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Table 2 Coller and Williams (CW) task structure according to Coller and Williams (1999)

From: What is your discount rate? Experimental evidence of foresters’ risk and time preferences

Row

Payment

Please

Payment

Annual

Annual

Range of discount

 

option A

choose

option B

interest

effective

rates if switching

 

Payment in

one

Payment in

rate

interest

in this rowa,b

 

1 month

payment

7 month

 

ratea

 
  

option in

    
  

each row

    

1

EUR 200.00

A \(\square \) \(\square \) B

EUR 200.00

0.0%

0.00%

\(-\,\infty < \delta \le \) 0.00

2

EUR 200.00

A \(\square \) \(\square \) B

EUR 201.50

1.5%

1.51%

0.00 < δ ≤ 1.51

3

EUR 200.00

A \(\square \) \(\square \) B

EUR 203.01

3.0%

3.03%

1.51 < δ ≤ 3.03

4

EUR 200.00

A \(\square \) \(\square \) B

EUR 204.53

4.5%

4.58%

3.03 < δ ≤ 4.58

5

EUR 200.00

A \(\square \) \(\square \) B

EUR 206.05

6.0%

6.14%

4.58 < δ ≤ 6.14

6

EUR 200.00

A \(\square \) \(\square \) B

EUR 207.57

7.5%

7.71%

6.14 < δ ≤ 7.71

7

EUR 200.00

A \(\square \) \(\square \) B

EUR 209.10

9.0%

9.31%

7.71 < δ ≤ 9.31

8

EUR 200.00

A \(\square \) \(\square \) B

EUR 210.64

10.5%

10.92%

9.31 < δ ≤ 10.92

9

EUR 200.00

A \(\square \) \(\square \) B

EUR 212.18

12.0%

12.55%

10.92 < δ ≤ 12.55

10

EUR 200.00

A \(\square \) \(\square \) B

EUR 213.73

13.5%

14.20%

12.55 < δ ≤ 14.20

11

EUR 200.00

A \(\square \) \(\square \) B

EUR 215.28

15.0%

15.87%

14.20 < δ ≤ 15.87

  1. a The annual effective interest rate is compounded quarterly
  2. b Column is not shown to participants