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    Instruction 5
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<ul>
    <li>Your job is to guess how much an applicant's payoff changed in the second game, when communication was allowed. </li>
    <li>The first game and the second game are similar. They played each game twice: once without communication, and once without communication.</li>
    <ul>
        <li>All applicants had the same games.</li>
        <li>You will be given a result of the first game.</li>
    </ul>
</ul>

<ul>
<li> <b>Test 1 First Game</b> </li>
        <ul>
                            <li>An applicant played this game twice: once without communication, and once with communication. </li>
            <li>When communication was allowed, there was <b>a 1/4 chance</b> an applicant got <b>an additional 0.5 points</b> by luck.</li>
        <li>Here is the payoff table:</li>
         <img src="{{ static 'bos1eval.png' }}" width="300"/>
       <li> An applicant played as the <b>row player</b>.</li>
        <li>The row player chooses a row and the column player simultaneously chooses a column.</li>
        <li>In each cell, the first number is the row player's payoff and the second number is the column player's payoff.</li>
        <li>For example, if both players choose Football, then the row player gets 15 pts and the column player gets 10 pts.</li>
        </ul>
        <ul>
    </ul>
            <li><b>Test 1 Second Game</b></li>
        <ul>
                            <li>An applicant played this game twice: once without communication, and once with communication. </li>

<li>In <b>both cases</b> there was <b>no</b> chance that the applicant got additional points by luck .</li>
        <img src="{{ static 'bos2eval.png' }}" width="300"/>
        </ul>
<br>
        <img src="{{ static 'game1.png' }}" width=800"/>

    {{ next_button }}



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