20260211 16103300 1.0 TRUE CreateReferencedMosaicDataset \\DOTD-Statewide.swe.la.gov\FS_GIS_SoE\RS\PUB\ELV\Y2021QL1P200.gdb\Y2021QL1P200_2D \\DOTD-Statewide.swe.la.gov\FS_GIS_SoE\RS\PUB\ELV\Y2021QL1P200.gdb\Y2021QL1P200_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]] 1 "32-bit floating point" # # # SELECT_USING_FEATURES # # # # BUILD_BOUNDARY CalculateStatistics \\DOTD-Statewide.swe.la.gov\FS_GIS_SoE\RS\PUB\ELV\Y2021QL1P200.gdb\Y2021QL1P200_3R 25 25 # OVERWRITE "Feature Set" 150000000 5000 ItemDescription This 2021 FloridaParishesC24 1-Meter Digital Elevation Model Elevation Product has been provided by USGS 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 2021 Digital Elevation Model Elevation Product has been provided by USGS and is hosted as an image service by Louisiana DOTD. This service has a spatial resolution of approximately 1-Meter(s) and an extent covering CPRA 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 'NAVD88 height - GEOID12B (EPSG: Custom)'. The source data is in TIF format. The no data value for this data is 0. The source data bit depth is 32-Bit Floating Point. This data is available for download. The 3D Elevation Program is managed by the U.S. Geological Survey (USGS) National Geospatial Program to respond to growing needs for high-quality topographic data and for a wide range of other three-dimensional (3D) representations of the Nation's natural and constructed features. </span></p><p><span>For more information on this data please visit https://www.usgs.gov/core-science-systems/ngp/3dep</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><p><span /></p><p><span /></p></div></div></div> Data provided by USGS in partnership with DOTD 2021_FloridaParishes_1M_DEM Louisiana LA DOTD LADOTD 2019 USGS Elevation Product Digital Elevation Model 1-Meter CPRA <div style='text-align:Left;'><div><div><p><span>For viewing and download purposes.</span></p></div></div></div> 20260220 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Ppjk+uV965LwP8D9V8XaGmr3Wox6ZbTAm3DQmR5R/exlcKe38qAPofSNX8NeLLd5tGvrW6C/e8hsOn+8vUfiKuW2kBZWM5DoPugcZ+tfJF3ba/8ACbx8qiYJe2jK6vGT5dxEfX1VuhHt7V9ZP4ggfwU/iOHiA6eb5N3ZfL380AQQa54RvbxbG21nSJrt2KLBFeRtIW9AobOap3Xj/wAF6Vri6PNq9pHqG8R+WiM21jxtZlBAPsTXyL4f1W+0rWo7zTld9RKvFblBuYSSKUyB3b5jj3xXsXw++COv2HijSdc8QGzW2gf7Q9uJS8wkAym75dv3sH7x6UAd98SfDngnxRf2UXijxOumT2kbGKAX8EJKuRlisik/w9faun8G+H9J8OeFLTTdFuXurDDSR3DSLIZA5LbtygKRzxgdAK+YfjPfnU/itqwQllgMdugH+yi5H/fRavePHviQ/Db4X2sNoyrfiCOws++1gmC//AVUn64oA19a8beCfCd19k1TVbWC5H3ogrTOv+8FDFfxo1Pxfo138PNb1nQ7+3uYbezmYNCfuvsO0MOqnOOtfNngH4b6v8SL27uBdi3tYmzcXsymRmkbnAGRubuee/vUfjDwzrvwy1K70ZrzzLPU7cL50YwtxGGBwV7MGX9fegDW+Aun/bfijazYyLK2mnP5eX/7PX1Fqlxp1jatfapcQQW8I+aWdwqL+Jrwj9mvT919r+psv+riit0P+8WZv/QVrB+NOqeIfEXjZ9N+w30emWkot7ONoWVJX6F+Rg5PAPpj1oA9mHxZ+HTTi2/t213ZxzbyBP8AvrZt/Wul+y2WpWcd5ps8UkUi7o5InDI49iK+c/E3wJ1Pw34Om12TV7eea2jElxarEQFHGdr5+bGfQV0P7N+tXbXWr6I8jNaLGtzGpPCNu2tj65H/AHzQB6qRg4PBrX0ROZpPooqnqSBNQlwODg/pWlpZWDTWmkIVMs5Y9gP/ANVMD5H+LF+dU+KWvSKS2y4+zqB/0zUR4/NTXstv+zn4WNrEZ9R1kT7F8zZNFt3Y5x+76ZrwPT9QtL3x3b6nqsvlWkupLcXTlS2EMm5uACTxmvpu4+OfgCGMtHq8s5HRI7OUE/8AfSgUgPBfip8PIfh/rNpDaXklzZ3cRkjMwAdSpwQccHqOeOte9fBO9l1L4U6fHcMX8lpbcE9SgY4H4A4/Cvnv4leOn8feJhexwNBZQR+TawucsFzks2P4if6fWvedNh1T4d/AuFbOxnuNYS33iGKEuyTStnLKB/Bu5/3aAOn1rxd4P8JSCDVtUtLafGfKOZJB7lVBYVHovjXwX4ruPsularaXFwekRVopGHsrAE/hXzb4K+HOufEXXdQ+1XT2nk4ku7q6Rncu5OBtJBYnDHr2rO8b+EL/AOHPiuKxN8JZBGl1bXMIKNjcQDjPysGU96APr6PR4lnZnO+P+FT/AFqhBrnhG9vFsbbWdImu3YosEV5G0hb0Chs5qLTfEUkvw0t/EdzgS/2SLyXjA3CLcfwzmvj7w/qt9pWtR3mnK76iVeK3KDcwkkUpkDu3zHHvigD66uvH/gvStcXR5tXtI9Q3iPy0Rm2seNrMoIB9iawfiP4Z8DeKNWth4m8Urpt1aRFUtxfwQkKxzuKuCef6Vwvw++COv2HijSdc8QGzW2gf7Q9uJS8wkAym75dv3sH7x6VwPxYu31r4s6yIvmYXC2sa+6KqY/76BoA+p/COhab4d8KWOl6RO9xp6IXhnaRXMiuxfduUAHO7gjtiszV/Hngfwzcta6jrFnDcIcNGitM6n0YKGI/GsT4r69ceBvhfFBpcpiuJTFp8MqcGNdhyw9DtQj2zXifw5+FM3xCsLy+/tyCyWCXyyhi86RjgHcV3DCnPXvg+lAH0ZonjDwd4rlNvpOqWdzPjIiwY5CPUKwDGugs7JbNpdrZV8Yz2r5U1f4R+NfDPiWGHSba4vym2a3vrJCqqQeMn+FgR0zX03Z6ne23g2PU9Zt/s99BZeddxZBCuqZbpxjINAHyd4nJ8VfGC/hU7heav9lQjuvmCNf0Ar6g134heDfDlwbHVdatYZl4aBVaVk9mVAdv418faXJqc+vW0mmGVtUknBgMQ+fzCeCPfJ616J4q+CWreG/Bs/iK71eC4uYdr3NssZ+XcwBIcn5jk+g70AfRtlNo/iXTF1DR7qCeB+ElgPGfQjsfbrUlrpkccRlvMDAyQWwFHqTXhH7N2oXK6/rGmh2NtJarcFewdXC5H4MfyFTfH3x7cSaj/AMIjp07R28Kh74oceYxGVT/dAwT7n2oA9Ou/ih8PNOuTbS67ZGQHBMUTyr/30ikfrW9aPo/iHT1v9Hu7eeFuFlgbcufQ+leAaH+z5rWreHI9SutUgsbuaPzIbSSEtwRwHbPyn8Disv4R67qPg34nR6JdM8cN3cGwu7cngS5KqfqH4z6E0AfTFrpIHz3Rxj+EH+dc/f8AxN+H+kXDW1xrll5g+VhBG0wB9CUUiuN/aE8VXml6Lp+hWUzRDUS73LqcExrgbPoS3P8Au+9cH4K+CM3jHwtDrQ8QW1t5xYJCkHmlcEjDHcNp46c9RQB9BaPrnhjxdC76NqNrdFOWEJ2uvuVPI/EVHd2r2sxRuR1U+or530r4f/ELwf45SXStIubiaxmBFxD8sM6dSNzYBUjgjtX1Je2hvYEH3HBzz29qYHOVZ8Sa5B4I8FXurzKGeCLcqH+OVuFX/voj8M1ej0Z0lRmlUhWBIxXkv7SWqPDomiaUrfLc3Ek7gf8ATNQB/wCjD+VAHjmhaNrXxL8bGDzzLe3jtPc3MgyI1/iY+w4AH0HFfQtn8BfA9vpwtri1urq4K4N01yyvn1CqQv6GsH9nHQ44PD2qa46fvrm4+zoSOiIATj6lv/Ha9Pl1Bl1Myj5kUlAPakB8l+NPDdz8P/HM1hDcSE2zpcWlx0Yr95W+oPH1WvqC/wDGRh+EjeLU2rM2mLOg6hZmUAD8HNbc8GhXV0t9cWlnLdKoQTSQK0gUcgZIzjk/nVg6lYkeUTmPGOU4x9KAPkz4X+D18feNvs+oyStaRI11dsG+aTkDbu9SzD8M1ufGz4f6P4LvNLudEjeC1vRIrW7Oz7GTbyCxJ53fpX0vBp+lac0t9b2VnaMyZlnWFYyVHPzNgcfWvlP4t+OB468XKthufTrIGC0AHMpJ+Z8f7RAx7AUAe9/BzUptY+FWmfaWLyQrJa7j3VWIX8l2j8K6TUtSsPCHhu61XUZQkFum+QjqzdlX3J4H1ql8OfDsnhXwDpWl3A23KRmScekjksR+GcfhXhHxU8ZXfxF8X23hjw/uuLGGfyoVjPFxN0L/AO6OQD6ZPegDz3xZ4nvvF/iO61i/b95McJGDkRIPuoPYfzye9fT3wXsf7M+E2nSMuHn825b8XOP/AB1Vr50+Ivh+08KeIoNBtmV5bKziW6lH/LSZsuzfkygewFfV2j2P9jeA9N08jDW9jDCw/wBoKoP65oApdaKKKoAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKa6LIhV1DK3BUjINOooAyLnwzpNzkm1EbesR2/p0rMuvBNmULQXcsWOcyYZf6V1VZPiWV4fD12ycEqEJ9iwB/Q0gPN3i/ftFCTL82FKr978K7LwZpOr2OqGaaCSC2aPEgk43f3ePXNP+HtnE32u8ZcyqRGpP8I6mu6pAFFFFABRRRQAUUUUAFFFFABRVcX9m1x9nW7gM3/PMSLu/KrFABWHdEjxnYe9rJ/MVuVh3mF8YaYectBMv8jQBuUUUUAFFRzTxW8ZkmlSNB/E7BRWQ/i3Q03Zv1JX+6jHP04oA26z9W1mz0e2aW5kXfjKRA/M/0H9a4/U/H1w7SR6dCsSdFmk+ZvrjoPxzWbZ+H9V1q4FzetIkbHLSTH5iP9kf5FAENzdap4t1JQIwdv3VUYWNT6muz0XRINHt8KA9ww/eS+vsParOn6dbaZaiC2TA/iY/eY+pNW6YBRRRTAKKKKACiiigAooooAKKKKACmugkjZG+6wKmnUUAcD4LZovFKRqeGR0b3GM/0Fen15b4VBTxnAuf45Qcf7jV6lUgFFFFABRRRQAUUUUAFFFYGueK7PRme3w012FyI16LnpuNAHF+Iz9r8ZTJkMDKkfH0UYrvobeG3XbDDHGvoiha4Xw1ZTarrjahcAskbmV3Pd+o/wAa76mgCiiimAUUUUAFFFFABRRRQAUUUUAFFFFAHH+LZib2GMH7qc1z24+prT8Qy+brE3ouB+lZdeFXleo2fcYGmo4eCa6C7j6mlWR0bKuwP1oWJ2XcqEj1FN6VlrudVovTQ1rLxDe2jAO5lj7hq7Kwv4dQtxLCf94dwa83rU0G/ay1FBn93IdrCuzD4mUZcsnoeVmOXU6lNzpq0l+J3xOB1rnNX8SLAzQWeGccF+wqTxLqjWsItoWxJJ94+grjOtbYrEuL5IHDlmWRmva1duiJ7i7uLp980rOfc1Bn3pyIzsFRSzHoBV9NC1F13C2cfWuBKc9Vqe/KdGkrNpFBJHjYMjFSO4rd0zxLPAyx3RMsfqeorGuLS4tW2zxMh9xUNONSdN6EVKFHEQtJXR6bBcRXEImicMjDORXn2pzGXUrhsnG8gfnVzQ9UezlaBjmKQEY9DUMmjalJIz/ZZPmOeldNaq60Fyo83B4WODrS9o9Ohnbm9TRub1NPmhkglaOVSrr1BqOuJto9lKLV0Lub1NTWoaS6jXJ5an22nXd2heCFnUcZAq7aaVeWk/2iaBkSMEkkVpCE20+hhVrUknG6uUL2Uy3sz5OGcmoNx9TSE5NFQ22zeMEopC7j6n86mhvLi3bMUzofY1G0ToMshH1FMovJC5YSVrJnU6T4mZnEN7jngSf411AIIyORXl1dv4ZvTc6eYnOXiO38K9HCYiUnySPnc2y+FOPtqat3NuiiivQPACvnH4zf8lBl/wCvaL+Rr6Or5x+M3/JQZf8Ar2i/kaGB9AfDD/kmmgf9eo/ma62uS+GH/JNNA/69R/M11tSAhXNNK8Zp9L2oASIFztHWsPx341sPAXht7+fEl0+UtbbPMsn/AMSOpP8AUiuii8uCF5pGCqAWZjwAor42+IfjK48beLLnUWdvscbGKziPRIgeOPU9T9fagCXRtJ8QfFXxu++Rpbq5fzLq6YfJBH6/QDgL9BX1x4c8P2HhbQbbSNNi2W1uuMn7zt3ZvUk814V8Pvip4E8CeG47CHTdZkvJMSXlwIIv3r+3737o6Af1Jr2DwR490zx7ZXV3pdreww20gjY3SKu5iM8bWb/JoA+XPhvCdU+Kmheb8xa/Wds+qkv/AEr628VaqNE8J6tqZbaba0kkQ/7QU7R+eK+TrOVvhz8XFe8hfy9Mv2DqB8zRHI3L9UbIrvfi/wDF3SfEfh5dB8OTSTw3DrJdztG0Y2qchAGAJ+bBJ9u+aAOQ+CWjtq3xQ059m6KxV7qT22jC/wDjzLX1le3NtYWst9eSpDBbxs8krnARRyT+leU/APwfJonhebXLyIpdaqVMQYcrAv3T/wACJJ+m2uY/aD8bStdxeELKUrCirPfbT95jyiH2Aw34r6UAcN8SPH198RfEcdvZpL/ZsUnl2Nqoy0jE43kd2b07dPXPu3wo+HEXgTRWvtQCtrN0mbh+ohTr5YP8z3P0FeF/C3xT4S8HalLq+u2eo3eoL8toLeKNkiGOWyzr83bpwPrx7r4W+NHh3xd4ittE06w1ZLm43bWmijCKFUsckSE9B6UAddFqU898qIQI2bGMdq8r/aS1HyvDmi6aDzcXbzke0aY/9qV6+1sg1aKRQB8jMQO56f1r50/aN1Hz/GmnWCnK2tlvI9Gd2z+irQB3P7OmnfZ/At7esuGu75gD6qiqB+pau2ncSXEjjozE1R+Ftj/ZHwl0ZCMM9q1wffzCXH6MKtU0BqaImZ5X/urj8/8A9VfMnx01H7d8U76IHK2kMVup/wCA7j+rmvqPRUxbSP8A3nxXx7rrN4p+KF6qEt/aGrNFHj+60u1f0xSA9m0P9nzw1faBp13fX+sJdz2scsyxyxBVdlBYAGMnGT61f/4Zx8H/APQS1z/v/D/8ar0/VG+z2KpF8nIUbeMD/IrLtpZpbqJPNkILjPzGgDnfH9vbeDPghqGm2TyeTDaLZxGQgswdghzgAZwxPSvL/wBnDTvO8X6pqBGRbWQjB9Gdx/RGrtf2i9R+z+B7GxU4a6vlJHqqKxP6larfs36d5PhbWNRIwbm8WHPqI0z/ADkNAHjnjEy+Ivi5qsLOd1xqzWqt6KJPLX9AK+yLW2hsrSG1t0EcEEaxxoOiqowB+VfHvj+0ufC3xZ1SXZh01D7dDu6MrN5i/wA8fga+j4Pi54Ll8PLq761bxgx7mtGcfaFbH3fL6k54z096APF/2ipo5PiHZxoQWi02NX+pkkOPyI/Ou91O+fSv2X4Xc4km02GFQe4kYL/6CxrxO+n1L4ofEl3hiIudTuAsadRFGBgZ9lRcn6GvY/j68Oi/DnRNCtsrH9oREX/pnFGRj9VoA4r9n3QI9U8b3GqTxh49Mg3pkdJXO1T+Qf8ASvqLNeLfs4ad5PhLVdRIw1zeCIH1WNAf5u1eneKtR/srwZrOohsNBZTSof8Aa2nb+uKAPk7S/wDiq/jDbyfeS/1nzW/3DLuP/jtd5+0lfu/iPRdOyfLhtGnx7u5X/wBp1zfwI077d8UrOYjIs4Jbg/8AfOwfq4roP2kbGSPxXo+oFT5U1iYFP+0jsx/9GCgD1n4O6XHpXwv0dUUB7lGuZD/eLkkH/vnaPwrz79pd4vI8Nx8ebuuGHqFxHn+n5Vv/AAq+Jnhv/hALKx1TVrSwvNNi8mSO5kCb1X7rLn73y44HOQa8Z+LHjaLxv4wa5syx021j8i2LDBcZyXx2yT+QFAHs37P1mmn/AA3udQmKoLm8klMjHACKqryfQFWrD8TftGRW95LbeHdKS5iRiourpyqv7qg5x9T+Fbgs59G/ZjMMAKyNpJlbHXbKd7f+Oua8i+D8Pg+XxROfF0losSwZtlvGCwF887s8Zx0B46+1ACeJ/jN4r8VaTcaXdGxtrO4AWVLaEgsM5xlmY9u1d1+zVp/z+INSYcAQwIf++mb/ANlrG+NHjHw3qFlZeHPC62jW0Mvn3MtpEqR7gCqqpA+b7xJxx0/D0L9nyyFr8N3uMfNdX0smfYBU/wDZTQB2eouHv5iOxx+XFQ+M77+x/hjrN0DtZdPkCn0Zl2r+rChiZrgkdXb+Zrmvj3fiw+F81uDj7Zcw24/A+Z/7TpsD5y8G+DtR8ca22k6XJbxzLC0zPcMyoFBA6qpPVh2r0Bf2cfFpPzanogHqJpT/AO061P2a9O36nr2plf8AVQxW6n13MWP/AKAte33mpzxXckcZXYpxyKQHnPgf4D6d4d1GHVNavBqd3CweKFY9sMbDoTnliO3Qe1dr468e6V4C0pLzUA808xK29tH9+Ujr9FGRk+9aOn3U1zegTSEgKcKOBXz5+0bLM3jvT4nJ8ldOVox2yZHyfrwPyFAE1/8AtH+I5nb7BpGmW0Z6edvlYfiGUfpXmfijxVqvjHWBqWsSpLciMRLsQKFUEkAAe7H86938D6l8KvDngOw1CaXSm1AW6tdecqy3Rmx8yhTlgN2QMcdPrXjcF2PGfxXtbl4tkeparGBH/cjaQAL+C4H4UAfQ3xAP/CMfAi4sgdrxafBYgeudkZ/TdXk/7PugR6p43uNUnjDx6ZBvTI6Sudqn8g/6V337RuoeR4K06wVsNdXwcj1VEbP6stRfs4ad5PhLVdRIw1zeCIH1WNAf5u1AHs7usal2ICqMknsK+NvCKt4p+L+nTOC32vVvtTg9xvMjfoDX1R431D+yvAGu3wbDJYylD/tMpC/qRXzt8ANO+2fExLgjIsrSWbPucR/+zmgD3X4qeDZ/G3gqWwsyv22CVbm3VjgO6gjbntkM344r5OI17wfrRH+m6TqUPoWicf4g/ka968f/ABr1vwh4ru9Eh0K0xAVZJp5GbzUIBDADbj078iuoufGXwz8Z+HUm1i/0mSEpuNveuqzRHHIA+8D7r+FAHD/DT443t7qlroniny5PtDiKG/VQhDnhRIBxgnjcMY7+tel/FfUP7M+F2vzA4L23kD/towT/ANmr5SextdQ8cfYfDnmtaT3/AJdiXzv2l8IfX86+gf2idR+zeAbSyVsNd3ygj1VVZj+u2gDz39nnRo7/AMdXOoyoGXT7UtGSPuyOdoP/AHzvr1X48aj9i+Ft3DnBvLiK3H/fW8/ohrnP2bdO8vw9rWpEf8fF0kAP/XNd3/tSq/7SmobNN0HTFP8ArZpbhh6bQFH/AKG1AFT9mrT8y+INSYdBDAh+u5m/kteQ+JNTe58dapqciJKzahJLsk5UjzCQp9scV9E/s+6d9j+G5uivzXt7JKD6quE/mprxLWRL4B+M01xNCzJZap9pVO7wl94x7lT+dAHS/wDDR3jD/oG6H/34m/8Ajtcbomp3XiL4saXqc0cSXV7rEEzrCCEDGVScZJOPxr6V1P4u+DbDw82rQ6xbXbmPdFaQvmZ2xwpTqv1I4rnfhf8AFjXPHeuyafdaLaxwwxGWa6gdlCdlG05ySff19KAJvjf4B1Dxdo9lqGkRGe+08uDbjrLG2M7fVgV6d8n2r5x0vW9f8I6m7afeXmm3cbYkjBK8js6Hg/Qivar34/6rpniw6bqOgW9ra210YbsCRpJFUNhip+UZ79Oa6zxbrvwo8TaFJd6xqOl3WIiY3icfa144CgfOD7Hj1oAz/hV8Yn8XXq6FrkUUWqFC0E8XCXG0ZIK/wtgE8cHB6Vznxd+KPifw747k0nQdUFpb29vH5qfZ4pMyMC2cupP3WX8q86+EllPe/FLQ1tg37qczOR/Cigk5/l+NfVWo+GvC15ePdaloej3F1LgvNc2cbu2BgZYjJ4GPwoA+dvCvxX+IOueLdI0t9fLR3V3FFIBZwD5Cw3fwema3f2lg39q+HyfueRNj67lz/SvaLXw94Q0+6ju7PRNFtriI5SWGziR1PsQMivPf2h9Ak1LwjY6xAhc6bMRJjnEcmAW/76VPzoA1/gMyH4WWgTGVuJg/13/4Yrs9NsVl3yzruw2FB6Z7185fB74o2vgo3Ok6wJP7LuZPNWWNdxhkxgkjqVIA6dMdOa7rxz8etGi0aa08KSy3V/OhRboxNGkAPVhuAJb04x/IgHeQ/EHwLeXz2Q1vTxcpIYSsv7v5wcYBYDPPpXRjS4FuVlUYUfwds18t/BXwdL4l8aw6jNGTp2lutxK56NIOUT35+Y+w969r+MvjWTwh4O8uykMepaixggcHmNcfO49wCB9WFAHnnxu+KH2yWfwloc/+jo22/uEP+sYf8slP90fxep47HM/wQ+F7SPB4u1uDCL8+nW7j7x/56ken938/SvIPCdxoFr4it7rxLDd3GnQne0Fsis0rDorbmX5fX8u+a+go/wBonwgAsUel65jhVVbeH8AB5tAE3x28a3Phvw1b6TYEx3WrCRHmB5jiXG7Hu24D6ZryT4U+MfCfgi5udT1iz1K51Rx5cBt4Y2SGPuQWcHcenToPc17V8R/hRJ8Q9Vs7064dPS2t/KEJtPN5LEls719hj2rhL39nCOxsLi7l8Xfu4Imlf/iW9lGT/wAtfagDy3xN4itPEnxDu9dmjnFhcXiuY2UGTyVwMYzjdtHTP419ZeEPF2meP9Bl1GwtbuK2EzQbbpFViQqnI2s3Hzfoa+TPAfhB/HHimHRUu/sgeN5Hn8rzNgUZ+7kZycDr3r6v8GeFovAXg2LSBeC6MTSO05j8vezMSPlyccYHXtQBGwCsRnOD1pKKKoAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACq2o2a3+nz2rceYuAfQ9v1qzRQB51pOp3fhXV5I5oiUJCzR/wB4dmH9PrXoVj4i0rUFTybyNXbgRyNtbPpg1U1HSLLVEAuoQzL91xww/GuYu/A8yBmtLpZPRJF2n86VgPRqK8qXSfElouyIXSKvQRT8fhg0fYfE6jzP9O+XuJjn+eaQHqtFeWi78WRHG7Ujn/YZv6UeX4sbnzdS55/1zD+tAHqDyJEu6R1RfVjgVi33i7RrIY+1Cd/7sHz/AK9P1rh18Oa7qMm+5DA/37iXJ/qa1bPwOisGvbotz9yIY/U0AN1Dx/cyoyWFssGf+Wkh3H8B0/nWUIvEWugM7XUsT93bamPX0/KuztNA0yywYrRC4/if5j+taVOwHnk/hHVbe3EyiORh/wAs42+YVNZeLdZ0hhb3KmZV6pcKQ4H16/nmu9qC5srW8Xbc28coHTeucfSiwGVbfEDTpFH2i3uIW77cOPz4/lUdz4j0qfxFpl4l0PJijmDlkYbcjjjFOn8H6TMcoksP/XN/8c1nP4FQv8uoME9DFk/nmiwGnceP9PjmKQ288yD+Phc1j33j++mBWzt47cf3m+dv8P0rUtvB2lwp++WS4b1Zyo/StO10jT7LBt7SJGH8WMn8zzRYDh00zXdfkE0/mMBwJLhioH0H+ArVi8CrtHm353dwkf8A9euwoosgMnTPD1hpm10j8yYf8tZOT+HpWtRRTAKKKKACiiigAooooAKKKKACiiigAooooAKKKrX97Hp9jLdS/djGcDuewoA4jwwc+NoSOR5kv/oLV6jXmfge3e48RfaNuVhRmZvQnj+pr0ypAKKK47xr4ge0QaZaSFZnG6Z1OCq9h+P+etADtV8dwWdxJb2dv9oZDtMhfCZ9sdayYPH9+L1XuIYWtujRxqQceoOetSeGvDSNCL3UIw4kX93Ew6D+8a19Z0O2vdNdIreNJo1zEUG3Htx9KdgN/TdSttVsxc2j7oydpB4Kn0NW68z8I69Fo11NbXmUgmIy2PuMPWu/OsaaIPP+323lf3vNWkBU8Ra7HomnlwVNzJxCh7n1PsK4XQNHk1y+kvL3e8G4l2JwZG9Kj1zUH8S6+n2VG2nEUIPcZ6n8z+Fd9Z2kVjaR20KgJGuPr70wHwQQ20KwwRrHGvRVGBUlFFMAooooAKKKKACiiigAooooAKKKKACgnCkntRUF2/l2cz+iH+VKTsrlQXNJI88vpPNvp39XP86r0rHcxb1OaAMnFfPyd3c/QILlgkd14cgCaPESoyxJ/WqfiXTITaG7jUK6fex3FbWnReVp9ugH8A/lWX4ou0h04wZ+eU4x7V604RVDXsfJUKtSWOvDq/wOKp8R2zIfRgaZUttE09wka9WNeQtz62TXK7kuo3TXd68rf7v5VVAyQB1NPmG2aQejEU62x9qiz03j+dP4pakxtCn7vRHa6HpEdlarK6gzOMlj29q2KQY2jHSlr3qcFCNkfC1606tRyluyK4tobqJo5kDKfWuD1nTG0272jmJuUNeg1i+IY47rT51/5aQYasMVSU4X6nfleKnSrKP2WcQCQwI6ivRNLuftOlwynrswT7ivOq7bQn8vw3vY9N9ceClaTR62cwUqcX1ucnqUnm6lcP8A9NDj86q0rsXdmPUnNIOTXJJ3lc9amuWCXY7nwxF5ekK3dmJqbxBL5Wjz/wC0NtT6VF5Wl26/7AJ/KsvxZLtsI4+7PmvXl7lD5HyNP99j7+ZxtT2cfm3kKerioK0tAi83WIPRTuryaavNI+sry5KUpdkd48EUkZR0UqeMEVweuWKWGoskfCN8yj0r0DoM1wniO6W51RthyqDbmvSxqjyX6nzmSzqOu10sZFb/AIWdhfbB91jz/wB8msCup8JW2VluD2YBfyNcWFTdVWPZzOSjhpXOpooor2z4oK+cfjN/yUGX/r2i/ka+jq+cfjN/yUGX/r2i/kaGB9AfDD/kmmgf9eo/ma62uS+GH/JNNA/69R/M11tSAUUZxQOlAEWtabJrXhq/0yG6+yvd2zwCcJv8vcu0nGRnr614p/wzL/1N3/lN/wDtte4q5XlSRTJb0x8GTBoA8R/4Zl/6m7/ym/8A22vUPh94Ji+HvhqXTPt/2zfcNcPOYfL6qoxjc3ZR3rUm1SUDCMc+tU5ruecYlkYr6U7AZPjr4W6F8QBHeSSvaagibVu4ADuXsHX+LH4GuZ8N/s9aHpOox3erajLqwjbcsBhEUZP+0NzFh7ZFdxHNLFzHIyZ9Dinvd3Eq7Xmcj0zRYDoYp4GkMERX5F6L0A9K8e8T/ASTxN4n1HWpfFJia8mMgjNhu2L0C58wZwMDOO1d2rsjbkYqfUHFWRqN2B/r2/IUWA8k/wCGZf8Aqbv/ACm//ba6r4ffBdPA3ib+2X1z7ewgeJI/snlbS2PmzvbsCMY712P9pXf/AD3P5CkOoXbDBnb8OKLAbMc8cmqSIGBKxgDH15ry7xx8EZPGniy71x/En2UThFWD7D5nlhUC/e8wZ6E9O9dgGIbcCQfUVZGo3YH+vb8hRYC69vFpHh6206NvlghSCPjGQoA/kKyKfLNJM26Ryx96ZQBu6cTJpZSF9ko3DcRna3Y4715R4a+ACeH/ABPp+sy+JPtgs51n8n7Ds3sOR83mHHOD0rvY5ZIW3RsVPqKnOo3ZH+ub8hRYC5rUoLxxA8rkkVT09lS/iLdM4qszFmLMSWPUmkpgZnxL+Gb/ABFfTf8Aidf2fHZCTCfZfN3l9vP31x92tnwT4Wh8A+EItIN39q8p3kefy/L8xmbP3cntgde1OS+uYlCpMwA7HmmTXM0+PNkZgOxpWAzvHvw60j4i2EUrym11CFSILxF3ED+46/xL7cY/E58j/wCGb/En2nb/AGxpPkZ+/mTfj/d24/WvbIp5YGzE5X6VZ/ta7243jPrtFFgMTwB8MdH+H0DzpKbvUpl2SXkqhcD+6g/hHTvk1D8S/hjJ8RJtNY61/Z8dksgCfZfN3FyuT99cfdFbMtxNPjzZGbHY09L65iUKkzADseaLAJ4L8LxeAvBsOkC7+1GFpJHn8vy/MZmJ+7k44wOvap/Fegt4u8G3miw3v2L7ZGi+eIvM2qGViNuR1Ax171WmuZpwBLIWA7GiK5mgBEUjKD2osBz/AMN/hLH8PdUvb86x/aElxAIR/o3lbBuDH+Ns5wPyrf8AGng/S/iD4efTrmXY8b74LmMZaF+mcdwe47/kakkvrmVCrysVPUVHFNJA26Jyp9qLAeL2/wCzdrhvttzrenpZ5/1kau0mP90gD/x6ug1T9m+yubsNp/iBrO2WNUWJ7PzWJA+ZmbzFyScnoMZx2r1L+1rvbjeo99oqIajdgf69v0osBrjS7T+xV0eWNZLQ232Zo2/ij27SPyrwLVf2b9U/tV/7I1mzOns2V+1bxKi+nyqQ2PXIr2FriZ5RI0jFx0OelWRqt2BjeD7lRRYDzW6/Z10yTQLKzttYeC+jdnuLx7bzPOyANoXcNqjHHJ6mvQvAfhM+BfCq6PJqQvUileQTGHysBjnGNzd89+9S/wBo3eSfPbn6UyW7uJ12ySlh6UWAS3ZFu42bhA4NZ/xK+HsnxC0+xsxq/wDZ8dtK0rf6N5u8kYH8S4xz+dWqnjvbmIbVmcD0PNAFH4c+Aovh3ol5ZnUftrT3HnPOYPKwu0ALjc3TBOc96tTP5k0j/wB5iaklu7iddskrMvpUFAE1rP8AZ7lJcZA6j2rK+JPw4tPiJplu8dyttqNsD9nuNu5WU9UYenHXtV+poLqa3P7pyB6dqAPJPDf7OdzHqaS+JNUtXs42yYLIsWl9izKu0fTP4da3bL4BR6d4yg16y8QiKK3vxdxWgseFUPuEe7zOmPlzj8K9Ek1S7kXHmbR/sjFN/tG7xjz2/SiwGD8S/hjJ8RJtNY61/Z8dksgCfZfN3FyuT99cfdFbfgvwvF4C8Gw6QLv7UYWkkefy/L8xmYn7uTjjA69qcNQu1HE7fjzUc1zNPjzZGYDsaLATeMfDjeNPBtzosV/9iW7EeZ/K8zCqwbG3cvXbjrXO/DX4VR/Dy81C6Orf2hJdRrGD9m8rywCSf42znj06VuRXM0AIikZQe1PkvrmVCrysVPUUWAzvHvw40f4h2cTyzG3voAVhvIgGIH91h/Evtx9eufH5v2cPEonxDq+kvDn77tIrf98hD/OvbYp5YGzE5X6VaGrXYH3lP1WiwHI/Dv4Oab4Iuxql7dDUNVAIjk2bY4c9do9e24/kKv8AxL+Gj/ET+zV/tn+z47LzDt+zeb5hfbz99cY2/rWxPdz3AxLISPToKVL65iUKkzADseaLAJ4D8IR+BfC0WjLeC7KyvI8/leXvZj/dye2B17VzXxI+Ez/ELWbS+OvfYEt7fyVh+yebk7iS2d6+oGMdq6OW6mnx5kjNjkVIuoXaLgTNj35osBN4X0SHwZ4QsNHFwJks0KmXZs8wlixO3JxyTxmsH4g/DPSfiHaxXHn/AGXUol2w3aLuyvXa69x+RH5itOW4lnI82Rmx0zSw3U1vnypCue3aiwHilv8As3eIGvAtzrWmR2ueZIxI74/3SoH/AI9XtvhLwlo3w/0NbCwzmRg008n35n9T7D07VMdWuyuN4HvtFVJJHlYs7FmPc0WA5/4h/B/S/HNz/alrdfYNVKgNMqb45gBxuX17bh+vFeZp+zf4mNxtfV9IEOfvhpC2P93Z/WvcIbqe3/1UhUenUVY/ta7243r9doosBieAvhvo/wAOrKWZJjc6hMu2e8kXadv91F/hH5k/ljUu7k3VwZDwOij0FMmnlnbdK5Y+9R0WAK1rSW2vrF9OvY0kjkQxskgysingqfw4rJo6UwPMPE37OTS3kk/hrVIYoHORbXob937B1BJH1H4mqmi/s3X7XKtrmt20cAOWSxVnZh6BmA2/XBr2SPUruIYEpI9G5pz6pduMeZt+gFKwFrQ9I0fwrptvo+lwx20Cn5UByzMf4mPUk+prjviT8KpfiHqdldNr32CK1hMaw/ZPNyxbJbO9f9kdO1bjOzNuZiWPcnmp0v7pFwJ3x780WA8m/wCGZf8Aqbv/ACm//bat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