![2-[3,5-Di(trifluoromethyl)anilino]-3-methyl-4-(2-naphthyl)-1,3-thiazol-3-ium bromide](data:image/png;base64,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)
| Product Number | 7H31-B-02 |
| CAS | 282539-01-9 |
| MDL Number | MFCD00208484 |
| Molecular Formula | C22H15BrF6N2S |
| Molecular Weight | 533.33 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory