![1-[2,6-Dinitro-4-(trifluoromethyl)phenyl]piperidine-4-carboxylic acid](data:image/png;base64,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)
| Product Number | 4H54-3-0M |
| Purity | 97 % |
| CAS | 303144-43-6 |
| MDL Number | MFCD00664473 |
| Molecular Formula | C13H12F3N3O6 |
| Molecular Weight | 363.249 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Melting Point: 164-167 ℃
TSCA: Not listed on TSCA inventory