El Salvador’s Democracy Profile
David I. Crabtree 2022-07-14
Democracy in El Salvador
![](data:image/png;base64,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)
Political Rights & Civil Liberties in El Salvador
![](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////zR3ajAAAACXBIWXMAAA7DAAAOwwHHb6hkAAAZ/0lEQVR4nO2diXvbVnbFace1I2siZdE4XSTPNPU400ppU2XaWm1nRom6eJFZLeb//68UDwBJgMR6dQ9w8HjO588UycPHey9/fLjYiNlCkog1GzsASWqSAJWoJUAlaglQiVoCVKKWAJWo1RXQ33XVSWfnIH6ycKjThYJmlQCNyi9AsSXy95OFQ50uFDSrBGhUfgGKLZG/nywc6nShoFklQKPyC1Bsifz9ZOFQpwsFzSoBGpVfgGJL5O8nC4c6XShoVgnQqPwCFFsifz9ZONTpQkGzSoBG5Reg2BL5+8nCoU4XCppVAjQqvwDFlsjfTxYOdbpQ0KwSoFH5BSi2RP5+snCo04WCZpUAjcq/u4CeSNELCppVmkGj8u/uDDpMifz9ZOFQpwsFzSoBGpVfgGJL5O8nC4c6XShoVgnQqPwCFFsifz9ZONTpQkGzSoBG5Reg2BL5+8nCoU4XCppVAjQqvwDFlsjfTxYOdbpQ0KwSoFH5BSi2RP5+snCo04WCZpUAjcovQLEl8veThUOdLhQ0qwRoVH4Bii2Rv58sHOp0oaBZJUCj8gtQbIn8/WThUKcLBc0qARqVX4BiS+TvJwuHOl0oaFYJ0Kj8AhRbIn8/WTjU6UJBs0qARuUXoNgS+fvJwqFOFwqaVQI0Kr8AxZbI308WDnW6UNCsEqBR+QUotkT+frJwqNOFgmaVAI3KL0CxJfL3k4VDnS4UNKsEaFR+AYotkb+fLBzqdKGgWSVAo/ILUGyJ/P1k4VCnCwXNKgEalV+AYkvk7ycLhzpdKGhWCdCo/AIUWyJ//5jhfPjwATp+xRudbD/UfXgoaFYJUJj/w4cKShDxFN7oZPuh7sNDQbNKgML8roA28SZAFwLU4PcEtBE4AboQoBa/Yw/aDJx6UAE6st80I/b1Q0GzSoB6+5tJQvSgDsOngoJmlQB19rfMdczpQkGzSoA6+wWorwSos1+A+kqAevsdetDCEAK0o2+YEvn7ycLpu2dIgApQPr8ALUiA8vkFaEE4QIfYcjf68Bi/etC1YIAOsu9j9OHZ/AK0c8oCdAy/AO2csgAdwy9Au6esHnQEvwDFlsjfTxYOdbpQ0KwSoFH5dwrQTz8dfvlmeadrxh0X7DUl8veTAUSd7hC89VYDoD+fLj5+/T6/0zHhrqtGNSXy94OHd/g+uh4/ukuA3v3+l8K9jgnvCKDLJB3S9T36aZcAvfnuX/JF/OeJTropLXdH73S1yrJjuk2m4SrW+j6DQddHDYC+PE0g7bmI340edDXrdZtBG/etDzaDtp9kOgxxPdU0g75f3H2/XEvyKNEYfiyghe9jt9OCR+xBowP07h8EaJ22gWuaCB9wdJIAbV6L77+I3w1At/1tv6yw9RcmniZ762n6gwDXVw2A3r0+/Gq1Iu9SohH8FICuBN/IUWHv3uIOwVtvOe1JGmwZxgpot7lxBECb33JXAC1UgWzLONf3RYD21sQA7f0Je4bT2sS1a/geVIBuVCFeQNtXg4eNp6NdPWi5CgJ0qHjch4eCZtXUDrcbsQcdA9BB04WCZtXUAB1zLd6hB6VeYEBBs0qAtvldd0UK0L4SoC1+34M5PAF1n9ChoFklQFv8owJaBWHhOBXnlhgKmlUPAnT4pmzXAG2IR4CWVJVd9NtdUg3Xg3b6vgvQatUUdAcAxfirl90dyrl2qQctqio7AWr2V5WuYzlxHQcUNKvUg47ifwCgDuHU7PeDgmaV1uJH8VfC6PB972SvO3ICCppVAnQcf9cN8AK0o8+3RMP5ycLBb9jv5hKgLH6ycLD+rntG1YP2kAD18/fedS9AR/eThSNA+0qAxuR/2BklUNCsEqBR+bWhHlsifz9ZONTpQkGzSoBG5Reg2BL5+8nCoU4XCppVAjQqvwDFlsjfTxYOdbpQ0KwSoFH5BSi2RP5+snCo04WCZpUAtfifPXsGHX/bv35HyPCpoKBZJUAN/mfPVrygxt/wF97x4cPX+aGgWSVADX4woEUaBWhHny3l8f0CtLsfCppVArTNX0UGtgetAFQ9aJtsKY/vf/DwLXPXQD2o6/B1fihoVg0AaPOXX4B6+gVo/xKN+wkL0O5+KGhWCdA2f98FwHQXGFDQrNoZQNcHm2PDgaeLGx4KmlW70oOuT9dpJogeUGD4UNCs2pW1eAHa7oeCZtWDAK0q1a4Dil5gCNBqVWVXWavhAe32c29D9aBwv3rQSlVlxwFo88ng/MC5+gVoUbsG6IQ6GpMfCppV0+9BBwOU4/sIHB4KmlURrMX3/cnhbv5tGAXoGIoA0J72bjNuBY1sgFZE0/GYp5rhoaBZJUCDKg9vq5pCHxqOo7/rV6j78FDQrBKgv6s8AHmQI4Qf5BegJTlUdBR/px606gj5IY4QfpC/N6CtCwAoaFbtIKDbqgIUE86IPWh7Cw0FzSoBmuhD8tFV/Wi7fzh99ww9aJG9NZQAbS7RGP5ugNZcVcBr/KZTOBoXy72bSgFan/1myhxNHAOgBTQ6bl3t9GTfcOLuQU8alRay9SE2JVRu/YXQuhR96zRsEaGgWeUzg/Jup2mwD3ap0XUpum5d7fakMZxaPxQ0qwToAOEUl/BrVP3GN9t3BtBJ9qBjXKy5aSq1j19R/Y7aGUArarVS87VRRlxJGnHXpSugXvsZoKBZ5QxoReFbri41HqDt2138wxkKUFODBQXNqpgA7XiF66XGBNS1BxWgi0kAWvFGje/tC+iYLfd2DypA22u10lA9aF9AXXtQto0W6kE7pQz0b5PXG1DPcNgAtfihoFk1VUCr0OvZg3qGI0BRignQEcOZwGbfdj8UNKsEaFT+CnvjN0eAwvwVfI644Z3Fv21v7j0E6ID+UbdrkvgFqKFEQ/kFqAA1lWgovweg6xE6rv/TA6oetL1EQ/kf3oOuGZ/oSpjW4rEl8veDAe17QDFXugJ0fD8W0OYGb4StCgIUWyJ/P7YHbQR0jJU2AYotkZd/TVfP4XvuGhWgcE0D0AI3Xfzm04h7H1zSsoTvB6hDSyBAsSWqUZEbLkA9gfOYcQUotkQ1miigPf0CtEpRAjpYDypA4ZoEoH170L7Dk/jVg1ZoGoDa/WThUKcLBc0qARqVX4BiS+TvJwuHOl0oaFYJ0Kj8AhRbIn8/WTjU6UJBs0qARuUXoNgS+fvJwqFOFwqaVQI0Kr8AxZbI308WDnW6UNCsEqBR+QUotkT+frJwqNOFgmaVAI3KL0CxJfL3k4VDnS4UNKsEaFR+AYotkb+fLBzqdKGgWVUE9PZoluvpls+lRFWHA1tLyvFzh2z+uAFdXD2+DJge3J9tEepRIs8LE5H8YCybv5t9+zftU1UTUjMGBsdtlWfQ43Bz/fjyOpDaJcxeJRKgHIBWXBUkVTUhNYNgcNyWAI3KHzegq0X84urJ225h9iuRQw+6Kq16ULN9uoAursMa0vHi6tF5xzCNJTL7u06cxuEn74+7B22Sc4ma/L2vDocNZ1J+wFp8zSvdCGwRH6D9rw4HDWda/sgBne+lW0G31pDqw3QuUVD/q8NBw5mWP25AKzZ/rjRMiYJ8r+1JBlB0gGZz2sHSPN+/XP0rjZLdz9zJBLh+Ov9r018JaL6ZaWRAfa/tSQbQpAEtfTBFvm5/fV68W0Vb8YnSNqI+gN6fUQDq6icLhzrdlk++vGgr8hXAuT3KZ8b5/p+SP/+YPJ489Og8nTWPS4DmE2zy9Gd/eT7f/+vk+fTV11XdZakH3d4+L0Cn5R8H0Pnz88XFweL6ydviIj5ge/3kf5LZdbXIX82g4Y/wikfn873lC29fXC6utprMqoNFxl1J8vWThUOdrgnQvWzTeaArWdIXAV0vtZMniz1osoTPebz/IbwiB3jdKNQB2qRhSuTvJwuHOt22T762B81vM9zW/77IWs2LMOWtZ9DrsBcof7oEaMB3ew+RAI3KP/xafA5o7Qwa1rzLi/irrFfdmkHDMNdb+9hXgCYDaRE/ef9ogNb0oPP9sLaU9KgFQMPWzEIPugI0wNkAaJU+/XQ6cUDZLrQVL6CFtfgEzcJa/NVs9tm3x6W1+L2DfC3+L1YzaPKSy4u2tfj14Xb5A+8OJw5o7z2jXOH3909sT1Lt1s+1mgC9+du/nwKgfS9VBA5nVP+EAL0/m1WsE21pDejV8oSk5RlJn/7wb9ki/vNEJ7RKITQ8J21qWEA7qmFX57tXk+hB2672NnA44/onNIN2VP1K0s137ycLaM0RuUOEM64/ckBLh9u9Owx61Rymc4lM/ko+K89pGCScUf1xA3p/dnB/dlxY0E9iBq2QADX5qwmpeSWMyA1t9qDZ9tb8AW9Ah7qAugA1+asJqXklDsmyNgG9elp9TJNHiYa7PrV6UIu/mpCaV0JorFCpB71I6dw+57g+zF4lmtwF1KfnjxzQpAldXFRvPfUoUW9AHc6jJwNIgPbVoEcz9exBPX6JhAwgAdpXVYD+F8nRTAJUgBYBvch2ct4esRxuJ0AFaHFf/OPL0INehwP4O4fpXKINqQedAKDXq5M40rsb5x9lR35uElVxXnIroAHOxfWT/5hVrcNPbEP9cMOz+aGAllYhlk+nPzh3UYJm69zjKkA70bkoH1Gf7us8qPahSoQ+moMMoCkDWt4Is8QmPdPt/ux4vv/H9CSjH6tm0L9JF8v5Mc2/+jbsTs+PaA54V55uXAdoDZ8oQOEHbJIBFB2gq92O8/0//3C+mH/x31WArs4zvnqaMLY6SSl7oPp04xpAn9cdQQoqkQD19Q8P6JKsBLirhLeDuh704jhMtvkJyOvzjJMHqk83FqBR+gfvQZfnFmcnEv/v8sTjMqD/fp4CGs7JLJ4llz9QfboxCaDqQX39g6/FF3rQy6QB/eJtzQwaDpN7sXogB/TFqvPcPpuzAtDVKR8s20E9/Cv7bvxk+PCbmZZr8YG7q2QVuxLQ9XnGmXHdgyYPVJ9uvAVoi4Ypkb9/ad+Riy6Mux00LIDXgKZHvz/N1+LDMjz/MbHwGyTF85IXlacbC9BRwokQULAE6KDhCNC+2hVA1YO2+3t98m4EtmhnAN0NvwDFlsjfTxYOdbq9Pnk3AlskQKPyC1Bsifz9ZOFQpwsFzSoBGpVfgGJL5O8nC4c6XShoVgnQqPwCFFsifz9ZONTpQkGzSoBG5Reg2BL5+8nCoU4XCppVAjQqvwDFlsjfTxYOdbpQ0KwSoFH5BSi2RP5+snCo04WCZpUAjcovQLEl8veThUOdLhQ0qwRoVH4Bii2Rv58sHOp0oaBZJUCj8gtQbIn8/WThUKcLBc0qARqVX4BiS1SnwimZAhQ2PBQ0q8YBtCdwxZPaBShseChoVo0CaF/gBOggw0NBs0qARuUXoC4l6g2cetAhhoeCZtUketDe45vtU/cLUGyJ/P1k4VCnCwXNKgEalV+AYkvk7ycLhzpdKGhWCdCo/AIUWyJ/P1k41OlCQbNKgEblF6DYEvn7ycKhThcKmlVjA1p1QWPP8ckAEqB9NTKglZeEdxyfDSAB2lcCNCq/AHUukQD19e8uoCcgJXyihpZ6CgqaVWOvJFX4m69opBkUNjwUNKv4AG25JpwAhQ0PBc0qARqVX4BiSxQkQB/gF6DYEqVSD2r3C1Bsifz9ZOFQpwsFzSoBGpVfgGJL5O8nC4c6XShoVgnQqPwCFFairrs8BShseChoVrEA2nmnvACFDQ8FzSoaQJ89eyZAH+wXoKgStWyeN49PBpAA7StqQKuYFaCw4aGgWcUMaCW0AhQ2PBQ0q1gArZotBagA5QG0QgJUgFIDqh5UgHID6uAnC4c6XShoVgnQqPwC1KdEhb1GzJ/Y9PwC1KVExf2azJ/Y9PwC1KVEAhTlF6AuJRKgKL8A9SmRelCQX4BiS+TvJwuHOl0oaFYJ0Kj8AhRbIn8/WTjU6UJBs0qARuUXoNgS+fvJwqFOFwqaVQI0Kr8AxZbI308WDnW6UNCsEqBR+QUotkT+frJwqNOFgmaVAI3KL0CxJfL3k4VDnS4UNKsEaFR+AYotkb+fLBzqdKGgWSVAo/ILUGyJ/P1k4VCnCwXNKgEalV+AYkvk7ycLhzpdKGhWCdCo/AIUWyJ/P1k41OlCQbNKgEblF6DYEvn7ycKhThcKmlUCNCq/AMWWyN9PFg51ulDQrBKgUfkFKLZE/n6ycKjThYJmlQCNyi9AsSXy95OFQ50uFDSrBGhUfgGKLZG/nywc6nShoFklQKPyC1Bsifz9ZOFQpwsFzSoBGpVfgGJL5O8nC4c6XShoVjUAevPy8PB0eWeYEvn7ycKhTncI3nqrHtC7798sbn7zJr83TIn8/WThUKc7DHE9VQ/ox2+S/35eTqHDlMjfTxYOdbqDANdXzT1omEUXi88TnUjRaxjieqoR0E8/vVr+Ocx32N9PFg51unjaDGoC9O71ik8BOg3/TgF68/J0fWeYEvn7ycKhThdPm0H1gJb4FKDT8O8SoO8Og7QWPyn/LgFa1jAl8veThUOdLhQ0qwRoVH4Bii2Rv58sHOp0oaBZJUCj8gtQbIn8/WThUKcLBc0qARqVX4BiS+TvJwuHOl0oaFYJ0Kj8AhRbIn8/WTjU6UJBs0qARuUXoNgS+fvJwqFOFwqaVQI0Kr8AxZbI308WDnW6UNCsEqBR+QUotkT+frJwqNOFgmaVAI3KL0CxJfL3k4VDnS4UNKsEaFR+AYotkb+fLBzqdKGgWSVAo/ILUGyJ/P1k4VCnCwXNKgEalV+AYkvk7ycLhzpdKGhWCdCo/AIUWyJ/P1k41OlCQbNKgEblF6DYEvn7ycKhThcKmlUCNCq/AMWWyN9PFg51ulDQrBKgUfkFKLZE/n6ycKjThYJmlQCNyi9AsSXy95OFQ50uFDSrBGhUfgGKLZG/nywc6nShoFklQKPyC1Bsifz9ZOFQpwsFzSoBGpVfgGJL5O8nC4c6XShoVgnQqPwCFFsifz9ZONTpQkGzSoBG5Reg2BL5+8nCoU4XCppVAjQqvwDFlsjfTxYOdbpQ0KwSoFH5BSi2RP5+snCo04WCZpUAjcovQLEl8veThUOdLhQ0qwRoVH4Bii2Rv58sHOp0oaBZJUCj8gtQbIn8/WThUKcLBc0qARqVX4BiS+TvJwuHOl0oaFYJ0Kj8uwvoiRS9oKBZpRk0Kv/uzqDDlMjfTxYOdbpQ0KwSoFH5BSi2RP5+snCo04WCZpUAjcovQLEl8veThUOdLhQ0qwRoVH4Bii2Rv58sHOp0oaBZJUCj8gtQbIn8/WThUKcLBc0qARqVX4BiS+TvJwuHOl0oaFYJ0Kj8AhRbIn8/WTjU6UJBs0qARuUXoNgS+fvJwqFOFwqaVQI0Kr8AxZbI308WDnW6UNCs6gooTJ9Pevipj48O/+ESoDs9vgBt1cQ/gYmPL0Al6UESoBK1BKhELQEqUUuAStQaB9Cb3/6S/Pfy8Kv1zd3rw6/fT2L4ZMTD09WI5Rv/8fNs/MYvD7/5ZnQaBdCPgZm716eLd1+/v/v+Tbj59FNy7xvA8NmN4/Ah4JvfvMlHLN/4j59n4zd+efjNN+PTGID+/OW/JpPCzXfvQ33Sm9//kvzLpgrE8N+/cRz+Y/ggfz7NRyzf+I+fZ+M3fnn4jTcj1HiL+CU62Qya33MfvnzjM/xie2DY+ItSNojhAeF7ajxA04Xvl2/y9ufj186A5sPnN67DJwvcV8uAyzf+4y+ybFzHLw9fvkencVeS/u4Pb5IOaPHxq1/cZ9B8+OW7eA5/9/rVAjlDF8df+M+g5eE33oxOIwKaKOl98i+vaxdUGD6/8Rz+5uVpPjakBy2Pv8iXB37jl4fffDM6jbiID83nN4t8Bg0LGrf1yMLw+Y3j8NlHuhyxfOM//iLLxm/88vBbb0anEWfQj4fptrfk5ss3gO2g6+F9t1O+Oww6hW0H3RjfeztoefitN6OT9iRJ1BKgErUEqEQtASpRS4BK1BKgErUEqEQtAbrU/dnjy+Rmvvd07EikggToSvO9g+T/iydvxw5EKkiArnWVTKHzveOxw5CKEqBr3R49XVyEBfz92WwWlvfzvdlsdrCY7/9TelcaQQK0oOtHPz4/D3wmlF49eXt7dJxOq2pLR5QALSiZOUMbeh2my4TO/wvd6Pz5uRb7I0qAFpWiubiapUpYvU5uHp3Pw7QqjSMBWlQOaL4if3v06DydQQXoeBKgRWWAXj/KgLwOoF5rBh1VArSoDND7s4TMBMwA6nxPgI4qAVpUBmi6mSnMohfJzT8fHQvQESVAJWoJUIlaAlSilgCVqCVAJWoJUIlaAlSilgCVqCVAJWoJUIlaAlSilgAlUXZU9Hx/eWrJ+q/l8/kxqptPbxq3df/DeWLK/tU4zmgPyRagJJrvpWdB1QMa7t/+evuwlXZAVz4BKpk13//Ppxltt0ezx5fr/3IC0/8DSKsH51/842x2nN69ni3P6gsT7fFi/qtvl69e5DPon47CDLwas2BIbj77VoBKzUqIuzhOMbw4CIdK539dPV0/n54gtX46nMef/XX74jI3hik2fSoBbvXq0iI+e7RoCAPOBKjUrMDZXy1pSzgLfyW0hXvZ82kPerxYPx1wy27KS/7EkU7Eq1cXAc0fLRiCR4t4qU0BmauDnLsMqdujWXbg9PL55e2KuGVjmdC79F2E5XjeKeSvLgGaPVowpANfCFCpWRl4P5Zm0BeX5eeDqmbQ8Hh6AlU4WXr52PrVJUCzRwsGzaBSF2U9ZliVL/Wg18ufilqtga970BWgwZQZ08ee57Pi8tWbPWg++tKgHlTqoAzA8PNQ2cp1+LG95K9H58W1+KD1WnwGaDBerNbir2ZhlTzbJnWUL/czQBPfn8tj5ob7s9VLCCVA41fV1tPJSIBGr6vZlH9RUoBK1BKgErUEqEQtASpRS4BK1BKgErUEqESt/we94QLRZRSbxQAAAABJRU5ErkJggg==)
