{"id":868,"date":"2022-11-24T15:01:53","date_gmt":"2022-11-24T12:01:53","guid":{"rendered":"https:\/\/yasmen.tqnia.me\/golden_medica\/?p=868"},"modified":"2024-09-23T11:58:04","modified_gmt":"2024-09-23T08:58:04","slug":"producer-surplus-definition-formula-calculate","status":"publish","type":"post","link":"https:\/\/yasmen.tqnia.me\/golden_medica\/2022\/11\/24\/producer-surplus-definition-formula-calculate\/","title":{"rendered":"Producer Surplus Definition, Formula, Calculate, Graph, Example"},"content":{"rendered":"<p><img decoding=\"async\" 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aSsAr\/QPWudeK+pOHEzVuhbdrm\/RLloqw\/KNvvciWT3Ru7GAw5D7yT4Ny2HHlN56FbiQPEUiqQej3RGjpVp1y5NTryRpfSyeGynkOGbzu9ukcgY3c1DhZ7xjqGglS\/B1oDvlMmOt9cZEhtTzYBW2FgqSD5EjzFS1ybwn+T5PEjSDcNfL17Ev2pl61QAoy+6lb4Z71nqGyVRSzu8JSE7OgrrKgCitG4Y6vvus42o37kqI2bTqS42lgNMqGWWHNqCrKuqseZ6forc9kr8u39kf4qAmoqHZK\/Lt\/ZH+KoUquRmLZK2AyG0qSvb4iok5GM+WAOv10A5RUOyV+Xb+yP8VGyV+Xb+yP8AFQE1FJuKuSZTLSFsFpaVFainBSRjGBnrnrU2yV+Xb+yP8VATUVDslfl2\/sj\/ABVDLVcmWd8ZbDi96BhSdowVAE5z6DJ+ugHKKh2Svy7f2R\/io2Svy7f2R\/ioCailZPyg3GdcYcZW4lBKEqQUgqx0BOelfTaZim0qW80FEAkBskA\/tUAxRUOyV+Xb+yP8VGyV+Xb+yP8AFQE1FJxFXJ1tSpK2G1BxaQEp3ApCiEnz8yMEj0qbZK\/Lt\/ZH+KgJqKh2Svy7f2R\/iqFhVyW9IQ6thKG1gNqCclQ2gkkZ6dcigHKKh2Svy7f2R\/io2Svy7f2R\/ioCaiklquQmNMpWwWVNrUtZThQUCnaAM9Qcnr6YHxqfZK\/Lt\/ZH+KgJqKh2Svy7f2R\/iqCaq5sspXFVHcWXW0kLTtG0rAUc58wCSB6kYoB2iodkr8u39kf4qNkr8u39kf4qAmoqoOKfHF7S92a0Bw+hNao1zMTlq3tIPJhp\/KyXNwDaR54JBx54BBNjaab1WnT9vTquVb13gR0CaqG0rkl3HiKMnOM1FCtCc3CPPDPbw8S7X7Pr21CFxWXCp+yn7TXvYZ8Oz10xMzRUOyV+Xb+yP8VGyV+Xb+yP8VSlImopaA7KeYKpjTbbgccRhte4FIWQk\/USACR6E4pmgFbnc7dZbfIu13nMQoURtTz8h9wIbaQBkqUo9AB8TWvx+KnDWTplnWbWu7H8hSF8pq4KnNpYUv5u4kDd9XnWA7RVqjXrg7frfNsd\/u0dSojrrNhSldwaS3Kac7ww2pKw8pnZzuTsVzA2UBKiraeXtE6u1La+H1umT+Ds+7OOXyQ1ZdTI4e3ZzMdVvYS9Pl2uK0pxbu7MdC1JbSsNZTtSOoHbUnUFih2c6il3mEzaw0Hu+rfSljlnyVvJ24ORg59aRk690RDtcO9y9X2Zm33BWyJKcnNpafV8ELJwo\/ornu5O2G1cNdDaE05Y9ZXu2aEkWLUN5jztMzG5b9sW9JQF90U0HFONutF1UZLZWlKE4R7udId0\/Ns15n621Bww1Rd9F6qtmrYdgtDOnJL8mFKmyYymEuRA2XIokttOEOOpQG+oWUbuoHYj2q9MR72zpp\/UNtbu0lHMZgqlID7ifPKUZ3EdD6Vla4x0doLWGnots4Was0zfZmuBfdL3Ju\/t2p96KqJDiRESHVXAJLKClTD6C2pwLUXBhJC8ns6gCiq90pqG\/Xbivr7Tsy7Om3WVFqMFhLbYDReYWpzrt3HJAPUnHpit77u79Of\/AFI\/hoCeioO7u\/Tn\/wBSP4aXeTKRNjspum1DiVlSFbOYrGMbfD6ev9VAP0VB3d36c\/8AqR\/DR3d36c\/+pH8NAT0UhMTKZLHLunL3vJQrm7BuBz0T4fe+FMd3d+nP\/qR\/DQE9FQd3d+nP\/qR\/DUMxuQ1EedbuSm1obUpKnQgISQPNXh8vjQDtFKssvraQpVwcUSkElIRtPT08PlX33d36c\/8AqR\/DQE9FQGO99Oe\/Uj+Gl7emU\/DbeeunNWoHK2AgoPX06UA\/RUHd3fpz\/wCpH8NHd3fpz\/6kfw0BPRWPjJlOSZTa7oFpaWkIS3s3oBSDhfh88nI+rFM93d+nP\/qR\/DQE9FQd3d+nP\/qR\/DS4TKNwUx8qezDIWGxs5oOSMkbfd\/25oB+ioO7u\/Tn\/ANSP4aO7u\/Tn\/wBSP4aAnorHy0ymnYyW7oEBx7YsO7AVjao4R4feyAf0A0z3d36c\/wDqR\/DQE9FQd3d+nP8A6kfw0vcEymIxcaugaVuQNz+wIwVAEeXmQcD68UA\/RUHd3fpz\/wCpH8NHd3fpz\/6kfw0BPRVP8T+NEiwXprhzw2jP6m1xNGERGthjwEn\/ACspYThCR54yDjzx0zuHDSz6ytuj4bWttafL13dK33pbDLSGvGoqCEYT1SnOAfhj4VDGvGdR0488M3ounj9M0K3Z1W3to3NZqPF7MX7TXvYaR6vDHTHBm4UVB3d36c\/+pH8NHd3fpz\/6kfw1MZ5PRSlucecZc58pl9SXnEBbZHQBRABx+MB0P103QBRRRQBRRRQBRRRQBRRRQBRRRQEUqLGnRnYcxht9h5JQ424kKStJ8wQfMVIlKUJCEJCUpGAB5AVo3GDitbuEWmo17l2mVdJVympttvgx1oQqRILTr20rWQlADbLqsk\/i4GSQDiJ\/aB01ZYejVag01qi13DWl2assWDItDwMaQt8skvOhJZQjcCUqK\/aJKVI3Ag0BZDFugRlyXWIbSFzXQ\/IISMuuBKUhSvidqEj9CRTBSkkKKQSPI48q03iNxPt3DxVohOWa4Xe5Xx19qDBhctK3Ayyp51RU6tKEhKEk9Tk9AB8NPn9qLQcOFEvUe1XqXZlW223a53FphAatMWe4W465AUoK6kKKggKKUpKj0xQFxBKQorCQFHAJx1Ne1W+n+OendQ6siabZs11jxLrKnQbTdn0IEW4yIZUJCGwFFYxscwVJAUEKI6YzZFAVbwC\/5P1t\/pxev\/Pq0qq3gH0t+ts\/9OL1\/wCfVo5HxoD2lENYurr3dUDLCE87f4lYUrw7fgM5z9dNZHxpVDWLo4\/3RI3MITz9\/VWFKO3b6YznP10A3RXmR8aMj40Aq+1uuMV3uqF7EODmleFN5x0A9c\/7KbpR9rdcYr3dUr2IcHOK8FvOOgHrnH91NZHxoD2lLo1zooR3VEj2rR2LXtHRYOc\/VjOPXFNZHxpW5tc6Ly+6pk+1aVsUvaOiwd2fqxnHrigG6K8yPjRkfGgILgjmwZDfIS\/uaUnlqVtC8j3SfQH41KyNrLadgRhIG0HIHTyqKegOwZDXIS\/vaUnlFW0LyPdz6Z8s1IyAlltOwIwkDaDnb08qAkorzI+NGR8aAVtjXJYcT3VEfL7qtqF7gcrJ3Z+J8yPTNN0nbGuSw4nuiY+X3VbUr3bsrJ3Z\/OznHpmm8j40B7SkRrZLmr7qhrmOJO9K8l3wAZI9MYx\/VTWR8aViNcuXNc7qlrmOJPMC8l3wAZI9MYxj6qAborzI+NGR8aAUda3XSO93VCtjLqecV4UjJR4Qn1Bx1PptHxpyk3Wt11jv90SrYy6nn78FGSjw7fXOM59Nv103kfGgPaSuzPPioQIaJOJDCti17AMOJO7PxTjcB6kYpzI+NYLW98sem9OP33Ub8Vm3QXGX33ZLwaQ2lLiTuz6keYSOqiAB1NfG1FYs6hCVSShBYt8klqZ1SkoSVrUEpSMkk4AFUNqni1qzite5vDXgCsJTGVybxq1acxYIJwUMHycd8wCPLqR5bhjXZGvO1I\/yIJnaT4WhZDkkezn35IPUIz+DZPlnBz18\/IXtpfS2ntF2SNpzS9rYt9uiJ2tMMjAH1k+ZJ9SepqlxTvOUOUN9X4bLr5bnoVRt+wvtXCVS40hnGHWfvS\/BkvvY+yapoPg9pbhhpabbrNBN0uU5larjPmr++Li6Qc8xzzSkn0HQD4+db+gYQkYxgDp8KWurXPtktgRUyuYytPIUvYHMg+Eq9M+WaZRgISMAdB0z5VbhTjSioQWCRh3NzWvKrrV5OUnm2fVFeZHxoyPjXZAJWhnkRVoMNuLmQ+vYhe8HLqjvz8VZ3EehOKepK0Md3irR3FMXMh9exK94O51R35+Ks7semcelO0AV8oQhtIQ2kJSPIAYArUuLerdQ6F4dXrVeldOO326QGkKYhNNOOk7nEoU4W2gXHEtpUp1SEArUlshPUiqUY7Tut43Zku\/GiDatK6zn2ZbiHHrNcuXEShKEFS32l+0ZcQpZSqPkr8IOQFdAOlksMIeXISygOuJSlawkblBOcAnzIG44\/SfjUlV9xz4nr4Q6Ad1ihiGvE6JBLsxawxGD7yWuc4ltKnFpRuzsQCpXkMeYqrT3ah1rryyW9OgNM6dn3g2m83yWt6W+3EeiQJKY6QyNnNQt9ajtDg9mEK3BXTIHS1Fc8af7T171dBtvEDT+mIH3DSZ9mtj3Pfc+UuZcWY7iXUpA5YS2ZTSVJOSrCiCMAHoegKt0D\/z48Uv+zsn+rOVaVVbokiJxu4muyiGUPt2YtKcO0LCY6wdpPng9DirL7\/B+mMfaCjWGZ8TTyJ6UfOLhFGY3VLnRf4XyHufV8f6qk7\/B+mMfaClH50P5QikS4GAlzO9wczyHudfL4\/1UPpkqKg7\/AAfpjH2go7\/B+mMfaCgI7gcGN1jDMhP4f+v3PzvhTdY2fOhkxtsuAfbpzznB5dfd6+98Kb7\/AAfpjH2goCel55xBkHLI9kr8N+D8vxvq+P1V73+D9MY+0FLz50IwZATMhE8pWOc4OX5fjdfL40A2x+Ab9z3B7nu+Xp9VSUoxOhchvMyL7g9xwbfL06+VSd\/g\/TGPtBQEx8qVtRzAZOYx6HrG\/B+Z92vsz4OP6Yx9oKVtc6GIDIVMgA4P9HcHL8z5daAyVFQd\/g\/TGPtBR3+D9MY+0FARxDmZNGYxw4no1748A\/CfX8PqxTdY2JOhiXNJlwAC4nHLcG\/3B7\/Xz+H1Ypvv8H6Yx9oKAnpRJ\/wqsZjfgEnA\/De8fP8AN\/25qTv8H6Yx9oKUTNh\/Kiz3uBt5CRkODm53Hz6+7\/tzQGSoqDv8H6Yx9oKO\/wAH6Yx9oKAjnHD0PrGGX\/8ALe8fAr3Pzv8AZmm6xs6dDL0PbLt5w\/15rgzjYr3Ovvf7M033+D9MY+0FAT0pdDiGTmMPG3\/Sfc98f3\/D68VJ3+D9MY+0FYXWOq9Oaa07Kvd6vNsiw4m1112W4NgSFAnoDkq+AHUnHnXxtRWLyOoQlUkoQWLfJJZsz61oaQpx1aUISMqUo4AHxJqh9ScVdX8X7xM4e8A3ENwo6+ReNYLGY0QfjIi+jrh+cMgDqPMKGJVO1h2oJKMTJGkuFqVncCsNXC\/JB\/W2yfL68nz6YvXTdn0no+zR9P6ZjQLdb4qdrTDCkpSPr+sn1J6mqXFO85Q5Q31fhsuue256HurfsLnXSqXGkc40\/wA+kpfhyX3sX9kwvDHhNpPhRZVW3T7Dj0uSeZPuUpW+VNdPUrcX+n0HQf31tVqObbFOYxy0nrG\/BeX4nn4fhX2qdBwfvyP5erg\/fStqnQxbYwVMgAhpOe7uDleX4vXy+FW4QjTiowWCRhXFzVu6sq1eTlJ5tmSoqDv8H6Yx9oKO\/wAH6Yx9oK7ISO2nLTvWMfbuj738vePvdfe+P15pukrUtLjDq0KiKSX3cGMcpPiPn1Pi+P15p2gCiiigCiiigCiiigCiiigCiiigKu7RWhNV8Q+HyrFpSBYLopMguzLTemhyLjH5LqOWl3YtUd1Li2nUOJSerW04CiRrGnuBGtYnCvRmjbzqWLIuGn9ZxtTuhch99qNDbnrkogsuuAuOBppSWkKXjOzOEjAF8UUBQnGbhRrji\/eIr910ppS82XS11lCFYrzLfZjXVl6E0lMpbjbay2606uQlKdikqST7pIUNYjdl\/iNbNMydBxdR2KbadXWGyWXU0uWt4PRBBWpLpiNhBDqXI6+SkLWgoUgLJXkprqKigKP0LwZ1tp\/UunoN6lWR3TOi7nd7paJLDzqp0tU1Tuxt1pSAhrlJfcSVJWvfhJwjqKvCiigOc9HzNVWrUGqr\/ZXhc0I1LcGJNoeQkB5pDmElpXo4B06jrj18qurSWqNNazt5nWhLe9pWyRHcbCXo6\/mrT5g9D+qqh0R\/TNX\/AOlVz\/8ANrKXCzyFTxqLT8022+NDCZKfckD5jyfxgfj5j6623RhdU0p8pYLB+u\/jmup52NepZ1ZOnzji8Y\/OO3hk+hc\/dYv0Zr9gUoiBGF0ce+S2gCwhPP6eLxK8O3HTGc5+uta0VxIj398WC\/xk2rUDScriqV4Hx89lX4yT548x9eM1tKGcXZ1\/ueN0dCOfv97ClHZt9MZzn66ya1GdCfBUWD+sjcoXFO5hx03ivrk9mT91i\/Rmv2BR3WL9Ga\/YFS0VETCD8CMq4RnRbGlhCXAXug5ecdNuOuf7sU13WL9Ga\/YFQPs7rlFe7pv2IcHO345ecdMeucf1YpygIu6xfozX7ApS5wIz0UIFsake1bOzojyWDuzj088euMVkKTurPPicvufefatK5e\/b5LSd2fqxnHrjFAT91i\/Rmv2BR3WL9Ga\/YFS0UAlPhRnIMhsW9p8qaUA1gJ39Pdzjpn41KzDipZQnubSMJA27QcdPLNFxb50CS13fvG9paeVu28zI93PpnyzUjCdrDadmzCQNuc7enlmgPO6xfozX7Ao7rF+jNfsCpaKAx9tgRmmHEqtbUfL7qtvRe7Kyd2cfjeePTOKb7rF+jNfsCoLWzyGHE9z7tmQ8rZv3bsrJ35\/OznHpnFOUBF3WL9Ga\/YFKRIEZEqYs2tpoOOJIc6K5vgAzjHhx5Y+rNZCk4bPLlznO58rmupVzN+edhCRux6YxjH1ZoCfusX6M1+wKO6xfozX7AqWigMe7AjG6R3vktpQSy6nn5A2ZKPDtx1zjOfTb9dN91i\/Rmv2BUDrO67Rn+57tjDqefvxy8lHh2+u7Gc+m366rjipxvj6PuLehdF2lzU2uZ6cRbVGOUxwRnmyFD8GgAg9ep6eQORHVqwox4pvkWrOyr39VUbeOLz2SWrbfJJat8kZzidxM0NwnsibvqdaObIVyoUFhsLkzHfRDaB1PUjJ8hmqutHCzWvF+6sa\/42WpDNrZfbcs+jWnOW3HQVj20tQHtFhJJ2HzOR0HStq4ZcEJNtvI4lcV7qnU2uJA3JdWnMa2J9GoyD0Tj53Q\/DHmbQu7HeIiEdx73iQwvl8zZja6k78\/m43Y9cY9arKlO5fFXWEdI\/u9MvE153tDsiLo9nPiqvlKrtuqeqW8\/aenCs5mbfAjtIYYhR2220hKEIbSEpA8gAB0FffdYv0Zr9gVLRV089mIXWBGetktpNsaklbK0hnojmZB8O7HTPlmmERIoSB3VodPLYOlR3drn2qYx3TvXMYWnkb9nNyk+Hd6Z8s0ygYQkYxgDp8KA+O6xfozX7Ao7rF+jNfsCpaKARs8cRYi2kwEwx3h9QbC94OXVHfn03Z3Y9M49KepGzsd3iON9x7pmS+vl8zfnc6o78\/nZ3Y9N2PSnqAwGutIta50xK007e7rZ1PrZean2uQGZUd1p1Dra0KIUk4WhOUqSpKk5SpJSSDWmn+y9pmDws1dw41Bqa9XN\/XmFX+7JMdmQ6sMtsJ5SUNBpsJbZQBlBPmSSTmrpJAGTXy080+2l5h1DjaxlK0KBBH1EUBXuuuFEziDfHpN01ldrfb4nybNsqICmeZb7nGckKVKSHWVpVuS60kpXvSQjyT5nWF9ljTwZRKh8QdXQb6+i5sXS9xXIiJVyYuC21ymnEmOWkJKmmygtoQpBHhIyc3ZRQFUQuzlpG1XpiTZr7e4FhalQrgvTjK2O4OyojSGo7pKmi+NqWm8oS6EqKEkjzza9FFAUQjTV41Fxq4iTrDfn7ddbM3aDBVuyyoLjqK23E+qVFI6+mBVh6R4hfKU\/wC5bVcH5H1G0nxRlq9nJA\/HZUfeBwTjzHXzwTWB0D\/z48Uv+zsn+rOVuertFWTWUJMe6MqQ+yd8aW0dr0dfopCv0+nlVyncQqRVK4yWT1XqunkUKttOlN1rXk3nHSXo+vniZ+k5H\/KUTpG91z3z7XyHudfL4\/1VoVr1lfdCTWtN8S3EuxXF8uBfUJw06PRL3zF\/X5f99b46pLlwhONmKtCkOEKKvHggY2deo+P9VRV7eVBrHmnk1k\/rzRPb3MLhPDlJZp5rx9cnoO0UUVAWBO4+cX+jf0hH4c\/p93874U5SdxGTF8Mc\/fCPwxxjz93874U5QBS9x\/oEn8D+CX+GPs\/I+99Xxpil7iMwJIAZPsl9Hjhs9D731fGgJI\/9Ha9z3E+57vl6fVUlRx\/6O10QPAn3Pd8vT6qkoDw+RpS0f8nM57t5H+jHLfmfd86bPkaUtAxbmQUx09D0jnLfmfKgHKKKKATh\/wBNnf0b8Ij8EfH7g\/CdfP4fVinKThg99nHbGGXEdWz4z4B7\/wBfw+rFOUAUmn\/ldf8ARv6OnyPtvePn193+rzzTlJpB+V1nbHx3dPUH2vvHzHzf9uaAcooooBOf+Ghf0b+kf5Y+L3Fe5197\/ZmnKSngl6DhMY\/fH+VOFDwK9z87\/Zmq34o8b29MXNGgOH9rGp9dzU4j21pWW4gP+VkqHuIHnjIJHwyDUdWrCjHim\/roWrOyr39XuaCxeb0SWrbySWrfI2LifxX0pwos7dy1E+47KmL5Vvt0ZO+VOd6AIaR5k5KRnyGR8RVXWzhjrbitcmuIvHQMRIcd5Dlm0gtw91iAqGFyj05ruD0HTr5+e2tp4YcEF2W7\/wAo\/E25jUuu5SfHLcGWICTnDMZHkkDJG7zOTjGas+7AmEcJjH2jfSQcI98f3\/D68VWVKdy+KusI6R\/dv4ZLqa872h2TF0eznxVHylV\/VU9Ut5e09OFcm0222y2lppCUIQAlKUjASB5AD0FfVFFXTzx4ryPl5etKWj\/kuJnu34FP9GOWvL8Tz8PwptXuny8vWlLQCLXFBTHT7JPSOctDp+Kfh8KAcooooBO155L2e7f0h38AenvHz6+98frzTlJ2sENPZTGH3w7+AOR758\/zvj9eacoAooooAooooAooooAooooAooooCkO11I1AjhpDg6Z1IzbZs66Bsw13JdvcvDSIsh1cNmShKi26Q3zR5BQYKCQFEjQ2tcaivHDbhZqPSOvdWQobHEOJpu8wLsiM5LklN0XHejPSG870NlCmwpCjzEpSVFRJro3XGhNHcSdNytI6703br7Z5mC7EnR0PNlSTlKglQICknqFDqD1FfUDQuirZYrXpi36Rs0e0WNxl62wW4LSY8Nxo7mlsthO1tSVdUqSAQeo60BT3aR1brP7ptDcP9Bnnqv0m5CchvUHyOCuPFS6hlyYhp1xrwrU4EobKlFCAcIKlCo3+LOrtSaIv2tbRrfUdpn6O01pqZp2FMmNk3STJkOIcMgISESue42IwUAB+MkAqzXU154NcLdTRr1B1XoKxX6JqC5N3e4Rrnb2ZLTsttltlDpQtJG5LbSAFefQ9acmcL+Gtxutjvs\/h9pyTcdMIDdklu2thb1sSMYEdZTlkDAwEYxjpQFHcN9V6ruOrNEalc1hc5krVl91Hb71aX5O6PGjxFyA0ltnyaLSmmUkjqd53ZyK6YrXbZw64f2XVVx11Z9EWGDqO8JCLhd41uZbmS0jGA68lIWvyT5k+6PgK2KgOfNFF4TtX7G0EfdVc+pWR\/lf0Vs26T+Sb+0P8Na5oj+mav\/0quf8A5tbRW7T9heB5ur\/Ul4sxd4szN8YbblsJQ6wrfHktOlLzC\/nIVtyP0eRp7TPEC5aduiLZr1DK1voTHi3veUNPJBJSh0YIQvqevkev6TNSMmBFnvSI82Cl1h9hLbhWcpWNxO3H1eef3VK+CpHu6qxXxXh6ZMhi50Z97ReEvg+j9c18C3kuzFJCksRyCMgh84I\/Zr3fO+jsfbH+GqbsepL7wzWiO6JF20sOhSTvkW9P5vz2x8PQf32\/aLxbL9b2rpaJrUqK+NyHG1ZB+r6j9VZFzZzt\/tZxeT9dn0NyzvoXX2cprNfNbrr54MhfRMVcYrxtjKy2hwB3vBAbzjpjb1zj+6m9876Ox9sf4ahkM7rnEe7oV7EOjnb8BvOOmPXP92KdqoXiDfO+jsfbH+Gk7oiY\/E5arYzJHNaVsEgp8lpO7O30xn+qsnSV3Z58MN9zMn2zSuWF7fJxJ3Z+rGceuMUBNvnfR2Ptj\/DRvnfR2Ptj\/DU9FAIXATXoEhpVvZfC2lJLQkEFeR7udvTNSMGalltIiMIwkDbzycdPL3a+rk3zbdJa7uX97K08oK2lzIPhz6Z8s1LHTtYbTs2YQBtznb08qA+N876Ox9sf4aN876Ox9sf4anooDGWxExhhxCbYzHy+8vaZJVklZO73fxs5x6ZpzfO+jsfbH+GobUzyI7qO5mNmQ8vaV7t2XFHfn87OcemcU7QEG+d9HY+2P8NJw0TG5c1wWxlouuJUVmQTzcISMgbemMY\/qrJ0lCZ5cye53Qtcx1J5hXnm4QkbgPTGMf1UBNvnfR2Ptj\/DXinJiQVKYjgAZJL56D9mob3fLRpu1yb3fbixBgxEFx595YShCR8SaoN67a77T8t236Zem6W4XpUW5FzKC3NvifIoZB6oaPqo4JHnnqkQVq6pYRSxk8l9ZLqadh2ZO8TrTkoUo+1N5Lovek9Irn4LFjOr+K+q+JOp16E4CRIsidEC41z1SpwrhWxCyN6WztAcd8I8s4x0Bzkb\/wAK+EFk4UwZAtccT7vcVc253eZIK5U10nKlKVt6DJJ2j4+p61m9K6H01oRi22DSenWoNvhRnkIU0cbVKLed\/qtS8ZKic+Gtnrilbvi72s8ZfBeHrm\/gTXnacO6dnYRcKOuPtTe83+kV9ldXzcG+d9HY+2P8NJXduZIiobVampQEhhewSSnBS6k787fxcbseuMVlKQvLHeIiG+5KlYkx18sL2Y2upO\/P5uN2PXGKtGMMb530dj7Y\/wANG+d9HY+2P8NT0UBjbsiZItcthVsZkhxhaSyJBSXMpPhzt6Z8s0yhU4ISO6sDAHTnnp\/+zXxeWufaZrHdDK5kdxPIC9hdyk+Hd6Z8s00gYQkYx0HT4UBFvnfR2Ptj\/DRvnfR2Ptj\/AA1PRQGPsjCo8JaFQO5kyZCy3zOZkqdUd+cD3s7sem7FZCkLKx3eG433ExMypC+WXN+dzqjvz+dndj03Y9KfoCs+0l8nq4LajYuurHtMxHxFZeurcdx9EdK5TSTzktqSru6s7HlBSdrS3FFSQCocp265\/LfYk4mxtOy5mnVaRecxJ05fnJVruBMaOsiM4tIU2yQvDjCeiHOYNxya73UlK0lC0gpUMEH1FL222wLPBZtlriNRYkdOxplpO1CE\/AD0oCj+1brRUPR7WmLFqS1w5QvNnOoDMlONNQbTIfWjnyuUpDiY6ltKCsLRuCVp3pBKhQcTUmmX4cexcQb+1aNDW2y6qTYbna7xKattxvDMmOGXoSlOle5LS1lhnmLweaEFW0Gu6E2a2Jucq8iIkzJkdqI+6ok72W1OKQjB6AAuuHoOu7rnpTPd4\/LQ1yG9jWNidownHlgemKA4o0letQTX7O9r3UUmPxmYvel47UJyc4iQuCuHEVMDcYKALCiZhcVsKdyTk5SMdt18Fpouh8tILiUlIXtG4JOMjPw6D9VfdAVVoUPnjlxS5TiEjl2TO5BV\/wDlnPrFWfsmfl2fsj\/FVZ6B\/wCfHil\/2dk\/1ZyrSoDH3S0NXqA9bLq3ElRZCdrjTjBKVD9rz+uq1fi6i4RS2HmFqvmmEheGygrlW1B97ljdlbY6Z69B+jrbVJyUbrjEJaYUAl0FSz405A90eoPr\/VVmhcOknCSxi80\/1Wz6lW4tVWaqRfDNZNfo910f6i9mvEfUNuau1mukWVFfGUOIbJ\/qPi6EfCntkz8uz9kf4qr+9aGvGkp7+q+GOxtx1XMnWZZxHl\/EoH4i\/wD9\/qrY9H65s+sYy+6740+P4ZcB\/wAL0dfqCPUZ9a6q264e9ovGHxXj65P4HFC6fH3NwuGfwl1T\/VZrw5mRuDcsmNlcJeJCD7VBGPPqnxdVfAU5smfl2fsj\/FUNxTuMX2TC8SEH2qsbfPqn4q+FOVULpDsmfl2fsj\/FS9wRLMGQC5EWC0rwutkIPTyUd3QfGnqXuI3QJKdjS8tLG104Qeh6KPw+NAfMdEwMNjnRx4B0S0SkdPTxeVSbJn5dn7I\/xV9RxiO0MJGEJ6JPhHT0+qpKAgKJmPw7P2R\/ipW1Nyxb2QFwkDB8LCCpA6nyO6sgfKlLQnZbmUlphvAPhYVlA6nyNATbJn5dn7I\/xUbJn5dn7I\/xVNRQGNiNyxMmkLhJy4jKm0ErV4B743dD8PqxTmyZ+XZ+yP8AFUMNOJs5XKYTucR4m1ZWrwDqseh+H1YpygIdkz8uz9kf4qUS3L+VVnfCz3dI3hB5vvHoRu936\/jmsjSaU\/4XWvlMf0dI3hXtfePQj5v+3NATbJn5dn7I\/wAVeK70hJWuSwlKRkktEAD9qlr9f7Lpe0Sb9qC5MQIENBcekPrCUIH6fj8B5mqGcm687UEp2HalXDSfC0EodmdW51+T6pQP8mwrqCeuU+edxCYK1dUmoxWMnkvrJdTTsOzJ3idapLgpR9qbyXRL70npFeLwWLGNX8WNUcUNQHhzwMeiOrjP8u56qda+9bcrBBSwSSHXtpV5dP7ymw+F3B+w8Krc81Z3EzLpOPMuV2ltlcua4TkqWsqzjPXaOg\/T1rN2PSOntE2ez6Z0tZoMK2wXcNNe6U+BWVj5zhJ6k5Jyo1sdcUqD4u9rPGXwXh65v4Et52nB0v5OxjwUdfem95v9Ir7Mer5uHZM\/Ls\/ZH+Kk7q3LMMgrhLG9vwvoKUe+PXd5\/D68VkqTuyd8IpDTDntGztfVhHvj1+Pw+vFWjHJtkz8uz9kf4qNkz8uz9kf4qmooCBSJmD7dny\/JH+KlbSiWLZFAXCbAaT4WEFTY6eSTu6isgryP6KUtCdlrio5TDeGkjYwrLaenkk+ooCbZM\/Ls\/ZH+KjZM\/Ls\/ZH+KpqKAStKVJYdC0xgrvDpPd\/dPiPU9ThXx+unaStadjLw5TDeZDpwyrIPiPU\/nH1+unaAKKKKAKKKKAKKKKAKKKKAKKKKA0vivxTsXCPTLeor1Bn3B2XKEGBAgNBciZJLa3OWjcQkYbadWSogBKD9QOKe7QPDqFb9Jy7nJuMCVrO5t2i2W+VAdald7U8WVIcQoDYELSoFROCBlJUCnKXaU0NqPiDw2dsOndMae1EQ+XpVsvClt89oMupSYz6EqLElDim1oXt8kqTlO7cNYsHBLiSOFGhtJal1LHuF203rOHqFxybcH5ao9tZnqfbhpkuI5shbTBQ0FuAFRR1I86At\/XWt9OcONJ3PWurZ3dLXamS8+sJKlq9EoQkdVrUSEpSOpJAHnWm3ntGcN7E5b\/lBd27vMgwLjKltW9bke2R5q9kVctachoLXkeuMEqwkbqxPFHhnrDjKq4xFXhWnBpuTKZsmWUyI9wU9BQkSXUOt+FTann20qTu2+JQO7y0WT2cOKjVgumiW7vp+7W7Wun7FZNQ3GXIcZegmCFNvKjMoZKXgtlW1GVN7Vp3HOSKAuGxcbtEai1cjSEAXRLkh+VFgz3oK24U9+KSJDTDx6LU2Uqz0AO1W0q2nG\/wBUVoPg7r2x6j0zbb8mxq07oi6Xe6W2exNdXMmmYXuWhxgtJS0W0vrCiHF7iEkAZOL1oDn\/AER\/TNX\/AOlVz\/8ANraK1TRTTS5ur1LaQo\/dVc+pSD\/la2fu7H5Fv9kVu0\/YXgebq\/1JeLJKWSjFwW5yFDLKU8zd0PU+HH1fH66l7ux+Rb\/ZFLpisd\/WvuYALSRzOm09T0x8fr+uuyMb8+hrBsRr3oue7fdDlGx1W+ZalnDMj4lHzF\/o6f8AdWZ7ux+Rb\/ZFHd2PyLf7IruM+HFPmnmnkzicOLBp4NZNZr6+Jt2ldaWPW70WZbmXEyoyHEyWHVbHIiztylSPXPoR06Vt1UNeNPLcuUa72FZt10ZClIltgbDjGEOp\/HSfLrW66G4h2+9yvub1RbGLXfmhgNqSOVKHz2lev\/V8\/wDZn3NhgnVt+a1Wq9V18zTs+0sZKjc8paPR+j6a6bFiUld2udDCO6Kke2aVsSvaejiTuz9WM\/Xip+5xPorP7ApO6wIrkQJFtD\/tWjsbwk9FpOc\/AeZHqBisw2DJUVD3OJ9FZ\/YFHc4n0Vn9gUB8XJvm26U1yFP72Vp5SVbSvIPhB9M\/GpWE7WG07CjCANpOcdPKlbjBirt8lAt6HSppY5aAEqX0PQH0J+NSsQogYbHc2k4QBtKASOnlQDNFQ9zifRWf2BR3OJ9FZ\/YFAQWprkx3E90VHzIeVtUvcVZcUd2fgrzx6ZxTtY21wIrcdwG2BnMh47XMKJysncD8D5gegOKc7nE+is\/sCgJq0fXXEnSPCm33C\/6pcXH57yUxWG1cyRcHeWkBDLfmT5J+HqSKwXFfjHZdCyGNJaWsadTa2uXhg2WIlJUnP+UfV5Ntj4kjP6ASMPwv4GS0alk8SuMJYvmsHFJ5ACQYNvQUg7I7eMZTnbvPXIJHnk1KleU5OlQ5vV6L1fTzwNu17NpUaSvO0W4037MV7U\/DaO834RTeWKsnDjWvHq4xdbccI7tr05HdD9p0ahw7D812Yem9WPJJHQE+WSDfzDDEVluNGZQ0y0kIQ2hISlKR5AAdAK+e5xPorP7Ao7nE+is\/sCpKNCNHF5t5t5v62yKl\/wBpVb9qLSjCPswXsxXTdvVvFvVkDzW67xX+6LVsYeTzwvCUZUjwlPqTjOfTafjTtY16BFN2jOfJgUEsOjmjAQjJR4Sn1Jx0PptPxpzucT6Kz+wKnM8mpC8s8+GhBhrlYkx17EL2kYdSd+fgnG4j1AxTPc4n0Vn9gUjeLfFdiISLWJGJDCtjeEEYdSd2fgPMj1AI9aAylFQ9zifRWf2BR3OJ9FZ\/YFAQ3lrn2maz3VUnmR3E8lK9pcyk+EH0J8s00gYQkYxgDp8KQu8CK7apjYtqXyphYDTeELX4T4Qr0J+NNIhxAhI7o0Og6FA6UBPRUPc4n0Vn9gUdzifRWf2BQC1lZ5ENxHclxcypC9i17ydzqjvz8FZ3AegOKfrH2NhMaEtpMJyKO8yFBta9xOXVHcD6BWdwHoCB6VkKA1PipxCt\/CrQN217c4L8xi2IbwwypKS4466hpsFaiEtp3uJ3LUQlCdyj0BquJXahZ05wPm8Yta8Ob\/BVBUW+4QUCc3KyhC0vNSGso7uQsAuubAlSVpIyMG0OIdj1HqTSE6z6Tvka03R4tKZkSoSJbC0odSpbLrS+im3UJU2rBCgFkpIUARR+kuyxfIPAXX3C24X62WqZr1anRHt0ZfydaVFhlpQZaK+u8tFxeCkFSycDrkDoHUeorNpKxzdSahnohW63tF+Q+sEhKR8AMlRJwAkAkkgAEmqdR2p4c7Slkv8AYuGWpLncbtbrpen7M25HalQLfAfDL7rpcWlHM3qQlLSSSpRIzhJNbfrjQF14l3uRYtRS5lu0zbk2652qXbJIYlm5IcfLm45UFIQkR1JCkDxHIJI8Na2bsuax0PDhP6I4mJevAtl7sc2Ve4y5KVQ58sSULbShSSl1lacjJKVFa84yMAbVE7TemrrcYEuxabulw0jMk22AvUyHGUx25M9pt2MjkqUHVJKXmQpYThJcSMHCim5aoLT\/AGZ7hpIRdG2DUkBOhWrjabouI\/EWqclyAww0hpCwrYEKMZpRJTkeIDzyL9oCq9ButN8cuKQW4lJLdk8zj\/8ALOVaHeI\/5dv9oVWGgkpVxx4pZSD7OyeY\/wD7ZyrR2I+Yn9VAfPeI\/wCXb\/aFKPusKuMRwGKoJS5lanBvRkD3R659f6qd2I+Yn9VKPsoNxiL7swoJS541HC05A90eufWgGe8R\/wAu3+0K0\/WOhYF+lt6hsV0RZ9RRR7Ce0R4x8x1PktPp1\/4VuWxHzE\/qo2I+Yn9VSUq06EuODwf1nuiKtQp3EOCosV9c1s+pXdh4gvTbgxpTWVvjQL\/GfSrxr+95KBn2rC\/U\/mn4\/pxYXeI\/5dv9oVgNbaStOrbY3bLlCbWC8na8F8t1g9fG2r531etarB1NfuHE1mwcQCqbZ3CG4d+CM7fgiR8D+d6\/X1ItulC7XFQWEtY\/t9M9sSkq1SyfBcvGGktukv3Zb4a2T3iP+Xb\/AGhS895hyDIQFx3CppQ2OLAQrp5E\/Cp2VRpDSH2FNuNuAKStOCFA+oNRXBpC4MhIYacy0obHDhKunkT6CqBpZn1HfjpYbSXWU4QBhKwQOnkPqqTvEf8ALt\/tCvlhtAYbHKQnCB0T1A6eQqTYj5if1UB8GRHx+Hb\/AGhStqdYat7LajFZIB8DLgKB1PkadLaMe4n9VKWplLdvZQYzDJAPgaO5I6nyNAM94j\/l2\/2hR3iP+Xb\/AGhX1sR8xP6qNiPmJ\/VQCMR1hEyas91QFuJIUhwFS\/ABlQ9D6foApzvEf8u3+0KWiMoTMmqMVhG5xJ3IOVL8A6qHofT9AFN7EfMT+qgPnvEf8u3+0K0fiNxS0fwtju6g1JKYy4wGokdhW+ZMe3HDLbY6n9PkMnJrD8V+NkHRUxnRmj7QrU2t7j4YdoigHkg\/5WQrybQPr6n6hkjG8NeCc+Dq1ziPxZuEXUusJDCVNukZj2vJPsozR6JAHTmYBPi+Ks1KleU5OlQ5vV6L1fTzwNu27OpUKSvO0m4wfsxXtT8PdjvJ\/wDKm8sFYeHeq+ON0ia647JRAskdzn2fR6HvZoH4rssj31kfi+mcHHVNX4yuFHaQxHUw002kJQhBCUpSPIADyFS7EfMT+qjYj5if1VLRoRop4c28282VL\/tKrfySklGEeUYrlGK6Ld6t4t6sRnOsLehEd1c2SNxLjgBR4FeJPxPXH6Cac7xH\/Lt\/tClpzKFvQiIrDm2RnKzgo8CuqfifTHwJpvYj5if1VMZ5894j\/l2\/2hSd1dYdhlCe6une2drzgCeiwc5+I8x9YFPbEfMT+qlLowlyGUiKw742ztdO1Pvjrn4jzH14oBnvEf8ALt\/tCjvEf8u3+0K+tiPmJ\/VRsR8xP6qA+FSI+D7dvy+cKVtLrDVsitqMVkpaSC2y4ChPTySfUU4W0YPgT5fClbSylu2RUGMwyUtJHLaO5Cenkk+ooBnvEf8ALt\/tCjvEf8u3+0K+tiPmJ\/VRsR8xP6qAUtQAYdIaYQFSHVDkq3BWVHqfzj6\/XTtJ2xvlsup7uyzmQ6cNKyDlR8R+s+ZHxpygCiiigCiiigCiiigCiiigCiiigCiql7Tmo+I+l+GLly4Z94RNEoCe\/DZZfmxoIadW47GZdIS66FJbBT4jsLhSlSkgVpTXGzX8vh\/ww1RpjUmn77Avur4Wnb9cl26RCl7VTlMLa7o6MsPgJ2OheClYXtSARgDo+iqz46am1BpaxQbhbNe2rR9v5rgnXGRC77McVyzyI8OMejzrjmBtAUogEJSSQRT0zjtx0a0vedUzGLZaJ\/DuwWS6X+xSLcS5dH5ZWt9sKK90chhA2BO4h1RSrcE4IHVtFUDoXitxFvWqNJ3y5XKBJ07ri7Xm1s2pqDy3LYiGX+U7ztxU4pQjkLCgACsbQMdb+oDn\/RH9M1f\/AKVXP\/za2itU0UtSZurwGlq\/+9Vz6gj8r9ZrZ+Yv6O5+tP763afsLwPN1f6kvFklLpRietzkrGWkjmbvCep6Y+P76k5i\/o7n60\/vqBJV35bnc38lpI37k7T1PTGfOuyMboqPmL+jufrT++jmL+jufrT++gI3UZmsL5S1bUr8YV4U+XmPXNK3ywW+\/wAXu05shSDuaeQdrjSvRSVehqd1SjLYX3N87Ur8QUnany8xmp+Yv6O5+tP766jJwfFF4M5lGM04yWKYaX4k3TSkljT3EF3nQ1kNxL0B4T8Ev\/NP53l8fU1Zty5cuAhbTS5SFuMrSGXMZG9J3A\/AeZ+IFVbKZZnR1xZkDnMuDatCwkgj9dYW33W\/cPEqYS1Muml+Yh1UULBfhbVBWWznKkdOqT6fDqahr2cLr7VLlPbR+Gz6ZPTAsW1\/Oz+xWxlDfWPjuuua1xzL7orE2LUtt1LbWrtZFKlRXhlK0KR0+ojdkEfA9ayHPd+hvfrR\/FWJKLg3GSwaPQRlGcVKLxTPi5I5lvkt8lbu5lY5aFbVL6HoD6E1KwNrDadpThAG0nJHTyNK3BxxyBJbNvkuBTSxsQtAUrp5A7uhqVh1xLLae4vpwkDBUgkdPXxV8Ohmioee79De\/Wj+KlbrfINjt0i7XhaYUKK2XX5D7raG20AZJJKsAV8bS5s+xi5NRisWz7taAzGdBjuMDvDyiHF7icuKO7PwPmB6A1Tes+MupNZ6jf4XcA2mpt2a8F01E4jfAtAPng9Q66PRIyM4HXrjW\/lzXfaR59k0Gm6aX4cd5dE29qO2ZdgVkqbjBRG1o5wVdfh6FNXlovR+nOH1gj6a0lp7uEGOnASjZucV6rWrdlSj5kmqXHO75UnhDfV+HTr5bnolbW\/Ya47xKdfSnnGHWpu\/wf8AV7rwXCjg1pzhbCefZcdu2oLgeZc73NPMlS3D5+I5KUfBI\/ScnrW6QmwiZOX3d1ve6k71KyHPAkZSPQen6Qam57v0N79aP4qUhqcRLmrFtlI5jiSVKWkpX4EjKRu6Dpj9INW6dONKKhBYIxLq6rXtV17iTlJ6v65JaJcloZGioee79De\/Wj+Kjnu\/Q3v1o\/irsrkDzebvGd7s6raw8nmheEIyUeEj1Jx0PptPxp2sa6pw3WM98myyUsOp5gWnYnJR0I3dScdP0H405z3fob360fxUBNSN5a50RCO6uyMSWFbGl7SMOpO7PwGMkeoBFMc936G9+tH8VJXdTj0VCDbJbuJDCtrS0pIw6k5zu8hjJHqARQGToqHnu\/Q3v1o\/io57v0N79aP4qAhvDfOtMxru7j+9haeU2rateUnwpPoT8aaQMISMEdB0NIXZbj1rltG2ynQthaeW0tKVqyk9End0JppDzgQkdyeHQdCUfxUBPRUPPd+hvfrR\/FRz3fob360fxUAtZWgzEcQIr0fMmQrY6vcTl1R3Z+Cs7gPQECn6x9kb5cJY7q\/HzJfVsfXuV1dUd2fgc5A9AQKyFAFeJUlaQtCgpJ8iDkGq27RbyW+D97ZVrFOl+9uwYYuSw8G0l2Yy2GXFsje029u5K3QRy0ule5O3cOXVXm9P9j3iZF0lqvVGkrhoqRzJSYN2auMV7dEju93jSXW1Otx1BYUptKkuIWtwBQSQmgO7KKqvtA6n0bbNGuQdSapnxEpnW\/n220Sg3PuCXXilqIFBxCmkPrQpJcK0JCUOZUAFEc\/OM3CEuPpHiFr6XZdMo0tqjUll7jqh5wQpaJEYMR1TUOBUh2K04paUblJ9oeiggGgO1aK4w0bqnWl\/t9s1nrDUlwi8S42oNLW35PM9xpsR5EOIuW0IYUG1IcLspalFBOU5z4Bjs+gKt0D\/AM+PFL\/s7J\/qzlWlVVaF538uXFLlBGOXZM7ifozlWf8AffwZ\/WaAmpR9vdcYrnd2lbEuDmKVhSMgeQ9c+v6Kl++\/gz+s0q+3KVPiu91jLKEuDmlwhSMgdAPXP+ygMhRUP338Gf1mj77+DP6zQEVwb5hjfe7Tu2QlXjVt2efiHxI+FSTYMO5RHYNwitSI7yShxpxIUlQPoQaWntynDHzFjPbX0q8ThTs8\/EPiR8Ka++\/gz+s19TaeKPjSksGVo7bNScI1rm6eafvOkyre9biorkQR6qaJ6qQPVJ6\/3mt4t9\/s+q9PrudjkMTo77KgElW0Zx7i\/VJ9DnyrJ\/fZ6FLP6zVe6k4e3a2z5GqdBLjxZLyD3+2KJEWen1BHkhRGfEMf1davd5C85VXhP3tH+br189zO7qpYc6C4qfu6r8vT8PlsWIwNrDadiU4QBtScgdPIVJWoaI15E1Yw5Cbjpt9zg4blW6RlLrJHToD7yfrFbT99\/Bn9ZqpVpToycJrBl2jWhXgqlN4pkp8qVtTfKt7Lfd2mMA+zbVuSnqfI+tSnvePJn9ZpW2NymYLTYixo4SD7NCyoJ6+h9ajJTIUVD99\/Bn9ZpO8XmJp+2yLzfLhBgQYiC49IkO7ENpHmSTXxtJYs6jFzajFYtk0VAalTnVMNNBS0qLiV5KwEDqoemPL9AqmdYcYNUa91DJ4YcA2m5U1g8u7amcTug2oeRCFeTjvwAz1B88HGvG5677TciZD0cp\/SfDlcgJm3gBTc69hIA2MpUMtt4HVRHXoOviTV56P0ZY9A2KPprSNmh263xk4Q03uJJ9VKUeqlH1USSapcc7vlTeEN9X4dOvluegVvQ7D+1dpTr6QzjDrPeX4NPve6YLhTwd01wqt73cVvXK9XBXNud5mq5kqY6epKlHqE5zhI\/ryetbklv\/Cq3e7tjMdKebu8Z8R8OPh65qX77+DP6zSqW5Xymt7usYEsJTzuYdx8R8OPh65+urdOnGlFQgsEjFurqte1XXuJOUnm39eSyRkKKh++\/gz+s0fffwZ\/Wa7K5FObK3oZ7u07sf3ZWrBb8CvEn4nrjHwJpusfNblOOxFGLGd2P7gpThBb8KhuHxPXGPrpr77+DP6zQE1KXRvmwyju7T\/jbOxxW1PRY65+I8x9YqX77+DP6zStzblPRCgxYz43oOxbhSOigc5+rz\/qoDIUVD99\/Bn9Zo++\/gz+s0BKryP6KVtLfKtkVvu7bG1pI5TStyEdPIH1FSHveD4WT0+Jpa1tymbdGaEWNHCGkjlIWVJR08gfUUBkKKh++\/gz+s0fffwZ\/WaAitrfKadHd2mcyHVYbVuCsqPiP1nzIpuk7W0ppl0LitMFT7qilte4Kyo+L9J8yPSnKAKKKKAKKKKAKKKKAKKKKAKKKKA1Difwu0vxZ06jT2p0Skd2fMuDLhynI8mHI5a2ua242pKgdjriSM4UlagQQSKXtfBjh3aNL2jSEWxrNust2RfowcmPrdVcUvl\/vLjpWVurLylLVvUoKJOcisrrziBpDhnpx7VWtr01bLaytLXMWCpTjivdbQhIKlrODhKQT0J8gaih8TeH1w0\/ZdVQ9YWp606ikswrVKRISUTJDqyhDLePeWVhSSnzBSoHGDgDXNQ8A9FaxvruoNVyb7LltXNy521cS+z4Bt6lxWo60tFh9JAUlokjoMuKwBkkyXDs\/cMLtPgXG52y6S3oLMVhXPvc1wTURni9HEwKdPe+W4oqTzt+CT6dK2bWvEDRXDm1tXnXOpoFkhvvCMy7LdCOa6UlWxA81K2pUrABwlKj5AmsfcuMPCyz3Gx2m58QLFGl6kQ05aW1zUDviHVBLSkHOCFqISg58SiAnJ6UBBYODPD\/AExqlzV9ntktqap2S+y0u4yHIkV2QrdIcYjrWWmVOHqooSMkn4nO71q9q4o8O73q6boK0aytUzUNu396tzMhKnmyjG8Eeqk7k7gOqdwyBkVtFAc\/6I\/pmr\/9Krn\/AObW0Vq+iP6Zq\/8A0quf\/m1tFbtP2F4Hm6v9SXiwpdKfv9a+W51aSN+fAep6AfH\/AIUxS6U\/fy1bHfwSRuJ8B6noB8f+FdkYxRRRQC7qczGFctw4SvxA+FPl5j\/upil3U5mMK2OnCV+IHwjy8\/8AZTFAFLzkhcfaW3HPGjo2cH3h1\/R8fqpil5ydzGNjq\/Gg4bOD7w\/u+P1ZoDEC3XrSlzVqPQzwadWd0u2rOI8sfo\/FV9f\/AO5s\/RHECza3jOCKFxLhG8MuA\/0eZV+j1H11p9YW86dE2Q3d7VLXbrxG6sTGeh\/6qx+Mk\/A19q06d2uGrylpL13XxXwPlCrVspcVHnHWPzWz+D6Zl1XFO+BJRy3HNzSxsaOFq6Hok+h+FSMDDDY2qThA6KOSOnrVb6Z4ofKCHNKa1jGDfFMqS0WVbW53Q9WVeiz8M+fl8K+eKHGy0cOjC0vaLc\/f9Y3VATbbFGO55ZI6LdI9xAwSSfQH4EjBvIOx\/r8vn4bnquy4y7ZkoWa4ntlhhnxY5Yat8kueRsvETiTpLhdp5zUWrbkmOyDsYZT4npLp8m2kDqpR\/UPM4AzVS2rQOt+0FdYusOMUV6y6OYUl+1aRSspXI9UPTSOpJ6HZ0x0BA8W7OcO+Cd3mX1PE\/jbcGb\/qxfiiRAMwbOg9Q2yjyKh6rP8Aeepues9U53X2qywjpHf83p5noZXdDsVOnYS462TqaR6U\/wB+fu4Lm8bp+BEtdtECBAVCjsOuoaYOAEp3nG0DoE+oHoMVkqTtaNjDg5T7eX3jh5WVHKz1H5p8x9WKcq7keebbeLCk4aNsucrkvI3OpO5aspX4E9Uj0Hp+kGnKUhp2y5quU+nc4k7nFZSrwJ6o+A9D9YND4N0UUUAm6jN2jOcl87WHRzAr2aclHRQ9ScdP0GnKTdRm6xl8p84YdG9KvZJyUdFD1UcdP0KpygCkbw3zIiElh97Ehg7WVbVDDqTkn5o8yPUA09SV3RviITyZDv3wwdrCsKGHUnJ\/NHmr6gaAdooooBS7o5lqmNll57cwsctlW1xfhPRJ9CfSmUdEJ6EdB5+dLXZO+1y0Fp93cwsbGFYcV4T0SfRXwplHuJ6EdB5+dAfVFFFAI2ZvlxHE93kM5kyFbX1blHLqjuB+afMD0BFPUjZ0BuItIZktffL52yFblHLqjkfmnzSPRJFPUAvPgQbrCfttzhsS4klBaeYfbC23EEYKVJPQg\/A1jLNonSGntOjSVl0zbIdlCSkwGoyAwoHzyjGFZ9c0a01jYdAaZm6s1LJWxAghAWW21OOOOOLS2002hIJWtbi0ISkdSpQA860Bfaj4O2\/h1J4l6n1ErTlvhSu4Pxbw0YswSy2hxMdDK8KccU242tIRu3JUCDjOAN6uWgNFXm5zLxetL224yrhHjRZKpkdL6XGmFOrZTsXlI2qfdIIGfEfqoPD7QRt7Fp+4mw9xiv8AemIwtzPKae\/KJRtwlX1gZqTWOsrDoSym+6hfeSwX2orLUdhb78iQ6sIbZaaQCpxalEAJA+vyBNaZce0dwttlkh3yRcLotMwTVqiMWmS7MitwyBMcfYSguNIZKkhalAAFSfPIyBvjumdOP3trUr1gtzl3YbLTU9UVBkIR80OY3AefTPrWTrQFcc+G\/wB0cbTbF3fkmU7GjpuEeG67b0PyGw5HZXKSktJccQpKkpKuu9Hzk53+gKt0D\/z48Uv+zsn+rOVaVVboH\/nx4pf9nZP9Wcq0qAKUfa3XCK73VC9iXBzSvBbyB0A9c\/7KbpR9rdcIrvdAvYlwc4rwW8gdMeuf9lAN0UUUApPa5pjfeqHtj6VeJe3Z5+IfEj4U3Sk9rmmN96Jf2PpV1Xt5eM+P68fCm6AKgno5sGQ3yEvbmlDlqVtC+nkT6ZqeoJ7fNhSGuQH97Sk8oq2heR7ufTPxoDVtW8PYWpmY9ygvLtF9hoSYs+MfEgge4r56PTBpLTfECdEujejuIUVu23kjEeSDiNPHoptXkFH5p9f1VvLCdjDaeXswgDbnO3p5ZrG6l0vZNW21drvkJL7R6pV5LbV6KQrzSR8auUriMoqlXWMdHrHw6dP0KNa1lGbr2zwlqtJeOz6rnvijK+lK2trkwGWu6ojbQfZJXuCep9fWq7j3\/UfCt1Fs1q+7dNOLWG4l4CcuRgegQ+B6fBX\/ANAnrjjhZtDxLZpfSlo+6HV13a3WyxW94OnarJS66se4367j6AnyBIr3dNWce8m8YPJrJ9PHpmXuy41O1qv8vQi+8WcXyw6t5cP4scMNTb+JHE7SPCrT69Q6tuAZbJ2R47Y3PynfRttHmo\/3D1qq7Pw81vx5u8bWnGmO7adLR1B606OCiOZ6pdmnzUo9DsPl5dOoOc4b8Erkb6nifxluaNQ6ycO+M1j7ytCPMNx0HpuHqs\/AY6gqNyVnKlO6fFWWEdI\/u9Mt8T0Mruh2MnSsJcVXJ1NFuqe3Web+7gubx9rgRreuRHh21iIwkoS2GSAFJCAB4R0TjGMfVWQpSI1y5c1zuiWuY4k8wLyXcIAyR6Y8v6qbq6efbbeLClEtYui3u6oGWEp52\/xHxHw7fh65+um6US1i6Lf7okZYSnn7+p8ROzb\/AH5+uh8G6KKKAUnNcx6GruqHuW\/u3KXtLXhUNw+J64x9dN0pOZ5r0NXdEvct\/duK9vK8ChuHx88Y+um6AKUujXOhlsRUSPGg8ta9o6LBzn6vP+qm6UujPPhlvuiZPjQeWpe0dFg5z9Xn\/VQDdFFFAeHyPTPSlbU1ybbGZ7qiNsaSnkoXuS3090H1x8aaPkemaVtTXItsZnuiYuxpKeSle4N9Pdz64+NAN0UUUApbWuU06nuqI+591W1K927Kid31E+ePSm6UtrPJadT3RMfc+6raF7t2VE7vqz549KboAooooAooooAooooAooooAooooCmO1bY3r3w2j8nSF6vaoNwMtMiyTAzPtKhFkITLaQQQ\/gr5SmzjKHlqwrbtOhwuF+utU8OOGl41hoiHJ1Zp3iBHuLUtUCLGnM2cXNbneHg34EPLY2OPBv3lqUcZJFdR0UBR2vrvd5vFKx6wtOhrzfrdoaRdLFcY0RtpbvOlw4zrUllJWNyACWVHIKeYrpjJqnY\/BTiZY9DX7htM0XcbnI1zpvT1uhTmHGlM2R2O+6p5t5wqBQlguh5BSFbiMDqK7TooDm\/hxojWcbU2itO3jR9yhK0PfNQXObeF8sRJrctUjk8pQUVLLgfSpQKRtKDn0z0hRRQHPmimwqbq87lD\/wC9Vz8lY\/ytbPyh89f7RrW9Ef0zV\/8ApVc\/\/NraK3afsLwPNVf6kvFkfKHz1\/tGoEsjvqz98fgk+IrOzzPQfX\/wpul0j7+WcPfgk9SfZ+Z8vr+P9VdnBJyh89f7Ro5Q+ev9o1JRQCrjI72yfvg+FfVKzsHl73+ypuUPnr\/aNfDo++2Dte91fVJ8A8ve+v4f11PQ+EfKHz1\/tGoJrILGPvhXjR0bWQr3h\/d8fqzTdLzQCx1S8fGj8EcK94f3fH6s0PpJyh89f7Ro5Q+ev9o1HOnwrXDeuFxlNRo0dBcdedUEoQkeZJPlVOTNSav46THLLoN+RZNFtrLc6+lJS\/OAOFNxgfJPmN3\/ANDVuLqNDCKWMnklm\/Rbt8jV7N7JqdocVVtQpQ9qcvZj03cnpFYt+GLPeJOuXtZzJPDrhfbBerzGOZdzKiY1qwep3jzc6EBIPmD54IrZ+ENogcFbpKm61S\/dZl7UnvGqVlSnwo49m7kkoRkDGD6DOfTY9NaM05oXThsOmbaYsVtskhrq66rHVRV5qUfiazS47MqKY0loONOI2rQ4M5GPI18o23ePjvftPRLKP5eu7efRcie97VjQpu17GXd0\/vSeHFVw\/wDsw+7tBPCOeLlzLVYEeUw3JjSlutOpC0LQ6SlSSMggjzFffd0\/lXf2zVIWm4ah4YyOdZW3bnp1SiqRbirLkYHzWyfh67f0\/pFwac1NZdWWxF2sU5EhhfQ4PibV6pUPNJ+o1XurKVv9uPOD1+T2f0iOz7QhdfYkuGazXzW6+mS22MkMOdZqPbu9HnSVHxnqPzT5j6sU13dP5V79s1DbAAw5hMlPt3uj5yr3z5fm\/D6sU5VI0Cm4fai4NTZ2lbai\/wBxalay1BcdMWxl2OtCjcIKyiQ24D7gCgACeh3Jx5ith4e8VeH+v7S7qiw3yQzb5t1ftkR24O8gTH2Flpfdwo5Wncg4I8\/MVyhxN7H\/ABwl8SuJOs9Aptqo8KY1qrhyh6UhHLvkiRAdnBYJ9mj\/AAeB1wDzFfE41rXHYk4kwbfb9OWThradexhw1jaPhvXS7IjDTV8Kua\/cmAsK3JUtZUVIw5uRjyxkDuTiFxL0Pwx07M1Pqu+KaiQXG2nkMOc14KWtCAOWDk9XEZ+AINfOtuJ2h+H0iyxNR3pxEm\/XeJZIjDKi453mSFlrekHKEHlr8R6dK5Pn9irWz2neKVwuVqt9+1zfZFii2e+yJaQ7KiRo0FMtwlRw0XHYziiD4lYT59KRvnZO4sTOO6NV\/wAmdjnqa4rta1OuF3lCZirIUqCbaGCN+GsoGCrbhoEAk9AOkeK\/aD4fcJNcWrSWoYOsrld51olXZDFitMi4BuE24hDjzqGQSlKVFPixgZ+sVtFu4tcPL1w\/Z4l2DUSrrZpdtN0iiGpS5MhkIUvDbPRal4QvwYzlKhjoaqjjH2edRcVu0xpnV7t5vtl0rD0RcrPNnWS5CJJXIdlsLTHUcFXLW2Fk4x1SOoxWham7D8CNfuIDujdD29UJnhgzpPQjkiaFORpxamtvnKjlKliQkKdV571dfOgOuIF3tNwagqRPWy9cYyZTEV93lyC2QCTyyd3TIz06VDMl2mfzoUO5OS5EOSwmQxDlhTrCi4kjmAHKR6kHzTmuN0dlviixxfTfLxws05qhE86VdtmqJ94LT2km7fCbalNMtt4cWovIW6gIIQtS\/H6mvrsudlfiFwk4mN6o1np26R5EFiZDnXqFfIamr2uRPS624qO1HS+4AkBSlPvbkeNKQoGgO2SIwfEUzFB5SSsN87xFOcZx54+uqp4odpng7wg1fC0TrbUM+PPksNTJTjEV55i2xnVqbafluoBSyha0LSCo\/ik+QzWk3Xs88WpfattfFtji\/fU6ajWp1tbYahezBmNu\/JwSW95YWhJyv3x6KFaX2s+DfHvWHGO0au4NaVt0K6fJ8aDbNXw7oqLIhLQ46p1m5Mr3NyYoC9yAlG7Klp9RgC9tY8deFGnNcyuEl61Q+1qNNglX9+O0pQ5EFlBU4tTvuoUEgqAJzjB8iKwFl7XXAq96SumroWob0mLaTbwqM\/a5TcySmcSIK47Ckb3kvkHlqQCFYOKozid2MuN154m3DUsbiVbbzZ77ZtZtzZBsaY8qK5c4zLUeMT3hSnxtaaQFhKdiWMbTv6Ye09mPtDXGNC4gXrRVtt9+0dD0TbrdYUXhpwXdNm5neneaBsa5gcy0lXUEEKx0NAdf6c4wcOtUcOJnFa23+Q3p62olKnuym3WHoa4xUl9p5pYC0OIUhQUgjIIrOWDV+kdT2uzXiy6kjyI+oIbc+2\/fISuSwtIUFJQTuPQjPTp61R2h+BOtJHZy4paP1rY7axqDiXdtTX8Whx9EliE5cXXHGGFuAbVqRlGVgYz1rnC5djvjldRopyFwislllaXg6VZjOw7hAbMZUCQFTypzaXFLcVvdSGlNpIdUVlS+hA\/QjT92s70VDUW4pUqRJlBlL0lLjjpS6rcU4JykdSAPJOM4rNVxv2b+z5xL0F2m9Y8XdQ8O7XbdL6rk3b5KhN3FLr2nFF9JLqUbtn37sLi+UPAdg6pJI7IoDSOM9gvGp+G91slj01adQyJCoyl2u5uKbalsIkNreQlxJBbe5aVlpzOEuhtRBANURZODHF6\/9l\/iBw6vEWSiTfWy1pW1Xq4IkybeyWGUqQ5I64CnkvKSklRSlQG7rgdXUUBUnFuJrXU97gQdM6QdlfcZcbRqZp1ySlpq6ZXJafiNlQ2pdbbAcBUduVoBKfOq0a4RcWdPakufEy06Nh3Gfq+26it82xuXJpAtq50iO7GdU4fAtISwUvBGTkpKd+K6mooDlzSHADXmi7PB4Qt2tm42Bq8afuo1AZiEhpq3xora2lNH2hcK4g24BThzJIwQeo6KKAqrQrLbvHLikVgnDdk8iR\/+Wcqz+6MfNV+2f31Wegf+fHil\/wBnZP8AVnKtKgIe6MfNV+2f30q\/AZVPiudyKwhLg53NI5eQOmPXP+yshSchrfcYj3dN\/LS4Odvxy8gdMeuf7sUBN3Rj5qv2z++jujHzVftn99TUUBj58Blwx8Qi\/sfSrq6U8vz8f14+FNd0Y+ar9s\/vqG4M80xvvTn7JCF+\/t5eM+P68fCnKAh7ox81X7Z\/fUE6Cw5CkNiKX9zShyi4U7+nu59M+VO0vcG+bAkNd35+9paeVu278j3c+mfLNAeMQ2Estp5JRhIG3mE7enlmvvurHzVftn99LzLlbrDZ3Lpd5TMCFCY5j7rzgShlAHXKj8KoaXqbXfaWnKs3D6TM0zw5bWpqfqAoKJV1AOFNRQfdQeqSv9Pw2mCtXVLCKWMnkl9cl1NKw7NqXqlVk1ClH2pvJdN3J6RXN+GLHeIHFO568us3hNwLgRrxdOrF3vT+XLdamzkKyfJxzzwkZGR5HyHxpPhJd+Cxj6utMAaikPREMXtKm0iYrbnLjKkgZHrs6nAAJPQi3dEaE0tw60+xpnSNoZgwWRkpQPE6v1WtXmpR9Sf+4VlbS1yLey13Tuu0H2W\/dt6n19ams51KLcq32sc4\/d\/t1\/Fn\/bkRdq1La4gqFjF04xyny7yX5n7rw9j2d8XzMdpm\/ae1da0Xaxyueyo7Vp3kLaX6pWnOUn6qy3dGPmq\/bP760fU3D6dEuLmr+Hchu23s+J+OrpGngfiuJ8gr87\/61ktG8QIOp3HLTOjLtd9iDEq3P9FpPzkH8dP1irtW3jKLq0HjHVax8enXzwMSjdShNULlYS0ekvDZ9M9sUZyLAZRLmLMEtb3EkOc0nm+ADOPTHl\/VTXdGPmq\/bP76hhs8uZNc7nyuY4g8zfnm4QBnHpjy\/qr88O2BpPViuN2q+Dmle+Mt8U40DXsd5kkJbfskOaqQnI\/GW61ben1fXVMvH6K90Y+ar9s\/vpUQGflNb3ciAWEp5\/NPXxHwbfq88\/XX5yab4262btFh4xv61Xwy0rx11jept21c9CRJVbYNviJYtkYcwFDZeUwvqoddpx5nO3cOeLvaI40SNHxtQaqa0w3N4Y3bUt9QmzILl6Zi3Ix2CgLIMZMhlbbpUAehO0AKBAHe\/dGPmq\/bP76O6MfNV+2f31+T2tOMOtW+zlbuGc\/iUjS1qjcK9OSLLZV20PL1Qt8jvig8QVJ5KEn3CNpTuV4Sa6Y7bthlarsPZ\/03F0tbNTOXLVcZkWi6TFxYk37wcPLddQlSkp6ZyEnyFAdfzYDLjsRQgl7Y\/u3c0p5XhUN\/1+eMfXTXdGPmq\/bP764R0Xw+7Q3CDWnDXgb\/ACjW6zRNT3TUmq5cKA0u5R7Rb2RE5Ntiuytq9qdzg3EYHPXhJwDWoWXtBa20nojQunhxRgcKbFJsF8vES7IsCJrV0u7d1daRADJHiwjastt4WsudD0oD9He6MfNV+2f30rc4DLsQoEIyfGg8sulOcKBzn6vP+quHtJdpXj5eO1G1oO53+FHbb1O3aHdNvssxufaDDQ4ZrbKgZQWVqUsLKuWAkoPUZq1+07xn4z6E4h8PtJ6I4SSL3Z71qFuK6+m7RmRdvvR94xUhYKmSlTaV7z0PLI9aA6RebhRmy9IcS02CAVLdKQMnA6k\/EgV990Y+ar9s\/vrj3\/7RaTBd4d6Fk6g1GzYlC6qlqtN17wm0XJxLIJiSpccjkOJ3KU0s5BUhWEkgEUzrrX\/EHVGk+BWqF8OOI1n0ja52l12ZiROErvMp94h4yX3FodfUlpKW2StA3JcWpWCRgD9JzEYwfAo9Pnn99LWuAyzbozRhGKUNJHJDpVy+nu59cfGvyzf1FxE+7O7OaDuV+XxdXK4ljXEVEh9TzNvbjuG1cxskpQ2HO7BgpA8xtODXSPYZmaduGqdaw+E9xkHQ\/wBzenVlTctcpmPfXIyzM2qcyObgtFwfP8xmgOxe6MfNV+2f30d0Y+ar9s\/vr8w7L2ieIHDjgPZrLaeN16c1Im9ayXKblswituREmuliG5JkAlJUFtuiOlpx1wO7UFtKU4sWD2r+I124z8LtPK4rQo2ktXWvT83Vklq2IWix3OQytbVvD+NjYnFKCN+VIySCApIoDvG1sCOw62IfdgX3Vbd+\/dlRO\/P1+ePTNOUnbGeS08nufd90h1e3fu3ZUTv+rPnj0zTlAFFFFAFFFFAFFFFAFFFFAFFFFAFatxRu+q7DoC9XfQ9sM+9xmAqIwGS8claQpQbBBcKUFSwgEbikJyM1tNYPWukLVrzTMzSt6cktxZnLXzYrpaeZcbcS6042se6pDiEKB69UjINAcs2\/tQa3Y4faYxrS1Xa53Wc5GlzYumJUi5Q0t21MrlP2tCkr3lw45qSW+WpCsAq6Zt3tL8SbppCdxCsMewog6N05Yb7frcY63V3Fc4qW+0w7zByeWwklBKVkuK2kYBzvlh7K2kbFCgSo+r9Up1RCSEfdKzMQiatHd245axsLXK5bSAEbDggKzu609\/Ng4aNot8SE5eYdvjRIMGdAjzSli7NQ3lPRxLGNzhS4tZJBSVBRSrKelAYbRPF\/Xt71Ppa63JVqd01ri63i1QoEeItMi3CGXuU6t8rIdLiY69w2JCStIHkSb2qvtNcEtJ6W1QnUtvn3dxuK\/MlW+2PyguFb3paiqQtlG0EFZUo4UpQTuVtABqwaA5KicUYekL5xFt03SeopTlqvsualcSM2tExLrowhglwZWnOVBW0D4msxN42WaEbmPuS1O\/8AJsFmaOVDbPeeZj2TWXBlxOfEDtHQ4JpCX\/6T6n\/\/AF5L\/wDHXtevoWdOVKLeOS\/Q8LcX1SNacUlm\/wBR+Xxqs0Q3EfcpqZ75Pt7Vw9nDbPeN\/wDkW8uDLqfUHA+CjXzJ4yWaLIuD33M6oe7naWrhtbioKXt2TyGwXBl4Z6g4T+caSqMfh1e\/7g\/6vmf76m\/kqfUh\/n6uyMtI4z2aOZg+5bUjndLSi6+CIg84q\/8AyyMudXh6g4T+dQ9xnszJkj7l9SL7vZxd8oiI9oTn72T7Tq\/08jhPUeKsbRT+Sp9R\/P1dkOyOMdmRIK\/uZ1QrkWVV4wiKjaskH71xzOsjw9B7viHir7c402ZsrH3K6lVsspvPhht9SN33qPafh\/D7vu+IeL4YtX4Zv3\/I+Xu\/11JT+Sp9R\/P1dkPL42WZBI+5LU5xZVXnpDb8xu+9fwn4c7fd93xDxfDE6i7RWjrHFYdvNj1LCakW1FzQsx2kePecRcl38N4eo93B6q861zWvEG36SS3AjR13K9S\/DEtzHVxaj5FWPdT9dafM0Pc37bJ13xDu0NV4bSlUVqQnfBtqSsdNnko\/E\/H44zWbXwlUdtafanq37MfHd7RXN64LmejsLVUqC7R7WfBRfsxXt1cNIJ5R0dRrhWSUpchuTrO5cXNRl\/X+n9QRdGsQF3e3WuC0lSJ4QVbUvr3g8xQSClAG07h4hjJte2cYdNxI1vt0DQ+o4UZVmVcWmkwGkIjpQCBFIDmEunHRIynqPEKxlmXzLRBc57D26M0rmMJ2trykeJA9EnzA+FOVYtuyKNvjJtyk85PN+i2S5Io9p\/xLc9ouNNRUKUfZhHHhj8cXJ6yeLfhgk23xps05uIydKapY7\/anbjuVEbSWNufYLIc6PHHQDKfLxCvuDxps0oW1H3Kana7\/AG52fl6I37DZ\/kXcOHDqsdAMj4qFY578Ev3vdPu+f9X119J90efl6+dWv5Kn1Mr+fq7IyMHjTZpxtgOldSx\/lOC9NJehtju3L\/yTuHDhxX4oG4fEisHC4oog3W16i0PYNQ2qdeIr0uTGlQ0JjkNn8FICXDtdV+KU7h8SPOnKK6hawhlk81o\/E4nd1J4Y5rJ6rwNo4X9r3ROvbxYtJW3R+tTdr03cpEsLgpdYtbkYJcUy+6HPCVhxPKCQoEdDtIxWy6S7R9r1cvQaGeFfEa2\/d9FnymTcbGlkWkRduUT8OHkLc3ezA3bsHyqhdEc6QzKukG+xDPh3N7kS7YjlFkjb4F495XXr8QQK6D4dcZW7m63pzWnLhXTolmT5MS\/6\/wAVX1eR\/urEvuyJUl3tDmtVqvVHoezu3I1pKjc8paPR+j+D+ArpHtI2vV\/8n\/J4U8SLb\/KC3cHGPlGxpZ+SO6bNwuGHDyC5zPZ43btqvLFY\/Q\/aYtWrpWiyxwl4qW3+UJycWflWxpaRaO6Iaz3zDp7uHN45eN24pX5Y63fScM5lzf6T0dT+FPg9xP4Pr5fH681hnoiodI9qG06v\/k\/5PCDifbf5QXLg2x8o2BLPyR3TZuNww6eQHOYOXjdu2q8sV5pLtSWnVyNBrZ4P8Ubb930qfEZFxsCWTaTF25XPw6eQhzd7MjduwfLFXXRQFG6Z7Tlo1ZJ0HMa4ScVrd92k+42pludYg0m2qj7SXp4Dp5Ta8eyWN2cnoKY012orTqZGjltcIOKED7srzOszQnWBLRtqovm\/Mw6eUw5\/k1jdu+Aq3nT\/AIWjDMr8A77p9j5o97r73zenlupygKX0\/wBp606gRpRbfCLidC+6y\/zLA2JlhS2YC42cyZftTyo68eBY3FXwFQxe0ratQxNMlHCjinCGpNVPacb32NLS4a4y8mVJ9r7OIvb0c6lQPujNXdSN3OIiDmX\/AEhj+jHC\/wAKnz6jw\/O\/NzQFV2ntLWq7IsK0cJ+JUb5e1VJ0ogSLElBiOM7szX\/aHZEVt8LvUnI8Ir6gdpO13Bu0OJ4U8SGflfWEjRyQ9Y0pMdxrdmc97TwwlbPC71JyPCM1cFFAUrM7SNrlWhCxwp4oIE\/VsnRQDVkSl5p1tLmZ59r4YauWdj2ckqT4RmmG+0naywy5\/JTxJ9rrZzQwBsadyXUcz\/CCvaf0A8o4e8zvR4evS17ucWuYfvn8Av8Aoxw97p9zy8Xw+umUe4nz8h5+dAU892l7UylSjwn4lK265XoTCbEk5dTzf8Ij2n9APJOH\/Pxo8HXpFJ7T9pjJeUeEXE5fJ1yrQhCLAklTo5v+EU+16wDyjh\/z8aPB16XRRQGvaFvzOo7JIuLFuvMJLd2ukEtXZrlvlUac8wpxIyfYrLRW0c9WlNnAzgbDSNnOYjh+\/P6S\/wD0o5X+FV5dT4Pm\/m7aeoArGanmTLfpq7T7fKhRpUaC+8w9Oc2RmnEtqKVOq\/FbBAKj6AGsnS9wt8G7QJNqucRqVDmMrjyGHkBTbrS0lKkKSehBBIIPoaA4v07xw4k2LTFy09d9ZaqlazlXa3x1WSVaork8NuznWpDlskIPdpAUlJSlKjtb5WSoBQFZ7TXGDivrsfcY1rCZpu6WWyalvMmRMgRxNU5CmNMRI8pGC0nal3e9y\/Pc3hQBJq37H2WOC1its62s6cmSe+vNOplSrtMdlxA06p1hEaQp0uxw0talJ5SkkE56nrT83s38HrjY4On5ul33I8FctSXflSWmS+JZBlpfkB0OyEP7U81DilJXtTuBwMAU\/o7jdxP1rp23cWVXM29AvOnLS\/phMdvkFudGiLkFS1AucwKlqKSFAANgYOTXVlaS5wZ4buatZ1r9zvLuLC2XkttS3m4inmUctl5UVKwwt1tHhQ4pBUkYAIwMbtQHJOou0FP4S9qjiDpt\/h+9c7TcLBAuPys3cA3y5jUZwMxOTy1E809OZuAT8007Zu3DMnL06Lrwcl29NyscqfdiLwHfku4N55MEYYHODmB7YbQnPumqy7Qf+MjrL\/8AV9o\/8pdabXnbztWvb15U4pYL63P1nsD+B+ze1OzaV3WlPiksXg1hm17rOgrF235NwXpgXnhBLtibraJc28kXcPfJE1v8BEGGBzw7+VG0J+aaisfbT+VpejZWoOEEu1LuVsnyL0oXbn\/IkpGOTGADI7zzsfhBsCPgaoKonE5dbVyycA+LPlVb\/W7nZeT9TX\/247J9+p5x\/adEab7bz10Vo4X\/AISS7OL3DmvagIuvePkJ9rHIZGGU955uT4hs2Y6hWaNMdt966q0UNRcI5dlF9amr1GRdu8fc+trb3dAwynvXOyrqnZs29d2a55op\/rdzsvJ+p9\/237J9+p5x\/aX1ZO2w\/fvuDOpeDEq0\/LDkx3UOLzz\/ALnVM7e7kYYT3vm7l+WzZt67s9JNMduW4XX7ifui4MSrL8uqnDUeLyJH3PhrZ3cjDCe9c7cv3dmzZ13Z6c\/Op3bPBuwsHz8vrr7p\/rdzsvJ+p8\/247J9+p5r9pfemO3RdbqnRR1FwSlWU316ajUYF7Ej5AQ1t7usYYT3rnZV0Ts2beu7NYpzt+Po0\/pybq\/gfLtjd4cuLOoGEXwPqs7DScsLRiOO8l7JG1OzZjqVVSRdlyrhHsVkt71yu81WyNCjp3LWr4n4D4mujtDdmCHovRt34gcTZaZWp2bTKfjpYb57NnIaUQttGCHXUeecEbh4c9CbVp2he3k+Gmlhq8Hgvjn0Mbtz+Fv4d\/h+h3tzUqOT9mKlHGX\/AG8o7vyxZWejdf8AGrtVTOHOs9Y8DbvH4Yaiu02KqzRrsUJtrUU7W5k7cylT6VuJUlKMN4Kc5x53xo3jLxhkQNDQpPZWulgj3i9zbNcmBeG1IsFvjjEeYQGUhxDoAwgbNvzjWy9mC\/jU\/AvS98HEK6a4EhEofL1ztHyXJl7ZTyMLjFCOXs28seEbg2Fdd2TadblOjCm3JZvN\/WnQ\/NLm\/r3UIUpv7EFgklglu8Fq8282UfYON3Gm6t6UVdOzHeLYb5qSbZ7qld5Qv5HgM55VxX7EcxLuBhHhxn3jXxpjjDxgchaXjyezJeLYi6aql2K4IXekL+Sra3uLdzUeSN6HMDDfhxn3zV5HyNKWhrkW5lruhjbQfZFe4p6n19alKZUNq408ZJyLEqb2a7vCNz1jJ0\/OSq8IV8n2pvdy7ur2Q3oc2pw10xu981rWpdV8T9bM2afI7ON7s94OtpGnU3Bi7o51utTe\/l3hR5Q5jSylPsDjG\/8ACfHo+ipKVWdGSnB4Mjq0YV4OFRYpnH+h+2RrUa0uPDS+8DLo5qa264Z01dpXfCxGFtWl4NXULWzsXkMI9ik+TgJWPI2uvjTxjSgKT2a7uo\/d85pbb8sI\/wCRU83bfPwX4NXLb9j\/APpR7Tp1xvDsWbXvFrjZpC967uup40Cdakqsk2y90YsZWw7ju0nlp7xv29VBSthbHlu67W1c9ScJX24N+XIvOkyQhi44KpEAeiXR+MgfO+H6qsxpRu1jT5T20f5evTy2Kcq07KWFXnT97Nr83T8Xnua9N40cY1NPNq7MF1kpGv16WCFXhshdlTzdt96s\/gzy2\/Y\/\/pR7Tp1Rk8bONke5y5LHZTvLxa1v9ybbovqBzrIFPYvQHI6N+Bs8rr+FHtOnW94M+Fc4jU+3ympEd5IU262oKSofURUSWsXdb\/dFDMZKOfv6HxE7Nv8Afn66ptNPBl9NSWKKVnccONcf5QeY7LF4kuQtdjS8bF6QDIspK83tJ5J2t+BB5PX3x7Tp1+rlx043Q0XlUPst3mWbfrdrTcMJvaE99tCirdeU+xO1tOB7Lrnd74q9aK+H0oW\/cZ+MzRvDsfst3meqxa1j2S2bb2hHyhbFhSV3dPsTtQgE+y8Wc++KnvvGrjLDTqNcPsu3a5KserYlltYF4bT8p25zo5dUexPLS3k5b8WfnirmuDPNfgq7op7lyN24L28rwKG4\/Hzxj66doCj79xn4xWxeq5Nt7MN1uT1i1HCslqUi7toVd7c8Rzrgg8k8tDWSS34s494V5q3i\/wAXo0XWTMLsz3i7p0\/qC2220JReUN\/LcN1SC9OR7I8pLJJJR49233k5q8aSu7XPhFvuipPtGzywvaThYOc\/V5\/1UBTetuKvFNELXMJrsx3LUDGnrzaoNnaN2QlN\/jPKbU9LR7I8oRySSnx7uX5pz0a1Rxm4w2Qa7Nl7N13vP3MXC1RbGG7uhv7oGJJa7y+37I8oR+Y5kePdyj1Tnpc9FAUrqrjFxdsR4gO2Ps1XW8r0y9aGbGW7sho6jbklnvK0HlK5Qjc13I8e7kn3c9Ebnxf4waUtetY2ney3dbgnSibMLEwzekIF\/wC98jvfLPJPK7sXndx8e\/kn3N3S91dQemelKWdrkWqIyIhi7GUp5JXuLfT3c+uPjQFMat41cZbErXqrH2Xbte1aWFncsJbvDbZ1CqWGBK5fsVckxg86FHx7+Sfd3dDVXHLjbZDr0WXsvXm8jS8a0vWIt3pDf3ROSgz3ltv2KuSY3NcyfHu5J6Jz0vOigNT4f3m+3dq9pvmiH9N9zuYbipelB\/vzbkWO+t8YSNoDz7zO3r1YJz1wNspK1s8ll5PdFR90h1e0r3bsrJ3\/AFZ88emadoAooooAooooAooooAooooAooooAr4eeajtLffdQ222kqWtagEpA8ySfIV91XvH+PbJfCDUUa9P3BiC60ymQ9BiiS40gvt5cU0SA40n3nU56tBwYPkQNxi6i0\/Os7eoId7gPWt1AcRNRIQWFJPkQvO3H9dNKnwUOMMrmMJck9WUlwAu9M+EfjdPhX57aWluT7DoyNIg6RtGiolxdVctQCzvy7FOnKs7AYcchKUGg8n2rJUCWy54s8zArMS47900lOiak0m5Z9Xz9L6Wa4bMMx33HYrzcpzrEK9zjJS8GnHQVBSWSjedqaA7yRNhuSXITctlUhpIU4ylwFaAfIlPmAamrk\/hREhO8RNHtxYZj66gX\/Uz2s1iMpMlcVa3+V3lwjKm1FUUtZJG1KdvRPTrCgOU5f\/pPqf8A\/Xkv\/wAde18zQo6o1PhQH+HJfp+fRhfzx+qvdW39GHgv0Pzm6\/rz8X+p9VGP6QoeP3B\/1fM\/31Tna44h3LhxwQvEuxSnW75e3GrHaAyopdVKkHaNhByFBIWoEfNrRuxve9Z6fu+vOBPEfU028X\/R05uSzKmSFvLkQ30hSVpUslRAOP0bwK5lcKNZUcM9fl8GdRtZSoOvjlp5c\/ijqCivnC\/nj9VRyH24jDkmVJbaZaSVLWvASkDzJJqdtJYsrpOTwWZ9L\/DN9V+SvL3f660LVXESdJuKtI8PGWrhdvKVLUfvaAn1UtXkSPPHXy9T0rFzNRaj4p3Bdk0VIftun2ypuXedhSXx6oZH1\/O6f1eRn4j6VtOjOAeu7ZYWEsIb0vdVqcA9o6vujnjUrzKvr9OgHQVjzuavaCatXw01nPV9Ifuy2xzXrqXZ9r\/D7jPtOKncPDhovKOOTrYa6qmnj77S+y81oXRlh0267Pcurd3v03KpU91wLcWfUJGfCn6h\/X6YzWs3Sxpma6JcONtSk82Yjcwjxp6rHqK\/KtcLRUPgLA1Ja+F3E636uSwy7913eH0WpDnNGXgoLPhx0GEg5r9MrbOkv8HrTcJGprVcnl2mEp26v+OJJXtRudUTglKjk9cHrU3Zs6ah3NKCikseTxz3xSeO7547mX23K5uazurqo5ybw5pLDDJJJtKKXJJYYLklgbjZ18y0QV86O7ujNHmRxhpfhHVA9En0+rFN0laCtdphL58ZzdHbO+MnDKvCOqB834fVim8L+eP1VpmIa1xA4k6E4ZWb5Z17qqDY4jhLbbkh0JU4rHkhPmo\/oFR8P+KfDvijAcn8P9X26+Mx8JeMZ3ctokdN6T4k\/wBYrnDX9tter+3tpzT+vW25dptek3ZtmiSUhbLswk5IQrwqUBuUPrQn4Vbdg0HwT07x8mXzTF1j23XcyyhM6zQnktoeh7k4fdjpGN2Qjx\/o+NVI1pzm8MOFPDr9dC7O3p06axx4msen11Lfor5wv54\/VRhfzx+qrZSNc0I+ZEC4KNwtkvbcX07oDexKPd8K\/isep+BTWoas7R3Z9sN3m6S1ZxMssG4wXixJjPOKStlwehOOhFbdoZ1b8Cerv9pk7bi8ndb29qU+74V9ff8Aj9RTXNnZ901p7UfaW7QrWorFbbmhu6xAkTYjb6Ug87OAsHGcDP6Kr1qs6coRp5t\/LEnoUadWM5VccIrHl4pfM7T4QdoKAbVCcfv8fUWlZPgiXmI6HiyB0wspzuSPL4j+6r+s06HclSpsCU7IjurQptwrCmlAoT+DIPu\/H681+W\/YjSiLq7jbpzTu0aLt+qEfI7SE5jodUHRIS36YAQx0HQDFdb6T1hqTh5JdXZFLl2tSwZFuc6pHqVNfNPX+v1zgVmV+z439Pv6SUZ6rR4PD+z+D6Gxb9qT7Mq\/y9ZuVNYYPVJrHnul5rqdSUVrmkNY2jW9sTcrHc0r6YdYW3h1lXzVJz0\/T5VneXJ+kJ+z\/AONedqU5UpOE1g0erp1IVoKdN4p6ogeP+F4wzK6sPdE\/gfNHvdfe+b9W6naxryZHyvGT3qRksPHCUexPVHvdfe+b9W6nOXJ+kJ+z\/wCNcHZNSN4O2Ig5lj75Y\/o3v\/hU+fUeH535uaY5cn6Qn7P\/AI0jeUyExEEypKfvlgZio8f4VPn193535uaAylFQ8uT9IT9n\/wAaOXJ+kJ+z\/wCNAQ3g4tMw5kjDC+sb8N7p9zy8Xw+umke4nz8h5+dIXhMhNpmKMp9IDCzmMj2w8J9zr73w+umkIkbE\/fA8h5t9f++gJ6Kh5cn6Qn7P\/jRy5P0hP2f\/ABoBaynMRw7pZ++ZA++j4\/wqvLqfB8383bT9Y+xkmEvLktZEmQCZPv8A4VXl1Pg+b+btrIUAVFLlRoMV6bMfQxHjtqdddcVtShCRlSiT5AAE5qWsXqmJKuGmbvAg26HPkSYEhlmJNUUx5C1NqCW3SASEKJAUQCcE0BpOne0Xwf1PZ7pfbbqxKItnW2mT3mM6y4Q64ptlbba0hTiXFoUlBSDuIwOvSmJfH7hFAscPUc3WcdiDPVJQ0VsPBwd3ID5W1s3thvI3laQE5GSMiuUtPcIeO910rcLTD0hriz6RsN6hXCNpyZf4XyytxmY93li23BD5dDYYUjYt+QlW8AtrR71blauHvHHTDyNYL4eag1THudi1BpmDYrne4ci52iPLkMOxFTJT0gpeQQ0tLqkuuuJHK\/CEHAHRrvF7huzqWNpFWrIhucstJaQgKU2Vup3tILoHLStafElJUCodQDW4Vydo\/gjxH0ZardwWf0pLuttReNO3YasRMjCI0zb40Rt1DiFOCSXiuJhIS0pJDgJUMKA6xoDgntB\/4yOsv\/1faP8Ayl1ptbj2hUBXaS1lkn\/k+0eSiP8AJLrS+Un4r\/bP768X2n\/6uf1of0X\/AAd\/7Hb+D\/8A6YteLpFslpm3mc4ER4MdyS6onACEJKif1Cuf+APG\/XOudbOWTX0Vhhm8W1d4sGxoNlUYPLQQfne7n44GfWtv7TUfV904cK0joiz3GdN1FLagPuRm1uCPGKgXFrI6JSQAk59FKqq9ScJeMfDe+aC1pDvS9Xp0vIbtyIVstAadZgKG1xPs+qklG4ZPkTn1ru2pUpUWptcUscMenq9yr2zfXtK\/hK3jN06WDnhk+J4PHni+GOLWCfN88Dq6ivhKUKSFDeARnqpQP6q8c5TSFOOOFCUjJUVkAD9dZp69c8gdGdngKsLB6Hy+unNLab1XxI1CnSWgLf3qXkd6mLBEaEj57iv+4eZ9AazHDLg9rDjXPbVbI0q26VafSiXd1ZBd+KWEn3j8T5D19Ae4tC8NNH8ONPsab0lblw4jQytQeXzHl+rjigfEo\/H9WB0rTsOzJ3n258ofF+Hr5Hjf4n\/jG37BTt6GE7jbSH5t3+HzwyetcF+Amk+DsBb0T\/Cd\/mIAnXd9A5rnqUI8+W3n8UHrgZJwK3DXrwj6G1FIM1yHyrVLX3ltrmqZwyo7wjB3FPntwc4xg1lu5M\/Pf\/8AaHP31g9eNMxdD6hlfKMmFybVLc7ykreLGGVHmBvrv2+e3BzjGDXrKVKFCChTWCR+F3t7cdo15XN1NynLNv6y2S5I1HswagGqOBel76OI0zXYkolD7oJllNpembZTyMKiltvl7NvKHgG4NhXXdk2lVS9l+7M6s4FaX1B\/KVM173pEr\/7wOWpyzqmbJTyMGJsa5WzbyvcTu5e\/ruybS7kz89\/\/ANoc\/fUhVJz5GlLQ1ybcw13VcbaD7Ja9xT1Pr61IYTOPff8A\/aHP30parey3b2UFmVHwD7NclZKep8zmgMnRS\/cmfnv\/APtDn76O5M\/Pf\/8AaHP30BT3BvUYu3G3jPZxxNn6gNqn2pJsj9jMNqx72HfC1J5Se9hzb1O5ezlDy3dbmdaafaUy+2lxtYKVIWAUqB8wQfMVSPBu9M3njbxnsn8qU3UPyNOtSfkRdnXCTYt7Dp2plctHfOZt897mzlead3W6e5M\/Pf8A\/aHP30GZXc7SuoOG0l6+8PWjMtDi+bNsSlHp8VxyfdP5v\/f0FbLpPVVj1i+q72ULViOlt7eratlYUctLb8woH18j6Vn+5M\/Pf\/8AaHP31omqOHcl6+K1Hol9603ltkLU9zVcib1OWnU5yegHi\/R8KvqrC7XDXeEtJb\/m9c98TNdCpZPitljDWO3WP7ctsNbDorR9Ga1h3+Q5YL9FlWfUMXo\/BekODmfntHd40n6v+Nbh3Jn57\/8A7Q5++qtWjOhLgmsH9Zbou0a9O4hx03ivrk9n0Irg1zHoKu6re5cjduSvbyvAobj8R1xj66drGT7eyt6EeRKd2yM7kyVgN+BXiPXqPT+umHmIkZlyQ++8200krWtUhYCUgZJPX4VESjdJXdrnQi33Vcj2jZ5aV7T0WDnP1ef9VazbeJfCy8SLNFtXEK0S3tQwnblaW2buFqnRW\/wjzIC\/GhPqodBT0C66Z1ppeLqTStzTfrTcA29ElQJ6nGn0bx40LCiFAEE9PgaA2WisNe7tprTTMaRqG+NW5qZKagx1yZqmw7IcOG2kkq6rUegA6mvm53vS1mu1qsN2v7MO431x1q2RXpykOzFto3uJaSVZWUo8RA8h1oDNK909M9KUs7XJtURnuq42xlKeSte4t9PdJ9cfGtL1Nxl4K6N1InRmreKen7PfVpbWm3Tr2lmQUue4dilg4Vg4+NZt+66Z0npJq\/6juibLa4zLPNfmTyltnepKEBSyoDqpSUj4kigNlopZMSOpIUlx8gjIIkOdR+uve5M\/Pf8A\/aHP30BFa2uUy8nuq2N0h1W1S927Kyd31A+ePTNO0jaGBHjutpjOsjvDqsOOFZVlRO7J9D5gU9QBRRRQBRRRQBRRRQBRRRQBRRRQBXnn0Ne1q3E\/Ww4c6CvOtjbzN+SmA7yd+xJytKdy1YOxCd25SsHalKj6UBsceHEiRW4UWM0zHZSENtIQEoQkeQAHQAVKUpJBIGR5H4VRts7R8yJwQ\/lS1TpuC9cZLbYtEGxXJua3eXlsJdSlhQ8SADzOZvA5aWnFklA3V8X\/ALTbtnt7uoImilTbNYrNZ71qaQmaEuQGbgTtS0jaecptsKdXkp8OMZJxQF67UglQAyfM17VR6X46ytQaqs0GRpPumn9UT7lbLHcRMDjr70Iuby60E4bSsMulB3E4SMgZq3KA5Tl\/+k+p\/wD9eS\/\/AB17WqXzipw7tWrOJLNw1db2l6Suj0q+DmFXye044EoW9gHaCSAM+pqS4cTdB2k3hNy1LFjHT9tj3e6BwKHdIT+OS+508KF5GD65r21vVpqjBOSyWvQ\/PbqjUdebUXm9OpUfaL7PGqe0BxB0TGuV5agaB0\/z5U9MWYtqe7LWMIU2OWUjaEpAUVZG9fStf0Z2Tb3we7QNj4icMNRyp1gdt70HUbd+uS3pbqF+7ylJbwraUtqwojqjz61fs7iVoW2G6puGpI0c2O1M3y4hYUO6wHscqQvp0bVkYNYLXnGzRGgoz8idc+bKTb2rgiOQpCe7uJK0PKWobUoKeuSfKq9w7OincVZJYPHHHbRempesKHaV9ONja03JtNJYb823thm2+SSxfJG4ai1JZtK2xy7XuaiOw2OmT4lq9EpHmon4Cq\/j2fUnF15m56oakWfS6FcyNbAra9NA8lunzCT6D4eXmDWMtDmn5l3mav4r6khvXG02RGpjbfEY1qtS+qJahjCkkA+M5Hr1OCLDkcQ9FQzLRIv8dowLCnU8kKSocq0kHExXTo0dqvF9Rqqk+03xXL4aWkMecus+n4f+rZbTrUv4aXd9nf8AEudaqWMYbqlvLeo\/+RL2nmY0SLb0R4MFgMMMoKG2mk7UJAx0wKxevtNu6y0LqPSDEpEZy+WmZbUPLSVJaU8ypsKIHmAVZx9VLyOIei4760vaiZbMbTytVPAhWEWjCj31XT8F7Nfi\/NNfTvEfQ7JcDuooyC1p46sXkK8NnG\/M09PwPs1+L801rcdLh4cVh4nk+Cu58bTbxxxweZzTF7J\/aIXwzZ4LT+0DZmtGCMILsaLp5AfVH3bijmqO7r+n6vKuhW9LW7h\/wriaQs8mI3DskFiGy7c8FkpQUjc75Dr5n6zTy+Jug2yQ5qaKkp08rVhyFdLOnfmb5fgRy1+L801gtacVuHzWn3mzq+xNOSbG3qNj5RKhHctindiZKvLLRWkpBz1V0HWoqUaFF4xl05vHl\/dk1adzXWE4648o4c9+SN5s6t1phKK4y8x2zui\/gVeEdW\/zfh9WKbrTrTxL0OINtiuaktofe0390qER0rDarW2khyW2CPwCShfX0CaYjcUNATFQkRdTxHVXGyO6kiBO4861t53y09OrSdqsq+o1P31P3l5lfuKvuvyZrPGns+6B41swJupPlK33iylS7fd7TJLEyPnqUhWCFJJ9COnoRk18cGOzvofgvIuV6s8y73m\/XlKUTrzeZXeJbrY6hsKwAlOQDgdSQMk4GNoj8TdB3JMBEDU8Z5V3sz2oIHL3EyLc1nmSkdOracHKvqr7t3ErQt0+SUW\/UsaQq92p6927YFEyoDOebIR06oTg5P1VFhb8fecsdybG67vuufDtgzZ6K1q28SND3hVmTa9RRpR1Dbn7vaw2FHvkJn8K+308SE46n0r6tXEXRV8VY02jUMeWdTQZFztAaCj32Kx+Geb6eJKPU+lS99T95eZD3FX3X5M80K6XYFwJk2h\/FxfGbaMIT7vRfU+0+P1baqDVfYl4Yat1nftcSNXa6t03Ukkybgxbbu3HYdPzdoazt8+hUfM9a3XhFxW0BrL5MtmndW6duUrVUq6SLU3aAsJcbhpbVID+fwLqUuIVtd2KUhbZSCCCdn0xxM0PrFWi0acvyJZ4hxpsvTeWXG++tRNveFHekcrbvT0d2FWfCDVepWtKqwnKL\/uielQvqDbpwksej9D54a8MtGcI9KR9G6FtKYFtYUp0gqK3HXVe844s9VqOB1PwA8gK2Vs5cd6rOFDz8h0HlWtaX4naF1n9xH3N39Ev+UZE5zTOWHW+\/Jh7O8k70jlbOYj8Ls3Z8OcGldI8XOHutntHo0zqMzDxDVNGmwuK80Jvc0tmRguITygjmI\/CbMknbnBx3G5torhjOOHijiVndzblKnJt9GbWx8p2a5ov+mZyoNwa6kpPgdHzVjyNXXw64yWzVihZ74hNsvSBhTKzht0\/FBP\/AHf99c16X4wcOdZ\/cR9zepUS\/wCUZc5vTOYzzfflQ9neQd6BytnMR+F2bs+HODSVo4ocMOIDeiXdOanS+7r+VNi6XeTGeaVLfh7e8J8aE8rbuT1d2BWfCTUF1\/JXseGrNY6PFYr1X0ixZ\/6h2fPio05NPOLTwfw5Pr5nbjyv8LxU8ySMsPHan8EfEjqr874fUVU7XI\/CDtjaJnTNG269avdnQdYSptp09N7q+03NkMKSHkrLiEhBQRjLm0eLoSCKtvT3az7PuqkaUcsPEJElOt7rMsliPybMR3ubF\/DteNocvb85zak\/ik15e5t3bT4cU1o08Uz2VpdK7hxqLi9U1g0Ut29L3qThnetJcR9PPTwnUdrvXDx5EZasJl3GMTAd2jpuTJaSArzAUrrVAWDijxS4f6b1Jd7dOmv3DgDa4fDp+dcFOuRmZ0i+uJcnPpBBdbRBaiFXX8YgkAmu4oXac7N+tmdLJY1jDubWqr\/JsliS\/aJRD90iE81ADjPsijBw4vak\/iqNIJ7RPZq1BbrWiz6qjLa11qhzTUcMWaQg3K6MLAkMOhTI8OEkKccwgpzhRquWigbR2ou0JqDVLPCrSWttGX2QrXjWl4ut27SV2+4RnbU7Lc2tNu7S6wtsA7FbTlIPqSnp7jbxG0E59yEHiBp\/TaNS8T9Ws3DVOpGC9DiphNRnG4wSpxCUF5S14G4YShe3rXSOnOPXZeMPTkbTN6tDEa6aplaXsjbFjfZT8tNBQeaQOSOUQAoc07UEeSzmvocduzBqKHbGHLxZ5sW9axf0tDbesb5Q9qBndzWylTPhUNivbKwg46LPSgOXJ2or\/M\/+yVVqBd1lruci371SW5DiXFKVcsEBZO8dDgZ64rMx9PdoPsyaZ1Nq\/SsG1aQg6vv+lrFp7TFxv0vUUe2uvSlMSpK1uqBTzA8g7G1\/iehAroW5doTs2ydJm1s6mi\/Jk\/UsnQ0eOxZZGFXtoOKXGQ2WcAgtrIcIDRI6LORnJP8AaU7PlxixxO1jGlMq1kdDtB+1yVj7oGi4e74LXQpLLhD34PKei+oyBzTeuN\/E\/hpxC1No37pNNWi53fXFk07eNaToTncYpNjS+4+phb3LbU44jahOUpAJzk9TjdW9s3tAsXixW3R920LdWmdPRryu5JSxbrfqJxyc6wpLKrjJZcbQEtpHsg4resHqkpz01duPnZfuMaZHvV8tMtiZrU6Elofsb7iXtQtBwd2WCydxSGHAHjlrw9F9Rle5cfuym4Yrt0vNmdNj1ieH8QuWGQsxL8jmDujXsDsA5LntU+y8Pv8AUZAt3TEhyVaESHu9Bxx15S0yDlSVFxWUg+qAeiT80CsrWvaF1LZdWWSRdbBdH7hFau10ty3nkKSpMiJNejPtgKAJSh5lxAPkQgEZBBrYaAKKKSvUubb7PPn223rny40Z15iIhQSqQ4lBKWwT0BUQBk\/GgHaK5q4PdqC7X7SGo9Q68lWCZPtr7cePYrY29DvLU555xtu3vwpOHG1FQQlDqtqVe0KtoQVVJZe0TxN1VYrPD0\/pnTQ1S5Yr3qG6sPSHlRW2oEzuqI7Sk+IrdWThZ6AIJ2nIFAdI0Vzrp3tN6h1fbLdxEsWnLcnRci42S2PMvrcNx33FiO4HUkezSlsym0lJBJwo5HQHoqgOCe0H\/jI6y\/8A1faP\/KXWm1sHaKv0VntXaw08mNLemKsEC5YaZKkBlllwryryzjyHma0a3aoi3VVnTEttyJvlsfu8PdGKcxmc7yrJ8KunRJ6mvHdo0pyuptRf0j+gf4Svban2LbwnUimk+Ta3ZmaicGXWzsJwD1B6CsZa9Sx7wqyJhW25E6ht8i5wt0cp3MM++VZPhPwB6mscdcQZYsHyXarnMmakiPS7XDbYJfeQg4OWxlQOQcDHoaoulUXNxfkeljfWs3hGpHzRnp0+LbmDJluhCB5epUfgB6mrk4LdmK8cRTF1fxRjPW7ThIdiWbcUPzU+YU8RgoQfhkKI+Hmdd7Mi+F8u6cPdX66tl\/ut94hwbjc9PQ3LSe52xqEU8wvZP4U7hs6EefketdE6M7V\/DfXKuHSLRZdVNfymsXGRZ+82oo5CYWzmiRhR5ZPMG3G7PXyrcsOx28KtyvCPr6eZ+a\/xR\/HyinZ9jy55Op8ofu8ty1DaoFthW+22y1JZiRHW0ssRQG22UgHHhHTaPhWUqidNdrHhpr\/+TH5IsGr0\/wApblwds\/PtnK7uIOzmmThR2A81O0Ddnr5YqTRvbB4Y65\/k5+SLHq5r+U5VyTZ+82nZyDC2c3vGFnl55iduN2cHyr0aWHJH5I25PF5l5Vgdfv8AddCajk9+VC5Nplud6SzzSxhlR5gRg79vntwc4xg1U2jO2Rwu1ynh0u0WLWDQ4mv3GPaO82jZyVQtnNMjCzyweYnbjdnr5Vgbj2z+F2rNA2OXaoWsLYOITN8g2mVIse7uTsFkl12QjcrCRuBSAF7sEEUPhv3ZX1H91nATSt\/\/AJSDr3vSJY+6E2P5H75slvIx3TlNcrZt5XuDdy9\/Xdk2vXJ\/Zl7VemZfCjhNadSXrU+qrzrq53WzxLz9y7NuQ69GeWsqeYYIbZQG1oQCkEqKCSASa3zTPbE4X6qRo1y3WPV7Y1zfp+nbdz7Rt5UmJ+EU9hZ2Nn8VQyT8BQF5nypS0t8q3Mt93dYwD7NxW5Sep8zVM2Dtf8MdSN6UcgWPVyBrHUs3S0DnWnaW5cXPMW7hZ2tHHhUMk\/AVHpXtZcMrnA0s3CsWr2k6m1VM0dDD9sJU3NjlW9bp3dGTtOFjJPToKAvaiqTtXa24a3dFicjWXViRqHWMnQ8XmWrGyexu3uOeLwsHYcLGSenhFewu1pw2nNWt1my6rCbtraRoJjdasFNwZ37nFeLoweWrC+pPTw0BHwW1N8scc+Nlk\/lQVqH5Hn2lPyGbB3IWHew74RK5SO+czbnO9zZyvTd1u+uOeFfau0lH40cT4921dqO+M3DXls0ZbrGjSbcZdjlcuYkuOSEAGQw6qI5halLWjlDwp39bbX2teGraA4qy6swdfucOelq\/\/iaObl33v6P7BeHPPqnw9egF10mlv\/C63e7ujMdKebu8B8R8OPj65qm5Ha94ZRkuqcsmrSGtfr4cKxac\/wCE083Lo8f9H9gv2nn1T4evTHSe2FwuhXOZId05rQiNrf8Ak2W4m15QbmFPeMJ3\/gPYrPM88FPh+AFvay0LZ9ZxUJlhcadGO+JOYO16OseRCh5j4g9P6+ta7Z9cXnSlyZ0pxMDba3Tsg3lAxHl\/ALPkhfxzgZ\/SM6bO7ZPC2Ai4resWsCLZrscPHttozuuRLg5qfH1j+zV4+h6jw0lqvtX8GZdsv1u1DpXVcyJatbNaAltmzbt1xcKgl1vx\/gRtPtOih08NW6VyuHuqyxh8V4emT+JSrWr4++t3wz+EujX6PNeHIvechLzsFaWHHgmRuCm14CPArxH4jrjH1inFAKBSoZBGDXIqe1JpnhhPvkSdA1heNKaS1i1pJ11dvxIiTnEqCSjxe2jAE+I4IwOlWBJ7aXCJiBqC6MW7VUuLpzVMTSMlyNat4dmScctxrx+JkZ6qOCPm1HWo928Yvijuvns+hLQuO9WE1wy1T+W66\/M4k1T2eO0Rpga4vOjtA31+doCcdEaEbjw3fvm0XBd0L0lrCerbQuMUFYykd26+703riTwx4ycP9Vr4faPtfFKVcbBB0vbeF0ywqkjTrLbASmcueG1BkKUpJU5zwcpPh9K6tv3a84Z6eRqtc6yatWNHalhaWn8q07uZLlEBtbXjG5obhuUcEfA1DrHtX8NLHD1ki4WLVzo0RqG26fuIj20guyZakFpTJ3eNsbhuJwR16GoCwUTN4ScU7kq76wvbfEC73B7jm0qFbZypD0SDYmLi4tuRHYIwhkpUFc3qnbjBAFaVwl0TxsuPad4X6i4iaW4rStRWTVGqXNYXK6syHdOsB1h5MFcBRJaQ0W8JBbAT1Qk9dorrbU3ay4baVTrddxsuq3BoG8W2yXPkWrdzX5xQGVMZUN6BzE7idpGD0Ne6p7WPDfSI12blZdVufye3C1W26ci1buc7PLQZLGVDekc5G8nbjCsA4oCmeJnZx4h8Z+0XxbtaLmnTWjtTaWsdsl3KVpwTFTUgSQ6iG+4QhtxAUNxAURvSehxWoay4QcYY1p46XCyO8T3fkpel7Loq0JkSXIzkMN2sy3o7SRh1YUy4FrRkJw75ZVXSmrO1jw30gnX5udl1W7\/J0\/aI917vat3OVcSwGDHyobwnvCN+du3CsZx1Ru\/a04aaHtmtGrpp7WI\/k3RZUXVtFs5q1m5BjkBklY5hT3lveTtxhWM46gc+6btvaEc1\/wAQCqJxib4lh7VKrbKckOI0iYBgLTZ0pDmY68OlraG8OhwKLhwFCt27A9q4uQJupntbSdfotDlvgJciarhzW9t3AV3lyO5NdW6sHpv2JDO4ApPoLR1b2weGGjfu++VLHq53+TlFnXde72nfzhcuRyORlY37e8t787duFYzjr8aq7Y3C7SB16LnYtXufydRrRKuvd7Rv5yLiGSwGMrG8p7wjfnbjCsZx1Auq1t8pl4d3dZzIdVhxW4qyo+IfUfMCnK1Ph7rO0axavabTBucX5IuYiSBOb2FbjsWPMSpHU5Ry5bY9MKCh6ZO2UAUUUUAUUUUAUUUUAUUUUAUUUUAVgtcWC7an0tOslh1I\/YLi+G1Rriy0HSy4hxKxuQSN6Fbdq0ZG5ClDIzms7RQHN2iOxppuJpKbG17PYlaiuTJT3mxoftcSCtUNuKotMtv5WpSWwpxa1e0OeiR0rJPdlPu8NOnLBrxyDpy72m0WjVER6CqTIuTVvWSlTL63vYF1ClNObkujl4Cdqhuq+2JEeUw3KjPtusupC0OIUFJUk+RBHQivvIoCo9GcCrjpXVFulSdZNTtNacm3K42G1i28uRGemqWpwPSOYQ6hHNdS2EtoIC\/EVYybdrzI8q9oCmOB+k9LXKHxDeuOmrVKcuWs7wxNW\/DbWZLaHwUocJHjSD5BWQKs9\/R+kZRlGTpa0O9+YRFlb4LSueyj3G15T4kJwMJOQMdK0HgXJjQrNruZMkNMR2Na3xx111YShtAeyVKUegAHUk1qV54ha34\/z5Gj+Cz7to0oy4WLtrBSCOb85mGOm4481\/WPLoTBWrxo4LNvJLN\/W+Ro2HZtW\/bkmo04+1N+zFfNvSKxb0QzxL19ZJmopvCzhFoay6j1nPiJhXF9cFpcO3RU4AEpe3Cko6YaOQDgY9Ky\/C3s\/wCmNGyJsjVqxqvUd0hIRcptwioWwWySOSyhQIQ2ANu3HkB5DoN54dcNNI8LbCmwaSt5ZbJC5Eh1W+RKc9XHV\/jKOSfQDPQAVnkLzd3W+e8cR0HllPsx4ldQfnfEfACo6dCUpd7X5y0Wi8N318sC1ddpUqNJ2fZycab9qT9qfjtHaCeG7b5irmktKvF4vaZtSzJhi3vboTZ5kUeTCunVseiD4fqoXpPSrpdLmmrUsvQhbXN0Js74gzhhXTq11PgPh6+VZairZiGuytK6VVdI6V6fg5et7ttWkQWyhyHj+jrOPwY3HCPd8SulOK0jpReSvTFpVugm2HMJs5h9fvf3fwXiV4Pd6np1pqQvFyiI5zydyHPAlOUK8uqj6Een6TTlAYc6O0io5Vpa0HME2zrBa\/oZzmP7v4LxK8Hu9T061WnaO0\/puz8GdQ3a32bh5b5cOBGhR5WqorbdpZjiS2QzJWCgpj5J8IWkZIq46qztQOlngTqpxLujmyGWPFrFe2y\/0hr+lnejDf17h1x1oDO8PtNaan6F0xcpdg0fJlPacixFyLLFbXAXHcZSVtxFncTEUVKKE7iClQJznJzzejdINFotaVs6DHhqt7RTBaHLiqzuYT4ejZycoHhOfKkuGaivhvpRZNiJVY4JzYVbrZ+AR\/RDuVmP+TO4+Db1PnWy0Br83SGkYsBS2NNW2OYlvdhMLjwGt7EZQO5pvCeiTk+AdD8Klg6Q0lHZhKjaYtTZhxDDjKEFpKmo6x4mk4T4UKz1SOh+FZK4q2W+SvmuN7Wlne0MrT0PVI9T8KlYOWGzuUrKB1UME9PWgMbH0jpSIYpi6YtLJgsLixeXCaTyGV++2jCfChXqkYB9aI2ktKwzDMPTNpYNvZXHh8uE2nu7S\/fbbwPAlXqBgH1rLUUBz\/2TLVZJ2mdSz3YHCSVItusLtFiP6EZQtmK0UshTT6t6yiUQAFpBSC2GfD8briaT0rAMAwdNWqObWhxEHlQ20d1Sv3w1geAKwMhOM461T3ZCeU\/o\/WSlO8MnNut7onOgnd8YYSz0l+0XiZ88ZHg5XQZyb2oDExNJaVgdw7hpm0xvkoOCByYTaO6BzG8NYHs92BnbjOBmkrPpLSUGYEwNOW9n5IdUICUwGm0wuYhO8R8J8AVgFW3GT5+VbHScNe6ZOTznl7XUjatOEo8CeiT6j1\/STQCcTRukIHcO4aUs8b5KLhgcmC0juhcxvLWE+z3YGduM4Ga8iaM0fAEAQdKWaN8lrcXB5UBpHdVLxvLWE+AqwMlOM461maKA0258OOH09yBZJGkbYmJHalORo7UBtDTK1qb3uIKQOW4enVOCevwrSIemYvBVURiVpiDdtI2+Qt+3y24DZk2Zxw+JWAnyPqsYJ9fhVuPLxd4zfPeG5h48sJ9mrBR1UfQjPT9Jptxtt5tTTqErQsFKkqGQQfQirNC47pOE1xQea+a2f08SpcWvetVIPhmsn8mtV08sGYGz6f0FMg2+4WOwWNcVh1U2C5HhtBLTq\/edbwnwrPqoYJ9aiuWktJQocMx9OwIoh3JqXGMWA1uZkLdSFOJwnwlWcLWOuCeta1cdIX\/QE9zUPDhrvEB1RcnWFavAv4rYP4qvq8v+6s\/adb2PWFlTOtE+Qy41KYbkMJR7dhZdSOWtHmAfInyxn4V9rWyjHvaT4ofFdGtPHJnNC6cp9zXXDP4PrF6+Ga1Mo1pDSbAYDGmLS2IspU5jZCaHKkq955OE+Fw5OVDqfjXrekdKNBoNaYtKBHmKuDQTCbHLlKzufT4ejhycrHiOfOstRVUumu3bSmlGbRJUnT0BkMuu3JC48FsuNyyk5kNjH4bqfH7xz500jSWlOWgfczasCZ8pjMJv+mHOZHl+FO5Xj97qevWnLwvl2mY5znmdrCzzGU7nEeE9Uj1I9KaR1Qk5J6DqaAxR0hpNWQrS9oOZxuZzCa\/phzmR7v4XxK8fvdT1614rR2kV5C9K2dW6cbmcwWjmZ1++Pd\/C+JXj97qevWsxRQGK03GiRbe61CQtDap0x1QW0GyXFyHFrOB55WpRz5qzk9TWVpCzOcyI4rvEh7EmQnc+naoYdUNoHzR5A+oAp+gCkrzaYl+s86xzy73W4xnYj3KdU2vluJKVbVpIUk4JwQQQeop2vCQBk0BSGheyhouwTrjd9e3q5cQrhLAjR39QNxlGLFS+46hCQwy2FLKnVFTityifIpHSvVdknQECzwLVo3UepNJuQ2rnCemWh2Kl+XBuDwdkxXS4wtOwqQjapCUuI2DasEkm0bTr3Q99tc692bV9mm261vOx5stia2tmM42cLS4sHCSn1yaa+6nTHydEvH3R2vuE9aURJXfG+TIUr3Q2vO1ZPoATmgK7jdnHSNu1HHuVnv19t9hZkwp7mmGFsfJr0uI0hqO8oqaMgbUNt5Ql0IUW0EpJBzbFJOXmzs3RmyPXaGi4yG1PNQ1PpD7jafeUlGdxA9SBinaA5X1P\/jB8Qv8A\/Vs3\/kOU7WP1Y60xx+4ivvuobbbh2dS1rICUgMOZJJ8hWC0\/b9Z8epy7Rw9fctGlWHSzcdSLbOXce81FB95XxV6ZHl64l1L\/AIzjFYt5I\/SuxIL\/AE6FWpJRhFc5PJc35t6Jc2eTdSag1RqFXD\/hVbUXa\/EYlSlH70tiPIreX5ZHonzz06npV38I+A1g4WymLxLXKvuqpyHDPvb5z1IHs0J\/ER8AOvnk+QG5cPeG+keGFhb09pC1oisDCnnT4npDnqtxfmpR\/wDpis6+nNxiq5T5wlzxJPs09B7w9SfT+urdtZd2+8q85fBeHXqef7Z\/iN3cHaWScKOvvT\/NstorlvixuiiitA8qJ3BG8xvYvObZCD7JWNvn1V8U\/EU5SlwTuMb2T68SEn2SsbfPqr4p+NN0AVgOIL\/ddB6kk9\/EHk2iY53otc0MYZUeZswd+3z24OcYrP1gOIL\/AHXQepJPf0weTaJjneltcxLGGVHmFH4wT57fXGKA0LsnagOquz7pO\/HiPE153lEz\/wC8ESzfJLUzbMeR0i8tvl7NvLPgG4tlXXdk25VR9k6\/nVHZ+0nfTxDteue8omf4ftloFsjTNsx5HgjBCOXs28s+EblNlXXdk25QHh8qVtSOXb2Ucl5rAPgeVuWOp8zTR8qVtSdlvZTyn28A+F9WVjqfM0A3RRRQFF8EdSm78eeONm\/lQiah+SLhaE\/IbVjENyw72HvAuTy0975m3IO5ezlny3db0qi+COpDduPHHGzfymWrUHyTcLQn5Ei2URH7FvYe8L0jYO9czbkHKtvLV5but6UAUmlH+Flucl7rHSOYVezPiPQD531\/CnKUSn\/Cq18p\/wDo6RvKvZe8egHzv9mKAbooooBK4soeXEQ5HddTz+uw+FI2KGVj1T1xj4kVolz0ZfdD3F3U3DZHNjOnfOsK1Yae+KmfmL+ry\/7q3ycnc9DPKfXtkZy0rAT4FdV\/FP8AtIpyp6FxKg3hzTzTyf1vmtCvcW0LhLHk1k1mvD0yepgNIa1sutIKpVsdU2+ydkmI8Nr0dfzVpPUevXyOKyd1RzIRTyXnfG2drKtqvfHXPwHmfqzWraw4efKcwan0pN+R9RsDKJKB7OQPmPJ8lA\/HzpSzcQBdVq0nqy3P2zUbJbKoratokgKHtGVH3k9MkZzjPn1qapbxqRdW3yWa1XquvmQUrmdKao3XJvKWkvR9PLEsCiiiqRfPFeR\/RStpRy7ZFQGXmtrSRseVucT08lH1NNK8j+ilbSnZbIqOU+3hpI2Pqy4np5KPqaAbooooBO2I2NPDkvt5kOnDqsk5Ueo\/NPmB8KcpO2p2tOjlPt5kOnDysk+I9R+afT6qcoAooooAooooAooooAooooAooooAqu+0KIB4M6oRdNROWGIuMhD1yTHU+iKkuoBW6hCkqLPX2uFJw3vO4YyLErwgEEEAg9CDQH56aQ4qcF7ZwmsVj1jGsSUM3IRLc1G1eGNLXeWbYyXH3HntoYDIUA4wgr2vKJAcUcjK3idCg2CTZJvFFm+aujaa0y3wvudvua1pusoyHA6uCErPePbhLbp8Z5KUlfhJNd3W63QbRAj2u2RGosSK2llhlpO1DaEjASB6ACpy2hS0uKQkqTnaSOoz54oDkzhNdbdP4oaVRAvxXxATfNRp1zB74pyS1DSp4MCQyVHlNgmKWSUgFJG3IJrrWvkNtpWp0ISFqAClAdSB5ZP9Zr6oDlHRvCvWPFjUmtbRftRphcOoWsbo6u3xQpD90kl4KWh1QVnlJPT0zjy9a6as1ij6etcey2OPBgwYiA2xHYjFKEJHoAFVoPAL\/k\/W3+nF6\/8APq0qhp0I05Oeber\/AE8Ohfuu0a11ShQeEYQXKK5LHWT3k9W+emWCINk76Qx9if4qTQZpuzrffwSI6Fcsxzyx4leIHd5n1H1CsnSaHM3Z1rvDpxHQrlFHgHiV4gr4nyx9QqYoEuyd9IY+xP8AFRsnfSGPsT\/FU9FAY18zRcYrffwkqQ4eWmOShWMdVHd0I9P66b2TvpDH2J\/iqN9zbcYrfeHE7kOHlhGUrxjqT6Y9P003QEGyd9IY+xP8VVZ2n0zRwJ1V7XRS\/YseDVyS3Z1ffDXSWrmJ2t\/XuHXHWraqq+1E2t7gPqtpEXSMlS2GAGdWu8uzuffDXSUvcna39eR1x1oDaOGSJ38m+lPa6dR\/gOD4bGgrtqfYI6RFcw7mPyZyco29TWy7J30hj7E\/xVgOGKFN8NdJtqj2VgpscBJasjm+3NkR0eGKrJ3MDybOTlG3qa2agELgJqIElZmoaCWlne3HJWnp5gbupqRhM0stnvTSspBypggnp5nxV93BfLgSV85bW1pZ5iE7lI6HqB6kfCpGDuYbO4qykHcRgnp5mgPjZO+kMfYn+KjZO+kMfYn+Kp6KAoLshJnHR2suvDBr\/wC+906aGUXYx8LPWWearEv0WOngDRx1yb22TvpDH2J\/iqjex8w4xo7WaXLbw5hlWuLooJ0PI50ZY2s+KUdysS+mFjp4A0cdcm+aAg2TvpDH2J\/ipOGZqpc1InhexxIKVxyEo8CThJ3dR6\/pJrJ0nDc3y5qO8OObHEjYpGA34EnCT6j1\/STQEuyd9IY+xP8AFRsnfSGPsT\/FU9FAYx0zRdYzffwCph08sRzy1YKOqju6EZ6fpNObJ30hj7E\/xVE65i6xmu8up3MOnlBGULwUeIn0Iz0Hrk\/CnKAg2TvpDH2J\/irQ9b6Fkd6Gr9M3NNpvyFtth1hhWyUVLCQh5IUcgkjKsdBVh0ld3eVEQrvTrGZDCd7SNxOXUjbj4HOCfQEmpaNadCXFB+j6Naohr29O5hwVF6p7p6M1PSPECTeJytM6iaas+omE5chutHa8PntK3eJJxmty2TvpDH2J\/irDav0TZdZxEM3FC2ZMc74sxg7X46\/RSFfpx0rV7TrW+aKnN6Z4mFJZcVy4N9QMMyB6Jd+Yv6\/I\/wBWTZdGFyuO3WEtY\/OO66ZrqVI16lm+C6eMdJ\/KWz65PozdrsZrVrluGeGQlhZLjMcqWjwnqkbupHpTKEzihJ7yyeg6lk\/xV8XV5KLTKfTKWykMLUHmk71IG0+JI9T6imkHKEnJPQdTVE0SLZO+kMfYn+KjZO+kMfYn+Kp6KAQsrhchLUqU9IIkPpK3W9hyHVDaB80YwPiAKfpGzuc2ItXenpGJL6d7qNhGHVDbj4JxgH1ABp6gCsPrFpL+kb4wuBOnJctslBiwVhEl8FpQ5bSiQA4rySSRgkdRWYooD8\/+G77OmLDqaJ\/IzcNc6fhybci2SVaSm22aqUzOfDMS5oZZWmU2wDzlONMeDcUFCiU1sDeirTZkxrhqzSF51Vpu76c1Q2iJF0ZOjsQ9QTJEdZZjwXGi4whbQUhp5YAylwlQK67dbaaZCg00hAUorISkDKickn6ya+6A4t0doXVVsYtekNbacu0viU3fdLzG798lvPBUOLDiJkud+CS2hALcpCkFwElw9Dv69pUUUBzBeeC7PFvtI63N7v0qPp23RrQZ9ujnaqe6WVltKlejYAOR1znAx510darHBsVtj2izITChRGw0www0hCG0j0ACar7QP\/PjxS\/7Oyf6s5VpVFCjCnJzS5vN\/WhduO0Li6o07epL7EFgkuS8eWberfMh5Lv0x39SP3Uq\/HcNwinnzSQlzxI28tPQe8MdT8P66yFKPj\/CMU7ZBwlzqg+zHQe\/9fw\/rqUpEvJd+mO\/qR+6jku\/THf1I\/dU1FAY+fHcJjZkTV4fSfY7Rjz6q6e78aa5Lv0x39SP3VFcBkxvDJP3wn8CcY8\/e\/N+NN0BDyXfpjv6kfurA6\/LsXQmo5XyyYXJtMtzvLjKXEMYZUeYpGPEE+ZHqBitkrA6\/e7toXUcjvzULlWmWvvLrfMQzhlR3qT+MlPmR6gUBX3ZTvD2p+AOlL4eI9o1n3lEv\/DdktKbdClbZbyfZx9g2bNvLV08SkKV1zmrZ5Lv0x39SP3VVnZVvStQ8AtKXhWuNPawMhEv\/DVgtvcIErbLeT7NjA2FONiunVaFK9atmgISw7j+lu\/qR+6lbXHcEBkB+Y2MHwv7S4Op8zinz5UragBAZATIT0PSQcueZ86Al5Lv0x39SP3Ucl36Y7+pH7qmooCieCl8du3HXjdZ\/wCVCzX35Jn2lPyPBs6Ysqy72Hjtkv7B3gubcpOTt5avndbw5Lv0x39SP3VSvBW\/KufHTjbajxB05exbJ9pSLTb7X3eZZt7Dx2y3se3Lm3KTk7di\/jV4UBDyXfpjv6kfupRMdz5UWefNzyE+M7eV7x6AY97\/AGYrI0okf4VWdsn+jp6k+y94+Q+d\/sxQEvJd+mO\/qR+6jku\/THf1I\/dU1FAY6dHcL0PL81WH85a2gJ8Kuq+nVP8AtIpvku\/THf1I\/dUU4AvQ8pknD\/8AkjhI8Cvf\/N\/24pugIeS79Md\/Uj91a5rfRlr1TbUouaZbj7C0mM\/GCEyGFEgbkKx0x5n6hW00pdADDIKZKvG30jnC\/fH93x+rNd06kqUlODwaOKlKFaDhUWKZXlu1ZqHQs1rTvEmY4uI4sNwb622kMu\/BL2Qdi\/rz8fhmrHS2taQtE1xSVDIICCCP1V8XO12+8wXrZdIjcmK+na404nIUKrgx9S8IXeZBRIvejvNbGSuTbR8U\/PbHw9P++5w073nDCNTbJS8Nn0yemGRn8VTs\/lPGVPfNx8d11zWuOZZRYdwfvt7y9Aj91LWqO4m2xgJExsBpPhkbS4np5KOOp+Ne2a92rUVtbutmmtyorwylbZz\/AFH4H6jUlqGLbFATIT7JPSQcujp+Mfj8aoyi4vhksGaMZRmlKLxTJeS79Md\/Uj91HJd+mO\/qR+6pqK+HQlakFth1JEnPPdOZBBUfEeox+L8Pqp2lLaAGncJkp9u7+HOT7x8vzfh9VN0AUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAVTuuOP0zS\/GW18I7JoV++vPW9u53BbU5lmS2w44tCVRmHCDI2ctanMEYTjG5R21cVUDx77PGrOM+rba4rVNnb080hK0CXaQ7PsspCkq7zAfS4hTbqtqcKVu2KTnqCU0BtWmuPMLUWr7fYjpG5Q7PfZk+32O9OvMqbnyYZWH08pKittJ5bhQpQ8QQeiembUqndFcDL5pfUdmM7VsKdprS0+53Gxwk29TctDs1ThUl54uFK0th5xKdqEkhQz5dbioCqOA0uK1B1sh2S0hQ1xeuilgH8PVn9\/g\/TWPtB++q0ufZx7M2s71cb\/AHjgtw8vd1lSVLuEyRY4kl9x8+8XVlBUVfpOag\/mj9ln\/wBXPht\/7sQ\/93QFpd\/g\/TWPtB++lEXOAbq618rNnDCFcnI2p8SvEFepPlj6qrj+aP2Wf\/Vz4bf+7EP\/AHdKu9lvsjMxBPe4CcLG4yiEh5WnYIbJJwBu2Y8+lAW53+D9NY+0H76O\/wAH6ax9oP31Vo7JHZYIyOznw2x\/oxD\/AN3R\/NH7LP8A6ufDb\/3Yh\/7ugLIfucBNxit\/KzaNyHDygQUrxjqT6Y\/vzTXf4P01j7QfvqoY\/Zh7IMtqQ\/F4E8KnmoiimQtvT8BSWSPMLIR4SPXNMMdk\/spSmUSYvZ54ZPMuJCkON6ahKSoHyIIbwRQFrd\/g\/TWPtB++q37Rdtmas4M6k05p2y6Y1Hcp7bDUe1X9wm3y1d4bOx\/Yd2zAJyPUClf5o\/ZZ\/wDVz4bf+7EP\/d0u32V+yS9Ldt7PAHhc5KYAU6wnTkEuNg+RUnZkA\/XQG98Pm\/kXQWmrNdIlmtMyBaIcaRAtjuYcR1DKEqZYyc8pBBSnPXaBWf7\/AAfprH2g\/fVTxeyr2TJyFuQuz9wvkJbWW1qa05BWErHmk4b6EfCpv5o\/ZZ\/9XPht\/wC7EP8A3dAWXcLlBbgSHPlNpna0o8xCgpSOnmB6kfCpGLhBUy2r5QZVlIO4rAJ6eeKqx7sodlCPs7x2euGTXNWG0b9NQk71nySMt9SfhXy12VOyY\/Jdhs9n7hg4\/HxzWk6cglbefLcA3kZ+ugLY7\/B+msfaD99Hf4P01j7Qfvqrf5o\/ZZ\/9XPht\/wC7EP8A3dKz+y52RbUhLl04C8LIaFnalUjT0FsKPwBUgZoBXst6bvOidKarhaq0dojSb8\/WFynxo+mXFcmXHWGkpkv7znvCihSVY6bW0Vc3f4P01j7QfvqpR2WOyQXmYw4BcLudJQXGW\/udg7nEjzUkbMkfWKY\/mj9ln\/1c+G3\/ALsQ\/wDd0BaXf4P01j7QfvpSJc4C5c1Hys25scSNiiAG\/Ak4B9QfPPxOKrSR2T+yjEYXJldnrhkyy0kqW45pqElKUjzJJbwBUH817sh93jy\/5B+FfIlqSmO79z0DY8T5BB2YUT6YoC3e\/wAH6ax9oP30d\/g\/TWPtB++qt\/mj9ln\/ANXPht\/7sQ\/93Ub\/AGT+ylFZXJldnnhky02Ny3HNNQkpSPiSW8AUBZbt0gC6xmvlZtO5l1XJBBSvBR4ir0Iz0HruPwpvv8H6ax9oP31TjHZp7HEpl6TG4IcJXWYydzziLDb1JaHxUQjCR+mn2+yX2VXm0utdnbhotCwFJUnTMIhQPkQeX1FAWp3+D9NY+0H76Tu10gsxUL+V0R8yGE72yFk5cSNuPgrO0n0BJ9Krn+aP2Wf\/AFc+G3\/uxD\/3dQN9lbsluvvRWuAHC9b0YAvNp05BKmsjI3DZlOR8aAtnv8H6ax9oP30pdo+nr7b3rVdzDlRX07XGnFpIP9\/Q\/XVZROyn2TZ7CZUHs+8MJLK87XGdNwVpODg4Ibx51N\/NH7LP\/q58Nv8A3Yh\/7uvsZOLxWZ8lFTTjJYpnxKfvvCltyPEui7ppJxBQlaFhyXas+SgD+EQPP93rZds1BZLtAYuNvusd+O+gKQ4HAMj9B8qq89lnslInJtp4BcLkzVI5qY\/3OwQ6UfOCdmcfXTDvZi7LF7ny33+BXDa4TUuffa16fhuuhZ\/KEoJyfr61YrV1XSlJfb1e\/it+uviVbe2lbScYS+xonp4Pbpppy5Fpd\/g\/TWPtB++jv8H6ax9oP31Vv80fss\/+rnw2\/wDdiH\/u6j\/mn9lHe43\/ADeuGW9oBTifuahZQD5Ejl9PI1WLZZ1kkty4S3mpy5ae8PpDikbcYdUNo+ITjaD6gA1kK1vSVo4eaD0lHteh7fYLDpmEXCwxbEMx4TJW4VL2hGEJytSiceaifU1saVJWkLQoKSoZBByCKA9ooooAqju0hxx1bwjuWlLbpu22Bpm9rkKk3XUMp2Nb21NKZS3FLyEKDTjvOUQ4vCUpaUQFnoLxqr+MvB69cUHba5aNfz7E0wlcadCLKJUOWwsglSmHQUc1OCErx5LUDkdKA12Rx\/1W3fjMTou2J0nb71bdOXR43NTk5E6Who7mkIbLS2m1vtIJ35VlShgJAVeVUrprsw2HSBt1msGq7ozpWC9bJjllcbbcD8mAw0yw4p8jeAUsNKUkeakZ6ZIN1UBQrHErSfDnjnxFTq+RPhJuLNncirRa5T6HUoYWFYU02pPQ9CM1tX85bg7\/ANILj\/YU\/wD3NbDp7izw81ZqWVpKwakjzLpF7xuaShYS5yHA0\/ylkBLvLcIQvYTtJAOK27A+AoCsP5y3B3\/pBcf7Cn\/7mlXu0pwfM6MoX+84SlzOyyT+X5D3xyep+H9dWu4ppptTrqkoQgFSlKIAAHmSfStHRxw4UP6bf1dC1jBm2li6LsokQwqQHpyTgsNBsEuq\/wCoD5H4GgMV\/OW4O\/8ASC4\/2FP\/ANzR\/OW4O\/8ASC4\/2FP\/ANzW+ab1HYtX2SLqLTk9qdbpqSpl9sEBWCQQQeoIIIIIyCCDWTwPgKAqad2k+D6jHxf7z0fSfY2SePj73sfd+NNfzluDv\/SC4\/2FP\/3NPtce+EblzuNqXrCMw5a2JcmQ7IacaYLcU4kqQ8pIQ5yz0VsUcetZ7RmvtJcQIsqXpW5d6EJ4MSW3GFsusrKQpIW24lKk5SoKBI6g5FAal\/OW4O\/9ILj\/AGFP\/wBzWK1X2iuFlw0veIFr1HORMkwJDMdS9Pz1pS6ptQSSnk+IZIyPWrkwPgK026cXeHVl1WjRV01E0xdVvMRtimXC2h578C0t0J5aFryNqSoE5GB1FAVVwU436R0dwwsmm+IWsYk7UEND3fJFk0lOgw17n3Fo5bAZwghCkBXxUFH1reP5y3B3\/pBcf7Cn\/wC5rYNK8WeHmtr5L07pfUbE6dDS6tSENrCXENO8p1bSyAl1KHPApSCQCQD51t+B8BQFXntLcHcf+kFx\/sKf\/uaWtvaT4PIgtJN\/vIIB\/pFknlzz9TyTW86515o\/hrp9eqNb3uParY281H572TuddWEIQkAEqUVEdAPifIGkFcWeHadafyfHUbHy4HxFLAbWUJkFrnBguY2B0tkL5e7dtOcUBr\/85bg7\/wBILj\/YU\/8A3NH85bg7\/wBILj\/YU\/8A3NWfgfAVgtZa20zoC0oveqZqo0VyQ3FbLbDjy3HV52oShtKlKJwfIelAULw74z6bsPEviPqHU+s4cix36VBcsTMLR86PKYQ20sOiQ8GcvklSNpPu4X8asj+ctwd\/6QXH+wp\/+5rIXTjvwqscW2y7zqYQUXVhcthMiI8haI6FhtTzqCjcy2FqA3uBKcnzrf8ACfgKArD+ctwd\/wCkFx\/sKf8A7mlR2lOD\/wApKX8v3nHIA62SfyvePkOT739XlirMvN3tWnrTLvl7msw4EFlT8iQ6cIbbSMlRNaT\/AC\/cJxaTeHNSqbR375MTHXBfTKXJ5ReDaY5RzVHlJU5kJI2gq8hQCf8AOW4O\/wDSC4\/2FP8A9zR\/OW4O\/wDSC4\/2FP8A9zVg2O9WfUtnhagsM5idbriwiTFksnch1tQylQP6KccU202p1Y8KElRwM9B9VAVRM7SfB9TsQi\/3nwvZPKsk8J91Xv8Aseqf19cU1\/OW4O\/9ILj\/AGFP\/wBzX3H7RvB56RMiv6ldgrgQXbk+Z9tkxUpjNqSlawXW0g+JaQAMklQAyTW36O1tpfXtteu2lriJbEaQuJICmltOMPpAKm3G1gKQrCknBA6KB8iKA03+ctwd\/wCkFx\/sKf8A7mlbl2k+D64hSL\/eSd6P6PZJ4X7w\/wD0I6fH6s1bOB8BWn\/yucOfusXolWpGE3ZDq45QptaWuchsuKZ5pHL5gQCoo3bgBnFAYD+ctwd\/6QXH+wp\/+5rw9pXg6Rg3+4EH\/wDwU\/8A3NbHobipw\/4krko0XqBm4qitNSFhLa29zDu7lPI3gb2l7FbVpyk7Tg1tuB8BQHNd54t8N9L3B3U\/DDUUxl15W+bZl2SemPLHqUexw2v+79Hkd9tvaK4YwrXCbu9xvEOSWElbUi1S3nAfLxLQ2oE5B9c\/EDyrZ9WcW+HmiL1H0\/qe\/ohzZDaXtvIcWhlpS9iXHVpSUtJK\/CFLIBOfhXsLi1w6uGs18P4WpYzt8Q65H7ulCtqn22w44ylzGxTiUHcpAUVAZJHQ1ZqXDrQUaixktdcNnv01KlK1VCo5UnhF5x0x3W3VZPxNf\/nLcHf+kFx\/sKf\/ALmj+ctwd\/6QXH+wp\/8Auas\/A+ArXkcQdDu6ukaDZ1Nbnb\/DhquEqA28lTseOCkb3APc6qTgKwSDkdKrFs90NqiyaxsIv+npE1+DIkPhtcthxlZKXCDhDgCgnIOMgdMVsNV7C4\/8Ip9uuF0jayjd3tjbDrxW04hS233C2ytpJSFPJccBQgoCgpXQZNbTpPV+ntb2dN90zcRMiF1bClbFIW26g7VtrQoBSFJPQpUARQGZooooAooooAooooAooooAooooAooooAooooArGanTeV6auyNOlIuyoL4gFRAAkctXLzn03baydFAcr9l62WZOt7DP0TapFvjxOG0OBrFKoa2ObfRIQpAkFSRzJSMTt6jlWHE5OFCuqK8AA8gBnrXtAY\/UFkiakssywzpM9iPOaLLjkCa7DkJSfMtvMqS42r85KgfrrjXRdnsll4b8BY\/F+wyJGhbfpzUEeYzcIjkltm7KU0Ian21BRLhjicltShncsgHcoZ7arwgEYIBH10BoPZ\/t+pbVwO0FbdYLkKvUfTsBuaJOechwMJ8DmepWkYSonqVAmtp1c\/Bi6VvMm5qlphtQJC5BiA8\/lhtW7l4678Zxj1xWWooDgeLbdG3m1W\/WdotNrtmmTc9NRtR6TtMN1xTNkYlKWJN0UG0iQ6HVM84BKkpbSsFS05VXTvZqgmFo\/UDtvbUzp2bqu7StNscktIZti3vAG0EDa0pwPLQMAbVpwMYq2iARg0AADAHSgPa4Z4twXZ+q7g5wGtb7WsG4WrWH4Kbati+NXJ2DICJjs1KiFsKcDIZQSBlbRByjaO5q8CUhRUEjcfM46mgOd+zfA0qOIWorpwqtnyZoc6S07DXHbhqjMqu7appe8Kkp9shhUVLqsZJKAokp6dE14AB5ACvaA5a7QMPixcOMeh7wrh3dLnpywastPyM7CukdLBW4Fd5kPslYXvAPLSpSdqEheDlw1huz9aXPu90EuJbH4OsrYjVR4kOrirQ7IcdlDliS6oDm7n9jjOSr2aDtwmuvq8wASQBk+dAe1z32pLTp+bddOXPUl8t0Bm2wLm5Ebu2mBeIUiSoNbUFKspS4dmEjG5QUsJIOa6ErwgK6EA\/poDhlmPf9Q3qa\/qjSDll4oXPVWhJ2kkswl\/4PsjbduMxuOvb7KO2U3fnNggeNQUDvTnuevMDOcDI9a9oCk+1bHusnRunEMPx49nTqeCu+SJMJUyOxDTvIceYH4RtLoaJCvCCAVdAa5ukQrVItlzb1zo5lenXtGajt+iFwbS8mNJuy5yvbxI53d2kPI7qprbtxtXsIGa78IBBBAIPmDRtTgDA6eX1UBh9GRr5D0fYomppJkXhi2RW7g8TnmSQ0kOq\/rWFGnbvb7VdbXKt19gRZtvkNKRJjymUutOt48SVoUCFDHoRTlFAcXDQdgg6X0RxYufDq2WHS2sdcsXXU9pi2lDDETT6IU5NpRLYbQApIkLgvO7knDrnXwo6Xr2WrbcLXwkQzIZksW53UF\/kWGPIbU2tizOXWUu3oCVdUo7sWihPTagoTgYwLbIBGCMg17QHhJAJAzj0+NfnDcLNrBcS7PWOGJdzmwb78vWu22d6Nd4EFy6suyET5I6zFrih9DfQE7vAFDrX6P15tSCVBIyfM4oCkuztCs6NU8TLtoOKiJoS4XeAqyMR4pjRC+i3splux28JAQpYQklIALjbh6nJq7q8AAGAABXtAcf6501elce3GtMNWGTf5etrddBPkW6Qi8xYbcZsOsId2ctUINhQ3hwDLi0bCok172XbQtGtOHMm0WyXBvNs4fXOJxOW5FU2p++rlQS0JSyBzZHOTcnEqJUQhS8HasZ6+wM5wM+WaAAM4AGfOgPa5U1pom5aeVx8Y08xqGc1dWbLNeMmbKmuvMqKjMbZU6pSgkMhYDTZ2pHhSkZxXVdFAcUSYOgk8V4uoxYo6+B7mod62U2xXyQi5CyltLxYCNhb3ko3FO3n4Od+DXRvZwt14tPBHSkC9iSl9uK4WW5KSl1qKp5aozageoKWC0nB6jbVk7U7du0Y+GOle0AUUUUAUUUUAUUUUBzPwZ4V8RbRqbQFk1ZpB62w+FMe+sJvypkZxm\/KmuBLKmENuKdSC1ucd5yGyHAkJ3jxV0xRRQHikpWkoWkKSoYIIyCK5oicL+IWhnUautGg3Lmmw8T71qRmwwJURt+ba5kV2Mh2OXHEMpcRzuYG3FtkpSsdFEA9MUUBoHAzSt40hw7j26\/275OnzLhcrs\/C5yHTEMya9JDJUglJKA8EnaSnIOCR1rf6KKA471Hw14wcVYt\/gal4MXuxXCHGuTek0qnWVrT8IKeDm0ojS3JLjslLaUKcW1tTzF+FOVE3jwhtOp5urtbcTdT6Ln6Tc1Qq2xo9puEmM9JQ3EZUguuGM660CpbqwMLJ2oSTjOBadFAFc5cZtI8TNa8Q7VZ7Hw9u0ePbtQ2y8w9QQ7lDbszzTamy+q5RluB959sIWGglpQCi0oKTtJHRtFAc48DOHHEK03\/Qds1joh6yR+FWmrlp0XXvkZxi+uvuxktvsJacU4Gy1FLiw8htQcdAAVgmujqKKA5\/7VXBfiRxUsz8rRN4t764dtVHhWaXFCt0pbyCuQh1TqEIXyk7AVZwkrA981h4PDHif92h0fedIrkWtXEZrX51axKjoiKYSyhXd+SXe8h\/nJ5W3llvlYPMzlI6YooAqseP2lHtU6ZtYRo\/UGpmrbdWpr8CwX35JuBQELTvZe5zGSN3VHObyCep8jZ1FAca\/yT8f4dg1DDu2jrnqZ3iNol\/RzRm3qLIlaZSJc1Ubv77rwMhCY89O9xlTyyuNjC9wVXYFsgotdtiWxt1biIjDbCVuHKlBKQkEn1JxTVFAV72gNF6g4g8INSaS0s6tF1mx0KjBDwZU4pt1DnLS4eiCoIKQo9ASCaonT2huNWndU2TinG4eazudjsF2lph6RvmpIlwvzMeTbwy7IRJflraUBISMNrkkhpxwjBw3XXFFAaFwK0TcuHfCfT2kryhtufFZcelMtub0MPPvLeW0lQ6FKFOlAI6YSK32iigOdtbcI+IusdKa71VMtyHtW3DUttn2a1Pym9hs9nuLEiNACwooR3nu7rpJIAXKAWQEYTvHBTT2oo9015xA1NpiXpqRri\/NXFizy32HZEWOxAixEl4x3HGg6tUdayEOKASpAJyCBaNFAFccao4BcVdTcTr203Z9Qwvla93acLwq7xlabagybe5FbcbhB3npnjegFfJHXerfhWD2PRQFCcCtG68Or4GsNcaCf0i7pzQ8HRaY7kyM+me+27zHn2eQ4sCONiA0XNjhC15Qn1vuiigObe0Rws4hax1Pc4OiLVfm4us7NFstyuEGbBTESht5ZJlJfUH2koQtRCo4cUvcUkJOFUjonhBxFtesNN6Ju+lHk2bR3EO+67TqwzI5ZuMecieWIyGw4ZAfC7iEOb20t7Y5KVq3JFdQUUAVUet+GF41DxQlXy0QWYUO5aGu1ifubZbStMx91nlbkg71YSlRBwQNuMjIq3KKA5Ac4XcYr9J0prZ7hVJtc3hla7HbE2ly5wS5qFUSYh2SYqkPFtLYQ0CyX1NErUQoIA3VfPBLT19tNp1HfdRWB+xTNWajl335LkPNOvRG3ENtoQ4pla295SyFKCFqAKyMmrGooAooooAooooAooooAooooAooooAooooAooooAooooAooooAooooAooooAooooAooooAorE6s1ZpzQumrlrDV13j2uzWiOuXNmPnCGWkjJUcdT9QAJJwACa5+T26NJR7fF1jfeDvFGy6CmOIS3q6fp8twUNLOESHUhRdaYOQQ4pAGCDQHS9FRx5EeXHalxX0PMPIS424hQUlaCMhQI6EEdc1JQBRRRQBRRRQBRRRQBRRRQBRWtay4j6N0BM05A1beO4v6tvDVhs6O7uud5nOIWtDWUJIRlLSzuXhPTqeorZaAKKKKAKKKKAKKKKAKKKKAKKKKAKKKKAKKKKAKKKKAKKKKAKKKKAKKKKAKKKKAKKqHjX2ldM8EtUaU0VP0XrDVF81k3NdtcDTdtEx9aYiUKeJRvSeiXAemegPwqLhd2puH\/EvWLnDiVYdW6K1eIypjFj1dZnLZJmMJOFORt+UvpT5nYokDJxgEgC46KKKAKKK1KXxLsELijb+EjrMs3m5WZ++MuBA5IjtOpaUCrOd25YwMeXrQG20UUUAUVr+vtXt6B0fdNYO6fvd8TbGecbfZYSpc2R4gNrTKeq1dc4HoDWwUAUVpet+K+nNBat0To28sTFzteXF+2W1TDYU2h1phTyi4SQUjag4IB61n9VanseitNXTV+ppvc7TZojs6bI5a3OUy2kqWragFSsAE4AJ+qgMrRSdmu9v1BaIV9tMjnwbjHblxndqk72nEhSFYUARkEHBANalwo4waW4xRNSzNLMzm0aW1HN0xN720EFUuKEFwowTlHtE4JwT16CgN5ooooAooooAooooAooooAooooAooooAooooAooooAooooAooooAooooAooooAooooAooooAooooAooooAooooAooooAooooDmvt\/LZa4HWyRdwPucZ1np1zUW4Eo+SxcGi\/zP\/0eMbs9Nua2LtP3\/ilp3QV4v+kYHDSfouDYpUm9saq7yrnoShR5bYaIQUqQAkBXmSKuDUmm7Dq+wz9L6ntMa52m5sKjTIclAW080oYKVA+Yqk7b2IeBUAMwJDWqrnYYuO76euWpZsq1Mge6BGW4UlKfxUqylOBgDAoCm9C6mldqHV3Bzh\/ql6RpjRknhQjW7+ntPz34DU6Up5mM0xzG1h3u7CFkhAUOuM5HSsLquHrjTFt42aK4fax1HOh8DNRWLWGm0v3F6Q+20Y6JE21uOqUVvtcpbxQhZURubySRmunbx2VODt00zpDTMW13SzjQUTuGnbharrIiz4EfaElpMhKt60KAGUrKgcA+dbPw+4McPuGWmbjpXTFodMW9PPSLq9NlOS5NwedGHHH3nSVuKI6dT0GAMAYoDmzVPGq\/alvXGHj\/AMP7o\/MsHCzhyY1lZadUqJKu8mIJ7rpSDtcLTZjoz5glwetV\/puDxd0zD4W8StFaT11br7crxaTqC\/am15Cft2pIUojvLZjLlFCXFhZUylltKkkAAE12bwx4FcLeD+gH+GGg9LtQ9NynZDsiG86uQH1P9HN6nCpSgRhOCcBIAHQAVq2k+yPwb0ffrRfIUS+zm9OP95sVsud6kzLfaHQCErjR3FFCFJBISeuz8XFAUBw401dtTK7T3Fi\/a81RJlaJ1frC06ct6bq83Dt4FtbUpwNpIC1EPJCQrKUcsFIBJNYe3aOuXDvhN2deOEPiBrCfrLUOrNJ2y9zJt8kvMz4VxeQ09HVGK+SEBCgEkICgQCSTknseycGuH2nbPrWxWmzutQuIVznXjUCDKdUZMqYyhmQtJKsthSG0DCMAYyADUc7glw5uOj9J6Dl2V1dl0TcLbc7KwJboMeRAWFxVFYVuWEqSCQokK9c0BxvqnRt21ZoPtX8ULtxF1k3P0Hqa+K0rHh3yTGYtT0S2RpHNShtaQsrUtKSle5ICPCAVKJ2DTVguvDjUvZr4mwtcatuuoOJ55GrTPvL8iPc+8WtUrpHUrktbHE4QG0pwD1zgGupzwR4cK0zrvSBsrvyXxJlzJ2o2u9u5lPSo7cd9SVbst7mmkDCCAMZGCSamf4N8P5LWhWXrO6UcN1tuacHenR3VSIxjp3eL2nsiU+PPx8+tAfn3pLUPGPi1wMmdom3aS121xAuMiVdbfqr7tosKy2otyVBEQw3ZKW0xkJQG1Jdb3HqSc4NX1bNBy+O3ag4g2biNqfU0Sw2vR+lpitO2q+vxI3f5Tcve4XI60qVy+WoDaoJUVZIVhOLTndjzglcL1LuD1tvKbZcJ6rpM063eJCLNJlle9Tq4YVyzlfiKcbSepSasm08PdKWPW9+4iW23ravupYkKFcpHOWpLrMTm8hIQTtTt5znVIBOeucCgPzqTZl8SOG\/Z2b4gXy93yZaeN8vRiZzt1kNvu29hc8Nham1py4A0gB33wBgKwTn9NmmkMtIZbztbSEjJJOAPiepqpbh2VeC9x0TE0Cqwzo9rt+pHNXQ1xrpIakxrqtxxapDb6V70kl5zwg7cKIxiraabSy0hlJUQhISCo5JAHqT50B90UUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUBy5xv\/AMe7s0f\/AKt1n\/qDVQ9rh2DN479mmzWJSF6wRrtc5tLXV1uzNxHe\/FWOobILWc9Dg\/A1bfFzs58LuNt50\/qLXUK7m6aXRKbtUy2XqXbno6ZAQHgFxnEE7g2kdfTPxNfPDHs1cIeEmoJWrtJ2CY9f5bHdXLvdrpJuc0MZzykvSXFrSjP4qSBQHFtlvPE7jtZuJnE+VoziHN1HA1JebbYb1adZR7Xb9NohOFDDXdVyUJO0JSp1TzagvcT5VaGsbxP4n3vh5pvV9m1nrfVTGg4V6vWkdKXpFut0eRJwkz3rg3JbS5423UNoQpSSNyhnoaurU\/ZG4Naq1Dd79Lh3yE1qKR3u+Wq3XqTFt12eONzkiM2oIWpWBu8t\/wCNmslrTszcLNb6kt2rJMe82e5222psqXrFd5Fu51vSSURneSpO5tJJIHQjJwetAcdaD4i8S9WcKtH8G71re+WSHqLjNdNGTrkm7c+4RrRGSX0wEzfNS3D7EOjxYIA+vcNbcA4dn7SF34Y6B1vqKMm\/8ILsbWzLvUiW9Z5ipCUtvMvurU8lCnENq2lRG5teMBWBf8fsccAoekr7oaJpWWzZL9dWr6uKi5yAIVxb92VEVv3RncgEqQQSRWa4f9mzhdw41cniBZot4naoMFy3O3i7XeRNlPR1KSrYtTqyCAUDaMAJyrGNxyBxtpftBa31nxT4W8WntTzIOj9BW7TmlNXxnHylh27XhL7b7j\/XbllSIZUVe7vPlmp52ueJF\/snBvTkiHq292\/jVetUayuMC13gW+bKhNKaVBgIkOOI5TQZebUpKFJUeWMeahXW57KHAk8PNY8LRosJ05r27O3u+xUzHgqRMcU2pTiXAre31aQQEEAYOAMmszrLgJw01xpGwaNulpkxImlAz8hSLdMdiy7YWm+WhTD6CFpOwbT1IUPMGgOLdf3Xi9w54LdomxR4motKaat+nrZc9OQrnqpi5XazSVvbH0Bxp9x9DLgCVI5ium1YSepq7o+jk9oTtD8VLfr3Vup4dr4eG2WvT9ts97kW1EZb8YvuzlchSS44VEJTvygcs+E+llxeytwca0Fqnh5Os9xukHW4bGopk+6PvT7ls9zmySrmYT5JCSAkE4AyarDjpw3ut14uXK\/yuzrfdVQ7ha48WNd9JaqVaXpYTu3xbm2X2g42CRsUAvCVLGPiBzhpeHfeKukezfZ9Q8Rb3c3pnFLVMR+\/My1Ny5UZtMkEodHVve2kgFONoV4cYFWJxN0RbNLt9pfgjCumoH9IQOHlu1Xb4Uu+TJCok1ffA5seccLuxSozaigqKTkgjBxV3dnXsrWbQfC\/h5b+IVpiq1Poy6XHUUNu3yXExrdLmrdK2kAEBxKGneX4gRlOR6Val14N8Pb1qDU+p7pYzIn6xsjOnbypUhzZIgNF0ob2btqcd4d8SQCd3U9BQGO7O2mbTpHgfomz2VMoRvkWJIxJluyV73W0uL8bqlKxuUcDOEjAAAAFVJ2Cf+QeNH\/\/AGPUn\/hjVfnDnh\/YOF2jrdoXS7lxXa7WgtxRPnOy3kIKiQkuukqKU5wkE9AAB0FVPI7EHAZ28Xi+RGdZWyRfri\/dp6LZrO6w2XZbysuO8pmQlAJOPIeQA9KA1a92JjtAdq\/W\/DTiBdryzpXh9p20u22z2+6yLemZKm8xx2a4qOtC17AlLSRnakpJxk5qqLe9xa17wpuPDiwaok6mhaI4t3HTyLfJ1IbZc9U2GKw28IjU3cla3G1PEEggqSxhSvNVdOag7K3Cy\/8AyHJS9qi2XOwWxNmjXe3ahls3B6CFFQYfkbyt9OSo5cKiCokEE5pmf2X+D0zQFm4cxbFMtlu09NNztcq33B5idFmqKiuSmSFcwuL3r3KUTu3HdnNAc02e5Xm4cMeM3CDhZqvVnDfWjHyWuJpvXF0CVWYysp2Q7kpx3eiTsUlJClbFnw+9W2dnabatDceI2hLlpfiPw2u9909IW3pe\/XhV7tN3XHcQpcyLMU86Q62lWCnw5SvKkg4zcFv7J\/BqLpjU+mLrabnfhrIMC93G8XR+VcJfIyWPvgq3o5ZJKNhTtJJHWn+HvZw4fcO9VjXMWZqO\/X9mGu3xbhqC8v3F2HGWQVtM8w4bCtqdxA3K2jJOKAtOiiigCiiigCiiigCiiigCiiigCiiigCiiigCiiigCiiigCsTJ1ZpiFqGJpKXqG3M3uey5Ii29yShMh5pBAUtDZO4gbh5D\/uNZauO+NMVm3dp6HeLHpiRery+IanbVdtPuSGZiW5Fv2yLfOZ8UZTQK1lSyUpUysFIDu4gdbRb5ZZ1wlWmFd4UidBx3qM1IQt1jPlvQDlOfTIFSG6WwXEWg3GKJ5a54i85POLecb9md23PTOMVynwXf0KzxClcQ4+kbhoqBpm3XlqNBXp6aLlc2nHw9JmXCSplKVrUpve2ylTivHuKio7E4idpu73nXNxTZdOT4\/EZ\/iS9fYt+Ntdw5p428hn77KdoYMcoj8rf0cz4c9aA7Aj3uzSxLVEu8J4W9RRLLchCu7qAyQ5g+AgdcHHSpoM+Dc4jU+2zWJcZ5O5p5hwONrHxSpOQR+iuEpmj0zrBpR\/SfD67MWyyWaxxeJkJFleaVcUt3eG7JZcQUAzFpbRNWsJC9za1J68zB6X7OVsYg27W8+zW163abu+r5U\/T8VcNURLcMxYqFltlSUltC5LclwDaM7ycdaAt2itD4+asvWg+B\/EDW+m30M3WwaZuVyguLbC0ofZjLWglJ6EBSR0PnW4QRIfhR3nJaytxpCleFPmQCfSgHKKh5L30pf7Kf3UKaeCSe9rHT5qf3UBNRSFrMiTbYshdzEhTjSVl1tCQlZI94DHQGmeS99KX+yn91ATUVDyXvpS\/2U\/upSCqQ9JntquqXQw+EJQhsAtDloVtV06nrn9ChQGRoqHkvfSl\/sp\/dRyXvpS\/2U\/uoCaisc2qQq6vxjdApKGGlhkIG9BKljcTjyO3A\/wCqab5L30pf7Kf3UBNRUPJe+lL\/AGU\/upOcuQzJgNpuqWQ\/IKFIW2CXRy1q2p6dD4d36EmgMlRUPJe+lL\/ZT+6jkvfSl\/sp\/dQE1FY66KkRoyXEXRMcl9lG9xAIIU4kFPl5nOB9ZFN8l76Uv9lP7qAmoqHkvfSl\/sp\/dXimngkkS1jA89qf3UBPRWPtSpEq2RJK7mJCnWULLzSAEOEgHckEdAfOmuS99KX+yn91ATUVDyXvpS\/2U\/upO1LkSYy3F3VMgh95G9tsAAJcUkJ8vNOMH6waAyVFQ8l76Uv9lP7qOS99KX+yn91ATUVjmlSFXSRGN0CktsNLDIQN6CorG4nHkduB\/wBU03yXvpS\/2U\/uoCaisRqG+WnSlnk3\/UV9bgW+GgrefeKUpSP1dT8AOpqodE8QeJPF7XcG86beOneH8UOOsrmxgZl9CcJKkII9m0CtOCevl5+QhqV405KGbei\/XwL9r2dWuaU7jlGnHOT5LHSK3k9EvF4LmXrRUPJe+lL\/AGU\/uo5L30pf7Kf3VMUCaikLip+My24m5JZy+yglxAIUFOJBT0Hmc4B+JFP0AVidQ6s0xpJmLI1RqG3WlubJbhxlzJKGQ8+s4Q2kqIyon0FZauX+2fbrXIl6OuMhqQifHeU1EcmacVebO+HJEbfGkst+1C1hI27CkqSlxOTnaQOknr5ZI1zj2WReILVxlILjERchCXnUDzUhBO5QGD1AqSddLZbOQLlcYsTvLoYZ57yW+a4fJCcnxKPoB1rjqzR7DrDiHpe33ThZK0PcIUzTd2uV0fss2bLdnMR4\/ItsF\/klMeG2AlDri3B1W8nZkrcrN8f12TW2p7terzpK56jsFy4eXWx6Y5doekqYv4lLQ8lCdh5DywmNsdO38CohWBQHVKrtak3JNmVc4guC2i8mIXk84tg4KwjO7bn1xivYl0tlwdkx4FxjSXYbnJkIZeStTLnzVgHwn6j1rjhnR2qhIVp6bZpjnF5vVsCfH1Aba4rdCbgtoW8Ze3aGdodbKN\/vKIx1rYeyppnuOqNGTbLpW5WBVn4ZIs+tkS7c5FVJ1AZEVSS84tKe8voU3cFKdBXkP53ePqB1hRRVZ8BNYaj1\/om5XzUVwDkqPq3U1pbLbKEARoV5mRWE4A8w0y2CfMkEnzoCzKKh5L30pf7Kf3Ucl76Uv9lP7qAmorHQlSHpM5tV0S6GHwhKEIALQ5aDtV06nrn9ChTfJe+lL\/ZT+6gJqKh5L30pf7Kf3Uo6qQm7R4ouiUpcYdWWS2N6ylSBuBx0A3YP\/WFAZGioeS99KX+yn91HJe+lL\/ZT+6gJqKxs5chmTAbTdUtB98oUhbYJdHLWranp0PTP6EmnOS99KX+yn91ATUVDyXvpS\/2U\/upW6mRFtkqSi5iOpplaw84hJQ2QPeIx1AoDIUVAlp4pB72s9PPan91e8l76Uv8AZT+6gJqKgU08Ek97WMDz2p\/dS1pVIlWuJJXdBJU6whZeaQEocJAO5Ix0B86AyFFQ8l76Uv8AZT+6jkvfSl\/sp\/dQE1FY+EqQ9ImoVdA6GXwgJQ2AWhsSdqunU9c\/oIprkvfSl\/sp\/dQE1FQ8l76Uv9lP7qUaVIVdZEU3RKktsNLDIQN6CpSxuJx5Hbgf9U0BkaKh5L30pf7Kf3Ucl76Uv9lP7qAmorHzDIakwm03MNB54oKFIBLg2KO1PToemf0A01yXvpS\/2U\/uoCaioHEqabU67NUhCAVKUoJAAHmScVQ2peMOruI9\/Oi+BU9puFFkoYu+rZLIVEjFSgkNMDHtXCSB8Oo9PEIa1eNFLHm3klmy\/Y9nVr+T4MFGPOUnyjFdX+iWLb5JM6AopZiPKbYbbfuC3XEpAWvlpTuVjqcY6Z+FffJe+lL\/AGU\/uqYoMmoqBxt5LalCYsYBOSlPT+6vm2uqft0Z5chEhTjKFF1AwlwkDxAegPnQDNFFFAFFFFAFFFFAFFFFAFFFFAFfBZZU8mQppBdQlSErKRuSlRBIB8wCUpyPqHwr7qitV8edWWXtAQeFMCz6fRb1x21qTc7gqJMuO9ccKXDKk8pwtpdWeWVbllpweEhO4C8JUWNOjOw5sdqRHfQW3WnUBaFpIwUqSehBHoakAAAAGAPIVXuhuKV01fxI1loS46IuFgb0u1CdjvTnmFOT0Pl8c5CWXFhLZ5Ph3ELPXclPQVoEztWMweOc3hRJstqRGgXR21OpNzV8qkN2r5QM4RuXy+64y1nm78jdj8WgOgqK5yc7UerLTDtXy\/w9t6J+toEGbo2NGui1JkKlzGIrbMtamhyVIMphxakBY2FeASkbrU4U6\/umuImoIOorTFt180pe3bDc2oj6noynkssvocaWtKVFCmpLSuqQQSR1xkgYPtW\/4sXFn\/Qq9f6m7Vl2z\/k2J\/2Df\/hFVv2p2XZPZp4qRo7anHn9HXdpptAypa1RHAlIHqSSAB8TVhWuZGNsiEOggsN+h+aKYanzFY4GQrxXunr6etRd7j\/lP7jXipcfafajy9QaH0itC+Za4jnPZe3MoPMZTtbX080j0FOVj7VMYVbIqlSWHSWUZWwkhtXTzSPQfCmu9x\/yn9xoCakbe5vl3FPeGHNkhKdracKb9kg7Vn1V1zn4ED0pjvcf8p\/caTgzWDKngyo68SAAlpBCkezR0X8Vev6CmgMlRUPe4\/5T+40d7j\/lP7jQEDS83iQ3z2DtjtHlBPtE5UvxE+qTjoPqPxp2sa3MY+VpCe9RyAw0eWEHmp8S+qj80+n1hVOd7j\/lP7jQE1I3BzZLtqe8MN75Kk7XEZU57JZ2oPorpnPwBHrTHe4\/5T+40lPmsCVbwJcZAMggpdQSpfs19EfBXr+gKoDJ0VD3uP8AlP7jR3uP+U\/uNAL3dzlxEK7wwzmQwnc8nck5dSNuPifIH0JFPVjbrNYTFQUyo7R57I3PoJSfaJ6D84+Q+sinO9x\/yn9xoCavlfunqB09aj73H\/Kf3GvFS4+0+1A6eoOKAisy+ZaIThfZe3R2zzGU7W1+EeJI9AfQU5WOtExhVqhqVKjuksIJcYQQ2rwjqgeifh9VN97j\/lP7jQE1I2dzmRFq7ww9iS+ncynakYdUNpHzh5E+pBNMd7j\/AJT+40laZrCoqyqXHdPeHxuYQQke0V0P5w8lfWDQGToqHvcf8p\/caO9x\/wAp\/caAgZczeJLfeGDtjsnlBPtE5UvxKPqDjoPqV8a1ziVxU0lwrsybrqaU4p2QrlwoEZPMlTXfRtpv8YkkD4DIya1Dihxwa0helaT0Tbm9UaxuLTbcO0xk+KOrKsuynPJDYCkkAkHz8gc1Hwz4Ni233+U7ipeE6k11IR0fUkmNbUHOGoyCMJAyRu8+pxjJzUqV5Tk6VDm9XovV9PM3Lbs6lb0ledpNqD9mK9qfh7sd5Pwim8sJp7hhrLjXc42u+PTPdLSw7z7Ro1CtzDI\/FdlnpzHMfikYAz5ZKau5QbYu0OK07GabEV0JYDeFkBTYBSfRIzgj60\/Cmu9x\/wAp\/caSdmsfLEZPe44BjvEtqQearxN9Un0SPX6ympaNCNFPDm3m3m\/ryRTv+0at\/JKSUYR5RiuUYrov1bxbfNtmToqHvcf8p\/caO9x\/yn9xqYzyC6r5cZs89lrMhkbnU7knLiRgfWfIH0JFO1j7lLZ5LYRJjtkyGRl5OUn2ieg\/OPkPrIrIUAV8OsMvhKX2UOBKkrSFpBwoHIIz6g9Qa+6pbtEcbNScJpel7fYIdhaF8lbHrjf5TkaC3tdZQGC6hKg2tYdJCldAltRwojFAXTUMWJFgsJiwozUdlJJS20gISCSScAdOpJP6TVap4wX0cTNG8P5nDyfCY1PaZFxduzkyM7FbeaZQ4YzJacUtxSSvCllCUYAKSrPTWO0l2mDwEmW+Iiz2iQZNouF6Krpc1wxKEVTKe5RdjTm+S5zspCtqRtGSc9AL3oqj7t2h7raL3KusrSsNrQ1uv7WmZtwXNV35uUtpKi7yUoLfKS4tLZ9puzlXkMFng\/x4v3EG\/wBktOp9HRrI3rHSn3a6c5E1Uhw27msoU1KBQlLb6RLiqIQVp9ooZ8GVAXPVNdk\/\/mxvP+n+tv8A4kuFXLVMdlZYjcM7u3ICm1K13rN1IUkjKF6hnrQofUpKkqB9QQfWmGp8xWOBc9FQ97j\/AJT+40d7j\/lP7jQ+i8BzfLuCe8MObJCU7W04U37JB2rPqeuc\/AinqxsGawZU8GVHWA+AEtIIUj2aOi\/ir1\/QRTne4\/5T+40BNSLq8XmM33hgbo7x5RT7RWFN+JJ9EjPUfFSfhTHe4\/5T+40m7NY+V46e9RwDHdPLUg81XiR1Sfmj1+spoDJUVD3uP+U\/uNHe4\/5T+40AvcHNku3J7ww3vklO1xOVOeyWdqD6K6Zz8AR609WMnzWBKt4EuOgGQQUuoJUv2a+iPgr1\/QFU73uP+U\/uNATUneF8q0zHOeyztYWeY8nc2joeqh6geoqbvcf8p\/caUu0xhNrlqTKYaIZWQt9BLaeh6qHqPjQGQT7o6g9PSvagTLj7R7UeXoDXve4\/5T+40BIv3T1A6etKWVfNtEJznsP7o7Z5rCdra\/CPEkegPoKmVLj7T7UDp6g0pZ5jCrVDUqVHdJYQS5HQUtK8I6oHon4fVQGSoqHvcf8AKf3Gjvcf8p\/caAggL3SZ457LmyQBtbThSPZoOF\/E9c5+BFO1joUxgyJwMqOvD4ADaCFI9mjov4q9f0EU33uP+U\/uNATUiy5m8Sm+8MK2x2VcoJ9onKnPEo+oOOg9MK+NMd7j\/lP7jSbU1g3eSnvUcgMNENpQeanxL6qPqk+n1hVAZKioe9x\/yn9xo73H\/Kf3GgIZq9sqAnnso3vqG1xOVL9ms4QfQ9M\/oBqDUepLFpGzSdQakubFvt8RG9595W1KR8PrJ8gB1NapxS4s6V4ZW6LdLzNQ7IW4RFtrLfMlzVlJCUMp887inKvIDNV3p3htqjjJdomv+PiO7wIznPs+j0KJjxh+K5K\/KOY9D5eRx1TVarXal3VJYy+C6v0zZsWXZkZ0v5y9lwUd\/vTe0Fr1fsx1eOCcG\/XfahlLQ0q4aT4VjpuILc+\/pz5f\/omD5565GPPcdt0W\/Tdg0TpqDp3TEKDabdDdYbZZDQ2DLic\/pWok+I9dxyetZpEiI2hLbakpSkAJSlOAB8AKUukxhMdBTKjtnnsjL6CUn2ieg\/OPkPrIr7RoKm3OTxk838lsuhFf9pyu4qhSjwUY5QW+8n96T1b8FguRkqKh73H\/ACn9xo73H\/Kf3GrBmEjhw2o5A8J6nyFL2tfMtsVfOad3MoPMaTtQroOqR6A+lfTkuPy1e1SOh6kHFfNsVvtsVfNZc3MoO9kYbV0HVI9B8KAaooooAooooAooooAooooAooooAql+IvZ7uPETiCzqC46+lfc2vluyLO9GS+pl5p6G6jurqvwCVKhIUraMhW4pwVki6K+StAWGyoblAkJz1IGMn+8froDTJ2gZ0bUGrtaaZvZjX3Udni22OXm0lmK7GD5ad8jnxPkkEEeEdK0I9l6DK1Gu43PWMmRZ5Wo16ul20QmkuuXNcfkrxKHtAwck8vHl4M7PDV5UUBQ\/81hiXaYdvvXEK5S5GnIsGJpSWmG02uziJLalMuEdQ+vmR2AsqwFIb24G4mrM4daEXoa33QTb0u73W+3N273OcphLIekLQ22NrachCUtstIAyeiBkk1tlFAVn2mrhKtHZ24lXqApKJls0rc50VxSArlvtRluNrwQQcKSD1+FJwJep+E0WKqZ3i96RcQk80DdJtoIBwoea2xn08senTP32rf8AFi4s\/wChV6\/1N2rKtyEOWqKhaQpKo6AQRkEbRVmhcOknCa4oPNfNbPr54oqXFqqzVSD4ZrJ\/J7rp5YM9tl0t15hNXK1TGpUV4bkOtKylQplXuny8vWq3uejb7oWc\/qXhskORXlcydYVHDTvxUz8xf1Dof7q2nSWtbLrO3ql2x1Tb7XgkxHxtejr9UrT\/ALfKvta3Sj3tF8UPiujXzyfwOaF03Pua64Z\/B9Yv5Zr4mVtKt9siLLsdzLKDvjjDSunmkfN+FN0paVb7ZFUXI68soO6OMNHp5o\/N+FN1VLoUlAXulXAc6MvbIAw0MKR7JBw58Vev\/VKadpKArdKuA5kVW2QBhkeNPskdHPzvX\/qlNAO0UUUAm0rN3kI5sY4jtHYke1HiX1UfmnHT6wqnKTaVm7SEcyMcR2jsSPbDxL6q\/NPp9YVTlAFI3Be2Vbk86MjdII2upypfslnDfwV6\/wDVCqepKerbKt45sVO6QRh4eNXsl9G\/zvX\/AKoVQDtFFFAJXZeyKg86M398MDdIGU9XE9B+cfJP5xFO0ldlbIqDzIqPbsjMgZR1cT0H5x8k\/nYp2gCvFe6fLy9fKva8V7p8vL18qAUs6t9qhr5sd3cwg744w0rwjqgeifh9VOUnaFb7VDXzIzmWEHdGGGVeEdUfm\/D6qcoApK0L3xVnnRnPvh8bo4wkYdUMH84eSvzgadrCOX20afsMy+X67W2JBiOyFvSUqCGW0hxXvH5w8lfFWa+NpLFnUYynJRisWzNKUlCSpSgEgZJJ6AVRmreMGqOIeonuGfADlPyGSW7xql1G6Fax6pbPk69jyAyMkfnFOKeuuu+1C87b9OO3DSfDJKy3IuRSWp18SD1QyPNDJ9T6joc9Ui8NI6Q05oWwxdNaVtTNvt8RAS202nzPqpR81KJ6lR6k1T453fKm8Ib6vw2XXy3PQdxQ7D+1dJTuNIZxh1nvL8GS+97pqXCbhJpvhWqbEt0hNxusxtqRcbnKJcnynlFe5biySQg48KR0yFHqSTVjUm0om7SUcyKcMNHYke2HiX1V+afxfrCqcq1TpxpRUILBIxLm6rXlV168nKTzb+vJaBSTq8XiMjnRhmO8eWoe2VhTfVJ+aM9frKadpJ1WLxGRzIozHeOxQ9sfE31Sfmj8b6ymuyAdooooBO6K2R0Hmx2\/bsjL4yk5cT0H5x8k\/WRTlJ3RW2Og8yMj27IzIGUn2ieg\/OPkn68U5QBVY8Z+E2oeJhtS7DrlyyphupTMhyIqZkKWzzm3CpTCztLqeWdqj6LUk5Bqzq+VLQgArWEgkAZOMk+QoDQrHwdsmn3NAG33KXyuHttftkJDm1RkNusIaKnD6EBsHp061p2s+zvfdfvP3q9cQO63m52Gbpa6OItrMll61vyFuJS2hwANOpQvbvAwrpuSraKvCigKZidmq0w5wtqNUTXdHquLF3esL7KXC9LaYSykqkE7yg7ErUnGSsZ3YJFZHhNwJa4YzbbJk6vm35GnNPo0pp9MmO22qDa0rQrlrUnq84eTHSXDjIZT0ySTatFAeKSlQKVAEEYIPqK5q4GOa\/h6OvGudPSBdGW9Y6ot8uzKAQDGiXuZGZLGBgLSyy2n87bk5NdLVTXZP\/5sbz\/p\/rb\/AOJLhU9C4lQbw5p5p5P63zRWuLaFwk3yksms19arJ6lk6T1jY9ZW8TrPIJUjwvx3BtdYX6oWnzBB\/qPpWcrSNWcPXZdyTq3Rs4WjUDI6uJHsZY+Y8kdFZ8s+f6hiXR3EJu9y3NOahgqs+ooow9DdPhdHz2lfjJP\/AO+fOpalvGcXVt+a1Wq9V188CGldTpzVG65SeT0l6Pp5YmywF7pVwHOjL2yANrQwpHs0dHPir1\/6pTTtJQVbpU8cyKra+BhkeNPs0dHPzvX\/AKpTTtUy+FJOrxeIyOdGGY7x2KHtlYU31SfmjPX6ymnaSdVi7xkcyKMx3jsUPbHxN9U\/mjPi+spoB2iiigEp69sq3jnRkbpBG10ZUv2Szhv4K9f+qFU7SU9W2VbxzIqd0gjDw8avZL6N\/nev\/VCqdoApO7q2WqWvmx2trCzvkDLSeh6rHqn405Sl3UUWuWoORm8MLO6SMtJ6Hqv834\/VQDSfdHl5ele14n3R5eXpXtAeK90+Xl6+VKWdW+0w182O7uYbO+MMNK8I6oHon4fVTavdPl5evlSlnVvtMNXMjOZYQd8UYZV4R1R+b8PqoByiiigE4Kt0icObHXtfAw0MKR7NHRfxV6\/oKacpOCrMicOZGVtfAw0PEn2aOjn53r+gppygCkml5u8lHOjHEdk7Ej2qcqX1UfmnHT6wqnaRQ4lN1lb3ogSiO0ogdHUjLnVZ+b06fWFUA9VU8VOODWlLg1oTQNqVqjXM\/wAMe1xzlEYH\/KyF+TaBkdCQT9Q61r+quLmq+JeoJXDXgCUKXHPKvGq3EboduB6FLJ8nXfPGOmfLyJG+8K+EOluFNqdj2lLs26TVc25XeWeZLmunzUtZ64znCc4GT6kk0pVZ3D4KDwWsvkt31yXU9BTsaHZUFX7SWM3zjSyfR1NYx2j7Uui5mqcPuCr9h1LH4i8TL7F1Hri4LKHJDwJYho2KPJhIOAnGB4sZ2pV5ZObkpSYrEmCOZGTueUMOjxK9mro3+d\/sCqbqzSpQox4YL\/PVmVe31ftCr3td4vJLJJLJJLkktEgpO6q2RkHmxm8yGRl8ZScuJ6D84+SfrIpyk7qrbGQeZGR98MjMgZT1cT0H5x8k\/nYqQqDlFFFAfLnRtRyB0PU+X9dQWxW+3RVcxhzLKDvYGG1dB1SPm\/Cp3OjajkDofe8v66gtit1uiq3sLyyg7mBhs9B1R+b8PqoBmiiigCiiigCiiigCiiigCiiigCuP+MN5hWLtNM6mlXuRdmrcmJGXDgXl+BcbOtci3BIaYUOTLac54UtAB3pW8nJU2kDsCsJN0Ro+5akh6wuGmbbJvdvaWzFnuxkKfZQopJCVEZHVCcHzHXGMnIFZaBcu+nOOXFFnVHEC5Xe2s2qz3NlV0Uw0zbWnFTNzTYaQ2hLaQ2PEoFZ81KVVITeIWrUcZtQ6rnqky51v1+7pmzQYmoXkS0RFW1JYIt+Cw5DUFl9a1DflRcCwEJA7Hudgs14iT4VytrDzV0jmJM8O1T7JBGxShhRGFKx16ZOKia0pphi7NX5rTttTc2GBGamiKjnoaAwEBzG4Jx0xnyoDiedqafZ7Jo1emeIF6XbNZWWxO8QZfy0+45B7zeITL0nepZ7mpbb0xpSkbNqEEjHLBHSfZ4ddRD11Z4l1euGn7PrCVC0+87LXKKYQixVqbDy1KUtKJLklAJUcBO3yGKsOLpDScJi4RoemLSwzdipU9tuG2lMsnIPNAGF5yfez5mnLXabXY4DVrs1uiwIbA2tR4zSWm0DzwEpAAoCte1b\/AIsXFn\/Qq9f6m7VjWzvXybE6NfgG\/U\/NFVz2rf8AFi4s\/wChV6\/1N2rLtn\/JsT\/sG\/8AwigJPvr4NfrNaZq7h7Iuk9GqNMzW7PqCP1ElvOyQn5jyfJQ+vz\/TW814r3T5eXrUtGtOhLjg\/wDPR7ohr0KdxDgqLl8U909GaDobiGq6PJ0xfokW03phsbGQrDEpGOjkdXkpJHUAE9PjW8\/fXwa\/Wa1y8aMsmtNOxI10ajpfbZQuNMgnaY68DCmVfN+AyQRWvWzWV90HNj6a4lOB2K6rlQb6hOG3fgl75i\/r8j5n1NWXRhdLjt1hLWPzjv4ZrqU416lm+C5eMdJ\/KWz65PoWJ99fBr9ZpOCqUZM8BUBWHwCGc70+zR0c\/O\/+UprIIWhxIW2oKSoZBByCKUgHMq4DMQ4kAex98eyR+F6+9+rw7aomkT\/fXwa\/WaPvr4NfrNTUUBjm1SjdX07oBIYaO1OecPEvqr834fWFU399fBr9ZqFo\/wCF5Cd0XpHa6J\/De8v3uvu\/N6ee6nKAh++vg1+s0nPVKEq3grt6cyCAHs71ezX0b\/O\/+UKrJUjcFYlW4bogzII9v759kv8ABdff\/X4d1AMffXwa\/WaPvr4NfrNTUUBjrqqSmMglUBI57IzIzs\/CJ6D875v52Kb++vg1+s1BdjtioO6IPvhgffXufhE+XUeL5v52KdoCH76+DX6zXiu97T0Z8vUnFT14r3T5eXr5UBj7SqUq1xFBUFQLCCFRs8o+EdUfm\/D6qb++vg1+s1DZzutMNWYpywg5i\/gT4R7nn4fh9VV5xV43W\/Qs2No\/TNtc1JrW6dINminJTn\/KPqH4NA8+uDgH06iOrVhRjxTeCLVnZ17+qqNvHGT8ktW3kktW+SM7xJ4n6c4V2Bd+1TOZRuOyLEayqRLdPk20gdVE\/qHmcCqm0zw51nx3nRNccYWmLfpqO8t+16Qjrw2VbzhybtPicz5oOMEYIHiSdp4bcEbg1fTxN4xXNrUms3+rCSMw7Sg9eVGR5ZHlvxnp9ZJtW0HdFWd0Q\/fD4+9fc\/Cq8+p8fzvzs1WVKd0+KssI6R\/d6Zb4mvK8odjxdLs+XFVylV23VPbrPN\/dwWf3HjriMNxYrEZllpIQ222NqUJHQAAdAKk++vg1+s1NRV0883jzZjmlSvlWQndAJDDR2pzzh1X1V+b8PrCqb++vg1+s1A0f8LyU7ovRhk4T+G95fv8AX3fm9PPdTtAQ\/fXwa\/WaTdVK+V4yd0AEx3TtVnnHxI6p\/N+d9ZTWSpJ0\/wCGYyd0TrHeOFfh\/eb9zr7nzunnsoCf76+DX6zR99fBr9ZqaigMfcVSAy2VqhJTz2QS\/nb+ET0H53zfrxWQpO6HEds5ij27I++fd\/CJ8vzvm\/nYpygCuY+2KlqTdNGMLvUVwx3lSlWGTd5FpE1Akxkl9qW3hCHWt20bjkB4rGNuR05WF1NovSWtGI0bVum7dd2ochEqOiZHS6G3UEFKhuHTqB+n1oCkbDdL1d+JvBXVcLW+qnLDqPTM5abHczHCUKTDZUH3lNtpcdfO7xFS1JzkoSnJzp\/al1jdLnrtu0RbtGGlbZoW66gaeRqZ+0pkT2ZCW3OQ\/H6uSWUpTsSrKEl1RUknGOse4wi4w93NjmRUlLCuWMtAjBCT+KCAB0+FYb7gNEKt8W1P6VtkmJBkOS4zUmMl8MvLWVrcTvBIUVKJzQHKw1nfbs45xEtN3vbevk6xg2+3WObcHErVbHITazGciJUGiFNrcdUrl53pJyNoxnuy1ep87Uuhpds1jcb81qnhe3qDWBmXBySpF+U\/F2OKQtREZaubPQWkBAAZCdvgGOmjpzTyr2NSqsVvN3S3yRPMZHeA383mY3Y+rNe2vT1gsj0uRZrJAgOz3edLXGjIaU+518SykDcep6n4mgMhVLdlLvH8md52Bvb93+tsZzn\/ANJLhV01TXZP\/wCbG8\/6f62\/+JLhQFv\/AH18Gv1mte1joeDrOGlqclLEtg74k1hRS9HX6FKvh8R5f99bPRXdOpOlJTg8GiOrShWg6dRYplXWPW940feFaV4gLhkuOJbj3psYafXsThL5HuObdvnjoR6YJspKpK0hSSyQRkEE4NY2RaLZfmrra7xDt8uK68EraSMq\/Bo\/Cdei\/gRg7dv6a0bdqXg8pXMMm+aO3dD78q2gn\/8Abb\/7vq9bnBTvedP7NTbSXhs+mW2xQ46lhyqNyp76x\/Nuuua13LM++vg1+s0m6qV8rR07oAJYdO1WecfEjqn83531lNTWm7W2+W9m6WmY3KiyEhTbjZyCP9h+o9a8dP8AhiMnMTrHeOFfh\/eb9zr7nzunnsqi04vB5mlGSmlKLxTJ\/vr4NfrNH318Gv1mpqK+H0xs5UoSYAKoCcyCAHs71ezX0b\/O\/wDlCqc++vg1+s1BPOJVvG6IMyCPb++fZL\/Bdff\/AF+HdTtAQ\/fXwa\/WaVuypSbZLUVQUAMrJVJzyh081\/m\/H6qyFJ3c7bVMVmKMMLOZX4EdD7\/UeH49fKgJU972joz5ehNe\/fXwa\/WalT7o8vL08q9oCBXe9p6M+XqTilbQqUq1Q1BUFYLCCFRs8k+EdUfm\/D6qyCvdPl5evlSlmO60wjuinLDfWJ+BPhH4PqfD8OvlQE3318Gv1mj76+DX6zU1FAY6EqUZE0BUE4fAw1ncPZp6Ofnf7NtN\/fXwa\/WahgnMicMxTh8D2PvD2aPwn53\/AMu2tc4mcU9I8KbCb3qmcUqdVyocNkb5Et0+SG0DqT9fkPU1zOcacXKbwSJre3q3VWNGhFylLkks2Zu+X6Bpm1Sb5qC5QbfAiILj0iQ5sQhI+JP\/AHetc+mfrrtST5MOyvPaT4cpKEyJiRyrle2wVYCAfE2wfFgkYJz72FJGYsXDTWnG69Rdd8c45gWGOoPWfRqFnlp+a7MP46\/I7D09CAMpN3QmWY1xeixm4LTLUVhKG2gA6hIKwAoDyR08PTz3VT4Z3ntfZhtq\/HZdM3rsbveW\/YXKk1UuPezhT\/LpKf4vZj93F80npXSdn0RY42nNK2iHbrdETtbZaBx9ZJ81KPqTkmst99fBr9ZqairqiorBZHn6lSdWbqVG23zbfNtmPmKlCTCBVBGXiAHc7j4Fe5+d\/szTX318Gv1moZpxJgjMUZeV+F98+zV+D\/O\/+XdTlfTgh++vg1+s0pc1Skx0EqgJ9uyMyM7fwieg\/O+b+disjSd1OIyDuij74Z\/pPufhE+XX3vm\/nYoCb76+DX6zR99fBr9ZqaigIHDK5avwHkfeJx\/XXzbTut0VW6OrLKDmP+CPQe5+b8Pqqdz8Gr3fI+95f11BbDm3RTmOcso6x\/wR6D3Pzfh9VAM0UUUAUUUUAUUUUAUUUUAUUUUAVV9345x7fxYHC63aKvd3VGabXcp8JKFphFxTARlrdzFoAkoUtaQQkZPXCttoVzpxU4G8R9bca7dqy0\/c9GgMoaVG1A267FutrQ2\/DW5Hw0j76Cwy\/tDjgSA+4FDCUhQFraO4taY1zrHU+i7HHuqJelO7ia5Mt70RC1OlwDlc5KS4kFpXtEgoP4qj1r41Dxg0lpziRZOF0xb7l3vMKVcctI3NRY7CFL3Oq\/F37FhI8zsV8DSknSOqbDrXXXEexJgzpN3sMCJbILqlp3SYnelAOEDohRfQMgk9D9VaJduy67dOIcDiDH1\/qCKZs2fcb7CcksuIU5JiBgMsnkb+UlICNql9EDwkHrQGXb7UmjUQu+XLTmoIKp8OLOsMd1htTt8akyURWO7pSs4Wt55lO1e0gOpUcDJG+8PeIFv4g2+4yI1ul22bZbi7abnAl7OdEltoQsoUUFSTlDrawUkgpWKoyV2buKN9tenF3m86ZjXbhvBtkXSzjLj7rU96HOjSS7MyhJZQ6iGy0UI5hRuWsKV0TVxcJ9F33SsbUl31T8novWrr87fZzFvdW7HjqLDEdtpLi0oU5tajNZWUJyrPQUBhe1b\/AIsXFn\/Qq9f6m7Vl2wj5NidR+Ab\/APCKrTtW\/wCLFxZ\/0KvX+pu1Y1sixfk2J97NfgG\/xB80UA9kfEV4ojaeo8vWvjusX6M1+wK8VFi7T97M+XqgUBDaFA2uISqL+BR\/Rj7Ly\/E6nw\/D6q9udtt15gu226RWpMZ9O1xpwZSRUNojR1WuIpUeCSWUEmMkFry\/EPXw\/DrTndYv0Zr9gV9TcXij5KKksHkVkWdScIHFvQ+9X3SGdymM75NtT6lPz2x8PQfoJO76XvVs1BHlXe0zIMmJIeSptyMfERy0ZDvXosHIx06baypiRCCDFaIP5gqsrjoe86fvVw1Pw7EDeiQBKs2ctSUctCjkZ9m7kkjGBgp6eeb3HC95VHwz30fjs+vnuZvd1LDnSTlT93WP5d1+Hy2LSyPiKMj4itY0drDTusmHUxYyYs+KdkyA+gJfjr9QR6jPr5VsfdYv0Zr9gVTqU50pOE1g0X6VWFeCqU3imLNKHyxIG6J\/R2vdPtveX73X3fm9PPdTuR8RWOajRzeJCTHgYEdogJSOd7y\/eHzfh0891O91i\/Rmv2BXBISZHxFI3BQEu3DdD6yVfhz4\/wAEv8F19\/8AX4d1Nd1i\/Rmv2BSNwjRxLtwEe3gKkkHnJAWRyl\/g\/ir9fh3UBksj4ijI+IqPusX6M1+wKO6xfozX7AoBa7qAiowqIPvhj+knwfhU+XUeL5v52KdyPiKxt3jR0xEFMeAD3hgffKQEfhU+Xl4vm\/nYp7usX6M1+wKAkyPiK8WpIQolSfI+Z6Uhd5lhsNsk3m9Pw4MGG2XX5D+1DbaB5kk+VUFNu+su0xJXatDJe0vw3bWUTb6W+XMu4BwpuMCPA35grI\/7imoK1dUsIpYyeSX1yXU0rDs2d6nVk1ClH2pvJdFvJ6RXN+GLMlfuMWptZyv5LeA8eFNu8dltq7ahZG612gEYIbV1Di+hCUgnyPntON84VcHdN8Lob0hmQ7dtQXDx3S9zTuky3D1PU52oz5JB6YGST1rLcO9EaW0XpC3WTTtnt0WMhhCld1G9DiykZXvOSvPziSTWy91i\/Rmv2BXFKg+Lvazxl8F4euf6E952nBUnZ2CcKWrftTe8nttFfZXV8yTI+IpGzqBiuZVD\/pL\/APRT4PwqvPqfH8787NNd1i\/Rmv2BSNnjR1RFlUeAT3l8feyQUfhVefn4vnfnZ8qtGMZLI+IoyPiKj7rF+jNfsCjusX6M1+wKAWZUPliUN0T+js+6fbe8v3+vu\/N6ee6ncj4isczGj\/LElPd4GBHZICUjnZ3L94fN+b0891O91i\/Rmv2BQEmR8RSLyh8tRRuh\/wBGe94+395v3OvufO6eeymu6xfozX7ApF6NHF6ip7vAwYzxIUkc73m\/dHzfndPPbQGSyPiKMj4io+6xfozX7Ao7rF+jNfsCgF7qod3bwqL\/AEhn+kHw\/hE+XX3vm\/nYp2sddGGG47a22IKVCQxgvgBP4RPl5eL5v52KyNAFVvxY4zM8MrnYbDF0pcdQ3W\/unkxITjTagyl1pta8uKSFK3PtgJBySfQAmrIqkO0twq1nxNb0+3puyaavcOFKSZEO7OuRHY7nOaUiUxKabU63tSlxK0pwVBYIOUgEDcW+NGlndf6f4bfJ1+ZvOoba5dGkyrTIYaYaQ2lwocdcQEc3CwC2lRUkg7gKY4tcWtL8HNNNal1OJDqJMxiBGjRUb3nnXFhPhT8EglSj5BKSaw1o4Wajg3PhfcLpqZF1e0PapcG5Sn9\/OnPPRmmuanOfxmyTuOcEeZrUOK\/ADUfHKxKvt31NctM6oTEXa40WHLQq3ojicHeYUrZWsOONtt7lJI91A8gcgblcePOmbXqx3T8y03Nu2x7q3YZF8UlsQmbitoOJYVlW\/wAikFe3aFKAzXvDPjzpjiddYtrt1pu1tVdrKnUlkcntIQLralLSgSmgFFSU5cZO1YSoB1s469NKndn7V9wmz9GT7tbpmibpqNrU0qe\/IX8qqWllKVR+WlsNEqeQlznBYwCUhvyNZDglwW1xoq76an68uNklHQmjE6Gsz9uLpcnRuZHU5LfStIDK1phxRyklwBQcO8ggAC8KprsoEfyY3nqP\/T\/W3\/xJcKuWqW7KUdhfDK8qWw2onX+tskpBP\/pJcKAujI+IoyPiKj7rF+jNfsCjusX6M1+wKAWgKBlXDxROkhP4E+P8Ej8J1979Xh204oIWkoWEqSoYIPUEVjoEaOZdwBjwCBISByUgrHskfhPgr9Xh2093WL9Ga\/YFAV5dtGXrRlxc1Pw1wppw751iWrDMj4qa+Yv+7\/uOb0praz6zlsyLcphmRHZeblw5I2zY7m5Hh2k+70OTjzCa2jusX6M1+wK0PW3D5F3vka8aZlxLRe2mHXEPpHifKSgBK0eS28EgnBIJT+g3o1oXS4Lh4S0l8pbrrmupnSoVLNudqsY6w+cdn0yfRlgZHxFGR8RWi6S1wxNuA0nrG1MWjUbafwJSOVKHz2VHzB+Gc\/pxW7d1i\/Rmv2BVatRnQlwzX+eq3RboXFO4hx036p7NaMVuCgJVu8UPrJP4c+P8Ev8ABdff\/X4d1PZHxFY24Ro4l24CPAAVJIPOSAs+yX+D+Kv1+HdT3dYv0Zr9gVETEmR8RSd4UBaZh3RfwC\/6UfY+R9\/qPD8evlTHdYv0Zr9gUneI0dNpmKTHgghhZBkpAa8j756eH49fKgH0kbR1Hl6eVe5HxFRJixdo+9mfL0QK97rF+jNfsCgPtahtPVPl6+VKWVQNohEqidY7f9FPsfdH4PqfD8OvlUy4sXafvZny9UDFKWWNHVaISlR4BJjtkmKkFn3R7h65T8OvlQGRyPiKMj4iou6xR1Mdr9gVRuseLF81\/e5PDTs\/Qok2cyrlXbUy0BUG1J8iEEdHXfPAGQMeR8xDWrRorGWbyWr8C9Ydn1u0JuNPBRjzlJ8oxW7f6avJJsznEbjbF0ReHdFaVtLWpdbXR4dxtEE5U2C2n2stQ\/BpHU5OPAAeg61Fwz4JTId6\/lK4uXdGpdav+JtSk\/elrR6NR0HoCPn\/AKvicvwg4O6Z4ZxrghgtXW8SXgZ93kEOS5KyhKlcwnOzxEkIGMJ25yepsXusX6M1+wKhhRlVkqlf+y0Xq+umhfr9oUbOk7TszHB8pVHylPovdh0zf3nopMj4ikmVD5YlDdE\/o7Pun2\/vOe\/1935vTz3Uz3WL9Ga\/YFIsxo\/yxKSY8DAjskBKRzvec94fN+b0891XDCMlkfEUZHxFR91i\/Rmv2BR3WL9Ga\/YFALzVDvUHxReryvwp8f4NX4Pr73\/y7qcyPiKx82NHEqABHggF9QPNSAv8Gv8AB\/FX6+m6nO6xfozX7AoCTI+IpK7KAjN4VE\/pDH9JPh\/CJ8uo8XzfzsUz3WL9Ga\/YFJXaNHTGbKY8AHvDA++EgJ\/CJ8vLxfN\/OxQGRyPiKMj4io+6xfozX7Ao7rF+jNfsCgPpwjlq6p90+95f11Bazm2xT979WUf0f8F5D3Pzfh9VfbkWLy1fezHun3kDH9dfFq\/5MiZ7v+BR\/Rzlr3R7n5vw+qgGqKKKAKKKKAKKKKAKKKKAKKKKAKKK5P4q6quumu0qzf7nqS8ytOW9mNFUiw3gIdszzj9uTy5UFwBDzLpfbJWgrcKXjhI5eaA6woqodB3DU9t43cSLPqjW8m62yJbLRcYaJLbTDNvbdVL3ISEADADScrV4jjqelaFqW6awm8WLhO4b6+vl6mWG9LkXpK3QzZbfb0wM\/JSGdxEmUtSm3AtIylTmVFISEEDpuiuJ7pxC1vp+16E+TOJt5kxOIdnsUnUs56WHFWky7vCjuSGCoYjBaJMhofipLYUBlJNdDcB515cRruwXG9S7tA05q+RarRLlvl55cQRIrpQtw9VlDzz7eT18AB8qA+O1b\/ixcWf9Cr1\/qbtWXbP+TYn\/AGDf\/hFVp2rf8WLiz\/oVev8AU3asS2LnfJsT73Y\/AN\/5Y\/NH5tAZGvFe6fLy9ah3zvo7H2x\/hrxS520\/e8fy9Xj\/AA0BHZxi0wwUxh7BHSMctDp+Ifm\/CnKxtoM1NriJTFgpAZQAGHyWx0\/F8J6fDrTe+d9HY+2P8NAT0hbge93LwxRmSnqycrPskfhPgr\/5dtMb530dj7Y\/w0jbzMEu4kRLeCqQkktPncfZI6ueH3v1eHb+mgMJrHh6xfpCL\/Y5htGoYwyxOaHv4\/EdH46T5f8A74pbSnEGQ5cU6Q1xDFq1AkYR+Qmj57SvXPza3LfO+jsfbH+GsLqvScHWVt+Tb3bWFhJ3MuofKXGV\/OQrZ0NXKdxGcVSuOcdHqvVdPLAoVbWdObrW3KTzWkvHZ9fPEybQPyzJO2LjuzPVJ9t7znvD5vw+vdT1VRA1PqDhtd\/kjXfJnwXkNtR74FHehGVbEScAkeasKx558\/SzWZMiQ0h+OiK604kKQtEglKgfIghPUVFXt5UcHnF5NZP62zRNb3ULhNZSWaea\/wAbNcmNUhcQe923wxD98q6vHCx7Jz8H16q\/+XdTG+d9HY+2P8NI3AzFS7cTEt5KZKiC6+dw9kvq34fe\/X4d36agLJlaKg3zvo7H2x\/ho3zvo7H2x\/hoCC8gmIjCYqvvhjpJOEfhU+X53zfzsVhOInErSPC3T7mo9X3NMZgHYy0nxOyHMdENo81K\/wC71rTuM3GqDoMRdL220R9QauuTzPyfZGXStalbwUrcwBy0gjIJ9cdKx3D7gtqGVqBnijxnlxr\/AKtB3wovMPcrOnOQhhG0grHmV\/HGOo3GrUrylLuqHOWr0Xj16fobdp2bTpUledotxpv2Yr25\/l2jvN8tsXyMRadA657QF0a1ZxjjPWXRzLgetOkUqKXH8dUuzSMZOPxPr9MeK+40OJb4TcGBGZjx2Gw20y2gIbQkDASAOgAHpRvnfR2Ptj\/DXytc7afvaP5HzeP8Nd0aEaOLzk82839bFW\/7SqXzjDBRpx9mC9mPq3rJ4t6sjsgIs8EFMZP3u30inLI8I9w\/N+H1U7WMsxmJtMJKYkBIDDYAjvktDwj3PCfD8Op6U5vnfR2Ptj\/DU5nE9IWYERHMpiD75kdIxyj8Krz\/ADvnfnZpjfO+jsfbH+GkbOZiYrgTEt6fvl84jvkp\/Cq6nwnxfO\/Oz5UBlaKg3zvo7H2x\/ho3zvo7H2x\/hoCBkH5ZlHbF\/o7PVJ9sfE57w+b83691PVi2TNF3kq7pABMdkZS+eafEv3vD7vw6ee6nd876Ox9sf4aAnpB4H5binbEx3Z\/qo+3Hib90fN+d9e2mN876Ox9sf4aReMw3qKrulvJEZ4blPnmjxN9E+H3fj089v9YGVoqDfO+jsfbH+GjfO+jsfbH+GgIbuCYzeExj98Mf0g4T+ET5fnfN\/OxTtYy5mWthoORoJT3hgnnPHA9onqOg8XzevnisnQBRRXN3a3l6jRddGM2S8THYzEgy51ktl7NsuMltMmMkSWFnDbpaKikocWhOXkqJOMUB0jRVCWjVF\/vPEng9f7Rr69TNK6r09NfFsmRmWlOqREZWiQ8UJBU4dxJTnaCTtFQ9ou4XC7Tolh0Vry\/fdHOss8WKy2GWmKgTQtCE3GZK3bUx2V4SUKBBKl4StWEgDoGiuTJ+suJFu79rFesZtw1XZtbRNM\/IrD5TAmMd1bLiER\/i5ucfSr3gAOuAay3Zs1fqu7aj0C\/I1zP1LD1vwuRq2+mVIDiY12U\/ECC0gdGELEiWnljoO7geaTQHTtU12T\/+bG8\/6f62\/wDiS4VctUr2U1ShwzvIaZaUn7v9bYKnSD\/6SXD02mgLqoqDfO+jsfbH+GjfO+jsfbH+GgILeD3u45TFH3wnqycrPskfhPgr\/wCXbT1YuAZglXAiJAG6QkktPncfZI9\/w+9+rptp3fO+jsfbH+GgJ6QeB+W4p2xf6M91UfbDxN+6M+787p57aY3zvo7H2x\/hpF0zDeYyu6W\/IjvDcp880eJvonw+78ennt\/rAX1Zo2yaygiHdmCHGjvjyWjtejr9FIV5j\/urUbdq+\/8AD6Y3p7iQ6ZEBxYbg35KMIX8EPj8RX1\/p\/TVib530dj7Y\/wANLXKALvBettztkSTFkJ2ONOOkpUP2KtUblRj3VVcUPiuqenhkylXtXKffUHwz+D6SWvjmtAnLS7ItbrRhrQqQVBTqvFgtLwWuvVX6\/DurIVUUuDqPhLJjSYjAvOlkPFaIa3S5Jt52KyWSQCpISVdMHAz+mrGseoI2pLc1drK7ElRnR4VofPQ\/Ajb0I+Br5WtnTXeQfFB5P5PZ9PLE6t7pVZOlUXDNZr5p6rr54My9JXrJtE0BMZXsF9JJwyfCffPzfj9VTb530dj7Y\/w0neDNVapiVRICgWFgiQ+Q0eh9\/wAI8Px61WLZkk+6PLy9K9pdK520fe8fy9Hj\/DXu+d9HY+2P8NASr90+XkfPyrDpvNq07pJq9X2db4EGHDQ6++hwCM2kJGdpJ934fHpWH4j8TtP8LtPrv2rJEdltWW48dDpW\/Kc9G2kbcqUcj6hnqRVQ6V4d6747C26s4vQ2rVpKMht20aPjvKQ04ABsdkkA7unkj6\/TyNarX4Zd3TWMv06vb9Xoa9j2YqtP+bu5cFFa6yfuwWr3eUdXvPIvmu+05LNt0e\/M0xwySotzLuUluZeQDhTccHqhs9Ru\/T5+7V26N0VpjQFhj6a0laWbfAjjo22Oq1eq1q81KPqT1rIRWHYUZqHDt8RiOwhLbTTbhShtCRgJSAjAAAwAKl3zvo7H2x\/hr7Rt+7fHN4yevyWy+mc3\/abuYK2oR7ujHKK1fvSf3pdclkklyIbeCJNw8MYZkD8CcqPs0fhPgr\/5dtO1jIBmiTPIiQBmQCS0+dx9mj3\/AA+9+rptpzfO+jsfbH+GrBlE9Isg\/LUo7YuO7s9Un2x8TnvD5vzfr3VPvnfR2Ptj\/DSTJmC8SVd0gAmOyNyXzzT4nPe8Pu\/Dp57qAylFQb530dj7Y\/w0b530dj7Y\/wANAQzh99wPDGPt1fhThY9mv8H+d\/8ALup2sZNM0yoJMSAcPKILj53D2avc8Pvfr6ZpzfO+jsfbH+GgJ6Ru4Jit4TFP3yx\/SDhP4RPl+d8387FT7530dj7Y\/wANJXUzVRmwYkBX3wwcPvnb+ET1HhHi+H1486AylFQb530dj7Y\/w0b530dj7Y\/w0BK5+DX5e6fe8v66XtXS2RAQwPYo6RzloeEe5+b8Pqr1xc7lq+9o\/unzeOP\/AA15ahttkRJQwnDKBtYOWx4R0Sfm\/D6qAaooooAooooAooooAooooAooooArULxwh4X6g11beJl70DYZ2qLQ0WYV1kW9pySyNwKSlxSSoKSQdpzlO5eMbjnb6rS9ceNM2bigzwuNiv8ANk8pCptwhwi9EgOOKZS0h0pO8bu8NkqCSlAUkqIBJAG43rRumL\/FvEW5WSE58vwvk65O93RzJUbatIbcUQStIDi8BWQNyunU1rkfgDwKi6ma1sxwY0MnUbD6ZTd5+56J39L6cYd7xy+ZzBgePdn66yGleKei9a6q1Do7TVyXMuGl+Qm5YaUlttbpcCUBRxuI5Ss46Dp1rDvceuH0fWjmiXpFwQ41cTZnLkqEsW5NyDHeO59493ncrxYHTPhzu8NAZi28IuFNnhX622nhppaHD1SVm+R2LRHQ3dNwIV3lIRh7IUrO\/PvH4mszpnS2mdF2SNprR+n7dZLRCSUx4Nviojx2QSSdraAEjJJJwOpJNV1H7TvC92DKuElV6hNtxmJsBMm1uocuzDz6Y7K4aACXt7y220pACsuIyAFAndNB6+sfEO1yrlZW5sdy3zXLdPhzo5Ykw5TYSpTTqD5K2rQroSCFJIJBoDT+1b\/ixcWf9Cr1\/qbtWXbP+TYn\/YN\/+EVWnat\/xYuLP+hV6\/1N2rLtn\/JsT\/sG\/wDwigGq8V7p8vL1r2vFe6enp60ApZ07LTDRymG8MIGyOrLaenkk+qfhTlJ2dHLtURHJYa2soGxhW5tPTySfUfCnKAKQtyNsu5HlRkbpKTlpWVL9kjq58Fen\/VCafpG3o2S7irkR0b5KTubVlS\/ZIGV\/BXTGPgE0A9RRRQGKk2+Hcp06HcIEN+NIiNNuJXhS3Buc8K0\/NGeh+JV8K0R616l4SumZpxt68aTKip+3FRVIggnJUyT7yfM7f\/rVhtIIvMlzksDMdkcwK9qrCl9FD0SM9D8SqnasULiVHGLWMXmnl\/h9SrcWsa7U0+Gayks16rdMxun9RWbVFtbu1jnNyozn4yfNJ+Ch5g\/Ua+7igql208mMvbJUcuqwpHsnBlv4q9P+qVVpuoNBXOzXN7WHDd5EO4ueOXbldI0\/45HklfwV8f0k1923iVp+9R2Zl1TGtEuzurduca5OBpyEA0sFaM4Ch1xn5qj5V3Wt48DrUXjHXePj065eGRxb3M3UVvXWE3lhlLw6\/hz8VzN+8qpLXnGjUGpL85ww4CxWLvf0q5dyvDhzAs6D0KlK8lueeEjPl5E9Kw03V2uu0jcH9PcNJUvTnD5pambjqVSCiRcgDhTUQHqlJ8ivp0z\/ANU3JoPQGlOG2nmNM6QtLUKGz4lFIy484fNxxXmtR+J+oeQArH7yd3ypPCHvav8AL6+W569W1DsRcd7FTr6U9I9anX8H\/Vhk9P0FwU0\/w1hP3VTib9qe6yWHbpe7orL0hfNSTtJPgAIylI8yE5z0q0qRvCOZEQkMR3fvhg7X1bUjDqTkH5w8wPUgU9VqnThSjwQWCMW6u617Vde4lxSevy6JaJcloFfK\/dV5eR86+q+V+4roD0PnXZXFLKnZZ4SC1Hb2x2xsjqy0nwjog+qfh9VO0lZUcu0Qm+SwztjtjlsK3No8I6JPqken1U7QBSFmRsiOJLMZv75kHEdWUnLqjk\/nHzV+cTT9I2ZHLiOJLEdrMmQdrCtyTl1RyT84+ZHoSaAeooooBFlOLzKXyo4zHZG9KvaqwpzoofNGen1lVPUiyjF4lOchgbo7I5iVe1VhTnRQ9EjPT9KqeoApB5Gb3FXyYxxGfG9SvbJypvokeqTjr9YTT9IvIzeornIjnbGeHMUr2qcqb6JHqk46n4hPxoB6iiigErsnfGbHKjuffDBw+rCRhxPUfnDzH1gU7SV2RvjNjksO4kMHa8rakYcScj84eYHxAp2gCtT4g8KOG3FaLBhcR9D2TUbFtkplxUXOC1IDTgIPTek4CsYUPJQ6HIrbKr3ipxpsfCqXZbZMsF7vdwvj21iHaYwedQylxtDjxBIyEl5sbRlSioAA0BuhsVkMiBMNngl+1oW1Bd7ujfFQpISpLRxlAKQAQnGQAPStHuXZz4C35iKzqng3orUBgh4RnbxYIk1xpLry3lpQp1slKS44tWBgZUTWQZ4x6Cka0sXD+Pc3l3zUNvXdIkXuziSmMltLm9zcBsJChhJ8Wc9Bg1BxH41aL4Xym4WoU3SQ93B+7SUW6CuUYVvZKQ7Lf2e40kqHXqTg7QdpwBlYfCzhnb9TRdaQOHum41\/gw026LdGbUwiUxFSnYllDoTuSgJ8ISCAB08ulM6Z4f6E0VMutw0doux2OVfZBl3R63W9qMua+STzHlISC4rKlHKsnKifU1rCuPnD0anb04iRPcZdltW\/5XREUbamY40HW45keW9TZBHTb1AJBIFS8O+OWhOJ1yFr005ckOP25N5t65sJcdFztylhAmRir8IyVFI3dD40HGFJJAsGqa7J\/\/Njef9P9bf8AxJcKuWqa7J\/\/ADY3n\/T\/AFt\/8SXCgLlooooBG3oKZdxPKjI3SEnLSsqX7JHVz4K9P+qE09SNvRsl3FXIjo3yEnc2rKl+yQMrHorpjHwAp6gCkXkZvUVfKjHEZ4b1K9qMqb6JHzTjr9YTT1IuozeoznIjnEZ4cxSvapypvokeqTjqfiE\/GgHqKKKAQuKN8u2nkxlhMlRJdVhSPZLGW\/ir0x80qrSb5oS76ZuD2rOGKm48l1XMm2lZxGmD1KR+Iv4YwP0Vu9xRvl21XIjubJJO51WFI9ksZQPVXXGPgVU9U1CvOg8Y5PNPJ+JXuLaFzFKXJrJrNPo\/rHU1rRuu7RrBlxtgORLlF8My3yBteYX6gj1HwIrMXpO+0TUBqO5uYWNkhWGleE9Fn0T8fqrXtZcPouo5DV9tMxdo1BDH3tcGBgn8xwfjo9MH0JrDW7X0xxqZo3XdsjwL7yFpZD69sO4DB6oX6A+o\/wDoJ50IVoupb6Zx1XhuvitdyvTuZ0JKlda5S0fjs+mT02LGT7o6Dy9KrPitxttugnmtLadt69R60uI22+yRTuXk+TjxH4NseZJ6n0+I1zW3GbUWrL+5wu4BsMXG+N+C531wbrfZ0nocqwQ44PRIBH6TkDbuFPBjTvDBmTcA+7eNSXM77pfJvikylnqQCc7EZ\/FB+Gc4FY0q067cKGWstui3fwXwPX0rCh2bBXPaSxk+caeTeznrGPT2paYL7RrnDzglcXb63xT4zT2r\/rNSMxmfOFaE9SG2E+WRnqv45I+JteyI5dmgoLUdrbHbGyOrc0nwjog+qfh9VOL909AenrSlkRy7PBbLLDO2O2OWwrc2jwjog+qR6fVU9KjCjHhh\/l9WZl9f1+0KneVnlySXJRWiiskl9cx2iiipSmJQE7ZNwPKjo3SActKypXs0dV\/BXp+gJp2koCNsmeeSwjdIB3Nqypfs0DK\/grpjHwAp2gCkWUEXqUvlRhmOyN6Ve1VhTnRQ+aM9PrKqepFlGLzKc5Ecbo7I5iVe1VhTnRQ9EjPQ\/Eq+FAPUUUUAlOTulQDyo6tr6jlxWFJ9mvqj4q9P0E07Sc5G6VAVyWF7X1Hc4rCkezWMo+J9P0E05QBSN3SVxWwGo7mJDBw+rCRhxPUfnDzT9eKepK7oLkVtIZYdxIYO15W1Iw4k5H5w8wPiBQDtFFFAfLnVtYwD4T0Pl\/XS9qTstkRJbZRhlA2snLafCOiT6j4Uw4MtqGAfCeh8qXtadltiILTLe1lA2MqyhPhHRJ9R8KAaooooAooooAooooAooooAooooArm7itwY4nas482nWelYFktKIzSFMapg3OTBnx2W34anYstlpBROStKJCUNuq5eHVZCS2kq6RooCuHtK6m0zrrXnEu1xoM75UsFvj22DzHA45Jid6UUubWzhKi82AU7j73ToM1rI7P8Ar++3CXpq8LsjekbhrN3XXfETXflJh91gnufJDWzCJKioOh3q2AnbmukaKA5bmdnXi5qC36UkXZ3SkO7cM4Vsjae5M591m6uxJ0WSpco8hJjocRDbbCUh0oUtSuu0A3Nwi0ZqDS7Oqb3qti3RrxrDUDt+lRbfIXIYi5jR4zbYdWhsrIbioKlbE5Uo9PU79RQFVdq3\/Fi4s\/6FXr\/U3asS2Q2fk2J43\/wDf+XX80fXVd9q3\/Fi4s\/6FXr\/AFN2rLtn\/JsT\/sG\/\/CKA++5s\/Pf+3X++vFQmdp8T56fl1\/vpivFe6emelAY60wGm7XEQWyyUsoHLZkrU2jp5JOeo+FN9zZ+e\/wDbr\/fUdob5VriNGO0xsZQOU0rchHTySfUD403QEHc2fnv\/AG6\/30lAgNJlXBRa5e+QCFNyVlTnskDcvr0V0xj4AVlKRgNcuVcFd2Za5kgK3IXlTvskDcoeh6Yx8Eg+tAT9zZ+e\/wDbr\/fR3Nn57\/26\/wB9T0UBi2oDQu8hzlYBjtDmiSvmKwpfhUM+6M9PrKqd7mz89\/7df76habxd5D3dmk7o7SecF+NWFL8JHoBnIPruPwrReLHGqx8NUR7NCiu33VdzOy2WKH4n3lHyUvH4NA9VH+rODjipUjSjxzeCLNpaVr6qqFvHik\/rF7Jat8kszO681ro7hrYHtR6tu7kSM2CG0c9anX1+jbaN2VqPoB\/XiqJTw9192g7gjWWsrZG0vp2Whce3WiU2HZj7W1SkPvlXX3kpwgehJx5E7toPgre73qNnipx0lsXjUyRugWts7oFmSfJLaPJbg9VHPXJBJwqrcuDW+VblCKy7y5BVuWvaWvZLG5A9T1xj4KJ9KioTruoq2Lilkt\/zdPw5b7GheKxs6LtaSVWo856Rf\/59U\/8A5M\/dwzehaM1M3YZDHD\/WVuRY50ZAZguMOqRCltp6J5WDhJxjw9P9lWJ3Nn57\/wBuv99Ial0vZdW2xy03yEl9lfVKvJbSvRSFeaSPiK0aPf8AUfCt9m1ayedumnFqDcW8JQVOxh6IkAdSB87r\/srX7qndrGgsJ+7o\/wAv7fLY8q69WyeFy+KHv6r837vPDM3u7wGnIqEhrnffDB2vSVpSMOJO7z94eY+sCne5s\/Pf+3X++lJrse5W1iRDTGmsuPMOIJdAQUhxJ3gjzI8x8SAKyVUGsOTNBNNYog7mz89\/7df768VCZ2nxPHp6vr\/fX5+dsPR3EKR2gbzwh0ldbrFhcfrBCfhyGH1pTEuNn55eSjB8AW25GKsY3FXWsXww4+cSLhpC3caWNTw9Jq41asjWOTqK+sc6JZodutm3aG3FJbSt2UJISpRCSPicUPp+hlngNN2mG2WiwUsIHKYkrU2jwjwpOeqR6U53Nn57\/wBuv99cFcLe0rx\/4r3vTGgIly0xa7W5oi+3e5zGbYtaLmzb7gIjb8Ilfs0vNlJSTuABJHpVQzuP\/EljspQuHjXEayaWgQOD8a8IN1aU5P1JIkOOtrajPFYUlTQSnqkKVuWnORmgP1T7mz89\/wC3X++kbRb2m4q0lnkZkPnazJWpJy6o7j194+Z+smuR+28zcrrwK4G2iHbnrs5eNe6bhvW9Nzcg\/KCHIMrcwuQghSErOMqz0861nh3aO0zwK1fofgzaL9YNPwuJmp7\/ADottmS5OoE2C2xoiHhHbkPKStayUOdCSkKXk7sEEDuzubPz3\/t1\/vo7mz89\/wC3X++vz80D2i9dWHR2l9M2rWmkOHMCc7ra8Sb5eobsuK89BvDjbcRIce3BS0qU4oJUVYSdiR5DM2\/tg9oK79opnQ8GBpY2GJqCy2R6C87Ggu3GJLjtuOzmO9SESlK9opbaEMqSUo2qO7NAdutQGhd5LnK2gsMjmiSvmKwpfhUM9AM9P0qptyPGaQp1151CEjKlKkLAA+JO6uc+0jx94o8IeJWjLJobgzctRQtQ3KHDlXCNIiDvoUmSTCbS68hTbo2JWFqGzBUM5rAdvOa9eeB2m1XPUSdJSbhMEl2xXKbJiNXJYhurMB6XEJS0tJ8aSpWxa2gnJzQHVvc2fnv\/AG6\/30i7b2jeYznJ3AR3hzTJXzU5U34UjPVJx1+tKa\/NbUvHTW9405wcdt2nOLsHR2mr7YnI8pTL1xN9lOTyh1pye2AmQ200kttJ6l1TuTnYklHV2utfWbXV21XoXVF8e4nzLnxKgX2Ai6vvKjWuI2e4ERCsoZQ2EtKaWlCdxIOVdKA\/UXubPz3\/ALdf76O5s\/Pf+3X++uROw1cLb91etLDoPVlxvuj0aX0ncmpMu6vXFKLxJjPqm4cdWshatrK1tggJUfIZqjYnah41cMdJX+wW3ihGu+pRrvWrjqbjb2XCzGgPEpbLkmUhDLaicpaSFubSEtp6ZIH6RXKE3yWyloPFMhk7X5C9ow4nxdTgkeYHxArJVwlcu15xMunE\/g5oxN\/0rGsvEm06ZvV3kuwHFiwSZMYvmIXM7N8pSByeYQU7VeeRXdtAFUR2o+FmsOJbGnG9NaVsd5bhTW1Kdeucm1XK3Ol5opkxZsdCnGkhKVhwJwrG0jO3ab3ooCrrZwz1k3euFt6v+oYt2maNtUyHeprpUHpsh6M03zUDbhWVoUSVFJ6g9TmtM1xw54va1u9z1pp626diy9U6RnaIuUO6TX20Qme9PGPOawwounY84VMqDe7KPHgZroSigObGOzbq+Nb3OFTT1oVoR2+xb2Lmqc78pNoZYbQIwY5W0q5jSSHeb0SSNuazvBDg3r\/SF70pctfqsGdA6HGhrY9apLrqri0XIqnJbqFtIDBIgsYaBcwVOeLGM3tRQBVK9lOM25wzvK1KdBOv9be66tI\/9I7h6A4q6qprsn\/82N5\/0\/1t\/wDElwoC3u5s\/Pf+3X++jubPz3\/t1\/vqeigMXAgNJlXBRa5e6Qk7m5Kypz2aBuX16K9P0AU73Nn57\/26\/wB9QwGuXKuCu7MtcyQlW9C8qd9mgblD0PTGPgAfWnaAg7mz89\/7df76Sdt7RvEZzlZAjvDmmSvmJypvwpGeqTjr9aU1lKSdaJvEZ7uzKtsd5POK\/GjKm\/CE+oOMk+m0fGgJu5s\/Pf8At1\/vo7mz89\/7df76nooDFXC3tLlW9QZ5myQSVOSVhTfsljcjr1V1x+gqp7ubPz3\/ALdf76guDRclW5fdWXeXIKt614LXsljckep64x8FE+lYfiBxG0lwy0+7qPV10RFjo8LTQ8T0hz0baQOqlH6vLzOACa5lOMIuUngkS0aNS4qKlRi5SfJJc22ZW5v2iy29+63e49zhxUFx596WtCG0jzJJVgVztfLtqztJzHYugoPyRoazulxV+uSCpy6OI\/ycZLnuNn1X54+GcVlbbobW\/aKnRdVcXYj9i0Uy4H7XpVDhS7MA6pdmEdevojp0+Hmbzl26JD0+9a7fbYojNRlNNROjTO3bgI6dEp9Kr06latNVINwistG\/RfF9DZr0bPsulKjVjGtWawaeEoQ6bTn\/ANsdOJ5VVpOEzwJS3pW72ppnTMh4rjXeClTSW3FHykpSfP8AP\/R8Di3GGocplEiNIcdacSFIWiSspUD6ghVSSYcSfEXCnRWn2HUbHGnEhSFA+YIPQiq2fs+pOEzjlx0u2\/eNLqUXJFqJKn4Y9Vsk9Sn4p\/4mthRpXawilGflGXo\/g+h5GdSvaSc6jc4PV4uUfHWS65rrpZCoTO0+J49PV9f76Us0Bpu0Qmy1yClhscpiStTaPCPCk56pHpXzYNSWbVVqRdrHMRJjuDr6KQr1SoeaSPgaYszZZtEJoxmo+yO2nlNL3IbwkeFJ9QPQ1TlGUJOMlg0XoTjUipweKZN3Nn57\/wBuv99Hc2fnv\/br\/fUV4tke92mbZpZWGJ8ZyM6UHCti0lJwfQ4NfkeeJHGTQEaPqGTOvEmRwmduHBacxzHCiTKlN3NMR\/r72Ft2wBfX3vrrk6P1pgwGkyJxLRb3SAdzclZU57NA3L69FemPgBTnc2fnv\/br\/fX5+3Xj1xQ4Azbnw50\/qbT0McMjpCxRNLXGGp+6ayMxiKiTJbdK9+5PMXgoSoAtKK\/XHzxG4tcadf2iRqDUd\/tzVh052hrTpK1W63xFMyltx7m3kvPBeFhSFhG0Drgk5yAAP0E7mz89\/wC3X++kmoDQvElzlbQY7I5qZK+YrCnPCoZ6JGen\/WVXCnCjjhr7i52jeD111VxD0\/KM+TqovaWtjBYk2PktrabZleMlZIQFZWkHdkpyPLFdoDhXr\/jN2v8AilpXQNi71eo2jbIbTeXdWTLQjTslwPBMtKI+S+cjOwpI8P1mgP0N7mz89\/7df76O5s\/Pf+3X++uCNecSOOr\/AA\/4jQdZ6j0\/eLHw51VZNJpaMF5EqfL\/AMHLckuPIdScBTq1AAZJWd2QADtkvtWcT4uo9dXNGsNIqd07dNQWyBw9ctjq7tJbt8ZbjUhLraiocwpSslaAjYoBJ3EZA6\/mwGlSoKg2XNryjuckrCm\/Zq6o69T6foJpzubPz3\/t1\/vrkzsX8fuMnG64Sv5SmdNXOC1brdeIk63zIKXob0lp3ewuPGkvLSPLZzQheAsKGR02PhX2keL+tO0JqjhnqHgPqCz2S2sW5aX35MBSrWHUPkuyC2+ouIdLadgQCU4O4DNAdHGNGCw2XnQtQKgnvC8kDGTjP1j9YpS6wGlxmwGudiQydr0lYSMOJO4dfeHmPrArhDtD6ogaW7ZcLUsrWV4vRguWyEmzWe9Srfc7Ktx6EEhmKsd3uDD3NJcSkKJSp3JBaG2suJnGHi\/ctY8Vr7fLPxD0\/d71pBhxFul2+TCjWKA3eWW97KjjChE5izIGMvKXtICU0B+pPc2fnv8A26\/30dzZ+e\/9uv8AfX5jQb1Y5GvneGMziBezwAa13cWYdwXqaWlhTiNOCQiN3\/nczlJm5UlHMwXPD1yRVvcR9X8UVf8A2XsTW0fWN1tmo2bLbZDt03rEx2MJzSErLgUFJUpooUpeeo3A9FGgO2XITJbUNzx6HoZC8H++vLWjl22K3yWmtrKBy2lbkI6Dok+oHpXEMvte8TY\/aLsvD616osl50o\/qeDpCa4q3R43McdhJdW+0oyVPrO5aVBYaDGDtBURmts7GnaM4g8YuIertEaz1LpvuejYbce2MW63uMqvrXeXm\/lNpa+hjpDaWcN7hvSpRIBTkDryiiigCiiigCiiigCiiigCiiigCiiigOdO0\/wAR+JXD7VOkZlmvs2w6R5ri7ncoNnTdNjwZeUEy46SXxGCUbippHQJWoqTsFat\/Om1ujjPItO9mVo6Pe3LMiZGs6zan0Js3fAE3Hfnvpk5bDGzbswnJX1q7uJfAbQfFW9Wq\/akRcmpVtKmnFQLlIid8iqbcQqO9ylp3IPNUevX3gCApQPxG7O3COFqJrUkTTbzS2ZvymmCm4yfk7vvK5Qk9z5nI5wR037M+vn1oCmJ3HrjFpyLo+POvNkuMrilAtci1SPk3Y1YpEu4RIykqCV+3bS3NSpO4hSltkE4UALr4M6q1Vfm9X6f1jMZnz9H6ldsQuLUYMCc13SNJQ6W0kpSoCVsUE9Mtk4GcBaL2beEEW1T7KdPTJEScwzFSmTd5jyobDLweZbiLU6VRUtuhLieSUbVJSR7qcbhozRGntBWldm04xIS09IcmSHZUt2VIkPrxvddedUpbizgdVE9AAOgAoDSO1b\/ixcWf9Cr1\/qbtYS0cQ+0qqNaG3Oz5ESy7ody6SXPukiHk6gSF8q1gb\/Ehe1v248A39T0NZvtW\/wCLFxZ\/0KvX+pu1Zds\/5Nif9g3\/AOEUBT9u4idph9yzpuPZ5iRkytISLnclDUsRfc7+ndyrYML8aF4Tl8eAbup6V9WniF2lJSrAm79nyJDRN0rKuN3KdSRHO4XtG7k25OF+0QvCcvJ8Kc9T0q6K8V1SRjPTyoCltMa67RKmNKRbj2fIdtjS9MSpl4DepIjotd1bB7tARhftkOAJy6nKU56mmNPa\/wC0bOXpMah4BRbam5WGbM1CUaiiO\/JN0bz3aGjC\/bJd6ZcTlKfWrXtLXItkVnuqI2xlCeShe5LeB7oPqB8aboCn9M6+7RNwXowam4DRbUm62efK1MUahivfI1wb\/osVG1ftw76uJyE+tKaH1x2iJs3SytU9n2DZE3yNOk6qcZ1JFkKtEtttsRWgEr9vzcEFSMhISCfOrrpKAzy5VwX3NDPNkBW9K9xe9mgbiPxT024+CQfWgKt0jr3tEXNegRq7gNGsybzGuDmri3qGK\/8AILze3urbe1f3yHcqyUZCNvXzr50hr\/tGXP8Ak\/8Auu4BxbN8tIuJ1hy9RRH\/AJAU1s7oG9q\/vnnZXnZnZs6+dW1Nmw7dEen3CWzFjR0Fx555wIbbQBkqUo9AAPU1QN01vrntFzJOleEr8mwaJZcLFz1YpBS5MHkpmGk4yPiv\/u9YK1eNHBZyeSWb+tzRsOzal9jNtQpx9qbyj6t6RWLZVh7YfGC\/a807was\/Cuw2TibfLTLkaiQbwicxYEsukM4da3MvqKVOrKQrKSACDnFbLwKtfFjQr2mL5q\/hMxcNUakfnK1pfZd8Yfk25CSnuwYwo70ryrKUeW0Z9MTpsGl+FnaU05wx0lryHa4jukDMc0suyc6ZdXQ9JCrg5ceVlBGMFvmJBwSE4q7qxrqtVhWUpZpeKXh6le77TlbKpZ2MmqUnzbSUpLBe01jyx5qOOCx54mnac4sceZidIHUnBa3243GTMRqQNX1l35LZRju62sH2xcyrIHu4qCz8TuN9zXox7VHBK2wnX7nMF72X1lz5KjpSUsPNYPtlOJUoFI92t4paU3vfiK7uhzY8VblKwW\/AobgPU9cY+uuP9QuN\/gjG7+puaxY+K\/HaUnTJvvBi3wlTrpLYvobvjLnyfBR\/R328H2ql+qB1TXzb+JvGy6RbFG1JwUtrLdxu8qJfW\/lpl1MO2JzyZCRn2ql9MtjqK3Kivq7RuFzUvgHXm1gznPUPFjiXwE0t\/KHrHh1HgaKZv+y+203MSxa4JkoRGmx+VuWtSlqQS0lJI9egyLK4bcduNHErTeltU2jgrCVCvOpnodxKdQRt9vsO0qYuJQVBRcWNmY+N6d3UUh2m74dNcEtQXwa\/i6J7o5BX8vyrOLq1AzNYG8xS25zc52gbFYKgemMjd7Zomc9p2wa94fagYXen7XEfkSBG7vEvQLSVcxbACeVvzuAATt3YwMdPQ9n3T7Sg3dSwnjgpYdF7WH6579IqSqWtPioRxjjzjt+X0y2w1x8fWHH6c7Y5127O9uRLGsZVrkuKvsNxcDT+FBF0bVvyVubUZYT4xnqOlIuXbjNPscWxXHsw2Jdve1q\/a5MBd3gqYZ06C4W7sEbtpcUQ37ADeN56dDVlaN4gwdTuvWefGXa77D6Src\/0WPzkH8dP1j\/aK2tQykjGenl8alq0p0ZcE1gzQo1qdxDjpvFfXk+hQ9kv\/HKBarYY\/ZkskN6PqpWnA0xfYRTH0oA4RcUL3dclDP3t73jyR4TUc+dxilNMId7KunZQga3dscNDt1t5DWlva4uyMq8ClbWsxh4\/aHp0NXjaGuRaobPdEReWwhPIQvelrCR4Qr1A8s05UZKUZcdZdod9oNns02uWmFr75NhId1BCITpxHNCL0nK\/A7gNYjj2g5h6dDUDmr+0Mxz5UDsy2p9+Drx22QFnUULcrTrinebd0qK8tuKwjMfos8wjHQ1fVJWhnkRVo7miNmQ+rYhe8HLqjvz8VZ3EehOKAoi93XjfKhzoY7J2nbizbtdJg2ph682\/Y9YlKWXLwApWG3Qdp5PRwlRqe7ai49Iul2v8Hss2ObdLZqxiz2aWu+QEvytOqyHLlzCrc0pI\/wDy5IUc9BV+0UBQ971j2hxcdQzYPZptdxftup4UCxuO6jhhc6zEr5lyO5fsVthSsNHC1bjivnX96446nsmrrBcOzHadR29nUUS3WiLMv8MIutncx3iercv2K2wThs4WrHSruaZ23aS\/3NCd7DSeeF5UvCl+Ep9AM5B9dx+FOUBSF+1Vx7hw9SwrF2bbVcWLHqC3RdMMLvkJpFxtpKefN2lWI62fEUtnClbelI6hvPG61am1hqDS3ZgsVwuMSdEgWOeb5CYkXu2uqZ70+4SrLfKG87FnKuWnHvVftJOs7rxGf7mhWyO8nvBXhSMqb8AT6hWMk+m0fGgKdm3\/AI26Pj65jcPOzZZ1NW6625Om2495hRE3yM8W++yXAFAMKZ3OYSvBXsGPMUrq+VxZbd11IsnZZ07e3bXcLY9phb9zgNqvvP5InyHCs+wWyFvY34LnKGM7hV80UBTajr6RqPUNnl9nuxo0\/AuWnUWSeZ8PNxYUqOJj6mgdzRhhT2xKhlfJAR7wq5KTujXOjoR3REjD7Kti17QMOJO7PxTjIHqRinKAKKKKAqXtRai4i6W4P3e8cM1Pt3Fhpxch+IhlyXHipZcUt1hDygha0lKenUhO4pSogCqH4gdq7iHYdI2WToS+uallR9O3i83F+NpF9cpt6G+200i5RFqQuCx1eS84Bu3NnYkAEHqPinwv01xc0jK0jqYSm23UrMeVEkOMPxHlNqQHW1tqScgLUCknaoEhQIJFarL7LnBuZb2YDtkujakxX4MmTHvk5mRPjvucx9qU6h0LkIWsqUUuFQ8RxjJoDRbtx115DXP4kwrrbJmk7XqljTa7LGhhxclhbSCqUiRu3FfMcCkgJ2lseRJyMpwM4scSdT6k0fD1vOtlwicQtAfd1GEGJyU2lYdiAwwvcovIKJyNq1YUS0s+RATYMfgXwyiala1TFsLzL7LrclENufITbxIba5KH+5hfILqWgEBezOAPUA1Nw\/4McO+GElyXo2zyIqlRUQGEvz5ElEOGlRUmNGS6tQjshRyG2wlPQdMJSABvFck8CdacdbNoG9x9EcGY2oIo4y6ngB9d8jRs2Zy9XBcqftWoHc0\/loNe8seIDFdbVTXZP\/5sbz\/p\/rb\/AOJLhQEE7iN2nWUXIweztDkKY1qm0wgdTRE9504SvddjlfgWAEfe58fi8ulFy4jdpxhN5Nt7O0OUqLrFm12wK1LER3zT6ieZdDlfs1pwPYHxnPlV2UUBR87XnaPgL1O9Y+zrClOs6vjQbd\/95YiDcbKpIS7cl5c9ktCUpwycKPoKZvPEPtKxU6kNn7PkScqBqaJb7IFakiN\/KVmWRz56sr9kpvrhpXiVjoKtqCzy5VwX3NDPNkBW9K9xe9mgbiPxT024+CQfWnaApq+8Qe0jDTqo2Ps\/xZ6rdqCFCsAVqOI38qWpwp7zNVlfsVNZVhpWFKx0pbUuuu0bDumppGn+zzAuarTcosLTjrmpYrK7pbnVM96kkFfseX4zsVhSuWnHvVd1JOs7rxGf7mhWyO8nnleFIypvwBPqFYyT6bR8aAqzUmvu0VAGtPub4CxbobVdLbH0xv1DFZ+WoTpb75IXuX7As7nMIXgr2DHmKNTa+7RVvGt\/ua4CxbqbRMtbWlt+oYrPy3HdLXfXV7l\/e5Y3PYSvBXyxj3hVwVRHFPtAz13mTwz4MxmbvqVALc65k7oVoHkStQ6LcHoj0PnkgioqtWNJYy\/stX4Fyysa19NxpZLm2+Sit29F8XksWV52ku2JrHgRcrtAuvCKBOuCbpaYmh2vlhC3LuqSykSnHkNblRA0pbzaS6Ehe0EHrmkoOk+1ENSa24n6+4JQdb6ntHyUdEwV6hiM29xLyme+pbQpeGFR0rdwtwZcLOU5Kgo6xr\/TsThTb9NaoncXG9Paiuuq4bVx1VdLJ8sOS1OIdzESyWnOWHD4QsAbPPcK7uqNUnWwlWWWmn992i3O9jYOdHs+XKSSc8MJPPFLWMXtm0ljqildU8RO0zbvu5+5bs8RLt8jt2lWld+pYjHy4p7kd\/Svcv737vvfwV45nKG3O4VBrLXvaSaja9i2Xs6QrxHtsG2HTSXdTRGBfXXg135pzcsd3DG97Cl4C+WMe8KvGlLu1z7XLZ7oiVzGFp5K17EuZB8JV6A+WasmQU9qPiL2mrf92g012d4d0Fptltf0xv1LEZ+Wpjob75HXuX7AM7nMLXgL2DHmK+9Q8RO0xCVrAaf7PMS5Jtdmt8rTZXqWI18sXFwI71FXuX7BLOV4cVgL29POroT0SBjHTyr2gOVOJN74+8P5WuOJ2k+DMe3QdN6Xj3tIF8jKYvcoN8ybFWyle5ospC8OY8e3w5J6+8LO1RxJ4r6Su954S8E4dxgw9KxJ+nGnb4zEXc7mTsehct8ocaaRtOHlpCVYHxFdC8TJvybw31Xcfl1uyd1sk5\/5Tcid6RB2sLPPUztVzQjG4o2q3bcYOcVzFwZaTqnhHpLUsPW7d7ufc+ZH1HBt3ycJBC1DcI4QjYnpt27B5Zx1q3GtGvhG4emCeq8d18Vps6M6ErbGdqs3i46Pw0T+D13VwXbX\/aMjK1ALTwDizEwtKRrlZyrUURHyhfFD21uVlfskI9HleE+hpO7X7jWk6gRD7NlnmoRpWPfYPMvEJPyjqb8e3ryrwhBCcSVeE+h6VsOhuLCpEtnS+ukNQbsobWJQ6R5n1g+SVH4eWfL0FWbUVahOg8Ja5PR9UT0LiFxHGGmaeaezRQk258ZXb9eL7\/NgsMy4QdIt3e1TnL1CU\/I1Fy\/Fa9ylbmUgpSOfkIwc586el6g42IE1mN2bbO80jSH3SRwbxCAf1cOYRbSCrp1S199nw+Pz6VcMFrlyJy+6IZ5j4VvSvcXfZoG4j0PTGPgkH1pyoScolN24z225SrtaezBYkTV6IXfRKbu8Ft17VJDo+SSoKztIS0DJJ2e0PXoa+hq3tARrxLvETs22vv8AJ0ALk7JTqGGHXdRN84tWZR355WdmJB8A5h6+E1elJNM7bvJf7mhO+OynnheVLwpfhKfQJzkH13H4UBSq9U8f3ith7sxWdbMzRi79L3X2CQvVKeZy7WobvEk8tj75PhG\/z8NRQ7\/x2TfI1+c7LdjYuMzRD1xnz03uDz29QJ38u0FYVuW2ra37fOwb+p6VflFAc+2G+cdbVIsiYfZYsVoRM0xJvd0VEvsFvuuowhwNW4BChzQsbQX+qQFnJ6VlbLrftFOTLNLuPZxt0B66aTkXC9vN6hhrXEvbe7u9tyF5eQrp7YZQncetXFMa5kmCvuqHeW8pW9S8Fr2ahuA9T1xj6yfSm6AoK33HjRetSaP1Xqjsu2WPd\/uVnyLlPVe4Tz1oumQWre2oLy6lwtt+2T4Udeo61Mzqbj3fRpVeqezRZ2lXawvv6kU7f4bptk9twGPBBCiX0Lxu3JygHzq96TurXOjIR3REnEhlWxa9oGHEndn4pxuA9SMUBSWm5XFq42rRenNT9lrT1stFytM6dqOGm6QHmLLc2+sWOhtKtr\/N9XEAhPqayOndV8d73C0TadZdne226BerTPVquP8ALkOQ1ZZLeBFioQFESEujOVIBCMdauiigKG0lK4sXCVoKbqrst6dsz93hTVasebucB5dgeY2iE02pKsyA4CrxIyG9vXGatTQ1njsaasNxnaNttgu4tUdqRDjBpzuKigKcjIdR0UhKyoZSdpxn1rY3BltQ2hWQeh9agtjfJt0VruyY+xlCeUhW5LeAPCD6geWaAZooooAooooAooooAooooAooooAooooDStfcZeGnC+fabZrvVkS0yb04pEVDu4+FIJU4sgENtjGCtWEgkdaZd4r8NmNaxuHLutrQNSzEcxi295SXljll0DA6bi2lTgSTkoSVAEDNUh2qtP6qmay0teNF6T1L8tJS7Gg3m0KYksLd7vKKYkuI+OWpoqKSVq\/FU6AUHBOm2nhPx0gazu0Uwbw1db5rH5admJMdWnm7W7bm23AEHxiU2pJabVjeNjeFbARQHStv438ILpCvlxgcSNPuxdNNl67P99QERG8qTzFqJxsKkKSFDKSpJAOQRWwaT1hpfXVla1Ho++RLtbXlLbRIjL3J3oUUrQfVKkkEFJwQfMVyXc+GHEvUVr0HcIvDO5wneGVrskW6QHlMp+W1RbrCkvMxvGQ4Etw3HEKWUhS3Ej1Vi\/8AgfY7vATrjUt1ss2zp1fqt+9xIEzaHmGDEixwVpSSEFaoy3NuenM69c0Av2rf8WLiz\/oVev8AU3asu2f8mxP+wb\/8IqtO1b\/ixcWf9Cr1\/qbtWNbIyfk2J7V78A3\/AJQ\/NFAP14rqkjGenlUXdk\/lXvtDXioySk+0ePTy5hoCO0tci2RWO6Ji8tlCeQle8N4HuhXrjyzTdY+1QUsWyKzyHYmxlCeQHysNYHu59ceWaa7sn8q99oaAmrUtV620rwztF31Vq+QxaoKX0qDhc3rlr5SAAhHmVnG0JHonPQZxheK3F7TnC9qLb1tzbxqS6nl2qxwllcmUsnAOB7qM+aiPQ4zitJ4dcDr\/AKn1HI4m8etk68qkh+22dtzdCtydiMK29QtwYCcn5meuelWrXbl3VFYy12Xj6Zm1Z9m040le9oNxpaJe1PpFbbyfJdXyFYel9d9pWexfuIceTpzhy2UvQNPJUW5V1Hml2UodUoPQhAx0x9ajftrtdtslvYtVogsQ4cVAbZYZQEIbSPIADyqTuyfyr32ho7sn8q99oa7o0FSxk3jJ5vX\/AMdCvf8AadS94acUoUo+zBZLr1k9ZPm\/DBHPuvNQmP2trFpn+Ui1RBK0f3r7ll2UOTJu1+SO9Jm8s8tCcbeVvGSCcdasqqx13dzH7Wti04OI9nipk6QMn7mXbXzLjM2vyR3pEzb7NpONpb3DJBOOtWXyR89z9s1i9pf134I89ce2fdcx8RO3pwX0hrW5aTg2DVerV6SkLTfp9htLkqLaVpCkL5jiemUnKT6A565GK6PukaU7bZbcB5aJS2HEsKKjgOFJ2n9eK4P\/APs+NbcL9DcEtX6f4h3e1WjUOn9UXV7U8e5zER5DSAgo3rQsgrHRbePiT69Kgo04yi5yWOGHLxOIpNNs7Y4ccR9GcWdG23X2gL2zdbJdWyuPIa6dQSlSFJPVK0qBSpJ6gg1stVD2X73we1ZwrZ1LwN0s\/p\/Sdwnylx2TFMVL7qVbHHkIycpKkEZ9Sk1bfJHz3P2zUM1wyaRy1g8Cse05ezpzglqG9jXdu0YYjkFfy9cbULlHg5msDeuMUL5uc7QNpwVA+mavPQ0rv2idPzflZm6d4tUR3vzMfkNytzKTzUt4HLSrO4JwMA4wMVRHabuf3P8ABLUF5Trq16PMVyCr5cu9v+UIkLM1gb3I+1XMBztA2nBUD6VeWhsTdE6fmG9JuZftUR3vsdBZalbmUnmob6bEqzuCcDAIHpW52X\/Rfj8kXLb2H4kOs9BWzVzTckOuW+7RfFDuMfo6yr06\/jJ+IP8AdWDsevLpY7g1o\/iUyiNPdyiHckjEaf6Dr5JX5ZH1jyzW+92T+Ve+0NY6\/wCl7NqW2u2q9RVS47gzsWs9D6EH0P11u0riLj3VdYx03Xh6ZeD5kNa1kp9\/bvCeu0vH5PNdVyG7Qz3e1Q2O5picthCeQle8NYSPCFeuPLNOVUlum6o4VMMMalalztLrQgNyUOFb9ryPwbu0DegeW4AeX14qzoD0C6Q2rhbp5kxn0hbbrbxUlQPqCK4r28qOEk8YvJrL\/D6Mkt7qNduDXDNZp5r1WzQ7SVoYMeKtBhJi5kPr2JXvB3OKO\/P52d2PTOPSp+7J\/KvfaGkrTASxFWjuzsTMh9fLD5XnLijvz+dndj03YquWjJ0Vh5l801b7q1Yp+pYca5PxnZjUN6chD7kdrHMdS2VbihO5O5QGBkZIzStt1joa8m1Cz63tM431hyTahGujTvf2W8b3GNqjzUpyMqTkDIzQGWaZ23aS\/wBzSnewynvG\/Jcwpfh2+m3Oc+u76qcrGtQEpu0l\/u7qN7DSe8c8kuYUvwbfTbnOfXd9VeWy52O9KmIs19jz1W6UqFMEaYl0xpCQlSmXNpOxwBaSUnBAUDjqKAydJOsFV4jSO5JVsjvI7xvwW8qbOzb67sZz6bR8axo1Xow6ekatGsbYbHEDhkXP5Tb7oyG1FLm97dsTtUCDk9CCDWN0vq\/QXEGai7aE1ZZdTRorTrLs+03lqWiOpSkENq5SlDKtuepGNn10BuNFYuHdbDcLlOs0C\/xpNwtfL79EZmJW9F5g3I5qAdyNwBI3AZA6U93ZP5V77Q0BDdGefHQgQ0ycPsr2Fe3GHEnfn83G7HrjFOVj7jCDjLYEZyXtfZXy1PFIGHEnf9e3G7HrjFZCgCiiigNd19xA0jwx0vL1hra8N261wx43FAqUtRzhCEJBUtZx0SASawdz4+cGrLpm16xvHEixwrNeSsQpb8kJS7sOHOh6pDZ6LKgAj8bFat2trK9e+Dl0bY0nd72uM2++hdol8mZAUIzyRIbT\/lQCrapv1QtXnjBoW68NuPEx2Nq2723WExUjSd5sdqRaGoMWYJTkwORXbk0MNFLzWzmgDYotZWnyFAdcOcUuHTWs2uHjms7SNSPJCkW3vCecrKCsJx5bigFYT7xSCoDHWvrSXE\/h5r2fc7XovWVpvUqzr5c5qFJS6pk7lJyceY3IWncMjKFDOQa51Twz4q3C3SOHF50zIYvdw1bD1KvU0JDaLewhEVrepBCtyVJW2ppLYT7pHpms72dNA6ytl+0FL1DoibpkcP8AhmjRFwDym+TOnF2GSpjYo8xpHc3FJWcE948s7sAdKVTXZP8A+bG8\/wCn+tv\/AIkuFXLVLdlJgL4