 We say that "S" satisfies WURP, if WURP holds at every element of "S".By building on Wehrung's abovementioned work on dimension vector spaces, Ploščica and Tůma proved that WURP does not hold in "G(Ω)", for any set Ω of cardinality at least ℵ2.Hence "G(Ω)" does not satisfy Schmidt's Condition.