Write a helper function square $(t,sz)$ that draws a square of side length sz with a turtle $t.$ You must use a for loop in the function. Add a "docstring" or a comment below the function header to specify the starting point of the square $($e$.$g$.$ top$-$left corner$).$

Write a helper function $($name it as you like$)$ cubeTab$($t$,$sz$,$L$)$ that draws the top tab of the skeleton with a turtle $t.$ Refer to the picture for sz and L$.$

Write a function $($name it as you like$)$ B$\_$with$\_$tabs $(t,sz,L)$ that draws the pattern with square B with the left and right tabs$.$

Write a function $($name it as you like$)$ CAC$\_$with$\_$tabs$($t$,$sz$,$L$)$ that draws the squares CAC with the left and right tabs$.$

In the main program, assign values for $sz$ and $L$ and invoke the helper functions to draw the skeleton. You will have to move and$/$or change the orientation of the turtle according to its position before invoking those functions.

Important: on a sketch of the cube skeleton, show your starting point and the main steps of your code. Later you will have to explain your code to me$,$ and this will help you do that.

See next page for an example of a possible final product. $\{$I would like to know what do i need to know in order to solve this problem$\}$ I am stuck on how to call the first parameter to make the $4$ more squares. I would like to get help this way, instead of the answer right away.$\}$