{% extends "global/Page.html" %} {% load staticfiles otree %} {% load i18n %} {# *** STYLES *** #} {% block styles %} {% endblock %} {# *** SCRIPTS *** #} {% block scripts %} {% if Constants.small_pies == True or Constants.large_pies == True %} {% endif %} {% endblock %} {# *** TITLE *** #} {% block title %} {% trans "Results" %} {% endblock %} {# *** CONTENT *** #} {% block content %}
{% blocktrans trimmed %} The following decision was randomly chosen for your price list decisions: {% endblocktrans %}

{% if Constants.one_choice_per_page == True and Constants.large_pies == True %}
{% for i,f,p in choice_to_pay %} {% if option_to_pay == 'A' %} {% elif option_to_pay == 'B' %} {% endif %} {% endfor %}
{% trans "Option A" %} {% trans "Option B" %}
{% with j=i|stringformat:"s" %} {% with pies_a="pie_a_"|add:j %}
{% endwith %} {% endwith %}
{% with j=i|stringformat:"s" %} {% with pies_b="pie_b_"|add:j %}
{% endwith %} {% endwith %}
{% else %}
{% if Constants.small_pies == True %} {% endif %} {% if Constants.small_pies == True %} {% endif %} {% for i,f,p in choice_to_pay %} {% if Constants.small_pies == True %} {% endif %} {% if Constants.small_pies == True %} {% endif %} {% endfor %}
{% trans "Option A" %} {% trans "Option B" %}
{% with j=i|stringformat:"s" %} {% with pies_a="pie_a_"|add:j %}
{% endwith %} {% endwith %}
{{ lottery_a_hi }} {% trans "with a probability of " %}{{ p }},
{{ lottery_a_lo }} {% trans "otherwise" %}
{% if option_to_pay == 'A' %}
{% elif option_to_pay == 'B' %}
{% endif %}
{{ lottery_b_hi }} {% trans "with a probability of " %}{{ p }},
{{ lottery_b_lo }} {% trans "otherwise" %}
{% with j=i|stringformat:"s" %} {% with pies_b="pie_b_"|add:j %}
{% endwith %} {% endwith %}
{% endif %}

{% blocktrans trimmed with option_to_pay=option_to_pay %} For the price list, you decided to go for option {{ option_to_pay }} in this decision. For the chosen option, one of the two possible outcomes has been randomly realized based on the corresponding probabilities. Now, this will again be randomized with the previous three binary choices that you previously made, and only one will be selected with equal probability. {% endblocktrans %}

{% blocktrans trimmed with payoff=payoff %} Your final payoff: {{endowment}} + {{payoff_before_endowment}} ={{ payoff }}.

Summary:

Here is a quick run through on your points: from the series of Binary choices you had {{icl_pay}}, after randomizing between that and {{mpl_pay}} resulting from the price list above, you received the final payoff above ( the {{endowment}} above is just your endowment).

{% endblocktrans %}

{% next_button %} {% endblock %}