![1-(Trifluoromethyl)-2-oxa-6-azaspiro[3.3]heptane hemioxalate](data:image/png;base64,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)
| Product Number | 4H22-3-17 |
| CAS | 2322591-95-5 |
| MDL Number | MFCD28009690 |
| Molecular Formula | C14H18F6N2O6 |
| Molecular Weight | 424.296 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory