{% extends "global/Page.html" %} {% load otree %} {% block title %} Your partner will know your identity {% endblock %} {% block content %}
You are P2 and you are playing with P1 - who is a member of the COP present in this room.

While making these decisions, you will not know the identity of P1 However, at the end of all the sessions, both of your identities will be revealed to each other

You and P1 have each received {{Constants.endowment}} from an investor to support your individual businesses. P1 has been informed that he /she could make more money through joint investment with you. He /she has decided to send you a number of tokens of his/her choice.

You and P1 have each received {{Constants.endowment}} from an investor to support your individual businesses. P1 has been informed that he /she could make more money through joint investment with you. He /she has decided to send you a number of tokens of his / her choice. You would receive three times this number of tokens and are free to decide whether (and how many) tokens you would like to send back to P1.

{% if tripled_amount != 0 %}
For this investment, P1 has sent you {{group.sent_amount}}, which has been tripled to become {{tripled_amount}}.

So, the total money in your account for this round is {{total_amount}}, the sum of {{tripled_amount}} from P1, and {{Constants.endowment}} from the investor. You can send to P1 either TK.0, {{tripled_amount}}, or any amount in between TK.0 and {{tripled_amount}}. Remember you lose whatever you send to P1 and it becomes part of P1's money.

{% else %}
For this investment, P1 has sent you 0. So, the total money in your account for this round is {{Constants.endowment}}, from the investor. Since P1 sent you 0, you can only send 0 back to P1.
{% endif %}
{% formfield group.sent_back_amount %}

{% endblock %}