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)
| Product Number | 3H32-5-AK |
| CAS | 760912-66-1 |
| MDL Number | MFCD22690801 |
| Molecular Formula | C6H4ClN3 |
| Molecular Weight | 153.57 |
| Units | Price (USD) | Availability |
|---|
PN: 3H32-5-AK
CAS: 760912-66-1
Molecule Weight: 153.57
Formula: C6H4ClN3
![2-Chloro-5H-pyrrolo[3,2-d]pyrimidine](data:image/png;base64,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)
PN: 3H32-5-1A
CAS: 1119280-66-8
Molecule Weight: 153.57
Formula: C6H4ClN3
![7-Bromo-2-chloro-3H-imidazo[4,5-c]pyridine](data:image/png;base64,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)
PN: 3H31-D-X8
CAS: 1401687-55-5
Molecule Weight: 232.47
Formula: C6H3BrClN3
TSCA: Not listed on TSCA inventory
![1H-Imidazo[4,5-c]pyridine](data:image/png;base64,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)