{"renderer":{"type":"uniqueValue","field1":null,"valueExpression":"// Write a script that returns a value that will be used to draw features.\n// For example, find the percentage of males:\n// Round(($feature.MalePop / $feature.TotalPop) * 100, 2)\n\n\"KDOT Preservation Project Locations\"","valueExpressionTitle":" ","uniqueValueInfos":[{"value":"KDOT Preservation Project 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