$11$:$46$

$18$

Absolutely, below is the pseudocode for :

$$0\mathrm{.}00$

alled create

attempts to form a staircase out of the numbers in the input list, can't.

Each iteration of the while loop fills one step of the staircase, wit staircase tracked within the subsets variable. So the first iteratior with $[1],$ the second iteration adds $2,3$ to the subsets list, and At each iteration, the nums list is reduced by removing the eleme current step. If at any point the nums list is not empty and the nu elements in the nums list is less than the current step size, then $t$ false since the next step will only be partially filled. If the nums lis running into this issue, then that means each step was created su therefore a valid staircase was constructed, which is then return

create$\_$staircase$($nums$)$ :

while nums is not empty:

step $=1$

subsets $=$ empty list

if number of elements in nums is greater than or ec add subset of nums from nums $[0]$ to nums $[$step $-1]$ update nums to subset of nums from step index to increment step by $1$

else:

return False

return subsets

Which response is more helpful for the $Al$ to provide?

Please choose which reply is the better response relative to correctness, helpfulness, and usefulness.

Response $A$ is more helpful

Response $B$ is more helpful

Both responses are equally helpful

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Explanation

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