1.0 DCPLUS 20260224 19353100 20260224 19353100 https://www.arcgis.com/sharing/rest/content/items/6f60bc5731fe45d09f7d33cd919c050f/info/thumbnail/thumbnail1771962101221.png https://www.arcgis.com/home/item.html?id=6f60bc5731fe45d09f7d33cd919c050f 6f60bc5731fe45d09f7d33cd919c050f Feature Service https://services.arcgis.com/qWbGMYB49y8mLbRt/arcgis/rest/services/Alternative_7B_View_Layer/FeatureServer Alternative 7B View Layer Minnesota MN MnDOT Official MnDOT Transportation Hwy 252 and I-94 corridor alternative 7B design for the Phase 2 analysis. -95.29964988342388 -93.28079584701148 45.11996054506068 44.50062247224782 1 <p>Hwy 252 and I-94 corridor alternative 7B design for the Phase 2 analysis. Static as of February 2026.</p><p>The State of Minnesota makes no representations or warranties expressed or implied, with respect to the reuse of the data provided herewith regardless of its format or the means of its transmission. There is no guarantee or representation to the user as to the accuracy, currency, suitability, or reliability of this data for any purpose. The user accepts the data "as is." The State of Minnesota assumes no responsibility for loss or damage incurred as a result for any user's reliance on this data. All maps and other material provided herein are protected by copyright. Permission is granted to copy and use the materials herein.</p>Minnesota Department of Transportation (MnDOT), HDR 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 6f60bc5731fe45d09f7d33cd919c050f https://services.arcgis.com/qWbGMYB49y8mLbRt/arcgis/rest/services/Alternative_7B_View_Layer/FeatureServer Feature Service EPSG