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We propose a partial ordering of "unpredictable mobility" based on Blackwell's ordering of Markov (information) matrices. This partial ordering ranks mobility matrices according to the degree to which elements in a given set are likely to transit from one state to another, independently of their origin and, furthermore, for an important class of transition structures, it implies Dardanoni (1993) ordering-thus carries significant welfare implications. The proposed partial ordering furtherdoi:10.2139/ssrn.621005 fatcat:pm4b3ngy7vcdvcwi2njiqrbiz4