| Product Number | 4H48-1-M0 |
| Synonyms | 1H-Pyrrolo[3,4-c]pyridine-1,3(2H)-dione; Cinchomeronimide; 2,3-Dihydro-1,3-dioxo-1H-pyrrolo[3,4-c]pyridine |
| Purity | 99 % |
| CAS | 4664-01-1 |
| MDL Number | MFCD00013439 |
| Molecular Formula | C7H4N2O2 |
| Molecular Weight | 148.121 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| 100 g | 119 | Contact for Availability | |
| 100 g | 119 | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
![1,2-Dihydro-3H-pyrrolo[3,4-c]pyridin-3-one](data:image/png;base64,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)
PN: 4H48-1-AW
CAS: 40107-95-7
Molecule Weight: 134.138
Formula: C7H6N2O
![4-Chloro-1H,2H,3H-pyrrolo[3,4-c]pyridin-3-one](data:image/png;base64,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)
PN: 4H48-5-1Z
CAS: 853577-50-1
Molecule Weight: 168.58
Formula: C7H5ClN2O
Melting Point: 232-235 ℃
TSCA: Not listed on TSCA inventory