{{ block title }}
Comprehension test
{{ endblock }}
{{ block content }}
“You will play the game with the same two persons for all rounds.” This statement is {{formfield 'quiz0'}}
If you receive information that is correct with 60% probability, from your knowledge, the correctness probabilities of the other two members' information are {{formfield 'quiz1'}}
If you receive the information “The prize is in RED”, which is correct with 60% probability, the other member who also receives information with a 60% correctness probability must also receive information suggesting RED”." This statement is {{formfield 'quiz2'}}
"If you receive information that is correct with 60% probability in the first round, it means that you will receive information with 60% correctness probability in all the 20 rounds." This statement is {{formfield 'quiz3'}}
"In every round, there will always be one member who gets more accurate information than the other two members." This statement is {{formfield 'quiz8'}}
{{ if C.TREATMENT != 1}}
The message you send will be seen by {{formfield 'quiz4'}}
“If you send a message saying 'My information suggests RED ', you are not allowed to vote for BLUE or abstain in voting.” This statement is {{formfield 'quiz5'}}
{{endif}}
Suppose you vote for RED , while the other two members both vote for BLUE . The prize is placed in BLUE . If this round is selected for payment, what will you earn from this round? {{formfield 'quiz6'}}
If this round is selected for payment, what will either of the other two members earn from this round? {{formfield 'quiz7'}}