Argentina’s Democracy Profile
David I. Crabtree 2022-07-14
Democracy in Argentina
![](data:image/png;base64,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)
Political Rights & Civil Liberties in Argentina
![](data:image/png;base64,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)
GDP per Capita in Argentina
![](data:image/png;base64,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)
Relationship Between Income & Democracy in Argentina
![](data:image/png;base64,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)
Argentina in Comparative Perspective:
All Democracy Ratings in 2019 for Countries in Americas
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DKiizr/JAraOolFhwAQUE0CAqiQVAQDYKCaBAURIOgIBoEBdEgKIgGQUE0WQrqj8/xvYaguVKcoA+DoLmSraAmh2l39XVVzTfNVxvjZIKeTpYuqQlBsyZXQW0O0+5y1og46x3RBxf15tn3NqmJbKasiZ7NNJKg6sftq2uVbaO+bISIiXHqVgAqXUTDDJoruc6gNodpT1AX46TCmRT6OYLmTa6C2hymnqBdjJMLHVl0d1MImivZCarmSpspun2+7AnaxTipNej2xVub1ISgWZOdoPWm6uUw9S/xXYyTuYu3SU0ImjX5CToIBM0VBAXRICiIBkFBNAgKokFQEA2CgmimLmgG8SyUPV5Z5weCUlZkWeeHXEFTX8HgAAgKokFQEA2CgmgQFESDoCAaBAXRICiIBkFBNAgKoilAUJUg0mWI9I73dsgjaK6UIKiysN2/ef8lBM2ZUgTdXS23L1+fXptAplUzpc6YQUugFEG35zfbs0V96wKZlLBOULKZMibLbKY7guo1qMlyUOhApvWcNWgRlDKD7i4XxkYTyKTimRC0BEoRtF7ZTJE2sglBi6AUQV04kwlkai7wCFoGJQhqPwfVNupApv9+oY78ZwQtgAIEDQFBcwVBQTQICqJBUBANgoJoEBREg6AgmqkLmkE8C2WPV9b5gaCUFVnW+YGglBVZ1vkhV9DUSyw4AIKCaBAURIOgIBoEBdEgKIgGQUE0CAqiQVAQTe6C3glm6m+UQ9ASyF7Q/WCmB+1E0IwpQlC1Df72Qgc26BlURzPZIwiaN0UIqnJEVvN6PWsv8UpZc6Qmmylrcs9mcsFMKjXs9tW1E3Q9r+0R8zZm0FwpYgbdXS5uVVbDiUu0U1OqPYKgeVOEoPVqYedKI6iOZmpnTwTNmSIEVVfzZsW50RGMzT86mskeQdC8yV5Q9zloc0U/WZoZ9DsdzTQ3RxA0b3IXNBAEzRUEBdEgKIgGQUE0CAqiQVAQDYKCaKYuaAbpF5Q9XlnnB4JSVmRZ5weCUlZkWeeHXEH/E8gGQUE0CAqiQVAQDYKCaBAURIOgIBoEBdEgKIgGQUE0mQmq9m/68UWHIWi+ZCbo5s38/YJ6XkHQXMlL0N3VHz6/qbcvX59e315UTz9rM8POv6oqlS5y+raZRPUTsyPZ5TIiaK7kJej2/Ga1aMxbmFiGE5cQtj3rxTbYJ2o1YKbU94WHpT7/cIC8wsPWjXo6wk4H2+yull1mmF2AunAmc7E/HB6W+vzDAbKaQXeXVdVc0V08mBK0zQx7QNBV1QaEImiuZCWosrJeLfozaJsZdk/Q24tFd9eEoLmSlaBrdc+zmZnpsV2DmsXnPUH1j+eH4hdTn384QE6C7r5U8+Ht777RiXYX1Scm+dtkhqmv3aW+i7eX+HVVPX29QNC8yUnQu/g/9rwHguZKroKq+6WT9/1XJQQtg1wFfSQImisICqJBUBANgoJopi5oBukXlD1eWecHglJWZFnnB4JSVmRZ54dcQVPHX8IBEBREg6AgGgQF0SAoiAZBQTQICqJBUBANgoJoEBREE1vQfriSP0rpYXaXaoeRCgzpIkMMq8WDb0XQ/IktaD9c6VF2doKq32q3ayJo4UQW1IYr9aOUapOy5PZidolK5pFLWlLvet0KurtautdVUNPqjX5oS9i3BmUzpT7/cIDIgrpwpV6Ukt3h7uIW2kQl+8i+V7+r6mbQ85v2dRXU1BZzBRv/g7KZUp9/OEDkbKYuXKkNWbAZIQ8lKvVil/S7emvQRtnudX2JN4kje28NyGZKff7hAHFn0H64UhsEYlKWHkhUWu2/1y41zSVeCdi+Xn+77AnaKRuQzZT6/MMB4graC1fyzKBdopJ9dH8G1a+uFr3XlY7Ni/tvDctmSn3+4QBxBe2FK3U5SmYNqpaM69NeopJ9tL+wdII27+69Xq9mbv3alLBvDctmSn3+4QBRBe2HK7VRSi5laV1Vn77qJyqZR07QZnVg7+Ld56Dd63VzF69iRmwJ+9agbKbU5x8OEFVQL4/9RPTRIGiupBf0kSlLCDot0gsaBQTNFQQF0SAoiAZBQTRTFzSD9AvKHq+s8wNBKSuyrPMDQSkrsqzzQ66gqZdY02aQVAgKsRgkFYJCLAZJhaAQi0FSISjEYpBUCAqxGCQVgkIsBkmFoBCLQVIhKMRikFQICrEYJJVcQW8vun3EhuCtIt4Rpm7RtBkklVhB1T7iem0SGx6Ld4SpWzRtBkklVtC9/cYvrlUo01uV+2Cym0wS0+7q66qab5ovPeG28613hKlbNG0GSSVW0N2lmT2doGeLXnaTTWLaXc4aVWduJ/16pn6BbCapHDd4KYBRBa3rjd7/2Uu46SWG1TqJSaXeqa/GV6Us2UyyGTTriZ1BNV3WyF1BdRJTX9Dmlqrdz+wdYeoWTZtBUokVdKOv13sZYb3sJpPE1Bf0Ve8O3zvC1C2aNoOkEiuovou31+716fUDnj5f9gTVEU3unt87wtQtmjaDpBIrqP4ctItgunOJN0lMfUGbt7eJJd4Rpm7RtBkklVxBPwDvCFO3aNoMkgpBIRaDpEJQiMUgqRAUYjFIKgSFWAySCkEhFoOkQlCIxSCppiVoBvEslD1eWecHglJWZFnnh1xBU1/kps0gqRAUYjFIKgSFWAySCkEhFoOkQlCIxSCpEBRiMUgqBIVYDJIKQSEWg6RCUIjFIKkQFGIxSKosBTX/E/k5gubFIKnyFNTG4iBoVgySKl9Bd5cLG8hkc5u69DvvCFO3aNoMkipfQbfPlzaQyeY2WUHJZpJKxBSmh4knqF6DLmobyOTkZAaVzaBZL98ZtDbZDtXJEkHzYJBUeQtqApkQNA8GSZW1oDaQST21EU4IKphBUuUtqAlk0k9NhBOCCmaQVFkKegjvCFO3aNoMkgpBIRaDpEJQiMUgqRAUYjFIKgSFWAySCkEhFoOkQlCIxSCppiVoBvEslD1eWecHglJWZFnnB4JSVmRZ54dcQVOvwqbNIKkQFGIxSCoEhVgMkgpBIRaDpEJQiMUgqRAUYjFIKgSFWAySCkEhFoOkQlCIxSCpMhF0U1XVDEHzZpBUeQi6Ob2ud5f+tDAEzYFBUmUhqIphquvt+Y3d/b5a6CdnKl1ke/6V+lGbZwgqmEFSZSFou83YCrqZ15u52gnfPN6e6b3x9llNNpNcIqYwPczxBD2/2RP09vObb3X2Yi+YqW6DRphBhTJo1stmBm0u4W0K0+7qD583yq6q6rQTVD9DUMEMkioLQc0atLmKOxvXb+b17YUOXXSTqnmGoIIZJFUWgtabk6X+5hKYVDaoNvO5c9Y+Q1DBDJIqD0H1Pfppl8C0+9I8fvp60U6q+hmCCmaQVJkIetfX3773Ze8IU7do2gySKktB1yfe/38CgsplkFRZCnoI7whTt2jaDJIKQSEWg6RCUIjFIKkQFGIxSCoEhVgMkmpagmaQfkHZ45V1fiAoZUWWdX4gKGVFlnV+yBU09SqsZBA0HO8IUzexZBA0HO8IUzexZBA0HO8IUzexZBA0HO8IUzexZBA0HO8IUzexZBA0HO8IUzexZBA0HO8IUzexZBA0HO8IUzexZBA0HO8IUzexZKYnqNooV1XBgUwImpYJCqq2uauNxgiaAxMVVGU22JSwl69Pr21E2O1F9fSzNsbBHDSJYgiaiokKun2+bFPCFrWLCFvNVYyDCxUxB3WiWE14WCoihoANZWxB9RrUZDHYlDD7UKWE7a6W+7lhbaIYM2gSJjqDatqUMPewuZT3BdUHbaIYgiZiuoL2UsLsw/0Z1OWGqUQxBE3GdAXdTwnTEWFmDWqjxNzBNjsMQVMwXUF7KWEuIqy5i//kaumixOxBnSiGoKmYnqCB+nZH2kQx7whTN7FkELRjd1lV9/LDeoli3hGmbmLJIGg43hGmbmLJIGg43hGmbmLJIGg43hGmbmLJIGg43hGmbmLJIGg4Uf60lM2urPMDQSkrsqzzA0EpK7Ks80OuoKnXaSWDoOF4R5i6iSWDoOF4R5i6iSWDoOF4R5i6iSWDoOF4R5i6iSWDoOF4R5i6iSWDoOF4R5i6iSWDoOF4R5i6iSWDoOF4R5i6iSWDoOF4R5i6iSUzeUG3Z7Pm++p0b6fH/Y0fCJoIBH3+X27q288eNBJB04OgL/5tWW/f6N3x1amOv1nPzGZ5tUHJHETQZCDoi39f1P/vmxdWzfr21Xc6D0fFi22e3ait8s9UsgjZTGmImLE0lGML+va3uy/fmrCwW70dfu4SR3Q4UxfV6P0rlLqJJcMM+uLP//v7/6ajbiq961iniby4NpmLStPdFYKmA0FfXH/79dwmMylWb2bMoHJA0BfXNhPULDe353/T+WE64vbFdbsGRdA0IKieLNvbdnNv9Ffu4qUweUEfgXeEqZtYMggajneEqZtYMggajneEqZtYMggajneEqZtYMggajneEqZtYMggajneEqZtYMggaTpQ/LWWzK+v8QFDKiizr/EBQyoos6/yQK2jqdVrJIGg43hGmbmLJIGg43hGmbmLJIGg43hGmbmLJIGg43hGmbmLJIGg43hGmbmLJIGg43hGmbmLJIGg43hGmbmLJIGg43hGmbmLJIGg43hGmbmLJTEXQ7VmldxXb1CW1x7iLY3ogikntTUJQAUxGUOug3U180ei3drs1EVQw0xRUf1f73dXEqrYXvz2/UQEN5qmaX5++XtgdnduXr+1c6x1h6iaWzDQF3V2a2VM7qjYd//mqeXD+vXmqd8g3otqN8md6LiWbKQ0RM5aGMo6geg3a6GZF3eiYGy2pzgpbz+vmH/NUxYk0l3ibKtJd/71/hVI3sWSmOYOah88bQ1fqZklHMf3tqve0ebSwuUwImpRpCrpRqcqNg+pmyeSK7K6+Ob+xT5lBBTFNQfVdvJWvmUjVD5u6qOfV/TUogqZkMoLqNWi16H0Oqtag60rdrzsx7dNm+uzfxSNoSqYi6Bh4R5i6iSWDoOF4R5i6iSWDoOF4R5i6iSWDoOF4R5i6iSWDoOF4R5i6iSWDoOF4R5i6iSWDoOF4R5i6iSWDoOFE+dNSNruyzg8EpazIss4PBKWsyLLOD7mCpl6nlQyChuMdYeomlgyChuMdYeomlgyChuMdYeomlgyChuMdYeomlgyChuMdYeomlgyChuMdYeomlgyChuMdYeomlgyChuMdYeomlsxUBXVZTb7Xib4RwmQFvR/HhKASmbygtxc2805/kc0kjakLqmbKzbO/GkFvyWYSR8SMpaEcR9C9rCY3g9ZkM0lj6jPo9vymLyjZTNKYvKD9GZRsJnlMXVC1Bt2++K5ZfK7N1Ek2kywmK6jNajJ38SqU6dNX12QzyWOqgg7BO8LUTSwZBA3HO8LUTSwZBA3HO8LUTSwZBA3HO8LUTSwZBA3HO8LUTSwZBA3HO8LUTSwZBA3HO8LUTSwZBA0nyp+WstmVdX4gKGVFlnV+IChlRZZ1fsgVNPU6rWQQNBzvCFM3sWQQNBzvCFM3sWQQNBzvCFM3sWQQNBzvCFM3sWQQNBzvCFM3sWQQNBzvCFM3sWQQNBzvCFM3sWQQNBzvCFM3sWTyFNTsKLofTlP3M2386Tbm1099L68W9tfvVPCOMHUTSyZTQZU5apPwMIx462c3BwS9c9w7wtRNLJmMBdWhC2bn5e7q66qab5ovPfGdf6WmV/Ums2fTRC7Zw3V/M7z59dtX/0e/zcY3rN7YX+8qIGgqchZURSmZveu7y1lj4cxKtT1zG9pN8tL3JnLJHt6bQZtfX88aCZ/dbOy2eCWo/l3zj6lwQzZTKiJmLA3FK+juamnTP5pH6pkNArGi7S0imzd2AUwumEkrrsKYmsWCDbnRgi5s8s2dZaj3r1DqJpZM5jOozU/yCnpulplt5FJ3cd+oC3dz/VYptspTG8akvr5d9gQ9v0HQlOQsaHPpDZpBbeTSvqAq6kbNnrVdK+zPoM2VnRlUBBkLqu/i7RrUI6hJXnprIpfuCKrWrfbXby9m+odJaKpXs85vU4EA22RkKmj7Oai7i39Y0C556enrxR1Ba3XTZF6//d2/6Vt1m9DU3MWbe3ru4tOTp6Ajo9egh/GOMHUTSwZBEVQ0CBqOd4Spm1gyCBqOd4Spm1gyCBqOd4Spm1gyCBqOd4Spm1gyCBqOd4Spm1gyCBpOlD8tZbMr6/xAUMqKLOv8QFDKiizr/JAraOp1WskgaDjeEaZuYskgaDjeEaZuYskgaDjeEaZuYskgaDjeEaZuYskgaDjeEaZuYskgaDjeEaZuYskgaDjeEaZuYskgaDjeEaZuYskgaDjeEaZuYslMT9CNyWywPJww9nA6k3eEqZtYMpMTVO0rVuE2AYLexTvC1E0smakJavbHqd3uZsNylyDWCyDr4sNs7hiCJmNqgm7auXPlEsbuB1sd2LcAAA9MSURBVJB18WG3JnesJjwsFRFDwIYyrqAz+8CG5igJ78XndPFh7p0a71+h1E0smanNoG0YmI0ds/kh+wFkXXyYzR1D0GRMTdB2DXpoBjXxYTZ3DEGTMTVBu7v4e2vQvqC9+DCVO4agyZicoO3noPfv4nuCuvgwmzuGoMmYnqDD8Y4wdRNLBkHD8Y4wdRNLBkHD8Y4wdRNLBkHD8Y4wdRNLBkHD8Y4wdRNLBkHD8Y4wdRNLBkHDifKnpWx2ZZ0fCEpZkWWdHwhKWZFlnR9yBU29TisZBA3HO8LUTSwZBA3HO8LUTSwZBA3HO8LUTSwZBA3HO8LUTSwZBA3HO8LUTSwZBA3HO8LUTSwZBA3HO8LUTSwZBA3HO8LUTSwZBA3HO8LUTSwZBFXZIV16iN0s5x4iaGoQVGvY7tz0hDUhaCoQVBupt3O6bZ7bF2/Pb5pD35DNlB4ENTPoeW+j/PbFnxtft+d/JZspPREzloZybEH1GvTZTRc10vyzntfrOdlMAmAGNZd4HXTThTVtz/+mH5LNlBoENfPkarE3gzYL0PMbspkEgKDaP513061BVeTNvCabSQAI2n4O2ruLN1aSzSQABA3HO8LUTSwZBA3HO8LUTSwZBA3HO8LUTSwZBA3HO8LUTSwZBA3HO8LUTSwZBA3HO8LUTSwZBA3HO8LUTSwZBA0nyp+WstmVdX4gKGVFlnV+yBU09WVQJuN0H0HD8Y4wtQoyGaf7CBqOd4SpVZDJON1H0HC8I0ytgkzG6T6ChuMdYWoVZDJO9xE0HO8IU6sgk3G6j6DheEeYWgWZjNN9BA3HO8LUKshknO4jaDjeEaZWQSbjdB9Bw/GOMLUKMhmn+xMT1OzQfDDeZne5uH8QQYczTvcRFEGPxDjdn6ygdg/n+VduR+fT1zq7Qe3qfPn69NqGMm263AYEfRzjdH+ygtpd8Gf6h35WtYKeLWobyqTSHNYz9ZtkMz2WiOlIaRlVUL0JvpkUuxwR56FNv+nlgzZHlact3r9CqVWQyTjT01Rn0C6JqVVytS+oCWVqjD5xjnpHmFoFmYzT/akKemgG7YUyqSUAgj6ecbo/VUG7JKb2WbVQF/T16bU7uH2+VHIi6DDG6f5kBW2TmPTX7lJHMK2r6tNX5hJvQ5lW3MUPZZzuT0zQD8I7wtQqyGSc7iNoON4RplZBJuN0H0HD8Y4wtQoyGaf7CBqOd4SpVZDJON1H0HC8I0ytgkzG6T6ChuMdYWoVZDJO9xE0HO8IU6sgk3G6j6DhRPnTUja7ss4PBKWsyLLODwSlrMiyzg+5gqZe7clknO4jaDjeEaZWQSbjdB9Bw/GOMLUKMhmn+wgajneEqVWQyTjdR9BwvCNMrYJMxuk+gobjHWFqFWQyTvcRNBzvCFOrIJNxuo+g4XhHmFoFmYzTfQQNxzvC1CrIZJzuT0jQTVVVs7sHH0zB8bzmHWFqFWQyTvenI+jmVO2NmyNoLMbp/mQENdlg2/N2p7EOX9J7O80Gz93V11U1b6bZuQkgWXTvQtAhjNP9yQjaTocuq8GEL9lN8etZY/Cs0XG2/5p9VJPN9HgipiOlZSRBz2/2BFUPb185CZtHu6ulCsOpbRzT7avr7l3mN71/hVKrIJNxpqdJzaA6aKkVVGcyKEEvmrunk+WeoO61up/c4B1hahVkMk73JyOoWYP24phM+JINZlJv6ATtvdZFNCHoIxmn+5MRtN6olLrmWz+A6fmyi2nqCdq9Zh8h6ADG6f50BNU35KcmdelTlUurw5d2l/ou/mTZn0Hta8pOG9GEoI9nnO5PSNAPxjvC1CrIZJzuI2g43hGmVkEm43QfQcPxjjC1CjIZp/sIGo53hKlVkMk43UfQcLwjTK2CTMbpPoKG4x1hahVkMk73ETQc7whTqyCTcbqPoOFE+dNSNruyzg8EpazIss4PBKWsyLLOD7mCpl7tjc2gNmVg0pHKOj8QNBaD2pSBSUcq6/xA0FgMalMGJh2prPMDQWMxqE0ZmHSkss4PBI3FoDZlYNKRyjo/EDQWg9qUgUlHKuv8QNBYDGpTBiYdqazzA0FjMahNGZh0pLLODwSNxaA2ZWDSkco6P44vaPd/k2+f241zCHqQDEw6Utl0gt554h1haqHGZlCbMjDpSGVTCOrCmb67qE7fMoOGkIFJRyqbQNAunKm9xE8pmylirlEJRBS0mTcrF3VjwplYg4aSwVR3pLIRBe3WoC6cCUFDycCkI5VNIGgXzoSgoWRg0pHKJhB0L5wJQYPIwKQjlU0gaBfOtLvkLj6MDEw6Utl4gh7AO8LUQo3NoDZlYNKRyjo/EDQWg9qUgUlHKuv8QNBYDGpTBiYdqazzA0FjMahNGZh0pLLODwSNxaA2ZWDSkco6PxA0FoPalIFJRyrr/EDQWAxqUwYmHams80OuoBmcRMoer6zzA0EpK7Ks8wNBKSuyrPNDrqCp14yPI4OW51XW+YGg45BBy/Mq6/xA0HHIoOV5lXV+IOg4ZNDyvMo6PxB0HDJoeV5lnR8IOg4ZtDyvss4PBB2HDFqeV1nnB4KOQwYtz6us8wNBxyGDludV1vmBoOOQQcvzKuv8+HBBt2eLut21iaDjMt2yYwqqQkOG2YmgB5hu2REFffHvs3YGvb2oTpYuJezl69Nr81Adf/rZUu+Mb1PEEPQw0y07pqDXKxcZsrtc1Jtn39uUsObabwPD6tW83pw4Qd3BksLDIsZqTYNRBb39/OZOXohNCXMPm3/q3VU7g5qD5o3ev0KplXscGcxJeZUdVdB6PbeCnt/oYy4lrH3YHO8LunJpdwj6fqZbdlxBd1ff9GbQLiXMPdyfQe1BBD3MdMuOK6i+lbdr0O2Lt21KWG0Dw+waVC0+16cuRQxBDzPdsiML6rwzd/FtSlhtH6rjn1zpFz595VLEEPQw0y07nqCPE/ke3hGmVu5xZNDyvMrGFXR3WamZFUEfy3TLxhX0PXhHmFq5x5FBy/Mq6/xA0HHIoOV5lXV+IOg4ZNDyvMo6PxB0HDJoeV5lnR9yBc3gJFL2eGWdHwhKWZFlnR8ISlmRZZ0fcgWNtXoc53xm0PK8yjo/EHSc85lBy/Mq6/xA0HHOZwYtz6us8wNBxzmfGbQ8r7LODwQd53xm0PK8yjo/EHSc85lBy/Mq6/xA0HHOZwYtz6us8wNBxzmfGbQ8r7LODwQd53xm0PK8yjo/EHSc85lBy/Mq6/z4YEHVPrm6dvuND3N354d3hAg66bKjCVqv5+4bgo7OdMuOJ6gNZVAbN0+vm2dfuTCm5tmqqqqZ235s3yAtm2mc85lBy/MqO56gSk4l6Wper2eNe/N688w9q/t5IvYN0rKZIuYNQTjjCaou780/yjobyGQd1PFLzSv7h8RlM43zFz6DOSmvsiMKuj3/m7nCq63FbbqNfqan1v1D4rKZxjmfGbQ8r7IjCrr78m2joZ0SnY3mmbr83zkkLptpnPOZQcvzKjuioPX6jbqHX+nFZ2/B2TzTN/c2kal7g6xspnHOZwYtz6vsmIIa2Wy4cnfLfrLUV/VqbhOZujeIymYa53xm0PK8yo4p6AfhHSGCTrqs8wNBxzmfGbQ8r7LODwQd53xm0PK8yjo/EHSc85lBy/Mq6/xA0HHOZwYtz6us8wNBxzmfGbQ8r7LODwQd53xm0PK8yjo/5AqawUmk7PHKOj8QlLIiyzo/5ArKJX7SZZ0fCDrO+cyg5XmVdX4g6DjnM4OW51XW+YGg45zPDFqeV1nnB4KOcz4zaHleZZ0fCDrO+cyg5XmVdX4g6DjnM4OW51XW+YGg45zPDFqeV1nnB4KOcz4zaHleZZ0fCDrO+cyg5XmVdX4cWdBNVVXPutim1eLeO7wjRNBJl40jqNrMWa86QxGUsoFEEVRtONb5d+1m5Dc6lIlsJsoeIoqgGzd3toLqffFkM8FB4gg6q+8IunCXebKZKPteogjaxto6Qb9dGkHJZqLsAaIIen8NulDPyGai7EGiCNrexbfxTDoflGwmyh4kjqDt56A2nqm5iz9Z1mQzUfYgkQQ9jHeECDrpss4PBB3nfGbQ8rzKOj8QdJzzmUHL8yrr/EDQcc5nBi3Pq6zzA0HHOZ8ZtDyvss4PBB3nfGbQ8rzKOj8QdJzzmUHL8yrr/JAraAYnkbLHK+v8QFDKiizr/EBQyoos6/xAUMqKLOv8SC6ol5+nHsCjYLRHAkHHgdEeCQQdB0Z7JBB0HBjtkZArKECNoCAcBAXRICiIBkFBNEIFvb3oZ45JZ111+/zFozd853N+ZQq6u1zU69nh9wnhgUw0sWzUX6WMzq9MQVUwThvtIJ7d1TL1EIJZnXzTnNeMzq9MQVVmjoklyYHmetml9YlHx2bkc35lCqpi8TI5gQ0qJSWfWVQJmtH5lSloRn/DHdmsQ5lBRyCjNZIjK0EzOr8yBd1dznO5y6zNgmT3ZRbtro2gGZ1fmYJm9DmdYl3pTLQ84HNQgPFAUBANgoJoEBREg6AgGgQF0SDoiPzjiyeKj8ar+K4p95Pfj1cvPxB0RP7xxcf6+8/+MlLBdz/9U13/8OSfRyqXIwg6IkbQ+u+/Gcmof3yhC/1xNOEzBEFHxApav/vIXO6b+e/HX/7PXzx58vGPzbd/Ngc/qtufP/7qfzTvUa89+bg9+MePbIWuXu35TfvvqHWFQqdZBB0RJ9QPP/vLP75oNHr3s7/8+Itm+nv3RH1TQn1Uuy81zf74i4/sfGtfVI9/aJSzU2dzdX/ysa1sXnS/rX+z/Xf88vdK0jINRdARaQX96Z+UZkop7Y359svf64PNN21UbY//h7p+N0fcQW3ur/5kS74zN13uxbaC+s3239G+u0AQdER6M+g7fT/fXNv17Ga//aAWk07UutXuB32r7g6qy/u7/gcBf//Nz/7iXnQV9G+6f0f9x1E/OZAFgo6IE7RZRr6zNzaHBf37b37y+/7BZvr8v1/sXa57L+4L2t08/f03T35a5jSKoCPSu4v/wX56uS+oOti/xKuf2rnmFXewqfJPv9qbYXvX/70KP/Q/IR3towNhIOiI9D4H1d+cdu5b/yZJ3+o4zX78xU/aF9Wl212w/6gUvPtb7W+6f4eeXlu/CwNBR8T+l6SP3WNz7e5No3c/LNJSNSvIn/wvfYdul5K9G/J3rt6Dv2n/HXYRm+APHAEElUfRd+WPBUHl8e7jw++ZDAgqDf3RPjgQFESDoCAaBAXRICiIBkFBNAgKokFQEM3/ByzIEu1Ij/kYAAAAAElFTkSuQmCC)