APS doesn't control the content or relevancy of these outdoors websites. A'ja Wilson logged a game-high 24 factors and 16 rebounds and the Las Vegas Aces overcame a deficit and held again a late rally to win Game four of the WNBA Finals and turn out to be the league's first repeat champion in 21 years. That's why it does not matter what happens for New York over the next few days, Stewart knows she has one thing to fall back on. She knows who she is and who she can nonetheless turn into as a pacesetter, particularly after this season.

div style="text-align:center"> <iframe width="564" height="312" src="https://www.youtube.com/embed/CHRPY1aBPug" frameborder="0" alt="Liberty" allowfullscreen></iframe></div> But Raphael says that conscience is not all the time the drive that guides the person for motion. Similarly, lately we witness the emergence of another word which is a variation of liberty?it is liberation. Today the words ‘liberation movement’ are very often used. When a nation is underneath foreign domination it can't be called a free nation so additionally the residents usually are not free. Although the words license and liberty have much in common, license implies freedom specially granted or conceded and may connote an abuse of freedom. Freedom from arbitrary or despotic authorities or management. Two opposite tendencies have developed in nineteenth and twentieth centuries. One is there has arisen an increasing declare for increasingly liberty and, however, completely different techniques are being devised to corner the long run prospects of liberty, specially in its optimistic sense. In other words, the financial liberty was loved by few persons and the bulk was disadvantaged of it. It is a tragedy that the stalwart liberals stridently advocated for liberty however their arguments had been confined within the academic analysis. The end result was that there was hardly any perceptible enchancment within the situation of liberty.

iframe src="https://www.youtube.com/embed/y7rWAmrXygg" width="560" height="315" frameborder="0" allowfullscreen></iframe> It is a mistaken concept that liberty need not be restricted to restricted number of persons. But in plenty of societies only a handful of persons have the opportunity to enjoy liberty and on the opinion of Barker this is to be done away with. His suggestion is by legal means the state shall impose restrictions upon the people in regard to have access to liberty. Explaining freedom we must be conscious of this distinction. No obstruction will stand on the greatest way of doing anything which a person intends. He additional observes that the law is essentially the most powerful “fetter”. So, according to Hobbes, law is the killer of human freedom. But, on the contrary, if the inabilities are the consequences of other causes then that cannot be called loss or absence of liberty. A man could also be excessively extravagant ?naturally he will undergo from poverty and will be unable to satisfy all the required necessities. He is not going to have the liberty to seek the guidance of a specialist or make trip round the world or to visit a great consuming home.

h2>Undergraduate Diploma Packages</h2> Because the external interference encroaches upon the completely personal affairs of people and in Western society it is all the time given priority. Privacy is different from public realm and privateness conscious people do not intend any violation. Not only this, it is believed that a significant part of the affairs, of the lads of Western society comprises non-public affairs. But which one is to be given priority- medicine, training, clothing or freedom? Was glad to see my secure had the hole in the steel case punched out. All I had to do was drill the hearth board with the included information. Hardest part was screwing the outside plate to the outlet by yourself, somebody holding from the inside would have helped me.

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?/WpCxjjhZcLxUYZZU9B7HmjLWfgcj9T71UtVmEvUsitwJYoypXkf3pmdMZJ7Yoe1ui4wfbjvRLyApg8/FZJUoeZrq4dZXdUR2ZtgyKhWRwSWBzVpuIQ4IK96ibmzCk7TkVr6e4AYMx9TSc5Ewfxq6M0LVuqOl?+p9V1S1snspZYv9ZzsbgMp47kMB3+ap3gXc9R33irrcl1dJPpoguBZsDnevnAE9s4yDya0v8AaKslg8Op9cjtI7i40i5hu4FYDlt4QjkHghz?/AGrP/AGQ2/Wtst4YxPf2U3mFAACxfecAAe/2rA1YWrxmuz0OP8Sa1Z9OQ3pPQ8Nm+AzpSprVY+dpPuealZmSCALjJ+ajJpS2eDjtXq63ZzmULERBj1g9uh/EKcDv2z7VK71UjNRcRXzDwc?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?+Lnhj03q2pS+GFxFbXs893PctbXMckMrRuxlxImzaFjXCnAJIHvVm8HfEzpOy6cj/dVnrnUHU+pOZ9WEFoZJ2uO2ZHOERB2XLYxjFZ9XjFWtARW+uf3zLyaRtJy47npKOTGMHgU8t1ubbxxVW0LUuodRUT6lpMGmwsOIWn82b9So2j7c/epndtJqyKw?/MsC4qJMx3AbgEV0z7QQTUQtw4OF70QLjeAD3FLOnwY9dRnqSCXIyMtRKzIexHzUG87Aj5pyK6P2xQtp+MiSuokuZFwQfemyyDtxUcLxmO0tXwny4yxxQig+sk6gGS0RGAwPajY2AAwOaj7eRQO5p78SpHpNVXQ5lpHEkI5PbilNMu3bkVGC6x3b2zTgmLAkcj5pflHsxgtj7TJvxgd66siHg470Cz4OScZpyFznkZ570zy8CALDmGsi7eAKZcBh6sGlPOFUDjNNCXf79qFVPclnHUftbTe3C8fQVLLZRhMqMH7UnTsbAMcH3o9kBAzmq1lrbsR9VY25xIudGTGBjmmS7M3p7CpCaIMee1IFqhUKBUq4A5kMhJ4g6qxYFhx9qICLT624GBzSvIWhZwTDCcSVNugXaQKQYwDgUtSzH184+tOtt2+1ZO4zV2iCyqoHYn7UDcRcUdK+AVUCgZ2JGTjvTVJPMFhIW+tlkB4zVdu9MQNu8sYq3ShWBDDv9ajbmMYIHFaOnvZDxKF1CuOZULrTnSMvEMj4qP3MGKPxVskjUZyKjbiySWXds/wC9ben1IIw8xNTpTnKyIS2MmMUv92yFgVOalI7DL8ZX2o+Cx8sdifrTG1ezoxKaMWdiVlbaWNtpjPFGQ2bsQc+1S0toQ3I/qK6lvggbaF9XkQ00gU4MjH0l3QkL2oJrVon2sCKuccCeWCEqF1K3eR/RGQAe9Bp9YXO0wtRolRdyiQ7W4A78UlEVcbaJmVo1CsPvQ5VV7ZBq8rFhKDKFMdV8HB70ljuyKR6mIA9vmnY0zxUHAkKSxxAL3y4beW5nkEaRKXdmOAqgZJP0Arwm2kWGuavrT9NNePDe6g8lhAg2iRHkYodp7cY44xXrLx?/6hutE6Hl0/TbeaS51ZmtyYm2lIQpaRtxBAG0YJPsTWN/sh9GX+oX69Waz5VrY2gZo/MYgNdOzMsYLHPpyck84XJ5rzfjupD7a/aLFwptZR2AJuPV/T3iE2iaNb9N6tpumsLCIan+LtHnzcHg7MOAF3LIoGD+XivJnSHiJrHgjq?+pdIaXc29rrNxdy/vfW4oPPkVS5wka++ARhc4Bya9lQdXX/AFxq2q6fpOkymJIpG0cxxhVvVt0C+fIx4RGcNHHjHZic8Y8GLd6/0H4tahN1Np6WWry3Et5Pa3MKukbbwDHtbIxgjGcjB4rN89NRpkV2y4J79vSBcSvIHHBm9dRdS9SdBy6Xrfhz1P1dfya9paahOmo2b3VrcoRtG8LkxOxGNoGACPagfBK06i6y1PV+ruk9fi6Wtr8wteWENhFcBbkbgww?+PLAGMAHsce1dsPGKbpfwt1d+ouq7ae51PZb6ZFbzwo0ECk4QRxKGzyNxY57AAc1P/sp6Zp1n0/farE0gudclN2YrjZ5iqp2EjH8u7kD68813hKh9aqv1z8vT9ZbchKty?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?+wBzjKZqf7RvgZN4p2mv9c9O20VpepLFG6tFl7vyA8Yw2fTjexxg7htyfSKs/wCz3bR33WF5b9O3xuNH6egNitw7l/xtyqR+fMGJJ27niVR/hC/Wtm1izksbC06a0+VTciUSyF2G4tg+o/fdz9688yslnw8GDRadRWXH/v8AqfmtovhRfdM6Zca/1zYXL3KvHFpFpLGf4ku4BnbPsvcD3NbF+z3c6j0d4gav4c9VQ237zkgku7OdCDuhMpfap?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?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?+t2ZNowxoa31C0v9Vn0QklkuFRzweSm?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?/m+wqA4zlp5fXb9NbmocHP9pC9c7NFW512GOVdZ1HzZoYZJhuhVeAd?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?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?+n9pafAzpbpnxs1PXfE/qrSoNTubfUzBYNKCUjVe7KpODyABkflRfk16Ri0sRoFUBQOBgY4rM/2VOkn6W8IdM8+MRTak73rLjGFIEaH7MsYf?/31sm0EZr1ekbyKwAMZnp9PpVNShv8AyQklo0fIGaYdCD9+KmpVVjgDPzQksADZHv7VqVagnhpXu0oHKyPKDPbinY7cuQF55p8xA59zUpY2m1MsvNHdqBUuYujSm1sQOKwjUHcMk07HasuRjIqRaFQc4pKhcE4xWe2oZppDTKvEGS29j8USkARcf8qUgyQeadAyeRiq7WM0spWqz5VUYHvTwjC966ie55pxV9zSWOY8DAnFTgZHFImRR2+KWZQp2mkltwINEoPcBmHUDECFtwA/pT6PsbGK6yBewpl87xgZp2d/BieE6ELMgOMc0xMpA71zOOTxXMtJg?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?/e21r+Eijmy0Spu3btp7nn3+avVzf2Fzpep2Lzrm4sJVAZSok4PbPf44qq9KeJfSviHb?+boF263FvlbuyuEMVzbPxxJGeR9xwfmrmiCtqFBh0YOoV/liTsEEdtEkUSJHGgCqqgBVAGAAPYYp7zWA9iKbORx/auEjHAr1IqJmy1wXgTpbJyRXGAb04pKAkjjinFTDA+1EQF4gZLciOW8CAZNGRnHb2oUsqjjFdViw?+KrMCx5lishOoacE8V8sakY4NMxyDtT0cip2ANKbI6j1IPJjgiwvpFIfcvBGKdVyRu4xQ1xOD+QZzUICTidYVAjyzbR804su4/So4MW7d6OsrSaTk9vtRuiqMmLSxmOBGZCS+7P6U/EDtyc0X+7v5tpzTgttoC44HagNykYEYtTA5ME25GcEUsWyt7USsOTnHantgUdu9KNmDGivMjzagDGOaVFblSMiiGQ7gDT8UYPbmpa3AkLUCYFLFgcITQpgGfyH+lTMkWRmh/Jqa9RtE59PuMqext3Y4FdKM35V5olYnc4Axn6U/HbsoICk1cFwHMp+SW4keISDh+CaJWNUGGYd6Ie0J5K1xbb/EPeuNwb1kCkr6RCx7RkdjTUkCIdynJNHiEbSMU1JGCvFKW3niNakYzAU+/wClKJxyTXSgLcDmlrCW/N29qMkMZABURAz84pSthfk0vyhkDAroiUd?+Pqa4BTILMonA5B/lGKV5xz/3pLrH8j+tIZ4wMDvXNWDyBIW5s9wlGJz6q6c+5zTEcntTxfAGMVVIwZcDbohjXw796+JzXyk4HNSTOAEWcqCc96Ush7k/SkMTjkmkqxH9ajORJAIORHJ5MLisU/ahso7roC2uz/tLXUoWjBUMCWyOQeMVsVxIfn?+9YT+1T1Ium9FabopQOdY1OKAj+YKoLHH+Vc6DyWJ9pS1lnwsPlMx0CZLi/m1ecwRQrAh8xSI4gqRrkgnhVHP9RUBf+LF14v8AWsekWblOjenvL8mFV2rfXHIDuMcoNhIXtkhjnjGY+JPiYt1oR6G6dja1SRVOpzhdoVQAPJj+ckZz9ce2a0HwI6e/C6VpwktQv42Xz3OAMKnYZ+1YZGZ5havJQ3WdngD+89GeJklnZ+GOh6XGFAbVNKtuPfF5ESMfZT/StE0iaGbqgQ+pcbSAqgg+nv8ATFY14s3Y/DdA6MqJE171JA4i3MSFjWSTJzzjKj3rTtIfVpOpJpbWOWK1VA0sqx7snbgAfTgk?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?/P3Y17w6J059B6A0uzdo/Ol/OT3Zzycf1rCRTgkzD1zqURR3+xM8/aI6zsekbzw31S+SWZLCa5naOABndvw5RQM4HLP7ms41nxO8a/EW96W6WivZul9D6uuPwywWzkTSxCVE3SScE/nPpGB9+9Wb9pLQY9V8iXXJ4YtNsLI5kklVAjk5GCffgYxzWW+D2qdSat4o9AabfalPdafpV/bmwWdMPHE9zESOecegnmoI/WVclayy/v2xFddeAnVOm+Jo0nou8uxewGSS1uIWMRDl/QxOe?+RXpz9nrSuoLeT986npCB9a0WzvNQvjKod9QJcSgp3JYgsW7Zz81LdQzRW3VMmrpBgW9/BGjEctmQds?/NWfwpgnttM1S3nm85F1S5a2bHaBpWZAPgAHgVZ8MQm4EnqXNGxdgH9OBLmE57V3b9/inNue1c2+3PevVg8S8REBCOM8V8F2nnmnCMDtXwH17124QgDEDt2NfFW9jSypB9zXdpyKidiJC0/BHgZ/yFIVfcn3p+JT+Udvek2NxH0rzzD9Ng858kcCppbfC5x/WozSRsbBzippivlnGaw9TYS/E3tNXivJjUKqrY+tHJIFXio9XHt80sTAd2qqxzLQG2HBxniuO6gHJoYTADjNNyytjipAkkxbSkmm?/P9Wd3PamGkOcA/pTDPgnOaYozFFsQl5iT34ofzmPuaalmwByaHNzg8scVYRM8xD2YMOFx7FicUvzfvUeJctxz96d8wfWpaoSFuPUAjf3AxRcco27fegSNnuOOxr5ZQCQRnirDIGikZlh7SDPaurNk9jQg59Waci70oqoGYe5icGSMahh6jwaTIigYAofzSvAJpZYlTk?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?/amhNyD7VFG7LD5FKS5Pz71wqMk2gyX8/2puW4I5JOPvQCy5xya+8w/NEK+ZBeEGfPq5/rTbO7NwTyaaLbq4rbW/Wm7Yot6R85K5YUMwX2NPhs8k11VVzhjRr8IgHkxgBt2R7Cn8t8inVhUk13ymH/AOqE2TtmZHSjaSSeK+iQyDgUh?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?+fiqp4p9Y6h4f9F6h1dp3T8msNp6iWS2Sfyj5ecM+7a3Cg5PHYE+1XArhs45qD65txP0brqPg7tOuUC4zuJiYBQPckkDHvmk2WhVJziGlRdgJ4i0n9ptINb1LX7bo+SC5u52Yo8slwFDsWPqihAxn5H61OSftcdVRlVg6btnjIAAzeDBx8eRin/B/wAOda0iz1GK6vtJsJZCqKs?+q20bA88MhfOKtWs21vo/nXEXW3S3lROsc27X7cmJmz/hY89vzYFfOrvFXawqMn9/SeiX+EvDAgLVgfr/AJlRg?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?+kM1rqXkmN3VFdpYm2EswIwrJnHvmvPFv4ueLOj6lDBdnQrjzrd1VPx8ABYDIYnbnjng/WvIeLXa5LmrpYbSB3PUeG16PyFttByM9fWWroLw?/wBf6XstX0mfUpLe?+e1N5Z+XapuRwjD8oc7hn7VPdNS3unJbv1fNf6hfwMMNBbxRKQF24I3885Oc1nes+JPXc0h1G+m0KAQQtbu8etREFQG3ghRkjIHaoWw8XeurHRIL6+sunb90VS0keoJGxOTyUx8Y7V578NqHzuK5M2DfQoGAcTdNcjv?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?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?/KfnB49qqGn9O9H6trsOg6R4lwG9ubhbWLexG6VmCgD0+5OO9aX0B4e9Oan4DDVbuxjmvxo+oyiVmYkMh9DYz3AOAa8zSdN/g0judx3BgylSQQfnNFp82lgznjj0gXYrCkKOefWbj4h+AfWHSPTVxr41970QyRxzrG65aJ+CeDnGdoP3qn6L4T6vLALu/sryCNkWQOYTtZD7jg8V6O1zoHQbeCwnttE0qykl1FYpTK7yxsMTjaVxgg7Rj42rVbtpRo3WVnZXGk6bDGJ57WwhWCQQ3UavtWXeXxggAghOKRVrH2YByY2zTJvyRiZN0x0xfaXrl7q8VtLJDpt0mnRKsZG8yKSQwxzuGRjHv9K/RX9nDRrvRfCvTLO5acCWWeeOOeFopIoy5CowbnIVRz75rz90Zol70f+0BAmmafb6nbanqkXn2ENwZYo8x7kmQsMqyc5yM8mvbCwqo3EcDtXoPCHFv/wBx+kwvF18vFI+s7FIcbR+tLLHj096RG47bRSyMOD3rdImKM9Tocj04yKehz9RmkJHvOdppwTLGcYqux4j0kgkkeApGcUdFKoAAHFV83Pqzk0ZFdcDcarOCY9TJuCcL2xRkVzznNQEV18Gi4rn60krHKR1Js3JPY028zN3oSKUHnNPhQ/IY0BGIXcRvcvtA712X0KM96WgVMFuTQd/crnjjAolPpBPWY1LOUB5xQct2SCCaHurvk4PFAS3BbkZ+O9OVcxZMNe4BPLf2przwe7UA07fJFIMxOTu+3NMHEWTJLzlzwea+836VHCYjndTguDXSd0mTKD3rgnVRgfFMTMnJV/rQ/m8EZoAuY8tC3uPf2oO4lBJwabeTAwPeksMrzgfFNRYp2zByxLd85r45IzSygHOcZpSqpTB/vVgSseYhI2cgZoqGEIcMcg19FEpXdnn2omBW3cqPvTMxPU7DbKSHbDH2ouK3UcAKKQCEJJIAzTiTIB3pZnA4ixCC3cUsxjGAO1IWZDxuFdMyj61E7dOSIzd+wpABz2xTnmH4rnmZ44qJ2cwOaM7txOAKGly4CjniiJiJJSu44rnkqBk/pUGzbxGrVu5gYjC555ryf1jYy691F17No09/a6hFqJNvdxy23l4VIz5bRyOH5II3Y44Nes5GYZBIPxXhTxIfUh1dqt6bZZrd+ovMtXXTZZw06sAImlRCGVgCNue4A71g+OPmpRnHM3fB0Atbj0nekNQ6ch6q0Sz0K06j0+4h1R0mS9ltVbcqqC38KQ+o5HJ4PcHms2/aH0SW81zR9Te7mln/AHPFncFJVfOm9x9s/rVs0vVeoV8Qrc9b6Np1qvmyPBfWlkEEigZTPGfjI78cirX1Z0TovWGo2VvplnObcaJEpuDObRFzLKexgfeSGAyD8/FeYF/kXBz1iek8nzKSq95mXfsxiBIOphcxtIXu7RFbzNmMw3OOP6Vnvi1DZad1xrqN58kl3dTTkCJnCgyMByM/Br0p0H0NbeFVxq9jYxw3bX82nTb5ZhcoqMLlfzCJNpwDx?+tQvUvgv0/1B1FPf6lY6jJcamZmhNtqEawwjdIwMgMO5M7cADf3J/l5fRrafxTWMfhP+Im/SWjTqij4hGPCWawm8DUspba+y+h6sofzFCjKrg7S2eD9PevNXUVgthF5LRyKewLLjP1r1/0J0pomldIXfTlhbXB8jTNRtsPG0pEpDAbpFiAIyB6sADmqd1h+zM0mhz69cXuRb28k3ljUgWKoCcAfh?++B80qnX01WsHbgniMt0VtlaFRnAl?/6qvLKV9Jb9xajdmPU1ZIYr1YXZgLgg79/A/X/AKVlXVdhHpmr2T9Q2Ws6hYtqNwLIHUsNZQO+5YuGypCkjPIz7mth8S9P6dvbOztJldLYarAs88No0sqIY5iW8vaeAzcjBOCfisk1zSreeGzu?