![2-Chloro-3-[2-nitro-4-(trifluoromethyl)phenoxy]pyridine](data:image/png;base64,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)
| Product Number | 4H54-7-11 |
| CAS | 219928-52-6 |
| MDL Number | MFCD00107703 |
| Molecular Formula | C12H6ClF3N2O3 |
| Molecular Weight | 318.64 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory