{{ block title }}
Social Skill Test {{rn2}} Guess (Task {{rn}} of 6)
{{ endblock }}
{{ block content }}
Game details are the same as explained in the previous instruction page. If you forget the details,
you can click the following buttons to see them.
Applicants played the following game twice: once without communication, and once with communication.
The applicant had to decide how to divide 40 pts between themselves and their partner.
Then their partner decided whether to accept the offer (the divided amount).
If the applicant chose to keep X pts and the partner accepted, they got X and their partner got 40-X.
If the partner rejected, they both got 0.
The applicant played this game twice: once without communication, and once with communication.
When communication was allowed, there was a 1/4 chance the applicant got an additional 0.5 points by luck.
In the second game, the applicant had to decide how to divide 30 pts instead of 40.
Applicants played the game twice: once without communication, and once with communication.
In both cases there was no chance that the applicant got additional points by luck .
Your job is to guess the payoff of each applicant in the second game
when communication was allowed.
Please click each applicant's name to type your guess.
In the first game,
{{ if Gid1 == 1 }}
{{name1}}'s payoff was higher
when they could communicate.
This could be because their choices changed, or due to luck.
{{ endif }}
{{ if Gid1 == -1 }}
{{name1}}'s payoff was lower
when they could communicate.
{{ endif }}
{{ if Gid1 == 0 }}
{{name1}} earned the same with communication as they did without communication.
{{ endif }}
When {{name1}} played the second gamewithout communication,
their payoff was {{Gno1}}.
{{ formfield_errors 'game3_1' }}
In the first game,
{{ if Gid2 == 1 }}
{{name2}}'s payoff was higher
when they could communicate.
This could be because their choices changed, or due to luck.
{{ endif }}
{{ if Gid2 == -1 }}
{{name2}}'s payoff was lower
when they could communicate.
{{ endif }}
{{ if Gid2 == 0 }}
{{name2}} earned the same with communication as they did without communication.
{{ endif }}
When {{name2}} played the second gamewithout communication,
their payoff was {{Gno2}}.
{{ formfield_errors 'game3_2' }}
In the first game,
{{ if Gid3 == 1 }}
{{name3}}'s payoff was higher
when they could communicate.
This could be because their choices changed, or due to luck.
{{ endif }}
{{ if Gid3 == -1 }}
{{name3}}'s payoff was lower
when they could communicate.
{{ endif }}
{{ if Gid3 == 0 }}
{{name3}} earned the same with communication as they did without communication.
{{ endif }}
When {{name3}} played the second gamewithout communication,
their payoff was {{Gno3}}.
{{ formfield_errors 'game3_3' }}
In the first game,
{{ if Gid4 == 1 }}
{{name4}}'s payoff was higher
when they could communicate.
This could be because their choices changed, or due to luck.
{{ endif }}
{{ if Gid4 == -1 }}
{{name4}}'s payoff was lower
when they could communicate.
{{ endif }}
{{ if Gid4 == 0 }}
{{name4}} earned the same with communication as they did without communication.
{{ endif }}
When {{name4}} played the second gamewithout communication,
their payoff was {{Gno4}}.
{{ formfield_errors 'game3_4' }}
In the first game,
{{ if Gid5 == 1 }}
{{name5}}'s payoff was higher
when they could communicate.
This could be because their choices changed, or due to luck.
{{ endif }}
{{ if Gid5 == -1 }}
{{name5}}'s payoff was lower
when they could communicate.
{{ endif }}
{{ if Gid5 == 0 }}
{{name5}} earned the same with communication as they did without communication.
{{ endif }}
When {{name5}} played the second gamewithout communication,
their payoff was {{Gno5}}.
{{ formfield_errors 'game3_5' }}
In the first game,
{{ if Gid6 == 1 }}
{{name6}}'s payoff was higher
when they could communicate.
This could be because their choices changed, or due to luck.
{{ endif }}
{{ if Gid6 == -1 }}
{{name6}}'s payoff was lower
when they could communicate.
{{ endif }}
{{ if Gid6 == 0 }}
{{name6}} earned the same with communication as they did without communication.
{{ endif }}
When {{name6}} played the second gamewithout communication,
their payoff was {{Gno6}}.
{{ formfield_errors 'game3_6' }}
In the first game,
{{ if Gid7 == 1 }}
{{name7}}'s payoff was higher
when they could communicate.
This could be because their choices changed, or due to luck.
{{ endif }}
{{ if Gid7 == -1 }}
{{name7}}'s payoff was lower
when they could communicate.
{{ endif }}
{{ if Gid7 == 0 }}
{{name7}} earned the same with communication as they did without communication.
{{ endif }}
When {{name7}} played the second gamewithout communication,
their payoff was {{Gno7}}.
{{ formfield_errors 'game3_7' }}
In the first game,
{{ if Gid8 == 1 }}
{{name8}}'s payoff was higher
when they could communicate.
This could be because their choices changed, or due to luck.
{{ endif }}
{{ if Gid8 == -1 }}
{{name8}}'s payoff was lower
when they could communicate.
{{ endif }}
{{ if Gid8 == 0 }}
{{name8}} earned the same with communication as they did without communication.
{{ endif }}
When {{name8}} played the second gamewithout communication,
their payoff was {{Gno8}}.
{{ formfield_errors 'game3_8' }}
In the first game,
{{ if Gid9 == 1 }}
{{name9}}'s payoff was higher
when they could communicate.
This could be because their choices changed, or due to luck.
{{ endif }}
{{ if Gid9 == -1 }}
{{name9}}'s payoff was lower
when they could communicate.
{{ endif }}
{{ if Gid9 == 0 }}
{{name9}} earned the same with communication as they did without communication.
{{ endif }}
When {{name9}} played the second gamewithout communication,
their payoff was {{Gno9}}.
{{ formfield_errors 'game3_9' }}
In the first game,
{{ if Gid10 == 1 }}
{{name10}}'s payoff was higher
when they could communicate.
This could be because their choices changed, or due to luck.
{{ endif }}
{{ if Gid10 == -1 }}
{{name10}}'s payoff was lower
when they could communicate.
{{ endif }}
{{ if Gid10 == 0 }}
{{name10}} earned the same with communication as they did without communication.
{{ endif }}
When {{name10}} played the second gamewithout communication,
their payoff was {{Gno10}}.
{{ formfield_errors 'game3_10' }}
In the first game,
{{ if Gid11 == 1 }}
{{name11}}'s payoff was higher
when they could communicate.
This could be because their choices changed, or due to luck.
{{ endif }}
{{ if Gid11 == -1 }}
{{name11}}'s payoff was lower
when they could communicate.
{{ endif }}
{{ if Gid11 == 0 }}
{{name11}} earned the same with communication as they did without communication.
{{ endif }}
When {{name11}} played the second gamewithout communication,
their payoff was {{Gno11}}.
{{ formfield_errors 'game3_11' }}
In the first game,
{{ if Gid12 == 1 }}
{{name12}}'s payoff was higher
when they could communicate.
This could be because their choices changed, or due to luck.
{{ endif }}
{{ if Gid12 == -1 }}
{{name12}}'s payoff was lower
when they could communicate.
{{ endif }}
{{ if Gid12 == 0 }}
{{name12}} earned the same with communication as they did without communication.
{{ endif }}
When {{name12}} played the second gamewithout communication,
their payoff was {{Gno12}}.