10 Digits Puzzle - Click Flag or (Reset) to reset Puzzle *** Fit all 10 digits in the Frame *** Click a Digit to select it & Drag it where you want it Click [3E] button to Flip selected digit over Click [3w] button to Rotate selected digit 90 degrees Snap in Arrows (Keyboard or On-Screen) needed to get digits as close edges or other digits as is possible. Click (Cloud List) to see/hide List of who's solved it. NOTE: Full Screen is advised but no longer essential.
Created by @gregatku, for my own interest mainly. Scoring, Solved animation & Cloud List borrowed from my FFFFrivilous project. Snap in Arrows adapted from my Black Square Puzzle project. Almost everything else adapted from my 10 Coin Puzzle project. which I made a few weeks before this project. Thanks to @grandpasp (from this project - https://scratch.mit.edu/projects/1276800705 ) for the magic "mouse direction" formula that greatly simplified the code required for the Compass Sprite (on-screen Arrow Keys). Flip & Rotate button costumes and Green & Blue digit costume colours inspired by @kriblo's Digit Puzzle. Further thanks to @kriblo for the very clever idea of making the off-frame Digit costumes much smaller. Special thanks to @grandpasp & @colinmacc for invaluable assistance in debugging the issues that initially made it unsolvable on some devices. And also thanks to @is-me-dumb (who isn't btw), for admitting he got on the Leaderboard even though he didn't actually solve it. It reminded me I'd seen it myself but I had just brushed it off, but upon investigation, I found what caused it and was then able to fix it. It's quite tricky to solve. However if we ignore symmetry, there are many solutions, because both the 2 & 5 and 6 & 9 pairs are interchangeable (since each can be turned into the other), and 0 & 8 are also interchangeable (since nothing can interlock with them). There would appear to be only 2 distinctly different solutions: 1) I found, where the 0, 6, 8 & 9 are all interchangeable with each other; 2) found, where 6 & 9 interlock with other pieces (and thus aren't interchangeable with 0 & 8); Each has several symmetrically equivalent solutions. To try the 4 similar puzzles mentioned above: - Frivolous: - 10 Coins: - Digit Puz: - Black Sq:
