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)
| Product Number | 4H37-3-0T |
| CAS | 861211-70-3 |
| MDL Number | MFCD06496173 |
| Molecular Formula | C13H13FN2O2 |
| Molecular Weight | 248.257 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory