[0,1] is not a Minimality Detector for [0,1]^2

This paper shows that there exists a non-minimal sequence $\bar{x} \in ([0,1]^2)^{$\mathbb{N}$}$suchthatforanycontinuousfunction$f:[0,1]^2 \to [0,1]$,thesequenceobtainedbymappingtermsof$\bar{x}$by$f$ is minimal.