{% extends "global/Page.html" %}
{% load otree %}


{% block title %}
    TASK 5
{% endblock %}

{% block content %}
<style>
p.solid {border-style: solid;}
</style>

    <p>
        You will now be informed of the number of questions you answered correctly.

    <center><p class="solid">

                <big>You got <b>{{ orig_correct }}</b> out of <b>{{ Constants.num_rounds }}</b>
                    questions graded as <u><i>correct</i></u>.</big>

    </p></center>
    <p>
        Note that the computer <b>randomly</b>
        assigned a <u><i>correct</i></u> or
        <u><i>incorrect</i></u> to <b>THREE</b> of your answers.
    </p>
    <p>
        For each of the three randomly selected questions, if your answer is <b><u>correct</u></b>,
        there is a 1/3 chance that it is graded as <i>correct</i> and 2/3 chance that it is
        graded as <i>incorrect</i>. In contrast, if your answer is <b><u>incorrect</u></b>, there is a 2/3 chance
        that it is graded as <i>incorrect</i> and 1/3 chance that it is graded as <i>correct</i>.
        In other words, for these three questions, a <b><u>correct</u></b> answer has twice as much chance
        of being graded as <i>incorrect</i> (false outcome) than as <i>correct</i> (true outcome);
        an <b><u>incorrect</u></b> answer has twice as much chance of being graded as <i>incorrect</i> (true outcome)
        than as <i>correct</i> (false outcome).
    </p>
    <p>
        To make sure you understand how the randomization works, please answer the two practice
        questions below.
    </p>
    <p>
        <b>Practice Question 1:</b> Suppose a question was selected for a random grade assignment
        and your answer was actually <b><u>correct</u></b>, what is the chance that it was graded as
        <b><u>incorrect</u></b>?
        {% formfield player.practice1 label="" %}
    </p>
    <p>
        <b>Practice Question 2:</b> Suppose a question was selected for a random grade assignment
        and your answer was actually <b><u>incorrect</u></b>, what is the chance that it was graded as
        <b><u>correct</u></b>?
        {% formfield player.practice2 label="" %}
    </p>

    <p>
        As a result, there is some chance that the final score shown above is indeed
        your <b>accurate</b> score, but there is also some chance that the shown score is
        <b>lower</b> than your actual score, and some chance that the shown score is <b>higher</b>
        than your actual score. In fact, your <b><u>actual</u></b> number of correct answers could be:
        {% if possible0 >= 0 and possible0 <= 20 %}<b>{{possible0}}, </b> {% endif %}
        {% if possible1 >= 0 and possible1 <= 20 %}<b>{{possible1}}, </b> {% endif %}
        {% if possible2 >= 0 and possible2 <= 20 %}<b>{{possible2}}, </b> {% endif %}
        {% if possible3 >= 0 and possible3 <= 20 %}<b>{{possible3}}, </b> {% endif %}
        {% if possible4 >= 0 and possible4 <= 20 %}<b>{{possible4}}, </b> {% endif %}
        {% if possible5 >= 0 and possible5 <= 20 %}<b>{{possible5}}, </b> {% endif %}
        {% if possible6 >= 0 and possible6 <= 20 %}<b> or {{possible6}}. </b> {% endif %}
    </p>


    <p>
        The following table shows how your answer for each of the questions
        was graded and the chance you thought your answer was correct in Task 2.
    </p>

    <table class="table" style="border: 2px solid #000;">
        <tr>
            <th>Question</th>
            <th>Your answer was graded as...</th>
            <th>The chance (0-100%) you thought your answer was correct</th>
        </tr>
        {% for p in player_in_all_rounds %}
            <tr>
                <td>{{ p.question }}</td>
                <td>{% if p.orig_grading is True %} Correct {% else %} Incorrect {% endif %} </td>
                <td>{{ p.probability }}</td>
            </tr>
        {% endfor %}
    </table>

    <p>
        Recall that your payoff and bonus payment depend on the number of questions
        graded as correct.
    </p>
<style>
p.solid {border-style: solid;}
</style>

    <center><p class="solid">
        <big>
            You got <b>{{ orig_correct }}</b> questions graded as <u><i>correct</i></u>,
            your <u>payoff</u> is hence <b>${{ orig_payoff3 }}</b>
            and the <u>bonus</u> is  <b>${{ orig_bonus3 }}</b>.
            <br>
            Your current <u>total compensation</u> is
            <b>${{ orig_comp3 }}</b>.
        </big>
    </p></center>


