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)
| Product Number | 4H01-7-0B |
| CAS | 416894-47-8 |
| MDL Number | MFCD01453128 |
| Molecular Formula | C13H18ClFN2O |
| Molecular Weight | 272.75 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory