![2,6-Dimethyl-4-[2-nitro-4-(trifluoromethyl)phenyl]morpholine](data:image/png;base64,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)
| Product Number | 4H54-3-93 |
| CAS | 405910-36-3 |
| MDL Number | MFCD02018696 |
| Molecular Formula | C13H15F3N2O3 |
| Molecular Weight | 304.269 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H54-3-93
CAS: 405910-36-3
Molecule Weight: 304.269
Formula: C13H15F3N2O3
![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
![4-[5-Chloro-2-nitro-4-(trifluoromethyl)phenyl]morpholine](data:image/png;base64,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)
PN: 4H54-7-16
CAS: 35289-26-0
Molecule Weight: 310.66
Formula: C11H10ClF3N2O3
PN: 4855-3-16
CAS: 161605-63-6
Molecule Weight: 264.204
Formula: C10H11F3N2O3
![2-[Methyl-2-nitro-4-(trifluoromethyl)anilino]ethan-1-ol](data:image/png;base64,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)
PN: 4855-3-17
CAS: 103748-04-5
Molecule Weight: 264.204
Formula: C10H11F3N2O3
![N-[2-Nitro-4-(trifluoromethyl)phenyl]pyrrolidine](data:image/png;base64,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)
PN: 4H54-3-Y8
CAS: 40832-82-4
Molecule Weight: 260.216
Formula: C11H11F3N2O2
PN: 4H54-1-2M
CAS: 942474-64-8
Molecule Weight: 280.28
Formula: C13H16N2O5
![1-[2-Nitro-4-(trifluoromethyl)phenyl]piperidine](data:image/png;base64,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)
PN: 4H54-3-Y2
CAS: 1692-79-1
Molecule Weight: 274.243
Formula: C12H13F3N2O2
Melting Point: 61 ℃
TSCA: Not listed on TSCA inventory