+k0MmnTTzbJotM4lj8xuweNS2HBXGM0uiwlcQ7ky2fXia10jLp0n7Q2j3VjFfhLl7SRY72RHmRWtm/MULA/GNxIxg44FetJYCVwGwM815D6Ctm/9e9BvTLEDIlvKsa2jwOAVkyXTaApye5xkY7mvX5cyuEzgA4r1fgHxUHHv/aeX8cwlwz7f3iFg2javNLhikZ9v9aIitNvJcn9afggaQlR7Ct5n2jiYSDeeYDfSwxII4mP+9x3qKkuMGpLU7cqxGDwKint3LYVKWGBEcQRF+fkA7ven4bhj701Bp0zEErgE/NSMOlOACwP6Ut2AhqCZyGc?/J7UbBPnHelJpa8EU9+E8sZyKSWBjMGEQzEHvxRsUrDnnBqLUBSSTiiFugAAW7UvGYYOO4XLcEA47e1RN7Pu4yc05cXin3FRs9wD7jmjRfWcWg87sTjNCPMO2P70ueUMcBqBmJz9KsKuYhjHzMD34/WmjN8Chy5z34pIl+aaFgFhCxcA+9d88/NDKUPqz2pW4fIpgQQN5EPa+JY5OcUtbjcM03NpUinehPbtT1tZSlArIQaAIAIwuSZ8srA8cn7Uvc7ngc/anpLWQAAAbgKMsbMom?+UZY1JwIO4mR3kTsMqpNOR2tweSuOO1TZjIHpUU2ssJcqzAFO4qAYJPvAo7d0GMDn2FExxsPv9KRvjkuP4bcAY+9HLJFaxmQ4z7UL2bZK17oO1m7YaQELXGjVDsGM1w3LSHduJ/WmpLiMEk5zQeYYzylAn0syovoxuFMC5kHBJ+aYluhz6QPrTZuWlXAGMcU4NmKNYElYLpXU7sLjjvQ11fFSVDYA70JBDcyeqNux965PZzxrucEkmiziKCk+k+ju1B3Fs5p9b9Sv3qMaMg8Dk+1JLPGPUaU1e4x62bBC5pZJSxiIBwduewrwp1Pd9XnqTU7Y9O6JdRrfSbrmKW+Fs8yyHJUK2wPuLduck17faVirHONq5zXhG8ntpdWuby4N9dNPqV3ctbwyXypMu1ztcR+gcupG34x715/x9CET6mb3gTgu+flI/SrjxH6p6qh6fh0LSop5BdeVJczXjRo8ZAZQHbG7H0zRXiBp3jHoc9mkr6ciQ2wjVbCG9lR1JO0blBBKk5xn3qQ6KOkp1tZ3hnm0lxHeJMhvbpkXbtG7EwCjf3IHPHNax1XqvTlhcRyr1lbyokRLW8t5ghcYzjv89q8rfe1TDamR9P/AGeiSlHB3Ng59/8AyeedI1Dxf0VJopbCLV/NeN3mks78iNl3bVJAH5d7HtxuNRUPUviZNq2rq0UEkxkGAtrebY8HkrjB9sc/Neoel4NOuY420zV7Sa2niLSqt87SOxUndweRz2x2NQ/TGgdF6LqGpX93qtpaCRQs0slzGY9wYttPmHILZGD9DUDWhs/AM/SQ2nxg7/vM00Hr3xQ0zSJbCy6R0+QNCUlaOw1DcQwwxb2/m5/4hVYmvvGnU0t7EWoZYHMk2+1vtsqk5KvwcDGR2HGea9Z6cehP3ObvR7lnYRsTNBcjGSB3ZTg9gfjis21TTI7/AFC91qy8QY0027jZfIjvIWLnBBTPJPf9KFNQobJQZ+kM0Fh/zOPr/uZNr/iH4o3Fs1v1P0XorwRaikZV57pWE4DDA2vnkBh9qhdbn1y1e3B6b0bRZ1KhYAb6MqzHcBtLD3J9u+av/jJqujW2nxh7nzXGrQtK4vHkkU7HJOYsEY7Zx81lup7biaO80QvqGk3F6nnRTi+KRKOSVbPPPuOeavphwG24lQkIdu7M0zw88QJ7Dxc6dvOt7W1gSP8ACoNRtJZGTLb1VZVkywOSQT84PvXu62cLLuXJLc5NeO+k+ldMn8UulYrnfNDAljInnefIGQEooPnqDtCiMA9htHvmvaOoWMdrsKJt45r0ngVqmlgBjmef8aqPnAk54nVmdgFapay2ImdoyRVaS7ZZADzg1IRaoAMM1atoJmZVtXmFX8Ss2cg0KtvGV55/SuvdxsAc0y17GpwDShmN+GG28CJgEfYU+ZVHGajlvc/lPb60n8Su4ktQkGduAkoJwBk?/0pmac45PNAreKON9cedMHBBJqQmZG7MckuT3zQr3bdgaZlmBOBk5NJRS/BH609auItnyeJ9LdE92+1DSzuSPinxbFj6iDiumBQewFGEAgFjAXLbsZr5kkkUn9MUY0SEjApYiHx74pg45i+SeZFrA7HDjt8UprJgce1SjxxhguSp?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?/FQWNvLbr6CwXcIgVPGMHHJ5ry/jPiG+4Vr0v8AWb/hek8qouez/aZN0nrnS3TupT32tG21SW6tmS2N1q8l4qyu4ByjyFUyAOQM8VBeJ2r9Fatdiayubey1K3hx69kkE6kflA+M8+1bJqHT8eg2UPV66tqCnUZEhaxtoLdpoCyb1zHs24K88En2OKjJuk9a8VNE1jXLO3ktItJtTFL+Ljt7aaUgCQpGUizkDB5AFYws2ncRx+/lNBlYjaDkyseGnjHp?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?/L9aAurJjI8rZOeOKhbAYRrxK4yiFipPvThfCZQf0oi4spA7yDGPYfSmURlfBxgdxTwQYrGDB3mZO/vTZmfPPtzRk1ukq7l4xQ4g52g84ogQZBBiot0g3CPIouIED/ZHikw28sXPGKOgaMfnOKBmx1CVcnmMiykdgWH5j8UbaaSit?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?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?+YGjBYsMbiAAMjcT+nziuFKNg7fvOFjoD8X2ln67/aE0XqiexNlpms2iW1qYzGNz5YnLNyBjgDgfFCaf+0Fotl0HqXSsWkawtzeTrILzDARqJFbbs7chT71zWerm1vTYLzQtFWC5ispIpHjhwXA7gfJAzRuvdW9Oav4e2c2lWNw+tIiR3heP+GpXngj?+YkYx7Amo2KABt+8gsxbO77SM6L/aBsdA6tj6i1yw1TUV2sPKSHyVYZGBxu+PiuXXjrqd3oj6VJeam9v+Ja4QG0O4EuX5bg53MakF6j0LqKw6di6f04PqwdlntmjwFkAwoz39R9uB2rQ5urPDrX/CK60i00oW3VVtP5RQxESDAwWIxx2/rSXCKR/9f3j6ixU4b7Sv6Z+0Z09KgvLzQb5JjcTOVZpdxjeV2RQRGRhVYAD6VuX7NHjU/UnVVz01YzF9FvTI8EDsd9pOq7ivIHDAf1FUHws6i6U1np2DpjVun4J9XSYExiJTMjKQRuAO7btyc4xg1Lfsy9L9Kap4w3XWGkX72zQ2k7tYxACN5SwQt9sM5x8j9KteGkfiRsGDn3ifEFP4c7zkYntGy9XOTUhHKqnBOKj4FaOMOxCg?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?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?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?/AE9Tn1nAc8xy4iurTp9USVbeUKLfMLZ3IhGG8vlSTkccHOTzniqS9Rav0uz2LPI4uEWSRVZ2Fwh9yCxAIyvGPY/Fdm6U6qtNRmFpfiKKNneGVpwVwfy?+nuvqBIPPH2yTJtEebT7G6vJI79VB80sUVtueVLDJJyT7+/0IrkSqvixgwP7Enk8CfaXeQ32iyvDpZt3VsKyTYEgzyGHP/wCOPerOes7sJZWZWO1jkaJpfLUhdqjAYnOc9uOMVm+g+RpsknlQSiKZpCYgThM9mHxgjseDipthY3TJIL0wyy7d6zSKYyAeV45Ddsfb5qtqtGjWEEZH7/xHV2bOMzSNG6gvtRnk1Ka4hkhgcRW6NH5khcH0sVGBnuffk16B6E6B6fv+ldI6tn1B7bWNQiWa4X8SBGCzdhGRgcYwPbk?