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Description
Summary
While analyzing a sample, I observed a false negative when the code segment (CS) selector value is computed at runtime
using arithmetic operations. The current static rule relies on detecting the constant 0x33 directly (for example via a push or mov), which means obfuscated variants that compute the same value dynamically are not detected.
- instruction:
- mnemonic: push
- number: 0x33
- instruction:
- mnemonic: mov
- number: 0x33Examples
The sample I am analysing does the following:
push 3
pop eax
shl eax, 4
add al, 3
push eax
push 0
retfIn this binary, the Heaven’s Gate transition itself is implemented as runtime-executed shellcode rather than a statically visible code sequence.
Both approaches eventually place 0x33 into the CS register and perform a Heaven’s Gate transition. The second version is simply obfuscated, which causes the current capa rule to miss it. Enumerating all possible arithmetic ways to compute the same value does not seem practical.
The sample was one I developed for a CTF challenge, please have a look:
Sample: https://drive.proton.me/urls/ZD2V8HKZCM#fSqFaLtxBubo
Password: infected
Link to the CTF challenge writeup: https://github.com/Cryptonite-MIT/niteCTF-2025/tree/main/rev/lament_of_the_seraph/solution
Possible improvements
I understand that determining the value of the CS register at runtime is out of scope for static capa analysis. However, the presence of Heaven’s Gate may still be inferred indirectly. One possible way to make the rule more robust could be to detect the use of 64-bit–only instructions inside a 32-bit binary, which strongly suggests a transition into 64-bit mode.
- arch: i386
- or:
- mnemonic: syscall
- mnemonic: sysret
- mnemonic: swapgs
- mnemonic: retfq
- mnemonic: lretq
- mnemonic: cdqe
- mnemonic: movsxdAdditional context
This appears to be a limitation of static pattern-based detection when values are constructed dynamically at runtime. I wanted to raise this for discussion and to understand whether this is an accepted limitation or if similar heuristics have been considered before.