20230110
17551200
1.0
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Options_5_NoGrade
002
Projected
GCS_North_American_1983
Linear Unit: Foot_US (0.304801)
NAD_1983_StatePlane_Texas_Central_FIPS_4203_Feet
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20230412
10440000
20230412
10440000
Esri ArcGIS 12.8.3.29751
Options_5_NoGrade
<div><span style='font-size:large;'>This is shows the technical options created by the GIS Scenario Builder tool during the Implementation Plan split out by core design segments.</span></div><div><div><div><br /></div><div></div><div><div><strong>Data Owner & Organization:</strong> Austin Transit Partnership - Engineering & Construction</div><div><strong>Data Source Details: </strong>This was used during LRT Implementation Plan 2023 and based on parameters taken from the 30% draft estimates developed in Spring of 2022 from the 30% design packages.</div><div><strong>Data Refresh Schedule: </strong>This data will not be updated; it is kept for historical purposes.</div><div><strong>ATP Data Classification: </strong>Confidential; this data is confidential and intended for internal project use only.</div></div></div></div>
LRTOptions
General location for LRT Options for Implementation Plan 2023.
<span style='font-family:"Avenir Next W01", "Avenir Next W00", "Avenir Next", Avenir, "Helvetica Neue", sans-serif; font-size:16px;'>This product is for informational purposes only and has not been prepared for and may not be suitable for legal, engineering, or surveying purposes. It does not represent an on-the-ground survey and represents only the approximate relative location of property boundaries. This product has been produced by the Austin Transit Partnership for the sole purpose of geographic reference. No warranty is made by the Austin Transit Partnership or any of our partners, and we expressly disclaim all warranties regarding the accuracy or completeness of the map, data, files, and any other information used to create this product.</span>
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Feature Class
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OBJECTID
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Internal feature number.
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Sequential unique whole numbers that are automatically generated.
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Feature geometry.
Esri
Coordinates defining the features.
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Length of feature in internal units.
Esri
Positive real numbers that are automatically generated.
20230412
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