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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 low.,50 is too high.,22 is too high.,13 is too high.,7 is too low.,10 is too high.,8 is correct!60155