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

You guessed it in guesses.3

de:füge Wörter zusammen _ ca:uneix les paraules _ es:unir las palabras _ fr:fusionne les mots _ 121

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: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 high.,20 is too low.,25 is too low.,27 is correct!