Open Data · Dataset

Open InfoSecCAT

Anonymized Information-Security MCQ Item-Response Dataset

An anonymized item-response dataset from a real 50-item, four-option multiple-choice computer-security examination taken by 276 students. Released to support reproduction of the real-data feasibility analysis in the accompanying paper on precision-guaranteed adaptive testing (IRT / Fisher-information stopping rules).

Download

Download dataset ZIP · 8 KB

Or browse the individual files:

FileSizeDescription
responses.csv 29 KB One row per examinee: student (anonymized code) + 50 columns (items 150), each cell = chosen option ad; blank = item omitted.
key.csv 431 B question_id, correct_answer, num_choices — the scoring key.
README.md 2.6 KB Full documentation: schema, scoring, anonymization, and limits.
LICENSE 1.0 KB MIT License legal text.
CITATION.cff 1.6 KB Machine-readable citation metadata.

Scoring

Score a cell as correct iff it equals key.correct_answer for that item; a blank/omitted cell counts as incorrect.

import csv

key = {r["question_id"]: r["correct_answer"]
       for r in csv.DictReader(open("key.csv"))}
rows = list(csv.DictReader(open("responses.csv")))

# binary score for student row r, item i:
#   int(r[i].strip().lower() == key[i])   # blank -> 0

Anonymization

The transformation is label-and-order only: the scored response matrix is bit-for-bit identical to the source (verified — per-item correct counts and the full scored-row multiset match), so all IRT results reproduce exactly.

Notes & limits

License & citation

Released under the MIT License (see LICENSE) — you are free to use, modify, and redistribute the data. If you use this dataset, please cite it via CITATION.cff and cite the accompanying paper:

Piromsopa, K., & Aksharanandana, P. (2026).
Open InfoSecCAT: Anonymized Information-Security MCQ
Item-Response Dataset (Version 1.0.0) [Data set].

Accompanying paper:
Piromsopa, K., & Aksharanandana, P. (2026).
"Minimal Tests, Reliable Grades: Finite Item-Count
Guarantees for Adaptive Examination under Item
Response Theory."