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)
| Product Number | 7H66-3-33 |
| CAS | 1286744-07-7 |
| MDL Number | MFCD23382442 |
| Molecular Formula | C5H4F3N3S |
| Molecular Weight | 195.16 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory