![6-Cbz-1-oxo-6-azaspiro[3.4]octane](data:image/png;base64,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)
| Product Number | 4H56-1-226 |
| Synonyms | Benzyl 1-oxo-6-azaspiro[3.4]octane-6-carboxylate |
| CAS | 1419101-13-5 |
| MDL Number | MFCD23106475 |
| Molecular Formula | C15H17NO3 |
| Molecular Weight | 259.305 |
| Units | Price (USD) | Availability |
|---|
PN: 4H56-1-226
CAS: 1419101-13-5
Molecule Weight: 259.305
Formula: C15H17NO3
![Benzyl 5-oxo-2-azabicyclo[2.2.1]heptane-2-carboxylate](data:image/png;base64,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)
PN: 4H56-1-0AN
CAS: 140927-13-5
Molecule Weight: 245.278
Formula: C14H15NO3
PN: 4H56-1-UA
CAS: 83621-33-4
Molecule Weight: 247.294
Formula: C14H17NO3
![3-Cbz-6-oxo-3-azabicyclo[3.1.1]heptane](data:image/png;base64,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)
PN: 4H56-1-219
CAS: 1434142-13-8
Molecule Weight: 245.278
Formula: C14H15NO3
![Benzyl 5-oxohexahydrocyclopenta[c]pyrrole-2(1H)-carboxylate](data:image/png;base64,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)
PN: 4H56-1-905
CAS: 148404-29-9
Molecule Weight: 259.305
Formula: C15H17NO3
![7-Cbz-2-oxo-7-azaspiro[3.5]nonane](data:image/png;base64,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)
PN: 4H56-1-070
CAS: 147610-98-8
Molecule Weight: 273.332
Formula: C16H19NO3
PN: 4H56-1-758
CAS: 473838-66-3
Molecule Weight: 261.321
Formula: C15H19NO3
PN: 4H56-1-768
CAS: 1010115-47-5
Molecule Weight: 247.294
Formula: C14H17NO3
TSCA: Not listed on TSCA inventory