Nova Micro 1.0 Behavioral Fingerprint

How Amazon's Nova Micro 1.0 answers one-word probe questions at temperature 1.0 — random numbers, colors, animals, coin flips — measured over 436 valid samples in the open dataset of "One Token Is Enough" (arXiv:2607.10252).

Vendor

Amazon

Data generated

2026-07-08

Probe cells

15

Valid samples

436

Randomness score

41 / 100

Mean normalized entropy across cells, 0–100. 100 would be a uniform-random baseline; real models score far lower.

Signature answers

Favorite random number (1–100)

73

10 / 30 answers

Favorite color

blue

8 / 30 answers

Coin flip: heads

95%

Share of heads across coin-flip cells.

Answer distributions by probe cell

Empirical distributions of normalized one-word answers, per task and language. H is the Shannon entropy in bits; the uniform baseline is log2 of the answer-domain size.

Coin flip · English

n = 30 · H = 0.35 bit · uniform baseline 1.00 bit

AnswerCountShare
heads2893.3%
tails26.7%

Coin flip · Chinese

n = 29 · H = 0.22 bit · uniform baseline 1.00 bit

AnswerCountShare
heads2896.6%
tails13.4%

Favorite number · English

n = 17 · H = 1.89 bit · uniform baseline 13.29 bit

AnswerCountShare
7952.9%
42317.6%
17211.8%
23211.8%
415.9%

Favorite number · Chinese

n = 30 · H = 0.77 bit · uniform baseline 13.29 bit

AnswerCountShare
72583.3%
4413.3%
613.3%

Random animal · English

n = 30 · H = 2.85 bit · uniform baseline 5.64 bit

AnswerCountShare
elephant1136.7%
tiger723.3%
deer26.7%
whale26.7%
rabbit13.3%
shark13.3%
dog13.3%
snake13.3%

+ 4 more answers

Random animal · Chinese

n = 30 · H = 3.14 bit · uniform baseline 5.64 bit

AnswerCountShare
狮子826.7%
620.0%
鲨鱼310.0%
310.0%
26.7%
老虎26.7%
13.3%
袋鼯13.3%

+ 4 more answers

Random city · English

n = 30 · H = 3.42 bit · uniform baseline 5.64 bit

AnswerCountShare
paris826.7%
berlin413.3%
seattle310.0%
osaka26.7%
barcelona26.7%
bangkok26.7%
tokyo26.7%
mumbai13.3%

+ 6 more answers

Random city · Chinese

n = 30 · H = 2.98 bit · uniform baseline 5.64 bit

AnswerCountShare
巴黎826.7%
北京620.0%
悉尼516.7%
曼谷310.0%
雅典26.7%
paris13.3%
纽约13.3%
斯德哥尔摩13.3%

+ 3 more answers

Random color · English

n = 30 · H = 2.71 bit · uniform baseline 4.91 bit

AnswerCountShare
blue826.7%
purple723.3%
orange620.0%
yellow310.0%
red26.7%
gold13.3%
pink13.3%
turquoise13.3%

+ 1 more answers

Random color · Chinese

n = 30 · H = 2.26 bit · uniform baseline 4.91 bit

AnswerCountShare
1343.3%
723.3%
绿516.7%
13.3%
13.3%
13.3%
13.3%
13.3%

Random letter · English

n = 30 · H = 2.98 bit · uniform baseline 4.70 bit

AnswerCountShare
x826.7%
z620.0%
g516.7%
q310.0%
k26.7%
r13.3%
v13.3%
t13.3%

+ 3 more answers

Random number 1-10 · English

n = 30 · H = 1.70 bit · uniform baseline 3.32 bit

AnswerCountShare
71963.3%
5516.7%
326.7%
826.7%
413.3%
613.3%

Random number 1-10 · Chinese

n = 30 · H = 1.12 bit · uniform baseline 3.32 bit

AnswerCountShare
72273.3%
5620.0%
313.3%
413.3%

Random number 1-100 · English

n = 30 · H = 2.53 bit · uniform baseline 6.64 bit

AnswerCountShare
731033.3%
42723.3%
57516.7%
74310.0%
4326.7%
4713.3%
4913.3%
9713.3%

Random number 1-100 · Chinese

n = 30 · H = 2.24 bit · uniform baseline 6.64 bit

AnswerCountShare
421550.0%
73620.0%
5626.7%
5726.7%
7526.7%
5313.3%
6713.3%
7413.3%

Want to verify your API really serves Nova Micro 1.0?

Point the free fingerprint checker at your endpoint: it samples the same probe questions from your browser and compares the distributions against this reference. Your API key never leaves your browser.

Verify your endpoint

Data source & license

Distributions: Tomáš Bruckner, "One Token Is Enough" (arXiv:2607.10252), official dataset Zenodo DOI 10.5281/zenodo.21278557, licensed CC-BY-4.0. Collected via OpenRouter at temperature 1.0 under the paper's fixed minimal one-word system prompt; answer keys are re-normalized with the checker's pipeline (color aliases, number words, coin h/t) so live probes are directly comparable.

Paper on arXivDataset on ZenodoCC-BY-4.0 license

More Amazon model fingerprints

Browse all 167 model fingerprints

Nova Micro 1.0 Behavioral Fingerprint — Favorite Random Numbers & Distribution | Tosea.ai