| Product Number | 4632-3-01 |
| CAS | 138716-25-3 |
| MDL Number | MFCD02089573 |
| Molecular Formula | C11H11F2NO |
| Molecular Weight | 211.212 |
| Units | Price (USD) | Availability | ||
|---|---|---|---|---|
| POA | Contact for Price | Contact for Availability | ||
| Bulk | Contact for Price | Contact for Availability | ||
| *Items available from stock in the UK ship from Florida in 3 to 5 business days | ||||
PN: 4632-3-01
CAS: 138716-25-3
Molecule Weight: 211.212
Formula: C11H11F2NO
PN: 4636-3-E3
CAS: 138716-19-5
Molecule Weight: 193.221
Formula: C11H12FNO
PN: 4656-3-8D
CAS: 75175-77-8
Molecule Weight: 193.221
Formula: C11H12FNO
PN: 4656-3-C5
CAS: 96604-93-2
Molecule Weight: 193.221
Formula: C11H12FNO
![(2E)-3-(Dimethylamino)-1-[2-fluoro-4-(trifluoromethyl)phenyl]prop-2-en-1-one](data:image/png;base64,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)
PN: 4836-3-E1
CAS: 860649-00-9
Molecule Weight: 261.22
Formula: C12H11F4NO
PN: 4956-7-01
CAS: 24477-70-1
Molecule Weight: 285.79
Formula: C15H21ClFNO
PN: 4956-1-X3
CAS: 1201-93-0
Molecule Weight: 175.231
Formula: C11H13NO
PN: 4933-5-02
CAS: 30956-95-7
Molecule Weight: 225.72
Formula: C12H16ClNO
TSCA: Not listed on TSCA inventory