![6-Bromo-2,3,4,5-tetrahydro-1H-pyrido[4,3-b]indole hydrochloride](data:image/png;base64,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)
| Product Number | 3H31-D-31 |
| Purity | 98 % |
| CAS | 1059630-11-3 |
| MDL Number | MFCD12913162 |
| Molecular Formula | C11H12BrClN2 |
| Molecular Weight | 287.59 |
| 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: 3H31-D-31
CAS: 1059630-11-3
Molecule Weight: 287.59
Formula: C11H12BrClN2
![8-Bromo-2,3,4,5-tetrahydro-1H-pyrido[4,3-b]indole](data:image/png;base64,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)
PN: 3H31-9-1L
CAS: 497261-38-8
Molecule Weight: 251.127
Formula: C11H11BrN2
![2,3,4,5-Tetrahydro-1H-pyrido[4,3-b]indole](data:image/png;base64,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)
PN: 3H31-1-GK
CAS: 6208-60-2
Molecule Weight: 172.231
Formula: C11H12N2
![8-Methyl-2,3,4,5-tetrahydro-1H-pyrido[4,3-b]indole hydrochloride](data:image/png;base64,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)
PN: 3H31-5-X5
CAS: 57933-28-5
Molecule Weight: 222.72
Formula: C12H15ClN2
![2-Methyl-2,3,4,5-tetrahydro-1H-pyrido[4,3-b]indole](data:image/png;base64,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)
PN: 3H31-1-4P
CAS: 5094-12-2
Molecule Weight: 186.258
Formula: C12H14N2
![8-Fluoro-2,3,4,5-tetrahydro-1H-pyrido[4,3-b]indole](data:image/png;base64,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)
PN: 3H31-3-06
CAS: 39876-39-6
Molecule Weight: 190.221
Formula: C11H11FN2
TSCA: Not listed on TSCA inventory