![3-[Cyclopropyl-(3-fluoro-benzyl)-carbamoyl]-piperidine-1-carboxylic acid tert-butyl ester](data:image/png;base64,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)
| Product Number | 4H56-3-2W |
| CAS | 1277958-70-9 |
| MDL Number | MFCD22631634 |
| Molecular Formula | C21H29FN2O3 |
| Molecular Weight | 376.472 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H56-3-2W
CAS: 1277958-70-9
Molecule Weight: 376.472
Formula: C21H29FN2O3
![2-Benzyl-1-oxo-2,6-diazaspiro[3.5]nonane-6-carboxylic acid tert-butyl ester](data:image/png;base64,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)
PN: 4H56-1-0GU
CAS: 1206969-63-2
Molecule Weight: 330.428
Formula: C19H26N2O3
PN: 4H48-7-0Q
CAS: 1417793-24-8
Molecule Weight: 312.81
Formula: C16H22ClFN2O
![tert-Butyl 2-benzyl-10-oxo-2,7-diazaspiro[4.5]decane-7-carboxylate](data:image/png;base64,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)
PN: 4H56-1-694
CAS: 1330764-01-6
Molecule Weight: 344.455
Formula: C20H28N2O3
![2-Benzyl-2,6-diazaspiro[3.5]nonane-6-carboxylic acid tert-butyl ester](data:image/png;base64,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)
PN: 4H56-1-0GT
CAS: 1206969-43-8
Molecule Weight: 316.445
Formula: C19H28N2O2
TSCA: Not listed on TSCA inventory