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)
| Product Number | 4H56-1-065 |
| Synonyms | Benzyl 6-oxo-2-azaspiro[3.3]heptane-2-carboxylate |
| CAS | 1363381-91-2 |
| MDL Number | MFCD22419329 |
| Molecular Formula | C14H15NO3 |
| Molecular Weight | 245.278 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H56-1-065
CAS: 1363381-91-2
Molecule Weight: 245.278
Formula: C14H15NO3
PN: 4H56-1-CR
CAS: 138163-08-3
Molecule Weight: 247.294
Formula: C14H17NO3
![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: 4H56-1-822
CAS: 1228631-19-3
Molecule Weight: 247.25
Formula: C13H13NO4
PN: 4H56-1-UA
CAS: 83621-33-4
Molecule Weight: 247.294
Formula: C14H17NO3
PN: 4H58-1-G4
CAS: 319470-14-9
Molecule Weight: 249.266
Formula: C13H15NO4
![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
Hazard Statement: H302-H315-H319-H335
TSCA: Not listed on TSCA inventory
