![(3S)-2-Azabicyclo[2.2.2]octane-3-carboxylic acid](data:image/png;base64,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)
| Product Number | 4H56-1-JL |
| Purity | 97 % |
| CAS | 109583-12-2 |
| MDL Number | MFCD23105892 |
| Molecular Formula | C8H13NO2 |
| Molecular Weight | 155.197 |
| Units | Price (USD) | Availability | ||
|---|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability | Contact for Availability | |
| *Items available from stock in the UK ship from Florida in 3 to 5 business days | ||||
PN: 4H56-1-JL
CAS: 109583-12-2
Molecule Weight: 155.197
Formula: C8H13NO2
![(3R)-2-Azabicyclo[2.2.2]octane-3-carboxylic acid](data:image/png;base64,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)
PN: 4H58-1-WN
CAS: 146144-65-2
Molecule Weight: 155.197
Formula: C8H13NO2
![(1R,3S,4R)-2-Azabicyclo[2.2.1]heptane-3-carboxylic acid](data:image/png;base64,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)
PN: 4H58-1-019
CAS: 1260604-64-5
Molecule Weight: 141.17
Formula: C7H11NO2
PN: 4H58-1-EC
CAS: 80875-98-5
Molecule Weight: 169.224
Formula: C9H15NO2
PN: 4H21-5-44
CAS: 99571-58-1
Molecule Weight: 179.64
Formula: C7H14ClNO2
PN: 4H21-1-RK
CAS: 105141-61-5
Molecule Weight: 143.186
Formula: C7H13NO2
PN: 4H21-1-SK
CAS: 89115-95-7
Molecule Weight: 143.186
Formula: C7H13NO2
PN: 4H58-5-6A
CAS: 72518-41-3
Molecule Weight: 179.64
Formula: C7H14ClNO2
TSCA: Not listed on TSCA inventory