Dueling QR Codes: The Hyding of Dr. Jeckyl
Fuente:
arXiv
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| Auteurs principaux: | , |
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| Format: | Preprint |
| Publié: |
2025
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| _version_ | 1866908272900964352 |
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| author | Noever, David McKee, Forrest |
| author_facet | Noever, David McKee, Forrest |
| contents | The paper presents a novel technique for encoding dual messages within standard Quick Response (QR) codes through precise half-pixel module splitting. This work challenges fundamental assumptions about deterministic decoding in the ISO/IEC 18004:2015 standard while maintaining complete compatibility with existing QR infrastructure. The proposed two-dimensional barcode attack enables angle-dependent message selection while maintaining compatibility with unmodified QR readers and the 100 million US mobile users who use their phone's built-in scanners. Unlike previous approaches that rely on nested codes, watermarking, or error correction exploitation, our method achieves true one-to-many mapping by manipulating the physical sampling process built into the QR standard. By preserving critical function patterns while bifurcating data modules, we create automated codes that produce different but valid readings based on camera viewing angle. Experimental results demonstrate successful implementation across multiple use cases, including simple message text pairs, complex URLs (nsa.gov/nasa.gov), and security test patterns for malware and spam detectors (EICAR/GTUBE). Our technique achieves reliable dual-message decoding using standard QR readers at module scales of 9-11 pixels, with successful angle-dependent reading demonstrated across vertical, horizontal, and diagonal orientations. The method's success suggests potential applications beyond QR code phishing ('quishing') including two-factor authentication, anti-counterfeiting, and information density optimization. The half-pixel technique may offer future avenues for similar implementations in other 2D barcode formats such as Data Matrix and Aztec Code. |
| format | Preprint |
| id |
arxiv_https___arxiv_org_abs_2503_13458 |
| institution | arXiv |
| publishDate | 2025 |
| record_format | arxiv |
| spellingShingle | Dueling QR Codes: The Hyding of Dr. Jeckyl Noever, David McKee, Forrest Signal Processing Information Theory The paper presents a novel technique for encoding dual messages within standard Quick Response (QR) codes through precise half-pixel module splitting. This work challenges fundamental assumptions about deterministic decoding in the ISO/IEC 18004:2015 standard while maintaining complete compatibility with existing QR infrastructure. The proposed two-dimensional barcode attack enables angle-dependent message selection while maintaining compatibility with unmodified QR readers and the 100 million US mobile users who use their phone's built-in scanners. Unlike previous approaches that rely on nested codes, watermarking, or error correction exploitation, our method achieves true one-to-many mapping by manipulating the physical sampling process built into the QR standard. By preserving critical function patterns while bifurcating data modules, we create automated codes that produce different but valid readings based on camera viewing angle. Experimental results demonstrate successful implementation across multiple use cases, including simple message text pairs, complex URLs (nsa.gov/nasa.gov), and security test patterns for malware and spam detectors (EICAR/GTUBE). Our technique achieves reliable dual-message decoding using standard QR readers at module scales of 9-11 pixels, with successful angle-dependent reading demonstrated across vertical, horizontal, and diagonal orientations. The method's success suggests potential applications beyond QR code phishing ('quishing') including two-factor authentication, anti-counterfeiting, and information density optimization. The half-pixel technique may offer future avenues for similar implementations in other 2D barcode formats such as Data Matrix and Aztec Code. |
| title | Dueling QR Codes: The Hyding of Dr. Jeckyl |
| topic | Signal Processing Information Theory |
| url | https://arxiv.org/abs/2503.13458 |