| Product Number | 4H17-5-3G |
| Purity | 95 % |
| CAS | 1011711-52-6 |
| MDL Number | MFCD12828645 |
| Molecular Formula | C9H7ClN2O |
| Molecular Weight | 194.62 |
| Units | Price (USD) | Availability | ||
|---|---|---|---|---|
| POA | Contact for Price | Contact for Availability | ||
| Bulk | Contact for Price | Contact for Availability | ||
| *Items available from stock in the UK ship from Florida in 3 to 5 business days | ||||
PN: 4H17-5-3G
CAS: 1011711-52-6
Molecule Weight: 194.62
Formula: C9H7ClN2O
![4-Chloro-1H-pyrrolo[2,3-b]pyridine-3-carbaldehyde](data:image/png;base64,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)
PN: 4H56-5-D8
CAS: 918515-16-9
Molecule Weight: 180.59
Formula: C8H5ClN2O
![1-(1H-Pyrrolo[2,3-b]pyridin-3-yl)ethanone](data:image/png;base64,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)
PN: 4H17-1-0S
CAS: 83393-46-8
Molecule Weight: 160.176
Formula: C9H8N2O
PN: 4H17-5-1A
CAS: 83393-47-9
Molecule Weight: 194.62
Formula: C9H7ClN2O
![2-Chloro-1-(1H-pyrrolo[2,3-b]pyridin-3-yl)ethan-1-one hydrochloride](data:image/png;base64,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)
PN: 4H33-5-1T
CAS: 1181457-88-4
Molecule Weight: 231.08
Formula: C9H8Cl2N2O
![2,2,2-Trifluoro-1-(1H-pyrrolo[2,3-b]pyridin-3-yl)ethanone](data:image/png;base64,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)
PN: 4H17-3-0Z
CAS: 860651-18-9
Molecule Weight: 214.147
Formula: C9H5F3N2O
PN: 4H58-5-99
CAS: 1000340-37-3
Molecule Weight: 196.59
Formula: C8H5ClN2O2
PN: 4H15-5-34
CAS: 958230-19-8
Molecule Weight: 180.59
Formula: C8H5ClN2O
TSCA: Not listed on TSCA inventory