+5z5U0i5vdIeO3sLaJrkASgld6gDn05zjPfP1rZru51zpronRdcNpDPPdvZwOoOI8ylAWXgnGTwKteA1BbmQAbR1iXkCsCzc?/ebB/6Y9Mw6xJq9vqpW6Yxt534sb90YKphsenjvjGT3zgVzq63i6v6Tl6S6n1yC6sFlVUijnjicmN/SdygEdvnmqK/S15LdmS8tGeFD/K4UnPJ4H/AJxUKmg395fT6bpWgtdXMmfKjWNs8scH47V6pL2AIUnnvmO/DVghto4+UOXwV8ObW9jjSAsXh3KX1FyN4YfXnvRKeGnhulnJc3No0TwB+Fu92Tj7g4zitG6R/Z8RbZtY8QpwJGgLJZwybQhwPzv7+3Ax+tWSDwu8KdF1WC9GnQEwuAjSzM4LEccE4Jpi0FhkjEBrgD7zMrH9mvojXZGuYNGvJIM7jPLdSIp9+MHJq5N4GeBehxDpu?+0u3G+MSSCa9lDyNu4JIcH9K1i1g1DUyIbCD8Pp+z/abcOR8IPb7n+ldvekLM25Bt3Zw+4uyqWOD84qwKUUYIzKzWEnPUzfRvB/wh6dgW36a05LJJQyssN7NtYHJPBcj+Y/1qGP7OHgL+DnsZelrPy7qYySxm8mCuzEFjgP34H9K0XqyWPpPpvUupZI5pYdPtpLh4lCDcFGcDjjtWaeB3jfpfjFq+p2WjaBqNi?+nRJM5uWhcN5jEDG0cY2+/wA0a14BdVglv5S0n5PBDwfuLWTTZNJVrV1UmA3k5Q7QcZy?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?/AHVoTQm3NvrEQuJLa5Bh/BqVMeBlGJRh8A47nJHIrmhGG90Sa4n0w6ot0/oVpRmJAudu1x+YY3bsHGCadtOntZMUSdJSfuu0kEb3U4RXlil3ZXHAb+YLyCRg98GvGsQhdXbBB4PX3GTn0+ctMPUTI9bs4rjq+7fXLa7gurOFt19BEYY2siSu4IrcFfVyOcAZ9xQSaTrsiLJa6w9xCwDRyyQ5aRT2YkgEkjntWw9S33TPTVml9H0edZuUK2r3c7MtxdB92/gBN+VOeGwc?/rWVz9P9eXk0l3Y+I0NrbTsZIYJpHWSJCcqjDacMAQCMnkd69X4d4ml9YLrtAAAzjBx7ABiPzxMHU0hHwTkyZuOsFSKfTpdZMMU06bleQM9up5Qh8AHkhc4HY8YNSnXN3pWo6FewDU7MJdqoWWLCrIcDdvOecNnGACfis21KTRLrTtF1k+WZnVra7ijcebG6OxRssMbgPb?/dHai9ZvtFiaz0C0vLY3q2FtcO3qdkkeMSnewGN4DhTjgFQO+aNvCF8wW19ryeOOx/cfpL+/gy622sabpWlWR0sQS3EUKwiW3RQsjKFQOS3qHC/wBQfniW0bUY1uZrW/t1FxOyqzzhs7gckADHAz3zyBj4rHtJ1e2sndWuxci8ZnhTO2JSrdjn+bAzgfIq?/wAupXN9HaXEvUceS6bLeMESxqyjA5wOSMHBP5l471R1vha1na+ec88/2HpJDgxvq1tcFwml6dp0M66hLFAZS+YU3NjzVU4wFwSTzj3x3qEKafpF/A0lmwS0mMct5AimKRwcBsEBiucELgfXHerjaWF/axtpOn6lbzy3MyyeUwLNgK+doPJOCRx81Vtagll3WohtbTVtMnkkMc2+KZpAGCk7gAMNtx2/Ljua1NAa2pCL0OCeec+/2iWPMbu59ExNquo3UqSsXtQsbsWjk59BC/lznOcfbNH+AWk2up+LWnt1Gpm01Lki4Elu8kblQSysQOCpK5zxgim73SOl59N0nqIXAbUry3eKZ5ZVVGmU4RsbVGcYB75bP1qy/s6afYy+LdtBaJ5jOlzPcW5YDyi6A7Ap9gR+YAqRtwa20qFTbTycD7RtXxWKPnPW46Y8Gbm9naTSNISNWEKg27AspRT220Lq3Qng5BZQw6XomiqizLvh?/Dnbye5BFYt+0L4yXnhPr2n22ndNW9yb5JZAZ5FJjKFBwVHb1f2oTpTrd?+ovC2fxIvNJt4ZljvJzbKoKuYWOPUcHnyz9s1oDTjyxZsGCeJr5TzCmeR8pvUXh14Ii3DTdOaLkA4Z7FwMdz?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?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?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?+mRnGeW+EXac2NXUw35A7J+oP9oVoY4J6lm1TQ+o9B6a0yK3kW4drkQz6lYv5bSROAHUSO2P5gOAe33FBdPeKdtBqM19p1qbiW+u3kEMQ3rEgYbX7+tQuAeAcZ4zUH0lrfUcnRt7c32pWt1JpUcJgFyCUzNKFKBTwxIUj/visVPUsGpC3Wez23kEpDy2wMTOWOMEggBee?+PitijwX8RU1WpweewPQ57+X0ibNQUI2z1/J4h6jIsdzq3SdoCIjsW6ufMjlCuUPlxg+k/7wZh25AGaxfVfCXqrUNUvL+HqnRoY7m4kmWNU4QMxIUYcjjOO9Axar1w+hW17pX4yS7hTm3KC6aEN3IyBt9Wcg4PHwOQ7LoXxGu7K3u1sNcYTRJIGju4VQ5AOVG7gc8CqWi0CeG7vKtVMnHQP/APR4la6xrCCRma5afsieJMOpzQRJpcEUs8TRWI1CBkUKdwPLbsE54B+tPa/+yN4svqouANIZpW3StDqEa?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?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?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?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?+W5jnF2yo8LrNFGFzu/N5nfsOMjvW9QaNPbWCiKVZhMuZFDWrug5HcN2574+O1L1DZaHQuBAr6yto7JrTWDJ+HmQMN25yrfykfxN2O/JPauWWj2skqGHTYmk3LuaUzEAc4IBk7/Sn5NCvkiZ72eZgkbYWNrQjYoztbkcfahf3pbWMqvNpF3JMnCm3urdQ3HHccd+MGk544jcepnNZiS6tHWOXyhF7RQS/xSOArb5PkfFQnkSFWkSxnjjCqfK2nL8dwC3BwM80Q8UWt3Us93pl+Y5P4j77+1zuz3ztHH96bjtLK21BoJY7maAsUSFJIRsGMcsc5+/b7USniQcHqM2lvqON1jsOJdzBY3LIDngndzjHfNF2k99PcG31J7CaCNfNIawLPuJHBLOTgj4p3R9PmtJpY7TUQiyytuUyWxZTjseBn3FH3fTGrWli01xfWkloRmLy?/KDg8EgjJ+n0ri2ODOxnqN+dZwQN+73sbYepRH+DeNzuxg?/7UgkY44+9dv9XtvwUSy2RkMz7TutkVCe3Ydjn4NQl/c29vLbukswuQA4KwR4VgeAQfYc?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?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?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?/3VY3kjQs2bhRdxu2AR2xx7/wDmajzx0cyfJMp1rqE01vEbS+jt51k/isZonbgdiD7HPH/OpmW5VFjW6u1miVN/ltJAPL7c5yP157Cn7/wt0qwkb8a9wyn1EsYsrjscMBkYxTMugaVabbtILpUcjJnEW9VP5cLg8HPHv/yPzVOMQfKI7gOsT6prW79zJb2ADIGmuijq2Dn04U9wBjJ5pk63fyGPS7vU/wAS1v6JNiQRRlSOwZsH9ftVt0rS7fUDaW/7vuzFdFllKCCPcqqeQe?/fb9/1qO1Pw1tZ9VWGOC9eRpNwUNbbe4O0EkcnJ+1T56jhpHkseRBLW+S61C3s7rRbmS3klWJgZrdSzbgMZ7D5yTWnL1p1FM1/pOgaJKI7ieQbTc6WUJAGUIchlxxUXoXRVnedV2XTy2eqiJ5Im2SC08xSHH5W3Y9jWhT+FvTMPVmpWl9aalM8+oyXAEcVnKRG2Sv8/vggA88c1Tv1C4DESxVSRkZmOdbavqGh6paXotdpbCyR+ZZjMyrgqm0lSBnjseORVj0uG71yFdRvoprS5iYYWRrDBGPVxzk9sc+xziprxK6V0PRb1JmtHhVW/DkSWVsNvBAyQcHG08/51E6HotxetK0YSKxV9issdqylgOfSSDyPj70J1C7c4kipgeIjUk?/ddxdMttcXMDsA8cMmnkMSF2nAzt43Zxnkj61BXXUuuS3KQaJpkcEFmuWiZLMMjg+okg/1PIq8X/hrBZwNfxTzsYP9ZIjt4WJ4I2jaDj+bv8Cn9D0HSZYjc3+m6k8yMys72FmDkAjBBIIxn9cipF6YyJ3ksTzKBo2r6pPb33k+WbvzlA8uazG1iAAQoyWH1zjirpb28tpDLbrqN/Lc+glVmtTGO2R+bO08j9PrXbHo?/pFNT3XcN+ovnigt5FtbMqSeAp9Q2k/LVdYPAo6j0pG2nzXbySSF3t5LW2XeAPyjn0jjHt+lCbQZAqPpM3hktE1eW5uraaJbdNrRq1szyBjwzDfkYGP71YNS6k0XWLOLSoLqxhjkURMoWFJUCgHO8SfmOfYUxeeCMb6lMtomqoXjVJUitLUrwuBg5JGSCT+tTFh4HXtnp8l9dW19bbFyry2NoAR2xu3bvYf1rmuQcgyRU3Uqb9RQQzpZ6ffIsSuGb8WqlVXgEKUfvn7+9Qmo9R6XevLBDcW5uvP4VViUquD6g0j884GPirjr3hbpF9Ci3U2pG82+bDstIVVtx75DY7A/as/m6Tt4lTTGSIXUMqRwRfholaQ8kEknLd?+fjiprsSzqcamWHXl5YWmhWttDoyFlcI7xrHv3MQMsRJjHucCgz1F0/ZaZqVtq8U0F9arHNZxSWDTJKxbDBnRyFGMf8qmvw1roHmaf1bZyWs25hshs43IIIIzhiAO/JNQXWMtpJHOzE+VEphy9oI2GPY45JyKPcp47khcczN+qv2gOn9VS31DpvRXkvbWAR334ZHg8uFWBVlLFgcNuGMfzVVNW8Y/D7qS2Qa3Br8RkUoyQSRvjHucjPOfgCs96NuIEm6k3rhW0udVwpPOR3x2qpSwQR2sFwLlGmkldGhA5RVC4Yn4O44/4TXoKdJUnwgdTDtvtfknGZ6e6F1nT9atobewvb5NPjUCJzYszMBxztfAIwPjua0zTdCtpLSS+sbu5kn2kqY7GcOWAOAQJSME4GT2J5rC/Dm3t4NFjVGeORlDhcj?+ISPocHt271q/S/Rk9+heyW5ubp5oy3l2ylosesMG3Y7LznjBNZOq2IxJOJpaZWZQO5bre4uynl3cM6acP4al9IuAUJIGWAkJGDgcAjntXb?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?+284VOSME8Zqbuet+q9Mn0zR7y71WTU9RIktRE0TQ4Xfnc5IA5z9O+aza58JerNFsNO1HUNKaRxFeIsUbsHgdR5kcmQg25ZQABnPAPeprpzpvrPrLytR1nR5LG5gtHEV7d7Y0d1Xam1VThgFUYxz70a+HUeaHZsjn19OevtEsNWRgE5+01LSb/rS21C56avOr5tKSwSaS882OJhCF/2gUgYY5OAAeTUF1x4O32v32papo/Ut1r1ppmlx6hFqIdLdZoGXcWw?+GwsgkUjBIKMO4qi9dDry21ue40eHWJZ47QhrsylPMZhmV1AwVw7MRjHz71zWNQ8TzoHS2nrrOqLJaRzgzw30m+RpLqWUGTadzEGSUncTnzD8kkE8OVGbbYcZ4PGcexxH6auwYbUktgjK5I/Q/aSXTFm+gXenrN1XLDBeNMIXjbzN0se4OuSMBgAp9jyvyKkJtP6qEEOt6z1rNa2N+Z2sp/MWTc6EF1ZBzGw3IcH2cGsrisepZ9Vjv7nTL63svwiJI6uziR0b/a45bcX3nA5AYY4qS02bq7S9Lt9P1zTOo7u0SeSWxiExwodCJAFPYFlRu3IWmP4ePKJFnx/l8pZ1zV26hm0SMtecgEk4GfeWjp?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?+KetavqmoXCQRxvaTG3kjtpnjwwQckA9/n61T+oItT6n1GDrXqs3GotZ6hdst0tviOJixbA2jBG71bQMDJxjNRHhz1FcWOpa481+un20++4MrLJvdlYhdg5wdo28YJyB2oLvDGqBFbc/T5/4izfewyD/Sax07edTaxNp3U9xbiDTrq78iK4y00cchOYmcthVJKYHbOePip7pbxS8TdSF9rfTds8lmsfm3EaXDMkQyWIxntwwIAxxWEa51NPqPR2k6PJqEkUl?/qPl6oTGzh4I2VYndVxzGhIwT7YFbJ0T4ha9edESaxrHTslxGNAezv78ww5mZQBEE3puXasYUkHJIyTmmanQI43VNj5HHX95YR3c7Scev14+3v9oV1N4n+Lej65bydQdHfg7+93Pb209rsN1HGAWlQH8wwfbGM0lfHfxA1R5obeyskSxmNrNHHCGV22q2zKgh+GXkE+1eefEPrrVeveooNVurNbG0jUQwQTPvIUjbLJ6Aq5cjk7ckjucZrRNFi6p0FIL2+0ma3s7yAXGmkSN5krGGMRMORztiJJHJG33xSrvDFWv4D8X0H5yuLNS6nYxz+/lNCk8ddQ0uO7vdY6Qt4TpskcDymJwzvLwmVx?+TkjJ/mIHvURrXinD1Frdlp/7i0yz1CyeK/AibEjJ7qc8jcP6VmqdX6xrEDaX1P05DGbyGSC6uZ4WZ9xk86GUux3hi2eWYlvKXnjFS+t9C6/oHVFr4ja1oP4LTrzT1Vbq6Y7ppJI3KuBk?/m2N3+TS38O2g4JDAfeWbDa9W6pjn2+80ibxEVokubvprTZDcLIYnuZw2UQ7WIyMgA8ZPxUZaane+K1lcDpazhuUEbXFw1kpZoVQZYN8YFUOBbm40K9v9X0zT9NspBNFbXT6c8RuBKMMTNjDAAA4HseKJ8I+rovCHTtY0qyt47q5vdOuo7uCK5lyFZShcAAjgZ7j9RXP4O5OaWOfh/pzKgvtzm1iF+/2ifDHwe8P+stXuNNtdauY/xMMqFvN2kupwynjBBK5GPYjOM1JaH+zN4edU6RZ6/pWu30Vrf3MltaJIv8Sd0kZMKADnLI2PtVZ8FhqB1D/5fvB+95bhhaILllydgOQpOCeADn4qc8Kuq/E7p64l0fQ7+G2a11AQ3MMD+W8yyEytHlQD+cNhs7lOdpGat11P5r1C05GD88H/AGJa0b1KoSyrdnOD+/aW298CeqvD17yObRbxrWxfyGkkQDDGMyBWHcHahzkcEHmlaMnUL6Y/UemWrQactt55vkvMCJd4jIJU8HPGPgn2zTPi8OruqvEDWOoTO8lu3S13NawPcTyhIo5nQxszuXLMY2O7OeQDVF8I+tdf6Xv9B6d0W40MSXFzHdKbu3E7x3S+YqkhuMY4II/mFV28O3I++0lvTjiJKut20EhT19f8TWLDqjru4uoU0+4nuriRWS3jiuJZHkDDdhVU5JwvB74p+Xq/reC6lke7CuPQ0cl1LlCCMjBYHuOQaruu+IPU2meIQ62jMQ1oOskkFj?/AjhlliQhnUfljHc45+cgkGwavd9Tate6v1TY31hfJdarIs1wy7yp83B3ls7cbvf471hP4bq/5XB/L99ybPxVdfDNnJHyxJR+sfESTRF1VbdFsIpFglZLuUo0gHpyN5KkhfbvigdC8WdZZ9Ql0/QliGyBZbjzbmARMyhk9RIJJUqQD3HIqi6C3U1t4nL1PoV9afh3hiEzQ3IMU1yj/AMNREMgyfkwQOM570V1Z4p6z4gaxrPVvU+mQ6JfP5GnQwwM0cItrdp9yvk8yB2XHwuF4AFWavB7Godi/IAxx/XmL8zUKvLMCR6+v2mnzeJfUt5b3l7JbxNKXjkCi?+uCwQRlGcHOMYQhs/P0qMh8dr/UVhj0+yWIo0m9INTnWSRAQpycliobBHPuKx?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?