data:image/png;base64,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:image/png;base64,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
Mrs.Hale, please be sure to click on sprite 2 to check the code there as well. Im pretty sure you already have with like every other student but this is just a way to help cope with my anxiety.
2 + 1 = 33 + 0 = 31 + 2 = 34 - 1 = 3