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)
| Product Number | 4H48-1-18 |
| Purity | 98 % |
| CAS | 136257-31-3 |
| MDL Number | MFCD11054089 |
| Molecular Formula | C14H12N2O |
| Molecular Weight | 224.263 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H48-1-18
CAS: 136257-31-3
Molecule Weight: 224.263
Formula: C14H12N2O
![1-Methyl-1H,2H,3H-pyrrolo[2,3-b]pyridin-2-one](data:image/png;base64,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)
PN: 4H48-1-TH
CAS: 156136-84-4
Molecule Weight: 148.165
Formula: C8H8N2O
![1H,2H,3H-Pyrrolo[2,3-b]pyridin-2-one](data:image/png;base64,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)
PN: 4H48-1-JF
CAS: 5654-97-7
Molecule Weight: 134.138
Formula: C7H6N2O
TSCA: Not listed on TSCA inventory