<p>
<span sizcache="13" sizset="40" style="font-size: 14px;"><span sizcache="13" sizset="40" style="color: rgb(0, 0, 0);"><span sizcache="13" sizset="40" style="font-size: 12px;"><span style="font-size: 14px;">Specifications:</span> </span></span></span></p>
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<span sizcache="13" sizset="40" style="font-size: 14px;"><span sizcache="13" sizset="40" style="color: rgb(0, 0, 0);"><span sizcache="13" sizset="40" style="font-size: 12px;"><span style="color: rgb(0, 0, 0);"><span style="font-size: 12px;">KV................................................................................................................330</span></span></span></span></span></div>
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<span sizcache="13" sizset="40" style="font-size: 14px;"><span sizcache="13" sizset="40" style="color: rgb(0, 0, 0);"><span sizcache="13" sizset="40" style="font-size: 12px;"><span style="color: rgb(0, 0, 0);"><span style="font-size: 12px;">Configu ration...................................................................................18N24P</span></span></span></span></span></div>
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<span sizcache="13" sizset="40" style="font-size: 14px;"><span sizcache="13" sizset="40" style="color: rgb(0, 0, 0);"><span sizcache="13" sizset="40" style="font-size: 12px;"><span style="color: rgb(0, 0, 0);"><span style="font-size: 12px;">Stator Diameter...................................................................................40mm</span></span></span></span></span></div>
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<span sizcache="13" sizset="40" style="font-size: 14px;"><span sizcache="13" sizset="40" style="color: rgb(0, 0, 0);"><span sizcache="13" sizset="40" style="font-size: 12px;"><span style="color: rgb(0, 0, 0);"><span style="font-size: 12px;">Stator Length.......................................................................................14mm</span></span></span></span></span></div>
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<span sizcache="13" sizset="40" style="font-size: 14px;"><span sizcache="13" sizset="40" style="color: rgb(0, 0, 0);"><span sizcache="13" sizset="40" style="font-size: 12px;"><span style="color: rgb(0, 0, 0);"><span style="font-size: 12px;">Shaft Diameter.......................................................................................4mm</span></span></span></span></span></div>
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<span sizcache="13" sizset="40" style="font-size: 14px;"><span sizcache="13" sizset="40" style="color: rgb(0, 0, 0);"><span sizcache="13" sizset="40" style="font-size: 12px;"><span style="color: rgb(0, 0, 0);"><span style="font-size: 12px;">Motor Dimensions(Dia.*Len)...........................................Φ44.8×34.5mm</span></span></span></span></span></div>
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<span sizcache="13" sizset="40" style="font-size: 14px;"><span sizcache="13" sizset="40" style="color: rgb(0, 0, 0);"><span sizcache="13" sizset="40" style="font-size: 12px;"><span style="color: rgb(0, 0, 0);"><span style="font-size: 12px;">Weight (g)................................................................................................149g</span></span></span></span></span></div>
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<span sizcache="13" sizset="40" style="font-size: 14px;"><span sizcache="13" sizset="40" style="color: rgb(0, 0, 0);"><span sizcache="13" sizset="40" style="font-size: 12px;"><span style="color: rgb(0, 0, 0);"><span style="font-size: 12px;">ldle current(10)@10v(A).........................................................................1.1A</span></span></span></span></span></div>
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<span sizcache="13" sizset="40" style="font-size: 14px;"><span sizcache="13" sizset="40" style="color: rgb(0, 0, 0);"><span sizcache="13" sizset="40" style="font-size: 12px;"><span style="color: rgb(0, 0, 0);"><span style="font-size: 12px;">No.of Cells(Lipo)....................................................................................4-8S</span></span></span></span></span></div>
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<span sizcache="13" sizset="40" style="font-size: 14px;"><span sizcache="13" sizset="40" style="color: rgb(0, 0, 0);"><span sizcache="13" sizset="40" style="font-size: 12px;"><span style="color: rgb(0, 0, 0);"><span style="font-size: 12px;">Max Continuous current(A)180S...........................................................25A</span></span></span></span></span></div>
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<span sizcache="13" sizset="40" style="font-size: 14px;"><span sizcache="13" sizset="40" style="color: rgb(0, 0, 0);"><span sizcache="13" sizset="40" style="font-size: 12px;"><span style="color: rgb(0, 0, 0);"><span style="font-size: 12px;">Max Continuous Power(W)180S.......................................................750W</span></span></span></span></span></div>
<div sizcache="5" sizset="41" style="margin: 0px; padding: 0px; outline: 0px; list-style-type: disc;">
<span sizcache="5" sizset="41" style="font-size: 14px;"><span sizcache="5" sizset="41" style="color: rgb(0, 0, 0);"><span sizcache="5" sizset="41" style="font-size: 12px;"><span sizcache="5" sizset="41" style="color: rgb(0, 0, 0);"><span sizcache="5" sizset="41" style="font-size: 12px;">Max. efficiency current.............................................................(3-10A)&gt;84%<br>
<span sizcache="13" sizset="40" style="font-size: 14px;"><span sizcache="13" sizset="40" style="color: rgb(0, 0, 0);"><span sizcache="13" sizset="40" style="font-size: 12px;">internal resistance...............................................................................85m</span></span></span>Ω<br></span></span></span></span></span></div><div sizcache="5" sizset="41" style="margin: 0px; padding: 0px; outline: 0px; list-style-type: disc;"><span sizcache="5" sizset="41" style="font-size: 14px;"><span sizcache="5" sizset="41" style="color: rgb(0, 0, 0);"><span sizcache="5" sizset="41" style="font-size: 12px;"><span sizcache="5" sizset="41" style="color: rgb(0, 0, 0);"><span sizcache="5" sizset="41" style="font-size: 12px;"><br></span></span></span></span></span></div><img 