data:image/png;base64,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 forward turn turnLeft setHeading doFaceTowards gotoXY doGotoObject doGlide changeXPosition setXPosition changeYPosition setYPosition bounceOffEdge xPosition yPosition direction reportJSFunction reportNewCostumeSkewed reportAtan2 reportVariadicMin reportVariadicMax reportPipe receiveUserEdit getPosition reportMousePosition doDefineBlock doSetBlockAttribute doDeleteBlock reportBlockAttribute reportEnvironment receiveSlotEvent doSetSlot receiveConditionEvent reportColor reportColorAttribute reportNewColor reportPollIn the Move Forward block, the robot has a cooldown of 0.5 seconds per step and moves 1 step each time. - S.P.

In the Rotate Right block, the robot has a cooldown of 0.5 seconds per step and turns 90 degrees clockwise each time. - S.P.

In the Rotate Left block, the robot has a cooldown of 0.5 seconds per step and turns 90 degrees counterclockwise each time. - S.P.

In the Go To Start block, the robot points up and goes to the bottom-right of the screen. - S.P.

013510-1090

1datamapmany1data lists

1

1

110i

The Draw Your Maze block sets the board to a certain pattern. - S.P.

In the Escape Maze 2 block, for 7 times, the robot rotates left, moves forward, rotates right, and moves forward. - S.P.

In the Escape Maze 3 block, for variable i = 3 to 4, the robot rotates left, moves i steps forward, rotates right, and moves another i steps forward. - S.P.

In the Escape Maze 5 block, the robot rotates left and moves 7 steps forward, rotates right and moves 3 steps forward, rotates right again and moves 7 steps forward, rotates left and moves 3 steps forward, rotates left again and moves 7 steps forward, and rotates right and moves a step forward. - S.P.

In the Escape Maze 1 block, the robot rotates left, and for 2 times, moves 7 steps forward and rotates right. - S.P.

In the Escape Maze 4 block, for variable i = 1 to 3, the robot moves i steps forward, rotates left, moves another i steps forward, rotates right, and then after this loop, the robot moves a step forward, rotates left, and moves another step forward. - S.P.

In the Escape Your Maze block, the robot rotates left and moves 7 steps forward, rotates right and moves 3 steps forward, rotates right again and moves 2 steps forward, rotates right again and moves a step forward, rotates left and moves 2 steps forward 2 times, rotates right and moves 3 steps forward, rotates left and moves 2 steps forward, rotates left again and moves a step forward, rotates right and moves another step forward, rotates left and moves 2 steps forward, for 2 times: rotates left again and moves a step forward, rotates right and moves 2 steps forward, and finally rotates right and moves 2 steps forward. - S.P.

Right3Left2Left1Right1Left22Right2

In the Turn _ Move _ block, the robot will rotate left if the direction variable is set to left or else it'll rotate right if set to right, and the robot will move a given number of steps. - S.P.

data:image/png;base64,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For variable i from 1 to 4, the robot will say each letter of leet for 2 seconds (letters 1-4). - S.P.For variable i from 5 to 7, the robot will play the note of i * 10 for 0.5 beats for i times. - S.P.These blocks help the robot escape the respective mazes. - S.P.These blocks assist the robot on escaping mazes. S.P.These blocks display other mazes. - S.P.These 5 mazes are already created for me. - S.P.40140,-1401,0,0,0,1,1,1,01,0,1,1,1,0,1,11,1,1,0,0,0,0,10,0,0,0,1,1,1,11,1,1,0,1,0,0,01,0,1,1,1,0,0,01,0,0,0,0,0,0,01,1,1,1,1,1,1,1