使用QGIS将文本坐标转换为矢量文件
本文主要是说明如果使用QGIS将文本格式的点坐标转换为矢量文件(如shapefile格式)。
所需工具:QGIS
所需数据:文本格式的点文件
所需要处理的点坐标文件如下所示,
114.2 22.15
114.33 22.1
114.85 21.3
115.32 20.6
119.25 14.78
120.25 12.8
120.35 12.62
120.43 12.4
120.48 12.18
120.58 11.92
120.65 11.72
120.62 11.53
120.58 11.33
120.57 11.08
120.53 10.85
120.8 9.72
120.85 9.5
121 9.33
121.66 7.28
121.82 7.02
121.93 6.87
122.05 6.83
122.15 6.83
122.3 6.82
122.38 6.8
123 6.02
123.77 4.68
124.65 3
125.15 2.18
125.25 2.02
125.42 1.88
125.9 1
125.97 0.87
126.95 -0.83
127.17 -1
127.82 -1.1
128.22 -1.27
128.37 -1.32
128.52 -1.32
128.82 -1.2
128.98 -1.28
129.02 -1.35
129.12 -1.38
129.42 -1.7
129.47 -1.8
129.53 -1.95
129.6 -2.05
132.58 -3.88
132.7 -4.08
132.77 -4.17
132.9 -4.3
134.8 -5.2
134.87 -5.28
137.48 -8.57
137.72 -8.58
141.77 -10.47
141.97 -10.5
142.12 -10.48
142.2 -10.47
142.32 -10.48
142.42 -10.52
142.53 -10.6
142.65 -10.72
142.77 -10.9
142.87 -11.05
142.92 -11.17
142.97 -11.27
142 -11.4
142.97 -11.65
143.05 -11.82
143.32 -11.92
143.37 -12.05
143.37 -12.23
143.63 -12.45
144.03 -13.18
144.12 -13.37
144.13 -13.52
144.4 -13.75
144.5 -14.05
144.57 -14.1
144.67 -14.2
144.73 -14.28
144.8 -14.37
145.02 -14.5
145.2 -14.68
145.35 -14.85
145.38 -14.95
145.48 -15
145.5 -15.13
145.48 -15.28
145.47 -15.4
145.47 -15.53
145.5 -15.7
145.5 -15.78
145.52 -15.9
145.6 -16.12
145.68 -16.52
145.95 -16.77
146.17 -16.77
146.27 -16.67
146.45 -16.75
146.75 -17.18
146.83 -17.43
147 -17.87
147.05 -18.1
147.07 -18.17
147 -18.47
147 -18.75
147.58 -19.17
147.67 -19.22
148.27 -19.55
148.35 -19.6
148.42 -19.63
148.5 -19.68
148.55 -19.73
148.63 -19.82
148.72 -19.9
149.02 -20.03
149.13 -20.12
149.25 -20.22
149.35 -20.33
149.55 -20.55
149.72 -20.82
149.67 -20.98
149.7 -21
149.82 -21.15
150.05 -21.27
150.13 -21.32
150.23 -21.67
150.67 -21.38
150.43 -21.45
150.5 -21.52
150.53 -21.6
150.62 -21.72
150.68 -21.8
150.8 -21.93
150.88 -21.98
151.3 -22.5
151.82 -23.05
151.92 -23.13
152.07 -23.23
152.17 -23.28
153.32 -24.45
153.43 -24.57
153.45 -24.67
153.5 -24.84
153.55 -24.93
153.77 -27.6
153.83 -28.63
153.77 -28.88
153.73 -29.05
153.58 -30
153.55 -30.07
153.48 -30.2
153.42 -30.67
153.32 -30.93
153.3 -31.03
153.27 -31.13
153.2 -31.32
153.15 -31.43
153.07 -31.6
153 -31.73
152.97 -31.85
152.9 -31.98
152.8 -32.3
152.72 -32.47
152.62 -32.62
152.57 -32.72
151.55 -33.75
将上面的点文件保存为一个文本文件,然后打开QGIS软件,如下图所示,按照下面的步骤进行处理即可;
1、找到工具栏上的“添加文本数据图层”,或者在菜单“图层”->“添加图层”->“添加文本图层”,(上图红色位置)点击后弹出下图界面:
2、选择保存的点坐标文件,由于文本文件中的坐标是由制表符隔开的,所以分隔符选择制表符,首行也不包括字段名称,所以也不勾选,几何图形定义选择点坐标,进行相应的选择时,下面的列表会实时进行预览,选择点坐标后,会提示选择x坐标和y坐标所在的列。如下图所示,选择完之后点击确定。
3、上图点击确定之后,会弹出选择空间参考的对话框,由于上面的点坐标是经纬度,所以直接在弹出坐标参考选择器重选择“WGS84”即可,一般默认的也就是这个,如果你的点文件坐标是别的坐标系,选择对应的空间参考即可。
4、选择完毕之后确定,即可将数据加载到QGIS视图中。如下图所示,然后再左侧的图层右键,弹出菜单选择另存为,如下图所示:
5、点击另存为,弹出另存为对话框,选择保存的文件路径以及文件格式,最后确定即可,如下图所示:
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ybklQmwi1r1U1AQuGOXruOw+WSfBavY1tr2lFCWhiepnXq4cfZX63nrEs30F6uQq0pp1VuuAFVokPkVbNmO6JWUlys/W7raeBqInrdtSSBq/uMXIpEcL2BbsteUxfnuItG6nodegldJgAt7CxvagHdXMZOy1wzFjbQmF+FpcH6gnjQ8w3YWt1fe9oq02K+XmgpwPTFdxIgARLIJ5AV5ux5/l1HW1qKWId+E4HjRl6zi44XohaJ9GCgw9kqVD7owfErqIhiux3ItcGgB89x4PXkeIBBz4PrODjtYi1hWfkA6L/1WIiqbSlfR0NlQ8/lJkwlCWJrqG7u5qx9j/7QFGm/unwVZjm90V5Gtd+HcfYbbVkrjl7zVVSxgx1rvbmxnowFjTaWq5Enr0LWDbRNw9Un0aj20X3Gulmc67aIuD0BkAnJDpbbtlQDOxL+jsVZQulWv8Y+vpMACZDAPRIwAm3e77GZe76tlDXrMHTgdRyEJsnM7aDn1VCTrVdZUx0PvYMSxRwHThiqLV9nMyDewLpaG5GwcQtzdZNQpWGaBDMR7dbTa3hSJVtlQY87H9/+/Hwsx5lG8pLBqvFEI1M5Pt3Z6UPLfV+FyuMLAKppDQaqbVxdrqPe6mJ3fV5541jfjScP5l6ZFEhYXQfCNackKB7VstasESelmRb4TgIkQALjCZyUUItVpXjWbqeDKOE7NXLH60Xec+I1FxJfR2eMByYSLglr97BfO2XMVJ40sL4pnm0XGQdUjUZ5sf1VPH3AVq3RQx/f/tB9kXcsEwkVERDbhirZBZLQBoj4V+fnoQTT3Bu9560li/e/WV3D3Fwd3UYmqcxuPj7Wkw9lU9Ruds1699ATmrhxHpAACZDAsRMoRayPfhQOXBfwZSFcXuJli7d99B1NVos5P/Ah+4j7mEe+syuZ4g30V5+O1oUPGM6h2x/fXndtdfjHSKz1bZX0hYZODJPksczEIrveHffWbaG+2kejIWOrH7hvPL6PByRAAiRwSgiUEgYfxUb2VVeSzdK6muPlVJdfP0v2Vau92Z4Ht9JEze/BCwM4ufflNDUlRSrBbDUxVm8tamPzqs62TlZyxWscsx6r1oXrWI3C4UmLOUfVe2jfbibqS7K+5dVYXkZV9ktZL8nYfnpuLhJx23btxdfrdcxF41bhfOteFdaX5lRWd7JfTa/RR+XxOrV1Iw9JgARI4JQROFaxljB4z7P8YbX/WhNNfkglSi6zqukaLjo9D7VaDU21BWyowpQ+Gmtfcd4IRFB31a7jnKv63vSFdHvV9d3xa8iHbV/VNz2m+1Kl7Yyt82Psz+07WQdXW60SjTad6i1Ychb9BCnXn2M0PCABEjilBGae+vjz+x84PyXR8FPwEG7cuIHz58+fgpEcNASd5CXJYHR+D2LF6yRAAqeFwM2bN3HhwoUjHc57b94tJ8HsSK1kYyRAAiRAAiRwxgkcaxj8jLM+Y8M328HO2LA5XBIgARIogQDj3yVAZZMkQAIkQAIkcJQEKNZHSZNtkQAJkAAJkEAJBBgGLwHqQU1KAgJfJEACJEACJFCUAMW6KKkjqnfUWYJHZBabIQESIAESmGACDINP8MOhaSRAAiRAAiQgBCjW/ByQAAmQAAmQwIQToFhP+AOieSRAAiRAAiRAseZngARIgARIgAQmnADFesIfEM0jARIgARIgAYo1PwMkQAIkQAIkMOEEuHXrmB/QBz/4wWPukd2RAAmQQHEC73nPe0ZWrvifHXmNFzSBgfeGUlBQrEvBOr7R97///eMr8CoJkAAJnACBX/iFXziBXtllEQIU6yKUWIcESIAESCAmsPvUI/ExDzSBuQ9/vVQUXLMuFS8bJwESIAESIIH7J0Cxvn+GbIEESIAESIAESiVAsS4VLxsnARIgARIggfsnQLG+f4ZsgQRIgARIgARKJVCeWIc+apUKKmP/avDDvPGF8GsVNIO8a5myoIma3UjQRKXQjZl2eEoCJEACJHByBPprqM+10I0t6KKVOo8voNuaQ0tVtOrI/fU19FU1Ka9jTZ8kN07xUXliLVAcD73BAIPcvx48JyEXNG1h1yKeLrOvV1Cp+VA673bghbW0YCfNTsXRxsUZzMyk/85d2S5u+8ZFzMxcxAa2ceXcDPLu3b5yDjMXN+I2pU+73rAN55AyQfUxA6uJuC05SN8vtox4qXZ+HBfPpcebjH/MvSOazCtO26P7ssebd8+RlsXP5D5b3b6CczOZZ3GfTQ7frj83o57tcH2WkEAJBKptbK7DEugG1uVcqzKALlqxGI/vv7+2hi76WK3PYW4u+atPsXqXK9bjeaauup1E1DsuYJ/nin3Pg9F6t9ODG/go4oinOp2gk4WVW9jf34//Lm+fiwT4ICO3ceXKBhZWLmPpoKoHXLdtuLUCrJxLhHNjYwMLCwuQ9/Qr+qLH9dj2/f0lbOR+8xtb/xdcv2XGeh1LWMBK6jzdw0FnaiJy7gqy0xt7PMK2OFPd46h2D7IHMmk6omdycF/pGvduc7odnpHAiRBorGN3t40dI7Ii1N2WEtz62k4xk/preHp1HsvLVUC1t4vdXf232a4Wa2MCa02MWMdsQh9+4MIJa2NC6M2MMDvweh24AMIwN64eNz8tB0vX93Fr5TYu5ohQagzbH8PG9hIuX15IFd/vycJlEf8NKG3evoIrG0u4/NElLGxsZLzm29jeXsDKZXuqsITr1+3zyJqSbC061sJMizY4qt5RjnPhMm7t38IRP95RlrOcBCaAQBXtzURgd3c3sVxtoN2eL2TbM2urmF9fR7u9iXUYoZ/+eHi5Yj123TpvvTqE3/ThdDrwvF5O+FwLsuN5Spgh69OZNXG1fp1TLvWmbSl74R1LWNjewMfEZRwRDt24soLtpaX79qrH/SvY/tiG7mPhHVhaiAQ8dcM2tm+nCnJPitm6gYvWkkDKQY9C8SpkHl1Q4fyVbWB7BefkvtQNw2akmMplxTUJyZvbR7Y7or7dU3qcejwXN8aMK1q+yF0KSD13E67W77p+EiIfaXPKOFkyicZrBhtft9u1lzyKjCFuhAckcE8EZB3ahKn7a/VoTRpA/xl0UUW+VDewvruOhvQoYfTNNtrru1hXBeJYa9Fv9+tx2/dk3ATcVK5YH2LNWliEfhN+6MAx8W0bkBL+JkKvh55Z7HY7Q4Kurg2Vy/r4iHbtPibteOEJPIFxQijCmfVqRbckhJ4IkByfE0E7xGv7yhVsLKzg8tI2PraxjaUl8ZQX8I6lBWxcsUPOS7i8sqDXrIe+/O0O8221a6jw8bmLuG2WBG6t4PbFSIxEtC7eTsLlS7fVmrr2lheAhRXckmWEPI/e7iTDdONjwEfN8sN1Cd/r0P+odkfVT7rIH6csCyyl+jEiKwJ5DitPJMsIKqKichCSVu2jjYvvFKPVssP1pW2svFM/j1E2x/eOYGiup9tF5jlLXsKoMZgW+E4C905AhFVEda7VRbXdlsVqnWy20wcaT2J0AFuSyZJ1aXuN2hy3dpZxdYpD4EK1PLEWoTbryrkZ2hK6tpLMQh9NH/lCDeNxDxKhzv1MhAiCEK4rAfFT9soJh2pBXcI7MhHw7FqtrNfeWslUysFji/y5jSXcunUZC1FIV2m1yLXt7UdtLFyW9fbrWDKeb45oj7I1ZcbGFazYIX3lyW9jQ4UWpKY1cVm6fCSh4aXLlxGTeWIBC7iN22PmNQfVHzXOpeuyNh+9li5jZSEaSzRme9kgtQRh7rHeF1Y+Go996fIKFra3USCwEbUwmuFB7Y4cg2UbD0ngfggoT1i5xQ20l3ewttZVf/Pzo6Va9yceth06t443l8cI/f1Ye7z3liPW2TC0xJ+zZSZ8HWV1B34AN1p3Hq6bkx1ussFtXoEPHx48R7aN2WH2EOEoj92+f9KOt2/jNhaw8ESeYZHHa4tNXrVDlKVEXoRasrwlzA4rhHtOzm0BNR0s4bryHCPRTq21F7N1+7ZIjtXXzDnEAQGZrCjP9z4zu1NM02HfGTU2M56894PqFxunafn2bRHO28DCAtKP+AkpglzPez3xRDy9yLs8uuwAhvfS7igbRxvBKyQwhoAkk0XZ39X2VTS6LaxiGe0orD3mzuRSagtXUjztR+WIdSYMPTK7Wy5EL8noNtFtZO4fDOSai469Bcx47aYBBGg2A7ieB0eF3ztAs6K3dIUhQgmDx3Wn40CvfY7wICOPzHi85YxIr09LeNXOVJdQ8/bGx4ayr7UNS7h+S7y9aK1dCgvauvDEE0k424SMJSpgsquWolCxTlUfuY1sHIsUU+PVmr7E7vE3K89fT0r2sZ+tX3CcgCTlASKOasxDnnFyfZw593TtCBjqfku08Z4GxptOA4H+zg6qVbM6XcW8HM7PH84z3umj31/F01O8TSvvWZYj1nZPQRPN0IOX6LJ9VcW9719EAzQrej070X8Js0dh86kTa+3BXdywsqpTiUZQW6iOYrtW+mFkzlTm9xKGJgSS0La9giuyi0vsSnnRgEpIwxMwDqDa9lVka1nU7jutDd5mDRkbFxNxVuHxxNZ8wUuu66McppkqOoqQFB7Ubrb+uHHa6/wqVI6Iq0oO3MBFa+lAh9IlXyCxpejRkM3qcxMli41hWKT9kWMocjPrkEABAnp5Ogp5d1to7TTQ2GklyWa5bVhJZrIXuwW9bcvUjRLPquJxx3u2zcXpeS9VrNWPmjSBzpAXrAEFQQAnN5vsEADzEs8yt8t2rvvuJ9PmUZ/a68UzM+ewsRStA+d1pLZSLWApu1idV/c+ytSe6txMcy006rqEVj8KvNNKaDu38gSuyxq29H0oW7VXDitBbmMpamfpMhaumKQ5nZAV55IZwctkgx/IVK0dJ2F3SahLedbZdsfVP2CcMuExjFJ8IMsH1nq/JAOafIF7eXZZm+02xjG06404Hj2GETewmAQORaCLbnceenlaRLeLRnsd61eXsaOSzRpY32yP8LL7WFN7s7to7K7jybx+ZSYQe+15FSa7bOapjz+//4HzR6vZItKyTC0/bJJ4upLtnf2lMQlt6+1YGpP8zKhSdx0StxPT7IQ1w1RdD9OJauqa9rSTH0nJ9mMaOP73D37wg3j/+99/Xx3LD1+c2758cObzffVyNDdPk633M+LR45TJwEXg+j7iycX9dHQi956GMZwIuKnr9Bd+4Rfwnve8Z6TdFf+z6lop/z1r8XyfBq5uPoln6nWszq9jN9qDJVu5nsZVmB81kW1e3cYuGl3zs6NVLG9uIk74VuvWq9FPj5rhZOqY4iN6N/8964H3hiNqMWnmvTfv4sHk9OiO1K+P5TTnyN5pL+dCXKQzxONTtXYdnw0fjLyu17eHbzgNJRu4srKNpan45p8mW+/ns3FWxnk/jHgvCRxAQNaa5xuodtdQt4Ra7qq2N7EJ7T2vqt830T9F2mjsYjevWQl977bzrkxtWSliPbU0psJwnXU9FaaqEO/+dJh6X1ZO0zO5r4HyZhIoj4D8NKjK+m5E79mu9C+bnS4Jzo5x9DnFejQbXiGBIyBwGoT8NIzhCB4lmyCBEyRwtIvVJzgQdk0CJEACJEACp5UAPevT+mQ5LhIgARIoiYBJpiqpeTabQ4BinQOl7CLJuOSLBEiABEiABIoSoFgXJXVE9cZtiziiLtgMCZAACZRCoIxtSaUYegob5Zr1KXyoHBIJkAAJkMDpIkCxPl3Pk6MhARIgARI4hQQo1qfwoXJIJEACJEACp4sAxfp0PU+OhgRIgARI4BQSoFifwofKIZEACZAACZwuAhTr0/U8ORoSIAESIIFTSIBbt475od64ceOYe2R3JEACJEACWQIXLlzIFk30OcX6BB7P+fPnT6BXdkkCJEACJCAEbt68OXUgKNZT98hoMAmQAAmQwFEQKCPSWZbHTrE+iifONkiABEiABKaSwFFGOsv02JlgNpUfLxpNAiRAAiRwlgjQsz5LT5tjJQESIAESKETg61//Ov7sz/4Mn/3s5/HS3bv4jje8Hj/4gz+IRx55pKAybVAAACAASURBVND9R12JnvVRE2V7JEACJEACU0vgpZdewnPPPYf+3/4jXv3Y6/HgK78FDz/yWjz06sfwyVs7+OxnPwupc9yvYxTrAM1KE8HYEYbwazX4oa4U+jVUKpWcv6ROujnpo4KaaSB9MTrTdZJ2pS3pN6+fCprjDU56CJrazsI3mFu7aM3NYa7AX6tr39NCfAqg25qDut5fQ72+hr6pOvZd+k63M1y9j7V6HWtRg/21+ghbkzrpNvT46qaB9MXoLMtA2pJ+87kkHHIbSwq7LW1r4RuSW3lEAiRwNgncfvYz+N3f7+HOSy9i+9af44EHHsDLHngZwr/cxjdf/CaeufH/4DP/8Lljh1OqWIvYjhTO0Eet5iPS5dyBO14Pg8Eg568Hz0nfEjRFbAO4gwF6clHaHzk5cNFR7Zp2HHi9AQYdF3A7cX8d14Gj+hkt5rHoB66+T9o41KuB9d1d7B7wt96wG21gfR1oxaLcRbfbQCNVx66fHIvYjhTOAkJfbW+OsHUT7WrSjxzJBGJurovG7i425aK0P3JyYDhsYlm1U0V7cxe7MvDGetzneqOK6ry0PlrM44lPt6HvS8NLGxmd6UlI3sQlvx+j/3qM9qRieNKSrpPXh6DJTILiZ5trblyo78v2mbHZGGvuUs/Bsjm3r8wEKtuGact6V+PMthX1lb1d1c0UFmFQhKVlUvQZjMaatc2qmM/RqqAmfvnPzqrFwykmsL+/jy8890V88SvfxJNv/0k88urX4Lser+LR2cdQefQxvOnNb8FrXvNa/Ksf+RH8ya1dfO4Lz0HuOa5XuWIdhnC02g2NJwwCwHWhNdeIoeXlHiDkSYPaU9YOreU1q/vta8kdo46CIIDrGrENEcYziUjMo4mDmgxAdN2aSBxapEdZUbC8sY71+VWsdeWLfg1dRF+u9VX0+6uox556+ot8p9/H/HxGVaMu+890gcaT0FfNF34dq/0+VsXLHfNll7Za26K/i60vfbEtsjPzPZ2+3TrrdrtoxLOQPnZ2zMVIzKNJzqZWeDTWrYlPAZFWrXVbqHcb2Nxdx6j5TnU5PUmxm7avbS4Dq3Xzpa4ZtpBMNnZ3G+imBq/r6P4t29t91FP1zLjt9y7WVodjKN3W08BV09Y6GjK+OLLRx9rTfbTjyeEmlrGa6UueWQs79pjtAdsmWMfqOfX7iB+RXNvpqyiPPMfkpZ9jVc+64onXeAZFWCY9yJEIe2tnGZvRWOXfS37UKZ9jqrXGOjaXd9A68Jmk7uLJFBH40pe+hP/7j/4E3/Ftr8Jzn/t77IR/iZe//FXYfwm4i3288pWvwl/3Q3zhc/+Iyqtm8Nv/+ffw/PPPH9sISxRrW+yy4wmhtdq4x0YMOxD5Vl5uz4uEPHtv9tx4ySKc1v2WR+4Go8LmVltBE83AheuIRy5eeg0+5DxdRzzpJrT3nehzNNkoPMGw2pSvqnHebrpq6kyEab0hXzTAsnih8qW0uYxqNfmC2t21PV5b7FJNqS9MrdVGyI0YioBVdfub7UjIs/dmz42XLDZZ98cCsYtGNz2JyLagzrsttCRiMC8euXhHdayigSeNiVIpCnU/jatq/ImmRJONAycYXbRaO1i+WnRsuZbGhdV2Gw2ZOilt2kG/X8Vy254CSFQkOe+26lidX8dulq1EE6x6cQfWQbfVQrdaHXomjXX7mWcjLvJc7UlJFW2xryvTPf1S7Yo4ZUMlVt+5h/Niixl71Fa3i2q1CpllxdOK/jPo9qtoRA+yGIODWaZt0p/1Rjt5ro32MqrZyYT6COVzTLcHqGfbXYuXhLLXeX5yBOJoWuykJJGjIlZJBPf5wZfR+MmfxGPf+hheeOEbalnz7t0X8dWvfQlf/+qX8dJLL+I13/Ja3LnzAl7/nW/Ef/nD/xr9Z/9aRVSL9HG/dcrLBg8DBI4Lp9lEoETUMjXw4QNwak049rUgQCCB8VoN6LgImmPC5BKu9sL8UHqtotq3egSCCgKvh54npdrj1tcdeBIybwKdyBZ3oCqlbrdD+motXQZgvZSXbZxyq7yMQ+UxyDeriPJmG+u7yZf/2P7kS3K+gXn5ks96kd01rEqT9Rbm7WvqS7yPbr0OrItXKN7xiJcITHsHdeVBp+t063Oq/VRpdw7d5U1stqVUe+D6ehXLO2uot4D1yJbGrqqUul1NciLPsr9ax5wMwHopL/sgNDK+Rhvr9gTAauP+D/voi6uZ135/DWtdmQgdYKRanuiisWmJsLq3gfXNKtbqRmZzrI36aIwR3r6EK6oNqNUFJbYFbMrpCtUn0aiuorsjnxAZsBbMeYmMrHbxTL8N0W3lbVcbuKqqFGSg+hvDcsieKp5sVLG6toZ+Qwt2d20V/YY9UVEzZax1C3BU7cvEp4W1Z/poq4EMdcqCEyIgjooIdvYl5UVeklD2zTvA3t4X8ZpXP4KvfvVr+J6F78ODDz6Ahx96CHfuvoRHH/s2vPbRb8Xf/vVf4aWX7uBLX/4KZl64g8985jNK2Iv0cz91ShPrwA/gej14bhOVmo9ez7ioAZrNEF6vBy+UpKxmLJJBCLgSNncAP3BSMxZZkw7cgWh46tWLhFWuK4+340IJa+ihg2bOPRLbFm9cvHDxiJuA46Hj1ZRHnWo8CnVLn2r93NZwSShrBioU3nFChGZ42QYKnueJTfZWEw1WIiRf4E8DO+KV54RC67ZyRV5ad62LRnsT7UZLhbQ3N/XXsxJK8S5FDHYkKasVi2R3B2jIF9O8fN/OK+/V2CWThm5DvHtTot83I2FVkwoJAa83dPSg38Y6Wjn3iJqJNy5fpOIRPw3Mt3F1ua486nTrsoSt+1Tr57aGi5fd6urr83308wQy05iEZ6tVu5FMheg0/XyMrcN11ZKETKIUkwbay1XUZe0+z1NWIeL5obX+4VazJRLKXsX8+i4aWMNa9rKa+JhQvNi6OTK8L89eQunV5at6PtHfwQ7m0ZDPQTwJEPG2JgpD/ZmCSCC7z6DfrqKqPOgG2ptPYqe7Gk9aVEh8XuI1JkxehMEBLI0J1rt8PjYhn6FoFjf0DA7iaDUWHc5Xq+iPnH0N12fJ8RHICnZRoRYL5+fn0bv9BWz96XN4xZ0B7r7wFez84028+pGH8E9f+zJkafrRV/4h7n7jH/DinRfx1197Jb4x82r80Ny34Hur9WMZZDlhcAkpw9NJYG4HHSeACLF6BQFCrxNfG3SAplpwljqOCn07cl088yEEOtycSrhWiWQV+E4PAzdQM5xa6KlkMZksOEFFTRZM90NNWgXZhLbsxABK3KOs8SihTNVxQvgSHh822Gp9/KG97ikfsuxfVhBNa/NxwpcIXRR+lsryxWTakXMJKaOthUGtd4unE7XS7WJn+Wp8bVeS19TaXFeFK+VLtdq+iuWdJFRq+jeJXqmlvCipaK26id1GV8146/22Em2ZLFS7xde/s1yGOUThbgl/RQllqk51B2tzUYZ8Ymzu0ag1fLty2o60d6aEPAq/qXVXK6StE/L0urEK1aVA2T3oY5ngJCG9SHCrbWxayxkmbDzMwrQXfQ7UskhVcUjWrE0ds4Sg16bTIe+uWn4wn5/0Orx1f85hdX4eMKFmmYw05FNZhRTrdesoPG1mnjlt5DJQn0HJGzgcS/W5i/4dbFbXUnkXB3McNk6Nb7iYJRNCQD6z8jLvhzHru7+jgu96y+P40Z98O/61+9/itc6/wqu/521449t+HN/9fd+GH3rkA/jhuT/Cv6l+Cv/Vd/fwXz/+R/ju134KX/jTi4fp5p7rliLWsh7dsZTO7Zisa+Wq6mxtY7KEs5U37KuEM10s69YduEMZ4w48z4UkgslLhaNr4qV7gGzzMhnZEh6XdedaDYGIuEwI5Pw+1FT1JevYRvXNVi21vq23pIl3PzL73Yz3Ht+NNznydvGIqtUolGnVirxNWUO110pT65rZ9cnIAxEvURLO9Cta61QhWXtrmF7zNAlEKqu23kdbf8PHAqrC4yJo9Tq6IuJXgafl/ADxskYydGgyeOPAQrR+rcVOC5188ecK1VBr916QEnJLqJMWjXhGQmPW0dUa745EheOXipqIuIxSYpl0SdLUqOtxS9FBVSIUVfTF27WuKUFU0ZQoU9+6JiFse509vQ6fqjh8osRZr1vrqIWO3qjkM1m3jrztWKsPzWAEy6wlZpnA4qTG0ddJmWryehiO2fZ5PrEE7kWoZTDf8siDwJ1vqHHNzACPvOJhfOUrL+DFuw9j5pufxcu/5XG8/NVzeOiVb8ArX/u9ePO//DW86Yc+gAcffOhYWJQSBnc7HS2ksbIlYwkqleRE1q3VOrKDEC48FwjiteAQftOH4w2Ut200UjLI3aYPP3ThydauKDTtDly1R9s0L2vIPQmZi6j6eluV7liEPrNmHVmUuxYdhd2HwuCq6WxoXjz/GprOcLg+Neh7PRExEu/R+gLSTXXRqqsss6GlUVmPlKzbRntdbw+KlS0xoptZ6xHxEU9rBw1I7tEzcZw1Chu2d1U/cdavfEG3JPGmgbZ4+lFUubH7pNqjbZoXIVLhYRnHmt5WZewfWrOOzEuHn3Wh+aIfCoMrZzEbmhfPu47W/HC43hDYiddYTUlZ77I2uox63azfRmu8hddA+1hT6f/dJLQbmdqXnIChMG/+OESodZZ0knwV16zOD0/44otFDnRC29rOGrrdKuK18ugz8swz8+jbk0qzzl2YgbEhy9KUR+9RFnqmNDq9d45qfT+/UZZOOYFXPPwyzL12Bn+18zm87KEH8fm9r2Lv+a/jJYmBf+MbeNnDD6sRvuJVc/iOc+/BA6+Yxd//6S/h7p2vHsvIS/GsxfJsSFlnatuZ23rbU7wNystkf6skNE8JeJqEiDQQxHF10eMoe9ux9kgj+pES8bYtL1+vV1tbrgba6x+2V9dJ3apC7pZ3bQyTCYHKBNeZ7Kl7TJ0jeDfCq5oyX0Yq5KwysZLsXfFWIi9TNNxk3eqQrB1it0LnJmRu9kTLKrKVSav6VEloy0rA08OR9USgG8fVzR7rKNM5alvWq5XXOzThMN6SsU2vjw7bq6+n5ipq/DmZ5TJ+5cHqrPbUPZbx4vHpNUir8KgOh6IQgGyP62MeevdcFe2raq/X+AhDPEaToW84Rdn/JltfDVImbnbkI1qTNlvyTFLbyOx3/SxXn07a0FsDs1nloyEpprK0Eo9T6s6jWu2j291B1diimjgEg9S4siwz9kQe/lq8Zc1scZRxFOGYaS86la2PyZaz/DosnV4Czne8Al/4xz18+Stfxw993xvxPfPfjlc98nI8/PCDeOmFAXD3Dmbf8t/h4Ve9Ef/4F7+Mr3zuE7j7kvbGyx51aWJ9f4ZHSWgdW8DND5QAjuyFlrXvqJN4v7MJd0to2oTEc5QzCVeLh52Ib1IeTQCssLkOuQdwJTEum0xmMtMP/PW0+6HSxzPdaI+0CFELaMi+0bV5tY80JUZqjdN8oRdJDCpiV94WJ/MDJUD1SVkXT0KtSTgXyS+0jfmRkiRcLVnhifgm5dEEwAqb65B7JkvaDEW8TNmrPHdAGFy+1K1tS+b27Lu9Li0TjkKhdXkOJtxv1rRX5+PkPdVHtB69rBL7rPVqlSiXXhvP2pR/3sB6NG6zHACJaKSywaN985FNul6yvi+TJLUnOc/maHI4Jv8cMhORLVJ6vdpYqZPP+nn7/IswKMLSdKXeZQK4jnnZJZA3jlTdoicS3k+2nBW9i/Wmi8C/+5Fvw3e/5g4+/XefxwMvAz7991/Cl774T3jxG89h7vyv4gs7HfzNH/8M/uHPfxn/9Pyf4o6I+DG8Zp76+PP7Hzh/tJotomfp3MHDcDz01L7qKDs7XuMWMTU/UWoyuLPNFamT3COiWwvcqD8TJneic2nLhxMJsqobZZWbTHMdQh9lkw6Dh97oMLj891OH/5Ns+kcoxn4ByhCirVo7rTp2JKtb/ShYfjZ4MmJxkddVFralc6nLuSdRX1WTnX3ViL5tq/5CzCSDR9uw7Gzk8aKjtmDJj5KY9V4VJq9G59LfGqpRNrKqG2WVqx8bMd5k/MtoWZt0GLzfHh0GN20OLy/kkjnbhfJshiIjZwMJPyen5znLf8pS/rvT+d/Hepxf/MoL+NxX7uL2Z76Kx176XfzLb/8jfOfCf8Bzf/O/4rm//t+w/9I3YyBv/DGd2GbajS8c0cF7b95FKWJ9RPadymbGfThO5YCnZFBqHTfaZjYlJp+ImcIpb7veiRhznJ1G0Syz7/84u2ZfR0/AiGrR7+OXvvl57P35T+POP//tUNj7VW94Jx5zPqiMNO0etcUi1qUkmB21oWyPBMomoML2ZXdyCtoXTsORlFMwsIOGoLZCHlSJ108rgQde/nq8/r/4zyc6PIr1ieJn5yRAAiRAAidJQLzhaXhRrKfhKdFGEiABEiCBIycg69bT8jrazLJpGTXtJAESIAESIIEpIkDP+gQe1rSEXU4ADbskARIgARLIIUCxzoFSZtE0hV3K5MC2SYAESIAEihNgGLw4K9YkARIgARIggRMhQLE+EezslARIgARIgASKE6BYF2fFmiRAAiRAAiRwIgQo1ieCnZ2SAAmQAAmQQHECFOvirFiTBEiABEiABE6EAMX6RLCzUxIgARIgARIoToBiXZwVa5IACZAACZDAiRCgWJ8IdnZKAiRAAiRAAsUJUKyLs2JNEiABEiABEjgRAhTrE8HOTkmABEiABEigOAGKdXFWrEkCJEACJEACJ0KAYn0i2NkpCZAACZAACRQnQLEuzoo1SYAESIAESOBECFCsTwQ7OyUBEiABEiCB4gQO/Z/I/NCHO8VbZ00SIAESIAESIIEhAu9+qjlUNq7g0GItjR22k3EG8BoJkAAJkAAJnCUC9+L0Mgx+lj4hHCsJkAAJkMBUEqBYT+Vjo9EkQAIkQAJniQDF+iw9bY6VBEiABEhgKglQrKfysdFoEiABEiCBs0SAYn2WnjbHSgIkQAIkMJUEKNZT+dhoNAmQAAmQwFkiQLE+S0+bYyUBEiABEphKAhTrqXxsNJoESIAESOAsEaBYn6WnzbGSAAmQAAlMJQGK9VQ+NhpNAiRAAiRwlgjc08+NniVAHCsJTDuBGzduTPsQaD8JTA2BCxculGIrxboUrGyUBCaLwPnz5yfLIFpDAqeQwM2bN0sbFcPgpaFlwyRAAiRAAiRwNAQo1kfDka2QAAmQAAmQQGkEKNaloWXDJEACJEACJHA0BCjWR8ORrZAACZAACZBAaQQo1qWhZcMkQAIkQAIkcDQEShbrEH6tBj9MGxv6NVRqPjLFUOWVCirWX9P3UbPO42s596d74RkJkAAJkAAJnA4C5W7dCnz4joeBAwTNCpqBDU1E2I8KHHi9Hjyvh4EHqYxa6KHnOfq6J4XWK/TRDFxEV60LPCQBEihKoNuaQ6trajewvruOhjnlOwmQwEQRKNGzDuH7QKfjxgN2OwMMBtm/Howmm4pBEMBxEikWj9sW+jAIAOu6uY/vJEACRQj0sVafQwvr2N3djf4a6CbKXaSRoTr9tTrm6mvoD11hAQmQwP0SKM+zDnwErode6KNWC+G42ruu5FrsIPadQx9+4MLrJBXDEOp+XRJCabV1PanJIxIggYMJ7KDfr2L5qu1HN7C+fvCdrEECZ4nA3NzcyOHKRPc4X6V51uId67XpAG6vA/Gv8z1r8bQT7zrwfYSuq+prECHC0LEc6RAhXLiJ432cvNgXCZwSAn30d/KGor3uuYyXnfKauy3Il5j6i+pJSL2+2gf6q6jLtfj+Llqm7pwddo+8+659vQWJyktbpv24mTxTWUYCJRMYJcijyss0pzSxVsLc8fRatBHWoJlKHouTxSrRenbQ1OFuUy9OIgvQjJPMmgjEW69UUMtmrpVJim2TwKkh0EB7uapFcUgNq2i3G0C3q4RTD7mLtdU+Gu02qv011Fs7WN6MwueNHaz1gcb6LjaXq0B1GZsSWl8Xr10EuYWd5U0dat9cxk6rruoblBJ6b6hQ/CaWq1q4uw3dtrTXbWkBN/X5TgLHTSArzNnz47KnNLEGAjSbPvxaJZX57Xg9lTgmYi4JZOZdBhwEIVxXlw0G2hsHJPksu849gCyF2+vaxwWM/ZDAaSBQbYuArqNhvGRbtBttJZxdk3wmwl1dhmi4flleeaONdtWUZ967a1jtN9A2FapPolHto/tMsqrdWDdJbVU82dBib/qpPtlAFTvYSapnOuApCRwPASPQ5v14ek33Up5YBwECI7Q9F0iFstNGmDO3k4TDTRnfSYAEyiIgGeDixUaiHSeHaeHsRmot79XGk1CaXG1jc12S0XSoui5u9YhXf0fi7HaYuw6JlI99zc/rfsZW4kUSOH4CJynUMtryEszcDgYDA1SvO8s6c9isoaaKK9A7ufS7OyJhTLZ8+aktXwAcbyiD3PTEdxIggcMSaGB9cxn1ehfP9NuoioMrXu3qGta6O+h2G2ivW+5zQ7LIJcq9hnq9jtb8LlTUO9NtdX4eqDawudnOEeCDVDvTGE9J4IwTKM+zFrDR2nKl0kQQJY2NC4PnPYvcpDTlqefVZhkJkMCBBJTIprdY9Z/poo95zBtNrrbRbvSx2lpFv9FI9l93W8nebBXWTnpT4tzvI85bk/v6q3ja8r65Bp3w4hEJHIZAaZ61+hEU+WGTQQ9BraYyvGUdu8hL7lVbvMSDzr0hmyGeW4mFJEACeQQklH11TWVtJ/7t8I+iNBqSaLaDZbOILG012qjWJds7ali8bLOWrUS9pbK/IeXrxmOvY25V15dENO4Qy3soLCOB8QRKE2vlEUvfoY8AnkoIM1ot3rWKeocuwloFNbW2nRgq93bcAM1a+gdJU7+CJmF2k2We3MojEiCBIgREsHfbY2uqNedqA08ab1vVrqK9uYv8O/UaeKrRkf3oduy6KuktXXCgjXZ1HpPAaSZQmljH0BwPvV505nZgDlWJXFO/LxrXRizkcNFJVY72aSdVeUQCJFAagWi71vpmznpzaZ2yYRIggREEyhfrER2zmARIYDIJmN8Mry5vYtOEuCfTVFpFAmeGAMX6zDxqDpQEihGQdeXj/SHFYnaxFgmcZQLlZoOfZbIcOwmQAAmQAAkcEQGK9RGBZDMkQAIkQAIkUBYBhsHLIst2SWCCCNy8eXOCrKEpJEAChyVAsT4sMdYngSkjcOHChSmzmOaSAAlkCTAMniXCcxIgARIgARKYMAIU6wl7IDSHBEiABEiABLIEKNZZIjwnARIgARIggQkjQLGesAdCc0iABEiABEggS4BinSXCcxIgARIgARKYMAIU6wl7IDSHBEiABEiABLIEKNZZIjwnARIgARIggQkjQLGesAdCc0iABEiABEggS4BinSXCcxIgARIgARKYMAIU6wl7IDSHBEiABEiABLIEKNZZIjwnARIgARIggQkjQLGesAdCc0iABEiABEggS6C0/5DHs88+m+3rwPPHH3/8wDqscNwE9rB1LQDcS1icPe6+2R8JkAAJkIAQKE2spfG3vvWthSl/8pOfPKBuiMAP4XgunANqxpfDAH7owHNC+EEYF6cOHBeem21RBOoa9hY9DF1K3TxsUxj4CB0P7uwWtMYt4mCNCxFc28PipfF1pe2t2Uu4ZKvm3oh+ZOyjxpwagz5xXBmrHvfWXk6Faz62UsWzWLxEAU8h4QkJkAAJlESgVLE+UpvDEKEzi9lrPvw8MVGdOXAtMQ/DEI7jAggxu5gROamvxFxbKUI4pG2BD3/UIGYXcenSIlw3hH9tSx3PIkQYOlBdjrRxVIMHleu2F7209IdbW5hd9IYnBDIJ8ZI297auKaFXk48wwLW9xbToq6oiwB4Wk9sA0LNO4eAJCZAACZwAgSkR6z1sbe1h0XWxODuLvTwPO/IwEymzhHOEU23zFs/SaFvsHWcdbvsGc+y4cEMfW+EiFve2EGIPoZ9I/DXf+KP34YlaXrJpW08+9hCGQBjakwrTT56XbNcLkZimJx6KnXC8toWhuUbGs9aeuIHAdxIgARIggTIJTIdYh1vYgoNLSk1mMTu7hz1Rk0SZIQV7s05ctLe1hdBZhPjVh3rtbWFLvOPZa/BHuvBpD16Ey4GExKE9U7FrVHha1QuQN38IY/WMLI68dzVMO1yvPGPpYgt7i5fgxWHxyAuOB2yEW+qO8KwjO5NbFnHJs31retYxGx6QAAmQwAkRmAKxFq9apM0IyCwcBwjCPSzGIiXepQl5C0nxOPdSYi5ildVCxVwai1972Aq2MOt6WHSARdNlfF0EOcDe4qJaN49D5yYk7tltxTflHKTFXsL0w2vWuiznZl20t4Vgz4GrZzAjqx3qguXBD92X8azVdXsCMXQDC0iABEiABI6KwMSL9d5WgC3Mxh6zDHxWq7USTeV1Rt7wYuRGyz1h6g4ka9ZqndrRSWXWmrW0q/ram83Peo7Cw7DWvlXoPPJMZTJwLSczKwmDA7KY7R3a1R/xqGWC4O6pycPopDvxiu3EsNFhcNWLtc6tJiJIJ9/pyUl2ojHCPhaTAAmQAAkcGYHJF2sJf7tAEFhjnnXg4JpaJ5aEKUmyEhE1fu0eHLiLe7hmYs2Oi0vW7fGhiFN80xaCLWDWDq3HFROPe1R2uKwh6+ixlSFuTwzitoxRcUGxA2krWQrHrHL7xbPewzX/GvaGMrPTyWIitEOZ5Lk96+iBtjLdp5qcHNVkI7dvFpIACZAACeQRmHixdkSU9kySlhnCLBYXHfhBgK3FPWxJZrObqKy6J9Tqnu/xhinhw+wiLsyGcMysQIRRhd5Nf9G7nR1uryfb1dTaeToSoC7Hwi1nIoiW8kb3561Zx5F4O+QcrVmr25QdwLVgC84lmXnoNX3Zejbs6I9YCpCG4vGI56xT7YY96ShpbTbtcUfm840ESIAESKAkAhMv1iPHLd7yooSeZ+F6o/cnJx6v3qol27PCvT21pcu11rz1LnYoWwAAIABJREFUmvie3ksswhirpFggIrWF2UsH7fGWdWbt5SdTBz2Cvb09zCq3XTLjsqHke1iztsFEgi126pflVavw/R4WrS1tUkdNYkIn2nJmNSaTitQetpyJxZ543NkxWG3wkARIgARI4EgJTK1Ya49ZwtY6bGvvr84lZDxb+YEU2WaFAEF46YAfPcltKV0onrSsj0dr2pKcphxcqTU7i1npVznRIqAi4TK5MLH3dFPpMwlxp0sOPtNZ8vZEQRLtNCPtyc8uunBCyQOwtmvZDat1a+1Bmx+FEdYSQj/cD73YjfKYBEiABEjgfghMoVhHa6riTUYetRJu38eovb+JFykL3Ho1VjxuJ/BxbS/nx1KKElVeKOA4W7i2JT9CYnZqRw1ENhZtbmy9WPR1Lb1mnblDTRzSZY6Is4oSRNxUwp7UkV8+mx3+9TY1plAnww3NKSQXYAvXfD9J2Et3xzMSIAESIIESCJQq1gf/hOghR6SERH6W04P9Q1461K0zn/0wvZ4aZzXH7m7Sp4j7rGzpChaHRUuqGeGSYxHe5FZ1JF6r+clNmRD4vp0Fl6ksp/a6c87lsUX2vdaatZqIWIvTahIiDdm2q4b1WnQqP0zqiM0qjL6I2SizXdasRaf1mrXcLFGBKFIg69WeFv4thz83OvaZ8SIJkAAJHBGBmac+/vz+B84X/49vfejDHbz7qeYRdc9mSIAESIAESOBsETisjr735l0UV+mzxZKjJQESIAESIIGJIUCxnphHQUNIgARIgARIIJ8AxTqfC0tJgARIgARIYGIIUKwn5lHQEBIgARIgARLIJ0CxzufCUhIgARIgARKYGAIU64l5FDSEBEiABEiABPIJUKzzubCUBEiABEiABCaGAMV6Yh4FDSEBEiABEiCBfAIU63wuLCUBEiABEiCBiSFAsZ6YR0FDSIAESIAESCCfAMU6nwtLSYAESIAESGBiCFCsJ+ZR0BASIAESIAESyCdAsc7nwlISIAESIAESmBgCFOuJeRQ0hARIgARIgATyCVCs87mwlARIgARIgAQmhgDFemIeBQ0hARIgARIggXwCFOt8LiwlARIgARIggYkh8GBZlly4cOHQTd+4cePQ9/AGEiABEiABEjjtBEr1rG/evImif6NBh/BrFVQq0V8z0FVDH7WajxABmpUmotLkmqk3ouHQr2GoStBM+jH95b7X4Iem4Zz+1SWxO2OXucW8q/7stswFeR/Vrl0HkHHUEmPSF3lGAiRAAiRwKgiUKtZHR8hFZzDAoOOKOqGWFeeoo1iAHQ8dx783EXM7GEhfI/968JwxI4snEWPqyCWp1wQ6PReBJepBszI0iZCyeLJSEXEXIddlItQybnN9aAJygBm8TAIkQAIkMPkESguDlzZ0x4PnNBEEXrqL0EczcNHp6WLH68Ct+Qg8F8EIcQcqqABwvB56RoGVt5tuevjMQbr3AM2aj17PA4IAcDsYp+fKa64FcHs9uI70X1NRAnX/cGdwOwMMpFxs8x24jgtnoEqUUDfRUfaLaPs597OIBEiABEhguglMiVhrT1Khdl24rotm0xeVi+iH8Jsh3E7PEkkHXq+jb4mEzX5USticHsRZT73Es04V6nC2zAKMnsf1RTxFm+Gi0wF8P4AThAjDGipGNSsyHdAvPSkI0az4cHpJe1LeCSto+m5mEmDutDzxgXjiFSsML3Ws/mQC4nhq4jB+wmC1zUMSIAESIIGJJjAlYh2JYehFHrCLQU+HkTVdLcxZ3TXkRwqzqZB9zwtli0CaepGgh2EIx5FeQzVx8FBDzelg0NNlfk1EuQPbrqDZFHVX6/Bxe6ZdJ0CYq7DiuUeeuNTtDWJRl7GlPOu8CYhpn+8kQAIkQAJTSWAK1qzzhFg8aUkuMy8dhjbn8RqvSkATHe3A8Q9I9jJNmXfxTtW6tXjAYkO0jm153VqsjbqGKgLuebY0m8aSd/H+xUMXbzpZF+/AHecNBwECmES70WvWTDRLOPOIBEiABE4TgckXa8vLFS+yUpH1XfFObVF00fHCKDtclowHGPS8dEjcA5qHyb6SflUSl4ijEcoKKlYb0k+i3SLoSWj7UB+SMLQmHjl3xklvpv0o4W4wUJEGW/gTe3LaYREJkAAJkMBUEph8sbawKlHqOCqBy1WhZycRZLeDnhvAT+3hsm52O+jAz6z1WtclmK3C2srtjbxq8aYznrXJSk/fqs9UcprJ3E57wJKtbel8+m4Ra8caS/qqtT1LRN2FGyZbzLLZ4PZkItMMT0mABEiABKaUwJSsWVt0RZRVYrSsF0sI2gS/dWhZp5RZ9a1DCUGblwhzovS6VIm1WU9OmtUX7TVraO99yItVHnDcA/LWrM1Vebe3abmSoTbi5UgUQTLbHSBwXHRcDyZnzl6zHnE7i0mABEiABKacwNSIdRAECIMAFV+2ZznwAwduLy3W+odEAriDdFJX/IyskLpkeaX1UbK4HSj9hx3STrLBHb+G0OvBDY5mi1S8JUsMFK+86WLQGaQS0pTtsl3NraDZFLscnZyWmkzY2eAjJhIxBB6QAAmQAAlMG4EJF+sokSwEQk9+FEXwinjWELqd4a1UJpysRDkAnFBth4r3UKukMbPdK/OoAh8+XIj+60i67if+cbCa2YIVqL3Rmbvv+zQOwY9oyUQR5FfRVLJblNdGz3oEMBaTAAmQwCkiUKpYnz9//j5R6SxsW15DvwlftkfFMWjxhpN92LKuLXXkB0ck61onpaXc0GGb1Hp2CK8jP2Zi6g73rcPWTdSU551tZsTPg1r7rGVfuPzwiQ5rp71h5ekPHGt9WsXaIfMT1S/kl9Vc7YFnQvLpfdb6voRP1k6ekwAJkAAJTBuBmac+/vz+B84XzzP70Ic7ePdTzWkbJ+0lARIgARIggYkgcFgdfe/Nuyiu0hMxRBpBAiRAAiRAAmePAMX67D1zjpgESIAESGDKCFCsp+yB0VwSIAESIIGzR4BiffaeOUdMAiRAAiQwZQQo1lP2wGguCZAACZDA2SNAsT57z5wjJgESIAESmDICFOspe2A0lwRIgARI4OwRoFifvWfOEZMACZAACUwZAYr1lD0wmksCJEACJHD2CFCsz94z54hJgARIgASmjADFesoeGM0lARIgARI4ewQo1mfvmXPEJEACJEACU0aAYj1lD4zmkgAJkAAJnD0CFOuz98w5YhIgARIggSkjQLGesgdGc0mABEiABM4eAYr12XvmHDEJkAAJkMCUEaBYT9kDo7kkQAIkQAJnj8CDZQ35woULh276xo0bh76HN5AACZAACZDAaSdQqmd98+ZNFP07CHTo19AM7FoBmpUmUkXxZblWQaXAX7pNAEETFSmU91H3D90kHYfwa5WMjbFBQwdBs4KaH6bLQx+1mo9MabqOOVP2jRq/qSRm5bcp/Q8NQ7VZgzFL6oxkkGIvY0/us3rPPxSbRrFNjT/bboBm6rppXurlsBjXz1D/Ofeb5jGq37gCD0iABEigVAKlinV5lhuhzoqyEQwXncEAgwP+Ou6whUEQwHX1BcfrDbdh3ZQWM913uiwjdrHQBAgCF57npAwIfB+O5yFdmqqSnLgd9LwQzSHFTarIURgEgOvqNs1EJF0lOXM7GAw8hNGkw+0kDGXY9vlg0EEOvqStcUeOh548m56MNfOseh7g14YnMkPtZYV8qIIuMH0NBugJb+s8+Xz0kHkUIxpjMQmQAAmcDIETFevPfOYz+Imf+An8zu/8zojRyxdyxgNU3lIANyPE+ovYhVtI6UZ0By2ikVaPqhSX2+I1LGaJ0MWiIOIUe8TJREN72NK3OPS2wMsEQDPI83DVfao9+54KKvGkIFRtuhEUeyISD2LoQIunNSdR3rkfevAOqc4SDUnbbSZTulM1OemI6BcU3iFb0wUJu3Q/UktsUbyGvO1xHnW6fZ6RAAmQwEkRODGxFqH+mZ/5GbzlLW/Bj/zIj4wYvwOv1wGa0ZevfNE2gc7ARVAxX8ha9GqhF3lquqn4y3lEy3nFoe8jcN3De4yhDz9w4YRZcbJF1BIF5cFGYh6povQdpjx54+0JA6uufa81YZHJSjx5UB6rhPR9+KEDR01g0pMBHelP7BMhU2JnPHV7EiDiPyRymr8WZDm2JxXm2djeuBlP8nya6EAP34HXcRE0Ry8BaCFuIojs0GaaPqW/AEEoHnu6H+lN7tUTIotlFBlw1WTB/jQkk6hkopH0m5TZkyL7fh6TAAmQwNETKC3BbJyptlD/6q/+Kl75yleOqS6enqs8I19CmD1dtdMJUKlV4Edh1M6YFopdEi80hB2DVkLk59ydcr1D+E0fTmegPE/Py9aXL/8mQs8bPQkIfTRDF53eAWEBmUj4oVrTTtcU2x24ERttQQjflxV97Q7riUgHg2hyIAIWuINILI3NA/TEG66F6PUkJG7WvEN4A5k05dwjEwxPRFNmUSKUcuxHEwTTbvY9Yh1KXkD6WtN3kfcs1URErR2H8HouArVGLuJr9akmKbLiH01QosV/uVc/lkjcVbmOIOQHC+SaHeaXNWvp116i0GVp63lGAiRAAuUQKNWzlvC2hLlFnM3rcEJt7jLvxpOqoBK40Xqy/aVq6ul37fUl3mPKK6qkw+uhL55vWgLjNWsROOPRRmJnepL7Eu/VlEbvygsUoe7p9dLM5fhUTUIc+KmkrfiqdSBhfvHirSI5FA/aSUcElF1xmRbzTsb2TCvqVI05FiUzEdGMxQtF04oQ5DVQqMz2cNPLBQVMVGKsRbpIZ9ZnpqLCMtHnRqIz0WfDRBOKNMc6JEACJHACBEoVawlvS5hbwt0i0vcu1AF8laJsfcmnvtXzs3VjsbXCxfH68SDtVYbiodtZRiqBKy3e6vmIaJu+xSP2McKLNEIXJTbZD9cOMcdCoT1rPw7v2zckx67nIUwJZoBmM4SXWVAOQweJOAu30ZOapHX7SCICNQRuDx1XRwcCYdSTSUUS5rbvuKdjmdDEa+zCMof5oRoOEabS6e3PjKNyIPSavvas1efBPM9D9cPKJEACJHB8BEoNg0t4W8LcP//zP68EW4Yl4n1w6DsNIGgGcDwHoYRBx3ifQUWUU0LlQ7HodIPRmYRHTRhURFC2a8krf707SIdsHQ/vdwK4ak29qbd6Dbm8UKHjONIrtolptuAHTdSMuERh/lrTh9sTy8x6s2W+46Hj1VBrBhh0RHy0t2jPM6S28oIlYU7dOoJbUEHKNvGoZSIROPBCX5IDoMywN5OJjQNHbY1rdsyERwTSKZ7clxFoMbEmz05eMkm6R72W0L6a+7id3FC6jo5E2/MqFchkTiUm6p6t/xdeMZm4XH2+4jN5PF4UXrcLeUwCJEACR0+gVM9azDWCLSJ9L0ItAipr1VpUtTekvmBNWFp5zR24SkTMdqBDgBJxir1bfV/KI++4eiuX48C1E8B6Hp5Wa7RRXyl7JLQra6mW9yZ2xuHlMfYpwbbXRofrKpFxfFRiz3e4TrokY0cUVYgT0izbdMa4p5LaOo7sh07C3noS46NZ8eH0jFCL+AUIHCdaRMh6tmlL1Jl5VqZf+7yAl5s/mRKdN4l4MkdK7JY+dYJaFPb2HbV1LF+opXaWl/X5Up836eewkYocDiwiARIggYIEShdrsUME+9d//dfV3/hksqzVkiSFof3ISkzdYEhks3cXOQ/DcHToVXmZrk7CUl5Uc/iHRIp0ck91xoieeON+qCYRo4TrnrqE9CmTE323bK2ClRjnyIUA8MSjtzK3ReDl2j06xEOmjvJ4Awn/S+Y9ZI/5mN7CEGE8edDNx0Iu+63dIP5Rlsw8LRLqIkIsSwLjJ1VDA2MBCZAACdwjgVLD4Pdok3WbXmuVAhMpji+KJ2ti2PLlHF84zIHOSpYQe/alRDBw0ZM4sGyAVlHPHlzZBhSOCp9mWxlxrtask2vyQyhDr5wx2WFe8ezMS3uNOoQcr6ebi4d5l+1PcHQIOdqO5g2ETURXJazV4GOAjlOBZG73HB/NQDzRiGFGKJVtsQ1OfthYJeJFYfARkQVpx3fkR2rMs7KfePI5ka7kh2BCR4Q01L/gZkLssR3JQWJffhZ6UpNHJEACJHByBEoV6/Pnz5c7MjuE7XZSnp36JbBKDWO+p7VtIg5G9CNr5Qtc9gAPsheUHg7gyPamppckmtmjtG2Stu1r5njEmnXWSxYP0/7BEOUdJhptWtPhXzlTk4BmvG5vZC2ueMCB/rWziKMKTeu1W7WSryILsj1M9nMJCFnvl0zrQPXvWuMWu43Ei806si11dU6AsjN2aXUCWGq+ZK9pix3yw2NWfoE2wFERF719T5ck/y9tykNNchjGsxDb8vboJS3yiARIgAROksDMUx9/fv8D54tHwz/04Q7e/VT0pXuSlrNvEiABEiABEphCAofV0ffevIviKj2FQGgyCZAACZAACZwGAhTr0/AUOQYSIAESIIFTTYBifaofLwdHAiRAAiRwGghQrE/DU+QYSIAESIAETjUBivWpfrwcHAmQAAmQwGkgQLE+DU+RYyABEiABEjjVBCjWp/rxcnAkQAIkQAKngQDF+jQ8RY6BBEiABEjgVBOgWJ/qx8vBkQAJkAAJnAYCFOvT8BQ5BhIgARIggVNNgGJ9qh8vB0cCJEACJHAaCFCsT8NT5BhIgARIgARONYFS/6tbp5ocB0cCU0Lgxo0bU2IpzSSB6Sdw4cKFUgZBsS4FKxslgckiUPp/rnayhktrSOBECNy8ebO0fhkGLw0tGyYBEiABEiCBoyFAsT4ajmyFBEiABEiABEojQLEuDS0bJgESIAESIIGjIUCxPhqObIUESIAESIAESiNAsS4NLRsmARIgARIggaMhUK5YB01UKpXxfzUf4dixBGgeWAcImhVUmkG6pdBHrVKDn9tBCL92gG2VJjItptvnGQlMKYFuaw5zcwf/1df6qRGq+1rdVBn6a6jP1ZGpGtXpY61+UD8tZFpMt88zEiABlL91y+1g0HHzUYuYNtOXQr+GJjroeU76gnUmwhy4A8TNBk1onZbJQVTR8eA5eiIgouyb+x0PvZ4H3boDr9dDflcBmhVKtcHG99NFoLG+i117SN0W5roN7K437NL0cbcFrdMtzM1Fl6rLWJ5fhUh6vz6HVXNHdRmbm21U1XkVy5ubaOsTUyN676I1R6nOQOEpCQwRKF+sh7o86oIAzWYIrzeAG1hCL16976E3cBHIjKCTJ8rau46FfMg0FyOmGUM1WUAC006gWp0fM4QuWq0dLG/u4sln6ngaV7Ep6isiv7aMzd0n8Uz9aeBqnij3sWoL+VAvDYyZIgzVZgEJnEUC5Yu1CoWPQet4EsNGJXBHe+Bjbg+aPhzjHXs9eE0Je3cgrnQn8qC9nqdD6bFHbRqkZ21I8P1sE+jv7GB+Ptf1VWC6rTVUjXdc3US7JWHvq8AasB550NXNNlr1NfRjj9owpWdtSPB9ugjIUtGo1+5uKjY1qtqRlZcv1uPC4NEwJPTtOEnYW84rGXc3yBS4kcvrdnpRKzps7Q568KSk10kghWHOurgW6qRS9shFZ0C/OkuF59NPoL9WR301vRatRzWHvK+m6vImNtc3o4HrsHVjdxNtKdlcT4D0d7CTnEVHVbQ3zb1DFwE0sL5LvzqPDMtOnoAIcp5gH7dQC4lyxdp14TatdeSR7EUYo1Vkr4eBUltTWRLMJMxt1pl1Mll2NTloNhF6vQJhawl9j0o6M31m38W+ToG2s/fxnAQmj0C1vYldpbTGNiPA6weGo7utFnaWNw+sB0hiWR25cwLT7dC7CPfBNgzdxgISKJFAVrBPQqhleOWKNUTkBiMwimhKCNsWQSkbtb6cNOO6LppBABj3WiWYiaccolmpjczgrol3rhLMBtr7hvHGbRuSfnhEAmeCQLeLbqOBdXTRqu+gPRTGjiioBLMqlts7aM3VR2Zw1+dWAZVgtqu9b2l3rosGhfhMfJxO4yCNYJ+UUAvT0sRaZWDnbpnKPEqTvq1E9B7CzrLerVLBxTMfMTmIss7NGnZsQRAg9Dx6zDEQHpw9An2srXXRaEs4e0xWtiSSqVRwWdcWDzhnvU62cKkcM5MFHtHsdrGz3C7gjZ89+hzx9BA4SaEWSqXts5bs7MFA/jrwJLStjk2ZvEt2thZXdc0Kcx/m8QWBhMjtTG+d4Z3dcp3XZihr2bI+PmYveJF28tpmGQlMA4H+2tNYnV/HyB1bkUh3u5IJvonlOAdN75/ObrnOG7Mkr/VX62P3dRdpJ69tlpHAWSFQmmcdAwyBMKihEo7Zbx1XPvyBTjALk33U0Iljal3asUV8uG1naH3crhOF5JO8N/sij0lg+gl0W6ivzhdK8GqoBLO+JH9HL504JuvSa/N527VMPWB4jTy5pte2nwbG7Rqzq/OYBM4ogfLFWrznXk+tRfuha/0ASYgwRPTjJDZ97RlnksGRzQaP16vtW+PjgzK944qjD8IAQehY9o6uyiskMG0EdEa4CHUmoavfVxndxoEWr3j0/uuDMr0LUOk/g25/fsQPphS4n1VI4IwQKF+sFchEPOXXx+LQstuBtcEKIt0SPk8lg+c9CLUvO++CXSain2R9ixc92klO1zWtuJ0B17MNDL6fGgLyk6EtrGN3aMtUA41GC63U3lLZI22kOw9BOutbtnmNrp2ua1qTX1Pj5i1Dg+8kkE9g5qmPP7//gfPFl64/9OEO3v1U5jdC89tmKQmQwAQQuHHjBs6fPz8BltAEEjjdBG7evIkLFy4cOMjD6uh7b94tL8HsQGtZgQRIgARIgARIoBCB4i51oeZYiQRIgARIgARI4KgJUKyPmijbIwESIAESIIEjJkCxPmKgbI4ESIAESIAEjprAMWWDH7XZbI8ESOAwBCTxhS8SIIHpJUCxnt5nR8tJoBCBItmphRpiJRIggRMjwDD4iaFnxyRAAiRAAiRQjADFuhgn1iIBEiABEiCBEyNAsT4x9OyYBEiABEiABIoRoFgX48RaJEACJEACJHBiBCjWJ4aeHZMACZAACZBAMQIU62KcWIsESIAESIAETowAxfrE0LNjEiABEiABEihGgPusi3FiLRKYWgLPPvvs1NpOw0lg2gg8/vjjpZhMsS4FKxslgckiUNYXyGSNktaQwMkSKHNiTLE+2WfL3kmABEiABCaEwOc///l7tuT1r3/9Pd9b5EaKdRFKrEMCJEACJHAmCLzuda879Di/8IUvHPqew97ABLPDEmN9EiABEiABEjhmAhTrYwbO7kiABEiABEjgsAQo1oclxvokQAIkQAJnjsAv/dIvneiYS1yz3sPWtS3MXnLhWEPc27qGAC4uLc5apenDInXCwEfoeHBV49LXNWztpdtJn81i8dIljOk2XZ1nJEACJEACJADACLW8v+997zsRJiWK9b2PZ29vD7POHgL/GkK7mdlFXLq0iHyZd+B66YlBcquIeZCc8ogESCAiECLwQzgj/+0ACAP4QepfImYXL6Um3DJ5jqvk/Dst+zofJwmURcAItWn/pAR78sR6bwtbe4twHQezngfxsrdmL0UetMHFdxIggfslIP+2rqlwlJOKfuW2myPApp4S4r1FXPJkIq2jXNeCWXg67IWyrxs7+E4CZRA4KU86O5YJWLOWf9zJrHwvDJFEs/cQhsBs7EqLFxCkve3siHhOAiRwIAER0Gt7i/BGRqqSJiTSJf8I43+GySVxuxGGs1h0TcQrOg7D6N9p2ddTxvCEBE4tgZI9axFXP4E3Kx5zcir/0EV89ySkpspDbMlM33wr7IUI9/awd83HFgDHde2bM8eZvjJXpdHFoTIWkMDZJOC4HjwZ+p78y8q89rZw7VoIp0iOhxLlWbjm36w0pYR9S020HRFzlHg99X2SGQdPSeAUEShZrIfXkfe2orUvtQ62h8VLXvwPfW9rC3sS/o5c63BrC1i8BG8Res15FpbXnX0KSV/DCWpcs87S4jkJFCWgPGv592rm3Y4bh7hVGyO97qiHsq8XHQjrkUABAsfxAycFzBiqUrJYD/WnCkRMffkH76WnxXtw4C4CgeSCydp1OAvnkkzZQ+ztzcIZKdZ7UJG6qLtZx4Fku+wtWqG5S5fyjWEpCZBAmoCsT8sMOXrFXrg619EwP8gItqms3mfV0lWynJW6KK53ydez/fGcBIoT4C+YWawkk9Qkn1jFcGJxBcSrnnUXVQj82rUthM6YJBgJlduz99lFLM5uIRi/l8vumsckQAKFCDhwZS0rXpOWifVeJuIlk2ctyKrJsq8XspuVSGC6CZyIZz2ETEJsoZMScJnNq2Uw75IOgS+KF57ePhK3o8TaiZe6pVzWt0M/wJbDvdUxJx6QwFERMJNj9S6RL+Uw69aVOOtImPKiVWSsrOtHNSC2QwL5BLJbt6TWSWSIH1s2uAp9xxsx01DUvuok5Tt1cW8rwJbylKU4WZdOKu1hayuEI6Hv1Evqas98RLep2jwhARKICEiCmW9+ZEh2ZNgB7RBBEEKWmtRkWv5tOvrfoL57D1uB5Jos6u1gZV/nQyOBkglkhTl7XnL3cfMle9bRtixJ8Fah71lIEln2pX8ExU4n1TXUPtDQwSWdKp65LQqzhVvYwmKUTZ6posRdPHMffpAn9Nn6PCcBEkgTmMXs3jX4fiLY2R9EcdxLWLwmdaI7JR/F+qnAsq+n7eUZCRw9ARHok/oxFDOamac+/vz+B84Xd7A/9OEO3v1U09w/+n3U9g9VvpVZ47KEVK4HgLu4h2tbs5lfLNPJLToYru9BcE1t/bK+G/JtMv1mM1nza7OUBE4NgWeffRaPP/74qRkPB0ICZRGQ/571vSaYyX/Puui/tcI6Gg30vTfvojzPOpNRGsMdVW4qqF9K0ieZZPEoDK52h5ragFswy/ugfpMWeUQCJEACJEACE0WguEs9UWbTGBIgARIgARI4OwTK86zPDkOOlARIgARI4JQQ4I+inJIHyWFQB0clAAAgAElEQVSQAAmQAAmcTgKy7jypL3rWk/pkaBcJkAAJkMCxEXjta197bH3dS0cU63uhxntIYMoISJYqXyRAAtNLgGI9vc+OlpNAIQLctlUIEyuRwEQTYDb4RD8eGkcCJEACJEACAMWanwISIAESIAESmHACFOsJf0A0jwRIgARIgAQo1vwMkAAJkAAJkMCEE6BYT/gDonkkQAIkQAIkQLHmZ4AESIAESIAEJpwAxXrCHxDNIwESIAESIAGKNT8DJEACJEACJDDhBCjWE/6AaB4JkAAJkAAJUKz5GSABEiABEiCBCSdAsZ7wB0TzSIAESIAESOBYfxv8l3/5l/FTP/VTeOMb34iZmZlD0b9w4cKh6kvlGzduHPoe3kACJEACJEACk0bgWMX6ox/9KG7fvo2f//mfx/d///cfmsXNmzcL33P+/PnCdaXilv92+FtvwrvW1/GuN6kS+G/3sbXo4be9xaStLR9v97eS8wOOFr3fhn37AdVP7+VDcUueg34uRbAk9xSpzTokQAIkME0EjlWsH3roIezt7eEXf/EX0Wq18OM//uMnyOrT+EirhY982jZByt6Oj9hFIjJvjwre9C6sv0sf2yKsBWUR3m97iGW9kDgZG86O0LzpXetYf9eb8OmPtND6yKdhcxSyutx+AHI8nk8s6J/9CFqtj+DT8pzW3wU158o2xXMSIAESmEICxyrW/3975w8ixZbv8e/KGChoIAY+VspoWhYE4SE8kMouAxe7AzGsxA1ecuvKMLIKtaCpW27isDC1gS/YqMA1EemWhdmbndDYoCeawkxdMDER9PE7p071qequ7poZp6t7+tsPb1ed//U5/eZ7fr/zO7XC5+zZs1hbW8PTp0/x/v17BEGg0+bPTgSgj1x7D2RZ67GOibFCXKg64PuFbNc+WpbGSLPpQlRbueWMOrFtNCwVa6GWsiK0di0ELziaF+K/AiRRhl6cIk59vShoNB4WIgESIIEFJzB3sRYep06dwoULF/Dy5Ut8/vwZm5ubEKu7jY8RHQ9Rv49+aQBiKZdTytniHjcptZb1NG95JoKSAX6Uu91LrS/8TZaVXBKNxyu8e/DgeUDmmS0GK/ye78PDJGgTPB51PfoRIr+HOE2hAsfTUVee6SRAAiSwBARaEWvhIuJ87tw5vH79Gt+/f8eDBw/awSV/3LNQ708HQYa07BcvxlR11wLWhW2LOJa14y63udXvTCmI3FUt8MKlm1fQ/SLfJy/cu6O+zbjsvYcg8qHiFJnea/dyV3813Vj95b4cCz9z3MkREItrWcZTatMM0FjGPqJE+pJyle2AyoNbN7jp29li8KPcPV6poG+dsU3KrqRppkrpufRNAEKlxOj21atXoxtekQAJkMARCdy+ffuILUyu3ppYi0B//fpVi7YnZlYLn6pVLfeyX10S5jF3tx3oyI1uhKciUiq2BSd8Z1BKSzVG3nIruBOKHyBJpbmwVuqU0yf1ZdIgAXZFXYU4zIxQS5pKkWa5O6Eok194nt4jnmVva8vaBgXkwXtjwj222+zBy2L0wklWt+3f2ae2Y9HW//Tf1t27d6tPwnsSIAESOBQB8RQf16c1sf7y5QvOnz8P+WN5586d43q+6e06VrUEh036s17r7h0TcceynmAxlweSweiIETidp4VQrhzRz0QcyzWn34lbPUG/sCZt5Uq6kr3ycl/WFS2LiMBut+tqfQSePFsM8QVkmYco6cPT0fPlhY0/bdsgH/i4ZW22G+yGgxnHhKcUYbeFJmSXkhyxlsecNK+2/HH+P5ftg98kQAIkcFQCrYj1hw8fcObMGTx69AhXr1496jMcur5Y9F402qu20iYNGmsvb9oLRgJme9NWobkpWdZaxDO9J2uLNvkuFgW+P4ool35FaaYYlOW2Pfj+JGmqSy8vMMpticr5MM352gOgGo9jrKWxBD8I4CnxAtgxGFe3XSeYCvmipigz1kw5odgmKCfzjgRIgASWncBcxfrbt2/49OkTLl++jOfPn7cUBV6dMuP+VX4C18ErrvCmhpxtcSTw/gyxNgFWYl5by89sBWSAUlDIBVtb1sHILV2UtyJmez7kd524uauWQzZdX8264PNthMraYmLXdpx2L916H/J7WXDxLHs9ceaQAAksP4G5irUElN28eRP37t1bEKG2+7BywDeb4i81bmCIKEyY84nCPnXP2hFrq9baohahtpam6ciPAojyi6aNrNAJgzhIku1LxK5nN5DFknb2fRu2JwuUnohnwwAzc2a6j0ALrT3TXhNAlinI1r4XmChxG+jmBYH2PtggvSwOkRYvs5E5FYriGJB6/JAACZDA8hOY67vBd3Z28Kc//Qm///3vF4ac0r5dD0GxUTthaLlFa8qafC1SvR56df9mvOXMRIHbQDNpU/Zu7dvT7BhyUZfzx8U+tOwTV8vZ8k2/J/XVtK4pp93YbpV8QeEmTb2WhYEcl9P/AmRhrzh7besZMRYXfpbvmUuOjyBnYUW7Gplv53TyloBtnd8kQAIksDwE5mpZX7t27UhkDvoK0dmd5WZtvjfrBRECFSJ1X9RRNOIjEl9rvnFbihgvyjgXYwFoTp5cTjwPPIowr5SGBGb1R2HagD96oUthrVYr6Td/ueXcAvV9aQu71JkJJCttC2ixdQckQyqVcDsrrkvR4EVqfiFvNdOXjj2s58aHbN4rHRVX9jxUm4BsHYhZ7ef7/WMFmEACJEACy0dgrmJ9FDzH8z/K4WkrdSQxUwTMDr5pVHKDcn4Uwe/F2mosvarU9nUCv200eN2judHgpQVKdbEysQER8vysNzexJxJiIgmQwHISWBqxXk68s0Ztji3NKnUi8hssXuQ5SwJ94AdfIZ4HZsMKJEACy0xgrnvWywyKYycBEiABEiCBtghQrNsiz35JgARIgARIoCEBinVDUCxGAiRAAiRAAm0RoFi3RZ79kgAJkAAJkEBDAhTrhqBYjARIgARIgATaIkCxbos8+yUBEiABEiCBhgQo1g1BsRgJkAAJkAAJtEWAYt0WefZLAiRAAiRAAg0JUKwbgmIxEiABEiABEmiLAMW6LfLslwRIgARIgAQaEqBYNwTFYiRAAiRAAiTQFgGKdVvk2S8JkAAJkAAJNCRAsW4IisVIgARIgARIoC0CFOu2yLNfEiABEiABEmhIgGLdEBSLkQAJkAAJkEBbBCjWbZFnvyRAAiRAAiTQkADFuiEoFiMBEiABEiCBtghQrNsiz35JgARIgARIoCGBuYr1kydPkGUZvn//3nB4LEYCJEACJEACJLA2TwQvXrzAu3fv8PDhQ1y/fv2QXSvEPQW/70P1Yig/Qj/IEMZAlATI4h5i5SPqR/CdHrI0RJh6Ot3T15mTW770oz4iL0UYZgiknUyuU9TXACDjiHyouAfl9xHpzmWsZoyJtJcCQZIg8Eb9SflYje69IICXpnCSRplylfdTTuQdCZAACZDASSYwV7E+ffo0Pn78iMePHyMMQ/z8888HZ6sU5P+y1IPVPJWmyDIfmeSIynmjvPoOvDHhhIrRy5Uzyzz4foq414MfBLoZL0iQiNLm5bSol1cESBWQqRhKRF6PVYZjRzo+Gmkj0YsHR8jz/oyQTxjneDNMIQESIAESOMEE5irWwvHs2bNYW1vD06dP8f79ewRBoNMaM/YjRH4IVeif2Lse/EjEMUYsDYkl3EtNk16A//VS/J82VTPEvRC+FtgMadhDXmqse8/3Efh9aJmW9nRBqRMizU1sEdOermkFNUASZVrwUymUGftYW/V5D6M+bZ1K12NWvDvOmjqVJnhLAiRAAiRwsgjMXawF36lTp3DhwgW8fPkSnz9/xubmJsTqbvIR4YtVBqhcZlVaCHTqiTjmLnBt/WYIogC3vQD/ra3XkRtcYSR82oLNAiRJUFjrWmCzQLu2x8bluKKNe90p4fva/e4h1u5ta43bclU3uFOzdGnr2URb397zmwRIgARIYHUItCLWglfE+dy5c3j9+rUOOHvw4EEj6iJi/SDfC5YaVji1RTpqQgLZpn9ci1VKlq3xx4EHLxW3uOyJV1qShYAxqfOMwszPFwvGN557syuVD3CbW9kIEkQNq7169aphSRYjARIgARL40QRu3779o5vU7bUm1hIR/vXrVy3a0/Z0x566ELAAvgRijQlnBtFpLZ+eD9/VUYjIWzf4KAhtkmUt/f5PZPawlRsRJhl2gaA97hK4ZkZp9pjNtexzZ7KXbm6L/47c4EDVei4K2Yss0/V92fOuNmTLVL7v3r1bSeEtCZAACZDAPAiIp/i4Pq2J9ZcvX3D+/HmIuNy5c6fx80kwmRclkIju1HNd1xlSEcdUgswUIK5yHWjm7jMbgZa6Zjd5Rrciyn2zBy56XCwqxhYIZkUgwWJ97X5XosRI+iLYRsyDJALiECncMc/oX2d78hiNxfo4fyxNRssyJEACJEACP57AXM9Z2+F/+PBBu74fPXqEw7gMlIieWJpiZfd66Mm/ONPBatoIVanWal9HksnedN9EcdsByLcEdYemrg4AL9qKCyEXoe3Jka3cwpVK0la/b49mifjLffk4ltuNccfngltkGAvfBqoVyZULveiopPGWBEiABEhg9QjMVay/ffuGT58+4dKlS/jnP/+JP/zhDzrY7CDY/SgXRm319osAMGP1ynErcRlnyLwAgXusyulEC6g93mXb6VcFPYMS6zzLoPT+txFccXWHjspqQXcPSjv9yBEvnZUHnRVZWvyNu75Ig9lDH7WdH0PT6aMI9FF5XpEACZAACawKgbmKtQSU3bx5E3/9618PdlzLnY1MaavZnHVOkcrBZvgI8n3lwlWdpfrMs1vVXBsRNFb3eO4oJRdTEX8RbWOKa/EdC15TcUnAbT+xKHWxv20XEvYFK74+QjYSf2OlJ1GEpN9HkKVQ2pUuixNZODjnsEeD5BUJkAAJkMAKEJjrnvXOzo62qi9evHh4tHqfGuaNYirV56TlrV/aiM73i8X61nva4i6vvDFMVE8f27KBZzX7z6YcdICaftGKL153I9qBmOx5UJkEiUVZD7FY35lCmFvZKk6Ny9z2I3KvI9krjy773JUkE6gm4m2OkslxL8j57jAEqs9TqctbEiABEiCBk0dgrmJ97dq1IxMsIq6L4DKz/2vegWL2lLWR7ecClyr4+lWfEnAmiivWbqBf+an1trB8RYydyG7zKjR4ElEeKCgvQqTPT0l/5mUqxSIhF1ypn9n2ZBEw5aUrGoQta6kUke4J+n1H5fO9ck9eTZoqBOZdprYWv0mABEiABE44gd/98u//fP/Ljebe8L/9/R/Y/OWPJxwLH48ESIAESIAEjofAQXX0z2+/oblKH8+Y2SoJkAAJkAAJkMAMAhTrGYCYTQIkQAIkQAJtE6BYtz0D7J8ESIAESIAEZhCgWM8AxGwSIAESIAESaJsAxbrtGWD/JEACJEACJDCDAMV6BiBmkwAJkAAJkEDbBCjWbc8A+ycBEiABEiCBGQQo1jMAMZsESIAESIAE2iZAsW57Btg/CZAACZAACcwgQLGeAYjZJEACJEACJNA2AYp12zPA/kmABEiABEhgBgGK9QxAzCYBEiABEiCBtglQrNueAfZPAiRAAiRAAjMIUKxnAGI2CZAACZAACbRNgGLd9gywfxIgARIgARKYQYBiPQMQs0mABEiABEigbQIU67ZngP2TAAmQAAmQwAwCFOsZgJhNAiRAAiRAAm0ToFi3PQPsnwRIgARIgARmEJirWD958gRZluH79+8zhsVsEiABEiABEiABS2DNXszj+8WLF3j37h0ePnyI69evH65LFaMXq4Z1PQRJgsADVNxDs2rlOsrvI/KlO4W4F0P5ERIvRZiiaNsOptqHFwTw0hS1o/Uj9E3jtgl+kwAJkAAJkMAYgbmK9enTp/Hx40c8fvwYYRji559/HhtQ0wQvSJAEHrI0RJhm8CMrqqYFk15tbSTE1Ry5L4ltliJVQKZiqH4EXyktup7nTaqq02QMiR6PI+RBoPNM29P7r22YGSRAAiRAAitNYK5iLaTPnj2LtbU1PH36FO/fv0cQBDrtULOgYi3UUlfEsGcb8YLcGrYJh/j2AiRRpq34NM1EtXUjehGQN5eGPaT6ukaEsxRhmCIrus8ws05RlhckQAIkQAIkYAjMXayl21OnTuHChQt4+fIlPn/+jM3NTYjVfZCPiGYPHsTQzTzjTrZWtuf78CY6n12xbNCb70M84B5i7UIvW/OO9TyjKVvPFpts9dtcfpMACZAACZBAmUArYi1DEHE+d+4cXr9+rQPOHjx4UB7ZjDsrgMa9HKNnzWrZU9bu8UkN1FjAk4rqNB9RX29YI/dm15acmZFb2QgSRDMLmwKvXr1qWJLFSIAESIAEFoHA7du3j2UYrYm1RIR//fpVi/a0feC6p9aWtfFBA3mg1phwo7q/7MHLYvTC2pAvQNzfSYDMCUjzgwBZ6rqzzahGLm2pZvbQ68aLLNPucF+7AmpLlTLu3r1buucNCZAACZDA4hIQT/FxfVoT6y9fvuD8+fMQQbpz586Bn8+K40igxQruo5+3VOtqFmG3hab06kV99G3kuQh4XwRbgtnE/R0BcYgURtirS4L6Zo3b3tnEri8K6C2CqQWYSQIkQAIksBIEWhHrDx8+4MyZM3j06BGuXr16JNBi9XpKrF45WiW+cOPqNs5r23Qmhm1+/Mr6y23ehO/cuq6KsJwRB3yzT15Uk35TePkRsSK5cqGUWPPVFiuFeEsCJEACJEACEwjMVay/ffuGT58+4fLly3j+/Pnho8D1g0iwWIg0E3Hu67PU7vONIrCdVCvCRZS2WOMR/PxerOnaY8/KBJkhDzqzHnjj3pZocVeLTSCb8u2SQUFrNcyYM5vsDI2XJEACJEACJFBHYK5iLQFlN2/exL17944o1PI4uUhroZ11hEpBZbKvbKLE4/w4lby0RHQzU0prbSau7YkWskIsb1RxXmLi+x7SVI5myVh8BL57TjtfBOTUtateLxR8KFlgqIMGutVNH9NJgARIgARWgcBcxXpnZweXLl3CxYsXfxzbfD/ZNGhc4WEl4tqIsYfAz8xbyHRhH4G82kxkX0Q7jSGSLdY6RLCRIsxfeabiVFvvfceLLXvmffO+E9O1/Ff2uUd3+srsqYt4B9oJLm9UE4Uv+nHarFTlLQmQAAmQAAloAnMV62vXrv0w7KVo8GqrEgim0xwl9Hz4ng/xlyt5yUmxx12tbO61wFtLWgLNihegTC7vWt26hHNUq++qfO4R8CTaPFUIav3uNf0wmQRIgARIYOUIzFWsfyRdGw1e16aN3Jb8khU8ySKe1IiUs+kNI8htcf1dsvhLOfpGXk1atD+ezRQSIAESIAESKAgsn1g3FM6SQBePywsSIAESIAESWD4Cc/2fyFw+PBwxCZAACZAACbRPgGLd/hxwBCRAAiRAAiQwlQDFeioeZpIACZAACZBA+wQo1u3PAUdAAiRAAiRAAlMJUKyn4mEmCZAACZAACbRPgGLd/hxwBCRAAiRAAiQwlQDFeioeZpIACZAACZBA+wQo1u3PAUdAAiRAAiRAAlMJUKyn4mEmCZAACZAACbRPgGLd/hxwBCRAAiRAAiQwlQDFeioeZpIACZAACZBA+wQo1u3PAUdAAiRAAiRAAlMJUKyn4mEmCZAACZAACbRPgGLd/hxwBCRAAiRAAiQwlQDFeioeZpIACZAACZBA+wQo1u3PAUdAAiRAAiRAAlMJUKyn4mEmCZAACZAACbRPgGLd/hxwBCRAAiRAAiQwlcBcxfrJkyfIsgzfv3+fOihmkgAJkAAJkAAJjAisjS6P/+rFixd49+4dHj58iOvXr/+gDjOkYYg0A/yoj8hv1qyKe4jVQerk/SBAkgTwarqRdpVvx6EQ92IoP0LipQhTIEgSBE5lOw7bnBcE8NIUyiZUv/0I/aYPWa3LexIgARIggaUkMFfL+vTp0/j48SMeP36Mf/3rXz8IWIYsk6Z8+A2FWkp7nlFMpWplEchShD0j6oAHXSVLkeZVsjREr9dDKCsF+eR5Ko6N2Cqlv21fplD5v7LASLR6ewgSuQ4Q9fvo963gm3S51/8o1GWAvCMBEiCBFSAwV8taeJ49exZra2t4+vQp3r9/jyAIdNpBWFetUVNXrNheuRlrhaoYPTGjJ30kb6xaLpRZBpHhTATd9+GL1atSaIH3PSgluR58PzeVvQBJlOm+UhHwzPQpoh7mfadhD6m+FhEuW9k6WRYIYar7NVXEop9RJ2+bXyRAAiRAAieTwNzFWjCeOnUKFy5cwMuXL/H582dsbm5CrO6DfWrEThoZEzzTshckuRU7uSctqtZKliIi0FBanJVY7p78S5GKiGcZjFZLmtOeriMSHms3u+3TtD3uBndqli5tPZto69t7fpMACZAACawOgVbEWvCKOJ87dw6vX7/WAWcPHjw4PupiYfdnNy8C2Q/ccj6CwINKFcRS9gPjkpYiIp7arvb9yv61j6hv/PFBqS233YbX+aIDQYKoYZVXr141LMliJEACJEACP5rA7du3f3STur3WxFoiwr9+/apFe9qebv1Tu+7h+lKSM2YxTy8O16r1RIzTFJkEfQURjAwb8YYXIHKixVz3vLjMpU6+m130OHJpo9RPUcC9yN3wvmyWVxtyyznXd+/ede54SQIkQAIkMC8C4ik+rk9rYv3lyxecP38eIi537tw5xPM1d4OPW8yOq9zua9eNQAuyQpgqxLHSkdg2gEzvYTv1JFisb/fHZf+6L4Id5lHgERCHSGdEkzvN5Zc2sG08Z1LKcf5YJvXHNBIgARIggeMn0IpYf/jwAWfOnMGjR49w9erVQz5lc8vadNDs6NWkwchxKj+NoVSMMPR09LksAJoEZsvetkSql41jCYZL4U0KMHMGYCLV3Q1xJ5OXJEACJEACK0NgrmL97ds3fPr0CZcvX8bz588PHAVenpXmlrWulykTEOZ75T3majS4WMRj56h9RElgorTNObHi6Fd5TJU7ZYLMTKAa8ihwseolylyixXUweV7JLD5Ucf5MAtskyywysgMcS6uMgrckQAIkQAJLTmCuYi0BZTdv3sS9e/eOKNQHpy7Hr/S2b74PXNirs9zguiuFuHScCpD96XBqdLlxm8NpX454pakczZJGfQS+acecKpPANLsnnqfrhYMPJS99UVMWJwfHwRokQAIkQAJLRGCuYr2zs4NLly7h4sWLPwDRAdzgWYpYormjPnzVQxh7lajvuuHkrnOt8o6Y2qNh8lKU1BFRSc/Pc6s41S856RerAhNQVo42ByD73JXuTaCa9GfelCbnsUXh5U1tmOE6rzTFWxIgARIggRNAYK5ife3atR+IzBHJaqtWTPN0JVHZ8spPcSX7fSQisqFWYDFhx16KItZwlJ+TlohvCRRzNFdUV6cB5nWiOsJbv1JU6X7060Cl3eJlJtUB5veO1a1TnKNafVflIc/ahyevSE0Vgiab5TVdMpkESIAESGD5CPzul3//5/tfbjR/6+jf/v4PbP7yx+V7Uo6YBEiABEiABBaAwEF19M9vv6G5Si/AA3IIJEACJEACJLCKBCjWqzjrfGYSIAESIIGlIkCxXqrp4mBJgARIgARWkQDFehVnnc9MAiRAAiSwVAQo1ks1XRwsCZAACZDAKhKgWK/irPOZSYAESIAElooAxXqppouDJQESIAESWEUCFOtVnHU+MwmQAAmQwFIRoFgv1XRxsCRAAiRAAqtIgGK9irPOZyYBEiABElgqAhTrpZouDpYESIAESGAVCVCsV3HW+cwkQAIkQAJLRYBivVTTxcGSAAmQAAmsIgGK9SrOOp+ZBEiABEhgqQhQrJdqujhYEiABEiCBVSRAsV7FWeczkwAJkAAJLBUBivVSTRcHSwIkQAIksIoEKNarOOt8ZhIgARIggaUiQLFequniYEmABEiABFaRAMV6FWedz0wCJEACJLBUBCjWSzVdHCwJkAAJkMAqEqBYr+Ks85lJgARIgASWigDFeqmmi4MlARIgARJYRQIU61WcdT4zCZAACZDAUhGgWC/VdHGwJEACJEACq0hg7TAP/be//+Mw1ViHBEiABEiABEjgEAQOLNabv/zxEN2wCgmQAAmQAAmQwGEJ0A1+WHKsRwIkQAIkQAJzIkCxnhNodkMCJEACJEAChyVAsT4sOdYjARIgARIggTkRoFjPCTS7IQESIAESIIHDEqBYH5Yc65EACZAACZDAnAhQrOcEmt2QAAmQAAmQwGEJHPjo1mE7Yj0SIIHjJfDbb78dbwcnoPWffvpp6lOQ4VQ8OpMMZzOaVWIWw0n1KdaTqDCNBJaUwI0bN5Z05Mc/7Ldv3zbqhAzrMZFhPZumOU0ZVtujG7xKhPckQAIkQAIksGAEKNYLNiEcDgmQAAmQAAlUCVCsq0R4TwIkQAIkQAILRoBivWATwuGQAAmQAAmQQJUAxbpKhPckQAIkQAIksGAEKNYLNiEcDgksFYHhNjY2tjFsOOjh9gauhIOGpU9WsUF4BVeuTPg3jccgxJUrG9jWgAcIr4Qo6EmeU3cQ2nIni1vd0whP5/Hris1IHyA8wO93RmPHmk2xPla8bJwETgYBLbKu0Og/cPKH7hmGw2fYKPKmC0ZnawvdQfgD/sguH9duso+kC8j3/v4+9s0NdjvbE0Q859hNsL+/A/x6BRvb60h2O9ieJC7CFFvY6iwflwONWC9ezIJHhHq0AAoxcPL0oqjgNMT2RmWRZFV+uIe9Aw2gvcI8Z90ee/ZMAktDoLO1i/0t+eO4gb2tXWx15A/gr+js7iPJBUL+cA66kmcfq2IJ2mT5FivTvUcH93fduqXME32jFzDPBujuJ+jqJxW221gvOHawtbuPLZ3XwU53A79u38LuusUyQLjdwe6uqW1TT+S3XryYJzO/N7MA0imDUFZCehFk8rZQIHR/XyLqhThTZB8AAAXLSURBVHtieShRrJdnrjhSEmiZwAADbGlxFtEeoIPhxhU8c0c1MCJsrUh07mN31/2j6Ra210b47d1J/9bWoH3IrgjsOjojVQGGbzTbHRjLMYQRIFtFFk67clMITheJTrAlTvJ3ZQGY/94693dHixftuengvlnd1MKQebAG9sYV+yvuIikWTbVVW8mgG7wV7OyUBJaQwGBQuBq3O7vY3Vo3lsz+Pnbvdwr3rlybj4jILKGWkmI5ro5VXXKDa1AdrK/vYc9u/O8NMVxf11ahLtsd4Ireq664c40f2HGhT9+CyCdlyb9ETM02grulsDty5+S/yS29kLRiDAzxzLrC80TNdvc+OrKg1G1az8ZiIqJlvZjzwlGRwIIRGGJ7ewBjwWxjw2706X1CO9SRa7ubALLPvfHMKpAtU/+t23b/6NYXXeqcccsa2uW9/WaIrU4Hg8EAXQFoP4Xrd4ht151r8/X3angnxn5TuWUNdJFoZHt6f9r87Dq4X2wVONssVTd4vjAq4VzAG4r1Ak4Kh0QCi0ZguP0r5A9gp7otmu8Ryh/R7fVdHUClr8Vezve5q89i9hOdvcZqgRN+X2wROKLRudUFfn2D4dYeBoOubL2OPhJx/yuws3sL1kK0TttRIbnq4H454cTdmd+UcYUjD9gTJrLHbz7rzv6++/jGsi646e0HQNwZQxSK7lZYuGuK9cJNCQdEAotGYIg3g3Xcv+9sk+ZD7HQa/KEbhNjY20LJVbloj9j2eDq30MWveLO9jkG3i5JWvxkA3R3tFn+z4pY19FHBZ+aoYDVIMZRJlC0D+XYsaT23zr2zSNIlm/yGdRvt/odi3S5/9k4CS0BA9pQT7dYuYprExtvbw/DZBorYHJTd4PbBxK27XjIV8yM3toB8NwpEcyss87VYghvaU2HEJReSnS42NoZI9svui73hEOtdiQOQLYWKhVjCcPIta3S2sLt/S59EwI6NczCW9fqu3XNuviUw9tvsdBbWzqZYl37svCEBEphGQIuz1tYu3gyGOqhMAn0mucF1O8NtbA9EYsQ6HIlQ4Qqe1tkJyyuijwfmyNv+nhwh6prz1hDX7jNIWHgYDvI0ATDE3l4HI+PPsRBLfJoLVKnaKt28CXFlwy43B9gIu8Cgiy3rxljwM9eMBl+lHyuflQSOSECCwOSFHru39jAYdl39ndDyENu/PgPuJ7gvwlS8pGJC0RVI0tHHOurYWoT5Q+sgvRCyB7u7u4sEzpvJ5BjXcN05c70CoA79iLLgkZefbOAZuriVH0qQY4bPhkM8G3bNy2jyyO918fgk1ho/dKdzq0jLem6o2REJLDeB4nyv7AxuP8N6sp+/xCN/rr1tyHnVod4vNC9QkZek6L3qrX3ckuhw6zMvongdJnmwmpNy8i/1/qlYy/vFy2S010H2Y8MEu50Bht2tMmeHSjk6ulu8oMYpcgIvzVG/8Qczx7qq6XqRVEkchCH25Gy2GNfOeWspaw8eVqq0fvu7X/79n+9/uUEDu/WZ4ABI4IgEfvvtN9y4ceOIrZzc6m/fvsVPP/009QHJcCoekOF0Pk1ymzCstvPnt99Ala5S4T0JkAAJkAAJLBgBivWCTQiHQwIkQAIkQAJVAhTrKhHekwAJkAAJkMCCEaBYL9iEcDgkQAIkQAIkUCXAaPAqEd6TwBITkOAVfo5GgAyPxk9qk+HRGVZbYDR4lQjvSYAESIAESGCBCDAafIEmg0MhARIgARIggToC3LOuI8N0EiABEiABElgQAhTrBZkIDoMESIAESIAE6ghQrOvIMJ0ESIAESIAEFoQAxXpBJoLDIAESIAESIIE6AhTrOjJMJwESIAESIIEFIUCxXpCJ4DBIgARIgARIoI4AxbqODNNJgARIgARIYEEIUKwXZCI4DBIgARIgARKoI0CxriPDdBIgARIgARJYEAIU6wWZCA6DBEiABEiABOoI6P8hD3nvKD8kQAIkQAIkQAKLSeD/AYDzrmas5k3OAAAAAElFTkSuQmCC" alt="" />
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