学习自:[br][img]data:image/png;base64,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[/img][br][br][img]data:image/png;base64,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[/img]
[table][tr][td]Sequence((n - t) / n A + t / n B, t, 1, n - 1)[/td][td][/td][/tr][tr][td][/td][td][br][/td][/tr][/table]