﻿<?xml version="1.0" encoding="UTF-8"?><rss version="2.0" xmlns:dc="http://purl.org/dc/elements/1.1/"><channel><title>LogViewPlus Support » LogViewPlus Support » Features &amp; Suggestions  » Graph Reports - Cursur Tooltip Resolution</title><generator>InstantForum 2017-1 Final</generator><description>LogViewPlus Support</description><link>https://www.logviewplus.com/forum/</link><webMaster>LogViewPlus Support</webMaster><lastBuildDate>Tue, 28 Apr 2026 17:23:34 GMT</lastBuildDate><ttl>20</ttl><item><title>Graph Reports - Cursur Tooltip Resolution</title><link>https://www.logviewplus.com/forum/post/1153</link><description>Hi Toby,&lt;br/&gt;&lt;br/&gt;when I have Log entries that span several months and I use the "Graph Reports" the cursor tooltip only shows the month, but not the day (or hours or minutes).&lt;br/&gt;&lt;img 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ZWpX6ldsufyha/8JeWntnzUVv9QGYXL2OIlxkrHVzuV8g27+jRX2dyes5VypL7K43bZcmOqT1I+kq15hsb5OKFrHqlUn/J6nGyKyfXJlubxmFwe9afS8ymnS/VfipOfZMn/kr1vbM8deTyXt5UjZ1OfpPson8ZxKT/3uWRzX8/lY8te8nW764pTLm9LL/l7f59PX59yXEtuonAJOAFRj2DlwKY2tSX7YtWXSo91PfzS9lBbGpe2a/JErJ507qV2bjz55vrS/GpLKlYyzeFt1+WfytRHbcnwd13xJVvYvc/1Ui7ldHkpLu1XbM4um+SYeWicqaXPLZe71C+7pGK9HbqeXH/JphySJT/Zc9JjXQ/ftD3UlsZ5O3Q96XzcT33yzfXJJ5Wp75i2x4buz6Vx0361PWfYcm23+ZhuV76+HCV/j5We+pbaJbvySKZ+YZdN0m2Kq5UqXMYWLz4nn1fYvc/11C+d+xjfvtzKK6lx1Q7pT9qfthVXsl/qvxSneEn5S8oumdrVlpSfZI3dY1xXjpCyS6rP26HrUb/L1DfX5z7R723XL/Wl/T6WdOULKb0UJ59LfsotKX/J1O7t1Cf6crbUHj7+pDnVd8mufsk0zu3S1yZXV7gIYsjSl/ok3S+1qS0p37QteypTv9q28tXGpf6teRSXyqH5S3Fp/JB2+PiT5vZ2KZ/HSx8SJx/llUztapfkpbi0X3mG2kt+kSf6So/GmUKWxsjNLWfTXCU9X2l+yiPpfqlNbUn5pm3ZU5n61baVb2jcUL+heeWXyinGiRz+pGNE+9I4uZiauDS/8qX22rbypLImT/j6k+aKdppPPqk9bctvqFThMsXvuuTWlM6v1E7tYuA55SObr7FkU57Ut8auWI2fti/Z+/o1b8l0Xh6b6oqRXTKdn3IO9Xc/6cqh3Lm2+jQPxUqqP5Xyl31o+5Kf8qUyN580V8TIT1I2z5eLy/WX/JRb8tIYpTy5OJ+H9DRebcnUr2SXXypr/dP4JdurK1yGLF6AJT0mtaktKd+0LbvLnE9q87brnif0tK+vnfZ5rrTvUttjXU/jcnN0f+mKk0ztpbbsIdNY75Oe+qTtUp7Ur9Qu2TV+SV6KS/uVZ6i95Kc8kkP95N8qL41T6pdd8tL48pN0/9SmtqR807bsLnM+qc3brnue0NO+UrtkV77afsWlsjZP6u/5avr6fPtyluKG2HM+qS1t+1xcT/0utRWb+tXaS/HKc0mO/aRF+UvzSO2ldmqPvDmbxlN/6hNt2VKp2Fp7Gpe2la9kv9SvOEn3z+luixi1JdM8Y+1pvlI7tafjqj+V7ue6/FKb2pIlP9lLMuKVQ1K+pXbJrrhUyl/S+1Ob2pLyzbVTW/jmbMohmfqoLZn6lezykwy/1Df6cjbFXFsuWrjkYDgc1/vAyE/SfVOb2pLyTduyS5b6U7vakopPZdpfaqf21jxpXNpOx0nb8k/takte8lO/yzTW+6SnPmk7/IbYUh+1JUvjyZ7KS3HeX9KVU/2SYXddfjk5xC/1udSeY5x0zNwYYZOfpPulNrUl5Zu2ZZcs9ad2tSUVn8q0v9Qu2ZWvtl9xqazNk/p7Pu9zPXwutT2P66W4sXaNUcqj/pK8FJf2R57U5m3XNaZskrkc8h0qx37SonF8TrKFTO2ldmofEpvzcZtySkZffKkt+WQu2tP+tH0pz6X+S/ku9Su/5FL+MU5pzFyf5pVK5ZAs9csuP8nUHu2+Pvm73yV/9UsqR9qWXVL9krKHTG1qS8o3bbvd+1yXTzpO6qO2pOLUlkzt3k591Beyr8/9rqEvXrgISEBJwaRtAZGvZI1dvum4pbHkr7Fc5vpyNsXk+mQLKb+Q+nKb9FyfbCHl53m8P9Vz/m6Trji1Q/pXrV2xaR7ZU1nKL780T8m/1q78qazNU5pf5M31aTyNo3ZOpvFDfNKYtD0kR84nbJpzmjNtK9793WeIXTnScT2P+0hPc7u/97X6p/NRnintntP13PxbxlVOZzMmj/JJTjFPzyH9Un71p1LxIf3rkt19Qy/Fl/oUr3HUvoZM56455Oyab9qXs4+1xTxy4/j80jG8Lb01T02cz0m6S1+H5iVZM86lPMrluWXz+UiXn+cd6u8xnkf6kDFS39zYpXGUXzElP9klS3HR70/Oz3O4r+ySik3bskuqP6Q/ab+35SdbSNlC+lef3f1yepor53Mt21UKFy32mmCuObbWj4TA3ghc83V1zbH3to+sBwJbIjDVa3+qPEuzGzvvsfFLr5fx5iew5jNx1cIl0AecpQBpLB/Pba7PfyzmHcHX4vq8o9Zn97m5Xp9pmgifg+vTZD9GFnFbYrUaK6S+3Oa6+rcqfS2ur209PjfXrzVPn4Pr15oP405DYKq9nCrPNKsanmXqeSvf8BnguUcCOgch1/p19cJlrWCYFwQgAAEIQAACEIAABCCwHgIULuvZC2YCAQhAAAIQgAAEIAABCBQIULgUwGCGAAQgAAEIQAACEIAABNZDgMJlPXvBTCAAAQhAAAIQgAAEIACBAgEKlwIYzBCAAAQgAAEIQAACEIDAeghQuKxnL5gJBCAAAQhAAAIQgAAEIFAgQOFSAIMZAhCAAAQgAAEIQAACEFgPAQqX9ewFM4EABCAAAQhAAAIQgAAECgQmK1y+9a1vdTww4AxwBjgDnAHOAGeAM8AZ4AxwBuY4A5MVLoXCCDMEIAABCEAAAhCAAAQgAIHRBChcRiMkAQQgAAEIQAACEHgkEBcrviAAgXkIULjMw5WsEIAABCAAAQgckACFywE3nSUvRoDCZTHUDAQBCEAAAhCAwN4JULjsfYdZ3zUJULhckz5jQwACEIAABCCwKwIULrvaThazMgIULivbEKYDAQhAAAIQgMB2CVC4bHfvmPn6CVC4rH+PmCEEIAABCEAAAhshQOGykY1impskQOGyyW1j0hCAAAQgAAEIrJEAhcsad4U57YUAhctedpJ1QAACEIAABCBwdQIULlffAiawYwIULjveXJYGAQhAAAIQgMCyBIYULjc3N50/S8wwxrv0VTunNGfavjQe/cci8LWvfW30gilcRiMkAQSuReCn3S/9o292b/2jP+s+WHwKT2O//c3urczz87//0+Ez+ujPup9/+5vdP/zWkJCPu3/49je7qvxD0l7Np8Txj7tf+uhqk2JgCEBgBIGhhYsPscSF/9IYaX/a9vlKH+IjXyQE3nnnnW5s8ULhwjmCwGYJrKBwmaJoonB5UXx+8Pt//FgQvvvxZk8nE4fAUQlMUbhEQaBHHNWWlD2kbCH1Jd2l/OQjKR+1JWVXnKT3u03+0S97yeb2kr/GQe6DQBQuY4sXCpd9nAVWcUgCRyxc9rbRPXv4VNDt59Olve0d64FAnsDYwiV3oY+RWuwe43o681Kf7JKKU1tyarvyIfdFQIXLmOKFwmVfZ4LVHIpAz6XXOXzrT85+nCt7EX66JOvHvn7+3T+58ONbA8a2T1L+4F3/kTL7Mahk3Bj/4UfGcrEPnz4UflTsbI2WPzic9V340brncZ/Wpx+Dy32ydJbXxnzO0XXP6y5+ctLP8TH+T7o/eNjPZE5Pc3v8EbtSnpLdDwg6BCAwJYGhhUtc+vX4+LK5jP5o+5fakupTWzK1q+0y9VWf7JJz2tMxNBZyPwRUuIz5cTEKl/2cB1ZyOAKXL6WPP3Jkl+ru8eL/ll+kny7g/jsmunC77Rzv5bE7K0o8z/llvOvk5z6yPRcyz4NnCpeH+Z/W+Ljmp8u+FRFK8QfvqhCQxeTznE/5ui6z1gFjvpy7jfOsZnI/96no0lzCV/qj09n+JnN68Mis39OjQwAC0xMYWrho5PTCnrYv+aX+akuW4mUPmfqqT3bJueyeNx1LfcjtExjzSYtWT+EiEkgIbI7AhUvvU5Hy4hOWswvuUw4vZILDxQvvU5w+kTiTT5frUo6z8QtjlWJfrOlxHudrfCxuHgqhh7F6CpV0z0vjns35wpilHOlYD+0njrlPdKL/Ydy+P1xga80UpWdFXHZ8jBCAwNQEaguXGN8v665731T20npL+X0OipWv5Fi74nNjeR/6tgmM+aRFK6dwEQkkBDZH4MKlt3SBdrvrvv6S/dnnwtjhV8qR2tN2X2xauORinz4heShmLl78nxf0qGTzJWvJ+lgxk+1PxnluXuCYmf9jMeI/enf6K2vnn2bZnJ7HQ4EABOYm0FK4xJy8CAhdj+artqTsik3t0U6/Up9SfxqrOEmPc5vHyZ7a0tho53zdDx0CIkDhIhJICGyOwIVLb+kC7XbXff0l+7PPhbHDr5QjtaftvthC4aLfzXH5+CnM04/G2SdC55/OPC/oUcnN5aHHfkTtycfHkv6Qu5gjGeuheYHj2Sc9Wov/uJjNK/L52GexubGxQQACcxAYUri0jOsFQEv8mJhrjj1m3sTujwCFy/72lBUdhsCFS69fYp2J210v+bj9Wb8wdvgNzZ3zy9kexu65qD/P7aXywUc/fZ7PW2/7xT/xLY3rdteT8Ifmpf6zmH6O/glK/se+Eh76fZx3P378wwClH0E7mwMNCEBgSgIULlPSJBcEzglQuJzzoAWBDRHov/R26acTWtnZv8SnF98np4uX70tjL1S4lNaotaby0rpK/Q/M9LsyBWYaq5RD/Weyh+NTHn1CNKxw6Tr/UbKzP3hwNi4NCEBgLgJzFS5zzZe8ENgSAQqXLe0Wc4XAGYGeS++T3+Ml1j9heLx0+18Ve3khfvLRnyY+G1ONy2MP/sQlV3wUL/8vi4aXa3z8pfa48Eff2eX9rADRWkzmxk0KiPDuG7O4bhvmpBY4Pszzm53v08tf1D/tk4qbh7xP833rbRVap9HQIACB+QlssXD56KOPunj4gsDaCVC4rH2HmB8EigSeLr32+xv6XYuzS6suwU9+Z5fcp9z688eP8X/c/dK3/qz7+b4fqdKPJGXHfvpl8VwREONl7I+FwOMvnD8UGhmfx6m+LFwe7Mka39KPSD1f4vXL7F7EPS3exQv/x7gcMxUSz8yTMc8KJh/jTC/tYX6ezulxj3M8nnKmfynubFwaEIDAXAS2VrhEwRJzjofiZa5TQd6pCFC4TEWSPBDYE4FLn0zsaa2+lmLB5E4r1x/2Ll/4rHzmTA8CuyCwpcJFRUtI13exESxilwQoXHa5rSwKAhUEvvUn3fknCgf+F/sdFC4Pn57p05+KY4ArBCAwDYGtFC65QiVnm4YKWSAwDQEKl2k4kgUC2yWQ/pjV26f/L8h2F9U4860XLk/zPy9EG1kQBgEINBHYQuHSV6D09TUBIQgCExKgcJkQJqkgAAEIQAACEDg2gbUXLkMKkyE+x95lVn8tAhQu1yLPuBCAAAQgAAEI7I7AmguXmoKkxnd3m8iCVkuAwmW1W8PEIAABCEAAAhDYGoG4WK35iYJk6JeKlzWvh7mt+7xNtT86s5Hvvffe6z777LPs8/CXPuM/JYcIjiR8QQACEIAABCAAgaMT4E509BPA+uckQOEyJ11yQwACEIAABCBwKAIULofabha7MAEKl4WBMxwEIAABCEAAAvslQOGy371lZdcnQOFy/T1gBhCAAAQgAAEI7IQAhctONpJlrJIAhcsqt4VJQQACEIAABCCwRQIULlvcNea8FQIULlvZKeYJAQhAAAIQgMDqCVC4rH6LmOCGCVC4bHjzmDoEIAABCEAAAusiQOGyrv1gNvsiQOGyr/1kNRCAAAQgAAEIXJEAhcsV4TP07glQuOx+i1kgBCAAAQhAAAJLEaBwWYo04xyRAIXLEXedNUMAAhCAAAQgMAsBCpdZsJIUAg8EKFw4CBCAAAQgAAEIQGAiAhQuE4EkDQQyBHZfuPzGb/xGxwMDzgBngDMw/Ay8/9f/iPdNvndwBpIzkLlDZU0ULlksGCEwCYFFC5c397fdzc3N+XP36nEhr+6e7TI9dJTsA5cflxW+IAABCEBgOIEoXPiCAAROBGruEi2FyyeffNLxwOBIZ+D06qrTFi1c0qm9urvpbu/fdJjQDwsAACAASURBVF33pru/ve0e1fvu9va+C2vZnmYqt2vebMpZ6IEABCBwHAIULsfZa1Y6jEDNXYLChQLkSAVI61qHvfJeel2vcHlz393e3HUPn7eEfrFYseLm5TqKlpo3m2ISOiAAAQgciACFy4E2m6UOIlBzl6BwoXBpvcwfKW7QCy/jdLXC5fRpS3ywQuGS2RtMEIAABK5CgMLlKtgZdMUEKFwoRo5UVCyx1taX+3UKF/+0JWY+UeESbyy55/Xr1x0PDDgDnAHOwLAzEIULrIaxgtMxOFG4ULgscZk/0hibKlzOPm2ZsHDJQah5s8nFY4MABCBwNAJ84nK0HWe9lwjU3CW2/qNi8UeUjnSBZq3XKUovveZK/ct/4pJ+2vIwM/v9lUGfvpSW89Je82bzMhoLBCAAgeMRoHA53p6z4n4CNXeJJQuX9C+1TnEJH1q41Iyd5rzUnmId5LhOQTKUe/8rrty7cOESBYr+klgyqdKfPS7Zk/BSs+bNppQDOwQgAIEjEaBwOdJus9YhBGruEksVLunlf+iF8ZLfkLxDfHyc1D9tuy/6uguOqfZnyOsu57Nw4ZKbwry2mjebeWdCdghAAALbIEDhso19YpbLEai5SyxRuPRd/NUnGRfN0PXo4qm25CW7+pXP264rX0jZU1uurbxpXy5HX275I9ddALW+eilcWskRBwEIQGCnBChcdrqxLKuZwNYKF7/Ypxd49UmqX23J1K62ZPjpcZv0kMolqb5Se6xd+ZHrLlpif1q/KFxayREHAQhAYKcEKFx2urEsq5nAmguXuOzriQthevmXTT7ql9QlX23J1K52TiomZPqEv/oVW2q32NMYjYFcd/HS+mKkcGklRxwEIACBnRKgcNnpxrKsZgJrLlx0QdcFXjK1p+2SX8mu+JxUjGTqk9pL7Vq7xom4NFZ9yHUWMK0vRgqXVnLEQQACENgpAQqXnW4sy2omsLbCJS7j6UVdbUld2EvtWrvy5aRyScpHbcnUnrZLfiW74kOmPt6Hvr7ipfXFSOHSSo44CEAAAjslQOGy041lWc0E1li46LIeF3Y9sqUXdfVLyk/tkIpxXX7qk/S4nL/65a887us+sksqztvyl/Sc7qdY5PqKFd+T1hcjhUsrOeIgAAEI7JQAhctON5ZlNRNYa+HiF8FafcuX/S3PvXaf9urf+mKkcGklRxwEIACBnRKgcNnpxrKsZgIULtf/13t90kLRcv29mKKYan0xUri0kiMOAhCAwE4JULjsdGNZVjOBPRYuU1w+ybGPIuIa+9j6YqRwaSVHHAQgAIGdEqBw2enGsqxmAhQuXNCvcbnf85itL8bdFi7xJqOnFQ5xEIAABI5IgMLliLvOmvsIULhQuOy5iLjG2vpeb319uy1ctOiaNxvFICEAAQgcmQCFy5F3n7XnCNTcJeJiVft1jYsjY1KMXfMM1L5G5E/hIhJICEAAAhB4IEDhwkGAwDmBuQuX89FoQQACJQIULiUy2CEAAQgclACFy0E3nmUXCVC4FNHQAYFFCVC4LIqbwSAAAQisnwCFy/r3iBkuS4DCZVnejAaBEgEKlxIZ7BCAAAQOSoDC5aAbz7KLBChcimjogMCiBChcFsXNYBCAAATWT4DCZf17xAyXJUDhsixvRoNAiQCFS4kMdghAAAIHJZArXD7/C79zUBosGwLdw/9eYSiHuFjxBQEIzEOAwmUermSFAAQgsFkCFC6b3TomPhMBPnGZCSxpIVBJgMKlEhjuEIAABPZOgMJl7zvM+moJULjUEsMfAvMQoHCZhytZIQABCGyWAIXLZreOic9EgMJlJrCkhUAlAQqXSmC4QwACENg7AQqXve8w66slQOFSSwx/CMxDgMJlHq5khQAEILBZAhQum906Jj4TAQqXmcCSFgKVBHZbuMSbjJ5KJrhDAAIQODQBCpdDbz+LzxCgcMlAwQSBKxDYbeEiljVvNopBQgACEDgyAQqXI+8+a88RqLlLxMVq71+xRh4Y+BlY6szHmO+991732WefZZ+33v5m91b8p+QQwZFkrV81bzZrXQPzggAEILAkAQqXJWkz1hYI1Nwl1nwnmor1EdY4Fast5In9/PTTT5ufJc9DjEXhsoVTxRwhAAEILESAwmUh0AyzGQIULudbteRF9XxkWnMQiP380Y9+1PwseR4oXOY4AeSEAAQgsGECFC4b3jymPgsBCpdzrEteVM9HpjUHAQqXOag25qx5s2kcgjAIQAACuyJA4bKr7WQxExCouUsc4VJ/hDVOcGw2k4LCZUVbVfNms6JpMxUIQAACVyNA4XI19Ay8UgI1d4kjXOqPsMaVHsVZphX7+cknnzQ/S56HGIvfcZnlGJAUAhCAwDYJULhsc9+Y9XwE1la43NzcdOkz3+pfZk4vqtecy8vZYaklEPv58ccfnz3f+c53ztrqz9nT81A7fo0/hUsNLXwhAAEIHIAAhcsBNpklVhFYW+GiyUfBcI2v9KKaziNtX2OOjDmcQK5w+dKXvtSlRUq0w64iRjI9D8NHrve8QuHypru/ffqXgrtXpxm/unv+1wM3dyX7KbJXq3mz6U1EJwQgAIGDEKBwOchGs8zBBGruEkte4tICodQOuz++8D67+7merrE0bsTk8stf0nOjL08g9vOHP/zh2fPOO+88FCmvX79+sIeMoiXsqW96HuZcQYy16I+Kvbq76W7v3yRrimLmtnswv7nvbm/vu0ePkj0J72nWvNn0pKELAhCAwGEIULgcZqtZ6EACNXeJJS9x6cW/1K61B5Y0xlGlawxff9zXdeWUr/ehX49A7OcPfvCDs0dFSsgPPvjguWiJduqbnoc5VxJjLVi4vOrubu46+5zlcW2DihUrYiqI1LzZVKTFFQIQgMBuCVC47HZrWVgjgZq7xJKXOBUCvizZJKPPdW+HPX08V0lP11jKr7F8DNlKubEvTyD2My1G0mJFn8CEPfVNz8OcK4ixlitcokDxF4l+JozCZc49JjcEIACBKgIULlW4cD4AgT0XLi3bl15US4XLUHvLHIiZjkDs50cfffTi+fa3v332SUu0c37peZhuZi8zLV+4XPwxMPtkpVTQvFzHgyXeWHJP/FweDww4A5wBzsCwMxCFS8rq87/wOy9sqQ/tYXzhtD1OWypc4kJUKhh0fVK/ZGrP5ZBPyPSiWsoz1O650ZcnEPv5/e9/P/u8//773d3dXRey5JOehzlXcMXCpevi910ePnQpFSglewWRmjebirS4QgACENgtAT5x2e3WsrBGAjV3iSUvcWlhoOWl9mj7I7+QfXb3cz1do+cI3b9yfamP+6MvTyD283vf+17zk56HOVcQYy33o2KdfZpS0kvFypl9OJKaN5vhWfGEAAQgsF8CFC773VtW1kag5i6x5CUut5pcUZCz5WKH2q69xqHzxG8YgdhPCpcSqyhAnir/s78uVvqzxyV7KX9ir3mzSUJpQgACEDgkAQqXQ247i+4hUHOXuPalPlek5Gw9y73Yde01XpwgDlUEYj8//PDD5mfJ8xBjLfiJSxXHSZxr3mwmGZAkEIAABDZOgMJl4xvI9CcnUHOXWPISN/lCByY8whoHotiFW+wnhctKtrLmzWYlU2YaEIAABK5KgMLlqvgZfIUEau4SR7jUH2GNKzyGs00p9vO73/1u87PkeYix+MRltqNAYghAAALbI0Dhsr09Y8bzEqBwOee75EX1fGRacxCgcJmDamPOmjebxiEIgwAEILArAhQuu9pOFjMBgZq7xBEu9bFGHhj4GZjgZTYoRYzJJy6DUOEEAQhA4BgEKFyOsc+scjgBCpfhrPCEwJwEKFzmpEtuCEAAAhskQOGywU1jyrMSoHCZFS/JITCYAIXLYFQ4QgACEDgGAQqXY+wzqxxOgMJlOCs8ITAnAQqXOemSGwIQgMAGCVC4bHDTmPKsBChcZsVLcggMJkDhMhgVjhCAAASOQYDC5Rj7zCqHE6BwOWcVl0ceGPgZOD8h87V2W7jEm4ye+fCRGQIQgMD+CFC47G9PWdE4AhQu5/zi8sjXfgjEfn766afNz5LnYbeFi45TzZuNYpAQgAAEjkyAwuXIu8/acwRq7hJLXuJyc13CdoQ1LsFxLWPEfv7oRz9qfpY8DzEWfw55LSeHeUAAAhBYAQEKlxVsAlNYFQEKl/PtWPKiej4yrTkIULjMQbUxZ82bTeMQhEEAAhDYFQEKl11tJ4uZgEDNXeIIl/ojrHGCY7OZFBQuK9qqmjebFU2bqUAAAhC4GgEKl6uhZ+CVEqi5SxzhUn+ENa70KM4yrdjPTz75pPlZ8jzEWPyo2CzHgKQQgAAEtkmAwmWb+8as5yOwtsLl5ubmxWJzNndSv6T31erpRTVy+lObD//rEoj9/Pjjj8+e73znO2dt9efs6XmYczUULnPSJTcEIACBDRKgcNngpjHlWQnsoXARoLkKF+UPOcUYng99XgK5wuVLX/pSlxYp0Q67ihhJCpcJ96fmzWbCYUkFAQhAYLMEKFw2u3VMfCYCNXeJJS5xucJAtpD+CEmuP+1T+5JM16jcHue2vvko5pK//JDTE4j9/OEPf3j2vPPOOw9FyuvXrx/sIaNoCXvqm56H6Wd4yhhj8aNiJx5oEIAABA5PgMLl8EcAAAmBrRUuPn0VBKnM+bitT08vqsrtMTlb9MsuqRi1JWVHzk8g9vMHP/jB2aMiJeQHH3zwXLREO/VNz8OcM6ZwmZMuuSEAAQhskACFywY3jSnPSmDvhUstvPSimis23Ba6PxpPPpJhl598kPMTyBUuabGiT2DCTuEy457UvNnMOA1SQwACENgMAQqXzWwVE12IQM1dIr3UzzFFv+grv2ySJXvaL78ama4xl1M2SeX3tnRJ+YQMW87uPujTEIj9/Oijj1483/72t88+aYl2zi89D9PMKp8lxuJHxfJssEIAAhA4JAEKl0NuO4vuIbD3wqW2QEgvqmm8t10PxJfavg2pr/ehT0cg9vP73/9+9nn//fe7u7u7LmTJJz0P083sZSYKl5dMsEAAAhA4NAEKl0NvP4vPEFhb4RJTjEu9P5p2etlXW9JjSzGyl2R6UfV5+DiK7+tP/d1X8ch5CcR+fu9732t+0vMw52x3W7jEm4yeOQGSGwIQgMDeCFC47G1HWc9YAmssXMauaUz8VBfVtGgZMydi2wlQuLSzmzyy5s1m8sFJCAEIQGCDBChcNrhpTHlWAjV3iaku9bMuaGTyqdZI4TJyIyYKj/388MMPm5+pzsOQ5cRY/I7LEFL4QAACEDgIAQqXg2w0yxxMgMLlHNWSF9XzkWnNQYDCZQ6qjTlr3mwahyAMAhCAwK4IULjsajtZzAQEau4SR7jUH2GNExybzaSI/fzud7/b/Cx5HmIsPnHZzNFiohCAAATmJ0DhMj9jRtgWAQqX8/1a8qJ6PjKtOQhQuMxBtTFnzZtN4xCEQQACENgVAQqXXW0ni5mAQM1d4giX+lgjDwz8DEzwMhuUIsbkE5dBqHCCAAQgcAwCFC7H2GdWOZwAhctwVnhCYE4CFC5z0iU3BCAAgQ0SoHDZ4KYx5VkJULjMipfkEBhMgMJlMCocIQABCByDAIXLMfaZVQ4nQOEynBWeEJiTwMKFy6vu7uz/9Hrb3b95Wt6ru+f/A+zdK1tyyW4ufWrNm01fHvogAAEIHIUAhctRdpp1DiVQc5eIixVfEIDAPASuULjcdV6XPC7rTXd/+1TEvLnvbm/vu8d6pmQfDqPmzWZ4VjwhAAEI7JcAhct+95aVtRGouUtQuLQxJgoCQwiso3AZVKxYETNkZU8+NW82FWlxhQAEILBbAhQuu91aFtZIoOYuQeHSCJkwCAwgcIXC5eb5R8Ju9XNiFC4DtgoXCEAAAssQoHBZhjOjbIcAhct29oqZ7pvAwoWLw4zfd6n58bDLn7jEG0vuef36dccDA84AZ4AzMOwMROGSsvr8L/zOC1vqQ3sYXzhtjxOFi9/f0CFwPQJXLFysEOETl+udAEaGAAQgkBDgE5cECM3DE6BwOfwRAMBKCCxbuLy6657/YlgUKzf6Rf3aImY4vZo3m+FZ8YQABCCwXwIULvvdW1bWRqDmLhEXK74gAIF5CCxbuDwUK6ffcXkuYmJtpT97XLIP5FHzZjMwJW4QgAAEdk2AwmXX28viGgjU3CUoXBoAEwKBgQSWLVwGTmpKt5o3mynHJRcEIACBrRKgcNnqzjHvuQjU3CUoXObaBfJCoOsoXDgFEIAABCBwRoDC5QwHDQg8/OGfoRgoXIaSwg8C9QQoXOqZEQEBCEBg1wQoXHa9vSyugQCfuDRAIwQCMxCgcJkBKikhAAEIbJkAhcuWd4+5z0GAwmUOquSEQD0BCpd6ZkRAAAIQ2DUBCpddby+LayBA4dIAjRAIzECAwmUGqKSEAAQgsGUCFC5b3j3mPgeBuQuXTz75pOOBwZHOQOvrlMKllRxxEIAABHZKgMJlpxvLspoJULhQVBypqFhira0vRgqXVnLEQQACENgpAQqXnW4sy2omQOFC4bLEZf5IY7S+GClcWskRBwEIQGCnBChcdrqxLKuZAIULhcuRiool1tr6Ytxt4RJvMnpa4RAHAQhA4IgEKFyOuOusuY8AhQuFyxKX+SON0fd66+vbbeGiRde82SgGCQEIQODIBChcjrz7rD1HoOYuERer2q8lLqw3NzcPfwBAcokxGYOCr3QGal8j8qdwEQkkBCAAAQg8EKBw4SBA4JzA2gqXKD78KV0Ow65CJZUe47nk5/1z6dcad671kHd4oXb+ChveonAZzgpPCEAAAocgQOFyiG1mkRUE1li4+CV5SLEhH8m++JyP+0+lp+Ok7anGIc/wgmIpVhUvvzNXCpczHDQgAAEIQIDChTMAgXMCay9c4rKpS/9Q6RdUxZRs0a9HPh6T0+UvqTiXHhf2XDuNV1syzSd7SPXlbOpDXqeoOX+FDW9RuAxnhScEIACBQxCgcDnENrPICgJbK1zSS3tczmWT9At7ny3tU1vSc7vu/W7vGzeNyfmmPmpLKkZtydSuNpLCpeKtYH7Xmjeb+WfDCBCAAATWT4DCZf17xAyXJVBzl4h/Ea79qr08p5fxiJdNUjnVTqX6PTZnU5z61B4q0zi1Q0YOf7yv1K9x5au2ZM7uY6R+8kcuW8DUvkbkzycuIoGEAAQgAIEHAhQuHAQInBOgcDldanXxHypVEMhf7ZBucz3t83bJb6jdx0c/7evSLM5fYcNbFC7DWeEJAQhA4BAEKFwOsc0ssoLA2gsXv7S7nrvwp/3uo8ur+7ie+rb25cYZmrs0Zq1dc0Bep3ipePmduVK4nOGgAQEIQAACFC6cAQicE1hj4RIXdT1++b50gU/7VTAo16X+IWMpZ59vzie1+Zw0L0nl9nbOXznVpzjkdQoWcT9/hQ1vUbgMZ4UnBCAAgUMQoHA5xDazyAoCaytcdPlDli/fXtDAqczpWmwqXn5nrhQuZzhoQAACEIAAhQtnAALnBChc1nfxzV249akKRcv69+v8FTa8ReEynBWeEIAABA5BgMLlENvMIisIULis/yKcK2SwrXffKl5+Z667LVziTUbP2YppQAACEIBALwEKl148dB6QAIXLei/AFCfb3JvWt5HdFi4CUvNmoxgkBCAAgSMToHA58u6z9hyBmrtEXKxqv7h8b/Pyzb6171vta0T+FC4igYQABCAAgQcCFC4cBAicE6Bwab+gcrmHXe4MnL/ChrcoXIazwhMCEIDAIQhQuBxim1lkBYG5C5eKqeAKgUMToHA59PazeAhAAAIvCVC4vGSC5dgEKFyOvf+sfj0EKFzWsxfMBAIQgMAqCFC4rGIbmMSKCFC4rGgzmMqhCVC4HHr7WTwEIACBlwQoXF4ywXJsAhQux95/Vr8eAhQu69mL2Wby+V/4nRe5c7YXThggAIFDEqBwOeS2s+geAhQuPXDogsCCBChcFoR9raFyRUrOdq35MS4EILAuAhQu69oPZnN9AhQu198DZgCBIEDhcoBzkCtScrYDoGCJEIDAAAIULgMg4XIoAhQuh9puFrtiAlcrXF7d3XQ3t/fdG8F5ddfd3Nw8PHevZOy6rmQ3lz615s2mL8+W+3JFSs625TUydwhAYDoCFC7TsSTTPgjU3CXiYsUXBCAwD4GrFC5RtNze3XW3z4XLm+7+9ra7jyrmzf0A+3AYNW82w7NuyzNXpORs21oVs4UABOYiQOEyF1nybpVAzV2CwmWru8y8t0Bg8cLlzf1tdxsVihcorncDipgKsjVvNhVpr+bqBYfrfRPK+eVsfTnoG0cA3uP4Eb0sAQqXZXkz2voJ1NwlKFzWv5/McLsEFi1cnouW4OXFiusULr2nyS/ArvcF5fxytr4c9I0jAO9x/IhelgCFy7K8GW39BChc1r9HzPAYBBYsXOKTlMffYdHvsjzI+HGxiQqXeGPJPa9fv+728sQFWGtxXbaczPm5zfVcPLbx5wfG4xlyDpdjGIVLypszvBz/lD3t67OncDldiuPiyLNNBqdd3K62YOGSQPJixXU+cUlAPTbj0hBfkqn+6JX/r8fIw22uqx85LQEYT8uTbPMS4BOXefmSfXsEKFxOexYXxx//+Mc8G2MQ+7aHr3UULkOKlbPiZjj6mjeb4VmX99TFVzJm4HrfjHJ+bnO9Lw997QRg3M6OyOUJULgsz5wR102g5i6xlwtiaUcoXLZZtO3lXK6kcOn5s8f8OeSH9w5dfCXD6HrpDabk57Gu9+Whr50AjNvZEbk8AQqX5Zkz4roJULic9ofC5TiFy+/98ZvuP/5vvtr9Z1/6ve7/+fDHp0NwRe16hctCi655s1loSk3D6OIrGUlc70ua83Ob63156GsnAON2dkQuT4DCZXnmjLhuAjV3ib38y3ZpRyhcjlG4vPs//98PRct//c/+1+7v/+Ovr6Z4oXApvTJXZtfFVzKm53rfdHN+bnO9Lw997QRg3M6OyOUJULgsz5wR102AwuW0PxQu+y9c/tvf/JcPRcs//Z/+z4eN//N/9dlqPnmhcDm9Flet6eIrGZN1vW/yOT+3ud6Xh752AjBuZ0fk8gQoXJZnzojrJrC2wuXsr7Pe3DzAC1vLV20chct+C5coUOITlvjxsHj+y//uX3T/8oOPu9989cGz7do/Nkbh0vIqv0KMLr6SMQXX+6aU83Ob63156GsnAON2dkQuT4DCZXnmjLhuAmsqXEqFRsl+iWxtHIXLPguX7//op91/9d//i+cCRcVLTl6zeKFwufSKXkm/Lr6SMS3X+6aZ83Ob63156GsnAON2dkQuT4DCZXnmjLhuAlspXKII8UJE7dQWtGXr88ntCoXL/gqX+MX7KEbSIiU+fYmv+NQl7btW8ULhkntVrtCmi69kTNH1vinn/Nzmel8e+toJwLidHZHLE6BwWZ45I66bwJoKlyBVW2woRlJFi9oh/cv73R46hcv+Cpdc0RKFSl/hEv0Rt/QXhcvSxBvH08VXMtK43pc25+c21/vy0NdOAMbt7IhcngCFy/LMGXHdBNZWuDgtFRmSaV/Y9URf6pe2PT6nU7hQuPinL7kzMqeNwmVOuhPm1sVXMlK73jdUzs9trvfloa+dAIzb2RG5PAEKl+WZM+K6CWyxcEkLErUlRTxty16SFC77K1xaflQsipf4/7ws/UXhsjTxxvF08ZWMNK73pc35uc31vjz0tROAcTs7IpcnQOGyPHNGXDeBoxUufcUMhcv+Cpd49eWKl74fFYv/z8s1vnZbuMSbjJ5rgJ16TF18JSO/633j5fzc5npfHvraCcC4nR2RyxOgcFmeOSOum8CaCpcoKvxxcrLLprZk2ENPv7y/5KMYCpd9Fi6xv2nxUipc4v/zcq2v3RYuAlrzZqOYNUpdfCVjjq73zTnn5zbX+/LQ104Axu3siFyeAIXL8swZcd0Eau4ScbHa8xeFy34Llzi3Xrz8/X/89e7dr/9pp/8hZfx4WPzJ5Gt+Ubhck37F2Lr4Skao632pcn5uc70vD33tBGDczo7I5QlQuCzPnBHXTYDC5bQ/FC77Llxip7148V/Ej6Il/ieV1/yicLkm/YqxdfGVjFDX+1Ll/Nzmel8e+toJwLidHZHLE6BwWZ45I66bAIXLaX8oXPZfuMRup8VL/Onj+J9UXvuLwuXaOzBwfF18JSPM9b40OT+3ud6Xh752AjBuZ0fk8gQoXJZnzojrJkDhctofCpdjFC6x4ypervU/mzydupNG4XJisWpNF1/JmKzrfZPP+bnN9b489LUTgHE7OyKXJ0DhsjxzRlw3AQqX0/5QuByncDnt+no0Cpf17EXvTHTxlQxn1/uCc35uc70vD33tBGDczo7I5QlQuCzPnBHXTYDC5bQ/cXHk2SaD0y5uV6Nw2cje6eIrGdN2vW8ZOT+3ud6XJ9c3JjaXb682OO11Z/e5LgqXfe4rq2onQOHSzo5ICExJgMJlSpoz5tLFVzKGcr1v6Jyf21zvy5PrGxOby7dXG5z2urP7XBeFyz73lVW1E6BwaWdHJASmJEDhMiXNGXPp4isZQ7neN3TOz22u9+XJ9Y2JzeXbqw1Oe93Zfa6LwmWf+8qq2glQuLSzIxICUxKgcJmS5oy5dPGVjKFc7xs65+c218fk6Ys9et9QxkfnxPrXQYDCZR37wCzWQ4DCZT17wUyOTYDCZSP7r4uvZEzb9b5l5Pzc5vqYPH2xR+8byvjonFj/OghQuKxjH5jFeghQuJz2Ii6OPNtkcNrF7WoULhvZO118JWParvctI+fnNtfH5OmLPXrfUMZH58T610GAwmUd+8As1kOAwuW0F3Fx/PGPt/kngY8879i3PXzttnCJNxk9e9goXXwlY02u960x5+c218fk6Ys9et9QxkfnxPrXQYDCZR37wCzWQ4DC5bQXFC7bLNooXD77rPvss8+699577+Ejw9ORXpdW82azrpmfz0YXX8nodf3cEMSppgAAIABJREFU+7yV83Ob6+eR562cX852HkUrCMCJc7AlAhQuW9ot5roEgZq7xF4uiCWuFC4ULqWzsYQ9zl/UHlGD5J633v5m91b8J9dJ4bLEFj2OoYuvZFhd75tJzs9tro/J0xd79L6hjI/OifWvgwCFyzr2gVmshwCFy2kvKFwoXE6nYXmNwmV55k0j6uIrGUlc70ua83Ob62Py9MUevW8o46NzYv3rIEDhso59YBbrIbCnwuXm5mYUWAoXCpdRB2hkMIXLSIBLheviKxnjut43j5yf21wfk6cv9uh9QxkfnRPrXwcBCpd17AOzWA+BNRUuUXikTw0pCpdtFh5j/7BAXPj38EXhspFd1MVXMqbtet8ycn5uc31IHvd3vS/26H1wOvoJ2Nb6KVy2tV/Mdn4CaytcxqyYwoXCZcz5uXYshcu1d2Dg+Lr4SkaY631p3E+6ZEuelti++R2hz5kdYb2scdsEKFy2vX/MfnoCWyhc+j6FKfW1FDFxcRz7r//EL1888YkLf1Vs+nfGnoy6+EqGq+s9oWd+ipFsydMS2ze/I/Q5syOslzVumwCFy7b3j9lPT2BthYsXIlptWoSoLZnzS/vk0ycpXJYvOqYo9ChcKFz6XteT9+niKxkDuN43oPtJl2zJ0xLbN78j9DmzI6yXNW6bAIXLtveP2U9PYG2FS26FaRGitqRi0rbsQyWFC4XL0LMyh1+cvwX/HPKr7s5+qez2/s1pTa/unn/Z7O7VydyV7ObSp9a82fTluXafLr6SMR/X++bnftIlW/K0xPbN7wh9zuwI62WN2yZA4bLt/WP20xOouUvM/S/bpcIjtastKSppW/ahksKFwmXoWZnDb9nC5dVddypKooi56x5rlDfd/e1t91DHvLnvbm/vu8eSpmQfjqLmzWZ41uU9dfGVjBm43jcj95Mu2ZKnJbZvfkfoc2ZHWC9r3DYBCpdt7x+zn55AzV1iS4VLSxFD4ULhMv0rbHjGZQsXn5cXKK53pWLF7J7ngl7zZnMh1VW7dfGVjMm43jc595Mu2ZKnJbZvfkfoc2ZHWC9r3DYBCpdt7x+zn55AzV1iicIlCg5/YsVpEeJt903ttbQoXChcas/MlP5XKFyeflzs+VOVrusoXC7uqS6+khHgel8C95Mu2ZKnJbZvfkfoc2ZHWC9r3DYBCpdt7x+zn57AmgqX6VdXl5HChcKl7sRM632FwuVpAVGs6EfFJipc4o0l97x+/brb+hMX31iDZKr3rS8Xk7P15fDxWmIv5d57vzPb+1pZ3/bfb6JwSfeRM7z9fU33lPbwPaVwOV0+KVwoXE6nYXnteoXLkB8JKxU0FZxq3mwq0i7uGpeG+JJM9b4J5WJytr4cPl5L7KXce+93ZntfK+vbPgE+cdn+HrKCaQnU3CXiYrXnLwoXCpdrnu9FC5c393ePv4AfK/ZPXKqLmOHIat5shmdd3lMXX8mYget9M3I/6ZIteVpifX4e7/Y960dc8573c+9ro3DZ+w6zvloCNXcJCpdtXuyn+H+lrDnHXs7looWL/2njm5unvyKmd4/Snz0u2RV3Qda82VxIddVuXXwlYzKu903O/aRLtuRpifX5ebzb96wfcc173s+9r43CZe87zPpqCdTcJfZyQSwxivWt+YLO3PKF417O5bKFS+lVMKO95s1mxmmMTq2Lr2QkdL1vAPeTLtmSpyXW5+fxbr+2Pue85sx9bW6Mvz8CFC7721NWNI5AzV1iLxfEErFYH882GZT2dEt2CpeN7JYuvpIxbdf7luF+0iVb8rTE+vw83u3X1uec15y5r82N8fdHgMJlf3vKisYRoHAZx49oCExFgMJlKpIz59HFVzKGc71vePeTLtmSpyXW5+fxbr+2Pue85sx9bW6Mvz8CFC7721NWNI4Ahcs4fkRDYCoCFC5TkZw5jy6+kjGc633Du590yZY8LbE+P493+7X1Oec1Z+5rc2P8/RGgcNnfnrKicQQoXMbxIxoCUxGgcJmK5Mx5dPGVjOFc7xve/aRLtuRpifX5ebzbr63POa85c1+bG+PvjwCFy/72lBWNI0DhMo4f0RCYigCFy1QkZ86ji69kDOd63/DuJ12yJU9LrM/P491+bX3Oec2Z+9rcGH9/BChc9renrGgcAQqXE7+4OPJsk8FpF7erUbhsZO908ZWMabvetwz3ky7Zkqcl1ufn8W6/tj7nvObMfW1ujL8/AhQu+9tTVjSOAIXLiV9cHD/99FOejTGIfdvDF4XLRnZRF1/JmLbrfctwP+mSLXlaYn1+Hu/2Vn2qfFPlya1jzty58bBBYAwBCpcx9IjdIwEKl9OuxsXxRz/6Ec/GGFC4fPZZ99lnn3Xvvffew0eGpyO9Lq3mzWZdMz+fjS6+ktHr+rn3ecv9pEu25GmJ9Rl5vNtb9anyTZUnt445c+fGwwaBMQQoXMbQI3aPBGruEnu5IJb2kcJlm0XbXs5lrCNqj6hBcs9bb3+zeyv+k+tcc+ESbzJ6Si++Ldl18ZWMubvetxb3ky7Zkqcl1ufn8W5v1afKN1We3DrmzJ0bDxsExhCgcBlDj9g9EqBwOe0qhQuFy+k0LK/ttnARypo3G8WsUeriKxlzlC5Zmrf3S5f0PKV42RUjWROrHK0xHp/qPp+0r6Y9VZ7cmHPmzo2HDQJjCFC4jKFH7B4J1Nwl9vIv26V9jPV98sknPBtjsJdzSeFSemWuzK6Lr2RMT7pkacreL13S85TiZVeMZE2scrTGeHyq+3zSvpr2VHlyY86ZOzceNgiMIUDhMoYesXskQOFy2tW1FC6/+Iu/SPFUUTxRuPA7LqdX8QKaLr6SMaR0ydI0vF+6pOcpxcuuGMmaWOVojfH4VPf5pH017any5MacM3duPGwQGEOAwmUMPWL3SIDC5bSrcQH++OOPZ3+iMEmfGDdsOTlmTrlxxuRbYyyFC4XL6VW8gKaLr2QMKV2yNA3vly7peUrxsitGsiZWOVpjPD7VfT5pX017qjy5MefMnRsPGwTGEKBwGUOP2D0SoHA57eqShUtfAZAWMH2+l/qUS35pW/YtSwoXCpfTq3gBTRdfyRhSumRpGt4vXdLzlOJlV4xkTaxytMZ4fKr7fNK+mvZUeXJjzpk7Nx42CIwhQOEyhh6xeyRA4XLa1bgA//CHP5z9ieIhN47sLkNXO2LUTm3qS/O6X86nlC9nV3yuL2dL5zJXm8KFwuX0Kl5A08VXMoaULlmahvdLl/Q8pXjZFSNZE6scrTEen+o+n7Svpj1VntyYc+bOjYcNAmMIULiMoUfsHglQuJx2NS7AP/jBD2Z//JIvPcYNPSc1J/Wnbc+hPslSjPpdyldSfWpLDrXLb25J4ULhcnoVL6Dp4isZQ0qXLE3D+6VLep5SvOyKkayJVY7WGI9PdZ9P2lfTnipPbsw5c+fGwwaBMQQoXMbQI3aPBChcTru6ZOGSu8yrMEilfMOePtEnf/m5zPlf6k/zqS2peLVDpo98lpAULhQup1fxApouvpIxpHTJ0jS8X7qk5ynFy64YyZpY5WiN8fhU9/mkfTXtqfLkxpwzd248bBAYQ6ClcPnpT3/aff3rX+++/OUvd7/8y7/MsxMGsZ+///u/33366adjjtTmYylcTlsYF+CPPvpo9icu+blxZE+lfGVXW7Jkj37vcz3t83bJb6hd81pKUrhQuJxexQtouvhKxpDSJUvT8H7pkp6nFC+7YiRrYpWjNcbjU93nk/bVtKfKkxtzbO6x8bk5YYNAiUBt4RJFS1xw33///e4nP/lJKS32DRKI/Xz9+nX3W7/1W4cuXihcToc3LsDf//73Z3+iAMiNI3sq5St72k7t6g+Z9nnbdfedyu7zmFOncKFwOb2KF9B0cZWMIaVLlqbh/dIlPU8pXnbFSNbEKkdrjMenus8n7atpT5UnN+bY3GPjc3PCBoESgdrCJT5piaKFr/0SiH8V/spXvrLfBV5YGYXLCVBcgL/3ve/N/kRhkBtHdsnwCT3XTm25fIpP+9JYjSG7pOK87b4lu+KWkhQuFC6nV/ECmi6ukjGkdMnSNLxfuqTnKcXLrhjJmljlaI3x+FT3+aR9Ne2p8uTGHJt7bHxuTtggUCJQW7i8++673c9+9rNSOuw7IRA/AnjULwqX084vVbgsdaGfexwvXOYeqy8/hQuFy+lVvICmi6tkDCldsjQN75cu6XlK8bIrRrImVjlaYzw+1X0+aV9Ne6o8uTHH5h4bn5sTNgiUCNQWLke+0JYY7tF+5H2mcDmd6LgAf/jhhzw9DPwTl7WwonBZeeESbzJ6Ti+37Wq6uErGSqRLllbn/dIlPU8pXnbFSNbEKkdrjMenus8n7atpT5UnN+bY3GPjc3PCBoESAQqXEplj2ylchu3/Xi6IpdVSuGyzaNvLuYx1vPfee91nT3VIKt96+5vdW/GftEPtCF4zjJp/JSm9SNdg18VVMuYkXbI0T++XLul5SvGyK0ayJlY5WmM8PtV9PmlfTXuqPLkxx+YeG5+bEzYIlAhQuJTIHNtO4TJs/9d8Jxq2gn6vWN93v/tdno0x2Mu5jHVQuPS/RlfRq4urZExKumRpot4vXdLzlOJlV4xkTaxytMZ4fKr7fNK+mvZUeXJjjs09Nj43J2wQKBGgcCmRObadwmXY/u/lglhaLYXLNou2vZxLCpfSK3Nldl1cJWN60iVLU/Z+6ZKepxQvu2Ika2KVozXG41Pd55P21bSnypMbc2zusfG5OWGDQIkAhUuJzLHtFC7D9n8vF8TSailcKFxKZ2MJO4XLEpQnGEMXV8lIKV2yNIz3S5f0PKV42RUjWROrHK0xHp/qPp+0r6Y9VZ7cmGNzj43PzQkbBEoEKFxKZI5tp3AZtv9HKFxijTzbYzDsBK/bi8Jl3fvzPDtdXCWjQ7rks3OieL90Sc+ThL1oKkayJtaTebzbW/Wp8k2VJ7eOsbnHxufmhA0CJQIULiUyx7ZTuAzb/70XLsMo4AWBeQhQuMzDdfKsurhKxgDSJUuDer90Sc9TipddMZI1scrRGuPxqe7zSftq2lPlyY05NvfY+NycsEGgRIDCpUTm2HYKl2H7T+EyjBNeEGghQOHSQu0KMbq4SsYUpEuWpuX90iU9TyledsVI1sQqR2uMx6e6zyftq2lPlSc35tjcY+Nzc8IGgRKBuQuXz//CV7vWpzRn7PMToHAZxpjCZRgnvCDQQoDCpYXaFWJ0cZWMKUiXLE3L+6VLep5SvOyKkayJVY7WGI9PdZ+P+nI29ZVkS0wpV2ofm3tsfDof2hDoI7BE4fKf/9NvdbVPFDt8XY8Ahcsw9hQuwzjhBYEWAssWLm/uu9ubm+7m6bm9f3Oa86u7Z/vdq5O5K9nNpU/l/+NyKnCCky7Akm7r4+h+LbGe2+Pd3qrn8uVsl/K3xFzKqf6xucfGax5ICAwhQOEyhNLxfChchu05hcswTnhBoIXAsoXLq7vuVJS86u5ubrvH2uVNd3/7pEdxc3vfPZY0JfvwpVK4nIqVoKYLsKTbLlFVjGRNrOf2eLe36rl8Odul/C0xl3Kqf2zusfGaBxICQwhQuAyhdDwfCpdhe07hMowTXhBoIbBs4XI2w1JRMsB+lqe/QeFyKlaClC7Akm7rJzku1nP72G5v1XP5crZL+VtiLuVU/9jcY+M1DyQEhhDYVuHyje6Ln/tc97l4vvCr3XeGLDD1+cYX87Hf+dXuC8r9uc91X/hVyx4xT31f/MZTwj7/B5dvdF9snWMpPjePB9/vdL/6hScuzxN8mmejoHAZBo7CZRgnvCDQQuB6hYt/suJ6R+GS20hdXCXDR7pkLs79XPcY10s5xsZ63qHjeUyfnsuXs/XliL6WmEs51T8299h4zQMJgSEEtlW4PK0oioZRRUGGzDe+2J3u/FEgfaF7rF2iKHjSfdyif9d951e/MKq4yscX5tF13Te+mBRameXVmihchhGjcBnGCS8ItBC4UuHiPybWdd1EhUt8upJ7Xr9+3W39iYtrrEHSdbfl1un90iU9Ty7WbYqRrIm9lMf7pfs4suVkzi9ny8W6rSXG4/v0sbnHxvfNjb7tvz9MvYdRuKQ5+85g7YU2fsm+9hfzw7/3l/O9gHC9Sy/3X+y+mH4SceZf+laa5tGnO2Y/C83YL4wTxcbnTpXSWbaHRhp/1vbxosj6YqcPgl4marPEPqfn4ijtmp/eoHBpO19EQWAIgSsULknRErOcqHDJLbjmzSYXvxZbXBriS9J1t+Xm6/3SJT1PLtZtipGsiW3J4+N4fKrn/HK2NC5tt8SkOUrtsbnHxpfmhR0COQKb/8SldKEP+/OnJna5P/PPEeniI5PTJzque2HkoWc+Tx05m8VMVrjEOPYjbr3FkI1/Sa0tUC/l21J/zV2CwmVLO8tct0Zg2cIlCpTnX8h3VAN+POysuPHYfr3mzaY/03V7dXGVjNlIlyzN0PulS3qeUrzsipGsiVUOj7mUx/s9PtVzfjlbGpe2W2LSHKX22Nxj40vzwg6BHIFdFy7PP05mn1BcKCi6zn9MLClisoVL4i/IF8eRY0Gm8Wft0nrMXkg71EzhMowUhcswTnhBoIXAooXLm/vb5z95/OJPIpf+7HHJPnC1FC6nAieQ6QIs6bZLSBUjWRPruRUvWcrj/R6f6jm/nC2NS9stMWmOUnts7rHxpXlhh0COAIWLU8kUIaWC4SEs4690Z3EyVsg0/qxtBcqZ/fH3Xfp+Am3oDChchpGicBnGCS8ItBBYtHBpmeDYGAqXU7ESLHUBlnTbJdaKkayJ9dyKlyzl8X6PT/WcX86WxqXtlpg0R6k9NvfY+NK8sEMgR2CThUv8dS3dzuPirt/xeNAzv0jvn5QkF/1nJh77bAylUCQU/Z+CS+M8dVf/qFhpHm4/088WUd2gcBmGjMJlGCe8INBCgMKlhdoVYnRxlYwpSJcsTcv7pUt6nlK87IqRrIlVDo8p5ZFd0mNzes4vZ8vFuq0lxuP79LG5x8b3zY0+CKQEtlO4xKcbT3/y9/l3Vx5X81AERN8X4pfx2wqX57/k9TyG/aWuzJ8h7vNP+1RjOfu+wqUYn5nHQ86HIuqRzdmfcfYBK3UKl2HAKFyGccILAi0EKFxaqF0hRhdXyZiCdMnStLxfuqTnKcXLrhjJmljl8JhSHtklPTan5/xytlys21piPL5PH5t7bHzf3OiDQEpgO4VLOnPacxKgcBlGl8JlGCe8INBCgMKlhdoVYnRxlYwpSJcsTcv7pUt6nlK87IqRrIlVDo8p5ZFd0mNzes4vZ8vFuq0lxuP79LG5x8b3zY0+CKQEKFxSIrSDAIXLsHNA4TKME14QaCFA4dJC7QoxurhKxhSkS5am5f3SJT1PKV52xUjWxCqHx5TyyC7psTk955ez5WLd1hIzNH7O3D4HdAhMQWCJwiX+nywtzxTrI0cbAQqXYdwoXIZxwgsCLQQoXFqoXSFGF1/JmIJ0ydK0vF+6ZEueXGxp7Jxd8ZI+B9e9P5dHtpxfzib/kmyJ8Vx98X19nqOkj40v5cUOgRyBuQuX3JjY1k+AwmXYHlG4DOOEFwRaCFC4tFC7QowurpIxBemSpWl5v3TJljy52NLYObviJX0Ornt/Lo9sOb+cTf4l6TGul/xTe19MX1+aJ9ceG5/LiQ0CJQIULiUyx7ZTuAzbfwqXYZzwgkALAQqXFmpXiNHFVTKmIF2yNC3vly7ZkicXWxo7Z1e8pM/Bde/P5ZEt55ezyb8kPcb1kn9q74vp60vz5Npj43M5sUGgRIDCpUTm2HYKl2H7T+EyjBNeEGghQOHSQu0KMbq4SsYUpEuWpuX90iVb8uRiS2Pn7IqX9Dm47v25PLLl/HI2+Zekx7he8k/tfTF9fWmeXHtsfC4nNgiUCFC4lMgc207hMmz/KVyGccILAi0Edlu4xP94Uk8LmLXF6OIqGfOTLlmas/dLl2zJk4stjZ2zK17S5+C69+fyyJbzy9nkX5Ie43rJP7X3xfT1pXly7bHxuZzYIFAiQOFSInNsO4XLsP2ncBnGCS8ItBDYbeEiGFG87OFLF1fJWJN0ydI6vV+6ZEueXGxp7Jxd8ZI+B9e9P5dHtpxfzib/kvQY10v+qb0vpq8vzZNrj43P5cQGgRIBCpcSmWPbKVyG7T+FyzBOeEGghQCFSwu1K8To4ioZU5AuWZqW90uXbMmTiy2NnbMrXtLn4Lr35/LIlvPL2eRfkh7jesk/tffF9PWleXLtsfG5nNggUCJA4VIic2w7hcuw/adwGcYJLwi0EKBwaaF2hRhdXCVjCtIlS9PyfumSLXlysaWxc3bFS/ocXPf+XB7Z3E+6pHyGSI9xfUhs+PTF9PUNyT82fsgY+EBABChcRALpBChcnEZZp3Aps6EHAmMJULiMJbhQvC6ukjGsdMnSVLxfumRLnlxsaeycXfGSPgfXvT+XRzb3ky4pnyHSY1wfEhs+uRjZJIfmSv3Gxqf5aEOgj0Bt4fIrv/Ir3V/8xV/0paRvBwQoXIZtIoXLME54QaCFAIVLC7UrxOjiKhlTkC5Zmpb3S5dsyZOLLY2dsyte0ufguvfn8sjmftIl5TNEeozrQ2LDJxcjm+TQXKnf2Pg0H20I9BGoLVy++tWvdh9++GFfSvo2TuAnP/lJ9+Uvf3njq2iffs3vy1K4tHMmEgKXCFC4XCK0kn5dXCVjWtIlS1P1fumSLXlysaWxc3bFS/ocXPf+XB7Z3E+6pHyGSI9xfUhs+ORiZJMcmiv1Gxuf5qMNgT4CtYVLFC1f+cpXup/+9Kd9aenbKIGf/exn3e/+7u92r1+/3ugKxk+bwmU8QzJAYAoCFC5TUFwghy6ukjGkdMnSNLxfumRLnlxsaeycXfGSPgfXvT+XRzb3ky4pnyHSY1wfEhs+uRjZJIfmSv3Gxqf5aEOgj0Bt4RK53rx50/3ar/1aFz9OxLMvBu+++273/vvv9x2Z3fdRuOx+i1ngRghQuGxko3RxlYxpS5csLcX7pUu25MnFlsbO2RUv6XNw3ftzeWRzP+mS8hkiPcb1IbHhk4uRTXJortRvbHyajzYE+gi0FC59+fbax+tyrzv7cl0ULi+ZYIHANQhQuFyDesOY+gYpGSmkS5bSer90yZY8udjS2Dm74iV9Dq57fy6PbO4nXVI+Q6THuD4kNnxyMbJJDs2V+o2NT/PRhkAfAQqXPjqnPl6XJxZ71yhc9r7DrG8rBChcNrJT+gYpGdOWLllaivdLl2zJk4stjZ2zK17S5+C69+fyyOZ+0iXl0yflKxm+rvfFel8uRjZJ96/Rx8bXjIUvBChchp0BXpfDOO3Bi8JlD7vIGvZAgMJlI7uob5CSMW3pkqWleL90yZY8udjS2Dm74iV9Dq57fy6PbO4nXVI+fVK+kuHrel+s9+ViZJN0/xp9bHzNWPhCgMJl2BngdTmM0x68KFz2sIusYQ8EKFw2sov6BikZ05YuWVqK90uXbMmTiy2NnbMrXtLn4Lr35/LI5n7SJeXTJ+UrGb6u98V6Xy5GNkn3r9HHxteMhS8EKFyGnQFel8M47cGLwmUPu8ga9kCAwmUju6hvkJIxbemSpaV4v3TJljy52NLYObviJX0Ornt/bZ5LsZ5PvpI+B/e7pHu8fGWTlL1Wjo2vHQ//YxOgcBm2/7wuh3HagxeFyx52kTXsgcBuC5d4k9Gzh43SN0jJWJN0ydI6vV+6ZEueXKyP7f1ul65+SZ+D696vWJfql6yJHZrH/S7pPg/5yiYpe60cG187Hv7HJkDhMmz/eV0O47QHLwqXPewia9gDgd0WLtqcmjcbxaxR6hukZMxRumRp3t4vXbIlTy7Wx/Z+t0tXv6TPwXXvV6xL9UvWxA7N436XdJ+HfGWTlL1Wjo2vHQ//YxOgcBm2/7wuh3Hag1fNXSIuVnxBAALzEKBwmYfr5Fn1DVIyBpAuWRrU+6VLtuTJxfrY3u926eqX9Dm47v2Kdal+yZrYoXnc75Lu85CvbJKy18qx8bXj4X9sAhQuw/af1+UwTnvwonDZwy6yhj0QoHDZyC7qG6RkTFu6ZGkp3i9dsiVPLtbH9n63S1e/pM/Bde9XrEv1S9bEDs3jfpd0n4d8ZZOUvVaOja8dD/9jE6BwGbb/vC6HcdqDF4XLHnaRNeyBAIXLRnZR3yAlY9rSJUtL8X7pki15crE+tve7Xbr6JX0Ornu/Yl2qX7Imdmge97ukax6SrfPJjeM5c/3YIDAlAQqXYTR5XQ7jtAcvCpc97CJr2AMBCpeN7KK+QUrGtKVLlpbi/dIlW/LkYn1s73e7dPVL+hxc937FulS/ZE3s0Dzud0nXPCRb55Mbx3Pm+rFBYEoCFC7DaPK6HMZpD14ULnvYRdawBwIULhvZRX2DlIxpS5csLcX7pUu25MnF+tje73bp6pf0Obju/Yp1qX7Jmtihedzvkq55SLbOJzeO58z1Y4PAlAT+8r/2b3av/vCPzlJyBs9wPDRg8pLJXi0ULnvdWda1NQIULhvZMX2DlIxpS5csLcX7pUu25MnF+tje73bp6pf0Obju/Yp1qX7Jmtihedzvkq55SLbOJzeO58z1Y4PAlASicPlbf+vzZ8ULZ/AlYZi8ZLJXC4XLXneWdW2NAIXLRnZM3yAlY9rSJUtL8X7pki15crE+tve7Xbr6JX0Ornu/Yl2qX7Imdmge97ukax6SY+fj43lOt6NDYA4CUbjElxcvnMGXpGHyksleLRQue91Z1rU1AlcqXF51d7f33Run9equu7m5eXjuXllHyW4ufWrNm01fnmv36RukZMxHumRpjt4vXbIlTy7Wx/Z+t0tXv6TPwXXvV6xL9UvWxA7N436XdM1Dcux8fDzP6XZ0CMxBQIVL5Fbxwhl8SRomL5ns1VJzl4iLFV8QgMA8BBYvXN7c3z4WKGeFy5vu/va2u49K5s19d/vcV7IPh1HzZjM86/Ke+gYpGTOQLlmalfdLl2zJk4vHChjVAAAgAElEQVT1sb3f7dLVL+lzcN37FetS/ZI1sUPzuN8lXfOQHDsfH89zuh0dAnMQ8MIl8kfx8jf/wT+ZY6hN5+R1uentq5p8zV2CwqUKLc4QqCKweOHyMLuz4mRosWJFTMUSa95sKtIu7qpvkJIxAemSpUl5v3TJljy5WB/b+90uXf2SPgfXvV+xLtUvWRM7NI/7XdI1D8mx8/HxPKfb0SEwB4G0cIkx/vK/dXP2Oy9zjLu1nLwut7Zj7fOtuUtQuLRzJhIClwhQuFwitJJ+fYOUjGlJlyxN1fulS7bkycX62N7vdunql/Q5uO79inWpfsma2KF53O+SrnlIjp2Pj+c53Y4OgTkI5AqXGEc/NjbHmFvMyetyi7vWNmcKlzZuREFgagK7KlzijSX3vH79utv6E98gYw2Srrstt07vly7ZkicX6+N6v9ulq1/S5+C69yvWpfola2KH5nG/S7rmITl2Pj6e53Q7+vZf22vcw1LhEt+Abm7+o+5/+M2vbP49dQruvC6P8/qjcJn6+kk+CLQR2FXhkkNQ82aTi1+LLb5Bxpek627Lzdf7pUu25MnF+rje73bp6pf0Obju/Yp1qX7Jmtgt5MnN0W3oEJiLQF/h8v/97DM+eXkC7+89c+0FeddBoOYuwY+KrWPPmMU+CayjcOns91fOfv+lZB++GTVvNsOzLu+pb5CSMQPpkqVZeb90yZY8uVgf2/vdLl39kj4H171fsS7VL1kTu4U8uTm6DR0CcxHoK1xizE8//QnFi70Hz7UP5F0PgZq7BIXLevaNmeyPwOKFy/NfFUv/9HHpzx6X7AP3oubNZmDKq7jpci4Zk5AuWZqY90uXbMmTi/Wxvd/t0tUv6XNw3fsV61L9kjWxW8iTm6Pb0CEwF4FLhUuM+73vfXT44sXfe+baC/Kug0DNXYLCZR17xiz2SWDxwmVpjDVvNkvP7dJ4/k1RumTESpcs5fN+6ZIteXKxPrb3u126+iV9Dq57v2Jdql+yJnYLeXJzdBs6BOYiMKRwibFfv/6zh+JlrnmsPa+/96x9rsxvHIGauwSFyzjWREOgjwCFSx+dK/f5N0XpkjE16ZKl6Xq/dMmWPLlYH9v73S5d/ZI+B9e9X7Eu1S9ZE7uFPLk5ug0dAnMRSAuXP//zf/U8VPxlsfR57jyIovccyYMs+9DLpHA59Paz+BURoHBZ0WakU/FvitIlw1e6ZBqvtvdLl2zJk4vVWJ7Pba4rXjKNkV3SY11Xv6TncZvH5HT5Sq4lj8/V5+Z2dAjMQcALlyha/tJf+rnut//H33sY6m//7f+k++3f/uocw24mp16PkpuZOBNtJkDh0oyOQAhMSoDCZVKc0ybzb4rSJWMk6ZKl0b1fumRLnlysj+39bpeufkmfg+ver1iX6pesid1Cntwc3YYOgbkIqHBR0fLqD/+o+9d/7t95GC5+POyv/JV/b66hN5FX7zmSm5g0kxxFgMJlFD6CITAZAQqXyVBOn8i/KUqXjNGkS5Zm4P3SJVvy5GJ9bO93u3T1S/ocXPd+xbpUv2RN7Bby5OboNnQIzEUgChcvWmKcn/vcf9j983/+hw9D/p2/858e+lMXvedIzrUP5F0PAQqX9ewFMzk2AQqXFe+/f1OULhnTli5ZWor3S5dsyZOL9bG93+3S1S/pc3Dd+xXrUv2SNbFbyJObo9vQITAXgb/xb/wHDz8eFp+06Otv/oN/0n3u3/53H5rvvfd/dX/1r/4NdR1O6j1H8nAADrhgCpcDbjpLXiUBCpdVbsvjpPybonTJ8JAuWVqK90uXbMmTi/Wxvd/t0tUv6XNw3fsV61L9kjWxW8iTm6Pb0CEwF4H3//qpYNEY8TqLT1qiaImvv/bX/n11HU7qPUfycAAOuGAKlwNuOkteJQEKl1Vuy+Ok/JuidMnwkC5ZWor3S5dsyZOL9bG93+3S1S/pc3Dd+xXrUv2SNbFbyJObo9vQITAXgVLh8v9+98OHT13+3t/7L7r/7X//P+YafvV59Z4jufoJM8HRBChcRiMkAQQmIUDhMgnGeZL4N0XpkjGidMnSLLxfumRLnlysj+39bpeufkmfg+ver1iX6pesid1Cntwc3YYOgbkIlAqXucbbWl6950hubf7Mt54AhUs9MyIgMAeB3RYu8SajZw5wS+T0b4rSJWN86ZKlOXm/dMmWPLnYteXxOZa4yC5fyZq1KEcpRjkl3b+k53xztlI8dgiMJUDh0k9Qr0fJfm96pyJwTd4ULlPtInkgMI7AbgsXYal5s1HMWqS/SUuXjDlKlyzN2/ulS7bkycWuLY/PscRFdvlK1qxFOUoxyinp/iU955uzleKxQ2AsAQqXfoJ6PUr2e9M7FYFr8q65S8TFii8IQGAeAhQu83CdJKu/SUuXjAGkS5YG9X7pki15crFry+NzLHGRXb6SNWtRjlKMckq6f0nP+eZspXjsEBhLgMKln6Bej5L93vROReCavClcptpF8kBgHAEKl3H8Zo32N2npkjGwdMnSZLxfumRLnlzs2vL4HEtcZJevZM1alKMUo5yS7l/Sc745WykeOwTGEqBw6Seo16Nkvze9UxG4Jm8Kl6l2kTwQGEeAwmUcv1mj/U1aumQMLF2yNBnvly7ZkicXu7Y8PscSF9nlK1mzFuUoxSinpPuX9JxvzlaKxw6BsQQoXPoJ6vUo2e9N71QErsmbwmWqXSQPBMYRoHAZx2/WaH+Tli4ZA0uXLE3G+6VLtuTJxa4tj8+xxEV2+UrWrEU5SjHKKen+JT3nm7OV4rFDYCwBCpd+gno9SvZ70zsVgWvypnCZahfJA4FxBChcxvGbNdrfpKVLxsDSJUuT8X7pki15crFry+NzLHGRXb6SNWtRjlKMckq6f0nP+eZspXjsEBhLgMKln6Bej5Lh7Xp/NL2tBK7JmMKlddeIg8C0BChcpuU5aTZ/k5YuGQNJlywN7v3SJVvy5GLXlsfnWOIiu3wla9aiHKUY5ZR0/5Ke883ZSvHYITCWAIVLP0G9HiXD2/X+aHpbCVyTMYVL664RB4FpCVC4TMtz0mz+Ji1dMgaSLlka3PulS7bkycWuLY/PscRFdvlK1qxFOUoxyinp/iU955uzleKxQ2AsAQqXfoJ6PUqGt+v90fS2ErgmYwqX1l0jDgLTEqBwmZbnpNn8TVq6ZAwkXbI0uPdLl2zJk4tdWx6fY4mL7PKVrFmLcpRilFPS/Ut6zjdnK8Vjh8BYAhQu/QT1epQMb9f7o+ltJXBNxhQurbtGHASmJUDhMi3PSbP5m7R0yRhIumRpcO+XLtmSJxe7tjw+xxIX2eUrWbMW5SjFKKek+5f0nG/OVorHDoGxBChc+gnq9SgZ3q73R9PbSuCajClcWneNOAhMS4DCZVqek2bzN2npkjGQdMnS4N4vXbIlTy52bXl8jiUusstXsmYtylGKUU5J9y/pOd+crRSPHQJjCVC49BPU61EyvF3vj6a3lcA1GVO4tO4acRCYlgCFy7Q8J83mb9LSJWMg6ZKlwb1fumRLnlzs2vL4HEtcZJevZM1alKMUo5yS7l/Sc745WykeOwTGEqBw6Seo16NkeLveH01vK4FrMqZwad014iAwLYHdFi7xJqNnWmTLZfM3aemSMQvpkqWZeb90yZY8udi15fE5lrjILl/JmrUoRylGOSXdv6TnfHO2Ujx2CIwlQOHST1CvR8nwdr0/mt5WAtdkTOHSumvEQWBaArstXISp5s1GMWuR/iYtXTLmKF2yNG/vly7ZkicXu7Y8PscSF9nlK1mzFuUoxSinpPuX9JxvzlaKxw6BsQQoXPoJ6vUoGd6u90fT20rgmoxr7hJxseILAhCYhwCFyzxcJ8nqb9LSJWMA6ZKlQb1fumRLnlzs2vL4HEtcZJevZM1alKMUo5yS7l/Sc745WykeOwTGEqBw6Seo16NkeLveH01vK4FrMqZwad014iAwLQEKl2l5TprN36SlS8ZA0iVLg3u/dMmWPLnYteXxOZa4yC5fyZq1KEcpRjkl3b+k53xztlI8dgiMJUDh0k9Qr0fJ8Ha9P5reVgLXZEzh0rprxEFgWgIULtPynDSbv0lLl4yBpEuWBvd+6ZIteXKxa8vjcyxxkV2+kjVrUY5SjHJKun9Jz/nmbKV47BAYS4DCpZ+gXo+S4e16fzS9tQTEVrI2fgp/CpcpKJIDAuMJULiMZzhbBn+Tli4Zg0qXLE3E+6VLtuTJxa4tj8+xxEV2+UrWrEU5SjHKKen+JT3nm7OV4rFDYCwBCpd+gno9Soa36/3R9NYSEFvJ2vgp/ClcpqBIDgiMJ0DhMp7hbBn8TVq6ZAwqXbI0Ee+XLtmSJxe7tjw+xxIX2eUrWbMW5SjFKKek+5f0nG/OVorHDoGxBChc+gnq9SgZ3q73R9NbS0BsJWvjp/CncJmCIjkgMJ4Ahct4hrNl8Ddp6ZIxqHTJ0kS8X7pkS55c7Nry+BxLXGSXr2TNWpSjFKOcku5f0nO+OVspHjsExhKgcOknqNejZHi73h9Nby0BsZWsjZ/Cn8JlCorkgMB4AhQu4xnOlsHfpKVLxqDSJUsT8X7pki15crFry+NzLHGRXb6SNWtRjlKMckq6f0nP+eZspXjsEBhLgMKln6Bej5Lh7Xp/NL21BMRWsjZ+Cn8KlykokgMC4wmsv3B5ddfd3Nw8PHev6hdc82ZTn/1yxJg3Wo+VLhkjS5cszcb7pUu25MnFri2Pz7HERXb5StasRTlKMcop6f4lPeebs5XisUNgLAEKl36Cej1Khrfr/dH01hIQW8na+Cn8a+4ScbHiCwIQmIfAyguXN9397W13/6brujf33e3tfRdqzVfNm01N3qG+Y95oPVa6ZIwvXbI0J++XLtmSJxe7tjw+xxIX2eUrWbMW5SjFKKek+5f0nG/OVorHDoGxBChc+gnq9SgZ3q73R9NbS0BsJWvjp/CvuUtQuExBnBwQyBNYd+FyVqxYEZNfS9Za82aTTTDSqDdayZp0HiNdMvJIlyzl9n7pki15crFry+NzLHGRXb6SNWtRjlKMckq6f0nP+eZspXjsEBhLgMKln6Bej5Lh7Xp/NL21BMRWsjZ+Cv+auwSFyxTEyQGBPAEKlzyXyax6o5WsSewx0iUjj3TJUm7vly7ZkicXu7Y8PscSF9nlK1mzFuUoxSinpPuX9JyvbJKl2Ev2sfGX8g/pX8MchszzyD4qXHyvXD8ym1i7WEi67ehsplp/jq3bphpnaB4Kl6Gk8IPAvAR2VbjEGwsPDDgDnAHOwLgzEIULDMcxhN/++A29jvGJy1BS+EGgnsCuCpfa5cc3ltav1til42J9rWOOjT16/BjuY9mNGXtM7Nh5j43f8ty3vPZrcr/m2Fves7FzJz4I5L8oXPJcsEJgCgLrLlw6+72Ws993mWLp17nQt36TbY0LUteKHTv21uPHcB+79jFjj4kdO++x8Vue+5bXfk3u1xx7y3s2du7EB4H8F4VLngtWCExBYOWFS9d1I/8c8hSQtp5j7Df2ra9/zPxhV08PZvXMFAE7kRguYTacVeoJu5TING0Kl2k4kgUCOQLrL1xys8ZWRYBvTlW4zpxhd4ZjUANmgzBlnWCXxdJrhFkvnt5O2PXiae6kcGlGRyAELhKgcLmIaPsOfHNq30PY1bODWT0zRcBOJIZLmA1nlXrCLiUyTZvCZRqOZIFAjgCFS44KNghAAAIQgAAEINBAgMKlARohEBhIgMJlICjcIAABCEAAAhCAwCUCFC6XCNEPgXYCFC7t7IiEAAQgAAEIQAACZwQoXM5w0IDApAQoXCbFSTIIQAACEIAABI5MgMLlyLvP2ucmQOEyN2HyQwACEIAABCBwGAIULofZahZ6BQIULleAzpArJjDD/+h0xatlahBYJwFeh+vcF2Y1iACFyyBMOEGgiQCFSxO2CYPiG/TNTXd7/8aSvunub2+6m9v7TtY397ePPmO+oT+NdXNz08VzNmbuf/TZ5/8w21fdnc3RFrCoGmxubm67M4Q1M4i1ax0lvn0stsruaU1n56B7efayKJ2ZO+yRk6/vQX/V3T29hp7PzQufC4ZD8qvg5q/DA7Ea/V524dgVu5136nSI13S66HFtCpdx/IiGQB8BCpc+Okv0PXzDuO1ub+66Vxrv4Rv1bXery7TsY+Wru+7uNEh393zZj8vq08Xfv4EV/bvu8RvseXE1dnpt8Y9zv7t7KuzakpyifP0na9cVWWyY3Rxnb4+c/By4Xjor7lOrH4HfEG5DfHbHauL3spqz18d7d5xrwLT5Uri0cSMKAkMIULgMoTSnz9M3jFf6ROXhX7xvu/tX92eFy6u7x09JHj4tUfXxEHvX3cWnMzd33Z37xL8Iyy87/8KFW+Pro57nWPOXre+bnXzmlpqDpMY7YxN87BOZs7677pXHuq5cL6SxOPM3+1lMxn4Wd+a8XONpDu1n7/SJYH7Stu6z9Zr9LDBjP4s7c75+w+fmur+GHux6jdpr8sy/tBTjceZv9rPQjP0s7sz5eg2fk+svuD2drzOf0rRt7Wf+Zj8LzdjP4s6cl2lofEmNetZO522fYsV7vv6xqxgT8en3kpxNg6fSxi+O4THmL/NZnIz7khQu+9pPVrMuAhQu196P5zfx+Ab0dImOguPZnk4w/OzTEelnbuZzZreG53fdLw/mnp3PWZw7L6c//whdOu+Ym7PxHzdJ+3wdrpeW4T6up3NQ/JnPkzFnk/9S8nkOjWdPl6TSfJ/zd8l5zlxmIof7K2fOpr5rS5+b634Owv58Dp84l9aarsdzuu75PebM56kjZ/OYa+g+J9d9XW53vTRf93Hdc3rsmc9TR87mMTPrve9lz681f+2EfnP6FN3n77oziPfB53/QetPd39UUh8lrtDSGczrzWQdnn95cOoXLXGTJC4Guo3C59imwN/bHT1WsKHn+ZtU9/KiSfjfl+dMDiz0tI/lmduowLSlszvL4N0aFJP4yn8XJuKQ8n+vpG3/yDfZhSj2XRl+H69mlJCzO/M/n8xie+CvnWZyMC0ubwzRnz+efrNvG6vwi9RyS+Mt+FifjSqTPzXVf3yB7bj0Jj1Ke59DEX/azOBmvLH1Orpe4nfnk5p6s/cx/K6/J83mW38vM72ydyXveWV8S45/MCOeZv4yp3APndE3ztClc5uFKVggEAQqXa58D/4YR+v/f3pdwW1IcZ+p/6W9ofGZsazyyjTWSPaNlZFsyQsISIDySDJaQZkaLEVoQAgRCRogGocWGZut+NE130/t7r/cFpF5poIGcE5Uv7osbL6Mqqyozb92q757zbkZGRkZUfhGVdb9Xd+H/hmn97DMw6iIkyU117bpB/EcttDh18SETGUu+eKimB+zZ7dw8VhZsKT5/SJpbxmPLsdE6Nj5HpMdkX8pblhLAYs5e5KaaG7Bnn3PzWFm4lcdAcs/a2zz6wLplrGWqsc1FbZXkmqQs1xel165Hjp/ERMoWbnM2I8WK1sh7GLfBvUzsMRoX2ZeyxJXh43jBGGwk25HXpFxqAhnEJQGIcAEEDARAXAxgiqnnLjAiqtRrmd96IvU0Vb4dSriaiWTPc2dKEoyLoWm/MVnHn/OZvzP3X8kqnLEOTej0ccu+lOUSSD8i7Dxc85+jmi1XYqBlxkDqZxM3SDDbSP2S1tjcEnRHvu2mqg9BjBmDOZzs+py5rvyIz2NtDoS/QMO035g4F3/mbLFCW9ysNZhrN3A27RePVeNeJv/pwrXlFJmQOFVrDdSj/KC9tmcSo6vDxG35cNZLy9UHccmFLPwCAdxxWXwNyIuHPBqln304/wb6oG/o7WR0EREfuqT/2vF/0Df80sVx8+1m3nb2Vbj0YmLjP308rc5ej/EcuYS8srhoikCzFwDVxVbgIS/KCtu5O056bJTYzRY19wUQMxgVBs21N5u5+W1z/F9j+bXbS1djm+valOjFItfVPMFoxknUrMKY/evzis7J5T1HeVXU9sBt9FiJuhCQzfay6n9SGzUn9/8K1s19u9q/xT5n1uOsfsXnY6p/LGzEUJv5eGtSgJ1YBHFJDCjcAQGBAO64CDAgjggB48XOiFaIpQABIAAENhGQd7I2tZAWgACIywJAR8jJIADiMplUT2yhIC4TSziWCwSmh8Dsrkp1F0X8Ftj0oBjUikFcBpUOHMzIEABxGVlCsRwgAASAABAAAkBgcQiAuCwOe0QePwIgLuPPMVYIBIAAEAACQAAIFEIAxKUQ0AgzSQRAXCaZdiwaCAABIAAEgAAQyIEAiEsOVOETCHgEQFxQCUAACAABIAAEgAAQSIQAiEsiIOEGCAQQAHEJgAIVEAACQAAIAAEgAAS6IADi0gU1zAECcQiAuMThBCsgAASAABAAAkAACDQiAOLSCBEMgEBnBEBcOkOHiUAACAABIAAEgAAQmEcAxGUeD/SAQEoEkhMXcog/YIAaQA2gBlADqAHUwFRrIOULNfgCAkBgEwHaU/bt2+euX78e/HvfJ7e799GTZUCTyUnd4/z587Ph3DIFyh1D+i8dD7F9KUkcSsql8106nsQSscvX2pQwn9JacV6N/1zyK/TPTa+JpC1kIAAE2iEA4tKT6BDc8qJUUkZsX+xjxhw5Hn+OZf1OKd9TWutUc7zIdZeuL79T+WcQF4kGZCCQFgEQl57Eg9IhN+eSMmL7k2HMmCPH48+xrN8p5XtKa51qjhe57tL15Xcq/wziItGADATSIgDi0pN4UDrk5lxSRmx/MowZc+R4/DmW9TulfE9prVPN8SLXXbq+/E7ln0FcJBqQgUBaBEBcehIPSofcnEvKiO1PhjFjjhyPP8eyfqeU7ymtdao5XuS6S9eX36n8M4iLRAMyEEiLAIhLT+JB6ZCbc0kZsf3JMGbMkePx51jW75TyPaW1TjXHi1x36fryO5V/BnGRaEAGAmkRAHHpSTwoHXJzLikjtj8Zxow5cjz+HMv6nVK+p7TWqeZ4kesuXV9+p/LPIC4SDchAIC0CIC49iQelQ27OJWXE9ifDmDFHjsefY1m/U8r3lNY61Rwvct2l68vvVP4ZxEWiARkIpEUAxKUn8aB0yM25pIzY/mQYM+bI8fhzLOt3yPnefviCu+vXx5Ptd0Neq6+6PHs71u3RlXWfQy6NM9cMtSAuEg3IQCAtAiAuPYkHpSPHphvjE7H9yRCDVSqb0piXjidxQuzx11ebfBNx+ZNv73VfeuhlD0zPvQ/1hfriQpJ1mEouXV+8FmpBXCQakIFAWgRAXHDxrSqq7cWCJrWdk8p+SrGntFZZH1g3IVD2HGuKx3dcfrnjaEVgvv5Uv7svTfEqADJhgNgeXXnO5ZZLY76IeB5VEBfGAS0QyIEAiEvPCyMlJfeGb/lHbH9KWPjk0JfGvHQ8iRlij7++2uSbiQvPefbIxV53X1BfqC+PQJ5raOn64rVQizsuEg3IQCAtAiAuPYkHpYMv5KXl0vHkOhGbEMif+xIxZF6ljNhVioue30PGXBMXOtbHdxx1X3vqeAWUrJ0YechrrRaU6fzGuj26MTXSx6Y0zlwz1IK4SDQgA4G0CIC49Lw4UTr6bK595iK2Pxn6YNh2bmnMS8eTeCD2+OurTb5DxIXmP3fkovvar9q/bQz1hfryCOS5hpauL14LtSAuEg3IQCAtAiAuPYkHpUNe/EvKiO1PhjFjjhyPP8eyfoecb4u40DE/d/Si+9JP231of8hr9VWXZ2/Huj26su5zyKVx5pqhFsRFogEZCKRFAMSlJ/GgdOTYdGN8IrY/GWKwSmVTGvPS8SROiD3++mqT7zriQkg9vtN/aP9fIu++oL5QXx6BPNfQ0vXFa6EWxEWiARkIpEUAxKUn8aB0yIt/SRmx/ckwZsyR4/HnWNbvkPPdRFx4Hc8fvehui7j7MuS1+qrLs7dj3R5drpdceOTyax23X5V/BnGRaEAGAmkRAHHpSTwoHdZGlluP2P5kyI2z9F8a89LxFrlWxC5fz20wjyUutIptO4+6O39V/6F91Hb5fE8J89Jr9dn0zyAuEg3IQCAtAiAuPYkHpUNe/EvKiO1PhjFjjhyPP8eyfoec7zbEhdb0wtGL7s4n7Q/tD3mtvury7O1Yt0dX1n0OuTTOXDPUgrhINCADgbQIgLj0JB6UjhybboxPxPYnQwxWqWxKY146nsQJscdfX23y3Za4EHovrF50tz4Y/tA+6gv15RHIcw0tXV+8FmpBXCQakIFAWgRAXHoSD0qHvPiXlBHbnwxjxhw5Hn+OZf0OOd9diAut54kV/6H9O548NrdXDnmtvury7O1Yt0dX1n0OuTTOXDPUgrhINCADgbQIgLj0JB6UjhybboxPxPYnQwxWqWxKY146nsQJscdfX7H5fuzFI+6uX5+oAJFz2sgvrl5ytzy4y4O68dxmPk1JZZ/SV9tjQmyf/La4tbUvjbNflX8GcZFoQAYCaREAcel5MaR0tN1QU9kjtj8ZUuEZ46c05qXjSQwQe/z1FZvvFMSF0HxyZdXRnRd+yPglZYpfMp6Mhdg++xKTHHJpnP2q/DOIi0QDMhBIiwCIS88LGKUjx6Yb4xOx/ckQg1Uqm9KYl44ncULs8ddXbL5TEReKR3de/vkJT15k/JIyanv8tV06xx5R/wziItGADATSIgDi0pN4UDpKXnBlLMT2J4PEJLdcGvPS8SR+iD3++orNd0riQqjuWPPkRcYvKaO2x1/bpXPsEfXPIC4SDchAIC0CIC49iQelo+QFV8ZCbH8ySExyy6UxLx1P4ofY46+v2HynJi6ELJGXD9zx9ELuvqC2x1/bpXPsEfXPIC4SDchAIC0CIC49iQelQ178S8qI7U+GMWOOHI8/x7J+h5rvHMSF10oE5qtPzH/jmMQkh8yxfXWV3cMR26OeI6/SZ2mcuZaoBXGRaEAGAmkRAHHpSTwoHXKzLCkjtj8Zxow5cjz+HMv6HWq+cxIXWvPOtUvuCw9sfuOYxCSHPDYW4xkAACAASURBVFScc6xV+pzSukuvleLxA8SFkUALBNIjAOLSk3hQSuSFoaSM2P6EGDPmyPH4cyzrd6j5zk1caN1Pray6r24r86H9oeIsayGHPKV1l14rxeMHiAsjgRYIpEcAxKUn8aCU5LjAxPhEbH9CxGCVyqY05qXjSZwQe/z1FZvvEsSFjmXn+iX3lW353zaG2h5/bZfOsUfUP4O4SDQgA4G0CIC49CQelA558S8pI7Y/GcaMOXI8/hzL+h1qvksRF1r/yrr/0D4RmFx45PIrc2nJiF2lNft1szTOflX+GcRFogEZCKRFAMSlJ/GgdFgXqNx6xPYnQ26cpf/SmJeOt8i1Inb5eo7FvCRx4ZonAvOVbetZ9leO4REvu4cjtkdd1l4OuTTOXEvUgrhINCADgbQIgLj0JB6UjhybboxPxPYnQwxWqWxKY146nsQJscdfX7H5XgRxIfRX1i+7m+9/ySci4V6L2h5/bZfO8axIQVwkFJCBQHIEQFx6XgwpI/LiX1JGbH8+jBlz5Hj8OZb1O9R8L4q4EB6/2bXmvvz4elUIEqs+8lBx7rOmmLlTWnfptVYFuvGEOy4SDchAIC0CIC49iQelI+aCkcMGsf3JkANby2dpzEvHk+tG7PHXV2y+F0lc6BhfOnbZ/cm397rPJ7r7gtoef22XzrFH1D+DuEg0IAOBtAhMnrj89x/sd6snzsxQ5Qv5R354wB05fnqLnhRsw4OyX1LWx4LY87nJgUdpzEvHk5ghNiGQv6aWAfNFExefCed+u2vN/e8Ed19K53UZciyPMYdcGvNFxOM6BXFhJNACgfQIgLjUEJcP3PF09V++C29cnyMrclOnlMh+SRmx/QkxZsyR4/HnWNbvUPM9FOJCWO06drkiLxK3tvJQcW67jrb2U1p36bVSPH6AuDASaIFAegSSE5dt27Y5/dd2c421/4vvvVoRCyYY9FaCN956txWRiLnj8tEfHnCHj4XvvlBKYo+X05fKHrE9ohrPf/rlunv5+OUseSmNeel4EkvEDteX1+Y574eK+ZCIC2FE5OXzP+n+of2h4izPvxzylNZdaq369Q71QVwIfTyAQB4EkhMXfZh0EqfegP/87lcdkZVrb79bhWP/f3nPq52IC/m6dO2dmS96m9hFcZcFxMVnlXHmHMt+SZni18UDcTnPKarFiY0sLJtwbppv+Y3RI7ZHNwarVDZ1mA+NuNCx/vblNUfnet1xW9h0mWP5aqtH7CplvfamGMxL4UyvcfQDxEUjgj4QSIfA0hKXE6fOzlDgTQzEJc0LVsaTALbkujFrTip9U2x6MUN33+iFDT9KxV72eBKnJpxTrxWxPaISh5JyXb6HSFwIG7qzSuf651refalba27MEbtMnZfCGcTF5xPPQKAUAqMiLgQakZdjJ7eSGhoLXZDorWK44xLGxsKMizOEZ92cVPZNMUBc0hDYJpxz1gFie3RTnTMxfuowHypx4Rr83ctr7vYWd1/q1hqDVR8bxPZZ64NhzNxSOIO4+HziGQiUQiALcZEnMskxm0wbG3qrWOiOC4EG4uJLpw2eNKOtfZc5bWNY9k2xQVxAXKzaidE31ReN0yPGV1ubXH5jjqMu9tCJC61v9/HLFXnpu9aY+X1s6nDu4zdm7pRil1qrfr1DcfFWMUIBDyCQB4FJE5cP/2B/9dkW2vDpzsvFa++4D33zuerzLQS3vBD8xf99zv3h6vUqC1Kv7eRYbhmxq3TM5YneMkJvH6EHfXiXPsRLj1S5SOkr5phKx5PHhNiEQLrakdhacul48jjqYi8DcaHjJ/Jy033NH9qvW6vEJIeM2IRA/vOqRAyqDxAXn088A4FSCIC4XHunelEL4tLuv/RUoDku6jE+62KDuKTLSx3OMXnqY4PYhEC6XMbkoi7eshAXWsO/715ztz/mP99mrbturdacVHrEJgTy13aJGFQTIC4+n3gGAqUQAHHJQFz+570H3WuX397ywv5jPz7ozl3aqudkt70w0ry2c1LZDzW2JC60VvqxOrrrsqzrHirOqfC0/GDdhEDZ87su3jIRF6qp3SeuVB/a/+x9Kx5IhWXdWq2aTKVHbJ+SVHhafkrhDOLi84lnIFAKgaUjLvT5ljev27/V0uYzLrneKkbEhb7p5sDaqVke/+pbz1c6EBcPiXWxidGTB8sOxMXGxsLM0tfhbM1JpUfs/udJ21zUYb5sxMWjR3df1t2XAndf6tbaFre29ojts9MWt7b2pXAGcfH5xDMQKIXA6IgLAffBu7a7q29t/i4Lg6k3PklcyOYjP9jvjp4I/9Bk7Gdc/vL/Pe9eu/J2FfKGbz3vzl9+29GdFiIxuOPS7u1oOl+cR2qtMRAXGxsLM0tfh7M1J5UesX21p8Izxk8d5stKXGjdr5y44m57bG1uz6hbawxWfWwQu0xtl8IZxMXnE89AoBQCIC4bbxUjwFMTF7q4EVkh8sIy7rj40s514dfEhaLR28V+uyvNb7qQvz7H3nZu6Xjy+BCbEEC+tx++4G5/eLcHIyEeJbHdc+KKu/HHm28bKxlbx9J9ec7llqcUu9RaQVwIaTyAQDkEQFwEcSHYrQtHzB2X/3HvQXdwffPtYdoX7riUv+NCOQVx8RuKrkfeZix93flgzUmlR+xuOeuDv4X5GIgLre0/Xll3t/0izT8wcuBs4Z9Sn9JXWwxKxy4VD8SFkMYDCJRDAMSlIHGhtH78voNu/6pNbjj1MRcFso2xy2Ez1Ni445KuJoaa4xz1LH1i3YTAZh2NhbhQjvec9B/av/UX828dk/nPLUtsS8ul40ksS8cuFQ/EhZDGAwiUQwDEJRFxobstr19p/sawPsTlU/cfcnuOnJyrDnlhKCnTQZSMJ2PVxQ4RF7L//P0vuZcS/KZLXWx5jKnk0vHkcSM2IVC2zkvHi8n3mIiLz6hze0/Ov3VM4pBbHmKOSxxTiRgyd6XigbgQ0ngAgXIIgLhEEhfaEP/6RweqH6EMbY4gLvbbwP7x56vuwJmryYgOnR4yB1IGcbGxkTjFyHU4x8zvY4PY/iLQB8O2cy3Mx0hcaK1Pv7Lubn20/vde2mIYY2/hXEJfIoaFQenYpeKBuBDSeACBcghkIS7y8OmktjayLvqmr0Om2OT3hnv2V98sVhdDf6sYz+Xj13Mt4kLfJEZ3W5rm03jXOy50t+XUhbfcX3/3BXfyD2/yISbFlp3qdYf0pIuxI5tSxOX2X667371sv4f9y4+vV3ddYo+777pD89vGboNzinjy+BDbIyoxyS0PEfOxEhfK5d5TVyrykjuv0v8Qc1zimErEWATOkrjQGulBL6zwAAJAIA8CIC4J7riMibjc+PARt3LgxKza5IVAymQg+3UyERf6XZtn9x5r9FvnZzbZiA3i4hGKwTDGpk2OOTcxfmNsEDttLvtgPmbiQigTefnAHU+7Wx5drUCPwaqPDWq7TG2XwhnExecTz0CgFAKTJS5/9o1n3eVrzb/1womgC9Wi7rh89LsvVHdb6Fhy33FJTVz+/ocr1dvEiLyAuMSTPa47avu8SOozF7F9Fvpg2HbuEDEfO3FhzPedulqRl7Y5a2vP8Xx1lT2/pxS71FpBXLiS0QKBMggkJy50Euu/tht7nX2qt4qlIi5/c++B2q9A5jTymrq8VQzEZf7iTpgynlJuuuNCtvR2sd/0+E0XGa+EXCJGCEuKSw9rLLcescvjb2E+FeJC6yfy8pl7N3/vJUedWziX0JeIYWFWOnapePr1DvXxVjFCHw8gkAeB5MQldJjWRtZFPzXi8r/uP+T2im8SI8z+9oHDs8+5dMGQc6Tn3vjQEbd6/pr7xD073NHz1yozbcNzqbXGpJ7vuJD9p3+04vafvlrrV861ZCt2DuLyz08cc0+u+LeQVAceuW7r2NvqrbWW0JeIYeGB2IRA3DlmYdhWb8WbEnEhDLbvOea++G/53jZm4VxCXyKGVXelYy8iHsWkB4jLBhBogEAGBJaKuPzx17e7N6+/W8EQsznSB/SPnTwzg03OSXHH5W9+dMD9/sr1qBfwMvaHv/28O3cp7sP8IC4+fRI/0sg+yyAuW7FibCzM6vR1Y338xsxFbEIgXOe59JbfqREXqs9XT1+tyEtMrba1sXAuoS8Rw8KjdOxFxKOY9ABx2QACDRDIgACIS4sXB/ozLrmJC5GW0xfe2vIiHXdcwi/oYogLnUM33/+SW1m/XJ1O1kWW9HS3hb5UAHdc/M5ThxXvTalsyF8qX239IPZ8vqdIXAgBIi/0of0vJL77gvqar69ceOTya+0nflX+GcRFogEZCKRFAMSlxQskSVwq0nL1epUNayOz9LF3XEBcwr8NQ6CHsAVx8ZtDCBsLszp93ViqGJYfxCYEwnWeS2/5nSpxYTzo7a1EXqxabatnv9TSo+38Pval48ljLR17EfEoJj1AXDaAQAMEMiAA4tLywkHk5fCx0y43cfnod16o7rZQzuXmzzLfdeG+ZddGz59xIZ+fffhI9TkX9n/Tz466HfuPz5Ugj1kxbv75qntu3/xXINMLAHoh0DTX8skHEJofS1xo7le2rbuV9Uu1x4E7LuHaq8tNKC9d7LvMQex++bIwnzpxIVxoz6LP6PGjT60xzvQ5Qtpn+/hqO5djp1jH0GOXXitjSi2Ii0QDMhBIiwCIi0EMCObQxkzEhd4+8PuNuy2WXZ0+5o5LDHGhtzHRsVB74g9vbjnev3/wsDv2+616LiG9vibiwrEOn3ujcqHna7/LTFy++MAut2PtUrWkWx7c5V5c9TIpmtad0ialr7bHjdiEAPIN4uLrgL7Onb7WvW9N8HwQl/Ad9bb7lGXPOFcJK3AecxxqQVwkGpCBQFoERk1cCKoP3vWsu/Lm1t9r6fLhfPJXgrh88ieH3N6jJ2eZjtmY/+6BwxWJOf77Nx0RFiIZJH/6wcNu18FmXx//3g63+trmN4nJOy6fffioO3LujdkL9s/97Kgj8mIdF+tLEhe627L7+OXGYyJQ6fia7riAuPjy41wybl6b/8V86XhynYjts8yYgLhs4nHgzNWKvDA2XWqF54C4gLj4ysIzEAACbRAAcWn5nxh+q5gEue1FrOmOSxfiQsdDx0GkhQiLPKaP3f1idVfm2OvX5vTSpg1xoVhEXogcHT5r330JEReaS28X6/NjlLxWaulB62hLXGjeV7Ydc79+afOrjhkPeovYr8RXIOOOyybOXgJx4bpLjUcuv1zbdf6tMRAXn2XGkMgL7X1d776Qt50Hjld7Mt4qNo+tVYNd9F3mcI67zKU5/MAdF0YCLRBIjwCIy8CIC5GWMxe3fpMYp15urKST/Sb50z894l46eIJdzc3VxIWM6KJKF+ij57eSE479uUeOukNnw3dfchCX2x5bc6+cuDJ37LRuEJf0/73kHHPBNNVXSvuUvtoeN2L7jDNuIC7zeHB9EIGhPY5xYr23tvdmGifiwne16Xez+NHWV1t7itN2Tir70rEXEY/zCOLCSKAFAukRAHHpuZFTSrps7B+/76A7e2krQclJXOhYP373Drf++uZbwrikuhIXmv/5R/zdFyIw9GA8UhOX236xVv2XEsTFZ41xlpinlFP6anusiE0IbJ5LJWQrBohLlYrZviZxOnjmqvu7H+70BpH5ImMQl/y1LfNUQp4VAT7jIqGADASSIwDiEnmxsV54UUassTp9iLh85DsvVHdbYn3G2unj+MxPj7j11+bfNmYRF7rA8kP6CcUmAnNw4+4LkRa6qMs5UqZv6KHfSQj5CcW78ccrbs/JK9XQlx5bc/++e53Nqhhd7riQg3+8f1f17WIk0/F99Ylj1Yfy5bHirWIeaolJbpnz4SN3O8e6zkVsjxznGMRlHg9dH8/vO+5ufuRoZcSYaRuppzEQl/zndF0OZD5SyVUBbDzhjotEAzIQSIvA6IkLbUp/9f391Qf0eYP68Pf3u7WTZ2ZIsp4UbeUucyjGIokLHfNnHvJvA1t77Zr7h4eOuJUD4beQWXhY66YLOL29jL7pLAVxuXXjLst/vLJJVDRxuem+leqD+dYx1elBXOyar8PNqotUesQmBOzcpMJZ+rHigbg054L+YUP/uJF4WjJ5A3HJX9tWPefS+yrxzyAuEg3IQCAtAiAuPV8cUDqsC1SdXhOXT/zkkNsX8U1i0mfX2FxC5ItIC5GMVMSFjynFHRe6y7J34y6LXvdn71upPutC8foQF/JLH9LfufGbLrjjsvlZGc6lrJdSMmJ7pGXd55YtzEFc4nJBb5Wlf9oQgbGwJP2R82+4T97j315G3yyGz7h0u4b6rNhz63KQ41zi46EWxEWiARkIpEVgaYjLh+5+1Z08fXa2emvjIQM9tgx3XBZFXAivlHdcQvhz0mRemt4qduuja+5pcZdFziV/TFxuD7xtLBRPztcyE5cvPLDL7dz47RZpg7eKeUQlJrllipg7huUfsefzDeIyj0dTfRCBqbv7AuLSDk9v3X4/aMpTV791+wb7BHFhJNACgfQIgLj0fIFEKbE2sjr9UO64cEnVHWvIpuu6pa8v/ttq9TkXHfuWR9fc3lNbvzmM53JsessY3S3Sn3dhO+3X0oO4bN5lkZgxzhZuOfWI7dGV+cgtW5iDuLTPBZGXT30//KF9SVzIM93tvvHhI1WQReXYyn1KfUpfMTgtIh7FpAeIywYQaIBABgRAXDoSD5mLmE1U20ji8on7DrmzkV+BLP3QMch+STlF7BBx+Yd7V9y+U/5D+NZ6ODYRl92Br0bm3FjzQ/qvbjvmnhK/3aJt7njymHtx9VLlWo91icdraJoba5fjmBDbZycHtpbPIWIO4tKtDl7cf7z6vSudUxCXbnha54yl17hbdqn0flX+GcRFogEZCKRFAMSl54t/SkeXjQ/E5byTxOWWR1eruyfP7Nn8EL6Fa1fM+dQJ+QVx8ehIbHLgHOsz1k4ebyoZsQmBzX0NxGUeD4lNk3z43BsVeZG1CeLSHU8/c7M26/CvG5P5SCXzsVEL4iLRgAwE0iIwCeJCkNHnXNY3vklsCN8qRsdEd1peXT1ZtVO840IYEHmhD7TuOxX/1cg0L9XFJtYP7riUxXwROaaY/Iiti9T25K9k7Eef91/OQW+5pD/+RsBv/OZEdRzPHL7g7vq1l5d9rRLXkjgTeSFcb/rZUXfk3Bvupofnv30MbxXLU/Mlc8znBrcgLowEWiCQHgEQl54vFCgl8oLYRibiQhc0+iHKLn66zGlzfHX+68baxCDisn3PMXJXPWLmkmGMXUobEJeymC8ix74C/XPK2mG/MT5Trfu3B/4wIyGSkGj5y4/s5sOrWjrGpw9dcCAuHpaYnMXaEGkh/EFc0mPLRSxzQTrZzy3zMVAL4iLRgAwE0iKwFMSFvlHsrevvRm1CBE9ogxrqHZepExcrX3X6urFQ7lPYg7iEz6sU2JIPesjc6b4cyy0PNfZD2w9VL3w1+eC7JFL/rd+dnMMzBjNeN4hL+MsqYjBsssEdl3zYcv1Sy4+mfJBdKhuOSS2Ii0QDMhBIi8Dgict/+fr2irTQsmM2GMtuqMSF3irGj5j1SRtrrSX0JWLItUp5EbFBXOLOP5mnPvIickwx+dHn2NvMfWLv63N3RiT50PK/PLqHDy9qL2xzHOyY5zxz6IL7p4d3O7xVLP0LbcKacWZ59fw1d+NDR7bodV7Yvqu+73x93G2Oo3TsRcRjPEBcGAm0QCA9AoMmLh/6131Rv90iN1OCSPZZBnHxxcN4WDjF6mPtUsWTfhYRG8QlfF7lykUuv7KOLDlF7F++8vrcZ0Y0CeG7JN975vTcfpUiNvmgh7U+Sy/ngLh0w9DCVuolziyDuJQhiD6r7c8NmT+W33Ou+qcD+5QtiItEAzIQSIvAYInLf/vXfe6td97rdfElqHiTIfm/fuNZd/nNd9xQPpyvj08ea4zcd35MDMtmarFBXObPJasuUumHWF+Pvvza3N0RJh8hUvKDZ0/TEub2nxhsusyJ8RtjI2ODuFTpa52/tjgz5iAuIC6+4vAMBIBAEwKDJC7/+WvPuLffof9npL3wE3GhFxlEXmIuMDE2XY4xxm+MDWJXJZIsl3WYg7i0Pxfr8PSZs32WrO1HXjo/R0hCRIR09z5/JnutlVy3jiX7IC6Ehl2fqWubiItVd6z/zE/7/0hlrjXF4FE6ds54773n3J9+e+/cfkDx+IE7LowEWiCQHgEQl54XJ0pJzKadwwax/QmRA1vtE8SlbJ33re3vPbU/+oPsP3nx7Nw53De2rh1fpXH4DSn2Yy/6r0rG1yH7DPbJq5zbNcfrrzeTGyI5THRC8qfuPzRX6/K4cstd1+3Rjzt/5BpyxgNx4aygBQLlERgccaG3iJ06c26GhNyIYmSaaNnhjouNjYWZpa/D2ZqTSr+o2EReXli9ZNZXqvVJP4taK8WlhzyWkrIV+4EdZ+fujlhv17r7qf1+AR3WYMUuoS8Rw8qjjg3ikqf+Nc5WPnLoT114K+r8sc4r0n/sxwdpCa33hi5z+mCQK965c+fdn35n7xYMKsXGE+64SDQgA4G0CAyKuBBpobeI5dqsQFzaX2ysXFAZWmO59YuKDeKS/n3oVCv3vXB2y3+Jrf8aP7xyPnvdLaq+eGvPff5Y/vW6QVzy7HEaZysfOfQpYp+//PaW87WO6PCdH31O//n/eY5LPss5nWKtfIAyFyAujApaILAYBAZDXPp8rkVuKgSj7GuZPpiPz7j4YtPYcAnG6JtwbuMrJp60WVRsEJd44vKj585E/2f357u83yHkOGfdyvVZ8qJqO7RuEJf6a0kIMyuvUj+kHMvjyi3rdR85fjr67Zya9DBRuuGeV83rvY6XYn3vvufcf7rzaU79XOyZEr/jIqGADASSI5CVuNDtVNpwzp6rf8HzZ9/d5073eHuY3JAIIdnXMohLfS6a8JMVqLHlsdz62GNMfRwgLufd97f7Fxv8wsF6QfGL3a/VnodNtbKoHDcdV+qa0uvU/dzxpP9QbPyOS5r9sgnnUnUXyvEyx7761rvmP0isvUnr6Z+m/JB5kvLZc+eq1zIf/M78B/KlDfugFm8Vk2hABgJpEchKXPhQ/+jOp2v/s3L93X5vD9Obh+xrGcQlzYWYcqux5Xzn1i8qNhEXfdFregHf177v/D7HF4r9+J7XqzSPNcelatjCb1G1ba0bxCXNfinzPbQcW7lPrS+97th49Jla2utC+x3r/+jOZnLDeFEL4iLRgAwE0iJQhLjITTu3TPDkjiH9l46H2P4EkDiUlEvnu3Q8iSVil6+1KWE+pbXivBr/ueRX6J9BXCQakIFAWgRAXHoSHUqHvCiVlBHbnwxjxhw5Hn+OZf1OKd9TWutUc7zIdZeuL79T+WcQF4kGZCCQFgEQl57Eg9IhN+eSMmL7k2HMmCPH48+xrN8p5XtKa51qjhe57tL15Xcq/wziItGADATSIgDi0pN4UDrk5lxSRmx/MowZc+R4/DmW9TulfE9prVPN8SLXXbq+/E7ln0FcJBqQgUBaBEBcehIPSofcnEvKiO1PhjFjjhyPP8eyfqeU7ymtdao5XuS6S9eX36n8M4iLRAMyEEiLAIhLT+JB6ZCbc0kZsf3JMGbMkePx51jW75TyPaW1TjXHi1x36fryO5V/BnGRaEAGAmkRAHHpSTwoHXJzLikjtj8Zxow5cjz+HMv6nVK+p7TWqeZ4kesuXV9+p/LPIC4SDchAIC0CyYnLtm3bHP6AAWoANYAaQA2gBlADU6wBEJe0L1ThDQhIBJITF+kcMhAAAkAACAABIAAEpoQAiMuUso21lkYAxKU04ogHBIAAEAACQAAIjBYBEJfRphYLGwACIC4DSAIOAQgAASAABIAAEBgHAiAu48gjVjFMBEBchpkXHBUQAAJAAAgAASCwhAiAuCxh0nDIS4NAduLyzW9+MwgG6a0xnsA22s7S8zxuLbu2evKnj4FjtG1Dfqzj0b4tO0vfd36dXxrr+7D8W3odr8mu6Rit+W31dFxNsfSxh/pW3Fj/oflSx3IoNscI2bCOWvmw9OxL2naRLf+WXscI2Ukdy3oe93mcWvloq6e52of0FyOH5lvHof3V2fGYniP7bEOtfLTV01ztQ/qLlUNxpY5lyx+PU8sPqWOZx3TL43I+2bTV8xztv20/FFfqWLb88ji1/JA6lnlMtzwu55NNWz3P0f6XsQ/isoxZwzEvCwJZiQtvXBoMvcHpceprG+5zy3N039KzHbfaztLzsehxnt+mJR/aT1Of/Vt2lp7ncWvZtdWTP5qj53Gc2FbP5z637Ef3Lb22o77W8Vxq9Rj3uWVb7nOr9exLj7NdbKvnyz7Jsh/yqce5z21ojtRpO+5zy7bc51brqU9jepztYls9n/vcsh/dt/Rsxy3bWa224z63PI/73Go99WlMj7NdTBuar/3pPvvVetmXMtvrVttwn1u25z63Wk99GtPjbBfb6vnc57bJj7bTfZ4fq2c7bvV8S092NKbHeX5sq+frPvuJ1cfaWX55PrfaztKTHY3pcZ6/bC2Iy7JlDMe7TAhkJS4EhN6IdN8CS9vpPs+z9DzOLdtxq/Xc5zbWju1j2ya/epz9ar3uW3as1y3P55bHdd/SW3Zs39Tq+dznlufrvqWXdixzy3PqWrbllm1139Jbdmzf1Or5TX3tz7LXej3P6vM8btlO9y29Zcf2bVvLX6ye7bjtGl/P1332q/W6z3axbdN8a1zruc9tbHy243ncaj33uY21Y/um1vKn9ZYfbaf7NC+ka/Kn5+g+z9d63We7rm3IX0jH/vWY7pNdSMfzdcu23PK47lt6y47tl6UFcVmWTOE4lxGBhRAX2pz4zwJNb2C6T/NCupA/aSdly4e2sexCsZp0lm/Sh8bYnx4L9bWO5+pW2kmZ7HS/jU7HqevrONznlufqvqVnO27JTso8L9RKOylbPrSNZReKZem0z6a+9mPZk17+6Xmh/sVRjQAABg1JREFUvvQlZbLV/Ta6UKwYnRUzpGd/eoz71Mo/tq9reS7ZSDnUb6Ori6nHdFwe57VwX7d6Hvd5Hrd6XqjPc2lMyqF+G10olqWz4vI6uG07X9rrGHJMytJOymSj+210MkYbORTTist+9Rzdb5rPfrSd9qP72p79hOx4bJlaEJdlyhaOddkQWAhxkSBZG5XWN/WlTyk3zWsaZ1/ajvVtW+2nqc/+u9rxfG6b/DSNW35YH9vWxaEx+Rfyac2X81gOzWed5Sd23LJjfWzb9ji036b5bK/tWM+tHm/bt/ywvm2r4+v51rjW6z77sfTWuLZv6lt+WB/b6jh6njWu9dznlv3oPuu51eNt+5Yf1se2TXHZj7az9NpO93mebrVd2z770/NY37a1/Fh69q/Hm/o8T7dN85rG2Z+2Y/2ytSAuy5YxHO8yIbCUxCV2cwvZaZ3sS1knsW5M29b1tZ+mPvvqasfzqdU+QjppI2XpJzRPjzf1tW/d5/mx+pBdSMd+qQ2Na53sS1n6sXxpm7q+9t3U175i7bWd9BMa0zrZl7L0Q3LdmLa1+jE+LBut132OaemtNWh72Zcy++e2boxt6tqm+da41nOfW46p+6ynNjSmdbIvZenH8qVt6vrat+7z3Fi9ttN99ifbkI3Wyb6UpR+S68a0rdWv81E3Foqv7XU/dAwhG62TfSlrf3Vj2nbIfRCXIWcHx7bsCAyKuMhNS8oEMve5DQEvx6QsbbWe+9xKWyk3jUvbOln7qevLMSmTf+5zyzFl35LZVvphHc/hlvW6bRrX9rqv5+s+2Wud7Es5ZBvSyTlSlsem9dznVtpKuWlc2oZkPb+pTz6kjZTlmKWXNlqmPj+s+VrP9tw2jbOd1VrztV72LZli8Bi3HFf2LZltpR/W8RxuWa/bpnFtr/t6fl1fjkmZfHKfW44j+5bMttIP63gOt6zXbdO4ttd9PZ/73LK97Fsy2daNNfnice1H9qV/ac9y0zjbWW3dfGtM6qVMMWRfyjK+1EvZspF+LXue2zTOdkNvQVyGniEc3zIjkJW40CbEfxIk1ulNKtRnW57PfdnKMSlLG5L5IfUhHY+HxljXpWW/8ljIT51exqmz4zFtz30el21oLKTjOaEx1nVp2S+18sF6qSPZstN6nqf1sk+y/pPzeCykqxtj+y4t+6VWPur0sXbsQ9tzn8dlGxoL6XhOaIx1bVv2KVv2EdLRGOnlo86Ox7Q993lctqGxkI7nhMZY16Zlf9TKR50+1o59aHvu87hsQ2MhHc8JjbGuS8t+qZWPOn0XO54j48gYLEu7Ol3dGPto27JP2bIP0oUeWh+aS/O0HfuSejmXZWlXp6sbYx/L2oK4LGvmcNzLgEBW4rIMAOAYgQAQAAJAAAgAASCQCgEQl1RIwg8Q2IoAiMtWTKABAkAACAABIAAEgEAnBEBcOsGGSUAgCgEQlyiYYAQEgAAQAAJAAAgAgWYEQFyaMYIFEOiKAIhLV+QwDwgAASAABIAAEAACCgEQFwUIukAgIQIgLgnBhCsgAASAABAAAkAACAABIAAE8iAA4pIHV3gFAkAACAABIAAEgAAQAAJAICECyYgLOcIfMEANoAZQA6gB1ABqADWAGkANoAZy1cC+ffvc9evXg3/v++R29z56sgxoMv6AAWoANYAaQA2gBlADqAHUAGoANVCiBixe0khcrInQh5kgcAEuqAHUAGoANYAaQA2gBlADqIH0NQDiYtyKQrGlLzZgCkxRA6gB1ABqADWAGkANoAa61gCIC4iL+TbBrkWFediQUAOoAdQAagA1gBpADaAGUtcAiAuIC4gLagA1gBpADaAGUAOoAdQAamDwNQDigiIdfJGmZuvwh/8AoQZQA6gB1ABqADWAGli+GgBxAXEBcUENoAZQA6gB1ABqADWAGkANDL4GZsSlEui7kfEHDFADqAHUAGoANYAaQA2gBlADqIEh1sD73//+2W9ekiz/eEDakK6pz/Oo3blzZ+8/+pEbenA7k7ff7FyCv71791b+8dQeAWDXHrMcM5Y9D8t+/F1zOtV1d8UL84AAEAACQGDaCPx/l5NaOAOeNLEAAAAASUVORK5CYII=" alt=""&gt;&lt;br/&gt;To find the time when some log entries start or stop it would be helpful for the cursor to display more time details than the x-axis.&lt;br/&gt;&lt;br/&gt;Regards&lt;br/&gt;Andreas</description><pubDate>Thu, 09 Sep 2021 05:53:41 GMT</pubDate><dc:creator>AndreasP</dc:creator></item><item><title>RE: Graph Reports - Cursur Tooltip Resolution</title><link>https://www.logviewplus.com/forum/post/1154</link><description>Hi Andreas,&lt;br/&gt;&lt;br/&gt;Thanks for bringing this issue to our attention.&amp;nbsp; I can see that better tool tip resolution would help in some instances.&amp;nbsp; This is something we can review in a future release.&lt;br/&gt;&lt;br/&gt;For now, I would recommend one of two approaches: either make the form bigger or use the timeline below the graph to select a time range.&amp;nbsp; These approaches should give the chart enough room to effectively draw the X axes.&amp;nbsp;&amp;nbsp;&lt;br/&gt;&lt;br/&gt;Hope that helps,&lt;br/&gt;&lt;br/&gt;Toby</description><pubDate>Thu, 09 Sep 2021 05:53:41 GMT</pubDate><dc:creator>LogViewPlus Support</dc:creator></item></channel></rss>