data:image/png;base64,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 up "bag of numbers" with a random number of random numbersbag historyi1Add all elements in the "bag of numbers" to a separate "bag history" variable.
As numbers are drawn from the bag, "bag of numbers" will shrink in length, but the history variable will remain the same. At the end, you'll be able to look at it and see the values from the original bagLABEL will stamp text on the stage at the given font size. The direction of the text is the direction the sprite is facing, and color will match the pen color.de:drucke _ in Größe _
ca:etiqueta _ de mida _
es:etiqueta _ de tamaño _
fr:étiquette _ d'une taille de _
Hello!12de:ist _ leer?
ca:_ buida?
es:_ vacía?
fr:_ vide?
de:behalte Elemente, die _ aus _
ca:manté els elements on _ de _
es:mantener los elementos donde _ de _
fr:garder les items tels que _ de _
1de:kombiniere mit _ die Elemente von _
ca:combina amb _ els elements de _
es:combinar con _ los elementos de _
fr:combine avec _ les items de _
1de:wenn _ dann _ sonst _
ca:si _ llavors _ si no _
es:si _ entonces _ sino _
fr:si _ alors _ sinon _
de:für _ = _ bis _ _
ca:per _ = _ fins _ _
es:para _ = _ hasta _ _
fr:pour _ allant de _ à _ _
110ide:füge Wörter zusammen _
ca:uneix les paraules _
es:unir las palabras _
fr:fusionne les mots _
121de:Liste $arrowRight Satz _
ca:llista $arrowRight frase _
es:lista $arrowRight frase _
fr:liste $arrowRight phrase _
de:Satz $arrowRight Liste _
ca:frase $arrowRight llista _
es:frase $arrowRight lista _
fr:phrase $arrowRight liste _
de:fange _ _
ca:agafa _ _
es:atrapar _ _
fr:attrape _ _
cont3de:wirf _
ca:llança _
es:lanzar _
fr:lance _
catchtagde:fange _ _
ca:agafa _ _
es:atrapar _ _
fr:attrape _ _
contde:wirf _ _
ca:llança _ _
es:lanzar _ _
fr:lance _ _
catchtagde:für jedes _ von _ _
ca:per cada _ de _ _
es:para cada _ de _ _
fr:pour chaque _ de _ _
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
de:Wort $arrowRight Liste _
ca:paraula $arrowRight llista _
es:palabra $arrowRight lista _
fr:mot $arrowRight liste _
de:ignoriere _
ca:ignora _
es:ignorar _
fr:ignore _
de:Liste $arrowRight Wort _
ca:llista $arrowRight paraula _
es:lista $arrowRight palabra _
fr:liste $arrowRight mot _
de:Zahlen von _ bis _
ca:nombres des de _ a _
es:números de _ a _
fr:nombres de _ à _
1101de:wende _ an auf _
ca:mapeja _ sobre _
es:mapear _ sobre _
fr:appliquer _ à _
1returns:
- True if bag is empty
- False if there are still tiles in the bag0.05data:image/png;base64,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1 is the biggest number in the bag!26336,39,59,54,73,19,92,63,50