| Product Number | 3H31-9-53 |
| Synonyms | 5-Bromo-1H-pyrrolo[2,3-c]pyridine |
| CAS | 1215387-58-8 |
| MDL Number | MFCD12024306 |
| Molecular Formula | C7H5BrN2 |
| Molecular Weight | 197.035 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
![2-Bromo-1H-pyrrolo[2,3-c]pyridine](data:image/png;base64,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)
PN: 3H31-9-0F
CAS: 885272-38-8
Molecule Weight: 197.035
Formula: C7H5BrN2
![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
![5-Bromo-1H-pyrrolo[3,2-b]pyridine](data:image/png;base64,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)
PN: 3H31-9-38
CAS: 1000341-51-4
Molecule Weight: 197.035
Formula: C7H5BrN2
TSCA: Not listed on TSCA inventory