![6-Bromo-1-methyl-1H-pyrrolo[3,2-b]pyridine](data:image/png;base64,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)
| Product Number | 3H32-9-8B |
| Purity | 95.0 % |
| CAS | 1086064-46-1 |
| MDL Number | MFCD23703531 |
| Molecular Formula | C8H7BrN2 |
| Molecular Weight | 211.062 |
| Units | Price (USD) | Availability |
|---|
PN: 3H32-9-8B
CAS: 1086064-46-1
Molecule Weight: 211.062
Formula: C8H7BrN2
![6-Bromo-1H-pyrrolo[3,2-b]pyridine](data:image/png;base64,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)
PN: 3H32-9-83
CAS: 944937-53-5
Molecule Weight: 197.035
Formula: C7H5BrN2
TSCA: Not listed on TSCA inventory
