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

110i

Anasthasya Purba Angelica Gonzalez This is the improved go to block with the newly created selectors. Easier to use

1

Anasthasya Purba Angelica Gonzalez If you input the list with the coordinates this block will draw the shape for you.

-50,20-10,12010,12050,2030,2020,50-20,50-30,20-50,20-20,-20-20,-1000,-1000,-6030,-6030,-20-20,-20