20260625 13035600 1.0 TRUE CreateReferencedMosaicDataset \\dotd-statewide.swe.la.gov\FS_GIS_SoE\RS\PUB\IMG\Y2026B04R0015P1.gdb\Y2026B04R0015P1_2D \\dotd-statewide.swe.la.gov\FS_GIS_SoE\RS\PUB\IMG\Y2026B04R0015P1.gdb\Y2026B04R0015P1_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\Y2026B04R0015P1.gdb\Y2026B04R0015P1_3R 25 25 # OVERWRITE "Feature Set" 150000000 5000 ItemDescription This 2026 Various 6-Inch 4-Band (RGBI) Aerial Imagery has been provided by DOTD and is hosted as an image service by Louisiana DOTD. This data is available for download. <div style='text-align:Left;'><div><div><p><span>This 2026 4-Band (RGBI) Aerial Imagery has been provided by DOTD 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 Various 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 (2011) UTM Zone 15N (EPSG:6344)' and vertical coordinate system ''. The source data is in TIF format. The source data bit depth is 8-Bit Unsigned. This data is available for download. Louisiana DOTD collects, processes, and publishes these and other data as a part of the Statewide Topographic Mapping Program (STMP) as defined in 'Louisiana Revised Statutes Title 48, Section 36 - Topographic Mapping'.</span></p><p><span /></p><p><span>For more information on this and other data provided by DOTD please visit https://data-ladotd.opendata.arcgis.com</span></p><p><span /></p><p><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></div></div></div> Data collected by DOTD. 2026_Various_6IN_RGBI Louisiana LA DOTD LADOTD 2026 DOTD Aerial Imagery 4-Band (RGBI) 6-Inch Various <div style='text-align:Left;'><div><p><span>For viewing and download purposes.","For viewing purposes only.</span></p></div></div> 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zP8A39b/ABpD4K0ED/jzP/f1v8a6GjrR7Kn2Dkj2OcXwZoJ/5c2/7+t/jT/+EJ0D/nzP/f1v8a3mTHSmBiOtHsqfYOSPYwz4K0A/8ubD/tq3+NA8EaCf+XV/+/rf410AINKRij2UOwvZx7HPHwRoP/Pq/wD39b/Gj/hCNB/59X/7+t/jXQiij2VPsHs49jnv+EI0H/n1f/v63+NH/CEaD/z6v/39b/Guhoo9lDsHs49jnv8AhCNB/wCfV/8Av63+NH/CEaD/AM+r/wDf1v8AGuhoo9lT7B7OPY57/hCNB/59X/7+t/jUsPhHSbZt0Ec8TeqTuv8AWtyimqUOw+SPYqQWCW4ASe5IH9+Uv/6FmrQGB1J9zS0VSVitgooopgFFFFABRRRQKyCkKqw+ZQfqKWindi5V2IWtLZ/vW0R+qCozplgetlbH/tkv+FWqKfPJdSXSpvdFM6Tpx/5cLX/vyv8AhR/ZGmH/AJh1p/35X/CrlFHPLuL2FL+VfcRwwQ28QjgiSJB0VFAH5VJRRUt33NEklZBRQaKBh0603cpNDHikVc0wGk4PFSjpTDGM08cDFIA618IV9318IUAfWHwV/wCSVaT/AL0//o567+uA+Cv/ACSrSf8Aen/9HPXf0AFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFGKKM0AFB4oNFAAeRTCnpT6KAIxvAo3EdRUmKMD0pgMEi96dvBoKg9qbs96AH5zRTNh9aNjf3qAHhqKj2laUPjikA+ikBBpaACiiigAooooAKKKKACiiigAooooAD0oNB6UGgDxjxd/wAjXqH/AF0/oK9B8Lf8ixY/7h/9CNed+KWLeKNRJ/57EV6J4W/5Fix/3D/6EaANiiiigAooooAKKKKACiiigAqjrFzaWmk3E19H5tuq4dNu7dk4A/Or1UtX3f2NelIllYQOVQruBOPTvQB5dpmtXOnasbqyhVFkbabZclWH931r14ZI9K8hksLeLTdOvIJUlklcrMHcbY2zwpHUZHeusHjl7LzLbU9PdbyI7WWJhtP+H60AdlRUFndJe2UN1GGCTIHAbqM1PQAUUUUAFc544APhqQntKhH510dZ+taWNY0uSzMpiLEEOBnBFAF2L/Up/uin15pfz6xZX72dtqt5dLbgec8MZxH+v+FOXU9WuZbS303W7i6mm6oYtvl/7x5oA9JorlV0TxKR82vgH2TNO/sTxH/0MP8A5DoA6iiuX/sTxH/0MP8A5Do/sTxH/wBDD/5DoAXQyP8AhLteGOcpzXT1h6DoU2l3F3dXV39ouLgjcwXb0rcoAKKKKACiiigAooooAKKKKACiiigAooooAzteGfD+of8AXu//AKDUHhb/AJFix/3D/wChGreroZNFv0HVreQDP+6aoeEGL+FbItycOPydqANyiiigAooooAKKKKACiiigAooooA5af/ko1t/16H/2auprlvEEVzpmt2/iCKHz4Io/KmQdVXn5v1rorK9t9QtUubaQPE44I/kaAJ6KKKACiiigAooooAKKKKACiiigAoorO1zUv7J0ie7G0yKMRhuhY9KAMrxPrLhU0jTXD3103lnYwzEOOvpn+WTWvpGk22j2SW9ug3YHmP3dvU1meF9HFvaDUrtUkv7omZpCOVDc49v/AK9dFQAUUUUAFFFFABRRRQAUUUE4GTQAUVh33i3R7FpENz5kyD/VxoTk4z97GP1rJstP1rxCTf399PYwMP3UMGUOM9T7fWgDsqK5hvCDP97W9RP1kpP+EN/6jOof990AdRTJkZ4ZEU4ZlIBrnR4Ojxzq2pZ/66//AFqj/wCEHtf+gjf/APfwf4UAUfA2mWM0C6lhzdwu0ZBIxyBg4+hx+ddvXC+FrP8AsbxVeWFxKyymPEQz8sg+9n64/wDZq7qgAooooAKKKKACiiigAooooAKKKKACqGo6Np+qqBeWySMOj9GH4jmr9FAHJSfD/TWkylzcov8Adyp/pUuoanpvg61S0s7YNNJ83lhuf95j/npXUV5T4uv1v/EM5QYWH9yD67Scn880AZd7dzalfy3Mqr5szZIQcZ9BXsPhWxm03w3Z21wCJVUsyn+HcxbH61zvgLw9bCxTV7iIvcOx8rf0RR/EB65zzXc54oAO9FV769t9OsZbu5kEcUYyxP8AKuVg+I+lPOEktrmKMn/WEA4+oBoA7KimRSpPCk0Lh45FDIw6EHoaeOlABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUU3PNADqKDyKaDzQA/tTCcU41GetACkimgjNDHmkPFADsgc0J97NCDJ5p5HpQAuRmj3qMgg04HNADqKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigArP0bXNN8Q2JvdLuRcW4kaPeFZfmXqOQK0K84+CX/IhSf9f8/8xQB6PTXdI0Z3YKijLMTgAU6vLNUS5+Jvja90EXMsHhfRWCXwhba13P8A3M/3Vwfy9xgA37/4teB9OuDBNr0LuOpgjeVf++kUitnQvGHh/wATA/2PqtvdOBuMYbbIB6lDhv0qbTfDOhaRbLb6fpFnbxqMYSFcn6nqfxrnfFPw00jWovtmlRJpGuQ/PbXtoPKIftuC9R79aAO3rO1fXdN0KO2fUrkQLdTrbwkqzbpGzheB7GsH4d+KbnxNoMqakgi1jTp2tL+MYH7xf4se/wDMGsb4xf8AIP8AC/8A2H7b+T0AekVnQ67ps+u3GiRXIbUbeITSwbWyqHGDnGO4rRrzfRv+S++Iv+wVD/NKAPRyQqlj0HNUNF1vTvEOmR6lpdyLi0kLBZArLkg4PBAPWrs/+ok/3D/KvP8A4Jf8kt07/rrN/wCjGoA9CZgqlmIAHJJ7Vx8nxV8ERX/2NvENt5mdu5VZo/8AvsDb+tVfjE97H8MNWNlvyRGspTr5Rdd34Y6+2a0NB0DwZqfhO2i0vTdOutKlhCqfKVi3HO49d/rnnNAHUQzRXEKTQyJJFIoZHRtysD0INEsqQQvLIdqIpZj6AVl+GvDll4V0WPStPe4e2jZmTz5N7Lk5wPQe1W9V/wCQNff9e8n/AKCaAG6PrFhr+lw6lplwLizm3eXIFK7tpKngjPUGr1cF8GP+SUaN9Z//AEe9d7QBHcTxWltLczuEhiQu7noqgZJplleQahYwXlrIJLe4jWWJx0ZWGQfyrifixqM6eG7fQLBsahrtytjFjOQhPzt9MYB/3qi+E95PbaTqPhW+k3XugXTW+T/HCSSjfTrj2AoA9CqvNfW1vd29rNMiT3O7yUY4L7RlgPfHNWK8p+NFvd3dz4RttPufs15NqXlwTZI8tyAA3HvQB6tSMwVSx4AGTXGeBfGcuuC40XWovsfiTTvlu7dhjzB/z0T1U8dPX0IrsLj/AI9pf9w/yoAqaNrOn6/pseo6XcrcWkhYJIAQCQcHr71frzz4I/8AJLdO/wCus3/oxq9DoAqX+p2emC3N5MsX2idLeLP8UjfdWrdeMfFUal4r8TDQ9GlZW0GyfVJmXqZuNiD/AGscj/er0/wprsfiXwtp2sR4/wBKhDOB/C44dfwYEUAbFFFFABXL618Q/Cvh7U307VNWS3u0AZozE7YBGRyFxXUV5hYWVpffHnxAl3aw3CLpcJCyxhwDlPWgDetvir4Hu5hFH4htlY95VaMf99MAK6wTRzQLLE6yRuNyuhyGHqDWXfeD/DeoWzQXWhadJGwwf9HUEfQgZH4V59p8Fx8MfHNnoSXEs3hjWyws1lJY2k/9wH0OQP8AgXsSQD1O2GN31rmtT+JnhDR9SuNOv9YSG6gbbJGYpDtOM9QuK6aDhfrXm/g7TrK++JXxA+2WdvcbLm22+dEr7fkfpmgDoNO+J3g7VdQgsLHWkmurhwkUYhkG5vTla66qEOiaTBKssOmWUcqHKuluqlT7HFX6AOa1zx/4Y8N6j9g1fVFtrrYH8sxO3ynochT6VJonjrwx4juPs+lazbXE/aLJR2+isAT+FcmLO1vf2gb2K7tobiMaArBJUDjPmpzg1F8XfD+h6f4Ml1y1trfT9VsZYntLi2RYnL71G3j73GT7Yz60AepUyWWOCF5pXCRxqWdj0UDqah0+WafTbWa4TZNJCjSL/dYqMj86434sapPbeFE0awb/AImOuTrYQLnsx+c/Tbx/wKgDs7C+t9T0+2v7STzLa4iWWJ/7ysMg1Yrzv4T3M9hY6r4QvpN93oN00SMRjfCxLI348/hivRKAOf8AEHjfw74WuYrbWtSW1lmTeimN2yucZ+UGoNI+InhLXbtbTT9ctpLhzhI3zGWPou4DJ+lcx4mtoLv46eF4bmCOaJtPnykihgeH7Gr/AMSfCnhuTwNql3NYWdpPaQNNBcxRLG6SKPlGR6tgY96AO/6Vzev+O/DPhq/Wx1jVEtbloxKEMTt8pJAPyqfQ1P4KvLrUPBGiXl8zNczWUTyO3ViVHzH69fxrQu9M069lEl1YWtxIBt3ywqxx6ZIoA5L/AIW54FHTX4/+/Ev/AMTXawzpPCkqHKSKGU+oPSvLvhBpWm3Xh7V3uNPtJmXWJ1UyQKxC4XjkdK9QA24VRhRwAO1ADb2+ttOtxcXcyxRGRItzdNzsEUfizAVYry341S3t9pOjeG9Myb7U7vcqg4JWNcn9Sp/Cuw8DeIR4o8HadqhP7949lwPSVflf9Rn6EUAdCzBVLMQFHJJqGyvbfUbG3vbSQS29xGssTj+JWGQa5D4pazNpvg6SxscnUtXkXT7VV6lpOGP/AHznn1Iqv8H72WXwImnXOPtWlXM1jKM91bI/RgPwoA76uZ1v4g+FvDmpNp+raqltdKocxmJ24PTkKa6avM7aytb749axHd20Nwi6PGwWWMOAd6880AbMHxY8EXNxFbw66jSysERRDJyxOAPu12dZ66Do6OHTSbBWU5BFsgIP5VoUAQG9tlvksmmQXLxmVIieWUEAkfQkfnU9eRfFS21e7+IPhGLQbkW+qCK6kt3JwCyKG2n2bbt5455rs/A/jODxbpsgli+yatZt5V/ZPw0Ug4zg87Tg/wAqAOjvLuDT7G4vLqQR29vG0srkZ2qoyT+Qpmnajaatp0F/Yyia1nXfFIARuX15rL8bf8iF4h/7Btx/6KaqXwz/AOSa6B/16L/WgDS8QeKtF8LQwy61fLaRzsVjJRm3Edfug1g/8Lf8Cf8AQfj/AO/Ev/xNdfdWFnfKq3lpBcKpyomjD4+ma818P6Rpj/Gfxhbvp1o0EdtalIzApVSY1zgY4oA9E0fWLDXtLh1PTLgXFnNu8uQKV3bWKngjPUGr1R29vBaQrDbQxwxL92ONAqjv0FSUAFUNV1rTNCtPtWq39vZw9A8zhcn0HqfYU3X9Zt/D2gX2r3X+ptYjIQDgseyj3JwPxrgPCHgv/hJ/L8Y+NIxf394vm2tnKMwWsR5VQh4Jxzz6+uTQBrR/GLwHJOIRroBJwC1tKF/76K4rsbHULPU7RLuwuobq3f7ssLh1P4ioZNE0mW2+zSaXZPB08prdSv5YxXmviTQ2+F98ni3wyskekGVU1XTFOYyjHHmID0IJ/UdsigD1muQvvij4N02/uLG81qOK5t5GiljMMh2spwRwtdVbzxXVtFcQOHilQOjDoykZBrzX4e6ZYX3iLxy95Y21wy63KFMsSuQMn1FAHW6B468N+KL2Sz0bU1uriOPzWQRuuFyBn5lHciuiqpa6Xp9jIZLSwtbd2G0tFCqEj04FW+1AAaPxqMhiaNrUAK3XFOUYFNC9zT+1ACd6WiigAr4Qr7vr4QoA+sPgr/ySrSf96f8A9HPXf1wHwV/5JVpP+9P/AOjnrv6ACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKADGaQoDSmjBoAY0eBkUmCKkooAj3kU4PmnYFMYelAD6KaDTqACiiigAooooAKKKKAA9KDQelBoA8U8T/8jPqX/Xdq9H8Mrs8NWAzn91n8zmvOPE//ACM+pf8AXdq9J8Of8i3Yf9cVoA1KKKKACiiigAooooAKKz9T1qw0hVN5OEZvuoBuJ/AVjHx7pQkwIbtk4/eBBjJ/H/OKAOpoIyMGo4J4rqBJ4HWSJxuVh0IqSgDBl8HaLLcib7KU53FEchT+H+Fcbq/hm70u0lv7yQTE3IHyn7ynJLH0ycfnXqFU9Vsxf6Vc23lo7PGwQP03Y+X9cUAc9F4lkk8T2+k6bDC1imIyVXsByR6AV1tedaHZ674emlnGimcuAh+YZA9sZ9vyroNL8XQ3P2uO/iFrPbBmZQ27cB1x7jFAHS0Vn6PrFtrVmbm2DqqtsZXGCD/k1oUAFFFFAHEWuoN4U1fUItSgkMN1L5sc8a5B6n+tdVpx064jN9YJDiflpEQBm+tV/EWqLpGjy3BRXdvkjVhkFj603wzpsulaHDbzk+aSXdf7pPagDXooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigCtqP/IMu/8Ari/8jWT4L/5Fe2/3n/8AQjWtqP8AyDLv/ri/8jWV4MGPC1qfUuf/AB9qAN6iiigAooooAKKKKACiiigAooooAQgMpBAIPBBrkL2zuvCt22o6apk012zcW39z3H+f0rsKQgMpBAIPBBoAr2F/b6lZpc2r742/MH0PvVmuRvbC58LXbanpSF7Bv+Pm1H8I/vL/AJ4+nTo9O1K11W0W5tJN6E4IPBU+hFAFuiiigAooooAKKKKACiiigArk/EKjVfE2maQcmJMzzL2I/wD1A/8AfVdZXJjdcfEgg/ufs9v8pGf3wwOv/fR/75oA6wDAwKKKKACiiigAooooAKKKztQ13TdMLLdXKLIoBMY5bn2oA0a4/Wtav9RvrzQtKtI5yEKyPv7Y+buAME4rQvPF+lwWPn20wuZWwEhThiT6+lQ+F9PvIb/U7+7tTa/aXBWItnuSf5/zoAsaL4YsdPsYRcWsMt2MM7su7De2a3gMDAoooAKKKKACmSypDE0srqiKNzMxwAKfXOeMra8utKiS2ieaIShp44/vMo9P/wBR7UAVD/Z/jMSzWzTWl3ZkBLjodpzj8OD9Ku+FtUvb77ba3rxyvaOqCePkSdf8P1rkotPa68Qw2b2c+lxXcWBDHJk7QDy2evTnPvXoen6baaXbfZ7OIRx53HnJJ9SaALdFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFeJ30MkF9PFMpEiyMGBGO9e2Vi614YsdaYSy74rgDHmx9/94d6AMfTPiLa21pDbT6bJGkSBAYWDcAehxWuvxA0JiAXnXPcxdK5e4+H18n/AB73kEo/2wUP9az38Fa4qlhbI2OwlXP86ANnxx4ksNUsLW0sJzKC3myEAgDjABz9a4iON5pUijUs7sFUDuTUt3ZXNhcGC6heKQc7WHb1966v4f6L9s1JtSmXMNqcJ7yf/WH8xQB6Lpdq9lpNpau25oYVjJ9wMVa60E8UUAFFAooAKKKKACiiigAooooAKKKKACiigUAFFFFACFsUwtzQ45oC5oAXPFGeKdjimEUAG+kJpDRigAxmjvSg7aULnmgBy4xQeKTbzT8UAM60oGKXIpetAAKKMUd6ACiiigAooooAKKKKACiiigAooooAKKKKACiiigArzj4Jf8iFJ/1/z/zFej15D8I/FXh/SPBslrqWtWFpcfbpm8qe4VGwSMHBNAHr1ecfB4qNL8RxyEfa112588d8/L1/X9a9Btbu3vrWO6tJo57eVd0csbblYeoNea67BqPw78Y3nizT7KW90DUwDqttAMvA4/5aqPTqT9WzjjAB6hRXNad8QvCOqWq3Fv4h09VP8E86xOPqrYNYXiL4paen/Eq8KY13XZxtgitPnjQ/3ncfLgdeD9cdaAIvAZD/ABM+IDwEfZvtFuvy9PMCtu/XNJ8Yv+Qf4X/7D9t/J63/AAD4Ufwn4d8i6m8/U7uVrq+n675W68+g/wAT3rH+MFhdXHhK11G0iaZtJv4r941GSyLuB/Ldn6A0Aeg15vo3/JffEX/YKh/mldLYePfCuo6YmoRa9YJCy7mE1wsbp7MpOQa5XwFOPEvxF8TeLbNX/sp447G1lZSvnbcbmHtlR/30KAPSp/8AUSf7h/lXn/wS/wCSW6d/11m/9GNXoE/+ok/3D/KvP/gl/wAkt07/AK6zf+jGoA9BkjSWNo5EV0cFWVhkMD1BFebal8N73QbyXWfh/ftpt0fnl0yU7rW49sH7p/yNtdF478Q6t4W0m31bT9PS9tIZ1OoKATIkH8TIMjp79Ppkgg+JHg2404Xy+I9PWLbu2STBZB7eWfmz7YoAXwR4wTxbpk7TWzWWp2Upt76zfrFIP6HB/IjtW5qv/IGvv+veT/0E1wHwzkfW/E/izxbBA8Ol6lPFFaF12+aIlKs+Pfj8Sw7V3+q/8ga+/wCveT/0E0Acd8GP+SUaN9Z//R713tcF8GP+SUaN9Z//AEe9dL4q12Pw14W1LWJMH7LCWUHoz9EX8WIH40AcNbX9n4g+NF7fXV3BHZeHLf7LbiWQKGuHzvYZPb5lP0Wl1jULLQfi7o+tWt5byWmtxf2deCOUNtkGPKY49flX6A1H4R+Enh278L2N74j0w3er3afaLmV55VO5zuwQrAZAIH1qXxP8HfDI8NX76DpRtdWjiMtrKlxKzb1+YAAsRzjH40Aen15t8T/+Rk8B/wDYZT+a11XgrxAvifwfpurZHmTRATAfwyL8rj/voGuV+J//ACMngP8A7DKfzWgDU8deDJ9Za313QpRaeJdO+a1nHAlXvE/seevr6E1Y8IeM4PFuiXIkiNpq1mDFf2T8NDIMjoedpwf5dq62vPfHfhG/W+Xxf4UAj122QieAD5b6HujDu2On+IXAAnwR/wCSW6d/11m/9GNXeXt3Dp9jcXly+yC3jaWRj/CqjJP5CuE+CilPhhYKwIIlnBB7fvGpfiveTXOk6d4VsnK3uv3S22R1WEEGRvoOM+xNAFL4WXVnJp+qeJtTvbWLUNdu2nKSTKGjhUlUTr2+b8MU74cXMGi+K/EfhCGeKS1SX+0NPMbBh5L43KMf3SVH51pL8HPASqAdBDYHU3U2T/4/XN+KfCmkfDbUND8W+H7I2lva3Yh1FFldw0Mg2lvmJ6fzYUAevUUisrqGUhlYZBHQ0tABXm+jf8l98Rf9gqH+aV6RXlUWs6Zonx11+bVNQtrKJ9MhRXuJVQM3ycDNAHqp5FeafGHLW/hSOL/j6bXYPKx16N/XbW/ffEzwXp9s08viKxkA/ht5PNY/8BXJrk9Fj1D4jeMLbxbfWUlnoGmKw0uCYYeeRv8AlqR6dD6cLjPNAHqcHMSmvGrDwpceJviV43MHiHVdI+z3MGRYTFPM3I33sdcY4+pr2W3/ANSteXeGdf0fQ/iV49/tXVLSx825tvL+0TKm/CPnGeuMj86ANrSPh1e6Zq1rfSeNvEV4kEgc29xdM0cn+ywz0rvKwrTxn4YvrqK1tPEGmT3ErbY4o7pGZj6AZrdoA8e17RL7XvjndWun63daPMuiLIbi3XLMokUbeo45B/Ct6x+FcT6pbX/iTxBqWvtatvggumxErepXJz/nOaZa/wDJw19/2Lw/9HJXo1ABXl4v7PxB8app7m7gjsPDNv5UQklChrmT7xGfQZB91Fd54k1qHw54b1DV5sFLWBpAp/ib+FfxbA/GvPfB3wo8P6l4Xs9T8TaabzWL8G7uJXnlQ5kO4AhWHOCM++aAJdf1Cx0H4raH4gtLy3ktdVT+zL4RSBsN1ic4PrgZ7Ba9RrzLxH8GvCz+Hb/+xNJ+zamsLPayLPKxEi8gYZsc4x+NdV4E8Q/8JP4M03U2OZ3i2XAxjEq/K/H1GfxoA4D4j6bqOrfFfQLTSdRk0+/bTZzDcJ1DDecewPT8ap+B/Cw8d2zyeKvEOr31zp1yY7vR7iTakcik43c/MD+HcV0uv/8AJevCv/YPn/k9ReNrebwR4qt/HunRM1lLtttagT+KMkBZceo4H5epoA9MRFijVI1Coo2qoGAB6U3qaS2uYby0iuraVZYJkDxyIchlIyCKUfeoA87+C4H/AAjWs/8AYauP5JXo5HNecfBj/kW9Z/7DVx/JK9HJCqSxwBySaAPOV/4nnx5dusHh/TMfSaX/AOwb/wAdpPDH/FKfFDXPDTfJZasv9qWA7BzxKo/LOPRad8JQdSh8Q+KHHzaxqcjRn/pinCD8MsPwp/xZtLm00rT/ABZpqBr/AEG5E+P78LfK6n26Z9s0AQr/AMVd8Zmc/PpvheDA9GupP8B+RWneFv8AiSfF/wAV6MQFh1GKPU4B7/df82Y/981qfC/RJtI8GQ3F7k6jqbtf3bt1LycjP/Acfjmsrxz/AMSX4keDPEIAEcsz6ZcMfSQfJ+RLH8KAPSK8d1fw9N4k+N2qWsOtajpLR6VFIZbGUo7cqNpPpzn8K9iryw6xpmi/HfV7jVL+2soX0eNFe4lCBm3KcAnvxQBoWvwxvra7hnbx54mlEciuY5LtirYOcHnoa9Drn4vHXhOaVIovEmlPI7BVVbtCWJ6Ac10FAHnfij/ks3gb/rle/wDoqpPG/hO/i1OPxl4UAj161XE8A+7fRDqjDu2On4dwuI/FH/JZvA3/AFyvf/RVeiUAcJceLLDxh8J9e1GyJRxptwlxbv8Afgk8psq3+PetD4Z/8k10D/r0X+tch8SfB+oaYmqeJvCq7XvbWSDVrFR8s8bqQZVX++M5/X+9u6/4Z/8AJNdA/wCvRf60AdXXnXhz/kuHjP8A69bT/wBFrXotedeHP+S4eM/+vW0/9FrQB6LRRRQB578bBMfhbqXlZ2iSEyY/u+Yv9cV3lo0T2UDQYMJjUpjptxxVfWdKttd0a80u8Xdb3UTRPjqM9x7jr+Feb+G/F83w/wDL8JeNt8Edv+70/VQhMM8Q+6CR0KjA+nX1IB6tXM/ENoE+HXiA3GPL+wygZ/vFfl/8exU8njjwpFbmdvEmk+WBnIvIz+QB5rg9W1W4+Ll9FoWhxzx+F4ZlfUdSdCguNpyIowf89D2+YA7jwAsi/D3w8Jchv7Ph6+mwY/TFea+HfCd/4i8U+M5rTxPqmkLFrMymOzfaHOTyeete1RRJBCkUShI0UKqjoAOgrz74Z/8AIweO/wDsOSf1oA2PC/g+/wDD2oy3V34q1XVkeIxiG8fKqcg7hz14x+NdZjNFGcUARn5TUgORQwyKjAINAEmDRTQ/NO6igA70UCigAr4Qr7vr4QoA+sPgr/ySrSf96f8A9HPXf1wHwV/5JVpP+9P/AOjnrv6ACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAFzSZoooAMUUUUAFFFFADGGDTlOVoIyKaDg0APooooAKKKKACiiigAPSg0UGgDxPxK4fxNqRU5H2hx+RxXpXhz/kW7D/riteYa9/yMWp/9fcv/oZr0/w4MeHbDP8AzxWgDUooooAKKKKACmyyJFG0jsqqoySxwKzdc1uHRLRZHQyTSHbFEp5Y/wCH+NYUel634kMcmtMLWzVg32aMbS/15yPxoAb4Q0221OOfWL5ftF08xA8wcLjByP8APaurFhaLbyQLawrDLnzEVAA2fWltLO3sLZLe1iWKJeiip6AOKl0fXdBS6k0q7T7CjeakBG5z6j7v9aV/HM0iRSWemySRxqGunIJC8cgEdPqa7SgDFAHM2/jnSp51jdLiBW+7JKo2/oTXSqyuqujBlYZDDoRUF7Y2+o2j21zGHiYcjuPpXK6fcv4U1htKvpi1hMN9vO7cRjng9v8AI9aAOyrg9e8GzrJeahZyl9zF1t0T5uT8wHPua7sEMoIIIPIIpaAPMfDWuy6BetaXwkitWO50MfzKxAw3r0xXpcM0dxCk0Lq8bjcrKeCK8y8X3KXmvSRpZSRXCN5e4tnzR2O3H9a3vDWsXFldDRb+3gtY4Yd6kvgjOD83PU7s9vpQB2VFAORkUUAcprjjVPFWmaWgZkt28+cH7uOCP0/9Crq65CCVNI8d3gu2jC3kYeOZ2xtH93n3GPwFdfQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQBBfLv0+5TON0TDP4VjeCnLeGLcf3Xdf8Ax4n+tbd3/wAec/8A1zb+VYfglceGID/edz/49QB0NFFFABRRRQAUUUUAFFFFABRRRQAUUUUABGRg1xWrWM3hS9/tjS8C0kYLPbE4H4e38vpXa1zvjf8A5FmX/ron86AOgjcSRI4zhgGGadUVp/x5wf8AXNf5VLQAUUUUAFFFFABRRRQAVyfhoSXviTWNQuOJo38gKOQBnsf+Aiui1G+i03T5ruUgLGhIBONx7D8ax/BdrLBoZmmGGupWmA/2TgD+WfxoA6KiiigAooooAKKKKACuMtoLW4+IV/FLDHOvl78ToDtYBfu+vX/OK7MnAya4zwjAs+u6vqKfPC0jLHIe+W3H+lAHSQaJpltOs8NjBHKvKsE5H0q/RRQAUUUUAFFFFACEhVJJAA5JNYeva7Npr2cNnbpcTXbFU3PheMcfXmm+MhOfDVx5BYYK+Zt7rnmszT/CcLXun6nZXbLZjbOIWySG4OAf89O9ACrp3iO/1ywv72K2gEDZJjPIXPK9T2z+ddjRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUhIVSSQAOSTS1jeKrlrbwzeuvVkEf/fRCn9DQBk3vj+zguGjtrV7hFbHmb9oI9RxVp/GunDRvtqhjMSUFuT827/DpzXmkMMtxKIoUaSRuiqMk0+2tZ7ydYbaF5ZG6Kgz7UASXl5c6rfvcTEyTSt0UfkoFeveFtHbRNCitpCDM7GWTHZj2/DArJ8JeDxpQF9qCK16fuJ1EX/166+gAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKADGaQClpN2KAEYUzNOLZph4oAKDSikIoAUcmpM4FNAwM03kmgB2+nbhSBRtpAtACE0BsU/ApGAxQAobNLUYGKkFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAVzp8BeEWJY+GdJJPJJtE/wroq8B8Sa18Z/D9vfandSiDS4JP9Zss22qX2rwMt3FAHvFraW9jax2tpDHBbxLtjijXaqj0AqavAvDetfGbX7ew1O1mE+lzyDMuyzXcgfa3Bw3Y9q0/id4z8ZaV8Q7LQPDN8I/tVvF5cHkwtukZ2H3nXjoO+KAPR77wB4S1Kcz3Xh7T3lY5Z1hCFj6nbjNaelaFpOhxNFpWm2lkjfeEESpu+uOv414hdeNviz4Ilg1DxTZpcac7hGR0hwfbdF91vTP5GvctI1S21vSLTU7Ni1vdRLLHu64I6H3oAu0da86+MHja88HeHLYaXcLDqd5NticqrFUXl2wwIP8K/8CroPAPiT/hK/BenapIwa5ZPLuMf89V4bjtn72P9qgCO5+G/g27vftc3h2xMpO47U2qT7qPlP5V0ltbQWdtHbWsMcEEa7UjjQKqj0AHSuY+JetX/AIf+H+p6ppc4gvIPK8uTYrYzKqnhgR0JrkvhD8TrjxSZtG12dH1ZMywy7VTz4+64AA3L7dR9DQB6yQCCCMg9qq6fptlpNmtnp9pDa2yklYoECKMnJ4FWHOEYjqBXlnwV8Y694ut9ZbXL77UbZoREfJRNu4Pn7qjP3RQB6r1rnZfAfhKa5NxJ4b0tpCdxJtUwT7jGDXmvif4jeL9d8aXXhnwFbqGsmZZZtiMzlDhzmT5VUHj39ecVq+CdT+KsfiqPTPFFhHNYNGZJLmRI18tRwNrxfKWzj5Tz9OtAHqscaQxLFEipGg2qijAUegFDoksbRuoZGG1lI4IryX4x+MvEnhjVNFtfD98Lc3iyb1MMb7m3KF++px1rm7/xV8ZPCEK6tr1skunowEgeO3ZOeBuMXzL9emcUAe72Gn2el2UdnYWsNrbR52QwoFRcnJwB7kmm6jplhq9r9l1Kzgu7csG8qeMOuR0ODWd4c8U2HiHwlb+IUYW9q8TPL5jf6krneGPoCDz6c15TqnxZ8U+LNZl0r4e6YzRxn/j7aIM7D+983yRqf9rn6dKAPchwOlFeESP8dNKj+2SH7XGvzyQqtvIfptUbv++a7D4dfFW38YTtpOpW62GtxgkxDOyXH3tueQR3U/rzgA73T9MsNKheHT7OC1idzIyQoEBY9WwO9JeaZYahNbS3lnBcSWsnmwNLGGMT/wB5c9DXm/xp8Ya74RstIk0S9Fq1xJKJSYkk3ABcfeU+prk7vX/jZoNidY1GJZLCECSQNFbOu31Ij+bHuOlAHv8ARXB2Pi7U/GnwwuNW8MRCLW9vlLDlD5cylcj5/lxtORnsa8p8ReMvi94UNqut3gtTdlhD+6tX3bcZ+6Dj7w6+tAH0bBbQWqusESRK7tIwQYBZjlj9Seail0ywm1GDUZbOB72BSsVwyAvGD1Ct1Gc15z4EPxUPiQf8JeoGleS2f+PX7/G3/V/N61v/ABO8Vy+EPBVzf2kipfyusFqSA2HbqcHjhQx/CgDsagvbK11GzktL22iuLaUYeKVAysPcGuN+FPjCfxh4OW5v5hJqVtK0NywULuPVWwOB8pH4g1n/ABCPxNGuwf8ACFqDp32ZfN/49v8AW7mz/rOfu7fagD0aGGO3hjhhRY4o1CIijAVRwAKfXzZo/jT4u6/qt5pmmXonvLPd58fk2q7MNtPLAA8+leg65rvjTw78GpNT1Wf7N4jjmUPJshfCmXA4UFPu0AepVjaj4T8O6tdNd6jomn3dwwAMs1ursQOnJFU/h9q17rngPSdT1Gbzru4iZpZNqruO5h0UAdq8/wDFnxf1G611/DngWx+3XYYxtdbPMBYdfLXpgf3m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