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The length of the circumference of a circle equals the perimeter of a triangle of equal sides, and also the perimeter of a square. The areas covered by the circle, triangle, and square are $c, t,$ and $s,$ respectively. Then,

1. $s > t > c$
2. $c > t > s$
3. $c > s > t$
4. $s > c > t$

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