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)
| Product Number | 8H61-3-06 |
| Purity | 97 % |
| CAS | 263707-22-8 |
| MDL Number | MFCD00098372 |
| Molecular Formula | C16H12F3N3O2S |
| Molecular Weight | 367.35 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Melting Point: 178-180 ℃
TSCA: Not listed on TSCA inventory