![2-{Bromo-[2-fluoro-5-(trifluoromethyl)phenyl]methyl}-1-fluoro-4-(trifluoromethyl)benzene](data:image/png;base64,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)
| Product Number | 1800-B-93 |
| CAS | 2149590-94-1 |
| MDL Number | MFCD30726935 |
| Molecular Formula | C15H7BrF8 |
| Molecular Weight | 419.112 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory