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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number guessed230 is too high.,15 is too high.,8 is too high.,4 is correct!200444