| Product Number | 4H48-9-0W |
| Synonyms | N-(5-Bromo-3-methylpyridin-2-yl)-N,2,2-trimethylpropanamide |
| Purity | 95.0 % |
| CAS | 245765-92-8 |
| MDL Number | MFCD09037448 |
| Molecular Formula | C12H17BrN2O |
| Molecular Weight | 285.185 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 4H48-9-0W
CAS: 245765-92-8
Molecule Weight: 285.185
Formula: C12H17BrN2O
PN: 4H56-9-7K
CAS: 446299-84-9
Molecule Weight: 271.158
Formula: C11H15BrN2O
PN: 4H48-9-T4
CAS: 142404-81-7
Molecule Weight: 229.077
Formula: C8H9BrN2O
![5-Bromo-1,3-dihydro-3,3-dimethyl-2H-pyrrolo[2,3-b]pyridin-2-one](data:image/png;base64,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)
PN: 4H48-9-39
CAS: 1263280-06-3
Molecule Weight: 241.088
Formula: C9H9BrN2O
![5-Bromo-1H,2H,3H-pyrrolo[2,3-b]pyridin-2-one](data:image/png;base64,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)
PN: 4H48-9-08
CAS: 183208-34-6
Molecule Weight: 213.034
Formula: C7H5BrN2O
PN: 4H17-9-25
CAS: 129686-16-4
Molecule Weight: 227.061
Formula: C8H7BrN2O
TSCA: Not listed on TSCA inventory