Rules: Insert a number in some cells so that each outlined area contains at least one number. Each number represents the number of cells containing a number in that area. Two numbers connecting across a region boundary must be unequal. All numbers, including the givens, must form one or more connected areas with no 2x2 areas of numbered cells. Each such area is a universe, with two or more regions, and with no two regions containing the same number allowed to have identical arrangement of the numbers. Some numbers may already be given. The multiverse is a network of diagonally connected universes, with no universe isolated. A region cannot belong to two or more universes.
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