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)
| Product Number | 4658-3-34 |
| Synonyms | Methyl 2-{cyclopropyl[(4-fluorophenyl)methyl]amino}acetate |
| CAS | 1211709-33-9 |
| MDL Number | MFCD13417328 |
| Molecular Formula | C13H16FNO2 |
| Molecular Weight | 237.274 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4658-3-34
CAS: 1211709-33-9
Molecule Weight: 237.274
Formula: C13H16FNO2
![[Cyclopropyl-(4-fluorobenzyl)amino]acetic acid](data:image/png;base64,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)
PN: 4658-3-40
CAS: 1181451-40-0
Molecule Weight: 223.247
Formula: C12H14FNO2
PN: 4H58-3-Z5
CAS: 1030610-75-3
Molecule Weight: 237.274
Formula: C13H16FNO2
TSCA: Not listed on TSCA inventory