![2-Chloro-4-[(2,4-dichlorobenzyl)oxy]-3,5-dinitro-1-(trifluoromethyl)benzene](data:image/png;base64,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)
| Product Number | 4854-7-32 |
| CAS | 259196-33-3 |
| MDL Number | MFCD01934608 |
| Molecular Formula | C14H6Cl3F3N2O5 |
| Molecular Weight | 445.56 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory