20190723 06252900 1.0 FALSE 20190723 06275000 500000 5000 ItemDescription TRUE SimultaneousConveyances.mxd 005 20190723 06275000 Simultaneous Conveyances <DIV STYLE="text-align:Left;"><DIV><DIV><P><SPAN>The conveyance of several parcels at the same time, by the same legal instant, and generally referred to as subdivisions or condominiums.</SPAN></P></DIV></DIV></DIV> Land Information Land Records Cadastre Cadastral PLSS Public Land Survey System Simultaneous Conveyance Plat Platted Areas Subdivisions The conveyance of several parcels at the same time, by the same legal instant, and generally referred to as subdivisions or condominiums. Pro-West and Associates, Inc. <DIV STYLE="text-align:Left;"><DIV><P><SPAN>DISCLAIMER: Pope County, MN., and Pro-West and Associates, Inc., makes no representation or warranties, express or implied, with respect to the use or reuse of the data provided herewith, regardless of its format or the means of its transmission. THE DATA IS PROVIDED "AS IS" WITH NO GUARANTEE OR REPRESENTATION ABOUT THE ACCURACY, CURRENCY, SUITABILITY, PERFORMANCE, MERCHANTABILITY, RELIABILITY, OR FITNESS OF THE DATA FOR ANY PARTICULAR PURPOSE. Pope County, MN., Pro-West and Associates, Inc., shall not be liable for any direct, indirect, special, incidental, compensatory or consequential damages or third party claims resulting from the use of this data, even if Pope County, MN., Pro-West and Associates, Inc., has been advised of the possibility of such potential loss or damage. This data may not be used in states that do not allow the exclusion or limitation of incidental or consequential damages.</SPAN></P></DIV></DIV> Version 6.2 (Build 9200) ; Esri ArcGIS 10.6.1.9270 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 Map dataset 20190723