Freedom from captivity, confinement, or physical restraint. It is an additional refinement when the staunch little lover of liberty sets about "easing" the strain of commands. The first day of liberty, I was hanging around ready for Ford to come in. Finally, Van Cleef and Martin understand liberty goes too far. The pandemic has accelerated this attrition of individual liberties. Women and males who believed so fiercely in the promise of equality, liberty, and justice for all.

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?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?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?/IYV6/m1oIKfXBPHoRW/2xtm0G22knNJak3VvdwhQ/laEZsQ+srdWUpcOCrgZypJTgE8+pmte50V4CCbqplLmv?/m3Atb3TZXvZDYCTq2JHteoFM3GaHJLKVvJSiMUuN4Sno+stRWQAePkJzikR4ktoINu3LtbT2mpkO1XGHhudHeK/PWlGfn6h0pVkgkAk?+4FPdq/w+7DovkfWm0u7rb96bUl82+fK85sunkdC046F9X6JJHHfI59NY2C/bmaETbL3dfyZcUPhphhMZLz4cKAopcWk?+YyFDBAyMpOSeSKzBVTUkwE5zNNrqM+niqW5ogQ4bJodsRaJun422WoNS/kbTtrW680pxI5eX9YhXvz?/AJ6w9bN6ZsWpEWC3Lc1RanITpiuhtWELGM9RxyKd7SHhx0LbIsePqy6LYWl1Liuj5VvoBysIDhIXj7M4zk4pObzubV6E1BAuWg13eVZ4/wDxuGX8utsq4dS0SDyRzg?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?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?/AIcY13uS2wrMqYu?/ltTysk/MUtIHGB8ooi6B+K5S0XnwulvgjWTPSfUH8mO1Fvw87ZXWPsxE3atWlXGrbctodxYuoL02MJlT/wAqyBHS+rOVr8pshJOeE1KPxYZN38L4AwBrJnBPH/0a7UVvD7ddRQdp7LZY+qrwLHeNk9xZUizmUv4H4li8ykIfS128wpdUCr7gKInS2B0xozcTcjUNl1Ja7bfrb/gJ0wtyM+lLzYfbCynI5wpJwaS+jdB7ft+F3wkwZem7SiBq3XUZ/ULTjaUtXFQhzUhT+eFkBKRk+wpU+DHROlNDbr6qg6QsrFsj3DZGw3OUhnOHZTyXC66ck/MogE16aJ/gre/Bz4VtttbaDsmqrJre?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?+tIBHmNpV2V646k4I+z2zTkXbZrQ1xt0yT8EgSZTKkFfcpJI+b7Dwfami8OLf8AAzbCNEfabDlvhhbinEOpcK3lqcUnHTnp6lKSCB3Srng4ce2br2S+WN66zZKYka3qxI8mSXQkHPScqSnGcHH3d6piPhyWBW7IRU2c+xum8b2S290SHpUmbLckLUXG1pdASg5zgJSOfT1HrW08PN/+IvN1sV+l/GJhp6WHSApTDByEoUccqwD68BWO3AT+pdXWrVvnSrG/JlRWlFCy4pCikc5z0qJ9PWtZoQx9LzLvqeTe0234pxAYy2hxJbbRyl3JyASfsxxzXKWYvjLHlSGYaOYJIRcDdV3asF5ZnT9Qal1E1F0TAaW8iK0VLk+cFKKCk5ylSjhI5ASBkDvTEa41TOvzsl+PbTFYSwS44XgpQ+XPzjHynA/Z6Uud1dYPbjXMWu2JREakvJXMiNLPluPBKUh0JJxjpT3HfqweRWVtLpTSb+o2rDepxkMRZDL8mDDjh92Y4g5CF4PDY7qH6RKR6EV2o2+tufU+OgUesdkY7Jt90vttNN61sW02krnctM3Fb0RqK82sxutSULUMFIIyCEKH3YrobIteipmk29By2okmJIjBEuNJx1P5H6QPfJqOe5fiHFiTGZt7M9pEVJQ6mRCLKQMdsn15HFOsjbZ/X87TeulS1QpjcJiU4hOSFoKOoA16GmlZUON/T7rzlfFJTRtbe46Jh91diNB7aGBc9BaZahCQ24xIUjC1PrUerJKgThIPApo4eipOlbyuRpuwOMwJOHnpr0bqK1gHADmMJ7ntT5eJe7QdFxrfY519TMkOKaUmJHUVOBeTyv8Amg5AA9cUhNzNzL9aNu0iNZ7i3LjtJclrUpJbQkE4QEg8Dj29Ptqpxema8OZm+cWHjovQYHXuhLHZMxYbn?/CUeiNMs6rkzNR3ufhGnoZmORwcrePUMBP2DHNKK37lv2qBcJw08l527urW2tstgoTkjCUnngDP40wevPFRarBpO1XCxWQxr1ebcGbrBQny2FNjHSoY5BPfIrTag1bri36Gt13c007LkTwpLK4zi1IaKxnpUkDOR1AZz7VRYbw7LhkTSbEa3Pm/9l6XEuLKfGpnAEg9B2FtdvOqcLSuuLVfodycuVwYRORNWwwwVjzSsEYx7n7qzZtj1TrfXmmtKQHT8HafMvd361YCWkjy0IP2qKlH/m0ykrw2Or2ub11O1+uFqABUpq3RyApKu?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?+EcTkp5Vn1rUrdtgVZGHRJ60kgg5BrYTFXKewlpU5bjKFEhtayQD71r2HR1joTkk9/WnC270w3Ilfli4BwtsuZaj9PyqVx8xz3HI/z1lluqwXa6LEs+l9SDTD10ciuvJddQ0y0pIAU3nClAHHrwK3ehdqL9qme29KhLiRmAlw9WEKV6hKftOBTwW1QdIS509IGMAcClTYGZEd4tod/MABaT6qUScj7gOk/jXF0RcT5UhlQGAWFz5TWxtb2W33OTCk6ZdhKce?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?/W4BPvg032r9Bbos3eRsrYb7Iv7HS6m5xbpHDSLU0hQ/PPO8thB604OTkrSE5KhlwfDZ4XtD7PzJerbjq26zb8GvLBYh/Bxo7a1dmS6jzVhWCPNSpIUnIHvUkzUbISWufmJtra?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?+MRNqKi7nOF+pNv30XPau0n0MH8m/UY/5Uvf3DVcW67SfQw?/ycNRf1oe/0dqvZL5KugNGaKoRWCbIjqGcUdQrGnToluivTpzyWY8dBW66s4SlIGSSfQU3Vj8Rm0moL2xYLfqNQflOeTGceiutMyF5xhtxaQlXPAwefSuE9XBTuDZXgE7XKlU9DVVbHSU8bnBu5AJt72TndQo6gaQ+vt4dBbZSYUXWN2chOT0rcjhMZx3rSjAUfkScfWHertJ7uaF1vZLlqHTl1ckwbRn4txUZxst4R1nhSQT8vPGa0FdTc0wl4zjcX1W/8NrOSKnlO5Z2dY27b7bpalYHNWhQIzSR0HunojcmLMl6RuxmNwFBEgqZW0UEjI4WAcV4aL3e0BuBdrjZdJ3hUyXbATIQWHEAAK6eCpIB59jWW1tO/JleDn2139liTDqyHOJInDJbNofTfa?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?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?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?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?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?/FV1J/Cubfhf2lRvB9HJvlZmIQkXSyaka1Ba8JBWmRFitKV057FTJeRn2WaIuo2s99tPWXws3LxDsym1QTpD8vQyFAB112OCw0D6FTq0IA9zivn7v+itQr2+g7yXyQos6ov0+3s9aMLfdYbadfe6vVPVISnt3Sr2qRF+8UT97+jr014dG563bw1qt2G82F9S12tpfxTKVZ5x57oSkDgBhIpbePvaxrZnwt?+GzQAYDMiLCuUqcMYJlvpjvOk?/b1uKH4Y9KIph/SGk/wAXIeefhNNf3seo0eDXwk+CbdfYSza13m1pGt2qZcmU3JjuaragqShDpS2fKUoEZSBz61Jb6Q4/+9yd/wD5ppr+9j1E7wkfRkaS8SWx1o3Zu26F4s0m5SJTKokeE062jynSgEKUQecZoinl4XfCx4T9mtX3DWewOpBdrmuH8FM8nUSLihtpagodSUE9OSjgn7ak1nJyf2ioz+DvwSaf8ITupnLJrq46g/hKhhDnxURDXk+V1kY6Sc56/X2qSxUSTyTRFzr8Qn0fe6G/Piel7w7y7laWgbYNym2hHRc30TItrbThLSfMZDLalrBKj5mAVk8nFMb9IV4bvB1tBthaL7sjqWC3q1VzaiKtsW9puBkRShZccWkKUWykhHz8A5xjkYnpuXuj4b/FJb9VeE+07yRGtT3tuTapMRiI98Uw7GWVPpT5jaUFSC0oY6vQ4zUE/Et9H274NtBo8Q+3e5jF/d0zOiB6Df7JGfQQ68htC20rC0KUlaknBTkDJBBTyRT78AydcDwibb?