Z3lRccGdf626BZA\/9JLhQF00VD3ZP5V77Q0d2T+Ve+0NAQQWeVKnr7kljmvhW8L3F72aBvI\/F8tuPzc+tO1jYMBLUqevuzjHNfCuYHyrn+zQN5H4vltx+bn1pzuyfyr32hoCasXdJMG2Sk3q5iPHiQ4j6np774bTHRlBIOemCE5JJ6bPrrF691xpHhnp1\/VGsb0YMFnwgqcJW6vHRCE+alHHkK5mvCNZ9oPUEe+a0hTLFodltZgWQulMiWCpBC5R88KwDsHQbR+kwVa3C+CCxlt83sjSs+z++g7i4lwUlrq3tFav4LVoz+suLmreOkh7THCmU\/ZNGIcLVw1IUFD84DoW4oPVKfisjPl5dQcxpPR+n9E2luy6ct6I0dHVR81uq9VLUeqlH4muTO3rrOfw0uHCCyWbiJd9A6budynRbtLs6timoqEx8EJAOdu5WBg+ZrU+zjxZvVz7UFm0Dwy7QeoOJ+ipdnly74b82lpcNaEnllkkJUs7+VnanyUc9OoUqPA+Obxlv8lsvpn287R76CtrePBSWUdW95P70vgskkjqrjzqE6ZtukriOJFr0Rv1VCj\/KVxsoubbm9t4d3SyW17Vue6HMDb55Fdf1x5x5vJ07bdJT08RrPovfqmEx8o3e1\/KLLm9t0d3S1tVhxz3Urx4fPIrr3uyfyr32hqczCak7uz3i1S2O5plcxhaeQpewO5B8JV6Z8s1N3ZP5V77Q0pdoKX7XLY5DsvmMrT3cvlAdyD4d3pnyzQGQT0SBjHTyr2oExkhIHMeHTy5hr3uyfyr32hoDAcTJvybw31XcRfGLN3WyTnvlJ+L3lqFtYWeetnB5qUY3FGDuCcYOcVzrwEuhvfB7S90OrIWpu8Qt3ytCt\/cWJfjUNyGNqeWOmMbR5Z9a6F4mLFv4carni\/tWcxrJOe+UZbRkMQ9rCzznGsHmIRjcUYO4AjBzXO\/ASd8s8H9L3NWrIGpDIh7vlW2w+5xpXjUNzbOE7B0xjA8s+tAbtc7Zb7xGMOe0lxB6g5wpJ+IPoad0rxHvGglt2fWTr1xshUER7ngqdjA+SXfin87\/AOg4I4OcDLLx94rceZOsdba3hv2LXlwg21Vqv70ZMdsuuEYRkp6HGOmOlWj2E9b6t1dozW\/D\/Xl+k6hf0FqaVYGblJcK1yo6CQncT72Np6nJwR8Ks0bjgj3dRcUHp81s\/plSva95Lvab4ZrX5Nar9NGj9BLO7GlCTPhttFiW6l5t9p3emQktoAc6eXljH5ufWsjXOdhn6i4bznpVhjOy7Cp3dItvNO\/G0ZcaPofTac+X1jF26U1LYNZ2tF2sNyW+0fC4jmELaV81afMGlW34Y95TeMN9ujWj+D0FC545d1VXDPbR9U9V8VqjP0k0ztu8mR3JKd7DKe8b8lzCl+Ap9Nuc59dx+FT92T+Ve+0NJtQEpu0l\/uziN7DSe888kuYUvwbfTbnOfXf9VVi2ZKioe7J\/KvfaGtfTrnh+tMdaNe2VSZdyXZo5F2aIduCN2+IjxeJ9OxeWx4htVkdDQGbmNcyTBX3RL3KeUreV4LPs1DcB6+e3H52fSm6wEa4WHUMhDljuUW7i2T3YkpyLPS53KQhCkrQsJJw4CdpQcEbuvlT91m2mxW2Teb3eGrfAhtqekypcoMsstjqVrWohKUj1JOKAyFJ3VnnxkIENMrEhlexS9oGHEnfn83G7HrjFKXK9acs8Fi6XfUcSDClOtMsSZM5LTTrjpAaQlaiApSyQEgHJJGM1gOIWveG2hmoUfXmuNP2Vc19pUVq8XxmCXtjiSVo5qhv2dFYHwA9aA3aiscZ1oFqN8N4aFtSwZRmd6HIDITuLnMzt2beu7OMda+rbJtl5t8e7Wi6onQZjSXo8mNJDrTzahlK0LSSFJI6gg4NAOuDLaht3ZB6Z86gtjXJt0VnuyY+xlCeSlW4N4A8IPrjyzXrkVJbUN7ysg9OYev1V5bGuTborPdRG2MoTyQvdy8AeHPrjyzQDNFFFAFFFFAFFFFAFFFFAFFFFAFFFFAFFc\/dpHilxF4d6q0qiy3aPp7TUlTipl4k2hydFU+lp5QZkFs7mGgEJUVgZwVHICCD83ftNoHFqxaSsMuyStPsxrgi+TUSQou3FmH3hMaN6qCem5WPeWlA8QUAB0HRXLMztC8WtPRNKsXM6emzuJ1vtknT7iITjbNokS58WMpt\/DpMhDbc1twEFsrU2pPTcCm5OD2sNS6la1ZYtXriyLpo7UbthdmxY5jtTUCNHktvBsqVsOyUlKhuI3IUemcADGdq3\/Fi4s\/6FXr\/U3asu2f8AJsT\/ALBv\/wAIqtO1b\/ixcWf9Cr1\/qbtYW0drngg7GtENF\/nl2fohzXbA+TH\/ABWZkLDj2dvRQ5S\/B7xx5UBd9eK6pIxnp5VTFu7XvA26OWdqFf561X3SEjXMHNsfHMs7G7mPHKfCobFeA+I48qLb2vOBt4FiELUM1Q1LpWVrK3b7c+gOWqPu5rpJT4SNp8B8R9BQFuWhnu9riMd07ry2UJ5G\/fysD3d3rjyzVTcRuNtzdvjvDDgtbWtQ6xV4JT+7MKzpzguPrHQqHkEZ8\/Py2mi3+2PYuNdx07ww4PXidpqx3fT8m9yr87BeLxt8VGZCIoKQdyQCnJwSfLHrZ3BnjH2Z9KWTSWnOHMualOt7HM1Rbn3Lc\/zrhEi5577y1JyFDBwlWD8BVOU6lw+ClyjrL5R9fI36Nva9lwVe8SnVfONPRbOo15qC5v72C5Pf+FPBK16AkP6rv1xd1FrS5jdcb3L6rJI6tsg\/g2x5AD0A\/QN+t7HKl3FfceRzpCV8zmbuf7JA34\/F8tuPzc+tVfprtV8GdXL0a3Yr5OeVr2zzr7Yt1ueR3iHD\/DrVlPgKfmqwT6UlobtRcGtWzdMGwTp2eJcebd9PrVCeHf48JptMh1QKRyinokJVgnbkedWKVKFGPBBYIybu8r31V1riWMn8FoksklolyRddFVFpLtU8Gtbr0EjTl8nSDxLjT5enN1ueR3luFt7wVbk+z2704CsZz0r40j2ruC+uPuA+5y+TpH8pyLg5pvdbX0d6TC2d43bk+z28xGN2M56VIVjWdd3tTPaysdg+7vTkZMjSPePuddtgXdJe1+SO8tytvs2U+RRu6kE4qyK51g9pLQHFTtD6Cu+hNd2h+yaw0o8u32x\/TzqbrLcZkSEF1MhSQWWgcjlnG4oWR5Gt\/wBN9ozhPq37jvkG\/uSfu+cmtWDEVwd7VE288DI6bd6fP415\/tGLdd4LYo10+Msuqc4jdkvs88TtWM6x1nwjs91u7zoMqZ4mlOAJOFOhBAcOQB169R16Vl9O9o3hNqtOkVWLUDkka6kzIlixFcHe3YuOekdOm3cPP40ta+0Pwm1W7ol6y3dyYNYXWZb7IsMOJ5siMhQeAGOu3djr87PpVOKqQeMcUQriWRZVns9q0\/aoljsVujwLdAZTHixYzYbaZbSMJQlI6AADyFN1Wlj7RfCjUadNLs9\/dfGr7pLs1oxFcHeZcb8M2OnTb9dfVn7Q\/Cq\/J0+u13514aovMmwWsiM4OfOj55rQ6dCnB61zwS2GDIe0vdlWLgrf7unWNi0oYzkFXyzfLf36DD+\/WBvdYweYDnaBg+JQPpV5aIkGZouwSzcotxL9riud8is8liTlpJ5raMDYhWdwTjoCBXJfHntH8NpHBd26WPiFZLGq7X1Njt91v9oXLt7M2LKbVIDzJSd4SlK\/MYzg+lWpw07XPBbUmidCToGrVXMapvA0db5cO0Psx5l2Zay6G0FI5bR2qKScJxgA1u9mJqk8d\/ki5bLCBfdfKxlJGM9PL41UMHtXcF7i3anYl8nKTetYSNCQyba+N94Z3cxk+HokbFeM+E4868b7VvBeSxEdavc5SZ+s3uH7H+DnhuvTXM3se70SOUv2nu9POtEsFpWyG0LHFgv25DDfdkNLiqVzEoG0AoJPvAeX11oU\/SuoeHMxd94etGZaXFFydYlK8vitg+h\/N\/761+zdqfgvGslvR8ozoiRrD+ThLHcXl8q+Npc3Rd23qkchwc33Tt8+opl7tacE46Vqdv08BGuV8OVf4Nf\/AOXUc3cx7vu+wc9p7vTz6ip6FxKg2s4vNPJ\/W+aK1xawuEm+Ulk1mvrVPkyyNKawsesrd8oWWTu2HY8ysbXWF+qVp8wads7Hd4jiO490zJfXy+ZvzudUd+fzs7semcelc2604+8FGp8nWGkNWzrPqCJrhXDp9SbW\/wAmZfE83MV5IT1SeQ57X3eg6+VO6X7bXA2FGlWbUM6ZZ7zB1m5ombCTCeeHy0t1zchBCeqCtC\/F7o8snoTJVowlHvaD5ap5r1XXzwI6NepGXc3KwejWUvR9H\/bEwfb20prwWrSHE3hfpq5Xq\/2p65abfjW6Ot57ud2gvRS6UoBOxp5TLpPkNuT0Fc+Wbhl2iOHlh4k2zh9pW+xpnBexO6V0VORCUp6bFn3hUuZJg7xh5aIWxCQnOFNgdTgV2PP7YXAq2Iui5moZ6BZtZt6Al4tb52XpZUEsjCeqfArxjw9POvbl2weBdoTe1ztQT0DT2r2NDT8Wx88u8OkhDIwnxJOD4x4frqoXTlexDj9qbVcmxaD1VxdicPLprWwW236iukF1q8twVQ3zcQS+1uDCXlJ2uOI2pUrpnFZOVa+J+g371bHDxJtGjbhxlu7t9udggPu3WTCFqhJiPJKG1LWy4+hQU4hJBUnGfOui7j2tOB1iuuqZlxuc9kab1DA0VcpAgPqxdXlL5ccJCeoG7PMGU+LzGKfvXa34I6fTqZd0v09saR1HE0pdcWx9XJuUnHJbGE+IHI8QyB6mgKB0rovXQ\/8Asz9Y6Sm6Y1E5qSXbr6EW+VbXEXGQtyW6pJMcJ3b1ghWEg5z0yK1GV2Y+NfDLTLfF3T98j23V1+s2ntMIi6D0ybd8nRDcoi3n32ipxT8jl7961JSEpQvIIV4er772s+Cmm06rXdr7OaGir7B03ecW19XJnyykMNjCfGDvT4k5A9TSep+1NwX0zeNTTLzPnIGgJ8XT98kpgvK7pMnrY7uyEhPtA5uSStOQnb186AoLX1u4zcPbnr+12Gbr2RYGr\/pCFctQRoSnrs\/ZhHe78+w621uecDnKCygEpClYArQ+IWpe0+Ztkj6H1RxUb025a5Tmm7lfrZLbnOz++kIEpmHGcU6A1t2JkhsKb3KVgjp2RqTtWcGNJjWhvl8nMjh\/cbbar9ttzy+7yZ5bEZKcJ8YVzUZKcgZ64xRqbtWcGNIjW6r7fJzI4dybXE1Bttry+7u3AsiKE4T7Td3hrJTnbnrjBoCx0NT5FgtybrERLmgRFyUoUW0h0KQVrGRnCVAqx64xWYqq5vHzhjcdQ3\/RLUmXJuuk7tp6DdGDFdbSw\/dHo3ciF7cKBMlknHQZwcdatSgCiiigCiqq7TGsNe6G4T3TUPD5h3vsdC1SZbUPvbkGOlpxSnks5G8hSUDPXaFFWDtxVYay7VFw03wptcnT+p9Mai1bJWH35CULissW5ExLDrzzDhC23skt8r8oF48KFYA6kornvUHHbWVouV01wy9apGirNqtrS71vaiKXKebU0jdMS\/zMZDricI2EFAJzkghvgjxh4h6t1FpS365btLjHEDQv3d25NujrbFqSHYqVQlrUtXPwicxh3CMltzw4IAAvmqa7J\/8AzY3n\/T\/W3\/xJcKuWuS+BHaR4UcOtA3u16pvEuPITxk1PpIhuC66PlOZerhKjtZSkjCmjkq90HoTmgOtKKpSd2wuBVuRcly9Qz0i060Rw\/lYtj52XtRWAwPD1T7NXjHh6edFy7YXAu0pvK52oJ6BYdYM6EnYtj55d5dJCGRhPiSdp8Y8P10BbsBnlS7gvuPI5shK+Zv3c\/wBkgb8fi+W3H5ufWtG4u8cNN8KmGYBYcvOpbgnFtscRQMiQryBV58tvPmsj0OAcGqJ4tdubRmmJupNI8M2HJGpI2pGtOzp8lhwxIUxaUNJUrw+JRUClKRkHYT18jqum9bcKdAydS6m1TqSfd9T26+x9O6hu8uG6pxFykY5cdHTwpPQDHoBVec5zfBS\/u9vDdmrQtqFvTVxec8fZgnzl1fux+L03N0tGi9Sazv7XEXjLNRcr0glcC1t\/0K1JPUJQg5Cl9BlR+A88ZrenG83Fl7u27ay4nnbvdyUeHHrnGc\/m\/XWi3bjzw2sadQKud0lMjS95i2C6ZhunkTpGOS0enXduHUVBfeOPDmwz79IusqU0NHzo9ku7xiufekuWprkMkbeu\/cnqPLH11JTpRpLCP\/kqXd5VvZ8VTJcklySWyWi\/8vmVf2xOEfFviDqfhXrDhNpq03yVoe6S7hJi3KYiO0veGdiTuI3AltWcVq+kuB\/aE4i9ojR\/Gbi9pHRWh4OiWn+VGsD\/ADpE9a0qSErUCRtBV1yfLIAOcjoO+ccuHenBqg3e5SmBo2fBtl5zDcPdpMsoEdB6dd3MR5fGi+8cuHemhqs3m5SmPuKkwId7zDcPdXZpbEZJ6dd3Ob8vnVIVRHjre1WCBpKcjXmnNIlWqYbPyhfbWJ8de5t4chLe1WHXPdSvHhPXNde1whx746aT02pqKzrO02C4aR1TaGbsu9WBy4No73GW60y2ztO51bSwpKh7gClehrovVPa14J6N+7j5fv09j+Tr5J+6DbbX193+UuT3TbhPtN3eWc7c7dxzjBoC5KTvDPeLTMY7n3vmMLTyN+zm5SfDu9M+WaqLVHa+4G6O+7j5f1BPY\/k6btLuoNtsfX3ZNy5PdNuE+03d5aztzt3HOMGk9e9rjgZpu18Qol8us5w6Bt1ulX9gW98ctq4pa7qEqCTu394aztzt3dfI0BeiRhIGMdPKvapTUXbA4GaSGs03u\/z2Dw\/tltu1+CbY+vu8acGzGUnCfGVc1GQnJGeuMV96g7XvA7TCtXovN\/ntHQtmt9+ve22Pq5EKaEd3WnCfGVcxOUpyRnrQFicSpRgcOdVThd4VqMeyTne\/zY\/PjxNrCzznW8HmIRjcpODkAj1rnXgPcTduEOmLirUtp1AX4e75StMPusST41Dc01gbE9MYx5gmtz4ldqjhLC0vxDs7GpnIdz0xpBq\/THZVmekMRY05rEV5be3DySpaCpsZOMgiqP4R9oLh7B4WNqvOsbfdJGmdNtX68TbPanI8NMNxxSUutthPhGRtKR1yk0BWcDs4dr3QuveJN54T8SuH1os\/EDUcy9KVMYkPzI6HXFlGBydgWEq8skZ9au\/s2cArb2etAK0s1eXb1drlLcuV5ujqNhly3PeUE5O1I8gCSfMk5NZi48deHVqVeEzrlKbNg08xqmf95uextr34N7y6g\/Dzr6ncceHltVdEzLjKbNm0y1q+b95ueytTmdj\/AJeRwennQG6xW9j0pXduVvdCt27PM8CRu+ryxj6qx7ttutkuZ1LoqYmDcvN5o\/gJY9UrT8fr\/wDrWpHjXw9tsi8iTJlMGBpxGtZKu6uKzaFI6Svd6DwKG3z8P10xI44cPYqpKH7jKSYek\/u3e+83PDZsLPePLy9mvp59KlpVp0ZcUP8AD6MhrUIXEeGa9U909GXzoDifataBVtktG3XyMn75gOnCs+qkH8ZPrmtnZZ23iVI7js3x2Ud4355mFOeDb6bc5z67vqrkjUHFbhjNcEo3qfBuNv0mddMzGIjqXWbQnmHvOcdU+yc8Pn0rYtJ9svhvYnH0cTLg5EnHSH3WtXFqK6pM6zNc5Qe5YTkK8DuEjqogjGcZmnTp1lx0eT1j6brpmuuZBCrUoS7uvzWkv3bPrk+mR1HX5ucauEnFe28c9ZN6Y0PfZ2nND3J7i\/Y3IsN1bNwujxt7ZgslIwp0cqcooGVe1PSuux2vuBpcaaGoJ+57RDnERH+DH+tjb5u5\/wB33vYuez97p5daI\/a+4GynILTOoJ5VcdGPa\/jj5MfG6ytb973u9FDlL8HvdPKqhdOM5tl468P9J6HRqNriTaImodH3nWDrmkbe8uSNcz5KpCGpqW21LSA26EbFhKSSrJ6EVuusdL9pHiLoviY\/xJn61RLt3CizFrTtvjn5PuV8lW99E5ISlsl5aHAn2basJUoZB8NdFp7W3A28TtNCHdZ8hV20tK15CWbe+jbZ2W3Q5IIKfe8Kk8s4V1zinrT2uuCF6XYW7ff57itSaVk6zt2bY+nm2qPu5rpynwkbT4D4j6CgOPeJsDjPqXWTOntQxOJj0m1620o5abPCs7ztiFgaQwpT61pb2pdS9lSyVb0qSQRtyRc\/a94T8QOKHaB4Ux9Gadskxhi1XhEubqGwuXO1RQos45qApKQ5gEoClDO0jBq3bJ2teCeoV6bbtd+nuHVmm5erLVm2vp5ttjZ5zpynwkbT4ThR9BSsbtVcFdXs6RYs9wnT1aztL2qLOgwX2ubAhuAvPElPhKNpVsVgqxgedAUTZOAvFDhXc1cIrNr3Wc7SeiOFsqdGTBhcm33e9PzLgsslvasYSHUBLCVk7EtA5A64TT9642xtU6VsmsZvFmwNsaa0onSkXS9l3RZMhSR8oi4JW3ykFK8pWl1SNrYynr59Q6a7VnBjVq9HN2O+Tnla8s06\/WPdbnkc+HE\/DrVlPgKfmqwT6V7pftU8GtYr0QiwXuc+eIltn3awbrc8jvEaHjvClZT7MpyMBWCfSgOduzfe+07de0FIa4h3O+txRJviL5bJ0ecYhjh4iEWVKjpitYSEbC28orSVFQyOnblra5Ntis917tsZQnk793LwB4c+uPLNVVpftUcGtcDQrWnb1OkniVDuEzTqVW55vvTUPb3gq3J9njenAVjOelWJoi9WzUmjLDqKyIUi3XW2RZsRKs5DLrSVozkA+6oeYBoDN0UUUAUUUUAUUUUAUUUUAUUUUAUUUUBWPFHgLp\/ijfrbqCXqG92iREQqNLFtkBtM6Ipt5BZWCDg+3XhacKAUoA9chh7s78Fnr7ZNSJ4c2Fq4WEuKjPNW9lK1qW3y9zitu5agOoUTkK65zW73O\/2OyvQ493vEOE7cHu7xESH0tqfdwTsQCfEcAnA+FTm4QBNFtM6OJikcwRy6nmFHztuc4+ugKqY7MPDtFpes8yfqCa2iNFh2p1+4e1srMaQmTHENaUgtlt5tpYUdyjykAkhOK3rQ2hrXoK1ybdb5k6a9PmO3CdNnOhyRLkuYCnHFAAZ2pQkAAAJSkAdKzbVxt74fLE6O4Iqil8pdSeUQMkKwfCcfGvuNJjTGESYkht9lwZQ42sKSofEEdDQFX9q3\/Fi4s\/6FXr\/U3asu2AfJsToPwDf\/AIRVadq3\/Fi4s\/6FXr\/U3ae4g8Y9NcLdP29uUh2532ey23bLLD8cqY4UgABIyUpz5qPQfWelcVKkaUXObwRYtbWte1VQoRcpPJL6y3eS1Nr1jrPTGgLDI1Lqy6sW+3xh4nHD1UfRKR5qUcdAOtUjHseu+05I+U9XsT9K8NELC4ll3Fubekg5SuQR7jfkdgz1+OAqsvo3g7qXXt+h8UOP6mpVyjnm2nTbat0K1JJyNyeocd6AknIyB54GLxIGwpA6YxgVU4J3fOosIbavx6dPPY2ncUOw1wWjU6+s84w6U93+PT7vvGL0pZ7dYNN22zWuzt2uLDjIaaht4IYAHu5Hn9Z9T1rK4HwFKWZrkWmGyIqo2xhCeSte5TeAPCT6kfGnKupJLBHnpSc25SeLZ5gfAUjbo4ZmXJwQSxzZKV8wr3c72SBvA\/F8tuPzc+tP0hbmeVMuS+5rZ5slKt6l7g97JA3gfijptx8Uk+tfT4PYHwowPh5V7RQFF367qj9sLTllGs9ExEydJqd+Q5UALvsza5K9rGf\/AMmynHiT64VV54HwFUdfropntf6dtQ1XoKMmRpRThtEyIFahlYcle1iu58DCceIY64XV5UB5gfAUhcY6XZlsX3Av8mUpYcC9vI9k4N5H43ntx+dn0rIVj7kzzZlsX3Jb\/KkqXvSvaGfZODeR+MOu3HxUD6UA\/gfAUYHwFe0UBUfatuBtPAbUdxRqTS+nzHdt6hc9TRRJtkX7+YG59r8cdcAfOKasLRT3edG2GSZsCaXbZFc7zAb5cZ\/LSTzGU\/itq80j0BAqv+1VOVbOBOo56b9pKyFl23q+UNWMc+0x\/v5gbpDeRuT1wB84pqwdGPGRo+xPmZb5ZctkVfeLcjZFey0k72U\/itnzSPRJFAZjA+ArxaQUKG3PQ9PjX1XysZQoYz0PT40AnZGBHs0GOIRicuO2nu5XvLWEjw7vXHlmncD4CkrIz3ezQWBEXF5cdtPIWveprCR4Sr1I8s09QHmB8BWnXfh9ZdV2sNzbe5bJsaXIeiS2XMvsLLylBxKvgo+Lb6Zx6ZrcqQsrPIiOI7kuLmTIXsWveTl1R35+Cs7gPQHFd06k6UlODwaI6tKFeDp1FimaRZtb3nSdxRpbiaG0FxWyDeUDDEv4BfzF\/p6f95sQFKgFJwQeoI9aTvNlteoLc9abzCalRX07VtuJyPqI+BHmCOoqvA9qXhAtDclUq+aPzgOAb5VtT8D89sfH0H6Bm5wU73nTXDPbR+Gz6eWxR7ypYcqrcqfvax\/Nuuua13LCZYCb1KkdxKd8dlPeN+Q5hTnh2+m3Oc+u76qewPgKw9lnW68THb1atr8aVFY2TEO7kOgKc8IT6FOev\/WHwrM1RacXg8zRjJSWMXijzA+ApB6OFXyLI7gV7Iz6O878BvKmzs2+u7Gc+mz66yFIPM7r5FkdyWrZGfR3gLwlvKmzsKfUqxnPptPxr4fR7A+FGB8K9ooBG7sB+M2juRk4ksL2Be3G1xJ35\/Nxux64xT1I3dkPxm0GIuTiSwrYle0jDiTuz8E43Y9cYp6gCiiigNK4t8LLTxc0i\/pi5XOfbHsOLiT4Lm16M6ppbZUAeiklLikqSRggkdPOtbl9l7g3d9IOaT1LpSJfFyFqdkXW4x2Xrg64p7nLVz1IykFZJ2pwnBIA61Z11u1rsVukXe9XCPBgxGy6\/JkOBttpA81KUegFfKr1Z0Ro8xd1hpYmFIjuqfSEPFXuhBzhWfTFAaGjgFoRnUvy7H7+zA743cjYWnUptZmNshlD\/JCehDYSAkK2ZSDtyM1Pw14H6O4WSUSNPyrtJTDtrdktbU+WX0Wu2oVuREj5AKWwQn3ipWG0AnCRW9mbCEsQDLZEpSOYGOYOYU\/O2+ePrr1iZElLdajSmXVsK2OpQsKLavgoDyP1GgJqprsoAHhjeen\/APP+tv8A4kuFXLXPvAPW+l+H3BPUGpNW3ZmBBj6+1tlSz4nFfdHcMIQnzUo+gHWvkpKC4pPBElKlOvNU6Sbk+SS5tvoX3Mlw7fFenTpDUePHQXXXXVBKEJAyVEnoAB61Qd117rftA3Z\/SPB2VIsej2FFm7auU2UrkY6KahDzJ9OZ0x1IxgboYmndd9puQi767jTdL8OEOB2FYgsty7uAcpckke635EJ\/RjyCqv61Wm2WK2xrPZoDEKFEbS0xHYQEIbQBgAAeVUsZ3mX2YeTl6L4vob\/Db9g+1hUuduThT8dJzW3OMdeJ8lq3C\/htpfhfZ5WnNLWQwo4fStchxzmOzV8tGXlq885yMfUcYzitzwPgKRt7PKl3Jfc1s82SlW9S9we9kgbgPxR024\/NJ9afq5CEYRUYrBIwa9epc1JVq0nKT5tvm2eYHwFIvRwq9xZHcSrZGeR3jfgIyps7NvruxnPpt+un6QeZCr3FkdzWrZGeR3gLwlGVN+Ap9SrGc+m0\/GuiIewPgKMD4V7RQFFdra7KsumtES06y0TpkuazhMmXqyCJcV3dHk+waR6SF48CvTCqvTA+Aqje1ldFWnTmiZKdVaC0+V6yhtd61lEEiI5ujyfYspz0kq\/EV6YVV50B5gfAUle2EyLPNYMIy+ZHWnkBewu5SfDu9M+WaepK9tc+zzWO6LlcxhaeQhexTmUnwhXoT5ZoBtKQEgbcdB0r3A+AoT0SBjHTyr2gNd4jP904e6oli4223lmzTXO+XJrmxI+1hZ5j6Pxmk4ypPqkEVp3ZdnG6cAdGTlag03fC7AVmfp2N3e3PYdWPYt+gGNp+KkqPrW5cRXzF4fankifa4Jas01zvV1b5kJjDCzzJCfxmk+ax6pBrT+zBNNw4B6MmKvml7uXICvv3TDHJtjuHVj2CMnAGNquvVSVH1oC0MD4CjA+Ar2igEbewGpVwX3Is82QFbyvdzvZoG4D08tuPzc+tO4HwpK3shqTcF90WzzZIVvUvcHfZoG4D0HTbj80n1p6gPMD4Vgbxpiz6kkXCBe7Ih+LJisIU6tWQspU4QEjzSpOc7gfxvqrP0gyztvUp\/ua074zKeeV5SvCnPCE+hTnOfXcPhXUZODUovBo5nCM4uMlimV6ibqPhG8iLd1P3nSHRDUwDfJt49EuD8ZA+Pw\/VVkW64QLtDauNtlNSYzydzbragUqH6ancbQ6hTTqErQsEKSoZBHwIqtrhpK\/8O5T2oOHKDJtri+bNsCj4D8VsH8VX5vr\/AFAVdxp3vtYRqb5KXjs+uT1wzM7hqdn844ypbZyj4brpmtMcjfZzAcl29fcy9yn1K3heOT7NY3Eevntx+dn0p3A+ArV7Dqyya2at9xtDbjqo8g89pauW7CXy1g8xH9e34dc+lbTVOcJUpOE1g0aFOpCtFTpvFPU8wPgKRvDAfito7kZOJLCtgXt24dSd+fzcbseuMU\/SN4Z50VtHc1ycSWFbEr2kYdSd2fgnG4j1xiuDsdwPgKMD4V7RQHw4kFtQ2bvCRjyz9VL2lrkWuIyIpjcthCeSVbi3hI8OfXHlmmXRltY27spPT40taW+Ta4jXdlR9jCE8lStxbwkeEn1x5ZoBuiiigCiiigCiiigCiiigCiiigCiiigORe2QbFF4gaVuk5qHKnMxH0M26+W1b9uuLfIlEssPNnmNSCoJT4Rk72lDO2sKh3RmsuKbqdPsN6R1NaL23cXJt0Ut29XK5\/JiWU26KvbubgpC0tKK1eNSHdqevMPZz8SLKWy5JjNOqjOc1krQFFteCncnPkcKUMj0JqagOBZdutknT+lJOjrPKTZ4FksLPFViNDcSp1CbxDXJTLCU7nXUtpnqeB3LLKnM5Srr032b40Jq3a4l6dQlvSs7WEqTpttpnlR0wjFipc5CcABoykylDaMHcSPOreCUjOEgZ6np50ABIAAAA8gKAq\/tScgdm7ieZe7uw0ndDJCB4yx3ZfNCfztm7bnpnGaV4QcD4mjXDrfUt3VqLWV0aSqVdpTe4spI\/BMJPRtA8ugBI6dBgCbtW\/wCLFxZ\/0KvX+pu1Zds\/5Nif9g3\/AOEVFKjCc1OXNrL18epco39e3oTt6TwjP2sM2tm8+HXDJvMk5cn6Sn7P\/jXim5JSfvgHp8z\/AI1PXivdPTPSpSmY6zR5DNphsgKj7GEJ5Lg3KbwB4Sc9SPjTnLk\/SU\/Z\/wDGobO3ybVDaEd1jYwgcp1W5aOnuk+pHxpygIeXJ+kp+z\/40jbo0huXcl7Fs82SlW9Q3B72SBuSM+EdNuPikn1rKUhb2uXLuS+6utcySlW9a8h32SBuSPQdMY+KSfWgGeXJ+kp+z\/40cuT9JT9n\/wAamooCi75Oks9rjT9s+6jh0xz9Kqc+TpsYK1LIw5K8cRe7wx048Yx1wvrV3cuT9JT9n\/xqlr7NW32utPQReOGzKXtKqWYU9IOqH8OSvFDO\/IjD8fwHPj6\/C76Ah5cn6Sn7P\/jSFyiyXJlsXsW9ypKlb0eEM+ycG5Qz4h124+KgfSsrSFxaDku2r7q87y5Klb0L2hr2Tg3KHqOuMfFQPpQDPLk\/SU\/Z\/wDGjlyfpKfs\/wDjU1FAVH2pZMm3cDdQzfl7Rls5LtvV3zWDAXZ2Pv5gbpKdwyn0Az7xT5+Vb9o4yX9I2N\/5StcnmW2MvnWxnbDcy0k7mBno0fNI+aRWi9qaSqHwL1FKTcdEwC27b1CTrQA2Rr7+Y8UoFScp+A3Dx7PPyNgaNcLukLG6X7Y+V22Mrm2sYhLy0nxRxk+yPmjqfDigMly5P0lP2f8AxrxbckoUO8A9D02f8anr5X1QoYJ6HoKAx1kjSGLPBZCVRuXHbTyXBvU3hI8JVnqR5Zp3lyfpKfs\/+NQWVvk2eC0IzsfZHbTyXV7lt4SPCo+pHkTTtAQ8uT9JT9n\/AMaQssWQxEcQELjZkyFbHPETl1R3Zz5KzuA9AQKytIWZoMxHECK7HzJkK2Or3E5dUd2fgrOQPQECgGeXJ+kp+z\/414pl9aShb6FJUMEFvII\/XU9FAVVP0dqXQ97n6g4cRd8ZxCHpdrVgMySSrdyR+ItOM48juwPhW4aQ1jbtZwTJts3lyGjtkw3m9r0dfqlSc\/3+RrLstYvMp7uzqd0dlPOK8oXhTnhA9CM5J9dw+Fazq\/h4LrORqfS00WfUUceCUgezkD5jyfJQ+vGavKtC6XBcPCWkvlLddc11M10Klm+O2WMdYfOOz6ZPobdy5P0lP2f\/ABpB6LIVfIr+xatkZ9PPHRCMqb8JTnqTjIPptPxrX9I8Q\/lGerS2rIXyPqJgeKOs+ykj57KvJQPw8\/09a2Z5oG9xXu6uq2xn084LwhGVN+Ep9ScZB9Np+NVq1GdCXDNf56rdFyhXp3EOOm\/VPZrRjPLk\/SU\/Z\/8AGjlyfpKfs\/8AjU1FRExjbpHedYaSttcoCSwrY34CMOJO7PwTjJHqARWSpK7Nc2M2kxnX8SGFbW1bSMOJO7PwHmR6gEU7QBRRRQFC9tRi0P8ABOb8szJMRplxx5qQIIlxEPJjPbBKQSMNKJ2hf4rhbV0xmqEvty4e6m0pZtGX\/S2n7PcLtaL5b410mtvqsFtguSghVxhMLSV96eUkKaSgpCA2o70p27+8JUWNOjOwpsdt+O+hTTrTiQpDiFDBSoHoQQcEGpEpShIQhISlIwAB0AoDjB22Fd1kWuwSHp3FBGs4Mmy3aQwVTJNnRCbCX1OlP9GUyHArqEb1EYycVnOyfb4g1PoqVpiFKhKg8L24OvW3o623l6jMiKpPfFKALktKk3LepRKvaZzhQz1ntTu3YGcYz64oAAzgAZ6mgPa5R7NnBKz6r+U+Imrbm9d2bfrPVKLXaJCcw4UpN7mCU8G84WVSOcpG7OElGeoGOrqprsn\/APNjef8AT\/W3\/wASXCoqlGFVrj54eRctb+vZRmqDwclg3rhqk81jrhmuWRb4akAACQkAf\/o\/+NHLk\/SU\/Z\/8amoqUpmLt8aQ3LuS9i2eZJSreobg77JA3JGfCOm3HxST609y5P0lP2f\/ABpe3tcuXcV91da5khKt615DvskDckeg6Yx8Uk+tPUBDy5P0lP2f\/GkXo0g3uK\/sWrbGeTzwMIRlTfhKc9ScZB9Np+NZSkXms3uK93V1W2M8nnBfgRlTfhKfUnGQfTafjQDHLk\/SU\/Z\/8aOXJ+kp+z\/41NRQFFdqydJtentFSPun4dWffrGG13jW8YOQ1ZjyfZsJKh99K\/yZ648XSrv5cn6Sn7P\/AI1SvaumLg6d0U8i8cNraVaxho52vEhUIgx5PgYBWnMs\/wCT8\/x+nwvCgIeXJ+kp+z\/40leo0l+zzWcKk72Fp5LY2qcyk+EKz0J8s1k6SvTfOtE1ruzsjewtPKaXtW5lJ8KT6E\/GgJktyQkDvAHTy2f8a95cn6Sn7P8A41KnokdMdK9oDWeISpMbQOpZHypZ4nKs8xfeLuzugNYZWd8kZ6sjzWPmhVah2ZZEmfwH0dK+XNI3HfBP3zpRgItS8OrHsBuPQYwrqcrCjW68Q3SxoDUzwk2eOW7PNUHryM29vDCzulDIywPNfUeEK61p\/ZjkKlcBtGvqn6PmlUE+30gALQrDqx974UroMYV4j4wugLK5cn6Sn7P\/AI0cuT9JT9n\/AMamooDGW+NIbk3BW1TXMkBW5QyHfZoG5Iz0HTGPikn1p3lyfpKfs\/8AjUEBrlybgruzrXMkBW5ashz2aBuSPQdMY+IJ9adoCHlyfpKfs\/8AjSLMaQm9yn9i074zKeeRlC8Kc8ITnoRnJPruHwrKUiy1i9Snu6up3R2U84ryheFOeEJ9CM5J9dw+FAMcuT9JT9n\/AMaOXJ+kp+z\/AONTUUBXusuHsyReomq9IPiBf0LIU+lISy6kIUcPJ\/GBxtyOvi9cU1o7X7t6lL07qRoWbUUbo7CdSNro+e0rOFp\/R\/xra5ze+XAV3Z1zlvqVuQvAb9msblD1HXGPiRWK1joezazhJZnoUxLYO+LNZO1+Ov0KVDrj4jyNXadeFWKpXGSyeq9V000M+pbToyda1zecdJej666mc5cn6Sn7P\/jSN4jSHoradqpGJLCtjY2kYdSd2c+ScZI9QMVplp1te9G3FjS3Ewp2unlwb2hOGJPwS78xf93\/AH1vF1QmRDa2x3JKTIYWA0vaejiTuz6geZHqAahr286DWPNPJrJ+H1itSxb3MLhPh5NZp5rx+sHoM8uT9JT9n\/xo5cn6Sn7P\/jU1FQFgXcakltY54VlJ6BHn\/fXxam+VbIjXd1sbGEJ5S1blIwkeEn1I8s0y4MtrG0nKT0HmaXtTfKtkRvkOM7WUDluK3KR4R4SfUj40A1RRRQBRRRQBRRRQBRRRQBRRRQBRRRQBUUt\/usV6Vy1ucltTmxAypWBnA+upahlsGVFejJecZLzamw42cLRkY3JPoR5igOdNF9q+96j0xdtTyNF2uS0q7QrNZmLbem3HVTpbsdlmLLSoBTKwuRlawkpSG3ARlI3W7ww4gydeRb9GulnTa7xpe8u2O6Rm3+c0l9LLL6VNuFKSpCmpDSgSAfER6VSdv7HmoZt0u+o9W8S4r2oW5MWTY7vBsqWXu8RXoshiVOBdUJS+ZESlSBsSUrewUlzwXfwz0JN0Pb7u7er2zd73qK7O3q6zGIndWVyFtttBLTRWsoQlplpAClqPhySc0BrnarSpzsy8V20JKlr0ZeUpSBkkmG6AAPU5r5t3ac7OrdvjNr446HSpLKAQb5HyDtHT363nWOs9I6Fsyr1rS9xLZb1OJY5kk9HHFeTaUjJWo9fCAScHpTVkuGnNSWiHf9PyoFxts9lL8WXFUhxp5tQyFJUOhBoDRP5z3Zz\/AM+ehv7djfx14rtPdnPaf\/xy0N5f\/wBdjfx1ZPdIv0Zr9gVi73fdJ6bXAav1wt8Fy6zGrfCQ8UpVIkuHCG0DzUo4PQfAnyFAaBaO032cmrVEa\/lr0WztZQOW7f4ylo6eSjv6kfGm\/wCc92c\/8+ehv7djfx1sKOIvDJet1cN06osp1OlO42vmo5+QgOFIHqvlkL2e9s8WMda2fukX6M1+wKArf+c92c\/8+ehv7djfx0jb+012ckS7ir+WrRjfMkJVuc1BGKXPZIG5A39B0xj4gn1rddb630Bw4tjV41vebfaIr7vIZU8nKnnNpVsQhIKlnalSiEg4CST0BrGSeL\/BuHIsMaTrrTqHNTtNPWjMlsiW26oJaWkjptWshCSSApR2jJ6UBi\/5z3Zz\/wA+ehv7djfx0fznuzn\/AJ89Df27G\/jqyO6RfozX7ArHaivGl9I2SXqTU82BbLXAb5smXJKUNtJzjJJ+JIAHmSQB1NAc6XTjfwqk9o20a1h8UuCS9LRNPmHLuUu4NrviJJXIKW4zwd2IZwtG5JSSdyuvli1P5z3Zz\/z56G\/t2N\/HTrvGvgoxpRrW72urCiyvSjBTKLg\/pKQSpkoxvDiUgqUggFIBJAAJrdLe7ZbtAjXW1OQpkKY0h+PIjlDjTzSgClaFJyFJIIII6EGgK+\/nPdnP\/Pnob+3Y38dI3HtNdnJyXbVfy1aNd5clStzeoIwS37JY3LG\/qOuMfEg+lWt3SL9Ga\/YFaxcOIfDO1fdCbjqazRxpTk\/LZccSBALqQppLh9FKBSQnzO5PTqMga9\/Oe7Of+fPQ39uxv46P5z3Zz\/z56G\/t2N\/HW5aV1Fo\/XFkY1JpG5W67WySVpbkxSlaCpCilaT8FJUkpUk4IIIIBFZbukX6M1+wKA514\/ceeDur+FF409onixwhu17lOwjFialujUi2LKJbK1GQ226lSkpQlSgAR4gnz8q3DTXaT4AQNO2qDc+NnDhmZGhMNSG4F5jojIcS2ApLKSslLYIISCcgYraIXFjhNcdYy+H8HVNre1BAU4iTBSk7mVNp3LClbdoKU9T16U5oniDw14jtzHNC6ls97FvWluT3RaVloqBKCR57VAEpV7qgDgnFAa7\/Oe7Of+fPQ39uxv468X2nuzmUq\/wDxy0Oeh8r7G\/jqye6RfozX7ArVdRcSeF+ktSW7SGpNT2e33m6