1. Križci in krožci
Imamo igralno ploščo z mrežo m vrstic in n stolpcev. V mrežo na prazna polja rišeta izmenično dva igralca: en igralec postavlja križce, drugi pa krožce. Zmaga tisti, ki prvi postavi 5 svojih znakov skupaj, torej da je 5 enakih znakov zaporedno v isti vrstici, stolpcu ali diagonali.
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)
Primer mreže, v kateri je zmagal igralec, ki postavlja krožce.
Napiši podprogram (funkcijo) ali del programa, ki za dano tabelo m × n znakov ugotovi, kdo je zmagovalec oziroma, da ni zmagovalca, če ni nihče postavil 5 svojih znakov skupaj v vrsto, stolpec ali diagonalo. Vsak element tabele je eden od znakov ’x’ (križec), ’o’ (krožec) in ’ ’ (presledek, ki predstavlja prazno polje). Zagotovljeno je, da je zmagovalec lahko največ en igralec (lahko pa tudi ni zmagovalca).