![8-Bromo-2,3,4,5-tetrahydro-1H-pyrido[4,3-b]indole](data:image/png;base64,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)
| Product Number | 3H31-9-1L |
| Purity | 98 % |
| CAS | 497261-38-8 |
| MDL Number | MFCD02931393 |
| Molecular Formula | C11H11BrN2 |
| Molecular Weight | 251.127 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory