| Product Number | 4H58-1-R8 |
| CAS | 204688-60-8 |
| MDL Number | MFCD05861547 |
| Molecular Formula | C11H19NO4 |
| Molecular Weight | 229.276 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H58-1-R8
CAS: 204688-60-8
Molecule Weight: 229.276
Formula: C11H19NO4
![2-{1-[(tert-Butoxy)carbonyl]pyrrolidin-3-yl}acetic acid](data:image/png;base64,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)
PN: 4H58-1-QN
CAS: 175526-97-3
Molecule Weight: 229.276
Formula: C11H19NO4
PN: 4H58-1-C2
CAS: 890849-27-1
Molecule Weight: 243.303
Formula: C12H21NO4
![(1R,5S,6s)-3-(tert-Butoxycarbonyl)-3-azabicyclo[3.1.0]hexane-6-carboxylic acid](data:image/png;base64,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)
PN: 4H58-1-7H
CAS: 1401464-07-0
Molecule Weight: 227.26
Formula: C11H17NO4
![(1R,5S,6r)-3-(tert-Butoxycarbonyl)-3-azabicyclo[3.1.0]hexane-6-carboxylic acid](data:image/png;base64,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)
PN: 4H58-1-9D
CAS: 927679-54-7
Molecule Weight: 227.26
Formula: C11H17NO4
![3-tert-Butoxycarbonyl-3-azabicyclo[3.1.0]hexane-6-carboxylic acid](data:image/png;base64,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)
PN: 4H56-1-03F
CAS: 1119512-39-8
Molecule Weight: 227.26
Formula: C11H17NO4
PN: 4H58-1-8B
CAS: 1241675-48-8
Molecule Weight: 287.312
Formula: C13H21NO6
PN: 4H58-1-C3
CAS: 664364-29-8
Molecule Weight: 257.33
Formula: C13H23NO4
TSCA: Not listed on TSCA inventory