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)
| Product Number | 4H07-B-0K |
| Purity | 95.0 % |
| CAS | 944279-31-6 |
| MDL Number | MFCD22989488 |
| Molecular Formula | C13H17BrFNO2 |
| Molecular Weight | 318.186 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory