![cis-2-Boc-hexahydrocyclopenta[c]pyrrole-5-carboxylic acid](data:image/png;base64,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)
| Product Number | 4H58-1-BZ |
| Synonyms | rel-(3aR,5R,6aS)-2-[(tert-Butoxy)carbonyl]-hexahydro-1H-cyclopenta[c]pyrrole-5-carboxylic acid |
| CAS | 442877-23-8 |
| MDL Number | MFCD12198697 |
| Molecular Formula | C13H21NO4 |
| Molecular Weight | 255.314 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
![2-Boc-hexahydrocyclopenta[c]pyrrole-5-carboxylic 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)
PN: 4H58-1-AG
CAS: 1177319-91-3
Molecule Weight: 255.314
Formula: C13H21NO4
PN: 4H58-1-BZ
CAS: 442877-23-8
Molecule Weight: 255.314
Formula: C13H21NO4
![6-[(tert-Butoxy)carbonyl]-6-azaspiro[3.4]octane-2-carboxylic acid](data:image/png;base64,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)
PN: 4H58-1-QR
CAS: 1251002-42-2
Molecule Weight: 255.314
Formula: C13H21NO4
![Hexahydro-5-(hydroxymethyl)cyclopenta[c]pyrrole-2(1H)-carboxylic acid, 1,1-dimethylethyl ester](data:image/png;base64,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)
PN: 4H56-1-174
CAS: 650578-12-4
Molecule Weight: 241.331
Formula: C13H23NO3
![6-tert-Butyl 2-methyl 6-azaspiro[3.4]octane-2,6-dicarboxylate](data:image/png;base64,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)
PN: 4H58-1-UY
CAS: 203662-61-7
Molecule Weight: 269.341
Formula: C14H23NO4
![6-Azaspiro[2.5]octane-1-carboxylic acid, N-Boc 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)
PN: 4H56-1-2Q
CAS: 871727-05-8
Molecule Weight: 255.314
Formula: C13H21NO4
![5-Boc-5-azaspiro[2.4]heptane-1-carboxylic acid](data:image/png;base64,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)
PN: 4H58-1-AF
CAS: 150543-61-6
Molecule Weight: 241.287
Formula: C12H19NO4
![2-(tert-Butoxycarbonyl)-2-azaspiro[5.5]undecane-9-carboxylic acid](data:image/png;base64,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)
PN: 4H58-1-9M
CAS: 1352882-80-4
Molecule Weight: 297.395
Formula: C16H27NO4
TSCA: Not listed on TSCA inventory