I used the custom blocks @silver_star made to make it sound like 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:image/png;base64,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

sample rate

§_soundsMenunightcorednightcored daycored20

last type

last degree

last sound

last type

last degree

6240

This 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 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 _ §_getVarNamesDict

This 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 _ ?

§_costumesMenu80

§_soundsMenu

§_soundsMenu§_soundsMenu22050 44100 48000 88200 96000

list,start time

Reports a new list whose items are the same as in the input list, except that if two or more equal items appear in the input list, only the last one is kept in the result.

ca:elimina els duplicats de _ 1

§_soundsMenu§_soundsMenu

§_soundsMenu1

§_soundsMenu50