| Product Number | 3H30-9-X0 |
| Synonyms | (5-Bromopyridin-3-yl)methylamine; alpha-Amino-5-bromo-3-picoline |
| Purity | 95.0 % |
| CAS | 135124-70-8 |
| MDL Number | MFCD06212876 |
| Molecular Formula | C6H7BrN2 |
| Molecular Weight | 187.04 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 3H30-9-X0
CAS: 135124-70-8
Molecule Weight: 187.04
Formula: C6H7BrN2
![3-Bromo-5-[(methylamino)methyl]pyridine](data:image/png;base64,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)
PN: 3H31-9-09
CAS: 73335-64-5
Molecule Weight: 201.067
Formula: C7H9BrN2
PN: 3H41-D-00
CAS: 1431555-24-6
Molecule Weight: 236.5
Formula: C6H7BrClN3
PN: 4H48-9-0H
CAS: 28733-43-9
Molecule Weight: 201.023
Formula: C6H5BrN2O
PN: 3H30-9-1Q
CAS: 1211589-61-5
Molecule Weight: 201.067
Formula: C7H9BrN2
PN: 3H32-9-CF
CAS: 27063-98-5
Molecule Weight: 186.052
Formula: C7H8BrN
TSCA: Not listed on TSCA inventory
