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                <attrlabl Sync="TRUE">Shape_Area</attrlabl>
                				
                <attalias Sync="TRUE">Shape_Area</attalias>
                				
                <attrtype Sync="TRUE">Double</attrtype>
                				
                <attwidth Sync="TRUE">8</attwidth>
                				
                <atprecis Sync="TRUE">0</atprecis>
                				
                <attscale Sync="TRUE">0</attscale>
                				
                <attrdef Sync="TRUE">Area of feature in internal units squared.</attrdef>
                				
                <attrdefs Sync="TRUE">Esri</attrdefs>
                				
                <attrdomv>
                    					
                    <udom Sync="TRUE">Positive real numbers that are automatically generated.</udom>
                    				
                </attrdomv>
                			
            </attr>
            		
        </detailed>
        	
    </eainfo>
    	
    <mdDateSt Sync="TRUE">20260601</mdDateSt>
    	
    <Binary>
        		
        <Thumbnail>
            			
            <Data EsriPropertyType="PictureX">/9j/4AAQSkZJRgABAgAAAQABAAD/2wBDAAgGBgcGBQgHBwcJCQgKDBQNDAsLDBkSEw8UHRofHh0aHBwgJC4nICIsIxwcKDcpLDAxNDQ0Hyc5PTgyPC4zNDL/2wBDAQkJCQwLDBgNDRgyIRwhMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjL/wAARCACFAMgDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD5/ooooAKKKKACum+H2nQ6t460uxuLeK4ildw0UudrYRjzj6VzNdr8Iyo+KWhlvu+ZJn/v29Fr6Be2p7ZL8PvDwintz4UtGuGTfA8AJGR1DEkBR06nkE1bT4aaFcSeavhnRo1CjCMJMGurvLmGzUtM7AEkfIhOR0PQe9W7bU7G+f7NC5ZwuSrRt06Z5FYOD7sty7I82n074a6Zb79X8LR2kiErMvkOyoy4DAEdR8w59xVbTpPhJq2pLaWfhxpJ2j8xYPsT5dcZJXHXH/6s10njrTER9xN0sGqPHbO1u2BFPkBHfP8ACRgEgE/KoHWvD59Ev77XxZrIYr6xg85RlwXjVNxZDlixI5B4HI/BxvazY0kzvrjV/g3bzIH0NF+co6G1YMpzjJUnd2ParF23wjiit1n8PFEu1DRSRQN90kYOc5HBHX16V4xBoGrarHcXMFhcTeThpVjjLPhiwzt6n7p6Z/Ci61nV7PdYXDszxokWw4IXHK4wMZ5BHuM1dmL3dT1u1s/hPq0jrbabKgjDSFlgmYFQQOQFz3HStrQvC/w312W4j0vSEupbNwJ1aORcNzwcqPTp+deM3FvrP/CJW+qTXXl6bqE/yhZsyExEgfJxwvOP6Yru/hdpRgtdTl1lLg3N48c1lI8Dy+euTvk+6TjockZNEr9CbI9Pi+GHgxCTP4etBjt5ZwPqc1ZHwz8BHIHh6wf02Asf0NZ1rp+nXWnzW7adcLdyzlI5BbyRx/LISQrHkfKD1x0xXlM2qRTazNBa6ndKjqwTLIqj5Tzu8xgDkfh7daScgsj2V/hn4IHyp4YtAx/vIcD9a5/UvAHhOG0uRF4ftFfynZWKcg4P+1/SvPVubi4vI45LucOAwb7NcrIj7Q3OFRmBO1eQAOvTNc5qmpahcPNJ9smjVSc26zNwqHByPfJ/I8ccJ3asVFXPfU+Gvg3ahfwzaAkZ4Qnt7HNfM/j6xtNN8eazZWMKQ2sNwUjjToowOBX11b6Np8kCkNeBgoztu5Vxx6bq+TPiVCLf4j67ErOyrdEAuxYngdSeTTg5Pcl26HK0UUVoIKKKKACiiigAooooAKKKKACut+GNubr4jaPCrlHLuUcdVYRsQfzArkq7X4SP5fxS0J8ZAlfP/ft6HbqB9SWt01xblmXZKh2Sx54Vx1/DoR7EVY+0LBAJm2bUXDu7hQgHck9PWszVLtbTVnubOFp4iBFdMhARXyNmSeMjJz6AjPQCvPvHGrXmnXdpd6s1vFaNHKYtkshWGaMj6B3IyFyB0/Gs3K+2r/r+vW4RVtGdrq19J4k0y403T7BpluUxHdSMyRA8YdWAJODgggAcde1cr4b0e6ivpNa8Y2v2O8s4pbSKZ5VYTpngqOnRiuMc546EVFpfjOx8V2hmM88UFkgjjitMxBpByWPIKE5XDFsDkZJJzekW71i8ttKnR7S0uZxLKZMzSoF27cNIxK7i38QHfbu3Uk0nZu7B8zWisjpntYvDnhRTC8kd75AjAO1iZXPUlvV2yST35ri7L4Y+HJddbUdRulLXTuogEq4SMxkf3m46Dqeo5rs102/tL4TL5d15cyRJ51wylzhW3bdpwQpbJyeM4A6Vz1tqfiQa5qmnG+0sm204raCCR5HjY9RyFJY7RySAME4OCKauNK5y2iaHo6ePr3w7Z6Vcrbyx+XbXIYN5caOxdiWJ4bZ8rAde2emf43SHwd42todHhe1Men+U8kMDSPKTkEAMNuCCMkDjB/HubXSI9Os/taR3qazJJKTeh5Cxk3ASBgBsOSGPGcKMjkVi+JbODVtJm1fXNWNlsghltBKWUknfgnIO7/dGR05GeAqL1secQfFXxkvynXD8rPK2bVCVYjk8rx1I9OTx0qlLf2dxp5t7yaWeQAMlwylnyFAAORnHGMZ7dqz7hUu0kuYdPtmjTy4pvJZlUEjhgCeC2PflTxzVvxLY/wBn6qLYRxKwjVmxnauRkZz0GCDVWGnY0dD8Q/2fblLyOSS3DhBGWXCv153Kw7MBxkZbtxT4miug9vsbyXZzMIyQ0jsGKg5x/dHoOBwM887vKWRYWxV2GElRyVGMg5GOSQT+Y989L4btpZCA8Szq/MruuWRWwON3sQPXjjHdPYrmtsfUdtEJrK2fIVvJX5sZzx39q+QPifuHxM8QbgA32o5x06CvrjScDTbR2yN0CdGOPujt0r5H+J5z8TPEHOf9KP8AIU4tW0MTkqKKKoAooooAKKKKACiiigAooooAK6n4cxzzePdMS1YrOTJsI458p+PauWrtPhM6p8UNDZhlfMkz/wB+3qZK6aGnZ3Pp7R3W607+zZhE8E0HmW+yMoGQj5lIJPIJ55/iHvXJaxpcGtRrpeuOJbVZkZ4Uyhk8uRVcs2c5KMjYXGc/jXSxsLQ3gGV+w3Md1Gc/djckSfhjzD+XpV69gFtrrKABHeRnGR0kUcfiVJ/74rKjsk+n9fnp6BV0d11C68M6VL4el0W3tY7S0dAF8lACjDG1/dgQDk+lU08I2NzYu0xkluSjCKd+GgzyGjAwFOQDkDOepNbrPJJFhCilhyT1APoKUTJAoAbnso5/SnKKlug5mtjlYbOfXI1tdsttPbyYvZHuJXUyKMYC7wSGHOc/dOO9cpc48KeKVku7a8m069aaOMJeMohaMvlUG8AKVOfm54rtNYuP7Ilk1iaCP7LOnlXG7orD/VseDjP3CfdfSvNfHHia31TTZdGtdNmSG2uY5mu2nMa5Z9y+T77GHXHDE46GiLezGldnUTzT6tpNvbS26R2cd0bgFr6LfNuLHBLMSoAbvljntjnIl+Hdvq2iahax3YmuDaCS2toLoMqzBTgNtAH3uBnIAzXXaNI1tpql7nWLa3hlkKqbdX2rvb5CTGxJ4AznOT1rXjlWXUVnRb2Z/JKNuiaM43Dn7ozjPb1qhJtbHzlpuhaJaahdwahf3NrLCUeFfIPmM5XJVkOMbdxU9QcHqDW/4z8L32s30d7Y3WmiNoo1DvcRQKSFC8fvCCeCDxn6V3+reH7S8uZbd9IurmWS8IeeeNXlbMQIw+9T8uOOeAK4bxVp0+paLJY6hfwyXulbZYp55QTPE+AAyqMDbjB5PWn1KVmctbWlwfB9xCr2k3nzAOoRjIhDnoSQvUJ0z94c9q71NL03wpc3J/tJVeKGNPMgfZ1UDhSxJPqAce3po+D/AArNp+jWJWaCW7jia9Cxl2G8bCu3B2MzFV+bnjI44x00OrWmo3QFwj2uoX10gjEikbSnGFwwJVvLYg9+uOKGJs6vQXD6NYEYx9mjJJ7naK+R/iYAPiVr4AwPtbf0r6x8OOB4Z044H/Hsh59do5r5O+Jg2/EnXh/09H+QpU37qE9zlKKKK0EFFFFABRRRQAUUUUAFFFFABXZ/CZd/xQ0NckZkfkDP/LN64yuv+FonPxK0YWzIs3mPtLg4/wBW3pSlsB9R6fFHPqmrRSjcpCQsj4yV2A9P+BmmXdw4tbeGZibuxuYhvPV42YIH/wC+WYH3Bqzo9jcRX11PcyxNNMFVVQnCKOg5A75Of8Kk8S2sEukPNLCjTRLmNyOVOSeD9QPyFYRT5eZb6lys9H5ExKSWvkyQPKhDIQq54HGPxqOy0yxhcXENiqPFwpK/N0I49sE/nVhJI4o3Z3CqD657elLatPMjM5jQE5QLydvbPPB9ua1la5C2MvxjP5fgvVzInLWcoVepB2nB/A8/hXmvi3w3Cnw8u0eC6iuldrr57UrHnALfdx12g85AwPcn0Hxjj/hFdTErMV+zzYy3/TNvQe1cvrNxdeI9FuHksrS6tFj8x452IaEZIJ2L3Ay2DycdAcCs00mF7Gr4SuYX8O6Vfw6NDbSPud1tYJkjJ+Zc7QpGemCcnGRXRwX08upRM1sEjELtkM4PVOzIteN/C6Wzt57r+1bqUIJRFAXtQYJQQeshU4IPQFhj8xXb6hcWNza2s1teWyxy4iuG0pEWWMPjC8EnJOF7Y3Enir3YPQ0zrUU95c39sk7yrOVUDcYj8ig89MgA8rkjng8iquqaFZ6qZ5L+4sZFktdkcMCtsZiWYDKsN5BUHoM4BxwMc34r1WbwT4difT2+x3Uk7NDGW3h4xgHcw5bbnAB4PJ5xXFX/AIu8T6jY6Yv2qK4Fsq3O6DBK4Vj86jCg4zxx1xQXGLZq2Utlof8AadlrAdBbvttVtmdXlO1ZFjUAZwQSTls8ryM85Fn4nt9Iub+7XQrydFuGUs4Fx5KuxTY7Mx2twcdScg9+dLRYJ/Efiy81qXT7Zn0+08826RssbqAqqrljkEqCQRnBAPPSvQPDfi/w3eK02n6aV1FmW3uleOJbqR1AADfPuIHqSQPUU9hzdzqPDQUeFNIdBuElpERz2KD86+V/icMfEvXx/wBPR/kK+qPDCrN4a0lMOu2yiI5+78g6Yr5W+JqBPiVr6gk4ujyTk9BU0vhREt2cnRRRWogooooAKKKKACiiigAooooAK7L4U/8AJTdF/wCukn/ot642us+Gb+X8RNIbbI2HfiMZY/u26UnsB9awvsuHYRYyFHBxnnHX8ag8Tyr/AGfHCct5si7gpwSqkuwGP9lWp1vhrZJQJd0gBAddpGOgwcY/Gsjx5OINNdmOEFvOSfT90y5/ImpS9239aiZ454pOqr4ctdY0271U35mUrcfa9xaDawPBfeRuUH7uOT1rV+H2s69/ZWpNqmnavqF1NJugnS6fZHkDKt82BjO7HJxnOOKYZWtNL8P2UryJNDfiJn8sFWXYNgBY4wQc7e2c4GK9futPtHuZZLaSS2t4II5x9nSMofvHIVlYZwo5Az05odrFXfU4mfwdpi6VdTxXG+4hifz45bdVbeQSMjhl5IIyTnjqOvVal5bWNydQlaG0dNkjB2X5SQOCOhPSvPptfs9Y8Qa5FeRyQ3cCiBZ2fypFUttLEdsEY2tkfNye1Mn1EJfXNuIk1Fob1oJFYKkbxhVZHJUZO4KdxXAyeRgnPP7J8wmm7XF8DeUvifXtHgvLlNNmjLWaDzG8xB8pKgEZwcg5BroNJ0e0g1nZpukBUsI9rRtK8LuzAfMWbqQMfMMHB7BiK8b1LVNQj8S219pZe1e6cS28NpOVMEY4KMRnHCqTnPuOtey6DrUEN5b6zcvqFnHqMG2XzhueORAmVK7M9RjPHsAMVvZockR6rb3UMX9r3dvLbhBKYg8nnG3jUbwBhvu71GQQeDgHtXH6Jqnhz+3dXtGg0+WS9uZPKvJhlJFcseSWyh+YDAweRnkV6ve2ttrOnXWnm5medo5GRZ7ZV2A9Tlox3I6Vx9t8PdHs/C8mrwzXEVxC73cEs8UUjnByEfCAsDjBXPU8dqENPuZPg/wfNpnj23s0uFFm1i80nykCQbkJjcbzjBPQEZxkiuji0jU7D4iv4hsVhTS9Ttl+0zNGCsblgVBQMCCw2/Nzgs2T3p89wviHX9BhhubwwJd71lkESlHSIuEUKpz2znpggjI47O204wWxtotQuWiTC8eXyAAOu32pA5dSPwzLImgaVG6HmzTDduFHFfKfxMJPxJ14nOTdHqMdhX1R4YG7S9PjjbMdtAIzxwDgDH5fzr5Y+JrK/wAStfZTkG6OD+Ap09kS92cnRRRWgBRRRQAUUUUAFFFFABRRRQAV2Pwqmig+JuiSzSpFGsj7ndgoH7tupNcdXa/CMbviloYzjMknP/bN6T2A+nJtY83VtPisNs8BlCyzDlST0Cnv3zWX8Sc/2HdjADCxuSw9B5eM/wDjw/Oug1IKup2