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		<title>Néo-titulaires du CRPE 2012? Préparez déjà votre première rentrée avec Apprentissime</title>
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Félicitations! Nous connaissons bien ce mélange d&#8217;exaltation et d&#8217;inquiétude grandissante que vous ressentez face à votre réussite aux écrits et aux oraux du concours de recrutement de professeur des écoles.
Vous allez enfin vivre vos premiers pas dans une classe. Quel évènement! Un professeur doit penser à l&#8217;emploi du temps, à la programmation dans chaque discipline, [...]]]></description>
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vNJv9aMOVI1YtufGdPW+qfmDPL083VzlqYmUNIsmmUomoWRBQRJZ2ZTr4lXQeHeq9iN7UmDrJZ1LUEJRhOoveXHzYHesfW/jFfcJ30pXjWlBQTxALzFQIzdHuJVHB5AbBWoV/SwJ4SFuKsWvKrt2sKDrsgEQHgFZwC5rmLpKiYsjlfQszhS8VYCTWztOV7tXsxpIZKKXQK1AwfQApeW1li0qIWkq3ikC2IrbrniswgEIwiQIfC6eH0lwsrlLEURLEeyHMnJKYqiGIYjZAwIVfgOYAKwLMtxCjFe4QzJMjTLUBQlZznAK8NwFM1y2VTe+xNy5y7+/Nxfu+r4w7X8iYauY+2qc+382Tb+TBt/pFH1Y41qdy2/4R6/sKht2hV+8u9NE365/97RKmZbSfpXh4LpsY5enlZmxmHBg8nsTJKmJCQjpTmKomiZ5KUrXa9UWvIDiKrZL7ZyvRSvaIyLWLSqFbA9d1d7iFd8PhY+ZAAI+6bw+lJzQBNb1epWnLACc0DgvcbExGjHqyAVIJg8ILYOcDGr1h/QpF41mQOIp1CCSBZSr97e3vAQRrrgeMUnCeB4Fa9riZ0B8dyW3uEVn5UldmDVhgdQHktQ+EqX2BPApat23aoJr/jS1kvHu/QGrz0nLMfmsoySZeXgCbAsrVBwHMdQTAbDZSFbANjKsTkCvKLvQzA0K+dImvr3eZphWTlNs3I2R0rIpHJm+Kcz5u0/v+VB5/5m/ngzf7Sp61hDx7l2/lw7f6xBdaie3/6YX3+nc0k5/00ZP+Pm8w+uNP/rfP2IA+VZ3+8PGD/PJSrN2s3d28MpLTGaYugsgsnKypJTEplMaL/+TXjFBawWr6AneEVrWT3H66uyVa16TcZKE1hfB6+aCKsJr8hpRSfxCzR5r28Er7iqRWareF1LE0a1FD4uS+C9CvAK5gDepoWnsnC8ikcNCBICeDuseFELHznYO7yqXdd66QKX5YuFR7LEjVuQxELSFXdXe4FXfX198foV3gsrOP/KeO0hYRmG4jiOZeVKxVCFfCjL5JAEx7G56D+WyWGZHI7NYVk5RVFqzQGGYUiaYuUcuLEs++/7d4ZhsmmS4ViOohUUoxgx6pNla9fceLj5CX+kkT/ayJ9oUp1q7jzR3HG8hT/SyO+v5gvu8isrVPPLVNMK26dea59woVZ+oCxm7S9hU9a6SoY5ePm4OFqEB/kSBEEzXGZWNmCxF3jVHipAeayeRLgEMlZgC+B4RTAVT8zSHhLoBV7TXvRek1+sN4tX7YRVaw4gtqILBHjVrl57bg5okqiIrUiTalrUEtBTUIKTeB8ByhJArgAnrDg8AHgFGYvjFTXCotYstQEspFjxUVh4vZSwAryi8ICAra+kXlEqS1AWFhaWlpb4XFc864pKO2TFxqvaNS4tbH0tvMpf7DhQX3IZJycZhlIocgiCGD4id+R7iqHDKYWSUSrlCoUCRCjLynFMqwlnUTQ6j+OVYGUEQdGUnKHJHEqWq8x5f86ieaeLNpU1HW7gT7Txx5r5021d55/xvzzjTzbyB2q7tj/sXFfZ8U1R6+yijmnXOz6+1Dbq6GPZ1utxX+4KGTXDMSzO1NJikLNDbGyslGJxvKLYVk94qoXCwE2ZhmUuTXjtYdOBJumqPYb1mnhNVld/B15fql4FulUtXsVdA4Iu2NdZ2hJ4rD1MXwnwinusOFUFWhURFp5FSMVzryj6CmBFgQEcrwBTceerpvUrnKeCTq1eLG31Gq9QYmcAea8Ir+ASGBsbgy0gwKsWyGonrL6+Pr7GpamzoB9WL08OvBph2Vw5l8fQCk5O5QyV7Prx26KKHRevLTn124Kj5xbs2D9/0bJJn04ZPXJUnlKpVOu9gjOrYFiO6X6KY2mWYRiKYSiakpMcRTJZLElQMkU2OVSWM0L5/nvDNxxbW1z/UwN/uEF1okl1prXz4jP+QmvXieZnB2u6dj/h11fxSyv5r4u75l7rmnmxY/TpR1kF14lNl8kvt4akUXa2lk62lqHBIShW9Up4fanIRdksTctcavGqlrDixCu+3qUWr2LC9hqvanWrAK+9690SXNxD7xVhVMxWPBuATxqMFtXrBLMEHituDmhhK35SIFHhobjhFecsTlJfX18gLDqGxi1PT09NeHXtniioabAAvn4lgCyOV+32a0/MAU0ugdp1LU3LXGARILzCGcArIBU4i+NV0L6FA1cTYVETl1iu9h6vrypmc5hRORzLUbScyf183odPOg7dbt9Q2LD25pNVxdWrbjxa8sftBaf+mLfn8OzlaydPnT5i1MgxuTnDGVpJUwqWUTIMQzEyipUyDEdRDEVyNCX/d3yLIyk6m6QYmuFoRkHRcorkSJImSZqiKC5n6PA5i78+X7qjlv+xseun+s5Tjfz5Jv5EHX/oKb+3pnP7U35dFb+kjP+2hP+ykJ9+qf3jXxtzD1SkrDkX/9Xu4OGf2XtH2ZjaDHJ2iI6JI0iaImUymSybYmUkwRBDpFJCJvv37G1p9yxtnK1ivOKJV7UAFcNUbWmRruJEAcIrsl81xWDT0tLEtNXCX7WeAA5ZLf5AL3RrTyZqi20BhFcBQEGQ4lMH4bx4zCs+QhunKnot8lsF/oBa6RqsId+qXcPCSZS7Qgf4ohZ6SoBalBYQBF3hQNOilibp6ioala3dHFA7cKDnrmtPvFfxuCy8BN6r8YuFslnQU2BsbKynp2doaIgOYOwAfAWqwsUDBw4U+AM4UkHG4k2xqKHgDeOVZgl5joxR5CqGK34r2XG381hh476i9i23mjbdalhbUrvk5pNvr9/9+mrFgj+Kvz39+7z9R+es++HTz+eN/te4vJycHI7NYVglwyph5CvEDxiWoCiKohiaUtCcjOZkFCOjaCnNyGhGRtFSipZK2dxMimHGfjxz77ktD/h9dfxPtR0nmvhT9V1Hart+buB/buL3Pu3aXNWxvLzrm2L+ixJ+8p/Px/3WqDxSlb3lD2rF4SGffO2bTJrZ2FjbmPv6eqdmSEiKISQZ0uwMCckAPYGSFEUJwIqzVapuIKy4lUC8lvVKbNXkDwikq3a8pnUPycbxqkW3/nfwqp2wgtWqnuMVRWLxZ6PUFSIsrmHRs2oDWC9NX/XcHAgICMDdVWCoICGAl6AjFuEVzAE8BivAKz51UHu4Va33qkW6asGrneZxWa+PV7xlSy1bcZWKwAqDsoCwRkZG+vr6xsbGAwcO/OyzzwoLC/fu3bt7924TExO09iUmrGCx62/EK6eUsnKK4pQzvxr/lD9d0rjnr5p9hS3bK5t3V9Rvv1W/6VbduuInS28++L744eLrVQv/uvXVX+ULL99cfOLX7wp2zfvq28kffTxm6PC8nJw8mqZJkmS695ihaZqiGJqRULSUJGmKlFOkHAYMkkSWjKAYQsYxrCxv9OiFG1dee7KvkT/a2nWkufNYg+pcM/9LK3+sQbW35nn+fdWy0o55xV1flvEzb/Lj/2gffrI678fSoQUX8lYdTBwz1XKQu4VhP3cH27i4BJbLkRFUNvnvETBSqVQiUZMuEBipPfcEesdWsT+ghaSvubqlJS3w38Grpi22NMWw0FMCwqKtCgQugVrCRolmEqIz4ViFiarnza9q2YqHBJAngONVPGSg53gVxF3R0CxxuBX3B9SCVQteHR0dtcxz0TJw4DXxihuyOF5xvxVHrampKYhTvOMAYgMGBgYuLi5lZWW7d+9et25dRUUFIBhFC9TiFSfs32UOKFlKzgwfPizv2Lm1NZ2HbzdvqmgtqGj9sbJ5b0XTnor6XZUNu2/XbLtVU1BZv/VObUFl9bri+8uK7n5f+nBFZW1+6YOCs3+u2vHTl4tXTp/++bjho5QUQ8sIhqLlNMtQjIymWZqSQ5MCRXI0ybAMxbG0nKZoSk7LiKE0yXIK5tPP5/x8advD9l0t/I/1/LGa9nNN/Jln/IFGfsfj5/uqVSvKVevu8N/dVM2/wc+6wY87Uz/6yL1Pzj54f+fvaZMWDI6Jd7YytjMzDgiOyJSSDJmZlZUhlUpgXy9YpxI7sGrXqfDkQM/B2hO24njNyMgYIhos8JrZLC2bvvwdeBVcpomwannaE7xGiDbREtBWC17F+26Jwaodr1qkq6Y9tVCbltoJhILlLLFF4IUVHhjA0wJIvcIMAVd1OxG8Dl7x2AA++PVvwisuYPHkAGIrfgYUq4mJCSAVDoyNjQ0MDAYMGLB8+fLW1laCIDZv3nzjxg00VFutP/Df817lNJHDjf7go5GFlQVVLVtuNa0vb9pU1fZjVXvB3fbtd1q3VzXvqGzYUdm47W7r1qqmH27Xr4f/ymrWlD5dWV67urR2VeHjxUX3VvxevOSn0wtWbZw5beYH740ZyiloKZFNUTkESdOMjOWkNJtJUhKKIkiSlhEsRZAKhiYJKSXLJKlsasz4D1ftX3i1uuCh6lAT/1Mdf7iWP9LIH6rnd1e37nnC73zIb7z1fFlJ55eF/OQ/2j+8UDf6xL0pZ6tytvzKfrs7ghpp7+xmZ2vp7eGSNSSOogiCkMpk2TJZttpVLDFbJd3bFuACFocjnHnp7b8YrwJzAAohFc1z0cLWl+JV+5YE/xvwKkAtvpyFZ7BwrSpo3xKoV3SM4Cve01DL6tarslUTZzVJWrVIRWtZYsIKbAG07ws+JQv3XsUuAVra0pLN0mQO4GWH9b/iDwUbbb0R71XAVoFLgO8XCwJWV1cXdCucGTBggJ6eXl5eXnNz87p167y8vHbu3FlYWAhmgrhB9nWTA6+KV04pZZWKj6aPKKkruFq7oKhh859Ptt5sKrjdtKWqbUdV246qtl1VbTuq2gvutedXNK0ta95Y3rKpoi3/Vsum0vp15Y0bbzX+UFq3paTm29Ka78trV5Y9XX/tzsYTv61YW/D5rK/G5I1iWIWMoGQygpLKGILkaEYB62ByuVxGElKKpFmGIAiakhN0Tu6XaxedL932mN/xiD9YzZ+q53+u539s5vfX8nuqVTsfdWx50LWskv/6Fj+3rGvGX01Tzt8bf7RsxK5r6QsPeHKfWHsH2ttZujlZxidEy4gsiiIkkkwIFUg1zBbAfVXEVjFV0QWv5LRquUbswOIwfaXwwEt3fPnfYA6o9QoEeMUBijJY+DWxsbFiowBIKuCs9vxA+Iu7EiBu9pywCLIC4OKoRZDFVaqYsILmApR7Fc94dRVtpaUWr5qSA/jqlnYfFuEVX+DCJ7n8HXgVLHOJ9ayZmZmRkZGJiQm4sbq6uubm5hzHVVdXnzp1KiYmxsfHp6CgoLi4WOAMaFKvA15s2XrzeGXlFKVg5i758H7XzitPF9xo2HS9ZsuN+jUldVtuN22D/yqat1c0b61sKbjdvLmweV9hy67itp1l7dtKW7bdbtld2fLjrbr9t+s23K5fW9G48lb90tKaJaVPV5ZVbyx9vOXX6+t2HV6wcPm0CZM/yBk2lGQVJMtRDMmxZEY2IaMZOUdRFJXN5BAkq8gekkkriDETv9h96scHHYdq+SMN/Kk2/mBN1/56/kBt1/6nz3c/VW2v4dfc5xeVPFtc/uy70ufLilsWFTaPPFAa+eU+v/fmOEWnmTs629hahIQGSLLTQcaqZat42QpOZmRkAJhSU1PT09OzsrIEQYIexl21PyvoixWvbgkICyQVL21pH5v9v2dpS7s5gBJXqICSwFl0WWxsrFjJ4lRFqhZ3CRBhBXjFBSxiqyCh9aqSVpCHxQmrtvCtCsQCVrBPgZa+WEE8S5M5AFTVFIBFLoFgx62/aWkL4VVLITFrbm4+cOBAPKFla2s7c+bM1tbWs2fPxsfHh4WFBQUFbd269ebNm/rd2x2Kg1mC6vdivWG8KqgRciZ37Q+TKxo3/nFn8a+35hbVfX39yeLr1UtKGlaVNa273br5dkt+WePm8oYtZfX5fzUfv9pw9Ebj8aKmI8WNh261/ni3Y2/Vs+13W7ZXNm2pbNpU2bzhduOa241rbjeuu9WwtqRmaeHjxTcerrx8e/Xhc9+v3DR7ymVtUhYAACAASURBVMzxI94fTipzFXKWI6UMQTIUTZEygpJJOHkOKSGzJRLl8HGLN68qeryzjv+xuvOXhq6DtfxPtfyxev5Adefuh6qt9/itVfz+J/z2x/y31xu/+LP2qxtNn5yukqw8GTp+sTfxL7dBTpZWpt4+7hkZQ9TiFSFSQNiMjIykpKSYmJjQ0NDIyMj4+Pi0tDQgrMCc1U5Y8VP4Q7x9K6sH6df09PQ0DcEswKj2Dbf/Vry+qWCWuHEWyVi4TIBgAV7xXbsRXvFn8aFZEVizrMAfEMdgX4mwAitWE1sFWxWgUQMokuXRXWiXLcFG3HgGS61ifSW8ogHbvQgPvJHkgKDEiQIDAwNzc3OD7pLJZMePH+d5fvv27eDUh4aGBgcHb9u2DfAKbFXbr4Wf+XvxynK5DMd+veTTsifbT12bdaZo/q9lC/649+3Fqhl/Pvr62pOl1x+vKKpeW163/nbjuoqm1eWN6263rLvdur6iLb+ybeud1u332gruP9typ21zZeumyuYNlc3r7jStq2xce6dh1Z2GVeX1q8prV1bUrqqsWVPxdO2t6vVXK1ecuvpVwYH5c7/5cPiHw4mcXEbG5bC5mdJslqWlnEJBE3nSLJksm5k0ffyuk19drd3wkD9U0/nTU37vQ373E37nU37rQ37rQ/6HB+0/1qi23elcVtI15Y/m6X89/+y3Bjb/YuDcguj3PneLSrW2tXGxt0lKjM8iJNqlq1QqzczMJAgiJSUlPDw8KirqypUro0ePHjx4cGJiYnp6ulQqBcgiSgKaAY4SiQR8AxRoRcZCZmamTCbDOTtkyBB4iSADm5WVBcQEVQtIBXP2pZ5samoqKNnk5GRkxSYnJwN/ExMTk7GGAkRewRZbYs4KECymqvhMT9gqICzOWTgP3wcXrWIiI7bCAS5XxUteuIZFMwkjRBMJUIorTNQvqwWpavEq9gfEU13QBEI/Pz889IpvYigoTdmslzbFOvWgL1aMVHBjbWxsrKys7OzsxP7AS/fa0qJb8eQAKhCq5ubmYLnieVgTExMbG5vU1NRt27Y9e/assLBwwoQJ8NsBPRQaGrp169bi4mJ9ff3+/fvDIhgQE1CLD80ChiLI9u/eEuaNeq9yJSvnZsz+4MgvS3Yen3zo15k/X5l+snDqhYpvLlTMv1A5+9K9z68+mnft8beF1StL6zbfalpf1rSuvHl9ecvm2y0/3G75oaJlc1XruoqWjZWtm+60bb7Xvule+6Z7rRurmtdXNq2ubFlZXrfkVu3iyoZldxpWllcvv/l4WXH1qmv3l18pWbds6+fysSxBSiiCpOUKKpumSFk2SRAcR5I0IWOzh41l5q8a9/OfS27xG57wW+tU257yBfc6dj5o31PTtbWa/+Fu+75afuNd/tuSZ1N/fTTzt/qZl5vZnddTvzsQ/8nSsOyhDm5OtvZGIaEBmvAKHJRKpTRNp6WlJSQkeHt7L126lOf5u3fv+vn5hYaGpqWlyWSy9PR0MBrw18L3RK0BwE0EU0RYiUSSnp4O6hjxFF4CnEWITO8ePwi+BDyEA1zV4lRFVgbyYRMTE9PS0nCYIp6qxWvSi9UTVStg60vxqimVJVCseE+X4GRs9/oYkq6IpOJEgXiBS21Dl3ixS5OqfamGFTfLCvAqIKzAk1WLV+TAasIrntDSnhwQjHfRsmGBIKFlaWlpY2Pj6OhoZmaGa1i1g7RfFa8CH8DExMTc3BwlsczMzICq5ubmycnJkydPPnXqVFNTU1VV1TfffBMfHx8cHAy/ffhLCAwM/OGHH8rKygYMGKCvrw/cBH9AR0dHYBSgcQR/o3plGEquVLw/duSMuR98PIObuSBvyeb3C45+fODilBPXZ50tnX2m9LPztz6/dO+bPx8tu1a9uqhmQ+HT1YV1y282rC5uWF9Sv7m0bkt5w5ZbLRtut26sbN10p33jnfaNd9s2VrVuuNOy/k7z6nstq+40Lq9qWnG/dXVF48qSmqUl9StL6789+Msk+SeRyXkx7FCCoGQ0o1DKFEqaJUhaxrI0yzA0KZWRaYo82fgp3A9n5xY1rX/Cb73f+WM1v7eW3/m062Atv/sJv/le5/Zq/of7XWsrOmddqpl1+dkHR58mLPzJXvGFTVKec0iUrYuNq5uDJryCtMzMzJRKpRkZGVFRUS4uLjdu3OB5nud5iUTi4eERExOTnZ1NEARAMxtrOgD1Ct8qMzMTwAeMA0QiEYouA6RqmeqCLkhJSQExC99N7A/AeZyYaD8CuAaeAlWbkpKS1t3NhXwDhFTcN9CkZ3tiEfQcr+IkbE9aZnFnFhkCSMyKC9eqate7cMiKt4RRS1i1kFWLV8jD4v4AIizOVnAGcFtAE14RYcW5V+3OgICtmjq4cLza2Nj4+vqGh4dDZxr83xBMtMGdELWlyXTGl/Xw/w9wEBgYGB8fzzDMlClTtm3bdvny5dra2tra2osXL86ePTstLQ1+Hvj9or+HwMDAnTt3Xr161cDAAJYBPTw8bG1tQcmCgEXmAOBVR0enb9++wFPYEgYO1G8G86p4VeawHMcxrFyZm6MclpMzXMHkSAhlyvsTs+cuG7X54Kf7Lkw5fHX6sZuzT5Z8ebJ04aWK1VcerL1eveHG0/XXnqy99njNjacrb9YuLWlYVdq4urx5bXnz2tst6263rKtoXX+7Zd3tmtV3GzfcbVxX0bCmqnl9VeuGW03rbzWtv924ZuP+f8Xneqf/K12aIyVYUkrIhlIKhlXKaUZBExSZTbIcKZeTJKkgpJK8cSOW7J584cG3VV3bH/NHH/OHHvO7qp/vus9ve6za+bRrx8POndX8gsL2SScfpc7/2U32sW4IoR+YZe6TZGTj6uRsp0W9gjMLqtDf3z86Orq+vl6lUnV2dq5YscLa2jo6OhrFtgiCyMjIANrCyzMyMpKTkwEuMTExERER+DswPDw8OjoaAJeamop0K9AWyA63/4ie6enpwE2UkBXnZHF/AEE2KSkJfRNwCZAti+ipxZZFJ18Vr9rtV+2KVYszq5bC+MABcYpAcDK6u49WIGPDX9yRW0tyC/0eXypgBeta6FiAV017bQnwCuXu7q5WwKq1CACgrzMxC8erjY2NVCotKSkBndHV1dXV1aVSqXhRwVPi869T8G+1tbXdv3//0qVLhw4dmjNnDkmSYAWEhYVFRETExMRERkZGR0fDWwzU67Zt24qLixctWgQ/6vPnz8vLy2NjY/v164cGbCPvFfVrIdH6hvHK0AqOUygUOQyrZLlcmlHQXC7F5qWkZ8WnxCVlRSjGJM34Tr5yz7gd56cdvjb3dMmM8+Vf/Fqx4GLl8iv3NxRW5xdWr7z6cMH16iU361aUNq4ua1qDCHuree395vzKxvWVjWsrmtbeblxV3rSmsm3Dg86tD9oLluQPi88bnDomI16SRCkYkqNySEbGsgxDKRkyh2Q4Uk6THEVRCjk1LJul2LyMSfPJgjNTrzbkV/H7HvA7H/I77rTuq+N3Pu3a+ZhfXdaxpKSDW3nCjZhmH0NaBA2x8E+28Ig0MLe3sDTRbg4ANGNjY11dXb/66iv053Lu3DkDA4OgoCAAIjiw8HJgXEpKCrx1Bw8e7OXl5ejoaG1t7eTk5O/vHxUVFRsb6+7u7uTk5OPjExwcDDYoeAVgwiJhC74EYAVfCo+Pjwc1CtwU9MgCggVZAvhXkFcAohVeldK93ZaWVa9kzeMKXwevOEbF18SJdjrQxGJxGFataBXjVcDZqO78VviLhRxYAV61F1yGh2HVBmDFtoDawABOUsRZTRaBc/d2W8iEFYjZnkx9FeRewXvdtm3bnTt3Jk6cOG3atMmTJ0+dOvWzzz6bJqqpU6dOnTpVfB5/tic1ZcqUKVOmTJ06dcaMGVOnTp0wYcKoUaMYhklISAAhHBYWhn6/4LPDn0FERERsbGxkZKS/v//WrVufPHnS2dm5adOmjz76aNKkSVVVVRs3bgS8qp1JiK9x4YtdbyI5wI3kOIVczjIMw7I0zck4Bc2wcoYj5UqOlisysiXxQ2ISJCHM6NiPZkuXbR+27dT4Y9dmnb4590zx17+Wf//nvRVFj1devrfg2uPvC58uvVm7vLhuRVnD2vLGdeWN6yoaV5Y3LC9tXFrevLSyfWXV87V3WteU1y07f3Pa+M+DEoZ6JI9KCowPCIwIjEtJYqQUzUhpmoaNv2COAUVRJMFK5QxDywipTDbqk9yNP03868l3d1V7qvkfn/J7HnXuety5r4ZfVab6aN91N3aSXZxSPyLLPFRi6h6qa2asq/+OuYWR9qUtWEoKDw93cnK6ffs2+gi9e/euk5OTl5dXSkoKSZKgW8EEiI+Pj4iI8PPzc3Nz8/X1HTJkyJQpUw4cOFBWVlZXV9fe3t7R0fH8+fOampq9e/dKpdJBgwZ5eXlFRkbCWhnQMDk5GT51/f39YX3Dzc0N3hIQKffy8goKCoqOjo6Pj09KSgKzFfCKi02QdbA+DliJjY2Nj49Ha1ypL1bvQgW9cAY04fVVwwbovKZmBE20FbAV52+U5oRs7/CKa1h8PqFgtwKEV3xHWERYpE+htPgDaCELX9oShAqQOYtjV8xZMV6dnJx27Nhx/fp1Nzc3Pz+/oKAgNOvrjRTezIYXLvODg4NBqAJM4+PjQatCmASZP/B7BxNj586d1dXVKpVq3Lhx0PZ28+bN/Px8ZA6ICYvPHHjDeGWZHJYj5Qqa4xRyuZyVSzhFNmxbwHEMwxI0S3AKluLYtMyMqLj40OjwDDZx3HTym/Wjtvz88aFLM0/+Nev0tc9OFU0/XzbnYsX8S3e++uPuN389XFxYvbywenlRzeLSxqXFDUuKG5bcbl1ZWrf015JZP/36weYD5JjJXonKQfE50b7hXo6DnF19ffz9gjIzUkkZwdAKguOyOZKQExzDKmVyGctmK+UMR9JZ6RmUUjJr+bjD15ZWtuc/5vc84fc+6DhYy3994UHgmK9NYljTkFT9iCxj33h9C3td3Xd1df9pamaoCa9Ik6akpPj4+CgUCnS/09XV9ezZs+TkZBcXl4SEBHhheno6YMjPz8/R0TEjI2Pjxo33799Hghfua+Ah+trR0fHbb7+xLOvo6IhubUJCQry9vaErMTw8PDc3d+LEifPmzdu8efOBAwf27Nnz3XffSaVSeFcEBwdHRkYmJCSA9kxISIC/LQhXenp6wtQlZ2dnmBDq5+fn4eERHBwMSg3Wr5A1rB2vPVnaEhNWOyjFeNV0vfbCmRsjGq2N41VtB1fki821mta+1I7U0k5YTe1bAd17FwoiWWLpikYN4CTVhFfBptx4Q5famS9q94ZBeSxx45aNjc2ePXuKi4vh0z0yMjIuLk6Qyvg7Cs81w28H/cqQYkWNJGC7I1URHBxcUFBQXV3N8/zEiRPh91JUVFRQUKCnp9enTx/YQXYANpawX79+ffv2Rfbrm869ymmFQsrJKZYexjEjOY5jWZqhFXI2R87msLSCZf495pVhKE5OyVhWQhHJ2akxQyLjs0K5UTEzFxBrdozcd/5fh3+fcPLatLNFM8+Xzbl4+6tLld9cqvzmyoNF154s/at6cWHNshtPl58tnLPzyJgt+0Zs2KP87MvUeMYrPDvM1dvF1tnRdpCbq5u7m4evf2hwYloCRWcraZojKIoiZJxUKVPQJJPFkFkKGcPKsrMI6QdfjN1XuPguv7mi4+gT/mgtn7N8v1FsnmU0bRKWYuaXqG/l0L/P20b9+uvrG+oba1SvYKFmZGTExMQ4ODicOXOms7MTgZLn+QkTJlhaWsbExEASYMiQIQkJCW5ublFRUbt27ero6MDBKj5GZzo6OnieHzp0qI2NjZubG7SNUxSVn59fWlra1NQkuJLnefhJioqKvvjiCzc3Nx8fn5CQEPhj8vf3B9vBxcXF19c3Ojp61KhRM2fO/Pzzz2fNmjV+/HipVArYBYMfj/H2EK+vurT1SniN6162Ep+PExkFatka+2K7l5Z3rIChiBFi/uKebA/DA+JFHjFhcVEmdl0FhEWWq6ZsFuAVvqJdDJAhi8tV8aZb+IxtKE14tbOz27lz540bNwCvQDft/5/fSIGdin47KMUsIDueHoHLYGlr27ZtT5486erqmjx58uDBg4ODg69fv7558+b+/ftDwsHU1BQICz6sYEULfYXqKV7VRLI0lPotuf7zLM2xNEOTCjnNyakhmclR8RFJ6XGyoTHvT0n7ZqMy/+joHy9NOH592slr084Xf/7brXmXbs//vWLe1XvfXL23cM/psfk/Dt2yf9jarey3a7Ozhw+KzBhs7mJrYG1qZW/p4ubsPMjNzdPD09fHPzAgPjGBoEiaZdAWXjRW0Oc6asPxxX/W5t/jdz/ik6csNg6XWoURJgGZJqbm7/bto9P/XT39fgN1+xoZ6yG2qu2LhbVINze3p0+f8jxfU1Nz9OhRgOOKFSuMjIwiIiIgWZWYmBgQEMCybENDA05h5Po/f/784sWL+fn5ixYt+u677xYvXnz27Fkcl1OnTrW0tBw9evT169cRUhHToUD/wvcEUt+9ezc1NdXKygoc3tjY2OnTpx84cODmzZsqlQpdiV4OB3V1defOnRsxYoS/v7+bm1tYWFhCQgIQFhkL4AYATIGS8fHxiYmJgsCp4FY9OjoagAsJreTkZCRLExISgH1w+y9wTtEB/hQKusK/hZ7CKQwFPgmsIqI+LvTOBy2D3m9I2MJnUkR3MBa3ZeHdi6cL4Dx0duG5V00yFjCqCbVo3jaiKiIsvo8higoIUlkCwop7twQl1q2oBCkCdCwYmoVq165dhYWFQUFBQLT/Alt7V+hXGRgYuHXr1urq6q6urkmTJgUEBIB6zc/PnzRp0qVLl65cufLbb7+NGzcOJQcgPIAPH9Dprv8eXhFhGYaTy5UKLpcmOblcycmVjEIuo6mM9OyEpPjopKAMOmLExykzvyfX7s3be/79Q7+POlU4/tTNiWdKpl28NXv3qfc37lWs2UYt25Tx7bp0drSXf5yznrWJsZ2VrbO9g5Ojk5urvbOTjYO9raODm6fH4AD/mLhYuVKB8ArbzCDCppBK2YyFcy/eX3GLHzJ9rZFvirV/io5z0Dvv9u3bT0en/7u6ejqGRgNNzQw17VAADQUpKSne3t7Dhg179uwZz/OrV6+OiIiA4xMnTlhbW/v7+0M7QGxsrKen59WrV3Ea1tfXFxUVzZkzJzU1NSQkxNTUtG/fvv379+/Tp0///v0NDQ2zs7MLCwsBfHV1dRcvXsTRjL52dXW1traWlpb+9ttvFy5c+P333x89eoT+lQcPHrz33nvvvvuuUqlsbW2F7/b8+XOBXgbxi3j97Nmzrq6usrIygiCcnZ1DQkKApMhhiIyMDA0NDQ8PDwgIgGw25Gn8/f3DwsJQf6dgZRxW80JDQ+Pj46OioiIiIgCsCH9wjJYjAGpwEgAaFRUFHAenGOCOLDZBYADhFa6Bb4V4jY8jQG85JHnQPSa+rhWFdXZFYdML4WRYWBjgUksMCxoKUFZJu5LFPQGxM4DwKg694gMJkW4F/+eV8IrUK+4MIPUq6IL9/wFeP/30U19f34CAgBs3bpSUlFRVVe3evXvz5s2HDx9++PChvr4+gimyC8AQ+B9Qr/8hrOLfW2/J2RyGVrCsnGY4kmXklEzB0AzFUrQ8eUhmWGxoGhHOjYqZ/g2xePPwrcfHHbj00YlrH+//ZdQPhxSLNqQtXpMyb0lCzli/wdHO+lYmepamptbmto4Olva2lva2gFdHVxdbRwd3by8ZTaHNuwSEZWRZGXJFwpiJC07elH3xg1EgYewW/M8Buu/20enbT6dvvz79B/TR6feOsbGhlk0KMjMzo6KiHBwcjhw5AkhKSkoyNzd/8OCBSqWqra319vYeNGhQWlpaZmZmRERESkoKYAuQd+PGjfz8/Hffffett96CiT6w14WdnZ2Li4ujo6OlpaWJiYmVlRVSxAKleefOnf3793/zzTe5ubnOzs66urp9+vR5++23+/TpY2tr+8knn1RVVcH1d+/enTRp0vPnz4GeuHAuLS396aefdu7c+e23365atWrfvn179+7FPwaePXumVCrd3NyCg4NTU1MjIyNDQkL8/f1dXV0dHBycnJysrKxcXFxg1Rh0DfTq2GGj6uzt7R26eyjd3Nw8PT0HDx4cFRUVFhYGlISW4tjY2MjISKAPyDTgFFAYWWZwWVJSEmjh0NDQ6OjooKAgIF0UtokhbgiA1IWnQN5GdetW9H4T4BUuQNpWIFoFngB8BarC543YCkAYDQkJCdQwN0utP4BnPAWZAU09BYKBA0BYTXhVa7yCEyVObjk7OwNe8bgrevh/Gq+ffPIJ/FJKS0tbW1tbW1vT09NBQvE8r6OjY2BggCexcJfg1fDac7ZqxyvLsoxc+u+tDzl5Xk7u8KHDKIpQ5nJympBzFEVLCYqUUXJGPoyW56RlZkQnxkcnh8hyIsZ9lvLdRsXWIx8W/DRu9nfJE6eGfDg5lBka4Oxt3c/IUM/czMjCxNzGwsLOxtzW2srO1szK0trezs7J0cvPV0ZTMpmMoihcw1IURZIkzVIcJaNIWZZy1JCxMw0CU98yttXtpwN47TdAZ8DAvv0H9LG2tkSbcQFVEW2lUmlqaurgwYOTkpLa2tq6urpqamqsra2NjIyQxgwICHB2doYJL0AH4NqOHTsCAgI2bdrU0tKSlJRkYGBgZ2fn4eERGBgIYRGQcjExMV5eXiYmJg4ODmApABwbGhpu3rx57NgxV1fXt99++91334URlvr6+lZWVhYWFra2tkZGRrq6ul5eXnv37gWMoht/hOnz58+PGTPGzc3t7bfffuedd1Bwum/fvmZmZrD4Bv9iS0tLTEzMoEGDAHyDBg3Kzc1duHDhli1bDhw4AF+PHz9+8uTJn3/++dixYydOnDh27NixY8eOHz8Ox0ePHj169OiRI0dOnTqVn5+vVCpdXV39/f3Dw8ORn4AACkyZM2eORCKxt7cHBEPFxcVFRUWB/IQlu9jYWFhnBx0NAhnhFUEW5SIAzVHdYMVNWJS4QunIKGy7Q3FmAKIC8BYVpLJQqc3AInMAqVe1qMXzA/gIbUHiVcBWQUJLgE5NbBUvbeGDCsV4FQcJXhOvgoTGf6HU4nXixIngyRQVFT179qypqWnIkCFBQUGjRo3ieR681759++rq6orbCnqK11cCa0/wSnMyuYLOy8ld+t2yn/b/vPDL776YOXf40BFK5XsULWeUNKOkZIyUpBiaksu5XDaHkdIyCSVNTE8MiwtMJyJGjk1TjAxLz/BITHWKihtkaWehZ2xuaG6ub6ZvbGFkYmFuYmFuaWtjYWNt6+jg4ubq7ukRGR2F45XqLpIkZbJsJcvQ2dkUxaRTdFxGVmhUrLW1rb6hgZ6Bfv+B/czMTMLCQjIyhgBeSZIEvMIxQRASiSQqKsrV1XXDhg2Arc2bN/fp06dPnz4nTpwAfqWkpDg6OkZHR2dmZiYkJAQGBq5fv37dunVvvfWWg4NDS0sLz/OLFy+2sbHx8/OD0FVqaioYu1lZWampqeHh4a6urhYWFnBxR0fH6dOn/f39ly1bVlNTk5CQ0K9fP9CMgwYN8vf3B8UEb3J3d3cjIyN7e/vKykr+xQW0bdu2OTo66unp6ejoDBw40MTEBNZ80e0etBjq6upmZWXB6tkff/zh4ODg7u7u4+MzY8YM+IYAX7Skhkp7XBzc4YqKijVr1iQlJYWGhgIlExISYmJivL29XVxc8vPzQTgrFAo7O7vAwEBkDiAaQi9GVFSUv7+/i4vLgQMHjh496urq6ufnB/IwJCQEfDQgWnh4OJwEGkI6IiQkBE3AAq8DuIlS6KGhoXAmKioKARQNGYCCMwKVGtzdsIQErMAlwD1WNFEbN1XwbQ1xtqJ9ClAwS9BWIDABcHQK9OxL8YpCAg7YNEJ8mQtNe0GE/T+tXmFpKzQ09MaNGy0tLc3NzdnZ2QEBAe+99x7g9d1334Wp24BacXLgJXjtBVsRXjVxluMUDKn4cvai6qq2hvuqp5XtD0rrL5+/uX5Nwdh/jScIgmJIRY5SIc9jKLmczeHkMpolGFZOsTmMIleZm0Ox0uTUiMTEyMH+zq6DrExMzY1MbYzMzE3NjRyc7J1cnB2dndzcB/n4+QYGB4VFhMfExKSlpYEzwLIskq5whmNYmqQYhiJJkqZpiiBpSkoTWRlZmZmSLIk0WyKR/HtL8G68om1lAbWwqBUYGAh5jvb29pSUFF1dXVNT0+PHj4NUHDt2rLW1dXh4OCyCxcfH+/n5WVtb9+vXb/z48aBGJ0yYYGdnFx0dDfhGDQswAcDHx8fY2BhGGXR2dt66devdd981MDB4/Pgxz/Nr1661tLT09vYG7kDXFkEQmZmZiYmJERERMFzj3r17uHT95Zdf9PT0+vXrZ2hoaGlp6ebm5uvrGxwcHNW9rgqw8PX1tbOzMzY2VigUz58/7+rqkkql8EY6d+6cgKSoOQcHKwTLGhoabt26deHChYMHDxYUFHzzzTeTJk366KOPxowZI5PJQkJC4A8d1Hp4eLifn5+Liwuo9a6urkePHnl7e7u5uaF7drjHh4vj4uK8vLxsbW2//vprnufv3btnbGxsb2/v5OQEvHBwcIA7XGABjPGHe1v4TEIZJlgdAkMT9lv19vb29fUFHwOQDaYq0pWIidCOCTIzsHuPQi2LWgIfVqBYkYzVjld8g1iBLaDWY0UbxwrwqiWVJcCrIPEqmAOLVrr+T+P1008/hV9icXFxS0tLa2urRCIZPHjwiBEjeJ5HLQZ9+vTR0dHBhw+gda2/F69qCcvRORPGTi7968H94uY71xoa7/CPilvKrzw6tfPXpXOWfzh8XA6jYAmGY1iOY2hGSpOcnFXI5XKGIylGRtMkTdMcI2doBc1ICTozU5IlIxiO41iWpsl/ZwMoJTGqkwAAIABJREFUioJ/jiAIiiBZmnlxC69/s5VhGIKRZ2dnswxFUwTDcDTDcSzNEhKSprJlUpplWJaFTlaSJEHwAl4pioJIFrBv6tSpQAHIcBgaGpqbm69YsQL4Mn/+fFNT08jISGjZysjISExMdHNz09PT27t3L1wTFxdnYWERGRmJRsRKJJK0tLTY2FhwylauXAnY6uzs3Lt37z/+8Q/4TatUqvnz55ubm0dGRkLbAsx/kUgkycnJCQkJHh4eFhYW8+fPR14tHEybNq1v377m5uaDBg0CszI+Ph6AjkZtQedCRESEm5ubgYEBmMvr1683NTW1tLScM2dOZ2dnW1sbwmtDQ0N1dfX169cPHjz41VdfDRs2DCzagIAALy8vOzs72PII/UXq6+tbWFg4Ojp6enqGhISgJaaAgAA7O7vZs2fz3SY1z/PTp093cHAYPHgwrl5jY2NBSLq6urIsi/6HODk5hYeHSySSUaNGffzxxxMmTJgwYcKHH344adIkmqYh/JuTk/P1119PmTLF09MTMAHkdXJygpkj+EKNpaWlo6MjTCdxd3d3cfnPPBS0twrcLLt073rt4eEByyOCZCtqGQCS4hvE+vv7A76RgMX3hlFrDkAJBKwg4op2LoC/JRyvPd/i0EndPBc7O7s3glc8JoX8gf8OkTXhFX41JSUlbW1tDQ0NGRkZQUFBo0ePVqlUsKKFprrgtkCP8No7tgrwKibsMOXQ00fOPCyvqbxW/bikteF2Z+HZ2+d//GPjzLVTleOHZRCjFYoRuQqaIliWZeVcnjx3eM6wUSNGjho1Kjc3V6FQyFmFnFWw7FBOQVOshGEohuFokqJJSk4pSZLkOI4kSZqkQJmyNMMxLP1ioZBWNpPNKHJJQsGRLEdLSHIIxdAkO4JiaIqhpYQMtv4GrSrAq0wmy8rKio6OdnR0/PPPPwEx8fHxAwcOBE30wQcfwC3zxo0bDQ0NAwICYERWdnZ2SkpKYGCgl5dXUVFRV1dXeXm5ra0tTCfIyMiAFtvExMTIyEh3d/fg4OALFy4Avzo7O58/f+7r6/v222/v2rULaJKSkmJpaRkWFgYNsjCUICkpKSIiArTYtm3bkLT8888/y8vLOzs7lUqloaHhoEGDoqOjoZsL2snQDEM0pRDu3C0sLCZPnszz/OXLl2HckampaV5eHtKtq1evdnV11dfXB28EmlhgzhDs0wkbycEcT2tra1tbW0dHRxcXF1dXV7gRg7Wm8PBwyNs+ffoU71IvKSmxsLDw8PAAqxQKxKyPj4+1tfXhw4d5nm9ubr569SpKRAg+VF7a9q5SqWpqasrKyoqLi8vLy+vq6h48eFBYWHj48OG1a9eOGTMmLS0tOjrax8cnKCgoJiYGEgh4MhfCCd7e3qCU3d3dcWmJnFCcayjYD4123t7ewNnA7pkDavu10KRXHx8fJLpxwqJhr/APIYUukK49wauLi4umVgKxOdA77zUSazIWJ1X/vtKEVxh3d/369fb29tbW1oyMjMDAQNA0+CaGAwcORHh95eRA78AqZaUKTpnH5sGdPakgCJZUKoZuX1zQduv5rSs1pTdqn95uuV/89I+TxZvm7v58+Mz3konR0Rmfp2V9mqPIYuUcx8hp6rvPJ5cc39N65VDLhfynx5ZcXj9ry5xPJozMHU5KSY7KkrMEI+commVpiiJyKRru8QURV6RV6R4U9WKR3SWVSkEO0zQNX6VSKcxwycrKAvPx+vXrBgYGlpaWMLmHYRg4f/HiRT09vYCAAIi+ymSy1NRUWL9qampSqVS7du0aMGCAq6trbGwsfNuEhISgoCAHBweCIKqqqnAWzJo1C1axYF5GbW0tTB2OiopKS0sD0RoXFxccHOzg4JCYmFhSUoKY8vTp06ysrCtXrjx79iw6OtrU1DQgIABmvqDphTDzBaZtAWpBIVpaWk6bNg1uvd3d3YGP4eHh7e3t8J1dXV0haw2T4iA2YG9vD+9neNt7e3uDUgsKCgLzAb2LUF7V39/f3t5+5syZ8DPfv38fXOPOzk6KoqytrYODg9EiFRipLi4uSqUSkHrlypWKigocph0dHXfu3Pnrr7+uX79+7do1+Hrnzh3xKh80IsML8fYQdAwHnZ2djx8/bmxsRE/hZgicefjw4aFDhyBDAmkKCwsLKysriIVYWFjAx4yZmRmchNVIMzMz0MJeXl6gVb28vACmfn5+Pj4+QFgfHx9/f39Aqre39+DBg318fMDeQVYsOAPu7u6Ojo7QQeDp6eni4gKuCBKkSH3DeXgK9VXDs4MGDYJPQYAp0q0ODg4uLi42NjaQcgHaOjg4gHG/e/fuoqIiwCsecYO8XWxsLPKyAwMDYW0wKytrxIgRI0aMkEqlUVFRYJTDIiQERSKwGecQAQQWw18U+DCR3V1YUVFRERERcXFxYIjDxxVkQsBWAus8qrvvIDg4+IcffqitrQW8+vv7BwUFFRUVtbe3Nzc3A17xpS2EUbgb603XVs/B+oIJkMvSNM0STI5CSbMEJSdzcvJmTplbW1T/+GZD+eUnjyueV9ysK7xQuW/VT19++N04YsywkIQJcZkLJNJZDKtkOQWVtnDW5GfVv/JPzvJle/lrG/lfF3Ud+rJy9adbxwyZSGQMY6UER1G0nKFYlmVJmqAoAt3+g9hkXqxXxSuJFcuyEomEZVmSJOVyOUEQ6enp0Km1b98+SOZPmzZNT0/P1dU1KioqICAgJSUFbmwrKyuNjIw8PDzS0tKkUilJknFxccBleEN++umnenp6bm5uEPkMCwvz9va2s7ObN28eWjWCN/Dq1avhEzI4OBg+Zg8fPqyjo+Ps7AzmQFxcXEREBBim06ZNgzt3VBRF+fv7t7S0PH782MPDw8rKCl6F72sAa2twEhoHIiMjXVxcHBwcIKd1+fJlCwsLZ2dna2vroUOHAlD27t3bp08fQ0NDNzc3Hx8f+OQPDg5Gd3mJiYkoZwqKD/Vx4fnT4OBguNV99OgRMI4kyWHDhgEK8/PzjY2NfXx8gK3wKi8vLwsLi1OnToEI3bhxo52d3dy5c+fNmzdq1KjQ0FBbW1sYrqyvr29kZAS3dXK5HMyWCxcu0DQdGBgIk5gtLS0NDQ2NjY0LCgo6OjoAzWPHjoVJHzzPP3/+vKmp6cmTJ6WlpVevXj1//vzJkyd/+eWXmzdvlpaW/vnnn3/88UdRURFMTZs2bVpQUNDQoUNXr1595swZuPL+/fu1tbVtbW1NTU0NDQ01NTUwLu/WrVuXL18uKChQKpXu7u4gae3s7MBX8fDwgGwW3Pd4de+87evr6+rq6uHh4e3t7eDg4OXl5erq6u3tjbxmIC8Q1tXVFaasAt9tbGxQvgqE9qBBgwDHbm5ujo6OoGrhAL4CT52cnBBJxbYALI3u2rUL8Iq6M9DX2NhY6P0PCQmJjo4eOXJkQUFBUVFRTU1NW1tbS0tLW1vblStXpk6dCtegFUXU4hEcHExR1GeffZafn19QUPDll1+OHTuW47isrKyoqKjBgwcDbeH+JjQ0lCCIDz/8cPny5SdPnrxx40Z1dfWdO3eOHj0Kza9gSQ0ePHjHjh3V1dWdnZ09wStuCPRynHbv8EoxpEKh4DiOpkmSJnJycsYM+7Dw17KmMlXJn0/uFtZVXa//6/eHR7ZdXD5l5ac5k5kYyQfhCXOSMjcQzCKSloYGTBk+pKXiEl99kr97pPPm7s6r+fy5xfyez58uGHYsJ3BWUsi4rAQFK2VYOUsraJqlOFYq/08qAMxW5Lf2Aq+kuoI1LohnZWVlwVJGe3u7SqVqaWkJDAw0NTX19fUFRHp6etbU1KhUqubmZicnJzc3t9TUVBhdmJiY6OzsvG7dOp7nW1tb09LSjI2NXV1dQ0ND/f39bW1tMzMzT548KVgjWrNmDfQ+GxkZsSwL6Pzoo48GDhzo5OQEH8uBgYFOTk5+fn4HDx4U6K+pU6e+9dZbJEmqVKqbN29aW1vDsAI0OlYwTwvasWJjY318fMzMzCAaoVKpvv/+e11dXdiuY/PmzfATzp49W0dHx87ODv2xIm8UwqpwkJSUhKax4O2z0EcQExMTGBjo4OAwY8YMWCL77bffdHR0zM3N7927x/M8jMjx9PQMCgoCKAcGBnp6evr6+ra1tXV0dKhUKqlUCu0YBgYGsM0nzOMAQ9zExGTgwIHvvPPO+vXreZ5/8OCBg4PD22+/DdcbGhqCuWFjYwNrlTzPHzp0aPjw4UgOr1mzJiAgwN7e3srKCuLlsJ+oqampvb29gYFBnz59LC0tIZAwYcKE9vZ2XP/W1NQ8efKkvLz83Llz58+fr6ysrKure/r0aXV1dUNDA9wKdHV1JSUlWVpaOjg4LFq06OrVq0ql0tHREcxcDw8PMAo8PDx8fHyAm1ZWVjBrzd7eHqWyQAWjW3snJydra2sTExNra+vp06fPnTs3MzPTzMzMzs7O2dkZQIkoiXwAZAvAB6qzs7O9vb2NjY2Liwt4RHicGTwugTmAgzWqu0MkICAgJCRk1KhRp0+fFvQc8t2Ge0dHx8KFC0HARkVFgckOYN28eTP6BaE7hvr6+pKSkrNnz+7atWvWrFlKpRLspqVLl6LoN3KNIOhy6tSp6OhoWFkNCgratm3b/fv3QfH878UrnGc4mlOwDMcOVQw/vvts533+ceHz4iuPfztRePbglRN7r66eWzAjd8qwRFoemTwhPGZFmnSnlJoSHqEM9Lj943f849/4iiP8rWNdN39qv7Lt+bnV/E/fVi8ff3Js0tfRbh8n+edKU1mW5RglSzAsy0rlDP4DAFvRotbr4xXWxOBAIpGEhYW5u7tv2rQJ3g/r1q0D6ERGRmZmZkZGRtrY2Ny9exd+90lJSc7OzomJibCgD47tjRs3VCpVQ0NDTEzMgAED4JM/OTn5+PHjuHWoUqna29tnzJgBrXhwFwkpApVKNWTIECMjI7iDc3BwCAwM/O677+rq6vA72fr6+pEjR7711lvvvPPO3LlzeZ4/ffq0np6eo6NjfHw8gBXtmDCke3/DhISE0NBQDw8Pc3PzZcuWwQ9TV1fn7+8/cOBAOzs7AwODysrKzs5OlUpF03SfPn2srKzc3d3RQg20bwUHB4PmgvMwvgBcS9SgBTEAyJ95eHhAb3FXV9dnn332//7f/9PR0fn+++/h7UGSpLW1dUBAADRuhYSEODk5jRs3Dn68c+fO9enTBxLE6AYWVplA7rm7u4Pne+vWLZ7nv/jii7ffftvIyMjS0hLulKGPIycnB7SzSqVatGjRP//5z88++wzuUe7evatUKv/5z39CRlhPTw+fjW9kZGRoaAid6bq6ukuWLIEfrLW1NS8vz9LS0tzcHLxLExMTsAtQOB+caPBSLSwsDA0N16xZA7J98+bNNjY2np6e4L0iB8Dd3R0WDBUKxeHDhydMmAAEBCsAbBlPT09XV1c7OztQrOPHjy8vL0d/WikpKYaGhtbW1vDDAHytra0tu8vCwgIe2tnZwVYusNAHnS9ooxfUVgCQFeAVX7CC39oHH3xw8uRJ+DiBP9TGxsbKysrTp0+fPXv26tWrEBqprq5WKpXQAZiZmZmamrpixQoIzCBL59mzZ3hXN1Ikzc3Nc+fOnT9/Pjrz4MGDI0eOzJ07Nycnh+M4uVyek5MDpj+0Ee7cubOurq6H5gByYNXi9U16rwKwylmO4xhGyVIMnaccsXT+qucP+KbS56V/1F87c2dv/rEzB69s/XbP7JFz3k/NGR6ZNjo87rOk5E3psvzkdMLJKc703fpdc1WVP/NVR7qK9/PFezqub2z/ZRF/fOGjTZN+HD9kRYr7pzFuitRwmTSTY+S5lFxJsySNtWNhVO21OYAgC3IY7usZhpHJZEOGDAkODk5PTweBCctNenp6Xl5eSUlJWVlZcXFxNjY2Z8+ehffkxIkTra2to6KiwHgNCQlxdnYG+Qk9du+8805mZubBgwfxNRY4vnTp0pAhQ97+/6g777Am76//U4WQnZBBAglhhL03ASTsLUNWBqB11l1ba2tba7V2auu2ttbaam21bq2rri7rroriKoKoiAv3RCD37493+Tx3M5CO7/d5fufy4gohCTEkr/vc7/M+5zg4iEQiT09P6AZ79+5ta2trb2/v1auXg4ODk5NTVlbWwoULSSKAg3NbW9uuXbvi4uIYDAZWtyMJ3bBhg0AgCAwMTE9PJ3u8yTjXvLy8lJQUjH0JCgpCyQjv4KlTp3I4HPhhtVotER/Gjh2LfC08PByfLugJxHzu4eERGBgYHx8fGRmJU0KzkS7aTsMADgDt7e137txxd3fH087NzYXnd+bMmdAHIJmFhYUplcrNmzfj5SooKODz+W5ubpiQC8UNEh7Sn+joaF9f3+LiYnz80tPThUIh5HI0s4aHh7u6uuKoidDr9SwWi8lkFhcXEzCtXr06KysL9yUQx8l1aGgoykQeHh5KpfLjjz/GXQ4ePNinTx8Gg8FgMJhMJlY5oQ1EJBJJpVKhUCgSiWQyGTwVBQUF5J0wadIkWCyI9opRlvDMTZw4kRyP33vvPbTPEc+AWq0GrHNzc/fu3UvR1OT29vb4+HixWIx5aVDGAwMDIfVC3lUqlcQnIJfLnZyc4BtxcXEhF3AqAy5bthUkd25bQQ6r0WgmTJhAkvonT56cOnVq6tSpffv2TU1NJV3C48ePB2G/+uqr0NDQ0tLS8+fPo1aB/+n58+fXrVv34Ycfjhs37uWXX54xY8aiRYvWrFmzffv2PXv2HDp0aPv27cOGDaupqcHtsarg3Xff/frrr1esWLFgwYKSkhLMv4fyGxcXh5EuTxUHkOjQC1z/EbzSb0A3DBj1lTpdud6o0+uqXhjy8o0z9x81dlw7fvvi6YfnD13fuPSHVQs3zxrz0Stlwwcm5w+JS34tKeO9/LxvikunJiQFiZ2SlaxbS1+jmneZLmyj6jdRZ1ZTNV+Yfp5ObXy3ZeEreydUz83xf0njMTA9tjg/s6ysrKpC36/CYNCZ4fQPwoKJfw+vdM7CpKXT6Xr37p2amurl5UVw9tNPP9nb24vFYigDubm5vXr18vHxgTfLZDItXrxYKpUmJCSgjgRhCGy6cuXKxIkTt2/f3tHRYTbs6urVq6+99ppcLudyuc7OztDUILddvny5o6OjoaEhMjKytLR0y5YtdJkVH7b6+vrhw4dLJBIej4eSvaur69atWymK2rZtm0Ag8Pf3z8jIIIIATs/R0IlafG5uLoCCB/z444+dnZ2FQiE0EPgliCLZ3Nx869atCxcuHDt27MiRIzU1NUePHj1y5MiBAwdOnjx59OjR48ePNzc3L1y4MCIiAj4wglfUH1CQIYWpFStWMJlMZ2dnOLceP37c3t5+9OhRPp/v7+8Pu35AQEB4eDiy3XPnziFz9PX1RdEMPQhErEhKSoqIiHB3dwfyDhw4wOPxRCJRcHAwdD24Vl1dXX/77Td8jK9duxYSEsLn81UqlUQi8fX1XbRoEQ57jx8/XrduXUlJCap8qNeHh4dHRUVpNJrIyMjg4GCgrby8HP8pk8m0efNmnU7n7OwsEomUSiV0TOIJU6vVqIPxeLwff/wRx2aTyZSamioSiSCtwkWAeymVysWLF9OPqfv373d1dYVEEBAQ4OnpKZfLFQrF22+/jVSR5HdtbW3vvPOOvb39Sy+9dPfu3Rs3bly5cuXSpUuPHj26f/8+3oo3btxoaGiAj6K2tnb37t0bN25ctWrVypUrV65cOXv27Pfff//tt98eMGBAeHi4p6cnXgo6XiGAErEoISEhPT398OHD5GnMnj07PT09JiYGfzKAWKPRpKenY87GkSNHcnJycP5Eco7vvvuuvLwctT7cF/6KkJCQ+Ph49EmjzIVUF5+mlpYWevPLDz/8gIN0cue2AozTpp4mDtBHupgJAn8Hr0+Fr7kyoDcYDIbK6qq++gHHfzrTfpG6dvz273vOndx3vvn4nd1rD897/ZMJhueHJRcMjO41PCbx3aSMuQX5nxcUDgoMEAr5UUr2lcXjqCu/PG7YTjXupM5sNB1fTu1fSG14/87cF4+9ol+s17wR7zs4Pjw+1D8kMjgpuVdhXq6u0/FqNBpxma7A/u3slVyGc6C4uDgnJwcZBGQaiqI+++wzHx8foVCoVCqRAgQFBXl6euKPgU+yh4dHREREXl5eWlpaUFBQRUUFISl9DiHeQw0NDZMmTVIoFFwuVyAQeHh4BAcH45waPfjklnfv3iX3JVnJqVOnJk6c6O7uzuFwJBKJm5sbxDhfX999+/aZTKbt27dzudzAwED04OMAHh0dHRYWBnEtJibmww8/pDqz4EuXLuXm5uLJKJVKtVp9+vRp+tOmV+ER9PcxpDRyKEIzFaluocM1KipKrVaPGDEC/687d+5ERkbiND8gIMDNze3o0aP4ReHh4Wq1GumVu7v7K6+8gt8yb948NpsNOwRkX3JaChdXXFxccHCwl5cXBuzOmTMHenFkZCTpy8KrdPXqVXySd+/e3bNnT5lMhtNthUIhEolKSkp2795NTkX37ds3cuTI6OhohUIBlSYkJATOqqioKC8vL+gA77///s2bN/GynDx58rnnngsNDYWvAMkmRGTM8PXx8SEz1Wpra5VKJQ6HkFwDAwMhL+BgST+mLlq0SCAQ4Jmo1WqpVBoSErJx40a8/gcOHIBgRVHUmjVr7OzsWCxWYWHhnj17yOPcuHHjwIED27Zt27hx44YNG7Zu3bphw4Z58+bNnTt32bJlCxcunD179vz58+fMmfPRRx/NmjVr2rRp77777uuvvz5ixIiEhARCWIJX+gCH+Pj4fv364UV4/PjxzJkz0WRIboMLmCrX3NxsMpnu379fVFS0YsUK8h5bvXo1nCf4K2tpcwhxmo8OOniuZ86cefHiRcLlq1ev1tXVwY3T0dExfvz4qKgovEmgvba0tDxVHLCK178zc6A7eLXUXg06fVVVVXm57rvlW580UzeOPWjYe3Hv1oMnfzlz+Mffl05d/WbVhOeydAM1ySMiNS8kJM/NzP+8oPDdhIREicBeKPSROlxePuFJ/U7T+e+pc9uoc5s76la37ZtDbZrc9sXo2vHZS/RJkzV+o+OjYv083PxUXsHePn7ePgH+0dHRGRkZZWVldGVA99dLW1ZVV3Sp5uXlYYbA6tWr6Uysr6/fsGHD7NmzX3zxxT59+vj5+bFYLC8vL8ysunfvXq9evXx9fdHD7u7uvmjRIjNFH49z7dq1YcOGgYxCoVAul0PNTE9Pz87ORhH/xRdfNDMVEXvQzp07Bw4cKJPJUNKB0Sc6OhpVLx8fH2j8W7Zs4fP5+FF0dHRAQADqG0VFRe+///6WLVtu375NdQoCx48fj4+Px/pMd3d3JFmoNdEZSnePIsioQ4qimpqali5dOmjQoMjISHd395iYGMivwCvJK4lf6pNPPuFwOKBDbGyst7c3+hHb29vnzJkjkUjgjfX09AQvTCbTyJEjuVxuQEBATEwMcTXSFxfGxsb6+PiQk+4hQ4YIBAK1Wo0BBb169YqLi4Ovtrm5GY/5zjvv8Pl8hUJBNusBlzKZrLS0dO7cuUTmvnv37pdffllcXKxQKNzd3eGgiIqKCg8PDwwMVCgUTk5OsbGxU6dOxT4Lk8n04MGD5cuXDxo0yM/PD20LKNl7enrm5+eT13/27NksFksmkyFVDw4ORr8yhF2TyXT06FEYqCmKqqyshHoD3SAvL480Q7/77rtRUVHI5lpbW+Pj4x0dHfl8PpPJjI+Px2vS0NCQmJjYs2dPJpPZs2dPDofDYDBgYcaNCVPwfiASB3r/XFxcyP5tIg7ARAUXVHx8PNwmHR0dtbW10OKRQqL4if6L8vJykuE2Njb27t2bzEu6cuVKcXGx1fmQ5I9OMJ2SkhIdHa3X6ydMmDBt2rQ33nijuro6MzNz1KhReB02btxIDgBxcXFfffXVzZs3Ozo6uo9XsqHgb450qbQtEVRW641GY1XlswZ9dWVlpcGgMxh0eqNB30+nK9fPfHP24wbq3mmq+bf7p36sr9l+9OS+qzuW7nljwJTB+YP6JhUODI8fF615PyN1Tk7aZ9nZZZ6+XKadA4cjd3I8uWB8x6Ut1Nlt1LmtpnPrqTPLqd8+o7Z98HDpS2cmFi2piHw3wWtsfEhSoFosl7iq3Dzc3Tw9lL6+Kj9fz+Ag3zhNVE5uRllZCVYndCaheoOhsrxcp9fry8tLMX7AjK2WYCWBXQPJyclRUVEbNmygQ4ROOiRuLS0tP/zww9ixY0+ePIkrBw4cqFKp0LdTXV1N7kjy0JqamsmTJ6vVajabLZFIXFxcMO4kPT2drCOMjY3NycnBOEF68nj37t2DBw8OHjxYKBRCuYMAFxERodVqUaOPjY319fXF6ICdO3cymUy5XO7r64tO6vXr11+9epU4wPC/2L1798CBA7EsUywW+/j44D3n4eExceJE8gQuXbq0e/fuxYsXT5w4cdSoUaWlpbAiYOJ4UlKSWq3G6TCfz5dIJCqVKioqCg4tmAo0Go1arSYVqitXrkRFRQkEAm9vb5giUah5+PBhW1vbsWPHUO9WKpWjRo3C02htbc3KyhKLxYGBgfBIJneugIVZEueP7u7uCxYswAseHBwskUhCQkLI9JaYmBg/P7+8vDwogxRFxcfH8/l8X19fMlIARyM3Nze5XC4QCFQqVd++fbdv307EmWPHjo0dO5bUl5DGhoWFqdVqFxcX9FakpqbOnz+flLObm5sXL16ckZEBe6xYLCZ9gK2trampqaglopzl7e1N7wlcs2aNUqlEj4nJZIJxQiAQSKXSMWPGYJ4kRVFTp0595plnZs6ciaPgwoULHRwcWCyWUCi0t7f//vvvcRY1ffr0nj172tnZMZlMgJXD4QCshCB8Ph9mCYAVwrFMJoOtDccJT0/PNWvWAK8JCQkvvvjivHnzMjMzNRpNbm7u8eOz38ByAAAgAElEQVTHqc7SE17S+Pj4iIgIjUZTUFDw0UcfQe1BrFy5Mi0tjajG27dvh5JuNegGWzjAIDXAGowNMch8weuamprs7Gy8ATQaDb2twCpecYw3y17prQSY8PLvzHvVG8sNBkPf6gFlZRVVVUadvtRo1Ot0urKK8hEDR1+qaTE1Uc2/3b9+8lHT0ZYzvzbWbD//yWuLRuYPNyb1qQhPGhGd8FZSyodZGZ/n5r4cG+3DYffoacfk8lgOdvs+GkWd30Sd20ad22qq32A6/S11aCG1fWrrslfOvV2+sjpuapJ6bHxQRoiPSCIQyyXOMpFcJnJ1FXl6KHy83b3UKg9Ppbe3V0REmFbbq7i4WK/X63QGvd4IO2xFRRlabC1lAats1WE+bE5OVFTUpk2bSMJI2IoqM/XnoCd0y5Ytc3Z2hnj62WefkbzPZDKtX7++sLAQliC4L9VqdVxcHOpOZB8txsGg8kN1Fihqa2vffvvtpKQkJpPJ4/GQRGCoVUpKCja4wAqGkdh4zp988gmDwZgyZQoRGQnl8XXfvn0FBQVYgIEZiYGBgUg5ExIS1Go1ETdaWloiIyMdHBzw2cMMITicOBwOn8+H2xSb6F1cXPz9/SMiImAsRwdEcnJyaGiop6fnwYMH8bJ88MEHTCYTCi+SmrCwMA8PD5zDPnjwIC8vDwRBjkNR1L59+/B/h4pCZAHiCkpMTMTJ+J49e9rb2y9cuMDj8WQyGTalY3YB3CBGoxGPeffuXWdnZ1TS8JEmy+9iY2ORZsrlcnzSUlJSli5dSmTNn3/+GSV+tLdC0YY1VaFQwH4rEol0Ot2aNWvwmre1tf3yyy95eXkODg4LFy7E49TX18Nnhqqmr6+vRCKZNm0anuHRo0cVCoWdnd3GjRvb2toePnyYnJyMAyeZMURR1JtvvmlnZxceHg4z0/Xr15VKJaqdGRkZ8+bNI++B/fv3z58///PPP//8888nT548YsSI4cOHjxkzZuTIkcOHDx81atTo0aOHDh06bNiwkpISlUqlUChQy4IFAsIx6mDIXqOjo/v06XPjxg2KohYvXoxXY8mSJe3t7TDS7d69++WXX+7Xr9/rr7++ZMkSIrjh+ezatQud2XB6tLe3v/XWWzExMZY9XWTET3LntN+kzkG9+BY/QpNCZGTkJ5980t7e3tzcrNfrMf9Io9F8/fXXIPtTs1fSR0BfE/s3s1dbYTDo+vXrV1ZWUV3dT6cvrazSVVUajHpDP8Pg3ZsOtTdRt092XDt2v/5A86ndF0781LRq5vcvFb/0bHxZWbjWGBL5eoL2w7T06Rnpc7XZWje5XQ87O4Ydi8195hm7DROepc5toM5toxq2muo3dJxaTh3+nPpxumnNG1c+6rtpSPKsNO8X43x6R/iKRGyBhC+WCCRivsJVqnKTq9zkSjeZm8rF3UOhVnv6+/tmZqZ3jssCZNF9UNYFXs1EWExaSU1NDQoKqqurIxjq6Oi4fft2S0vLrVu3SLGenlqSa65cuSKXy+EVHzNmDHkDLV68GD4PpJw4YU9LS0PGihkF0CVyc3OjoqJeeOEF0lO0d+9elUrFYrGQQcAXBS5jvGxRURHSXqRm8fHxeGIwu9BdChRFXbhwYf369VOmTNHpdC4uLgKBAOUXb2/v8PBw2Fezs7NjY2Pd3d2nT5+O/9qmTZswmc3FxQWFGi8vL5TOSYc78riwsDB8MBISEuCoxYhrjUbj5+dXWVlp6hxc4OXlxWKxcJAgBTe1Wo2uXIqiZs2a5eDgQOQCiqL69evHYrFgvKVrAriA7BUn6agybdq0SSgUuri4QBmA0T0+Pt7Hx4csTPvtt9/YbDZ8YHgopDlE40NaGhAQoFAocPocGxt78OBBPMmvvvrK3d09NDSUDOLCZxjTauCFkkgkbDY7PDx80aJFra2tT548aWtri4uLW7RoEf4oX3zxBQT0gIAAb29vmUw2fvx45KQtLS2xsbH29vZsNvu7776jKKq5uVmlUrm5ue3evRt/1tbWVoPBYG9v7+jo+Pbbb+NP9vHHHzs4OAgEAolEsmPHDrqfiS5YWZ6W4euNGzdqa2unTZuGPi4EvF/QjmDPWr9+/alTp4KCgmbMmIE7Njc3o+KUkZGxY8cOinYCB/7iV+A84MaNG3PmzElLSwsPDy8uLgb1Wlpa9Ho9vdmP3msLwpJhknQEkyYuXBkWFjZu3Lj29vbHjx/3798frWWxsbHIXrvA6+DBgwleMV6Ajlp67xabzf6neDUajQYDJmQbDMby6iq9Qac3lBmXzF714Bx19XDrpYN3m4/dPLm3oeanhj3rT08a8P5Abb/KiExdcNSomNi3ExJnJKfMzMga7B/Od7CzY9nZs3o6ODKe6WH3ydAyqmENdW4r1bCJOruBOrmCOvol9etcauPbd+cP3f181vwcv5diPXUxAS4iJk/EEUn5zs58uUwkl4mcpUJnmZOLq1TpJle5u3p4KmNjo8vKSgwGQ0VFhV5v7CRquSVbzcpZJPR6fVFRUWpqqre3N4xKeDcMHTpUqVT26NHD1dW1V69eo0aNWrp06ZEjR0iVCQUHvG+ef/55pG+RkZEo/ZtMJpVKxeFwXF1dkSIBrJjJQqZn4XQbsm9gYCCKm62trUVFRegyIARMS0sDWM2aBXJycoKCgkpLS/HM/fz8qqqq8ARMJtPNmzd1Oh0yUDabDasQWrMiIyPRc4UNBRCzvL29Dx8+jM/Gq6++yuFwlEolzIkw1qBhkYwjQRmKjJJCwMiF4Vg+Pj47d+7Ei7Z69WoHBweVSoX/EaYUajSakJCQmJiYO3fuQAzJyck5deoU/jsnTpxA94G3tzdOCcmiF8LZhIQEX1/fjIyM+/fvUxQ1b948Dofj4eEBWQCfQPQLIHs1mUzz58/ncrkqlQpiLkmOYOJB5SQyMhLjBZRKJZvNZjKZH3zwATjV2tqKBJaMJcT6BmwcwIgvaCZ2dnaurq5wYnR0dCxevHj58uXkQAjEoy6P5wY/U2lpKTJQgUCAM6pr167NmDGDLLaoq6vTarUcDgc+MGwPMplMZWVl6Kvm8/l4wLa2tvv377/88svx8fFk5Qz+XjBpoebGYrHAZRaLRU5K3N3dkRaAsyqVCk7eb7/9tra2NjIycty4cXV1dRcvXtywYQNxK2u12hkzZqDERCf7kydPzp07t2TJkuLiYpRAk5KSsrOza2pqOjo6Ll++rNfrzbLXpD8H+dPTwYreBJzEoLNx+PDhjx8/fvz4cVVVVWxsLLqxV65c2U1jFvAKVZqeyZLR2mw2266LslU3o7xcV1nVt7LaqDeU6XXlVbq+r704ueV02/06qqWmveng3bP7Lx398fcjO37//O2Vz+UN08cUlAfEDoyInJAY/16cZnZa5lu9tD5Cgd0zdmyOA4tpb8/o+UxPu/GFKabGVe3nNpnqN/6B15qvqL3zqS3vPvxs5NFXCr4oCn451q2fJsBLyuUJHQUSnlQicJYKnaVCqUQgdRbKXcSuCqlCKXNTufgHeOfl5UBsxchX5LK2DAOWAcxpNBoXFxcoR+3t7Tt27GAwGAKBwNnZGWe+YrEYrMnKypozZ869e/coWhw6dAjJoIuLyy+//IJ3FUolERERmCVIX5JYVFRUWFiITgQ4FhITE93c3H799VeKou7duxccHOzk5BQYGNirVy8s6C4oKMAkQ3rqWlBQoNVqIyIiysrKUHzXaDQCgWDbtm2knFpUVGRvb8/j8dArCQe7VqvF1sKsrCws10pLS8MAEfzXHj9+nJaWxufz/fz8SPGHEAejp7y8vOBLR5MP2iLc3NzIoKywsLDc3FzyASspKREKhZ6enlgVg0DG4ebmtmzZMujC0Mjw/MeMGcNgMNzc3DDJAYID2rqSOwNDGIYNG4YD3quvvsrn8wMDA/FRRwILw9Pw4cPx9xo4cCA64ohbCAYDHDbg6kd3k1wuj4uLmzhx4q+//kqOrPv27cOZMnor8LLgXjiPVqlUzs7O2dnZs2fPPnToEMnmli5diuTuwYMHvr6+cPIqFIrExEQYRVCnItqLWCyGoEzCZDJt3brV09OTzWZDOfX19cXLVVtbCzVDJpPxeDzoLXhAOzs7e3v7Z555hsFg9OjRg8Fg2Nvbo8bl6OhoZ2fXszNYLBY4gq4KNGuhxYtMJFi3bt2JEyfQagXXDZkVgD9QdHR0YWHhhx9++OOPPzY0NBw/fnzp0qWvvvpq7969IR/h6JicnBwbG1tdXf3OO++MGTOml8VKRHrDgi1BFlkt2dMTEhIyePDgtra2x48fDx48ODo6WqvVRkVFPbUpFidMoCrZF0tMr+YjXbo2Bjw9DMbq6urK6qrS8hJjlaHSUNXfMPTE/vN3zlLXah5fO/bw7O7mun3NR3b8vvWLH8YbJ+gTi0pDehn9I16Ii50cnzA9Oe29zOwCNzc7ezt7piO/5zNsxx4crqNdDztdbFh73fL285tN9Rups9+Zald01Cyl9n5MbXr70cJRp14r+qYs7JVo1+fiAkKVIg7fgSNii5y4EjEfkJW7iN1UcqWbTO4iljoLVe4uSdr48vJSuAgqaLthuonXioqKtLS00NDQ3r17kzdxZWUljEpI3DDxMzAwEMQUCoUBAQFLliwhcsHt27cTExNhV0Rx7MmTJ/ikJScnl5SUFBcXk1y1sLAQrbf4WlZWlp+fr9Vq1Wr13Llz29vb79+/HxAQoFKpEhIScnJyMAsGbMVWWuwJB3MzMjJCQkJKSkpMJtOTJ09SUlKQMn/yySf41N2+fbu8vFwkEvn5+eHcijStktWwOTk5mMJFTp9PnToFfRYaHMyboaGhWq22f//+U6dOXb9+/ZYtW/bv33/p0iVUwL7//vuDBw82NTWdO3duypQpsOLHxMQAlHv27EFtJygoyGzJa0JCQkBAQHZ2Nh0iJpOpqanJy8tLJpOhMzi5cxkB7oVvU1JSIiIiVCrVN998gyOTVqvFb8FnDwlsTEyMr6/vhAkTcORISkqSSCR+fn5YN4CDB2pW6FAKDQ3Nzs6eMmXK/v376Y12169fX7VqlYeHB4/Hw4EErauYdeLn5xcbG/vcc88tX768qamJOPPu3bt38uTJV155RSgUYn/lL7/8wuPxpFKpm5tbSEjIqVOncMuNGzdi0ijG2np5eel0OnJ8unXr1qRJk5Be4XiJ4xlu8O2330LMEQqF/fv3x+H25s2bWq02MDAwNjY2Kipq4MCBQ4cOnThx4qxZs+bPn79r166dO3fu27fv8uXL9+/fv3PnzpkzZ/bs2QObx71795YtW0ZaZtG15e3tvXr16hMnTkRFReHIhMMYAjK3VqvFq4qdaRkZGb169UIlEBko8Qakpqbi+BQWFkZf22MmCyR3bgkCgmGzjencphMXF5eZmYnJIXq9/uOPP0YhF1sLgd1vvvnmxo0bTy1tkaTVLHWlc5bL5f5TvFYZK6uqqkrKSvXVBkOlsVLfb+uaPXcvUhdrWht/u3Hh8NWTPzcc3XFu75oTM16cNSitsjQsvsI/8rnQ6DcSe73bK+mDtKzqiHCpvZ0dw47L5Qp62LE5PQVcRzuHnomeHq0HF7Rd3EQ1bAJe22uWmvZ9Sm1+58kXY85NLFttiHk9Rjk81j/B05XNs2c7scUCrrNU6CIXu8jFMrlIJhdJnYVSZ6FMLnJVSMMjgvv0Kaqo+FNnV/fZWlRUhLNLpBUURR07dgzl4+jo6NzcXGSLRUVFeXl58AChYVEoFE6ZMgWEbWhoCAwMRE63fv16iqJu376Nw35GRgaWzoKPmNUN1bW4M4qKilJSUvz8/DA0Gv2p7u7uKSkpffr0wW8nva1Ff47s7OzQ0FAMkTGZTHFxcUgnJRIJ5mC1tbXdunVrwIABCoUiKCgoISEhLS0tKyuLgBVTCBITE1Uq1Zdffon/0f79+6OiovLy8kaOHDl16tR169YdP3789u3bpFBGl+0Q9EEK169fx4SE4ODgQYMGbdu2LT09ncfjqVQq+HXQ3KXVatPS0uLj40NCQmQyGcRNUhtcu3YtcrHw8HDckh7oOtdqtei+r6mpMZlMv/zyCypLuAuxT8bFxfn6+o4bN46iqNOnT8NbilkqISEhkDWjo6MrKiomTpz43Xff3bx5k6Kp7bt27VqwYEG/fv0iIiJQQYbMgoE75eXlL7/88vLly4lhAGjbu3fv1KlTX3jhhZSUFBcXl549e/J4PJygvPnmm1wuF81Rn3/+OehZW1vr6enp4ODg4uICwywIO3v27KampkWLFsXHx2MVppOTE3pwvby8XF1d4WDbv38/JjD4+fkRixjeTmS0LhoCyTEMczOuXbu2f//+AwcO7N+/H3v95s+f//zzzw8dOrSgoABeDjL41dPTc+XKladPn4YEROQXDGTB31TbaemnL33Q0vaekSyVTJ5MTU2F3dWMrdpOtwC2TsTFxaG5o7CwcNSoUZMnT16yZMmuXbtOnjx59uzZs2fPHjhwANbD+/fvjxw5EuclwGv3S1t0pFovbf3z7LWysrK6X9+KSp3eaPh4zqIrDa2XTrQ3Hmm9ePz2yV9PH/vx9IGNv38zbfO40pcqY/L0YTHV/qGjw6OmJCV/kJrxSnyvECe+HcPOgW3v6MDgO9qxnBgcRo9n2I4BUufbW6a2N22mzm2kzm421a7qOPa16cACausHpq9euvx25aZ+vd6Mcx8V45/q68bi9mSK2GIBXyoRSCUCiZgvEvOkzkJnmZPUmS+TC11cJQGBPgUF+QSvdM4+la3l5eXZ2dkxMTGVlZXk4/Tss89yuVwfHx9MocbIbXr6mZWVhXKKq6trXl7egAEDIiMjoZN6enpu2LDBZDLV19dDLsjMzCQkRe6JvBX2JmyFQbdYQEDA9OnTkW96enr6+PgkJydjhDZyVTL1taCgAAospsdCHADgkpOTFQoFOoukUilKRvhEzZkzJzg4GNTDiOvszkhPT8eYRKLutbW1wc5FzyjpPLXEK75taWm5fPkyHL7oREIjBrpCQ0JC0N5D1ruCgJgw0LdvX9LTialUXC7Xy8srPj6eLI7FSSV2H8BXGxYWFh0djSmCK1asYLFYKpUqOjoat0xKSkLnWGBgIMoXmzdvRlYeEhKi1WpHjx79xRdfHD169P79+/Saz6VLl3bs2DFs2LCgoCDYjcE1JyengICAd999d9OmTb///jv9v//o0aPff/998eLFw4cPj4yMdHFxwSBHsVgMM6lIJFq1alV7e3tBQQGPx0M7LE53rl+/npyc7OjoiM09aGFA1QuGEyaTieRUKpWqVCrMW/D393dzcysvL7948eL58+dDQkIkEolWq92yZcuPP/7Y2Nh4/fr1lpaWixcv7ty5c9WqVdOnT3/11VcNBkNGRga60TCxBVs1yUx02LNEIhGKhGSSFqbArFy58vjx4xBPzZRrYp8i5X4zmHZtaDXDKzANqubm5o4ZM+azzz7bsmXLsWPHcPxDXLx4cevWre+//77RaExNTd28eTNFUb///nt+fj6O5UR7fSpe6XZXzp/HvBLtlcViWddeq2jxlOxVV11ZbdT1rTBU6p8f9NLVk/dv/05dqW1tOnLzzJ4LNT81HNzWsG3pwckD3hqoLdaFRlf4Rw4Kj3wpLPDd5MS3k9MyPdV2Pe2YLHsOw47FYXAcmVyuPY/9DJPF4XN6nP7mHercFqrpe6ppG3V6HXX4m45f5lHb3zetfPXiB7pdw1KmJXqMifDqHeQl5NmzBUxnkcBJxBU6cYROHJGYJ5bwJVIBsleZXOTp5ZaWrtXpyolhwLLRwBKs5MqMjIzw8HBM5DOZTPfu3ZPL5RKJJCYmJi8vDzsNS0pKUIwiiARksfVPpVLJ5XJ0T2KMIUVRhw4dwr6A7OxsSK7wYBEFFqorrsEcWH9//48++ggnxWjoSklJoZOUZK94GkBtVlZWZGRkYWEhkpHk5GSlUgkVLCQkxMXFpbKyEk39FEVdvnz51VdfDQoK8vHxwWjBlJSUnJwcrVYbGRmZk5Pz6NEjMhfVkqF0+rS2tp4/f/7IkSO7du1avnz5p59++uabb1ZWVsLShAIaYApFzMfHBwOxSD8rTvO1nVPsQkJCvLy8fvvtN/LrYmJixGJxcHAwOtBgpIVcSwZdo2JDmujGjx8vFAp9fHyQWJGbJSQkREREFBcXt7W1TZ482cnJCfsRDh8+TMovcDR/+umnU6dOLSoqksvlGOwCDVQmkyHJVavVCQkJZ86cuXfvXlNTExLbl156qbS0NDo6GntGQWGJROLs7IyRrxhf4OXllZSUNHz4cIVCIZVKoS0EBgaOGjUqMTERpkt3d3ek1ahEYQ4hZpxjrzCZ5I2RLtjVplAoMPIc/n9XV1eQAgMbWZ0BRiAdww1wABB0Bo4BmF8D06urqytWOZBFh5j3Sq8K/osBLZV81Wg0WVlZc+fOJaOBycFvz549n3/++ZAhQxISEsjMrYCAgG+//ZaiqF9//RX90JARVqxYcfXqVZPJNG7cOKyZwDjtBw8eFBUVAa8mkwmviVkfQXfbCrqP12p9X51OZ6jUD3h28JkD5x6ep66faG06eu/M7osnfjx3dGfdL2uPfTZ56dDsQRUhSRUBwfqg0JGhEW/Gx73bK+nZ8HAZi8Hp+QzDsQeP2YPNY/BYbB7PQcB7hsPhcJh2e+aNoy7uaL+4vb1xK3V6PVXzrWnfAurHmdSaN6/N7PvTyPSpSZ6jQt1Lwn3lEg7fiS3ic/gCFl/AEgjZTiIunbBSZ6GbyiWxVxy6CSybtZ6aw6JiTtzO+/fvF4vFHh4eWq22uLi4oqKCvqO7Dy0gF+ATTpYMBgYGrl27trW1dfv27ehkz87ORuZLviKw65uc7GdkZERERMycOZOiqL1797LZbD8/P7gFMKcV2Su5PTRciAM4Y8LbLiUlxc3NLSkpKScnJz09PTo6Gtu06LW42traESNGuLu7+/r6hoeHIw3RaDSDBw8mc/PMLDs48NTU1Hz55ZdjxowpKipKTExE/s7n8x0dHblcLjYn4sOJ01uM/YchESd3YCsdrxhQgOJ7QEBAYmLiiRMnGhsbx40bh3EKkZGRAGtqaipmyxLUQsWLiIjIyMg4fvz4ihUrPD09kSMjw8VX3BL22MzMzICAAMx5iIiISElJ6d+/P6SS8PBwqVSKZBOgcXFxQe6GXBLzVtCAixE2gYGByPgwnkYikaC5APeCjw0DW7GJICQkxN/f39vbG0N8MDbb399fqVS6uLhAPAkMDAwPD8eEF0whwKxCTGgFWPFoaPQCZCFniUQi1Pe9vb3RHIHgcDjQZHGoADflcjmGttADo7PcOwNDBugTfP4LeCWJbUxMjE6nw/w5vBUbGxsXLFgwatSoioqKxMTE8PBwdDxrOzWElJSUH374gaKohQsXhoaGQrSNiopCUyxFUa+88gp6EE6dOoXJvIWFhdHR0f8NvJK2gurKvgadsUpXvfrL9dRV6s6p9usnWs8evH5817ljO8/u33h8w6db3uj7RmVM77KAqL6hoYOjIl+JiZui6fVSVJy/VGDX007EYHBZ9gK2PYdrL2SzeVxHJ0FPAZ/raG/3zWv9qKZd7Re3tzZupc5soI6v6DjwOfXznLb1b12e0e/n5zNnpvs9H+Kmi/BViFhMjj2b5cjlOfL4TIJXOmFdXKURkSHFxYUGw5+UgW7iFdkfGu1NJtOzzz4rFApDQ0OxNNASr8AiWIncE86q/Px81EwnT55MUdS8efMEAkF4eHhOTg5BKh2v2LsFUGKLTHh4uMFgMJlMq1evFolEISEhmZmZ+fn5uA3JXkHVws7Iz89H3QD6GtpMk5OTcWO0oimVyrS0NJz4E2LW1dVBnAJoUHl44YUXFi5cuG/fvpaWlgsXLuzbt2/p0qVjx45NTEx0dXUlWQ8qy2KxGCjBBBNUwEAi0hNJKlFEDYAyQPCKU3hScQ4KCsLoUnSC+fr6ajSazMxMUBJ3hGEWd0xJSUFfUFBQEMY+YesBfDz4dfSd28ij1Wo1zGGEboSM8FegkxgjpuCfJdPv8Xkm86fBKYVCgQFUWN8QEhJCXlKy8RB9fVFRUWiQ9fX1BUMxwAyWUqCTeN3ouw7JwhiyM4bsoQkLC0OGS5YRYA0B2S+g6gwQk+wfo28VI0HGyJqt5v7v4BUzrnBaEx8fv2LFCpxOXbx48Z133sEaEfi6UEUgownwTigvL7969Wpra+vAgQNhZtBqtRqNZt26dSg2YhlMbGzs6dOnMePmv5S9/rlry1Bl7Pf66DcfnO943EDd/5268NvNk3sunvzpQu2Os9uX/Dht1AdD0g2VEcl9Q6KGREW+GBszoVfShKhemSr3nj3smCx7HtdRxHZ04jJ4vJ5SHofPY4oF9hIBx9He7q2+OVTDVtP579saNlJ1G6jj33Yc+Iz6eU7Hd+9enTPo17H5H+cHvxCu6hvt7y3jc7gMAZ/L4TIIXkkCC5OW3EXiH+Cdm5tN7FndZ2tFRUV2dnZkZCQM0suXL8eQjpiYGNT0AVP6VwQBJSCLwFl2SkoKRVETJkxQKBSoDlniFRko8QBAAUhKSoqKijpw4MB7773n6uoaHBycnZ0NgObm5hKVwAyv0G3j4uKKi4srKytlMpm/v79WqyWTXtPT0yMjI5FJzZw5ExTGaX5ra+vNmzenTZuGiVA4t0KOExUVFRwcDIcQyqkk68HHGPNGkdABIigZQ0QjPCVUJTwlbCV4xYACqGwQSaEweHt7w5ybkZGBAjR5ZJz4k4ClH+WX0NBQeCHxyGA3PLZgAWrNZNoIZv6DuUgwydpBpNuouqA+QwaLxMbGgunYeYWXgvCUtBtgiWwXiw5R0IeDGANh4SAGSQFf+kpEspILugEhbEhn0J8SfkrWcZsFfSGY1QVcdKT+N7NXdHmAs6gEXrp0qV+/fihqgaR4m+FQR9bPYCYyzs9QaiN/u61bt0JeHz16NDn3dBcAACAASURBVF5MaK+PHj0qLCyMjY39R3i1RKrlNXS86iqNpQW6H9btpS5Tt092XK15cOLnxqM/1h3eXrd/44llH63on6zThyX3DYsbFhnzfJxmvCZ2fEJS36BwMZNh72DHZdmzeQwxlyHiOTrxesj5XAGfJRHay4RstqPdgMwY6vgqqv679ro11OnV1LGlHQcXULtnU5veffLVy4feKJtfGDImVP5spDrMTcxl2XPYTA6XweU5Qh+AAkvkV2eZyNPLLTU1Gd0Ef8k2UF5e3rt3b1RIPvvsMy8vLzTgo9yPlbF0vEJ+JZcJWElKm56enpiYOGjQoKSkJA8Pj9jYWLrjlS4RoLqFR4OJFc4EmE+hn6JxAN0EBKz0wJXZ2dloTAgKCvL29g4KCsrMzCwoKIArIDc3Nz09PT4+3svLSyKRREZGLlmy5MGDB/QZifPmzQsPD8d6K/gi3NzcXFxcoBuCp0AwmS9HSAfzDXwIAGVmZ5BtgJAI0qxFZmYmUIv0Hy8gkISyL25ApsfiXhkZGbCXkeEGKEBDKMANkL3iAgQK7L9B5ovb4HQyISEBJ5hwUJJaDc5SkztndJFCOdCMgwGeKo4upPkC19AjpnPtNviLpSb4ClsYQSfMRjhuEbySHJZQGAHJAlsMwsPDMZ2LBNl7SNYamm057GLRoc+fw5sW/1G8ajtbsPA33blzJ0VRV69eNRgMEHO0tB4tvLXQUIB1hLAPf/TRR7GxsWQWcGFh4enTp5ctW3b58uWqqqr4+PjY2NgTJ05glWF+fv4/zV67g1c6YXWVVRXFVS1nHz1soM7tv1Gzq+Hoj/WHdpz5ZcOxX9Yc+eaDZYaoHGNw3OCImFExmpfier2enDwqUuPv7PxMDzsh04HPsedz7J34jhIBSyp4xoXPFgjZchHDRcDg8RxyIv3aDn5N1W8wnVlFnVhO1SymfltI/TLXtGnq46XjD03Wze8T9mKorG+IKsHbRcC253BYbI4DCMvjM/kCltCJA3FAIhVIpEI3lYtGE1tSUkwGaHUHrAjYpNCtDFtfYmJifn4+dsPQSWqGVHpAN8CerqysrNjYWJy7paamYkc3URLAU7qLANjFbFZSZQoNDUVPC3oHsMTbMoDXgoICrCFISEjAEDZ8C7kWe2FxjhwaGqpSqfh8fkJCwjvvvLNy5cq1a9eeOXNm0qRJoaGhsMQCJeTDD/8NgWNGRgbsXAg4Z8kFsqQgMzMT+CPX0I2uqFARFuOW+P+C12RfLNnfhfQzKysL94LbARAnvzE5OTk7O1ur1cJ5hsdBNpSZmYlklqS0dBUYTEfRjCgVyZ1t7PR0CSUUrVaL5Ih0bZGN3AmdQcBKVwaQluJbpK4REREEuyTDRT8VwS4dr3RlANorklwovEAqSWOh7dIX2dKDpK62slcyr9Ys/qN4TUtLw2EMqjoGLKBpYsCAAWgTwN8Fejr+FpGRkcOGDYNBrampKTc3Ny4uDn/fmJiYAQMGPHr06PTp04cPHybHb+D1wYMHGKj038ArieJy/djn37h93nTjTPuZA1eP/Hz24M5Th74/9dPGYz+tObR65qqhqWXVobHDImOej9aMi9W+kJCU4ebh2NOOxbTnMXs4CXpKOPZSIdvZiSMT9HDlOTqJeAqpo1LAEInYkZ6ut39YRDVsMdWtp06soI4vo44uofZ81rF1Vvu3b/4+47nlA7RvJHg8G6TICFCJOA5sNht4xT8en4kEtlOEFbi4SoODA3Nysogx6y/hFTlsZmYm3jFZWVlgK35KJAJcAHPp4gAChAVMc3NzkfhkZWURe4AlXktKSgBHug6LBa5paWngI35Exys9jYU4gD4FspUA62CR1aLvADlsTk4O9IeQkBAMH0HVGB2cXl5eGo0GKw4BULCMfEsCvV5o9yJNX7gjsZGTTJOkimbKAMEryX/xNSkpCRAkOKYvPiANEahx4V7kSkJ/wJSgE5jGlfgVRK+gP0Nt5xwmQlViFcIJJgp0YApp68SPIAWgaRiCADJZgt0YWsAYRN+pA26ikIUrMf8bnjPoCbhACAsRFvu6wVls6KJLBEAt2EqSWRK28ErSVVgd/st4hQKDR05ISMBwWIqi2traHjx4sGjRovT0dLw+RF2Ji4t76623MNzg3r17EyZMwHkP1IP4+Pjly5fX1NS0tLR8+eWX6Ls1M2b9ZbyaGbP+Kl7LDFXvTZn96BrVdOL+4d31+386/evWYwe2nNi54ejWr39ZPm3Z8znGysDwEVHRL8YkvJaY0dcvxKlnD7a9vYDD5HCecWLZSfn2LgKeTMR1EfVw5TmKJQKVnK0SOkgkXF+Z6PyGuVTdFqp+C3VmHXVqNVW7kjr4FfXDQmrD+5cWjt0wOndKik//AHl+mLeUz7SFVycRVyzhiyUCmVysVnsmJycBi0/FK30yoU6n69OnT0VFBXCJna9ISElRC9fQpViy95CgE9xEAltaWpqXlwcCErCa4ZX0CxB6ElEVsilRWgmC6Xgl18MlhrYumBnIwm3s7iarYbOysvLy8nJyctBIiiFP2P2JrdqJiYlo5SJNBwSsZiSlIzUrKwt3AenIoi36mTtABliTfJYQk3yL/JT0y+IuOTk5eKjc3Fw8DcAUz42ktGlpafg2rdNOS+pm+JZk0PS+L9yG5MuEF2RkDM5DYY9HxqrVasmoU01nIG8lmSySXOAVX8FHfAVtobGiIRCwQH4KlQDXwxNiNXsFUtEWgRIcEQSI6kp4SlQCujhgSx8AW/38/HCBvtz7vyMOkD8BCrPjx4/H7F1UZU+dOjV37twXX3xxyJAho0ePnjBhwt69e/Gjhw8fTpo0CWN68FCxsbGDBw++efPmyZMnm5ubdTodNnLGxsbCOYDS1l92DvzP5FYbYWXGKy1Kyo0LP/n2zgVqx5Ka7+bv27/u931bj+/+/sBPyw6tXbht7pSPq1MLqsPjno9OeEmTMDwyQiricZg92Y49nLhMMZ8p5jIkPEeZkCkXMBUilpuYrRQx3cRsd2eeUsqTO3EOfjbryaWtHWfXUme3ULUrqNpvTUe+pnbNad/0QcvaSbsmVb6RGVod7lYRrPQXMhy4DmwOg8dn8QVsHp/F5f2hD6DMhS4DhdI5Kjq0uE9vKLDdFF4RZX+O0m6HVaGgiyDaK12KpXsJulAALNlqFiAyWQpLAtthSf8rCmVAUkrnNmMkZYAdOdmnt8wS2mZnZ+fm5uIByQ3o1DNbtEXvIKAviSFBF2ot70XUA6K0Zv456Heh35GuRdD1X0Ry52g7epctbmPWlwm7Dyon6Pg0Cw0t4mmBa+jyKxEEiA5LLAH04pVlkB8R/wDUA5KrEgWAQJYuvxLImqWrfn5+RCKwilciEZC6FtyvK1euPHnyJIZVk9mA/yJbUZLCSQZe8xEjRtTU1JiNrCPrPGCGbW5ufuONN5CcAs1olq2pqamrq2tpafnqq6+io6ORHSN7BV4xYoa0FZjNxzKbNvA/I13+RhC8llcY33p9WsNvtxa99d1Xb+9cNf3nTYv27Vh+cNMXv34x9dsJA8f3i83oHxA9Jibx+aSUNKWCxXiGxXiGy7IXchyduAwpnykTMmVCpouQpRSz3cRsNzFLJeG4O/MUEq6zgLXpg4ltTds6zq6l6jZTx7+lji17cnBxx85Z1NYPb61+46cJ5VNzQgeEuepD3ELFbEe+I4f7xz82h8Hh/mHSIl0GwGtwiF9WdppOZ2UsVtcJ7H8Ur3RrQR+LsMSrVc52B6/EvGULryTMzvSJFEAnqdkNCEPxIzpYyY8IAa0Slo5XSxBbBrk9XYggv8UWXs3ASo8UWmj/3MxObF5mH3WwA59wMniwC7wSwuKCVbzSMUrYSs9PzYL8KKIzoAkQI62Zf6A7bEWQ1NWqOGCWsZLLarUa816joqJwAm71pfvbQWRunCig9I8NQx9//PH58+fpLYLwwDx8+HDjxo0VFRVkuyKKB8nJybt27bp7925TU1NNTQ0Ga2g7tZ3Tp08/efLk/v37hYWF0dHRZCChGVKt45W+3tVouTLraZDV6QzGkn7ff7Nn4yf7vnxz68I3Nn/9wY5vPtyxdO7WOW9+9mKfIXr/2AG+4WMSU4tCQiUOPf5gK48p4jmKeI7Aq7PAUe7EUorZbhKOu5TjIeN7uQjdnPnOTpxPxw6lmnZ0nF1L/b6JOv4tdfTrx3sXdeyYTW398M6y8Xte6f15QeSIUBdDkCJGJnDg/AFW8o/Lc4RJSyzho8alUDp7qd008dFlZSX/1/BqGeT6/xBeIRHQ8UoPM8IiG8WNzTJWqwwlOCZBx6tllmp2jVUyWsUruTH9d9Hv3kXGasnWZFqYpUvkGpz+Y/CNWdDpSdqEIAVorAXdlYWge7OsZqnEG0ACeKU7Xok4QApc3ccr4Sm5bNUzQM9h6XhFAK/IXrW0cav/Fl5JLkwIi2IU9nTl5eV98MEHW7duPXbsWE1NzW+//bZ69eqhQ4di5LG2U9WJjo7Oz8/ftm3b/fv3z549e+XKlWeffRb+ZTzh6OjoEydOoK2gqKgIGkJ38PqHOGBlTZa1sEVYg0FXnN/n+QEvfzFtzdfTtn79wfdfvLNh8dSNKxdun/7avGptcR+/iP7R8aVhEW48nqOjA4/