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    <h3>
        <center>
            Understanding Check Questions
        </center>
    </h3><br>
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    <p>Please make a selection of the company you are willing to take a long position in-</p>


   {{ formfield player.Q1 }}

    <p>Recall that you will receive extra pay if the actual EPS of your chosen company increases in the future. Specifically,
        you will receive $0.20 for every 1 cent the company's actual EPS in the following year(20X3)exceeds the consensus analysts' forecast.</p>

    <p>For example, assume that a participant, John, finds out that the company he has chosen has an <u>actual EPS</u> of $2.60 in 20X3.
        Further assume that the <u>consensus analysts' forecast</u> for 20X3 is $2.38 and that <u>John's own EPS forecast</u> for 20X3 is $2.50.</p>

    <i>
        <p>The adjustment to John's $16 base payment for completing this experiment is:</p>

        <p>John gets $0.20 for every l cent actual EPS is higher than the consensus analysts' forecast:
            i.e. $0.20*($2.60-$2.38)=$0.20*22 cents difference (actual>consensus) = $4.40.Thus,John gets $4.40 in addition to his $16 base payment.
        </p>

        <p>John's own EPS forecast does not affect his additional payment; but John will get an additional $30 if his EPS forecast
            turns out to be the most accurate EPS forecast among all participants.
        </p>
    </i>
        <p>To ensure that you understand how the compensation is calculated, try this example:</p>

        <p>Another participant,Jenna, has chosen a different company.The <u>consensus analysts' forecast</u> for 20X3 is $3.30;
            <u>Jenna's own EPS forecast</u> is $3.35 and the actual EPS is revealed to be $3.20.</p>

    <p><strong>2.</strong>What will the adjustment to Jenna's base payment of $16 be? {{ formfield player.Q2 }} </p>


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{{ endblock }}