Respond: David H. Freedman, Are Engineered Foods Evil?

Respond: David H. Freedman, Are Engineered Foods Evil?

RESPOND •

Question 25.18

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

Question 25.19

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

Question 25.20

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

Question 25.21

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

Question 25.22

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