![tert-Butyl N-{2-[2-amino-4-(trifluoromethyl)anilino]ethyl}carbamate](data:image/png;base64,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)
| Product Number | 4856-3-X8 |
| Purity | 97 % |
| CAS | 215655-42-8 |
| MDL Number | MFCD00728760 |
| Molecular Formula | C14H20F3N3O2 |
| Molecular Weight | 319.328 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 4856-3-X8
CAS: 215655-42-8
Molecule Weight: 319.328
Formula: C14H20F3N3O2
![Methyl 3-amino-4-({2-[(tert-butoxycarbonyl)amino]ethyl}amino)benzoate](data:image/png;base64,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)
PN: 4656-1-6U
CAS: 1198093-71-8
Molecule Weight: 309.366
Formula: C15H23N3O4
Melting Point: 136-137 ℃
TSCA: Not listed on TSCA inventory