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?/lGfn69iufW/FbTdcaK46+hRb4yS+SPwzRsAN3rUSEKBn5+Mc9s/i8XOmor6fT9aiVtMhfdG34Hzg5z2ADqcfr7U9/pn4U3d817pnUOlhshktb7RJIkJK4I8zzCuPof60tqm6K/aELVPTfeaPP1j4lrpEmq6lq6RSSviOTToItgQcgsGdx2HOAOKz236z8a74SSabqNveRM5ljkk05CWVm4Oe2OOwwK4OuulrETWUmu9M3UEu6RRbWZ2hx2RtzDg?/IzUBqvV2kW4d7PqTTkS6QL+EtGIS3XAIXn6n575o60P8w+0h7QMFW+8n26z8c4bvdPp+g3Qt8jZJo8LKWb3II+B2GPrmj9E8V/Hq7uW0a20bRLtd/4hbFtLt?/w8bYOCsZTaOCfrQ/S3iH0deafcNrp6QRvKQZkM0Tkr6fSFRuTyT9+9QD9RaRpd?/PqWmSaVceWRsVJH2MpyQcYBIBGCO9NVAOlxFs5Jzumk3V7+0Hq2mRavLoGhaELJ/wDZR9P2ckdyPcuGTAI/3QO/0qvXnXfi42rNpU3+jIutqxvbt07By3ceoqT2/QVUNR8UI7hfw6dN6aBzOXedzvJ9gMYAxnjvwP1r9713c6Um+Ww02VZwGOwN6M/XGc8e9QKie5Hm45yf1mqQ6x4pa3L+CfTuj79lBd430W3zHk8/yfT2FBWnWviDphOmWPT/AEe0ilvXFosQcHJz2TA9+Me9ZfL1Fpl+YLiHTYbSR2zLKs5Af6HHIqQl1Hp6ysQFi0tpxOzhpJXJI49OQDx+tR5CjsQvOJ6MvF14xeJN481y/T3TpjU7GZNGhwGU4PpMeM5+lOvq3ivqzPdTdJ9OXCWoEiTNodvG8Cn1ZB8vnOfist0vrOy02e6QWWlFbqbc?/myOUVRzxhcgH571NXXiXJd/hbbTG06wt41YTbbiVzNkrjcSvsAQB/vUZr9MQfNzyWmtHxU690vT/wB465oHS916xEizaSWDjvjKBVOMfeoe68ZOrpr9ryz6M6KhgmUAwpoLbVZR2AO5iT8k4H0qGbxU0MabHp0vQ/T1y0DpcA3mqTMjuM8rGiL6u/cnA+aC13xXaLWl1DRrHpazKh0kgidpkJb+cOy9+T7UrZk8rGebjppc16/8REmubq36K6Plt7iI7Ei0mFRAcDJDGMsT37k1NaP41axYwR6fqXhf0fNdqgVZjaPGzlj+ZkjQA5JHbArHH8UJJtMGj3UumqqKSbiKNfNJ+c45+1QQ6kt7nVLTUhrEo?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?/v6S3P436ZNbN+G8JylwuCCLlgiEe5LMwP32CnrT9oGJ4YtK1jwwurnToXaaO1jvdsZZgdxKgBST3zgfbPNVJevOiru?/vielNVtZrqNY2MOoK/lsuBnHpBBx9KMHUHTh0u6tYtL16O7njby55NUhMQwe3lnJ//LvRAADoj8/9wTYx/mzLK37Q+h2MavpPhHcWSK+WxqDRuh4KlWHH5lQnj2H3qPi8a+kpb9ru48FmnM8peZ59Qmnc7slyGZ8bixzxj4qC6b6o6csoxp3VWma9Et5vFy1peW7B042qEccHjlt3xgU/ddadKaLJLHoela9JYBQw86+jMhbJHr2HGMe/f6UWAOOf1geY/qftLfZeOPh3p0kl5054c6xZX6I4ieK5NsxVgQ+ZFJKk/Qmh7bxB8Prmwkv5ug746k5eXyLq?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?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?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?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?/PHt71IQjkwWbdKu1rbPFJ5kqo7tgtIMgHvj?/Omk0wMdqzXMYyCrq2VA4+vbg96sTJbXE5P4Us4GS784wecYGCP60ucTSb0Ds8jADYrFgAPZiT9vahYD0hBj3KvfaLhjC6uwOBGqofST77cd/6V391OoX/bRxorRndnlfgHPz81YpTE0e12XzY8KFCbWyeM4zwPsaHktY1nFpd6gxZ8bFUOXPHxuIpZVe4YcyvwRTAm3ea7jWLEm8jHp57sOCOTxQUuIbkagy3nlORHCTK23b7Ee3HPH1qzT2tvLAIFnLoV2h2QByCTwR79gP0qP1K20m0i26leRBUKqIkYleR3K5z7du2c1Tt4EsVmVq?+tdM83fHFGS53CVT/E/p2Bz7/So2/s4GtgFm8+XO8b4AMseM7gKkL6KwgLXqu13JtAXLOpjGD2IPY8DBzQ4/Cy3DtFCY4CfUJSGIf3OfcdxWTc27K8S/V8IBkDBoglzcRlOMhjIijuOaRd6DaXUgn/AHTbJuGD/D7nt7/apkWUcMg8qRjEWMfDBSR84HcUp444YnjJaT1Aq27gH4xWe1Q28x4sO7iQkXTsbq0sUFsgUc?+kDPz7UqOyWNvN8qFlxjBVTjvUnNAVGMeVvPKZ7Z+aeSxg37VnBZc4Ddv/AD/tSdnPEdvAHMj4lmJDRqjbTtUEflB+1PRw3EaeYUtSzDYodFYjB+oNG3CweWjZdn3/AMXJ4A+P7UOY4e8Mb+puVJBz9uKMAg9/eASDzOtDqF1iLZCjj32KpP0yOaftbXVoZC813MqqoVgX3AJ2OFB+lGRx+gTRpvZAMBpcGLn4XH9qMjM7fiEcpu2hHWSBCWXOTgDBz75Pf5q5VWW5JMQ9oHHpI6302Cd2LxLINxaNgp3ugHJ7EcVIz2FxfWsEtqriMMU52gKOMfX/AMNLvSltdGN9LuHiKgxMMgMvc5B5H3BqU06TVJ2RleSzstgKI4EmQO2M+30471o0IpykqXWY+ISJttEexiwYMfiEPJJx3z3xnv8ANSUVldzOYkitmAj3GQqeRj?+nHHNFW2jQzxyefr0jGZwzEALjB/LjkD7Y+KPOkWFyPLBaSXAclYRnA+SfnA5AFaNNe3riU7LFY98yKuNKjuoTKszvJgYzHlSOCfSB+mKXbadJOhkiV1hDEGRU+vbHcc0f+47GMeZ511C0eCVZgyMfb8xI/pTsFlp0somAu4HcECMzEAg+4B7e/Y1aRT2ZWZsdcyKXTrKIkpubYfU0gIwSfg84/WjI9IidWefaGiAwu4YYcYPOc1JLpk6XYnu5nntz6UEu0soHwwCn?+5zmlTWAE7/h0mViOPLIGBzxyPr3p23Ig7yOBIx9JeQhofN2lcn2yMjJBp2TSV/DRhoso3Chk9X271KWdu9vAiyyTOSCZE2jd9x7jt9af/dVqLdrqMyghg7O/LKM5x6VAHfvU4U8SOcZEr7WsSRSXEMPkKrjDSHIbBHz/wBa+XTYjGZRapEX9TFFJxx+uP0qwwwxnPkPFLK4H8QgDj3GcV17dVnR5wz3GThpBjb?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?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?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?+valWtjp+Eu51kKBNiESqNzd?+cjBI9IB+lH23Tmk2V3KI7YOZpG3F+4yw7Yx80iew0200a5voNNt1eGYxKu3043NyRnvxXZJnKoBMGGgxXbgW2q6lDKQvpEkLeWOecFOcnH9KkLG2volMEN274B3rMyqGODziMKAffsa5aaLY39smoSoUlELH0AD+cfTPB5HNPXLyW+g2d00hmlL4DSAZGR9AP71GMGS3XE6+n3Nwr5NvDIMMXVim0e4yc/8q5Z6I1syTX11Lctg7nUgYGODknvQWvXFxYaTNcQTv5k7Lksc7dy5OB/1zTjaZa?/u64vC05lg3jmd8PgfzAHBqDkScYIEIaz3XTS/vEyjgIBIMKPfGBnPtzTbyWlrH+Our10H5GVzgjJ7nGPt2p6z1K4UtaqsQjSFH/IMklAeT+tRtt1Bd3epSWM9vbNEz+Uw8vuqjjPNCMwsDsSVjs7S7gEsEylSMb8kHn6Jj5PvTiWenxMZrZUkIykgBJbHvncf86hL29bSdEOoafBBDmbDQhP4TZyMkd?/6GpC2vZPwcdwEjDyuEY7e4Ioc5MIdzhvLO6aWJQDJtxkqVXHvzjv/AFpxbS6hUwIkUKBskhc5zz3PNSdjBbyzmRoEDqfzAcn71WNSv5pbl4GWPZKWcgIOCp4xUA5nEcZkq8VxgqPKVjwRCysAPr8H37Gg2S1VirLckg4J8sHP65om3jRmlV1DGJ3VDgDaF4AwMA4+opj8bcnnzTRKMwSJ/9k=" width="302px" alt="liberty safe"> Marx’s important evaluation of liberty bears the hallmark of capitalist society. He is appropriate when he says that bourgeois concept of liberty is partial in character. Only a microscopic fraction of capitalist society has the chance to enjoy liberty fully.

h3>On-line Scams</h3> In his evaluation we discover that there are heaps of obstacles which the person can't remove or ignore, and if these usually are not removed the event of personality or freedom will obtain critical setback. For the elimination of these obstacles the interference of an authority is indispensable. On https://mega.nz/aff=CU5U4OlDge0 , if the state interferes and coercion is regularly applied in the name of basic pursuits that can frustrate the spontaneity of the individuals.

ul> <li>These examples are programmatically compiled from varied on-line sources for instance present usage of the word 'liberty.' Any opinions expressed within the examples don't represent those of Merriam-Webster or its editors.</li> <li>It is a very complicated question and cannot be answered directly.</li> <li>If liberty is to be made a significant idea, laws are important.</li> <li>For most citizens, liberty means the freedom to practise their non secular or political views.</li> <li>It has additionally been argued that freedom within the political sphere could have a optimistic influence on the financial sphere.</li> <li>He says that “being free” and “being able” are two phrases totally different from one another.</li></ul> And even amid a bit of a shooting slump earlier in the playoffs, she helped the Liberty to their first Finals appearance since 2002, averaging a team-best 38.zero minutes per sport within the postseason. Stewart -- also a four-time national champion and four-time Most Outstanding Player at UConn -- often speaks about exhibiting her teammates what greatness seems like on and off the court docket. She actually did that for the Liberty this season, averaging a career-high 23.0 factors per sport to go along with 9.3 rebounds, 3.eight assists, 1.6 blocks and 1.5 steals.

h3>What Is The Statue Of Liberty?</h3> So, for the sake of correct development of rationality and furtherance of spontaneity it is essential that the state interference ought to be decreased to the bottom stage. Modern thinkers have known as the state interference as a kind of paternalism and all types of paternalism, however, well-intentioned, is sufficient to dwarf the respon?sibility and spontaneity of people. It may be stated right here that this is the gist of Mill’s theory of liberty. Though Mill did not categorically point out the elimination of limitation he, in his thoughts, had that concept. To him freedom was equivalent to pursuance of one’s own good and any obstruction could probably be thought to be inimical to liberty. Of course arguments in opposition to this strategy are huge in number. However, the very fact is that the ahead march of market financial system has accompanied with it the political liberty. How much liberty a citizen can take pleasure in is determined by the social, financial and political structure of society and, concurrently, on the persons themselves. The citizens might cherish in mind to enjoy liberty but many hindrances stand on their method and this leads to curtailment of liberty. Berlin maintains, “The notion of liberty isn't the unfavorable conception of a area without obstacles a vacuum in which nothing obstructs me however the notion of self-direction or self-control”. What a man wants to do, he will have the opportunity and freedom to do.


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Last-modified: 2023-10-23 (月) 03:33:06 (199d)