data:image/png;base64,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

Using "not key pressed" for sprite motion, rather than "key pressed", allows for continuous movement as long as the key is held down, rather than just a single movement event per press.

20finish this custon block so the main sprite jumps when space key is pressed.

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KBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECByxcQFpoRMBzwAAAABJRU5ErkJggg==Alonzo, the bubble cannon and the bubble need to move as a unit and point in the same direction.Alonzo, the bubble cannon and the bubble need to move as a unit and point in the same direction.when the crosshairs sprite is clicked a bubble is released from the bubble cannon. Program the bubble clone to move towards the mouse pointer at a steady pace and then disappear when it touches the edge of the screen.EnemySpritefinish this script by making a moveRight block.look inside moveLeft blockedit jump block so it worksUse the Alonzo direction variable on the screen to figure out what angle to enter so that the bubble cannon faces the mouse pointer with Alonzo.Use these blocks to code the crosshairs sprite so that it shows where the mouse pointer is and when the crosshairs sprite is clicked it makes a clone of the bubble.-68.34321134454314139.00000000000068123