EXPERIMENTAL DATA    
Test # Send->receive Control Correct out of seven Scheme
1 Noga->Zahra 1 4 emotion
2 V-> Dave 0 3 coding
3 Sarah-> Ian 1 1 coding
4 Goce-> Landi 0.5 2 coding
5 Rory-> Jim 1 0 coding
6 Caroline-> Joe 1 1 emotion
7 Karolina-> Vishi 0 2 emotion
*ran #4 twice at Landi's request
Theory: Probability of getting k out of n ordered possibilites correct
1/k! -1/K+1! chance        
k P  
0 0.001364  
1 0.500000  
2 0.333333  
3 0.125000  
4 0.033333  
5 0.006944  
6 0.001190  
7 0.001364        
Figure out who did better than chance
Determination of chance for each test      
Test # Send->receive Correct out of seven Control Out of 7 Outcome Scheme
1 Noga->Zahra 4 0.33 0.571428571 Better emotion
2 V-> Dave 3 0.00 0.428571429 Better coding
3 Sarah-> Ian 1 0.33 0.142857143 worse coding
4 Goce-> Landi 2 0.17 0.285714286 Better coding
5 Rory-> Jim 0 0.33 0 worse coding
6 Caroline-> Joe 1 0.33 0.142857143 worse emotion
7 Karolina-> Vishi 2 0.00 0.285714286 Better emotion
for graphing
  Number
Better 4
Worse 3
Sorted by Communication Scheme        
Test # scheme Send->receive Control Chance Experiment outcome
1 emotion Noga->Zahra 0.33 0.033333333 0.571428571 better
7 emotion Karolina-> Vishi 0.00 0.333333333 0.285714286 worse
6 emotion Caroline-> Joe 0.33 0.5 0.142857143 better
5 coding Rory-> Jim 0.33 0.001364087 0 worse
4 coding Goce-> Landi 0.33 0.333333333 0.285714286 better
2 coding V-> Dave 0.00 0.125 0.428571429 better
3 coding Sarah-> Ian 0.33 0.5 0.142857143 better
Comparison of 2 groups  
Emoters Mean standard deviation
CONTROL 0.22 0.19245009
EXPERIMENT 0.333333333 0.21821789
   
   
Coders Mean ctrl delta
CONTROL 0.25 0.220969973
EXPERIMENT 0.239924355 0.184427778
for graphing
Time Emoters Coders
Control 0.22 0.25
Experiment 0.333333333 0.24
formatted for paper