data:image/png;base64,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You guessed it in guesses.3de: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: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 _
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 is too low.,40 is too low.,50 is too low.,61 is too high.,56 is too high.,54 is correct!0