![6,6-Difluoro-3-azabicyclo[3.1.0]hexane hemioxalate](data:image/png;base64,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)
| Product Number | 4H22-3-14 |
| Purity | 97.0 % |
| CAS | 1630906-58-9 |
| MDL Number | MFCD28166289 |
| Molecular Formula | C12H16F4N2O4 |
| Molecular Weight | 328.264 |
| Units | Price (USD) | Availability | ||
|---|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability | Contact for Availability | |
| *Items available from stock in the UK ship from Florida in 3 to 5 business days | ||||
PN: 4H22-3-14
CAS: 1630906-58-9
Molecule Weight: 328.264
Formula: C12H16F4N2O4
![6,6-Difluoro-3-azabicyclo[3.1.0]hexane hydrochloride](data:image/png;base64,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)
PN: 3H31-7-66
CAS: 1215166-78-1
Molecule Weight: 155.57
Formula: C5H8ClF2N
TSCA: Not listed on TSCA inventory