data:image/png;base64,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ca:reinicia
ca:torna a casa
ca:mou-te _ passos
1ca:vés a _
bb_goto(x, y, z)ca:fixa la coordenada _ a _
xx
y
z3ca:augmenta la coordenada _ en _
xx
y
z2ca:mou-te en la _ pròpia _ passos
yx
y
z2ca:posició _
xx
y
zca:gira sobre _ propi en _ graus
zx
y
z15ca:fixa l'angle _ propi a _
zx
y
z45ca:apunta cap a _
bb_pointto(x, y, z)ca:angle _
zx
y
zca:comença a extrudir amb _ de base
$_circlecircle=$_circle
triangle=$_triangle
square=$_square
semicircle=$_semicircle
line=$_line
point=$_point
sprite positions=$_sprite positionsbb_startextruding()ca:deixa d'extrudir
ca:enregistra les posicions de la tortuga _
ca:punts de la base
ca:fixa el desplaçament de la base a _
ca:fixa l'escala de _ a _
$_shapeshape=$_shape
movement=$_movement1ca:augmenta l'escala de _ en _
$_shapeshape=$_shape
movement=$_movement0.5ca:escala de _
$_shapeshape=$_shape
movement=$_movementca:enregistra posició actual
ca:torna a la posició enregistrada
var_get(name)bb_stackca:vista de l'escarbat
§_getVarNamesDict0.16TopTop
Bottom90truez0xz0This block reports the value of the variable with the name given.
It looks for that variable following the scope order 'script' -> 'sprite' -> 'global' (the first match it finds).
If that variable does not exist (in any scope) an error happens, stopping their script. You can check it before using the "does var (name) exists?" block. pt:o valor de _
pl:zmienna _
§_getVarNamesDictTexture1§_getVarNamesDictThis block sets the given value (last input) to the variable named with the name givent (var input).
It looks for that variable following the scope order 'script' -> 'sprite' -> 'global' (the first match it finds).
If that variable does not exist (in any scope) an error happens, stopping their script. You can check it before using the "does var (name) exists?" block. ca:assigna a _ el valor _
es:asignar a _ el valor _
pt:altera _ para _
de:setze var _ auf _
pl:ustaw zmienną _ na _
§_getVarNamesDictThis block creates new variables on the selected scope: global (for all sprites), sprite (for this sprite only) or script (only for that blocks stack) with the names given (in 'names' list).
If there is already a variable with that name in that scope, it does nothing: no errors and no overwrites.pt:cria as variáveis _ _
ca:crea les _ variables _
es:crear las _ variables _
de:erstellen _ var _
pl:utwórz zmienną _ _
globalglobal
sprite
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