![tert-Butyl 6-hydroxy-2-azabicyclo[2.2.1]heptane-2-carboxylate](data:image/png;base64,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)
| Product Number | 4H56-1-681 |
| Purity | 97.0 % |
| CAS | 207405-59-2 |
| MDL Number | MFCD20278316 |
| Molecular Formula | C11H19NO3 |
| Molecular Weight | 213.277 |
| Units | Price (USD) | Availability |
|---|
PN: 4H56-1-681
CAS: 207405-59-2
Molecule Weight: 213.277
Formula: C11H19NO3
![tert-Butyl 5-hydroxy-2-azabicyclo[2.2.1]heptane-2-carboxylate](data:image/png;base64,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)
PN: 4H56-1-0BX
CAS: 207405-60-5
Molecule Weight: 213.277
Formula: C11H19NO3
PN: 4H56-1-QW
CAS: 1104083-27-3
Molecule Weight: 215.293
Formula: C11H21NO3
PN: 4H56-1-PR
CAS: 1403766-49-3
Molecule Weight: 231.292
Formula: C11H21NO4
PN: 4H56-1-SH
CAS: 540501-56-2
Molecule Weight: 215.293
Formula: C11H21NO3
![5-Hydroxy-1-Boc-hexahydrocyclopenta[b]pyrrole](data:image/png;base64,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)
PN: 4H56-1-212
CAS: 1419101-49-7
Molecule Weight: 227.304
Formula: C12H21NO3
PN: 4H56-1-727
CAS: 1308384-31-7
Molecule Weight: 230.308
Formula: C11H22N2O3
![6-Boc-2-hydroxy-6-azaspiro[3.4]octane](data:image/png;base64,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)
PN: 4H56-1-158
CAS: 1239319-91-5
Molecule Weight: 227.304
Formula: C12H21NO3
TSCA: Not listed on TSCA inventory