsoLICZWIBlRUoEwuoHFqgVb9TiabGoxU0dBZQObQVtNo9qDsLqKxAmVhAZQXKxAIqK1AmFlBZgTKxgMoKlIkFVFagTCygsgJlYgGVFSgTC6isQJlYQGUFysQCKitQJhZQWYEysYDKCpSJBVRWoEwsoLICZWIBlRUoEwuorECZWEBlBcrEAiorUCYWUFmBMrGAygqUiQVUVqBMLKCyAmViAZUVKBMLqOw80JuDRjo//a5Aq2cBlV0Henv2+vbs3Y+jd1pBA2ABlV0HmqZ58dpcv/xTgVbPAir7CPRyz1zrEB8CC6js/Bz0IqvzUitoCCygsvNA7UmouWi8+FquTwXqlAVU1m0mJhZQ2cc5qB2dgwbBAiorUCYWUNltoJeN+ezln5hEUdTNHt6OjJm1o2ZskvOBAvXDAip7WkGLmb7/1r86HU0/jMz40CS9bvagQH2xgMp+L5KmJ9/7cfHhh9HsdJQ+2ECTXjNWoO5ZQGWngdrl88dRY+m5+Fn7yzxQu3ROT2Iz6wxsoMNW+qlXdqp+pxJNjefhFdSYYRSlMU6P3wzMpFkE+rGlQ7wXFlDZ933QpH/V7maLaWcwX0F7nz7HCtQHC6jsPtDsSr64UpocJv04P56bYXdxDjpuKVAfLKCy80Av07PPH0evTb5s2qv4zmB+bO+1iqv4xYV8tXtQdxZQ2fON+ulxdh90HEX2HHTpPmh640mBOmcBlX0/k5T0Y3PfVLsHdWcBlZ0f4q/Tb2SaH+Ifnmr3oO4soLL7FfTu2c5ST8dXuwd1ZwGVfd9mUqBVsoDKCpSJBVR2Hqh+7DggFlDZdaD6seOQWEBlH7eZ9GPHobCAyj4C1Y8dh8ICKjs/B9WPHQfEAio7D1Q/dhwQC6is20xMLKCyAmViAZUdB5rdX7o9K3sGqkDdsoDKbgO9Oci/SeSi7EW8AnXKAiq7DdRewq99oECrZAGVnQa6eAJJ90GDYAGVFSgTC6jsNND0Hmg+ulEfBAuo7PYc9LJYOBelKtAqWUBlx7eZLrKnkH4clb7PVO0e1J0FVHZ9oz77dtDST3QqULcsoLKeSWJiAZUVKBMLqKxAmVhAZQXKxAIqK1AmFlDZdaC3Z2V/XE6BumcBlV0HWv7nORWoexZQ2fkhvvSTnArUPQuo7H4F3eGFmRSoYxZQWRdJTCygsgJlYgGV3Qd62Wi8K38iWvU7lWhqPBsDvXj5x9G727M9raABsIDKHm4zpXea9B31QbCAygqUiQVU9nAf9I+0UX1HfQgsoLL7i6Tr9DZo2T4VqFMWUFm3mZhYQGUFysQCKnu5D3r3Xp0KtFoWUNn9RdLye3Uq0GpZQGUPt5nSB91mCoIFVFagTCygsvNDvN6rMyAWUNn9Cqr36gyHBVTWbSYmFlBZgTKxgMoKlIkFVFagTCygsgJlYgGVFSgTC6jsONCL8j9wrEDds4DKbgO9ePnn3cuAK9DqWUBlp4FmL8y026szVbsHdWcBlZ0GWrwRYulvp1egjllAZQXKxAIqK1AmFlBZgTKxgMqOA93tW5kUqGMWUFk36plYQGUFysQCKrsONHvZhvI/1KlAnbKAym4DvT3Lzj31Xp2BsIDKbgOdvy6o3u04DBZQ2f1TnSulKtBKWUBl9/dBs9GPHQfBAiorUCYWUNlzoJMoirrGTI+zh1k7asYmOR8oUD8soLLfQKfvv/WvTkezzsB+OEh6XTM+VKD+WEBlv091Tk++92O7jh7aj4fd2enITD+MbKBJz66kCtQ5C6js95mkWftLvyjRrqLTkzh9sIEOW+mnXtmp+p1KNDWehwO162YUZTEmvZaZNItAP7Z0iPfCAir7fi4+6V+1s8ujVnrAzwPtffocK1AfLKCy40DTy6QLewq6l/9ycpj0Y3s8nx5306P83TnouKVAfbCAym4DvTl4bczF3t3l/Kxjr+LtyWfWZ3aYz6/iFxfy1e5B3VlAZbeBXuwV/5k/1ZnfAB1HUXY/dHEf1C6kCtQ9C6js4T5oGujdM0lJ/+50c+NUuwd1ZwGV9VQnEwuo7DTQxXfZ6buZgmABld2eg85f9maxlCrQKllAZce3mS7St1CwF/N7JftUoE5ZQGXXN+pvDhqNRlapAq2eBVT2/UySAq2SBVRWoEwsoLICZWIBlRUoEwuorECZWEBlBcrEAiorUCYWUFmBMrGAygqUiQVUVqBMLKCyAmViAZUVKBMLqKxAmVhAZQXKxAIqK1AmFlBZgTKxgMoKlIkFVFagTCygsgJlYgGVFSgTC6isQJlYQGUFysQCKitQJhZQWYEysYDKCpSJBVRWoEwsoLICZWIBlUMLtOp3KtHUeLSChs4CKoe2gla7B3VnAZUVKBMLqKxAmVhAZQXKxAIqK1AmFlBZgTKxgMoKlIkFVFagTCygsgJlYgGVFSgTC6isQJlYQGUFysQCKitQJhZQWYEysYDKCpSJBVRWoEwsoLICZWIBlRUoEwuorECZWEBlBcrEAiorUCYWUFmBMrGAygqUiQVUVqBMLKCyAmViAZUVKBMLqKxAmVhAZQXKxAIqK1AmFlBZgTKxgMoKlIkFVFagTCygsgJlYgGVFSgTC6jsOdBJFEXd9IPph5Exs3bUjE1yPlCgflhAZb+BTt9/61+djtJQ345M0uua8aEC9ccCKnsO9OR7P7aPwze/2RV0ZlO1K6kNNOk1YwXqngVU9hvorP2ln5eYHuKnJ7GZdQY20GEr/dwrO1W/U4mmxvNwoHbtjKLWPNBJswj0Y0uHeC8soLLvq/ikf9Xurq2gvU+fYwXqgwVU9hvo5DDpx9nxfLpyDjq+W0Kr3YO6s4DKns9BO/YqvjMoAk16reIqfnEhX+0e1J0FVPZ8iJ8eb74Pmv1SgbpmAZX9n4PG9/yuAnXLAirrqU4mFlBZgTKxgMoKlIkFVFagTCygsgJlYgGVFSgTC6isQJlYQGUFysQCKitQJhZQWYEysYDKCpSJBVRWoEwsoLICZWIBlRUoEwuorECZWEBlBcrEAiorUCYWUFmBMrGAygqUiQVUVqBMLKCyAmViAZUVKBMLqKxAmVhAZQXKxAIqK1AmFlBZgTKxgMoKlIkFVN6V3d/f38oq0NBZQOUd2f395UIVKBgLqKxAmVhA5Z3Y/X0FCs0CKpdh8yaX/7uZVaChs4DKJdj1dXMr+xyBVv1OJRq8yfIs84VaQUNnAZWX2eVlsvh4f3/7+qlDPBwLqLzELoe40uW2PhUoGguovB7o8uy6XQUaOguovOVQrkBryYIoL7W39VBepk8FisYGrLwe5a8PXQA9YrsKNHQ2MOX7olw+tD/XdhVo6GxYyqWifEqfChSNDUu5XJTPuF0FGjobgPK2G+xl72U+drvpKNDQ2eqVy91gf/7tZqNAQ2erV979okeBErFh3Wx3vl0FisZWs9ndD+vPs10FCsdW8mzQ895sfwqrQENn/W12+damAn22Pag76+3pypK3kJ5pu2VZBRo66+Hpyo2rZiB/VQo0dNbD05VLv+Fyu49iFWjorMenKx1v91GsAg2drcHTlU9hFWjobA2ernwKq0BDZ2vwdOVTWAUaOqtAFWjQ7HNsNr+H5H+7z8Aq0NDZp2/2cbfcA/mrUqChs0/e7COfEQrkr0qBhs4++hs+8o8f/YxlIH9VCtQ3u17Qho9LfMk96I4vlFBCuUoWL9BQvothlylR0NLHJb5k48f7m+bRztSBlvmLK7FEPOnS1PVl7QbnjQU93yxvav3j3Ycv0C1/cyVC3PQPXPbPKRX6Zs1yn9/yNWWct3xc4ku2h7ht13cejkDv/xdb/vSWL9m6RDziH77Ut/Hs+vmdX2pjW0G7fUm5EAOJ7Cms20C3/IvtEuL6x89x6Px1lXkwrDJu933Nk5ayQEKpivUQ6OZ/1ZUv2fDx9iVi83nktj+nxJ+/U5Sbgn84ysqf6oRlywc6iaKoa8ysHTVjk5wPdllB57/YZLE1xJJ78NCfU+LP36ZZ5vPlVkoF+li2dKDT99/6V6ejpNc148OygW79Fwtk7+ezTbPEyv2k/6nKTGB/Vb7Z8oGefO/HdgE9HZnph5ENNOnZlfShQD3sQd1ZQOVKAp21v6SBTk9iM+sMbKDDVvrpV3Zcv2WJhnhKB2rMMIpaZtIsAv3YKnOI9/C/WN1ZQOWKruKT/lW7O19Be58+xwrUBwuoXEmgk8OkHw9bi3PQ8d0SWu0e1J0FVK7mHLRjr+LTpbNVXMUvLuSr3YO6s4DK1Rzip8dr90HtQqpA3bOAypWdg8abf6PaPag7C6iM81Snjz2oOwuorECZWEBlBcrEAiorUCYWUFmBMrGAygqUiQVUVqBMLKCyAmViAZUVKBMLqKxAmVhAZQXKxAIqK1AmFlA5tEA9zyuu7ZLt7rbtKtBQt0u2uwoUbbtku6tA0bZLtrs1CFTDOApUE/QoUE3Qo0A1QY8C1QQ9oQea/Yzz9Dh6u3jIfwC6jttd+QnvtQd/2y123vt21y3yCTzQSZrGrN0142Y86wzSh+KFID1uN39wv910B6fvB/NXulx58LfdYue9b3fdopiwAx2++c3+z1y8LlT2cDoqXoTH83Y7A/fbnaT/LsNusaHVB4ebXdtusfPet7tmMZ+wA82PNvNC8hW0+JW/7a4+ON7uX7bnZ7OrW1raea/b3bS/CIFmx9g3g+LspHghSH/bLR68bDd9CaxiQ6sPbje7vF2T73wV2139VT4Igaanz/84H9gTFDN5O/K3ghbbnW/ew3Zn7ZapYuFe3q7xuIKubnfNIh+IQE32EuTF/1s+zkFXtls8eNju9Lhr7l5t3d856Op2TXH48L7ddYt8EALNTj4PTbGCFi8E6W+7xYP77eb/QvMNrT74267Jd977dv9ikQ9CoOk74aS3xuzDm4HP+6CL7Xq5ITmOouwtf3zfB13brrf7oKvb/YtFPqEHqiEfBaoJehSoJuhRoJqgR4Fqgh4Fqgl6FKizuT376Xf7cHOwV7UJ8ihQd3Nz8Nr+9+Lln1WLII8CdTiXdgm9OXhXtQb0KFCH8+Noz1zsmfRo32ikx/ubg0aj8drc/O1f2S81D48CdTnXL/7989e0zz27nL7888fRu2xZ1Wlp+VGgLseunOlp6HW6XNo6/5eejd78/FWH/fKjQJ1Olqa5bGRjW722Dy++3qTLqqbUKFCnUwRaXMj/OHrxNVtBFWjpUaBOJw/0+kUe5HUa6rVW0F1GgTqdPNDbM1umDTMN9eZAge4yCtTp5IFmt5nSVfTCPvzn6J0CLT8KVBP0KFBN0KNANUGPAtUEPQpUE/QoUE3Qo0A1QY8C1QQ9ClQT9ChQTdDzf0H+Wuy72IheAAAAAElFTkSuQmCC)
Relationship Between Income & Democracy in Guyana
![](data:image/png;base64,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)
Guyana in Comparative Perspective:
All Democracy Ratings in 2019 for Countries in Americas
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)