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.

15finish 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.1502