There are four locations. Location 1 has two options (1 or 0), location 2 has three options (1, -1, 0), location 3 has one option (0), location four has two options (-1, 0). Totally, there will be 12 possibilities (2*3*1*2=12) considering all different option combinations for these four locations. My question is how to find these 12 possibilities that are stored in a 12*4 matrix?
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