    <p>
        You may <u>request a regrade</u>. In the case of a regrade, the THREE questions that
        were randomly assigned a score would be regraded accurately.
        If you <b>request a regrade</b>, the <u>payoff, bonus, and total compensation</u>
        associated with your potential regraded outcomes are as follows:
    </p>
    <table class="table">
        <tr>
            <th>Number of correct answers</th>
            <th>Payoff</th>
            <th>Bonus</th>
            <th>Total Compensation</th>
        </tr>
        {% if possible0 >= 0 and possible0 <= 20 %}
        <tr>
            <td> {{ possible0 }} </td>
            <td> {{ orig_payoff0 }} </td>
            <td> {{ orig_bonus0}} </td>
            <td> {{ orig_comp0}} </td>
        </tr>
        {% endif %}
        {% if possible1 >= 0 and possible1 <= 20 %}
        <tr>
            <td> {{ possible1 }} </td>
            <td> {{ orig_payoff1 }} </td>
            <td> {{ orig_bonus1}} </td>
            <td> {{ orig_comp1}} </td>
        </tr>
        {% endif %}
        {% if possible2 >= 0 and possible2 <= 20 %}
        <tr>
            <td> {{ possible2 }} </td>
            <td> {{ orig_payoff2 }} </td>
            <td> {{ orig_bonus2}} </td>
            <td> {{ orig_comp2}} </td>
        </tr>
        {% endif %}
        {% if possible3 >= 0 and possible3 <= 20 %}
        <tr>
            <td> {{ possible3 }} </td>
            <td> {{ orig_payoff3 }} </td>
            <td> {{ orig_bonus3}} </td>
            <td> {{ orig_comp3}} </td>
        </tr>
        {% endif %}
        {% if possible4 >= 0 and possible4 <= 20 %}
        <tr>
            <td> {{ possible4 }} </td>
            <td> {{ orig_payoff4 }} </td>
            <td> {{ orig_bonus4}} </td>
            <td> {{ orig_comp4}} </td>
        </tr>
        {% endif %}
        {% if possible5 >= 0 and possible5 <= 20 %}
        <tr>
            <td> {{ possible5 }} </td>
            <td> {{ orig_payoff5 }} </td>
            <td> {{ orig_bonus5}} </td>
            <td> {{ orig_comp5}} </td>
        </tr>
        {% endif %}
        {% if possible6 >= 0 and possible6 <= 20 %}
        <tr>
            <td> {{ possible6 }} </td>
            <td> {{ orig_payoff6 }} </td>
            <td> {{ orig_bonus6}} </td>
            <td> {{ orig_comp6}} </td>
        </tr>
        {% endif %}
    </table>
    <p>

        However, in order to make a regrade request, you must <u>pay a cost</u>.
        There are <b>10</b> possible values for the <u><i>cost</i></u> of asking for a regrade,
        ranging from <b>having to pay $3.5</b> to <b>getting paid $1</b>.
    </p>
    <p>

        For <b>EACH</b> of the following costs of regrade, you will have to choose
        whether you would like to request a regrade or not.

    </p>
    <p>
        If you choose <b>"Request Regrade"</b>, you will pay the associated cost
        (which will be deducted from your compensation) and the three randomly
        chosen questions will be <u><b>regraded</b></u> accurately. Remember, there is a
        chance that the original grade is correct and your final grade will
        <b>not be changed</b>.
        But there is also a chance that the regraded result is <b>better</b>
        or <b>worse</b> than the initial grade.
    </p>
    <p>
        If you choose <b>"Do Not Request Regrade"</b>, the <b>score above</b> will be
        your final score, and you will be compensated based on that.
    </p>

    <p>
        <b>After you have made a choice for each and all the scenarios</b>,
        <b>ONE</b> of them will be <u><i>randomly</i></u> chosen to determine your cost
        and the final grade.
    </p>

    <table class="table">
        <tr>
            <th>Scenario</th>
            <th>Your Choice</th>

        </tr>
        <tr>
            <th>{{ form.s0.label }}</th>
            {% for choice in form.s0 %}
                <td>{{ choice }}</td>
            {% endfor %}
        </tr>
        <tr>
            <th>{{ form.s1.label }}</th>
            {% for choice in form.s1 %}
                <td>{{ choice }}</td>
            {% endfor %}
        </tr>
        <tr>
            <th>{{ form.s2.label }}</th>
            {% for choice in form.s2 %}
                <td>{{ choice }}</td>
            {% endfor %}
        </tr>
        <tr>
            <th>{{ form.s3.label }}</th>
            {% for choice in form.s3 %}
                <td>{{ choice }}</td>
            {% endfor %}
        </tr>
        <tr>
            <th>{{ form.s4.label }}</th>
            {% for choice in form.s4 %}
                <td>{{ choice }}</td>
            {% endfor %}
        </tr>
        <tr>
            <th>{{ form.s5.label }}</th>
            {% for choice in form.s5 %}
                <td>{{ choice }}</td>
            {% endfor %}
        </tr>
        <tr>
            <th>{{ form.s6.label }}</th>
            {% for choice in form.s6 %}
                <td>{{ choice }}</td>
            {% endfor %}
        </tr>
        <tr>
            <th>{{ form.s7.label }}</th>
            {% for choice in form.s7 %}
                <td>{{ choice }}</td>
            {% endfor %}
        </tr>
        <tr>
            <th>{{ form.s8.label }}</th>
            {% for choice in form.s8 %}
                <td>{{ choice }}</td>
            {% endfor %}
        </tr>
        <tr>
            <th>{{ form.s9.label }}</th>
            {% for choice in form.s9 %}
                <td>{{ choice }}</td>
            {% endfor %}
        </tr>

    </table>




    {% next_button %}
{% endblock %}