| Product Number | 3H32-5-BU |
| CAS | 5394-23-0 |
| MDL Number | MFCD00233882 |
| Molecular Formula | C12H6Cl2N2 |
| Molecular Weight | 249.09 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 3H32-5-BU
CAS: 5394-23-0
Molecule Weight: 249.09
Formula: C12H6Cl2N2
TSCA: Not listed on TSCA inventory
![7-Chlorobenzo[h]quinoline](data:image/png;base64,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)