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?/bXWundstKOaV0AkTlzW0x5ExY/NkkgkJz9Y+57Cs676E2v1SExry0YSkIyhEd5SYysFXzLZGEhOVKwRgnJpurF8Nalpde8tltpODgcI+0D7f9Va9Ouovxb8xK1OrdfUWwckJSnISnH84gDn2JOfQ3GHYLQ4bSupiM2fVxJ1J7+FXVuIT4lO2U6Zdh2CRO+1/1rts8jTDTCYlsW3iA/AwlpxPPVkgdyPrAjq?+2o8yr3cpshcqQ+FOOHKjjvUqNdWqbuPpt3TgCpFxluIXAbSR80snpbQkqxjqJCDzj5s0gD4FfFiCQdmLsCP8A6xGH/rK8TitHS4TOWMIDTqLnX81axU9RMwFrSfYJhK7R/Qx4Hhv1Ec/+FL39w1XFwV2O+hYujcnY/WlrCh1w9RpcIHoHGE//AMKhLkuiRNFFFEWvv9htWqLLP07f4TU223OOuJLjOpyh1paSlST94JFcpdf/AEX/AInNkdwpGt?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?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?+esEA9sgKB/Gom6C0xft1t1dN7rW21yoceDCkzvgX0KU7DgpW61EQBnB81sJ6+wWVuLA+YU+kneHSLDklmd1ru2l2vPeZWlTJayB1tdSwAgFJBT1cEYq3wGtbDWNldsCuFdAWtsOyXzcyTcdy4Ls2xyGWkwCgKDjbiAErGVqIVkYyfTNR93+ukzW6pmtXF9EZ6a5b7QhB7xmMhxz/nLI/BNb3cHea+OXa9WbTS7emVIiMxIACXDIZ+IUlKZKz0+X5WCpWQo/V+3hPbh6N1XOi26xbbabvWoLbaojcNiSzDedS8sDLqgUpIUpSySTXr66VsuIMbezWAlVrGnlnKL3TU2ScXoDiSfzjaFJ7Yys/9VeK35JeZQtvLTWHPvVn?/ADUkIOplWK/TrTqVK4UwFbaGHepHS8FdK0K6kjBBGMH1pTszGYcZU6e+hoKT1nrUMJ9/wqfHO2YaHZc3NczQ3Xjre6mBYnQyo?+YtbaPw6hzWDarC5FjtdbiPPABWXQVdKiOQkcDv99aa4PX3WU5hNusshq2pdSpU19JQ0tI5HSpQ6T6Y75rdrIiyVJul6RFEMLW6VPJLiiPUpKcfcBmo5s9xcflXaIEH0pV6Ciqkbh6XtTipTxfu0RbpaCQ6lpt1Ljik9WBkIQoj7q6IXfWt?+vNzkXOKme2zIWVNo/NjCOwGM+wrmVsDPvu4fiGs02HGcetVmW7IdcWwQkIDakgq6BgKJVkA4roENR6TjjyZLZW6n6yikHJ/E18E/EbF5JsRbBC8BrR+d19w4GwhjqE1UjC5xJHcWFlxOrqd9CNqdtLu6Gi1cLIt9zT2+YfnGz?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?+h1fT+ng8n/Z9lN9pXSL2qfHhdty9QNrftuj9GRGbK24ApDUiU442442k9l9IdTkYP5wc9q6sfm9ANlxe2xzOF079m2d3V1fATM1NuQ7px1RIbh22E3KcbT1EgrU9lkKIKSUIaPScjzHO9Mt4pvDBu9ZtBq1FbdxzrvSFgWbndNIzLUzb3HkNqC1ymnYvSlx9CU5CVIHdRBJ4qZUKVOUEkueUFEDpabScD2yQc/srEk3qXKTORAuCJ4gkMyG3ENhHmEdRZOMHqCeknPHzJ5znEpsTAPVr7qOXuBu3RRI8LA0tovQhuG4Vpb/AIQawULtMYLxU5DZX/xaKlSj1KDbakgknlRUTzT/AKrJteza?/JVbWY8We3lcR5hK0KSf5yVcHP25Jpgp+itpY8q4XbVEO7uzor77EL4ea4x5DDThCMgKAUo9APOfsrYag1V8fAaUxcUN9SUltTpPQo4+VKl/on2Jrnjb20kEbY27rfDXOmlc5x9042obJtepqfe7DCt0K7hhX5+PHQ0pYCMAKAODgJTjt2FNNdd/xAnwdD2HTdzlwmUpaWu3pPSMp6i6ghPyvcklIJCqbLXG7q7MtuJNbR8UpCypa3gAtIwOyMk?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?+iMEZAvsotRWRUrg2U2vspKFWaoSa0+ldU2rWVhjagsrilxpPUMKGFNrSopWhQ9wpJHtxW1JxWFJBvqNiqk?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?+xUtdHw7ba7Six6fnB1iAFRkFZClJJV1dJxjsFDHHbFb?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?/bHfnNQttniLnOQRa7jb23AU+WOyUpHbJJPfiulV9t6HGpDKOnsepB5GCPauUestIM27c7UFlnXONa22HpEhCn0EpVyVJbA9Cc8elUGGNjnBY8bK1qnviIcwr2vOvXkSi5AbZUoq6kluQFdJ/D7cV0H23vEq77W6euKnFp?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?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?/ZdH2jW0mFGnaz3Lkz5L+npzuob/LkrgtRZYKy2qSY6sdbaHCGg6rBBAUnJMJkLTQG8fr17d97/AOFeSTWxAZZf5Ytpr9rebd+2qmftxqOPN+NtdyvEl29GQ9JfhSXS4qIx1lDSUqAwU9CEnPcqUo0tirnjtSc0HZLhp+wItlyahpW0tQaLBJUpk4KfMJAyvkg44OM+ppQFWBipNK1zImh+6qMQfG+ocYdrq4nFWlXtVFL4qzOfSpKhKpJz?+FavUmpLNo+wXDVGo5zUG1WqM5MmSXDhLTLaepSj?+A+8nitiTkgDOTxwa5V/SieMxGo5snw17azybbAkJVqa4MO8Snk8iGgg8tpJBWfVSQnsD1EUPfFZv/dPElvTe9x5SX2La44YtmhuqyYsFBIaSccdZGVKx+ko+gFM+Cc96M88V6ss9RyaIr2wC2Sa9ICS7I5+qkZNVDGflJIH2VmsR22EK6O6u9CVmyyI7DKCHQDk8j7Kyku+T8yec+gIrBS70q6c14zbotkpaY6MgZPy8/cTXMguKlAtjFyFtIwjSbqXT1B9vJWgD5QcYzn3rfIPQ2UA46uB99JzSyCG3nlnJWoJyfsGf9db0uIRl15ZS02CtR9gKizep9l1gIAzLz1PMXarIGGnlodlrTkp?+U9AOe/fvikm2Vhtx1SlFTmSMnNX3R6XeJUm4ySQlCkpxn6o/RSPwrFcklPyhC0pHYKOalsZkbZQ5X8x11m6VlsQtRW+VMkFhlh8OLc6evpA7/KO9ODuXr2w3m3Oossic7JkuHrU6joShBOSkevoBTe6Ysl21Fe2rZZYDsuY91KbZbx1KwOe?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?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?/lS1tIjS2CcLwkdKXMeoIA5968Fx82dlJHUw3swm9ul9ivrH4TyUrq?+almIDntGW/Wx1Cn/AOE3xHTbpb4m2+5U0C5MIDFruTx4lt8BLTij/wB9HYH9IADv3lT7kHtXK9oeR0hCygjBT05Bz7g+/apN7NeLOFYoIsW792bjw2EhLV7eISlseiHz?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?/N04Kd1g/pPbOUi8yb8Zc9KkuPJSvz5chSePnPAHc4T8qBnOMEg7mVkAu4gLRjJJyA0XKj3vnvPeLlFY2/wBFPactziJYipYdeQ2mGhs4IIz098ADHBT91J9WiNFaaZnat1VqTSCH/LU8hpyZ5rYfIykr9VBPokYHPvSE3j2R211Lr+dr65WuFb2tQzlTZCVuPKaQtw5IT5aVK5Of0cfd6eUrwx+H26Rn2oV6tEOShsqCuqYnHHf5mDXSKASND2HQpI8sJY4ahQ92o2slbu71QNtbXKaebudxebVMQsMtpjo61KfHUOEhKSoDHPArr/s1tXoTZvQdr2l0Kv8AKj7S1F2SFoJlzFfMpxwjsOB7YSkD0rnXtb4ftP3bXTUKBv8A6RtYLjrTLzU+X5yMhQATmMnn0PIqUmj?/AAUal03MYusHxhPF1K+ttpmO7JSrjH6S0Z/WKk1VO9lgCO6jwSNc7VSO1F4aNM2RErXmqbxCuV3jsY5Zb81xHWVJY8wAEgEkAkcim2F725tXiQ0XcJkO2aekNx5rhkPOoYaCHGQkNJJIHK+k49wfesTVW1O4Fg0zPXqTf?/Vt1QW0J86LZIyQAM56UrlKwTkc?+mKYHeTw563351FEj6Q1HHlvRE5ca1BIaYd5HcBtJxkjtk159mFvkqTMHAE79z9f0Xqn43mw00sjS4DRvRrfp363Uut3dR2XXXia2Y0RFmRZrVsM/U73lOhafzbRQ1kjj6xBFOTqjbzQ+o77KvN209Dky5BT5jrjYKldKAkZ+4JA/CudNv8Aozd7LVCROjbiWG0zDylKXJA6M/zXWUZI/AVRf0ffjPKiY2+dmU0eUFOpJ4BH3FvIq2dSO2uvJNc3crn1RRRUlYRW009qS96WubN50/c3oM1gktvMqwoe/wB4+w8Vq6MkVq5jXtLXi4PRbxyvheJIyQ4bEaEJ9IHi83LjRi1Mi2qY9jHnOMlKj9pCSAaQuvd5NebjJSxqK65hoIUmGwjy2QoDAJSPrH780hiomqZNVtPgmHUkvPgha13cD/xXdZxPjFfB8NU1L3M7E7+/f6qTnhX8fe83hkeZscWadSaM68uWG4PKKGQfrfDOclgnv0gFGST0kk56z+Hrx0+H/wARcGO1p3VLVk1E4AH9P3hxDEtC/UNknoeT7KQT3GQk8D5/MnGKvZfejuIejurbcbOUrQcKSfcEdjVoqFfUEoknCAe3OeKCQO1cGtjvpGfE5skhq2o1j/C6xpIH5N1GVy/LSCOGn+oPNjAwEhZQP5tTV20+mP2pu7TMbdTb6+afkEJS5JtikzWAT3V0noWAPuJ+w0RdDic96tKvamH0P46vCVuEgLsm?+mm4ayQnyLw8q1r6j6ASg31f80kfbTtW/XOiru0JFm1lYbi0oAhyJcmXknPbBQog0Rb0n1NWleKxDdrcodYnxigDuHU8ftrWT9baNtbSpF01dZITaTgrlXFlpP61KFEW7UeKspjtb?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?+2gWhhxZU9bY60rwD1NJUMfq+yqNRrc6fzsOIr70Vk/kiyq6FC1wVEc56E8frFZFyVnMQFptV6Mtc+zuRYNrjsrSetKG2UoQ4oeigByfY9xTR33b27XJpNxuS4lntzR6Fyriry09Z+qlCcFS1n0CRyeMin7eh27yShUNlPOfzagj/o4rxtmi9I3K+o1QbOiTf4kREJqU86t0tMJUpQ6EqUUJVlRBcACyMAqIAA4yUEVTOHyEqTDiUtLEWMF0gdG7S6Kn6ZNq1HBkXjJDoMxlcYoTk9OEA5T74OSPXByBgXPw2bLOKdP8GnY3m5ClMzHgTx?/lcU66rbJYuiACry1lXWhpZBwB7gitbcGYbx6kXe4MHP6JCv2LCqkSsfA7LGbBRo6h0t3P3UemfAv4f40wTrZHvUB9K+tLjNzWSD3/Sz707mmdl9MWK3xmYl4uLojqHQp5aVK4PqcDNbpmG6VnytX3LGfqqjxcftYz?+2t7DZkNMJ6r0Xe/Lkdvnn2SE1o6eVw9TlvYDoPssfUmlI2otNv2JVzKEvjoLiU/MkZ++mhmeEyy3XX1vvlw1EmWzHQ4j4V6ClaDlOAcknkfdTyuLlFfy3OIrnspjB/6f8AqrIgouir0w4X4Sm0nt1KSf1ZIrlGHsdmBU2Ssf8ADcjod0zN68HNsa3CsOq7NdIESFDYdYkw0xi2HlEHpX8uBxn1Fb+T4e3w+sM3GEEegD7g9PanuuypKm2j1MqUlYP/AApH7a1bki9LWpbcZrpJ4/Pf/wBa7uqZO6qOU0/0r5r6KKKtVDRRRRREUUUURFFFFERRk+9FFERVUrWhQWhakqHYg4IqlFEWcL9fAjyxepwR26fiV4/VmsJa1uKK3FFSlHJJOSapRREUUUURFFFFERR2oooir1GjqNUooir1Grg6oe1WUUReyZbqefl?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?/upkP/SmeIGQcuaR2+H3W+d+91WL9Kj4hIkhEhrSO35UjsFQJ2P2S6htRWeWzsnNftdTgkfS7eJWQ30K0htykemLdO/1zK80fS4+JNCQkaS27wP/ALNm/vdQjorHJZ2Tmv7oooorouaKKKKIiiiiiIooooiKKKKIiiiiiIooooiKKKKIiiiiiIooooiKKKKIiiiiiIooooiKKKKIiiiiiIooooiKKKKIiiiiiIooooiKKKKIiiiiiIooooiKKKKIiiiiiIooooiKKKKIiiiiiIooooiKKKKIiiiiiIooooiKKKKIiiiiiIooooiKKKKIiiiiiIooooiKKKKIiiiiiIooooiKKKKIiiiiiIooooiKKKKIiiiiiIooooiKKKKIiiiiiIooooiKKKKIv//Z" width="304px" alt="features"> So it is the greatest way to refrain from imposing restrictions. We have already famous that aptitude and different qualities are the merchandise of social system or structure and it's the main perform of state/authority to remodel that structure to the tune of human progress. In this notion of Marx and his followers there could be virtually no touch of adverse outlook towards state. In different words the state should play constructive position in the arena of human growth. How a lot liberty a citizen can enjoy is determined by the social, financial and political structure of society and, simultaneously, on the individuals themselves. Hence, Liberty is taken to mean the absence of not all restraints however solely these restraints that are held to be irrational. Many of the employees, because of change in coverage have raised themselves to the standing of white collar employees. Our level is all of them are enjoying enough freedom and this they're doing with out forming a new association.

h2>Can You Solve 4 Words At Once?</h2>

iframe src="https://www.youtube.com/embed/u6PcHDYiQh0" width="560" height="315" frameborder="0" allowfullscreen></iframe> Liberty, to be proper, should come under the restrictions of regulation. We shall now flip to a very vexed issue?the relationship between law and liberty. There is a false impression that liberty is antithetical to legislation, or vice versa. Those who assume in this line consider in the adverse character of liberty, which implies that liberty is the absence of restraints. Naturally, extra legal guidelines will lead to the curtailment of liberty. It is a mistaken concept that liberty need not be restricted to restricted variety of persons. But in many societies only a handful of persons have the chance to get pleasure from liberty and on the opinion of Barker this is to be carried out away with. His suggestion is by legal means the state shall impose restrictions upon the people in regard to have entry to liberty. In some conditions, the words freedom and liberty are roughly equivalent. However, freedom has a broad range of software from total absence of restraint to merely a sense of not being unduly hampered or pissed off. The condition of being free from oppressive restriction or control by a government or other energy. Freedom, liberty, license imply the facility or situation of acting without compulsion. The capitalists by no means thought of liberty for all sections of society but just for the restricted few and that is why they linked liberty with the imposition of restrictions. The capitalists also did not assist the imposition of restriction nonetheless on another floor. They argued that the restrictions have been very highly effective to curb liberty of people. Spontaneity is crushed underneath the wheels of restrictions.

