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)
| Product Number | 4H48-5-AD |
| Synonyms | 2-Chloro-6H,7H-pyrrolo[3,4-b]pyridin-5-one |
| CAS | 1256811-82-1 |
| MDL Number | MFCD18256428 |
| Molecular Formula | C7H5ClN2O |
| Molecular Weight | 168.58 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 4H48-5-AD
CAS: 1256811-82-1
Molecule Weight: 168.58
Formula: C7H5ClN2O
![2-Chloro-5H,6H,7H-pyrrolo[3,4-b]pyridine hydrochloride](data:image/png;base64,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)
PN: 3H31-5-2T
CAS: 810668-57-6
Molecule Weight: 191.06
Formula: C7H8Cl2N2
![5H,6H,7H-Pyrrolo[3,4-b]pyridin-5-one](data:image/png;base64,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)
PN: 4H48-1-11
CAS: 40107-93-5
Molecule Weight: 134.138
Formula: C7H6N2O
![6-Methyl-5H,6H,7H-pyrrolo[3,4-b]pyridin-5-one](data:image/png;base64,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)
PN: 4H48-1-33
CAS: 40107-94-6
Molecule Weight: 148.165
Formula: C8H8N2O
TSCA: Not listed on TSCA inventory