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LMGN1d9FwO3rMGkvuz2hbAernP7lOWZGmppo4m7yvLy5Ga2ZbaOxJ6ZG9lGe4a8jwTaKYkJLw5BHED3DqdY+9GMQIdilDex3xf7/vorL+P0IX+pPs7xaxpUjmfzqujwZjqaQYhtjwhEBN4eAVpQFZ7EWLszMXn6jZjx/VXYNWESzqQxg2uZS1DRsgrLNozFLfUOJV/GPq7bKpHrawpkKVzSjjzEBdKv0ONJTKn6Pj65ZQUm9OX0U7JdE2TV8ihrH0GTXWi15VaBnTKAhIPgcWa5NUi2c0+XRXqLUPZh/K614u1vLh6NCBwcAiJQcgsO8p9k8lCmXIhPw6jbvomG0yiN2/r5+opv41uN38E13/4arjjFA88/hAmLfofrvnU//qGPnfPqyu/gtqYlaFowFkO4yNKiqrGTgsPRJx/H9bfdistPsS1ruDa/uuJO3PaNn+D0+eNwvjyNmbuCpDc1q2OXJV5LfbHe+wyZo5O/xbvLBZg5c3gbQVktq6WWfHp1/umYInk1R2hWtRkPNC3Eq9d9B4uu/IiB8epK3H7beDw48T58cRDniAIj3i/rYYNJLnMk4XMx1ukKrZjWcInJKYaTydz8IZFTh1myAfS5ArctsnP4t6PNCnew883XuaDR1g4yJx4xaIo6iop7xvufot+N7cq8uf9i9RxM96Mx7erzsGHmPVgrlz0mSshFfAo/eDIh29OVD6UsglQqOpRn/Cw7AP3feZtm1ue1yhCo3GVlkTWKoCKMcukhUS7Irvnum7BqdTBJE0m2uSqTsFVgnwaVPfR3hU+9kG3idXY+w7j1mWSRKfhFYtlrOAnQqsvRwwWQHdeSQfCcok0khOqwSXGfxeA2FyUSZNtKl/fKdrMMDmZzgzQhnG5MRjLpTs17U4fuILPmhtFxrlyo2DrbOsBrQeX1XEg9kL4lz6iya0euyHKb0EropUnE9tylAsLarvsJCS3eFb/4Y0TgMCJQTNbqx0E7adVxvL6AzeuHYtAQCq9MxBamTnpXMEv6YWxXLDoiEBHoAQjQUyv/kGSFlNtg1F+JcesfwYpdwcLKJrocO1Y9jPXjrsZIbpkjhTsV1EZKpRwu5ci5FnP98ySndm/0wgITQvE3yinwaJdLYKp8IOKwXF/DFjyyWQU5QtZh7tqgfTUr5JpMcYbykZFXkyd6AIqxCccpApJlUxovOgE45fJvYHzt77F0+RZ4vIAHFm5EbdM3cUUfDg2T20+9/CZc99GNeGLV67qQkibD8xRxq1BDGq1I+sgqjXCdesXlqPUb8fwLllCNsivJayF3swyOFbMa64s5SLpADyl/hzwXFsdqoX5c6Dkuufxz3S9khc47Yrn2kunsjZfxmh+Oq678iIggf8lPHYmbrvs4Njy3SQouXeA4Sk3W132obnIRlhfkb9e5Wx8hFIyhMn3u4A68xgx+YXowfNjsUJ6in3LyCJt8yIusTM5BwVvVU9KxbOo61vUme8jnMHX2jNY4MIOwx5pHF6N29OXoP+JyjHE/wc+arSOz12SuBfPqqjFlwVzU11ShunclqqeshW+eipOqPoLKqkpUTWvu0JZoS+VHJ6KqqgrVVb1RVTkZa71H+2/no67qZjQH6wmwC/NG1qCy+kScWDUZzSRpdEXeNRf1VVMxd8EIVFbXoHdVJa5YuBt5vhJTakbhIf8Ubh3cgEU71IXeFUhSUL44iJhKP3PbMbfuJLWtpmoC1iSmwfX4DeY3/B+YOn8erqipRnV1b3x4ypPIV09GTU1vVPE+pq7VIufzrVgwsjemzVuIuureqK6sQlXNzVjtLRlWgt9iQV01qqtqUF0zFc3cRojE/jcLUX/ZFEyr643KqmpMXZsAqyeh+sSTUFn5YVRXn4gR81uQJGswtXoUHvTP49ZBDZi3I4NrmYsRNVOxiuVwEOy6H3W9J2MNh8POBWi47CuYWleJk3qfhClrGIPcgvn1J6J39YdRUz0VqzVYEnhm6+JiDG5xxCklviIC3Y2AWVO5lthCa4omt+kZrK/9FAaHhVDrhs34chdiCvv4ighEBI5hBKjYdmWU8ly7HeTJZbhm7HosW/4bkVopwfNtWLl0A8ZcU29AMEuq34UFDdWoqeqN6qoqVI2Yh520rGZci1OkOT2cRmExNmLG4HrM38UEUB5uzTScWNlb62ZlTTXq5u0GSpSFKD2XsXZKJaor/xLVlTWom7cQU6ovx4IWkuIduHdkNSqrKStMQ7OE1PehYD+GH128te5HgNbEPA9kjJ8DpRs8aCiSDc/h+ddfwSvJhfj0EP4SYl/pPYhTcOXX5+Nrl/cRYWQamUQZfM3442j8UPc2i6EZgUrw+cdwSp9CcfMKVn1nApoaG9HYeBMm3v4E3vBb8UDj7Wh+lWSQBHUTFjeOx5JNQJlENdmCBxofwGat7W9g5bcnYuL4RkxoWoxNVGKTDb7WjNu/+yAeuL0JExpvxAMvUMAPO42QF/+XU3Fq8hSe2xLkW3Ffjz5X3opF44YoaZV/bTlua3wQLyqLsge/3z5xCV4Qs30Fq26fgB+vXI7bG8djQuNkTBi/GFtkgHsdT9zehIeWr8K3G8ejsakRNzU9FNrbSbT9qytw+4TF2FSw2fxVNH+vCeMnNqKxaQm2gHH9CdxrK/Hdb/0ED35nPMY3NmHxC0ZvvQxN3d9/3q4FPYrAEsTcr8ZjD9Xiuvq+KKcjMeWuoVjy+Cq5y1CgTNXxgSUPJ1jU1oY9bQ9jzJJRqP7BJ/HMH/+AN/c+inGL78b83YyDLWvqXrz1U9i8txVtbW147u5fYVTdAvy+3cikHpzPsGraYMwc+Aje3Pu/senOrRg9uVl2lpJWpZ/gMdyHtj3/gbalN+Lp6T/EWncl5rQ+jLGoxd2b1qJpwHsTMLnzyAZaUmr9JycPwYxzH0Zb63/gubt34IbJq806m9hWQIsfTbDwD3vRtucRjPnJKFTd/Uls2rMXrW0P428X34U5OxMNIoYcLJ7xK0xvbUPbnr144Y5f4oYTp2J1UsKaKYMx4+yfom1vK57jfU1dbbEGmUO+YTF+dcMv0NrWhjl1azHlhofwxaV7sLdtD/Y8MgYbps9Bs78Ms9sexReSIfje5lWY1K9kmRfDQNTMIVcEuis55EmKbOOD2H7Dc1ZufYaV0wZhxrk/RVtrGzbdtQOjJjfLMi7lMLckoLtUh9PF23XTeCwicCQQCC5BQZNrrn1cQBO88torOK3PR7WkUFVr9hFmOzcNabFR+ZFoZawjIhAR6A4EclBRlaGXQmG4bl12zRg8s2wVdsqzK0Wy81/wyIZxuKbOvLpS/zvMrR+kNZjr7J69m3Cnn4ELpq6mfVXWlSypw6y2RzEmGYo7NzVj0gBaQdZgyucewpiH27B3Txv++NMvYOOt92Blbttg7Jx3JUZtuwtb2t6UXDNz2y1YIrNKojX/1nMfRuvePdh8x4sYPW1td4AV64wI7I+AYmPNckixOpFsDeSn9cGpHqh4+XW8dNppOEVhhGbosfXVvAe55soSaB622s9UPoW+Hbnc+uhZqAhCvL5iGdZ9/Hxc0IfeUSSBt2PpqY1YtOjHWLToW7jWPYKvLc5w0dCXsHETLbsZ/KbNeOn0j+Pl116BdpfdtAkbhn9asbebH/gGln50Eubftwjfuu63WPTAi0EWANxv1+PVi27DwoUPYNz5lAnMs8Lcjy/AuMaL8ey8yWhqnICbmsbjfjHiEA4QLKCp4+4olCX4XwkMphThDwg+u+wNXLdoIeYumofbRr2M+Y2LsVlScxlPP/Y6rl24CIsWLcB3rnkJC5qW4AUlz3LiMCzRZg3KMjleWPwdLD11AhYsXITbr30JCxf/0mqhYenlZ/Hyhbdj0X0LMW6QZZHm1eFR7f88e8C3HkVg6WG7Y8HdWDJ2Oqb0NQvI2Q3XYtjiezB/lwuuNpa77MbpE9GPzrzu4zhrmMeNtzThLG0cfgYGXrwB23ZSW0rVyaW4a14j+oW42IET/gFjNzyMFS+byZyuN5lrxhMPDsXdN9drY/KPj7wetQ89hrW+AmUuTO5iXHd5X7koJH0HYhgN9HT35fY41AklZST+hPd8nKbJsGzIwEo8vmQ4vv/lBsDtQ/+Ga1C75GdYKy1JomQQX/z7CTgjLSN1A3DOUODGWyagr1I+fQKfqn0GO1rKlpo/dbj4rmmop4tTCfj4pOm4MV+Cx5qfwONLanHXVy4HFV9nX34dLlqyTNZlunOkuAg3NJwhrZZzf4W5ba2YW+eRMXam77molSMCY3sZT5yC++zS3cn0S3Tx4DZAhIWmKLpo0yLLyWYYrh850MrNn8TPFtfi+1Pq5ZLRd+Q1GP7QSqxM2lGWdo3uChz00YT1nh0onnBYEehwCw6LIBdLTt7Ov4LNzyW48IJTbPUtUuXLIsNxEPvuYX0wsfCIQA9AgMlnSoy9464IzIHBhJF11+ELlCdamFijjJbmpXB3TsHliW2jk/32CcXDLp3VICtHkg/EpPvuwtDFj2FlBfN5ML8FrURlC0Vg7CqT1yT1mNP6B9zbQHOTR9bvLFwk0ZZeWs2YM2M9xk2fgDNDHO2IOY9gHNfgZDUeW3IR7pxcL6V/P8oyDz6OJxUi1ANAjE04bhGwUDGSKHrd2YsZiUnUaJwqp5SpGbtNJhfOUPypGU1obDL3WsqgMj2BQbAJXsGyb07ATeMnYuKEiWhqvAnfWPZRTPraNTiF1by2BRtfvhBNXzrfrL7+NFz1pc/hjA3PIh98CX77+iva6mbLppdw4bVD4J/9BV4D8MKmjfjYKScDeB6bnvk4rr/qPNXbZ8gwnLZxAzZTTpCr7scwZFAfuy/KBJwitANJIOFDxmDhfQuwcNECTL4IWL+wCY0TmnD/5uDdxTlA49gU4sgZg+sUhkfDDr0xPnbtSHzKM17W4ZTLr5J79KZN+7S90OnXXYHBbIt3OPmqa3CxX4dnt9GzI0GF9qwuI8nbVU6OX+DZjR/D6CvOV1jiyRd8Gqeu34zNUg4we/pHcdGQk/V85FMalGLF8+ppnbewr/eIdnm3C2uXrgM2jEbVYnaNBIniNROUm1swoV+/LpscM46E/uof6oxzZcdnUqTgp26ptN9CGrbIoburd2firGHPYPtvPwdqPXzeHqwoGzBjcCVmEAlttjwUW3dmqPcpUn8uBtLy6Ns7yRvLzDMFoycZ7S+279O7AcmOaK8cjBtN8DRuGdQbt+ggdQlD8eudFfhsv0TElJ2VInS7Z2In7iHH5Ep0veiFjB0+OQEVZQ4Yj08N6GeuRVkZSdIPA2uBbb4CebIOM87vjZkabBz0tdi5o4y6EmNjz8GAfpbIip3f5duwaOQF+LsNhaV7jFpmMX4OScYn0o6SM1dn7YdHTJM8xOoQOrZ4ANgcLs6cXjw24pYLqjHDS5cDoBbX7Eow8kwmnEiUkMJicAM88S0i0F0IUBlDTRoVScySKBL7v/DaS6fgwlPosqTpwmJgpWLlokNhtXPN7a6mx3ojAhGBw4cAI+b4oqWklPeyOQJ1uHrs5/CDFbswZcpuzJmR4fot/ZBxreQWOkw+SXdHWjeY7JBC+JkD8Uksw67dZ4MSBeNUNd3QC4lZWqkYz8twbifm1X8aMzeY+OgxVgK7z8vIXS3OOtOMPTI7SYFcASgsZyNmDqkKsgzFgqH49W8SXNb38GETS44IvCcCcpfn+knvR/NmoIyI117C7884DR892eH0l17Faw44VYSKsm7numqjgLlTQhIoyo4sy5+O0d/+BkaeolJt+XaWLJVHPOV5GWzMxVjsrM/J+Kh/Hq999EoMW/Q8No3pg9dfPh19xp6K0xZswuv5v+Hllz6KC686DTleQ+Z+j2W3NeExpnmhz6A7Ay+/DpxPGuD64KOnsqV2X2ZUNdugxrsdkCFo0I334f4v5Xj5ie/h9kVL8OmFX8QQifC0k7LN7fCJ5cKhoYgSd5YAp57WJwBBK/QZOPWMBK8yH0+S47Q+tFlbHG+OPjj9dFJ6w9fiaitC8CtrYEzrLv777BEAACAASURBVCz91iQspasz5X58DC+/CgxSstXT0KdPQVdt1xbOYEwIS3mop716FoHduRJLN47Dw3vmooFazpAZd+e99Ri8dAV2TpyEAdQkympKcGkQJwElsNZR2YloJWRXTXKGIJs5nrEmPAdowbZ1Q3HuzBwvUFBNK+C56TiG4o4tzSHLrsmwsi7uoK6HQeK23Q01RO3UGukaJldKoSy79MN/j+14bBGjppbSLrVJl+J7m5/AlL5hzyguQrR2ghoTLpT7kDBZBDsyF8AQpJ2ldDFORailw0kcMu4lJW0Viehu/HIj8CHGFOeX4M4tKzC5LxNC9EIFFz/C1cL1NxWGyuS2ex4+O/ir+OTSVrTVOWDXAtQP+rUmA59yojCXKIcTkGW0gtuedoSQwfHU9MDRYm3B7rTKZin1SNS2XYy7Nq3EpL602Aa3hBBsz3jccg5U8HsxbnraKIntOT4QYB+m9oseCEyGojT+OfDCs9h44TCMCyhQjLUJnQfM0mKL8vEBU7zLiMDxigCV5pwdpDVXlv4cI6d+Dz+csAY7Bm7Fg7Wfx5a+lD64oNk2Ip7JYqT5snXe/2YrfoWzcNXHgJS7D2T7RIYz7qDAEByfw+2+DyMHTcdZS/8drQ1vIdmxGA1DfqHtAVNUIMU6bN/lkPXnLj0eScoa20Wac38x7tj8r5jUj3JKhixJLTTpeH1o8b57CAK5OF5wMlQ2Xcp/mzdtBE6dglNOPRlDTv8mnt/8BQweTGsgyS6NNyVsfnA85rsJuG/s+R2M1iyElDdLkn8pJysULciRlE3F7OR2T6laVExY+Ndew0vog8GnDEafoffihRWn4nenD8bXMQTJxfPxXPMpeNl9Gl+iAZZcwp+G0bcZSdZQDmX7N8hoyS0COVbpythmuW42/wQ3PX4Kvvu1K/CRIMuT1J524adx+mNviLS2U9ZQwlRWVUGznUgyS6X8XPIc7ySaDC0gH3gJL79MXkL2nErulwZMdb+O379ihjUXtOo+NW8RzhOSb5JPYNRt/4D6Pkav5UHJ/atfswS2MrTRgkzizURVuh3W3/NePYpSr549A+67U9AQtCeW7ChB/yl/jzHrv4q5q2j5Q9jyhluykKxRgGR2YtNWyNubCXZlqaQFdz1mNN6H3TzXJ1j15dFYXDsKdWd4bs+mREKpG4Grx27ArbNWK2OxX30zKmsmYbVGCJ8hS7UMyey8FcpmxjTb1MWEVNfvQV756Lmtj7lRcEFpwJVjfo6vzm42jdGaCaiqnoR/YRyp76Usay4pyZ1IPSgMEdbPe2Mny7l5esIBDvzj6GlYoeRIJexYcCf+cehdmNRwFa4c9xRmzn5SsQOl5omorJ6GNfQnlvaKZNqsSvmu7XjW/y2uv4wVOKy6ZzrW41fYuZP3TldtA0MbRw88G+f4xfjZmhxJmmNb88NYx+nIl1Hi/rvs8doagBoeYrseM2Y/adar5q+guurLWC0XESodqGJgMoueNzhii44vBKRg4i1LEUTPALv/zc+sx8UXfTIct2Pqr0XWPynHji+s4t1GBI43BKSslVS9T0poiqxUIPv+DbgWP8Xsn/0SF4+qQ9/g4EgFfN63DjfULsYN01ZrnU5yj9X3fBUbxl2HOnmASWKRsr5EmUV7xGZIWrbh6WQMrq5nnGyK5tl/h6fwK2zfxX1m6zDprovwj3fNx2+0A4DD6smj8ZCyh47A9WM2YuasFbLm5munoqZqEpqpmIuviEA3IsAtpjLSSPKisHa+uuJ2LFw/DBPGnQePj+Cqay7Cxvl3YgXNsLSJoIRXVn4LC545AzdcMURJzygP83ruvU6SJSOO5FMjjrxuv6Sgpw7BBac/hUWLt6hMKnp+seJn+H3tILneDrngUvz+2Wfx0SFMqpSjz6kfx0vPPg9cMAg0RiYYggsu+h0eWf6cZAC35QE0Nj0gF2KZRzW2bEtMyr6SlEW+c2DQ+Rj28qP4xoObAgHkOMyx5YnH8NLQ8zCYsb8nn4bT/To8T59k5Hh90/N4leRTVzBMsR3r5jNxE3f9AF5f+TieO/UGXD3Y9GhPL2BSKVK5RL89c+ooXDnQvD5oCFO2ZBq5RJI/hQuGvoyHn9hk1thND2L8hCXYRH7kKpB58hrBJI5BLsAZqmfSV9v88wh3aQJN9xjz7WblnNTbK9bgsYeGYdTz/QBvVlWLT82Q5lfhmrEeox9fhdkj+8kayN9I4lxCTQStlSm4j6yTeZFH6GJL6D+NH4zahkFV1Xas9i5sWT0Z/VrmqjPQTTfz7aifswxfqL4OJy5mg4bh7ufXop4Ekd3Ic0827pvKARK20aBLgu+PgbUbMH1IJbb9dC9mN/B8EmrrxiRnZqKn9bKMjHEz1AIxA3HqMHLWP2FczV+j8kGO1Atxx5YnMUJjkISc2hWzMvNe6AZR6GUypdkneaZDAOMHPP52nMPnKmvU2bwbg6VtE9HPA31nP4JxVaNQ9SAJfi3uemEt6qjV0Z2F8umKXTcZdw+7ANfXLNG4GfPwC7h722BMn7MKE2f3Rf9hGzB9cDW2PdyKWQ0jMPXuCzF41ElYghxD77wDY7FdxFo7+TK1udyfqYUuoeHen2JM79Goplu4G4bvb1qtNhAr58vaGol4yDKtpxn/RASOPAIctVxeqJQy3SSnjFfx8iufwGmncJk8QMsaZEK9hc9HvtWxxohAROBIIGAKdc4PJXkScZ3n2uvcADTcAMyc7nDnln6yvnIO4RKe+AGYsHoTfP2FqKpmYhaHvPZOPLe6HumO7Wo2z3PoiwHD1mPmoGpsfaQVc0ZOxt0XD8HoqiWyWt34Ty/grq2DMGNWMybNrUf/prX45xdrMLh6puas2ru4Bi+TjFM3+1GMqbkOvBRuGO7a1Kz1lvNXfEUEDhcCWjfllWB7qNJLiTKzlkbFeP4Oy77ehJ9JbqUoTbJ3ISbeNxbnF1mHB4/Fgu80445v3IRH5QFFR4bhaLrvCxgiWiqfR3ORlPsw+7g2g7XbCutwhyVW7fkvuPzrtwO3fx03TaS7vkPFaaPwrW9cIKVS3udkuJd/jz59zEhzyuCLkT+6HrU3nmbyNBIMHjcFFzUuROOG+wGchuu+9XUMIsegpTKn3G+E2txtzZuQ5Nu7wRi34Ns47favofEmOneZO+7HrvsOFlypCF3AX4CrrjsDX194EzbSOjvqWlzkXldMrUX7AkNrPeY13SQDGHAxJixoQB///0nhVTs0w8LGRt1/4i9G031X4JRXV4qHUE9AWUbbdxEql+L8cY2oHb8IjRvakSVn4vO3/QMGU+mWGc+gIp+GNttzloD2TPdh3rDznIXDa9euXTj5ZNnMi0OH4d0EQYESXITV2fJ90q5oMtceaHzQrD4MAnK8MDhEfNhp6BpDd9uOvV6t43DI8IHxPL18ZvuqaUPxIkic5nia2j8kO2qxOHH/NbNOhk7ZxbWVJvzcVyDhOqDERYyp5f0E4ZbuxSijgm7L3vJ+SYORkbgx65htplyQb7Wzi1+5DXi7547FxjG5Qy/VUU5zpGUmUyoh9/8O705A6lswd+RgbP/7NzGnnhMCXayDS4MmEDaV+8pZRxShFrCBXJMYO15lxJr3op9J/mmpTeiKbfdpz6OYePiT1znaa477VoUAfAWk63oOmEz3Tk2QXLILPJlwS3u/ErsD7jkcOZxvb7zxBvr2jUFBhxPjo7NsKoYsQ6CSTSge3gS/sDYenbcVW90tCByZNbVbbu24rJRrIEOUmPTUhHPKBFyTC5nAjhcygd6ZfZWuf7SAZHmIebVQKNk2tCbmcJnrEHC5/lMukhwjGaOI9mJZFIa4xnfKUh5rMLXmbpzzXDMm9qfgbK6XNBawnQp5Cllgj8sHd4zfdI+RZwKbkDxNhYk5+wXFsNkUGdhHyZ2mJ/ZiXiLZMiywIlvBqymsxraXMccQPS1DEkU+Ul27n9K5c0zY+OA1HJP0ZKjQeOLYoWmL9dObkZbcDnlbYXy0N9ICTBmVRiIzSFkXKs7tqgwqjnXKDp0uvWaR7Xp/ajQLk5diIVuEMhh6l9A4xjYTlzew4rtfx2tXzcfYIZwPOjyo4f3LWPndb+P1qxdhzOACqU7vSnqO0txWZHtW+0UDgiuxnKqZb5nPobiO98x7F/NVU1lnT3Pg4LpK+b3rU7Dnc5j/Wh9ltZyQCR3/Ztp+xcgglDGXZM7cbbnHEwkgiaw9ZJFMIupyxXcwkJkvWjZFAnNqgEgPmZWP1l6SVhK0sMjoc0n+5jSZc7KXqZ0uPD6V+y67u56a6uW4oQWzlyVjUEZjyz7MehlkbaTZK0uYWWCNgCdlBlOT3DFpEjufulQoO6SFkDXZiF5hBWKJ/JznDMDmb3zjPdOl4N81GIWdFip2diZsoqakwu4Xb+kaYsbQcN6jBmnCtEp8CknY5JyKl5AJkX7wck1OLA7HAFM5qksGaOsyKbOacRsAdnZlOGRiKm5bxBhbI8eWSc4yrHER5YtFspkJKmQxZ32qpgfvNaWGxz/HBwLKjM1VwmK5i/EY1tbjA4N4lxGBiMCfIsCcGy4ReeU711a+0/PLiCYFAbOwmGxjSuw8P0GyCAlq6kraYUAiMRd1yUD0orJ8FFT+cm2kopkxsVRaa92WIl8pWYDkJSxoOAl1C3bqeq6tu+b/AEsuvh51A7jOUhjtZc6MjLmi/KQELX96S/FIROBQISAZmV2a/yQvUx7VUtpBNPmhIFTB+Vdjw66xlpA02rjg5ZSXWZ75DJpMyV9JP6n+Cdewn+tlcqaNmTAWRAQr9CvLJi/wOdVDgbzSDV+/0spCe6Xoq3mJavTxVyPcFoNa1GE1dvwl6SsMNPpsPpOCo2geb4Wf9Z3nM0eMjXHdU0KvDvvdrjPPS0rxul/zrA6fyVfCASWbZEssfI9yOa8QLwn5ayjTFHUoXw/5kpQJxXWsl7UaeeW96Jvaahyr4157yIdCrXeEmmPaCG4bwwm282UdTeSOE7h8tblAlJWtl7GgPmeiAyNASigkV13L1sXtXKhHyFluuJYkiRbYNA8WRT5nPggmPOCcTsM6EyVZGqZgHSSZZR0JKuivnwHq9sHyKwsq+5xv11WlnGb2BCVa3xMzu6eeGXk9evkS2hMmf+IepyR01LjynkjgmEGZI5lxtWqoEVv59FNzegK8ewvO95KilfwwVcIqxoqSkDM21mYGWkf5UkZguQqw9/POe6mzsgNTN2Mv64SZUo9z31bqZ5n1kDG3GXmyOrCUAMYqjbAr+NuIJxUCpaxk/vSKe+U9hQGtBd1qUsC5Nps2zRARN0uuuY9TS1EmBClJOjMcU0ERmhnfIgLdhUCHMsoWT20aJU3mOyxa3dXOWG9EICJwRBFwWYosNWU3BXS5A0tmpfSRIaUnE/NxyAMshUv2yWOLVLKdHlhUENPXiRpvOfYxURyJa1BkJyl8zv3rKQNxxaTwb4uilPlUsEs5fDomNP/f2Fp1Aapm2HaDGcZhaetknFXImZSFsgr4knlGKVNiTzOjHNGnFys73AgY7bNajIRS5qYi2LwPxYYkKxphpIgpeZuEqfgsOZkmFzOzSAwVRzOPBZErC5yza8SyGL/5dsIjxxkHRFk7BfBUftMw6Lqcc32nxyYNXSSQbCiVPlRGyTApod+sxRS7JWHbu9otYmLfac2VBK57Lgik8RYVJpuhCtUFwincO5OhCg8Z6sgzTMbPchqliGvgT8q3Q3pq3pPciIRlC7PitwIOWWyZCoqKMf5nrzIzqRe0IBDoAKUwY4wxd4Ah0S/E+3Bpj3rrBhdiQkg3mCINPfEIMbHstMHaygm7nOToldOCWcDO7ketAQPBnVxuuGjsS3opk59cWcvmomNuCBXwWRmlJNFWNEzZTUUnHzUHBnUw5WIwhIdI8sZOxezGclXWHqgkbMXKwLaQ/rIUsyKzHNtGh98t4yCHH3UrcgPCW3BsI+miB0ockLR0gprZt7SfquJ3YdZfaYHkesuO3kttVV8OMQUk0KWUqfaJnbWHE4X2k5MV1dynaamWVkyTgRF5WoMrctbDQdmOpMSthHKUHbXAtGjTTblCBnK6O0mDo8V3n7I1F/Ux9jjPSlpoaYnV88wS+BLv39QCIvd5V2Ia3KhZlyINFSmExFcAabtlPDtCw6PHuNwcofuN1bwfBGyMS7mlZcrGqRbmYkF4P8XEcyICAYHoQnzsdAXKJHnCBE4UKG0LCmqYaTUtsutzHS6sOFx7pVAPc4cEdhJfycPMEMzEKvRE4jqYSaHO9ZVlmXLdacs6KZcVxmNeVCbaA/uYWlJCrynIuU87s5LKMswMGZKbGP9m2Y0plMfXsYlAT5Bn2N+LtZI9jd3eDDf8xF7bGbYm+VzyrrkTFz2zuKYgdiykKEuSu1x+i2PFek3qRhZXvLrK6jzG7/u78qo+keXOtpnbrBFQSu66Tl6ZsBCBguiRvwTZ39oWZHBjn3bf4f7VZjWL5xiRZfJVktUgYui4nRdCl0JyqqJ+u5BGLyOVJoMTA7NAW54dKsFoUbYtg8h4C/JvLtsshW2gfM66ed/m5Sq/5KDc0jOkh2ngO4ZDgXdoag946zYXYj0oYkcNIf/pZUHGJFIMaBXpcpbcp+x6BasqtTZ0EeZzT8WBqXVo53dZRBlfQmduakPZrWj3ZDpi2/aG6enLJcam8pcKWQ35+PnA9aDVOXPFt5S5/YxM8tZRmXxJi480I0ZQmUyfCwX7bGCSRqy5BQdJMi05KX//D32n5jWVtpXb+lDLyjbKC98WQ7ooyH2Ix5l+P5V2Vh1S7r9WF12ROVjbuRgppTYnBTuWu7fsnokT43FVHvVJvA92QnMf3keSyYWYVt0yp5WSuUVxiwBuqk5TbE5sbFLQYp19yB5V+OtzapgNY4vRLcOl/ynNldyhtLgSbHsWqt/ZFj4ivLSuKwlGapvCGxvfr474JSJwRBGggktaSlOssG7LTMwkEUe0JbGyiEBEoMchYAIfiSKFQBJPktcyt8Ip5AXPBE+05ASPL94DPYzoaUXvr+AeTClEcmTOrBnc350ii6nF9ZnZ+WltZZiOLDQmixQkQGs595kN6yjlGwqyItC0InGvdpJY5Zmx9vU4OGODji0ESIqCBZJiMV+UITk2JLCTDPKcYBXk79oHNhA79nPJ7CHBq2Rr/kbZXOtvcG1lvhV+V7kcSTSHcHwcSFytDTxDbeHvwXjEc8kjSNBUFk8o6uD5HHN8p8dkElxvKR+IZITwx5xjzMpmWygrmGsuOQlleyvD6mB9LIciMUP69LNVqRM7jXf6saN+7vnML8EiWlyo9lNhxTZy3KfB8BY4jUa/bsiovSYkVsQ5g2oGI78i0YlMa2qLfgnepJqjrJn2DMLnnvQW0D+CTVKcKqtlcLVZU63jGXHKtYE3/cDFAGUlTMs0lZN8Wbxq7svaY1QdjIRXqeSp2eQiQfJp1kY9d3UUy+qbZkza1At5vk/6GE72pmgwDQ3bweQMXGS4IHDhMUJN16FUrrNMPMSO+pYK5+KSIyvZnqgkgmyDLJccKxm97FN7z2lRLiMpM46FiaDM/5x1MraWL7pKizjSZTorAyUbMIzLZXU6l51fmcx4ARUAtBhb/dIGo0LZjhmPWsGMh8LTXBNIiulfX2J2t4wdvgI+NZcJtoKWYb7r3vkpEHSbVGxjZLow01Kr34gjtzESsafwb4kqcke36SIld/g9ocbZFtISPoQyB6Tie2xhN43QEeyHsaqIwAEIcG2gk58WC2UbpwaZCxMXSFuQDrgkfo0IRASOEwRoCeXaSPkBSbuU3RYTa/KGeWwxwZPFtNIgSrtIKiKaIJWLoiV00npOuSVJdT6/ywobLB/MZZGR4XKdpKKdOxdwz3SFIVloldZhWr2C3NAhqGfFuk/6yz0m+V4YC46ThxVv84gjUPTpTsIpHqh2sP+SLCm+MxA7+yEQz0B8aZmUyB5Ilo0gC73j0qzfuCUMZU4aduSOz+MklV3pTNfPncRWll81NLjjsi2BTNJ9mGI2289jdti4AcmuzuuIzyU/Ia8wci15WCOVsgILofHHSCK/0xtRynGRV8r+9lJdMmaZAkuKMLavo35iKNZt98ffWKCU7Txkc09BNhVfzDCEYJwzws22lg2z/Ui+YcSzDXULoZStnDu6sBTenhLidsUzNL4HvB3RVqljd2TCs45hbrhshn2XNoXxp3RbZfbeUq5EBjxPhJXWxaRkA4FaDsaY8qFyM2HPDF4niBwreRMfNLWf0pQwiRKfBhMPVegBd2QSDImV2HkkxLKNtHCST+ZlaTOTbJ/ca/mdA4cD0dEFmAuMzK2mZZV5nnG4jp3W2mdlclBQ6+qQ5jTqW2yKCK60R9T6MLMy3XEt+5m5/OTKICySqKy9VHKF32UtYpQuiaG5EHMRZIxq4WaUlczVSWNWcITBmebItMGzVzvN9YDxwUaeNYaChquU9VLsLRdmHtez4W/uBIvvLYgv9VFScpHstsOlVFIYyedqT5g4IdHdmtsEkZjzmeRJoaXrASMiNuG4RYB9W+OG6wUXEGmKTftaeCMct+DEG48IHOcIpL5C8gDX7CTvZQrtkGCxUOJy/VV4Df2svFHazFdIGKRl1ixR7fAJky6aLEGlMIkwPZloRaVsoZAkKYa53tIF2KEXlevMUupKUm5LPqAsw63oCuIbBNQk6RVCfJhjAui1X86R4/xBxts/LAjQNVbWQDMPmUxPcqb11EgkrYlaW0M/lfxPWVIef2KPUuSI4PG4jFxGJnmdecGb27E8ECnH8m7EGovbsrqKbx3EVut5cDVWs3hloXyioojk0Lbk4dpfcBJ+kiwQzi3Iosqlm35w+VWbKTcEdkrlN4sk7zG+EEgq5f2Ch0pBHjwnVBH/FOSafKVkFlTOHQalgdFBcM1KzCqtfk4S5CL8RmGcvIj/s5yAc8Cev/M2GWcv4hw8Oq0ZxMn4kGSfgmTzxx70otriiL2MgHatbv+Oxk5SCI4CV5l3Q4frCro6F58m9QZFGXwY1Hyauyw1PjZQTKvCWguCyrJZF/Mg8TNLoIOynnnHeUUsC+NbOTCtHSR6Gji6DSODRXl2Pcs2vQCFYVvY7J5tUFi9ulez99iPxX0wHnS/Vye51+Dq0F7ZfYfhG9oeBmNY+FiMXIJD2VantY0LpcXIKmpBNar9gTzbfGB1MC7WsON3u54XyPGgEPQ1fIy4Gx4cvMQ+nC+3BF4V6g/X8TsRLrBXQ+KfiEB3IKD5wCq2xYCfOxMfdEeTYp0RgYhAz0CAa7kp2NkeWxvlpaXmcV2znBGdoaa21nGd1DqoGEF6KXER5z4HneKXKffDequ1ses6SeV9JnmFq3Wn1cfaIYtJF4G7WMcl81JMouU3epD0jE50DLeCY4NioK2d/Et3VrvhIpayMKxoEHScy1PDiVpxg8zfeUiFqEQds7FhFanWUGkBbvi9+Fq8d5RHryoe7KzHfiqOFxd0KaeoN5QR3sKJXc4rLt3vloxkdv5k1miV0VHe/mXY4QOu08H9z+sss/gUfg/n6q3AmadIiWal8xnYacV3wmjXF0eKxyLeU1TRg97fC40e1NTYlIhARCAiEBGICEQEIgIRgYhARCAiEBE4nhGIBPZ4fvrx3iMCEYGIQEQgIhARiAhEBCICEYGIwFGEQCSwR9HDik2NCEQEIgIRgYhARCAiEBGICEQEIgLHMwKRwB7PTz/ee0QgIhARiAhEBCICEYGIQEQgIhAROIoQiAT2KHpYsakRgYhARCAiEBGICEQEIgIRgYhAROB4RiAS2OP56cd7jwhEBCICEYGIQEQgIhARiAhEBCICRxECkcAeRQ8rNjUiEBGICEQEIgIRgYhARCAiEBGICBzPCDjP3bbDa9euXcXH+B4RiAhEBCICEYGIQEQgIhARiAhEBCICEYEeg0Dfvn277KQdmsWD8XXkEKDS4OSTTz5yFcaahMAbb7yB2NePfGeI/f3IY84aY3/vHtxjf+8e3GN/7x7cY3/vHtxjf+8e3GN/7x7c2d/5ii7E3YN/rDUiEBGICEQEIgIRgYhARCAiEBGICEQE/kwEIoH9MwGLp0cEIgIRgYhARCAiEBGICEQEIgIRgUOFgPOA8wm8y8HP3gEOuYovvgM5FPmZOCB3+k3nKRg03+8aa5cdY5l2XgK4MpxLVU8ClmFUMEemc+BLod5cdbANPpzDX4rI0873rOOY47VqO9vNeymH8llHDscfATjndB4/F2Vbe9//30hg3z9W8cyIQEQgIhARiAhEBCICEYGIQEQgInAIESB9TOF3z0F9ZQ0qq6tQw/eqaVgDD++SDsJH8pln5IUkg0bj+HvmSijlZeToBRLTNOc1RigTfQYy1w4SVNZGLpnnJLZlEedSUYfbh9w7ZC5RHdnOhWiomow1qUeZdDNJ4MmGA4lme/jZ+wx5UgackdfEZXD5h+A8v7MeEuJUmOncUJ9u4wMgGQnsBwAtXhIRiAhEBCICEYGIQEQgIhARiAhEBA4WgQQnIFkzEVWDbsW5S/ei7Y970dq2B61LU4yqasD8FloyaZkt6T0lOXS0nvJY8S9DDtpI98lmWk5zI6xIkIssJiBJLSOFy5xZQUk+SWiTHLknUaZF9ElMq27AfTtSlZP2n4DVbXNwWWZWXJLbPM3gSGdJYpEjLZPQprS5wvteSDzLc/B4S2UbPiUjsSLdpNi0yJol+IPgFwnsB0EtXhMRiAhEBCICEYGIQEQgIhARiAhEBA4SgRzbsOD7P8HYpa2YXZ/CZ2a1TOp/hM13ADMmLsJOn6DdZR0ut7Ri0iWX1lAZREFLaCqCipyOuQ5JYqSRhJIW0LInxfW6LvdmDc2TfaBJlxbXJDe3ZbkWu7LKKM5L8SGRVZbVK0tEfBPHuhNkKZlvgpzNdrTT0spr1lpaiUlUzXvY3IpzEV8g8yTmH+wVCewHwy1eFRGICEQEIgIRgYhARCAiEBGICEQEyOI3FAAAIABJREFUDgqBfOdKPLzu/8I1DaSO++SmC5JA79DvylGoXbcUq34DVOQtWNBwEqbMvw/1VTWorDwRNTXT0CwX3TK834b766tRfSJ/m4Y1eS5Smu2eh/q6qbi5/i9QVdUbU9cCaJ6IypreOLH3X6Km+i/QMK8FDs2YWjUaD7h1mDGkHgtbPJKWuWiomopV7j+BnT/GiOopuHdBA6qqq1BZ+WGMnLdT3swlz9hah+aba1RHTVU16u5dgGmVIzG3pV3kFygjyUsolWk1JrG1ON4PAl4ksB8EtXhNRCAiEBGICEQEIgIRgYhARCAiEBE4SARKO7diY+256JvTOloBn5cZxYqcbrln9sfZ2IBf76CRk4Gr+7Bk5ouY3roHrXv/gOfu3I7RjJXNgSenXIRbzlmKttY3sfmuFzFq6pqQvAnAhsV48Ybn0bq3DbNHrMHUzz2ELz7chn9v3YM9D38Bz8yYi9Wow5zWR/BFPxx3b2rGhH4pcudQdglKeQkgScUSLPOLsLd1D/Y+8iWsnzELzYlXDO62+fX43K/uxJa2vXhz7x8xc+tMLIGn07IIqyV2ys1iK0pbuEL/+QBGAvvnYxaviAhEBCICEYGIQEQgIhARiAhEBCICB40AEwp7ZvhVZGjGNL2Ab0fqc5SZSym4/dIq6xKHi+64GfUKWC1hwMSv4ItYgp+tWY1lSy7E96fWKUHxgJGjMHTxY1itslJ4DMXo+oFqq0tGYE5bG+4d6dFO395+Z+NiZ27EjIdNLPpVSZy88+jly8joX0wPYQzFdSPPlCtzfmZ/XJh4JYUClmPBjPUYe0sj+iY5Ug+MmPtTjEFZ7aGrMU21ltPYqQ7FwHpmpPrzX5HA/vmYxSsiAhGBiEBEICIQEYgIRAQiAhGBiMBBI5D0PRu1G7dhF8mkT8AQ08STotEFmFGrtTinL0kutGXNJweeaUmYPF1z++KTQ5kSifGl63HLBZWorjwJvQdPxwZsxfad/IWk+Gz075eBGYlzXwHnt2PeZdU4saoa1YNnYoNnnCrrswRLvClulZPmQKaYVtqESbLPRf/+ltAp8Q4lZThm3WztpRjY38FlJMxvWVwsKjq32cmY6Mkp+zFjbnm7H9SJOBLYg+52PasA9X2lsGZHt2xl7FTyNdf+UsWeTGy3BXUrCDwEWfNYkRWMIeBS8CjttXVWS9ltweWmE+pM7d2BhLKkWfn8q/qZ6UyvA89nljS2L+x3Fc7jdwaCqw5v+0aFAuJbRCAi0BMR4LrLduX8WyRmoK41vOxHzTs6wvOleT3wHFs07TrT+PJ8fdefMpficIBvB55j3+36UHfxpoO5tgJggUWZb3tucc1R8q55tsuegWw246eUjEOZKk0osS0T+KsJR5zz+eL1nS9qz21utmNcCzpx1joTMlYWawtV7FYGY5tsTlcakS77/XWWf/R+Yn9TFw+dhttR6NW1E+lz136Yq7PxsH4q+h4v1Gf7nZ87bBHFOcU7wm/KkmLlWJWsp8sYUpGdz6qo7+hFPLb8SCHQ2Z+69MuufZZjXo3p7M8d/ZfH7Ufrj0W/5vwSjvOtY+/QcDhHu37uvJR1dI6djuNdjmVcX/SDrTNm02MD3qbfdxk/vEaXFW0r3rtcd6Sw/pN6+tXh+qGL8URzruy+pawEZhGmHL9rwfewuPY6jOzHW+Q8y8mamYMpN6eA+y1e3MASEyQYirs3taK1rQ2tbX/E3r1rMKmvoci5mkmeaGHFrrmor/o0dkzfi7a9e9G6+S4Mo5tvYIUkrFyfbf0weZxW4LKEc2iLHruHAn1L6uTwc2zbaetJ4k/QKsO0UtpyhzgXcn1KLhCeVwc/+BNU3vVAJLDvCs/R9SOFBxMgjCSm3O8pCClyTxBRLCkDmR1PlEqb+0BRq5Ln+6TRsf2hEqXBLnGxTNs79qBK8nYRXF6vDGhJ2J9KEwA7Yw7PjGZyMzhB7VH2M2mJ2N3KNnjo58+MZXDUzdgeUmoZ67Ll2FHrxA2dE9vH6uh6GrG1EYHjC4Gs2Hxd+8FReUZphctfEDa45kqjXAgRjPVJwVXYNkrncVtoGXNjHzuXKF0uksVFWhOMztGhIJjos+YP2+NOM0kQUkQ8xLxYH2ssSBadto7+F7dFIHodikeXo+S47x9RpbBDNy7O24UykQSVSPJZWfZJg9WEJuaqTKn0lAjDfQLDBvWem91b8o1CAUGBqNhLEK5C83lBqSigHhMvgstOQ6VAR4fhCsZtKKw/mjjNO+d/xNr6Mz8XnUzjIXRfXsczuRbyned42PrJz5IVOa5YsQdr0tLNvswmqBkcUznjy/TwJfxTbVHULb1DR3uPiScRb+JwIFAYEdifQn82ObHoh+xv1pG0Byj7J5U57Ic5+2/okOqH1t+79kP7mQQmkyaGU48TQaoIfZklGdGx8RAUYayBP5GtsQqKi5zD1BTGZOpw+MN28GT7WfIw9zjlgXCe1hq13e5TbQxXd+db5gZi4vQxePDzJ2JKMy2kHNM53OrJGDQzwd0LJ6FvnoDb53BsLx7dhLUm8GP3/DuxZOiduLmhDteM2YAZs1fr2fDayqqJaNY2OrzpHF5uyQ5o2YqNGIsrGzLVtXr2DKxPtmJri62vMmwlqbIEe8e1oKQ9XBO+uxw5/xHWxNZTtRUNmHbXRVh81wLsdNwTdh9WTv08FjuHChnCaAf24P6wacYHwmeayxr7QbC3HvFBrozX9DgEtICFAe5TB8dFze3GwhEnYuS929VRODHsAzOFkXi2YP7IGkxb0wsUMpgOm+myeQ47Ff9yY+Rkx0I0VN6sLGd5UgFm96bgmVA7xC9JpgBvXkuBh+3guPIs05c1OChAaeHWyp/Ap7bfFDOQcaDyH+sssWzWTyGY20px0vqA/vE97gHFBkUEjmEE6BhESYEj2e2chUu4qXqSInW94JLxWF5IEIVOV7uXc/7gXMFFkNdK1JCgrk8kS10w4zGdq4OcLOx7LmVdsAqIDHBvOV4YyhWR5mfOO7kyJnIqkqhTTJxd6jkqP3LyJJg770V9VRVqKmvQu6oSJ1ZWo6aqN6orr8SiHQ6ps+gmCnJaI8Im86JdZDtMIEIxQ5ryIPxpqwQrP3UllLlnIKgkMGGGEEoZQUWly5FlmbJoUnnpfC8R3qMS066NZl+T0O0gC1Doe+pmLbMwLHHoxXWR/5IEiasI78Mxd+0sXOrGYzX7bW59U4I2x4vAC+9UJ/he8mLgjo7q5iIUrDgHH1XHMbUteEZR4cPfg+Cun/jM+EHt7Hoj8XNE4G0QCP3E75qLSxOHCsp+ie0Vau8p0kt/hF0c07IA5lg5voSUsuZn5uLBpgSOCYdKl+D+oMxkB6SCh3Oxeqf6cgn5b2bhkmQSVhbKH83ElDhN8cnzSSwhiy/lQe43qtnaFD5aJ/g9B7cf5atDMUQLJctj3ZrbgjK145YTJUhSi6h4kzKo+6mQnHPr7sWePf8Tyegq1JzYG1XVNai6wWHpHkumRHiohKQia+yYCoyqqkZldQ3On342lq6dhDN9GXVzl2Ls4s+BGYCrbvg17tg0Dw26dwrmVEKS5GfAyCn43tDF+FzVSaiu6o3Hrt2Muy56Gl+dswa5OwNnD12HWwdVYspaXpPJM0QGJa3JJT4dyesk03q2VEzQmXniv+Lhc2dgSOWJqK75C9x9zu0YCyjOls+DrZfMn1hsr9Zo9aeOB/S+P3T/U3vfTY0nvhcC1IqxczLQmmOdjnben4kJt47BumXN2KnVjfs6BX/0lhVYtn4Mrmkomz6X1hDtK8XrOB0wqxgXVpscRCzdKkytDpsqZxRO6WbgqKtH4rzq5HkinppEzOJrgicZMf3ujZhSE6S1Wxo1KOA7I5lFO0o5a6cmyCYtulLEV0QgItCzEeBi5lc2IRnwMP56+z60c+HzOVpm/RpXuyYsD8KGUUezHGlakqRdSN+F+zEVYcFaWPwugShgQLcSEVqPRPE8JuRzvuLC5uTnGUiuW47x7hLcu4MKNiO1bIPmNgpVYZ7p2ei+R+sCHjZfD8UdW1qxd++/4w9tf8CevW3Y9P123DJkKlZ5L68Wza/Omxsa52w+DnrBZJyLKc0SdAp/1NpTIZopAQctuhWeV6cSZPlJz4Hn8FjmkJZMUUDBxiyzx8L8Hch8QnwMl+Ku/ICpWFemJSFDvv0eDMclmL2jXZYS75/G1I+ZhVXud8F8WwwF2lK7dG8J6Mw0ytWPyVNMmaDeqo6t/hsu5nX6KIKwChOT/4oftRSWpfCbzjlGrODvMQTizweHAPsW+1ueXIIf7ijD59xj1CPnvO7bse+pr6AfvTg4X7bMwbd/XIvZ2z38Q8CDi4bhnu0Z8uwp3GgMFPTKYQdlH9WsywS6VCD2vRk/z+fhclnyRKdEONmfjVByzuF8U3R0ypns1+VCIA03mmiGkgVYniVUiHIeSpBTuOQYUpk0xthg0dGkILVslZ1zcMgd/NUp5w68hdRdiVl729Da2oo2ZvltnY06TbF8HpwrSOiB5Oq52PPHVrS2vom2NiOporZ+JGa3tWLPnj1oa1uLKf1DaEe/8Xhyzxw0JCnaqSr2AzGpme7Db2JP617Mre+HCWveRNusOgBnY9LavdjT+ibm1mfw/Sdj9d4foI5oDpiENa0/wmUJ56cESd+JWNs2F/WokFKTaNbN2oO9ba3Y+4dW/MuE88wbpPDc0VqbIPUpEq3RxM7WkD8XxQ921Z9bSzz/iCBAszz9y2nYoJDByUgZvy67BuM2LMOK33BqsIWXY3vXqsexbszVqKfAQn+OnEOZrsSQMKOhzc2NNaU5+CSTUJPS5E/5Rhq7dm2AzE2QGRjkUrqqmTsZhR4aUDVxUAiSz4htjJw5auipmWc5uVwNyq5kk49jDbTYAllipDpl+u74ighEBHosAiQrzjVjwhWLMP6J/xdTB1BwoSDi0W/aYtwz/D58d8620P4gNCScp8IcQcmCL8+972x+4W+Fa6WYlVygjMV6uSpzOQ+sVrKOlct65cXBCaYQ8guaKqGKGnrNdpKuJBzpzKP3j+b7gHeOCsMlpyU1RSlL0L/pFox1DynGilgSOeIrFDhn+xS2j5+RT25ML08dKSg5/6d6BFSOKr+CPGPoWkzM6FLM7RBobcmRceKXB5C5tgbvv6MXXLbcM5GK6Hy4D9kS9FmCf8KtJtgXTTEiV0n2QwrtkrSCZZv9kQVJcULkbAyQyOry4IdABYx+U4BPOI/1B0uHNcL6O4vjJ3o9MfOnsdrgui8rVkVoc3yLCLwTAiSbZXllUHdFPwP2XXVVXuJFj/Td5hoqDD+Fgf1peaOC5Dyc08/Ol4XWZzRr6HyOGn1gZlqSFbnFW5mcf3ReILqcsaUwC8pL2f6olKSSxjHYjSfw/6Js4z+krZzH2V7Wx+RCPDmnxRisl+om+8yT8kKRyXu1i3Rld/2hnJy4D0vhW3gi0gOSWAi/XLZs5SagYbk9aRcBlAcHz8jpfm0KB74bfJbvgfM/41H3pZyXM6S6YTtfIYSUx+UtY6RUz1zGLCdjFOd073vJMMZFQJ43HVgbYrQxJdiN2SMrccWC3yJzFg64nfG7w27AFQPYnxjvbKGBuS8jlZ6UtRWqwD8P/Uhg/zy8evTZim/SWE6lqXEpXSVSlFwDrhm7Do8t/61NUBRy8BuseGQdxl5/uQQTCht5sh33jqxCTc1JqKT7QcMC7OIMkHDgVCD1/6oNjhe7DZg5qA737uK00AvJ2i/LjaHqxGpU967GyHm7bUahgJmnWDuNmxpXoabqRNQvmIdJVSPw450nIPNbsbCuCtXVJ6K66stYjX2mXcqDS4IW+nY4mQZ6wAzTo59+bFxEoHsRkPvv9hfxApow6koLBaCQQekgRz9MfSrDU1POAlp+hOGuCavklJQAO2bjM0kjVnGdbpmF4Z+5EU2fYayPw/gH7sFnPtOICZc4JGkJjStIlHZjNr87h6R0E1YU2tuWORjmGjFn9iVy4ySZunTODjC1f1NyFX7snsbNAy/FHFqoKPxIAWexgrRaHu0vuvTSE4ZSmyNJ98wCSSJLBSHJDBUDQ5UhkvdKHOc3VKGqkhkrq1BVdy9a3FpMqvksFux0oNLQ+1WYdmIlJqyxeDSkazC5ZjLW0BKC32NBw0morK5CVfUkrJHI6+Fa5qN+5BRMq+O8X4PJqxNUBEXCUY0x+4i8hfbvLOY+Z0KwKC5JvOdR4m/CunkS5dg1+6/klpkmCW5aFchty70YfukETLwkhUsdmu6fg+FJI1ayU5Lkyh3/JiwPltqkZZ5cPEkSOAYaV3m4fAWa3FVY5J7BzWcNx5wWSvgls0LJInVUIx8bfwQQYF9VNhS6v3saKdh3+T9JX6EUCUSDLvMDbsZ6fx+ucCWcOuAWPO3uwxVpgj6uCU+IRnIuWonGhP20Qn37M7N2GZFtmYX/6pqw0hXW1xbM+Yz1Z+easELu7zmwYw7+KpmEObNsTi8lCS6ZzXA4NQ0eK9DE/s06EodL792h9v6sMUXSuFq8KBX5WoUvOc79DFezuZ+EmCsTyXSPePkS0vw/gkKR8jjn3HbJ34q2KdlaJeORB3rJC8RaTn9J7h0r4xMVWRmfJdeBVG6+JLv0hEnoV5mYkYtrIP9J6SiLNa/xinmlmoBelPTWtLBChptkZqAiAU32GeFleWE6pJdkgn6YtHIpzpk5BCdVnoSq6ioMmXkelq6ahL5ZL5RIyLU2sW+Zxdbc0T8YFf1gV/WIpx0bcSAC1IxLJ8ykTAofcChxIkKGumvGYP2yFdjF9Nl0Adm1HEs33IhrP7vPknvg15hfPwS3nr0Ue9r+N9pat+BO3IrB09Yq2Dp3jGUdgTl7l+GL7mLcsbkZk/plSP1yTL5hMcY9sseyni0di3Uz56CZnR0V2D3/rzDqxbu1qTFdIma+eCv+URNlO/5l2gWYfs4y7GlrxZY7dmD01LWmQVaCEE5+1nZqoHzakZvxwNuO3yMCEYEegIDWsZ2/xrpLz0K/oHHnMbp3URse1jnzAhGpDe7BKRdqanh5cgb31IP45ee2IfMeCz/rkPz8AWz+6+0oZx6LLgeWN/bDl89dIbe2lh9ux5XjV5pQJIfX+/A/3UP6LVv+Jay7+YdYjiuxMF+FRj8cs3b8HFP7WxZjtU0CjNT0PQDBg2sC4y7pGqY0GQKTwhnnTVolEuxacCceGno9rurLI9uxoO48TD9nKfbubcUf2p7H3cmtGDzZ49oxz+Cnq0j8gaT5Z3hxaC22b2/Rd7/6USwZc41cyZ6cOgTTz/pnXb/5zm0YNW2V4tBoGa94+iH8avTzaGvbg3tHUrw6FubvwrLKflqWx5FZUSn20bWR3dCEQLkw8jTpXbnmUpx8AP+U3y834/KKL+GBKybIpV6hfesW4oXP/1qJFBeM4EWm+CkGDb2XSIc9dmDuF/8HbqDbJi2ryxtx/7fnoiW5Qn38S/5izNrxNKb2N68EWaH05HqIkK62xD89EQESVc4UPqe33AZ8uX/JiGeI6SbRaFoZ5vF+07Cuha7y47HSe7y64x4M91/CE9vuwQBnycY8tuFHl16JX9+zzVzr8ydw7pfPwoSVvPsSmN+WEh5XgeVNA3DzOU9o3t4+60Vc1bRCM5niuv0i/I+Ec3o7yk+Mx9Nf/oGUnd7vwJxLrsILP9ouV+c8X4FPTh0oJefV10+A//E/YZW86UtwKx7Hg7X/HVf2I0kuxmWwNgdlZnc/E5JCBSnIA5FeGXweDLnjTdByakYc7z6Bpif34Ed19HgykiqPRcUme1lX6Y0pWzQ9IzkP0RybM78NZFSi4UmKCSrJFHpi5TNhKqNbzXrK9wxJGjI9p7yCXp6cy+hpwxp6BRJsXiT6LRmBe+jC3Paf2LunDW+2fh/1NLU6h3auR/TUZJs4ZxbK52iB7e7u1/31UxPCxF7SaMjf3IKkae7PG67D2PU/xcrd5qb0u5WPo3TnJNS7XnIvw85/waPrxuLh2fXq5M73xaQF38VFDz2CZg6SooMxblWuYcxKVoEsacC8tlbM0qKbw515Nmq9BzVlPv8Z5szciC/cMgl9wybMl83/Z/wtO75rxiMPDscPp35WbmpnXn4tahc/jiepI5JLhy24CT4cgI26lu7vYbEFEYF3Q4BjttS5D4gEeq1UAN2JOhYrChAmLLE0LodSvGl1ZUbKS/Dfrh6gGFaFQ2A4/vtV/ZEoXmoFHruvFvfMvFwNOfOaGzD8/kelyTd9+nD8t6u41wCQDDwPQ83ZVXH1bJ2FiZornE6SvpvyQUGv7ejR+JeEhnchkTBZh+mDq5WcQ9bVqioMmnkOfrp2Aj6BFOWda7B0/Y1YOrdB3joVfgAmzv8ehj60HMk1f4uN236rklY9vhU3/P0oZI+uBinsk48uRu05ZwH+SSx96ALcefMVcnHr33A9ah9sVpIil9NtbRiuv5xM2QFlKiiO/vmb/VQWG7of8jM9jNSrKRhaiItIgPyF2duDwMm+qCytQ/G5a8+2GOx+52nLChGGEp9bLf7m6rOk9KXrsIZCUZ9ztqURo2I9HSHX4e9++IR10SsWIn9qMvpRMA2CpbQ5AW+2QG0+Gjt0bPMRRoBjlA697H+1+NEO5i94y2JgM24d5bFwJH/laZzc2ftFaRQmRo8DWfMUnuDgWlbh4aduwq3TBspK53A5FvkM8y9niALjMotdMpbjsfuGY9aMKzTnDLjyb3DpomVYQQcFeQ8Mx99c2V/tSPp/EpcyzwuXlV3L8c9P34hvTuNvPGDlLxrpgctvxqzh9+OR5WZBfuLRhaj9m6vQ3zG3SvEKIWsWplsc7L53ugi7D8Hn++SqS7UY3YOZyZdJWZXolAsiQ/2Ys0BqM/lCS6Gm8Z/3wls8hzI/pXbJ2pYTh0YgI620r1qOGbodF8YhuSLTxVcEn33BvG5ogVW/CC7GVLixbP5lklZljs5Ty5cTyDDr8e4/tPpqteWcxpCIELJSuD3Tz5k9iL3ug7wO+apinYPQh1fxQe9GSvRRfyxGg4OAX7tOtPadZZhmvvO7ufHwl67nd1S434lEOmh+eVz18BgfcJfr5e4T2lsUz8ETst9SMDhaXkXH4PLJRVALobJu1uGqsRvx6Mpd8GjGD2cCN1zRX4iwwzK+Vab9kHlYsbP9B+D8fCu2/Y4n0JWYOHDgcBKj9qwdLmOA/04saKjRxsmVQ27BBmaphDN3AVyMc/pbB9WALNO9yp5JivX4uyHmZlYzeAY2uBexdSdTbFvsrOIgONBCcqqj5Rm8czu79P+Ok4J2i/0uWE3s3Y6HgRG6t7mcqTdaFw59uui0ndyBfZ2v4lx9Zvk8oIMdDdDXLiO284ej7pPds2n17LP6HHu5unDn7xwXPM/cWTqFTwvyYyxNSHwgYTKMJS66PM7CuF524EjXBy7KPEorDc/hj6zdkgbZ2OKSQ22q9X+eb4qhY0PAV58bcDaGb9iKnXZztiwpO6ptlSDUNd9W2JwS+j1Pt8WIS+N5OIsWpIQLMDE6FwP760pb6Nx63DyAWTId0oFfwdN+M7a2EHzi+ikMIH8l/HwGia0u1BirBHUBqeX1XX86nmPnoaP3k/W/JB+KO7dwL8A9spC2cU/A1nmgbMeXrBChA1OTLtGm/1k4G7/AzjOvxdgHH0UzdmHH1rPRr2Egzln3Ina7ndi6dRiuH/lxzf6pfxa3Dv6wwkOqhszABvwSO3ZSgUrr4UCc9QkKwszDYALQ0YtpwEyxqeZWSaGMPU7KYv5sU4KNbyVeMkVxxxgnJvgkzuoXXO40H9nDULIxPwgD+5MQ8MU1tss0zULUf7mg98XUny/HhEXXym2S9Q+f02JtkQUtWIZ5Cad75sKQqHvIRT0DpQf91bxL5KhgD8K30RUOevvHGZn7GxNSCs56PsGl1PqqRG9bG0jEtM1LyBqtaKrOyYLXUhYyddixgG9YH9VXZTDT0y3uOHRx9TUd0x+ObQ/GP6rLUdYsZvKWX2Dd8E/hLHbbQFNUIA0ilMuZxEdJO9lHn8bN/Zm5O0UycAp+jl+gZbfJRFwP+vVnX+buFUx0FGT67b/C05cMQj/28eAGzKdhmfkG4qrPX4JFjy6H9yvw/7P3JvBZlWf68HXOm2hnJKGdrxXXUbKwKoutstmZb4QkEHbQ2vn/phVUCKAEtC3aaa1LF8GZVoJsAWXpzG/m31ZFRUhIoDP/bxSC2rIoCGTBjhs4881ogvO1kPec73dd93OSV7CyhZDlvEre9z3vOc9yP/dzP/d+P7diGG4tvFqCnY2TI3HzbbGli856QsQ+m+Iu4j84NDuHIoWetjYh5vEJ8sZWppI6MCY5UiWPwLKS06oqYZJxwCxB6TcijYoxrRcnQWwMVJ/V3I9Jl8zKGfXDXqQ0Ew9iE7djwO6zU5jXbb8Yv8KF5hxSSnM5QVT7x6PwarH3LMvG9nQ9uEDuymY5DhSTqyRUtMYqGZWtL0edlCB8+sSkxZaOXXOaGnxU148MhEfnIU6eADHAaCOQgFNbry82aSGf5mDyPduS6OMCvg3QDum0KRyR5jNqr1mVYijOjLxEAl63/kXMdXpHm4ptmEbHFo2il3xxTZvEpilQuaPl9EHcdp7In/sYvGc2obbyRawdMh4FV1nmSa5NOpMkMajd88Dar0zo4dXVYg96o8eVnIO5IFALxPsTQjgfXt0y5GVch73zPsSR+o9Qv/tR3KBNSKeqEI3+q9hXR2HX6jKyhpUCyKWx/jIW7G5A/UdH0FD/MerrN2N2DpNNsH8GoTeqPhQ3rpV0aDuwPKOROK24UJ5oJyEnTXELFsPAtAnczhSAjNCl9iNi4gg1r+txEUonC2hPHLONSDLFYHvhPu92gpUYJ/uumgzEb7l0RKNK7bF9fVYJJ3dAkNhy7nSrJM7ycPCDCxCofJMdKNQoS1nJ+EBCiM/4zMJqAqmSGjCHGI1IwkXGmTDWRnfrGR4kTDdkFMtkAAAgAElEQVTGmBOjTyYMs3cqYvjifjELzB8M1j7dbiwFPTWlPNToqtP+X2lAzljcev1KPL0p0rA4IV5uYmnwZkgl7vDRUvPzPKO7sL1IK+zFK5bNPPpOhzPGTDHzZYCjYSPCY6QV2zA3x9ZPB7ROTz5DF7GEJSUR0+MOUZ1LVAallOhp6t913i7fDOcVf0lGkPSGJVtoKRGzbTUWjb7qL3zV4rPYKK/uAPaF/XB1bgHGTF2L9cvKsa7PWBTgJoyd8nOsX7IJLwQTkZ8TucQOwqM7/wf1RxrwUcPHqG/YjFm56Ur6R+ZUCggFZSXF4LRLkJ7OoCMUpuWEtlkCPXpJaUPiy3OWN5p1Qz/rXCBeO/dMz3OJD8mjGM/Ec8HcgUnHC7CUybmYIXZDEarm/FSuyMR9uQZKgcYejKUl62K0KRpMx3wnnpO/IN4ZzvsqBaNVCC8UNMw90lwyKSBI2GVyStHpRinkLaElIc6YZN94EHqMBKboYdvmkkmFQ4TbTuHcnkFLPBQORxSYeOPONYfKUULOCJ+oIBGmSUnJj+S2DWv9Hv0weOtuULdI3LQkSsaKU0DjHqFsQKqVxFCU1IRoZMgb6VW4FbO7cx/xbKRQZrjsHeN+MCEMuddgyNbXUe0EZoGee0LKiRA5Y27B0BXPo7zseTw5lEmETPnE+8TR68ZIaXT2C+cxzpS4oaRRjDU9auc6SwtRJiINkPciraqW/M5wiYIprzFXQfNe5fC84AIcowuv3IeNvotX1DqZAp5LoLa5Blonrh/PtzTxG5yZXbd5m+KGvL4aMSohGmTrHV1l+TPGzLJX0jJaXj2WznQKjmPkhdxvabjA8ZtU0DnaJuGZz5isx2RRystDaz4bcx5DbJvxu2fyEit2Jg9+2jOCBwcvIJowRJcyMZaS+42ZEXExmVPNRM9x8/C3KK6EQqkvYm8bi4A1Jt6YQgnE2hxGgOjaGm2maHzKyKfVc1PV6rjCyDoUuH6sP8ofqJswQc7IPxfcxsSFau+vIOsmTEg8g5L1ezFoQh6yiFjOGhTk5mP84NWYOLfCaVqS2Pz4faiaOgb5QkDCOJCmSGskwYkC7AFUebdhUp4FnW/52d9iu/cmamoIsZvwrUdvwNoFy+R+RvhuKr4Zq2UrGY5xt7+K+0o2mhCx+W5kZNytWrOEs6pMuSyWXJOmvdaeF0EoROJCq7K5hxDnfZcBVPAlvpNwqT4uz1fGHBjhiWDAd5Jd/xPuMLahWE6kaR+5WAoDmTFCHAKf5/FMQqSd00GSfFD7h/APwlPO0Rh4As80myLGPIEVn23CLZOM8WUHNcs/mdWOpUD4HEvA8JWgFlSWJNIOWldoWTILoeJW5J0g0MNLBnL5oRxMIcmObtKXC+H5STFEJPKMK6cIFQnY6qg9/9GZ1B3FD0/Hk4U3oqTG1H7EuZpFQzC69AYsnDcKYU4PXItSrNtIIStE7YtP4xVnP6WijLhNUVX4Ls8Q7gwy91yfUbhlWhXmPLZJcEXFdPhekWrMcgnEmPBMIF0LGefD44Sw59NOWUQGP9LUE95UCjllQ3sGv8YuwVWGZzsLqaxNYfConNHcc/IxadAaR++JyhegYuF92H77KNUMzB87FfvXPYdeowsUh5XT6wbsfW4dwkmjkCPELsSYKVX4bkmZGBtUzEJGxl2oYBZTJReyc1OWb5c9s93D9mQTIO+jPe+sQOKXeYEfjDMVeT8e15z3Btl44m2YnYVrwxVYX2Yd1mz8BbYxu7D2SBmm+cNQUmu/BWxraF/Ql0rKSiZCVMgPMd4pkbgfiAYd/uUjqfhNwsLcJMWsk3/wj2r2oufRecfEP4SaynnwZ1q1KGTQrdL4QZb9kxeHYNgoq5gJyFbn2GITOwZwdTRKkWreBdKsEyxN03OZfJ3FmtdlzaalkMmCdK+dl1INZufj1qEr8fCiA6LlIeqwcJiPoYsocrJRKnmpaB+FCdO3Yc6Ccl0/VnYnvMQMVIh22RkaiIY3slxGMy7njMStQ1bgkZL9Ls13DZ640ceNJQdMFZQzEpOHPYXRo1fixlvGIrdJNapDQXRKzKcww8atj2f4h7yEl24uvo3UcqvMpMWWBnWszd0VGZkXoUtmphIcsX5r18xMdOlSgCV1Fp8qQZX46QRK0gNmJKYLMfcwQxVkCSX4nDBsPHxairKXwjLlr6OWoNXNm9dE+wOWv6RihrynKQSY2InnLUUonpfWz1E0cvhUrfHM5J6IZKzI20NCM5XIloHeFHSOX9ccAin3ZQwgP8pJROsquhdoLDaH0wd8iwqwHJuEmwjhJZBaZskbvWF4gkKNmAynaSQeaR2MWETanab6TbyXBJq4JSajeS9RN8Mf7EljQhXHJKD5SNQ+gRu9BIaW7Lc2eCMbql2EG/0hKDlomiI7S6zcjIHPENlqTtkVWcROH7Zt7gk/7IvhE4Cfrw4xfmR3aVVsoxBLu6O4Ygfmv3EzMjMvQmZmJia+uQC7Fo10gbUJR9SzkDvkVcwb0AVzKj0kC+7GghvWYHzG55HZpSvWj9uFBYO3Y17Jr3UgZM/ajGd7fwcDuXkzLsJjPf8eUxgjCw9/tegZ3Lbqr5HRtYsKLi/YsQh5wh3W0yP4fCQVHxS5N7Q5kJ7egMRPGMEQw0w3kNpFGEamM43a3oRKCxHnPW8QSuqI72LJjQkSDpMRMmtqEGWhk4BL9OaGaUSStzgmxmKm9KAUQ/aJ6e1NkBUBcELa6U2mLd5NepAGVC9BfmYG/rQrM1xbHCCzof4ps6Vm5GPZv67AiIy5qAyOmTVVGbjN2UxyK+NLEtQEk8Fx8SJNlm9qIE1AlUZRByuPYzsAuFoBCTTXorYUBV+Yg3K62sut8JiEYjFXwoULZDGQC2FbBOfpjkl4FwAFTyA88DU83eNCJOju5HnIndMf5eFWzMmmeDoK3yq5EStH0wMkDX+Dr+MOYTg17xSAiJVWjkWndgr3TfKet3wj7lw5ylwoR72Ox2uWo5AngTTChtc6NzR+w3g/7IHeN76Eb+d6YM4nkhke5iI3bFSK0tOdcNu6nzPl+RuQ2XEeL3Z4kgOy5H1UoEh5FuZgVuVOPLr3FmRmdMVFGV0wed9j2FUyUnVcg+yeCLcdQ98cljhKonvBRPjbQowrvMopFo5h+BNP47a1tyjTZObk/Xhs5yKMJI/jlA9SQCT+YPdHtKptgayFR+Ob7t15EIlvcUycfiA9EapxpSI3YYttk62JDLDMFYW4r+SrWD6a9/v4Bm7FdC+BYxIYRmLliwMxN4fMfwKJwjfws7XF6CHOsxeuGVal36YRx52gzN48p6hu4Qm3qeZIl6lk9A4swQhlxv4z8SSZGRdZVYWMfJQe9NAYNsKvXYz8Ll3QpWumXOB5TrBSQmaX0SiVMEGecBNmZ/4pMvKWo5bkJaQK9Khz7fRRsyQPXTKHo7SWfK153rQpgJzmYMgTkF8QLVTG9nT4CTNEMcuvR9iqlnfEfTPO0uQRL9molDzqUjhOYaAn5rxchmvm9tSzvp+Le64tw9a52XL+EickwSdEYWk5ihxNv3DMPpTsW6pEcWbN/Bwx2PIrpPIqQQ/Mebkc/eb2gpdGnikXxf024mXG3Oq/nph08/UIven47twcJRM0euiac0Yr0akUJd9pgi3ldh+U+Dw/RFqjB6QRX4yD87JnoYL1Wj+qx5Gdj+F6fEUhHg31DThSX4FZ2eZlyBOJFsnIiilyQBgl2Q6tm1HZMirgoXJlFG6b5sUem/a9CZIyIErpYLINy6PRZTchwwmpA8+HC8z6K9pt4YQUlBO0HKv0TiS8krXZhLu75mNpLV3TzBqusH8ZRczIRcGXZdfIHlHwlWwoOsTSP7aXpGAOA+XtkddDCiRP9aMXSuK02+vq6pCVlXWqz554H7WH8s+moG6WB91UvRBDev4KX69+CXOyNmB62nz03fcS5uSaNcMCtXn6Mqg73WkaqDVUJKVbHKK7jkahhJBOArOT/N1ouBx8eTU/w42538bLiTux8dhyjOK9ZFhqFmFY7v/G1w9sxexcp40WYE1LKVM8tRdcXLXkmBxrtsX/EuYXX3xxi7f7aQ0KZrQauZlRmyJNjOxANk/qaKi/VOywXHF4UEaudhQ7Lfib7XOjRG4BslixZWnUTDsZhEy1nW5KjTQKydycZZib+Rh67Po1Zl9NTSc1QebOoI0XmjtFwrMgdOuPbpZ81iztnza30732wQcfnB2un26HTlkjLTmZGuFjAO/AYgzt/Uvcyv2gOA9jwGueGIIec/qhPLkcedKIuXhN4jARk242qvlljJBx4hyUjhRb4SYrL5+1c0kCK2+TQEYLrGUBlJXgDOZ0uo+cS3w3VxRatgllq1VGRmXEgOcwbvcm3J3FshI+EgdKMGLgPsyrX4Q8wSjSbpoi12JEeCgYcabWnvgoOSpISit5ARPVeL9GcddH0fs3W3BXNtG7AnMzFiBnVyVmM39NzTIMH7gP32koQQEZHO09josHW5IFqLQXm3G7aXVOF6wnvb818J1oGeG3DmDhPOmK4SRxUzTYbkwZs8NZyaB2JphmnKegw9Voz4jhITIftx8kibrb1Z81L42zxuW6+0TfdqCfcE/KyM7247nE9xPH1hxLbVr65u/y+pB3kcVYEQcZtyQNPAUnsVrmcUB8ZAb5EH8AvRoS9Fjw0+AnPSTNj8zO6oAKN2snEV6oPWeaeO7BdJ0h3G+iNTxTU9blxLG37JXWwPcTRxzhOX+JTllHr50CjDSKihbScH3krcRJvTmvHHmCMZ+0hdOQsxT6R7jr3uV+KUsLn7b+TCEd0Xdetz3U1Jd6Ond/WhffPzkPzp10x69dipsGPIcJOytwd7ZzeQx9HFwyAv3XTcCuzXchq24p8gY8i4m/rcTMXLbDsKh07F/2l7juvmuxrn4RbgorMCdzMn6OQZi/czNmSvlmeOyHdViU3x/f3T4Y89lPd6dw++SQWu1bi+C79FzEYYZ2pCNNeEmeK2HyYwodd5oax0cQ98gbOvynG6+siEZ4xVFKkeMIcco2iVDaAGWKNgnQkZXO4TUdjc1MZWuVeo6ktk8FtO7T2AFsmg5v3QSEpSNTeCLe4c4ZCntUXjb1d3pL9kl8N1wjHpp8Ykpx+hOKjw0vsJjUmkUYMfAFTNz5L7g7iy7onI1ZYBle93vl6XcWWc7fnW3Go6UYcwjnhKcSZZSULMyOoQZGu3kGUHEeJFmSjp58pO/0IiBPblZV65vAsr0TjZ3ea8yczjaUpEnKXq4Pwz4rUZwxH713bMaMHA7OjYkuw7QQyyWYFUp4NpCwWd8GE1eeiT0qrMIUJMbbnzr/E+H7qT9xCuuadFYfWlC5IMQLIpd5srMrzibNCUecGAkzBZMIKaOYWP5GAk4hxjBRcbRyIXMIRxc8FQ1gHIM6Ul8EltabB6g3DNNv343CogoznYeh/OlpV+HTXDTea/cTBagaoPAaMUKRsHAKk28Ht3AjkBk3AYhIze82b86dwnuj054jQY2ixSdwNYWU0q6bVkcbIzwqfKawSwTkWpkWNMQxMaPvYHFeVxQse8vWCAFqli/AqkGTMTKLGy5hllZZsUhHSPhMC81xauW5YZgZrQWF1/O1VMIvx4hzDMRDMup0W5XSzKE2J55T/CCmeyvwdBmZSRN4uVEMV4m6/MTgfyNwhFUTjAh7tU83StN+6W7vmNUF5BeOg4XGuQcdk3O+4NJi/Uqgp1KlUe40xEVZm7xQmbbD8PdICxpdfFmjWV+Je06wtHHQ+k/BlQcIqQSVMaQHx9Qutatcr8C5E7NEDGtWRYcM1XaifVxLWW9d7LGI4THtPdKtdGUTNcGZ9KuJ8WwxYLR+Q6IrwlXSVmNGjG8njhEeRm+1r3mLXk4h5nBW+lRn1eZ9dlskBBGp6WJsiizuC7UvWNudRG2pkiOGSfvAdUbXed1LRanReHOJ0ubRtfb+h3ho2nBq6s21q4nBcIwa14lWVSovzaWYypdImaLVAUDLqcV3U3glNabwKqWy6D2FV5gCUwqZ34v+sE1aEUmLJEy4bNPG3LZ36J5k/KKl0T0kGqTdQkDHxRhDqTsirxn3uxFss74Q6z2GgkQ4ak000Rjhv2ICHe+iJbO9ZW1ztYy1E/9Fjx390LH/KK5OW5nnJHNokBaYBwiVMNl33Yep29eh/KCVIJLrcMJoLxXw5DlyZ30Xt4er8TzrHouPHYxvTk3imQrm4CYcGY/oIdj8OL7XawqmhvJqtZi+9g5eKqdIU8N0JwSKiXNIxsnRRdsmGVEJXjMBzX4nopsnpCPojs/WUxESyqmSNlI2zXMiQnTH54i3YUfReJyS3rpuOkdMMWbDs9Y4mug5UxBtXLcS01iUXDwON52JwcZrujHqvHETc32cyRunZ+c4cw1wRNzvrKPKfqgEsDhplp4xpbVBUXSYPC7qsCivC76QkYmMrsWoYHtys63BkvwMzF62GHmZLulp8a+Bf5mr+t1/ktEFmcWbpPMN8BYWj/gc7i5djgLW9r4oE5/vOhsVXBfm/PDrsDjvImR8oSu6fL4Ym501NKhbgoIR30Lx8M+rrveszQGSW4rlNUnvNXonDF92EKFXjrsyJmAVXsN3Bt6EZXWNSNbSPXouKhhzy6keXIIRGfQ8C1QTPL9gDmbnd0WXrhm4q5L4VYNlIzLQRS7V96LiLPifFhVgI82HWfGMKdeCSsakxqMc09LGYKWySA7DIhfH4Xv0jU+Dn0hHwitCGRkUMYg1WHSjj6KSRfhLj+5oHryZG+FtmmbuM4kL4U3bZDFOOhDISHJK3BS05AXoO+9BzFj5EJ4g/fGYgU6imjsMKK5V42c3EtEuFLJ5wx6HyiSTE7Adpi3Bg6AjvIwx59SYIt2Cqk29S/cEsziR8QiUpClNmpvIb50gEQHnhg/SpZVX3DHdl9J81Z4lM04NDwvXB+HVmF35C/T4bj/LVJmRgevmXYtnK2epTqTao3DBTeRcH+jeo5diuYxhYsFj3tshXhSqHC4Z+eLEmoVQCqSycgiHb0S/XkBQuxBfHVqEmTemi/BN30iLeB0WDWWdtoSSBflDn0CdEj/VYeFXPUxfVIIb/QtUeJp7qpzKhTBdun2nGpACoSNxNmSa5U0j2mGWbFOQJXFMcPqcGHFz9krDviX5yMj8Irp06YK5lU57X70ceQV3464RfypCPnszmcpqLM7/vNyRL+qSic8XLEN1uAlzM27Gaq8K9/UbgWU1WzA782asRRW+1z8PS2t5kBPSVgicpwsPlyUjMvCFTB4Sd6GSzD2FZCVv6Bj0pZnpoLWbdNyYEx3uwmlqfo37pqKBN/DQk+KL9EUMhmU7JE0gL2P7xI4qIwNk7qmcce2LEYqOMjIPJCiEZyQw25nAPox9McuWKZBoDaNVsv0TGDv7SMObY6jk/qXoNGPIeR6beEPA8owm/WAyM9KgyMPJtOQmiJLW2z8xQEGatP5k7nl+cIH4HNtQwhsm1pKi2JQOpNtUCHWGl52Phu/c7c2eFcThT8EvQ2yH34QQBSR3XyreO/DxF+4ZhiBYdmEhvgOtox8SDuzhSGFkzHvHXwExz84oQjgmkgGSiVBKFrpNetX7sY8iU2BWugS9ycgqko6Qf5FCh2s1CH2vJrwI+BC9x90C/5kK1Op8TROeb35hLaaMGyODSNBoQnL7h7AhmoXRcPomhHFehqr0ROKXiK6a4ci8O9xNVJaInkcPRfTdfSctcdmbI4V+koKdQ/tICc/+iL/WrxmluKe0r6JupTDiF1oLTRlMmq7wv4oiyQujg01YNtLG37S3xGvyJFCAp971zFkuoMJDJWbY+UU6KNrpUc6wmdAll7W5ZRBS8jBfdDTh+9hc3A/39V6nrPG/eXQXJs0tl8IgPUiXcLrm+SSW1B/B/zT8EretmYSM+T2xu/6/0VC/DlNWP4rFdQklXeJRtvbb+3F/Qz2ONHyE1x7bi1syv4UtQRq23PVl3N/3GdR/2ICdjx7AzfdsMZ6IseNVT2LfzdvR8NERPFFQiTmTVuP2dR+DGewbnr0D2+ctQgVGYHH9OkzFQMzf9WvM6m4Key5fmgxYhKrNlueRIhu2rcXe8TtQ/1E9lowANs++Dt/t+QyO1H+M3fP3YFLxry1b8RnAv0VPlqDJumSWO46HruAstaJD1SvAisbnMS28EYsOvIRilesLUD49G/deU6bg+QML38CYos1abgZFEzwrfhVibXAMjeEmFK0YDf9HfXCAVpDGMhQ99QhKapzJVKhIUNq0iLChNwpLywZgzjdLUCfQ0lfe4qxCaitu7IFv937RNMbhfizEveg5vVwHiTYWDTQ6WloUVGewVGf/SMQomqBqrsHUPMqHnglPxMRwsgzypgAQ4FgYII1ade0/avXTzO/eO4qE/AOoXDJNfpLJEFj/ldYquXKECLxCLP6oAUcafq+i9g0NJciTksE0Qjz05S/v/Yk2ezo1psIjS7rAsXIcqdlIzx4S56sFEkzuBEeYeXBKgFGWLEfDifFAbcmjKB02CaPoihoAjdtWYtfX9ivz5IpRNVg0LAdz+z2v7K1huB8lfjFyZr5oWr8QeHLOHvwt1zNIonrhGyj0i1AmnpXtk6CagGdMU3RAnS+4tEy/tGrKJSZIk1BIPJKuhel7vKPy/CAlMhXJGjwfLEVD/X/i42emYvWkuah0Qoy3bQ32Ttohwr1k+EEszfsK7u/5ND488jGOHNmJ+cH9GDjHw8KGZ3FHOATzd1ViRu5fYXH907gdw/DjXZtwVxbFZFIgp7VHgMri/vhu33X4sKEBOxfsx6Q5lbZPQlesvGXAcN5aMXLQTCdlB5H2ORoSD2+nQCR0fEuYRwEoEqxI+ElqxPzL5TV61gm5gir/UKNt+8buiFgEwp37KxqHMVS8xj7UtgRp/k77Otsya1dzT+3zk/BdzJF5FYgnTJJRc8J8aLTWU9ZtgxGFVIaB6IQOqbAkG8JkWbTSHjPvBFlVGY9pqh8LF4mUDTwTeP4yCyVXnGuShjS68LOMgpQSxry1T6ie+qgdDy5mPPocKUYcxRezLcWL1iRirNmH7QFTvETXmy2nZNzJ+/N8Fe2WjdHheKqwS+yXCx8lAMLdhI1IQDj12bTPO+VGKe8W4nRCZUaYbZg8RPkT96Fq8CQUZjNdVvOLdIg4TWpQu2I+1gyehJtyzCVWltzu+ZjgPYOKOtKgowjCSmxYMxWFeQkwZw+VN0g6xXtzs+3yE6cSZQvm4dSEx9rC5hJqdJ5KQnpZcJrOfVifzYqqBGISQqkMc+ob/k6FFzGYSEx6TD7RJVLUHnA0Xd412hM6DBzdNt6Jg1JXVFIqt4SN2QRiHTEIC0oR0Kq5Ih/MPST+1QnX8gKNzhGNkQrMs18ui4M2paxCmMgXy8uNWYiN300yWZJSlFq5G2YqJo0Igi14Yc1X8OjcPJGHXgVfw6BVG1DpBzjm4HzHvcVgdG8S2eg9KInb7p+JLLCiQQ56DnkN+2thWeU9YMiCubhJvHgaesyYh2/gKaz79QY8v2YQ5s/Jg+clkZM/FtevWo/NdKVhyJ43BJPyeiCZRgG7AIvrP0LJCFNSet1zMdhOCaPpoDHE1p9SGhNSMitxpPR0VEf8l4chmDjyKq29h814/uc34Cf3jlBJpKsLxuPGtc+igu7VZ/CKTvkzePRMHokwz/mGSxlTjudW/gUen1cguT179NcxeMUzKBOW0gUqwPTv3YMsZSTOQe+hwLTv3YtsNZWN3kO34s1qcxcw5sdcEihAESmJuN7IeVjozcXflRv7Km0Lcb9mI37x8p14cWWh4+BzMGfN4xiy8jmUSVvv4t6aNPdnMue284yYCREiUg9OmfMjMeFF08CTGSFyU0Nk7pM8MCNyTwaG2naLb6bgSfhyk4p5kjqTrsTO15+MDet90SImF+AI3ax/blz1x+5dAWWO0Rhag73ad9faDiTPdCTO74vTFVElAAmLlzE31yypTJaQ7iWQc09vlL00F9n6nTmZh+CvR+ca5a7dhF9sm4YNywtFyEP0QPGaxRiy4gWUU73s+Rj6s/tQ6ISB7nO+j+nhk3i+jI9bnDktW00CB8fSAgT8TKHSUs9xPlJ0+EwUYBZV2qpdfkQEcqEmU8gMzoMwdlSOXKiDnN4YpBOO+EkaMQyTRmaLGCfryvBc1Tfx7KIRch0Ow+6YtXw+BpPwc5/YUQqfZaj0Oma12qgkoPu29g7J+f/Bi6sHY0FxnnA+t2AyBq1Zj0rFjHCPtP8FMOumA4MUWKQlqfNi5C+FI7sW7W25YTutvMHLkWPH5GtpxHA0iQHqRBpuNiWa5pia5u7dJ2Oo9CU6fijcagj0R+lIL0s8xhkRNsTkyG2N16j8TycpZwyUY+aCwBgoCaEKrDkmDxC6vpEhI+MfWbOT4VGj5U0WBWPWTEiy5CJiaJkdPSURSUeC8KnPJTrrjn83hpww++TLvmvNot+cwoVLpvPVbSXd2YTLxu98oj133yf33id764jfjHcgjaBFbzvmDeyCLp/vIk8aukHevPp2PC3vL0tiGOIVzBuQiQwlc7oIvOe67/TBMxUz0VMlttgWKUQWCiYC6zbVWGbzynV4cupojPRCGWiUNFHxyh0Aqo4uij6mnkkOpwgN0UyHfxFt5swdGXZAIJYyDNDKP4nFc7/wGtsXDeI19UM+iM+Q3lhjekb8D89PKiQiXOdDLjyIChp5tfHZiK5HZ4ELSWR7qfNy49CbHmkpBabNgfPSySKNk1mGxXvrLDQDBfsm3lDxJ+8X0evX8N3+XZDRNRMXDZiH1/AmqmtdmT6WGuL97kXYkCawL3hH4TF5Hy2g4rWBnj2usjOAAjRy0WewcSoBqnD/ACa27Iou192PV7AXtdVUTBDGvZCT4yPNhT6EqMHSvAx8/qIu6DLwflQpDw1D0jRwJV/ivMQF0Vig8pumxORYiBumm+iBnjk0kEl6AMYsFAIAACAASURBVMLtuL//F9D1oq7oOuA+vIRqVNdFMkY0w1N7TwHJqT3wWXfR/dGwODIiQ4HgtPBxQnyRQEtK52LKgs/r/4Z7ciyhkJdbjCrsUUF0I0hkrnlPo7mkyT3K8JGaHcbdEm2In7T2mkqIFjurt2ZMehbm/Hwhdv9oMWqkVYrYFgptBgK2IUEttyeuwevYV2tWXbIBHKiN/rNm3xF+M1goBThdy/wLlAJbm4/CkHz4eU9zbDKFX8FQvvrUxDAu0wRgql+U5IOxss7/vyNA6YznQIHeaLNItSVh8pAIh+HxapZXYcB9gEYSs+QKjCTglSGX8OuDnBxioWkvmb4+qgsoYp5zlfC2uo6u2wGu7ZUl5tUOkFz0HcK9wt4Z4M8Xk1bwnUwoiQd3QPt+kWlXGQTHPPN7GuPzxHBTQXCBNPLSeIa90DNXRyISshwx3XsjQmUOzEGPbIsPZ3obJrSQEobJtLh+2T3Qk4dLDcsuUCQjCWf9XeJ/ulxpSDMkKDPeRdf/ADJM9w3ogsyuF6HLgG9je/gmalkkjy8pkdo3/E8+epZUIzmlFppE2737UbIL0npyNnb4EXd5QHMbCMdF541S64B02ncd4tpRJx9BZ77D3ITtDNZe4WnMMAOeoQ4NeW4qgYcUXaQ1zCRpXgRkyujCyiWkjZVCKmk86YqSNXVm4J7q3B1DLiBKCDCXa+E3lQqp7fD3IBK2SGO4DUxyaCYXxrSnChKpTXSqz4G5wpMb9MMh+PsdDaj/0GrTD4aHwQuKkS9OlHlYKDcNwvzddJH8bxz5qEEeYh82sBIC6bqALaGJzH1O/kR46ypRFzZi8wv/gDvG5klAoHXXvHzOjAFvV+vj+AXOlHy8GUCMoRE9FlIafTA8NsFQ/GNkTXVK9VREl6PA8fSbaE5jChdCnrg8T9mXceQ8a6l1l8txlDSpHQBTQieOWnYZJsdTno00ubD7GIQFOz5CQ/3/Z7W16zcrO3Ej8xXQizWiHU7eMZ6NiMpzktZPlvGK8NDVnk34OOZVY89280ZL4AY8tuMIjjT8D+rpGtxQiaJc8i4RHaKtKQ2oW4zhGV/Gm/P+B/9VfwQNux7DEFldkvAV5mfJc2lZjl4BLbloFP9KT54Ex5vk2LhsljSKY/bDwZi/60N8eORDjeHIR5twd/dPUL6oyZO+G0d90ttO7QaBzsVgiH2T0MNJkFgQ4cxy5zM+NSorIfZvMB6vMQCqoG/4Moqzyb64QvTUCISqDKrYDxEXWW/J/HMb2YtZ08QAOQ0Bt1L0G7Ln4Ad95uC2n74pQVhCsZ0IIkCsqamSIzXV2OP1Q0429w0JogH2zMB7anBrO3cZNjJ+NQzochmCxZlpzSKDos2X4CozNs2SHzAumcWZBUQVPabwRS2Tp3qYJGwk8qrR2XYmen5GIgLE49ViPojhnneBEmlpI5JoO05Em55Ix1p1YUIw1D0UaFnihQmCHEHjuqCuFntwDXJz6PbDGCmKT3QHJLU7gNernONMkxsN9yPXmzuEQm+LkoLzAl+5cvGM02ZlMrY0NCrunXOjxpa1ilkGwQ5gEl/iJ0V4wpDKFq+RLvOmOCDDLppNWsV6rryfcVJvHUAN+kpbSWuiWMxEmuI4GE/Je3nAW27XP7hkIPz2FSzYeQQf1TfgoyMNqD9C12Mmb+gYFthTWXQ7zKhc5P8RdY6YE2PQuQeEt3K/tlal+NRqcS11uugHLrXw3x44lSF02ntED3TOUXllLsG0qlKYlRpYNQbpympKAu0O2wpNAirdiNmOlL20nATMYcA66imcTKeF8ClMPKKzZOp4e+Ay7Aun7XlebxJIo3h+WW8MxjyBZbRS1YZT6LOT3EJHVjOQEHOZJZ4HagJe97tR+ext2HbfAMytJOHxVWoqyaQ2TEjWJLAyIZOFLLEF5eXgaUo34ZyRmBg8i7KDW/DC2ikYPYLMZkKqS4KXlUY6w4vwZe1uo7tmOCIiK3RACVld9lwhMSEShXCYxZUPitbI0GqGIR3XJwDPPAIl15JnkRBEPtO5NUfWPCX14wDaPv2RGU8KWRrQzEpLeUWwbByBwilVuG/RFlPsVhQrT8bmwFku/YTitfkc18BeEa7ynfy4efHxt7UT52ITPWGSAd5a8hjWDp6POXkjUXj7q7ivpAKk+17FXGRkzlEiJyr6yaFI0CR/WbsXr+EOjMs3JXPFwnnY5u1DTe0FCKIwExdy6Ofkog9Wo7zcErAerFiHbWEjjqkMoZ3zrOoiJb03AmNuq8L9j1fauV3JMczGpk9HghOw4vgLESSOv35G3ylMEm8p9PGAE/1wzEaURZjsYhJpSDhLqB+OwuRpVZi7oNL6LJ+hRE7MwKVtwuQn1OyYYl7PUeNFRoi1zfi5kcirDdNM4IGjYC61JO/VuBpRULoB/VasRJXbgGHuGPyvIU+icMYGY6a8RpT/3VxsnT4GY0XAtNs0LrPVnBFY2tFDplWnNUmxNkQ6xrweLEFB3oN4JC8Dw5fWCPGUWS1IggWmfa8aS2/KRHFlApWzM1G8xeJ5jiUiSzddOyPNUDsCRwsPlYSHuKhU4zpijfAmmOhHfRHedo+ImrOPgjE9XAu+yLlkj8Itw0oxcnqF8J4WkE3z56Jq2tcwSinYkygtLLIsdixHWvIoVg79Gb6Tz01lGntrzPYGXY5blBBEjbfyO3GS1iIqXJIksuHvLZmYoMsZmmdGo5JQUCil1pKJbKRmUfxs6KUhSRjJ2noUYXYhJg1+CpOLK6WVZ9sVJffh5SmFyHeCqg6mpOG8ygeolBj7s0LtbD0M8zBuym8wr2ST3Oq9ym+ha5fZ2MLEIDyEo/SOrQyz1uyOh6MYGse8N59ZDvtqFmPoXyyC8u05hqR24f+NhDcEi5nwT8y/tA7YOCOBoo3UzjuXs+bGWnNK7a8vxqoiicZEABx4HCMLnsLPizMwYlk1FJ8lIdbHltld0TXTMmFSYZAm/7UaLBv+V1haF6KiOAP3VnDdrO6hvHbaHzRadcQ8V6Vc4z6oWYKhQx4HHb0kAARlmOFdoNrGSlaZ8DCtvJkp31iUwAziu0+FMLcRPZ/MwkXeqj0w8Oca2ISWvDHI9IGReaYcTNBilP84npnqYdWkYlTiqGgJQa+KGbTGqpSflQU03tLiugVX7xiOej0x4pYQzxfNx+pvjlG9ejH7ZEBlVXI07FxP8ny279hhUzA6usvx+Mw2uxDDhpWg2ph+AC9ihmLnWeOe52w6ZhJ/IwFM9DpATclgfLWkBhuLPAxl4XtyIgwpho+yojR4fhE2SoZgf1RQ1GDhjUOxsA7YUuRhOsOidL3tw1/Kb+cdxtESV1kFhO8M/R25+Fncsfpm1dXOmPQmHtu5GCN8ywVjXnJu8cWvUP5J8U5yMlEjFewecNvtSUzO+L/wZ5mZ6H9fX7nFZ4chRi18Gt9cMxlf6PpnyJi0H/N3LsRwz5OiX/yp55TKeXPwkyFPYVKXTHT9fBdsGLsbCwZvw7yFm+CjO3oPrsK8gV/A3ZX0tszDnPlD8OTNf4ouGV0wE5MxhYYDKT9pZU7CbzSvBs51xOJ1uH1NNM+9eGzXE8iTx8/pI3eLrjrLoijWUd7BlmDD3ANgRFcasmz0GcIasAmw2DYJxMjlZZj25Ci5FidYmL66FOS1aaEig+KpMLsV6CXBkbDKuXrOLzxiysXgaAvIle+YtgHFYP5Hxr0A3yqhMwkFW7KdWbj75Tr89PUxlqjIT8eY1x9HzbLRAA5i4Y0+ppW5A+b0YdtOn2gEkzFJAcHEBt5bKJ3xAsaXPoQfzLsDrzyzBTWEJwlVmtVwRV0l1m2fijF5IfIWPQdMmo1Nsoxbhkq6XzZbW9opWFpg2ERd8xCgVsvFhgR0D+Z12fu1H6STc8y+arHRPZsHrCwj5GF6Yu5L+/H43lHwfU8Ww1F7FmH/ijxXww2YPg0YRe2en0DOvX2xgfG0EoKdKxrPXR0MPBSaGaUWmOb5a0J4Zm6naSSIXgLHFI9CWFOLa4oA1lrjK/TNDUaZtOUpQFgw4yEhwr+M5b4aMyt3YMGbtyplfUZmBm5+8zHseGIE0sJc9By0Fd/rnynNvh/moM+gVzFvQBcU/5qF3c1LQSTLA0Y88UvcseYWdM38PDIm7sSjuxZhBK2vVNCJETp/oGuNnqWlJx020m1k3OG5GJMpP8fXfz4HOaTjouV1WP8rYPp04J/XV7u9YTUxRy/bgHB0EcpoTWk6EFpjFu23D2V1FtOTjvTkW1h613qMXzoTN/Ycgu3PbMLvlJSjET4OYv/+obh+0Fq8WEkGhJ5gAcLaCqzzJ6AgK4n8Rb/Cscl3Ywv5yqQlyWm/kGmtkafLBdLzavHEN/4Jf/0P90B5LKsfx5BEIbyNtJiYwj7c/zjeLEwY/4FjKFxehnDMNJTTJY/rpGQ4pB3G79h+aa15tM1+aEmlNwZry5NJpI1LnmC4EI1hOvIWPY2pWINJ+StQ4x0Vd8gEQgo7UQZuKjNphXJKZhffFwZpSA9D5I6YDL/qVUwdXyCrGSEfeafRKbSjv3hqyvqnRJQGYYEqrMUTt/0SX1szG7mEQ20JhvjjEG5kHogkgmSI8MDj2DM6gembyHebAYrwqt77Cvr2ykFun2HY9qsXsZ+dMH9CWIMDe4Zi2KCVeKGc24ZemIBXuwHPBLdibA6Qv7wMaYXTsNHFW7Z1+MsN2Pfhd5+Fivp/xaycNKQrxMjE+iAYgZIj9Wio/wj1DVtUd9hn+FLYC7MqG7AozwxCfpCDuyoaUJJHTzsKsjm4a3MDlg5nmT4aQID0MSX4qOE/8eGRIzhSX4J8uWzQ2Dcci+vr8V/1/4WGhg1y3eUeCXJnoLJhoXOxP4YLkIO7K5h4tQEN9UdQkncVZlY2oOGJfIRJ9lePjz/8f7Ekn8mXfHS/u0Juzw31DaiYdRcWNSzGCC5k1t3Y0rAYw31ICcra1glvOErosv9hPT76uBJF3WmI/JMzWj4v1G61Z1mUNysr64wa0kNCPrMiuR1ubTmkZFdizmUxdZYg95t4uEizIMGViNzcVvOz0fCoiadGMvrOd2fBIkOjBEG2GdQF/0hLQQbVCjNr6u4+IYLdokNGz8u50Lm7NRtjUzs868+fLIR81s2dVQPUKKZ7afLQp0BFxG4sn4PPbxyLhhIKRxWYm/H3yN1VriyrtnQB6pbko/+Be9FQki9X79plN6HIX4GKoqtcPc1jCPyWCpQ/qyk2PRwVQm660AofCC97MVbB3GH03QAZ/Sh2PNWgRIIUuQs3yTrk8XXdikcnqcWTWMyyUL2w74EkVuSxD+4JdmDErrkT24sUmyU8yxqZ2mvTnS364Vziu4i3s9x94jMVXcymzSQDtHYyxEBWWNNgSmuvY9XXPXKaUSF2coeEHWOm+E4GiWTHlchINsJjnDiFUAldxgBZXIsJxwQeLSbmQm9uUQyHoAGMFi+Wo4LS6bcomE9o7Hzg+wmDEJ6TfYmItrlDEetCet6sm4hkKZlDu45NdyLx8LU48L09yB3rYUOwHCNF0g1P6xb+Bb7pPYmX5uRYuEcbTMl0LvH9BPie5ALx8Jij637lbFy0fiwaFuWrVt+Igfswr36hMTrVpcibeQzfmfgCfhoux4a7s4XD4ebZKDgwFxV39RBNqV06AtO9Zdg8S2JYs9vrScbRGj+3CXw/fqK0mtKzo2wWvOdHI1w+ViW6ltzYA//8tf3CY9KtiHcKN86E/+MeqH7pHiWtrF04FN9I+wdsu7t70x6iVZdMYVt5nX98t8SRlmfFhErFEKqEHF1+jypvK+vUM+SEVjEekWQlqeChop00Xhl4Wf6RZ0Ya4DP3IYUAKpMVIhWCpXlYiUEKNK4rnztPr9bAd5FvZ+kTzSYt5vfyaUg8NwnJ0lFAWI2Sob3wzNffxL8V92jGZd5bPh3+w9eiZttsZPEc9TZgZuJ5TGxcgZG1izAsdw9+EDrjVfVCDJvi4YFbn8YPw6fwstoKgLJZGFp9L7YW95CRpbbkLzHFewovFfeMtk2rrsDp4rsMGFTaUtBUwqWI/0paNnxms3ZeFknQXfcPCh8jjkm5IhR056PLEWGGDQVcIi08iOUF/bDn2x9icUG6XIXTcAEaYcn6iMyqQuHwnnIPz2OuLctZki1tTDQiwXJpLm6VvVmtWm0Mud/7jYFoGb1APHqf0aCls9kSCQYMfWPLIa3MVqqNe5KuywwptH558DP0iuGKzih2iqsX4XvESZziY599mwblNADSKYhxblStLNk0nHuBUhVovkZgaO2zAGU+ReaS87E4MrYp4ZUWKrmeEZwWz2Z8ENsgk25uB8Ji+ZUbs8jr0vnwWc6WVmIJxlFQMa9pRGqDw+JimJ7IxqJkI+eROH021FvwVz+hsjnSWnIdk8CWDWtwx5gRptnBSIydsg3rN/5OSZnI2/thHTY+tw13jCnQPdx8VxdMQvjMJhx09VtNeG1RVGvBSbdeU8QpEnxubSVwirqW0EXqIcx2uGfJEJqEVMf0y91VoHQuPDxdpbE0bTOJUTqTWdCvWPfxZLbE+CzLqQPHCa3aGyI8x2eLjQbWzt5TEoUxaRjpBYvVG7lPIOmnu5JN3O/2O2kHDwAxjnTZlk6MccfOJZgJDVyJhNBlyhaxZXIVlrRIWg1RWbekVBCno9q8XADC29x6GPdsJaJ4XMiFk0RbnFE7g/MZDtdouR10zpnYCatA2bpS3DmxAJ5TFHBdytc9hcG3jEf26JsxPVyBF8q4cxxtDpPIHjsZwS/LcVCWluZwhTMcXod/7GiCp6tlxax4YS2mMhENLU9Zuejl7UP1W65E2sG92Na7DwoKJiG5rgy/k2ULqHxhLfr2yIafpJXWQ1bBeKStK0Md16QznI9niSHEf9KZjetWYvr4seJbvLpy/PPWIjxQ3MMYcKfE5/7wCpcheOke5PAzAuSMvRXeP21ArQtFIcgpvBrojZc6yyG268dlkKDRgZ445Ol41tIaReWsQtf+R4w4ve8ojBJuPId5Poj+B59TshwqdJE4pnqxvC/B7KAUNpgMUBZv8qKB7lU/nlVhaNfAO4XBa4+Ld+bNxndTAV7+/CrcOZHCa4iwbgOe3X4HvjuHwqvDSdF0ACOXI6DwyscJ0rL1ePKOiSjg9+weuBa7sKfWPVO7F9uu6YGRo8cj+EUFaiUH+Ch7vhR9c3totMwNkjvmVuAX5ahrF+jvI6ALcVT9w/F9oauHrkocql95oXlvodEly5O2xSmtjJsRAAhGeeUZn5HO9rxGJAlv78JPCKCk1yqP6XzMiO9sKVpHCZqJo1LOU5A19tHOauZLaNojHAV/9JiXJV2uwZHwyrYk0HpU7MghWQFtjK3li8KrxsF9J1rI/deoxJqSy6JJncZ7i0oVHKYGRncjDpXMMa0N/CwLBadI73aSE75MQOR3ZTRkIhVeFu9tweAe4xecj7s2EJ928Qq8VS4NfEplG3iFzKlZYqPxOPFU19mGQEtBVl0R800DwTYYoasDQZmi2C7nEiUb0SMd9g9hY8jIVeBm2KK6UT2zzF+fcL1p3B14+flyHHQJP5J15Xi+6hsYPYIJckjDkkjLysG1Vc+grI6QdG2J4HVY0J3ixGy7ESpixR39sK1OyckYdMNXwznhsIiedSFSILfLSLkivYvwX2vGpGj8STfaM2SGmClXZj/uLbVHIdpRfe2JU5xCG76NbnWcqRFJs5oyI7YEVCYYkxXWmBqLKTYqRIFUdIsJVRibzGWiAocxKiS0zK4nDSFpRqPivqm5p3DMGsiscy2NPz1MpLQx+mdCNMtOMVkIF4XWkgAk43xZ/WVqOo0hasOgbZGhcXXIShJPpfwS3SfyleG5FYNxDbNs+1aj0QvLsK50KL4+9mp4GIF5C4dixbPlzt2dK5xAmNUL/bb9Eutr3Dq2yCg7biNpVMZoDSrxwpoh6J1tceAJfyTGTNmG5zbuk1Jm8/rVmDr2JjRm5aDP9hdQfoDKnhrUvDkFI4eHCNIs77aX1RO5VeuwubZZAdRxoXf2M5Oni7cBz60cimtyHB9S/Tq2DuuDHNFruv+ZMsDUbjyPWX3BztEwuyf6bfsFNtSY1UYaZilEIz7o7MfYnlswum+0lXSWNF1kV+cCM6BfaEy7867xWMKEpY6ZvE8hJkeR9BNG14ML5BnD2O8m+kxeVtYjtm2xhsZvEmrtQoI66+U1vt7OR3IrwEa8sGKQaDdpu1e9F/82pDd6EGUjvtq5r5oFibhKeh2g9sDrGHSNKw3ojcS46a/gufVUhwXYuO5JTB8/CsjujX5V/4T1NbTy1aD69SJQVuaL5zOye6Lv1v+NDeI17Xpb/cvxKvmpk37IK4s/TqlDbtVTXP1tsh2BxcdSfkpVtJssZLKL4ExRi4Zdj+69H+GJPGYWZgJWq8/Ne0h/GsXjO28BJd0ynkleZUiHp+otPljlQvDlSslaa/wQ9xQ9eSgnJGkRSQl9Ig/UlAU5zdEyN1eOn/uT3mfMlyDHQCklmNCXxhrC4vRftttP/7k/+oTosGMhdZNdMAbbCaa83iQSagRO2CWzmNoyv3hkKt316PeUUX/ifj3LH02g1aLpW3SXXW9qr+n+5n4pbuvupj6MLH5yYKmD7FifTcDnRvDh1x3AfvRGbraDKddhxBjcXrUOm2qJcAHqNr0AzJ8r1zMKCFzZwMtC9uDtKqxMhl/r0UkI/EmxIcJh3khEc6gaYSgvO4wzlOP9JAxNDXOvOOWLu5j6G2vWzX0pBL15opfu1jMOqd0Y7ACycTS3ET3VDt/p/xIlx6Iiy7m1EKKmtGoW7KVQc4IkhSYdCLTgqvZldB9rsBmT30yoSdxNCGZf2i8ixDqx1X8EuagPY4B41caRxjhb1wYPCY7T7o2e7JjvgpAQjYcxv3HuCXi11diDfsimqYnGDzC5x4+xsuj7KM4yd6vswlsw5MlH8MSBCIcJ+yxcO+RlvHnAZdvumGBrsVkZQ+IjrDmAveiB7CziMqGdRFbvIdh24C2EQS32vzkIvbozOV8eRk+twr6DlgvhQK8xyKcLPpNyCIGzcO0Nr+D1GrN4tdhAO2xDPrya/diDPsjNMfKvMiGKu+ekjRZsms5SdAn4CbrVfRULWWqL9AJZ6DOsCnsP0IrjzgHtJ6vB22HBdooTa1bamgKRj4muu3NBtJb6MtEeMuS01lrMK58VTLkGEn5NKcPY76bzIRKaCPuI3DuafopDbN+3ubJnhC4ZEsLRqzuA3eG1yMlxSuAkxVjyK+QF7Xxkwj3iM2vce/5QlNSQ+6/D+l8Afz0qx90L9OwzBP+2rxpADQ68PgR9ZGgdjYl3VmGfys3V4PW+E1DItqlwEDSz0Hfoduw5YN/aMoCJM+IFxHcQh3iWGZxs3A4nhbcOx5qETFPIRPNrxnVeYRtkL4jB5PbsjGS2YPLfER8k/OY9AfmQY/CcJVX0XKcuFWOmXuca62yWxyoVmKYk5pj5mNa+afzWveYWLUNkdef+oBFQ1mb7bMKxGzIV0aBbc/SgXT/Vv44bONXb4/s6AwRoH7fNZgoWIjMz+QnJvJswdkoVnq08CD/4VzxxH3BLAUP3qUnhXjJNCrcRN05IjaUOjM4AuXiOMQRiCPwxCERMDZ326FXDg1bUwjGDVgaDT9fhxae3AaVj4CU+pyR+Xs97sBXb8M9l1fKQCXl4+j7+wBOM/2Ia88fA3nSd9Dgg48LM245hkBXA95CTPwFD36xBbV0ZXggnoiDXlGQjx0zBmvWV8Cuexxt9slXjm0yMMurSLcxjpm2WInFMVFNv8YcTIEA8l7WFGkQ6XwZAbh8MfXkfquUFY259+SsDJFlvd/9iDPYSSNdzhC+9PshYmvCr7MNkFINYgXACrOMLLQ4BeSJKdjVhQzSEORyImaLhjUCvPhiydS/2O/pOQatw6VGrsV6zCENpSdTjNdhXdS2ycnkCkJ4EyB59K4a+fgA1NeX4lX8zRspLASiYUIQVz24ANqzD3r7Md0BByAg/P/PltUIeCXXU1v+I/zbYNAmuLpZVUbK0rPKsVNk/SqLMe0MR2MqhBYqXZX1wJmglnbHyprSctsWXrX5bHFk8pvMAASMMpt0xk7+EUtVUY3kRs5iMuGcBgmfLcGDLc3hq8DgMz6GTeLpplHhAu/gSxbP5tkHa6gY4D0COu4wh0EkhYAcrJx9pkGnNtu9M/mA154LaF/H0y7NQpuLqxxAy+U0QovrxIXjll2WolaXKhNbo+eiwttbiv58GAT8IrdafmD/e4csFniWcEllZ6LXtOTy+6Bls752LLJcWqzG7FwatfhF3r9+PyflZSmAjjQGTgcgMZYIYLbnx6yQQUEw+4WUv8vFhbiFuGbYCj5RUy/3OLBG0LpllnPjNBH0Rk88nZQFhJXApceSiQ3vJSTqPf44hcHYQMMs0o+oMg0nDkx7dXYl9dEtNQ5g1Bl8bthLzF7LumXsxfphuxFLS0CobIihbhxXTxmI0LYYSin0gJwd9t/4SCx77JaquzQXTNBGrvZ59MGTlesx8fjduHdNdlEl7h4IZfw9CJQqKuuu873TPZd4PMzhFXgJSXDLOVkIo0wEz7InWcNlklfeGSsmjdKVniSl52UhNgNCFTpkc0PYgGwuwbW9NztuILEaH1lfLxBdm56IX9qCmOg0JEiq6E5B4ZRVgUvI5LHlxH26YmI8sJTewwszwjgLJg9hXNRg9c+j+l4bGMEBjFG953mYXdxxDIIbA+YWAnM+a4r9lfSVznpONfuE+1NC1zAuw4e++BfzsXhQwJKHJsBcgZ+73MW3rPfhpmR1bIfbjwMtfRR+6Hsevk0KAoGQSEVydjT7eXtTWMDt3Iw3ZCLxCjJtShbWrt+ObY0fLA4chIX72SEwYtBpr1+QiJ8tiL8m+ykMnOIj9VUPRKztNHjgnHUAnv4Fw83Ny0B9vYF8Nv5FBz8HcNYsQ3tMDM8qd4uru+wAAIABJREFUEoAWEpbauW0OXlaCS7NQeUEt9lYNRd9sc29t8jpQqbBYgO3k6NUK03figplQJTz6Ob3RJ9iLfXXOhdjrjtlrf4pj9+ZiOstk6kW6X4OfTSnGNgqsgYfy51Zg+oTRJtQKdXnPSEwu2oonV27DtLFjLOsqa61nj8LXhq7E8icHoEcWc+MYrlsoVQ3eqBqMayyvU9Rhp3yn+OkHSfj+McWZkl8PyLfz5aUrQZMOVNWQdu7MIa2tF4ie07XX3JqteIVygVDJGVBR0DbzTMQCbKdE9T8yaWavJdbS9VfJI27C+KmvYH8dHYTpMNIoDQ/jLEdO9rBq1THcXJAtgZdHLJkhanu82v3YP3gy8rK4pQzxE/LN/yP9xpdjCMQQ6PAQMH0vzU48UBuRsGgDwBuNCdNexp5q/lSO9aVD8bWxWRaCwISAzr0SKMT4ogClz22yDIu1+7Fz2GQUSoBtknQ7PBzPdILk+8Tk+IUovG07Dhykpt6S1pCxuarX9UjDUORk/15WFcVJebno2dsDvjkRrMqlOEJZAUPg4AG8MWg8RmVRoG2bLmZnCqtz8Zy50Bdi/LStFtMXwSznLmwN96PHT6yURCKRDs/LwS9urUYYbMPsbLry+QjqqvHGoK9hbK6LQXSeTrKIn4sBx23GEDgOArLqUX4kDRca5mNS0TbsO0ArrHkKeNnF2BbsR98f+kiQH/QT8P1cPP21aoTh/0Fxj2rU7KHiy0IPzJFDlAlX9x6GBAajZ89Id8nSR1ch91of3rRxGGEOB+YGyzHUvIE9Q7+OMVbJ67jRdq6vHpNEJtIsERNrczOeNXQu3i6RJM8As8zSNdgqsTCsJPBpuLKEZYxKZYImj6EhzAylxJRtU1Rs2TqwnQtfWmS2p1tHqkU6/aONGAGSj7zPRDMXIKyYhT97cRL+a9EI1Y8SMit7WtSIBWYzQ5rcnMIQdcvyMBMrsYn1AanhUQ3StqXBiepIRbOI31sHAm0L31tnzm2hl7aB75Yd3rwdTeAMlAgC8DZNh79uMsLSPNO8M/GDyl+4gD8KsfxIDxDFO6WhrmQI/ib8R2ydm20ycVsA9HFjaEv4LuEzTFP94cSme5HxYiHqRdfTjVEhT0qmhrWNA9YN5PVjCg8h7O15E4KPeR5ql/wl7sYKVMzKbUqAc9z0z9vXtoHvx0