Grenada’s Democracy Profile
David I. Crabtree 2022-07-14
Democracy in Grenada
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)
Political Rights & Civil Liberties in Grenada
![](data:image/png;base64,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)
GDP per Capita in Grenada
![](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///93cy9VAAAACXBIWXMAAA7DAAAOwwHHb6hkAAAU70lEQVR4nO2de3/ayBmFycaOt1GCnXWSOiXgJrhtcNnAgndxZFwFa77/Z+rowtUIxGUuR+95/4jAzvObo+yzcxNCNcVieVw11wFYrE1FQVleFwVleV0UlOV1UVCW10VBWV7XIYJ+3r1+24MRygJGPiZLQX1nASNTUEksYGQKKokFjExBJbGAkSmoJBYwMgWVxAJGpqCSWMDIFFQSCxiZgkpiASNTUEksYGQKKokFjExBJbGAkSmoJBYwMgWVxAJGpqCSWMDIlgUdB0HQVmqkD2+HatIM6qGKb3sU1A4LGNmuoNH7793766EatJN3caetRucU1B4LGNmyoFc/uqGaKjnRqkYfhvpd3NE9KQU1zgJGtivopPk1EVQP7clIH12FatLqaUEHjeS3r3T9xmKZqu2CKjUIgoYe6XtJLzqu54J+bHCIt8ICRra9io+79812pmp72oN2Pn0JKagNFjCyXUHH53E3zMZzLeh8DjqadaFuz6DqLGBky3PQll7Ft9KxPf7vMO408lX8fCHv9gyqzgJGtjzER5fTfdA3PbWwD6o7UgpqngWMbH8OGm74LQU1ywJG5qVOSSxgZAoqiQWMTEElsYCRKagkFjAyBZXEAkamoJJYwMgUVBILGJmCSmIBI1NQSSxgZAoqiQWMTEElsYCRKagkFjAyBZXEAkamoJJYwMgUVBILGJmCSmIBI1NQSSxgZAoqiQWMTEElsYCRKagkFjAyBZXEAkamoJJYwMgUVBILGJmCSmIBI1NQSSxgZAoqiQWMTEElsYCRKagkFjAyBZXEAkamoJJYwMgUVBILGJmCSmIBI/smqOsnlbAqXOxBfWcBI/vWg7o9g6qzgJEpqCQWMDIFlcQCRqagkljAyBRUEgsYmYJKYgEjU1BJLGBkCiqJBYxMQSWxgJEpqCQWMDIFlcQCRqagkljAyBRUEgsYmYJKYgEjU1BJLGBkCiqJBYxMQSWxgJEpqCQWMDIFlcQCRqagkljAyBRUEgsYmYJKYgEjU1BJLGBkCiqJBYxMQSWxgJEpqCQWMDIFlcQCRqagkljAyBRUEgsYmYJKYgEjU1BJLGBkCiqJBYxMQSWxgJEpqCQWMLJlQcdBELSTF3FHHybNoB6q+LZHQe2wgJHtChq9/969vx7qVyPtaSLp6JyC2mMBI1sW9OpHN0xf/P2fbTXRqkYfhlrQuFMPKah5FjCyXUEnza+poPHtd917RlehmrR6WtBBI/ntK12un1TCqnBtF1SpQRBoGUeNZHgf13NBPzY4xFthASPbXsXH3ftmW3ed8UIP2vn0JaSgNljAyHYFHZ/H3XDQGAVJNeZz0NGsC3V7BlVnASNbnoO29Cq+lSzakx407jTyVfx8Ie/2DKrOAka2PMRHl+v3QXVHSkHNs4CR7c9Bww2/paBmWcDIvNQpiQWMTEElsYCRKagkFjAyBZXEAkamoJJYwMgUVBILGJmCSmIBI1NQSSxgZAoqiQWMTEElsYCRKagkFjAyBZXEAkamoJJYwMgUVBILGJmCSmIBI1NQSSxgZAoqiQWMTEElsYCRKagkFjAyBZXEAkamoJJYwMgUVBILGJmCSmIBI1NQSSxgZAoqiQWMTEElsYCRKagkFjAyBZXEAkamoJJYwMgUVBILGJmCSmIBI1NQSSxgZN8Edf2kElaFiz2o7yxgZN96ULdnUHUWMDIFlcQCRqagkljAyBRUEgsYmYJKYgEjU1BJLGBkCiqJBYxMQSWxgJEpqCQWMDIFlcQCRqagkljAyBRUEgsYmYJKYgEjU1BJLGBkCiqJBYxMQSWxgJEpqCQWMDIFlcQCRqagkljAyBRUEgsYmYJKYgEjU1BJLGBkCiqJBYxMQSWxgJEpqCQWMLJxQR/Pakn98gcFdc8CRjYt6NPN66ebdz8v3rEH9YAFjGxa0ETN/mv18PIvCuqeBYxsQ9C7E/XAId4HFjCy8TloP7Xzjj2oDyxgZOOC6kmo6tdefCvnJwU1ygJG5jaTJBYwso05qC7OQb1gASNTUEksYGSzgt7VpnWS/WAcBEE7PbwdKjVpBvVQxbc9CmqHBYxsqQfNK3r/vXt/PYw+DNXoXMWddnqgoLZYwMh2F0nR1Y9umL/8MJxcD5ODFjTu1EMKap4FjGxUUN19/ryoLVyLnzS/TgXVXWd0FapJq6cFHTSSH73S5fpJJawK1/YeVKlBECQyRpdvempczwX92OAQb4UFjGx7HzTu3jfbaWfa6k170M6nLyEFtcECRjYvaLqSz1dK4/O4G2bjuRq053PQUYOC2mABIxsX9C6Zff68eK2yblOv4lu96djeaeSr+PlC3u0ZVJ0FjGx5oz66TPdBR0Gg56AL+6DJxhMFNc4CRrZ9JSnuhmpTuT2DqrOAkY0P8Q/JB5mmQ/z2cnsGVWcBI5vvQWdXO0tdjnd7BlVnASPb3maioC5ZwMgUVBILGNm4oLzt2CMWMLJpQXnbsU8sYGQb20y87dgXFjCyDUF527EvLGBk43NQ3nbsEQsY2bigvO3YIxYwMreZJLGAkSmoJBYwsmFB0/2lp5uyM1AKapYFjGxW0Mez7EMi/bKLeApqlAWMbFZQvYRfeUFBXbKAkY0KOr+AxH1QL1jAyBRUEgsY2aigyR5oVtyo94IFjGx2DnqXd5xzUymoSxYwsuFtpn56CennRel9JrdnUHUWMLLpjfr046ClL3RSULMsYGReSZLEAkamoJJYwMgUVBILGJmCSmIBI1NQSSxgZNOCPt2UvV2OgppnASObFrT8/ZwU1DwLGNn4EF/6IicFNc8CRjbfg+7wxUwU1DALGJmLJEksYGQKKokFjGxe0Lta7V35iajrJ5WwKlxrBe2//PPi3dPNCXtQD1jAyBa2mZKdJn6i3gsWMDIFlcQCRrawD/pn4ig/Ue8DCxjZ/CLpIdkGLesnBTXKAkbmNpMkFjAyBZXEAka2sg86e1YnBXXLAkY2v0hafFYnBXXLAka2sM2UHLjN5AULGJmCSmIBIxsf4vmsTo9YwMjme1A+q9MfFjAyt5kksYCRKagkFjAyBZXEAkamoJJYwMgUVBILGJmCSmIBIxsWtF/+hmMKap4FjGxW0P7Lv2ZfA05B3bOAkY0Kmn4x027fzuT2DKrOAkY2Kmj+IMTSH6enoIZZwMgUVBILGJmCSmIBI1NQSSxgZMOC7vZRJgpqmAWMzI16SSxgZAoqiQWMbFrQ9Gsbyt/USUGNsoCRzQr6dJPOPfmsTk9YwMhmBZ1+LyifduwHCxjZ/KXOJVMpqFMWMLL5fdC0eNuxFyxgZAoqiQWMbFnQcRAEbaWiy/QwaQb1UMW3PQpqhwWMbFfQ6P337v31cNLq6Ze9uNNWo3MKao8FjGz3Umd09aMb6n70XL8etCfXQxV9GGpB447uSSmocRYwst0rSZPm125uou5Fo6swOWhBB43kR690uX5SCavCtV1Q3W8GQSpj3GmocT0X9GODQ7wVFjCy7Wvxcfe+mS6PGsmAnwna+fQlpKA2WMDIhgVNlkl9PQU9yd6Oz+NuqMfz6LKdjPKzOeioQUFtsICRzQr6ePZaqf7JbDk/aelVvJ58pn6mw3y2ip8v5N2eQdVZwMhmBe2f5H9ML3VmG6CjIEj3Q+f7oLojpaDmWcDIFvZBE0FnV5Li7my6ubbcnkHVWcDIvNQpiQWMbFTQ+afs+GkmL1jAyGbnoNOvvZl3pRTUJQsY2fA2Uz95hIJezJ+U9JOCGmUBI5veqH88q9VqqaUU1D0LGNn2lSQK6pIFjExBJbGAkSmoJBYwMgWVxAJGpqCSWMDIFFQSCxiZgkpiASNTUEksYGQKKokFjExBJbGAkSmoJBYwMgWVxAJGpqCSWMDIFFQSCxiZgkpiASNTUEksYGQKKokFjExBJbGAkSmoJBYwMgWVxAJGpqCSWMDIFFQSCxiZgkpiASNTUEksYGQKKokFjExBJbGAkSmoJBYwsm+Cun5SCavCxR7UdxYwsm89qNszqDoLGJmCSmIBI1NQSSxgZAoqiQWMTEElsYCRKagkFjAyBZXEAkamoJJYwMgUVBILGJmCSmIBI1NQSSxgZAoqiQWMTEElsYCRKagkFjAyBZXEAkamoJJYwMgUVBILGJmCSmIBI1NQSSxgZAoqiQWMTEElsYCRKagkFjAyBZXEAkamoJJYwMgUVBILGJmCSmIBI1NQSSxgZAoqiQWMvCt7enpayFJQ31nAyDuyp6eLhlJQMBYwMgWVxAJG3ok9PaWg0Cxg5DJs5uTin+tZCuo7Cxi5BLvabxayFNR3FjByETs3slDPfQQdB0HQTl5EH4ZKTZpBPVTxbY+C2mEBIxewp/P6fERBo/ffu/fXw0TUt0MVd9pqdE5B7bGAkTcJuvCmFFtC0Ksf3VAfB29+1z3oRKuqe1ItaNyphxTUPAsYeT27YVjfwG4XdNL82s1MTIb46CpUk1ZPCzpoJD97pcv1k0pY/pdWM/9jx9ouqO47g6AxFXRczwX92OAQb4UFjLzIpp1miY6zqN0ygsbd+2Z7pQftfPoSUlAbLGDkBbbkuF7c7nZBx+dxN0zH82hpDjqadaEHnQFZP5s9pqCHtLtd0ElLr+JbvVzQuNPIV/HzhfxBZ0DWz2aPwhZvx5dut8QQH12u3wdN31JQ0yxg5MLLmHu0W0JQPQcNN/yWgppl8SLv028WtltG0G11eAqy3jV7qKDHapeC+s7CRT6o/6SgcCxW5Hzbc38/KSgaCxJ5aUP+iO1SUN9ZjMjL4zoFFcRiRN5428Yh7VJQ31mIyJvvKzqkXQrqO+t/5OcLIwoqiDXcbNkPDhey63gKKog122zpWy+K2LUwBRXEei7onmxxUVAw1mSz85vYSrP5X95EUlBRrIFmn3/a6PknjwpeL3l5yPy1bGYK6jt7/GbX933LP133enOvub3dckVBwVhDghb9fENtYo1lpqC+s0dvtrAX3NaDTt/s2W7JoqBg7HGbfb6pvvrLLa/3bHdvloL6zh6APpPsgNt/dyoKKojdH302TB9y++9ORUEFsQcKurrKsdAuBRXFHrEHtdQuBRXF7otm33G48NbdQucQloL6zu6HZjoCni4FRWP3Qo9/b5ArloL6zpZAV4fy2VvA06WgaOx2tHgxBHi6FBSNLSno2u0kwNOloGjsNrT4U0iQp0tB0dgCdPYJuM8brpsDni4FBWML5Ct3bQjvdCkoGLtu+C5/6RLudJ+zFNRv1psPDrtijyGogaeWyK7T7HEtMyPnP54/x+V0j0e6IBZ7UP/YpRG8CtfTD2EpqC9shbeKDmEpqCdslTfbD2EpqCfsynLdVrPesxTUC3bDvpGvkS2xFNQlW3Q5yHCzSCwFdciW2m/3K7J1loLaZldW61s3jjyI7JKloJbZxYU6Bd3OUlAbbFGvKeRy5SEsBTXFPv/oUfle84Bmq8ZS0H3YouuPq1J+XvPRo12vV3pwui5ZCroHu7KpXvx5uJ0+erS1WZEsBS1bq/PIDTX7S89Zq5GrwFLQTVViHln0+mjXK0H+qUyxFHRDlZpHFr0+oN1joVVgKeiGOto8koLuzVLQ1VoU8ljzSAq6N0tBV2rJy2PNIyno3iwFTWp1hW6rXcNoFVgK+rnslR4K6oKVK2hRr2liJU5B92ZlCVpiX9NIuxR0b1aUoKX2NQ20S0H3Z6sv6OpQvve+JgV1wVZH0IIrOoVD+c77mhTUBYsn6CYRV157s9lOQfdmMQQtK+JKrf59b/7VAZr1hfVX0DVSlhWxuNf05F8doFlfWL8E3SLl4s9XXxv/VBEFdcJ6JWgZKcV93Rtg5GoLuk1KX/7lbLGAkast6MKbXdhD2vWaBYxcWUG9vqJDQZ2wfglK1ptmfWHLCzoOgqCt1KQZ1EMV3/YoqB0WMLITQaP337v318O401ajcwpqjwWM7EbQqx/dUHeg10MVfRhqQeOO7kkpqHEWMLITQSfNr4mg0VWoJq2eFnTQSH78SpfrJ5WwKlylBVVqEAQNNa7ngn5scIi3wgJGdrSKj7v3zfa0B+18+hJSUBssYGQngo7P4244aMznoKNZF+r2DKrOAkZ2Mwdt6VV80nU28lX8fCHv9gyqzgJGdjPER5cr+6C6I6Wg5lnAyM7moOH6X7g9g6qzgJF5qVMSCxiZgkpiASNTUEksYGQKKokFjExBJbGAkSmoJBYwMgWVxAJGpqCSWMDIFFQSCxiZgkpiASNTUEksYGQKKokFjOyboJbrlax2hZ1uUbsU1Nd2hZ0uBUVrV9jpUlC0doWdbgUEZUksCsryuigoy+uioCyvi4KyvC7fBU3vcY4ug7fzQ3YDdBXbXbrDe+Vgr9385K23u5oiK88FHSdqTJptNaqHk1YvOeRfBGmx3exgvt3kBKP3vek3XS4d7LWbn7z1dldT5OW3oIM3v+v/mfPvhUoP18P8S3gst9vqmW93nPx3GbTzhpYPBptdaTc/eevtrqSYlt+CZqPN1JCsB83f2Wt3+WC43Wft2Wl2uaWFk7fa7rrzRRA0HWPf9PLZSf5FkPbazQ9W2k2+AitvaPlgttnFdlV28i7aXX6XFYKgyfT5H7c9PUFR47dDez1o3u60eQvtTpoN5aLjXmxXWexBl9tdSZEVhKAq/Qry/P8tG3PQpXbzg4V2o8u2mn3bur056HK7Kh8+rLe7miIrBEHTyee5ynvQ/Isg7bWbH8y3m/0Xmja0fLDXrspO3nq7z1JkhSBo8iScZGtMH970bO6Dztu1siE5CoL0kT+290FX2rW2D7rc7rMUWfkuKEt4UVCW10VBWV4XBWV5XRSU5XVRUJbXRUGN1dPNL3/ow+PZieskyEVBzdXj2Wv9Z//lX66DIBcFNVh3ugt9PHvnOgZ0UVCD9fPiRPVPVDLa12rJeP94VqvVXqvHv/0rfcvaXhTUZD28+Pev3xI/T3R3+vKvnxfv0m6V09LyRUFNlu45k2noQ9Jdajv/l8xGH3/9xmG/fFFQo5Wqqe5qaWlXH/ThxbfHpFtllSoKarRyQfOF/M+LF9/SHpSCli4KarQyQR9eZEI+JKI+sAfdpSio0coEfbrRZmoxE1EfzyjoLkVBjVYmaLrNlPSifX34z8U7Clq+KCjL66KgLK+LgrK8LgrK8rooKMvroqAsr4uCsrwuCsryuigoy+uioCyv6/9TCGV7nWEXDgAAAABJRU5ErkJggg==)
Relationship Between Income & Democracy in Grenada
![](data:image/png;base64,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)
Grenada in Comparative Perspective:
All Democracy Ratings in 2019 for Countries in Americas
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)