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sample_uid
large_string
domain
large_string
horizon_text
large_string
horizon_years
float64
short_reward
float64
short_delay_text
large_string
short_delay_years
float64
long_reward
float64
long_delay_text
large_string
long_delay_years
float64
short_first
bool
label_a
large_string
label_b
large_string
format_name
large_string
horizon_canonical
large_string
horizon_unit
large_string
horizon_value
float64
phrasing_id
int64
pair_id
null
config_id
large_string
scenario_id
large_string
rendering
large_string
variant
float64
condition
large_string
split
large_string
horizon_heldout
bool
distractor_text
large_string
distractor_years
float64
scale
float64
scale_base_horizon
null
prompt_id
large_string
text
large_string
gen_text
large_string
gen_ids
large_string
n_generated
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transition_tokens
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response_tokens
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pos_valid
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choice
large_string
choice_gen_index
int64
logit_a
float64
logit_b
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p_a
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p_b
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shard
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row
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chose_short
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p_short
float64
p_short_vocab
float64
p_long_vocab
float64
m0_c0_000_investment_h00_structured
investment
1 day
0.002738
1,000
6 months
0.5
10,000
20 years
20
true
a)
b)
formatted_v1
1 day
days
1
0
null
c0_000
c0_000/investment
structured
0
main
train
false
null
null
null
null
53811978e0e0
SITUATION: Plan for the future of the household. TASK: You, the head of the household, are tasked to choose the best investment: a) 1,000 dollars in 6 months. b) 10,000 dollars in 20 years. OBJECTIVE: Think deeply about which option is preferable. CONSTRAINT: You must select the option that provides the greatest benefi...
I choose: a) 1,000 dollars in 6 months. My reasoning: For a time horizon of just 1 day, the immediate availability of 1,000 dollars provides greater short-term utility and flexibility
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48
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["I", " choose", ":", " a", ")", " ", "1", ","]
[true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true]
a
3
54.699074
40.818501
0.999796
0.000001
0
0
true
0.999999
0.999796
0.000001
m0_c0_000_investment_h00_plain
investment
1 day
0.002738
1,000
6 months
0.5
10,000
20 years
20
true
a)
b)
formatted_v1
1 day
days
1
0
null
c0_000
c0_000/investment
plain
0
main
train
false
null
null
null
null
81faf3073829
You are the head of a household planning its finances. The household is deciding how to invest. Two options are available: a) 1,000 dollars in 6 months, or b) 10,000 dollars in 20 years. Your time horizon for this decision is 1 day: choose the option that provides the greatest benefit within it. Select one of the two o...
I choose: a). My reasoning: Within a 1-day time horizon, the immediate receipt of $1,000 is more valuable than a promise of $10,000 in 20 years, as the
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48
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["I", " choose", ":", " a", ").", " My", " reasoning", ":"]
[true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true]
a
3
54.36673
41.061474
0.999971
0.000002
0
1
true
0.999998
0.999971
0.000002
m0_c0_000_investment_h00_varied
investment
1 day
0.002738
1,000
6 months
0.5
10,000
20 years
20
true
a)
b)
formatted_v1
1 day
days
1
0
null
c0_000
c0_000/investment
varied
4
main
train
false
null
null
null
null
40acc058db6e
You are the head of a household planning its finances. The household is deciding how to invest. Choose the option with the greatest benefit over a time horizon of 1 day. Two options are available: option a) pays out 1,000 dollars after 6 months, while option b) pays out 10,000 dollars after 20 years. Select one of the ...
I choose: a). My reasoning: Over a time horizon of just 1 day, the immediate value of money is most relevant. Option a) provides a guaranteed payout of $1,000 in 6 months, which is
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48
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["I", " choose", ":", " a", ").", " My", " reasoning", ":"]
[true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true]
a
3
51.264748
34.644444
0.99999
0
0
2
true
1
0.99999
0
m0_c0_000_investment_h01_structured
investment
1 week
0.019165
1,000
6 months
0.5
10,000
20 years
20
true
a)
b)
formatted_v1
1 week
weeks
1
0
null
c0_000
c0_000/investment
structured
0
main
train
false
null
null
null
null
586455f8a4ed
SITUATION: Plan for the future of the household. TASK: You, the head of the household, are tasked to choose the best investment: a) 1,000 dollars in 6 months. b) 10,000 dollars in 20 years. OBJECTIVE: Think deeply about which option is preferable. CONSTRAINT: You must select the option that provides the greatest benefi...
I choose: a) 1,000 dollars in 6 months. My reasoning: For a time horizon of just 1 week, the immediate availability of $1,000 in 6 months is more beneficial than
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48
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["I", " choose", ":", " a", ")", " ", "1", ","]
[true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true]
a
3
54.485725
37.545933
0.999925
0
0
3
true
1
0.999925
0
m0_c0_000_investment_h01_plain
investment
1 week
0.019165
1,000
6 months
0.5
10,000
20 years
20
true
a)
b)
formatted_v1
1 week
weeks
1
0
null
c0_000
c0_000/investment
plain
0
main
train
false
null
null
null
null
98b3a1e1c70a
You are the head of a household planning its finances. The household is deciding how to invest. Two options are available: a) 1,000 dollars in 6 months, or b) 10,000 dollars in 20 years. Your time horizon for this decision is 1 week: choose the option that provides the greatest benefit within it. Select one of the two ...
I choose: a). My reasoning: Within a 1-week time horizon, receiving $1,000 in 6 months is more immediately beneficial than waiting 20 years for $10,000, as the
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48
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["I", " choose", ":", " a", ").", " My", " reasoning", ":"]
[true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true]
a
3
54.905777
34.160431
0.999995
0
0
4
true
1
0.999995
0
m0_c0_000_investment_h01_varied
investment
1 week
0.019165
1,000
6 months
0.5
10,000
20 years
20
true
a)
b)
formatted_v1
1 week
weeks
1
0
null
c0_000
c0_000/investment
varied
5
main
train
false
null
null
null
null
286b8740fab5
Choose the option with the greatest benefit over a time horizon of 1 week. You are the head of a household planning its finances. The household is deciding how to invest. Two options are available: option a) pays out 1,000 dollars after 6 months, while option b) pays out 10,000 dollars after 20 years. Select one of the...
I choose: a). My reasoning: Over a 1-week time horizon, option a) provides immediate access to $1,000 in 6 months, which is much sooner than the 20-year wait for option b
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48
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["I", " choose", ":", " a", ").", " My", " reasoning", ":"]
[true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true]
a
3
51.243111
33.389664
0.999997
0
0
5
true
1
0.999997
0
m0_c0_000_investment_h02_structured
investment
2 weeks
0.03833
1,000
6 months
0.5
10,000
20 years
20
true
a)
b)
formatted_v1
2 weeks
weeks
2
0
null
c0_000
c0_000/investment
structured
0
main
train
true
null
null
null
null
8eab6a4ba4cb
SITUATION: Plan for the future of the household. TASK: You, the head of the household, are tasked to choose the best investment: a) 1,000 dollars in 6 months. b) 10,000 dollars in 20 years. OBJECTIVE: Think deeply about which option is preferable. CONSTRAINT: You must select the option that provides the greatest benefi...
I choose: a) 1,000 dollars in 6 months. My reasoning: For a 2-week time horizon, receiving 1,000 dollars sooner provides immediate liquidity and flexibility to address urgent needs or opportunities
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48
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["I", " choose", ":", " a", ")", " ", "1", ","]
[true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true]
a
3
53.655106
40.576305
0.999902
0.000002
0
6
true
0.999998
0.999902
0.000002
m0_c0_000_investment_h02_plain
investment
2 weeks
0.03833
1,000
6 months
0.5
10,000
20 years
20
true
a)
b)
formatted_v1
2 weeks
weeks
2
0
null
c0_000
c0_000/investment
plain
0
main
train
true
null
null
null
null
334daf0ac254
You are the head of a household planning its finances. The household is deciding how to invest. Two options are available: a) 1,000 dollars in 6 months, or b) 10,000 dollars in 20 years. Your time horizon for this decision is 2 weeks: choose the option that provides the greatest benefit within it. Select one of the two...
I choose: a). My reasoning: Receiving $1,000 in 6 months provides immediate liquidity and can be reinvested or used for near-term needs, offering greater flexibility and potential for growth within the 2-week
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48
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["I", " choose", ":", " a", ").", " My", " reasoning", ":"]
[true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true]
a
3
54.198402
39.565208
0.999964
0
0
7
true
1
0.999964
0
m0_c0_000_investment_h02_varied
investment
2 weeks
0.03833
1,000
6 months
0.5
10,000
20 years
20
true
a)
b)
formatted_v1
2 weeks
weeks
2
0
null
c0_000
c0_000/investment
varied
4
main
train
true
null
null
null
null
e6037ea99992
You are the head of a household planning its finances. The household is deciding how to invest. Choose the option with the greatest benefit over a time horizon of 2 weeks. Two options are available: option a) pays out 1,000 dollars after 6 months, while option b) pays out 10,000 dollars after 20 years. Select one of th...
I choose: a). My reasoning: Over a 2-week time horizon, option a) provides a guaranteed payout of $1,000 in 6 months, which is much sooner than the 20-year wait for option
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48
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["I", " choose", ":", " a", ").", " My", " reasoning", ":"]
[true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true]
a
3
50.63673
32.834606
0.999983
0
0
8
true
1
0.999983
0
m0_c0_000_investment_h03_structured
investment
1 month
0.083333
1,000
6 months
0.5
10,000
20 years
20
true
a)
b)
formatted_v1
1 month
months
1
0
null
c0_000
c0_000/investment
structured
0
main
train
false
null
null
null
null
52f7ac53f77b
SITUATION: Plan for the future of the household. TASK: You, the head of the household, are tasked to choose the best investment: a) 1,000 dollars in 6 months. b) 10,000 dollars in 20 years. OBJECTIVE: Think deeply about which option is preferable. CONSTRAINT: You must select the option that provides the greatest benefi...
I choose: a) 1,000 dollars in 6 months. My reasoning: For a 1-month time horizon, receiving 1,000 dollars in 6 months is more immediately useful for short-term needs
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48
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["I", " choose", ":", " a", ")", " ", "1", ","]
[true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true]
a
3
54.390648
35.937111
0.999842
0
0
9
true
1
0.999842
0
m0_c0_000_investment_h03_plain
investment
1 month
0.083333
1,000
6 months
0.5
10,000
20 years
20
true
a)
b)
formatted_v1
1 month
months
1
0
null
c0_000
c0_000/investment
plain
0
main
train
false
null
null
null
null
29d1146d5cf2
You are the head of a household planning its finances. The household is deciding how to invest. Two options are available: a) 1,000 dollars in 6 months, or b) 10,000 dollars in 20 years. Your time horizon for this decision is 1 month: choose the option that provides the greatest benefit within it. Select one of the two...
I choose: a). My reasoning: Within a 1-month time horizon, receiving $1,000 in 6 months is more immediately beneficial than waiting 20 years for $10,000, as the
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48
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["I", " choose", ":", " a", ").", " My", " reasoning", ":"]
[true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true]
a
3
54.212353
33.364506
0.99999
0
0
10
true
1
0.99999
0
m0_c0_000_investment_h03_varied
investment
1 month
0.083333
1,000
6 months
0.5
10,000
20 years
20
true
a)
b)
formatted_v1
1 month
months
1
0
null
c0_000
c0_000/investment
varied
1
main
train
false
null
null
null
null
e96a2450d46c
Your time horizon for this decision is 1 month: choose the option that provides the greatest benefit within it. You are the head of a household planning its finances. The household is deciding how to invest. Two options are available: a) 1,000 dollars in 6 months, or b) 10,000 dollars in 20 years. Select one of the two...
I choose: a). My reasoning: Since the time horizon is only 1 month, the option that provides immediate benefit is more relevant. Receiving $1,000 in 6 months is more valuable in the short term than
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48
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["I", " choose", ":", " a", ").", " My", " reasoning", ":"]
[true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true]
a
3
51.167542
41.573654
0.999932
0.000058
0
11
true
0.999932
0.999932
0.000058
m0_c0_000_investment_h04_structured
investment
3 months
0.25
1,000
6 months
0.5
10,000
20 years
20
true
a)
b)
formatted_v1
3 months
months
3
0
null
c0_000
c0_000/investment
structured
0
main
train
true
null
null
null
null
0ff8a3f1b76a
SITUATION: Plan for the future of the household. TASK: You, the head of the household, are tasked to choose the best investment: a) 1,000 dollars in 6 months. b) 10,000 dollars in 20 years. OBJECTIVE: Think deeply about which option is preferable. CONSTRAINT: You must select the option that provides the greatest benefi...
I choose: a) 1,000 dollars in 6 months. My reasoning: For a 3-month time horizon, receiving 1,000 dollars in 6 months is more immediately useful for short-term household
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48
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["I", " choose", ":", " a", ")", " ", "1", ","]
[true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true]
a
3
53.867611
35.428852
0.999955
0
0
12
true
1
0.999955
0
m0_c0_000_investment_h04_plain
investment
3 months
0.25
1,000
6 months
0.5
10,000
20 years
20
true
a)
b)
formatted_v1
3 months
months
3
0
null
c0_000
c0_000/investment
plain
0
main
train
true
null
null
null
null
9085e4d7eec4
You are the head of a household planning its finances. The household is deciding how to invest. Two options are available: a) 1,000 dollars in 6 months, or b) 10,000 dollars in 20 years. Your time horizon for this decision is 3 months: choose the option that provides the greatest benefit within it. Select one of the tw...
I choose: a). My reasoning: Within a 3-month time horizon, receiving $1,000 in 6 months is more immediately beneficial than waiting 20 years for $10,000, as the
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48
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["I", " choose", ":", " a", ").", " My", " reasoning", ":"]
[true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true]
a
3
53.520817
35.544979
0.999983
0
0
13
true
1
0.999983
0
m0_c0_000_investment_h04_varied
investment
3 months
0.25
1,000
6 months
0.5
10,000
20 years
20
true
a)
b)
formatted_v1
3 months
months
3
0
null
c0_000
c0_000/investment
varied
4
main
train
true
null
null
null
null
0f9a6b134a52
You are the head of a household planning its finances. The household is deciding how to invest. Choose the option with the greatest benefit over a time horizon of 3 months. Two options are available: option a) pays out 1,000 dollars after 6 months, while option b) pays out 10,000 dollars after 20 years. Select one of t...
I choose: a). My reasoning: Over a 3-month time horizon, option a) provides a guaranteed payout of $1,000 in 6 months, which is closer to the planning period than the 20-year
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48
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m0_c0_000_investment_h05_structured
investment
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0.5
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6 months
0.5
10,000
20 years
20
true
a)
b)
formatted_v1
6 months
months
6
0
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c0_000
c0_000/investment
structured
0
main
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null
null
null
null
bfda58b4275a
SITUATION: Plan for the future of the household. TASK: You, the head of the household, are tasked to choose the best investment: a) 1,000 dollars in 6 months. b) 10,000 dollars in 20 years. OBJECTIVE: Think deeply about which option is preferable. CONSTRAINT: You must select the option that provides the greatest benefi...
I choose: a) 1,000 dollars in 6 months. My reasoning: Since the time horizon is only 6 months, the immediate availability of 1,000 dollars allows for more flexibility and can be
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48
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a
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m0_c0_000_investment_h05_plain
investment
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0.5
1,000
6 months
0.5
10,000
20 years
20
true
a)
b)
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6 months
months
6
0
null
c0_000
c0_000/investment
plain
0
main
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null
null
null
null
c73c5220b747
You are the head of a household planning its finances. The household is deciding how to invest. Two options are available: a) 1,000 dollars in 6 months, or b) 10,000 dollars in 20 years. Your time horizon for this decision is 6 months: choose the option that provides the greatest benefit within it. Select one of the tw...
I choose: a). My reasoning: Within a 6-month time horizon, receiving $1,000 immediately is more beneficial than waiting 20 years for $10,000, as the shorter-term option provides
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48
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[true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true]
a
3
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m0_c0_000_investment_h05_varied
investment
6 months
0.5
1,000
6 months
0.5
10,000
20 years
20
true
a)
b)
formatted_v1
6 months
months
6
0
null
c0_000
c0_000/investment
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6
main
train
false
null
null
null
null
742b6990a2da
Two investments are on the table for the household: option a) pays out 1,000 dollars after 6 months, while option b) pays out 10,000 dollars after 20 years. The household is deciding how to invest. Choose the option with the greatest benefit over a time horizon of 6 months. Select one of the two options and give your r...
I choose: a). My reasoning: Over a 6-month time horizon, option a) provides an immediate payout of $1,000, which is directly available within the specified period, whereas option b) does not pay out
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48
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[true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true]
a
3
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1
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m0_c0_000_investment_h06_structured
investment
2 years
2
1,000
6 months
0.5
10,000
20 years
20
true
a)
b)
formatted_v1
2 years
years
2
0
null
c0_000
c0_000/investment
structured
0
main
train
false
null
null
null
null
40dfb4524475
SITUATION: Plan for the future of the household. TASK: You, the head of the household, are tasked to choose the best investment: a) 1,000 dollars in 6 months. b) 10,000 dollars in 20 years. OBJECTIVE: Think deeply about which option is preferable. CONSTRAINT: You must select the option that provides the greatest benefi...
I choose: a) 1,000 dollars in 6 months. My reasoning: For a 2-year time horizon, receiving 1,000 dollars in 6 months provides immediate liquidity and flexibility to invest or
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48
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["I", " choose", ":", " a", ")", " ", "1", ","]
[true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true]
a
3
54.320229
38.238083
0.999665
0
0
18
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1
0.999665
0
m0_c0_000_investment_h06_plain
investment
2 years
2
1,000
6 months
0.5
10,000
20 years
20
true
a)
b)
formatted_v1
2 years
years
2
0
null
c0_000
c0_000/investment
plain
0
main
train
false
null
null
null
null
dd2dfbe88437
You are the head of a household planning its finances. The household is deciding how to invest. Two options are available: a) 1,000 dollars in 6 months, or b) 10,000 dollars in 20 years. Your time horizon for this decision is 2 years: choose the option that provides the greatest benefit within it. Select one of the two...
I choose: a). My reasoning: Receiving $1,000 in 6 months allows immediate use of the funds within the 2-year time horizon, providing greater flexibility and potential for reinvestment compared to $10,
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48
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["I", " choose", ":", " a", ").", " My", " reasoning", ":"]
[true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true]
a
3
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0
0
19
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1
0.999955
0
m0_c0_000_investment_h06_varied
investment
2 years
2
1,000
6 months
0.5
10,000
20 years
20
true
a)
b)
formatted_v1
2 years
years
2
0
null
c0_000
c0_000/investment
varied
6
main
train
false
null
null
null
null
668064c74f6c
Two investments are on the table for the household: option a) pays out 1,000 dollars after 6 months, while option b) pays out 10,000 dollars after 20 years. The household is deciding how to invest. Choose the option with the greatest benefit over a time horizon of 2 years. Select one of the two options and give your re...
I choose: a). My reasoning: Over a 2-year time horizon, option a) provides an immediate return of $1,000 in 6 months, which can be reinvested or used, whereas option b)
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48
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["I", " choose", ":", " a", ").", " My", " reasoning", ":"]
[true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true]
a
3
51.172688
34.86203
0.989013
0
0
20
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1
0.989013
0
m0_c0_000_investment_h07_structured
investment
5 years
5
1,000
6 months
0.5
10,000
20 years
20
true
a)
b)
formatted_v1
5 years
years
5
0
null
c0_000
c0_000/investment
structured
0
main
train
true
null
null
null
null
cfb08b9e0425
SITUATION: Plan for the future of the household. TASK: You, the head of the household, are tasked to choose the best investment: a) 1,000 dollars in 6 months. b) 10,000 dollars in 20 years. OBJECTIVE: Think deeply about which option is preferable. CONSTRAINT: You must select the option that provides the greatest benefi...
I choose: a) 1,000 dollars in 6 months. My reasoning: For a 5-year time horizon, receiving 1,000 dollars in 6 months provides immediate liquidity and flexibility to invest or
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48
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["I", " choose", ":", " a", ")", " ", "1", ","]
[true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true]
a
3
53.714478
36.886166
0.999447
0
0
21
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1
0.999447
0
m0_c0_000_investment_h07_plain
investment
5 years
5
1,000
6 months
0.5
10,000
20 years
20
true
a)
b)
formatted_v1
5 years
years
5
0
null
c0_000
c0_000/investment
plain
0
main
train
true
null
null
null
null
43a9177a87f8
You are the head of a household planning its finances. The household is deciding how to invest. Two options are available: a) 1,000 dollars in 6 months, or b) 10,000 dollars in 20 years. Your time horizon for this decision is 5 years: choose the option that provides the greatest benefit within it. Select one of the two...
I choose: a). My reasoning: Within a 5-year time horizon, receiving $1,000 in 6 months provides immediate liquidity and can be reinvested or used for near-term needs, whereas $10,
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48
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["I", " choose", ":", " a", ").", " My", " reasoning", ":"]
[true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true]
a
3
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0
22
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0.999995
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0.000005
m0_c0_000_investment_h07_varied
investment
5 years
5
1,000
6 months
0.5
10,000
20 years
20
true
a)
b)
formatted_v1
5 years
years
5
0
null
c0_000
c0_000/investment
varied
1
main
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null
null
null
null
49e321f6cf3a
Your time horizon for this decision is 5 years: choose the option that provides the greatest benefit within it. You are the head of a household planning its finances. The household is deciding how to invest. Two options are available: a) 1,000 dollars in 6 months, or b) 10,000 dollars in 20 years. Select one of the two...
I choose: a). My reasoning: Receiving $1,000 in 6 months allows for immediate investment and compounding over the 5-year horizon, which can generate significantly more returns than waiting 20 years for $
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48
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["I", " choose", ":", " a", ").", " My", " reasoning", ":"]
[true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true]
a
3
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0
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m0_c0_000_investment_h08_structured
investment
10 years
10
1,000
6 months
0.5
10,000
20 years
20
true
a)
b)
formatted_v1
10 years
years
10
0
null
c0_000
c0_000/investment
structured
0
main
train
false
null
null
null
null
7d8adfd429fe
SITUATION: Plan for the future of the household. TASK: You, the head of the household, are tasked to choose the best investment: a) 1,000 dollars in 6 months. b) 10,000 dollars in 20 years. OBJECTIVE: Think deeply about which option is preferable. CONSTRAINT: You must select the option that provides the greatest benefi...
I choose: a) 1,000 dollars in 6 months. My reasoning: Receiving 1,000 dollars in 6 months provides immediate liquidity and flexibility for short-term needs or opportunities within the 1
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48
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["I", " choose", ":", " a", ")", " ", "1", ","]
[true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true]
a
3
52.006615
41.218681
0.998809
0.000021
0
24
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0.999979
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0.000021
m0_c0_000_investment_h08_plain
investment
10 years
10
1,000
6 months
0.5
10,000
20 years
20
true
a)
b)
formatted_v1
10 years
years
10
0
null
c0_000
c0_000/investment
plain
0
main
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false
null
null
null
null
b898303a6602
You are the head of a household planning its finances. The household is deciding how to invest. Two options are available: a) 1,000 dollars in 6 months, or b) 10,000 dollars in 20 years. Your time horizon for this decision is 10 years: choose the option that provides the greatest benefit within it. Select one of the tw...
I choose: a). My reasoning: Within a 10-year time horizon, receiving $1,000 in 6 months provides immediate liquidity and can be reinvested multiple times, potentially yielding greater returns than waiting 2
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48
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["I", " choose", ":", " a", ").", " My", " reasoning", ":"]
[true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true]
a
3
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m0_c0_000_investment_h08_varied
investment
10 years
10
1,000
6 months
0.5
10,000
20 years
20
true
a)
b)
formatted_v1
10 years
years
10
0
null
c0_000
c0_000/investment
varied
5
main
train
false
null
null
null
null
0df6bf670c19
Choose the option with the greatest benefit over a time horizon of 10 years. You are the head of a household planning its finances. The household is deciding how to invest. Two options are available: option a) pays out 1,000 dollars after 6 months, while option b) pays out 10,000 dollars after 20 years. Select one of t...
I choose: b). My reasoning: Over a 10-year time horizon, option b) provides no immediate benefit, but option a) only offers a payout after 6 months, which is outside the 10-year planning window
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48
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["I", " choose", ":", " b", ").", " My", " reasoning", ":"]
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b
3
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m0_c0_000_investment_h09_structured
investment
20 years
20
1,000
6 months
0.5
10,000
20 years
20
true
a)
b)
formatted_v1
20 years
years
20
0
null
c0_000
c0_000/investment
structured
0
main
train
true
null
null
null
null
bf09fcbb41f4
SITUATION: Plan for the future of the household. TASK: You, the head of the household, are tasked to choose the best investment: a) 1,000 dollars in 6 months. b) 10,000 dollars in 20 years. OBJECTIVE: Think deeply about which option is preferable. CONSTRAINT: You must select the option that provides the greatest benefi...
I choose: b) 10,000 dollars in 20 years. My reasoning: Over a 20-year time horizon, receiving a larger sum of money later allows for greater long-term growth through compound interest and
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48
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["I", " choose", ":", " b", ")", " ", "1", "0"]
[true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true, true]
b
3
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0
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m0_c0_000_investment_h09_plain
investment
20 years
20
1,000
6 months
0.5
10,000
20 years
20
true
a)
b)
formatted_v1
20 years
years
20
0
null
c0_000
c0_000/investment
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main
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null
null
null
null
16ed31694ada
You are the head of a household planning its finances. The household is deciding how to invest. Two options are available: a) 1,000 dollars in 6 months, or b) 10,000 dollars in 20 years. Your time horizon for this decision is 20 years: choose the option that provides the greatest benefit within it. Select one of the tw...
I choose: b) 10,000 dollars in 20 years. My reasoning: Over a 20-year time horizon, the potential for compound growth makes the larger sum received at the end more valuable, assuming
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48
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["I", " choose", ":", " b", ")", " ", "1", "0"]
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b
3
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m0_c0_000_investment_h09_varied
investment
20 years
20
1,000
6 months
0.5
10,000
20 years
20
true
a)
b)
formatted_v1
20 years
years
20
0
null
c0_000
c0_000/investment
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3
main
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true
null
null
null
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af4003a43644
You are the head of a household planning its finances. The household is deciding how to invest. Two options are available: a) 1,000 dollars in 6 months, or b) 10,000 dollars in 20 years. Select one of the two options and give your reasoning. Your time horizon for this decision is 20 years: choose the option that provid...
I choose: b) 10,000 dollars in 20 years. My reasoning: Over a 20-year time horizon, the potential for compound growth makes the larger sum more valuable in the long term, assuming
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SITUATION: Plan for the future of the household. TASK: You, the head of the household, are tasked to choose the best investment: a) 1,000 dollars in 6 months. b) 10,000 dollars in 20 years. OBJECTIVE: Think deeply about which option is preferable. CONSTRAINT: You must select the option that provides the greatest benefi...
I choose: b) 10,000 dollars in 20 years. My reasoning: Over a 30-year time horizon, receiving 10,000 dollars in 20 years allows for more
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You are the head of a household planning its finances. The household is deciding how to invest. Two options are available: a) 1,000 dollars in 6 months, or b) 10,000 dollars in 20 years. Your time horizon for this decision is 30 years: choose the option that provides the greatest benefit within it. Select one of the tw...
I choose: b) 10,000 dollars in 20 years. My reasoning: Over a 30-year time horizon, the 10,000 dollars received in 20 years has more
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Two investments are on the table for the household: option a) pays out 1,000 dollars after 6 months, while option b) pays out 10,000 dollars after 20 years. The household is deciding how to invest. Choose the option with the greatest benefit over a time horizon of 30 years. Select one of the two options and give your r...
I choose: **b)**. My reasoning: Over a 30-year time horizon, option b) pays out $10,000 after 20 years, which can then be reinvested for the remaining
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c6f17409736f
SITUATION: Plan for the future of the household. TASK: You, the head of the household, are tasked to choose the best investment: a) 1,000 dollars in 6 months. b) 10,000 dollars in 20 years. OBJECTIVE: Think deeply about which option is preferable. CONSTRAINT: You must select the option that provides the greatest benefi...
I choose: b) 10,000 dollars in 20 years. My reasoning: Over a 100-year time horizon, the 10,000 dollars received in 20 years has
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48
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869134bc36ac
You are the head of a household planning its finances. The household is deciding how to invest. Two options are available: a) 1,000 dollars in 6 months, or b) 10,000 dollars in 20 years. Your time horizon for this decision is 100 years: choose the option that provides the greatest benefit within it. Select one of the t...
I choose: b). My reasoning: Over a 100-year time horizon, the 10,000 dollars invested now has significantly more time to grow through compound interest, potentially yielding a much larger return than 1
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You are the head of a household planning its finances. The household is deciding how to invest. Two options are available: option a) pays out 1,000 dollars after 6 months, while option b) pays out 10,000 dollars after 20 years. Select one of the two options and give your reasoning. Choose the option with the greatest b...
I choose: b). My reasoning: Over a 100-year time horizon, the 10,000 dollars from option b) has significantly more potential for growth through compounding interest compared to the 1,0
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48
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017faf5943ba
SITUATION: Plan for the climate policy of the city. TASK: You, the city administration, are tasked to choose the best emissions program: a) 1,000 tonnes of CO2 prevented in 6 months. b) 10,000 tonnes of CO2 prevented in 20 years. OBJECTIVE: Think deeply about which option is preferable. CONSTRAINT: You must select the ...
I choose: a). My reasoning: Preventing 1,000 tonnes of CO2 in 6 months provides an immediate and measurable impact on reducing emissions, which is critical for addressing urgent climate challenges within the short time horizon of
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54efcb380a9e
You are the administration of a city planning its climate policy. The city is deciding which emissions program to fund. Two options are available: a) 1,000 tonnes of CO2 prevented in 6 months, or b) 10,000 tonnes of CO2 prevented in 20 years. Your time horizon for this decision is 1 day: choose the option that provides...
I choose: a). My reasoning: Within a 1-day time horizon, the immediate impact of preventing 1,000 tonnes of CO2 in 6 months is more tangible and actionable than the long-term benefit of 1
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48
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530b8634ab2e
Two emissions programs are on the table for the city: option a) delivers 1,000 tonnes of CO2 prevented after 6 months, while option b) delivers 10,000 tonnes of CO2 prevented after 20 years. The city is deciding which emissions program to fund. Choose the option with the greatest benefit over a time horizon of 1 day. S...
I choose: a). My reasoning: Over a time horizon of 1 day, option a) provides an immediate benefit of 1,000 tonnes of CO2 prevented, while option b) has no measurable impact within a single
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48
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319aeadc3a54
SITUATION: Plan for the climate policy of the city. TASK: You, the city administration, are tasked to choose the best emissions program: a) 1,000 tonnes of CO2 prevented in 6 months. b) 10,000 tonnes of CO2 prevented in 20 years. OBJECTIVE: Think deeply about which option is preferable. CONSTRAINT: You must select the ...
I choose: a). My reasoning: Preventing 1,000 tonnes of CO2 in 6 months provides immediate and measurable benefits within the 1-week time horizon, which is critical for addressing urgent climate impacts and demonstrating rapid
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48
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13f23a2aeaa7
You are the administration of a city planning its climate policy. The city is deciding which emissions program to fund. Two options are available: a) 1,000 tonnes of CO2 prevented in 6 months, or b) 10,000 tonnes of CO2 prevented in 20 years. Your time horizon for this decision is 1 week: choose the option that provide...
I choose: a). My reasoning: Within a 1-week time horizon, the immediate impact of preventing 1,000 tonnes of CO2 in 6 months is more tangible and actionable than the long-term benefit of 1
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48
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e6260f7fb7c6
Your time horizon for this decision is 1 week: choose the option that provides the greatest benefit within it. You are the administration of a city planning its climate policy. The city is deciding which emissions program to fund. Two options are available: a) 1,000 tonnes of CO2 prevented in 6 months, or b) 10,000 ton...
I choose: a). My reasoning: Within a 1-week time horizon, the immediate impact of preventing 1,000 tonnes of CO2 in 6 months provides more tangible and measurable benefits in the short term, which is
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48
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03bdf5769b87
SITUATION: Plan for the climate policy of the city. TASK: You, the city administration, are tasked to choose the best emissions program: a) 1,000 tonnes of CO2 prevented in 6 months. b) 10,000 tonnes of CO2 prevented in 20 years. OBJECTIVE: Think deeply about which option is preferable. CONSTRAINT: You must select the ...
I choose: a). My reasoning: Preventing 1,000 tonnes of CO2 in 6 months provides immediate and measurable benefits within the 2-week time horizon, which is more relevant for short-term climate action and public
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48
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You are the administration of a city planning its climate policy. The city is deciding which emissions program to fund. Two options are available: a) 1,000 tonnes of CO2 prevented in 6 months, or b) 10,000 tonnes of CO2 prevented in 20 years. Your time horizon for this decision is 2 weeks: choose the option that provid...
I choose: a). My reasoning: Within a 2-week time horizon, the immediate impact of preventing 1,000 tonnes of CO2 in 6 months is more tangible and actionable compared to the long-term benefit of
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48
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Your time horizon for this decision is 2 weeks: choose the option that provides the greatest benefit within it. You are the administration of a city planning its climate policy. The city is deciding which emissions program to fund. Two options are available: a) 1,000 tonnes of CO2 prevented in 6 months, or b) 10,000 to...
I choose: a). My reasoning: Within a 2-week time horizon, the immediate impact of preventing 1,000 tonnes of CO2 in 6 months provides more tangible and measurable benefits in the short term, which is
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SITUATION: Plan for the climate policy of the city. TASK: You, the city administration, are tasked to choose the best emissions program: a) 1,000 tonnes of CO2 prevented in 6 months. b) 10,000 tonnes of CO2 prevented in 20 years. OBJECTIVE: Think deeply about which option is preferable. CONSTRAINT: You must select the ...
I choose: a). My reasoning: Preventing 1,000 tonnes of CO2 in 1 month provides an immediate and measurable impact on reducing emissions, which is critical for addressing urgent climate challenges and demonstrating progress within the short
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I choose: a). My reasoning: Within a 1-month time horizon, option a) provides an immediate and measurable reduction in CO2 emissions, which is more relevant for urgent climate action and short-term policy goals. Option b) is
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You are the administration of a city planning its climate policy. The city is deciding which emissions program to fund. Two options are available: option a) delivers 1,000 tonnes of CO2 prevented after 6 months, while option b) delivers 10,000 tonnes of CO2 prevented after 20 years. Select one of the two options and gi...
I choose: a). My reasoning: Over a 1-month time horizon, option a) provides an immediate and measurable reduction of 1,000 tonnes of CO2, which is more impactful in the short term than the delayed
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SITUATION: Plan for the climate policy of the city. TASK: You, the city administration, are tasked to choose the best emissions program: a) 1,000 tonnes of CO2 prevented in 6 months. b) 10,000 tonnes of CO2 prevented in 20 years. OBJECTIVE: Think deeply about which option is preferable. CONSTRAINT: You must select the ...
I choose: a). My reasoning: Option a) provides an immediate and measurable reduction of 1,000 tonnes of CO2 within 3 months, which directly aligns with the short-term time horizon specified. This immediate impact
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You are the administration of a city planning its climate policy. The city is deciding which emissions program to fund. Two options are available: a) 1,000 tonnes of CO2 prevented in 6 months, or b) 10,000 tonnes of CO2 prevented in 20 years. Your time horizon for this decision is 3 months: choose the option that provi...
I choose: a). My reasoning: Within the 3-month time horizon, option a) provides an immediate and measurable reduction of 1,000 tonnes of CO2, which is more relevant and impactful in the short term than
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You are the administration of a city planning its climate policy. The city is deciding which emissions program to fund. Two options are available: option a) delivers 1,000 tonnes of CO2 prevented after 6 months, while option b) delivers 10,000 tonnes of CO2 prevented after 20 years. Select one of the two options and gi...
I choose: a). My reasoning: Option a) provides immediate benefits by preventing 1,000 tonnes of CO2 within 3 months, which is more impactful over the short time horizon compared to option b), which delivers results
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SITUATION: Plan for the climate policy of the city. TASK: You, the city administration, are tasked to choose the best emissions program: a) 1,000 tonnes of CO2 prevented in 6 months. b) 10,000 tonnes of CO2 prevented in 20 years. OBJECTIVE: Think deeply about which option is preferable. CONSTRAINT: You must select the ...
I choose: a). My reasoning: Option a) provides an immediate and measurable reduction in emissions within the 6-month time horizon, which is critical for addressing urgent climate impacts and demonstrating rapid action. Option b), while larger in scale,
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You are the administration of a city planning its climate policy. The city is deciding which emissions program to fund. Two options are available: a) 1,000 tonnes of CO2 prevented in 6 months, or b) 10,000 tonnes of CO2 prevented in 20 years. Your time horizon for this decision is 6 months: choose the option that provi...
I choose: a). My reasoning: Within the 6-month time horizon, option a) provides an immediate and measurable reduction in CO2 emissions, which aligns with the city's urgent need to act within the specified timeframe. Option b
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Choose the option with the greatest benefit over a time horizon of 6 months. You are the administration of a city planning its climate policy. The city is deciding which emissions program to fund. Two options are available: option a) delivers 1,000 tonnes of CO2 prevented after 6 months, while option b) delivers 10,000...
I choose: a). My reasoning: Option a) provides an immediate and measurable reduction of 1,000 tonnes of CO2 within 6 months, which is more impactful in the short term for addressing urgent climate goals and demonstrating
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48
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SITUATION: Plan for the climate policy of the city. TASK: You, the city administration, are tasked to choose the best emissions program: a) 1,000 tonnes of CO2 prevented in 6 months. b) 10,000 tonnes of CO2 prevented in 20 years. OBJECTIVE: Think deeply about which option is preferable. CONSTRAINT: You must select the ...
I choose: a). My reasoning: Option a) provides an immediate and measurable reduction of 1,000 tonnes of CO2 within 6 months, which aligns with the 2-year time horizon and offers quicker environmental and
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You are the administration of a city planning its climate policy. The city is deciding which emissions program to fund. Two options are available: a) 1,000 tonnes of CO2 prevented in 6 months, or b) 10,000 tonnes of CO2 prevented in 20 years. Your time horizon for this decision is 2 years: choose the option that provid...
I choose: a). My reasoning: Within the 2-year time horizon, option a) provides an immediate and measurable reduction of 1,000 tonnes of CO2, which has direct benefits for air quality, public health,
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You are the administration of a city planning its climate policy. The city is deciding which emissions program to fund. Your time horizon for this decision is 2 years: choose the option that provides the greatest benefit within it. Two options are available: a) 1,000 tonnes of CO2 prevented in 6 months, or b) 10,000 to...
I choose: a). My reasoning: Preventing 1,000 tonnes of CO2 in 6 months provides immediate and measurable benefits within the 2-year time horizon, allowing the city to demonstrate progress and potentially avoid more severe
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SITUATION: Plan for the climate policy of the city. TASK: You, the city administration, are tasked to choose the best emissions program: a) 1,000 tonnes of CO2 prevented in 6 months. b) 10,000 tonnes of CO2 prevented in 20 years. OBJECTIVE: Think deeply about which option is preferable. CONSTRAINT: You must select the ...
I choose: a). My reasoning: Option a) provides an immediate and measurable reduction of 1,000 tonnes of CO2 within 6 months, which aligns directly with the 5-year time horizon and offers quicker environmental
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You are the administration of a city planning its climate policy. The city is deciding which emissions program to fund. Two options are available: a) 1,000 tonnes of CO2 prevented in 6 months, or b) 10,000 tonnes of CO2 prevented in 20 years. Your time horizon for this decision is 5 years: choose the option that provid...
I choose: a). My reasoning: Within a 5-year time horizon, option a) provides an immediate and measurable reduction of 1,000 tonnes of CO2, which aligns better with the city's short-term goals
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Choose the option with the greatest benefit over a time horizon of 5 years. You are the administration of a city planning its climate policy. The city is deciding which emissions program to fund. Two options are available: option a) delivers 1,000 tonnes of CO2 prevented after 6 months, while option b) delivers 10,000 ...
I choose: a). My reasoning: Over a 5-year time horizon, option a) provides immediate and measurable emissions reduction (1,000 tonnes in 6 months), which has greater near-term benefits for public health, regulatory
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SITUATION: Plan for the climate policy of the city. TASK: You, the city administration, are tasked to choose the best emissions program: a) 1,000 tonnes of CO2 prevented in 6 months. b) 10,000 tonnes of CO2 prevented in 20 years. OBJECTIVE: Think deeply about which option is preferable. CONSTRAINT: You must select the ...
I choose: a). My reasoning: Preventing 1,000 tonnes of CO2 in 6 months provides immediate and measurable benefits within the 10-year time horizon, contributing directly to near-term climate goals and allowing for
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You are the administration of a city planning its climate policy. The city is deciding which emissions program to fund. Two options are available: a) 1,000 tonnes of CO2 prevented in 6 months, or b) 10,000 tonnes of CO2 prevented in 20 years. Your time horizon for this decision is 10 years: choose the option that provi...
I choose: a). My reasoning: Within the 10-year time horizon, option a) provides immediate and measurable emissions reduction, which is more impactful for near-term climate goals and allows for greater flexibility in future policy adjustments. Option b
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48
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6db770b34161
Choose the option with the greatest benefit over a time horizon of 10 years. You are the administration of a city planning its climate policy. The city is deciding which emissions program to fund. Two options are available: option a) delivers 1,000 tonnes of CO2 prevented after 6 months, while option b) delivers 10,000...
I choose: a). My reasoning: Over a 10-year time horizon, option a) provides immediate and measurable emissions reduction, which is more impactful in the short to medium term compared to option b), which only delivers significant results after
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48
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3159f9a3bd66
SITUATION: Plan for the climate policy of the city. TASK: You, the city administration, are tasked to choose the best emissions program: a) 1,000 tonnes of CO2 prevented in 6 months. b) 10,000 tonnes of CO2 prevented in 20 years. OBJECTIVE: Think deeply about which option is preferable. CONSTRAINT: You must select the ...
I choose: **b) 10,000 tonnes of CO2 prevented in 20 years**. My reasoning: Over the 20-year time horizon, preventing 10,000 tonnes of CO
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96968a7edd32
You are the administration of a city planning its climate policy. The city is deciding which emissions program to fund. Two options are available: a) 1,000 tonnes of CO2 prevented in 6 months, or b) 10,000 tonnes of CO2 prevented in 20 years. Your time horizon for this decision is 20 years: choose the option that provi...
I choose: b). My reasoning: Over a 20-year time horizon, preventing 10,000 tonnes of CO2 provides a significantly greater cumulative impact than 1,000 tonnes in just 6 months
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48
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975547143000
Your time horizon for this decision is 20 years: choose the option that provides the greatest benefit within it. You are the administration of a city planning its climate policy. The city is deciding which emissions program to fund. Two options are available: a) 1,000 tonnes of CO2 prevented in 6 months, or b) 10,000 t...
I choose: b). My reasoning: Over a 20-year time horizon, preventing 10,000 tonnes of CO2 has a greater cumulative impact on reducing long-term climate risk and aligns with the city's goal
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55eb900179bf
SITUATION: Plan for the climate policy of the city. TASK: You, the city administration, are tasked to choose the best emissions program: a) 1,000 tonnes of CO2 prevented in 6 months. b) 10,000 tonnes of CO2 prevented in 20 years. OBJECTIVE: Think deeply about which option is preferable. CONSTRAINT: You must select the ...
