| Product Number | 3H37-5-39 |
| Synonyms | 4-Chloro-7H-pyrrolo[2,3-b]pyridine-3-carbonitrile |
| CAS | 920966-02-5 |
| MDL Number | MFCD09965877 |
| Molecular Formula | C8H4ClN3 |
| Molecular Weight | 177.59 |
| Units | Price (USD) | Availability | ||
|---|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability | Contact for Availability | |
| *Items available from stock in the UK ship from Florida in 3 to 5 business days | ||||
PN: 3H37-5-39
CAS: 920966-02-5
Molecule Weight: 177.59
Formula: C8H4ClN3
![1H-Pyrrolo[2,3-b]pyridine-5-carbonitrile](data:image/png;base64,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)
PN: 3H37-1-5W
CAS: 517918-95-5
Molecule Weight: 143.149
Formula: C8H5N3
PN: 3H37-5-37
CAS: 920965-87-3
Molecule Weight: 177.59
Formula: C8H4ClN3
PN: 4H15-5-34
CAS: 958230-19-8
Molecule Weight: 180.59
Formula: C8H5ClN2O
![4-Fluoro-1H-pyrrolo[2,3-b]pyridine-5-carbonitrile](data:image/png;base64,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)
PN: 3H37-3-2A
CAS: 1260381-44-9
Molecule Weight: 161.139
Formula: C8H4FN3
TSCA: Not listed on TSCA inventory