![Ethyl 3-bromo-5-[(trifluoromethyl)sulfanyl]benzoate](data:image/png;base64,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)
| Product Number | 6666-B-01 |
| Synonyms | Ethyl 3-bromo-5-[(trifluoromethyl)sulfanyl] benzoate |
| CAS | 1208079-30-4 |
| MDL Number | MFCD23381972 |
| Molecular Formula | C10H8BrF3O2S |
| Molecular Weight | 329.13 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 6666-B-01
CAS: 1208079-30-4
Molecule Weight: 329.13
Formula: C10H8BrF3O2S
![3-Bromo-5-[(trifluoromethyl)sulfonyl]benzoic acid](data:image/png;base64,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)
PN: 6663-B-34
CAS: 2149590-33-8
Molecule Weight: 333.08
Formula: C8H4BrF3O4S
TSCA: Not listed on TSCA inventory