data:image/png;base64,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

number of guesses left-10do you want to play again?yes

paperpaperscissorsscissorsrockdo you want to play again?yes

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KBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECByxcQFpoRMBzwAAAABJRU5ErkJggg==022SIMPLE,2,20,2101l