| Product Number | 3H32-D-4J |
| CAS | 1309774-03-5 |
| MDL Number | MFCD24848136 |
| Molecular Formula | C8H4BrClN2 |
| Molecular Weight | 243.49 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 3H32-D-4J
CAS: 1309774-03-5
Molecule Weight: 243.49
Formula: C8H4BrClN2
![3-Bromo-5-chloro-1H-pyrrolo[3,2-b]pyridine](data:image/png;base64,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)
PN: 3H31-D-0R
CAS: 1190310-75-8
Molecule Weight: 231.48
Formula: C7H4BrClN2
PN: 3H32-D-41
CAS: 97267-61-3
Molecule Weight: 243.49
Formula: C8H4BrClN2
TSCA: Not listed on TSCA inventory
