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)
| Product Number | 3H32-5-6D |
| CAS | 25823-50-1 |
| MDL Number | MFCD06801346 |
| Molecular Formula | C12H9ClN2 |
| Molecular Weight | 216.67 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory