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Now, suppose that, after rolling the dice, it is decided that your predictions will be replaced. Therefore, your payoffs will be based on the average of those who made the same choice than you in the binding situation.
For instance, suppose that the prediction's average of those that make the same choice than you were:
Average of Predictions | A | {{ player.participant.Test_choices_A_pred }} | B | {{ player.participant.Test_choices_B_pred }} | Status quo | {{ player.participant.Test_choices_C_pred }} | And therefore, the corresponding payoffs are: |
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Payoff | A | {{ player.participant.Test_payoff_a_pred }} | B | {{ player.participant.Test_payoff_b_pred }} | Status quo | {{ player.participant.Test_payoff_c_pred }} |
In addition, suppose that (excluding yourself):
Then:
There is a chance of out of {{subsession.session.other_part}} that your payoff will be based on your predictions of Option A and equal to
There is a chance of out of {{subsession.session.other_part}} that your payoff will be based on your predictions of Option B and equal to
There is a chance of out of {{subsession.session.other_part}} that your payoff will be based on your predictions of Option Status quo and equal to
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