20181102
11025800
1.0
TRUE
Impervious surface (roads and non-roads) from the Chesapeake Bay Program 10m resolution land use dataset. Includes all watershed states and DC. Percent of each cell that is impervious is shown.
impervious
Chesapeake Bay Program
Roads
IR
INR
Bay Program
land cover
land use
Impervious Surface
Chesapeake Bay Foundation (2018)
ImperviousSurface_10m
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