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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30 is too low.,45 is too low.,52 is too low.,55 is too low.,57 is too low.,59 is correct!07.515