{{ block title }}Stage 4{{ endblock }} {{ block content }}
The actual percentage of participants who chose Up in table B in the previous stage is {{ group.session.up_e_stage2_subj }}% while you guessed {{ player.participant.stage3_guess }}%.
{{ if optimistic == 1 }}Therefore, you have been optimistic.
{{ elif optimistic == 0 }}Therefore, you have been pessimistic.
{{ else }}Therefore, your prediction was exactly correct.
{{ endif }}You are again in a new group of four members. Suppose you are a Type-1 agent and have to vote for situation in table A or table B and then play in the table that is randomly drawn from all the votes. As before, the payment in this stage is computed from the group members' choices in the table that is selected randomly among the votes.
Number of other Type-1 choosing Up in your group. | |||||
A | 0 | 1 | 2 | ||
Your Choice | Up | {{Constants.payoff_up_c}}, {{Constants.poor_payoff_c_1}} | {{Constants.payoff_up_c}}, {{Constants.poor_payoff_c_2}} | {{Constants.payoff_up_c}}, {{Constants.poor_payoff_c_3}} | |
Down | {{Constants.payoff_down_c}}, {{Constants.poor_payoff_c_0}} | {{Constants.payoff_down_c}}, {{Constants.poor_payoff_c_1}} | {{Constants.payoff_down_c}}, {{Constants.poor_payoff_c_2}} |
Number of other Type-1 choosing Up in your group. | |||||
B | 0 | 1 | 2 | ||
Your Choice | Up | {{Constants.payoff_up_e}}, {{Constants.poor_payoff_e_1}} | {{Constants.payoff_up_e}}, {{Constants.poor_payoff_e_2}} | {{Constants.payoff_up_e}}, {{Constants.poor_payoff_e_3}} | |
Down | {{Constants.payoff_down_e}}, {{Constants.poor_payoff_e_0}} | {{Constants.payoff_down_e}}, {{Constants.poor_payoff_e_1}} | {{Constants.payoff_down_e}}, {{Constants.poor_payoff_e_2}} |