| Product Number | 3630-3-S4 |
| Synonyms | S-PF-PEM |
| Purity | 97 % |
| CAS | 66399-30-2 |
| MDL Number | MFCD03092999 |
| Molecular Formula | C8H10FN |
| Molecular Weight | 139.173 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 3630-3-S4
CAS: 66399-30-2
Molecule Weight: 139.173
Formula: C8H10FN
PN: 3630-3-R4
CAS: 374898-01-8
Molecule Weight: 139.173
Formula: C8H10FN
PN: 3630-3-X6
CAS: 17797-10-3
Molecule Weight: 153.2
Formula: C9H12FN
PN: 3730-7-17
CAS: 1216563-60-8
Molecule Weight: 189.66
Formula: C9H13ClFN
![(R)-N-[1-(4-fluorophenyl)ethyl]methylamine](data:image/png;base64,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)
PN: 3631-3-R4
CAS: 672906-68-2
Molecule Weight: 153.2
Formula: C9H12FN
![N-[1-(4-fluorophenyl)ethyl]methylamine](data:image/png;base64,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)
PN: 3631-3-04
CAS: 574731-02-5
Molecule Weight: 153.2
Formula: C9H12FN
Melting Point: -30 ℃
Boiling Point: 76 ℃
Refractive Index: 1.5
Density: 1.03
DOT/IATA/IMDG: UN NA199 - HC 3 - PG III
Hazard Statement: H227-H315-H319-H335
TSCA: Not listed on TSCA inventory
HTN: 3822.00.5090
