![3-(2-Azabicyclo[2.2.1]hept-2-yl)propanoic acid](data:image/png;base64,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)
| Product Number | 4H58-1-302 |
| CAS | 933735-39-8 |
| MDL Number | MFCD14696661 |
| Molecular Formula | C9H15NO2 |
| Molecular Weight | 169.224 |
| Units | Price (USD) | Availability |
|---|
PN: 4H58-1-302
CAS: 933735-39-8
Molecule Weight: 169.224
Formula: C9H15NO2
PN: 4H20-5-04
CAS: 1212271-13-0
Molecule Weight: 221.73
Formula: C10H20ClNO2
PN: 4H23-1-JY
CAS: 1355247-97-0
Molecule Weight: 183.251
Formula: C10H17NO2
![2-(2-Azabicyclo[2.2.1]heptan-2-yl)acetic acid](data:image/png;base64,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)
PN: 4H21-1-NF
CAS: 933690-44-9
Molecule Weight: 155.197
Formula: C8H13NO2
TSCA: Not listed on TSCA inventory