{% extends "global/Base.html" %}
{% load staticfiles otree_tags %}

{% block title %}
Your payment for part 1 <hr>
{% endblock %}

{% block content %}
<!--<text style="font-size:large">-->


 <!--Here is an example of this information:-->
    <!--<table class="table table-bordered" >-->
        <!--<colgroup>-->
            <!--<col width="100%">-->

        <!--</colgroup>-->
        <!--<tr>-->
            <!--<td>-->
<!--<p>-->
    <!--The shuffled deck of 10 cards contains:<br>-->
<!--<b>"A"</b> cards: <b>7</b><br>-->
   <!--<b>"B"</b> cards: <b>3</b>-->

<!--<p>Bag <b>A</b> contains <text style="color: red;"><b>60 red </text></b> ones and <b><text style="color: blue;">40 blue </text></b>balls.</p>-->
<!--<p>    Bag <b>B</b> contains  <text style="color: red;"><b>40 red </text></b>ones and <b><text style="color: blue;">60 blue</text></b> balls.</p>-->

<!--<ol>-->
<!--<li><p>The computer <b>randomly drew one card</b> from the deck. The bag with the corresponding letter was selected.</p></li>-->

<!--<li>-->
<!--<p>Next, the computer randomly drew <b>5 balls</b> from the <b>selected bag</b>, replacing each ball with a ball of the same color after it was drawn.-->
    <!--There were <b><text style="color: red;">4 red</text></b> balls and <b><text style="color: blue;">1 blue</text></b> ball.</p>-->
<!--</li>-->
<!--</ol>-->
            <!--</td>-->
        <!--</tr>-->
    <!--</table>-->

<!--In case you are randomly selected to receive a bonus payment, one of the {{num_questions}} guessing problems-->
<!--is randomly determined at the end. -->
<p>There is a <b>prize of {{prize}}</b>. Whether or not you receive
the {{prize}} depends on how much probability you
    assigned to the bag that was <i>actually drawn</i> in that problem. </p>
<p>This means: if  bag A was selected, your
chances of receiving {{prize}} are greater the higher the probability you assigned to bag A. If bag A was not selected,  your
chances of receiving {{prize}} are greater the lower the probability you assigned to bag A.
 In case you’re interested, the specific method that determines whether you get the prize is explained below:<br>
</p>
  <p>
    The correct answer given the information provided is the <i>bayesian posterior</i>, which we will denote by <i>b</i>. A lottery will be implemented such that your chance of winning $10 is: <math> 1 - <box>0.001(Your answer - b)<sup>2</sup></box> </math>

    <div style="text-align: right;">
    {% next_button %}
   </div>
{% endblock %}