  We introduce an alternative description of coarse proximities. We define a
coarse normality condition for connected coarse spaces and show that this
definition agrees with large scale normality defined in [3] and asymptotic
normality defined in [7]. We utilize the alternative definition of coarse
proximities to show that a connected coarse space naturally induces a coarse
proximity if and only if the connected coarse space is coarsely normal. We
conclude with showing that every connected asymptotic resemblance space induces
a coarse proximity if and only if the connected asymptotic resemblance space is
asymptotically normal.
