20200127 08383000 1.0 FALSE 20200127 8410400 500000 5000 ItemDescription TRUE Encumbrances.mxd 005 20200127 08404300 Encumbrances (Right-of-Ways) Encumbrances are limitations on the rights and use of the land. Easements are a common encumbrance but there are many others such as grazing rights, fishing rights, development rights, and floodplains. Legally an encumbrance is a right or interest in the land of another that may diminish its value but does not prevent its sale. Most encumbrances run with the land (consistent with the passing of the fee by conveyance). That is, they are tied to the land and will persist from owner to owner. Others exist at the pleasure of the owner, such as leases. Typically leases and similar encumbrances have an effective date and expiration date. Encumbrances are limitations on the rights and use of the land. Pro-West and Associates, Inc. Encumbrances Right-of-Ways ROWs Easements Version 6.2 (Build 9200) ; Esri ArcGIS 10.7.1.11595 <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> 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Map dataset 20200127