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Let $ n $ be a $ k $ -multiperfect number. Do we know an upper bound for the number of partitions of $ n $ whose all summands are at the same time multiples of $ k $ and the sum of distinct divisors of $ n $?

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  • $\begingroup$ Could you be a bit more precise regarding your question, @SylvainJulien? $\endgroup$ – Jose Arnaldo Bebita-Dris Jan 22 at 8:13

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