![1'-Boc-5-Fluoro-spiro[indoline-3,4'-piperidine] hydrochloride](data:image/png;base64,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)
| Product Number | 4H56-7-2Q |
| CAS | 858351-44-7 |
| MDL Number | MFCD28348438 |
| Molecular Formula | C17H24ClFN2O2 |
| Molecular Weight | 342.84 |
| Units | Price (USD) | Availability |
|---|
![tert-Butyl spiro[indoline-3,4'-piperidine]-1-carboxylate hydrochloride](data:image/png;base64,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)
PN: 4H56-5-AN
CAS: 1243474-66-9
Molecule Weight: 324.85
Formula: C17H25ClN2O2
![tert-Butyl 5-methylspiro[indoline-3,4'-piperidine]-1-carboxylate hydrochloride](data:image/png;base64,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)
PN: 4H56-5-AY
CAS: 878167-54-5
Molecule Weight: 338.88
Formula: C18H27ClN2O2
![tert-Butyl 5-chlorospiro[2H-indole-3,4'-piperidine]-1-carboxylate hydrochloride](data:image/png;base64,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)
PN: 4H56-5-AM
CAS: 1188264-23-4
Molecule Weight: 359.29
Formula: C17H24Cl2N2O2
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
![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
![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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)
PN: 4H56-3-0Q
CAS: 927402-26-4
Molecule Weight: 361.461
Formula: C20H28FN3O2
PN: 4H51-1-01
CAS: 161646-57-7
Molecule Weight: 233.311
Formula: C14H19NO2
TSCA: Not listed on TSCA inventory