![3-Chloro-2,2-dimethyl-N-[(1-ethylpyrrolidin-2-yl)methyl]propanamide](data:image/png;base64,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)
| Product Number | 4H48-5-95 |
| CAS | 243963-39-5 |
| MDL Number | MFCD00108262 |
| Molecular Formula | C12H23ClN2O |
| Molecular Weight | 246.78 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Melting Point: 42-44 ℃
TSCA: Not listed on TSCA inventory