{% load otree %}

<p>The sequence of events for each period is:</p>
<ol>

     
    {% if waiting_for_effort%} 
    <li><b>The Employee decides how many additional winning balls to buy (between 0 and {{Constants.probability_dif}})</b></li>
    {%else%}
    <li>The Employee decides how many additional winning balls to buy (between 0 and {{Constants.probability_dif}})</li>
    {%endif%}
    
    <li>The total number of winning balls is {{Constants.probability_min}} + Number of balls bought by the employee. There are always {{Constants.probability_total}} balls in the bag</li>
    <li>Profit level (LOW or HIGH) is determined by a random draw. Profit is HIGH if a winning ball is drawn from the bag</li>

    {% if participant.vars.treatment_info == 0 %} 
    {% if waiting_for_bonus %} 
    <li><b>The supervisor observes the profit level. 
            The supervisor then decides on a bonus for the employee (between 0 and {{Constants.bonus_max|c}})</b></li>
    {%else%}
    <li>The supervisor observes the profit level. 
            The supervisor then decides on a bonus for the employee (between 0 and {{Constants.bonus_max|c}})</li>
    
    {%endif%}
    {%endif%}

    {% if participant.vars.treatment_info == 1 %} 
    {% if waiting_for_bonus %} 
    <li><b>The supervisor observes the profit level and how many winning balls the employee bought. 
            The supervisor then decides on a bonus for the employee (between 0 and {{Constants.bonus_max|c}})</b></li>
    {%else%}
    <li>The supervisor observes the profit level and how many winning balls the employee bought. 
            The supervisor then decides on a bonus for the employee (between 0 and {{Constants.bonus_max|c}})</li>
    
    {%endif%}
    {%endif%}

    {% if participant.vars.treatment_info == 2 %} 

    {% if waiting_for_bonus %} 
    <li><b>The supervisor observes how many winning balls the employee bought. 
            The supervisor then decides on a bonus for the employee (between 0 and {{Constants.bonus_max|c}})</b></li>
    {%else%}
    <li>The supervisor observes how many winning balls the employee bought. 
            The supervisor then decides on a bonus for the employee (between 0 and {{Constants.bonus_max|c}})</li>
    
    {%endif%}
    {%endif%}
    
    {% if waiting_for_confrontation %} 
    <li><b>The employee observes the bonus and decides if to confront the supervisor</b></li>
    {%else%}
    <li>The employee observes the bonus and decides if to confront the supervisor</li>
    {%endif%}
    <li>The supervisor observes if he/she was confronted</li>
</ol>

<p>The payoff for each role in each period is:</p>

<p>Employee Payoff = salary &ndash; cost of buying winning balls + bonus&ndash; confrontation costs employee.</p>
<ul>
<li>Salary is {{Constants.employee_endowment|c}} every period</li>
<li>cost of buying winning balls varies between 0 and {{Constants.cost_max_employee}} points and is decided by the employee</li>
<li>bonus varies between 0 and {{Constants.bonus_max|c}} and is decided by the supervisor</li>
<li>confrontation cost can either be 0 or {{Constants.confronatation_employee|c}} and is decided by the employee&nbsp;</li>
</ul>
<p>Supervisor&rsquo;s Payoff = salary + compensation for profit &ndash; confrontation cost supervisor.</p>
<ul>
<li>Salary is {{Constants.supervisor_endowment|c}} every period</li>
<li>compensation for profit is either {{Constants.supervisor_bonus_low|c}} if profit is LOW or {{Constants.supervisor_bonus_high|c}} if profit is HIGH. Employee choices and the random draw determine profit</li>
<li>confrontation cost can either be 0 or {{Constants.confronatation_supervisor|c}} and is decided by the employee</li>
</ul>

</br>