data:image/png;base64,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de:animiere Setter _ Getter _ Delta _ über _ Sek. beschleunigt _
ca:modifica setter _ i getter _ amb delta _ en _ segons de forma _
pt:anima com modificador _ e inspector _ de _ em _ s de forma _
501de:Grad _
ca:graus de _ radians
pt:_ radianos em graus
0.5de:Fehler _
pt:assinala o erro _
de:gleite _ in _ Sek. beschleunigt: _
ca:llisca _ en _ segons de forma _
fr:glisser _ en _ sec. accélérer _
pt:desliza _ em _ s de forma _
501linearlinear
quadratic={
quadratic-in
quadratic-out
quadratic-in-out
}
cubic={
cubic-in
cubic-out
cubic-in-out
}
quart={
quart-in
quart-out
quart-in-out
}
sinusoidal={
sine-in
sine-out
sine-in-out
}
elasticde:animiere _ um _ in _ Sek. beschleunigt: _
ca:modifica _ amb _ en _ segons de forma _
pt:anima _ de _ em _ s de forma _
x positionsteps
x position
y position
direction
size
ghost effect
color effect
saturation effect
brightness effect
fisheye effect
whirl effect
pixelate effect
mosaic effect
negative effect
tempo
volume
balance501linearlinear
quadratic={
quadratic-in
quadratic-out
quadratic-in-out
}
cubic={
cubic-in
cubic-out
cubic-in-out
}
quart={
quart-in
quart-out
quart-in-out
}
sinusoidal={
sine-in
sine-out
sine-in-out
}
elasticdeltay positiondirectionsizetempovolumebalance112de:Beschleunigung _
ca:de forma _
pt:a forma _
linearlinear
quadratic={
quadratic-in
quadratic-out
quadratic-in-out
}
cubic={
cubic-in
cubic-out
cubic-in-out
}
quart={
quart-in
quart-out
quart-in-out
}
sinusoidal={
sine-in
sine-out
sine-in-out
}
elasticquadratic-outquadratic-inquadratic-in-outcubic-outcubic-incubic-in-outquart-outquart-inquart-in-outsine-outsine-insine-in-outelasticunknown easing function ""de:für _ = _ bis _ _ in _ Sek. beschleunigt: _ _
ca:per _ = _ fins _ _ en _ segons de forma _ _
pt:para _ de _ a _ _ em _ s de forma _ _
01001linearlinear
quadratic={
quadratic-in
quadratic-out
quadratic-in-out
}
cubic={
cubic-in
cubic-out
cubic-in-out
}
quart={
quart-in
quart-out
quart-in-out
}
sinusoidal={
sine-in
sine-out
sine-in-out
}
elasticde:fange _ _
ca:agafa _ _
es:atrapar _ _
fr:attrape _ _
pt:captura _ _
contde:wirf _
ca:llança _
es:lanzar _
fr:lance _
pt:lança _
catchtagde:fange _ _
ca:agafa _ _
es:atrapar _ _
fr:attrape _ _
pt:captura _ _
contde:wirf _ _
ca:llança _ _
es:lanzar _ _
fr:lance _ _
pt:lança _ _
catchtagThis is a breakpoint block, to be used in debugging.
The Boolean input specifies the condition under which
the program should pause. (Use True for an unconditional breakpoint.) The intent is that the script should have
SHOW VARIABLE blocks for the process's local variables.
After the pause, this block automatically hides all temporary variables.de:falls _ dann _ und pause $pause-1-255-220-0
ca:si _ fes _ i atura-ho tot $pause-1-255-220-0
es:si _ haz _ y páralo todo $pause-1-255-220-0
fr:si _ faire _ et mettre tout en pause $pause-1-255-220-0
pt:se _ , então _ e faz pausa em tudo $pause-1-255-220-0
This block does nothing.
