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Soham Bandyopadhyay, Amina Almatova This Command block takes 3 inputs 1 for size 1 for how much it backs up adn 1 for how many brances you want. When this command block is clicked the sprite will create a pinwheel with a number of brunches. And the number of branches is descided by what number is in the parameter "number of branches input. So what ever number you input the sprite will create a pinwheel with that many branches. This Command block takes 3 inputs 1 for size 1 for how much it backs up adn 1 for how many brances you want.

Soham, Bandyopadhyay, Amina Almatova, This command block basically makes the sprite create 2 pinwheels with any number of branches depending on the number you put in the two inputs (1 and 2) also it makes sure that the first pinwheel is maroon with a pen size of 1 and the second one is blue with a size of 10.