| Product Number | 4656-3-7K |
| CAS | 1182890-79-4 |
| MDL Number | MFCD12778486 |
| Molecular Formula | C10H11F2NO |
| Molecular Weight | 199.201 |
| Units | Price (USD) | Availability |
|---|
PN: 4656-3-7K
CAS: 1182890-79-4
Molecule Weight: 199.201
Formula: C10H11F2NO
PN: 4656-7-0W
CAS: 1431965-98-8
Molecule Weight: 217.67
Formula: C10H13ClFNO
PN: 4656-3-7L
CAS: 1707369-83-2
Molecule Weight: 213.228
Formula: C11H13F2NO
![3,5-Difluoro-4-[(tetrahydro-2H-pyran-4-yl)methoxy]aniline](data:image/png;base64,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)
PN: 4H56-3-BZ
CAS: 1284865-66-2
Molecule Weight: 243.254
Formula: C12H15F2NO2
PN: 4656-3-7J
CAS: 1248130-27-9
Molecule Weight: 199.201
Formula: C10H11F2NO
PN: 4656-3-2U
CAS: 942615-19-2
Molecule Weight: 173.163
Formula: C8H9F2NO
PN: 4656-3-3N
CAS: 942615-18-1
Molecule Weight: 187.19
Formula: C9H11F2NO
PN: 4656-3-4N
CAS: 1039941-26-8
Molecule Weight: 183.226
Formula: C10H14FNO
TSCA: Not listed on TSCA inventory