![4-[5-Chloro-2-nitro-4-(trifluoromethyl)phenyl]-2,6-dimethylmorpholine](data:image/png;base64,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)
| Product Number | 4H54-7-13 |
| CAS | 646456-36-2 |
| MDL Number | MFCD01569665 |
| Molecular Formula | C13H14ClF3N2O2 |
| Molecular Weight | 322.71 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
![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
![2,6-Dimethyl-4-[2-nitro-4-(trifluoromethyl)phenyl]morpholine](data:image/png;base64,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)
PN: 4H54-3-93
CAS: 405910-36-3
Molecule Weight: 304.269
Formula: C13H15F3N2O3
![1-[5-Chloro-2-nitro-4-(trifluoromethyl)phenyl]azepane](data:image/png;base64,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)
PN: 4H54-7-14
CAS: 646456-34-0
Molecule Weight: 308.69
Formula: C12H12ClF3N2O2
PN: 4H54-7-13
CAS: 646456-36-2
Molecule Weight: 322.71
Formula: C13H14ClF3N2O2
![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
![N1-[5-Chloro-2-nitro-4-(trifluoromethyl)phenyl]-N3,N3-dimethylpropane-1,3-diamine](data:image/png;base64,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)
PN: 4855-7-06
CAS: 647824-25-7
Molecule Weight: 325.72
Formula: C12H15ClF3N3O2
PN: 4H55-5-X5
CAS: 647824-61-1
Molecule Weight: 267.67
Formula: C11H10ClN3O3
PN: 4855-3-16
CAS: 161605-63-6
Molecule Weight: 264.204
Formula: C10H11F3N2O3
TSCA: Not listed on TSCA inventory