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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.,15 is too high.,8 is too low.,10 is too low.,12 is too low.,13 is correct!