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Real numbers $$a,b,c,d$$ satisfy $$a-2023=b+2024=c-2025=d+2026$$. The greatest among $$a,b,c,d$$ is
Let the common value be $$k$$. Then $$a=k+2023$$, $$b=k-2024$$, $$c=k+2025$$ and $$d=k-2026$$. Therefore, $$c$$ is the greatest.
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