![Ethyl 4-(5-fluoro-1,2-dihydro-1'H-spiro[indole-3,4'-piperidin]-1'-yl)piperidine-1-carboxylate](data:image/png;base64,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)
| Product Number | 4H56-3-0Q |
| Synonyms | Ethyl 4-{5-fluoro-1,2-dihydrospiro[indole-3,4'-piperidine]-1'-yl}piperidine-1-carboxylate |
| CAS | 927402-26-4 |
| MDL Number | MFCD27995546 |
| Molecular Formula | C20H28FN3O2 |
| Molecular Weight | 361.461 |
| Units | Price (USD) | Availability |
|---|
PN: 4H56-3-0Q
CAS: 927402-26-4
Molecule Weight: 361.461
Formula: C20H28FN3O2
![1'-Boc-5-Fluoro-spiro[indoline-3,4'-piperidine] hydrochloride](data:image/png;base64,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)
PN: 4H56-7-2Q
CAS: 858351-44-7
Molecule Weight: 342.84
Formula: C17H24ClFN2O2
![tert-Butyl 5-fluorospiro[indoline-3,4'-piperidine]-1'-carboxylate](data:image/png;base64,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)
PN: 4H56-3-A0
CAS: 167484-91-5
Molecule Weight: 306.381
Formula: C17H23FN2O2
![Benzyl 7-fluorospiro[1,2-dihydroindole-3,4'-piperidine]-1'-carboxylate](data:image/png;base64,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)
PN: 4H56-3-D3
CAS: 1243359-99-0
Molecule Weight: 340.398
Formula: C20H21FN2O2
![tert-Butyl spiro[indoline-3,4'-piperidine]-1'-carboxylate](data:image/png;base64,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)
PN: 4H56-1-330
CAS: 180465-84-3
Molecule Weight: 288.391
Formula: C17H24N2O2
![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
![tert-Butyl 5-chlorospiro[indoline-3,4'-piperidine]-1'-carboxylate](data:image/png;base64,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)
PN: 4H56-5-AA
CAS: 637362-21-1
Molecule Weight: 322.83
Formula: C17H23ClN2O2
![Benzyl 1,2-dihydrospiro[indole-3,4'-piperidine]-1'-carboxylate](data:image/png;base64,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)
PN: 4H56-1-825
CAS: 167484-18-6
Molecule Weight: 322.408
Formula: C20H22N2O2
TSCA: Not listed on TSCA inventory