{{ extends 'global/Page.html' }}
{{ block title }}Rules of the game{{ endblock }}

{{ block content }}

<p>
Please read the rules carefully, they will be part of the quiz.
</p>

<p>
You and another MTurker are matched in a team. One of you will be in the role of a <b>manager</b> and the other will be a <b>worker</b>.
Whether you are the "manager" or the "worker" will be decided randomly.
</p>

<p>The dilemma works like this: </p>
<ul>
<li>There are <b>10 teams</b>: your team and 9 other teams. In each team, there is a manager and a worker.</li>
<li>All 10 teams <b>share an account with 10 tokens</b>.</li>
<li>Each team has to decide what happens with 1 of the 10 tokens.</li>
<ul>
<li>The team can <b>take</b> the token from the shared account.</li>
<li>The team can <b>leave</b> the token in the shared account.</li>
</ul>
<li>After all teams have made their decision, all tokens that remain in the shared account 
are <b>multiplied by 4</b> and then equally shared among all 10 teams.</li>
<li><b>The bonus is the same for manager and worker: both earn $1 for each token of the team</b>.</li>
</ul>

<p>
<b>This is the dilemma: leaving the token in the shared account is best for everybody but taking the token 
increases the payoff for your own team at the expense of the other teams.</b>    
</p>

<p>This is how teams decide:</p>

{{if player.treatment == "obs"}}
<ul>
<li>The "manager" chooses between <b>take</b> and <b>leave</b>.</li>   
<li>The "worker" observes what the "manager" has chosen.</li>
</ul>

{{elif player.treatment == "veto"}}
<ul>
<li>The "manager" chooses between <b>take</b> and <b>leave</b>.</li>   
<li>The "worker" observes what the "manager" has chosen and then chooses between <b>take</b> and <b>leave</b>.</li>
<li>If both "manager" and "worker" choose <b>take</b>, the team will take the token from the shared account.</li>
<li>If one or both players choose <b>leave</b>, the team will leave the token in the shared account.</li>
</ul>

{{elif player.treatment == "sim"}}
<ul>
<li>The "manager" and the "worker" both choose between <b>take</b> and <b>leave</b>.</li>  
<li>If both "manager" and "worker" choose <b>take</b>, the team will take the token from the shared account.</li>
<li>If one or both players choose <b>leave</b>, the team will leave the token in the shared account.</li>
</ul>
{{endif}}

<p>Here are some examples:</p>
<ul>
<li>If all 10 teams choose <b>leave</b>, all 10 tokens remain in the shared account. Then, the 10 tokens are multiplied by 4, 
increasing the shared account to 40 tokens. Hence, each of the 10 teams earns 4 tokens. 1 token = $1 for each team member so this 
means that the manager receives $4 and the worker receives $4 as a bonus.</li>
<li>If all 10 teams choose <b>take</b>, no tokens remain in the shared account. Hence, each of the 10 teams earns 1 token. 
1 token = $1 for each team member so this means that the manager receives $1 and the worker receives $1 as a bonus. </li>
<li>If your team chooses <b>leave</b>, but all 9 other teams choose <b>take</b>, 1 token remains in the shared account. 
Then, this 1 token is multiplied by 4, increasing the shared account to 4 tokens. Hence, all 9 other teams earn 1.4 tokens 
that are worth $1.40 for each of their players and your team earns 0.4 tokens. 1 token = $1 for each team member so this means 
that the manager receives $0.40 and the worker receives $0.40 as a bonus.</li>
<li>If your team chooses <b>take</b>, but all 9 other teams choose <b>leave</b>, 9 tokens remain in the shared account. 
Then, the 9 tokens are multiplied by 4, increasing the shared account to 36 tokens. Hence, all 9 other teams earn 3.6 tokens 
that are worth $3.60 for each of their players. Your team earns 4.6 tokens. 1 token = $1 for each team member so this means 
that the manager receives $4.60 and the worker receives $4.60 as a bonus.</li>
</ul>

{{next_button}}

{{ endblock }}