{% extends "global/Page.html" %}
{% load otree %}

{% block styles %}
<style>
  .doc-wrap {
    max-width: 980px;
    margin: 20px auto;
    line-height: 1.75;
    background-color: #fcfcfc;
    border: 1px solid #e0e0e0;
    padding: 40px 50px;
    box-shadow: 0px 2px 10px rgba(0,0,0,0.05);
    border-radius: 10px;
  }
  .center-title { text-align: center; margin-bottom: 28px; }
  .center-title h1 { font-size: 34px; font-weight: 800; color: #333; }
  .section-subtitle { font-size: 26px; font-weight: 800; margin: 18px 0 10px; color: #333; }
  .doc-wrap p { font-size: 18px; margin: 14px 0; color: #444; }

  .mpl-wrap { margin-top: 18px; }
  .mpl-header {
    display: grid;
    grid-template-columns: 100px 1fr 210px 1fr;
    gap: 18px;
    padding: 10px 14px;
    color: #6b7280;
    font-weight: 800;
  }
  .mpl-row {
    display: grid;
    grid-template-columns: 100px 1fr 210px 1fr;
    gap: 18px;
    align-items: center;
    padding: 18px 14px;
    background: #fff;
    border: 1px solid #e5e7eb;
    border-radius: 12px;
    margin-bottom: 14px;
  }
  .mpl-num { text-align: center; font-size: 18px; font-weight: 800; }
  .mpl-opt { font-size: 16px; color: #111827; }
  .mpl-choice { display: flex; justify-content: center; }
  .ab-pill { display: inline-flex; border-radius: 10px; border: 2px solid #d1d5db; overflow: hidden; }
  .ab-pill button { width: 84px; height: 44px; font-weight: 900; border: 0; background: #fff; }
  .ab-pill button.ab-a { border-right: 2px solid #d1d5db; color: #2563eb; }
  .ab-pill button.ab-b { color: #16a34a; }
</style>
{% endblock %}

{% block content %}
<div class="doc-wrap">
  <div class="center-title">

    <h2>Part II</h2>
  </div>

  <p><strong>Notice: you have a 10% chance of winning an extra compensation from the decisions in this part. (You will only know your compensation after the whole study is completed.)</strong></p>
  
  <p>In Part II, you will be asked to answer 10 decision problems appearing on your screen: Decision 1 to Decision 10.</p>
  <p>In each decision problem, there are two alternatives, <strong>Option A</strong> or <strong>Option B</strong>, for you to choose from. You must choose one alternative in each problem.</p>

  <p>Option A and Option B in each problem will present two possible payoffs, corresponding to different outcomes of a die roll. The following table lists the contents of the two alternatives for Decisions 1–10:</p>

  <div class="mpl-wrap">
    <div class="mpl-header">
      <div style="text-align:center;">Decision #</div>
      <div>Option A</div>
      <div style="text-align:center;">Your Decision</div>
      <div>Option B</div>
    </div>

