| Product Number | 4656-3-95 |
| Synonyms | (4-Ethoxy-3,5-difluorophenyl)methanamine |
| CAS | 1017779-32-6 |
| MDL Number | MFCD09258689 |
| Molecular Formula | C9H11F2NO |
| Molecular Weight | 187.19 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 4656-3-95
CAS: 1017779-32-6
Molecule Weight: 187.19
Formula: C9H11F2NO
PN: 4656-3-84
CAS: 105969-16-2
Molecule Weight: 173.163
Formula: C8H9F2NO
PN: 4630-3-X1
CAS: 123652-95-9
Molecule Weight: 155.172
Formula: C8H10FNO
![[3,5-Difluoro-4-(oxetan-3-yloxy)phenyl]methanamine](data:image/png;base64,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)
PN: 4H30-3-1S
CAS: 1349719-21-6
Molecule Weight: 215.2
Formula: C10H11F2NO2
PN: 4656-3-89
CAS: 1017779-64-4
Molecule Weight: 187.19
Formula: C9H11F2NO
PN: 4648-3-53
CAS: 1017779-23-5
Molecule Weight: 201.173
Formula: C9H9F2NO2
PN: 2607-3-84
CAS: 1017779-35-9
Molecule Weight: 188.174
Formula: C9H10F2O2
PN: 4656-3-80
CAS: 1017779-86-0
Molecule Weight: 187.19
Formula: C9H11F2NO
TSCA: Not listed on TSCA inventory