![2-Benzyl-1-oxo-2,5-diazaspiro[3.4]octane-5-carboxylic acid tert-butyl ester](data:image/png;base64,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)
| Product Number | 4H56-1-0GP |
| CAS | 1206970-01-5 |
| MDL Number | MFCD14585352 |
| Molecular Formula | C18H24N2O3 |
| Molecular Weight | 316.401 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H56-1-0GP
CAS: 1206970-01-5
Molecule Weight: 316.401
Formula: C18H24N2O3
![2-Benzyl-1-oxo-2,5-diazaspiro[3.5]nonane-5-carboxylic acid tert-butyl ester](data:image/png;base64,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)
PN: 4H56-1-0GV
CAS: 1206969-85-8
Molecule Weight: 330.428
Formula: C19H26N2O3
![2-Benzyl-2,5-diazaspiro[3.4]octan-1-one](data:image/png;base64,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)
PN: 4H48-1-00S
CAS: 1415562-70-7
Molecule Weight: 216.284
Formula: C13H16N2O
![{(S)-1-[Cyclopropyl-(4-fluorobenzyl)carbamoyl]ethyl}carbamic acid tert-butyl ester](data:image/png;base64,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)
PN: 4658-3-S0
CAS: 1421010-21-0
Molecule Weight: 336.407
Formula: C18H25FN2O3
TSCA: Not listed on TSCA inventory