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)
| Product Number | 4H48-1-16 |
| Purity | 98 % |
| CAS | 884049-52-9 |
| MDL Number | MFCD18254787 |
| Molecular Formula | C11H13N3O |
| Molecular Weight | 203.245 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H48-1-16
CAS: 884049-52-9
Molecule Weight: 203.245
Formula: C11H13N3O
![5'-Bromo-1',2'-dihydrospiro[cyclopropane-1,3'-pyrrolo[2,3-b]pyridine]-2'-one](data:image/png;base64,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)
PN: 4H48-9-1G
CAS: 1263279-55-5
Molecule Weight: 239.072
Formula: C9H7BrN2O
![5'-Bromo-1',2'-dihydrospiro[cyclobutane-1,3'-pyrrolo[2,3-b]pyridine]-2'-one](data:image/png;base64,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)
PN: 4H48-9-1E
CAS: 1428799-32-9
Molecule Weight: 253.099
Formula: C10H9BrN2O
![1,3-Dihydro-3,3-dimethyl-2H-pyrrolo[2,3-b]pyridin-2-one](data:image/png;base64,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)
PN: 4H48-1-84
CAS: 109535-73-1
Molecule Weight: 162.192
Formula: C9H10N2O
![3-Methyl-1H,2H,3H-pyrrolo[2,3-b]pyridin-2-one](data:image/png;base64,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)
PN: 4H48-1-TL
CAS: 1330055-85-0
Molecule Weight: 148.165
Formula: C8H8N2O
![1',2'-Dihydrospiro[cyclohexane-1,3'-pyrrolo[2,3-b]pyridine]-2',4-dione](data:image/png;base64,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)
PN: 4H48-1-TG
CAS: 1638768-64-5
Molecule Weight: 216.24
Formula: C12H12N2O2
![tert-Butyl 5'-bromo-2'-oxo-1',2'-dihydrospiro[piperidine-4,3'-pyrrolo[2,3-b]pyridine]-1-carboxylate](data:image/png;base64,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)
PN: 4H56-9-7E
CAS: 1192834-16-4
Molecule Weight: 382.258
Formula: C16H20BrN3O3
![5-Bromo-1,3-dihydro-3,3-dimethyl-2H-pyrrolo[2,3-b]pyridin-2-one](data:image/png;base64,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)
PN: 4H48-9-39
CAS: 1263280-06-3
Molecule Weight: 241.088
Formula: C9H9BrN2O
TSCA: Not listed on TSCA inventory