Of Doyle's poker chips, $$\(\frac{1}{3}\)$$ are worth $$\(\$ 5\)$$ each, $$\(\$ \backslash f\)$$ rac $$\(\{1\}\{3\} \$\)$$ of his remaining chips are worth $$\(\$ 10\)$$ each, and the rest are worth $$\(\$ 25\)$$ each. If Doyle has 180 poker chips, his $$\(\$ 25\)$$ chips are worth

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