20250307 09162300 1.0 TRUE CreateReferencedMosaicDataset \\DOTD-Statewide.swe.la.gov\FS_GIS_SoE\RS\PUB\IMG\Y2024B04R0015P2.gdb\Y2024B04R0015P2_2D \\DOTD-Statewide.swe.la.gov\FS_GIS_SoE\RS\PUB\IMG\Y2024B04R0015P2.gdb\Y2024B04R0015P2_3R PROJCS["WGS_1984_Web_Mercator_Auxiliary_Sphere",GEOGCS["GCS_WGS_1984",DATUM["D_WGS_1984",SPHEROID["WGS_1984",6378137.0,298.257223563]],PRIMEM["Greenwich",0.0],UNIT["Degree",0.0174532925199433]],PROJECTION["Mercator_Auxiliary_Sphere"],PARAMETER["False_Easting",0.0],PARAMETER["False_Northing",0.0],PARAMETER["Central_Meridian",0.0],PARAMETER["Standard_Parallel_1",0.0],PARAMETER["Auxiliary_Sphere_Type",0.0],UNIT["Meter",1.0]] 4 "8-bit unsigned" # # # SELECT_USING_FEATURES # # # # BUILD_BOUNDARY CalculateStatistics \\DOTD-Statewide.swe.la.gov\FS_GIS_SoE\RS\PUB\IMG\Y2024B04R0015P2.gdb\Y2024B04R0015P2_3R 25 25 0;255 OVERWRITE "Feature Set" 150000000 5000 ItemDescription This 2023 NOAA 6-Inch 4-Band (RGBI) Aerial Imagery has been provided by NOAA and is hosted as an image service by Louisiana DOTD. This data is available for download. <DIV STYLE="text-align:Left;"><DIV><DIV><P STYLE="margin:0 0 0 0;"><SPAN><SPAN>This 2023 4-Band (RGBI) Aerial Imagery has been provided by NOAA and is hosted as an image service by Louisiana DOTD. This service has a spatial resolution of approximately 6-Inch(s) and an extent covering Coastal areas of interest. This data has been tiled into 1500-meter cells based on the US National Grid (USNG). The source data for this service has horizontal coordinate system 'NAD 1983 StatePlane Louisiana South FIPS 1702 (US Feet) (EPSG: 3452)' and vertical coordinate system ''. The source data is in TIF format. The no data value for this data is 0. The source data bit depth is 8-Bit Unsigned. This data is available for download. This data was provided to Louisiana DOTD by NOAA.</SPAN></SPAN></P><P /><P STYLE="margin:0 0 0 0;"><SPAN><SPAN>For more information on this and other data provided by DOTD please visit https://data-ladotd.opendata.arcgis.com</SPAN></SPAN></P><P /><P STYLE="margin:0 0 0 0;"><SPAN STYLE="font-style:italic;">This data has been developed from the best available sources to ensure accuracy and reliability; however, the entire risk as to the quality and performance of the data is assumed by the user. The data herein, including but not limited to geographic data, tabular data, analytical data, electronic data structures or files, are provided 'as is' without warranty of any kind, either expressed or implied, including, but not limited to, the implied warranties of merchantability and fitness for a particular purpose. In no event shall the LADOTD be liable for direct, indirect, incidental, consequential or specific damages of any kind, including, but not limited to, loss of anticipated profits or benefits arising out of use of or reliance on the data. The user should refer to the accompanying metadata notes for a description of the data and data development procedures. The data may not be suitable for all high-precision measurement applications such as property transfers or other uses that might require highly accurate measurements of the earth's surface. Distribution of the data is intended for informational purposes and should not be considered authoritative for navigational, engineering, legal or other site-specific uses. The data is provided free to use in any product or publication, however no warranty, expressed or implied is made with regard to the accuracy of data or the spatial accuracy, and LADOTD accepts no liability for any damages or misrepresentation caused by inaccuracies in the data or as a result of changes to the data caused by system transfers or other transformations or conversions, nor is there responsibility assumed to maintain the data in any manner or form.</SPAN></P><P><SPAN /></P></DIV></DIV></DIV> Data collected by NOAA 2023_NOAA_6IN_RGBI Louisiana LA DOTD LADOTD 2023 NOAA 4-Band (RGBI) 6-Inch Coastal <DIV STYLE="text-align:Left;"><DIV><P><SPAN><SPAN>For viewing and download purposes.</SPAN></SPAN></P></DIV></DIV> 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JS8kjBEUdSTwBXuMvjD7d+zHJAZgt1BLHpbdsgOGUf8AfsY/A15l8OdOOq/EXQLQYwb2ORsj+FDvP6KaAPs6wtEsdPtbSMAJBEsSgdgoA/pXxz8UNWOtfErXbncxSO5a3QMeix/Jx7fLn8a+z6+CtRujfand3ZzmeZ5Tn/aYn+tAH0d+zroa2nhK/wBZdMTX9z5aNnrHGMD/AMeZ/wAq9R1qchUgB6/M39K5f4MQfZ/hNoYyCXWVyR7yua3dXJN+2eyjFNATaID58p7bf61xXx9dE+GEwYjL3cKpn1yT/IGu+0eHZbNIRy54+grxr9pLWEXTtF0RSDJJK124z90KNi/nub8qQHifgwFvHPh8DqdStv8A0atfcdfHPwf0s6p8UdFTy98dvI1y/wDshFLA/wDfW2vsagDifip4s/4RHwLe3UUmy+uR9mtcdQ7A/N/wEZb8K+TPDWhXHiXxJp+jW2fMu5lTIGdq9Wb8FBP4V3vx18W/8JB40OmW8m6y0kGEYPDTH75/DAX/AICa1vgIvh7SrvUNf1nWtMs7hR9mtYrm7SN8HBd9rEewB/3qAPeNW0O2/wCEEvtCtkEdt/Z0lrGq/wAK+WVFfEcE0lvPHNExSSNg6sOxByDX2y3jjwc6lT4q0Mhhg/8AExh/+Kr4qvYEtr+4gilWWOOVkSRSCHAOAQR60AfeNtMLm1hnXpIiuPxGaxLa183VXQj5I2JP4Go/AF2198PfD1wzl3bT4QzHuwQA/qK3YrdYpZZOrSNnNAGf4n1638MeGr/Wbojy7WIuFzje3RVHuWwPxr4lubi91/W5Z5N099fTliB1eR26D8TXtv7RPizfPZeFbaT5Y8XV3g/xHhFP4ZbHutcV8GbPRm8bJqmuapYWVtpy+dGLu4SLzJTwuN3XHLcdCFoA+mPBXhuLwl4Q07Ro8FoIszMP45G5c/8AfRNfGviS1Wx8UavaIoVYL2aIKOwVyP6V9l/8J34P/wChr0P/AMGMP/xVfJXxIaxk+IuuzadcQXFpNcmZJbeQOjbwGYhhweSaAPqv4bXYvPhr4dlVt2LGOMn3QbT/AOg1PqibdQk9Gwf0rlfgNeJc/CyziVgTa3E0TD0Jff8AycV2GtLi6RvVP600Bnou+RU/vECurJCKSeABXMWgzeQD/bX+db2pv5Wk3kg6rA7f+OmhgfDWtX/9q69qGo4I+13Mk+D1+Zi39abZWeo6rIljYW11eOCzpbwRtIQTgFgo+i5PsKpV9cfBfwnbeHfAlnfeUn2/VI1uZpcc7G5RfoFI/EmkB8o32nX2l3JttQs7i0uAATFcRNGwH0PNfSXwK+IFz4i06fQNVuDNfWKB4JXOWkh6YPqVOOfQimftFaLDc+ELLV1iX7VaXQiMnfy3DZHv8wX9a8o+CV5JafFbSVRsLcCWGQeqmNj/ADUUAfWtxZxXRHmhuPQ1B/ZFp/df/vqvP/i78StR8ALpUelW1pPPeeYz/alZgqpt6bWXklv0ry//AIaO8Yf9A3Q/+/E3/wAdoA+k49MtopFkRW3KcjJrA+JWoDS/hv4guTJ5ZNm8SsDghnGwY/FhXmHgH40+KfFvjbTtEubDSUt7hm814IZQ6qqM3BMhA6eldJ+0DqP2P4bfZcZN7eRRfQLl8/8Ajg/OgD5ZVGkZUVSzMcAAZJNfd+k2MemaNY6fEoWO1gjhUDsFUD+lfGHgLT21Xx/oNmqht99EzA/3VYM36Ka+3KAPkT436i1/8U9TQ42WqRW6Y9AgY/8AjzNXP+DvCOr+N9Yj0jTciNT5k0rk+XAvQsffoMdTVPxXqH9reL9ZvxJ5i3F7NIjZzlS5x+mK+l/gR4fj0j4dw37RbbnU5GnkYjnYCVQfTA3f8CNAHP3n7OOjR6LKbbWNQbUljJV5NnlM+P7oXIH/AAKvnCvunxPqA0nwrq+okZ+zWcsoA7lUJAr4WoA+3PAU0tz8PvD007M0j6fAWZuSfkHNeKfH/wAcS3Wpr4SspCLa22yXu0n95IeVQ+yjB+p9q970i0j0Xw3Y2gG2KytEjx6BEA/pXxFrOpS61rd9qc+fMu53mYE5xuJOPwoA6P4efD2/8f6w1vDILextwGurornYD0UDuxr1jXv2dNKi0O4k0TU9QbUY0LxpcsjRyEfw/KoIz65Ndr8GtATQvhtprbV8+/X7ZKw77/u/ku2vQKAPgrTr+50rUrbULSQx3NtIssTjsynIr7n0fUo9Y0Sw1OHIiu7eOdM+jKG/rWGnw38GRyPJ/wAI1pzu7FmMsIkJJ/3s10cEEFjax29vDHBbwoFSONQqoo6AAdBQB8i/GbUG1D4qayS+5IGSBB/dCouR/wB9bqyfA/gvVPHWtjTLA+XCg8y4uHBKQr0yfUnsO/51ka9frqviLU9RXO26u5Zxn0Zy39a+p/gn4ej0P4cWVx5YF1qWbuVh3B4Qf984/EmgDktY/Z10a38P3MunatqDalFCzoZyhidgM4IC5Gfqce9fOlfcPjXUG0vwPrl8hAeGxmZCf72w7f1xXxFFE88qRRqWkdgqqOpJ6CgD7f8ABlzNe+BtAurht002nW8jt6kxqSaqX+Pt02P71b1harZada2iDCwRLGAOwUAf0rnrl991Kw7uf500AW0DXM6xL36n0FdKqx28IUELGg6k9BVXTLZYbVX6vINxPt2FeR/Hb4h/2Vp58K6ZNi9u0zeOv/LOE/w57Fv/AEH6ikwPM/i/8QD408SfZrKQnR7BiluAeJm/ik/oPb6mu38E+DW8F/CnXvF1+nl6vd6dL9nDgZgjZcL/AMCYkH6YHrXIfBn4ff8ACW+If7Sv4t2j6ewMgYcTS9VT6dz+A717B8er9LL4XXFuTtN5cwwKB3w3mfySgD5g0GwXVfEWmae+dt1dxQHHozhf6192hQoAAwBwBXx78G7A6h8VNFXZuSF3nc/3QqMQf++ttfYJYKCxOAOSaAKbaVasxYh8k5+9Sf2Raf3X/wC+q+dbz9ozxOt7OLPT9Ga2EjeSZIJdxTPy5/edcVD/AMNHeMP+gbof/fib/wCO0AfTNvbR2qFIgQCc8mvnb9pLUEl8QaJpwJ329rJMw/66MAP/AEXXr/w08Tan4v8ABdvreqRWsU08sgRbZGVdqtt/iZjnINfOvxw1E3/xT1FONlokVun4IGP/AI8zUAcx4S8VXng3X49ZsLe1nuY0ZEFyjMo3DBPysDnGe/evQv8Aho7xf/0DdD/78Tf/AB2uY8E/CvXfHmm3F/pdzp8MME3kt9qkdSW2huNqN6iun/4Zx8Yf9BLQ/wDv/N/8aoAxfEXxr8Y+ItPksXntrGCUbZBZRlC6+m5mYgfTFR/D74T6z43mhu3U2ei7/wB5dt1cDqIx3PbPQfpTfFXwd8V+EtLfUrqO1u7SP/WyWcjP5Y9SGVTj3rH8FeONV8Ea1Fe2M7tbFh9otS37uZe+R03Y6N2oA+zNO0+20rTrbT7OIRW1tGsUSDsoGBXkvx8udfutJsdD0fTNQube4JmvJLa3d1wv3EJUY65bH+yK9b06/t9U021v7Vw9vcxLNG3qrDIqlr3ibRfDFl9s1rUIbOI527z8zn0VRyx+goA+Vvh/8MNR8Y+IZLK+S506ztkElxJJEQ/JwFUN3PPPbFej+Kf2fNGsPDl9e6Rqmofa7aFpgl00bI+0ZK/Kq4zjrW5fftEeEbaYx2tpqd4B/wAtEiVFP/fTA/pXF+K/2gX1vRdQ0nT9C+zx3cDwGea4ywVlKkhQvXB9aAPGbG8m07ULa9t22z28qyxn0ZTkfqK+9I23xI3TcAa+FdAsF1TxFpmnOCVuruKAgejOF/rX3YBgYFAHy7+0PqBufiDb2YfKWlig2/3WZmY/ptrzzw3oGq+KtYh0XSo2kmnYMQSQigfxuewGTz74HJrX+KWoJqfxO8QXCElVujDk/wDTMCP/ANlr2j9nbw/HZ+Fb3XZIx599OYo37+UnH/oW78hQBDD+zdog0vbPrWoNqGz/AFsYQRBv9wrnH/Aq+d9QspNN1K6sZipltpnhcqeNykg4/EV94TzLb28sznCRqXb6AZr4NvbqS+v7i8lx5k8rSvj1Y5P86APrv4NXU138J9CkmbLKkkQP+ysrqv6AD8K89/aG8ZvH9m8JWchAdRcXpXuM/In6bj/wGvWPh7YnTvh54ftnTY62MTMp7My7j+pr5J8eaq+tePNcv5GDeZeSKhH9xTtT/wAdUUAXPh94CvvH2ttZ28gt7WAB7m5Iz5anoAO7HBx9DXreu/s56amjyvoeqXzaiilkS7KGOQj+H5VBXPrzXW/A/QF0X4b2lwUAuNRZrqQ+oPCf+OgH8TXpFAHwRM91EhsZmlRYpWJgfICScBvl7H5QPwr2D9nDTjP4u1TUSfltrLygMfxSOMH8kb864f4pW0Vp8T/EEUChUN0XwP7zAMf1Jr2P9m7T1i8MaxqWzD3F4sO71VEB/nIaAPXNYfbZbf7zAf1rCiQySpGvViBWrrj8wp9Wqppce+/T0XLUwN5mjtrcsxCxRJkk9lAr4g8Va3N4p8W6jq7Bi15cFo1xyF6Iv4KFFfWHxX1U6P8ADHXLhc75IPs64OD+8ITP5MT+FfLnw50z+1/iLoFmT8pvEkbI6qnzkfkppAfXvhPRE8OeE9L0hAM2tuqOQMbnxlj+LEn8a1bidba2lnfhI0Lt9AM1LXKfErUBpnw28QXJfYTZvErA4O5/kH6sKAPjK8upL6+uLyYgyzytK5H95jk/zr3D4e/Gbwv4O8EWGi3Vlq8tzBvaV4YYyhZnZuMyA9wOnavClUuwVQSScADvXen4KfEJRk+Hjj2vIP8A4ugD12T9o/woF/d6XrTH0aKJf/ahry/4jfGDUPHNt/ZltbfYNJDBmi37nmIOQWPTHfaO/c15/qWm3uj6hNYajay211C22SKVcEH/AA967j4d/Cufx/DLdR6zZ2tvBIEmjwzzqe3y4AwR0O6gDmfB/hm68XeJ7LRrVW/fPmWRR/q4x95j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