GDP per Capita in El Salvador
![](data:image/png;base64,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)
Relationship Between Income & Democracy in El Salvador
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAqAAAAHgCAMAAABNUi8GAAAAw1BMVEUAAAAAADoAAGYAOpAAZrYQEBAzMzM6AAA6ADo6AGY6kNtNTU1NTW5NTY5NbqtNjshmAABmkJBmtv9ra2tuTU1uTW5uTY5ubqtuq+RwcHB/f3+CgoKOTU2OTW6OTY6ObquOyP+QOgCQkDqQtpCQ27aQ2/+rbk2rbm6rbo6rjk2ryKur5P+2ZgC2/9u2///Ijk3I///bkDrb/7bb///kq27k////tmb/yI7/25D/29v/5Kv//kz//7b//8j//9v//+T///+YWDTNAAAACXBIWXMAAA7DAAAOwwHHb6hkAAAYc0lEQVR4nO2dC3vbtpKG0cZOTq0k9SZtklZJjr27dXvW3sY+iS9rxbb+/69akhIlXkASlxkCGHzv89SW5VofRngzBClKVGsAIkaFHgAAY6jQAwBgDBV6AACMoUIPAIAxVOgBADCGCj0AAMZQ1n/xuz1vHf7GmxChKJQMCColU2ihEFRKptBCIaiUTKGFQlApmUILhaBSMoUWCkGlZAotFIJKyRRaKASVkim0UAgqJVNooRBUSqbQQiGolEyhhUJQKZlCC4WgUjKFFgpBpWQKLRSCSskUWigElZIptFAIKiVTKTV/KAT1JxNBlQphKAT1B4IyAkH9gaCMQFB/MhEUa1AIGnemXSiRzhDUHwiqgWpBAEH9gaAaIKiW6Oct5UwICkGjzsQaFIJGnSm0UAgqJRMdFIJGnYk1KASNOhOCQtCoMyEoBI06E2vQDm9BulQdNPQgjEAHlZKJTTwEjToTgkLQqDOxBoWgUWeig0LQqDMhKASNOhOCQtCoM7EGhaBRZ0JQCBp1JjbxEDTqTAgKQaPOhKAQNOpMrEEhaNSZ6KAQNOpMCApBo86EoBA06kysQSFo1JnooBA06kwICkGjzoSgEDTqTKxBIWjUmUILhaBSMoUWCkGlZGITD0GjzsROEgSNOhOCQtCoMyEoBI06E2tQCBp1ptBCIaiUTKGFQlApmUILhaBSMoUWCkGlZAotFIJKyRRaKASVkim0UAgqJVNooRBUSqbQQg0Evf9l8eqyuvXwcfH6GoLGmSm00GlBHz6dr79VXj6dnay//QxB48zM9qXO+/fX64fPZQstv96/u4SgUWZme7LIvoNWqhY/rdfPC0JfQAd4IOo6SbuV5+3rWlB00Pgys+2g97+er2+rvaR9B4Wg8WVmK+i+b2INGnNmtoLuO+jT2QfsxUebme1e/Pp2sXh5XrVOHAeNODPbDjqEQ1j085ZyJgSFoFFnQlAIGnVmvmtQCJpEJjooBI06E4JC0KgzISgEjToTa1AIGnWm0EIhqJRMoYVCUCmZQguFoFIyhRYKQaVkYicJgkadicNMEDTqTAgKQaPOhKAQNOpMm9Dl8hBrUA2xz1vSmXaCLmfPdASCSsm0CF1CUD2Rz1vamRAUgkadaR66hKADxD1viWdCUAgadaZx6BKCDhH1vKWeCUEhaNSZpqFLCDpIzPOWfKZh6NZPHKjXEfG8pZ9pJejhIV7q1BDxvKWfaRa6hKAjxDtvAjIhKASNOtModLnEGnSEaOdNQqadoNiL1xHtvEnINAldQtBRYp03EZkQFIJGnQlBO4S+Pgmw5rcGocdiCjqolEyD0EYDxV68jkjnTUbmdGjTTxwH1RHnvAnJhKAQNOrMydAlBJ0iynmTkmklKNagWqKcNymZU6FLCDpJjPMmJtNKUGzitcQ4b2IyJ0KXEHSaCOdNTiYEhaBRZ46HLjtgDaojvnkTlGknaAavxTuExTdvgjJHQ3t+ooPqiG7eJGVaCYo1qJbo5k1S5lhov4FCUB2xzZuoTAgKQaPOHAnt+Yk1qJ7I5k1WppWg6KBaIps3WZnDoX0/V6sVBNUQ17wJyxwM1WzgIaieqOZNWuZQqNZPrEG1xDRv4jIHQvV+QlAtEc2bvEx9qMbP5Qo7SQPEM28CM7WhWj8h6BDRzJvETF3okJ8QVE8s8yYyUxM66CfWoHoimTeZmf1QnZ/L1fY7UyY5EFRKZidUa+eugaKDaolg3uRmtkOn/MQaVEf4eROc2Qwd0HO/gYegWkLPm+jMTeigmq0GCkH1QFBGlr+Ny9lsoFiD6oGgXJTOTQu6a6DooHogKBeGgu4bKATVAUGZWBoJum+gEFQPBOVhaSho47agNei3RclJffPVJQSNLHNpJmijgS4TfyXp7oUq+fHv+o7b19flty8n6KARZpoK2vqJJjqMoI+nR4+nb74fv6nvePh0Xn57+vMcgsaXWSs3IWi7gSYtaKnmxdH65tnXeiv/88bTj/W2/nlB6OuTgC2/mbFq/xh61KYMCXp1sL6pN/HbBrq+//W80UUd/jWggzKw64njHbTTQNPeSbqo7LyqO+h2Bbphtw51CIOg9OydmxC07Wfah5mKRej6Qv3wR+3kh8bvIGhcmYaCdhto2oK22W3Vy0769BcOM8WU2ZBuTNCOn4kLut1/r9egmyXo/bvL8jjoy92OvEMYBCXHUdC016AdQQdwCIOg1DSdGxF01RM04cNMV6rmYMxPCBpDprGgvbto8oN20AkcwiAoMS3l8hHUDIcwCEpM07jDw8NhPwUJWrTP78eq81p8PoLSTNxMhXb8HDRU42e6gmbeQSUKqmugEFRHCoKSzNw8hbaEGxVUcyfNEEIJWu3JT+wpOYRBUFLaxtk10LQFvSpXn9+PjyDoLJmOdJUb2ovX+pm0oDkfqKeZOghKBgRtI09Q/RY+aUHXN+WJTLlu4lMRtKfcoKDau2kGEaqD7l7tHGmiDmFpCEowdxEJyniM6XccZqJAqKA96Qb24tleRKqAoP7YC+o/gwEEHToOynUe04ZY3nYMQTkzXdA1UJ2gvS087TAiedsxBGXNdKBv4qCgjP0zmrcd5yao9yxyF9oXcWANytxAAwrafNsxBOXNtEbnp34vntnPSN52DEF5M23R+2kiKPlQ4njbcX6C+s4ka6EDfuYkqBEOYRDUmyE79YJy+wlBCXAS1HMuyQsd8XJU0PaP1KMKJGh1fOnxdHwFCkHpMqcwsVMrKHsDDSLo3YvNSSIX4zvxwgX1m03CQg3t1AvK7WcQQS8OujcgKG+mwWicBOVvoIHe1bm9lfFx0EgEtfKzJyj3MdASCOqPo6Be80lTqJ2fU4KSDKlLAEHLY6AbMj5QH4Wgln52Be2+ykkxpB5BPptp2zj3puYpqM+MUhRq62dfUH4/wxxmuqheQvp+PHGcySEMgjoNBIK2Bd2cDjrxQmcGgnrMqX+h9n52BO1s4b0HpAevJPmTpKAOfvYEbf3oO6ABIKg/KQrq4icE7RD6Ajo8RHEtIcMrH41eFal9WaRQlfiDDtqGpu34FerUPztn1Lf7J1cDjbqDOoSlJqjzvHoV6uxnw9A5XkUqCfWmuXw/Ajy8oG5+dgWdx8+wn80EQZ1nNrSgczXQYB+/OHUuKASlzBwbgJWhu9sdP6UJmvVn1JNMrXuhzn42DzPN1kCxk0SAn6Buk+tcqIefe0GZP6yhCQT1JyVBffzcCcr7aUxtQgl6pdSbqYWoQ1iKgjrNrmOhXn7uBSUpwYxQH9zw7N/Hbx5Ps37LRwBB/fysBZ2zgYY7zFQeacr8jHqf+XUq1NPPraC8nwfaBYL64y2owwS7FOrr50ZQ1s9T7hPsOOi/S0czP6N+XkG9/SwF5f28bw2hdpJuysOg435mJKj9FNsX6u9nIegqG0FNcAiDoDaplqz0ekJQC1IV1HqOLQslsnN+P0MeB832Wp0UhpJk2to5cJ0ky6HbEWonKedrdc4uKImfy8ELeVkO3Y6gp9vhMJPzNNtkEvi5uQFBISh9pq+eez8HLuRlN3BbAm3i875WJ4Ghppneerb81BpqNW5rwp4Pmuu1Ov0NNcr0t7N5ZD4nQc1wCEtaUJupNsmk9ROCQlC6TAo3t4Lub4fwE4ISQHdMkiaTzM7umSHavXir4u2BoP4QHjT3z6STc9k7cwmCZi+o8XTrM6nErFm1f9QJalW7AxDUH9KXHX0yibTc0X3pPRtBL6becJyxoIYzrsmkkbLJqvNzLoJePPu6+xhwCOo25d1MCh+79M5dykTQ6oOZTD6dySFMgqBGc97KJJBRx6p7h0ZQq9JdCCDo9kKIE6fTZyyoyazvM/1FHKB/8icEhaCm0/7W/MFcWfXugaAQ1HTi3xo/kiuas+chKAQ1nfm3XvIZoHt3R19Q9yfNlCCCdk5l+rYoOSlvPnxcvL6GoFOzP3juMB0rzX2ZCKrltvLy6exk/e1nCDoswLArtGjfHpexoA+fzqtvny/X9+8uIegk7IIahTI9oU3CCFp9bEPzTZ3btnn//nrr6vOC0Ncn4YHgCjD8dK4xM0To55KEvqCPp9Xas3Gtzm0DrTb09W100DF4O6j+/e/980GZntAmITpo/bmg+z352+2e0b6DQtBxmAXV3ak5o57pCW0S6qXOlqnrLx+2nRRrUENYBR1soB1BmZ7PFqGOg26WotszRp7+3DbNp7MP2Is3gldQ7b0ZC7rZqpetE8dBDeEUVN9ANWtQpuezRRSCDuAQBkEJWJmGMj2fLSCoP8IEHWqgvVCmp7NNDC91QlB7OAU1DWV6OttE8koSBLWET9DhBgpBIagxjIIahzI9nW0gqD+iBB1poJ1QpmezQxBBy92ki2IJOn4dLwg6ApegY35mI+jdi6P1+uJg8qrxDmEQ1JOVeSjTs9khyNuOD7ZfJi7W6RAGQf0YbaC5CLppnKWgOA7qDImg/dOTVuahTE9mFxyo9ydVQfsvro830FwE3Z9lh028MyyCTviZi6C7j73BTpI7PIJahDI9lz3CfHhYeQmFYmceh5mc4ViDTjXQfAQt3FRKVZZCUDc49uJXNqFMz2UPvJLkjxBBJxtoM5TpqewDQf2RIei0nxAUghrDIKhVKNNT2QeC+iNCUIMG2ghleiY1QFB/ZAhqFcr0TGqAoP4kK2jjMJNJA81I0P27PsYOhTqEQVALGgfqjfzchzI9kToCddDqxaTvx0ePpyOGOoRBUAuagtqFMj2ROkJ10Pp68WPniziEQVAL9oKaNdBdKNPzqAWC+pOqoEvLBpqRoLtN/OgJTQ5hENQFwwaak6CbTwh9s74ae0HeIQyCOmDqZx3K9DTqwWEmfxIX1NhPCApBjaEU1DKU6VkcIJSgV+UmfuJKNA5hENQa8waak6C7nSQI6gaZoBZ+bkKZnsQhQh9mgqBuUAlq4ycEhaB2rvhj5WcVyvQcDhLzJj709Ul4YL6AjBUrw8vN7An97DGgFRQ7SZ6QdNCVXQMtQpmewRFwmMmfRAUt9Fz1PlpEg2uhNAQVFGtQZ/wF3fg5JahHoTRAUH+SFHSj55SgPoXSAEH9SVHQavk55Wdn5MVeA92TZgoE9SdBQc12j9oDr94BQfi0mQFB/UlO0JWLnxAUglrgI6ihn9kKiuskEeAuqKme/WOe+a1BJ3AIg6BTGPupOSif3V48BHXGUVBzPXUvGkFQCGqKm6AdP0cPM3kXSgME9YdT0CGHHARdddvn6IF6/0JpgKD+MAo66JC1oKuen9aCYicpB0GV1RlEZILqFp9jgupGnsthpqwFVcpiP4VK0H7z3D360J9ohw5BcxD0ULOxHYZgDWqVV6MdOgTNQtDDQxdjOgwIqvF5JMtqC481aBaC/q42UvgqqhdUd+244ZyRNShBoURAUH+c9uKdNrx7jASdyICgFRC0hdo5sfJxdFrQ6YcfFpSiUCIgqD/Wa9CdCO6OTqxBzR7YsoFC0OwEnVbJZS/eqzWXUBRKBQT1x0vQcaHsj4N627mEoDkL2liDmmhlKSiFnUsImrWgg6/Fa+WyEZTIzpFPt4GgOQuqVcxYUDI7lxAUgo6w2lH9aCBo6y+mP4kBgnaBoG0m/Vg1GduLb/2P1b0GH8Xg4ScEhaADmu4V7N+9avwRBHUAgraxkkXjo15NCOoMBG3j6k1bSvOzmWwhK5QGCOpPOm+aM4GsUBogqD+5CIrzQSGoMQEEzfiM+qezxcvz6ta3xWLx6hKCTsIm6PDAMxb0y8n69vX19hY6qAkQlIxpQR8+1z3z6c9zCGpEAEHzXYPev//XdhP/8LHYxFdN9HlB6OuT8MByPRkyQj87ATAQ9JeTQtJyE3//63mjizr8a0AH9YSwUBri6KDX64dPu437bh3qEAZBPSEslIYYBH34JwS1hUlQykJpiEHQUsnNJr7cl3/6C4eZpoGgZBgIWuwbvbpc37+7LI+Dvty1UocwCOoHZaE0RCHoAA5hENQPykJpgKD+yBGUtFAaIKg/EJQRCOoPBGUEgvoDQRmBoP6IEZS2UBogqD8QlBEI6g8EZQSC+iNFUOJCaYCg/kBQRiCoPxCUEQjqDwRlBIL6I0RQ6kJpgKD+QFBGIKg/EJQRCOqPDEHJC6UBgvoDQRmBoP5AUEYgqD8iBKUvlAYI6g8EZQSC+gNBGYGg/kgQlKFQGiCoPxCUEQjqDwTVQfRZeBDUHwGC0hdK9WmiENQfCKoBgmqBoG7QFwpBtUBQJzgKxRpUBwR1gqVQGiCoPxCUEQjqT/KC8