![(1R,3s,5S)-8-Azabicyclo[3.2.1]octan-3-ylmethanol](data:image/png;base64,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)
| Product Number | 4H01-1-6A |
| CAS | 60941-77-7 |
| MDL Number | MFCD14636495 |
| Molecular Formula | C8H15NO |
| Molecular Weight | 141.214 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H01-1-6A
CAS: 60941-77-7
Molecule Weight: 141.214
Formula: C8H15NO
PN: 4H01-5-2H
CAS: 90226-88-3
Molecule Weight: 179.69
Formula: C8H18ClNO
![exo-8-Azabicyclo[3.2.1]octane-3-carboxylic acid hydrochloride](data:image/png;base64,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)
PN: 4H58-5-B3
CAS: 68322-48-5
Molecule Weight: 191.66
Formula: C8H14ClNO2
TSCA: Not listed on TSCA inventory
