![2-(Trifluoromethyl)bicyclo[2.2.1]hept-5-ene-2-carboxylic acid](data:image/png;base64,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)
| Product Number | 2421-3-01 |
| CAS | 370102-78-6 |
| MDL Number | MFCD24483695 |
| Molecular Formula | C9H9F3O2 |
| Molecular Weight | 206.164 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory