Italy’s Democracy Profile
David I. Crabtree 2022-07-14
Democracy in Italy
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAqAAAAHgCAMAAABNUi8GAAAAxlBMVEUAAAAAADoAAGYAOpAAZrYA//8zMzM6AAA6ADo6AGY6OmY6kNtNTU1NTW5NTY5NbqtNjshmAABmADpmAGZmOgBmtrZmtv9ra2tuTU1uTW5uTY5ubqtuq8huq+R/f3+OTU2OTW6OTY6OyP+QOgCQkDqQtpCQ27aQ2/+rbk2rbm6rbo6ryKur5P+2ZgC22/+2///Ijk3I///bkDrb/7bb///kq27k////tmb/yI7/25D/27b/29v/5Kv//7b//8j//9v//+T///8qr56WAAAACXBIWXMAAA7DAAAOwwHHb6hkAAAXEklEQVR4nO2dC3sTV5qETUAhs5AQz+7ac9lMMnh3yOzgTfAkGO9gjP7/nxq1Ssa6nL5JXUdVQ71PHmSDPlcd5aXVarWak3kIwpwcu0AIXUTQIE0EDdJE0CBNBA3SRNAgzUhB/zSG81H3thhKu9IQR00QQTWDrNpx1AQRVDPIqh1HTRBBNYOs2nHUBBFUM8iqHUdNEEE1g6zacdQEEVQzyKodR00QQTWDrNpx1AQRVDPIqh1HTRBBNYOs2nHUBBFUM8iqHUdNEEE1g6zacdQEEVQzyKodR00QQTWDrNpx1AQRVDPIqh1HTRBBNYOs2nHUBBFUM8iqHUdN4CvobDbb/XL4b5b/fLJ2fUOHtu8JKt7zwMz1nxlBe5nNPj1gD18O/83yn0/Wrm/o0PY9QcV7Hpi58TMjaC+zaam8JE7RAYJO9DBF0F7WHq+HL4f/Zrag2YJmH7Rj6ND2PUHFex6Yuf4zI2g/6/8HDk06gqD7JQ0WtHTP8nBexR+y9A4iaMdMBB2/iomHNh7tg5Oq74PumzRwH7R0z5bRCHrI0tuJoB0zEXSPVUw8FEE7ZiLoHquYeGhaQYca6iHorHjXCEpYeiubj7aboAPS2pK6RjsFbRuMoIcsvZUI2jETQfdZxbRDUws60FALQT8dWR80GEEPWXobW4+2maBDslqTOoa7BG0di6CHLL2NCNoxE0H3WsWkQ9MLOsxQB0Ef7rB+1whKWXoL24+2l6AHJrWPdwjaNzSSCNpNBO2YiaD7rWLKIYaghz3xTh20v6Dl5/UIyll6CxG0fSaC7rmKCYd2Hm0rQQ8+XtD9eqcoaP9L/3FE0E44gh5y+HzMEFfQ8tH5CEpaepkI2j4TQfddxXRDu4+2k6ATvOvf9a5lUdAhb+CPIoJ2wRJ0/5PgxgxxBS2fYxdBWUsvEkHbZyLo3quYbKjwaBsJOsm5++3nHhcFHXSW8ygiaAc8QfvtURd09w9mfZkR9JCll4igEbSVA1Yx2VAEjaCtHLCKqYZKj/ZkSX36HBw01M+epPKPOS/9dvEaDoODBg1x1AQRtPeHTxoUQUcyjaD7XYGqZ+kjrp81naDdF92a7oJle7Ur9ux7bIdfcWwEZoLueQ2/7qWPuQLhZPug3ZctPPSiif2r72xX7Nn32PZmfjaCDmfY0sfM8wWdjv3bDak0bEmDg4YNcdQE2YKuU/zxw5fUV3laQTsy+5Y0OGjYEEdNkH3QDYo/fviS+ioP9zP7oCvqv4ofLuihSXsNlQSlBBGGjtWOoyaIoFtE0PFDHDXBEY6DDt0HPTxpr6HdfVBS0PRDETSCThg0/VAEjaATBk0/FEGneatz0FGPMX5SBd34PoKWhjhqggi6w6zj2whaGuKoCSLoDhF07BBHTXCUs5m65Dvvv8uIpH2GZh3fRdDSEEdNEEF3mbV+E0GLQxw1QQTdJYKOHOKoCY5zwnKHfud9dxiXtM/QrOXryYOmHoqgn4eg6+kRdMAQR00wUtDzaZgd+OdkZoWvQjscNcGRPpPUvoU87/7j0Un7DM0KX1GCJh7KFvQzEfQhP4IOGeKoCY71qc5WBc+7/nCfpH2GZlu3tKBphyJoBJ04aNqhCPq5CNp6Xc0IWhriqAmOduGGNgnP9/CTJehukQhaGuKoCSJokQg6ZoijJoigRSLomCGOmuB412Zq0bB0hbYDk/YZmv2p2DCCloY4aoIIWiaCjhjiqAkiaJkIOmKIoyY44uUXyyIWLyF4YNI+Q+WrFkbQ0hBHTRBBW4igw4c4aoJjCrrXtZv2SdpniHwRKMpQBJ10H3S/q9/tkbTPEPkyepyhCDq5oMOucXlg0j5DEXTEEEdNkC1omQg6YoijJsg+aAvZBx0+xFET+P0rH0cdSrvSEEdNEEE1g6zacdQEEVQzyKodR00QQTWDrNpx1AQRVDPIqh1HTRBBNYOs2nHUBBFUM8iqHUdNEEE1g6zacdQEEVQzyKodR00QQTWDrNpx1AQRVDPIqh1HTRBBNYOs2nHUBBFUM8iqHUdNEEE1g6zacdQEEVQzyKodR00QQTWDrNpx1AQRVDPIqh1HTRBBNYOs2nHUBBFUM8iqHUdNEEE1g6zacdQEEVQzyKodR00QQTWDrNpx1AQRVDPIqh1HTRBBNYOs2nHUBBFUM8iqHUdNEEE1g6zacdQEEVQzyKodR00QQTWDrNpx1AQRVDPIqh1HTRBBNYOs2nHUBBFUM8iqHUdNEEE1g6zacdQEEVQzyKodR00QQTWDrNpx1AQRVDPIqh1HTRBBNYOs2nHUBBFUM8iqHUdNEEE1g6zacdQEEVQzyKodR00QQTWDrNpx1AQRVDPIqh1HTRBBNYOs2nHUBBFUM8iqHUdNEEE1g6zacdQEEVQzyKodR00QQTWDrNpx1AQRVDPIqh1HTRBBNYOs2nHUBBFUM8iqHUdNEEE1g6zacdQEEVQzyKodR00QQTWDrNpx1AQRVDPIqh1HTRBBNYOs2nHUBBFUM8iqHUdNEEE1g6zacdQEEVQzyKodR00QQTWDrNpx1AQRVDPIqh1HTdAp6Ps/vJnPP3z//MXbCFo5yKrdsQR99/ybN/OPP76c//ptBK0cZNXuSIL+/PXfFlvQD39+gy1pBK0ZZNXuSILiKf79H9/OP/zwevHdlwvOQ9jhqIK+e3EvaEPtv5tqQ2lXGjqqoA9b0AiaduWhowqafdCjBFm1O6qgH3/8Lq/i6wdZtTuqoDkOepQgq3b1BL06OTm7evxL+91rL11tKO1KQ9UEvXz899Ozu4snEfToQVbtagl6e3q2+G9+/cVPEfTYQVbtIqjMUNqVhmoJOr9qnuJvT5+137320tWG0q40VE3Q+fXJgg4/I2itIKt29QTtpfbS1YbSrjTEUROsC3p3cdZ399pLVxtKu9IQ0c/tF0l9d6+9dLWhtCsNEf3cfpHUcYx+Se2lqw2lXWmI6OfWFvRkSQ4zHT/Iql0tQQdQe+lqQ2lXGuKoCSKoZpBVO46aYOdkkRwHlQiyaldN0Ktm7zPvJCkEWbWrJejqMFPeixcIsmoXQWWG0q40VEvQPMXrBFm1qyZoXiTJBFm1qydoL7WXrjaUdqUhjpoggmoGWbXjqAk2BL27eDbv/EhSBK0VZNWumqCXT5aW5kNzxw+yaldL0Bxm0gmyahdBZYbSrjRUS9AcB9UJsmpXTdB8aE4myKpdPUF7qb10taG0Kw1x1AQRVDPIqh1HTbAm6NWjV8tPfeQpXiDIql0dQa8XfjbHQPMiSSHIql0VQZt3keY3T8+6P9tZe+lqQ2lXGqoi6PIgaLMVzXFQhSCrdvUEXW48I6hAkFW7KoI2173B2/CXeYo/fpBVuyqCNlvP5S7o9UnHBXBqL11tKO1KQ3UEnV82R5juLprd0Ah67CCrdpUEHULtpasNpV1piKMmiKCaQVbtOGqCCKoZZNWOoyaIoJpBVu3abGk+JLx8SfP///fwm+tfR9Cph9KuNNTmZ3NAvTkodPPVwwvv9a8j6ORDaVcaKruyuqL85eNfphL09rTzEFMETbvyUJugq7OObp42BzCbX0+eLb9eStr8svy97uvOb25BL09Ouq8CXnvpakNpVxpqkeX6/tTNxkW8lf7FT0svV4Li9mmnodtP8T0nhNZeutpQ2pWGWnVpXiU9gaD/+GX+ScpPgv6m/ayPNkGhaOvpIrWXrjaUdqWhLsFuT+/3Qa+Xr+nXBW2esbsuE1IS9Go50nq+SO2lqw2lXWmo07DVVnP5AmdrC7r0t+vf7NgW9O5itcvaesZd7aWrDaVdaajVzDVBr5dncj7aFrT3X+fafBXfLXMETbviUIssl81BIXyK6Gx5LvzN00evmq+bTxU1ZyUtt4M9x51yHFQzyKpdmy2fLjd7udhvXOxvPvrLws7m6+bw0n/+9tVqt7TTuFzdTjPIqt2obdxIcnU7zSCrdrUEzcXDdIKs2kVQmaG0Kw3VEjRXt9MJsmpXTdBc3U4myKpdPUF7qb10taG0Kw1x1AQRVDPIqh1HTbAh6PL0vI5TRSJo2pWGRrlygKB3F8/uLs463xutvXS1obQrDdUStFHz8hne1o+gxw2yaldT0KsnOQ6qEGTVrpagzVudCztzfVCBIKt21QRtTha57Dy9pPbS1YbSrjRUTdB+ai9dbSjtSkO1BF19kDmCCgRZtaslaM/J9xE07cpD+wiKY+5db6vvCtr5zydE0KpBVu36XJnNZjt3HvKR421Bmw8c550kjSCrdj2uzGbrhm4KevNv//HFT6uPdhY/4ZkXSZpBVu3aXJnt8KcdQZvrilw+a46/399E0AOG0q401ONKeQv6dHnVkcbT29++mt/++0+rmy5B86E5mSCrdn2udOyDLgU9XX64c3XTJWg+NCcTZNVulCsFQbHZ3N16bguazyTpBFm1O1DQ+zOUiicqjRT0PIQdDhV08eTePLWvbtoFzYfmdIKs2u0j6FDyoTnNIKt29QTtpfbS1YbSrjQUQWWG0q40VE/QqzzFiwRZtasmaF4kyQRZtaslaI6D6gRZtRvpXATlDaVdaaiWoHmK1wmyaldN0LxIkgmyaldP0F5qL11tKO1KQxw1QQTVDLJqx1ET5OJhmkFW7WoJ2n2u8pLaS1cbSrvSENHPfOxYNMiqHdHPXLhBNMiqHdHPzX3QrkP0oPbS1YbSrjRE9DMvkkSDrNrVErT5UGcPtZeuNpR2pSGin3mRJBpk1Y7oZ14kiQZZtSP6ubUP2ntBp9pLVxtKu9IQ0c9cPEw0yKpdLUEHUHvpakNpVxriqAkiqGaQVTuOmmDnfNCzzqvY1l662lDalYaqCXr5+O+nZ7l4mEKQVbtagt6eLv8dxHwmSSDIql0ElRlKu9JQLUHnV