    <div class="mpl-row">
        <div class="mpl-num">1</div>
        <div class="mpl-opt">1/10 chance winning ${{ Constants.HL_A1 }},<br> 9/10 chance winning ${{ Constants.HL_A2 }}</div>
        <div class="mpl-choice"><div class="ab-pill"><button class="ab-a" disabled>A</button><button class="ab-b" disabled>B</button></div></div>
        <div class="mpl-opt">1/10 chance winning ${{ Constants.HL_B1 }},<br> 9/10 chance winning ${{ Constants.HL_B2 }}</div>
    </div>
    <div class="mpl-row">
        <div class="mpl-num">2</div>
        <div class="mpl-opt">2/10 chance winning ${{ Constants.HL_A1 }},<br> 8/10 chance winning ${{ Constants.HL_A2 }}</div>
        <div class="mpl-choice"><div class="ab-pill"><button class="ab-a" disabled>A</button><button class="ab-b" disabled>B</button></div></div>
        <div class="mpl-opt">2/10 chance winning ${{ Constants.HL_B1 }},<br> 8/10 chance winning ${{ Constants.HL_B2 }}</div>
    </div>
    <div class="mpl-row">
        <div class="mpl-num">3</div>
        <div class="mpl-opt">3/10 chance winning ${{ Constants.HL_A1 }},<br> 7/10 chance winning ${{ Constants.HL_A2 }}</div>
        <div class="mpl-choice"><div class="ab-pill"><button class="ab-a" disabled>A</button><button class="ab-b" disabled>B</button></div></div>
        <div class="mpl-opt">3/10 chance winning ${{ Constants.HL_B1 }},<br> 7/10 chance winning ${{ Constants.HL_B2 }}</div>
    </div>
    <div class="mpl-row">
        <div class="mpl-num">4</div>
        <div class="mpl-opt">4/10 chance winning ${{ Constants.HL_A1 }},<br> 6/10 chance winning ${{ Constants.HL_A2 }}</div>
        <div class="mpl-choice"><div class="ab-pill"><button class="ab-a" disabled>A</button><button class="ab-b" disabled>B</button></div></div>
        <div class="mpl-opt">4/10 chance winning ${{ Constants.HL_B1 }},<br> 6/10 chance winning ${{ Constants.HL_B2 }}</div>
    </div>
    <div class="mpl-row">
        <div class="mpl-num">5</div>
        <div class="mpl-opt">5/10 chance winning ${{ Constants.HL_A1 }},<br> 5/10 chance winning ${{ Constants.HL_A2 }}</div>
        <div class="mpl-choice"><div class="ab-pill"><button class="ab-a" disabled>A</button><button class="ab-b" disabled>B</button></div></div>
        <div class="mpl-opt">5/10 chance winning ${{ Constants.HL_B1 }},<br> 5/10 chance winning ${{ Constants.HL_B2 }}</div>
    </div>
    <div class="mpl-row">
        <div class="mpl-num">6</div>
        <div class="mpl-opt">6/10 chance winning ${{ Constants.HL_A1 }},<br> 4/10 chance winning ${{ Constants.HL_A2 }}</div>
        <div class="mpl-choice"><div class="ab-pill"><button class="ab-a" disabled>A</button><button class="ab-b" disabled>B</button></div></div>
        <div class="mpl-opt">6/10 chance winning ${{ Constants.HL_B1 }},<br> 4/10 chance winning ${{ Constants.HL_B2 }}</div>
    </div>
    <div class="mpl-row">
        <div class="mpl-num">7</div>
        <div class="mpl-opt">7/10 chance winning ${{ Constants.HL_A1 }},<br> 3/10 chance winning ${{ Constants.HL_A2 }}</div>
        <div class="mpl-choice"><div class="ab-pill"><button class="ab-a" disabled>A</button><button class="ab-b" disabled>B</button></div></div>
        <div class="mpl-opt">7/10 chance winning ${{ Constants.HL_B1 }},<br> 3/10 chance winning ${{ Constants.HL_B2 }}</div>
    </div>
    <div class="mpl-row">
        <div class="mpl-num">8</div>
        <div class="mpl-opt">8/10 chance winning ${{ Constants.HL_A1 }},<br> 2/10 chance winning ${{ Constants.HL_A2 }}</div>
        <div class="mpl-choice"><div class="ab-pill"><button class="ab-a" disabled>A</button><button class="ab-b" disabled>B</button></div></div>
        <div class="mpl-opt">8/10 chance winning ${{ Constants.HL_B1 }},<br> 2/10 chance winning ${{ Constants.HL_B2 }}</div>
    </div>
    <div class="mpl-row">
        <div class="mpl-num">9</div>
        <div class="mpl-opt">9/10 chance winning ${{ Constants.HL_A1 }},<br> 1/10 chance winning ${{ Constants.HL_A2 }}</div>
        <div class="mpl-choice"><div class="ab-pill"><button class="ab-a" disabled>A</button><button class="ab-b" disabled>B</button></div></div>
        <div class="mpl-opt">9/10 chance winning ${{ Constants.HL_B1 }},<br> 1/10 chance winning ${{ Constants.HL_B2 }}</div>
    </div>
    <div class="mpl-row">
        <div class="mpl-num">10</div>
        <div class="mpl-opt">10/10 chance winning ${{ Constants.HL_A1 }}</div>
        <div class="mpl-choice"><div class="ab-pill"><button class="ab-a" disabled>A</button><button class="ab-b" disabled>B</button></div></div>
        <div class="mpl-opt">10/10 chance winning ${{ Constants.HL_B1 }}</div>
    </div>
  </div>

  <p>Your compensation in Part II will be determined in the following manner. First, the computer will randomly and uniformly select one decision problem from Decision 1 to Decision 10. Then, the computer will draw a prize according to your choice in this decision.</p>
  <p>For example, if the computer selects Decision 8, and you choose Option B in Decision 8, then you have a 8/10 chance of winning ${{ Constants.HL_B1 }} and a 2/10 chance of winning ${{ Constants.HL_B2 }}. The computer will then draw the prize based on this probability distribution.</p>

  <div class="btn-next" style="text-align: right;">
    <button class="otree-btn-next btn btn-primary">I understand the instructions. Start this part</button>
</div>
</div>
{% endblock %}