data:image/png;base64,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:image/png;base64,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

Amina Almatova and Ari Rousakis This block creates a row of 6 bricks evenly spaced from one another.

Ari Rousakis and Amina Almatova This block creates a row of bricks where thye first and last bricks are half the size of our original bricks while all spacing and brick length remains the same as row A

22Ari Rousakis and Amina Almatova This script creates a brick wall of alternating rows, A and B, and a certain number of bricks in each row based on the number of rows and bricks inputted in the block's argument.

-20030

22.520