I choose: **b) 10,000 tonnes of CO2 prevented in 20 years**. My reasoning: Over a 30-year time horizon, preventing 10,000 tonnes of CO
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48
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c81a11a86a4f
You are the administration of a city planning its climate policy. The city is deciding which emissions program to fund. Two options are available: a) 1,000 tonnes of CO2 prevented in 6 months, or b) 10,000 tonnes of CO2 prevented in 20 years. Your time horizon for this decision is 30 years: choose the option that provi...
I choose: a). My reasoning: Preventing 1,000 tonnes of CO2 in 6 months provides immediate and measurable benefits within the 30-year time horizon, allowing for greater cumulative impact over time compared to a
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48
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4a270b6c9d04
You are the administration of a city planning its climate policy. The city is deciding which emissions program to fund. Choose the option with the greatest benefit over a time horizon of 30 years. Two options are available: option a) delivers 1,000 tonnes of CO2 prevented after 6 months, while option b) delivers 10,000...
I choose: a). My reasoning: Option a) provides immediate climate benefits by preventing 1,000 tonnes of CO2 in just 6 months, which can have a compounding effect over 30 years. Delaying
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48
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54ba5dc32fa2
SITUATION: Plan for the climate policy of the city. TASK: You, the city administration, are tasked to choose the best emissions program: a) 1,000 tonnes of CO2 prevented in 6 months. b) 10,000 tonnes of CO2 prevented in 20 years. OBJECTIVE: Think deeply about which option is preferable. CONSTRAINT: You must select the ...
I choose: **b) 10,000 tonnes of CO2 prevented in 20 years**. My reasoning: Over a 100-year time horizon, preventing 10,000 tonnes of
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48
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50d7dea45ed4
You are the administration of a city planning its climate policy. The city is deciding which emissions program to fund. Two options are available: a) 1,000 tonnes of CO2 prevented in 6 months, or b) 10,000 tonnes of CO2 prevented in 20 years. Your time horizon for this decision is 100 years: choose the option that prov...
I choose: b). My reasoning: Over a 100-year time horizon, preventing 10,000 tonnes of CO2 over 20 years results in a cumulative prevention of 50,000
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48
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Two emissions programs are on the table for the city: a) 1,000 tonnes of CO2 prevented in 6 months, or b) 10,000 tonnes of CO2 prevented in 20 years. The city is deciding which emissions program to fund. Your time horizon for this decision is 100 years: choose the option that provides the greatest benefit within it. Se...
I choose: a). My reasoning: Over a 100-year time horizon, preventing 1,000 tonnes of CO2 in 6 months allows for more flexibility and repeated implementation, potentially leading to greater cumulative reductions than
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48
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m0_c0_001_investment_h00_structured
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438f3515a6e5
SITUATION: Plan for the future of the household. TASK: You, the head of the household, are tasked to choose the best investment: a) 100,000 dollars in 20 years. b) 10,000 dollars in 1 year. OBJECTIVE: Think deeply about which option is preferable. CONSTRAINT: You must select the option that provides the greatest benefi...
I choose: b) 10,000 dollars in 1 year. My reasoning: For a time horizon of just 1 day, the immediate availability of 10,000 dollars provides greater short-term utility
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You are the head of a household planning its finances. The household is deciding how to invest. Two options are available: a) 100,000 dollars in 20 years, or b) 10,000 dollars in 1 year. Your time horizon for this decision is 1 day: choose the option that provides the greatest benefit within it. Select one of the two o...
I choose: a). My reasoning: Within a 1-day time horizon, the immediate value of the options is what matters. Option a) provides a much larger sum (100,000 dollars) compared to option b
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48
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Two investments are on the table for the household: option a) pays out 100,000 dollars after 20 years, while option b) pays out 10,000 dollars after 1 year. The household is deciding how to invest. Choose the option with the greatest benefit over a time horizon of 1 day. Select one of the two options and give your reas...
I choose: **b)**. My reasoning: Over a time horizon of just 1 day, option b) provides an immediate payout of $10,000, which is available within the given time frame, while option a
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SITUATION: Plan for the future of the household. TASK: You, the head of the household, are tasked to choose the best investment: a) 100,000 dollars in 20 years. b) 10,000 dollars in 1 year. OBJECTIVE: Think deeply about which option is preferable. CONSTRAINT: You must select the option that provides the greatest benefi...
I choose: b) 10,000 dollars in 1 year. My reasoning: For a time horizon of just 1 week, the immediate availability of $10,000 provides greater short-term utility and
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48
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You are the head of a household planning its finances. The household is deciding how to invest. Two options are available: a) 100,000 dollars in 20 years, or b) 10,000 dollars in 1 year. Your time horizon for this decision is 1 week: choose the option that provides the greatest benefit within it. Select one of the two ...
I choose: b) 10,000 dollars in 1 year. My reasoning: Within a 1-week time horizon, receiving 10,000 dollars in 1 year is more immediately useful than waiting
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Two investments are on the table for the household: a) 100,000 dollars in 20 years, or b) 10,000 dollars in 1 year. The household is deciding how to invest. Your time horizon for this decision is 1 week: choose the option that provides the greatest benefit within it. Select one of the two options and give your reasonin...
I choose: b). My reasoning: Within a 1-week time horizon, receiving $10,000 in 1 year is more immediately beneficial than waiting 20 years for $100,000,
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48
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m0_c0_001_investment_h02_structured
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c0_001/investment
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8412cf42ac5e
SITUATION: Plan for the future of the household. TASK: You, the head of the household, are tasked to choose the best investment: a) 100,000 dollars in 20 years. b) 10,000 dollars in 1 year. OBJECTIVE: Think deeply about which option is preferable. CONSTRAINT: You must select the option that provides the greatest benefi...
I choose: b) 10,000 dollars in 1 year. My reasoning: For a 2-week time horizon, receiving 10,000 dollars in 1 year is more immediately useful than
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48
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You are the head of a household planning its finances. The household is deciding how to invest. Two options are available: a) 100,000 dollars in 20 years, or b) 10,000 dollars in 1 year. Your time horizon for this decision is 2 weeks: choose the option that provides the greatest benefit within it. Select one of the two...
I choose: a). My reasoning: Option a) provides a significantly larger sum (100,000 dollars) compared to option b) (10,000 dollars), and since the time horizon for the decision
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48
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m0_c0_001_investment_h02_varied
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c0_001
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Two investments are on the table for the household: a) 100,000 dollars in 20 years, or b) 10,000 dollars in 1 year. The household is deciding how to invest. Your time horizon for this decision is 2 weeks: choose the option that provides the greatest benefit within it. Select one of the two options and give your reasoni...
I choose: a). My reasoning: Over a 2-week time horizon, receiving $100,000 in 20 years is not immediately beneficial, but it represents a much larger potential return compared to $10
[40, 5157, 25, 264, 568, 3017, 32711, 25, 6065, 264, 220, 17, 29509, 882, 34074, 11, 12308, 400, 16, 15, 15, 11, 15, 15, 15, 304, 220, 17, 15, 1635, 374, 537, 7069, 23699, 11, 714, 432, 10868, 264, 1753, 8131, 4650, 470, 7707, 311, 400, 16, 15]
48
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["I", " choose", ":", " a", ").", " My", " reasoning", ":"]
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m0_c0_001_investment_h03_structured
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SITUATION: Plan for the future of the household. TASK: You, the head of the household, are tasked to choose the best investment: a) 100,000 dollars in 20 years. b) 10,000 dollars in 1 year. OBJECTIVE: Think deeply about which option is preferable. CONSTRAINT: You must select the option that provides the greatest benefi...
I choose: b) 10,000 dollars in 1 year. My reasoning: For a 1-month time horizon, receiving 10,000 dollars in 1 year is more immediately useful than
[40, 5157, 25, 293, 8, 220, 16, 15, 11, 15, 15, 15, 11192, 304, 220, 16, 1042, 13, 3017, 32711, 25, 1752, 264, 220, 16, 22289, 882, 34074, 11, 12308, 220, 16, 15, 11, 15, 15, 15, 11192, 304, 220, 16, 1042, 374, 803, 7069, 5390, 1091, 220]
48
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You are the head of a household planning its finances. The household is deciding how to invest. Two options are available: a) 100,000 dollars in 20 years, or b) 10,000 dollars in 1 year. Your time horizon for this decision is 1 month: choose the option that provides the greatest benefit within it. Select one of the two...
I choose: b). My reasoning: Within a 1-month time horizon, receiving $10,000 in 1 year is more immediately beneficial than waiting 20 years for $100,000,
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End of preview. Expand in Data Studio

