![(2R)-2-(Difluoromethyl)-1,4-dioxaspiro[4.5]decane](data:image/png;base64,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)
| Product Number | 2H08-3-04 |
| CAS | 2172955-75-6 |
| MDL Number | |
| Molecular Formula | C9H14F2O2 |
| Molecular Weight | 192.206 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| 25 g | 1495 | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory