<?xml version="1.0" encoding="UTF-8"?><metadata xml:lang="en">
    <Esri>
        <ArcGISFormat>1.0</ArcGISFormat>
        <ArcGISProfile>DCPLUS</ArcGISProfile>
        <CreaDate>20201124</CreaDate>
        <CreaTime>16545500</CreaTime>
        <ModDate>20210527</ModDate>
        <ModTime>16545500</ModTime>
        <DataProperties>
            <itemProps>
                <portalDetails>
                    <thumbnailURL>https://www.arcgis.com/sharing/rest/content/items/8596febca6db447eb4da038bcd1c9e1f/info/thumbnail/ago_downloaded.png</thumbnailURL>
                    <itemDetailsURL>https://www.arcgis.com/home/item.html?id=8596febca6db447eb4da038bcd1c9e1f</itemDetailsURL>
                    <itemIdentifier>8596febca6db447eb4da038bcd1c9e1f</itemIdentifier>
                    <itemType>Feature Service</itemType>
                    <resourceURL>https://services.arcgis.com/NummVBqZSIJKUeVR/arcgis/rest/services/Proposed_HCBikeways_RO2_MB/FeatureServer</resourceURL>
                </portalDetails>
            </itemProps>
        </DataProperties>
    </Esri>
    <dataIdInfo>
        <idCitation>
            <resTitle>Proposed_HCBikeways_RO2_MB</resTitle>
            <date>
                <createDate>2020-11-24T16:54:55</createDate>
                <reviseDate>2021-05-27T14:38:55</reviseDate>
            </date>
        </idCitation>
        <searchKeys>
            <keyword>Houston</keyword>
            <keyword>bike plan</keyword>
        </searchKeys>
        <idPurp>Proposed High-Comfort Bikeways. Updated: 11/24/2020</idPurp>
        <dataExt>
            <geoEle>
                <GeoBndBox>
                    <westBL Sync="FALSE">-95.75360559440009</westBL>
                    <eastBL Sync="FALSE">-95.0547838447352</eastBL>
                    <northBL Sync="FALSE">30.101511478669025</northBL>
                    <southBL Sync="FALSE">29.54073912504052</southBL>
                    <exTypeCode Sync="TRUE">1</exTypeCode>
                </GeoBndBox>
            </geoEle>
        </dataExt>
    </dataIdInfo>
    <Binary>
        <Thumbnail>
            <Data EsriPropertyType="PictureX">/9j/4AAQSkZJRgABAgAAAQABAAD/2wBDAAgGBgcGBQgHBwcJCQgKDBQNDAsLDBkSEw8UHRofHh0aHBwgJC4nICIsIxwcKDcpLDAxNDQ0Hyc5PTgyPC4zNDL/2wBDAQkJCQwLDBgNDRgyIRwhMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjL/wAARCACFAMgDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD3DVrC3vrTdPZR3jwEyxRP0ZwDgc8c5xzxTNIS3hN9BbEhI7jBi2gCIlEbauO3OfxqxqSiTT5YTHK6zAQkRfeAchSfwBz+FWUVURUUYVRgAdhTU2rx6DUnrHoLTZJEhjaSV1SNBlmY4AHqTTqgvFmezlW32Gbb8gfoT2zwaIq7SYLVleLW9JnlEUOp2ckhzhUnVicDJ6H0FZui6vpsl/qUEV/bMZLzMKLKCWBijJx6/Nu/WtGGfUzIqyadbxx85ZbknHHpsHeqOkS35vtR3WtuN19+/wD9IY7P3MWNvyfN+O3HvXXGEVGenT+Zd/6/pnRGMbS06d13/r+mXf7f0ffs/tO03A4x5y5/nWNqWoWjPMVuEIa/tCOeoDx5rVd/EBYlIdMUdg00jfrtFY+r2viE3iSxw2ksEtzbgqhYlNkm4OeOnZuvbHetKEKanvb5ruvIwrU48un5+XodC+q2Ealnu4lULuJLcY9atghlDKQQRkEd6zLi31a7tJYHlsYhLFsP7t35Iwf4l4606G11SG0MC3lpuQKsTtbMcADB3DzBk9OmK5XCFtJa/wBeRbhG2+v9eQssUh8SWkwRjEtpMpfHAJeIgZ/A/lV2aCK4iMU8SSxnqrqGB/A1E0V2bgstzGsORhPJycdxnd/SoLxJ47JmbUJYmDcNEsalieAg3gjkkAe5o+LlSf5kys0rvYraZp+mKLu2t7cAW87xN8oXG4iXauP4QX4qeTRbYnek97C3ql5KAP8AgJbb+lJBp961nbrd6nc+esZE3leWA7Edc7AeM8Yx0GRViyEyWAWcyB0LrukbcxAYgMSPUYP41VSpJS0lr8/61MVThyr/ACMLS7eW4dkhvrtra8tlu2kniiLZc9PuYOVHIOcAADArWl0oGcSQfZYwkZjjVrfOwbSAAQRxk5x9RxTNHkMuxzqDXWbK3P3CoJO8+Zz/AHvTttFatVXqyVR20+X/AABUdIaP8TDi0u+iiuVfyZWdQF8u5ngBOf8AebZ9V/rWbb2F/F4mG9Hj3Qo3GoySblVzu5dOcZGVHqOa66s3WoyunyX0RK3NnG8sTA4zgZKn/ZOMH8+oBp0sRJycX106jm5pXUnoVoxqturZa/uGCHAb7OQTn22f0qgNU1K31acTZdhaq0cLwSRLkOoblTJuOHHKg4xzxzXURyLLEki/ddQw+hrNm/5Gqy/68rj/ANDhop1U21KK2f4am9OTbfo+i/SxDP4igtced5K5AODcKhzjkfPt7/5FSaFfrqIv5kt1hAutuAVJb92hyxUkE844PQCtaue03SNOn1DVpnsbcuLzCSeWAwAij6Hr97P45pRdKUJaW/HqvQwnKV0kl+Pb5nQ0VQSK6sTBFDuubXJVjJJmVMng5P3lA45+bA6satwTw3MQlglSSM5AZDkcda55Rtqthp30ZJRRRUlEUsPmywvvdfKcthTgN8pGD6jnP1ApJnuFliEUCSRsT5jGTaUHHQYOe/pU1FKwrFazvUvFfCSRSxnbJFKuGQ/yI9wSD2NWar3Fs0h8yCQQT8ZkCBtwGcK2eSvJ6EH3qvs1fJH2ixAHRvIfn8N/H5mpu1o1cV2tzQrOsS8VxqrzKI4xc7lYqFBXyo/mz35yM+2O1SRx6mJFMtzaNHn5gtuwJHsd5/lUVvptxvuDf3a3UczbjCItsY4UDAJY4+XOM4yxrSM3Zq2/+aKjLR6Fo3tsHKmZBhQxJPABxjnp3FN1CKSW1CxbtwljfhtvCupPP0Bqw6JLG0ciq6MCGVhkEHsRVCfSg+n3FnbztFHMpXDDeIwRj5Rnj6ZwMcCs5c1miZXsaNFFFWUFUbyHzr+xDoWiR2k4GRvC/Ln25Y/UDvV6qepozWWULhkkjcbDg/K4P5ccj0q6b95f1uTLYuVDDAltAY13MuWbnknJJP8AOpqrahG82m3UUYJd4XVQO5INZvTUb7i2djaWMRS0tordDyVjQL/KrFRWqslpCrDDCNQQexxSmeJbhIC4ErqzqvcqCAT+G4fnVXlPV7hFaWSJKQgMpVgCDwQe9RJco93LbgNviVWJ7ENnH/oJqahprcE7lTTbea0tBaykMkJ2QvuJZowBjdn+LsfXGeM4Dbm0c6hBfxNloYpIjFj76sVPByMHKD17/WrtIzKoyxAGQMk9zwKbk22+rBe6rIZbzefAkuxkLDlW6iua0+31eBtSubGO3MVxcTToJZSTIwO1Rt2gKCFHO49Qcdqv2Oq2E8YiOrx+aLiRdrSoGf52AXGSccjGMHgdOlbEUSQxJFEipGihVVRgADoBVxnKm3ZaPv17GVlUs77FXTL9dSslnEMsD5KyQyrho2HUH/HvRJYqk0t1aKsd26EEkkI7YGC4HU8Dnriqms6U91LFe2zSi4hUoVjmMZdCQcAggbhjIzkHkHg5CWuqOsbPO3nW4IBlVMSRE/wyoPukZBJHHPIAGTpyXXPSfy/TzDm15Z/eXLa/8yUW9zF9mu8Z8tmyH68o38Q4PoRxkDIop119imsvtFyYnt4wJxIeQuOQ4P8AUUVKpOprCL+Subwp1JL3VctUUUVgIKKKKACiiigAooooAgs2DWqYlMoGRvIwTgkVPVNtOidNhluAu9n+SZkxk5x8pHFSfYovNik33GYwAB574OPUZw31OapKKW5K5h8bytNMroAikbGz97jn9ai1Ftum3DCfyMRn97gnZ78VTt9PgS61DFxcgOVDZnf5eAeCT/L6VV1m20h7S4W51KSFjEBk3shwMYB2B+ePbmt4Qi6i36dPQn33F2Xc6Co7hQ9tKjbtrIQdvXp2rLMuiL97UkH1v2/+KpGl0IxnfqURQ5B3X5wfX+Ko9jfo/u/4JryVP5f6+40bHadPttgkCeUu0SfeAwOvvVbTCl35l9JGv2nzJbfcM8KkrKAMnj7ozjqRn0rJsY/DD+HbcySWUlqxVnkuGXLS7eS/P3yOvek0NdDECg/Ydov5vsOSvXcP9X+nStVQUYSWujtt6+Y4Qqezb5e39bG1ANurX0rEBfLiXn23HP61LPqFlaki4u7eEqMnzJAuB+JrBgt/Dlx4g1CIw6XI7omV2RkswLl+O5GAT9KltL7w5ayB7CwKHna9rpcmG9wypgg