{{ block title }}PART 2: Decision-making game{{ endblock }}
{{ block content }}
<br>
    <p>
        In this experiment, you will be asked to play a continuation game.
        By playing the game multiple (eight) times, you are able to learn about the game and possibly change your decision strategy.
        Each game comprises up to <b>30 rounds</b>, which will be less if you decide to exit earlier.
    </p>

<br>
    <p>
        You will make exit decisions for <b>a for-profit enterprise</b>.
        As the owner of the firm, you are responsible for deciding whether to continue or terminate the venture.
    </p>
<br>
    <p>
        <b>The primary goal of your company is to maximize the terminal value</b> that is the sum of your incomes from all rounds you play.
        For example, suppose you earn $10 in Round 1, 0 in Round 2, -$5 in Round 3, and decide to exit in Round 4.
        If the exit cost is $10, then your terminal value is $(10+0-5)-$10 = -$5.
        If the terminal value of your business is smaller than -$100 before exit costs are deducted, the company goes bankrupt.
    </p>

<br>
<p>You can proceed to the next screen after <span id="countdowntimer">60 </span> seconds.</p>

<script type="text/javascript">
    var timeleft = 60;
    var downloadTimer = setInterval(function(){
    timeleft--;
    document.getElementById("countdowntimer").textContent = timeleft;
    if(timeleft <= 0)
        clearInterval(downloadTimer);
    },1000);
</script>

<script>
    window.onload = function () {
        setTimeout(function(){document.querySelector("#Next").style.visibility = "visible";}, 60000);
    }
</script>

<button class="o-tree-btn-next btn btn-primary" id="Next" style="visibility:hidden;">Next</button>

<br><br>

<div class="progress">
    <div class="progress-bar" role="progressbar" aria-valuenow="15"
          aria-valuemin="0" aria-valuemax="100" style="width:15%">
    </div>
</div>

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