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

Soham BAndyopadhyay & Xindi LIU.

Soham BAndyopadhyay & Xindi LIU. Draws a second row of brick with the first and last ones beingdiffrent sizes but stioll the same total lenght

17.522Soham Bandyopadhyay Xindi Liu period 8 This script makes a brick wall by combining draw row A and draw row B.

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