{% extends "global/Page.html" %} {% load otree static %} {% block title %} Possibilities {% endblock %} {% block content %}
{% if prior_type == 1 %} There are three possible types of matrix:
  1. 72 cells generate payoff 0 and only 9 cells generate payoff of 1.
  2. 54 cells generate payoff 0 and only 27 cells generate payoff of 1.
  3. 36 cells generate payoff 0 and 45 cells generate payoff of 1.
All three possibilities are equally likely. All cells are equally likely to contain payoff 0.
{% endif %} {% if prior_type == 2 %} There are two possible types of matrix:
  1. 72 cells generate payoff 0 and only 9 cells generate payoff of 1.
  2. 36 cells generate payoff 0 and 45 cells generate payoff of 1.
Both possibilities are equally likely. All cells are equally likely to contain payoff 0.
{% endif %} {% if prior_type == 3 %} There are three possible types of matrix:
  1. 72 cells generate payoff 0 and only 9 cells generate payoff of 1.
  2. 54 cells generate payoff 0 and only 27 cells generate payoff of 1.
  3. 36 cells generate payoff 0 and 45 cells generate payoff of 1.
There is a 50% chance that 54 cells generate payoff 0 and other two possibilities have 25% chances each. All cells are equally likely to contain payoff 0.
{% endif %} {% if prior_type == 4 %} There are two possible types of matrix:
  1. 72 cells generate payoff 0 and only 9 cells generate payoff of 1.
  2. 36 cells generate payoff 0 and 45 cells generate payoff of 1.
Both possibilities are equally likely. All cells are equally likely to contain payoff 0.
{% endif %} {% if prior_type == 5 %}
There are exaxtly {{zeros}} zeros in the matrix. All cells are equally likely to contain payoff 0.
{% endif %}

Press the next button to continue.

{% next_button %}

{% endblock %} {% block styles %} {% endblock %} {% block scripts %} {% endblock %}