![Methyl 4-chloro-1-[3-chloro-5-(trifluoromethyl)pyridin-2-yl]pyrrolidine-2-carboxylate](data:image/png;base64,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)
| Product Number | 4H23-7-33 |
| Purity | 97 % |
| CAS | 251310-42-6 |
| MDL Number | MFCD00664157 |
| Molecular Formula | C12H11Cl2F3N2O2 |
| Molecular Weight | 343.13 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Melting Point: 84-87 ℃
TSCA: Not listed on TSCA inventory