data:image/png;base64,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data:image/png;base64,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 arrow235-235The code activated by the green flag. It causes the sprite to move in the direction that Mario does but at a slowser speed It also moves lakito to the opposite end of the screen if it gets too close to the end of the screen.right arrow235-235The code activated by the green flag. It causes the sprite to move in the direction that Mario does but at a slowser speed It also moves lakito to the opposite end of the screen if it gets too close to the end of the screen.The code i started by the green flag. The sprites postion is set to the far right side of the screen and then a forever tag is activated which houses the rest of the code. In the forever tag there is a next costume tag whih is followed by a wait tag and a change x by tag. That causes the shell to change it's coustume and move at a speed which givees it the illusion of being animated. After that there is an if tag that set the shell back to the right side a adds to the players score if it reaches the far left side.In the Mario Sprite there is a set variable tag which will reset the score once the game has been started and a set x to tag whihc brings it to the left side of the screen. After that is a cutom block called Commands that Houses 6 other custom block witht their own purpose. The first three cutom blocks are left, right, movement, and jump. Left causes mario to go left is the left arrow key is pressed while right does the same thing but for the right arrow key. movement causes mario to switch tot a walking animation when moving. And Jump causes mario to increases it's y value when the up arrow key is presses. The jump command also has a nother custome command called Gravity in it which causes mario to fall down until it touches the ground sprite. After that is the loop sprite that causes mario to bounce of the edge of the screen. After that is the game over command that causes mario to say game over and stop all sprites and scripts once he has been touched by the koopa shell.right arrow235-235The code activated by the green flag. It causes the sprite to move in the direction that Mario does but at a slowser speed It also moves lakito to the opposite end of the screen if it gets too close to the end of the screen.right arrow235-235The code activated by the green flag. It causes the sprite to move in the direction that Mario does but at a slowser speed It also moves lakito to the opposite end of the screen if it gets too close to the end of the screen.