| Product Number | 3H32-5-J8 |
| Synonyms | 4-Chloro-1H-pyrrolo[3,2-c]pyridine |
| CAS | 60290-21-3 |
| MDL Number | MFCD07781160 |
| 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 |
![4,6-Dichloro-1H-pyrrolo[3,2-c]pyridine](data:image/png;base64,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)
PN: 3H32-5-AM
CAS: 67139-79-1
Molecule Weight: 187.02
Formula: C7H4Cl2N2
![6-Chloro-1H-pyrrolo[3,2-c]pyridine](data:image/png;base64,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)
PN: 3H32-5-2N
CAS: 74976-31-1
Molecule Weight: 152.58
Formula: C7H5ClN2
![4-Chloro-1-methyl-1H-pyrrolo[3,2-c]pyridine](data:image/png;base64,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)
PN: 3H32-5-VS
CAS: 27382-01-0
Molecule Weight: 166.61
Formula: C8H7ClN2
![3-Bromo-4-chloro-1H-pyrrolo[3,2-c]pyridine](data:image/png;base64,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)
PN: 3H31-D-0V
CAS: 947238-42-8
Molecule Weight: 231.48
Formula: C7H4BrClN2
![4-Chloro-6-methyl-1H-pyrrolo[3,2-c]pyridine](data:image/png;base64,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)
PN: 3H31-5-BK
CAS: 178268-92-3
Molecule Weight: 166.61
Formula: C8H7ClN2
PN: 3H32-5-MR
CAS: 337958-60-8
Molecule Weight: 199.03
Formula: C8H4Cl2N2
TSCA: Not listed on TSCA inventory
