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Combined Inequality: C ≤ S < R, U > R ≥ Z Decoded conclusion: I. Z ≥ C II. U > S III. U ≤ C C ≤ S < R ≥ Z No relationship can be established between Z and C. Hence conclusion I is not true. C ≤ S < R < U U > S. Hence conclusion II is true. C ≤ S < R < U U > C. Hence conclusion III is not true.
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