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)
| Product Number | 4H48-5-2L |
| CAS | 165058-90-2 |
| MDL Number | MFCD00496814 |
| Molecular Formula | C11H8Cl3N3O3 |
| Molecular Weight | 336.55 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory