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)
| Product Number | 4H35-5-07 |
| CAS | 680213-66-5 |
| MDL Number | MFCD02682080 |
| Molecular Formula | C12H8Cl2N2O |
| Molecular Weight | 267.11 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory