| Product Number | 3H32-5-MR |
| Purity | 95 % |
| CAS | 337958-60-8 |
| MDL Number | MFCD11518965 |
| Molecular Formula | C8H4Cl2N2 |
| Molecular Weight | 199.03 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 3H32-5-MR
CAS: 337958-60-8
Molecule Weight: 199.03
Formula: C8H4Cl2N2
PN: 3H32-5-LH
CAS: 952138-13-5
Molecule Weight: 199.03
Formula: C8H4Cl2N2
![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
PN: 3H32-5-AQ
CAS: 1335053-95-6
Molecule Weight: 199.03
Formula: C8H4Cl2N2
![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
TSCA: Not listed on TSCA inventory
