| Product Number | 3H32-5-D7 |
| CAS | 28252-76-8 |
| MDL Number | MFCD20926182 |
| Molecular Formula | C8H4Cl2N2 |
| Molecular Weight | 199.03 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 3H32-5-D7
CAS: 28252-76-8
Molecule Weight: 199.03
Formula: C8H4Cl2N2
PN: 3H30-5-7W
CAS: 28252-82-6
Molecule Weight: 199.03
Formula: C8H4Cl2N2
PN: 3H32-5-WD
CAS: 28252-81-5
Molecule Weight: 199.03
Formula: C8H4Cl2N2
![5-Chloro-1H-pyrrolo[3,2-b]pyridine](data:image/png;base64,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)
PN: 3H31-5-2W
CAS: 65156-94-7
Molecule Weight: 152.58
Formula: C7H5ClN2
TSCA: Not listed on TSCA inventory
