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<p>2-4 tree. L becomes empty. Update  pointers for all the nodes v whose children are new/modified, and repeat the process with the next parent until the parent is equal to the root. Walk from the root to node  , and update the  values. Set k equal to n. </p>

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: If the bit of the element x is set to zero, x is a leaf of T. Delete x using the 2-4 tree delete operation. Starting from node x, walk in T to node , updating  and  pointers. Decrement n and k by 1.</p>

<p><b><i>DeleteMin(Q):</i></b> Delete and return the smallest element from queap</p><p>
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