![2-[(4-Fluorobenzyl)methylamino]ethanol](data:image/png;base64,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)
| Product Number | 4656-3-3J |
| Synonyms | 2-{[(4-Fluorophenyl)methyl](methyl)amino}ethanol |
| CAS | 2248-70-6 |
| MDL Number | MFCD14646020 |
| Molecular Formula | C10H14FNO |
| Molecular Weight | 183.226 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4656-3-3J
CAS: 2248-70-6
Molecule Weight: 183.226
Formula: C10H14FNO
![2-[(4-Fluorobenzyl)amino]ethanol](data:image/png;base64,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)
PN: 4656-3-7E
CAS: 22116-33-2
Molecule Weight: 169.199
Formula: C9H12FNO
PN: 4H56-3-Y2
CAS: 174561-11-6
Molecule Weight: 238.306
Formula: C13H19FN2O
PN: 4H56-3-3P
CAS: 1342642-90-3
Molecule Weight: 181.21
Formula: C10H12FNO
PN: 4756-1-V7
CAS: 101-32-6
Molecule Weight: 195.262
Formula: C11H17NO2
![2-{[(4-Fluorophenyl)methyl]amino}acetonitrile](data:image/png;base64,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)
PN: 3637-3-0H
CAS: 63086-22-6
Molecule Weight: 164.183
Formula: C9H9FN2
TSCA: Not listed on TSCA inventory
