data:image/png;base64,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 data:image/png;base64,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


  
    
      
      
      
      
        
      
      
        
        
      
    
    
      
      
      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: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 _ _

      
        
        1
        10
        
      
      
          
        
        
          i
          
        
        
          
            
            
          
          
        
      
    
    
      
      
      de:füge Wörter zusammen _
ca:uneix les paraules _
es:unir las palabras _
fr:fusionne les mots _

      
        
      
      
        
        
          
            
            
              1
              
            
          
          
        
        
          
            
            
              2
              
            
          
          
        
        
          
            
              
                1
                
              
              
              
                
                  
                
              
            
          
        
      
    
    
      
      
      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:fange _ _
ca:agafa _ _
es:atrapar _ _
fr:attrape _ _

      
        
        
      
      
            
              cont
            
          
        
        
          3
        
      
    
    
      
      
      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: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 _

      
        1
        10
      
      
        
        
          
            
            
              
                
                1
              
              
            
          
        
      
    
    
      
      
      de:wende _ an auf _
ca:mapeja _ sobre _
es:mapear _ sobre _
fr:appliquer _ à _

      
        
        
      
      
        
        
          
            
              
              
                
                  1
                  
                
              
            
            
              
              
                
              
            
          
        
      
    
    
      
      
      
      
        255
        0
        0
      
      
    
  
  
    
      100
    
    
      100
    
    
      120
    
    
      100
    
    
      2
    
    
      15