Risk and time preferences > Wave 2
Longitudinal Wave
General Information
Title
Wave 2
Project Number
357.2
Abstract
This project focuses on the risk attitude and choices between now and later of the Dutch population. The first wave of this project was administered in March 2020.
Longitudinal Type
Longitudinal Wave
Begin date
07-12-2020
End date
29-12-2020
Researcher
Jorgo Goossens (Tilburg University); Marike Knoef (Leiden University)
Publisher
Centerdata
Copyright
© 2025 Centerdata
DOI
https://doi.org/10.57990/wv8p-b054
Funding Organization
Netspar,
NWO,
OCW (Domeinplan SSH),
ODISSEI
Datasets and documentation
View Documentation
Codebook in English
Codebook in Dutch
Data Files
English SPSS file
English STATA file
English CSV file
Variables
| Variable name | Variable Label |
|---|---|
| nomem_encr | Number of the household member encrypted |
| xr20b_m | Year and month of the field work period |
| xr20b002 | Preloaded variable: Handles financial matters |
| xr20b003 | Preloaded variable: Age of household member |
| xr20b004 | Preloaded variable: panel member has completed the questionnaire Verwachtingen over pensioen (Expectations regarding pension; fieldwork 05-2018) |
| xr20b005 | Random number for order of xr20b013 - xr20b059 |
| xr20b006 | Random number for order of xr20b021 - xr20b036 and xr20b037 - xr20b052 |
| xr20b007 | Random number for order of xr20b021 - xr20b028 and xr20b029 - xr20b036 |
| xr20b008 | Random number for order of xr20b037 - xr20b044 and xr20b045 - xr20b052 |
| xr20b009 | Combination variables xr20b006, xr20b007 en xr20b008 for order of xr20b013 - xr20b052 |
| xr20b010 | Random number for text shown in xr20b067 |
| xr20b011 | Age shown in xr20b060: [xr20b003] + 1 |
| xr20b012 | Age shown in xr20b061: [xr20b003] + 1 |
| xr20b013 | Suppose you were to receive an additional €0.00 for each euro that you choose to receive 1 year from now: Euros today (guaranteed) |
| xr20b014 | Suppose you were to receive an additional €0.50 for each euro that you choose to receive 1 year from now: Euros today (guaranteed) |
| xr20b015 | Suppose you were to receive an additional €1.50 for each euro that you choose to receive 1 year from now: Euros today (guaranteed) |
| xr20b016 | Suppose you were to receive an additional €3.50 for each euro that you choose to receive 1 year from now: Euros today (guaranteed) |
| xr20b017 | Suppose you were to receive an additional €0.00 for each euro that you choose to receive 1 year from now: Euros you are guaranteed to receive 1 year from now |
| xr20b018 | Suppose you were to receive an additional €0.50 for each euro that you choose to receive 1 year from now: Euros you are guaranteed to receive 1 year from now |
| xr20b019 | Suppose you were to receive an additional €1.50 for each euro that you choose to receive 1 year from now: Euros you are guaranteed to receive 1 year from now |
| xr20b020 | Suppose you were to receive an additional €3.50 for each euro that you choose to receive 1 year from now: Euros you are guaranteed to receive 1 year from now |
| xr20b021 | Suppose you were to receive an additional €1.00 for each euro that you choose to receive 1 year from now: Euros today (guaranteed) |
| xr20b022 | Suppose you were to receive an additional €2.00 for each euro that you choose to receive 1 year from now: Euros today (guaranteed) |
| xr20b023 | Suppose you were to receive an additional €4.00 for each euro that you choose to receive 1 year from now: Euros today (guaranteed) |
| xr20b024 | Suppose you were to receive an additional €8.00 for each euro that you choose to receive 1 year from now: Euros today (guaranteed) |
| xr20b025 | Suppose you were to receive an additional €1.00 for each euro that you choose to receive 1 year from now: Euros you have a 50% chance of receiving 1 year from now |
| xr20b026 | Suppose you were to receive an additional €2.00 for each euro that you choose to receive 1 year from now: Euros you have a 50% chance of receiving 1 year from now |
| xr20b027 | Suppose you were to receive an additional €4.00 for each euro that you choose to receive 1 year from now: Euros you have a 50% chance of receiving 1 year from now |
| xr20b028 | Suppose you were to receive an additional €8.00 for each euro that you choose to receive 1 year from now: Euros you have a 50% chance of receiving 1 year from now |
| xr20b029 | Suppose you were to receive an additional €0.33 for each euro that you choose to receive 1 year from now: Euros today (guaranteed) |
| xr20b030 | Suppose you were to receive an additional €1.00 for each euro that you choose to receive 1 year from now: Euros today (guaranteed) |
| xr20b031 | Suppose you were to receive an additional €2.33 for each euro that you choose to receive 1 year from now: Euros today (guaranteed) |
| xr20b032 | Suppose you were to receive an additional €5.00 for each euro that you choose to receive 1 year from now: Euros today (guaranteed) |
| xr20b033 | Suppose you were to receive an additional €0.33 for each euro that you choose to receive 1 year from now: Euros you have a 75% chance of receiving 1 year from now |
| xr20b034 | Suppose you were to receive an additional €1.00 for each euro that you choose to receive 1 year from now: Euros you have a 75% chance of receiving 1 year from now |
| xr20b035 | Suppose you were to receive an additional €2.33 for each euro that you choose to receive 1 year from now: Euros you have a 75% chance of receiving 1 year from now |
| xr20b036 | Suppose you were to receive an additional €5.00 for each euro that you choose to receive 1 year from now: Euros you have a 75% chance of receiving 1 year from now |
| xr20b037 | Suppose you were to receive an additional €0.00 for each euro that you choose to receive 5 years from now: Euros today (guaranteed) |
| xr20b038 | Suppose you were to receive an additional €0.50 for each euro that you choose to receive 5 years from now: Euros today (guaranteed) |
| xr20b039 | Suppose you were to receive an additional €3.50 for each euro that you choose to receive 5 years from now: Euros today (guaranteed) |
| xr20b040 | Suppose you were to receive an additional €7.50 for each euro that you choose to receive 5 years from now: Euros today (guaranteed) |
| xr20b041 | Suppose you were to receive an additional €0.00 for each euro that you choose to receive 5 years from now: Euros you are guaranteed to receive 5 years from now |
| xr20b042 | Suppose you were to receive an additional €0.50 for each euro that you choose to receive 5 years from now: Euros you are guaranteed to receive 5 years from now |
| xr20b043 | Suppose you were to receive an additional €3.50 for each euro that you choose to receive 5 years from now: Euros you are guaranteed to receive 5 years from now |
| xr20b044 | Suppose you were to receive an additional €7.50 for each euro that you choose to receive 5 years from now: Euros you are guaranteed to receive 5 years from now |
| xr20b045 | Suppose you were to receive an additional €0.00 for each euro that you choose to receive 6 years from now: Euros you are guaranteed to receive 1 year from now |
| xr20b046 | Suppose you were to receive an additional €0.50 for each euro that you choose to receive 6 years from now: Euros you are guaranteed to receive 1 year from now |
| xr20b047 | Suppose you were to receive an additional €3.50 for each euro that you choose to receive 6 years from now: Euros you are guaranteed to receive 1 year from now |
| xr20b048 | Suppose you were to receive an additional €7.00 for each euro that you choose to receive 6 years from now: Euros you are guaranteed to receive 1 year from now |
| xr20b049 | Suppose you were to receive an additional €0.00 for each euro that you choose to receive 6 years from now: Euros you are guaranteed to receive 6 years from now |
| xr20b050 | Suppose you were to receive an additional €0.50 for each euro that you choose to receive 6 years from now: Euros you are guaranteed to receive 6 years from now |
| xr20b051 | Suppose you were to receive an additional €3.50 for each euro that you choose to receive 6 years from now: Euros you are guaranteed to receive 6 years from now |
| xr20b052 | Suppose you were to receive an additional €7.00 for each euro that you choose to receive 6 years from now: Euros you are guaranteed to receive 6 years from now |
| xr20b053 | Suppose that we toss a 1 euro coin and you get money depending on whether it lands on heads or tails. Which game would you choose? |
| xr20b054 | Please enter an amount X that would make option B as attractive to you as option A. (A) Receive €10,000 now (B) Receive €X 1 year from now |
| xr20b055 | Please enter an amount X that would make option B as attractive to you as option A. (A) Receive €10,000 now (B) Receive €X 5 years from now |
| xr20b056 | I am prepared to risk losing money if there is also a chance that I will win money. |
| xr20b057 | I am impulsive and tend to buy things even when I cannot really afford them. |
| xr20b058 | I tend to spend money without worrying too much about what the future will bring. |
| xr20b059 | I have confidence in insurance companies. |
| xr20b060 | In your opinion, how likely is it that you will reach the age of: [xr20b011] or older? |
| xr20b061 | In your opinion, how likely is it that you will reach the age of: [xr20b012] or older? |
| xr20b062 | In your opinion, how likely is it that you will reach the age of: 70 or older? |
| xr20b063 | In your opinion, how likely is it that you will reach the age of: 80 or older? |
| xr20b064 | In your opinion, how likely is it that you will reach the age of: 90 or older? |
| xr20b065 | Imagine that you have €100 in your savings account, with an interest of 2% per year. How much money do you think you will have in your savings account if you leave this money there for 5 years? |
| xr20b066 | Imagine that you have €100 in your savings account, with an interest of 1% per year, and the inflation rate is 2% per year. How much would you be able to buy with the money in your savings account one year from now? |
| xr20b067 | What kind of pension would you prefer? |
| xr20b068 | For each version, please indicate whether you think A is better, B is better, or that A and B are equally good. Choice 1 |
| xr20b069 | For each version, please indicate whether you think A is better, B is better, or that A and B are equally good. Choice 2 |
| xr20b070 | For each version, please indicate whether you think A is better, B is better, or that A and B are equally good. Choice 3 |
| xr20b071 | For each version, please indicate whether you think A is better, B is better, or that A and B are equally good. Choice 4 |
| xr20b072 | For each version, please indicate whether you think A is better, B is better, or that A and B are equally good. Choice 5 |
| xr20b073 | Choice 1: You are about to invest €10,000 in product A or B. Do you choose product A or product B? |
| xr20b074 | Choice 2: You are about to invest €10,000 in product C or D. Do you choose product C or product D? |
| xr20b075 | Choice 3: You are about to invest €10,000 in product E or F. Do you choose product E or product F? |
| xr20b076 | Random number for first coin flip for product [A / B] |
| xr20b077 | Random number for first coin flip for product [C / D] |
| xr20b078 | Random number for first coin flip for product [E / F] |
| xr20b079 | Value of product [A / B] after first coin flip |
| xr20b080 | Value of product [C / D] after first coin flip |
| xr20b081 | Value of product [E / F] after first coin flip |
| xr20b082 | Value of product [A / B] if second coin flip is heads |
| xr20b083 | Value of product [A / B] if second coin flip is tails |
| xr20b084 | Value of product [C / D] if second coin flip is heads |
| xr20b085 | Value of product [C / D] if second coin flip is tails |
| xr20b086 | Value of product [E / F] if second coin flip is heads |
| xr20b087 | Value of product [E / F] if second coin flip is tails |
| xr20b088 | Please decide for each of these products whether you wish to sell it now, or to hold on to it for one more year (and sell it after that year has passed). Product [A / B] |
| xr20b089 | Please decide for each of these products whether you wish to sell it now, or to hold on to it for one more year (and sell it after that year has passed). Product [C / D] |
| xr20b090 | Please decide for each of these products whether you wish to sell it now, or to hold on to it for one more year (and sell it after that year has passed). Product [E / F] |
| xr20b091 | Random number for second coin flip for product [A / B] |
| xr20b092 | Random number for second coin flip for product [C / D] |
| xr20b093 | Random number for second coin flip for product [E / F] |
| xr20b094 | You are about to invest €10,000 in product X or Y. Do you choose product X or product Y? |
| xr20b095 | Random number for first coin flip for product [X / Y] |
| xr20b096 | Value of product [X / Y] after first coin flip |
| xr20b097 | Value of product [X / Y] if second coin flip is heads |
| xr20b098 | Value of product [X / Y] if second coin flip is tails |
| xr20b099 | Please decide for each of these products whether you wish to sell your product now, or to hold on to it for one more year (and sell it after that year has passed). Product [X / Y] |
| xr20b100 | Random number for second coin flip for product [X / Y] |
| xr20b101 | Value of product [A / B] after second coin flip, if applicable |
| xr20b102 | Value of product [C / D] after second coin flip, if applicable |
| xr20b103 | Value of product [E / F] after second coin flip, if applicable |
| xr20b104 | Final total value of products [A / B], [C / D] and [E / F] after second coin flips, if applicable |
| xr20b105 | Final value of product [X / Y] after second coin flip, if applicable |
| xr20b106 | What is the chance, expressed as a percentage, that the sixth throw will be tails (T)? |
| xr20b107 | What is the chance, expressed as a percentage, that the sixth throw will be tails (T)? |
| xr20b108 | Was it difficult to answer the questions? |
| xr20b109 | Were the questions sufficiently clear? |
| xr20b110 | Did the questionnaire get you thinking about things? |
| xr20b111 | Was it an interesting subject? |
| xr20b112 | Did you enjoy answering the questions? |
| xr20b113 | Starting date questionnaire |
| xr20b114 | Starting time questionnaire |
| xr20b115 | End date questionnaire |
| xr20b116 | End time questionnaire |
| xr20b117 | Duration in seconds |
Response Information
Response Overview
Selected number of household members: 322 (100.0%)Non-response: 32 (9.9%)
Response: 290 (90.1%)
Complete: 282 (87.6%)
Incomplete: 8 (2.5%)
Collection Events
Period
07-12-2020 to 29-12-2020
Sample
322 panel members who completed the long version of the survey in the first wave of this
project.
Collection Mode
Internet Survey
Fieldwork Note
A reminder was sent twice to non-respondents.