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)
| Product Number | 8667-B-03 |
| CAS | 2244085-75-2 |
| MDL Number | MFCD31630106 |
| Molecular Formula | C15H10BrF3N2O2S |
| Molecular Weight | 419.22 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory