Show a B$+$ tree that result from inserting the following values $5,20,2,8,3,7,14.$ Initially the tree is empty and has P $=3.$ Please use left hand bias. You can draw this on paper and upload a screenshot here.

As a reminder for left hand bias: If the node contains the values $4,10$ and you insert $7.$ This results in the over flow $4,7,10$ and a new node would be created with $4,7$ in one and $10$ in the other.

For Extra Credit:

$+1$ point for each additional value of your choosing $($up to $3$ points$)$