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 _

turns1

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 is too big.,2500 is too small.,3750 is too big.,3125 is too big.,2812 is too big.,2656 is too big.,2578 is too big.,2539 is too big.,2519 is too big.,2509 is too big.,2504 is too big.,2502 is too small.,2503 is just right.2503250325030250313