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xOyq2TjTnZiOkXCHWvzwA9x/v24cgzFAs7N1J6PLdUQGArWGD2o+YLlzOXdF3cV7Ne+hisqchGbMGE89Va9VcM45QdOxrTiyZwCvvQZ2u/6H3oTBPyRvCFdFXMVD0Q/xu+d3jIoRt7jbQNF24Kyz9FLbHTsGfoq+bJkue968Y27wA0yMmEi5lPNsxbP0NvXGptgYXjC86QI2bICHHtJ/HuUcuTOAefP0p9vcuY02VVFJsiexNGUpp1lOQ0Ul1h7Ljo47SDOmBV/X9iQrC048EaqrAyNv2zY47TS99NkxztSyqRSpRSQaE0HgC9cX7OvYxMNEAH376geK+vQJnpJB5sg07y+/rG/zrVvXpOZhWWFkdMwgzZRGlVQRZ49ja4etx/7gBz1U9/nndZ9AdjbExLRc1sqVegTcnj2B0+8I5qW4l9jr28vzFc8zzDoMl7iIt8dT2rm0aQK2b9djJNauPWqNwJE3A/jyS/jzn/WS200gJTuFzR02E2uIJVPN5KTck8jplBP4GnVHOjk5+pp93jw9NLq5bNsGEyYEf2fhCGSvby8XFlzIQMtAyrVy1rvXk9Upq2kZhzwe/WhxdbVe2vwo48gyAOXlehx2WVmTmvfK6cXilMWoorLcuZxp5dOoST/2p671kpOjVyvOztanpt26Ndxe0/Stvu3bdafWnDlw5ZVto+sRxjbvNvrn9segGDBgYKR1JN+mfNu0m7dv18uVHYXBQkeWAYiL05/8sbENNnOJizPzz+SNhDdwa27GFI0hxhBDZlpmGyl6hPPMM3o9w/Hj9eOtw4ZBaqp+sCc8HDZv1pOK/PqrvoQYOlQ/TJWU1N6atysqKitcK7i35F62pm1FQWn6zYsXwxtvwNdfB0/BIHDkGIBevfSw07POarTplUVX8o3zG16IfYEnK57kzqg7+Vvs39pAyaOIykp9FjBzpr6FWlioe61HjtRj3bt3h7/9TXcipqe3t7bHBk89pZ+dWHD0xJ8cGQZg2DB9T3XGjCbfMqd6DneV3sW9UffyUtxLwdMtRIjmcOaZ+oxq1qz21qRJtL8BeO89+PFHPb69GbjFzRtVb3Bf9H1BUixEiBbSp4++xDoKThC2rwE4ip0nIY4vNDTeqXqH4WHDOdF8YsONKyqgSxfdqX2E074GICZGj/Q7hmLNQxyb9MzpyX51PyLCF8lfMCZ8TMM3LFumLwOWLm0bBVtI+4UCX3gheL0QEdFo0yqtqg0UChHi8CxxLqFIK+IK2xUsTFrItLJplGqNBAtFRuoBVU8+2TZKtpD2MQA+H1it8NFHYDTW22yjeyNJ9iRG5I9AQ2tDBUOEOMjo8NHMjpvNGvcaBCHNlMZCRyOlxc44A66+GiwWPd7iCKV9lgBvvqlHnL3xRr1NnOIk3h7PB4kfMLF4In8K/xOfJH3ShkqGCFEXU6aJDR02cG7BuXyd9DXDwoY1fMPAgfD++/pW7BFI258FyMrSt/syGw7aGZw3mI0dNpKtZhOtRDM5enIbKRgiRP3sS9vHiIIRZHfKJtoejTfd2/AN33yjbwtmZ7eNgs2kbQ3AypV6ualG8vdfV3wdj8U8Rl9zX/rn9Wd/2n46Gzu3kZKB5yvnV3zm+AxBuMZ2DaPDR/uvTSubRpVU4RAHl9su5zPHZ/Q19611f43UYPfZeTrmae4ruw+PePgw8UMmFk8EBT5I+IBow0FH6jfOb5hXM48YJYa3Et6qJeuVylfY6dtJuql28E+xWowZM6nGVNZ61tLH3IenYg6mAruyWA8Rfiz6MWZUzqC/pT8WLLjFzc/unznZejLTY6YDsMa1hn9U/4OBltrFS3zi4xfPLyxKWtSKb7N9sSpWDBi4qfgmliQv4fS803kz4U0GWQYd/oa0NN0PcOGF+vH2Hj3aVuFGaDsD8Ouv+uB/913o16/eZk9VPEWYEsbEiImMKxzHOWHnkGxooxz4QWKzZzM/u3+mi7ELb1W9VcsAzK6azbUR1/Kt41t6mnqy1rWWYrWYWMPBcOgKrYJ17nVMjprMf13/pUKrwClOlruWg4Aj3kE0Bw3AVs9W1rvXo6LW0WW1ZzX7PPvIMeUQaYj0v2/32SnTyuhr6cvv7t/JU/NqGYAljiVEG6LJsmWxxLmEQrWQaCUaEWGjbyM/uH9gTtUcNnbYyB51D6tcqyhXy4k3xvtleMXLYufigH2v7UGKMYW/xf6NRY5FnGE9g2kx07ik4BLmJ81nZNjIw980aZKeXHTAAL161RFE2xmAiRPhq6/0s+v18JXzK16peIWy9DJ2+3ZToVUwNWYqVsXaZmoGgy6mLiiKwh7fHhxy8A/gv67/cpL5JJa7lpNgTKCLqQsJxgR+dP1If0t/fzu3uIk2RBNriCXBkECVVkWYEkaYEoaiKIQptU+hpZvS6WXuRYlaUkeXbqZuZHmz+MnzE91N3f3vV2gVxBpi6WbqhohgM9hq3WdTbHQydSLFmEKkEslu7266mbsRa4jFoTpw4qSjsSN9cvuwKGkRqcZUvnd/z6mWU/0yVNRaM5WjlQkRE3ir+i2eLn+aF+JeIN4Qz0WFF+FIb2Bw33GHXtXpjjvgn/9sO2UboW0MwIwZMG5cg4Mf4MnyJ1mRugKAZ8ufJcwQxtjwsW2hYdCJJprftN/oauzKVu9W+pn7scS5hDhjHJm+TPjfZkiUIYr+lv6sSl1VR8Ze396A6JJqTGWgdSBvxtctf/WX8r80SUYnYydmxM7gTOuZANxacisf1XyES1zYfXYsioVUY+phP8exwIqUFXTO7swq9yrWpK7BjJmri67m46SP679p0iT9rMuPP8KIEW2nbAME3wDY7bq3PyurwWZ/q/gbF4dfzCDLIH5y/8QPrh/Y16kZ2VmOcGwGG5ponGE9g2+d3/oNQJQxqtZ0H/Sos0NTmamoGJX6t0tbgopaqw+veAkztPw8uwkTHvFgVIxUi56dSJA6n8OgGAjj6Ds3fzh2p+3m7PyzSc1OxYEDu2pv/Kb58/XB34gTvK0IvgG44opGY6J3+3Yzt3ouu9J2AXB+4fl8l/xd0FVraxKMCWzybGKlayXXRFxDqVZKtppNN1M3XOIC9Kn4z+6fibEfzOyjojLCOqJ5iSsbIEvN4ivnV7xffbAOole8TImeQrgS3iQZe3x7uLLoSqq1agwY8Ck+bAYbiYZE+pr74hY3dtVe53P0MPVge8cmVO09CghTwljTYQ39c/qTakplZcrKxm+KjdVjYB59VD+N2c4E1wAUFupJJf/S8LRyaP5QxoSP4TfPb0wsnsgI6wiGWIcEVbX2IEFJwKJY6GLuwjfObxhiHcIW7xbMitlvACxYiDfEc4LpBP99uWoukUpkPVKbT6QSSaoxlQ7GgxV/9vn2EaFEYFd1Z+AffQAucVGqlfoj4DqbOpOv5uPDRw9zD/b69nJz5M1Mj5nOz56fMWIkRomhh+mg17tYKyZCaTzy82jCiJFtadvwiAezYm78huhouO46yM3Vy5KHN83gBovgGoA1a/TCEqNG1dtEReX52Oe5o+QOPqj+gHPDzmVx8tHtKa6PBGMCa91r8YgHBYUYJYYhliG11vYWxUKaKY03Eg4GSRVrxaQYUgKmR6QSydCwofwl+qBhzlVz6W/uz5TSKezy7qJIK6p1j0McFKlF1Iieccmtubk4/GLSTem8Uf0GHs3Dn6P+7HfyGRUj4YbwWp+jXCvHRm3DcqzQrFJkTz6pV3d+5plj3ABMmdJoCS8jRm6PvJ1fPb9yWfhlnBd+XlBVak8MGBhiHUK1Vs13zu84zXoaEyIm1DIARsVIpBJZy3t+gEA5AS2KhSRD0mH7SDels8mziQxfhv+9A9uJDnEwyKzvd0cborkl8hbOtJ7Jbu9uCs2F9Mvt5/eEKyhYsBy2jxDoBW4mT4aPG3AatgHBMwAvvKAnp+zUqUnNX4t/DR++oKlzpHBR2EV85viMJEMS27zbOMl8Uq3rPvFRqVWy2r261vubvZs5P6xuzXoVlZ/cP/n39DN8GZSqpaioVEt1LTmbvZsBfVsxX82vdc0jHnLVXLqYulCoFZJiTOH2ktuZYJvAVSVXEWuIJdGYSE9zzzo6vBj3Il2yuzDGNob3qt8j3ZTud2T+8XPs9O7kctvldRyfxx3jx+tGoJ13BIJjAPLyYNq0Zh+COCYr+KB7wwX9yMWF4RfyTvU7nGI9xT9dPnBNELx4KdKKeLjs4Voy1rrXsjVtq7/tAayKlacqnsL4v33E7d7tjA4fjUc8lGvlteSsca9hWsw0nDjZ7tle65pLXOzy7SIrLYunyp/CjJm3q99mfs18zg07Fy9eUg2ptT7TAToaOzI5ejI+8TG9YjpzEuagiopXvHU+x0bPRnqbezPc2oxCHEcpS1xLGB02uv4GjzwCF1yg+wLaieCMuOnT4ZVXgiL6aGSdex0rXCuIN8ZziuUU7Kqdfb59PB77OL95fmO9ez1hShjr3OtY5VqFAQNFau01uCBkq9ns8+lbo1VaFRVaBUaMbFAPVqjR0Niv7medax0GDBSrxbXk/Oj6kbXutSgo2H21t62MipE4Qxw5nXK4reQ27D47VoOVVe5VJBgSWJqmn20vUosoUAvY4t3ijwOYFTcLc5YZEeG2ktvI8mVhwMBP7p9q9aGi4sETmC/2CKVSKknOSgYF7oy8k7/H//3wDS+5RM/CPG+eXvuyHQj8acD8fDj5ZH0WEOKoplAr5FvntxSrxUyNntre6hw1jCwYyUb3Rm6KuomfPT+zJqWBYqIZGXqi1ibWwQg0gc8H8MQTunezAd6ueZuvnF8FvOsQgSXZkMwNETeEBn8zeTLmScyKmdFho/FoHn7x/FJ/4xNO0A3Ae++1mX6HEtgZQGYmnH22btXq4RPHJ9xcfDNOcfJ4zONMj50esO5DhDhSOCn3JC4Mu5ALwi9gdtVsvk1uoMhITk67HRkO7Azg7LPhT39qsMnU0qnsStuFSTFRqpXilUbOU4cIcRTydsLbfOT4iAvDL8QpTn5w/VB/47Q0vSjOhAltp+D/CNwMwG6H4cMbjPl/qfIlctQcpsdOJzorGnsnOx2NHQPSfYgQRxo3FN9AZ1NnTrWeyr0l92Lv1MBZgSaMn2AQuBnAzJnw4IP1XhaEB8seZFbcLP5e9XcGmAeEBn+IY5qX41/mk5pPyPPlkWpM5WNHA0E/nTvrBXI+aeO0dxIIvF4Rk6nBJlcUXiFTS6eKKqr0zuktn9Z8GpCuj1VK1BK5uvBq2eHZ0d6qhGgFRWqRJGQlyBLHErmo4KKGG69fL3LaaW2j2P8IzBLguef0Ygj1lPYq18qJt8ejddEYVziOHd4d7Ezb2epuj1W2ebcxMHcggmBSTGzpsIUe5iMrlVSIpnNy3sn0Nvfmd8/vfJZUN+VbLc4+W99Fa0KNzEAQmCXA44/DPffUe/m96ve4L/o+CtVC1nnWhQZ/I0wqmYSKiiCMjxjPoLxBR30qreOZayOu5Vvnt0yNnspLlY3Usbz44jZ1BrbeALz/Plx6aYMx/7OrZnN/1P28WPkiD0U/1Oouj2UWOhayzrOOmyJvwoiRmyJu4lLbpTxX8Vx7qxaihZwbdi4ucXF22Nn8q+ZfXFxwca3UcLV45BG9VsbewBz8aozWG4C5c+Huu+u9vMixiNMsp9HZ1JmZlTOP2W2/aqnmntJ7uLb4Wn+4bnPJ9GVya8mtjLSO5N2Ed4k2RDPQMpBTrafWOp0X4ujiFMspTIqaxCm5p6ChMSt+FjalgWPRd97Z7GK5LaZVHoS9e0W6dWuwSa+cXrLCuUKqtWqxZlpb1d2Ryn+c/xFzhlm6ZXeTAbkDJDErUcrV8lptMr2Z0i27m3TN7iqlamkdGU7NKaZMk0RkRUi+L19ERJQMRfZ598nCmoUSnRXdJp8lRPAYXzRetnq2Nt6wsFAkKSn4ColI62YAc+bA7bfXe3mPbw9lWhkzKmYQlRV1TEb9aWj48BFhiGBv2l7+m/JfyrVyYgwHU2F95fyKfnn92Ofbh1kxk5ydXOdU3wuVL2ASE1zlhuEAACAASURBVO8mvEuKUU/+YVWsdDB24ETziXQyNu1YdYgjl48TP268sjBAUpJeWuyLL4KvVKvMh9Uqkp/fYJOfXD9JeGa4XFt0bau6OpLZ4N4gg3MHi4jIv6r+JZ3snfzXFlQvEGuGVcyZZkmxp0jX7K5yet7pcmHBhbVkmDJMck3RNf7/d2tuUTIVERH5zf2bRGRFtMEnCXHE8PrrIj17Br2bls8A5s6FIUP0lF8NMMQ6BEe6gw8SP2hxV0c6ZVoZcYY4AArUglpZcB4ofwCTwYQn3cOUqCl0MXfhkvBLKNEO5ux/vuJ5DIqh1rqwRCsh3qAX1bAZbEQRFTT9J5dN5j+u/wRNfogWcNddUFSkRwgGkZYbgOXLdWdFCEq1Uv9g/d79vX96v8a9Bpfm4qVYfesnXAnH7rNzTtg5tVJjr3Ovo4uxC7dG3up/r0wr8+cBdIgDkxL41A01UoM508xrla8xumA0nzs+D3gfh0MQnih/gg9rPmyT/o5arr8ePg/uv0nLDcDHH+vlj0NQqpb6S2DFKXGcHX42ADcX30y5Vs6kqEkAhBvCcWgOUo2pbPDoSTyc4uRb17d48HCG9Qy/zGK1mERjIgD7vPuCki7t9LzTsRr0qksz42dyXfF1Ae/jcDxc9jDPVjzL9cXXs8K1ok36PBJ5s7puYZZaXH110HMGtswAfPaZvvdvDGyxiqOVQ5cAHjz+QqZZahYTIyb623UydKKHuQfRSjRWxYpLXMyvmU9/c38mRNQO/ijWikk06AbAqlg52XJyvf1raFRpVYCecedT56fs9zWcYOIzx2e4xIWCQoQSwb1R9+LGTYFaAOh/nCnZKaxx15/MYpdvF9VaNT58/KnwTyxxLmmwT9BzAs6snIlZMXOF7QpGFdSfMfpYZkzBGO4uuZsR+Q3kAxw+XD9an5MTND1aZgBeein09D+EQ5cAB4zBYudifOIjzZjmb6coeirwMCUMQQhTwphfM59SKWWCrX4DcKiBORznF5xPtD2aGHsMFxZeyPjC8fTI6cFWz9Y6bQ+kAZtSOoVSKeXpmKf9CUUNYsCJk88dn3NPyT0YMHBxwcWHjUJ8uvxp+ub2JdoezfkF57PMtYyriq5iekXdnZ5DjVH/vP6EKWGEK+FcabsSm8FGsVZc555jmRKthG9c3/DX2L9SppU13HjcOHj22aDp0nwDsHixnr7oqqvqbfLHLa5jnUMH6AFjsN+7n3BDeK2Ksb95fmOXdxfhSjhVWhUZvgx2+XYRRhgDLANqyVzmXEaWmlVH/h+ZWDyR37y/YVAMVGlVrHStZEvHLXQ2dWahc6G/XYlWQsfsjnTP6c4S5xJc4iJMCeOcsHPwib68UBSFpc6ljC8eT7IxmTfi38BmsLHHuwenHExc+Vb1WzxX+RyKKAjCKvcqZsXN4sywM/nGebD0u1e8dM3pyrVF17LRs5FJJZNAwJnuxC1uzg47G6fmrFP05NC+jkUSDAlEKpEMMA+gSqrI8jVwBPj++3WHe0ndQq+BoPkGYMkSeOyxBps8XPYwpkwTa90N1wQ4VvjZ87O/Ys6Bwbpf3U+NVlOrzkGCMYG+lr4YFSMKCq9XvY5P89WZ/h9oO9QytJbMPzK3ei6fOj7l4aiHOdVyKrdH3U6kEklvc29sio2rbQdnaYPyBpFuTOe6yOu4vOhyXOLi5oib8YnPn1HYK17uKrmLbqZuKCgUaAV0MnVijWeNv2RYmVbGXSV38UPKD0QaI1mcvBgNjUmRk0gyJDE5arK/z8uLL8crXkyKiVPzTuXd6ncZYxtDhVaBVbESb4xHoXZ143tL7621Q3KsclPUTbxW9RoTbBP40NGAM7RHD7283pLGl1ctofkG4Ntv4aKL6r08q3IWH9Z8SHdTd8YWHRuVfRsjRonxLwEOzAD+7fg3g62D/YML9Jz/nY2dcYsbq2KlSqpwipNrI66tI9MnPtJN6QBs9mwmT62bZPXWkluZHDmZfC2fa2zXYMTI32L/hhEj2Wq2P3jILW5MmDApJq60XUmyIRmbwcaVtiuJNcQSZ4yjUC1EUfQn+uLkxVRJFSeYTiBCiUCTg+ndryy8kmFhw9jm3cZl4ZeRr+ZzU8RNWBQLWWoW6cZ0f9t8bz5GjMxLnEe0IRpFUXg05lEyfZl0MXUhz5dXq1SYhsY/qv/BGfkHnaHHKleFX8UK9womRExofDfkoov0cRcEmmcAdu8GgwG6d6+3yRMVT/Bq/KucYDrhmC0D9UdSjCnEGGLw4qVGq/GX0RoXPq5WuwNP8gMG4CvnV/Qy96KrqWsdmeVaub94hg+f38AcoFQrRUHh+fjn+cLxBZ1MnXi/5n1+cv9EuVaOgkKUQY8dsCpWwpVwrgq/iiqtiiIpwqE5GGQZpFcexkihVohBDFiwkGxIJlqJppepF91N3TnVejCu4UfPj5xjOYc51XNwipNXq15lo2cjoBcl6Wzq7G/bw9KD0eGjqdaqsSpWf6Wgte61xCgxlEt5rRqIWb4sTGLiXOu5rfsHOQoYYh2CgkKKMYV8NZ8vnV/W33j06CNkBtDI03+fbx8ezcNltstY41nD47GPt1a/o4qd3p0YMLDMtYwwQxjnhdUuc3ZgUBepRVRJFXm+PN5KeOuwsg6d9tsUWx0fweyK2ZxsORkRwY2bXDUXj3jIVDP5yfMTHjmYe3+nbyfbvdvpbemtzzo0J1dH6MuDHb4dFKqFvFP1DqIIV0VcRZQhilKtlA7GDqz3rPc7DjU0vfhH3HTSTemMsI7gN+9v5Ph0L7XdZyfBmODv9+Oaj7EYLNRIDSVaif9pv9azlnhjPBm+jFpFSGdXzsZisDA7fnaLvv+jCatiZWTYSH73/M5l4ZfV8p3UIT5ef+j+/HPA9WieAXjrLaipqffyf93/Jd4Yz1LXUjTRuD2y/nMCB9jp3UmcPY4kexK3ltzKI+WP+EtYHS0o6FPnWEMsKcYUXq58mUq1kqHWobXa+Z/qCsQqsZgx11s771ADUKgVkmxI9l/b7t3OjMoZFKqFmBUzNVoN2z3b8YqX3ubeJBmSasWcjy0Y6/f0b/ZsJlwJZ3S4XrGmWC2mhhruibqHnqaeTImawj6fHncQpoSRZkzzF/94oeIFog3R2H129vj2kK1mY8PmH/SCEK3o1Y5uKbkFk2Kim7Eb1VKNJhrnh+ulzRINiYywjuAn90/UaPrfk1OczKmew2mW047asmHbvdv5S/lfGFc4jvMLzvdvqdZHH1MfZlTO4FLbpY2f9nQ64e23A6fs/2ieAUhJ0bcl6qHIV8Qp5lNY41pDV3Pdae3heLPqTaq0Kp6Le07fF6+ezzVF1xCeFc7E4okscy5rlortiYigKArbvNs4I6zuOvZn98+Ua+WUa+W4cdeaWv+RXd5d/t8L1AL/ASHQn6wAKLDDuwOPeHin5h0ilUhyfblUaBX+w0iCsMu3izgljnw1n3hjPGaDmWGWYQBcF3EdLs1Fr9xemBQTQ61D8YiHTgbdf1ChVdDR1BGXuHir+i0qtUrSTGlscG/g45qP8eDBJz6qpbqWN3+hYyHdTN3I9GXyq+dXzIqZC8Mv9MuMMeh+kwvCLwD0hLE+8TE/cX5Lvvp2ZW71XC4rvIzBeYNZWLOQXC2X3z2/0zG7Y/3n/oEp0VPY7NnMMOuwxh3mo0frM4EA0zwDsGkTnHlmvZdfrXqVkWEjcYiDEdamFTx8Ie4FogxRZPuy+SDxA3I65bC141Y2ddjEyeaTmVU1C0OmgRuLb+RbZ3AcIa3lwAwA9EAcL946038Ak2Ii3ZROqVpKjdRwS+Qt9co0KSbSTHoMQaFaSLLx4Azg9arXSTYkU6qV8m71uyiKgioq59nOI0KJqGUAbim5hW6mbiQZkzBgYGz4WLya179Wtyk2NnfYzFDrUNak6kE/DnH4Ixs3eDZgxsxj5Y9Ro9WQakzl2fJn/aXFxoWPw6bYqNKq/D6HL51f4tAcxCgxOMTB5KjJpBnT/PUA83x5WBQL+Wo+qUa93uB71e/R1dy1VtzEkcomzyY+dXzKFUVXEGuP5anyp+hv7c/etL3sSdvDz6k/MzxsOD1MPRo899/D1IM4Qxwr3CvobOzMVm/duA0/Z58NmwM/M266AdixQ69pXo8VqpZqSrQSHol5hH/V/KuWN7ghzIqZ3Wm76wSQ9DH34cGYB1mavJTCzoWcE3YOL1e9TIQ9gmcqGq481F4Ioic8Ebgv+r461/f79lOulevWXuAK2xX1ylJFxabY0NDIV/P9BmCpcynVUs0A6wAusF7A7MrZ1Gg1JBgSuCL8CoyKkTXuNeT6cgH96XRDxA10N3Un3BDOYudi/6A7QD9LP9amrvU/wb93fk+Oqq/rDRg4xXIKr1e9jlvcPBbzGK9WvYooAgpMj52OFy+7vbv9+/cPlD5AlCGKKyKuINYQy+/u37GrdrqbdOfxVt9Wcnw5fO38mu3e7Wz2biZHzeGSsEta+S8QPHz4eKzsMfrl9uPCwgt5qvwpOhg78EuHX8jslMn0mOl0MHbwt8/0ZTLYMrhRuWNtY7mr9C6GWIew3LW8/obDh8Pq1fVfbyFNNwCrVjX49J9bPZdEQyK5ai4lWgkPRtefIvyPWLESbgjnrxV/Pez1REMiN0fezJLkJSxPWs4Xzi9Iy07j4bKH6xSfbA8URUH+l1vVJS6iDFG1trcO0NHYke6m7pxlPYsh1iG1cgYcikc8OMWJBQvlWjkRhgj/duJK90q6m7pze+TtfJb8GR8lfUS0IZpvU75lh3cHv3h+wSUuUGBUwShsio2nYp/ia+fXbPNuY6dvJzbFRqVWWe/nUVEJV8KpkRoEYX71fKyKldUdVnNP1D2MsY0hgghmx82mXC0nw5eBGTOC8I3zG/b59vFy3Mu8WvUqq92rmVgykV6mXn75TnHiFS/RSjTdTN2YWDQRFZWX4hvJl9fGaOjbn69VvcaIvBEscCxgYdJCNnbYyNaOW/lH/D/8Ru1QBGGjZyPvJTZe7mtW3CwKfYV86fiSv5T9hQqt4vANY2OhY0fYtq1Vn+mPNN0AfPqpfvy3Hnb7djPQMpCnyp5iiHUIZsXcZNFRhigejX60SRFgZ4SdwYbUDfzc4WeSjEncXHIzMfYYHi1/lAK1gHw1v8n9BooDEX6C4BZ3rT/2A6io7PDtIEfN4ZnKZ6iSqnrlWRQLgmBUjDjFSYxy0FC8Xf02W71budR2KaDPIio6VzDYMpgEYwJ7fXtJN6WzxbuFFa4VrEjVD9t8lPgRL1S8wKKaRcxLmOcvTX444gxxOEUvIe4RD/eU3YNNsfkjBucmzGVP2h4mR032+wd6mntSpVUxpnAMycZkboy8kU0dNpGr5pKr5dba7UgwJODFi1kxU6qVstW7lZFhIxs0Sm3Jz+6fuaXkFm4puQVjppHvXN/xbNyz7E/b32hyFhWVS4su5e6ou7Eq1ib1tyRlCaqojLeNr/ehAMCgQfDRR839OA3TpKwB1dV63v/c3HqbjMgfIVcXXS0d7R3lT4V/alFygg72DpLhzWj2fd84v5Gbi28WU4ZJUu2p0jenr6iitkiHljC2YKy8XvW6ZHgzxJBhkHtL7z1suzPyzhBLhkWUDEXeqHqjQZlRWVFSqVbKv2v+LVFZUSIi8k7VO5KclSxXFV1V730j8kZIeGa4kIGYMmvXaqjRaqRELWn088yrnidKhiIrnSuFDIQMZGT+yHrbjyscJ0qGIkqGIp2yO9W5vsy5rNb/D8odJL1yeknf7L6iZCgSnhkuj5c+3qhebcFlBZeJLdMmJ+WcJDMrZkqNVtOs+68pvEYG5g4MjnJvvSXSsWNARTbNAKxZIzJsWINNrBlWub/0fjFlmOSC/AtapMwXji+kQ3YHWepY2qL7RUTeq3pPhucNl5TsFNFEa7Gc5nBRwUXyYNmDste7V+Ky4mRB9YLDtvNoHvl7xd9lrWttozJtmTbJ9GbKRvdG6ZXTS0REzs0/V1LtqfXKFxHxilfuLb1XBuYOFJ/4WvaBRGRmxUxJtieLNdMqE4onNGpQJxZNlKH5QyXHm9Mk+WMLx0qqPVWUDEUG5w1usZ6BQhNNorOi5Y6SO1osY4N7g5yQfYKscq0KoGaHoGkiihJQkU0zAP/8p8ikSQ02mVkxU4yZRonJimmVQtm+bEmzp7X4/h9cP8gdxXdIbFasiIgU+ApkZP5IMWYYZUDOgFbpVh83Fd8ktxffLiIiJ+WcJJs9m1stMyIzQja4NkiGN0O6ZHeRzZ7NkpiV2KrvpiX8MblpoFniWBJU+Q3xtfNr+bzmcxER+WfVP8WUYZJ0e7p85/yuRfJeqnxJBuUMCqSKdTnpJJHNrf/7OkDTfACbN0P//g02eSD6Ab5O+pqSzq07yJFmTOOOqDt4svzJZt87qnAUt5bcyr9q/sWchDlMLp3MibknYlJMzImfwzbfNt1BFmC6m7qTremlnbd4t+DQ6t/7bQpVWhVRShRbfFvIVrOx++x8WvMppVops+JnBULlJtPgmjQAXBRef2RpMHm16lUuL7icm0tu5qTckxgZNhJvFy/9Lf25oOACXqpovkNyRvkMHo19NAjaHsKAAfD774GT1yQzcfbZIv/9b8CsTmN8UP2BJGUlyX7v/ibfM796vsRkxcisylmy17tXIjMjaz2NV7tWS3hmeFD03ejeKKZMk4RnhtdZd7eUFytelBh7jNxRcoeEZYYJGchDZQ8FRHYIfYn1ac2nookmk4onSWd7Z7mi8AoREfnW8a10z+kuHs3TZHmvVLwilxVdFix1DzJjhsi0aQET1zQDEB4usmlTwDptCunZ6bKoZlHT29vTZUbFDBERGVcwrs5S5IHSB2R4/vCA6ngo+b58mVoyVZyaM2Ay51XNk5NyTpJeOb3kW8e3AZN7vLPWtVbis+JrvbfZvVnMGWZZ7lguIiLdc7rLo6WPNlmmLdPWbIdhi3j2WZFBgVtmNL4EcDrBZNLLF7ch8xPnM7uyaYdCPnF8ghs306KnAXB62OloaLUq9Hzm+IxLwy4Niq6gnwicFT+r1tn21nJD5A1s7riZnR13+sNoQ7Sefzv+Xed05UbPRoyK0X/o6q34t/jQ8WGDobwHeLDsQabHTm+42k8TuK/8PlKzU9ni3VJ/oz599BO5AaJxSaoKIpCQ0GjTQDLCOoJe5l68U/1Oo21fq3qNmyJv8v//cOtwqrQq3OL2v6eiUiH1BFmEOK6YXz2fzqbOqKj+916veZ3+pv7+iMtRYaMQhKXOpQ3K2ufbx78d/+aB6AdapdOjZY/yZsWbuMXNrcW31t+wd29wu+u/3kwaNwD790PXph3sCTRvJ7zNnSV3NpoRd4d3ByOteuqtJ8qeYGT+SO6IvKNWGeaFiQuZXTW73mjDEMcHp+efjhcv/4j/R61kLc/FPMcm3yYsWRYK1UIABlgGsNK9skF5d5fezevxr7dar12+XSSbklmavBSUBhp27aqPyQDRuAHIyIATTmiwyTr3Opa5lgUlF+C8xHncWHxjvdc1NIwYSTels8GzgRcrX+S/Kf/lzYTaKZeHWoeyr+M+PnR8yLD8YcddIsrjmQxfBn+t+CvD8ocRo8SwO213nRJd54Sdw/rU9YwMG0m/3H4AxBvi/dmWD8eXzi+xYg3I8mxc+DhUUelu7s5ebwOVgW02iIjQi4YEgFbPAL52fc2oglFcXHgx95XVPQDTWq6NuJYSraTBqVi1Vk2qMZV51fMYaBnImWGHP7OQbExmXco6eph60CenD3H2OB4rf4zvXd/zi+eXWlPCEEc35Vo5z1Y8y6C8QfTP7c/71e9zcdjFLE1ZWu/W5smWk/k48WMqpZIitYhupm4N+nTuLrmb1xNa//QHSDAlUKqVkmBIQEWlXCuvv3EAZwGNl5tZsAB61Y1tP8D/lf8fl9suJ94QzwfVH/By3MsBUexQ5iXMY2DeQPI71Y3zL9KKcOEizhBHtCGaQZZBDcqKNcTyfuL7gJ6LoFQr5dmKZ/ne9T1GjEQpUYyPGE+KKYWxYWMbPLMf4shARWWDewO/eH7hE8cnpBhSWO5aTj9LP6bFTOMa2zVNlhVr0BO1OMSBQ3Pwneu7Om1c4uKlype4MfLGgB1fHmge6E8AE6lE8qvnV84JO+fwjSsr4ZNPGjyb01QaNwBJSXBh/VOcM61n+o9BHuqICyQpxhSmRk/lkbJHmBQ1qdYJLI/m8R9vXexYTD9LvybLvTNKL232aIwevOEUJ4sci8jX8llYvZD3qt+jVC2lo6kjT8c8TT9zv0YNTIjgoqLyi/sXNnj0Af+L5xe2eLZwqvVUBlsGY8bMJbZLeCn+pRYPTkVRWOlayciwkWz0bqxz/dLCS1nrWUtF58A5ldOMaRSoBVRIBWFKGEVaA1P8UaMgrv46Ec2hcQNQU6MfQ6yHfDWfky0ns8u7q8ETZq3l4eiHOTH3RC4Kv6iWAShSi/zHNruZuzHOVn/GosYIV8L9lXweiNK9uuVaOU+VP8US5xIeL3+cTF8m/S39OdF8ov/Vz9yPPuY+rfh0IQ6HFy/fOb8jw5fBLx590G/xbGGwdTCnWk5luHU490bdy0DLwID2e7blbOKMcRgVI8VqXV/RWNtYtvu2s8K1olbdh9aSakzlB9cP9DL3Ouxxcj+dOkFV/b6J5tC4ASguhsTEei8fyOryetXr/owwweDsgrN5IPqBOl94uZTj1vRtkV89v3KZ7bKA9htriOXl+IPLGqc42e3dzTbvNrZ5t/FhzYds9W5lp3en3xicaDloGJpUD/44Z7dvN7u9u9nt280u7y7/71m+LDqYOjA2fCzDrMOYEjUl4IP9cJRKKWvcaxhsHkymmlnn+t1Rd3N31N2MKhhFjprDdRGBqak4zDoMj3hIMiZRpDYwA0hI0J3zASBgBuAUyyn0NPcMiFKH4hQnPXJ68GHih5wVdlad68nGZP8SwIixwbPagSBcCWeAZUCdLL2CsM27ja3erWzzbGNhzUKe9j7NNu82IpQITrGcQmdTZzobO+s///d7uimdBEPbxli0NZVaJXbVzirXKnz42O3dzS6fPtD3+PbQ09STnuae9DT1pJ+5H5faLqWnqWetlOFtSRdjF8yKmRPMJ9DVWL8D/PuU77m++Hpy1BweiX6k1f3u8e3hB9cPJBuSKdQK62+YkBCwSkGtNgAHEmEUa8UMNwwPiFIAv3h+waJYGJo3lD1pe+hoPPwyRBMNg6JvZlgVa63ceW2JgkI/cz/6mfvxx3IIq1yrEEWw++zYVTvbvdtZ5lyGXbWT5cvCIY7axsHYmc3ezZwbdi6xhlhiDbHEGGL03xX992Aut5pCoVpIqVZKgVpAgVag/zz0dch7FsVCrBKLpmiMCx9HT3NPLgy/kJ7mnvQw9WjXz3E4Opk6Ea1EY8DgX17Wx/uJ7zOtbBr3lt7LK/GvtKrfwZbBpBhT0NAa3gpMSNDHZQBo2ADs3KlHAprrz+4Ta4wlwZDAJs8mLgi7ICBKfe38mvtK78Om2HCkNxyKmalm+murZfgyjpisMofi35asJ0GMU5x+43DgZ6Yvk53enf4swhVahf676L9XaVW1DYMhlkK1kO6m7sQb4zEe+E8xNvh7npqHQxwkG5NxaA7d+33o64/vaQ5qpAaTYqK7qTspxhRSDCn6T2MKQ61D67wXyPDotmCrdyu7vLsYYBlw2IpMf+S5uOd4tepVhuQNYX2H9S3ud79vP9m+bNJMaQ1nCfZ4YG1gyu41bAAsFujSpcEmmmhYFAsOzUEPc+ut+ZzqOXzp+JKBloF8lvRZo+2TDcn+XYgYQwxJhqRW69DWhCvh9DL3opf54HbrEzFPNHiPILUNg1bOKtcqYo2xRClRqAf+E7XB3zU0LFjoYuyCzWzDpvzhZaj7/+FKeK0oumONfqZ+oEAYYVgUS5PumRI1BQ2NHrk92NNxT4v6vdp2NY9WPMpq92r6WBpwKvfvH7DQ/IYNgMejG4EGcIsbQchWs1vt8HKLm3nV81iVuqrJ9xgVo99jalWsGJVj9w/zUBQU4gxxtYqG1rtvHKJZ2Aw2jIrRP8NqKn+O+jM9TD3onN0Zeyd7s/u9I+oOfPhY5V7FvIR59Te0WPSxGQAajgRsggHw4CHPl0e4Et4qZ1aemsf0iunN3lZRRfUP+mqt+ohcAoQ4ushUM7H77LWyPTeVS8IvYW2HtSiZCrlqbrP7vifqHj5M/LDhmYfVGrADQa0yAO9Wv4tHPDxT8QxevC1WYkHNAsYXjcctbp6JbV7O/wPFLUEP4KiR+kuXtYYzC87kkbJHWO9u+RovRODJV/P5xPEJlxRdQq/c+iNWm4NDHBgVIzlqTpN8AH+kk7ET0kU4Le80fvYEvp5f2xkAh6PBs8e3RN7CBNsEvnJ+xa2RDRxhbIDvnN/xYOmDdDZ2ZmbczGbfv9u3mz1efc2VZkzz17EPNL+5f6NaqplSNgVLloVRBaMYVTCq4WIOIQLOPt8+5lbP5daSW+mZ05OT807ms5rPOMNyBiVqSUDSwqcaUuln7keCkkCEoYGAnEbI6ZTDPSX38Lnj86b3nZ2KkqnwUmUDKcnMZvD59GP6raTxXYC9DWxHAAuSFrS4c0HQFI18LZ9zws9pkYwEQ4Lf+RimhAUl59827zbSTemMsY1hiHUI19quZZV7Fc9XPs9dJXehofFdynd0M3ULeN/HO584PmG3dzdbvFv40fUjVsXKWWF6YZXh1uHs9e3lB9cPfFL+CXHGOPLUvDqVj5rLgfLtCcaEVjs713dYz2VFl1GmlXFz5M0Ntt3l3UWhWsgjUY/wdPnTTI2eWn9jEX2Gbm1a7YH6aNgAnHJKo0eBW4OCwgVhF3BFxBU8UvYIEUqEPxS3qWhoJBr0OIUitQi7z84w67CA6rnKvYozrWfyWuVr/Ob5jT+X/pm+5r4MsAygt6k3McYYuud0Z2HiQi6PuBzDIROra4uv5dLwS+lg7MCZO4sydgAAIABJREFUYWeiNHjY+/hEEBQUXOKqs2V44MDW5MjJnG49nf3e/fzo/pGFNQsZETaCEdYRzIib4a9gHAh2+HaQaEykUqtstMJvQ+z17WV+zXw2ezajidaoAdjp3UmqIZUxtjG8XtPAKcMDS/NWDn5oyjZggLyNDbEwcSEf1nzIn0v/zEc1H6Gi8n+x/8cpllMavdehOfw15sOUsKDkJFjtWs254efyt4q/8V3Kd6QaU/nS+SUf1nzID+4fUETBle4i3h7PzKqZrEtdB+jBMl86v6RSq2Spayne9Jb7SY4V9vj26BGTnq0sqFlAlVRh99kxKAas6IFcGzps8KfseiHuBe4quQuX4uLJ0ieZHjedGyJvaNLfRksJU8KINcS26DBRqVbKP6v+yVfOryhUC7ku4jqWpiw9bAmxP1IlVSQZk3CLu1al5Tq43QEZ/HCEGACACRETmBAxga+dX3NPyT3cVnIb8YZ43kx4s8FosQ2eDf7cf51NnYMSIbfKvYp7o++lRC2ht7k3ANdHXM/1EdcDcEb+GVxceDE16TWkZafxieMTxtvGs9O3k1PMp/BQ9ENUS3W98mdUzGBm5UzOCjuLBEMCbycEvg58W7LSvZK3q96mWCvmJNNJvBj/IjH2GFziIt2Yrp+TsPRjnG0cZ4WdRZYviz3ePf6nbsfsjqxPXc8AywBOtZzKFu8Wbou4jcfLHuemiJuCnqo8Vomli6kLScYknOKsU/r8cCx2LmZu9Vz+7fg34yPGMytuVrNnomFKGD3MPchSs6jW6v97OSYNwAHGhI9hTKcxaGg8W/EsowpGMStuFl2MXRhirXv+2agY/fHa4Up4k+oLNoc8Nc8fqVdfopE1qWuIyYrhA8cH9DT35HfP74y3jWeHdwd9zH3Y6dtJb1PvevuIUWI4K+wsYpQYstXsetu9WfUmMytncpr1NPJ9+Zwbdi6Pxz5eb/sfXT8SY9SDo2yK7bADZ59vH0v+v73zDo+q2vrwe8709E5CIEBAQKoISO+KgAoKiL1hu7Zr59qxfooFxHIB8VoQRURFQQXpICCCAqFJDem9T5LpZ39/HDMSyUxCmBRgXp95Eufss/eaCXud3dZvWVZQqBSSp+QxyjiKC3UX0kZ78gGwHFcO1xRcQ4FSQBu5DT+1+KnGdo86jvKL7Rf66vuSJ9Qz7efrzuel0JfYYNtAsauYffZ9bLFtYUbZDHToMEkmzMLM2xFvY02wok/TU9q6FJNkYqhxKJusmxhqGMom2yauMF1Rrb1cVy6/2H7hk/JPUFD4KaZmu+qKRVjci8mJukTWWNa4czGeyEbbRuaZ57HKsor+hv7cGnQrS6KX1LvdNZY1HHQe5B7NPd7D2n3oALzvAsiyGg7cBMjIPBv6LF9FfcWSiiWMzhtNXEYcr5W9Vq2Tb7ZuRpLUeXVDOIAtti0MMgxy//TErcG3staylkRNontn4JDjEJ10ndyOwBNHXEcYZlBDUMcYPSfK0EpaWmpbMsE0gQ66Dqy1rfVYtlAp5OK8i5mUN4nuWd1pmXFyLEWnzE60z2zPu2Xvstayli2WLbxZ+iYdMjswMX/iSfvYeknPZutmngl5hg22DR63XIcYhmCQDEwMmKimSwf66vtyyHmIX22/kqPkcGfwnWyK3YQjwUFlQiWFrQtZG7OWWaWzKFKKeCLkCTpkdnDX94vtF4YYh/CL9RdSnCksqFjAHYV30CmrEz2ze7K4YjGJ2kSKlWKP30ldOdEBlCql7LBV38r7qPwjBuYM5Or8q2mpacmh+EP8EPMDkwMmn1a7HXQdGKwfzAbbBu9rDxYLSL5ZS/LuAPT6WqOOzIqZeeXz2O/Y7xOD/kl/Q3++iv6KvXF7+Sz6Mw7ZD5GQkcCXFV9SppSR6cp0Lxw1hAPYbN3MYONg90KgJ5zCyR+2P+iu7+62p8oBVP30RF0dBUAnbScKlAL6GfqRZE/yWG6eeR6PhTzGkfgjfBP9DX0Nfd3XFBRC0kK4Lug6nG2cDDUNZZ9jH9lKNgWuAm4Luo1EXSK9s3vzrvld930RcgThcjijTaPZ03IPF2TVLI4Sq4l1R4lWbct10XXhgOMAEwMmEq+J5wrTFWrg1AkMMQ6hq74rTxc/zYthL1Isislx5bgdQCtNK2aXzWZE7gjWWtYywDCA5dHLORp/lKlBUwmUA9lm28Yxp/edq9o40QE8EPQAn1d+zsS8iXTL6oaUKrHFtkVN690qjzfD3/RZNKcTJ2FyGC01LRlrGuu54KFDqiqQD/A+BYiNVYcaFguYat5fv7PwTr61fKumsm7t2853IlUhtBcbLubryq/5oPwDbii8AQnJfQahoUYA1wddz6NFj9Lf0N9jOaNkZErgFJKdyYRJYUDdO3Zdy5kVM8FyMCssK0hxptBB24Ed9h301fc9qey88nl8HfU152edz9OhTxMs/a3V0C2rG4uiF9FD14NLcy9lt303r4a9ih07laKSlZUrCVfCWRK9hEtzL2WNdQ3fR38P/N25Hy95nGdDn+Xq/KtPGvaGyCE4hIMwOayaA1hcuZjJAZNZWrnU42f8JPITOmV14g77HfTS9eKj8o94MvRJNuVuYnHUYj6M+pDRxtFstm1mk3UT75vf54jjCEOMQxhqGMrKmJU1Tl9OhRMdwLNhz5KlZPGr9VdGm0azt+XeBtvJ2WzdjCzJHHMeI93l5SixweATOTCoSzhwVJQaeughMchy63LmhM/h38X/ZrV1NZcYL/GJYd6YHDCZyQGTKVAKyHXlup+uvnYANmFjr2MvVsXKIKP3UOeFFQt5LOQxjjmO0UrbCoHgqPMobTVtSXelezwj4MRJmjONVppWZLmyvMbAVy1Ghclh/On4k2dCn2GlZeVJDmClZSVddF343fE7Wc4stGgJktVFrOsLrkcn6XDgYEDOANpo21DQunpo6bSQaYzJG8PY3LHsitvF0NyhzC+fz51Bd7odwCH7IZ60PcltQbfxSukrPB36dLU6WmhaICO7HUBXfVf22/fTVdfV62gxTA5jnHEcn1V8RktNS3bbdyMhMdAwkKPOo9xSeAvRcjRDDEMYahzKrUG30kvfy2N99eFEBwAwJ2KO2/k2JPGaeKI0UZSIEu+6FoWFPgsGql0VuBbxgSgpiiJRxCDDII466xcFVV+i5Ci66rqi/cuP+doBVA37axv+FyqFVCqVDDIMokSU0Fvf++/hfy0LgKcy/K/6R2hWzFxouJBQObRGteR55fO4O+huviz/klbaVpiF2T0C2GHfwZSAKdxbdC9XB17NltgtNba1MmYlg4yDGJ03mp76nhgx4sJFC00Lcl25tNa25r6g+9jn2Mc22zZ+sPxQ7f5YTSwWYaFCVGAXdqLkKCRJQkbGIRwUKUUeP2drbWu227bTQdvBfaaiaiGwv74/i6IW8XX01/w7+N8+7/xwsgMAGrzzgxrMFqWJYlXlKnSS5xD8xnUAVSMAD1wRcAUBUgC99L28aqg3BibZhEXxnQOoWvirzQEsqFiALMmkO9NJciRxQ9ANrLKuokgpYqPVe2KJuu4UAO6ObBZmBuoHkupMJcmeVG2LMc+Vx1bbVgYbB7PbvptEbaLbcZQoJQRIAXTXdafIVcRTId4z2U4PnU6pUspg/WAeLnkYDZpq8/v2uvb00veit7439xTeU20Hw9s6QG2jACNGclw5VIgKdjl2AX8vBF5qupRN1k1e7QZ1OF2Tnl9dqMkBNAZHnUdZY13DYedhrg642nPBRnUAkgSHD3u83FrbmnRnOmZh5vvK731iVH3x+QjgrwXA9db1GDyoeTxX8hyvlr7K19Ff80LZC1xivIQgKYjWmtZcoL8Aq7B6VSn6ofIHIjWR7LTvJFHn/SjxiSOAkaaRrLCs4FLTpdVGAVVP/3nmeYw0jSRYDnZPHbSSln32fZyvP9+tPeeNeE08GknDhIAJ7lFWVYduIbcgV8lleuh09jj28Er4K9UWBb05gC76LhywH/DYrlWyEquJJVYb695//+dW4D/Jc+XxTeU3PFj0IL2yezEydyQLKhZ4/XyeaCoHECfHsd66nstMl9W45e3m0CFQvCsV1ZXaHYBWC3/84fFytiubLbYtjDKO8olBp4MvHYBVWNls20wbTRu66brxVOlT6FJ1xGbEMiVvCs8WP8sjRY/wjvkd8lrl0VfflyxHlvso8/eV31MuyllnXefeCquJn60/M9gwmA/MH5CgSfBqk9sBCDNdtKr2woWGC1lpWekuM888j7uD72aueS79Df3VEcNf92W7sgmVQ4mUI9FKtS//JGgTKHQV0kLTgnxXPvsd+2vs2N9Gf8vzJc8zO2I2F+deDOB2ELFyLDnKX+sAfz35axsBrKhcQQ99D444jtBCbgFAoBRIR11HQuQQNlk3keZMY2HFQu4qvIvOWZ3pnt2dRRWLSNQlcn/Q/VwWcBlfVXxV62esiaZyAPOj5lPeupwfYn7wXnDvXo+L8qdK7Q5g/HivIcHn687HKBnppuvGEecRnxhVX3zpABZWLEQgeLH0RW4Pup35kfOxtLHwVMhTKJLCl5Yv+aLyC94IfwOHUBfUHg993D10S9Qm0krTCquwEq+t+UjpUedRCpQCrjRdiU3YuDf4Xq82VU0BypVyguQgxpjG4BIufraqI4AfLT9ygf4CkuxJ9ND3QIvW7TCCpWCCJXUaoJE0OIWzVr07UOelsiQTKocSpYmq0QEA7I7bzb1F9zLONI5Hix/1PgL462dNbLRuZJ9jH2+EvcGn5Z8yLWya+9pQw1A22zYTr42nX04/frb8TA9DDx4NfpSpQVPJceXwSNEjfFb5Gedpz+MS06kvSLtwoQjF+xy8qZFluOwy31RVa4la0hD11PWkXJRznu48LIqlXvHTvsKX0YB3BN3BwZYHGWsaq87r828gIj2C/yv7P5KdybTStKKrritvlL2BIc3Ac2HPVVsJH2wczJKKJRglI7tsu2ps45r8axhsGMwrpa/QSlu7mvGJI4BgKZixprFss20jWArmgOMAc81zuSv4Luaa5/Kv4H+5h/5VDiNWE0uMJoZD9kMEyUHVRg418ZvtNwLkAMLkMEqUEiqVyr+f7P9wACFyCMujl/O95XvyXfkcdBw8pTUAFy4eKnqI4bnDWRWziivyr2C4cTjDDcPdZYYYh7DGsoYXwl5gSsAU9jv282TRkyy1LCVUCmVG+AxcbVxsaLGB18NfP2VtCWi6p/8p4cOEvbWPA9u29apBHiKFsMO2AxkZnaQjyZ5EnCnOJ8adKr5eA2ijbUMbbRv3sL5UKWV++XyOO49TpBRhFmaGaIewpsWak4bvdmHnQv2F9DL0wiqs9MjuwTUB19BK2wqncPJa2WtkObOoSKjg/Kzzq2Uy9oR7EfAvRzDWNJbL8y6nv6E/Dxc9zFrbWuZFzuMe+z0sMy1jo3UjcZq4altYwwzD+F/5/xhsGMyLpS8yzjTOY3svlb5EH30f/rT/SRttG9pp25HnylPXAP7aDTiRocahTHZM5ojjCD9YfiBQDmS0cTR7HXsBdWvQKZzoJB0WYeHD8g9JcaawwrKC487jBMlBpMSn8FXlV6Q4U0iJT6lWf6wcy0/Wn9whwQ2yBahYMMnN2AGUlKjrcqG+iYeo3QHUMgLoou+CUTaqK8xyANlK040AGuIg0ImEyqE8FvJYncqOMY0hzZnGW+a36K7rzlDDUBZWLMQhHARLwQwxDOGjlh/xp+NPspxZrGuxrtY6zYoZWZLdC2MSEqNNo+mk7cTCioVcoLvAvQZQVb6jrmO1bcA4bRyfl39Ofut8tGla96LhP9nn2MdG60byWudxT+E97ui8GE0M+a58Wmha1Ci+8UDwA9xeeDvTQqYRqglFj76aaErVKCBRm8h3ld8xwDCAK0xXYJfsVLgquLPoTtZb1jMz4mRBjD6GPhS2KiRYDm4wUdJmPwLw4dMf6uIAnE51DSAry2OKsCApiLdK3yJGiuEP2x/cFug97rmh0Ev6BnUAp8pdwXcxPmA8M8pmMNs8m+HG4UTKkejQsdexl8C0QGRk1rRY41Y29oZZmEFU35MeaxrLccdxipVi7jDdwdzyueyN2+suf+KaAcCMsBnMKZtDvisfZ4ITbaqWJFvSSVlu7yi8g3EB43jX/C7fWL6ppnRbJbjhSX3nf5H/o3d2b+ZHzscu7NWmhW11bZlTNofBhsEccBzgffP7lItyjJKRcCmcBG0Cy2OWM8Z0ckyEQTJgkHwTBOMJr1l5mwNJST4N0KvdAQQEqBJEeXkeHcC9QffyYtmLuISLW4Nv9Zlxp0qxq5hd9l3cVXgXI40jGWkc2WSJQqqI1cQyK3wWU4Om8nnF5xx1HEUv6RlhGsFI40heCHuhznWZFTMCUc0BjDGOYYJ5AjPCZhCmCWOgYaD7M/9zzQDUTvRNzDf0y+nHV9FfYU4w0zmrM3KqTJQmCgmJfFc+kZpI2mnbscKygi+ivqCFpoW7zapdgUhNJPmu/Bq3EzfFbiI4LZi+hr4k2f6OWWijacNG50YGGAcwIWACXXRd6uT8GgoFhfXW9ayzrmO9dT077TtPW1GoPpQoJYzMHcm04GlcG+Qlm7EPzwAASKIusqdjxsDDD3vMEmwRFoblDKOVphXfxnzrM+Pqw1HnUfcfdJ11HVFylNsZjDSObPBY8oYi3ZVO24y2dNB1oNBVWO34blh6GJMCJrHFtoXZ4bO51KT+nS7IvoCbA2/mtdLX+L3l79XWKX6w/MANBTegoDDWOJbLTJdxxHEEWVanGPvt+9ll38WelntOsqVzVmcC5UAO2A/wfcz3NSaEsQoriyoXkeHMoKe+J+NN4xvgW6kfv9h+cXf4X6y/MMKoOuMRxhE+V5OqK3KqTGtNa7KULO/CMc8/r64BTJ/uk3br5gCmTVPThD/+uE8abUwOOA64ncE66zoStYluZzDCOKJ5z/dOwIWL7bbtKEKhQCmolgV5esl0ykQZ6c50vo7+2v1+r+xeBEqB7HHsYV/LfSctVOa58lhuWc7CioWUKWXsd+wnTA7DrJiZFjKNaaHTavx+Pij/gCBJ3VXoZ+jnPZNtM+A322/VHgoDDQPdf/9hxmFNbR4/Wn5kSsEU7gy8k8WWxaS0TPE81Zk4EW66Ca7yTRLcujmAzz6D1athQf1OVjUndtl3uf8hrLeup6e+J/30/WinbcfUoKmNcua7uVIlhnk28G3lt/xf6f/xp+NPuuu7u5/yI40jm11Wo9nm2XxR/gV9DH3IceV4z4jVoQP8/DO0r11irC7UzQHs3g233Qa7at7PPpPZZtvG8srlLKhcQKlSSltNWwYZBzHQMJBBhkF+pd9mTrkoJ8eVw++23/my4kuOuo7yp13t9MONw/m/sP8jQAqovaImpGNWRyYHTOaA4wCXmy7njqA7ai5YWamOxH0o0lM3B2A2Q0iIT3TImzt7HXvZYt3CVttWtti2UCnUKL9BhkHoJT299b3poe/R7P9RnY1st29nn30fSfYkkhxJ7iQt8Zp4+hj6uA9HTQiYUE2ZubkTkh5CZnwmLTNa8l2L7xhl8HCsftEiuPdeKD591aMqat8FAAgOhq5dYedOVSr8LKa7rjvddd35V/C/AHWra4ttC1tsW/iu8ju0kpZMZyYtNS3pqe9JD30Peup60lPfs8ny2Z9NWIWVQ45DrLetJ0aK4U/nn+x37CfJnkS6M52bgm6ip74nEwMmEiAF0FHX8Yxd2AU1sU2FUkGOKweTbPLc+QFyc2HSJJ+2XzcHADBsGGzbVqsDUFA46jhaLdPtmUysJpZJAZOYFDCJmeEz3Rr2R51HSbInsce+h48rPiapOIlCpZCeup4gwXjTeHrqepKoS6S9tr0/H8A/OOo8ymHHYfXl/PtnviufTrpOpLvSGWUcRQ9dD24KvIkZ4TM4T3teU5vtc5zCSSddJ/Y593GRvhaVnx07fBYDUEXdpgCgDj+WL4cvPGcCynBl0DO7JxFSBDvidhAmh/nKzjMCs2ImyZHEh+Uf4hIu8pQ8kh3JHHMeo622Le217Wmva097bXsStYmEyCFcqL/QZ5pyzYlsVzapzlRSnamkudJIdaay36FuLZYpZbTXtnenRO+o/ftna23NylNnK/8p+Q/brNtw4iRaE8130V7SiLVtCxs3QpvTkzw7kbo7gLQ0GDIEUlM9Fnmq5Cl+sPzAEfsRrg66mgWRZ/6uga847jzOMecxjjmOccx5jGRnMhttG7EoFly4iNPEqTHwJ7yq3guRQ2ivaU+8Nr7JRxIWYaHAVUCB8tfLVUCyM5mfLD9hkkxqp3elEiVHuWMpEjQJtNG2IUITQZQcxcXGi5v8czQXLsu7jGHGYXxg/oAnQp/wvACYmQn9+kGGZ9n4+lD3KUBCgqpH/vvv0KdPjUXylXyKlWJeDH+xycVBmhvttO1op23HxcaLT7pmFVayXdnkuHKqvXbYdpDjymGvYy/Zrmzswk6gFEiwHEyIHEKIFFLtd1mSSXOm0VvfG42kwf3fX79rJa37vV9tv9LX0BebsGEVVizCglVYq/1uERZ22HaougBKIQWuAgSCKE0UUfJfL00UJslER11Hbgy8Ue30mjbNO5y2GbHBtoFnQ5/lrdK36K3v7bngl19Cz54+b7/uDgBgxAh47jn4qebECwP1A1lWuYxJAZN4tuRZt/iDH+8YJaPbQdRGuSjHrJgpU8ooE2XVfs92ZWNRLERronEJF+7/hAs7dpyK0/3eYcdhErQJmCQTJslEhByBUTJilIyYJJP75wHjAYYZhxEtRxOlifLvfviQ1dbVKChstG7Ehct7ZONbb8Gzz/rchrpPAQBycqBXL8iuOeLPiRNDqoH81vnMKpuFQTLwTKjnzDV+/JzLLKlcwm0Ft2ERFl4If4FnQjz0ldRUdRHeS1h+fTm1zdLYWPW1e3eNl7VoGWUaxf2F93OJ8RI+Lf/UFzb68XNWMilgEnHaOG4JusVz5wdYsQLGekkUchqc+mmJMWNgpWclmatNV7PaupqhxqHkK/lst28/Hfv8+DlrkZE50vIIT4V6V2dm5Uq13zWIDafK2LGqR/LAaNNoJCSKXEU8GPxgrbJTfk4PX0mg+Wk6vGW/BprZCECSYOtW9VxyDbTRtiFCjmBa6TR0ko655rmna6OfGrAKKxflXERkeiSjckZRoNRPA78urLGsYWHFQvJd+Q3Whh8PrFunpgJroCzdp+4AhgxRRUJKSz0WuSf4Hn6s+JErTFdQKSo9ZpH1U38eLHqQ322/YxEWdjl20T2re4O00zO7J+Pyx3FTwU3EZjS+UMY5T2GhmgcwKKhBqq9fxMQ118APnrXLLzJcRAUVtNW2RUbm9oLb62vfOY2g5g2aOeVzmF8+n1HGUbTQtOCZkGcoVUp9npmpc1Zn2mnbYcRIS01LFBT6ZNd8BsTPqeHpb3sSK1fC9dc3mB31dwCLF3u8PMAwgHKlnHfK3qFMKUOS/ae+TpUXSl4gID2AyPRICpW/czMedx7ngcIH+DbmW0YYRzA1aCoDjQMxSSafahl8Uv4JNmGjlbYVgXIgma0ykZBIdXo+CeqnblyTf81JisoeWbxY7W8NRP0cwKhRqjZAkecEj8dbHedN85skaBL4LPKz+tp3TnLIeYjnS59nZthMrFgZlP13ZuJuWd2I1cRypelKkp3JJGoTCZQDfa59uNSylHGmcSwqX8QrYa8AoJW0zUJB50zmXfO7fGf5jsTMRK8JUgH1wN2wYRDYcIpL9Q+aHjdO1Qn0QBtNG0pal7Cj5Q53Xjk/dSNKjiJSjuSe4Hu4LfA27g+5H4CfLD8hSRKrW6gy28ecx2ivbc9hx2EyXZk+a98qrOS58mitbU2pUsqkgEnsse/BKZzuMGk/p45VWHmk6BE+ifwEraTlyZInvd/wzDMweXKD2lR/B/DSS6o00RHP6cAkpLMy0q2hKVaKCZfDAUh1prp1Bu4pvAencLqTiOyx76GF3IIQOYT++v4+a98hHBxzHGOkYSQRmghC5VB+tPyIQNTpuLKfmpmYP5EBxgEMNw7HIRzMiZjjufBnn6kCPDfd1KA21d8BtG0Ljz4K8+f7zho/ABS5iojQqIk4kp3JtNO2o1yU45ScXBdwHQAOHBQrxZyvP58dth0cchzyWftbbVsxySaSXcm0lFtiF3Zmm2eTqFW1DfzUj1+sv7AwciFzzXOJlCO9qxbNnw/vvKMm521ATk836c47/Q6gAagaAZgVM386/qSdth12YSfXmct/Qv8DQIozxX2AJE4TR2+Dl0gyD9ipeW+5WClmoGEgGywbiNPG0SGzA5WikmUxy+r/oc5xZpTOoKehJwnaBApcBZ7DfkFN/52Xp265NzCn5wDCwuDii+Hrr2sv66fOVDmAQqWQNto2BEgB9Mnug0k20VnXGYBkRzKJOlWwtEQpOUmOrFJU8mjRo4zIHVFtFwEg35VPfEY8plQTY/PGYkozcV7mee6sSqutqylWigmVQ3EIB7Iko0XLGsuak+ryUzcWVC5goH4gAPPK5/HvkH97Ljx/vvpwbQROXzlxyhQ1VLEOlClldd/+OIcpUoqIkCMoVAqJlCNx4iTVmcq9QX+nD6/aAQBV9/5EqWuHcHBH0R3MMs9io3UjsemxvFb2mvv6iNwR5LvyEQh+tvxMJ10nkp3JHLGr6zmRciTxmngOOg6y1baVDGcGpaKUh4ofIjo92p3s00/dKFQKUYTC5IDJvFz6MtcGXuvOtVgjc+aoKtyNwOk7gKuvhj//hM2bvRb7zfYboemhdMvqRqni+RShn79HAAWuAiI0Eay0rCRUDuXKgCvdZVZZVrmP5u537KeN7m+ZqJsKbmJR+SIA+hr60lnbmeml09ll38W75nc54jzCIyGPcFOgusC0PHo5AkFXg6rdUCX4kWRPIkKOwCSZ0KEjWAqmk64TE/LUpCQCQb/sfpQpZY3yvZypLKtYhkk20UsysUojAAAfPklEQVTfi/fM7/Fm+JueCz/xBHTpAhFeHIQP8Y128syZ8PHHXou8XvY6CZoEWsgt6JbVzSfNnq2ss64jxZnCz5afOWQ/xHeV3+HEWS1tVagcSiddJ0DdbRlm+Ht//qDjIDIyPQw92Gvfy5jAMdgVOxZh4e2yt3kr7C3+dPxJnDaOiQET0Uga4jRx7lHEMccxvrd8Tz9jPxK0CWriTjmcYcZhXB5wuVu8crNtM9vt2+mf47sdiLMNi7Bwd/HdvBP+DnGZcYw1jvWee/D779UdgEbCNw5g6lRYutSrXvmF+gsxCzP/i/ofZaKMPfaTc875Uemk60RbTVv6GPow2DiYpZVL6afvV62MLMnuFflsV3a1BJtfx3wNErSQWqCVtMwzzwNgcM5gkp3J3BJ0C8sty/nd/jvfVn7LBuuGaivS66zrsAs7h+yH2GnfSSWVDNAP4Kagm9hj24Ne0gOQ5kzDJJmYG+EP+PLEzLKZxGni1JTomkReDX/Vc+Eff1Qz/nTu3Gj2+S57wqOPel0LeDr0acqUMs7TnccY4xhmmk/O/+5HJVqORi/rsQkbdmGnTCljoGFgtTIHHAcIkoNw4aJAKajWgdda1mLEiIKCTbFhEzZkZC4wXEC8Np5kZzKddJ2oUCqQkAiQA9w5AH+y/kSyK5mO2o70MvRSpwa6ruxz7qOVphVZrixaaVsB8EzJMyRoEhhqHNp4X84ZxuKKxQRKgay0rMQpOb0//d98Ex57rPGMw5cO4OGH1Q/ghftD7ueWglv4IvoLfrH+UvtJqHMUvaTHLuzYhM0dSXlj0I3VyhxzHCNQDkRCQkautqi0ybaJQcZBGCQDo0yjCJPCaKdtx9dRX5PlzHKPGLbZtmGQDQRLwSRo1cShV+RdQSCB7HfsJ9mZjCQkbg+8nTRnGgmaBMLkMHrre7OgYgEpzhSmh/kmS+3Zyv+F/x/HnMdYZlnGH7F/eC7466+Qnw/DhzeabeBLBxAQoMoW33ijxyJvhL1Btiub10pf41j8Md4ve9+nR1jPFnSSDodwsNq2mn32fWgkzUlJMaI10bTTtOMX6y9opeqHRVZYV7DaspooOQohBPlKPjcH3cx223baaNvwUPFDbLBuwCgZCSKIMqWMEDmE2ebZ6ISOB0IeoEyUMdk0GSEJrg682h0YdNB5kC66LswxzyFYCma4cXgjfjNnHpebLufDyA/ZE7fHuxT6LbeoC+qNjG8TqK1eDUuWeLysk3Q8GPIgz5So+mf3h9zPdfnX+dSEswEdOhw4uNhwMbIk16gY48Lllvy+QH+B+/2d9p1UuioJkAL42foza6xrkCWZx0Me59rAa4nTxJHsSEYgWBW9CitWvrd8z2HnYZ4pfgYhCR4KfgirsPJQ8UNcbroci2IhXBNOkVJEhVKBLMkcth+mn6FftbUHPzVzU+BNdNF18Vzg998hNBSmN/5oyrcOQK+HadPg5Zc9Frkp8CZkZHbbdzMlYAqHHYc56jzqUzPOdKpGADpJR74rv8Y5doojhXJRznbbdlKcKe73Xy97Ha2k5eGQh8lz5eHESQ9tD/ccf2vsVpa3WM6aFmsYYhqCTdhIc6SR48qhQlQwLWQa0ZpoyluX42jj4Jvob8hWsilXyklxphCniePK3Cspp5wXwl5orK/k7Oa55+DFF5umbdEQ1FLtfYX3idE5o4UQQsRnxIuXSl5qEDPOVOaZ54m7Cu4SH5k/EqQg1lrWnlSmS2YXscu2S6y2rBYjc0a632+d3lokZiQKl3CJHyp/EI8WPeq1rUeKHhH6NL0gBXF74e01lnEJl5BTZPFA4QPCkGoQUookvqv47vQ+pB+VX38Von//Jmu+YRzA448L8eCDXovEpseKhwofEj9V/iTkVFlUuCoaxJQzkZdLXhaX5FwiphdPF1KKJCqUk7+b0NRQMc88T8wzzxMhaSFCCCH22PeIwNRA8Xrp63VuK9+VLy7NuVR0yuzktdz43PEiLC1MkILQpepO7QP58czAgUJ813TOtGEcgBBCaLVC5OV5vHzEcUS0zmgtumd1F4ZUg7gh/4YGM+VM47/m/4pumd3ENus2EZMeU2OZfxf9Wzxf8ryoUCqEKdUkhBBicv5koUvRCZdw+dymPFeeiM2IFcY0o3i15FWf1382oAhFvFv2rvjU/GndbnjvPSESEhrWqFpoOAewcKEQN3jv1Icdh0VwWrAYnj1cOIWzwUw507gy70oRmRopxuaOFQGpATWW2WzdLIwpRvF+2ftCTpHFr9ZfhZQiicSMRJHrzG1ki/0IIcQqyyohpUjCkGoQH5g/qP2GxEQhjh1reMO80HAOQAghLrpIiN9+a9AmzkbKXGUiJi1GaFO14tVSz0/b362/C12qTnTI6CA0KRohpUjilZJXGtFSP1U8UfyEaJneUqy0rBSBaYHitoLbvN8wa5YQDz3UOMZ54dRyA54q27fDAw/Ab781WBNnMxZhca/ee2KjdSPTS6dz2HmYYfphLIpe1EjW+aliQcUC7iu8D3OCmV9tvzIkdwiW1hbPGZKdTjCZwOFoXENroGEdAMAll6hZTR55pEGbOdc57jzul+tqItpmtmVji42UKqUMzh3MF1FfcLnpcs83XHWVmur7+ecbzUZPNLwDqKhQkxo0cDN+/DQFjxU/xneV37G2xVouyrmI98PfZ3KgFyHPZcvg/vshLa3xjPSCbw8C1URgICxYADffXOdbvqn8hgn5ExrQKD9+Th+bsFEmyrg/+H7+U/IfhhiGeO/8AA89BBs3No6BdaDhHQCoyqZ5eaqKcC0UK8XcXXg3G60bebbk2UYwzo+f+vG++X1WWlYyzDiMLbYt9DfUoovw7LNq6Hy75jNVa/gpQBUFBXD++WrEkxeOOo7SMbsjSoLCxbkXc3XA1dwdfHejmOjHT13Zbd/NwJyB5LbO5dvKb5ldNpudcTs933DoEEyYAAcPNp6RdaBxRgCgrnwmJnpNJgLgxEm0FM2nFZ9yuelyZplnsc22rZGM9OOndkqUEvrk9OGb6G+YWjCVl0teZk2LNd5vuvbaZvXkr6LxHEBsrDoVyMiAMs8acp11nbk7+G6eLH6SocahhMlhJDmSUFAazVQ/fryx1roWl3DxdMnT7HPs40j8Ee8in6mpYLXCq17UgJqIxpsCVHHZZXDffWpqMS8MzBnIdtt2nG2c6FJ1zIucx9SgqY1kpB8/3rk873JWWVfxZfSXTDRN9F746afVxfCnnmoc406BxncAAJJU67agQzjQp+kxJ5gpV8p5vPhxnDhZFOU/6OKneZDmTHMrKXlk61Z4/HHYsqVxjDpFGm8KcCIrVsCIEV4XBHWSjq2xW+mc2ZlYTSyfRX2GDh13FjZOwoQzlaq882ZhrrVsVZIP//SqftTa+VNS1ENwP/3UKPbUh6ZxAGPGqFOBiy5S04x7YIBhAHcE30GrDFWEckHUAjZbNzO9xK9DVxMjckdgSjNhSjMRnx7PeVnnsdW2tcayV+VfxaCcQUSkR2BKM9EiowXXF1zfyBafxcyZo2b2XbJEVftppjTNFKAKux2Cg8Fm81psnnkeyy3L+SHmB3bad9I3uy+p8aluddpznWxXNq0zW3N/8P1cG3AtsZpYnDj5ovwLPqv4jIdCHuLu4LvRoqVUKSUqI4rzteczzjSOy0yXES6H89/y//JN5TfkufJIjU+t/el2jlCsFJPrynWnZKsTf/wBd9+tSn01d5oiAqkamzYJMWRIrcX+Z/6f6JTRSVyVd5UISQsR223bG8G45o9TOIWUIgmbYqvx+jbrNpGYkegWDVlasVRclH2Rx/pyXDlCSpEaxNYzjfWW9UKTohH9s/ufmsaCLAvh8r0mQ0PQtCOAKt58E3Jz4Y03vBZ7u+xtnih5gjkRc7gtqHFyp/mSPY49LC5fTLAmmKmBU4nRxJxUZqttK4edhznuOE6gFMhlAZfRVdfVY53tM9tzY+CNterzdc/sThll5LvyqUyo9Fr2uvzrSHWlsjW25ukDqKmuf7L8RIQcwZ3BdxImh51UZlnlMsqUMnbYdjAmYAxjTWO9ttucsAkbXbK6sCR6CX2y+3Bv8L28F/Fe7TcOHKjmxxgwoPayzYGm9kBCCCHefluIXr2EWLKk1qJnqtjFiyUvCilFEgkZCSIiLULIKbK4Jv8a4RAOd5lbCm4RIWkhIiAtQESkRQhNikZoUjTiQ/OHNdaZ5kgTpjST2GDZUGv7SbYk0T6jvTjuPF5r2V22XSI6Pdrj9XsK7xGaVI1IzEgUkemRQpeqEw8WPVjts0zImyCC0oJEWGqYiEqLErpUnbg+//pa224uvFb6mrgx/0bxifkTEZIWIqYXTa/9pgcfVDUwNm9ucPt8RfNwAEKo6kFvvy2E8+xTBsp15ooOmR3E4orF7vfMillcnH2x6JDRQbxY8qIYnTNa3FV410lTm1lls0S7jHbiuOP4SfXute8Vcorsc3uLXEVCk6IRGc6Mk67tt+8X7TLaVXM6Wc4sMTB7oOic0Vl8YP5AdM3sKp4vfl7ssO1wl8lz5omItAgxPHu4yHZm+9xmX/JKySuif3Z/sbB8obgg+wLxifmT2m8ym4W45RYh5sxpcPt8SfNxAEKoAolbtjS1FT6lRCkR+hS9+E/Rf2q8/nzJ8yI8LVzEpceJvfa9NZb5V8G/RGBa4EnvzzPPE10zu/rU3iqkFEmYFXO19/bb94vw1HAxq3RWjffcX3i/CEwNFDFpMR5Hal0zu4r4jHif2+srZpfNFkOzh4pdtl1iSt4UMaesjh369ddVMdwzjOblAIQQIjZWiOxTf0IcdhxulsKiY3PHiuE5wz1er1AqxC0Ft4hXS14V5Up5jWVynbkiKDVIrLKsqvb+rNJZolVGK5/aW4UmRSMyHNVHAH2y+ohr86/1eI9ZMYsJuRPE3LK5wqpYayyTZEsSMekxYqdtp0/t9QXX5V8nbsi/QXxg/kA8UPSAGJU7qm43fvONEBMnNqxxDYS29lWCRmbXLmjVSg0eOgWG5Awhz5XHn44/+SPOSw62RuaI4wgjTSM9Xg+QAvgk8hOvdcRoYojXxnPEcYRLjJe439egoVJ4X9CrD6stqzFIBuK18dXeT3WmMilwksf7gqQgvov5zmvdPfQ9kIREnivPJ7b6gvXW9Xxc8THpznRaa1vzefnnGGUja2JqCfABNbb/rrvUaNczkKY5COSN2FjYsQNat67zLQ8Xq1lwlkQvoUQp4YHiB/i4/