![(1R,2S,4S)-rel-7-Azabicyclo[2.2.1]heptane-2-carboxylic acid, hydrobromide](data:image/png;base64,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)
| Product Number | 4H58-9-64 |
| Synonyms | (1R*,2S*,4S*)-7-Azabicyclo[2.2.1]heptane-2-carboxylic acid hydrobromide |
| CAS | 1431365-56-8 |
| MDL Number | MFCD24368279 |
| Molecular Formula | C7H12BrNO2 |
| Molecular Weight | 222.082 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| 1 g | 695 | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 4H58-9-64
CAS: 1431365-56-8
Molecule Weight: 222.082
Formula: C7H12BrNO2
![7-Azabicyclo[2.2.1]heptane-2-carboxylic acid, ethyl ester hydrochloride](data:image/png;base64,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)
PN: 4H58-5-4S
CAS: 1461706-04-6
Molecule Weight: 205.68
Formula: C9H16ClNO2
![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
![Methyl 8-azabicyclo[3.2.1]octane-3-carboxylate hydrochloride](data:image/png;base64,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)
PN: 4H58-5-40
CAS: 179022-43-6
Molecule Weight: 205.68
Formula: C9H16ClNO2
Hazard Statement: H315-H319-H335
TSCA: Not listed on TSCA inventory