| Product Number | 3631-3-62 |
| Purity | 97 % |
| CAS | 399-30-4 |
| MDL Number | MFCD04629633 |
| Molecular Formula | C8H10FN |
| Molecular Weight | 139.173 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 3631-3-0B
CAS: 696589-32-9
Molecule Weight: 157.164
Formula: C8H9F2N
PN: 3730-7-31
CAS: 655-17-4
Molecule Weight: 161.6
Formula: C7H9ClFN
PN: 3H33-7-00
CAS: 459-20-1
Molecule Weight: 175.63
Formula: C8H11ClFN
![(S)-N-[1-(2-fluorophenyl)ethyl]methylamine](data:image/png;base64,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)
PN: 3631-3-S2
CAS: 1212064-81-7
Molecule Weight: 153.2
Formula: C9H12FN
![N-[1-(2-fluorophenyl)ethyl]methylamine](data:image/png;base64,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)
PN: 3631-3-22
CAS: 926213-41-4
Molecule Weight: 153.2
Formula: C9H12FN
![(R)-N-[1-(2-fluorophenyl)ethyl]methylamine](data:image/png;base64,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)
PN: 3631-3-R2
CAS: 1212121-08-8
Molecule Weight: 153.2
Formula: C9H12FN
TSCA: Not listed on TSCA inventory
HTN: 2921.49.4500
