This is a project that students play through to learn about rewriting algebraic expressions with integer exponents. Credit: 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:image/png;base64,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! press a for the 2nd adventure question2congrats! press b for the next adventure question2congrats! press c for the next adventure question2congrats! you now know all expoenent rules2gameOver