+o60OnGTdrtpLZeXzMqcKsrqMdvVmh/wkOi5x/a1j/wCBC/41KdX0wKGOo2m09D5y4/nVf/hILL/nhqX/AILLn/43US6tpSTNMljerK/3nGk3AZvqfLpexf8AJL+vkaewr9vwY/Sr3SzazrBeQusc00khZ1yuZGYn/dyeD6YrUiljmjWSJ1kjYZVlOQfoa5G31zTrbW7y4nhvFUPK4lNnMNi+XBnK7P8AZzzjAA/vCt3RLiCZb1bZDHCly21GV0cFlV2LK4BUlmY4wOCD3rP2MlT5nFr/AIexhCevI7XWhqVVubFJ5BPG7QXKjCzR9cehB4Yex/DB5q1VW+uJYljit1DTzPsQkEqvGSzewAP1OB3qIX5vdNuXm0OZ8ydtW+ywMtvBbyZljViLe5k35Cq2PkbLZK55OBhhuNFdMtnawab9kkVXtlQq4m+YMO5bPXPJJNFdTqQqdNvL/gr9TOd4u0Hp/Xky1RUdvPHdW8c8RzHINyn1HY1JXG1Z2Zo1YKKjnkaGFpEjMjD+EdTUlFtLgFFFUdQZ/tGnRr5oWS5w5jYjAEbtz7ZUDHv+BcY8zsOKu7F6iiipEFZclhHP4jS7mjhlENuBDvAZo33HLKD0yMDI9K1Kx7m5s7DXzc3moWduHtRGqSzBGOHJzg9ua2o813y72NKd7u3YW20HS4rm/QadYiO4Cb0EKfMPRhjpkZ570zxBZWSaBqFwbO3Lw2rsp8oZG1TgA/hSW+r6S2qXckOp288jQp+6hbzGIXeTtC5LHGeBk8e9Ra2brUYLezJ+yadfYimmJxMu5Sdu0jC5wFySTlsYzXRFVfaxc21tvfsRP2nK+Z29TbhtoLZSsEEcSk5IjQKP0qXFZNjD9pj8m7e5F1a4ikKzugkxyHwGx8w5/MdquSWEMgmDPcjziC225kXGDn5cN8v4YzXNKKUrSf8AX3gnGWt/6+8ZpDRvo1k0MXkxGBCke/fsGBgbu/1qDRRt/tGM9VvZM498MP0YVHotjGdGsi7TCQWiwsFncLjGDgA4z/tdfem6LZW4inEcty3lXkuC8rg53dD8x3jjq35CtZKK59ev9dSqXL7J/LoWbcN/wkV+2fl+zW4x77pc/wAxUD+FvD/zOdHsu5OIRVO50WK/1m9jcRSRGKItHcq8qk5ftvAq82kT5bZdKiEkhR5wAz9JQKtyUWnGbTsvyXmOi1GPuza3/M5WKPTZYY5v+EZ0KJJIlmAmvAjBGGRn93gHHvW5bad4cmlSCbw/Y28rrujEttERKP8AZYZB+mc45xWzYWX2JXG6M7toCxR7FVVAAAGT2FVrjTreASzPI32IKXltmUyJlfmDIOqsCAfl444Gea0niVN2i2vm/wBX/XkOviKjleD09X+r/rzMtLS3gF1p9glorzXmY4I0QrHEFjEgZccDAOQMZ3LyM5rX1DT7Z2F8umx3F7HtCOuEl255CvwRwTxkA9CRmqFl9u0vzby9jluIZVHI+eW3jXO1WH8eAckjLZJ4PWt2KWOaJZYpFkjYZV0OQR7GuaXNStZ331733X9evU5I+/dy3Zix6wunWcst1M9zZwfI1wI286MjtKgGfT5gOd3QDk3tOh8wf2hMifaZ14KnO2POVXOSOhGccE81TubKLWdRM0TmIWjBPOSMHzXVgwXJ4ZVYcjHDZwQVNUr28vdLmFvEI4ru7bZEn3oXI43LkjyzyCVOQTgDJJJ25IzXLDST3/r8X+SLlJ0Y2f8AXl/Xka0rLqd49orZtrdh9pH99sZVOD0HBPY8DnLCiq1naWU8KC1MtrfQfKzuoWbIO5g/Z1JYk9VJbIOcGispe77sZWt6/foTHXVq5pWV4l9A0iI6FHaN0fGVZTgg4JH5E1ZrP0tWSfUkOzat2Sm0rnBRGOcdDknrzjB7itCsaiSlpsbzSUtCtflBZSeYZAhwpMf3uSBxVmqerRyTaTdRxDMjRnbyBz9TSpqMExg+zh51mLYeNSUAXgkt0H8z2zg0+VuCa8x8rcbot1narDMz2NzBC05tbjzWiRlDMDG6cbiBkbweSOAe/FTfbJ8j/iW3XOed0XGP+B96SS4vjeCKGxUwBgHmmnC5HqigMT9Dt6U4KUXdW+9f5jimnfT7xbXUrW7jgKyqkk0YkWF2AkAIzyufSj+1NP8A+f62/wC/y/41QsJrzUNUlN7Y28H2BzGGiuTLl2RG4BjXja2M59Rir/8AZWnf8+Fr/wB+V/wqpwhCVpfg0/66FSjGLs/0F/tPT/8An+tv+/y/41RfVNMXXYgJrcySWzkzeeMAKyfLjpzuJz7Vd/svT/8Anwtf+/K/4VSk0qx/ty2P9mxlRbS5cRr5YO6Pgjb1PbnoDwe1U/ZXe+z/ACHD2d+vUms7y1udZvEt9jlIIWaZJNwbLSYXHQYxn/gXtVy6tku7WW3kLBZFKkqcEe4PYjqDVO0W2h1y7ggtliZbWAllOAVLS4G3oMEMc993tU8+oRRS+RGGuLnjMERBcD1OSAo46kipmnz+52X5I5bxs+2pkxXTxeTqUpzLF/oepbeAMHiQjsATuH+xITzxXQ1iX1oRf+fdNusrvZbywKrDBz8pYg88kqegIYZyBUOneHdFjV7KfSNMaaA4UmBGZo/4GORnOBgnuQa1nGnOPM39y/4K229LGUXOLsl/X/B/zNDTZorfR7ZppUjXbjLsAP1qnpOoWMc+qR/bLcKt4xUmVedyIxPX1Y0aRouji3crpun+ak0sbMlumRhzgHj0xRpmlWJvNW32FvgXY2boV6eTH046ZzTfsrzTb/pm9FzdN7bL80Ph1PT01q+Zr62C+TDyZVx1f3q+2p2Qsmu0uY5YAdu6Jt+WzgKMdSSQAOuTVTT4Y11vUnhjSOKNIbYIoxyoZycDtiUD8DUl7o8NzdxXsLCC8icOJAu5XwCMOvfgkA8EZ4I5qJqlz2d9l+S/rr6GUefl08/zCK/urfy/7UhjhWX7skbFkjOAdrk/dOcgHocdiQCg26pqLcq1nZvjHOHmHP0ITj1+bPQpVa71Frll0WRBFqFwgEig5QRkfO6sRhujADGc4yMc1YjsZtJjjTTEElogC/ZXc5UeqMc9v4TxwMFectxUVfaT27eok29N0jUrC1W3mjkMWjMkN9cEvKgYKhXozt1w3TDAE5xkEA40G1S2WwkvAWKRkqU24ffnGzaf4ieAO+R60afavEslzcgfa7jDS8g7AOiA4+6uT+JJ71nTvTvJ/d3OmKTXO/kRW+oWdrbGGVBZG3jy0D9lAGSuPvLyBkd+ODxT7W0aZZbi+iXzpxjYQMxJxhMj6ZPJ5JxxiqtzAmuXjQkkWlm3+sRiGM+P4T/sg+/zHH8JBstezWD4vwGgJ+W5jQhVyTw4yccY+bp1zt701p7vxPf/AIH9X/Ew5m3eW39bkFxZzWsscyI9zFEG2NndPBkHJVmzvB4+U/rgAFawIYAggg8giipVb+ZXG6fZmfpgP2zVs4x9rGMLjjyo/wA60axrRb6G61hobaNi94rR+dI0YYeTGCQQp4yMd+c9MVoO98JJhHb27IAPKLTsCx4zuGw7e/Qn/DOrJc3yX5Gkppu6LNFV7G4lubUSTweRLvdGTJI+ViuQSBkHGQcdCKsVmndXEndXCiiimMx7SO6/tLV2glt0RrleGTec+TH1wwx9Dzx6EVd8vUf+fm1/8B2/+LpltHJFq18P3QgkWOUbfv7yCrFuemETHTvV6tqk3fpsunki3U5tV+XbQqeXqP8Az82v/gO3/wAXVKRNT/tu3xcwbfs0ufkO3O6PGV35J689uR3rYrOmbHiSzXauGtJ/mxyMPFx+v6U6c229tn0XYUVzSv5P8jPhsb+bxDeG51CNV+z2+fsiCNmAaX5TlmYDk8jGexGDW5b20VpAsMK7UGTySSSTkkk8kkkkk8mqUbbfE9ymB89nEc45G15O/wDwL/Oa0qK85SaT7L8jGnFLbz/MjmhjuIJIJV3RyKUYZIyCMHkVhyuPK8mY/wDE2sv+Pd3cK8yk8EHjIbADDpuHTgGugqhrVvHcaTcB4UkYRsU3YGDjqCen1pUZ2kk/6/rqOUHLbcfbQmLUr1hHtSXZJuz95tu0/oq0lg8rXOoiQyFVuQI964AXy0+76jOefXPpUFvFejWZHaS18vykEu2M7pDl8Y+f5QMjqDnnn0l0zaftjBFUtdPu2yb8kYGTzwcAcdqclZN3vov0LpfC9P6uLYqy32plkZQ06lSRww8pOR+OR+FSajfR6ZYS3kyu0ceNwQZOCQOg69alit44ZZ5EBDTuHc56kKF/koqvqlrJeWiwxBM+fE5LsRgK6tkY6n5enSpTjKoubbS5DTUXbfUhtNP8+CWfUI83F0Q7rnBhA+4isOQVyeQfvFiMZp2nzSre3djJN5qwbSjPxJhsnBHcDgBu+CDkgk3o5Y5l3RSI65IyrAjI6iszVoxfXNvYQsyz5EkksbsrQx9zlSDluVAz6nnaRVxk5txlt+X9LQcad2uUrNp8Ouar/aILRJaMYoZY1AaR1b5mOQcqPmUAjqXI/hNTSalcRNHp9z5MV7MwRJFkVVkXPzOgJJyB/Dg8kDJHNLcWMWkWb3GmBLQRAsYEjzHKeBgqOdxwACvOcfe6FbEQXn2uG+jBu58+bbzogYRc7V+UncgBPOSMlunIGrkmubeK27r+uvT0uVVjzP8Ad/16/wCf/DGnBClvAkMe7YgCjcxY/iTyT71JWcUu9PJaIvd2vGY2OZYwB/Cf4+g4PPJ5PAq5b3MN3As0Dh42GQen4EHkH2PIrllF/FuiU1sUmsZ7Fml00r5ZyWs24RiTklT/AAscn2J7Dk0VpUVXtb/Ek/v/AEYuS2zsU7NlN3qAE0khFwMq/SP90nyr7d/qxq5WVa6fafbdRxJPIzPtdGlfCBkUkDJx78dM1LJoWlzeR51lFKYP9UZBuKc54J96c1C+rfTp5eoouVtvx8yXTWVrVys0ko8+YbpOoPmNkfQdB7AVbrn9M0PS7qCe4nsbaWZ7yd2kZASSs0gUn3A4qx/wifh//oDWX/fkVFNUnFXk/u/4IoufKrJff/wDYyB3pMj1FUV0TSUVFXTLIKiMigQLwpzkDjocnPrk1INK05d2LC1G+PymxCvKf3Tx93gcdKLQ7v7v+CXeXb+vuIYY3TxHdzFW8uS0gVXxwSry5GfX5l/OtDcPUViS6fYf8JNp6/YoMxWcpi/drhNrx4wMcYycY6ZPrV/+xtLDyuNNs90uRI3kLl8nJzxzzzWlRRdm29V27ad/IiPMrpL+t+xYe6t422vPErejOBWfPcwHXtPIkiKvbzhX3dTui4HOP/1VcbTrFsbrK3O0BRmJeAOAOnSqU1naDXNPQW0ICQTsi7BhTui5Ax196KfJfrs/yZtT5r/J/kIs8H/CVSfv49xtFTbu5zvb/OK0VvLV5FRbmFnYkBQ4JJHWqSWdoniB5VtCsxtwTKEGw/Me+Pvf0xWkEUHhQPwpVXHT0RlBPX1IBf2ZiMou4DGDgt5gxn0zmqOr31jJo12v2yEhomA2OrE8c4GeTWpsXGNox9Kztf2xeHdSkEaMUtZWCkHBIUntg/kaKXL7SPqa01LnXqQx6np0et3O+/gVpbeN03SKAyqZMlTnnGDn0xVbTNe0SGS/jOr2IH2pmBaeNQwZVbI+bkckZ9QfStCAr/wkl8nloMWlud4zk5ebjrjj6dz14waYq/bNWxsP+mDO0HI/cx9c9/px075rZuFpJp7Lr6eRNLm5Ja/1ccNd0lk3rqdo6ZxuSZWGfwNKut6W/TULbqBkygcnpV+g4I56Vz3p9n9//AJtPv8Ah/wTK1NY7RDqFvI0VwxVQqfMLgkgBSuQCTwA3BHrgGk0mRYZJILvdHqMzGWQSdJO3yHoVAAGByBgsATzStbWWWf+07CNTaRbvsts7HbICuPMQ5ITPRcDG0nj5sjU86x1W2dJkH7psyRzDa8TDkH2I6hh7EHvXRNWjy7931Xl/XX0Kfue6tH1/r8/y0IlUarqKzkhrK0YiNSp+eYcFvcL0HuSewq9c2sN3GElUnawZWUlWUjoQRyKyoZ/7Dkj09leSyjRRHKF5hBbaqt2I6AEc8fMP4jt1hUlZpxei2/rv3Jpu2vUzRdzaaAmov5kHCreBcZJJ/1gAwvb5vuknovAp89h5kn2qyn+zXDEMzqNySjj76/xcADPBHY4q/WWdPm08mXS2wmCTZO37tv9w/8ALM/T5evHcVGSbutH+D/r7vQ2ajU30f8AX3f1sTWl+8k32W8h+z3YUttB3JIB/Ejdx0yDgjPI5BJVTVJY9Rhj01Y8XkwV9jEb7Ud5CQTtYfwkZy2McZIKtUqbV5y5fKzZzylOL5Url77SkOoSQy3CDdGJEQ8EAYDHPTqV/OpvtMHmpF50fmOMqm4ZYdeB3qld2lrDdw3YsRJK8gikeNAW2nABbjJAIX6Yz2rQCICCFXIGAcdKxko2TRSvdoydM1PSUW8hh1G3dYJZJpCZVwqsd5bOfugvjPrkdq1YZoriFJoZEkicZV0YFWHqCOtVrQR/ar8LB5ZEyhmz9/8Adpz7cYH4U7TjG1jG0SbEbLBc56kmoio8mi2f+YQutGWqKKKRZmS4/wCEps+ufsU//ocVadZspX/hJrQZO77HNgbR03xd+vpx/hWlWtTaPp+rIju/66IKozx51uyl9IZl+8O5jPTqelXqp3AJ1SzPYLJ/IVNPf5P8jWG/3/kRRyM/iO4j3vsjtIm2bvlyzyc49fk61o1mwKR4mv2yuDZ24xuGeHm7de/+cVZN7ELt7ULI0iIJG2oSADnHPqcHirqRvLTsvyRnTTafz/Ms1hmPUtZ066jN3bQwTtJCAsDF0QFkPzb8buAQccehq9Bc31w83+gG2RU/dmeRSzt7hScD8c89KlsYXtbNY5nVn3MzEcDLMTgfnihN0lfS+nZ/10N0+ReenmVoCf8AhJb8buPslvhc9Pnm5/z6UmlEG91jAwRejPPX9zFVS5vrqDXr37Otk0UdrAZGuJvK2kvKPvBTnp0OMdupqzY3pj+1fbru088nzvJgk3+VHtUDsCemc4/ixVVGopttapdfT/Izp2jBtvfz8zVqhdst7M+mqXHyq87BAV2FvuHPdgGHQ4Gc4yMwX3iC1tUCQh57qSMNBCkbneSDgEgHHQn1wCccVY0kWxszNbzCYzuZJZecs565B5GMAYPQADtWcNI+0Xy9RRlrePQmu7mOxtGmZSQuFRFxl2PCqPckgD61zyaV/a96RcnE0Db7i5iYZExAKxLkYKIApIIwSFJBO6p5rqe/vVe2ZgX3R2Y4wAOHuDnqBnCjvn0bI3be3itLdIIV2ovQZyT3JJPJJPJJ6mt03Qjp8T/r+vP0Cor/ALv7/wDL9WYpvPK1c2+oi3+yREFZtnymYkFd2f8AVsAPoSw5B4rfrN0aMNYSTv8AObuaSYk/xKzHZnPogQfhTfstxpYzp6+dagf8eZbBUZ/5ZsTgcfwnjgYK94qKMnyrRr7n39P62MoXSv0f9f1+pqVHcXEVrC00z7UGBnGcknAAA6kkgAd80y1vIbxGaFjlDtdGG1kb0YHkHv8AQg9DVOIf2lqP2knNpasVgHZ5OQz+4HKjpzu68Gs4w1fNpYty00Kk9stvBJqN8calK22EwEb0JBVIkJHPUnkYySSABwVZsj/ad6dSJJto8paDsw/ilH16A/3RkcNRXQ6/s9JRTfn08l6HTCaorktf1/r7/Mn1qR4dEvpo2KyRQPIpB6FQSP5VdU7lB9Rmiiud/wANer/Q5V8b+X6i1U0w7tNgOAPl6AAD8hRRUW0H9pFuiiikUZUxx4rsv+vKf/0OKs5PFpa6gh+xDEt0LcHzfu5CnPTn73T2oopYqcowi12/9uS/U5as5Renf9EacWoz3MMrRrHGyTmIbgWBA79RUd3FevqkIF3EgZX8orB8yfdznLENn6CiilQ97V9n+TOml72/Z/kxkEMh8TX4NzLn7BbqSAoyS03PTrwfbk+2JLa3H9u3RaWVikEIyXxu/wBZyQODRRXTKKXN/hX/ALaFFe7L5/mW1023VYQTO/lMXQvO7HPvk8/j0pRptiFZfsdvtaTzSDGDl/73196KK5uSPYOVdinDGieKLwBF/e2cLNx3Dyfn979Kt6lcvZ6dNPEFMijC7hkAk4BI7jnpRRXVZOpFPyCgk5Jef6j7Wygs4tkSc7izO3LMx6sT6nNZeu2fnPbxWzi3uLp2heYZwV2FiGUEbshcZyCOxFFFTRnJVObrr+RtSk1Pm66kfhG7GqaR/ahiWJp2KLEn3Yo0JVUX26n6k9sAbN6kkllNHFK0MjoUWRRyhPG4e4zmiitcUlHEzS2T/JkVYqMnFE9FFFchJieIInYW0drK1rdXkwt/tKZyq7WbkAjdwGA5GC2QQapw3o1LT7XTEhS2hlme1cJyPLjHIA7bgMewNFFejSSdFPtr+f8AkjOjpX+/8Ff8zpgAoAAAA4AFFFFecaH/2Q==</Data>
        </Thumbnail>
    </Binary>
    <mdFileID>8596febca6db447eb4da038bcd1c9e1f</mdFileID>
    <distInfo>
        <distTranOps>
            <onLineSrc>
                <linkage>https://services.arcgis.com/NummVBqZSIJKUeVR/arcgis/rest/services/Proposed_HCBikeways_RO2_MB/FeatureServer</linkage>
            </onLineSrc>
        </distTranOps>
        <distFormat>
            <formatName>Feature Service</formatName>
        </distFormat>
    </distInfo>
    <refSysInfo>
        <RefSystem>
            <refSysID>
                <identCode code="102740"/>
                <idCodeSpace>EPSG</idCodeSpace>
            </refSysID>
        </RefSystem>
    </refSysInfo>
</metadata>
