![3,3-Difluoro-8-azabicyclo[3.2.1]octane hydrochloride](data:image/png;base64,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)
| Product Number | 3H31-7-60 |
| Synonyms | (1S,5S)-3,3-Difluoro-8-azabicyclo[3.2.1]octane hydrochloride |
| CAS | 1254104-06-7 |
| MDL Number | MFCD17016071 |
| Molecular Formula | C7H12ClF2N |
| Molecular Weight | 183.63 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory