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<metadata xml:lang="en">
<Esri>
<CreaDate>20191218</CreaDate>
<CreaTime>15244000</CreaTime>
<ArcGISFormat>1.0</ArcGISFormat>
<SyncOnce>TRUE</SyncOnce>
<scaleRange>
<minScale>150000000</minScale>
<maxScale>5000</maxScale>
</scaleRange>
</Esri>
<dataIdInfo>
<idCitation>
<resTitle>Heights</resTitle>
</idCitation>
<searchKeys>
<keyword>Heights</keyword>
<keyword>LiDAR</keyword>
</searchKeys>
<idPurp>Heights of first returns above the ground based on the 2017 Lake County LiDAR capture.</idPurp>
</dataIdInfo>
<mdHrLv>
<ScopeCd value="005"/>
</mdHrLv>
<Binary>
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FVavT3dvJAqpblJd3Ll+oxwKhgmhTAlg3jdnIODj0r3qb5Y3ULeRgiuCVOQcGn+YdoHX61aWe2QbWtxjdnJ5I9ahmczykpCFB5AA6CqU3J6xsgvcWGZlYBFTJ4AIzUkE80bbI5tvzqdpPykj1qoRikqpUoyuNd0XbmLznJeUCQtyo+7061navA0em3oO4qIHwxXGeDViFyCy7lUMOSalmhWW2lgdhMrhlPXbtx296wd6a5blQfLJM8g70Up6mkrhPpwooooAWu18B6WW+2axcWPn20C+REzMVAlbuP72Fzkdt4PvXFV6X4XF3ZeH4EjaREZmmYKcrubgH/vkCmqcp6RZyY2pyUnbdnQyFtLj+bT4t8qZ3S4k2nPp2Psa1NH1n7ZO1rJGkc1w3EwXJTHPGT9TXPPezSALIxZRjAPNXdIlkW8V4kVY+QzlBxweAccE1GMwUZYeTqr3t73+48WnNqSXQvXMtzZCG5QiWDdiSMfKxHGQxHUdfzqo+tX94AkKsPkKuOCCPyro0lmd3gt/Myr4co5Pp3z7Y9DxVxIMblit7eMsGIcZUsenH88j0rwI5lTpRXtKaclt/wAFHoywXtbOHurt/lqcpY+H9Re+hLxRsisGO6QEMBg44qfVtC4ZraNhMrlWTsR6+ncVt2ztPZSzTlDMrOjRuewPOPz/AEpoNtA5munljjAUq0Z5O7oMjGDtB6flS/tbEyrKo9OXSyW4qkIUI+xfXW5zKeHbp4S2+NJB/wAs3yDip4NDhid47q4/fqy4EZ+XH+9+VXrzUIY7Z2tkKqZf4xvUDn+Vc7cXsrzE/uwcBf3Y4OK9vDTxuLTUpcq9NTilOmkuVXZqzaPbb5i1+cICdkhCtwcf5FNNjor2ZENzcG5/hDKAG/WsR5GkOWbJq9pdil1MfNkki+XMbKhOW7dK6alCpSp89Sq9OyM1UavotRptLe2nUXRl2ntsK4FRkWLNwZkGO3zc/pSyW05mYhi4xu3u23j3yfwqBpAVOCQW7Z4xXbCDklLmbZmX7W+WCHCQqgyfmfnnHrUeoDz7kzAbI2UFd55P+TVHGeBj+VBQhQ3GD/tDNCw0I1PaLRmrqzceRvTsSRiIP+8GV+tXReWkS5jhAk24DKOh/H+dZlFa1KEanxMysa0WvzokSmKNjF9zqMH146n/AAqtLqt3PEI3lON+/wDH6dKpUVnHB0ISuoq5V2SmeUliXOW+970wyORy7fnTaUKSMgHFbqEVshWHJK6fdYik3ndmmnn0o+tVZCJkmkRhsJ3Z7Vq2gtZbMJKZTNJIMszbUUd+3J/PrWVAzhvlbA6nLAfzq7N5dxDE8l0HlZiMKTlAPUNx+XpXBi4KbUdvNDi+V3Lt7FDLdy/6tWk3bi2c5zkHGcDjiqV3FpYB+zzTKwC4D4bJxzyPem2lnFcCRCzCUqdjHpnr/jVKWF4H2SDDDt7fWs6FJKXIpu8SpS5lcajMjBkbaR3FJuY9WNW0tUEStLLGgYE5zkrj29+KSIWarJ5rO+1vl2cbhXZKtHVpN+iJehWVHdiIwWI/uirFlaC5uVhcsrN9xQuSx9K3NIv3ljmtrNEjG3dg/ePbGa1UtpbSeXyn+0dH+QkHpkjgdq8fFZtOk5U3Gz6a6nRCgppO5zt3olxHKht41lRgAAOCTjn0z/8AWq9DFqN1Css8csdtH8qQ2gGQxAAyM55Kj9a0hcsUjmRY0H+rz12+v4Hj8qbcELeBIkLeXuDMB8zDrng9h3rzHmGImlCaV11e4fulqn2Pn/VIVtdWvIETYsc7oq5zgBiMVUroPG0McPjDUhESQ0gkJJPLMoZuvuTXPV68HzRT7nvQfNBNCUUUVRZe0q0W+1W0tXJCSyqrkfwqTyeh6DJ6V7He2kltYx2yS+dAXyXQcbunA6mvPfAbfZtUmv1GZYU2x8cgt3B+gI/Gu/n1MOojSPy2BBI287h3/wDrUuSt7SLivdPFzGreaiuhTje0gQq8LSyhsc8ADBq7pctu7bZLkWsS8P8Au9xcE/kPr+VZMgcyHzN5cnnPWmk44r0KuGjVg4t7nDCXK7o6weJoLZMIstxO6AFw2Mc5/FuT7VUk1yZJQhkWSOZv9ZIMFFwAPlHQDr74rn1dk+6cH1FW7u5lvNgmRUcc7iDk5A5P8689ZTh6c9I3vuzaVepN3bsPvLm5hDW32tZYmGcJzj8+9PttSu18uF7nZA0ilpAPue/Htmq1tZvNIqMkuX+4VXr7VZiQ263FvLFOInHJPHI6Hof8mtqsaChyWTfy+8zUZ32NW71PRbYD7JHLcyEnd5jZjxjHQjk1hXVuAzTW6k25+b12ZPQ1ZtNDnu5fKDBZA+GTGSF7tVgaTFFdPbSXLlcYLBDgdx9ea56U8Ng5WjNt9b3ehvTozrX2/IwwCTgZJrVRpLC3aG7mdctu+ypw+f8AaP8AD9OvsOtXLLTTukWwlc3PHlts5Jzz838Pf8qU6LcHavkD7S+OAwxjGe/Q45rapmeFlpJ/eRSw9SorwVzHvLq4v5VaQDEaBEjRcKiDoAP8+pqttOeldI+nMG8rzxIpbGXYLnPy49M/jWDdQTWly8Mv304yD1rowuOp4i6gKrSlDVjWRFC5cEE9V5pSiwsjBlb2PP51EaDXZyPqzCw/ahZ/nC46D1+lR0Vo2GmzXkLvGUOOAr8frUVasKMeab0H6Gf0HT8aTNWZYzGhDxyeYMDJbI7/AOfzqKSHy4Y5N4O/ovenGrGQEdFFFagKPu9R9KTNFFFgCjkGjrRQAu4gYzxSu7u2XYsemTSDFBGDzxSsr3ASpUZOAyjr1qIjFFDVw3NexUCUi3uyqEfN/DuPYV0P2p7aATmSN9i7TtwAwx0ODzxiuJRmRg6nBU5FTyXfmsWZTySxG7vXjYzKvrFRNvT01HGXKjoWuILq6cQsGyq4AJGechfftj69q1ZLBpGLRz+ZK23Kjlnx1JHr/wDX/Hi7YjzFZZNjLyzMOMfhXVwGS7VhbyNMEf8AeNgjcufv59/evHzTCywzj7OWnmbUYqd/dv8AM8m+JlgLHxc7B9xnhSQjZtCnG3A9fu57da42vRvixArXum35BEs0bxNhQFOwqcjAwT85/IV5zXfgpOWHg32/I96krQSDNHUUVe0rT31TU7eyQ7TK+C390dz+Aya6C21FNs7rw1ataaNbmOIeYw8xmXJzu6E56cYHFdPfXqGRn2MXwFyVXrgH06Zz+Fb8TW8VgttujjtyGkI4Zw/93j6Co0TTZIWlms9zJyAyHJz36849x0rz5ZlTveVN2W1j5yaVad776mFHZrOsty15Bu2hnVh2Pp7g1YisLWS1umlPmSRqMtGG+UE/fPGSf05q7c6VAGUQxFCy7W8uRSG9CR2zz09qsizaxaWSW8j+6ieUGAPYknb1FRWzCMo3jN3drL/hjbD4ecprlSsZVpFa2qy2txF5hO0rLsUjkZ79Dz/KrKJ9tMTRQwQuOC2PvKq/0xTp5HGoYnUEHDStsABGMAqOnYUrTo2nBkifzWCrNDG/ynGcNk57HGPes3UqTfP1l56XNFPRyg7cvfQvTSILGexlSMBRvM49TjA/Mn8zSNJtKpJBuj2xRecei9VHH+1tGfoayGniuoYYoJdzH/WJMwUFueh7cd619O0oC+n/ALRmzO7bvkbcm9h1wPfvXJVpxoU26j+XW+mq/qx0Uq06zVt7a/5f13GrNFYSu4jmgSXzImbOS64HuF7/AFP50y4keGyR4xK0u4ZcDapCgdOc7ssOfrVtlihhuLS6wJpoykUgkDY2jdkhumd386pXEUlvDNcW+Z1Ri25Du9A2e+M/h1rOlUVVxT/Hr/X6Fwqct70+bR+qKxuPsdrD+6kLycuC/ByTwpHIBB/GtC/+0QabGITIE2xrK5AIPp9PlwPwNYwtonwyyOZ8q21EDKwIH8XbANaFz5gHIRkChmx6duucH5cccdBXVXo0/aR1V73d0cNPFS5vd08u4GeJ4bu3eeOddodHU/xAH+eTVS5nh+zXsx8mZpCrD5eT83/66heKO1heTzvLUZCu0R3Mc5GPTI/lVS3lhkjyJIonVScMMbse47124fBxXvwbtdf1+BnVx1aUtVp+RTuIALp0gDFCcrnsD2zUsWl3EzqoH3hkEA4qWSUvIPIeRiDzluMn6+/rW7ZaYZRGsssiXBJX7yqoPbb/AHuv5GvSxWNlh6abdtDliqk2lE546Yy/fkCnJGDjH55xWpZIbSNYVl+Vm+eNxkMcdPbrU0elSTz/AGeS/jhjDSCVxubO3BOPf/D860+lW4gM0etRyIpIT727j27VxzxKxMVCpPfsn8uhPs6rV2yvfeTKQqrul5H+tz9P0wKqS6ffMzO8LnjdnrxU9qtpCpmWUeejjy9zlfx4FTx6usNrM67muJB5ZwPlC5BFdXNWo2hSV7d/PsVSSWj1Mh4dhxuzxzng0zacZ4xVidJQQZIedq4xUBfP3gD7969WEm1fcItsbRVqZ7aS4cwQP5WAEUtyOOT+dVSCOvH1qoT5t1YryCiijpVgHXvT/MYpsJyo6A9qZRSaTAdxnjp6UuM9BTM04H3pgJjnFIakGwrySD9KaRSTFcaDitG01DZuWYuxbGHLfdwfSqjiMRgLgtnJPOahrGrShXjyzQbopfEMW11pVvdpPI8sdyy7WbPDgkn/AMdX9a83rvfE8Qk0OViSPLZWAHrnH9TXBV586KovkWx72Bleir9ArsvANrMLu61BIdyxR+WrFeQzdwfoCD9feuNr0XwzbLa6NDvZo2kPmMF53ZPB6+mKIU+fQMfU5KLXc9E00z3clvFeGOFZ8OpDKcryM9/9rgkc49K2WaC2uWs1RZG8vf5sTH5j1PzZ44ArB0md5bW1tFgYJcync4Uf8CwT06j2rXgkULCbbbMrL5GABvOVIHTBx14yelfH5hTaqy0sleyXruc2GShBO3z6+g2KMTXkb20bSXO473eXdhR/e98cVFPeoIZY47AyDeoaMx8RoOrcjrwD/wDqply02mW6z2VyFnVsTbhnt1z+fHer7j7Vpxvvtb+epVliZtx2tt4/8erB8sOWpLWL0Wr3/rYUJum3COje+zOSl14yvsnjkYAbM7v4c9lPQ9KpSaxcjZHEVjhiLeWoQZGTmrWvWttFMzxCVX3c7sYYEZz7fr9axK+6wOHw1SkqkY6PuefU5lJqT20L9rqLx3MLuseEXy8hccc/MfUjdXRrrX2B2huJ8SoC24kucj+DOeB1/OuNzQTmnisro4mSc9gU5LZs6STxGbuFo1to1uMbRKedw9PrwP1q9aaeF1GWa2upC7fMbWLp8w6kn5SvNcaDg8da9AjV4NJgjicSzNEkki9flyp+Yf5PSvFzbD08FCMaGnNodmBTdR1XrZFIpb2sE6KmUZhwc5Rs9j/+ui3sdSkjfUXRJoXbyxuI37vpVpAl6sWnFY4okm3FS+XkIDFlwByBtP6VXuNZtzKNPs4/s0eVEZL4GWxuznjrmvNXtpe7GN5dXvp/XYmtGmk90nt3v/kR31klxpsSWjec43GR+AueuOT0GK5i48yCVoXK7R1CYwcfSu2OotpaW8MCebaSKrLA/TnIO1u+T1z0zXM+IZ4LqYPDGYRG7R+SVzt78tnkk5r1Mmr1ef2c43i72fUirTpuKnB+91RQuLvzoVQM4VXZhH2Gcf4CiO6uLTa8W5NysFY+h4OKqCtyLzdT024hWwhRrWNWMg3BuoHTPXtXu4h06MUpR91vXbqcqiV7OxvNQLvGTFEf9Y7E7ee/44pdR0j+zzCGvEbzU3AFSpHsRVzQYL6FZ5GRktgBvDgruwQfT/Oat3+jXF3fvFG0j28ce5y38OMhce2MH8a8iePdLGcjmlTS/rXudEMNOULpNlTQdKs7xJZHLXE6HiBeBjpuJrVs7VLWGa3RY902VxHxk4Hfp/wHNVNJsVsI5na6yzZQxj07H6+1WBaQTW8zebcxzj95EoA2ndyc57dO/evLxuIdavNe0bhpby/4BVbDV6UFKUbLYc2jWeo+aslxPayqNiKcFC3GB698+1UE8LGSEbbhnlI/gjyPbvnHv7VZk04uYJWmTzmc7lLYLMcED6nrWrZ39wNVS5aWJIJpfMYPn5NisAp/MVEcXiaVO9Gpfra3VdP1LpTw9kqsd+u39WOLudI1DTR58kezy2+8rjKnPBwDkfWqzXQljYSxB5WYnfnHX2rvm0yG/hEV0qSLIyoksR5VVzkt7nP4nFcdrGkHTpldc/Z5FypPJ9CP8+or3MuzWnipKnW+Py0Ir0oxs4bGemwn5h8vGeefwpJImj252ncMjDA0bGRh07NyO1PDRSkmUlCe6rx+Ve3zWd1schDRTzEVbDEAf3u1MrRNPYadwoooxTAM08H16UylyePaiwF5IS8AwEMYG4gHn65pDpkojd+u3+7zz6e1NgvGVl3xI4VcdMYFbFnLLKxkMs08COpYQIST/vDP05NeViK1ahqkKnG7s9zjPFVrNbeHJpJ4zGshQIW43HcDx+AP5GvOa6bxnr8mt6x5YkV7a0zHEV53f3mz3yRx7Y4rmqy9rOolKotT6LDUvZU0kJXrVlsuzCY/mExXacdj3ryUda9P0mRotNsmVipEUZyOo+UV0UU3GUY7nLmS92LO91CHy57aS2DxqVDqMZUHpkflU+mX5t7rZ5szqATEN3yqW6n+f51z+namkOpiFSstqwZFM3y7cqR6npmti2ubEWkBSFkuY5Nvlnow4+bPavk8bhKlGPs5ptW0frfcmhUqVubkai/Ptp/XzEe8dl2TQRMI4vljdfm5PY565zwc96sTSfblSOCPyhKGSZSfubuew6Z4pl5axahcsbO7imkgLiaPeCYyDyh56g9uvNZzwXMTLHh8bjuQnGBnnHX+VRRp0qijJO0lrbt/W55mIlVpzcJe8u//AAR2q2e7QftE+15937oKfmROuCP7vX865Su7ntnTRobWaXFz5udsfVeOuPxqt/YmnC5uFaElyPkEjlNzfL91MZHU9TXp5ZnEaUJQqa66W7G1ajyJO99F9/Y40KWICgknsKmNnchVc28oVvunYea0Y7zT4Lq4jFuwhG5UdWyT9frVq58RgaelraAqqMGU7FHru3ep6frXtVMXinKKpU9+/Yxjy294yn0y4jC5X94esZ6iul06e6m1C3d1tWfCsp3BMlRgA+3bisAa1Oq42q3JID/MBnrVB5pHbJY8dPasq+Dr4uPLVsvPcVKrVpyunp+ZvXN3d6TeieKVVbLj5fmK7jnPI6HtVC0iuNVvILe1h3zdPmbA/Gs7JICknA6Cux0dv7F01prYxm8lbYCWDBtrjd+GDis8VbAUPcSc3oun3nRRo/WKnvvRakEWmXggeL7QCZTtMWDnOcYGeB2NSqbPyWEkbzYdkaNmDLngfe98N+laFnPP5Vij2zvdxMysSvXB5x2rmdTtrnTLpJmjGxnbkOGDNnkcdK8Kj7TFVZQlJKXS2l9/8j1+WGCpRkoXT+Jb+noatxpem292yJGIGblUkYtuGT9w8801rkOcQlikpCMdxbzSCSeT9BWYmuJJaIt5C088bHaTjDKRj/gJ96pPqk7/AGdQdkcA2qq/U889/mNehDLcVOPLVbbXVvT5fgeTOdKNZygrxfc7C5u7Cy8u0mLnZAGaIuSPXbj3+X8hUEWqW1q0MMNyhb7jhRubZkY29i3Jxz2rn9QezaziNu6NKxDs5HzjjkH/AD2rOilaJ9w5z1pYbI6dSlzSbv1v1YU8bKDul5fI7G/lZQsiW7B1RX3BNoYKO1Rfbbq6vnv4Imt7JkVfKADKAFx+dYNnqpiu4mn3tb7fLkVeu3296uy6nBeQWtvEkyqgUNEG+XK91H+TWUsrqUXyct79ey66fIrEY+rXg41G7dvM1LrZMY/JjiY7hG4LHBBPX/OO1aN55NjYfbLuEmFV2R4PXdzxhv8AZ/XvXPlEnkkFzePbwSSKGgIPmN6NnbhhmtGzskQR2clyptRuLPKBtGPmwD1PT+dcVXDwpqKctulnt117kwh7O9+un9IyI9TNosiTuJQRuVA/BJHT5fUVHquv/wBq20MAskjKDaGzuPbp+Val54XRlu7m1hmu1DbUKjywvuRj5u3pUP8AZTpefZ7W3ws2FxNjep9Bjr9RXp0auXOaqr4lrq7W+RLp1YQcVsczI0hP7zdn0Pao67O1tbp0bR7iBHWPcVATPJHHP4Vg3dhczhZoovMG3nyxzgd8f1r1sPmVOpNwdku9+nQxcJLoZhkc9TnjHPNJjPfFJSggdRmvTSVtCbAKKlPklzt3BfQ96ltEsmumW5lmWHadrIoznHGRn196znVUYuTTBO5VBoxxntViWBEViHYYI2FkK7h/jUIAABJ59BVQqRmroV7iD64rF8SawbGxa2iOJrlChKnovfI9+R+fpWpd3UVlaSXMxxGnZRk15veXcl7dSXE2N7nJwMAe1YYmolHl6s78Dh/aS53sitRRRXnnti10r+KWi0i3tLNZFmRFDyyFT07BcfTk/wD165qkqoycdiJ04ztzLY1Itf1SAYS7cjOfnAY/mc1CNW1EXJuBf3Pn7dnmea27bnOM56ZqlRmlJuW4KnBXsizBf3drHNHb3M0STLtlWOQqHHocdRyfzrQtfEuqQXMMkt9dTxIwLRPOxVxnJBzmsaip5UNwi90em6p8WZZFh/s2xRZ02Bri4UZZQSShUHnPAJz0zxnBrqLvxTY6jptpq3nW8CvEyJaTsAmCMPgnBJB7j0FeFZoyfWuNZfQjOM4KzX6kVKXOrJnqtFeexa/qkKlVu3IJz84DH8zmrieLr9UCtHbsQMFipyffg17scVDqeXLL6i2aO2ormIvGMTSAS2bKndlfcfywKvxeJ9LkQs0zxHONroc/XjNaqtTfUwlhK0d4mxV/Spwt7HHLJsjb5dxOAue/tWFDrGnToWS8hABx87bT+Rq90qasIVoOD6mXLKnJOSOrgvbV7Oa4njuALeRY1lVwytkkng9++M1h3N9c6i6wly0eSI1bHy5OaimuWmt44/KVUjJ2kD1qAfK/D4PbFcOFy6nRbm1r0vrYqtWlO+u+r9R4tJyT+6bj1qVLBywUnn0VSTV/TkcQrlXJlbag9SegqRbhIJ5EkITaD95uevt3p1MZU5pRgr2OCVSprZaC2VjDbyO7QC4ARuH6Kem48dAcVpWek2cpjhNoZ53UfPGw2jOQCR1HJA/Cs+31iOC5RE/eox5ypxnt+VaSAssry23lyyKsysgyFQ89z8pOPfrXi42eJV3JuN/M3oSkviX3mTqkFmFWKC2SGVVwcuQS35kVUsZ/sN0yXGYmjz0XPIHQ11TpaTfa/tVrcMFj+ZAP9WO59uo6Vz1hYR2+sSQ3H2aXy1LqZ3wjj/8AVW+CxsamHnCpf3V82dM4r3avR9O1i3NrHn6batNtmuVZkhiUfdXj/wDVVe51PULUbZUREkXIUKPwz+Of1roAIjCHiSK3ErAoiRjai87h7k1X1TSpDY74GjSGXB8iQ5O4AbjnsT6Vw4fG4V1FTcNG+v6HVUwk3h/bRldde/kVtK1tpwLc3N1Gw+ZRFzlj/e9qkvZoImdJH8iWPLryoLMSM8Dp/wDWrkXVonZGBVlOCKaSWPJJPvXryySk63toSsu3/BPOd3Dkb0Ojh8SSW1+/2XzJgx2B3++65/n+dbWlm5KwXPniCYEwRwbshR1PDHjjHHvXEG0uo2VjDIhOCpI2/SulstOvJNNH75Hkl+ZRu+6ByyjsG6HPoK48zweHhBOm0r6N9/0OilNwd2r9vIq6ro32jWPLto2jLDfMXGAhJ5/mDx61kXOlXtrNKj28jCNtjOi7lz16/Suxee0/s2BJHkGQcdSXI6qT2HIqhbmdY5LMJcGBSrOqR5OSOM/UL+lRgszxEIcrWkdNfzuGJlDn93Vvt0OUSJ5DhVJq15WYfKk2hl5+UDdWrdbbPUvtaI4tWk3NF5XQHqMHjFEOswxRTKkQZWJ+SbDr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