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    Instruction Page 2
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In Part1, you will have one of the three types of the wage decision in each round:
<ol>
    <li style="color:blue;">One Job case 1</li>
    <li>Two Jobs</li>
    <li>One Job case 2</li>
</ol>

<p>
<ul>
    <li>There is one empty job position and you want to hire a worker.</li>
    <li>There are two workers, Ann and Bob. With equal chance, the worker who comes to you to get the job is either Ann or Bob.</li>
    <li>You will submit your wage offer but when you make the offer, you do not know if the worker who wants to get a job is either Ann or Bob. </li>
</ul>
<style>
table, th, td {
  border: 1px solid black;
  border-collapse: collapse;
}

table.center {
  margin-left: auto;
  margin-right: auto;
}
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<!--<li> The revenue each worker brings you when you hire them is given as below: </li>-->
<!--    <table style="width:60%; text-align:center"  class="center">-->
<!--    <caption style="text-align:center; caption-side:top; color:black; font-weight: bold;">Revenue from each Worker</caption>-->
<!--  <tr>-->
<!--    <th>Ann</th>-->
<!--    <th>Bob</th>-->
<!--  </tr>-->
<!--  <tr>-->
<!--    <td style="color:blue;">Revenue from hiring Ann</td>-->
<!--    <td style="color:blue;">Revenue from hiring Bob</td>-->
<!--  </tr>-->
<!--</table>-->
<ul>
    <li>Each worker brings different revenue.</li>
<li> Each worker has a minimum willingness to accept, which means the minimum wage that the worker would accept. <br>
    <ul>
    <li>The worker accepts any wage <b>higher than or equal to the minimum willingness to accept</b><br>
            In that case, your profit is: <b><i>Revenue the worker brings you - Wage Offer</i></b>
        <li>Otherwise, the worker rejects the offered wage <br>
            In that case, your profit is<b> 0</b> </li>
        </li>
    </ul>
    </li>
</ul>
<!--    <li>Each person's minimum willingness accept is given as below: </li>-->

<!-- <table style="width:60%; text-align:center"  class="center">-->
<!--    <caption style="text-align:center; caption-side:top; color:black; font-weight: bold;">Minimum Willingness to Accept</caption>-->
<!--  <tr>-->
<!--    <th>Ann</th>-->
<!--    <th>Bob</th>-->
<!--  </tr>-->
<!--  <tr>-->
<!--    <td style="color:red;">Ann's minimum willingness to accept</td>-->
<!--    <td style="color:red;">Bob's minimum willingness to accept</td>-->
<!--  </tr>-->
<!--</table>-->


<!--</ul>-->

<ul>
    <li>Below is an example of this wage decision.</li>
       <table style="width:30%; text-align:center"  class="center">
    <caption style="text-align:center; caption-side:top; color:black; font-weight: bold;">Revenue from each Worker</caption>
  <tr>
    <th>Ann</th>
    <th>Bob</th>
  </tr>
  <tr>
    <td style="color:blue;">30</td>
    <td style="color:blue;">20</td>
  </tr>
</table>

 <table style="width:30%; text-align:center"  class="center">
    <caption style="text-align:center; caption-side:top; color:black; font-weight: bold;">Minimum Willingness to Accept</caption>
  <tr>
    <th>Ann</th>
    <th>Bob</th>
  </tr>
  <tr>
    <td style="color:red;">5</td>
    <td style="color:red;">15</td>
  </tr>
</table>
    <li>Suppose that you choose the wage of 10. Then only Ann would accept the job because 10 is greater than Ann's minimum willingness to payoff and less than Bob's
minimum willingness to payoff</li>
    <li>Then, with one half probability Ann comes to you and you get <br>
        Revenue from Ann - Your wage offer<br>
        = 30 - 10 = 20. </li>
    <li>With one half probability Bob comes to you but he rejects your offer. Then, your final payoff will be 0.</li>

    </ul>
</p>
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