![tert-Butyl 7-bromospiro[indoline-3,4'-piperidine]-1'-carboxylate](data:image/png;base64,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)
| Product Number | 4H56-9-4B |
| CAS | 1128133-41-4 |
| MDL Number | MFCD12198578 |
| Molecular Formula | C17H23BrN2O2 |
| Molecular Weight | 367.287 |
| Units | Price (USD) | Availability |
|---|
PN: 4H56-9-4B
CAS: 1128133-41-4
Molecule Weight: 367.287
Formula: C17H23BrN2O2
![tert-Butyl 5-bromospiro[indoline-3,4'-piperidine]-1'-carboxylate](data:image/png;base64,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)
PN: 4H56-9-4C
CAS: 878167-55-6
Molecule Weight: 367.287
Formula: C17H23BrN2O2
![Benzyl 7-bromospiro[1,2-dihydroindole-3,4'-piperidine]-1'-carboxylate](data:image/png;base64,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)
PN: 4H56-9-3W
CAS: 1243461-51-9
Molecule Weight: 401.304
Formula: C20H21BrN2O2
![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
![Benzyl 5-broMospiro[indoline-3,4'-piperidine]-1'-carboxylate](data:image/png;base64,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)
PN: 4H56-9-3U
CAS: 438192-14-4
Molecule Weight: 401.304
Formula: C20H21BrN2O2
![tert-Butyl 5-methylspiro[1,2-dihydroindole-3,4'-piperidine]-1'-carboxylate](data:image/png;base64,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)
PN: 4H56-1-891
CAS: 1129411-47-7
Molecule Weight: 302.418
Formula: C18H26N2O2
![tert-Butyl 5-bromo-2-oxospiro[indoline-3,4'-piperidine]-1'-carboxylate](data:image/png;base64,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)
PN: 4H56-9-4A
CAS: 873779-30-7
Molecule Weight: 381.27
Formula: C17H21BrN2O3
![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