![2-(3,5-Dichloroanilino)-4-[3,5-di(trifluoromethyl)phenyl]-3-ethyl-1,3-thiazol-3-ium bromide](data:image/png;base64,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)
| Product Number | 7H31-F-07 |
| CAS | 849066-27-9 |
| MDL Number | MFCD00207436 |
| Molecular Formula | C19H13BrCl2F6N2S |
| Molecular Weight | 566.18 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory