![4-Chloro-6-methyl-2-(4-methylbenzyl)-2,3-dihydro-1H-pyrrolo[3,4-c]pyridine-1,3-dione](data:image/png;base64,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)
| Product Number | 4H48-5-58 |
| CAS | 261363-76-2 |
| MDL Number | MFCD00177180 |
| Molecular Formula | C16H13ClN2O2 |
| Molecular Weight | 300.74 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory