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s-type parameters, AnyDice appears to only iterate over all sorted sequences rather than all ordered sequences. This is $$\binom{n + k - 1}{k - 1}$$ per pool where \$n\$ is the pool size and \$k\$ is the number of sides per die; in this case we have $$\binom{10}{5} \binom{8}{5} = 14112$$ \$\endgroup\$P(which gets implicitly summed at the end), you can make a quasi-tuple withP: 10 * P + N@A, which puts one roll on each digit. This seems to be the AnyDice-ish way of doing things, given that the@operator extracts digits when applied to numbers. Of course, this approach starts to break down for multi-digit elements. \$\endgroup\$