| Product Number | 4H54-7-24 |
| CAS | 1214045-01-8 |
| MDL Number | MFCD08692442 |
| Molecular Formula | C12H14ClFN2O4 |
| Molecular Weight | 304.7 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H54-7-24
CAS: 1214045-01-8
Molecule Weight: 304.7
Formula: C12H14ClFN2O4
PN: 4H54-7-20
CAS: 1185302-60-6
Molecule Weight: 274.72
Formula: C12H16ClFN2O2
PN: 4H54-3-78
CAS: 1214189-74-8
Molecule Weight: 268.244
Formula: C12H13FN2O4
PN: 4H24-3-01
CAS: 1504689-74-0
Molecule Weight: 223.247
Formula: C12H14FNO2
PN: 4H54-3-X9
CAS: 719-70-0
Molecule Weight: 224.235
Formula: C11H13FN2O2
PN: 4H54-3-85
CAS: 874800-66-5
Molecule Weight: 268.244
Formula: C12H13FN2O4
![1-[2-Nitro-4-(trifluoromethyl)phenyl]pyrrolidine-2-carboxylic acid](data:image/png;base64,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)
PN: 4H54-3-91
CAS: 1008859-90-2
Molecule Weight: 304.225
Formula: C12H11F3N2O4
PN: 4H54-3-87
CAS: 648917-79-7
Molecule Weight: 268.244
Formula: C12H13FN2O4
Melting Point: 104 ℃
TSCA: Not listed on TSCA inventory