data:image/png;base64,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

1

bb_goto(x, y, z)

xx y z3

xx y z2

yx y z2

xx y z

zx y z15

zx y z45

bb_pointto(x, y, z)

zx y z

circlecircle triangle square semicircle line point sprite positions

shapeshape movement1

shapeshape movement0.5

shapeshape movement

var_get(name)bb_stack

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KBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECByxcQFpoRMBzwAAAABJRU5ErkJggg==