![tert-Butyl 5-bromo-2-oxospiro[indoline-3,4'-piperidine]-1'-carboxylate](data:image/png;base64,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)
| Product Number | 4H56-9-4A |
| CAS | 873779-30-7 |
| MDL Number | MFCD10566052 |
| Molecular Formula | C17H21BrN2O3 |
| Molecular Weight | 381.27 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 4H56-9-4A
CAS: 873779-30-7
Molecule Weight: 381.27
Formula: C17H21BrN2O3
![tert-Butyl 6-bromo-2-oxospiro[indoline-3,4'-piperidine]-1'-carboxylate](data:image/png;base64,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)
PN: 4H56-9-75
CAS: 1160247-29-9
Molecule Weight: 381.27
Formula: C17H21BrN2O3
![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
![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
![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
![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 7-bromospiro[indoline-3,4'-piperidine]-1'-carboxylate](data:image/png;base64,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)
PN: 4H56-9-4B
CAS: 1128133-41-4
Molecule Weight: 367.287
Formula: C17H23BrN2O2
![1'-tert-Butoxycarbonyl-2-oxo-spiro[indoline-3,4'-piperidine]-5-carboxylic acid](data:image/png;base64,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)
PN: 4H58-1-WX
CAS: 946135-52-0
Molecule Weight: 346.383
Formula: C18H22N2O5
TSCA: Not listed on TSCA inventory