![4-[4-(Trifluoromethyl)phenyl]-1,2,3-thiadiazol-5-amine](data:image/png;base64,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)
| Product Number | 7H30-3-X2 |
| CAS | 423769-76-0 |
| MDL Number | MFCD03407371 |
| Molecular Formula | C9H6F3N3S |
| Molecular Weight | 245.22 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Melting Point: 125-128 ℃
TSCA: Not listed on TSCA inventory
HTN: 2934.99.3900