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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KBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECByxcQFpoRMBzwAAAABJRU5ErkJggg== is correct!3list guessall306011