20151116 10583100 1.0 FALSE DEMWaterLand.img 002 -9121314.905702 -8987290.224859 3593996.337886 3795569.361874 1 Projected GCS_WGS_1984 Linear Unit: Meter (1.000000) WGS_1984_Web_Mercator_Auxiliary_Sphere <ProjectedCoordinateSystem xsi:type='typens:ProjectedCoordinateSystem' xmlns:xsi='http://www.w3.org/2001/XMLSchema-instance' xmlns:xs='http://www.w3.org/2001/XMLSchema' xmlns:typens='http://www.esri.com/schemas/ArcGIS/10.1'><WKT>PROJCS[&quot;WGS_1984_Web_Mercator_Auxiliary_Sphere&quot;,GEOGCS[&quot;GCS_WGS_1984&quot;,DATUM[&quot;D_WGS_1984&quot;,SPHEROID[&quot;WGS_1984&quot;,6378137.0,298.257223563]],PRIMEM[&quot;Greenwich&quot;,0.0],UNIT[&quot;Degree&quot;,0.0174532925199433]],PROJECTION[&quot;Mercator_Auxiliary_Sphere&quot;],PARAMETER[&quot;False_Easting&quot;,0.0],PARAMETER[&quot;False_Northing&quot;,0.0],PARAMETER[&quot;Central_Meridian&quot;,0.0],PARAMETER[&quot;Standard_Parallel_1&quot;,0.0],PARAMETER[&quot;Auxiliary_Sphere_Type&quot;,0.0],UNIT[&quot;Meter&quot;,1.0],AUTHORITY[&quot;EPSG&quot;,3857]]</WKT><XOrigin>-20037700</XOrigin><YOrigin>-30241100</YOrigin><XYScale>148923141.92838538</XYScale><ZOrigin>-100000</ZOrigin><ZScale>10000</ZScale><MOrigin>-100000</MOrigin><MScale>10000</MScale><XYTolerance>0.001</XYTolerance><ZTolerance>0.001</ZTolerance><MTolerance>0.001</MTolerance><HighPrecision>true</HighPrecision><WKID>102100</WKID><LatestWKID>3857</LatestWKID></ProjectedCoordinateSystem> 32 FALSE None 1 IMAGINE Image TRUE continuous floating point -3.4028235e+038 20151117 19195400 20151117 19195400 150000000 5000 FGDC FGDC CSDGM Metadata Version 6.2 (Build 9200) ; Esri ArcGIS 10.2.2.3552 DEMWaterLand.img Christine Hladik Georgia Southern University Assistant Professor PO Box 8149 Statesboro GA 30460 chladik@georgiasouthern.edu US 9124780338 2015-09-01T00:00:00 2015-10-13T00:00:00 1 -81.938166 -80.734202 32.245422 30.701135 The LIDAR data for three of the coastal Georgia counties (Bryan, McIntosh, and Camden) were collected from January to March 2010 as part of the Coastal Georgia Elevation Project (CGEP), a partnership between the Coastal Regional Commission, United States Geological Survey (USGS), FEMA, National Oceanic and Atmospheric Administration (NOAA), Georgia Department of Natural Resources (DNR) Coastal Zone Management Program, Savannah Area Geographic Information System (SAGIS), and local governments. Additional LIDAR data were collected separately by Chatham (February 2006), Liberty (March 2006), and Glynn (Mar-April 2001) counties. 2012-12-01T00:00:00 2013-02-28T00:00:00 The purpose of this study was to access the accuracy of a LIDAR-derived DEM using RTK ground control points, derive correction factors, and modify the DEM by... <DIV STYLE="text-align:Left;"><DIV><DIV><P STYLE="margin:0 0 11 0;"><SPAN><SPAN>To assess the accuracy of the LIDAR-derived DEM the DEM was compared to the RTK ground truth training data at 297 locations to calculate the mean vertical error. We developed habitat-specific correction factors for six cover classes: </SPAN></SPAN><SPAN><SPAN>three height classes of </SPAN></SPAN><SPAN STYLE="font-style:italic;"><SPAN>Spartina alterniflora </SPAN></SPAN><SPAN><SPAN>(tall, medium, short); </SPAN></SPAN><SPAN STYLE="font-style:italic;"><SPAN>Juncus roemerianus/Schoenoplectus spp.</SPAN></SPAN><SPAN><SPAN>; </SPAN></SPAN><SPAN STYLE="font-style:italic;"><SPAN>Spartina cynosuroides/Schoenoplectus tabernaemontani</SPAN></SPAN><SPAN><SPAN>; and marsh meadow (</SPAN></SPAN><SPAN STYLE="font-style:italic;"><SPAN>Salicornia virginica</SPAN></SPAN><SPAN><SPAN>(</SPAN></SPAN><SPAN STYLE="font-style:italic;"><SPAN>Sarcoconia sp.</SPAN></SPAN><SPAN><SPAN>), </SPAN></SPAN><SPAN STYLE="font-style:italic;"><SPAN>Distichlis spicata</SPAN></SPAN><SPAN><SPAN>, </SPAN></SPAN><SPAN STYLE="font-style:italic;"><SPAN>Batis maritima)</SPAN></SPAN><SPAN><SPAN>. Class-specific correction factors were derived from the RTK training data set by subtracting the surveyed RTK elevation from the DEM elevation at the corresponding x/y coordinate of each GCP and represented the mean error for each cover class. The, overall mean vertical error the unmodified DEM was was 0.44 ft (fundamental vertical accuracy (FVA) of 1.54 ft), over predicting ground elevations. The mean errors for the different dominant species cover classes ranged from -0.13 (marsh meadow) to 0.90 ft (</SPAN></SPAN><SPAN STYLE="font-style:italic;"><SPAN>J. roemerianus/ Schoenoplectus spp.</SPAN></SPAN><SPAN><SPAN>), with taller vegetation having larger errors.</SPAN></SPAN></P><P STYLE="margin:0 0 11 0;"><SPAN><SPAN>The habitat classification was combined with the unmodified LIDAR-derived DEMs and the DEM correction factors to correct the DEMs (on a habitat classification pixel-pixel basis). Following the method described in Hladik and Alber (2012), the habitat classification raster was brought into ArcGIS. Next, the random forest classified raster was reclassed by assigning a habitat-specific correction factor to each dominant class. The mud and unvegetated classes were given a correction factor of zero. This produced a “Correction Factor” DEM with values corresponding to the dominant class-specific correction factors. The “Correction Factor” DEM was then subtracted from the “Unmodified” DEM using the Raster Math tool in ArcGIS (Spatial Analyst toolbox) to produce a “Modified” DEM. The application of the derived correction factors and subsequent DEM modification based on the random forest classification were successful and greatly improved the accuracy of the LIDAR-derived DEM, reducing the overall mean DEM error from 0.40 to -0.07 ft and the FVA from 1.68 to 1.42 ft based on the reserved RTK validation data (N=299),. The slight negative value for the overall error indicates that the correction factors produced a DEM surface that was slightly lower than RTK elevations, but no classes were significantly different in comparison to RTK GCPs.</SPAN></SPAN></P></DIV></DIV></DIV> Christine Hladik Remote sensing Digital Elevation Model (DEM) Light detection and ranging (LIDAR) tidal marshes accuracy assessment Raster Dataset 1 dataset EPSG 8.2.6 2 1 0 -9121314.905702 3593996.337886 -9121314.905702 3795569.361874 -8987290.224859 3795569.361874 -8987290.224859 3593996.337886 -9054302.565280 3694782.849880 33506 4.000020 50393 4.000020 Layer_1 135.360001 -144.320007 32 [ft_us] Elevation False False False False False 20151117 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Ro4znDBQDVyuX8BXU9z4eYTSNJ5Mxijz/CoVSB+prqKACuR+In/Iv2//AF9L/wCgPXXVyPxE/wCRft/+vpf/AEB60pfGjnxX8GR5nV7SbU3eoRoF3Dqao11Hg2LbdyStjHA9exrsrS5YNngUIc00juLSIQ26ipTKFAJYbR14qJiS4A6CpYUB+/zjrXhvV3Z7q00LJfdbKXJXPQjk0nkpcY/eHI67hUc58yFcDB7D2plujRnPPpg+lRbQu+pJPMtnb+REcueTiq8SMyNKM+YegJqy0cBc8kkc49akWNZVDwnG0/MpPb1p3shWuVCrJGq4OSe1NeDDYzyPWr8FuvzTSMVRe55oNjHdqJ7efbnghqXPYfLcit7OW4cIh2oOrdeK2LbyoEFskm5l6561m3cq21oIIGDA53sOM1mQyeU6sjMpPcVLg5opSUGXNQMsd5ICcru3c+h7VmyKI7gbSwDYIFdJGsGp2wL/AOsXgkdQazrvTnjj5UEIeHwOhqoTS0ZM4N6oq+coUgqSD/ninG35V1JKHv6UJZylvlHB6mtGzsZVJydyN98E05TSFGLZQMR3YJxj9acgJYcZwe9aq6aqrIm44fByRmpVtoIDuP61m6qNFSZkS2zruGQSDjrSLbSIAx6N3rbZoCrFiuO+fWpMIU+6pXqBio9syvZXMZQeODmpcMSox19Kmnt1i/ec7c9PSnIUkjz0I5NPmvqLltoRBeBng1etlHl7+/Q1GbdjgryuakiRoiRk9OlRJ3RcVZjuTI3P+zSTyiCFpWKqifMzMeFUdTTouUDYxnmszxAo+ww3DECK2njnlJzwinJPHoOfwrJ6G0Vcz4tSsrzV2uLHVLbzJY1jVZ4WO3k/cyV6kjj2Faum3c9w11FMI2a3k8vzYuFk4DfdycYyB161laj4x0C2lNnLL9qduGjjj3jn36Gp7TxPofkpHFMIFAwIzEV2+3AxU3NXBtbG52xQeKxbjxNaRn/R1873zgfyqkfF+xwHsvlz94SdB9MUXQlSm+h0447UE4NUbDVbXVIi0D/MuNyEcrVzFMlq24jjLKd7Lj0xzTh8vfAoApCpdSNxB9RjigQ10Eg2knHfFNR1Ejx7iWXDYPYH/JqTIDbNw3EZHHp/+sVUeKJ9RDPEpk8r5HK8ryQcHt96gaLMkqxIXYHjHA5qNLaMw7GBY5zvb7xbpuz61IsSIwYJ82Nu48nGemacPegCDZcQxhI9s5HAaR9p/EgHP1od7iOTmETRs4A8vClBx1yee5yPyqxxmkDJuK7hu9M0BqZ7TXMzSg6aDHHhozJKuZD7AZx+JHarUE8c9uk1uQ0b98Y/T1qwT+dZj3Eek3VwZ2228xEkYRGYhsYbIA6fdP4mkPcszljOkET7JJFZ95XdhRtBx7/MPUUx9ODWqRC6u1ZGD+asp3lh69iD/dxj0ApttPFf3gubdxJbxRlFlXlJCxGdp77do56c46g1clkWGN5HOERSWPoKYivYib9/9oMRlD7SYx1wOCfwI45x61M8ayRtHJhlbtjtVLRSJtOaf5gZ5pJOvT5zj9AK0QD3wT3xQD0ZXtbWG13GG2jhaU75Cg5Zj1LHv9akvZCto3uOtNnuIbSPfNIFAHfvXL6z4vijiEdvF5h75OB/KlexcYSm9C++dvWuf1e5tLq1ltJX3q3B2npz61jS6hqWrybdrMn90cD8q0bfT72BNxiiI9CalSad0dXs0lqcGYsM8TgiVWwAMfjU0Oq31swYys+OAJMtW94nhLLDdrbrDcR8SPHxuH8J+o/r7Vo2IsNW08SIkZfjz4yv3W/w9K3rR517SPzCjU5PckZun+KbkOqyhVGeMfd/Ktk62WiG/HXO8VmXHh+AOxhyrf3e1MtNO33EdvMdqM2Ca5tTZqD1NW+1lZUDI2O1QrqDXMCImS7dT0xV5/C1rEVxJIR3NWo9Kt7cAhmNOzM+aCWhQMIS2GwfN6nqarLbOo27dwNbE7oGAUYANVzgN1zRZgpGebEOfT2qKbTUXrj8q1sjbjp71XmKEcgE0WfYpTMWXSoX6HB+lZd1p7QN/s9q61U89V7FemKgvoBNEyfxgdT3pWfYpVDiypVqaUz7GrtxFscjHSqwGOtXCU4O6LnGE1aR3ngPxpJbywaJqTM8TsI7aXklCeAh9V9D2+n3fUq+bXG417J4E8TDXNKFtcyL9vtQFYFiWkQAASc/kevPPG4V7NGr7SNzx69L2crHX0UUVsYhRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAGP4s/5FDWf+vGb/0A186+DNIXVPgV4xAH7yKdJ1OM48sKxx+G4V9NXdrDfWc1pcpvgmRo5FyRuUjBGRz0rH0XwX4f8PaRd6Tpen+RY3ZYzxGZ3D7l2nlmJHHHBqbbjvseKfCi8ufGHjK+1m7QMNO0SOyXdyd2wLn8dsh/4FWP8NNIutb+GXjzT7JHe5dLdkROrlSzbR9duPxr6C8OeCvD3hKK5i0PT/siXWPOHnSPuxnH3mOOp6Uvhvwb4f8ACIuV0Ow+yC5KmUedJJuK5x95jjqelXff0Ejzb4L+O/Dtn4Ej0jUtUs9Ou7GSQMt1KsXmKzFgylsA9SMdePpWL4OnHjX9oK/8S6UjnS7UEtNgqGHleUvX+8QWA