I often struggle to construct puzzle types with regions like Nanro- something about drawing the regions and giving clues just doesn't click right with me. That said, when I set out to make this run of variant puzzles I knew I had to try Double Nanro- solve as a regular Nanro, except instead of having exactly N instances of N in a region, have exactly 2 connected groups of N in a region. So a region with a 2 would contain four 2s, in two groups of two. This was a really fun variant to work with, even if it's not difficult to run into constructing dead ends. I'd love to see more of these, as there's definitely some interesting logic I didn't tap here!
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