| Product Number | 4H56-H-46 |
| Synonyms | N-(5-Iodo-3-methylpyridin-2-yl)-2,2-dimethylpropanamide |
| Purity | 95.0 % |
| CAS | 677327-29-6 |
| MDL Number | MFCD04218302 |
| Molecular Formula | C11H15IN2O |
| Molecular Weight | 318.158 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 4H56-H-46
CAS: 677327-29-6
Molecule Weight: 318.158
Formula: C11H15IN2O
PN: 4H48-H-18
CAS: 942206-32-8
Molecule Weight: 332.185
Formula: C12H17IN2O
![5-Iodo-1H,2H,3H-pyrrolo[2,3-b]pyridin-2-one](data:image/png;base64,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)
PN: 4H48-H-01
CAS: 1160112-78-6
Molecule Weight: 260.034
Formula: C7H5IN2O
PN: 4H48-1-6Y
CAS: 86847-64-5
Molecule Weight: 206.245
Formula: C11H14N2O2
PN: 4H48-H-X4
CAS: 66131-78-0
Molecule Weight: 262.05
Formula: C7H7IN2O
TSCA: Not listed on TSCA inventory