lsRITygHF8xZQ2SAPAFrBSkqwFKBSMnpQGq2btNdnJm0Qmhxr0Yxsjtp5T1\/jKWjCR4VHf1I9TTn857s5\/wCfPQ39uxv462Cz8RuGOoNWTtC2XVFlmX+2hapNvadQXkBCkpcwPxtilJC8Z2lSQrBIraO6RfozX7AoCt\/5z3Zz\/wA+ehv7djfx0jZu012cmoi0\/wAtWjGMyX1bXtQRlKOXVHcDv8jnIHoCBWza+4p8K+FyoqNf6kt1lM1K1x+8Nq8YTjcRtSfLI86Xi8ZeDE2fYbZG1zYFytTxmJdpa5qQZbTwJZUnI6czB2A4K8HaDigMf\/Oe7Of+fPQ39uxv46P5z3Zz\/wA+ehv7djfx1ZHdIv0Zr9gVidVai0doeyvaj1fc7baLawpCFyZakoRvWoJQgZ95SlEJSkZKiQACTQGgM9prs5C8Snf5atGJ3R2U806gjctWFOeEDf0Iz1PrkfCnf5z3Zz\/z56G\/t2N\/HT9y40cFLPYbVqe56+05HtN739wmLkI5TwQcOKz+KlB6LUrAQeiiK3hEeE4hLjbDCkqAKVBIIIPqKAprV3Gvssazgd0unG3RCHmzujSmr9GS9HX6KQrf0\/R5GsLo7tIcOIl7+StQcU9NX1i3RXOXfIF2ZdaQwpSfFKSlR2EFKRvPTr59Savqcuz2uFIuVyVDiRIjS35Eh8pbbabSCVLWo9EpABJJ6ACtJt\/GvgneNJy9c2\/XFhkWOA8iPIlpWMNurxy0bSN25YUkoAGVBQKc5FWady1B0qi4o6dHun+qyZUq2qlUVak+GWuzWzWvR5oT\/nPdnP8Az56G\/t2N\/HR\/Oe7Of+fPQ39uxv463fTt40tq6yRNR6YnW+6WucjmRpcUpcbcTnBwR6gggjzBBB6imLnIslmt8i63ZyHEhxG1PPvvbUIbQkZKlE9AAKrFsr7+cLwF1FKg2Oy8W9J3SfNnRmY0SFe2FPOul1O0JSFZV1x0HmOlWhWlX7itwn0nb7NeNQavstui35pMi2PPOBIkNFKVc1PTIbAWglZwlO4ZIyKcd4p8OWdZR+HzutLSnUctCXGbd3lPOWFIK0gDy3FCVLCc7ikFQBAzQG00UUUAUUUUBRq+0PdTxvufDVnT9pFqsjTq7g49dEtXFDaEtKMpLCwAtnDp8iVK2qI90isnwn49yeIt8s1ou+j3LGNWaXGstPEyg8t+2cxlBD4CQGnkiVGUUAqHtcZyk1gNadmm9694txdVal1pEnaWjOqmNQ37buuMZRU2TFZlczwR1FCifBuAUtGcKyNh4P8AAifwzuFql3vWx1EjS2m0aQ03m3iM7FtaVtqIkLC1B99QYjJU4kNpIZB2AqJoC3a5i7PHHLg3ofRd\/wBN6y4paXsl1j681k47Cn3Rlh9CXNQT3GyULUCApCkqBx1CgR510ndLrbbHbZN4vM+PBgwmlPyJMhwNttNpGVKUo9AAPU1hdG6x0JxCtjl60XeLdd4iHlMuuR8EtujCilaSApKsKCsKAJCgfIg0Bqv857s5\/wCfPQ39uxv46P5z3Zz\/AM+ehv7djfx1ZHdIv0Zr9gUjfbnpvTFnmag1DKg262wGVyJMqSUobabQkqUpRPkAATQFcW\/tNdnJEu4q\/lq0Y3zJCVbnNQRilz2SBuQN\/QdMY+IJ9ad\/nPdnP\/Pnob+3Y38dZzUXE7hVpKVaIWptWWS2P34JVbkSXUoL6VKSlKhnySVLQkKVgblJGckCts7pF+jNfsCgK3\/nPdnP\/Pnob+3Y38dIu9prs5G8xnv5atGK2xnk80agjctOVN+Ejf1JxkH02n41ZN6n6d03aJl\/1BKgW6229lciXLlKQ20w0kZUtaldEgD1Naczxw4JSNLO60b1xZPkdiYLc5IV4VIlEbgyWyN+8pIUE7clPi8utAK\/znuzn\/nz0N\/bsb+Oj+c92c\/8+ehv7djfx1vtnm6f1Daod9sMmBcbbcGESYkuKpDrL7SxlK0LTkKSQQQR0ppcaE2krWwwlKRkkpAAHxoDmPtB8buFWs7RpWHoPijwTu8uDqaNOlo1XcW5MViKhh8LdbS26kh8FaQhRyBuOR8LV\/nPdnP\/AD56G\/t2N\/HT1n408E7\/AG+8Xa0a+05Jh2FnvFxfTIQER2SSA8ScZbJSQlYylRBAJrYdI6n0Xryyo1Fo66W67W5xxbIfjYUEuIVtWhQ80rSRgpUAQfMUBqH857s5\/wCfPQ39uxv46TvPaa7OT1pmNfy16Lf3sLTymb\/GStfhPRJ39CfQ1andIv0Zr9gViZ2odIWzUFu0rPuNvYu92ZfkQoS9odfaZCS6tKfmp3JyfLqKA0xPae7Oe0f\/AI5aGHT1vsb+Ovf5z3Zz\/wA+ehv7djfx1sOjeInDLiFInxdE6ns16etakpltxHErU0FFQSoj1QooWErGUkpVgnBrZ+6RfozX7AoCn9Y9pDgJdNIXy2WfjTw0kT5dtksRWbleWHIjjymlJQl9CVgqaKiAoAglJIrW+BHH3gzpPhFpjTuseLfCW1XmFD2S4en7qyxb2VFaiEtIW4pQ8JG7JOVFR9atTVHFThVovUsLR2qNTWyBeri207GhOIJdcQ44pttWEpOApaFJBOMlJ+FMW\/iNwxuuspXD23aossjUkNK1PW1DiS8nZtKwB6lIWgqAyU7k5AyKA1\/+c92c\/wDPnob+3Y38dH857s5\/589Df27G\/jqyO6RfozX7ArX9ba10Dw4tKL3ri9W2zw3XhHaXIxl50pUrY2kAqWrahasJBO1Kj5AmgNLgdprs5Ikz1fy16Mb3yArcu\/xiHPZoG5I39B0xj4gn1pz+c92c\/wDPnob+3Y38dZaXxa4PwbhZLXK1tp9uTqRlmRakF9GJTTxAZWlQ6YcJAQSRvPROT0rcu6RfozX7AoCt\/wCc92c\/8+ehv7djfx0kz2muzkLzKe\/lq0YndHZTzTqCMW1YU54Ujf0Iz1PruHwrfNX6o0boKxu6l1hPiWy2MKQhyS82SlKlHCR4QT1NafG7Q\/Z\/l6ed1VH4i2BVqZnG2OSMkBMoNh1TW0p3ZS2pK1dMBJycDrQHv857s5\/589Df27G\/jo\/nPdnP\/Pnob+3Y38dWFCVablDYuFvMSVFktpeYfZ2rbdbUMpUlQ6EEEEEdCKkeat8dpb77UdtptJWta0pCUpAySSfIAUBVs7tN9nJcqAr+WvRbmx9R3Iv8YJb9msZUN\/UdcY+JFOfznuzn\/nz0N\/bsb+Onrbxp4J3jT1z1Xatfacl2izqbTNlsyEKQ0XPwXl7wc\/EIyF\/i7q2bTF+0lrSyR9R6UuFvutslbuVJjFK0KKVFKk\/UpKgUlJ6ggggEUBX927RHZgvsB213fjNoGVFfG1bbl7jEH\/8Ab6H660G3cduFukrlG07ZOMGnNXWCVJbMWLEvjDtwhrSsKCUpSrc6jp5AeVdJd0i\/Rmv2BWoW7inwkvOqLroq26xsEm9WVLqrhDQ8gqYDWObuPkS2VJCwCSgkBWDVmhcuknCS4oPNfNbPqVLi1VZqpB8M1k1+j3XTywZhv5zvZ2T4XeNui2ljopt29MIWk+oUkqyCPUHrR\/Oe7Of+fPQ39uxv462PROvuHHEePKk6F1Dab03BcDUgxVBRaKhlJIxnaodUq8lDqCRWy90iDqYzP7Aqs+haWOHMrVztPdnMtqH8uOhzlJ6C+xsn\/wDbrftNzYFy09bLha3g7DkxGXo6w6HAptSAUneOisgjqPOsHK4i8MYViuup5WqLK3abJMVbp8suJ5bEoFILJPq5uWhISMkqUAMnpSVx45cHrLp216qufEWxRLPeFLRBluSkpbd5f4T\/AKoR+OTgI\/GxQ+m90V8tuIdQl1paVoWApKknIIPkQa+qAKKKKAKKKKAKKKKAKKKKAKKKKAKKKKAKKKKArDjHbNQpv2gtZ2bTs2\/RdMXl+VPt8INmQpt2G8yl1tK1JCihbiTjI6En0p\/gTpa7aQ4bxLbe7eq3y5U643NUBTiVmEmVMekIYyklOUJdSk4JGQcdKsCigCqr43cOjrC5aAv9r0xFn3XT2r7ZNVMLbfPiQkOKL6krVghOMZSk5PwNWpRQHMMLhnr5zXVv0zN0jM7vbeLE7Xx1JzGhGVb3WJJabSd3ML3t0RigoA2JUc4xnp6iigKl4\/P6\/jt6dVw50S9c7kuS+09eo8ViVIskdbWHHGGXnmkrdcHs0kqKU5KlJWBsVSV34K6tiad1doDS\/DzUT1s4gaYsdmtU2c\/G59kcjPyOeqYoOeEpLwkpLYUCoqAAIArseigCtX4kPTY2lXZsDRH3WvRJMaSLWl1DbjgQ8hW9oueAuN45iUkpBUgDcPOtoooDkTQ2heJ2jNXW7iZK0Tqy\/wBqjX+\/vJhzzEVfHWp0SGlqU+lK0NEpcjvNDBBDTqcjoavrs\/aJuvDngro7RN9ZQzcLTammZLDbnMRHcOVFlKvxko3bAfgkVYNFAY+\/s3qRY7hH05MjxLq5GcRCfkNlxpp8pIQtaR1UArBI9cVyRb+BPGjSU29y5NgtV1hxL7pfUDyLa8tcm\/uRJCnJaiX1AKdJUXTv2grSgJwOg7HooCseBGm71ZYGsL9e7HIsqtXasnX6PbZK0KdisLbZaTvCCpKVuFgvFIJwXSD1zVnUUUByjqPhdxMm3vUOmuH9t1rY06gc1R8tS7pd2pFnkNzY0nuy47aVeBfeXGVjDaVJSlYUVdCd94Mab1PJ4hO66vWhp+lI0LRNo0qI0xbO+TIjvSHXFJS0tQ5TfMSlCiQVb19MDreNFAFctcR+HHFRPGbVGoNNwtSyTqKXp6RZpMSQwLRHRGKEykT2lkKXhKVKSClWN+UbVlRrqWigOaeF\/DvXcPV2gLNfdHTYQ4e3HU02df3HGuRc0zVvJZDO1ZWsuh9Lq9yU7VMgdeldLUUUBoXGa26r1DpqBpDS0J5aNQ3aLb7vLadSgwLWSXJTvUgkqbbLI25IU+k4wDVSa74aavkaj1noqz6Hlv2zWN60tPtl2jqZREtcW3mIHUOErC0qb7otbaUpO4ugdOuOmKKAKqHtNaS1PrHRtig6ah3Z4QdS2+5T3LK603dI8ZhSllyGXSEB3eGwc58Cl4GcVb1FAccaW4b8UtG2RUmdw5vmpI1201qXT8SG+7FM9pcy4KkMOzjvS2lTza8OqQTgoGR1xXU\/D7T8vSegtNaVnye8SbNaIdveeznmOMsoQpWfXJSTWwUUBqXFvSzet+F2rNIPQZc1N4s0uEY0SQlh97e0pIQ24sFKFEnAKgU58wRmubrLw24ys6le4ualt9\/v7rGotPyXbc\/Bhw5ciLBiT2VuNR2nC0FBc5tXVzKywSABtTXX1FAV1wL01eNO6Sub98tTtqkX7Ud3vybe8tC3IjUuY46htZQSkL2qClBJIClKAJ86z3E7S0LWvD3UWl59ljXZFwtz7aIcltLjbruwlvIX4chYSQT5EA+lbPRQHMly0Rr7TlpsQ\/k+n37vvCxvRrkWItgqt9wCEZS7vWkBpWcKWkqwWh9VYHTvBfiNZpDHDa4aamywOIdg1knVSXmu7phQYsLe2slfM5u6G5HCQggocBzjNdc0UAUUUUAUUUUAUUUUBoHHjTN91fwpvti03FEq4uJYeailQT3kNPtuqZyogDelCkdSB4utY7hLar1I1frviDdNMXDT0fU8m3iJBuBbEgpjRUtKdWhtSko3HwgZzhsE4zVoUUAVoPHnQ0fiLwe1fpVWnYl7myrLOFsiyGkL+\/jHcSwpG\/wpWFqGFZGCc5Fb9RQHLHFfhrxDnM6vsdv0NLvieIHC636LhPtuMhqzz2zMStUgqWClod8bd3ICiSyQOu3PUEKOYcNiIXlulhpLZcX7y8ADJ+s4qeigNN4wKuqeG19VYtCtayuKWEqiWR1aENy3gtJQFlZA2pUAs9RkJwOuKoix6P19a9R6d4u3TRGrbzeY1\/kztTR3o0OO5JW9bVRWHoUdEhaENMYS2ErcLm1xSipRya6pooCu+z9o+76E4RWHTd9giBOb71LdhBwOCH3iU6+mOFJ6HlpdDfTp4OnSt6uqHHbXMaZhNTHFx3Eojur2IeJScIUrBwD5E4OM+RpqigOOrxw84n6svd31ZaOHGo7ZDYt+nS5YLu7DKUrtt3jyV2+3FtQBjllp05WQFL5eCASBe3BSwXuJcuIGtLxp+XYUa01Km6Q7XLUjnMsN2+JF5jiUKUlK3FxnHCkE4Ck565qz6KAK5c1bwR44XLjGNYomadmt3Rq9wzdgp5L9sgvReVFjpQThISTu8OdzilrV5gDqOigKC4HaS1anWVj1DfdCTtLtaY0BE0i8mU4zibLS8hai0G1qy03yiUrVgnnnp0NX7RRQHOvGnRuuXNf3LUvDmy62a1PcYdni227wLu0i0IEeQ8pSJkcqSSlKXnSrclwKDng2qzlfSGgNcjWel9O3TRs6KjSWvdRask6jW4yI8yJMTPDDbe1ZWpxffmt6SkBIjq6+7npKigCqI7Ruh9V37WXD\/V1nh6pnWiwC7MXKNpmU1HuIVJZbDDqFLUnwhTSkq2qCsLx1QVg3vRQHHjHC7jKdIXjROq9GSLndtc2TTMQXSGYzce1ORFAPB8hSdpbwHhy0FKlkhIFdh0UUBi9Uzrva9MXe5WC0rul0iQJD8KChaUKlSEtqLbQUohIKlAJySAM9ao77hdXcNpfDrVLelLhqt+22y7Nahat\/JVJduk8MOKkYdWkFJcacbJ3eFK0+g6dC0UBpHBHSFy0Fwj0lo28JSidabSxGkNpXvS0sJ6thXqEk7QfgKyfEqBe7rw61Ra9NQocy7zLNNjwI00\/e70hbC0toc\/MKiAeo6E1slFAcUaE4PcUNLhF2Y01ra7W+xv6RkvxtSyIblzlqt3ekPsRuUoNqYbS8042FEeMKAJzXSHA7T14stm1Jdb1ZpFnc1Nqe431m3yFoU7GZeUkJC9hUkLVs5hSCcFwjNWPRQBXFt67PXFS\/X+Zp+xm\/W6w2N7Wc62sXFMPu6nrq3KQkIktqLr6XHZReSHEILSU7VFZANdpUUBTnCOzain6+uWvLvou46XjfcxadPIiz1NBx96O4+44sJaWsctPOCUqJBPi6YwTcK0JWkoWkKSoYII6EV9UUBzJE4S6m0VYpTun9A4t9l4sOapj2S3pYQZNsLYbDjCNyUbkqUXEoJSSW\/jjOBa4e8R9PXu767Vwwut6h6wtWqYLVgQ5H51seny2XWeducCEoeQ2eYUqVtIHQ5rrmigNa4ZaZmaL4b6U0dcZXeZdiscG2Pv7s81xlhDalZ9clJP8AXWy0UUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUAUUUUB\/\/9k=\" width=\"253px\" alt=\"what is producer surplus\"\/><\/p>\n<p><p>A surplus in economics can be either a consumer surplus or a producer surplus. Consumer surplus occurs when the price for a product or service is lower than the highest price a <a href=\"https:\/\/www.1investing.in\/what-is-producer-surplus-definition-of-producer\/\">what is producer surplus<\/a> consumer would willingly pay. A producer surplus is when goods are sold at a higher price than the lowest price the producer was willing to sell for. Because marginal cost is low for the first units of the good produced, the producer gains the most from producing these units to sell at the market price.<\/p>\n<\/p>\n<p><p>Moreover, every company tries to maximize profits by selling the maximum number of products at the market price. With a producer surplus, the producer\u2019s costs of production are exceeded and paid for. The producer surplus derives from a situation when market prices are greater than the absolute least amount that producers are prepared to take in exchange for their goods. When prices are higher, there is profit motive\u2013a greater incentive to supply more goods to the market. The producer surplus definition highlights how producers are willing to accept a lower price, but market conditions favor them\u2014resulting in high profits. Low product supply and high commodity demand are common causes of manufacturers&#8217; surplus.<\/p>\n<\/p>\n<p><p>What that means is that this subset of customers got an even better deal at the equilibrium price. Companies differ greatly in terms of their missions, strategic goals, and product offerings, but every business has the essential goal of making a surplus. The surplus is a concept that describes the amount of utility or value that consumers and producers receive when making transactions. Every producer and consumer in an economy want to gain utility by increasing the surplus. Producer surplus can be described as the&nbsp;difference between what producers are willing and able to supply for a particular good and the price that they actually receive. Producer surplus is generated when the producer is willing to sell their goods at a lower price, and the buyers are willing to accept goods for a higher price.<\/p>\n<\/p>\n<ol>\n<li>Consumer and producer surpluses are shown as the area where consumers would have been willing to pay a higher price for a good or the price where producers would have been willing to sell a good.<\/li>\n<li>Some of the behaviors that firms with market power are accused of engaging in include predatory pricing, product tying, and creation of overcapacity or other barriers to entry.<\/li>\n<li>This process is repeated for every price level up to the equilibrium price.<\/li>\n<li>The rectangle from \\(P_2\\) on the \\(y\\)-axis, to its intersection with the supply curve, up to the level of \\(P\u2032\\) is the new producer surplus at price \\(P_2\\).<\/li>\n<li>The numbers and size of firms determine the extent that firms can withstand pressures and threats to change prices or product flows.<\/li>\n<\/ol>\n<p><h2>Producer Surplus vs Consumer Surplus<\/h2>\n<\/p>\n<p><p>The concentration ratio is the proportion of total industry output produced by the largest firms (usually the four largest). This measure of market power relates the size of firms to the size of the market. For monopolies, the four firm concentration ratio is 100 percent, while the ratio is zero for perfect competition. An oligopoly may also be a price maker with market power, as firms may be able to collude and control the market price or quantity demanded.<\/p>\n<\/p>\n<p><p>Erika Rasure is globally-recognized as a leading consumer economics subject matter expert, researcher, and educator. She is a financial therapist and transformational coach, with a special interest in helping women learn how to invest. If this property cannot be donated to another agency or a nonprofit organization, the general public can buy it in an auction. Common barriers to entry include control of a scarce resource, increasing returns to scale, technological superiority, and government-imposed barriers.<\/p>\n<\/p>\n<p><h2>Producer and Consumer Surplus<\/h2>\n<\/p>\n<p><p>But this rarely happens in practice, because various people and businesses have different price thresholds\u2014both when buying and selling. A consumer surplus occurs when the price for a product or service is lower than the highest price a consumer would willingly pay. Think of an art auction, where a buyer holds in his mind a price limit he will not exceed, for a certain painting he fancies. A consumer surplus occurs if this buyer ultimately purchases the artwork for less than his predetermined limit. In another example, let&#8217;s assume the price per barrel of oil drops, causing gas prices to dip below the price a driver is accustomed to shelling out at the pump. A producer surplus is generated by market prices in excess of the lowest price producers would otherwise be willing to accept for their goods.<\/p>\n<\/p>\n<p><p>However, in reality, when there&#8217;s a disconnect between supply and demand, somebody inevitably suffers and it doesn&#8217;t always end well. Let&#8217;s say that you bought an airline ticket for a flight to Miami during school vacation week for $100, but you were expecting and willing to pay $300 for that ticket. Producer surplus is the difference between the amount producers get for selling a good and the amount they want to accept for that good. Even highly concentrated markets may be contestable markets if there are no barriers to entry or exit, which limits a firm\u2019s ability to raise its price above competitive levels. Surplus is the amount of an asset or resource that exceeds the portion that is utilized.<\/p>\n<\/p>\n<p><h2>Supply Curve<\/h2>\n<\/p>\n<p><p>A producer surplus is shown graphically below as the area above the producer&#8217;s supply curve that it receives at the price point (P(i)), forming a triangular area on the graph. From an economics standpoint, marginal cost includes opportunity cost. In essence, an opportunity cost is a cost of not doing something different, such as producing a separate item. The producer surplus is the difference between the price received for a product and the marginal cost to produce it. The somewhat triangular area labeled by F in the graph shows the area of consumer surplus, which shows that the equilibrium price in the market was less than what many of the consumers were willing to pay.<\/p>\n<\/p>\n<p><p>When supply is elastic, producers can increase production without much price or  cost change. When supply is inelastic, producers cannot change production easily. At an initial supply represented by the \u201cSupply (1)\u201d curve, producer surplus is the blue  triangle made of \\(P_1, A\\), and \\(C\\).<\/p>\n<\/p>\n<p><h2>Changes in Producer Surplus<\/h2>\n<\/p>\n<p><p>ABO is the producer surplus, and CBO is called the consumer surplus. Both producer surplus and consumer surpluses equal overall economic surplus or the benefit provided by producers and consumers act together in a free market. In other words, producer surplus would be equal to overall economic surplus.<\/p>\n<\/p>\n<p><img decoding=\"async\" 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\" width=\"255px\" alt=\"what is producer surplus\"\/><\/p>\n<p><p>To summarize, producers created and sold 28 tablets to consumers. The value of the tablets is the area under the demand curve up to the equilibrium quantity. The cost to produce that value is the area under the supply curve. The new value created by the transactions, i.e. the net gain to society, is the area between the supply curve and the demand curve, that is, the sum of producer surplus and consumer surplus. This sum is called social surplus, also referred to as economic surplus or total surplus. Social surplus is larger at&nbsp;the&nbsp;equilibrium quantity and price than it would be at any other quantity.<\/p>\n<\/p>\n<p><p>Sellers are constantly competing with other vendors to move as much product as possible, at the best price they can reasonably obtain. If demand for the product spikes, the vendor offering the lowest price may run out of supply, which tends to result in general market price increases, causing a producer surplus. The opposite occurs if prices go down, and supply is high, but there is not enough demand, consequently resulting in a consumer surplus. To calculate producer supply, marginal cost is subtracted from the company&#8217;s total revenue. Every manufacturer or service provider tries to maximize the manufacturer surplus by maximizing sales and higher prices.<\/p><\/p>\n","protected":false},"excerpt":{"rendered":"<p>A surplus in economics can be either a consumer surplus or a producer surplus. Consumer surplus occurs when the price for a product or service is lower than the highest price a what is producer surplus consumer would willingly pay. A producer surplus is when goods are sold at a higher price than the lowest&hellip;&nbsp;<a href=\"https:\/\/yasmen.tqnia.me\/golden_medica\/2022\/11\/24\/producer-surplus-definition-formula-calculate\/\" class=\"\" rel=\"bookmark\">Read More &raquo;<span class=\"screen-reader-text\">Producer Surplus Definition, Formula, Calculate, Graph, Example<\/span><\/a><\/p>\n","protected":false},"author":1,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"neve_meta_sidebar":"","neve_meta_container":"","neve_meta_enable_content_width":"","neve_meta_content_width":0,"neve_meta_title_alignment":"","neve_meta_author_avatar":"","neve_post_elements_order":"","neve_meta_disable_header":"","neve_meta_disable_footer":"","neve_meta_disable_title":"","footnotes":""},"categories":[20],"tags":[],"class_list":["post-868","post","type-post","status-publish","format-standard","hentry","category-forex-trading-2"],"_links":{"self":[{"href":"https:\/\/yasmen.tqnia.me\/golden_medica\/wp-json\/wp\/v2\/posts\/868","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/yasmen.tqnia.me\/golden_medica\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/yasmen.tqnia.me\/golden_medica\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/yasmen.tqnia.me\/golden_medica\/wp-json\/wp\/v2\/users\/1"}],"replies":[{"embeddable":true,"href":"https:\/\/yasmen.tqnia.me\/golden_medica\/wp-json\/wp\/v2\/comments?post=868"}],"version-history":[{"count":1,"href":"https:\/\/yasmen.tqnia.me\/golden_medica\/wp-json\/wp\/v2\/posts\/868\/revisions"}],"predecessor-version":[{"id":869,"href":"https:\/\/yasmen.tqnia.me\/golden_medica\/wp-json\/wp\/v2\/posts\/868\/revisions\/869"}],"wp:attachment":[{"href":"https:\/\/yasmen.tqnia.me\/golden_medica\/wp-json\/wp\/v2\/media?parent=868"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/yasmen.tqnia.me\/golden_medica\/wp-json\/wp\/v2\/categories?post=868"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/yasmen.tqnia.me\/golden_medica\/wp-json\/wp\/v2\/tags?post=868"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}