data:image/png;base64,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:image/png;base64,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
This is a game board which is expected to be square.
This creates a new empty board of n by n tiles
4This is just like the ITEM OF block, but for our game board. You don't need to know how it works.
This is just like the REPLACE block, but for our game board. You don't need to know how it works.
This returns a new distinct copy of the input board which will help prevent you from accidentally reseting list items.
The block reports the score of an individual tile.
This block takes in a function and two "sets" of items. The first are the INPUTS to the function. These must be a list whos length is equal to the number of inputs in the function. The OUTPUTS should be the same type as the output of the function. There must be the same number of inputs and outputs.
inoutReturns a list of locations in board which are empty. The locations are length 2 lists as [row, col].
1datamapmany1data lists
Sprite
SpriteLABEL 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!12
de: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 _ 1
de:kombiniere mit _ die Elemente von _ ca:combina amb _ els elements de _ es:combinar con _ los elementos de _ fr:combine avec _ les items de _ 1
de:füge Wörter zusammen _ ca:uneix les paraules _ es:unir las palabras _ fr:fusionne les mots _ 121
de: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:für jedes _ von _ _ ca:per cada _ de _ _ es:para cada _ de _ _ fr:pour chaque _ de _ _
de:Wort $arrowRight Liste _ ca:paraula $arrowRight llista _ es:palabra $arrowRight lista _ fr:mot $arrowRight liste _
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 _ 1101
de:wende _ an auf _ ca:mapeja _ sobre _ es:mapear _ sobre _ fr:appliquer _ à _ 1
de:für _ = _ bis _ _ ca:per _ = _ fins _ _ es:para _ = _ hasta _ _ fr:pour _ allant de _ à _ _ 110i
de:wenn _ dann _ sonst _ ca:si _ llavors _ si no _ es:si _ entonces _ sino _ fr:si _ alors _ sinon _
Sprite
Sprite
de:fange _ _ ca:agafa _ _ es:atrapar _ _ fr:attrape _ _ cont3
de:wirf _ ca:llança _ es:lanzar _ fr:lance _ catchtag
de:fange _ _ ca:agafa _ _ es:atrapar _ _ fr:attrape _ _ cont
de:wirf _ _ ca:llança _ _ es:lanzar _ _ fr:lance _ _ catchtag
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:ignoriere _ ca:ignora _ es:ignorar _ fr:ignore _ For you to fill out! The following is simply starter code.
For you to fill out! The following is simply starter code.
0For you to fill out! The following is simply starter code.
For you to fill out! The following is simply starter code.
resultFor you to fill out! The following is simply starter code.
2,4,0,02,128,8,28,64,0,04,8,4,24false-1207360,0,2,42,0,128,80,0,8,644,8,4,2