{% extends "global/Page.html" %} {% load staticfiles otree_tags %} {% block content %} {% if player.default_condition == 'two' %}
{% else %}
{% endif %}

In this {% if round > 1 %} new {%endif %} task:

Number of "bag A" cards: {{specification.a_chips}}
{% if player.default_condition == "two" %} Number of "bag B" cards: {{specification.b_chips}}

{% else %} Number of "bag B" cards: {{other_cards.0 }}
Number of "bag C" cards: {{other_cards.0 }}
Number of "bag D" cards: {{other_cards.0 }}
Number of "bag E" cards: {{other_cards.0 }}
Number of "bag F" cards: {{other_cards.0 }}
Number of "bag G" cards: {{other_cards.0 }}
Number of "bag H" cards: {{other_cards.0 }}
Number of "bag I" cards: {{other_cards.0 }}
Number of "bag J" cards: {{other_cards.1 }}

{% endif %} {% if player.task_type == "baseline" %}

Bag A contains {{specification.red_chips_a}} red balls and {{specification.blue_chips_a}} blue {% if specification.blue_chips_a == 1 %} ball{%else%}balls{%endif%}.
{% elif player.task_type == "rocl" %}

We randomly drew an integer number between {{ compound_low_bound }} and {{ compound_high_bound }}, with each number being equally likely to be drawn. Call this number X.

Bag A contains X red balls and 100-X blue balls.
{% endif %} {% if player.default_condition == "two" %} {% if player.task_type == "baseline" %} Bag B contains {{specification.blue_chips_a}} red balls and {{specification.red_chips_a}} blue {% if specification.red_chips_a == 1 %} ball{%else%}balls{%endif%}.

{% elif player.task_type == "rocl" %} Bag B contains 100-X red balls and X blue {% if specification.red_chips_a == 1 %} ball{%else%}balls{%endif%}.

{% endif %} {% else %} Bag B contains {{specification.blue_chips_a}} red balls and {{specification.red_chips_a}} blue {% if specification.red_chips_a == 1 %} ball{%else%}balls{%endif%}.
Bag C contains {{specification.blue_chips_a}} red balls and {{specification.red_chips_a}} blue {% if specification.red_chips_a == 1 %} ball{%else%}balls{%endif%}.
Bag D contains {{specification.blue_chips_a}} red balls and {{specification.red_chips_a}} blue {% if specification.red_chips_a == 1 %} ball{%else%}balls{%endif%}.
Bag E contains {{specification.blue_chips_a}} red balls and {{specification.red_chips_a}} blue {% if specification.red_chips_a == 1 %} ball{%else%}balls{%endif%}.
Bag F contains {{specification.blue_chips_a}} red balls and {{specification.red_chips_a}} blue {% if specification.red_chips_a == 1 %} ball{%else%}balls{%endif%}.
Bag G contains {{specification.blue_chips_a}} red balls and {{specification.red_chips_a}} blue {% if specification.red_chips_a == 1 %} ball{%else%}balls{%endif%}.
Bag H contains {{specification.blue_chips_a}} red balls and {{specification.red_chips_a}} blue {% if specification.red_chips_a == 1 %} ball{%else%}balls{%endif%}.
Bag I contains {{specification.blue_chips_a}} red balls and {{specification.red_chips_a}} blue {% if specification.red_chips_a == 1 %} ball{%else%}balls{%endif%}.
Bag J contains {{specification.blue_chips_a}} red balls and {{specification.red_chips_a}} blue {% if specification.red_chips_a == 1 %} ball{%else%}balls{%endif%}.

{% endif %} {% if player.default_condition == 'ten' %}
{% endif %}
Next:
  1. The computer randomly selected one bag by drawing a card from the deck.

  2. {% if specification.n_sample > 1 %}

    Then, the computer randomly drew {{specification.n_sample}} balls from the secretly selected bag, replacing each ball with a ball of the same color after it was drawn:

    In total, the computer drew {{specification.red_sample}} red {% if specification.red_sample == 1%}ball{%else%}balls{%endif%} and {{specification.blue_sample}} blue {% if specification.blue_sample == 1%}ball{%else%}balls{%endif%}
    .

    {% else %}

    Then, the computer randomly drew {{specification.n_sample}} ball from the secretly selected bag:

    {% if specification.red_sample > 0 %}1 red ball{% else %}1 blue ball{% endif %} was drawn.

    {% endif %}


Decision 1


{# Two screens earlier you stated that you think it is {{ red_bag_prob }}% likely that bag A has been selected and {{ blue_bag_prob }}% likely that bag B has been selected in this task.#} {#

#}

By replacing your guess with the optimal guess you may increase your chances of winning {{ prize }}. You have a budget of {{ endowment | c }} to purchase the optimal guess in this task.

How much of your {{ endowment | c }} budget are you willing to pay to replace your guess with the optimal guess in this task?

Use the slider:

$0

$1.00

$2.00

$3.00    


Do not replace,
own guess counts


Most likely
to replace own guess

{{form.errors}} {% endblock %} {% block styles %} {% endblock %} {% block scripts %} {% endblock %}