An arrow between two greens can give a 1, 2, 3, 4, or 5. My first deduction was in the box with a 4 entered. Unfortunately, my pictures and my favorite deductions do not always match up. I'll explain some of my favorite (read: head-bangy complicated) deductions and some common deduction types I used a lot. I'm not going to give step-by-step, but I will show several milestones along the way. There were a LOT of deductions to make here. This is still a very hard puzzle however, and it's going to require some different ways of thinking. The previous puzzle was probably too large and as a result became tedious towards the end, so this is a bit smaller. If possible, the time it took you to solve! (This is once again just for my personal interest).At least a little bit of explanation (preferably with some images) e.g.There is a single solution that can be deduced logically with no guesses. Blank cells can be any as long as they abide by previous rules. The last puzzle had way too many digits, so this time I'm only giving you one digit: The rules will be explained under the grid, if any clarifications are needed please just ask in the comments! So this time, this is Sudoku in the third dimension! But wait, I just hit you with a double meaning not only is this puzzle 3D, it has 3 different dimensions to it, in the form of 3 different Sudoku variants: 3D, Vudoku and 147. The last one was a little plain, don't you think? After all, it was just a flat puzzle, only a couple of variants and don't even get me started on the colour scheme. People seemed to enjoy my last Sudoku variant puzzle - Samurai Pseudoku, so I spent this week making another! This one is going to require using logic you've never used before.
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