| Product Number | 3H31-9-Z7 |
| CAS | 136630-39-2 |
| MDL Number | MFCD09033507 |
| Molecular Formula | C12H7Br2N |
| Molecular Weight | 325.003 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
![7-Bromo-5H-pyrido[4,3-b]indole](data:image/png;base64,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)
PN: 3H31-9-58
CAS: 1015460-59-9
Molecule Weight: 247.095
Formula: C11H7BrN2
Melting Point: 225-230 ℃
TSCA: Not listed on TSCA inventory
