| Product Number | 3H30-9-1Q |
| CAS | 1211589-61-5 |
| MDL Number | MFCD18255107 |
| Molecular Formula | C7H9BrN2 |
| Molecular Weight | 201.067 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 3H30-9-1Q
CAS: 1211589-61-5
Molecule Weight: 201.067
Formula: C7H9BrN2
PN: 3H32-9-5K
CAS: 27063-90-7
Molecule Weight: 186.052
Formula: C7H8BrN
PN: 3H30-D-X3
CAS: 1257535-42-4
Molecule Weight: 237.53
Formula: C7H10BrClN2
PN: 3H30-9-X0
CAS: 135124-70-8
Molecule Weight: 187.04
Formula: C6H7BrN2
PN: 4H15-9-X1
CAS: 376587-53-0
Molecule Weight: 200.035
Formula: C7H6BrNO
PN: 3H32-9-8L
CAS: 117846-56-7
Molecule Weight: 264.948
Formula: C7H7Br2N
![3-Bromo-6,7-dihydro-5H-pyrrolo[3,4-b]pyridine hydrochloride](data:image/png;base64,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)
PN: 3H32-D-91
CAS: 1394117-24-8
Molecule Weight: 235.51
Formula: C7H8BrClN2
PN: 3H37-9-X0
CAS: 156072-86-5
Molecule Weight: 197.035
Formula: C7H5BrN2
TSCA: Not listed on TSCA inventory