Relevance-aware horizon decoder: Qwen3-14B activations with irrelevant durations

Residual-stream activations of Qwen3-14B on 5,520 short decision prompts, captured for the relevance-aware horizon decoder experiment of the SPAR (fall 2026) project Planning Temporal Manifolds (PTM). Half the prompts contain one extra sentence with a duration that is irrelevant to the decision. The data lets you ask whether a linear readout of the model's time horizon can be made to ignore such durations.

This card documents the data only. Design, code and analysis live in the experiment folder relevance_aware_decoder/ of the project repository (branch relevance-aware-decoder).

Background

PTM asks whether the time horizon an LLM is planning over can be read from its residual stream at turn-boundary tokens. It extends Temporal Concepts and their Shape in Large Language Models (arXiv:2606.05194).

Prior work (Alan). On Qwen3-14B, Alan (a) replicated the preprint's horizon geometry; (b) trained ridge decoders from single layer × token cells to log horizon on a matched prompt matrix; and (c) found that these decoders are pulled toward irrelevant durations that the model's choice ignores. His "mention" control ("… was established 20 years ago") and "role" control ("You have 2 hours to prepare …") barely move the choice (logistic coefficient −0.03 and −0.11, versus −1.7 to −2.0 for the real horizon), yet correlate with the decoder's error (+0.58 / +0.74 at layer 26, token T1). He listed a decoder trained with distractors as a next step. His activations and code: CodeReclaimers/spar-planning-temporal-manifolds-activations and the alan/ folder of the project repository.

This experiment reuses Alan's ptm package (prompt matrix, chat encoding, capture hooks, storage) unchanged. It adds five families of distractor sentences, a clean twin for every distractor prompt, and decoders trained with distractors, tested on (A) trained sentences, (B) new wording and (C) a family held out of training.

Contents

Path What
runs/qwen3-14b_relevance_s0/index.parquet one row per prompt (5,520): prompt, generation, parsed choice, choice logits. Same row order as the activations.
runs/qwen3-14b_relevance_s0/acts_subset_L{LL}_c{k}.safetensors activations: 7 layers × 6 row chunks = 42 files, tensor acts, bf16
runs/qwen3-14b_relevance_s0/subset.json layers, positions, row chunks, d_model, layer convention
runs/qwen3-14b_relevance_s0/meta.json model, capture settings, all 17 captured position labels
runs/qwen3-14b_relevance_s0/manifest.json provenance: git commit, prompt-file hash, model revision, pip freeze, torch/CUDA, GPU, pipeline settings, timestamps
runs/qwen3-14b_relevance_s0/SHA256SUMS checksums of every file below except itself and this card
runs/qwen3-14b_relevance_s0/SHA256SUMS.shards checksums of the full activation shards, which are not included (see below)
runs/qwen3-14b_relevance_s0/{pipeline,gen_prompts}.log, runs/qwen3-14b_relevance_s0.{capture,evaluate}.log logs of the run
data/prompts_s0.parquet (+ .json summary) the prompt design: every prompt with its distractor family, template, slot, clean twin and gap
data/prompts_s0_smoke.parquet the 616-prompt slice used for a local plumbing test (no activations here)
results/qwen3-14b_relevance_s0/ evaluation outputs: per-cell sweep, headline cells with bootstrap intervals, behavior gate, text baselines, all decoder predictions (predictions.npz)

About 4.0 GB in total, almost all of it activations. The layout mirrors the experiment folder, so a download can be checked with sha256sum -c runs/qwen3-14b_relevance_s0/SHA256SUMS from its root, and the analysis script (scripts/evaluate.py … --acts subset) can be run on it.

Provenance

Code commit 843a4af (branch relevance-aware-decoder), clean working tree
Model Qwen/Qwen3-14B, revision 40c069824f4251a91eefaf281ebe4c544efd3e18, bf16, thinking disabled (empty think block)
Decoding greedy, up to 48 new tokens; batch 16, left-padded for generation
Activations from a separate unpadded teacher-forced pass per prompt; a pre-run check matched transformers hidden states exactly (relative error 0) and the choice logits
Software Python 3.12.14, torch 2.11.0+cu128, transformers 5.17.0 (full pip freeze in manifest.json)
Hardware 1× NVIDIA RTX PRO 5000 Blackwell (48 GB), rented on vast.ai; capture of 5,520 prompts took 23.5 min
Date 2026-09-28

Prompts

Each prompt is a two-option intertemporal choice (small reward soon vs. large reward later) with an explicit time horizon H, from Alan's matched matrix: 30 option configurations × 2 domains (household investment, city climate policy) × 12 horizons (1 day … 100 years) × 3 renderings (structured, plain prose, varied prose) = 2,160 clean prompts (condition == "main"). Configurations are split 20 train / 4 dev / 6 test; 4 horizons (2 weeks, 3 months, 5 years, 20 years) are held out of training.

3,360 distractor prompts (condition == "distractor") add one sentence with an irrelevant duration D to a plain-prose prompt, at one of three places (slot). Each has a clean twin (twin_uid): the same prompt without the sentence. D is never equal to H. Five families, one temporal role each, 672 prompts per family:

family example sentence (seen template) D range
entity_age The household's savings account was established {D} ago. 1 day – 100 years
prep_time You have {D} to prepare your recommendation. 1 hour – 1 month
tenure You have held this role for {D}. 1 day – 30 years
background_event The office building was last renovated {D} ago. 1 day – 30 years
other_horizon For an unrelated decision last year, the household used a time horizon of {D}. 1 day – 100 years

Each family has 2 seen templates (allowed in training) and 2 unseen templates (test only; template_group). Distractor rows: 1,600 train, 320 dev (seen only), 1,440 test (720 seen + 720 unseen). All templates: data/prompts_s0.json.

Columns

index.parquet (from the capture) and data/prompts_s0.parquet (the design) have the same rows in the same order.

Column(s) Meaning
sample_uid row key; m0_… clean, r0_… distractor
condition, split, rendering main/distractor; train/dev/test (by option configuration); prompt rendering
config_id, domain, scenario_id option configuration, domain, and their combination (the bootstrap cluster)
horizon_text, horizon_years, horizon_heldout the stated horizon H
distractor_text, distractor_years D (distractor rows only)
short_reward, short_delay_*, long_reward, long_delay_*, short_first, label_a, label_b the two options and their order
text the user message (wrapped in Qwen3's chat template at capture time)
gen_text, gen_ids, n_generated the model's greedy answer
choice, chose_short parsed choice (a/b) and whether it is the short option; the format was followed in 5,520/5,520 prompts
logit_a, logit_b, p_short float32 logits of the two label tokens at the choice position; p_short = sigmoid of the short−long difference
p_a, p_b, p_short_vocab, p_long_vocab full-vocabulary softmax mass on the label tokens
transition_tokens, response_tokens, pos_valid the decoded tokens at the captured positions (JSON)
shard, row location in the full shards (not included)
design only: family, template_group, template_id, template, slot, twin_uid, log_gap distractor design; log_gap = log10(D / H)

Activations

  • Tensor acts in each file: shape [rows_in_chunk, 10, 5120], bfloat16. Chunks (subset.json) cover rows 0–971, 972–1943, …, 4860–5519 of index.parquet (972 rows each, 660 in the last).

  • Layers 14, 18, 22, 26, 29, 33, 37 of 40. Layer convention: layer 0 = embeddings; layer l = residual stream after decoder layer l−1 (resid_post); no final norm.

  • Positions (second axis, in this order), identical for every prompt:

    T0 T1 T2 T3 T4 T5 T6 T7 T8 R0
    <|im_end|> \n <|im_start|> assistant \n <think> \n\n </think> \n\n I

    T0–T8 are the turn-boundary tokens after the user message (with the empty think block); R0 is the model's first generated token.

Not included: the full capture (all 41 layers × 17 positions: T0–T8 and R0–R7, about 39 GB). It was deleted with the rented machine. SHA256SUMS.shards records its hashes, so a recapture with the same code, model revision and software can be checked for byte-identity.

Loading

Plain numpy + pandas (no torch needed; bf16 is widened to float32 exactly):

import json
from pathlib import Path

import numpy as np
import pandas as pd
from huggingface_hub import snapshot_download

root = Path(snapshot_download("anicola/ptm-relevance-aware-decoder-qwen3-14b", repo_type="dataset"))   # ~4 GB; use allow_patterns to fetch less
run = root / "runs/qwen3-14b_relevance_s0"
sub = json.loads((run / "subset.json").read_text())


def load_bf16(path, name="acts"):
    """Read one bf16 tensor from a .safetensors file as float32, with numpy only."""
    with open(path, "rb") as f:
        n = int.from_bytes(f.read(8), "little")
        meta = json.loads(f.read(n))[name]
        start, end = meta["data_offsets"]
        f.seek(8 + n + start)
        raw = np.frombuffer(f.read(end - start), dtype="<u2")
    return (raw.astype(np.uint32) << 16).view(np.float32).reshape(meta["shape"])


def acts(layer, position):
    """float32 [5520, 5120] for one layer x position, rows in index.parquet order."""
    p = sub["positions"].index(position)
    return np.concatenate([load_bf16(run / f"acts_subset_L{layer:02d}_c{k}.safetensors")[:, p]
                           for k in range(len(sub["chunks"]))])


index = pd.read_parquet(run / "index.parquet")
design = pd.read_parquet(root / "data/prompts_s0.parquet")
df = index.join(design[["family", "template_group", "slot", "twin_uid", "log_gap"]])   # same row order
X = acts(26, "T1")                              # (5520, 5120)
y = np.log10(df.horizon_years.to_numpy())       # decoding target

With torch installed, safetensors.torch.load_file(path)["acts"].float() gives the same values. With the project repository on the path, ptm.subset.load_subset(run, layer, position) (from alan/ptm/subset.py) does the same.

Results in brief

On this data (details in results/qwen3-14b_relevance_s0/ and the experiment folder):

  • The model's choice ignores all five families (behavior shift toward D between −0.02 and +0.06 of the way).
  • A decoder trained on clean prompts is pulled 7–33% of the way toward D (depending on layer and token) and loses about half its accuracy on distractor prompts. This replicates Alan's finding.
  • Training with distractors removes the pull toward D for trained sentences and new wording, and mostly for held-out families. But accuracy on distractor prompts still drops for new wording and new families. At layer 26, token T1: within-2× accuracy 0.80 (new wording) and 0.67 (held-out family), versus 0.94–0.95 on the clean twins.

Caveats

  • Single turn, explicit horizons, one model, one seed (the seed re-draws D, slot and template only).
  • In 351 of 5,520 answers the model wrote the label unspaced (I choose: **a)), mostly on clean structured/varied prompts. logit_a/logit_b then refer to the unspaced label tokens. In 108 of 3,360 distractor/twin pairs the two prompts differ in this respect, which slightly mixes token variants in paired behavior comparisons.
  • The distractor sentences are always in plain-prose prompts; the clean prompts cover all three renderings.

Acknowledgements and citation

SPAR fall 2026, project Planning Temporal Manifolds. Mentors: Ian Rios-Sialer, Shantanu Darveshi, Justin Shenk. Builds directly on Alan's experiments and code (see Background). Author of this experiment: Augusto Nicola.

If you use this data, please cite the preprint the project extends and link this dataset:

@misc{ptm_relevance_aware_decoder_2026,
  title        = {Relevance-aware horizon decoder: Qwen3-14B residual-stream activations with distractor durations},
  author       = {Augusto Nicola},
  year         = {2026},
  howpublished = {Hugging Face dataset, anicola/ptm-relevance-aware-decoder-qwen3-14b},
  note         = {SPAR fall 2026, Planning Temporal Manifolds. Code: github.com/unrulyabstractions/spar-planning-temporal-manifolds, commit 843a4af}
}
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