| Product Number | 4H56-3-2A |
| CAS | 105316-06-1 |
| MDL Number | MFCD06090415 |
| Molecular Formula | C11H13F3N2O |
| Molecular Weight | 246.233 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H56-3-2A
CAS: 105316-06-1
Molecule Weight: 246.233
Formula: C11H13F3N2O
PN: 4H56-3-2R
CAS: 78335-26-9
Molecule Weight: 246.233
Formula: C11H13F3N2O
![4-[4-Nitro-2-(trifluoromethyl)phenyl]morpholine](data:image/png;base64,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)
PN: 4854-3-1R
CAS: 54672-11-6
Molecule Weight: 276.215
Formula: C11H11F3N2O3
PN: 4H30-1-AQ
CAS: 112900-82-0
Molecule Weight: 192.262
Formula: C11H16N2O
![N-[2-Amino-4-(trifluoromethyl)phenyl]morpholine](data:image/png;base64,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)
PN: 4H30-3-X0
CAS: 784-57-6
Molecule Weight: 246.233
Formula: C11H13F3N2O
PN: 4H56-3-1X
CAS: 641571-02-0
Molecule Weight: 246.233
Formula: C11H13F3N2O
TSCA: Not listed on TSCA inventory