{{ extends 'global/Page.html' }} {{ block title }}Task 1 Instructions{{ endblock }} {{ block content }}
In this task, you will be matched with another participant in the room, that will be randomly chosen by the computers. One of you will be player A and other will be player B. You will never know, now or later, who the participant you are matched with.
In the beginning of the experiment, player A will receive 10 dollars and will independently decide how much, if any, of this money to send to player B. Player A will keep any amount not sent. Player B will receive the amount sent from player A, after this amount was tripled by the experimenter. For example, if player A sent 10 dollars, player B will receive 30 dollars. If player A sent 2 dollars, player B will receive 6 dollars. Next, player B will decide independently if and how much money to send back to player A. This amount will be added to any amount player A kept in the first step. Player B will keep any amount not sent back. For example, if player A sends 5 dollars, player B will receive 15 dollars. Suppose that player B sends back 7 dollars, then player A will receive 5+7=12 dollars, and player B will receive 15-7=8 dollars.
{{ if player.id_in_group == 1 }} You are player A. {{ else }} You are player B. {{ endif }}
Remember, you will be paid real money at the end of this experiment. You will make your decision only once. Please think it over carefully.
Quiz: Suppose player A sent 3 dollars to player B and player B send back 4 dollars. {{ formfields }}
You cannot proceed the experiment until your answer to the quiz is correct.
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