![3-[Benzyl(methyl)amino]-2,2-difluoropropanoic acid](data:image/png;base64,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)
| Product Number | 4658-3-82 |
| CAS | 1346597-49-6 |
| MDL Number | MFCD20134215 |
| Molecular Formula | C11H13F2NO2 |
| Molecular Weight | 229.227 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4658-3-82
CAS: 1346597-49-6
Molecule Weight: 229.227
Formula: C11H13F2NO2
![Ethyl 3-[benzyl(methyl)amino]-2,2-difluoropropanoate](data:image/png;base64,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)
PN: 4658-3-83
CAS: 1346597-47-4
Molecule Weight: 257.281
Formula: C13H17F2NO2
PN: 4658-3-R4
CAS: 88099-68-7
Molecule Weight: 301.361
Formula: C18H20FNO2
![Ethyl 3-[benzyl(3-ethoxy-3-oxopropyl)amino]-2,2-difluoropropanoate](data:image/png;base64,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)
PN: 4658-3-50
CAS: 851314-55-1
Molecule Weight: 343.371
Formula: C17H23F2NO4
![3-[Benzyl(methyl)amino]propanoic acid](data:image/png;base64,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)
PN: 4658-1-3H
CAS: 149692-49-9
Molecule Weight: 193.246
Formula: C11H15NO2
TSCA: Not listed on TSCA inventory