data:image/png;base64,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data:image/png;base64,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 mode
Retina display support
Long form input dialog
Plain prototype labels
Input sliders
Execute on slider change
Clicking sound
Turbo mode
Flat design
Keyboard editing
Table support
Table lines
Visible stepping
Thread safe scripts
Prefer smooth animations
Flat line ends
Codification support
Inheritance supportSajol Didar, Rico Chen period 6. This block makes rowA which contains 6 brick that are 30 steps by 10 steps in area. After each individual brick, there is a space of 5 steps.Sajol Didar, Rico Chen period 6. This block makes rowB which contains 5 bricks that are 30 steps by 10 steps in area. But before and after the 5 bricks, there is a brick that is half the regular size.1510Sajol Didar, Rico Chen period 6. This block makes a brick wall based off of the number of rows. It will aternate between rowA and rowB.15100