Suppose a five$-$person team doing estimating via planning poker generates the following ideal day estimates for a given user story: $3,34,8,8,21.$ The likely next step for this team would be to:

Based on the wide difference in estimated values, discuss each team member's understanding of the requirements, then play additional "hands" of planning poker until consensus is reached.

Average the values and then "pad" the estimate by $25\%,$ e$.$g$.,$ average days $\frac{?}{5}$ ideal days.

Average the estimates and round up$,$ e$.$g$.$ to $15$ ideal days, then move on to the next user story

Omit the high and low values, then finalize the estimate as the rounded average value of the remaining values, e$.$g$.,12=$ rounded $\frac{8+8+21}{3}$

None of the above are true.