| Product Number | 3H32-B-W6 |
| Synonyms | 3-Bromo-4-fluoro-7H-pyrrolo[2,3-b]pyridine |
| CAS | 1172067-95-6 |
| MDL Number | MFCD12031517 |
| Molecular Formula | C7H4BrFN2 |
| Molecular Weight | 215.025 |
| Units | Price (USD) | Availability | ||
|---|---|---|---|---|
| POA | Contact for Price | Contact for Availability | ||
| Bulk | Contact for Price | Contact for Availability | ||
| *Items available from stock in the UK ship from Florida in 3 to 5 business days | ||||
PN: 3H32-B-W6
CAS: 1172067-95-6
Molecule Weight: 215.025
Formula: C7H4BrFN2
![5-Bromo-6-fluoro-1H-pyrrolo[2,3-b]pyridine](data:image/png;base64,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)
PN: 3H31-B-0E
CAS: 1207625-29-3
Molecule Weight: 215.025
Formula: C7H4BrFN2
![3,5-Dibromo-1H-pyrrolo[2,3-b]pyridine](data:image/png;base64,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)
PN: 3H31-9-31
CAS: 1086389-94-7
Molecule Weight: 275.931
Formula: C7H4Br2N2
TSCA: Not listed on TSCA inventory
