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Turnaja sa zúčastnilo 5 družstiev. Každé družstvo hralo s každým iným práve raz a vždy proti sebe hrali práve dve družstvá. Zápas vždy skončil výhrou, prehrou alebo remízou. Výhra pripísala družstvu 100 bodov, remíza 50 bodov, prehra nič. Na konci turnaja malo každé družstvo iný počet bodov. Najviac bodov získalo Vínomašovo družstvo, ale Vínomaš si nepamätal, koľko presne získali bodov. Pamätal si len to, že ani raz neremízovali a družstvo, ktoré skončilo na druhom mieste, ani jednu hru neprehralo. Koľko bodov získalo každé zo zúčastnených družstiev? Nájdi všetky možnosti a nezabudni zdôvodniť, prečo družstvá nemohli získať iné počty bodov.
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