BDE7rpML2AAI/OuG+K2tnT7a7JWJ1MKw4aUqV3liTgA5GY0yCQOg71jC6um+qKlqlY8x+IP8AoWnafcxXE1tdyTzxzJEWVYdojGAOOx5x7DtVXU/GNxaajDYaL4snk0SSKK3klERiZVRmGCNpboc8DB3EYqH4hX93exWMbxQJbyXNxMs63CyJKsjRnPHKgDb78noQRXfeG/BfheDTrmC2hj1i2uQqzzF43kjPHzI6sCF55IPGO/NW5csbslytuYcfgmPw5ewa1qV9DNErwu2xlYTFiCfmbC4yHHOOOvrWtq1jBqd9qfiTUdRVPDUu2GSSJ1uW+aMIoG0EhkIVu/3h1+bONrun20Fvo+gWkoi0ttVZAbzB8vaXAw275k+ZiTjHI56gYnhi91K60XUPCqXlvZWMTT3EzhN3nFQvy4HPPAJB6fTmYtS95FWudN4ZuxeRLf2dt58doXgQCCNElTPylVyGcjj92eTng8Cu2uDpM1xDNDd/a7aGCWaSMtIA5Xyk2E7iQc9vUYxgGvLvAeha1HDc3ENpFFbylxIbmRlYJGPmC4AOeq59yMDrWn4X8CnxX4vuvI1BjoNo6SyLwJHzkbcAnGQuCTz7VTFbU9og1bQnRpLa7SQqrIJWlYqRwW2sxwcAAnGSO9ZlotqNBguLueUQDeFJgR0Ee5ssMoeoGeuapat8P4ZBMsVujWrSArCW+UKqDDPk5PIPGGJz+I0bLwndtpx0ttRUaS0bKvlJiQq5JYAnO3g9eevGMZqNSpRildM4m41nRdBvrG7t9Ue+ltrwsrSuFbaI2VsoQBnaCobPccdTWjb3XjPxRqE2oeG7+GDRXb7PEsqhXTKK28grnqcjqa35/B/h+G6ijvLAyaf5QiWV2YFZMjnIIK5HHGAencZ7Cxt7W0t0trOKOKGMYEaDGBS5m3bsDUY7amFpuj2GmafHYPqFzLcRj53+1yx72JJ+6rYHNfLPxGjSH4h65HGzMq3JALOWJ4Hc8mvr8RRy3G9Y5TJnqW+UfrivkX4ngD4meIMf8/R/kKqlFJ3sRzSe5yVFFFbAFFFFABRRRQAUUUUAFFFFABXafCZmX4oaIyjLB5CB/wBsnri67X4SED4paHnoZJAf+/b0AfUOpOlvdWLGQYW7T5AcnkkZ/M/rXlHxwx9ilO8LIt4MNnBwsaHA/E/rXrOtwY09xbqgnDK6Er3QhlHqckCvJPi7YDVtBuNRSRt0UgnRSwAKNHFnr1PB6entWEdJW/rZjey/rseS6/qo1fTtJk+yqht4zFI4jVDIeOpHXoQD7euSe70DUdIsdf0WGz0uxlhumeMXl0V81WL4CSbMjOMDn+8Dkd/N2msZPDBicuuoJdr5a87DDtbd7AhsfXPtSWkDizS5aW3Cx7njjkkHzYxkEA5UntnGccHpWzV1YNLnWNc3niXxzbWE17b2tnZXBjjmSBYAibx87Be/3c5Pb2r0LSfCGlXWpXb6aln9mkjWWVyXOwbApBBTHMilhyeh4PbkPh34dvl1bS9fulUxSXqZlaQlnzngc4PXJz045GCK9N8JaLf3kd7KWMNpeyJmQsSz7RtOzH3RjC57YOBnkYuVpNIrdaGdJO1loj2w0eZ7PbNBBKisQm4hcqAmHIKH3569cdP8PrO0tLec2WjtbXIjjWS5MjtHPnJ4Zu4OcqMgZxnsOzWG3tLRI8iOOIALjgD2AH8qj82RywST5CpIdl549sc0Wdybq1iWSYoqJJ8zt1Ef4f40shZsRIAAwy2eCBWfbX9h5ZnW4d33FCzIRg5I5GOBkdTxT7PUUvpA9shmTYpZpAUIzn+EjPaqQizHC0yv50S+SylREcEFf89qpCWXSVMczt/Z7cLLnc1v6Kx7r6N27+takbSOfmi2AD+FgRUf/H03kyKCn8QHf2NTKOq7jTtoyZfJghjC+vyqOpr47+KBDfE3xAR3uj/IV9VxqmiTZIL6fn7xJzbE/wDsn/oP06fKnxPZW+JmvshBU3RwR34FXTlcGrHJUUUVoIKKKKACiiigAooooAKKKKACu0+Eoz8UdDGcfvJOf+2b1xddl8Kcf8LN0TdjHmP1Gf8Alm1J7AfV9wzrG8fzzFhtJQZKj34rj72xaO0ktb2NDaS2zRDy5MlkUlRnIAU7ZAev8HUYrptRvbPSoZLdQ8txKu5kQbm29MnsB164Fc/FBp0el2zJHALmGMed5Kj95GQVfkDk7ST9RXOn7+nQpq0dT5e1vS5NK1GRGQrG24x8dvw47g9ehFb/AIVt/C39lSDXne3vHkLRzCF3KR4UggBgOfm5IPUHvXX+K/CMmp69FZbwbua5CZkkJ356EcZK4/nxnk16H4e+HGk2FsNIu4k1FFKXSPcIG4KhWA7qMoDjJ61rKdtAt1RQ+GPh6bXPCJn1qSaeHzpDZq+CBnA3jOc9MjPHzN1ya9G024C7rWSBIbmEASLGu1CMYVl/2Tjj0wR2qeaSSzhjjtbMOo+VURgoUVVuYZNRSO4iQR3MCgqGOA+T8yMfTgc+uD2rJxs+dfMfNfRl0tLIN0aKXJxlzwn+cU4W8jZd7glscMoAUVWtfs93bCRN6qSVkiJ5Vh1B9xS3FyYoQ9zNDa27PtzKwTA9Oe5xVcytcmzvYlZ0s0VZJkjTqOcFz+NOhuVkUNHJGwBx8pBwayrvUtLn27tYswe4S4X+eadBq2lQqyf2rYuM8Ezrkfman2ke4csuxbu2eeS3jWWSJJLnymKNgkBGPB+oH5VjW8sMCXKXWpX8UyTSqF56BiF/hPbFWL7VLGZrGKwuoJXF0Hby5Q20YbJPoOf1rXT7MofzLhJN3JDSZ4/P3qLc8m0y78qszKt0S9t2NtrF9JsbDKqJ8pGCeGTPevlT4iWqWXxB1u3jYssdyQCQAeg9AB+Qr6jgRJHmtQ81vK9zNMHQyIsq+YSAGBAOQR0OcV8sePRKvjzWlm3+YLlg29gx/EitqKTV+opdjnKKKK2ICiiigAooooAKKKKACiiigArX8Ma9J4Z8R2WsxQJPJasWEUhwrZUjn86KKAPQbz46aneS3Eh0m3iaeFYi0UzAgKWORkEfxEcio4/jhqcW7ZpcQ3HJAlxk/wDfPpxRRSUUtgepkN8Ub1p0nOm2xlQqQxc5AUYCg9QuOMA4OBnNXI/jJrEV5FdLap5sb7lJlJ9cr0+6c8gYzgHqM0UVPJG1rDu73N//AIaL1faR/YVnz3856Y37Q2qucnQrPtwJn7UUVVkIqyfHrVGv2uk0a0jMihZUWRsPjoT79Rn39hU9z+0Fq1zLbOdEsl+zyGRQJW5Oxl/9mooqfZx7Dux8f7Q2qxyPIdCs2d+rGZunoKF/aH1hAoXRLIAEk5lc5oop8qENb9oPU2iZG0CwfI/jdmGexx3qmPjrqgAC6FpSKOcLGB/T6/nRRTsgJ7r4+aldQojaDYqUkSRWWRhgqcnHpnkH2JrzTxFrUniLxDfavLCkMl3IZGjQ5C+woooUUndBczKKKKYBRRRQAUUUUAf/2Q==</Data>
            		
        </Thumbnail>
        	
    </Binary>
    
</metadata>