Use it when you are calling a reporter
for its side effect and don't care about
its return value.de:ignoriere _
ca:ignora _
es:ignorar _
fr:ignore _
pt:ignora _
Call f(f(f(...(f(x))))) n times where the three input slots are n, f, and x from left to right. The # variable can be used inside f to represent how many times f has been called.pt:o resultado de _ invocações em cascata de _ com argumento inicial _ _
ca:en cascada _ vegades _ _ _
Call f(f(f(...(f(x))))) until condition is true, where the three input slots are condition, f, and x from left to right. The # variable can be used inside f or condition to indicate how many times f has been called.pt:o resultado da invocação em cascata até que _ de _ com argumento inicial _ _
ca:en cascada fins _ _ _ _
Returns the function x↦f(g(x)) where f and g are the two inputs.pt:a composição de _ com _
ca:composa _ _
Like the built-in REPEAT UNTIL block, except that the ending condition is not tested until the script has been run the first time. So the script is run at least once.pt:repete _ até que _ $loop-0.7
ca:repeteix _ fins _
Run the script repeatedly, as long as the given condition is true. Runs the script at least once before testing the condition.pt:repete _ enquanto _ $loop-0.7
ca:repeteix _ mentre _
Runs the script repeatedly, as long as the condition is true. Tests the condition before the first time the script is run. Like the built in REPEAT UNTIL except that in this block the condition must be true, not false.pt:enquanto _ , repete _ $loop-0.7
Runs the script the specified number of times, like the built-in REPEAT block, but this one provides the # variable that can be used inside the script. Try
REPEAT (200)
MOVE (#) STEPS
RIGHT 92
with the pen down.pt:repete _ vezes _ _ $loop-0.7
ca:repeteix _ _ _
The primitive FOR block uses an implicit step of ±1 depending on which of the starting and ending values is larger. This version allows you to provide an explicit step value. If the sign of the step input is incompatible with the ordering of the starting and ending values, the script will not be run at all.pt:para _ de _ com passo _ a _ _ $loop-0.7
ca:per _ = _ incrementant _ fins _ _
1110Provides LOOP as a function of one input that runs
the body of the LET with A set to the function input,
so the body can run itself recursively.
See COPY block in Variables for an example of use.pt:tendo _ o valor inicial _ , executa _ definido como _
ca:fes que _ sigui _ al _ _
new valueThis 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 _
globalglobal
sprite
scriptThis block deletes all the variables with the names given (inside input list).
Each name will make only one variable deletion, and this will be the variable found following the scope order: 'script' -> 'sprite' -> 'global'.
If we have a "testing" sprite variable and also a "testing" global one, deleting "testing" will delete only the sprite one (Yes! we can also do "delete var (testing, testing)" to delete both.
If one variable does not exists (in any scope) an error happens, stopping block action in that point. You can check it before with the "does var (name) exists?"block. pt:remove as variáveis _
ca:esborra les variables _
es:borrar variables _
de:löschen var _
This 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 _
§_getVarNamesDictThis 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 _
§_getVarNamesDictThis block reports "true" if there is a variable with this given name (input slot) in that context.
It can be a global, sprite or script variable.
Otherwise it reports "false".pt:a variável _ existe
ca:existeix la variable _ ?
es:existe la variable _ ?
de:existiert var _ ?
err_resetThis block turns on (show) the watcher view on stage (if it was not already activated) of the variable with the given name (slot input).
It can only access to the closest variable scope (if there different variables with the same name in different scopes) following the order 'script' -> 'sprite' -> 'global'.
No errors if that variable does not exist.ca:mostra la variable _
es:mostrar variable _
pt:mostra a variável _
de:zeige var _
§_getVarNamesDictThis block turns off (hide) the watcher view on stage (if it was not already activated) of the variable with the given name (slot input).
It can only access to the closest variable scope (if there different variables with the same name in different scopes) following the order 'script' -> 'sprite' -> 'global'.
No errors if that variable does not exist.ca:amaga la variable _
es:esconder variable _
pt:esconde a variável _
de:verstecke var _
§_getVarNamesDict1data:image/png;base64,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1110.697413153600350500.5447143771120273