Problem:
Ahmed has small, medium, and large juice boxes containing:
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Small box: 14 liters
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Medium box: 21 liters
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Large box: 35 liters
He wants to fill equal-sized crates with no leftover juice.
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Determine the possible number of boxes of each type that can be used to fill the crates.
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Find the largest crate size that ensures complete distribution.
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Identify which boxes must be in even quantity and which can be odd. Explain your reasoning.