81TfD40pxBk1a6aoLl4mEyQVbt6gvZSe+lqQ2lXGuKoCSKoZpBVO46aYF3Q5RP8SecJI7WXrjaUdqWhOoLeXSxfvd+e5kC9QJBVuzqC3r+D1Hnacu2lqw2lXWmoiqAPJ4N2vddZe+lqQ2lXGqoi6MPp9DlQLxBk1S6CygylXWkogsoMpV1pKILKDKVdaaiSoCf3RNDjB1m1qyLoMGovXW0o7UpDHDVBBNUMsmrHURNEUM0gq3YcNUEE1QyyasdRE0RQzSCrdhw1QQTVDLJqx1ETRFDNIKt2HDVBBNUMsmrHURNEUM0gq3YcNUEE1QyyasdRE0RQzSCrdhw1QQTVDLJqx1ETRFDNIKt2HDVBBNUMsmrHURNEUM0gq3YcNUEE1QyyasdRE0RQzSCrdhw1QQTVDLJqx1ETRFDNIKt2HDVBBNUMsmrHURNEUM0gq3YcNUEE1QyyasdRE0RQzSCrdhw1QQTVDLJqx1ETRFDNIKt2HDVBBNUMsmrHURNEUM0gq3YcNUEE1QyyasdRE0RQzSCrdhw1QQTVDLJqx1ETRFDNIKt2HDVBBNUMsmrHURNEUM0gq3YcNUEE1QyyasdRE0RQzSCrdhw1Qb+gvz5//vybNxG0bpBVu+MK+vPLtW9qL11tKO1KQzw9Bwj68a+v176rvXS1obQrDRH97Bf0w/eLp/jlRvTLBech7HBUQd///vXaVrT23021obQrDR1V0CWf9kNrL11tKO1KQzw9I6hqkFU7np4DBH334u384//mMFPlIKt2RxW0OQ769acX8rWXrjaUdqWh4wq6Qe2lqw2lXWmIoyaIoJpBVu04aoIIqhlk1Y6jJoigmkFW7ThqggiqGWTVjqMmiKCaQVbtOGqCCKoZZNWOoyaIoJpBVu04aoIIqhlk1Y6jJoigmkFW7ThqggiqGWTVjqMmiKCaQVbtOGqCCKoZZNWOoyaIoJpBVu04aoIIqhlk1Y6jJoigmkFW7ThqggiqGWTVjqMmiKCaQVbtOGqCCKoZZNWOoyaIoJpBVu04aoIIqhlk1Y6jJoigmkFW7ThqggiqGWTVjqMmiKCaQVbtOGqCCKoZZNWOoyaIoJpBVu04aoIIqhlk1Y6jJoigmkFW7ThqggiqGWTVjqMmiKCaQVbtOGqCCKoZZNWOoyaIoJpBVu04aoIIqhlk1Y6jJoigmkFW7ThqggiqGWTVjqMmiKCaQVbtOGqCCKoZZNWOoyaIoJpBVu04aoIIqhlk1Y6jJoigmkFW7ThqggiqGWTVjqMmiKCaQVbtOGqCCKoZZNWOoyaIoJpBVu04aoIIqhlk1Y6jJoigmkFW7ThqggiqGWTVjqMmiKCaQVbtOGqCCKoZZNWOoyaIoJpBVu04aoIIqhlk1Y6jJoigmkFW7ThqggiqGWTVjqMmiKCaQVbtOGqCCKoZZNWOoyaIoJpBVu04aoIIqhlk1Y6jJoigmkFW7ThqggiqGWTVjqMmiKCaQVbtOGqCCKoZZNWOoyaIoJpBVu04aoIIqhlk1Y6jJoigmkFW7ThqggiqGWTVjqMmiKCaQVbtOGqCCKoZZNWOoyaIoJpBVu04aoIIqhlk1Y6jJoigmkFW7ThqggiqGWTVjqMmiKCaQVbtOGqCCKoZZNWOoyaIoJpBVu04aoIIqhlk1Y6jJhgp6HkIO3DUBNmCagZZteOoCSKoZpBVO46aIIJqBlm146gJIqhmkFU7jpoggmoGWbXjqAkiqGaQVTuOmiCCagZZteOoCSKoZpBVO46aIIJqBlm146gJIqhmkFU7jpoggmoGWbXjqAkiqGaQVTuOmiCCagZZteOoCSKoZpBVO46aIIJqBlm146gJIqhmkFU7jpoggmoGWbXjqAkiqGaQVTuOmiCCagZZteOoCSKoZpBVO46aIIJqBlm146gJIqhmkFU7jpoggmoGWbXjqAkiqGaQVTuOmiCCagZZteOoCSKoZpBVO46aIIJqBlm146gJIqhmkFU7jpoggmoGWbXjqAkiqGaQVTuOmiCCagZZteOoCSKoZpBVO46aIIJqBlm146gJIqhmkFU7jpoggmoGWbXjqAlGCsrny3+9pH+9oIpJETRB0kkRNEHSSRE0QdJJcoKGsE4EDdJE0CBNBA3SRNAgjYag7//wZvHL755/83Dz4fvnL97aJi1+9POXn3705g0xaLU+ymO3mbSdS0NC0HeNKB++fzn/9cXbDz+8bm4+/rj47ltuEm4YSc0i3v/+9epHb94Qg1brozx2m0nbuTwUBP35678t/t6//+PbZt3Lmz+/WfyHrQE56YfXjKR3zf+0n1+ufvTmDTFotT7KY7eZtJVLREFQPDHd+4It6Oo7ZtLmzeRJOwn8oPnG+iYP2loEcUlr6Ai6fMb9+vVqt+bdC56gq6TVDSnp44/f3S9i84YYNMf6WI/dZtLmdzR0BG32u//rr68Xezbzd9+8YW5BV0n3gZSkD99/N6+yqV4PmlO3oJtJW7k0hARdsNinWf2lZO3drCWtbihJ73/3chXC3QfdDJqvniEoj91m0nYuDR1Blzuf385XW9DmCYTx+nAtaXXDSML/vvsfvXlDDJpjfZTHbjNpJ5eGjqDzd8+Xx9QWN1+/5h4HfUgiHZ789XnDS/5x0K0g4nHQzaSdXBoagobQQgQN0kTQIE0EDdJE0CBNBA3SRNCh3F188dPi5ubpk2M3+ayIoIO5efps8evl41+OXeSzIoIO52qxCb15enbsGp8XEXQ4t6dP5pfNE/zdxclJ83x/8/Tk5OTZ/OY3/738NhCIoCO4fvQ/X71q/FxYevX4l9vTs+VmNbulRCLoCBZbzmY39LrZXC7s/EezN3rz1as87ROJoGNYqjm/OlmycPV6cfPo1U2zWQ0cIugYVoKuXsjfnj56tdyCRlAeEXQMEPT6EYS8bkS9zhaUSgQdAwS9u1iYuRCzEfXmaQSlEkHHAEGXh5marejl4uYvp2cRlEgEDdJE0CBNBA3SRNAgTQQN0kTQIE0EDdJE0CBNBA3SRNAgzT8B+4JGB9delN0AAAAASUVORK5CYII=)
Political Rights & Civil Liberties in Italy
![](data:image/png;base64,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)
GDP per Capita in Italy
![](data:image/png;base64,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)
Relationship Between Income & Democracy in Italy
![](data:image/png;base64,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)
Italy in Comparative Perspective:
All Democracy Ratings in 2019 for Countries in Europe
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)