data:image/png;base64,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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.,5 is too high.,1 is too low.,2 is too low.,3 is correct!1362