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1
Q51244427-01C50A5D-FA7C-452F-951D-299FADEF6BC6
Q51244427-01C50A5D-FA7C-452F-951D-299FADEF6BC6
BestRank
Statement
http://www.wikidata.org/entity/statement/Q51244427-01C50A5D-FA7C-452F-951D-299FADEF6BC6
The "lotus effect" explained: two reasons why two length scales of topography are important.
P304
Q51244427-01C50A5D-FA7C-452F-951D-299FADEF6BC6
BestRank
Statement
http://www.wikidata.org/entity/statement/Q51244427-01C50A5D-FA7C-452F-951D-299FADEF6BC6
rank
NormalRank
type
BestRank
Statement
wasDerivedFrom
727d0fe9371b887778b382f398bcfa9bd2585da5
P304
2966-2967
http://www.w3.org/2001/XMLSchema#string