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    <div><style>
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<style>
/* Ensure all text blocks share the same left edge */
.instr {
  max-width: 900px;   /* adjust as you like */
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}

/* Figure block spans the same width as paragraphs */
.fig {
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  width: 80%;         /* make bigger/smaller: e.g. 90% or 70% */
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  /* optional: emphasize color words */
  .green-word{ color: #2e9f3f; font-weight: 600; }
  .red-word{ color: #c43b3b; font-weight: 600; }
</style>
<div class="info-wrap">
<p>
If two <span class="green-word">green</span> players or two <span class="red-word">red</span> players are paired, neither player will change color
in this round.</p>

   <p>
What happens if a <span class="green-word">green</span> player is paired with a <span class="red-word">red</span> player?</p>

<p>
In this case, the <span class="green-word">green</span> player may change into a <span class="red-word">red</span> player.
The probability of this change depends on the actions that both players choose in this
round.</p>


<div class="wrap">
  <div class="instr">
    <div class="figure-label"></div>

    <div class="fig">
      <img src="{% static 'change.jpeg' %}" alt="Green player grid" class="fig-img">
    </div>

    <p>
     If both choose action G (8 points), there is a 5% chance that the <span class="green-word">green</span> player
changes into a <span class="red-word">red</span> player in that round.
This means, 1 in 20 <span class="green-word">green</span> players would change on average in this situation, 19 of 20 would
stay <span class="green-word">green</span>.
    </p>
<p>
    If one of the two players chooses action H (40 points) instead, the chance is increased (by 10%) to 15%.
This means, 3 in 20 <span class="green-word">green</span> players would change on average in this situation, 17 of 20 would
stay <span class="green-word">green</span>.
</p>
      <p>
   If both players choose action H, the chance is increased (by another 10%) to 25%.
This means, 5 in 20 <span class="green-word">green</span> players would change on average in this situation, 15 of 20 would
stay <span class="green-word">green</span>.
      </p>
<p>
    As you know, you can receive 8 points or 40 points in each of the 25 rounds.
How much would you earn per point if you are a <span class="green-word">green</span> player at the end of the game?
</p>
 <p>
    Points are converted into bonus money at an exchange rate of: <span style="font-size: 1.2em; font-weight: bold; text-decoration: underline;">10 points equal 5p</span>.
</p>
<p>
    So, 100 points are worth 50p and 200 points are worth £1 of possible bonus payment.
</p>
<p>
    Each choice of action G is potentially worth 4p in the end, each choice of action H is
potentially worth 20p.
</p>

  </div>
</div>
</div>
        </div>
       </div>
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  <b>Imagine the following: You are red and paired with a green player.
Both of you choose option H. What is the chance that you change into a green player?
</b>
  {{ formfield 'cc_redtogreen' }}
<br>
    <br>
  <b>Imagine the following: You are green and paired with a red player.
Both of you choose option H.
What is the chance that you change into a red player?
</b>
  {{ formfield 'cc_greentoredhh' }}
<br>
    <br>
 <b>Imagine the following: You are green and paired with a red player.
You choose option H; the other player chooses option G.
What is the chance that you change into a red player?
</b>
  {{ formfield 'cc_greentoredhg' }}
<br>
    <br>
 <b>Imagine the following: You are green and paired with another green player.
Both of you choose option H.
What is the chance that you change into a red player?
</b>
  {{ formfield 'cc_greentoredbothgreen' }}
  <center><button class="btn btn-primary">Continue</button></center>

{{ endblock }}