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hydrochloride](data:image/png;base64,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)
| Product Number | 4H48-7-Y0 |
| Synonyms | (3S)-3-[(2-Fluorobenzoyl)amino]piperidine hydrochloride |
| CAS | 1322200-85-0 |
| MDL Number | MFCD19381681 |
| Molecular Formula | C12H16ClFN2O |
| Molecular Weight | 258.72 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H48-7-Y0
CAS: 1322200-85-0
Molecule Weight: 258.72
Formula: C12H16ClFN2O
![(3S)-3-[(2-Fluorobenzoyl)amino]piperidine, N1-Boc 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)
PN: 4H48-3-W0
CAS: 1322200-89-4
Molecule Weight: 322.38
Formula: C17H23FN2O3
TSCA: Not listed on TSCA inventory