Variable keep$\_$bidding is initially assigned with $\text{'}y\text{'}.$ Within the while loop, keep$\_$bidding is updated with the user's next input Complete the while loop's expression to terminate the while loop if the user enters $\text{'}n\text{'}.$

Ex: If the input is $\text{'}y\text{'}\text{'}y\text{'}n\text{'},$ then the output is:

I'll bid $$10!$

Continue bidding? $(\frac{y}{n})$ I'll bid $$15!$

continue bidding? $(\frac{y}{n})$ I'll bid $$21!$

Continue bidding? $(\frac{y}{n}$

Leam how our autograder works

$1$ import random

$2$ random. seed $(5)$

$4$ keep$\_$bidding $=\text{'}y\text{'}$

next$\_$bid $=0$

while $|\text{'}"\text{'}$ Your solution goes here $\text{'}.\text{'}$:

next$\_$bid $=$ next$\_$bid $+$ random. rand${\displaystyle \underset{\phantom{}}{\overset{\phantom{}}{}}}(1,10)$

print$($f$\text{'}$I $\text{'}11$ bid $$\{$next$\_$bid$\}!\text{'})$

print $(\text{'}$Continue bidding?$\text{'}(\frac{y}{n})\text{'},$ end$=\text{'}\text{'})$

keep$\_$bidding $=$ input$()$