data:image/png;base64,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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 _
30 is too low.,45 is too high.,37 is too high.,33 is too high.,31 is correct!