Is it possible to make up a distinct number that is made up of four tuples. One of which indicates the direction of the arrangement of the other three.
Say, $9*4*7 = 252 \ . \ 252$ is distinct in the sense that you cannot get it as a multiplication of 3 distinct single digit numbers other than 9, 4, 7. Now, the problem is 252 could mean, any of the three orders. Say, 947, 497, 974. Is there any way to add a sense of direction/arrangement to it?