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)
| Product Number | 8671-3-12 |
| CAS | 842158-40-1 |
| MDL Number | MFCD27918534 |
| Molecular Formula | C11H13F5N2O2S |
| Molecular Weight | 332.29 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Melting Point: 80-81 ℃
TSCA: Not listed on TSCA inventory