![7,7-Difluoro-3-oxa-9-azabicyclo[3.3.1]nonane](data:image/png;base64,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)
| Product Number | 4H31-3-0C |
| Purity | 97 % |
| CAS | 1214875-42-9 |
| MDL Number | MFCD17016746 |
| Molecular Formula | C7H11F2NO |
| Molecular Weight | 163.168 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H31-3-0C
CAS: 1214875-42-9
Molecule Weight: 163.168
Formula: C7H11F2NO
![3-Oxa-9-azabicyclo[3.3.1]nonane hydrochloride](data:image/png;base64,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)
PN: 4H56-5-JE
CAS: 100368-29-4
Molecule Weight: 163.65
Formula: C7H14ClNO
TSCA: Not listed on TSCA inventory