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)
| Product Number | 4H17-5-0U |
| CAS | 169814-56-6 |
| MDL Number | MFCD00179341 |
| Molecular Formula | C12H9Cl2NO2 |
| Molecular Weight | 270.11 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory