2024-07-02 15414700 2024-10-03 14:08:10.69 editor:esri.dijit.metadata.editor 1.0 FGDC CSDGM Metadata FGDC false FALSE 2024-09-11 12080900 002 OD_work_2022_above80 Geographic GCS_WGS_1984 Angular Unit: Degree (0.017453) <GeographicCoordinateSystem xsi:type='typens:GeographicCoordinateSystem' xmlns:xsi='http://www.w3.org/2001/XMLSchema-instance' xmlns:xs='http://www.w3.org/2001/XMLSchema' xmlns:typens='http://www.esri.com/schemas/ArcGIS/3.3.0'><WKT>GEOGCS[&quot;GCS_WGS_1984&quot;,DATUM[&quot;D_WGS_1984&quot;,SPHEROID[&quot;WGS_1984&quot;,6378137.0,298.257223563]],PRIMEM[&quot;Greenwich&quot;,0.0],UNIT[&quot;Degree&quot;,0.0174532925199433],AUTHORITY[&quot;EPSG&quot;,4326]]</WKT><XOrigin>-400</XOrigin><YOrigin>-400</YOrigin><XYScale>999999999.99999988</XYScale><ZOrigin>-100000</ZOrigin><ZScale>10000</ZScale><MOrigin>-100000</MOrigin><MScale>10000</MScale><XYTolerance>8.98315284119521e-09</XYTolerance><ZTolerance>0.001</ZTolerance><MTolerance>0.001</MTolerance><HighPrecision>true</HighPrecision><LeftLongitude>-180</LeftLongitude><WKID>4326</WKID><LatestWKID>4326</LatestWKID></GeographicCoordinateSystem> dataset 1727978611908r7435006433237297 FDOT Tallahassee Florida 32311 (850) 414-4100 2024-09-11 14:03:31.70 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 Simple FALSE 0 TRUE FALSE OD_work_2022_above80 2024-10-03T14:04:53.960-04:00 FDOT <font size='3'>Trips are defined as the total travel between origin and destination across two Transportation Analysis Zones (TAZ) for the base year 2022, using the Statewide Turnpike Travel Demand Model to extract specifically work-trips (or commutes). For better visualization and based on statistical analysis, only work trips exceeding 80 are displayed in the layer.<br /><br /></font><div><font size='3'>This layer is used in the the Florida Trends and Conditions story map which provides an outlook for the state and walks through key items affecting Florida’s current and future transportation challenges. The regional stories highlight the trends, opportunities, and challenges impacting areas throughout the State of Florida.</font></div><div><font size='3'><br /></font></div><a href='https://www.floridaftp.com/' target='_blank' rel='nofollow ugc noopener noreferrer'>https://www.floridaftp.com/</a> This layer visualizes current modeled origin-destination commuting trips as of 2022. Florida Department of Transportation - Forecasting & Trends Office Esri ArcGIS 13.3.0.52636 CommutingFDOTFTP 1 -87.493036 -79.992697 -24.428466 31.160317 2024-10-03T14:06:32.479-04:00 State of Florida NO WARRANTIES: This site and its content is made available by the Florida Department of Transportation on an &quot;as is&quot;, &quot;as available&quot; basis without warranties of any kind, express or implied. DISCLAIMER OF LIABILITY: The user of this application and data assumes all responsibility and risk for the use of both. Under no circumstances, including negligence, shall the Florida Department of Transportation, or its employees be liable for any DIRECT, INDIRECT, INCIDENTAL, SPECIAL, EXEMPLARY or CONSEQUENTIAL DAMAGES, or LOST PROFITS that result from the use, misuse or inability to use the application and data. Nor shall the Florida Department of Transportation, or its employees be liable for any damages resulting from or related to reliance; mistakes, omissions, interruptions, deletion of files, computer viruses, errors, defects, or any failure of performance, communications failure, theft, destruction or unauthorized access to the application and data. Other Constraints Other Constraints File Geodatabase Feature Class 1 EPSG 6.2(3.0.1)