ul> <li>Liberty within the state, that is authorized liberty, is all the time relative and controlled.</li> <li>Since the proletarian and socialist movements and the financial dislocations after World War I, liberty has been more and more outlined in phrases of financial opportunity and safety.</li> <li>Law creates the circumstances needed for the enjoyment of liberty.</li> <li>However, according to Hermann Kulke and Dietmar Rothermund, "Ashoka's orders appear to have been resisted right from the start."</li> <li>Progressives stress freedom from business monopoly as essential.</li></ul> In 2020, Biden won nearly three-quarters of Santa Clara County’svote. https://youtube.com/@Prayersforallnations knew considered one of Moms for Liberty’s founders, Tina Descovich, who had been on the Brevard County school board beforelosing her seatin 2020. Prep Rally is dedicated to the SoCal highschool sports activities expertise, bringing you scores, tales and a behind-the-scenes have a look at what makes prep sports so well-liked. New York’s coach at the moment, Richie Adubato, was also in the crowd. This was the Liberty’s first win in the WNBA Finals since Teresa Weatherspoon’s half-court shot in Game 2 against Houston in 1999. The Aces are up 2-1 within the best-of-five series and Game 4 is Wednesday night in New York. The residents might cherish in mind to enjoy liberty however many hindrances stand on their way and this leads to curtailment of liberty. In his analysis we find that there are many obstacles which the man can't take away or ignore, and if these are not eliminated the event of persona or freedom will receive serious setback. For the elimination of those obstacles the interference of an authority is indispensable. Naturally any sort of paternalism or attempt of paternalism should be nipped within the bud.

h3>Sandy Brondello And Jonquel Jones Talk About The Liberty Enjoying With Their Backs To The Wall</h3> So if he fails to develop the qualities, it isn't his fault, or he's not wholly liable for it, the construction of the society is to be blamed. It is the society that determines how a lot liberty particular person will take pleasure in. In different words, the financial liberty was loved by few persons and the bulk was deprived of it. It is a tragedy that the stalwart liberals stridently advocated for liberty but their arguments had been confined inside the tutorial evaluation. The end result was that there was hardly any perceptible improvement within the situation of liberty. Berlin has assertively stated that there's a close relationship between constructive liberty and self-realisation. If, although I get pleasure from the proper to walk by way of open doorways, I favor not to do so, but to sit down still and vegetate. “Freedom is the chance to act, not action itself, the potential for motion, not essentially that dynamic realisation of it”. Freedom also means the scope to select the required alternative from a quantity of options. Secondly, the state together with human businesses and establishments should try to remove them. The obstacles and their removal have been considered in another way in Marxism. The counter-revolutionaries and reactionaries will attempt to destroy the socialist system and by doing that capitalist system will be in a position to establish its personal hegemony. So to Marxism true liberty means the elimination of obstacles to emancipation and only the socialist state can do this. The socialist state must play a constructive role.

div style="text-align:center"> <iframe width="567" height="313" src="https://www.youtube.com/embed/bp7_Z7wqzoQ" frameborder="0" alt="Liberty" allowfullscreen></iframe></div> So long the economic needs stay unfulfilled the political freedom is bound to be nothing. Marx and Engels drew this conclusion on the basis of the data they derived from the thorough examine of history. If the activities of state weren't kept at minimal stage domination of the bourgeoisie would be drastically curtailed. The time period ‘individual is the social being’ means that he's an integral a part of complete society and his id cannot be separated from society. The particular person develops his persona with the help of opportunities which are opened to him by the society.

Liberty just isn't the absence of restraints; it's the substitution of irrational restraints by rational ones. Liberty means absence of only irrational and arbitrary restraints and never all restraints. The Statue of Liberty is probably one of the most immediately recognizable statues on the earth, often viewed as an emblem of each New York City and the United States. Additionally, the statue is situated close to Ellis Island, where tens of millions of immigrants had been obtained until 1943. Freedom thus requires both the fabric economic circumstances that make freedom attainable alongside social relationships and establishments conducive to freedom. Equitable and fairer distribution of earnings, wealth and assets, and enough alternatives for lively-hood are important safeguards of Liberty. Without financial equality, there can be no real enjoyment of liberty. Laski observes “Political liberty means the ability to be active within the affairs of the state.” Such a liberty is feasible solely in a democracy. The real train of political rights by the folks is a sure signal of the presence of political liberty and democracy. Traditionally the idea of natural liberty has been extremely popular.


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Last-modified: 2023-10-18 (水) 20:42:13 (193d)