![3-Bromo-6,7-dihydro-5H-pyrrolo[3,4-b]pyridine hydrochloride](data:image/png;base64,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)
| Product Number | 3H32-D-91 |
| Synonyms | 3-Bromo-5H,6H,7H-pyrrolo[3,4-b]pyridine hydrochloride |
| CAS | 1394117-24-8 |
| MDL Number | MFCD19688582 |
| Molecular Formula | C7H8BrClN2 |
| Molecular Weight | 235.51 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 3H32-D-91
CAS: 1394117-24-8
Molecule Weight: 235.51
Formula: C7H8BrClN2
![3-Bromo-6-methyl-5,6-dihydro-7H-pyrrolo[3,4-b]pyridin-7-one](data:image/png;base64,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)
PN: 4H48-9-3A
CAS: 1254319-55-5
Molecule Weight: 227.061
Formula: C8H7BrN2O
![6,7-Dihydro-5H-pyrrolo[3,4-b]pyridine dihydrochloride](data:image/png;base64,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)
PN: G311-A-38
CAS: 147740-02-1
Molecule Weight: 193.07
Formula: C7H10Cl2N2
![6,7-Dihydro-5H-pyrrolo[3,4-b]pyridine](data:image/png;base64,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)
PN: 3H31-1-6X
CAS: 147739-88-6
Molecule Weight: 120.155
Formula: C7H8N2
PN: 3H30-D-X3
CAS: 1257535-42-4
Molecule Weight: 237.53
Formula: C7H10BrClN2
PN: 3H30-9-1Q
CAS: 1211589-61-5
Molecule Weight: 201.067
Formula: C7H9BrN2
TSCA: Not listed on TSCA inventory