![1'-Benzyl-1,2-dihydro-5-fluoro-2-oxo-spiro[3H-indole-3,4'-piperidine]](data:image/png;base64,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)
| Product Number | 4H48-3-3V |
| CAS | 1258638-31-1 |
| MDL Number | MFCD18433704 |
| Molecular Formula | C19H19FN2O |
| Molecular Weight | 310.372 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H48-3-3V
CAS: 1258638-31-1
Molecule Weight: 310.372
Formula: C19H19FN2O
![1'-Boc-5-Fluoro-1,2-dihydro-2-oxo-spiro[3H-indole-3,4'-piperidine]](data:image/png;base64,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)
PN: 4H56-3-9Z
CAS: 866028-06-0
Molecule Weight: 320.364
Formula: C17H21FN2O3
![Spiro[indoline-3,4'-piperidin]-2-one hydrochloride](data:image/png;base64,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)
PN: 4H48-5-BP
CAS: 356072-46-3
Molecule Weight: 238.72
Formula: C12H15ClN2O
PN: 4H48-3-Z3
CAS: 637341-60-7
Molecule Weight: 223.247
Formula: C12H14FNO2
PN: 4H21-3-68
CAS: 915920-32-0
Molecule Weight: 209.176
Formula: C10H8FNO3
![tert-Butyl 2-oxo-1,2-dihydro-1'H-spiro[indole-3,4'-piperidine]-1'-carboxylate](data:image/png;base64,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)
PN: 4H56-1-300
CAS: 252882-60-3
Molecule Weight: 302.374
Formula: C17H22N2O3
![1'-Benzylspiro[indoline-3,4'-piperidine]](data:image/png;base64,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)
PN: 3H31-1-5N
CAS: 474538-99-3
Molecule Weight: 278.399
Formula: C19H22N2
TSCA: Not listed on TSCA inventory