data:image/png;base64,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data:image/png;base64,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:$globe zeige aktuellen Standort
pt:mostra a localização corrente do dispositivo no $globe
ca:$globe centra a la meva ubicació
de:$globe Zoom
pt:o zoom do $globe
ca:$globe zoom
de:setze $globe Zoom auf _
pt:altera o zoom do $globe para _
ca:$globe fixa el zoom a _
10de:$globe Längengrad von x _
pt:a longitude no $globe da coordenada x _
ca:$globe longitud per a x _
0de:$globe Breitengrad von y _
pt:a latitude no $globe da coordenada y _
ca:$globe latitud per a y _
0de:setze $globe auf Länge: _ Breite: _
pt:altera a posição no $globe para (longitude: _ , latitude: _ )
ca:$globe centra a longitud: _ latitud: _
-122.25785237.872099de:y von $globe Breitengrad _
pt:a coordenada y da latitude _ no $globe
ca:$globe y per a latitud _
de:x von $globe Längengrad _
pt:a coordenada x da longidude _ no $globe
ca:$globe x per a longitud _
de:ändere $globe um x: _ y: _ Pixel
pt:desloca a posição do mapa de (x: _ , y: _ )
ca:$globe canvia la ubicació en x: _ y: _ píxels
1010de:$globe Entfernung in km zu _
pt:a tua distância em km a _ no $globo
ca:$globe distància en km fins a _
§_objectsMenustagelat1lng1lat2lng2return stage.worldMap.distanceInKm(lat1, lng1, lat2, lng2)de:$globe aktuelle Position
pt:a localização corrente do dispositivo no $globe
ca:$globe ubicació actual
de:$globe aktueller Breitengrad
pt:a latitude corrente do dispositivo no $globe
ca:$globe latitud actual
de:$globe aktueller Längengrad
pt:a longitude corrente do dispositivo no $globe
ca:$globe longitud actual
de:aktualisiere $globe
pt:actualiza o $globe
ca:$globe força refresc
de:$globe als Kostüm
pt:a parte visível do $globe na forma de traje
ca:$globe vestit del mapa actual
de:setze $globe Stil auf _
pt:altera o estilo do $globe para _
ca:$globe fixa l'estil de mapa a _
WikimediaOpenStreetMap
Wikimedia
Watercolor
Toner
Terrain
Topographic
Satellite
Streets
Shading
Mapbox (experimental)de:Kostüm aus Text _ Größe _
pt:um traje com o texto _ de tamanho _
A72Allows reading global settings programmatically.
Eisenberg's Law: Anything you can do from the user interface you should be able to do in your program, and vice versa. This library is just a beginning; there are many UI controls outside of the Settings menu.pt:o valor da configuração _
Project notes
Project name
User
Presentation mode
Language
Zoom blocks
Stage size
Stage scale
Retina display support
Long form input dialog
Plain prototype labels
Input sliders
Execute on slider change
Clicking sound
Turbo mode
Flat design
Keyboard editing
Visible stepping
Thread safe scripts
Prefer smooth animations
Flat line ends
Codification support
Inheritance support
Hyper blocks support
Visible paletteAllows changing global settings programmatically.
This block is for Boolean (checkbox) settings; use
SET VALUE for numeric or text values.
Eisenberg's Law: Anything you can do from the user interface you should be able to do in your program, and vice versa. This library is just a beginning; there are many UI controls outside of the Settings menu.pt:altera o valor da configuração _ para _
Presentation mode
Retina display support
Long form input dialog
Plain prototype labels
Input sliders
Execute on slider change
Clicking sound
Turbo mode
Flat design
Keyboard editing
Visible stepping
Thread safe scripts
Prefer smooth animations
Flat line ends
Codification support
Inheritance support
Hyper blocks supportAllows changing global settings programmatically.
This block is for numeric or text settings; use
SET FLAG for Boolean (checkbox) values.
Eisenberg's Law: Anything you can do from the user interface you should be able to do in your program, and vice versa. This library is just a beginning; there are many UI controls outside of the Settings menu.pt:altera o valor da configuração _ para _
Project notes
Project name
Language
Zoom blocks
Stage size
Stage scale
Visible palette20