data:image/png;base64,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

This custom block contains the mathematical formula used to determine the validity of the code input by the user.

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AAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECByxcQFpoRMBzwAAAABJRU5ErkJggg==To try again, press the space bar. ;)2To try again, press the space bar. ;)24,5,5,5,5,5,5,5,5,5,5,5