S!ML Snap! Markup Language WIP For Best Understanding: https://s1ml.earthrulerr.repl.co/ -color-(color name)- -p-(text)- -var-(var) - creates var- (up to 5) -varv(varID) - var value- (ID=order of creation) - (text) - comment -clear- - cleares output/input to compile code press "tab" after compiled you cancontinue to add to the code and compile again. "Enter" to create a new line. Colors: black blue red lightblue grey orange Closing tag is always just "-". A sentence: -p-Hello this is a sentence.- Word: -p-Hello!- When using -color-red there is always ending tag. Either put another tag directly after it or do -color-red- . Examples: -color-red- -color-red-p-hello -color-red-var-hello etc *Console Log only available in editor by clicking the list-variable "console-log"* 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!ML Snap! Markup Language WIP For Best Understanding: https://s1ml.earthrulerr.repl.co/ -color-(color name)- -p-(text)- -var-(var) - creates var- (up to 5) -varv(varID) - var value- (ID=order of creation) - (text) - comment -clear- - cleares output/input to compile code press "tab" after compiled you cancontinue to add to the code and compile again. "Enter" to create a new line. Colors: black blue red lightblue grey orange Closing tag is always just "-". A sentence: -p-Hello this is a sentence.- Word: -p-Hello!- When using -color-red there is always ending tag. Either put another tag directly after it or do -color-red- . Examples: -color-red- -color-red-p-hello -color-red-var-hello etc *Console Log only available in editor by clicking the list-variable "console-log"*

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 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 _ §_getVarNamesDict

S!ML >install_codeinstall_output

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"Enter"Colors: blue red lightblue grey orange blacksvars (system variables): uvar (user variables) function key"Enter"-42lightblue1: log(start),2: S!ML-v0.13,3: type(am),"4: key""-""","5: key""c""","6: key""o""","7: key""l""","8: key""o""","9: key""r""","10: key""-""","11: key""b""","12: key""l""","13: key""a""","14: key""c""","15: key""k""","16: key""-""","17: key"" ""","18: key""-""","19: key""p""","20: key""-""","21: key""S""","22: key""!""","23: key""M""","24: key""L""","25: key"" ""","26: key""w""","27: key""e""","28: key""b""","29: key""s""","30: key""i""","31: key""t""","32: key""e""","33: key"" ""","34: key""o""","35: key""u""","36: key""t""","37: key"" ""","38: key""n""","39: key""o""","40: key""w""","41: key""!""","42: key""-""","43: key"" """,44: color_set(black),45: text_added(S!ML website out now!),46: event(compiling),47: event(run),"48: key""-""","49: key""l""","50: key""b""","51: key""-""","52: key"" ""","53: key""-""","54: key""l""","55: key""b""","56: key""-""","57: 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