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)
| Product Number | 7H66-3-X1 |
| Purity | 97 % |
| CAS | 174842-48-9 |
| MDL Number | MFCD00174391 |
| Molecular Formula | C10H4F6N4S |
| Molecular Weight | 326.22 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory
HTN: 3822.00.5090