Let's take a look at a hybrid object placement/region division puzzle : Shakashaka. Another catchy name and a very simple ruleset, that hides a more complex way of viewing a square grid (at least when you're new to solving them). Here are the rules :
Shade a right triangle in some empty cells, each of which occupies exactly half the cell it’s in.
1. Each unshaded area must be rectangular in shape. The rectangle can be upright, or rotated at a 45° angle.
2. A number in a cell represents how many triangles are orthogonally adjacent to the cell.
Rules taken from puzz.link -> Click here for a solved example.
Don't forget, squares are rectangles, and a cell can be either completely white, or half shaded, so you can't place a black square in the grid. Do not fret if the first puzzle is a bit daunting, the observations needed can be hard to spot, but keep in mind : every white area must be a rectangle. These are all entry-level puzzles and do not need any tricky reasonning to complete.
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