{% load otree %}
{% load otree_tags staticfiles %}
{% csrf_token %}

<h5>
	<span style="color:orangered">Introduction</span>
</h5>
<div class="instructions well well-lg">
    A computer will randomly assign you to a
	<strong>4-member group</strong>. You will not know who your group members and neither will they learn your identity.
    You will remain in this same group, with the same 3 other participants, for the duration of the experiment.

	<p></p>
    All of you will participate in <strong>4 independent rounds</strong> of decision-making within the group.
    At the start of the first three rounds, a computer will randomly assign you to a new position
    within your 4-member group: “position 1”, “position 2”, “position 3”, or “position 4”. You will
    be in each position only once, so will each member of your group.

</div>
<h5>
	<span style="color:orangered">Two urns</span>
</h5>
<div class="instructions well well-lg">

    There are two “urns” (containers) which are labelled as the “Blue” urn
    and the “Red” urn.

	<p></p>
    The “Red” urn contains
	<strong>2
		<span style="color:red">red</span>
	</strong>
    balls and
	<strong>1
		<span style="color:deepskyblue">blue</span>
	</strong> ball:

	<p></p>
	<center>
		<strong>
			<span style="color:red">“Red”</span> urn:
		</strong>
		<img src="{% static 'bullet_red.png' %}"/>
		<img src="{% static 'bullet_red.png' %}"/>
		<img src="{% static 'bullet_blue.png' %}"/>
	</center>
	<p></p>
    The “Blue” urn contains
	<strong>2
		<span style="color:deepskyblue">blue</span>
	</strong>
    balls and
	<strong>1
		<span style="color:red">red</span>
	</strong> ball:

	<p></p>
	<center>
		<strong>
			<span style="color:deepskyblue">“Blue”</span> urn:
		</strong>
		<img src="{% static 'bullet_blue.png' %}"/>
		<img src="{% static 'bullet_blue.png' %}"/>
		<img src="{% static 'bullet_red.png' %}"/>
	</center>
	<p></p>
    At the beginning of
	<strong>each round</strong>, a computer will
	<strong>randomly select</strong> one of these urns
    with an equal
	<strong>50% probability</strong>. Neither you nor other members of your group are
    informed as to which urn is selected for the round. The selected urn will be the
	<strong>same urn for
    all members</strong> of your 4-member group
	<strong>for that particular round</strong>.

	<p></p>
    We will call this selected urn the <strong>“group urn”</strong>.

</div>
<h5>
	<span style="color:orangered">Your task</span>
</h5>
<div class="instructions well well-lg">
	<strong>In each round, each participant’s ultimate task is to correctly guess which of the two urns has
        actually been selected by the computer as the group urn for that round.</strong>
	<p></p>
        Each of your group members, including you, will make her/his group urn guess one after the other, according
	to her/his position <strong>in sequence</strong> within the group in each round.

	<p></p>
    For example, if you are in position 2, you are
        the second person guessing the group urn in that round. Two other members of your group,
        assigned to position 3 and position 4, will guess after you. The member in position 1 will guess before you.
        Whether you will receive the bonus will be determined exclusively by whether you correctly guess
        the randomly selected group urn (see
	<strong>
		<span style="color:orangered">Bonus payment
</span>
	</strong>on the next page for further explanation).

</div>