data:image/png;base64,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data:image/png;base64,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aa0This 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
scripteach itemvar ide = this.parentThatIsA(IDE_Morph);
ide.flushBlocksCache('variables'); // b/c of inheritance
ide.refreshPalette();This 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 _
var ide = this.parentThatIsA(IDE_Morph);
ide.flushBlocksCache('variables'); // b/c of inheritance
ide.refreshPalette();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 _ ?
This 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 _
§_getVarNamesDict102