hRKAwT1B4IyAkH9SV1QpkJpgKD+QFBGYhY09AV0eAh9JaQeoZ+Q0KCDtqHpeoQdlKtQGmLuoA5hENQatkJpgKD+QFBGIKg/SQvKVygNENQfCMoIBPUnZUEZC6UBgvqTsKCchdIAQf1JV1DWQmmAoP4kKyhvoTRAUH9SFZS5UBogqD9pCspeKA0Q1J8EBZ2jUBogqD+pCTpToTRAUH+SEnS+QmmAoP6kIGiAQmmAoP5EL2iYQlPJhKBt5hY0WKGpZELQNvMKGrDQVDIhaJsZBQ1aKD5ZRAcEZbPTslB8NpMWCMpmp2WhEFQLBGWz83cICkGHLTMWlK6sPliDQtBRyyYF9a9lFOzFQ1Azy/qCuo3cEggKQXkyiYCg2QvKlEkEBM1cULZMIiBo3oLyZRIBQXMWlDOTCAiasaCsmURA0GwFZc4kAoLmKih3JhEQNFNB2TOJwEudeQrKn0lEtieLPJ0tXp5Xtx4+Ll5fQ1DqTCKyFfTLyfq28vLp7GT97efMBJ0hk4hcBX34fNm4df+u/skhLPp56ws6RyYRua5B79//a7uJv39/vX74VN58XhD6+iQ84CIwkWEg6C8nlZrrakO/ETSXDjpPJhG5Hmba9839rUwEnSmTiFwFffhnrWVua9C5MonIVdByL36ziX86+5DVXvxcmURkK+jDx8WrTevM6zjobJlEZCvoAA5hCcwbiZ8pFJpKJgRtQ+JnCoWmkglB20DQyDIhaBsSP1MoNJVMCNoGgkaWCUHbkPiZQqGpZELQNiR+plBoKpkQtA0EjSwTgrYh8TOBQgWdbpefoHNnEpHrCcvZCTp7JhEQFILyZBIBQfMQdP5MIrAGhaA8mURgLz4LQQNkEgFBIShPJhEQNAdB080UWigElZIptFAIKiVTaKEQVEqm0EIhqJRMoYVCUCmZQguFoFIyhRYKQaVkCi0UgkrJFFooBJWSKbRQCColU2ihEFRKptBCIaiUTKGFQlApmUILhaBSMoUWCkGlZAotFIJKyRRaqLugoa9PArIAHVRKptBC3QVNheehBzAXsgtVoQfAhux5ayC7UBV6AGzInrcGsgtVoQfAhux5ayC7UBV6AACMoUIPAIAxVOgBADCGCj0AAMZQoQcAwBgq9AB4+LZYlFfCFU91lfTWtX6loUIPgIcvJ6FHMAu35b/Cp7OTxtXSpaFCD4CFpz/PQw9hDr68/J/yYumfNxdNl4kKPQAWio3eYnESehQzUIp5//56/fBJ6r9IFXoALNz/ep5HFy0FvX0NQZMkh3UoOmjC5CIo1qDpUW71nv6SOmcNSjGfzj5gLz41vi0WL6Vu9JrgOCgAQVGhBwDAGCr0AAAYQ4UeAABjqNADAGAMFXoAAIyhQg8gGR5Pq4utH9A94lXxcD/8Qfd4IlGhB5AMj6dH1ddnX4ke8OrHv9frG/WG6OGEokIPIBk2gq6/HxMZ9XhaPdAFmfAyUaEHkAxbQddXB5vNfdH/7v7xXy+UOrorvrzZ3Hmw3n2/++k/i/+n/J062t15cbB9hP3jrQf+cpuROyr0AJKhFurm2dfH00Kjq2df714U7e9KlV9KoQ7W9X9lm717cbDtt9tflrdvCuW2rbPYuquj7SNvfln/dfWXdUaweiNBhR5AMuwE/fHvUrNSqbsXhWqbL//4o7qz+FLcrP6/6v7/KwUr7qnvrMz9qe6LV5udrvqXu0co/7LOmLvM2FChB5AMjQ56Ve3PF9v20qz6y03Z7WpR1zvtbqpd9frOcvN+1TwQ8P342df6l/UjVH9ZZ8xXYJyo0ANIhlrQYhlZb3mnBf1+/MMfzTuL9vm/p62u2PhlW1Bs3StU6AEkQ2Mv/mZ79LItaHlncxNffq+cK35T31k8yn/81Oqwje1/6xFucIS0QoUeQDI0joNWX2rt6i/NnaRqV6fW7O7FD7tflpvuegt/USrY/avdX9YZASuOAhV6AMmwfSXpqL692XY32mj3YFHVFy+K//G/qz307YtQ1R7Qhqv68bR/uc3IHRV6ALmx34cHJqjQA8iNq+z3y+1QoQeQF9WhfWCBCj0AAMZQoQcAwBgq9AAAGEOFHgAAY6jQAwBgDBV6AACMoUIPAIAx/h/4CA279lMUZwAAAABJRU5ErkJggg==)
El Salvador in Comparative Perspective:
All Democracy Ratings in 2019 for Countries in Americas
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)