Hi, I made a Game Theory for you, and the best thing about it is that the theme is the romance between Aphrodite and Poseidon.
In ancient Greece, the goddess of love, Aphrodite and the god of the sea, Poseidon, have been in love for many years. The two divinities wanted to propose themselves but out of fear of rejection, they had doubts about what to do. One day they decided to meet to talk. If Aphrodite declares herself to Poseidon and the god towards the same thing, the two would live in a romantic bliss. If Poseidon declares himself but Aphrodite decides not to say anything, Poseidon will feel rejected while Aphrodite will not suffer. On the other hand, if Aphrodite declares herself but Poseidon says nothing, Aphrodite will feel rejected but the god of the sea will not suffer. And, the last option that remains, is that Aphrodite and Poseidon decide not to say anything and, both will feel rejected.
Poseidon says I love you
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Poseidon remains silent
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Aphrodite says I love you
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5/5
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-5/0
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Aphrodite remains silent
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0/-5
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0/0
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If Poseidon declares to Aphrodite,the Nash equilibrium for the goddess of love is also declare herself, so she will win 5 points and the god of the sea too. And, if Poseidon decides not to say anything, the Nash equilibrium for Aphrodite is also remain silent, so she won't win anything as well as the god.
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