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)
| Product Number | 4H48-3-2M |
| Synonyms | 4-Fluoro-1H,3H-pyrrolo[2,3-b]pyridin-2-one |
| CAS | 956460-93-8 |
| MDL Number | MFCD12923876 |
| Molecular Formula | C7H5FN2O |
| Molecular Weight | 152.128 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H48-3-2M
CAS: 956460-93-8
Molecule Weight: 152.128
Formula: C7H5FN2O
![1H,2H,3H-Pyrrolo[2,3-b]pyridin-2-one](data:image/png;base64,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)
PN: 4H48-1-JF
CAS: 5654-97-7
Molecule Weight: 134.138
Formula: C7H6N2O
PN: 4H48-5-4Z
CAS: 1427367-62-1
Molecule Weight: 170.6
Formula: C7H7ClN2O
![5-Fluoro-1H-pyrrolo[2,3-b]pyridin-2(3H)-one](data:image/png;base64,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)
PN: D411-B-73
CAS: 1190314-85-2
Molecule Weight: 152.128
Formula: C7H5FN2O
![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
![4-Bromo-1H,2H,3H-pyrrolo[2,3-b]pyridin-2-one](data:image/png;base64,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)
PN: 4H48-9-0A
CAS: 1086064-49-4
Molecule Weight: 213.034
Formula: C7H5BrN2O
![5-Amino-1H,2H,3H-pyrrolo[2,3-b]pyridin-2-one](data:image/png;base64,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)
PN: 4H48-1-8T
CAS: 869371-00-6
Molecule Weight: 149.153
Formula: C7H7N3O
TSCA: Not listed on TSCA inventory