| Product Number | P911-A-39 |
| Synonyms | 4-Chloro-1H-pyrrolo[2,3-b]pyridine |
| CAS | 55052-28-3 |
| MDL Number | MFCD08272232 |
| Molecular Formula | C7H5ClN2 |
| Molecular Weight | 152.58 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
![4-Chloro-1-methyl-1H-pyrrolo[2,3-b]pyridine](data:image/png;base64,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)
PN: 3H32-5-FL
CAS: 74420-05-6
Molecule Weight: 166.61
Formula: C8H7ClN2
![3-Chloro-7H-pyrrolo[2,3-b]pyridine](data:image/png;base64,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)
PN: 3H32-5-2H
CAS: 866546-07-8
Molecule Weight: 152.58
Formula: C7H5ClN2
PN: 3H32-M-20
CAS: 869335-73-9
Molecule Weight: 278.48
Formula: C7H4ClIN2
![4-Chloro-2-iodo-1H-pyrrolo[2,3-b]pyridine](data:image/png;base64,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)
PN: 3H32-M-07
CAS: 940948-29-8
Molecule Weight: 278.48
Formula: C7H4ClIN2
Melting Point: 176-181 ℃
DOT/IATA/IMDG: UN 2811 - HC 6.1 - PG III
TSCA: Not listed on TSCA inventory
HTN: 2933.99.7900
