![(2S)-2-[(1,1,2,2,2-Pentafluoroethoxy)methyl]pyrrolidine](data:image/png;base64,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)
| Product Number | 4H07-3-17 |
| CAS | 1408280-95-4 |
| MDL Number | MFCD23382500 |
| Molecular Formula | C7H10F5NO |
| Molecular Weight | 219.155 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory