There stand 20 chests containing the candidates. You must count to 10 minutes; the four closest to 10 minutes will earn a shield. No murder is committed on the first night, but tomorrow that will be different. Enjoy it while you can, participants. The shield bearers still have to choose 12 other shield bearers, after which 6 without a shield will remain. The round table has taken place and the three traitors have been touched. The 6 without a shield can still earn a shield, but for two of them there is only one shield. Then one of the four is murdered, but who? Now only the moment remains when the traitors meet each other in the turret. Who will be murdered on the second night already?
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