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==4915366060