twGXZ8zkMEc9RzGdKeA5SPkMmZLqKOXS8esoFKpnARcKf+GwFdeEHU/0GU90m6vi3VM3y1n1fUrvmUlunP1w67uirvdeUx70Q5qIPdE1SSh1ZDCStXB6Tx2dxuI4cLoMvYBHzgEjMc3GVKJTOIaEBRUUF3cfr3wZrN/Fqla2WYLWMroWC7uDVLHs1wys9cGP6+b4tvdUqXuk/tZWTkiq/rTBjMQn6g5hB2YykXeettthKD6IDWFUDrDKU5KdmUgD51qyoBTstnbMEteT03ypeQVUEqEpnK52qQbQAWInMStdbMeiLNBHYcg5YEtbX13f16tW1tbUajYa8mP+uAgvNCqcUZBYMfoTXtlevXuQUCq8napJarRY6+KBBg06cOPHw4cOGhoZr166NHDkSc7W1Wi06ZTUazalTp0hTLLRXq+IAp3PaAP2a7uLVFmf11TqdQZ+RmlNeUDV+xJuvj3p70gvvvjN+6vRJn74xenJefHpmWGRqcJCXWMjoYcdgswRcRwHXUcB1AF6lfAZSV4WE6ybhuEk4KmeOh4zvpXDydpOqVfJBhemmU1upcxs76jZRtSuoY8uf7F9M/bLA9P3stqWvnJlcuqUq+YUoVZ9g1yxPhYDDZLEd2BwGl8fslF8d+QIWaS4QOnGcZU6uCqmfvzo3N/v/CF7NEtVugvXfwivCKmTNqErHK114BTGtprFWvzVLLc3CFljpoq2lVmuGWpId/222dhOvhK1mWqrZ+T6dp2bXWIK1m3g1IyzBKyGsLbyiqGXJVqvlLNI51n28EnFg9erV9JEuT53K+pciqXPNDwgLEZYIstrOmYeoGcCCjf1DKAPq9fqlS5c+fPiwvr7+0aNH9fX1Q4YMie7cSUHy4ri4ODgHHjx4UFhY2IX22i28WlUJuoBsmaHUWGXQGw0lJWWlfcqK84tKCot65+TGh2ojAqI9Fe5yiZODvZ29gx2T7cjisHlsB7GQJXFii/lMEd/BWeDoLHD8I3uVctydeZ4ufE+5wNNVqHZ39vVUFKVq7vy6gmrY3H52E3X8246j37Tv+4ravajj+4/bvnr97PtVm/pljNSos4MV+d7uch6LxXagExYjCPgCFkpbQieO1Fno4irx8fXMzEzvvjLwn8OrpQ7Qfbz+PXGAlLYsE1gzwhK80jNZTDbI+SthaS2wpcB2nbqaCQVmpTCzTNaqGtCF0kqQ2jVbCV4t1VV69mqGVFu0JVYBepsWcbbSNVarwisdr/BpmbGVTlUzvNKtV2bdBGYtW10T1kwcAFjRF7du3bra2tq4uDiUiZBsJv97AU8ruJnUubuQFKwAWXIgjOlcd1ZZWbl27dqLFy9evnz59u3bt2/f3rx5c3FxMQ4DqampaKJFRoyurdbW1gcPHvTu3TsuLu4/Ig7YgqxerzcYDAaDzlCpL6soNRr1uvKKSoMxKVGr9vRyd3d3lktZfCZPxOVwHTlshpDHkIo4UhFHImBJnZhyJ5aLiO0qZimlPJWM5ykXAK/ebuIgP1V0WEB+WvylTYuohs1tdRup2hUdx5Z17F9K/bKodcv8x1++dnbG4HVDCoanRyaHuRd4e3g5sZks+z8TlsUXsODQEkv4gKxMLvL28UhPT/0neC3pbB/oDlK7QO3flgX+Hl7pbCWEtQx6Dku/HnexitfsP5terRLWTB8ww6vVlNYydX1q9mpLY02xFuSzSs4rCUMtQ2vhECBBT2AtM9kuCGs1dSV4pZ/7W5a56JwFXp+qt5ImgsA/h5kBiy680uVXUt2iTyGwtA0Ar2vWrDly5AhcEF0fY/5GJCYmRkVF4QJ9FJZWq0Xir9FoiGstLS2tf//+U6ZM2bdvX2tr64ULFxobG+/fv7979+7hw4fHxcXhZgkJCdGdK+txXIyOjq6trYVzoHfv3jG0XVt/obRFohOX3Y2+hurKCqOuvMJgMFTodXq9UVdRWanvpzOUlZb2KSjIz8rKSE7VhkeG+Xh7uCtlag8Xd6VUIXdSuYjdFSKVTKCUctzlfA8XJw8XgZeLUK0Q+rs7R4eoczISjeVFxb3Tz6/9hKrf8rjuO+rESurECtOBr6mfP2/duuDBFxPq541aN7ri+aIUbYx3sZ/aX8Jhsuwhv9KdA/iHAhemZ6m93buPV4JUM7x2TVhbeDX7kVWkdoewtgSBLvBqxtaCzrDFWTOhgIgDBKaWxoBsa51a2dbCVtJqNZ+lV6vMFFWzC7byU5KQmlGVfr32z2ucLQOQBVtJ8SrRRhBPq4ZmazULogzQ61rkGnQHmOGV7sGiWwtiYmLgxOpCb+0Cr/RmLTpe6SR9avZq1miwfv36xsZGo9E4ePDggQMHDhgwYPDgwYP+pRgwYMCQIUPIIw8cOBAP3r9//0GDBg0ZMmTkyJETJ06cM2fO+vXrDx8+fPfu3Vu3bq1du3bEiBErV668devW6tWrhwwZUl1d/eyzzw4ePLh///5Dhw4dOHBg//798bBDhgzR6/UXLlx4+PDhU8WBbuGVQJZEdyBL+vfN7mJ2uaKiIi83OzFBExYaHODv7a1WeXooPNxdPTzk3h4yf29FkK9HWLBfr8S4osLeBoPBYKgsLy//+ZP3qUubqdNb20+tNtUu7Ti4gtq9gNoy/cFXr1+eM3rPBN30/NBhYQp9oFusnM9i2rM4DDbXkcuy53IYDJ4DT8iSCLhCJw5f4OgkYoslXGeZk5+/Oi0tBc0CeGJlZWUVFRV6vZ6+x7DcIv65RGArge2O0to1XruTt1pmr09lK/mW+FhzLDwD3REHLAtfZt4pQk86Z+k/oqel6Z3ztCxP/9M67auk1RXanCVYLXUA+pUEsnRNgBCWDlZkT5aOV1xjaW6l57O2sle6PmDLP2AWwCsJgJU+MYuuD5A+AstWAktvFpJWOmetVrS8O7tjcZuxY8devXr13r17N27cuHPnzp07d27dunXr1q3GxsarV682NzffuHHj6tWrly9fvvrvxbVr165cuXL16tWWlpZ79+49fvy4sbHx+++/f/3113Nycvz9/ZVK5bRp027fvt3Y2Hj58uUrNoL86NKlS4cOHWptbc3Pz4dzwGQy8fl8smoMiyHo2ivJZ/8FvJL+fauENUNwdWWVvkKn15XrdeUlfQp652fnZKdlZabk56QWF+SU9eldUd7HaNBVVRmNRqNOpysvL1/9/njThe+oM9+bTq+nTi2jDq+mdi+gts96/M3ES7OH/zK+z0c5AcODZXp/ZZJSzGU6sDgMNo/BZdnzuI6OXOCVI3TiCIRs4FXqLPT28UhJ0YKhpLnAbMKLJVvNktmnwrSbuS3RXi1RW1RU9G/htQt9wJKwZuWsf4JXq6mrpS+1a7ya2QC6cFbZcrDaSlq7EFjNnPBmQoFVcysyVvplS1srIWzX4sBfxStxZZmlrpYJrKVtgM5Tq+IA3fGKn9InEFrFq1qt9vPzKy8vHz58+NixY0eOHDl8+PDnn3/+1Vdf/fnnn48fP37p0qULFy40NTU1Nzc3Nzc3/TkudkaTjbhoI5qami5cuHDp0qWmpqbGxsaLFy9eunSpsbGxsbHx3Llzzc3N2Pl2/vz58+fPNzY2XrARWOuA22BpZklJCREHMB8Oq8zo22H/1/CKWxr1BqPeUGWsrDJWGvQVel250VBeaawwGnRGg67SqK+qNBiNer1eX6HX6Qx6g8Ew96XnqMYtVN1W0+n1VO0y6rfVHbvnU9tntH07+ercEXtfLZlTEDQ6RGb0lae7i51YDBbbns1jcNgOwCtXwBTz2TAPiCVckZgjlvDdVC5xcTFYvVVBW2tIp+0/x2sXhLWF1+4ns/8WXomiSi92WcUrie5krF3jNTs7u4vK1b+FVzNxoGu2dp+5AC5dGbDEK658qn/Alm2AjtduBhFh0URAclVbhCWcNStqEbBiP4LlVBdctsQrPUBhsnlBrVZjyK9arS4rK7tx48aXX345c+bM6dOnz5o168MPP5xOixl/juk2wvKnuGbmzJkffvjhRx99hJ9+9NFH+NGsWbNwedasWTNmzJg2bdrMmTPxHKwGHmHGjBlTp07Ft+np6VFRUUOHDm1rayNT4emjjbuLVwLNp7LVEsdPu2Ml/pndzGiswvUwLegMer3RYKyqrKysfGNwZUfdJqp+a/uZ9e0131AHVrTv+YTaMcO09u2bC0YfmVT+ZUXUKxHyvr6yXE+pjMtkMXs6ch04bIaAw2RxGFwBU8j7YwKs0InjJGKLJXxXhTQsPCgvL4cuawCs0AqeitenEtYMr5b3+ocFrr+H1y70AXoCm9e5+8AqXs3aDf4qWLvGq5kCS2QBy3JWF4SlX2+GV1tgNbuNWYVaSzPGQy4wayug660Er1Z9WvRrusBr120FtghLerToakAXhDWb3oJlB0AqXZOlp7TESGBZzqKbXkkO693ZI4tbvvDCC+3t7aWlpZGRkRqNBjUouvpsFrZKW7Zuj6oU/TBGXmSNRpOQkIABbwkJCVGdq0NsRUxMDA6ZeOSkpKS4uLhBgwZRFMVkMsFQrFbDt5Y57L+D178SlSCpXm8ETME1g77aoK/G9XqjAf8A2RGG8vu/raIaNlL1WzqOr6QOLDcd+Iz6cS61ceqthWNqp1Qsq4qZEK0Y4Ccr9pZ58NlsRztHrgObw+CzHdkcBofvyOcz+AI20QckUoGzzMnbxyMhQUO0Vzpeifxqi7CWXoKuaWv1Zk+1EPwntFerVO2O/GqJV8vG2e7LAnRlwKpQQMdrRmdrllV7gFW2do1XIsjaMPz8icLJf7bEE7xarXdZHThgaSEwm5/dBV67T1gy/pUIr5aQJVS1Wu+i22DNSl5/Ca+k5OXl5eXh4UGudHd3V6vVY8eOvXnzJpqjkOBDnu6iQviXApOzYXclQg15KPQa4HJiYmJc5/hdywBMyW1wAeIAsleAFfuN6Nprt/DazeiOSZaEXq/X6QxgKC6AtpWV1fhnMFTqdAa9Xo9RMgaDoUJf/mxZ2cVti6hzG6jGbdTpDdTBb9sPfNrx88fU5ml3Fr145v3K9QN7TYlXDfKT9lE7+4l4HEc7BseezWHwWEwOm8HmMbg8BycRT+jEJf4BkZjn4ioNCPQpLi4GXkkC+9Tq1lNR2wVbzX5aYhGW2qslam2BtWu8dgFWq2y1RKqlB7YLvHYBVltTV2wlsJZgTaftiTHTWOnZq1XtlV7pMsOoGV6JlZIuDhCkWvoKiI/dsthlRli6IPsv4pUYs+ilLUu8WnXCEphatsnS9QE6XsmgLGJ3JUUtOnwhDvj5+WEFTnFxcXNz882bN5uamlCAunz5MqpbVktMtkpYtkpSqJWhMHXt2jXU0Jqbm3GvS5cuXbt2Dddcv37d1oNcuXIFd8EDXrt27fr163jMmzdvnj9/nt0ZXC6XbH4kXwlh/yleux8EXvSRBQaDQafT4Qa45n/6GnT6irJynaGiqkJ/cvlMqmE9VbeFOrWROryq7eCCtl8/NX0/48HSVy7MGrR9VNa0ZJ8hfs6FHuIwZycu086e05PJduAyHdksTNd24AvY6DIQiXliCVck5snkIi+1KjMzkxS1DAYDEQf+0iKDLlLarpNcS7xaEva/g1dLwlpNV62itgu8mvXCWrW7mtmw6Hg16xEwY6vVglUKbd6VrdIW/VvCVrObWeLVFlLNUi2ramwXNlgzS1a0tYjqXoGLjlfL6lYXQScs+dayocvMWkCyVLNdW8RjgG1d3t7efn5+cML6+voGBgZOmjRp//79Fy5cqK+vr6+vb2hoaGxsbKBFfWectR2WN6Bfg8t1dXV1dXX19fXnzp2rq6s7d+5cfX3977//XldX19jYeObMma5/xblz506fPl1fX3/69OlTp041NDScOXPm8OHDL7/8Ml1gZbFYdO2VkPc/hVeiKlgaswwGHdkkiPwUwNXrK/DPqDcYdHqDTm/QGY36ygp9uVFffWjRe6aGtY9PrqdObqSOraNqvjDt/4LaOefR8jcuzR/280sFMzMChwbIiz0kUTIx3/EPvHIcGVymA5vjwOU5CAQ86AMiMU8k5qB9S+XumpSUVFpaSpSQCosVhwSjXQO3+4TtJl67EAr+Hl67NmZZaq9W8Uq3ENB/ZFnpMsOrJVttNbOa4dVW3mrLBkAnrFW8av/sviJ3MUuHk2nTW4gCS6SAxMREM0HAqkOLnq7a8sDawmvUn82tT8UrcQ7Q52N1n7NmogFdKyCDCOh9XGRWIX2nId36Cr3V19cXVFWr1b6+vqAtwsPDAyUv+q5ZDw8Ps6WKtkKpVCoUCldXV6zpxY5xbNJFODs7S6VSuVwul8vFYrFEIpFKpRKJRCaTiUQizF0p4gAAGjlJREFUJycn7Pp1sh1CoVAgEGAJOdbo4gKbzcbaY4FAwGQycc1/D6//PP6nRlZRaagqXf/h29SJNR2n15hOLOuoWUUd/ILa85lp+6xHa9658OnIg2/p5heGPhfi0ttLkqQQuXB6MByfcWQx2CxHFteBybHnchzRWYC1BRBhxRK+yt0lLi7GzDlgNBp1OoO1Rd06M4+ELQEBGLUsgnWt0lqy1fIaekpbZM2z1QVqzdoHbAkCZgksPTmlJ61dpK7gKblLVufIbTo6iZZqpgCkpaXZSm/NBAFLe4CtBNbsrN+WJmvmmSUJrKV5wGrHgVXJtYsOLjNxgF7GwWU6XknLLHoNCE+JLEBvQID7lZz704e8kH5ZcgOrqS5uQ7SCoKAguk8LnCXKgNmgQrNMlnCWqAfqzsCMdg+LoOMV6767ICz2vGFVuEKhcHNzw0Ze2Z9DSguxWCwSifAV6zjNAjvJ6XglAb2VBD2HpTcUPKWt4H896HjVGUuXTHqFOr7KdGYtdXJ5R80q6sAiavcCasdsauOHN5e+cmLqs1+Wx4yOUPb2dEpRSZV8B0dmDwbTgc1yYHEdWFwHLueP5YYEr+iRVbrJoqIiysvLyW/rlAj0tthKJ6xlAkunbTcTWKvJ7FNdBH/VUWCZwHanWctyIGF38EonrBlebZ3sW7oC6FqBpSWri9N/ugJrqRvYIm9K5y5us9TYqjfLlkRgq9JiCdau8WpWFjfLasmoF6viAOxZdAWWPuTFDLJmwCXZLr6SPTEwbxERFhdI9krYSu8+oMuyBK9mQm3XeCWQtUxm3TpDqVTSs1elUkmyV0JYXCBslUgkT8UrqIrg8/m28MqxEf8f4PV/Ql+tN5ROGz20/fCq9jPrqRPLTcdWUwcXU3sWUttnt6//4Pril05+0O8bY8LLMe4lanGGu7OnkMlk9WQw7Ol4RXcsFsOQHd2uCmloaDBdHOikp3n2auk8I4S1yllbeC2lbY7pGrKEp7YEWVvirC3RoMAiLPFqFZ10VloVDcwyVrNrbOGV3nxlGXStwPI2lsKrGTrNANo1eXG9LdnBrNj1VLyatRt0H69mriP6hBe6S8mMrVYFBPqWLTIBlo5Usn3LUqu1KhGYOQroaqxZuwEhrFlDFwEuYa4tvFoFLh2sSlooaIFrXF1dXV1d6XiFSkDHK9gKvEIosKoJ2Iru4JXFYrFYrP/reK2srDYYy8c9W3l/z9ftZ9ZTJ7+halZTvy2hfv2M2j77ydp3bnz5YsOMQd8NTHsj3kvnLc70kPlI2CwmDa8cBof9x1xtpK6EsDK5yAyvhj8Ia3wqXs1y2C68BPRrnorX7kgEXdu2usarpdJqKbnSLQGkMGWZvZKb0W9j1TOAyHjaWGurhM3IyEhLS0uhLeg2I6BZbcrMOWApF9gyG5hh19JR8NTq1t/Dq6XB06qX00yWpS+GIVeS6QRAKn2ellkOa4ZXwlM6W0M6lxtCIrBl1aLPH7CFV7Mg4kA3CQu80pNWM6TSA/msTCZzdnZ2dnbGBYlEAsgSvIKwtlJXZKld4NUWW+nZ6/8HeDUYqyqN+ucMFVe3Leqo20TVfk0dW2k68rXp1wXUrrmPVr3V8sULzfOG7hqZPTnRS692ynSX+Dtz2eweDoxngFcm24HNcuDyHFHXgjcLLQYyuSgqKqKsrIzIAoY/ynGVtthKbkOHrNUCF12EJVd2jVdbbLVK2O7g9am+17+EV5LAmrmyujBgkepWVufuQkuGEmhazWHT09NT/7z/yizxtFrUSrMYO2BLtCW3N6uA0cHdBV7/X3VnGyNXed1xv8zMztx5Xa/XhH3Bu2uvvTZLE7AhNl283vWC12bttXd25r7MzBo7hlIKaQhVWqVxUdKYfCiy2pi0NE3SAEkKKS4CUZS+SJWSVqGkIQlYbVpQpH6o1CiKFDVV34w9/XCYw3/OeZ5n7q5t2jwfVnfuvfOCP/z43//5n/M44plu43WXafBrxyTsjh07tDOArivjlc8wZwVetRur41wCr6LYpS1XDL2KRAGCldmKhB1uXw68CgErFpsDRrwSYdkiIMKWWstoCKwYrz8D5kAlDGphdFdQfeOZT19686Xm+aear/3xhVe/dOnlzzX/6jM//erDP/z8/f/y2N1f/9Cdj+wZbWzpnhlYt/09uVwukUytzqQT6Wwi7SW9TBfvCkNbb5GG7evvnZi4tVqthrKNomaUq+K3xVGyQsA68CoYSi9t2NVugMZrx/zAIbXjls1X3d8+B0tc0plW7hfAzIARr0akOqwA/eQuZKZWo1rVig9HBY3viuMMuF3XOKUtIWORpKRPjZDV+2tRyxZTFfGKy2jCiqQB4pV4Ot6aEot9tCKbhS1bxsyW0K2Uh2WXAGmr8aoJa4MsmQMsYOlvb28vq1cjXm1m64rNgf/XyQFOv1ajsBHUo9D/5mMPX3jjxeb5p5qvPXvhu1+59K0vNr/+exde+NRPn/m1H3/ugb/76OLvHPy5E9t7ZgZKN/QXS/lEKrk6k050eWvTXtLz0rQrTKk7S39JyV638do77pjhL2UBa8Sr7aciXpGw9Ff7A3HMgQXTiFhhFMQ0BxisGrhEWHdpS0tUI1uNPVdEWDzpxqvRItCK1YFXY42LDzS79Tca8RrTdXUQ1qFed8FGW2gC2KiKclXYBUa8amdAKFZ0BnRDl74kGg1sbMWSF19i45UYOmJaGq+0EK9Y5hJ4JdOgr6+P/QHGq2BrnFqWja0/26UtxqvfqDWCejXwv3b6w//5D883X3+y+fq5i6893fz2k82/frz552feeuHj//bkg+c/Ef3B4i33vu/amYHS+wa6uwvJVHJ1umttKrOmK5PwvLSXTVJ1i/BKwayRTYNzcwe58Qz8gah1EAuvOqe1uLio8VqJPQ7GiF30CmyEpcCWIzygo1qOVJYuXhkNVtx3QOBVAFfTDRUrmwA2vAqMTraHWHXZSuOVnFwtV4VS1rrVGMay5bGW5b0KtjJeUb3yDfQSr6Lr6sCrFq1Y79K5V0QqnsQRMCKhRQDFyS/0UozipvvZEDCyVRCWjjdu3EgwJbza6l0UgCX1SnKV/hJe2XglqmrCFgoFN2FjBrPMpS0HR67SEvASP6Ac3t1YCvxw8exHPnjx/NPNv3/6wvdfaH73iearT731jccvvPToxT85/e9Pfuz8IyfO3XvgYxNDhwd63t9f6utOZ1Kr0+lUIrM2lU1k06vyuXSxkCnk07hzweiWoXK5TOYAL1uPr4bs27uNtTuwFdPC8ysAK/NUuATaHNDn5y1jtjuyVeRebV2womtA9F/t27fP2CBglKiadPjkLpCH3iuf0Z+GBGcnV6hUOubPxAEuOI3QgVccrY2t7jHxqpNY3FZgdGB1Ksu4PQzWtdyuq7GtgMxWzVw0B1iZCt0qBhhi+YvSrxweQKOAZhRglwFClvCKbBXAJdHKzkBv+yLO0oEoarHxGscZ6GgOZFujtc14ffcJ61j1xWNRuFir+L953z3/9cpX3nrz3P/84M8uvv7MxZe/0Hz5C82vnfnvp0/95Pc/+OYn69/40OzjB0bKwxt295cGe72Ml0ilEslkMuMls14yn0vnsl2lote9Lkc+bM/6wtaxEQq9IlLjj1CghXg1slVbsVcEr9oNOKK2OdAC1p141ZA9oJZmK6ta7h3AcKtRtzrwikjVlqvRFWVhq6EpkI0/Q3wpfyDuuCfwqkdkCbzGdwY64pWzAZeJV5vl6vAHBF6FOUBTtUQ5S4/fxi0RRSSWnVmcBSOkKytWXeAisA4MDPAZtAUokoVOq4CscAb4eLkCduV4veKEbd+7+53vEjfotxyLlhbq5bDauC8Imt96rvnG85e+92Lz1eearzzx1l+c/dFTp/757C9/51Tw4onbzjV2/VG448QNG2/fuG7smryXSaRSqWzKy2e8TDbdXcqVitlctqtQ9Nb1FIqlbM/6wo03jdNvEHhlTWr7d4hT1LKxVRDWaLbaCGu0BYx4NVoHTNg4eJ1r30rWkccyugQzapagg7CCdCwzBVJt1S3GqyMqwN+lswE6HoA7a3EXrOh57TjSyQFWI14FRvnZPz5bV4BXMXbAhle8tH37dvIEiI/sABj36RL7zuLcWNHiNayWjmeJFgN0DMgQYMtVKFY8o43X+JkBzVYjajvj9QoS1shWfY++v1arhVFloeEvnfilY+XKD5//7A/OPvTKRz/wk3O/femlM//42ANfvfuO09NjD7732pOjPSe3rv/Att6T2zdUh3sm+krd6VXJrjU5L5tLZzwvXSx4xYKX9VLZXFepO1fqzm0c6p89MGP7VR1rWYjX5bL1iuOVH//RIhCopb9xNCzGthx41Q6sqHHRGdHV2hGv063EKwtY+ssvEaZCe7J6neq0HCEEHIvFohUFqY2nDN84bN1lCmYJE9ZY3bLh1WgLLAuvWsDyxlzj7cGssfaNY3GSFrMVObsNlvAKMFTA5gDntOgMylhBWAIrmQZkC2ATAbMVQ6/rWksQNqZ6Ffu+dMCrLpH/n+BV31+r1Wq12lLkh37g106Gh+a//JETX9q77ZGhzPdOH//xE6f+8qGF09Nbj28qLPblFgaL8/2Fo0ProoHkiaF1R67rHfBWJbxVqWwy3bU2n+sqFbP5XLq7lCsUvVw+PTjYPzl5Wxj6nX+NWuJfKQ5bbeoVY61utgq8Gs0BjGc5Ulxu71U0HRjZ6gi9as6iLRsHr9icyo/zGq8sUdFJWDFe98KQAVuyNebsUYHX98P8bDdejWWudwGvNvsVITs+Po4DtvVmXEbpihUwvGFLa6QWziIgfwC9VzJkhRvLLgGPdOnr6yO80stetRCvxh4tZGt8vBJhV47Xq0FYYQg4bia81hrRUv3YQnjseBD+anTwi3tvOjPs/e0Dsxee/a3vP3r/58u7Hrxhw71be35x/NrGpqI/mKkPZhsj62cH1/dlVqcyq5K5RJe3upRPkXTNZbvy+ezQ0HWTk7cF7T0Cgp4aqYKtnMTS9HSz1YhOEXHVq2NpS+BV+7BxIllx8IoBWHebFlEVTYOY6pXPIF75DPIRT8bEq5ar6LpqsPJLvOoA7srU6y61PQxOcoljDtjAGh+vxjFauLOscW8u7Qx0NAd0g+zo6Ci2yWqLgAlr9FvJGaDBLhqvNluA2FqA1dEZYLyigHV5r268XkHCupfQtu/kXmt+dNdSNaqFflQvz52J5p9bnP72fYd+9LsP/utjH/7Te/b/YWXX2SO3/MotG2vD2XJfKhrqneovbO7J5LpWZ9KJrkzCy6eyuUTWS5WK2Q293SMjQzMz00EQ1Ot1SmLhf6bjP1mAVcSwbF2wNk+gI14ZjuJYKFkBVg1ZPinaCrBryzby1Y1XHSHgTi3Rj2Br2XLglRcOyjK+RVM1jnoVdxLBxV6wBFCxg6E7lYUewsrMAUFS8RLZyhlYR2DA3U2AA1xYujJqebALndd45YqWkKuOk/QuEqo4QGt0dFQHs0RsQE/SIsXKKVf0WAVYbZYrilaUrm716q5rLQ+vV5uwUfsSV4/71SDyTwb1IIiqx5aOlm//1JGJR3dd9zf3Tv7HZx/6zq/7zx6bevTgTUtbeo8MrTu06ZrZ3u6hwpq12VVr0gkv1ZVOJHP5tJdP9a4vjQwPTu65tVw+Wq9H1Wo1CALe2kswNDRxFvHqnttClxCjxrSA0KfCZmXVic/4WtIKnmoZy2xF19Ux+3VleLXVu2ieC+HVxlaNVz1Vy3g/wXcvjGoVMlav6elpdAMm2zcv2LNnz0Rra1gmrC2SxdtxG9kaH6+iF9Y4yYUqXYxUUc5y4/VGSzBLYNSGVz7P5oDeqRuFKsMUYwPkAyBJReIVh7w48ComZlFOgEYR9vX1sQmgRSv2aAm2xlGsNrziaNd3yXt1xAP0yyjeoptpL4P5+fl9+/b9xp27vvnxX/inTx7/8sHrH94xUNu0YfKa/I3FtanMmkTXqjXJVcn06kwumcqsyeSSPRuKO3funJubC1rbaoWm531ka9Qa9c0/VQ8hdBC2Y/pKP/5r6Up81HrWEQ/QZ5CqqFUPHTp0+PBhLWCNQ7XvhJDW7OwsnUSwcjCLqapdAqSkQ8myjcCo5bAqJwoQpuKY0wU2iPMx5hBEBoujr5zT0myNExvY3dpCigpijj0LtDNw8803s2mAtNVztd2QZaGqdSvzFF9yLUtXvbBfi4taxr0M6AZGLdayuGbF6pUsV4Iv57F40f3GplhOC2AfgRCtAq+6C1b0axE98/k8Cthc+xIkRc6Kq+8GXjt+lKPkJUhHhPV9/9CR/ffXD53yZ+6bGD/63tEt15Ty+aRXSuQKmVwhky96pXX5Qimbzaf7B9+z85YbDx8+TG8nQ0C4wI5/BBw8qEMCi2psdkcfwGGwOvDqYKvREEDdShIV8UoHWrra8IrSdf/+/YxUccwBWG0aiCGEOMllqv2pH2MGODTLFqEVD/uIV/HhQtiKUC2HtETulfUs3jDRqR2WYYp4NRJWzCVAzhozWwKvcVJZqF6RpFqlYiqLp7tiPIte4rzXMediQ4AtVw66cjmLgcveq45kGftfqUeLBCwdOHSrzQ0oFovLDWbZPAGBV8/zrnpy4DI/imtc/FF0ply7p1KNGlEl8hcOLxzd8fO3bRkf37RpeNv1Y1u3bdk0OjKyeXhk8/CWsdFbJ3aXKws4mNWtXpmqfEAkFXhlhjJn2QdwlLD0A76NrUZzwIFXjL5qtjJeOdC6XLzi4z8mB1C92hq6cOAA9xoI7cmSVmxSIPbdwh4wVriIS6MhQGuvc2F7AmOUSlsoZpeL1462rMN+1SmCFfRr2fCqTQDRo8VO6/Xta7y9ccsGVnQGCLIUbsX9ugmvxqZYZOuQaWgWTSPs7++nua68AYwt4upg67K6tjo2FLCYdZkDK+CgLUB6+bzGD6ePqoZ3VStRw/ejxWroR2HQWKo36v6i7/viZhSeetMBx/9d+B5CqpGthNeO5oCgpxGpRrbq5bhB1LhEvnUFeL3TMqIQxxKyUeCYpGXri0UC8nmxTwEHvKi/VpgMwiLQL4UbgEks7EHQjQaM18sc5qJHEDgmvMTJvV5+vxY2a2EJi+lpDA+Q8cq3CU/AjVeOuHL/a8whsBjJQsJSCyzhldq0CK88xkWkXLk7SyvW+M1a2nvV6hXZeiXnvcbB6wpQy7qVv+Lt2FZUjcLFRt2P6n61HpVDP4j8MCgHrZ1oEZ3iGAWsGOqKvxkvaba6l8NstRWp3KZqTNoSXkULLC+jOWCcsY141UHXWRhBwKaBrbQlWrl0WypLV61YxVwY7eFqtrrxikks3VagTVguYTFMOaoVfwMYMYLAiFdH6JUjBNwpGzP0qjcpQMJiMOuG1tYvGA/gZdutwJgQQFtgDGJYYs4AuQGbYcMYMQqWTVjjNjAimIU7bmkBi5AVojX+oCy3A3vV8WpbWgwaB1Tblihw8f3Hg3LkL5SDhSON6sJSdDQKq364FL3jIYQt6UoTW4SGpU824lWIVnyjrmXpuKutqKVJ6vYE3MvRBasnDHDcVahUgVdjDFa3Eth8AJHNEnUtfN5n1YlWrGCrmGqIO866QwUar2i2ckuCiL4ydve0b19ozAzExCs3FGBdy1baMu5KoI+Xi1db3FUIWMTrWCsDIHiKPQVoqrJWtTW/cmZA+K2I1xG1hIBV2xi2WbGkYQmvQsAyYfnxn3Z7FZ5AzDmE7ABovHKEIJPJcKXrcvFqE61uvGrI2hYrTfNXB7VaNWr4YSOMwrBWCetUvKJ3MV7p6/Rvtv0GkRCwRVx1N0FH41UvvhoTqWKhjDUKWBz2SjBlqmq8otmKeNX2qzABbHhl9Woc77KvfadYLVepK0F8BY43dAzf0pwVclV7AgK47jmEDrwyWxmmMecP4GAXTmjthGXEq4hhCby6J71qvJLqFD4ALi1RCa+YK0D+boY9YkdGRowFLqN0JbaKLAGfp0FZA7AdNxGWrFhhERjxKnZ/sYGV4ctUtQlYsRG3obR1ZfFqJJdx2fBKnx+0Nmvhl5VqVAka1agRhLXAr9SDSiMM6kFYrS76fsX3K9XqYqVSDoJqGL5dneIv4h9WqxnGZgvdyqJVq9eYwSxmq3icvxy88oBBhKwWv/MwjkD0FIjQq65lGcMDxugr2wXCHCAOYmwAeTo1NcV2KrIVCUuxWQY3fiy7tzYz15gr0HjFYJYePsC5VzHGxa1ehWgVeBVtsjglSyyNV6P36sYrLrQL9DwXFqrIUFayJFTp0rZt27DFACOxYlAWOwOkYYeHh/UOMXgGJw+IuS08K4ubYknDUmaABw4wZHnAq45kkW7liVmasBjPEo0Gy8PrcnnqXkwoG1JtGA3afU8+dvNa329btm/XoLfpVtv0ALfTKtiKYtO2jGw9CnkAQVV0CVC6zrdPd8VHfsZrR+OV/mLian/7toZ6RCFrTFwEu5n2vbWN6pXxKkwG/g2MbJxsMN0alU2NBlwum4aGWu206loWF7KM5gDi1VbUQvVqLF7hJcq0knTF4hUds4wVPQVGvGqLIA5eRb4VH/8ZsoxOIix6AniVu7noTuG6MjqZpxwh4CYukRwgA2FwcJBFK5a20BagHWERrBzP4vCAGOOCAwmJsIKqRn8gm83yARmseIatA8/zUqnUlfdeHdjiGpFbwIpjGyv5kV+/t6M6tmEUCUty1cZWRwZLELbc2mgAuWmkqi2+ahOwNtTOW3bZEnjFGpcRrHNzcwfU0q7rrGnS9n7YIYb91unpaS79azF7u1oCr/xddEmQempqivHKzgBXtFi92hIC3Kkl2gom2me8YlvBsvC6e/duPsNRVkYtsXUH7D7AbQWEVzwvGreYpHjAl0S/lg5pCR+WIlmsWBGg5Btg4pUWFr7GWt0EYq4roZMdAKYtzTPkG9iTRUOAjtlyRfXKeN3Qvnp724Zn664tPC4Wi3zAboDNfkWVygfEUwQuO7D/C70Vk3T2WmX1AAAAAElFTkSuQmCC" alt="" /></p>
<p><strong>Félicitations!</strong> Nous connaissons bien ce mélange d&#8217;exaltation et d&#8217;inquiétude grandissante que vous ressentez face à votre réussite aux écrits et aux oraux du concours de recrutement de professeur des écoles.</p>
<p><strong>Vous allez enfin vivre vos premiers pas dans une classe.</strong> Quel évènement! Un professeur doit penser à l&#8217;emploi du temps, à la programmation dans chaque discipline, aux affichages réglementaires, au cahier journal, au cahier d&#8217;appel, à l&#8217;organisation quotidienne de chaque journée, au scénario de chaque séance d&#8217;apprentissage. Autrement dit, votre investissement sera conséquent.</p>
<p><strong>Comment allez-vous libérer ces 4 à 5h par soir pour organiser votre classe? Comment ne pas vous épuiser en préparation?</strong></p>
<p>Soyez prévoyants,  préparez votre rentrée dès maintenant avec les formules d’Apprentissime.org et profitez de vos nuits de sommeil. Nous vous offrons:</p>
<ul>
<li>Des points sur l&#8217;actu des      textes officiels et informations en lien avec l&#8217;Education Nationale.</li>
<li>Du contenu pédagogique niveau      par niveau : des plannings détaillés semaine par semaine, des compétences      spécifiques à acquérir par matière, les contenus de chaque cours.</li>
<li>Des outils pratiques :      modèles d’emploi du temps, idées de projets pédagogiques, etc.</li>
<li>Une révolution! : un logiciel      de gestion des compétences des élèves, un outil indispensable pour une pédagogie différenciée</li>
<li>Des espaces pour échanger      librement avec des Maîtres Formateurs et Inspecteurs (par écrit et par téléphone)</li>
</ul>
<p><strong>Mettez toutes les chances de votre côté,</strong> rejoignez la communauté des ForProfiens sur www.apprentissime.org, le service pédagogique de ForProf. Nous vous épaulerons volontiers lors de vos premiers pas dans votre classe. <strong>La gestion d&#8217;une classe d&#8217;école au quotidien, c&#8217;est notre métier.</strong></p>
<p style="text-align: center;">
]]></content:encoded>
			<wfw:commentRss>http://www.crpe-master.com/2012/05/15/neo-titulaires-du-crpe-2012-preparez-deja-votre-premiere-rentree-avec-apprentissime/feed/</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>Préparer vos épreuves écrites de septembre 2012: STAGE INTENSIF D&#8217;ETE avec ForProf</title>
