{{ block title }} Instructions {{ endblock }} {{ block content }}

Participant A and Participant B both work on a counting task and earn a joint reward of {{ Constants.endowment_dictator|cu }}. In the counting task, you count the symbols in a series of tables as shown below.


The difficulty of the task is however different for the two participants. One of the participants has to count symbols in two times the number of tables as the other participant, and hence works twice as hard. Both participants know that one of them works harder, but don't know who.

Participant A then decides how to distribute the joint reward of {{ Constants.endowment_dictator|cu }} between Participant B and themself, depending on whether Participant A or Participant B worked harder. Therefore, Participant A makes two decisions:

Depending on who worked harder, the corresponding decision of Participant A is implemented: If Participant A worked harder, the first decision is implemented; and if Participant B worked harder, the second decision is implemented. Participant B also knows this. Participant B makes no decisions.


Please answer the practice questions below to proceed.


You will now take part in the counting task.

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