64HtXqes/C7wXr2oPfajoMD3L53yRSPDvJJJLCNlDNk9TzW9o2h6Z4f09LDSbKGztUxiOJcZOAMserNwOTkml1uxeSPB/hNq9h4H8d+JdD8Q3UdhNK4CTXbBFJQseWPA3BgwJ4P5VU8a+JNM8SfHbw5JpVwlzBaXNrbtPGco7Cbcdp7j5sZr3DxF4B8L+K5459a0eG5nQYEoZo3I9CyEEj2NV1+Gfg+OfTJo9Eiik0wq1oY5HTYwIYE4b5zkDlsk96Fum+g318zy+b/AJOvT/P/AC50ePf+TjvDP+7bf+hvXrh8FeHm8WDxQdP/AOJyOlz50n9zZ93dt+7x0ovvBXh/U/Edt4hvNP8AN1W12+TP50g27SSPlDbTyT1FCe3kEtb+aPJf2kvueGv964/9pVQ+PGlp/wAJf4d1PUBMukTQpbTywj5kCuWbBwedrcfQ17V4k8F+H/F/2Ya7Yfa/s24w/vpI9u7GfusM/dHWtHUtI07WdOk0/UrOG6tJBhopVyPr7H36iktF8x3/ACPBJfh98HIWtQ/ji6JuWCx7L2Fsf7+Iv3f1bFO+K2nJ4W8R+BtYiM1zo9hFBAspIfcInDDJHG5l/PFepab8JfAukX0d7aeH4fPj5QzSyTKD67XYjPvjiuo1TSdP1uwlsNTs4ru1lGGilXcPr7H3HIp32aF6nlHxd+IHhm/+G09lp2rWt9c6j5Yjjt5AzIodXJcdV4GMHBz+NdH8E/8AklGjf9tv/Rz1ds/hR4HsLe6gt9AiVLpPLlLTSO230VmYsv8AwEjNdHomh6d4d0mHS9Kt/s9lDu8uPez7csWPLEnqT3pqyTXcT6HKfGb/AJJRrf0h/wDRyVxfwv8Aif4O8OfD7TdL1XWPs97D5vmRfZpX25lZhyqEdCO9ewa1o1h4h0ifS9Ut/Ps59vmR72Xdhgw5Ug9QK5D/AIUn8PP+he/8nbj/AOOVK0v5lPVI8n8Q6vH8XPi7pFrocUr6fa4VpnQrmNX3PJ7LjAGcHp0Jq98aJrG3+MPhubUwhsI4bdrkSJvUxid92VwdwxnjFe4eH/CuheFrRrbRNMgs42xvKAl35JG5zlmxuOMnjNUPEfw98LeLL+O91vS/tVxHGIlf7RKmFyTjCsB1Jp7Wt0Ffe5xH/CZfA3/n10P/AMETf/Gq6s61oOufDXVp/Dckb6bFZzwosUDQom2M/KFIGByO1VP+FJ/Dz/oXv/J24/8AjldHpPhHQtD0KfRNOsfI06ff5kPmu27cMN8zEt096UldNAt0z558GaQuq/ArxiMfvIp0nU4zjy1Vj+m4VsfCi8ufGHjK+1m8QMNO0SOyUNyd2wLn8dsh/wCBV7Xovgzw/wCHtHu9K0vT/IsbssZ4jM779y7TyzEjjjijw54K8PeEormLQ9P+yJc4Mw86R92M4+8xx1PSm+oHkv7NY/0bxDn+/B/KSvU/iHDJcfDvxBHEGLmxlICjk4UnFT+G/Bnh/wAIi5Gh2H2QXJUy/vpH3Fc4+8xx1PStueGO4gkhlUPHIpV1PQg9RRN3WgR0dzy/9n+dJfhtsU5aK8lV/rw38iK5jSP+Tp9Q+jf+k4rW+EkEvg/xp4k8D3e8AMLyyZukkfTOfUqU/wC+W9K9Fh8F+H4PFcniaPT9usSZ3XPnSc/Lt+7u29OOlO+t/Ino15nj/wAR7mCy/aD8OXV3KkFvGluzyyttVRvfkk9BXpXxF1GzufhPrd7a3MVzay2jLHNA4dGydvBHB5rU8SeB/Dfi1oX1zSo7uSAYjk3vG4HpuQgke1ef/Fm1t9L8F6N4D8PWxWTU7lYba2Ds21FbcTuYk43Fep9fSoe1i/tcxr/Am3eD4X2bOpAmnmdcjtvI/pXpZrL8O6ND4e8PWGk2/MdpCsW7+8QOT+JyfxrUq3uShaKKKQwooooAKKKKACiiigAooooAKKKKAPP/AAl/yV74i/8AcM/9J2r0CvP/AAl/yV74i/8AcM/9J2r0CgAooooAKKKKACvKfg//AMks0X/tv/6Pkr1avKfg/wD8ks0X/tv/AOj5KAO4ooooAKKKKACiiigAooooAKKKKAKuo3qadptxeSbSIYy+C23cey59zx+NeV+HtG/t/WfLaGSO0G5pTCcCMYO0Atnvgdz1ruPHlt5/hl5N+37PKkmMfe/hx/49n8Kb4DS0Hh1ZIEUTtIy3DYOSwPyj/vkjp6/WgDb0rS7bR7BLO23FFJYs+NzEnqcAZ9PwFXaKKACuR+In/Iv2/wD19L/6A9ddXI/ET/kX7f8A6+l/9AetKPxo58V/BkeZ12Hgy3UCSY8luB7Vx9db4NaQLNs7P3+ldOJ/hs8PC/xEdsqbvrVgrthO/mqqFvWpopdw2sM9q8VntoiLs52K2D1qQzk7URs46k1C1jLGzSK3GcjnmmPKSwGTuHXI4qrJiu0ThWc5HDDiktpPs05V9wPqKuQKfJeRlztGQRWfMGkXJHI9qla6DempYdxK372ZmHUZPFSQGInauR6Y9az44HmKmL5snHNblnbNbrngMwwwH1qZtRRVNOTKtrYy3EaO7KseemeevNaYsbcx+WYlGOhA5+tOaVYUeSQ4RFLM3oBVH7VqcgF1bW1u1u2CEdmWQr6+nvj3rklVkzrjSSRZSya3kDwvkdwe9PjvVLGG4ULJwCOo5qCPXLF4DIZDGykqY3Hzg/SqtxqumSuqEmOd8FJNvfPALf40KafxA6cl8KNpI4wcqin6UrsAvJAqjDZqH3yMBnnAPerJtoidwH45602knuSrvoMcqsg2S8n160wsshwWGfepRalgwY/KTkYpVs4h1BP1p3QrNjPsS4yWOO9WEUIgVckD1pVUAAKOOwp2MVDk2WopEbIGGGUH2NNECgEINme61LilAyKV2NoiEWHByw9aeXxGxHJAJpxGQcdaqlJftKYeMRrywKcn05z/AEqlruS9NicYX5fTjmggZ+tNMijGc5PanA4GW6mpaKTOV8KacmnXGp2TQxh1KK+APmGDgn1yDWjc+GtPupC5Ro884QAD+VR6YCPFWuk9CLcj/vg1tnmpSNpTlzXRhJ4V05DkNNj0JX/CrMuiaf8AZpFW1jxtOMjnOPWtTFMZQ4KtypGDRYXPLucHHC+larbXUOfLWdY3AP8ACzY/rXoGOnpXn3iOUWEsaTNtVZl3H2yDmuwuNZs7ePiZZGK5AQ5z+PSkma1U5WaL+MmlGQemeeorkrvxgYHKhYwD0BUn+tQp4u1Dfv8AJgeIjoAVP1p8yI9jM7ByEbexAVVOSTwOlZ/2CS+K3Fxc3EZwSscLmMKuTjcOu7B55qDSrsa6jXUrRmON9qwIzMu4YOWyo5H5d+eMbTssaFnbAHJNBDvF2KAuf7Ph23jOyLhY5FVm3L/tf7XqelYGpeKp3Yx6bEMf89JP6c07U7yS9c5OIV6D+pFZVjBJqdz5duvyjqewqWzohTilzSM2WPVL6TdcaneZP8EUpAq3aeE/tCg/aZVcnPMmT9eldzaaRb2oHG9vU1X1LTdrfabUBGUfMF4/GjlH7dbI5HOs+EJxJ5z3NoT86MxbavGSBXaaLqVvq9j9ugdiJT90/wAOOMfp/Os1rz7damCbHmKcqfWucspW8MeIg4G2yumVHReise9F7BKPOvM9HJrO1kudLkVGKb2SPd0+84U/zrQHI/rUVwhkgYAgMPmBIyAQcj+VX0OVaMWGFba2jhQnZGoUE+gFZWpa0sStFbHLf3qz7jVdSkgZJvJiCrmRkyOMdfpXPSalbbsRSGaTsAOKhyOinRvqyS9nZss7MzHnk1StrZLiZWncLHnnNSGOSVw0/Gei1r2ptbODe8ZeT/dzj6VJ0fCtDRsZrFoxHavHtHHyjFNnGz7owDzisu61W2kbD2khI+6QBmqM17dTqAu6NF6EtzinchQb1Ll7LCUZXQFTwQV61xV7Zw20zTW85TDZQc5X8a0bgyzMcsxH1rEvSAcDmrhVlDY19hGe4HUrwf8AL9OfpK1MOoXTn5ruc/WRqrYJIGDk9q2LXwvqt0u8QCNT0MjAVp9Yl2E8PTW7IP7TvlRcarP/ALolk4p6ajfPIiDV5vmOMmaTC/WtP/hBNSMYdJ7Zie24j+lZN7oGp2Cs1xauEXq45FH1mXYlYek9mbMei63Ou6PVVce08n+FPHgy5kUPNeDzWJLAJu5+pIrklYqcqSD6ir9rrN/bkKlw5HoxJo+sz6A8Iu5rzeFGgHz3WP8Atl/9lVUaEpbaLrJ/65//AF60I7u9v0AkmJX0WtWxscYLdPU0vrNTuQ8PBbmGvhbKbvtmPbyv/r1BLoAjOPtef+2f/wBeu0eJSDGhHTqayZrZ1MqH8cUfWancUaNN9DlJtP8AKbHm5/4D/wDXqs0W043Z/CtO5JBPrWe4wTxR9ZqdzZYan2IdvzYzW34Q1P8AsjxRZXDPtiZ/KlzJsXa3GWPoOG5/u1ikctTM5NdGGxE5TUWzHE4eEYOUT6Xooor0zzAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA8/8ACX/JXviL/wBwz/0navQK8/8ACX/JXviL/wBwz/0navQKACiiigAooooAK8p+D/8AySzRf+2//o+SvVq8p+D/APySzRf+2/8A6PkoA7iiiigAooooAKKKKACiiigAooooAhu7dLyzntpCwSaNo2K9cEY4rzbw14lXw5b3trdwzs2/dHEFC7XwQwYnkdF9elen1kal4Z0rVpnmubb9+ybfNRyp9j6Ej3HagCPwvrU2u6S1zPFHHIkrRt5ecHgHPPT736Vt15JdC88MeJLiz0y9dMOoBZlUMGXI3Z+Xjd1P14r1lHSWNZI3V0YBlZTkEeooAdXI/ET/AJF+3/6+l/8AQHrrq5H4if8AIv2//X0v/oD1pS+NHPiv4MjzOu18HptsnbH3nJ/SuKr0PwxEF0yPGPmAb9K3xbtTPGwavM6K3DM3FTS2yW2Z2Ukk4UH1pYWaGF3TG71NTWs925YOrSI3+znBrxW3ue0kipb3Lu5kOSfQ1NLY+b+9gBKE9uoNWbmBYrVrhkVZP4z6jP8A+qqltBdT5khIjXHDHuaXMt0PlezLMNollGXvJMK3y7R3p0R0+aRERCWPA3H/AOvUNxpHnpl55HfI6jIziqFva3MVxsW0luVibBkiZVAb0+ZlJ/KocotXuWoSvZI3PsVvGcxx4ZTuB3GnjBqB5NUeQmG3t4UA/wCWzkn/AMdqhLeanBN5TrZbgwGRv4Hrjv8AmK5/ekdSUYos3pN3crYRtwCslwQfur2X6n/2U1qoFVAqD5QMAVRsktbVHhWTfMzZlkYjc7etXxnHfj1pOLW4c6eiKt1pdneuGuIFfH4ZqIaJYpaXFtFAIlnjMbMvXBBHX8a0M80ZFSO7M7SsG0SN2zPCPKlBP8Q4z+PWtDgHB71Qu7GX7QbuyZI7vGNr/ck/3sfzFUrh9SnlWG88m2typ3rA7M0n/AmUYH5/Wmk2J2WpcfWrUS+TEJriQHlYUJ/XpSW+vWk9x9nlEltNzhJxtJx+n61DDOLePyrePyYx0HX9aQTtKoikHmIf4WRWH61p7KRn7WHYsf25aySNHZLLeOpwwgXIX6t0/Wlm1ZrdWluNPuooV+/IdjBfwVifyFSjbBGmUWJR/CF6enTp3qRmWQMjHO4Y4HUVPKy1KJOpLgMpUpjjHOffNSbgo6Vk6LNttBYOpSa0AiZT3UDCsPYgVo5y/pUg0PDfQUxfuhjkZ5xQwBGMA5OOaQt8w5pgKQCckVk3PiOziuTbQRz3k6/ejtk3bfx4FTa9MYfD+oSAsGFtJgqDwdpqe0htrO1igtY1S3AAjCdOeaWr0KVkrsoaVFfSarf6hdwfZ4p1jjhhJUuFXdy2PUt61ruyqAWYAH1qlNqMYWUBtrKPl+Xvism9u91nE8twpdS2QFOcccdPrW0KLkYzrpHR9eMfWkYY6VwieK7+OYRw7JIgdqoy8/pW/Bq17NNAjpHEznBDKetXPCzhuZwxMJbFrWNEs9btDBdKwPZ1PIrnrfwbqNvtgTU1FqBjldzAeg4rs0GVBPU9acDj6+lctjtjVlFWRhWnhLSrdD50P2mQ9Wm5/TpVO90dLIEpHm3H8Q/h9jXTFiGxt4x949M+lOZQRtIyCOQaLAqkr3ZwObjR7z7fY5YEBZY/76/41o3Hi2w1JFigkdVIBZWQhs+npV680OQOWtCCpP3WPSs3/hFryaTLtFCp6kHJqdUb3py1Zl391JqMy6TpSbrmX5nd+FVf/wBePzruNJ0uHSrRYo8k9STUOk6JaaMj/Zwxd+XdjyxrRYEng4+lNIyqVObRbAHcy4wMcf1qQ4A5qsxYShyyDkque+ccfmKmGcndjHbFUZGBrVgIF+124O3P7wDt7/59awNYhTUbAqeXXkGu8kjEiMhzhhg/SuS1TRLqyBlt18yLuoOcVDR0UqnRjvDvihZbXyLz5ZIuGIXHfqe1Ta34ttIYmt7NzNO3GAvHSuUjRDNvh4kA+Yeorb0wWyPuEKJM3ftSTZpKlFPmM+LQ7zVplm1R1Cnnyx1/z0q69naaZAxjQAIvU1vsI1X93J5kjfeIHArmvEO+aW20y3P766kCc/maLBGbkyrYO93K9wkXmvnEak4H1NX2j8QSnlLGNMYAXJP866nTtHtLC1jto4921eSec0/7EhK7P3a/U5x+Penykusr6HLppeptkvLGTSDTLkHEzqa3L3zYZ7e1Qq0s+7Ye3yjJzVWcOIXVtvy9SDmlYam2creRb2MUPArAv447aInb82eK62SLZaySY+Y9K5eC2Ot+IbfTwcI78n0UZP8AIUjpjKyudb4I8LQxWaarfIHupfmhUtwqEDBI9T/UV1a2P2wEOsa4GN6HnOfx4x/n0sHy440VOEA2Bc/y/CmQPsveVwrNtAH0zn9O1dKguU8ipXlKd7mNJtgQop437sVGZwwwe/WnXQLSNgVmSOVb3BrnZ3RV9Srqvhix1JZJYF8i5+9uB4b6iuGvtMudPl8udMHsQeDXpQmyuV5BqDUbOPUdPMZHzxgshpWNoVGnZnAaZqT2Fwu7mLowr0GyjivLZZo5Moygj3rz+5stuMDDd66Hwdf+VM9hPjDj92ff0oNKquro6NkaJSqYqqyH5mY5PetSeIZIHNZ8y7H5HDUzCLOUvkxI/wBayZRzXRalF88hx8zNwaxbmPDDsBUnTFlBjwajHU0+Xg1veBrD+0PF1ghWUpE/nsyfw7BuXPtuCj8a68HG9S/YwxkrU7dz3eiiivYPHCiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAoooPSgBKWvNfAOp3958RfHdrdX1zPb21zCsEUsrMkQO/IUE4XoOnpXXeMJ5rbwXrk9vK8U0dhO6SRsVZWCMQQR0NJ6K4LexuUV5t4alutZ+B9rJe+IptOuJ7Vt+rTTHfEfMPzFywPbH3hXa6dJDp/hy1kuNTjuYILVDJqEkg2yKFGZSxJ4P3s5PXrTe9hJ3NOisaPxZ4clspbyPxBpT2sLKss63kZRGboC2cAmuU+Lup32naFosmn3txatLrFvG728rIWQhsqSDyDjpQM9ForKPiTQhqn9lnWtOGo7tn2Q3Sebu9Nmc5rVoAKKqX+pWOlWputRvbezt1IBmuJVjQE9OWwKsI6yIrowZGGQQcgigB1FQXd1DY2c13cvsggRpJGwTtUDJOBz2rxfUfiNrXiLxt4W/sy1vdO8Mz6iI47hyY2vyMbuM/6vnp0PfngHWwPa57hRWH4o8Uad4R0ZtT1MymLcI0SGMu8jnoqj1OO+BXn/gHxR4l174o6wmu28+nRrp6SQaY0hxCpZSpZf75B5JAPbjpQt7Ceiuet0Vxvj2HxjqEdjpXhRks0unYXupM65t48fwjO7ccnlRkYHI6jg7618Y/CrUtJ1G58XXXiHSb28S0uoLtWLruzgpuZz03dCOQMg0LUb0Pb6KSvPviNe+Lrm603w74Tint31Df9q1QRMY7aMDpvwQrHnnrwMcmkB6DRXhHiDR/HXwttI/E0PjS9160hkVLu1vd+3YzDoGd+p4yMEZ+te42twt3aQ3CAhZUVwD1AIzTQE9FFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAHn/hL/AJK98Rf+4Z/6TtXoFef+Ev8Akr3xF/7hn/pO1egUAFFFFABRRRQAV5T8H/8Aklmi/wDbf/0fJXq1eU/B/wD5JZov/bf/ANHyUAdxRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAGH4k8Nwa9a5G2O8jH7qX1/wBlvb+X5g8fNe+JfB7wwTTxy25z5Qc+YjAKBgdGAGRxxXplcF8Sf+YZ/wBtf/ZKAO4tJnuLOCaSJoXkjV2jbqhIztP0rlviJ/yL9v8A9fS/+gPXXVyPxE/5F+3/AOvpf/QHrSl8aOfFfwZHmqLvkVfU4r1PSbVbOyiT+EoCR+FeYWieZeQpkDLjqcd69Vt1YxxpsyqqBmqxr0SPLwK3ZdSRxGFULlj1NRz6lKJXXccL3qwsEzQk7D5gztOKovaT5Rbldm75ua8xcvU9N83Q19Onkv7X96iSIGxufnnHp3rTAA6mqtpBFbWyRoVG75uO54H+FWcc1xVHeWh201aOoSOkEMkrZ2IpY49BVXS7VrfToklH7w/O+f7xOafqE8MFhKZz8jKUwDyxPGBVaXVRbxW5MYbeQrGP7q+oqYxctipS5VqXbq1S7i8uRmCZzxWPqcDpcYLIRtBQtnPp+db9YWuJHHIkiqDIw+bDc+3FbUG+axhWS5bmOkaI2fmJ6jJ4rZsr243IhT9yPvNjGPfNY4nZFU+WD+dStcidRxkL16V1zjzbnNCXK9DqS53cYI9RzxT1IK+lVrVg1pCR0KL/ACqz1WvOkrOx6Cd0QzSiJUDRs/vGvAxWde3iSx7PLkX5gfmGOa0LmHz7d484Y9D71zstvMtwVfrnP15rejGL1MK0pLQtrOpbpz09quW7bSQ+SW7bvy4rKLhJlUKvuTUjzlZMbvmOeQa3cbmClYsrdkLMd+7d1z9agScM5y2DmoHH7o4I+bmqby7TgdqqNNEubNt4La4uo2DPFPEpUXCEbgOpyDkY9qmguru2uY7e98uVJSRFcx8AnGcMOxx6VgxX5jjK8gFstt7+1PF8stq1tJHJOsjD5I+D1GGB7EHv6VjPDPdHRTxK2kdajq5Lq2QpKjB4z3/Xj8KduBrCTV5bTzEuBHcqucSW7qGb6qSOfcUq6tfX6FdP02RGyQZLz5UH4KSTXK00dMUnszaYBkwcEEYIIzXHzzt4elOnZaS2G02wPzEId2Qx/wBk8D2IrRl/tCFWlvtRn2kDctnAgRD6bmyf/wBdYNyEkvJGjMsocqWknbdI2M4B7ADLdPXmt6FNuSfQyr1Ixg431JX1CS8bL/fBycDg067lU2IQ9FJznvTVTg8cjvVPUZ/ItSrHljkZr0YxTaseZKTS1MeJEa95Yqm7Jb0Xua66w1iWdxb28kUSTO2W3fMM5xuPb8K4zzWcvJu2/KcY96sWIdSjhivzcEdvpW9WmpLUxpVHF6HrUXEQ78dc5z+NI4BYNnDgHaTWBol1K3kxysWCZAyuT09a22YYikcsMc4rw5w5ZWPahPmjceI8xlXPLZ3c9M1G4fdt8xhu6EDgD/H/AAqrBeQy3JRMgNksW6571oOuVYHkHsRxUzg4lQnzDcgnGef8/wCFDMB3GfQ0wGRBk4ZAeyksR/j0/L34iafziqiJsg5wy8fd9RkdT+lQXYs4BGD37VmKIdMVYDcTH5hgli52+rZ46g9KmSK3u3FwZI3ZR5bOo2kMD2I5HfjPp+OZqMwkkgDbXaMMrkZw3Ix+g/WtIQ5mTOaitzYt2eZP3qxkYGWTJV+B0z/9f602SfZIYU84hRlpF27UHoS35+tYr+JJ0bZ5MYOR8xBweue/0/I1XtLgTXInlWOV16qyZ3c5OP8Aa9Py+luhNK5Ea8G7XOphlE8EcwVlV1DAHgj60p+YHOcYwVIqFbuKXlZAMD5lcFWH1B5FDTGIM0jrszgEjHf/AD2rE2sc2nhyLU7CK5WaRLnLZd++CRzWNdwaro8g8+ykuI92PMt1LfpXX6bMYr2W0KOtufnt9yEHr8w/M5HFaILYzgZPYVPKbKrJPyOBg8RXkymOz0m9lm+6oaLaobOOTn1/ka1NC8PXsupLrOssouV5ihjJxFxz9T2/zmuq4ZeQGU/kRTiSY22Y39s+tCQpVeiQ1yc42kj1Bx3plxPHawF2Hyr8qqo5Y9lUetSMx2FlB9QMf0rMkcnV90lpLLJHxbuq/IikDLFvUnIPXhRxzyzJK5Zto5ZpRdXI2lQRDH3VT/e/2v8ACs7UUcLcKw5LHHHbNaNjqMN/EzGN4wshT58Ycq2NynuM9D9Kh1aLCCQdejCk9i4v3rHHa7ci309Yx1bk1W+HNi8usz3zD5EUr+J/yKy9VujeXEgH3Qdq/TNdn4Bt2h0mWRkG5pWAI/ujA/pUrc66nu0mdLdRfJuBIOc5Axnnv6VXCI9zC2cmNt6g+uGX+TGtBJN4zgjB5BFZ99BHbKWJJSRlUj+6Opx9cD8q6YzsjynTvLQpX6QG4dkmBzz8vNYVwMOfWuu1EiNI1UnfjqfSuTuTljXPLc9Ck7ogic4K+lSpN5cg5wp4NVC2yQN+dLKcrkc1JtYo6hYqzttGcenpWZFA0cySDcrqdwb3FbMpJj3Gs1yAeMD3pGkXob8d7PPGjEjzMYYgcGnPIxXe5BxWXpkxeUozcdq0btgIwvtTM2rMyrllZ9zVj3HLcdK05xhsY49TWXPxyaEruyNo2SuZ0wwcV6f8L9E+z2M2syr89xmKH2QH5j17sMcj+H3rhdB0C88Tan9nthsiXBmmYZWNf6k9h/TJr3e2t4rO1itoE2wxII0XJOFAwBzXsYWj7OOu7PKxVb2krLZE1FFFdRzBRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAHN+MdcvNA0mK6so4XkecRkSqSMbWPYj0FcT/wsnxB/wA+1h/36f8A+Lrr/H0PnaJAuP8Al5U/+OtXnf2H2raHLbU87EzqKfus1f8AhZPiD/n2sP8Av0//AMXR/wALJ8Qf8+1h/wB+n/8Ai6yvsPtR9h9qu9Psc3tK38xq/wDCyfEH/PtYf9+n/wDi6P8AhZPiD/n2sP8Av0//AMXWV9h9qPsPtRen2D2lb+Y1f+FleIP+faw/79P/APF1d0jxp4j1vVINPi/s22ebdiV7aSQLhS33fMXPTHWud+w+1bfhG08rxRZNjpv/APQGqZOFtEaUqlVzSbPRtNj1KK3ZdUu7W5n35V7W2aBQuBxtaR8nOec/hV49KKD0rnZ6x8+WHhHV/FXxN8bDSvFd9oH2e7j8z7KH/fbt2M7XXptPr96tDxD8LfFWn+GtUvLj4m6zdwwWksj27iXbKqoSUOZjwenQ12fgvw3q2keO/GepX1p5VpqNxE9pJ5it5gXfk4ByPvDriuo8U2dxqXhPWLG0j8y5uLKaKJMgbmZCAMnjqaHpFWBfE7nmEP8Aya43/Xg3/o01Xnhj8Ua58P8AwjfljpS6NHqFxBuIFwwjwqnHptz+JroYvCmtr8BT4aNl/wATf7I0f2fzU+95hbG7O3p71V1jw/fWkfg+80q70+DxhpViIk026uFU3kYjw8Y55Iw2D06896b+K4lsZHxt8E6HpvhAavpGnW2m3EM0cUotIxEk0bN91lXAPzbTn2rY+OMT3Hg3RoY5GjeTVoFV1OCpKvyK5n4s3fjLW/CSvq+iW+g2ENzEFtvti3Mt1KxIXBT5VUDJ55zj8O/+Jnh7VfEOhaNb6Xa/aJbfVILiVd6ptjUNk/MR6jjrR017g9/kZHj/AOHvhbTfhjqLWOj2kFzY2/mw3SRgT7l5y0n3mzz1Ndz4Pu57/wAF6JeXLmSeewhkkc9WYoCTUPjnTbzWPA2sadYQ+dd3Fs0cUe4LuY9skgD8an8JWNzpng7RrC8j8q5trKGKVMhtrKgBGRwefSjuHYn17w/pnibS303V7b7TaOwZo/MZMkHI5Ug1fhiSCFIo1wiKFUZ6AVjeLbrxFZ6BJN4XsLe+1QOoSG4YBCufmPLL2962LYzNbRNOoWYqC6joGxyKEMdJGk0TxyIrxuCrKwyGHoRXmvxM48bfD7/sJt/7JXp1cJ468P6prHinwdeWFr51vp18Zrp/MVfLT5ecEgnoemaXVB0Z2zRxyFC6KxRtykjO04IyPwJH415tov8AycD4l/7BkH/slenDpXCaX4f1S3+MOua7La7dMurGKGGfzFO5125G3O4dD1FH2hPY7qvHPHGieItAlg8Y6xrEXiSw0y5WX+zJbb7OsKl8B02NhnXOAXB4zXT/ABA8H6prF3pfiHw3cRQa/pLM0ImPyTIR8yH69PxPTqOTvNG+KfxBRNF8T2mm6FopdXuntWVnmUEHaMO/ORn+EfXpQM9gsbuK/sLe8gJMU8ayISMHawyP50+eeK1gknuJUihjUvJJIwVVUckknoK53Xm8Q6Ta6Pa+FNMtbmFZ0hulnbHk24GMrl15H4/SuS+LWmeNtdnsNO0DRkvtIQie7jkuUjS4cNxG43qxUYzgdSR6UPyEie+E/wAV7yG3tleHwbazh57lxtbUnU8JGP8AnkD1buenSvTFUIoVQABwAK8ei1z42wQpFD4K0GOKNQqIsqAKo4AA+0cCvW7Np3s4GukVLgxqZUXorY5A/Gn0DqWKKKKBhRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAHn/hL/kr3xF/7hn/AKTtXoFef+Ev+SvfEX/uGf8ApO1egUAFFFFABRRRQAV5T8H/APklmi/9t/8A0fJXq1eU/B//AJJZov8A23/9HyUAdxRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAGV4h1gaJpEl2FVpSQkSNnDMfXHtk/hXIaN4av8AxDcRarrc0jW7fMEdjvkXOQB/dQ5PT8Ouas+P7mW5vNP0eAMXkPmbeAGZjtTn/vr867W0t0s7OC2jLFIY1jUt1wBjmgCauR+In/Iv2/8A19L/AOgPXXVyPxE/5F+3/wCvpf8A0B60pfGjnxX8GR59pcLT6nbqozhwcfjXqNsc/LyBwK820BXOt22zIwxyfwNenQFoYOxI/lSxr95I87Ar3Wya1llF4mGx82MVOdSSItFMnmR7ifpTYLlGUFycryarm1DTKzHPXpXnWTep6KbS0L2m3LXepXExU7FXapIxhc8CptXnureyDW5cOWAd4owzAeoBOOuBzUOlFbZXHmJ5LHIO7G1vStXP1rlrfFoddF6XZj2Qtb21bUN8k9x5bRl5MBox6bRwtR3GWh2K0ccDHdzxzT7rTbtbqe4hKSrcIFkQnYQwx835ADFQR2091BIVjVnjlKMu7oR1wfSqoyitxV4t6rYcZr8LhJ/vZY7TxzVSUCJzJL+8lbk5PSpnivFdsqIwOMHv9PWoJELNukOQBuzmuqKRxybHR3QfKOm32qOYBG5xtI+960nkNM26NlZT79KtrbAwmKZ8qe/oarRCV2O0rUxE62zoTF/CR2NdAGDLuByD3rm00sqweOVWT2rUsmktm8l0fDEYJHSuatCL1idFGclozRxWbfg+cCSCpHoP51NeznY0Mf3v4j6Cst3lct8+4HqCOamlDqVVn0I5VBYMOGA61G+N+eh9aXDktiqk0jEcdM4+tdUUcrY6W4CLt6/Sq5bzOCO/enLGCMrn8KrTB42/vd61ijNslltnVcj5lz0FVSHaZcqFAOR6/wCeauW9zng/rUrxky4bG0nFPmtuK19gtLYy6iiqvDEYPp71oteo7MYXVDH8scbDOAO654zxUdtLFFp9zJC3mPjZjuF7n6dBWcjsbg/NuGe/fHSsnHmeprdwWhpRX4uHME5JSYbWc4wG7N7dhVH7JMl79mf5WDbdx4pgiJJCBiBzWxaTk6cQxVSh2I55Khs5/l/Oh+5sC97coyuqRrGpO0DDDZjPv1rl9fmBeKIdAec101wAkjbOR/vhj+YritUnDalIo4VW/M10YeN3c58RKysQrxHj1rb0ZJHuIoRGZVkUqyD0OefwPP4VhBxkVsW1y7tbwnOyPGF/HNdNVe6c9J+8eh6d5CwpAqsZIwGBZR/EOce3/wBaqb6kIrqa2uf30QPDL/D/APqqK3dnmRwrfJtzt5+UcfyqnqysmrFAFkLHgsDxnnp+NeTGmnPU9WU2oaFuSJUIlgbfEe+OntWpYXhmYxuRuHesfTJdnn25OS/X0z9KczbZB/CaJwvoxQnbVHRsQMqCu7GcE4pFLDA6n1PWq1rdJK6RqG4Tu3+fSp2k+TKgsOpIIrjacdzrT5th4CP8u3Kr8uc5z/n3rndSt2gly3RuhroULuqsRjjkf/XrK1d1lwg5I71rQk+YzrxXKYTxNIoj3fLndnHeobfcsvP6VbQbfz61KijJO38TXdzHElqaFpdrcQiCdA6HjBq88FvblW8vLfw/MT/OqVtFl12rjHJq9ON6hs8t29K45xi5HZTnJRsRGIzxO4ZlZDujYHo3I/qeKitLieXz7dlxNE2GkJ455BH+HtTZLi5kL2unLH5kbDzpZCQqEjOBxy2Dn8R61Zs0S2iW32uHyS5KHDMeS2enPWueerOmCtDUkRUDIu4bwDkjjOcbv1INSvEAhxgnGc984xTA2eCrf7JHQ9fT+tSbwQTuztPOKQyEjYApBZOAB2Xr+lVfIh1OWQypMYIiEWNyyKzDOWx/EPu8nPT61YLCVsbfk64ZeG5ployi8uo0DhFKnDKfvMCxx7cj8c0hlkoB5YVQFQ5XHAAwR0rkPFviNBA1jafM7fekB4qfxN4hSGNrWCTA6OQevsK4aOOa9uMIpZ2PYVLZ00aX2pEmnWjTzAL0UZ/+vXpfhu38jSwnTc2axLHTRbwLaQjfK3zO3v6fhXWJGIbdIhnCrjjvRFairzvoTlgAePwNUdQbfZXOUwVKgE/xD5T/AFqxvDruO7CnoRjn/JqK9XzrTYqktIVCgjvn/wDXWnQ5FuZusXJEmzngEZ/E1zztk81ta3gXrY6YrEbrWctzspL3UVZe9NjcspTngVNIpIJGOKrICrMc9ag2FnHybVOc1lzJhsenetKU7WZRyzcYFV5Ih2/GgqJWsTtuQvTNa05JRM9hWQyGNlmTqpzU95rNvFbo2d0h48tTyPr6VUISm7IVSSWrCcja2/oAeT2rJs7G88Q6mlhp8e5m5LHgKvdmPYD/ADzxWjpfh/WfFk8bRwGCw3czuMIBzyP754I479cV6xoPh6w8O2bW9ijZdsySyEF39MnA4HYf4mvTw+F5PelucFbE83ux2Dw9oNv4d0pbG3ZnO7fLI38bkAE47dBx7d+ta9FFdxyBRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQBheKYfO02JfSYH9GrkvsA9K7zU4vOt1X/az+hrL+we1c9SryuxhUpczucv8AYB6UfYB6V1H2D2o+we1Z/WCPYHL/AGAelH2AeldR9g9qPsHtR9YD2By/2AelaWg2nla3bvjpu/8AQTWt9g9qsWNp5V5G+Omf5VUa92kVGjZ3Nqiiiuo6AooooAK5Lxj4Gg8VvZXsN/caZq+nuXs7635KE9Qyn7y+3H5ZB62ikB57D8OdR1HVLO88YeK7jXorGQTW1otolrF5g/idUJ347dO/UEivQhRRTAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigDz/wl/yV74i/9wz/ANJ2r0CvP/CX/JXviL/3DP8A0navQKACiiigAooooAK8p+D/APySzRf+2/8A6Pkr1avKfg//AMks0X/tv/6PkoA7iiiigAooooAKKKKACiiigAooooAKp6lqVtpNi93dvtjXgAdWbsqjuauVwXjid9S1vTtEt3UMWXOX+Xe52ruA6YHP0ahuyuBF4etrnxP4lk1q8LfZ7eQGNGyeeSiKRgfLwT+HHzV6FVU2MdssVtbQywW0C7UjhU4Iz19z9TWpFBH5Ayjcj+InNcrxUUgV2yrXI/ET/kX7f/r6X/0B6g8UaDrmneffafqmoS2xbd5KSuWiH/fXI68//rrhry91KdRDfXV3IFO7y55GOD64P1r0cOoztKLPMxmIai4SiS6JO8Wq24Xoz/MB3Fem2pDIV7ntXm2hW8h1a0k2HZuPOPavSrXG0/3vessbbmMsEnyjol8vk8Z7VYz5qhVO1hzgenpVaRWLYBP1oJ2MHAIYHHp+NcLVzuvYYhkEjLyBnle1b0GpRSD97iI+rHis2O4KhDLGDkbskdanMMM8IYW8oXsQN39KyqJPc1ptrY1ZJBDA8jn5UUsfwqDTrb7JYRoclz8zk92PWqYFzqtkBuWK0lX+HmSRPT0XP41rkg8VxnbsjL1sf6MjqBv3hc98YPFYxtJJcfKenXHFb9/G0pjQ7FiDZJJ7+lZV3cqCyxHaqn5QDXbRb5bI4qqV7kcUKWIeRz26CqLTzXM5wzDnOPSp2DOqmUk/jUUjIdyREAjuO9bpGDZdt5mtsFrgL7IetadtqKFVOSR6bu30rmwPMULgHHUntTnn+zIERjnuamVJSKjUcTqPt9q5Cvwfeg2cbgtDtIPJGf0rAtS86sxBOB271ftBLFOn+lYDH7qfP+fasZU+XZmqqc26JhAob/Vt9aT+x42jLtIVU9iKsyXtnu3SAK3pnmoTrigOViYqD8qkAUk59B2h1KyaZsY7JFYc8Hg1kz2M6qVdGDDlTjqK2/tqXH3YzGfzFTbvMjCPg+hNaKco7mbhF7HIK21trLyT1q1HIS0aO/ylj/I1ozadEZC6KVP9yqc9oN0QQspL9fwNbqakY8jiWLKM28l0zsETyWDD+9kcY/SqU+EmLwH5SoPr2Ga1Vhc6bJD1YMG7dOayv9UxV+RUwd2ypKyRNbyiTk8Y+8oPJq7BKrW08KRhWVN4YZySPx9zWTKDG/ynb9Ks2Ew3OCx6bT64NOUbq4oy1sZ9/cCKFyq5LDHHauPuwS/GQ2c5ruruwWQbC3Sqj6RaOgDJ8396uilVjFHPVpSkcejEOgbnPetzShm+h3HIyOtVLqx+z3eApKqa0dITF0kjKSqt0rerJONzGnFqVjuocRWoSDcs8g3cfXgfzrPuHZ5xNMwY445zippXk3Kyu+3AZefuis+5lMgfd97GdwrzIR1uelOWliKOZBdv5bc5rWQxSru2g1y8ZxcMAR9a3bN9y+/etKkLGdOV2aKIQyshIYdxV+GMRLktuI4wKoK+FqdZCe+a5ZK50xdh11cOWK7iF7VjXdweh6+taVxukOQe2KxL5JI5eV/GtKUUZ1GxIXDsc9a0YYvMUBW5ALYNZlopeddx4Y4rbSJImBWXH86uo7EQVyaBSB7/AEqcElsdMdzT49hf5QwB6e9OgQ+bg9K5XK51KLRWTzLbV5o3kZo7hVeJT0VlADDn1G04/wB6rU80cELyyvtRBkk1FdxJdAYfZMp3RuOqH1+nPIqhcWl7qDxpeeTFbxtuZYXZjKe2flG0dfXr+fOzrSTsTW91dahbiW1SOCCRWMckmS/Xg7MAYPXr6VXl/tGytzPcGLU0X7ypF5bqueSvJDfQ46dav7AHA5EQA2hRwPb2qU7xIcAgevb+dId7FC1vIZgbmD543+fMa5KttyQwXnOMVS1PUhpWkTTPkTSBnYs3zAHov1wRx2pdbJ0lRe2UiQ3LffhA4mHHbsR647n615/4i1LUdWlhjuE8syHCwId2456npUtm9KnzO/QrQG/8Rap5dtG7sx44yFFdNbTWOjyrFABdMpxLIrbQTjsec9/T8av2fh1NG8GTxyGIXt1sLGQdDkHbz6c1zCgQYQN5mAPm9fevQweFjNc0jgzDHzhLkp7HcaNqttu3zGOJip2qMdh6k5/Ot7cGUyAMy7dwwPveleVo0qybuRXfaBeRzWqw7XEijLEnO7pzVYrDKC5onNhcS5vlkaouIUdvMwg3cFgVGfTJ61HJFcTxiVbg28rDK5QMEGOeD396eU3ShdyDb90hRlOn+elSTEj7p7VxQ3OyeiMHWzvu94zgoOorIZcDtzWtq4CTp6bPTFZxKlcjAPvWUtzspfAiqVYZyB9KgKfePOB61Ykbgn+H1qB9znqdrVJsiqEI2ueSen1pCgCjPVuatEZGSOPT0FMkXC44HPakVczL2MrazFTgCMkflW38PPC2l6tYSanfQtPJFcGNYmb93wEYEjv1PB49qxNUdo9Pn2E5xgn0BOP616B8OLRLfwdBKhYtcyySvnHBDbOPwQV6mBXutnDi3qkddRRRXecYUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAFW8mEMYY/3sVS+3L6CmeJJvIsI29ZQP0Ncx9v9xXlYt2qHTRp80bnVfbl9BR9uX0Fcr9v9xR9v9xXLzGvsTqvty+go+3L6CuV+3+4o+3+4o5g9idV9uX0FNlWHVIzZStMiSdWgneF+OeHQqw6djXL/AG/3FaGiXnm6xAmeu7/0E1pSl+8RM6VotnSabpsGlW7QW8l26M+8m6u5bhs4A+9IzEDjpnH51door2zjCiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA8/wDCX/JXviL/ANwz/wBJ2r0CvP8Awl/yV74i/wDcM/8ASdq9AoAKKKKACiiigAryn4P/APJLNF/7b/8Ao+SvVq8p+D//ACSzRf8Atv8A+j5KAO4ooooAKKKKACiiigAooooAKKKKAIru5Szs57mQMUhjaRgvXAGeK4fwNBB5uoeKNVk2rA52zFgF3sDvO0d8MoA/2uOenb3dul5Zz20hYJNG0bFeuCMcV51L4J15JPsEU6SWJcyBzKVjDYIBZOu7HoD161E48ysNG9J8UbYXW2PTJmtsjMjSgPjv8uCP/HvyrvicV4QNC1aC4w+kXUnlv8y+S5VsHple3uDXQXPxK1aaG3EMMEEqPulYDcsozwuD90evOfQiuSrhduQpS7nqx5FcP4u8FRX0Ut/p0YS8G6R41BPnnOfXg9enWu0iYOpyyEjg7TUF20kcZdCQFUsSBnpyOPT9a5qVadGV4iq0IVo8sjzfwz4e1SCUSXsLwQ8N5ci/Mfc91A5rp1SXcfkCj610bRTO3+sVUK4Ybck/jmsS6RklEbLiUDLKD+tdX1p1pXZyrCqjG0SVFGBmpvsy7N3y7+wqOzV33Ihyw5BxkVejtZWUrMy4znpzn1zWU5WLjG5FaY87bLaEPzh8ZGK0AAvCgKBwAKY7JbRAs7Y6dCxP0HWqxuLt1ZorYKvIVpCc+xK4/T+Vc85czOqnCyHW0UcM90kQ2REruHQbz1x+G3p/jUtzKtpakjg9E75NNtxDFEIUyc5+98xb1JNOntI7lNshY+nJ4pRVnqE3daHMSy4uSZHLN6nqaaP35JTO4dQBnitO50TzpdyuQe/HWnQ6XNbOZQBhQQcDPau9VI20OFwlfUzXhdNi/Mo7ZHNVxCfM+7gelXGuZC204x6kZNLG6yZ3/K3IzVJtENIhWDK8EjHOB3pwt0JzLxjnaTzTWuMM6Jwo/iHU1WaV93UnPU96dmxXSLM0uQY1+SJeiVHEwgYKm4Kx9ahiDEndlqniBYncnyrzjFOyQJtkshjGA8Y3Y67+aYk5UqqYwT19KNyueV7cUxNrybU+XHbsaSQ2LLPLkneeemeKs29+QuGXPqKqSIVO0Hdz1z0p0SZb270NJoSbubSOlwoGcEVBcwZkh7Zf8/lNUTI4kwrbfcVbW5LSwh+drZz/AMBNZcrWxrzJ7kgdocEZPrSuLSZcyw9e+TUjASLleR3WqskLF9wfg9jSWo2VdQssxBrfdJg/d6nFZkCkNnke9dDGrL900x7ZApKQpk9eK1jUsrGcoX1M4yblFKFzTWilKAmF1yMkddv5VJFG3lljkZqrk2Ktzbxuu5x81WrVVihjCAAdfxqvcnccD+GrNuP3C02/dElqWJXLbs1nSnYrnParhbr6VRuUPlt70oIczIVsXBfNb9g4IBzyD3rINqxbds+X1rTseflxWtRpoyp3TNlR71IAc8CooyRxmrIBJyOfXFcTOxCYyKrXaBoWXGT2NWyCBx1qK44XJ9KUXqD2MdMo6n0Par0zYmA9azycNn+dXJSXkjPqBW0kZRNXJ+yIcE7Pm2jvVlLkl2QlSxGc45/z/jVQPiMKOTUgVUduJQpOQQucjA4zz39eeOK4akbO530pJqzEknEdzsKkiNA0jZACg7ueT7Nn8Kj1UN5MZWdog0yKxVtvy7huH/1x0FPZI72OXyw4MsTJvZWUe3BxmsTV9RWwgSAhLrUJAEZSdwjyo6ZHf8zWJ0Rjd6HQmzVliJkd3jHyuzc+vOMZ6D8qgub2102ARmaMOoAVWI4GOuP8K5SLTvEt3DEn9oXaRbvuhhFsH+994ipD4NvDNvmvjIG5Y4yT+JPWi5fJFP3mNv8AV4OSv76Y/wAZGST7Dt9Ko+DtOk1fX5tWu1JW1k2Rg9mH+HH51uTaTY6R5UezzLmXhMjcxI6kfn14HSoNAnbw9fXVjqA8pLy4M8UrDC5PUfpStrqauS5Gomzreky6s6IZfLij+735rCufC72zgLIHBGc4xXYuC8WY2B4ypB9e9V7sK7BvMByvyj1rto4ia91bHk16EX7z3OIOnMhO8AYq/YXL2kg2Nyowc9D7VdubRZRvX5TWPgpKV6kGu7m9orM4bezd0dnaXiXAIUqXA4B4zUl1t24OSWXbj168VzNvcGKMS/P8pH3Qc1uwTyXAi3tv5+bjGRg1xSo8rujtjW5lZmfroYzxFRxtxz65NZTR/KB3PBrc1XaZEQHPynr25NZgVQ3rjmuGfxHqUn7iKDxZCqFJz2pYodqkBeAM1eZOM5xUAbDYAx2x61NjW5XZAoXcfm9vWoniLrlTwRzn8Ks+WS+cfjSOANw7+tA0zmNfDQ2exfuNIqnP0/8ArV6v4RtUs/CWlxRlirW6y/Me7/Of1Y15H4nMfm26oQWG7dzk9q90jjSGJIo0VI0UKqKMBQOgAr2MJG1JHn4h3mSUUUV1GAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAHLeOpfJ0aBs/8vAH/jrVwH27/arsvidL5Ph22b/p7Uf+OPXlP233ryMYm6mh6eESdPU6T7d/tUfbv9qub+2+9H233rls+x18qOk+3f7VH27/AGq5v7b70fbfeiz7Byo6T7d/tVs+FLvzPEtmmepf/wBAauC+2+9bXhLWLSx8T2dzf3cFraoX3zTyBEXKEDLHgc4H41pRT9ojKtFezZ7lRVHTdW07WLdrjTNQtb6BX2NJazLKobAOCVJGcEce9Xj0r3DxjK07xDper6hqNhY3XnXWnSCO6Ty2Xy2OcDJGD0PTNaleZfDj/koXxC/6/of/AEF69Np9ELqxaK4HUfiLdS+ILrRPCnhu48QXVjxeyC5S2hhb+7vYEFs5446Hrg4t+HPHv9uy6lplxpE+m+ItPjZ5dMuJB8/oUkA+ZT8vzY/iHUYJBnZ0Vy3hLxpb+J/B/wDwkEkAsgnmC4haTf5JQnILYHYA9O9U/h18QYfiBpd3dpYmyltpvLaEzeZ8pGVbO0deeMdqBHaUVzHg/wAXHxcNVmhsvIs7O9e0hn83d9o29XxtG0cjua1td1G40nQry/tbCXULiCIvHaxZ3ykfwjAJ/Q0DNKis3Q9QuNV0Ozv7qwlsJ54g8lpLnfET/CcgHP4CtKgArmvEfj3wx4Tnig1vVoraeQbliCPI+PUqgJA9z6V0leDsvhvwx8S/El38R7ASC/k8zTLy7tWuIGiz9xVAYbgNg6cAds8rrYD2PQvEej+JtPF9ouoQ3lvnBaMkFD6Mp5U+xAqj4j8d+GfCUsUWt6tFayyjKRBWkfHqVQEgdeTxXAfDKytbj4h69r3hmyltPClxAIoiUMcc8wYZaNT0UfP2GM4wOlN+G3h3S/GOseJ/FevWUGpTT6jJbW6XaCVI40xjCtkdCoz2C8dTlgeoaH4h0nxLp632j38N5bk43RnlT6Mp5U+xANateQ6Nplt4L+Oz6XpMJg03WtOM7WycRxyKzcr7fK3Hbf6Yr100dLi62MTxF4t0Hwnbx3GualFZpIcRqwZnf1wqgsccZOOM0nh3xdoHiy3efQ9ThvFjOHVcq6f7yMAwHuRzXnWjaNY+N/jJ4o1DW7eO+ttH8uztbacB41JB3EqeDyGOD3bPUUa5oth4I+L/AIV1LQ7VLKDV2ksru3t1CRtwuCF6LyVOB/c+tC8xvyPSfEHijRPC1kLvW9Rhs4WOF3ZLOePuquWbqOg4qv4c8beHPFwl/sPVYrtovvx7WRwOOdrANjkc4xXkWr+IPCjfEvxJrfjILd2+lFLDTtOaMTeY2DvIQ8cEHlsL83ritvwNc/DrxX4yg1rw3Hc6Lq1mjr/Z6pHbpcRlcFii5Vuv8JB4yR0oWoM9jooooAKKKKACiiigAooooAKKKKACiiigAooooA8/8Jf8le+Iv/cM/wDSdq9Arz/wl/yV74i/9wz/ANJ2r0CgAooooAKKKKACvKfg/wD8ks0X/tv/AOj5K9Wryn4P/wDJLNF/7b/+j5KAO4ooooAKKKKACiiigAooooAKKKKACiiigAry/wAZ6RY6fqsEeno4muMu8Cj5VyQF2jHc7uP5V6hXAeIsXvxC023g3PJH5KSBVJ2/OWP5Kc0nogZ18F2ILkMXHzYDDHatSIySOUUxzRMc7s8qD2IxWM8SQXPlFCXzjcaSynlh1NoQ5UM44J6159SkpaozhVcXZnTVWuoDIFdQC8fKhhw3qD/n/CpY5GZfnXYw7f1pxPXmuTY6k7kURjdFdFAONvTlf9mpRVeSKSJmktwGzy0R43H1B7GpZJFjTdhmJ4CqOSaVx27FTURC8SxSTSxtncogZt5/75ycc0lghQSopneDA2tMW37scj5ucdD+J/CaKEiQyyAGZ8dP4V/uj2/nVnLqSrLx2p+YOWlivbwkMWYYwTilu50ijCOrsW7AdanaREUsxAA71j3mopOse1SrBuMnn9K1gnN3MZtRjYJ7mYseuM9myBSQTujDD/KOCD3qKR0dVG4K/tUDK8MxdSCjn5ge1dCirWOfmd7jr+1IlLoBhuhHeqEifN/rgPUc1vPGs9su0ghc1gyRBLh0ZjgH0q6cr6ETjbUNsP8AfJPsKmWGFlDZIz2pqCNPm3Z44yKcjSTNsVenQ1bJSHCCIHbg59jzVmKIKu7Zhj60sUCp1O5u5p7so4/Ss27lpJEEjunSHj1FRLKhblQD6gVMZSCPl3f0oaFHO6mmIga13sXVvwH+NPEOyPHOamX5aePm69aOZhZGcz7X45NL5oyhHXP9KsyWqMT1GfSmrZKGU8n61XMhWZNbynPHFWcq/XANRLGE6KM08KKyZohjhivyZX2pi+dtyQc+hqxuoJouOxAjsT86bT9KjlGBVojdgH6iqcrkzFMdDimmSyr5G+XJ4UnPSpggC8VL3phO0c1d7kWsRlcRmo7eH7TOFb7o61JO4SI8/e6UzThI96Cn3VBLfSn0uLrYnv2SG12KorOtMtLxxir1/tYbe9Z1qdknBqo/CKXxG1E+45rTiQhN5zt7Vl2/H+NbVvsaAKcgg5Oa5qjsdFNXIRGfvngHpVa6ICevarzh2dcJ8m3AFRNB5jAdKiMluXKPQ525Xay9c96sod2wn0pb62/f+g4602AcbcdK6b3ic1rM0jgYbtmtCI/6PzzuPSs1+Yk9+amu76DTLFZ7lyq5woxksea5aux10VeVkTXEyWVnLPK/yoGbJOPwrmfD9u2oapcavdoDE4YwFsMDzy34YwPbNQXtze+JXS2kjNlZowZ0DZdh/tHp/wABrpNPgSCOJEBjjjTaq9MKOn8v51y7nfbkj5stvcRxEbnQLju2MVBd3E0dq8tr5bvwsav0ZjwAT+I5qdsOAksYO7rzkHvUK2UK3XnbHXbwql22+uQucenamZKxmPJO0tre3gj82yG+Tyt2wxyDBIz/AHcZ/Dtmta9s7fUbZ7e4RXRumOq+49DVW/057maKRZpFC5SWNQuJEY52tnPA9uxOKveXKo2qyjj+5wDQNvaxz6abqmksv2a7e6teMJOnmGPHAwMg/lVi21E3UQZ02TxsUkQnd24OfetvcEBZ2UL1yeMVztkUudQ1Zoh+6VIQhHTOXzx24K1dN2kiavvQZccpFbySNnaozXOja0uW7nk1vOc6dMGHb+orFSEySqqg5r0qWlzyqmrRqJa281uEI3Ky4YZ/WtDSlQxp5WDH/CR6e1VbMARqu3HQZNTgHTNLDs6u6rsUgYzWFWVkzejC8lYo39wk15KoYfLwD68VnynC7snPtVfdh9278+9PafK/7Weg6V5zdz2oxsrCm8DrjHHrUZnRWyOfaqbuc4/SoXc0i1EuSXxA4wB7VH9sWQkHC8cVRd+M1CXwaVyuUaox420X/rvB0/66V7dXi3hRY7j4iWQkVJFDMcEZG5YyQfqCP0r2qvdoK1NHk1XebCiiitjMKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAIzSYHoPypaKVkAm0eg/KjaPQflS0UWQCbR6D8qNo9B+VLRRZAJgeg/KjA9BS0UWQBQelFFNgeY/Dn/koXxC/6/wCH/wBBevTO1eZa78C/DPiLXbzV7u+1dLi7kMjrDNGFB9gYyf1qbwx8FfDnhPxDa63YXuqyXNtu2JPLGyHcpU5AjB6Me9C1STC1rlX4JOkel+IrKXI1CHWJjco33snAB/8AHW/I0mostz+0Xo6WmWlttKk+2FTwqnftB/Fl/wC+hXQ678NtH1jWm1m2vNU0bU5F2TXWk3XkPMvHD8EHoP65wKv+F/BOj+E1newSaa8uW3XN9dSmWeds5yzH+mKBHk2u3s/hU+O/CMJIl1e5hl01cgbhcnbIAPbkcelWNXvIfhR4r1eOB1httR0BPspC8G6hXy0H5c/jXpes+AtH1zxbpfiS7NwL7TseUsbAI+Dld4xk4JJ4Io8WeAtH8Z3Glz6qbjdp0pkjETKA+SuVbIOVO0dMUkPqHw60M+HvAOkWEi7ZxAJZs9fMc7mz+LY/CuqpAMCs7XdGt/EGhXmkXbypb3cRikaIgOAfTII/Sm2JI0qz9a/tf+yZ/wCwvsX9pceT9u3+T94Z3bfm+7np3xSaHo1voGh2ek2ryvBaRLFG0pBcgeuAB+laNDGjjNG/4WT/AGtB/bf/AAin9m5PnfYvtPnYwcbd3y9cda4b4Y6XoXifWvE134ltrXUfEf2+RJLe+VZTFCu0DajZGAflyBxgCvbK4Dxb8IPC3jDUf7Ru47m0vG/1s1lIqGX03BlYZ9wAaXUDmtMg03Qvj4um+FtkVpc2TtqtpbH91E67ivyjhSDt+m7tmrfwbvLfT5/EvheeRI9Qs9UmlEJOGeM4G4DuPl/VfWuu8G/D7QPA1vImkwSNPKMS3Vw2+WQZyASAAB7ADoM81n+MfhN4Z8a6gt/fpc217gK89nIqNKAMAMGVgceuM9OeBT2DcwluofEH7Q0L2EqTw6NpjpcOvKrIxYFcjv8AOPyb0Ner1znhHwRongnTXtNHt2UyENNPK26WYjpuP9BgDJ45NO0nwfp+jeJ9X1+3muXu9V2+ekjKUXb02gKCPxJo8heZw/gu8g0P4x+MtFvHSGfUZIru1DnHmjBJC+p+fp7N6U7xvdw638XfBeiWcqyz2E8l5dqvzeUoCsu70Pyn/vpfUV1HjT4b+H/HQhfVYpo7mEbUurZwkgXOdpyCCPqDjnGMml8GfDfw94GEr6VDLJdTDa91cuHlK5ztGAAB9AM4Gc4FJdL9BvrbqcJ4Ns9NsPjz4qi1RIxqkredpxlHJV8s+zP8W0jpzgN71peORaP8YvBI04p/bKySfafL+8Lfb/H7Y8zH1NdV4z+HPh/x0kR1WGWO5hG2O6tmCSquc7ckEEfUHGTjGai8F/DLw74Gkln0yKaa7k+U3V04eQL/AHRgAAfQZPehdPIH18zsx0ooopgFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAef+Ev+SvfEX/uGf8ApO1egV5/4S/5K98Rf+4Z/wCk7V6BQAUUUUAFFFFABXlPwf8A+SWaL/23/wDR8lerV5T8H/8Aklmi/wDbf/0fJQB3FFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFedacr3/AMQtQmmdi0DSkFcDhT5YH/fJr0WvPvD5I8d6ztGSfP4/7aiom/dYpbHdxLFPCkUqkYPEueRTbu2W2u45fkBXnJ6mmwyl5UVxjHDCtOWzSV0kcggc/NXnuXKyUroIJ47iMuucjsac0qxKTJgc445oOyOFvLIJ+9g+tVp5mikjZlADLyR2PtWXLdmvNZDXtpYFkdEimHTYSU3f73UMfwpWgeQ+bKNznomTtT/6/Xn3oju8EJKQR2I61I0kOQWuB9CKSg0wdS6HRr5blt3Xt2FSTypCyq75Zj+VMlHkxeav7wg9O1Z8cbzq7sSXznNXy31ZHNbYfq5zA+/A44OKw45Eii29QO5NdNdQpc2p3fMCucD2rCxbR/dQn/erelJWsY1U73KRvATg4FXhJDcLw+MjjNNHkTMQ0Q3H2qX+yQ67o/kI5GK0biZpSEtEkt5icPtbgipZ7HznLK3BqD7DeBWG9segNQmC4tuWZl57dKnd3TK1Ss0W4rFI8llbPqakKMF6qq+ijFUDdSY+9UT3Lnacn8+KfLJi5kiW4vRny0JGOrVWE79jupZNjYc4yfSmeTtkV1GVPOa0SSIbbJo5pm7mp/NdhjOPx60xcEjAw1OlJTbgctUvUaKFyp80FskHnrSpI0ZC+3c1PdKZ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Christine Hladik Georgia Southern University Assistant Professor PO Box 8149 Statesboro GA 30460 chladik@georgiasouthern.edu US 9124780338 Christine Hladik