![(R)-1-Azabicyclo[2.2.2]octane-2-carboxylic acid, hydrochloride](data:image/png;base64,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)
| Product Number | 4H58-5-DC |
| Purity | 95 % |
| CAS | 94160-98-2 |
| MDL Number | MFCD30207805 |
| Molecular Formula | C8H14ClNO2 |
| Molecular Weight | 191.66 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H58-5-DC
CAS: 94160-98-2
Molecule Weight: 191.66
Formula: C8H14ClNO2
PN: 4H21-5-Z2
CAS: 25271-35-6
Molecule Weight: 179.64
Formula: C7H14ClNO2
![(1R,2R,4R)-rel-1-Azabicyclo[2,2,1]heptane-2-carboxylic acid hydrochloride](data:image/png;base64,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)
PN: 4H33-5-1W
CAS: 921755-46-6
Molecule Weight: 177.63
Formula: C7H12ClNO2
PN: 4H56-1-JS
CAS: 41447-17-0
Molecule Weight: 143.186
Formula: C7H13NO2
![2-Azabicyclo[3.1.1]heptane-1-carboxylic acid hydrochloride](data:image/png;base64,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)
PN: 4H58-5-4D
CAS: 1172802-41-3
Molecule Weight: 177.63
Formula: C7H12ClNO2
PN: 4H58-5-BW
CAS: 15862-86-9
Molecule Weight: 165.62
Formula: C6H12ClNO2
PN: 4H58-5-6A
CAS: 72518-41-3
Molecule Weight: 179.64
Formula: C7H14ClNO2
TSCA: Not listed on TSCA inventory
