data:image/png;base64,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You guessed it in guesses.3de:füge Wörter zusammen _
ca:uneix les paraules _
es:unir las palabras _
fr:fusionne les mots _
121de: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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guess = computer guess
guesses= all guesses
lownum= lowest number
highnum= highest number5000is too big!,2500is too big!,1250is too big!,625is too small,937is too small,1093is too small,1171is too small,1210is too small,1230is too small,1240is too big!,1235is too big!,1232is too small,1233is too small,1234is correct!1234123412341234014