		<link>http://www.crpe-master.com/2012/05/04/preparer-vos-epreuves-ecrites-de-septembre-2012-stage-intensif-dete-avec-forprof/?utm_source=rss&amp;utm_medium=rss&amp;utm_campaign=preparer-vos-epreuves-ecrites-de-septembre-2012-stage-intensif-dete-avec-forprof</link>
		<comments>http://www.crpe-master.com/2012/05/04/preparer-vos-epreuves-ecrites-de-septembre-2012-stage-intensif-dete-avec-forprof/#comments</comments>
		<pubDate>Fri, 04 May 2012 13:38:47 +0000</pubDate>
		<dc:creator>CRPE MASTER</dc:creator>
				<category><![CDATA[L'Actualité]]></category>
		<category><![CDATA[concours]]></category>
		<category><![CDATA[crpe]]></category>
		<category><![CDATA[hébergement]]></category>
		<category><![CDATA[intensif]]></category>
		<category><![CDATA[septembre 2012]]></category>
		<category><![CDATA[stage]]></category>

		<guid isPermaLink="false">http://www.crpe-master.com/?p=305</guid>
		<description><![CDATA[4 semaines de cours intensifs du 4 août au 1er septembre
Travaillez les 4 disciplines des écrits. 2 Concours blancs offerts.
Hébergement recommandé sur place à partir de 36€ avec petit Déjeuner, (18€ si vous habitez à plus de 100 km et GRATUIT si vous habitez à plus de 200 km)
]]></description>
			<content:encoded><![CDATA[<p><strong>4 semaines de cours intensifs du 4 août au 1<sup>er</sup> septembre</strong></p>
<p>Travaillez les 4 disciplines des écrits.<strong> 2 Concours blancs offerts</strong>.</p>
<p>Hébergement recommandé sur place à partir de 36€ avec petit Déjeuner, (18€ si vous habitez à plus de 100 km et GRATUIT si vous habitez à plus de 200 km)</p>
]]></content:encoded>
			<wfw:commentRss>http://www.crpe-master.com/2012/05/04/preparer-vos-epreuves-ecrites-de-septembre-2012-stage-intensif-dete-avec-forprof/feed/</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>Un millier de postes supplémentaires&#8230;?</title>
		<link>http://www.crpe-master.com/2012/05/04/un-millier-de-postes-supplementaires/?utm_source=rss&amp;utm_medium=rss&amp;utm_campaign=un-millier-de-postes-supplementaires</link>
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		<pubDate>Fri, 04 May 2012 13:18:22 +0000</pubDate>
		<dc:creator>CRPE MASTER</dc:creator>
				<category><![CDATA[L'Actualité]]></category>
		<category><![CDATA[admissibilité]]></category>
		<category><![CDATA[concours]]></category>
		<category><![CDATA[crpe]]></category>
		<category><![CDATA[poste]]></category>
		<category><![CDATA[presidentielle]]></category>
		<category><![CDATA[Professeur]]></category>

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		<description><![CDATA[« Le nombre de postes ouverts au concours de professeurs des écoles pour 2012 est de 5000. Environ 8000 candidats ont été déclarés admissibles après avoir réussi l&#8217;épreuve écrite. Ils sont déclarés admis quand ils réussissent l&#8217;épreuve orale. «Un millier de postes supplémentaires pourraient être recrutés parmi les personnes admissibles ayant obtenu les meilleures notes», selon Vincent [...]]]></description>
			<content:encoded><![CDATA[<p>« Le nombre de postes ouverts au concours de professeurs des écoles pour 2012 est de 5000. Environ 8000 candidats ont été déclarés admissibles après avoir réussi l&#8217;épreuve écrite. Ils sont déclarés admis quand ils réussissent l&#8217;épreuve orale. «Un millier de postes supplémentaires pourraient être recrutés parmi les personnes admissibles ayant obtenu les meilleures notes», selon Vincent Peillon, chargé de l&#8217;éducation dans l&#8217;équipe socialiste. »</p>
<p>Source : site internet du figaro.fr le 2/05/2012 dans le cadre de la campagne présidentielle 2012</p>
]]></content:encoded>
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		<title>17 Majors Académiques du CRPE 2011 sont des ForProfiens</title>
		<link>http://www.crpe-master.com/2011/07/01/4-majors-academiques-du-crpe-2011-sont-des-forprofiens/?utm_source=rss&amp;utm_medium=rss&amp;utm_campaign=4-majors-academiques-du-crpe-2011-sont-des-forprofiens</link>
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		<pubDate>Fri, 01 Jul 2011 07:58:39 +0000</pubDate>
		<dc:creator>CRPE MASTER</dc:creator>
				<category><![CDATA[L'Actualité]]></category>
		<category><![CDATA[Résultats CRPE 2011]]></category>

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		<description><![CDATA[Nous avons le plaisir de vous annoncer que ForProf compte actuellement 17 Majors Académiques pour la promotion du CRPE 2011.
CRPE 2011, MAJORS Académiques : 
Guillaume H. – Académie de La Réunion – Concours  Externe
Florian C. – Académie de La Réunion – Concours  3ème voie
Julie B. – Académie de La Guyane– Concours  Externe
Stéphanie H. – Académie de Nice–  2nd Concours  Interne
Mélinda M. – Académie de Montpellier – Concours  3ème [...]]]></description>
			<content:encoded><![CDATA[<p>Nous avons le plaisir de vous annoncer que ForProf compte actuellement <strong>17 Majors Académiques</strong> pour la promotion du <strong>CRPE 2011.</strong></p>
<p><strong><span style="text-decoration: underline;">CRPE 2011, MAJORS Académiques :</span></strong><span style="text-decoration: underline;"> </span></p>
<p>Guillaume H. – Académie de La Réunion – Concours  Externe</p>
<p>Florian C. – Académie de La Réunion – Concours  3<sup>ème</sup> voie</p>
<p>Julie B. – Académie de La Guyane– Concours  Externe</p>
<p>Stéphanie H. – Académie de Nice–  2nd Concours  Interne</p>
<p>Mélinda M. – Académie de Montpellier – Concours  3<sup>ème</sup> voie</p>
<p>Marion L. &#8211; Académie de Versailles - Concours Externe</p>
<p>Cédric P. &#8211; Académie de Lyon – Concours 3<sup>ème</sup> Voie</p>
<p>Elisabeth V. &#8211; Académie de Nice– Concours externe</p>
<p>Charlotte D. – Académie de Lille – Concours  3<sup>ème</sup> voie</p>
<p>Tania J. &#8211; Major Académie de Strasbourg– Concours externe</p>
<p>Carine B. Major Concours 3<sup>ème</sup> Voie Académie de Créteil</p>
<p>Déborah D. Major Concours 2<sup>nd</sup> Concours Interne Privé Académie de Créteil</p>
<p>Aurélie D. Major Concours 2<sup>nd</sup> Concours Interne Public Académie de Créteil</p>
<p>Mathilde B. Major Académie de Besançon – Concours externe</p>
<p>Céline V. Major Concours 3<sup>ème</sup> Voie Académie de Rouen</p>
<p>Rachel C. Major Concours 3<sup>ème</sup> Voie Académie de Poitiers</p>
<p>Karen R. Major Concours 3<sup>ème</sup> Voie Académie de Clermont &#8211; Ferrand</p>
<p><strong>Encore toutes nos félicitations à nos ForProfiens.</strong></p>
<p><strong></strong><em>Vous aussi préparez vous à réussir !</em></p>
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		<item>
		<title>Taux de Réussite Lauréats ForProf</title>
		<link>http://www.crpe-master.com/2011/06/29/taux-de-reussite-laureats-forprof/?utm_source=rss&amp;utm_medium=rss&amp;utm_campaign=taux-de-reussite-laureats-forprof</link>
		<comments>http://www.crpe-master.com/2011/06/29/taux-de-reussite-laureats-forprof/#comments</comments>
		<pubDate>Wed, 29 Jun 2011 07:47:14 +0000</pubDate>
		<dc:creator>CRPE MASTER</dc:creator>
				<category><![CDATA[L'Actualité]]></category>
		<category><![CDATA[concours CRPE]]></category>
		<category><![CDATA[crpe prépa]]></category>
		<category><![CDATA[Prépa CRPE écrits septembre 2011]]></category>
		<category><![CDATA[Professeur]]></category>
		<category><![CDATA[Résultats CRPE 2011]]></category>

		<guid isPermaLink="false">http://www.crpe-master.com/?p=284</guid>
		<description><![CDATA[« Taux de Réussite Oraux CRPE 2011 »
Les stagiaires ForProf réussissent leurs Oraux !  Alors que la moyenne nationale des admis se situe à 45%, les Lauréats ForProf réussissent à plus de 60%. 
Académie de Rennes: 64% de réussite
Académie de Guyane: 75% de réussite
Académie de Martinique: 77.7% de réussite
Académie d&#8217;Orléans-Tours: 62.5% de réussite
Académie de Montpellier: 80% de [...]]]></description>
			<content:encoded><![CDATA[<div style="text-align: center;"><strong><span style="text-decoration: underline;">« Taux de Réussite Oraux CRPE 2011 »</span></strong></div>
<div style="text-align: left;">Les stagiaires ForProf réussissent leurs Oraux !  Alors que la moyenne nationale des admis se situe à 45%, les Lauréats ForProf réussissent à plus de 60%. </div>
<p><strong>Académie de Rennes: 64% de réussite</strong></p>
<p><strong>Académie de Guyane: 75% de réussite</strong></p>
<p><strong>Académie de Martinique: 77.7% de réussite</strong></p>
<p><strong>Académie d&#8217;Orléans-Tours: 62.5% de réussite</strong></p>
<p><strong>Académie de Montpellier: 80% de réussite</strong></p>
<p><strong>Académie de Nancy-Metz: 100% de réussite</strong></p>
<p><strong>Académie de Strasbourg: 73.3% de réussite</strong></p>
<p><strong>Académie de Caen: 83.3% de réussite</strong></p>
<p><strong>Académie de Nantes: 64.5% de réussite</strong></p>
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