data:image/png;base64,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:image/png;base64,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 flys down the street.
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 _ 501
de:Grad _ ca:graus de _ radians pt:_ radianos em graus 0.5
de: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 } elastic
de:animiere _ um _ in _ Sek. beschleunigt: _ ca:modifica _ amb _ en _ segons de forma _ pt:anima _ de _ em _ s de forma _ x positionx 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 } elasticy positiondirectionsizetempovolumebalance1 12
de: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-inquadratic-outquadratic-in-outcubic-incubic-outcubic-in-outquart-inquart-outquart-in-outsine-insine-outsine-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 } elastic
de:fange _ _ ca:agafa _ _ es:atrapar _ _ fr:attrape _ _ pt:captura _ _ cont3
de:wirf _ ca:llança _ es:lanzar _ fr:lance _ pt:lança _ catchtag
de:fange _ _ ca:agafa _ _ es:atrapar _ _ fr:attrape _ _ pt:captura _ _ cont
de:wirf _ _ ca:llança _ _ es:lanzar _ _ fr:lance _ _ pt:lança _ _ catchtag
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
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 _ _ 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 _ _ Returns the function f(g(x)) where f and g are the two inputs.
pt:a composição de _ com _ 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 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 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
pt:para _ de _ com passo _ a _ _ $loop-0.7 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 _ new value