PN: 3H32-1-0C
CAS: 274-47-5
Molecule Weight: 118.139
Formula: C7H6N2
PN: 3H31-1-V5
CAS: 51-17-2
TSCA: Not listed on TSCA inventory
![Imidazo[1,5-a]pyridine](data:image/png;base64,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)
