![7-Bromo-5-chloro-1H-pyrrolo[2,3-c]pyridine](data:image/png;base64,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)
| Product Number | 3H32-D-98 |
| CAS | 945840-69-7 |
| MDL Number | MFCD12828063 |
| Molecular Formula | C7H4BrClN2 |
| Molecular Weight | 231.48 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 3H32-D-98
CAS: 945840-69-7
Molecule Weight: 231.48
Formula: C7H4BrClN2
![7-Bromo-1H-pyrrolo[2,3-c]pyridine](data:image/png;base64,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)
PN: 3H31-9-35
CAS: 165669-35-2
Molecule Weight: 197.035
Formula: C7H5BrN2
TSCA: Not listed on TSCA inventory