![Prop-2-ynyl N-[6-chloro-5-(trifluoromethyl)pyridin-3-yl]carbamate](data:image/png;base64,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)
| Product Number | 4H56-7-35 |
| CAS | 288246-64-0 |
| MDL Number | MFCD01566809 |
| Molecular Formula | C10H6ClF3N2O2 |
| Molecular Weight | 278.62 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory