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)
| Product Number | 4854-3-1R |
| Purity | 97 % |
| CAS | 54672-11-6 |
| MDL Number | MFCD00100093 |
| Molecular Formula | C11H11F3N2O3 |
| Molecular Weight | 276.215 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4854-3-1R
CAS: 54672-11-6
Molecule Weight: 276.215
Formula: C11H11F3N2O3
PN: 4H56-3-2A
CAS: 105316-06-1
Molecule Weight: 246.233
Formula: C11H13F3N2O
![1-[4-Nitro-2-(trifluoromethyl)phenyl]piperazine](data:image/png;base64,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)
PN: 4H54-3-17
CAS: 381242-61-1
Molecule Weight: 275.231
Formula: C11H12F3N3O2
PN: 4855-3-42
CAS: 395-68-6
Molecule Weight: 248.161
Formula: C9H7F3N2O3
PN: 4H54-1-Y1
CAS: 30742-62-2
Molecule Weight: 236.227
Formula: C11H12N2O4
PN: 4H55-1-T4
CAS: 78252-11-6
Molecule Weight: 233.227
Formula: C11H11N3O3
![N-[2-Nitro-4-(trifluoromethyl)phenyl]morpholine](data:image/png;base64,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)
PN: 4H54-3-X2
CAS: 62054-72-2
Molecule Weight: 276.215
Formula: C11H11F3N2O3
TSCA: Not listed on TSCA inventory