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)
| Product Number | 3H35-5-06 |
| CAS | 287917-79-7 |
| MDL Number | MFCD00180597 |
| Molecular Formula | C12H7Cl3N2 |
| Molecular Weight | 285.55 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory