| Product Number | 4630-3-33 |
| CAS | 361394-40-3 |
| MDL Number | MFCD01570053 |
| Molecular Formula | C14H14FNO2 |
| Molecular Weight | 247.269 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4630-3-33
CAS: 361394-40-3
Molecule Weight: 247.269
Formula: C14H14FNO2
PN: 4656-3-26
CAS: 150517-75-2
Molecule Weight: 155.172
Formula: C8H10FNO
PN: 4633-7-06
CAS: 1214366-31-0
Molecule Weight: 191.63
Formula: C8H11ClFNO
PN: 4630-3-0D
CAS: 869945-30-2
Molecule Weight: 217.243
Formula: C13H12FNO
PN: 4637-3-08
CAS: 175204-06-5
Molecule Weight: 213.211
Formula: C13H8FNO
PN: 4756-5-21
CAS: 1171721-42-8
Molecule Weight: 265.74
Formula: C14H16ClNO2
![N-[4-(3-Fluorophenoxy)benzyl]-N-methylamine](data:image/png;base64,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)
PN: 4H56-3-6J
CAS: 1095078-57-1
Molecule Weight: 231.27
Formula: C14H14FNO
PN: 4737-3-X1
CAS: 175204-08-7
Molecule Weight: 227.238
Formula: C14H10FNO
TSCA: Not listed on TSCA inventory