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)
| Product Number | 4648-5-40 |
| CAS | 648409-11-4 |
| MDL Number | MFCD00278184 |
| Molecular Formula | C16H20Cl2N2O2 |
| Molecular Weight | 343.25 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory