Poland’s Democracy Profile
David I. Crabtree 2022-07-14
Democracy in Poland
![](data:image/png;base64,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)
Political Rights & Civil Liberties in Poland
![](data:image/png;base64,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)
GDP per Capita in Poland
![](data:image/png;base64,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)
Relationship Between Income & Democracy in Poland
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAqAAAAHgCAMAAABNUi8GAAAAwFBMVEUAAAAAADoAAGYAOpAAZrYA//8QEBAzMzM6AAA6ADo6AGY6kNtNTU1NTW5NTY5NbqtNjshmAABmkJBmtv9ra2tuTU1uTW5uTY5ubqtuq8huq+RwcHB/f3+CgoKOTU2OTW6OTY6OyP+QOgCQkDqQtpCQ27aQ2/+rbk2rbm6rbo6ryKur5P+2ZgC2/9u2///Ijk3I///bkDrb/7bb///kq27k////tmb/yI7/25D/29v/5Kv//7b//8j//9v//+T///90s88aAAAACXBIWXMAAA7DAAAOwwHHb6hkAAAVTUlEQVR4nO2diXbb1hVFmViUnYgeVCexE5ce1DZOKjUWa02lJeH//6oASHDERAzv3Xewz1qRaUnkzlnYvhg4vFFEiOGMfP8PEFIWBCWmg6DEdBCUmA6CEtNBUGI6hwv698PzU4P7tI4PKEU7C4KqMEWLIqgKU7QogqowRYsiqApTtGhzQX8ipP8wQVWYokURVIUpWhRBVZiiRRFUhSlaFEFVmKJFEVSFKVoUQVWYokURVIUpWhRBVZiiRRFUhSlaFEFVmKJFEVSFKVoUQVWYokURVIXZK3Q0GjlnLoKgKsw+oaNRgaGdMKdlP0RQFWawgk4RdBDMUAWdIugwmAiKoKaZCIqgppmBnsVPEXQgzDCLThE0yO0WCrQtc4qgQW63YKAI2j4hbrdgoAjaPiFut2CgCNo+IW63YKAtmVMEDXK7hQNF0PYJcLuFA0XQ9glwu4UDbcdc+nlc8CxAGgRVYQZYdOnncdHzVEkQVIUZYFEE9QWlaK0gqC8oRWuFY1BfUIrWyZQJ6gs69KJlxq2DoN6gAy9a+Prm7SCoN+jAiyKodejAi9YTdIqg3qBDL3rIAEXQgTCDKzpdGdryMtP858mLy/TW1WSS3URQa8zQik7XKfu1akHv33+Krl5eJze/fGKCmmWGVrQzQedvr6P7D+fxrcc/zhHULDOwotMeBL1/H+/i0yH6NI7vRRxJ0Hm3TnwMWvx7NXfxzxNB57+cb0zRBv9qGCxq0C4maOuz+Pgk6df1zn11HOq0TouEtd0Cg5oQNJmiH7NzdwS1ygysaHeCJsefV6+SW7fxufzjn1xmsskMq+jmOVLb66C3k0ls5vzNZXId9PlqX++yTpsEtd1Cg3YiKG+aGwQzrKII6hVK0aogqFcoRavS5TEoggbBDKrolp+8mmkQTEtFK19uh6B+oQMvWv2CZQT1Cx140cME5Rh0GExDRQ8UlLP4QTAtFT3oGBRBh8EMqegUQf1CKVoeBPUMpWh5ENQzlKLlQVDPUIqWB0E9QylamimCeoZStDQI6htK0dIgqG8oRUuDoL6hFC3Njp88Fz8IZkBFd/zk1UyDYIZTdHeAjhF0CMxwiu4IOkbQQTDDKbrr55hj0CEwgym6N0A5Bh0EM5iie34i6CCYoRTd9ZOz+IEwQym6ewDKddCBMEMpujtAeSZpIMxQiu77iaCDYIZSdN9PBB0EM5CiOQMUQQfBDKQoglqAUrQwu6fwCBrGdgsU2lLQKYKGst0ChSJo+4Sx3QKFthF0jKDeoBQtSt4ARdBBMMMo6lBQd8s6Ep1sLNE5Hme3yu7ABFVhhlE0b4Cyix8EM4yieX4i6CCYQRTN9RNBB8EMoiiC2oBStCAIagNK0YIgqA0oRfOz4SeC+oRSND/5AxRBB8EMoSiCGoFSNDdTBDUCpWhuCg5BEXQQTPtFiwYogg6Cab8ogpqBUjQvCGoGStG8IKgZKEVzUugngg6Cab4ogtqBUjQnCGoHStGcIKgdKEX3s+kngnqGUnQ/xQMUQQfBtF60WFA+YXkQTOtFCwXlM+qHwTRetPgQFEGHwTRetGQPj6CDYBovWnwOzzHoMJjGixafw3MWPwym7aLFe3gEHQjTdtGSPTyCDoNpu2jZAEXQQTBNFy3dwyPoIJimiyKoLShFtzNFUFtQim6lwk8EHQTTcFEEtQal6FYQ1BqUopuZIqg1KEU3g6DmoBTdSKWfCDoIptmiVYKW37uGoPOfJy8u01v37ycvrxHUJtNs0QpBK+5dLej9+0/RVerl4+f41isEtcm0WnRaLmjV3asFnb+9ju4/nCeqfryM5m8uEdQk02rRUkHT3yh7Qf1Bgq5vPY3janVHEnTevctdnnNjkc5RksL719zFP0+0vH2ZCcoEtce0WXRaa4C2e09SfJL06x/bExRB7TFNFp2WCrr4ndaCRoujT45BbTMtFt09I8r/XNCWx6DJzFycuz9+/o2zeLNMi0X3/Ky9dsIqNSbo7SS5+pmMTq6DGmYaLFpvgJan3i4+L53X6Sn2tpsQtJS57+fhAxRBZZjmiu76ecDqXRtBUBWmqaJ7cu4JWpeAoCpMQ0Vz9TxghePNIKgK007RfD+b7eERVIZppWiBng338PmC3j1Lr+5//xeChsM0UrTQzw4FfTg7eTh7/e30NRM0IKaRovUErU/IEzRR8+IkunnyFUHDYdoo2vUALRR0dhTdsIsPiWmiaLGfXQoaXaR2zpigITFNFK0p6AGEXEHjg9DoYvTd72V+IqgxpoWiJX52KmittK/jJga2my7Uj6DL83eOQYNiWiha008E9Q0daNEeBmiOoLNRliN28QEx/Rct87NDQVcTtCJt67iK9+2mDN1klvrZqaD10rKOs/jebtLQRoIeRNgTNB6f305HPBcfHNN30X4GKBNUhum7aD8DFEFlmL6LOhU0PZOvOFNqV8ddENQJs9zPDUEPJOQKOkuOPr+dniBoQEzTgo47FZQL9SEyjQvacA+PoDJMv0Vr7+E72cXfJC9kYhcfFjMQQQ8l5E/Q1bOdJUO0TR2XQVAHzAo/ywVt+eFhCBoG07agJXv4Lj5+EUHtMy0LWnoI2kBQ3nYcINNn0foDtBNBedtxiEyPRSv9LD+HP/gYlLcdh8j0V/QAPw8+iedtxzLMAQnK245DZHorWuVnD4LytuMAmUEIejghV9BaaVjHeRC0Z2a1nwhqDTqkov3u4fMETa8vPZyVH4EiqDXmYAS9e7Z4kchF+Ul85GqxR2I67yqzuUDn4Y+/L+jF0e4NJmgITD9FK+dny0PQ3Hd1Lm9xHTQophfouzqCttnDI6gM0wd06kHQ5BroIlyoD4rpATo9UNAmjD1BF++Y2zIVQUNguodO6wja8hA07zLTRfoU0rfTiutMDWDD2G6emP1Cc+ya1hS01R4+90J9+nLQiic6EdQas29BdxWbHixoI3CeoPXSAKa33QwxnQi6GwRtHwTtIk0FbbuHR1AZpklBm37w9zoIqsK0KGiz9WO3gqAqTPOCNgPnCfpwxkeAh8cckKB8Rn2ITIOCjnsStOpJTgS1yDQp6ObfmoHzJyifUR8e05Kgx8fHfQpaLw1getvNENOQoMfHC0MR1CpUr2gTQbvws/gz6l9XHYg2gOltN0NMg4JufbMhOFfQiyf/PX39cMZbPkJiGhJ0mjNAuxQ0XcvrNa+oD4tpSdAkO34iqCWoXtFDBR2PexQ0miW7eD6jPiymHUHHi3TiZ8FJ0k1yGbTcTwQ1xjQi6DhXz64FrZMGML3tZohpQ9BcORHUGlSvaE1BC+zsXFDW6gyPaUHQYj+7FZS1OgNkGhC0xM9OBWUpxBCZ/gXtw08ElWF6F7TMz24FZa3OEJm+BS31s+sJylqd4TE9C7rl5/L1oL1N0FppANPbboaY3gXd8nPX0MZgBFVh+hV0a/+OoNahekUrBd387r6gzcEIqsL0KujOCVJ3AxRBZZg+BS09gUdQe1C9oqWCll9hauVn7gfYVr3hGEEtMv0Juu9nd4egOYJePPm6+hhwBA2H6VPQfT+3DG0D3hM0/WCmrU9nmv88eXGZ3rqaTLKbCGqN6U3Q/f17r4IuF0JcP815/+E8unp5ndz88okJapbpT9C977oVdP72Orr/mMzNxz/OEdQs05egeSdIO8egbcCHTND79/EuPh2iT+N0v+wjsZuSpTirV+tsA64WNPFysYef/3K+MUUb/GvQGyyGmJ4maOUl0O4n6M5LmRItb1enRuvj0AYwve1miOlL0H79rHGh/jYen8luHkFtM/0I2vcArSHoeoImqj7+yWUmm0wvgtbxs3tB049tWL+p83YyeX4ezd9cJtdBn69GaQOY3nYzxPQhaOVznH0I+nCWHnuyVmdgTD+C1vCza0GzzwVlteOwmB4EHY9rLMfdzs+Cpzq3TEXQIJg+BK2zXnzXgq7XoOFtx0Ex3Qs6RtAugqBdJH+AImgHQdAukj9AEbSDIGgXyR+gdQRtCc4RtM6nNiCoOaZrQcclgm6+mqkleE/Q2mkA09tuhpjOBZ0WCrr1etCWYARVYToWdIygHQVBu8ienovnkLwImpwmXcSHoOXreCGoMaZRQduC9wW9e3YSRRdHlavGN4DpbTdDTJeCrp6Drz5JagveF/TiaPmFpzqDYjoVNLtROUFbg/cEXQzORFCugwbFdCjo2L+gSRA0KKZLQVe3qgRtD94TdP0qO3bxQTHdCTquEnTa3QDNez3ocnBykhQW06Gg65tVT3W2B+8LGl0kSyjEJ/NcZgqK6UzQsW9BYzdHo1FqKYKGw3Qk6PbbkCoE7QCcJ2i9NIDpbTdDTARFUNNMN4LuvE0OQdsHQbtIvp9VZ/EdgBFUhWlI0Ow6aBdgBFVhuhB0733wCNo+CNpF8v30JOj6XR9ll0IbwPS2myFm/4LmfNBNqaCdgHMnaPpk0rfTk4ezEkMbwPS2myFm34KO8z6IqfQkqRNw/gTN1osve71IA5jedjPE7FnQXD/LLzN1AkZQFWa/0ILPsSsTtBtw6S6+9AVNDWB6280Qs29BcyX0JOjiE0JfR7OyJ+QbwPS2myGmj49fLBO0I3C+oHXSAKa33QwxbQnaGRhBVZjeBe0HnC/oLNnFl39+LYIaY/oVtDdwrqCrkyQEDYfpVdD+wHmCri8zIWg4TJ+C9ghGUBWmP0H75LbYxXe1CiQJIX0txVmZXEE5SQqQ6W2C9onlMpMO05egfVL/Xioox6BBMREUQU0zPQnaJzQJgqowLQkan8F0BUZQFaYfQXN/OX03RkdgBFVhehE0n4mg1qF6RfP9LGD2KijrJAXKNCSoo2PQijSA6W03Q0xLgnYYBFVhehDURVEEVWEiKIKaZiIogppmuhe0b2YaBFVhIiiCmmYiKIKaZjoXtHdmGgRVYSIogppmIiiCmma6FrR/ZhoEVWEiKIKaZiIogppmOhbUATMNgqowERRBTTPdCuqCmQZBVZgIiqCmmU4FdcJMg6AqTARFUNNMBEVQ00yXgrphpkFQFSaCIqhpJoIiqGkmgiKoaaZDQR0x0yCoChNBEdQ0E0ER1DQTQRHUNNOdoK6YaRBUhYmgCGqaOVxB5z9PXlymt+7fT15eI6hNpjNBnTHTVAt6/+E8ukq9fPz8Kbp6haA2mYMVdP72Orr/mIzQ5Ov8zSWCmmS6EtQdM80hEzRVNf5bFD2N0+sKjcRYHK3MuZ9qQddHnrcvM0GZoPaYjiaoQ2aaGrv4X86j2/QsaT1BEdQec7CCrucmx6CWmYMVdD1BHz//xlm8WWav0NHxcZ6fJgSNbieT5+fp6OQ6qGFmn9BRLOixWUEL0gCmtt1MMREUQU0znQjqkLkMgqownRyDumQugqAqTCdn8U6ZaRBUhelCULfMNAiqwkRQBDXNRFAENc10IKhjZhoEVWEiKIKaZiIogppm9i+oa2YaBFVh9i6oc2YaBFVh9i2oe2YaBFVhIiiCmmb2LKgHZhoEVWEiKIKaZooWRVAVpmhRBFVhihZFUBWmaFEEVWGKFkVQFaZoUQRVYYoWRVAVZr9vmhuNnDMXQVAVZr9vOy4wFEHbB0HbB0F7DIK2D4L2GARtHwTtMQjaPgjaYxC0fRC0xyBoB+EyU39B0KCZCKrCFC2KoCpM0aIIqsIULYqgKkzRogiqwhQtiqAqTNGizQV1vGYjGWaYoCpM0aIIqsIULYqgKkzRogiqwuS5eAQ1zeTVTAhqmomgCGqaiaAIaprJMSiCmmaKFkVQFaZoUQRVYYoWRVAVpmhRBFVhihZFUBWmaFEEVWGKFkVQFaZoUQRVYYoWRVAVpmhRBFVhihZFUBWmaFEEVWGKFkVQFaZoUQRVYYoWRVAVpmhRBFVhihZFUBWmaFEEVWGKFkVQFaZoUQRVYYoWRVAVpmhRBFVhihZFUBWmaFEEVWGKFkVQFaZoUQRVYYoWRVAVpmhRBFVhihZFUBWmaFEEVWGKFkVQFaZo0WpBryZJPmU3X1wiqEmmaNF6E/T25XXyx5dPTFCzTNGitQS9/3Ce/PH4xzmCmmWKFq0l6NWrhafvs3390zi+F3Ekg0gdQZcDNJr/cr4xRRv8a2CwqEFtTNDlEegiq+PQBjC2mxrUhqBfftv8C4LaZIoWrSHoaq+eTNLHP7nMZJMpWrSGoItD0Pmby+Q66PPViXwDGNtNDWpC0II0gLHdQoWy0lx/QdD2Ya3OHoOg7YOgPQZB2wdBewyCdhCOQfsLggbNRFAVpmhRBFVhihZFUBWmaFEEVWGKFkVQFaZoUQRVYYoWRVAVpmhRBFVhihZFUBWmaFEEVWGKFkVQFaZoUQRVYYoWRVAVpmhRBFVhihZFUBWmaNHmgoaSp77/B1xFuyiCBh/toggafLSLImjw0S6qKyiRCIIS00FQYjoISkwHQYnpiAq6tXCOcJIPx0zWENj8LGytiAq6tXCObm6Tf4WPnz9ly10IRlPQ7YVzZPPl+b/jCXr/8XIxSSWjKeh64RzxJGLO316vFmTRi6ag2wvnCCcRNFlCAEEDzBCOQ5mgAWcognIMGl62F84RTiLm4+ffOIsPLVsL5wiH66CEeA2CEtNBUGI6CEpMB0GJ6SAoMR0ErZuHs3TdtaPuHnEWP9x3v3f3eJJB0Lp5ODtJvz752tEDzr7/K4puRq87ejjRIGjdLASNvp12ZNTDWfpAF50JrxkErZuloNHsaLG7j+ff3Q//fDYandzFX14vvnkUrf68+/Ef8e8kPxudrL55cbR8hPXjRQX3XDKGHgStm0yomydfH85ijWZPvt49i8ffbJR8SYQ6irL/kjF79+xoOW+XP0xu38TKLUdnvHcfnSwfefHD7N7pPTOGt75GgqB1sxL0+78SzRKl7p7Fqi2+/PB7+s34S3wz/b30+/9LBIu/k30zNffHbC7OFidd2Q9Xj5DcM2O4rmktCFo3GxN0lp7Px/v2xKzsy00y7TJRo5V2N+mpevbNZPc+27wQ8O30ydfsh9kjpPfMGO4K2gyC1k0maHwYme15qwX9dvrd75vfjMfnf862puLGD7cFZe+eBkHrZuMs/mZ59XJb0OSbm7v45M/Uufgn2TfjR/nbj1sTdmP/v/UIN1whTYOgdbNxHTT9kmmXfdk8SUpPdTLN7p59t/phsuvO9vAXiYK791rdM2N4bGwiCFo3y2eSTrLbi333xhjdvViUzsWL+Bf/lZ6hL5+ESs+AFpllj5d7zyVj6EFQx1mfw5M6QVDHmQ3+vPywIKjTpJf2yQFBUGI6CEpMB0GJ6SAoMR0EJaaDoMR0EJSYzv8BepFrfWyVJn0AAAAASUVORK5CYII=)
Poland in Comparative Perspective:
All Democracy Ratings in 2019 for Countries in Europe
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)