data:image/png;base64,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

This draws a triangle.35107255,144,141,1904This draws a square.-151-2074,157,255,1905This draws a Pentagon.To go to the next part press 2.4

To go to the next part press 3.4

239,161,255,1890455255,208,130,1142-20458255,208,130,1142-2045To go to the next part press the space key.7

To go to the next part press 4.4

This draws the 3 sided figure.112,191,255,109204This draws the 4 sided figure.255,112,134,1150-5505This draws the 5 sided figure.To go to the next part press the enter key.7

This draws the 5 sided figure.data:image/png;base64,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