OMGNLLuaCUtevSnXY8Q4qRDPbcE3UKlUslx5/HTrv9Eriu4jqdCTz63rpE0aPHNM2OjrXmIYtxTeA/TS6bTRduFIDmIXGcuo02jWRmzsvab8/Ph8svP2M4PzdEBAPTqBd9/D71716n4rPBZrIhZwYzSGRyLP8Yv1l+YVTaLcXneA44aAw0a70kh60iyM/mkbbQQOYQ5EXPokNmBcqX8tNsAaJXRiu767jwd+vRJ13zxWSpFJfkin6sCrjqtenzB4srFfFb5GbcH387P1p8JlAJZG7u2Rud3Eg4HxMeDufYj182Z5nEOwBObNqkqKg8+CBNribgCphZOpcBVwISACRQpRfxm+41DzkPsjdvbCMbWzJX5V1LiKmFD7IZ613FJ7iUUKUUepzarrKsYlzuO4/HHaa2t+8jpn7TKaEVLTUu2x22v8frAnIG01bTli+gv6t1Gr+xexMgx/NyidnWohibXlcuwnGGku9IJk8LIbH0KmaoNBrXz609/dNekNPEaRO38+KMQgwcLMWlSnYoPyh4kBmQPEJfkXCKEEOLZ4mdFSGqIyHflN6SVXglICxDJ9uR63Tsmd4xokd6i1nKfl38uBmYPrFcb263bRUR6hJiQN8FrOYtiOa1TghdkXyA6ZHao9/0NxVulb4kUR0rdbwgOFqKwsOEMakSavwMQQojMTCFmzBDi0kvrVPztsrfF3QV3iz5ZfYQQQiyrWCakFEkk2ZMa0kqP5LpyhTHVKKaXTK/ToZ0qRueMFq3SW9U52cd/y/4rNCka8WTxk3Vu47ni50RcepxYUbmiTuUP2g8KTapGzC2bKzZaNta5nR5ZPUT7zPbii/Iv6nxPsyQ4WIiioqa2wmecGQ6gipUrhRg0qE5FK5QKcU/hPeL5kueFEEJMK5omOmV2EocdhxvSQq/0yOwh2ma0FRdmXSjmmed5LftcyXOiW1Y38VXFV6fUhl3YxaDsQaJbVjfxh+0PcdRx1GPZ+eb5YkhO7XEY/6RSqRRdsrqI9hntxcickSLZ4X10c2fBnWJw9mCxpKL2k57NFrtdCL3+rHnyV3FmOQAh1GOWrVvXqWixq1jIKbIYkztGbLBsEKFpoaJXZq8GNtA7223bxayyWSIsLUyMzB1ZY5kLsy4UI3JGCItiqXc7GywbhD5VLyblTxIrK1dWu3bccVy8VPKSaJnW8rRO5a22rBYzy2aK6PRoj4eDWme0btIjwFbFKu4quEu0y2gnDtgP1K+S/HwhdDohbDUHXJ3JnHkOQAghli8XIiqqzsXj0uOEJkUjAlMDxY+WHxvQsFNjasFU0Svrb4dU5CoSAakB4s6CO33Wxvjc8aJbVjf3IaKlFUtF7+ze4ub8m33WxqNFj4q+2X2rHRLaZ98ntKlaMb1kus/aqQ+35d8m2ma0FZ2zOovWGXV7cFRj40YhgoJ8b1gz4cx0AEIIsXOnEJIkRErdFm8WmBfU/wnQgLxc+rJol9lOvFLyighPCz/ptJ8vOGQ/JHpm9hSvl74uzss8Tzxf/LzP2/iu4jsxJW+K6JfVT7xX+p7QpehEpjPT5+3UhT32PeJ36+8iJC1E3Fd4n1hjWSNMqSZxR8Edp1bR0qVChIc3jJHNhOa9DVgbQqhSyx9/rEqMnaGY0k1YFSsp8Sm00bZpkDa+qfyGyfmT6ajryKGWhxqkDSdOTKkmFBTyW+d7V8ptIJ4ofoKPyz8mVhvL3Ii5rLWu5V3zu7TTtmNbbB3l5SsrYd48dRt66dKGNbiJaZ4HgeqKJKm6a08/DRs21LuaZGcyA3IGMLd8rs9MqytFShGfRXzG7rjdPjkw5IlOuk4YJSO/xzacSk22M5vrg67nvxH/xSVcDdZOTfxm+424jDjCNeE8FvoYSXFJ7LbvZpN1E/cG31v3zj9tGvz735CeftZ3fmjuB4Hqym+/wX/+U28nMC5vHAcdB8lwZjAlcAoLoxb61r5mhFVYMUrGpjbDpzxc/DBZriwCCeSjqI8AmFk2kzfL3mRb7La6y5sNHarq9998s5rA8xzgzB4BVNGvH1xzjXp0uB4513+1/UqFqOB4q+MkO5MJTw/njTLv6kRnKmdb5/+04lOWVSyjm64bH0V9RLIzmbD0MFJdqWS1yqpb59+5Uz3R98orMGPGOdP54WwZAVSxcyf07w/r1oHJVOdYghxXDjcU3MA66zo+jPiQbvpuXJl/Jd303Xg7/G1i5BiiNdENbLyf+mBMMzIlcAqJ2kTWWdZx1HmUF8Je4M6gOsrH//e/8L//wbZtoNM1rLHNkLPLAVQxZIi6NnD33fDMM3W+zS7s3Fp4K4cch/gj7g8WVSzitsLbaKNpQ2ddZ76P+b7hbPZTLz6v+JybC24mVA6ln6EfK2JW1P3mI0fghhtge82xD+cCZ6cDAHjsMXUUsHatmojkFLTZO2Z1ZJBhEDPDZxIuh/Ni6Yust67noP0g2a2zG9BoP/XhqPMoGqGhne4Ukm9u3armp1i6FEaNajjjmjtNtf/YaGzdKkRoqBBfnNoZ9I/NHwtjqlFMzJsoVleuFnmuPBGaFio6Z3YWdsXeQMb6OZFSV6m4teBWoU3RiseLfCS3lZEhxNNPq/JzpaW+qfMM5uxYBPTGgAFQUgJz58I339T5tluDbsWSYCFMDmN8/njaZralTCmjwFWATjr35oqNzZtlbzIyZyRJ9iRuCrqJWWWzeM9cB1luTxw5An36wKWXqiPDLVsgJMR3Bp+hnL1TgH+ydy/06AELF6rzvlPk/bL3idZEMyFgAgbJ0AAG+gF4vex1Pi3/lDxXHh9HfUymM5MHix8kSo4iOT4ZvVSP+Pvp02HRIlXA46234MILfW/4GcrZPwKoont39eTgihVqwsaCglpTkp3IfSH3MSVwisfOLxBMKpjE+LzxvFf2njtJpx/vHHQc5MaCG3mg6AHkVJk/bH+wJHoJe1vu5YjzCO+Uv0NafBoZrTJOvfMvXw6JiaDRwOHDsH69v/P/k6aegzQJK1aowURt2qhyzj5gVM4ooU3RivMyzxMdMjoIKUUS52eeLz4q/8gn9Z9tuIRLrLCsEKY0k4hLjxPvlL0jKpQK8Wn5p6JbZjeRmJEoxuSMEUccR069codDiPHjhUhIECK5fkIs5wrnzgjgRMaMUQUdr7pKfTIkJMCyZadV5ZOhT+LEyQjjCJbHLEdpo3Bt4LUsLl+MLk3HfUX3+cj4s4MbCm7girwreD/8fX6M+ZFllmWEp4ez1rKW8QHj+Sr6K1a0WEEHbYdTq/jtt9U5/gUXQGqqGivixzNN7YGanMpKIdLS1CfGxRcLsW5dvas6YDsgni5+WnTO7CyGZA8RC8oXCCGESLYni95ZvUVMeoy4v/B+8XXF18Ipzr4MSP+kyOVZOWdZ5TIRlhYmwtLCRGBqoLgq76qT8hCcEnPmCNG+vRAPPVT/Os5B/A7gRFavVoUfpk6tV3KSE9lk3STG5Y4TMekxYlH5IlGulItcZ654reQ1oUvRCU2KxmMikCoUoZyWDY2NTbGJTGemeKnkJdE5s7PQperEu6Xveix/xHFE9M/uf3ph2tu3q1t6CQlCHPWsfuSnZs6dXYBT4cMPVTXiSZPgpZcgPLxe1bhw8Xn556ywrmB55XIuMlzE5abLyXHlMNM8kxUxK6ol+jiRmWUzuSbwGmI1sWjQnM6naRCyXFl8UfEFea48cpVcllUuwyzMCCEIkoMYaBjIb/bfMEkmMuNPQW23riQlqX+jnBx44ok6qUb7qYEmdkDNm/feUwUhHnzQJ9Wts6wTjxQ9IrQpWjGjdIbHcrNLZwttilaQgghNCxUx6TFidM5oMT5vvFhvWd+kuoYfmT8SkWmRQpuiFZHpkeLSnEvFHQV3iDdL3xSpjlRRqVSK10tfF20y2oiw1DCxoGKBbw3YsUOI888XomdPIZYt823d5yD+EUBtuFzqgZEpU+DRR6FbtwZvcnDuYHJduRyIO0CGK4NMZyb5Sj4zy2ailbQk2ZOwCAtddV1pq23Lk6FP0ltft8AnBYVsVzabbZuxKBaC5WDswo5N2CgWxdiEjcdCHqsxA9BO20765vTlsZDHmBE+AwWFX2y/sLRyKWFSGF9UfEGhKCRECuFS06XMjfChvsKqVfDmm2qMx9VXq5F7fk4bvwOoK598oh4iadlSdQTBweopwwZgp30nF2VfhIRET31PAqVAhhiHMMA4gMuMlwFqUoud9p3MNs9mjXUN403j+Tb625PqqhAVDMkdQomrRM3K48onThOHjEy8Np54TTx6SY9BMqBFy0flH3Gp6VJ+ivnppLryXflckH0BRaKIAAJAAlnIRGmiGG0ajVEy8q+gf9FO68OV908/VTt+y5ZqfMclNU+Z/NSP5pcctLly663qa9Uq1RH8+quax/Cuu9SXD4+VXqi/kNKEUr6q+Ipfbb+S4kxhn2Mf883zyVfyCZfDVfktyYRJMhEsBTPA4NkZ7bbtZmn0Uvob+tNC0wKBoFQppUgpotBVSI4rh1xXLmnONBQUWsota6wnWhNNZqtMLsm7hD76PtwQeAPddA00IjpyRFV62rFDPdDTCCOvcxH/CKC+7NunZjD+/HP44AP1bMGYMXDbbQ3arECw3badg46DHHYc5oDzAE+HPk0ffR+P99xceDMLKxYiCxkhCRShuJ/6QVIQOkmHWZhBwEPBD/Fc2HMN+hm8snChugiblQVTp8IDD0BgYNPZc5bjdwC+4quvVD25ykq45RZ1zaBv36a2yo1VWMlwZdBCbkGwHNzU5lRnxQp1VLVxI1x7LdxxBwwb1tRWnRP4HYCvOXJEzWz81VdqvMGECWpy07Ztm9qy5sPGjVBcDD/+CIsXw+DB6hn9J56AoKCmtu6cwu8AGpLjx+Hll1VncPXVahDS2LHn3j/y9HRYuVJ90q9cqQbn9OmjRmVec426oOqnSfA7gMYgO/vvDrBiBfTsqaaWHj9elS8bNOjsm+fm5KjrI7NmgSyr6yNjx6o/7fZTUmjy03D4HUBTsGWLunAYGwu7d6v/36GDGsAycqQqS30mYberK/XZ2aq+3pYt6lpIjx5qwNW//tXUFvrxgN8BNBeSklTRik8/VSMVu3dXO1CPHqAo0LkzdOqkriXo6yGKcbqYzeohnD171LWNsjL19z171PcNBpg8Wc3QNGiQGofvp9njdwDNEZdLVTCq6mArV6qS1ZWVameLilLDXIuLYfRoVekmKkp9RUaqGZM6dlQdRdWrCiHUJ7bdrgqiWCyQnKwO0wsK/n4dPKjaIMtqm3a76nzsdoiOVjt6lYPq2LGJvig/p4vfAZyJZGWpC4yLFkFMjPp0ruq4+fnwxx/qwaSqjm63g1arOhb42ykYDGoHr6yEXr3+diJRUWrZwEC47DK140dGNulH9tMw+B3AuULVE9+/4u7nBPwOwI+fc5hzUxLMjx8/gN8B+PFzTuN3AH78nMP8P80NQBwU6BMyAAAAAElFTkSuQmCC"/>
    <VariableText>
        <Start Value="0"/>
        <End Value="999"/>
        <Current Value="0"/>
        <Increment Value="1"/>
        <AutoAdvance Value="0"/>
    </VariableText>
    <UIPrefs>
        <Optimize_ByLayer Value="0"/>
        <Optimize_ByGroup Value="-1"/>
        <Optimize_ByPriority Value="1"/>
        <Optimize_WhichDirection Value="0"/>
        <Optimize_InnerToOuter Value="1"/>
        <Optimize_ByDirection Value="0"/>
        <Optimize_ReduceTravel Value="1"/>
        <Optimize_HideBacklash Value="0"/>
        <Optimize_ReduceDirChanges Value="0"/>
        <Optimize_ChooseCorners Value="0"/>
        <Optimize_AllowReverse Value="1"/>
        <Optimize_RemoveOverlaps Value="0"/>
        <Optimize_OptimalEntryPoint Value="1"/>
    </UIPrefs>
    <CutSetting type="Cut">
        <index Value="2"/>
        <name Value="C02"/>
        <minPower Value="97.5"/>
        <maxPower Value="97.5"/>
        <minPower2 Value="20"/>
        <maxPower2 Value="20"/>
        <speed Value="15"/>
        <kerf Value="0"/>
        <zOffset Value="0"/>
        <enableLaser1 Value="1"/>
        <enableLaser2 Value="0"/>
        <startDelay Value="0"/>
        <endDelay Value="0"/>
        <throughPower Value="0"/>
        <throughPower2 Value="0"/>
        <enableCutThroughStart Value="0"/>
        <enableCutThroughEnd Value="0"/>
        <priority Value="0"/>
        <frequency Value="20000"/>
        <overrideFrequency Value="0"/>
        <PPI Value="200"/>
        <enablePPI Value="0"/>
        <doOutput Value="1"/>
        <hide Value="0"/>
        <runBlower Value="1"/>
        <autoBlower Value="0"/>
        <blowerSpeedOverride Value="0"/>
        <blowerSpeedPercent Value="100"/>
        <overcut Value="0"/>
        <rampLength Value="0"/>
        <rampOuter Value="0"/>
        <forceConstantPower Value="0"/>
        <numPasses Value="1"/>
        <zPerPass Value="0"/>
        <perforate Value="0"/>
        <perfLen Value="0.1"/>
        <perfSkip Value="0.1"/>
        <dotMode Value="0"/>
        <dotTime Value="1"/>
        <dotSpacing Value="0.01"/>
        <tabsEnabled Value="0"/>
        <manualTabs Value="0"/>
        <tabSize Value="0.2"/>
        <tabCount Value="1"/>
        <tabCountMax Value="1"/>
        <limitMaxTabs Value="0"/>
        <tabSpacing Value="100"/>
        <skipInnerTabs Value="0"/>
        <tabsUseSpacing Value="0"/>
        <tabCutPower Value="0"/>
        <usePen Value="0"/>
        <scanOpt Value="mergeAll"/>
        <bidir Value="1"/>
        <crossHatch Value="0"/>
        <overscan Value="0"/>
        <overscanPercent Value="2.5"/>
        <floodFill Value="0"/>
        <interval Value="0.1"/>
        <angle Value="0"/>
        <cellsPerInch Value="50"/>
        <halftoneAngle Value="22.5"/>
    </CutSetting>
    <CutSetting type="Scan">
        <index Value="3"/>
        <name Value="C03"/>
        <minPower Value="90"/>
        <maxPower Value="90"/>
        <minPower2 Value="20"/>
        <maxPower2 Value="20"/>
        <speed Value="250"/>
        <kerf Value="0"/>
        <zOffset Value="0"/>
        <enableLaser1 Value="1"/>
        <enableLaser2 Value="0"/>
        <startDelay Value="0"/>
        <endDelay Value="0"/>
        <throughPower Value="0"/>
        <throughPower2 Value="0"/>
        <enableCutThroughStart Value="0"/>
        <enableCutThroughEnd Value="0"/>
        <priority Value="1"/>
        <frequency Value="20000"/>
        <overrideFrequency Value="0"/>
        <PPI Value="200"/>
        <enablePPI Value="0"/>
        <doOutput Value="1"/>
        <hide Value="0"/>
        <runBlower Value="1"/>
        <autoBlower Value="0"/>
        <blowerSpeedOverride Value="0"/>
        <blowerSpeedPercent Value="100"/>
        <overcut Value="0"/>
        <rampLength Value="0"/>
        <rampOuter Value="0"/>
        <forceConstantPower Value="0"/>
        <numPasses Value="1"/>
        <zPerPass Value="0"/>
        <perforate Value="0"/>
        <perfLen Value="0.1"/>
        <perfSkip Value="0.1"/>
        <dotMode Value="0"/>
        <dotTime Value="1"/>
        <dotSpacing Value="0.01"/>
        <tabsEnabled Value="0"/>
        <manualTabs Value="1"/>
        <tabSize Value="0.5"/>
        <tabCount Value="1"/>
        <tabCountMax Value="-1"/>
        <limitMaxTabs Value="0"/>
        <tabSpacing Value="50"/>
        <skipInnerTabs Value="0"/>
        <tabsUseSpacing Value="1"/>
        <tabCutPower Value="0"/>
        <usePen Value="0"/>
        <scanOpt Value="mergeAll"/>
        <bidir Value="1"/>
        <crossHatch Value="0"/>
        <overscan Value="1"/>
        <overscanPercent Value="2.5"/>
        <floodFill Value="0"/>
        <interval Value="0.1"/>
        <angle Value="0"/>
        <cellsPerInch Value="50"/>
        <halftoneAngle Value="22.5"/>
    </CutSetting>
    <CutSetting type="Cut">
        <index Value="8"/>
        <name Value="C08"/>
        <minPower Value="20"/>
        <maxPower Value="20"/>
        <minPower2 Value="20"/>
        <maxPower2 Value="20"/>
        <speed Value="100"/>
        <kerf Value="0"/>
        <zOffset Value="0"/>
        <enableLaser1 Value="1"/>
        <enableLaser2 Value="0"/>
        <startDelay Value="0"/>
        <endDelay Value="0"/>
        <throughPower Value="0"/>
        <throughPower2 Value="0"/>
        <enableCutThroughStart Value="0"/>
        <enableCutThroughEnd Value="0"/>
        <priority Value="2"/>
        <frequency Value="20000"/>
        <overrideFrequency Value="0"/>
        <PPI Value="200"/>
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