| Product Number | 4H48-7-0Q |
| CAS | 1417793-24-8 |
| MDL Number | MFCD22631640 |
| Molecular Formula | C16H22ClFN2O |
| Molecular Weight | 312.81 |
| Units | Price (USD) | Availability |
|---|
PN: 4H48-7-0Q
CAS: 1417793-24-8
Molecule Weight: 312.81
Formula: C16H22ClFN2O
![3-[Cyclopropyl-(3-fluoro-benzyl)-carbamoyl]-piperidine-1-carboxylic acid tert-butyl ester](data:image/png;base64,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)
PN: 4H56-3-2W
CAS: 1277958-70-9
Molecule Weight: 376.472
Formula: C21H29FN2O3
![2-Benzyl-2,7-diazaspiro[4.4]nonane-1,3-dione](data:image/png;base64,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)
PN: 4H48-1-AS
CAS: 1148044-35-2
Molecule Weight: 244.294
Formula: C14H16N2O2
TSCA: Not listed on TSCA inventory