![Methyl 5-(methoxycarbonylmethyl)-1-[3-(trifluoromethyl)phenyl]-1H-1,2,3-triazole-4-carboxylate](data:image/png;base64,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)
| Product Number | 4H23-3-0C |
| Purity | 97 % |
| CAS | 303995-97-3 |
| MDL Number | MFCD00138717 |
| Molecular Formula | C14H12F3N3O4 |
| Molecular Weight | 343.262 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Melting Point: 46-48 ℃
TSCA: Not listed on TSCA inventory