1.0
DCPLUS
20251209
18361200
20251209
18361200
https://www.arcgis.com/home/item.html?id=8e8fc64e1ad0419497cf625c8a93eb93
8e8fc64e1ad0419497cf625c8a93eb93
Feature Service
https://services3.arcgis.com/b9WvedVPoizGfvfD/arcgis/rest/services/COT_Geospatial_TTC_Bus_Route_view/FeatureServer
https://www.arcgis.com/sharing/rest/content/items/8e8fc64e1ad0419497cf625c8a93eb93/info/thumbnail/ago_downloaded.png
COT_Geospatial_TTC_Bus_Route_view
City of Toronto
Transportation
This dataset contains TTC Routes - Bus routes.
-79.650926300626
-79.12195714179086
43.90991633106284
43.59088521223306
1
<p>This dataset contains TTC Bus Routes. </p>
8e8fc64e1ad0419497cf625c8a93eb93
https://services3.arcgis.com/b9WvedVPoizGfvfD/arcgis/rest/services/COT_Geospatial_TTC_Bus_Route_view/FeatureServer
Feature Service
EPSG
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