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)
| Product Number | 4H07-3-0U |
| Purity | 95 % |
| CAS | 824390-04-7 |
| MDL Number | MFCD06248881 |
| Molecular Formula | C12H14F3NO |
| Molecular Weight | 245.245 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H07-3-0U
CAS: 824390-04-7
Molecule Weight: 245.245
Formula: C12H14F3NO
![4-[4-(Trifluoromethyl)phenoxy]piperidine](data:image/png;base64,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)
PN: 4H56-3-BL
CAS: 28033-37-6
Molecule Weight: 245.245
Formula: C12H14F3NO
PN: 4H07-5-33
CAS: 65367-95-5
Molecule Weight: 227.73
Formula: C12H18ClNO
PN: 4H07-7-0G
CAS: 287952-09-4
Molecule Weight: 281.7
Formula: C12H15ClF3NO
PN: 4H56-1-995
CAS: 900572-37-4
Molecule Weight: 202.257
Formula: C12H14N2O
TSCA: Not listed on TSCA inventory