{% extends "global/Base.html" %}
{% load staticfiles otree_tags %}
{% block title %}
Part 2 of this Study: Instructions
{% endblock %}
{% block content %}
Welcome to the second part of this study! As before, there will be various bags from which red or blue balls will be drawn. Between the first and the second part, only the number of bags changes.
From now on, in each guessing task, there are {% if player.bags_first == 10 %}two bags, "Bag A" and "Bag B"{% else %}ten bags, "Bag A", "Bag B", etc. up to "Bag J"{% endif %}.
As before, each bag contains 100 balls.
{% if player.bags_first == 10 %} One of the bags contains more red balls, and the other bag contains more blue balls.
{% else %} Some of the bags contain more red balls, and the others contain more blue balls. {% endif %}
You will be informed about exactly how many red and blue balls each bag contains.
The deck of cards now contains 100 cards corresponding to each of the {% if player.bags_first == 10 %}two{% else %}ten{% endif %} bags.
As before, one of the cards is selected at random by the computer, you will not be told which bag was selected, and one or several balls will be drawn from the secretly selected bag.
The procedure will now look as follows:
{% if player.bags_first == 10 %}
{% else %}
{% endif %}
{% if player.bags_first == 10 %}
You will be asked to enter probabilities that express how likely you think it is that Bag A was secretly selected, and then how certain you are of your response.
{% else %}
You will be asked to enter probabilities that express how likely you think it is that either Bag A or one of the other bags (B-J) was secretly selected.
This means that we will not separately ask you for the probability that Bag B or Bag C got selected.
We will only ask you how likely it is that Bag A vs. one of the other bags got selected.
Then we will ask you how certain you are of your response.
{% endif %}
{% next_button %}
{% endblock %}