The imaginary Puzzlerium team conspired to put together an idea that literally asks to construct a puzzle by erasing a few misleading givens.
Rules: The given grid contains an even number of outlined areas, each of which has to amalgamate with one adjoining area. When you have got all of the areas correct, the result is a standard Nanro puzzle that is uniquely solvable. Cells with an 'X' cannot contain numbers.
Nanro: Insert a number into some of the cells so that each outlined area contains at least one number which represents the number of cells containing a number in that area. Where two numbers connect across a boundary between areas, those numbers must be different. All numbers must form one, connected area with no 2x2 areas of numbered cells.
About Nanro Construction: Nanro construction is due to Anurag Sahay.
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