Instructions are in the project Might add: - Some numbers will not load in because I relied on round. Last numbers of some non multiples of ten will not load. Best to use a multiple of 10. -Ways for it to load faster for higher numbers, although I think it might be close to maximum efficiency. -UI improvements Email me ideas for UI improvements or efficiency/abstraction. cw26520@pausd.us Thanks, Chadwin Image: https://www.funbrain.com/games/guess-the-numberdata:image/png;base64,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data:image/png;base64,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