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This section is to assess your understanding on the experiment

Please fill the blank spaces with the correct information

A 10 side dice will be rolled to decide whether your predictions made in the belief task will be replaced or not.

If the numbers 1, 2, 3, 4, 5, 6 and 7 come up, your predictions will be replaced by the average of those who made the same choice than you. Otherwise, your predictions will NOT be replaced.

This means that: 1. there is a probability of {{form.prob_replace }} that your predictions will be replaced by the average of those who made the same choice than you, and 2. a probability of {{form.prob_not_replace }} that your predictions will not be replaced.

Suppose that (excluding yourself):

{{ player.participant.Test_choices_A }} persons choose Option A

{{ player.participant.Test_choices_B }} persons choose Option B

{{ player.participant.Test_choices_C }} persons choose Option Status quo

And that, after rolling the dice, your predictions will NOT be replaced. Therefore, your payoffs will be based on your own predictions, which were:

Predictions A {{ player.CE_pract_pred_A }} B {{ player.CE_pract_pred_B }} Status quo {{ player.CE_pract_pred_C }}
Payoff A {{ player.participant.payoff_practice_A }} B {{ player.participant.payoff_practice_B }} Status quo {{ player.participant.payoff_practice_C }}

Then:

There is a chance of {{form.Test_choices_A_prob}} out of {{subsession.session.num_participants}} that your payoff will be based on your predictions of Option A and equal to {{ form.payoff_A_guess}}

There is a chance of {{form.Test_choices_B_prob}} out of {{subsession.session.num_participants}} that your payoff will be based on your predictions of Option B and equal to {{ form.payoff_B_guess}}

There is a chance of {{form.Test_choices_C_prob}} out of {{subsession.session.num_participants}} that your payoff will be based on your predictions of Option C and equal to {{ form.payoff_C_guess}}

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