$2$ Egyptlan Pyramed $(25$ pointal. Let's build a pyramid with the help of a $2-$dimansional $(2$D$)$ aray.

Long ago, some advancod divilzations such as the Egyplans modelad their architecture to be of pyramid form $3-$Dimancionsl polyhodra with some trangles. You wil be tasked with understanding and implementing $2$D array$($s$)$ to cresta a $2-$Dimarcional pyramid of your own

Overview

The shudents neod to code a program that rasos two command line arguments from the tarminal meresenting:

$1.$ the oweral elen of their flgure

$2.$ the rumber of bricks providas$-$to build a pyramid.

Programming compiate:

$-$ The surmuncing aroa is to be filed with the symbol"

Once the $2$D array $($Pyramid$)$ ts conctructod print:

$-$ the $2$D array starting at mow and column anmo lo$.$dJ$.$

Note: Koop in mind that the output is expectad be PRINTED into the tarminal.

Programming

Example $1$: Exowiting the command

produces a $\backslash (3\backslash$times $32\backslash$mathrm$\{$D$\}\backslash )$ grid with $1$ ininal brick to construct the pyramid.

The output looks live this $($Note the placoment of the brick is on the laft side of the last row$)$:

migereser

$\backslash (\backslash$theta $\backslash )$ Bricks Renaining Bricks Renaining

Example $2$: Exociling the command

produces $\backslash (24\backslash$times $42\backslash$mathrm$\{$D$\}\backslash )$ grid with $5$ initial tribks to conctruct the pyramid.

The output looks live this:

Example a: Exomiting the command

produces a $\backslash (5\backslash$times $52\backslash$mathrm$\{$D$\}\backslash )$ grid with $1$ s initital bricks to construct the pyrmid. The output looks like this: