| Product Number | 3631-3-10 |
| CAS | 85952-73-4 |
| MDL Number | MFCD03724763 |
| Molecular Formula | C12H16FN |
| Molecular Weight | 193.265 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 3631-3-10
CAS: 85952-73-4
Molecule Weight: 193.265
Formula: C12H16FN
PN: 3630-7-54
CAS: 1353946-54-9
Molecule Weight: 258.77
Formula: C13H20ClFN2
PN: 3H30-7-77
CAS: 1366386-71-1
Molecule Weight: 258.77
Formula: C13H20ClFN2
![N-[(3-Fluorophenyl)methyl]cyclopentanamine](data:image/png;base64,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)
PN: 3631-3-0M
CAS: 85952-78-9
Molecule Weight: 193.265
Formula: C12H16FN
PN: 3631-3-12
CAS: 625437-46-9
Molecule Weight: 165.211
Formula: C10H12FN
PN: 3633-7-02
CAS: 625437-46-9
Molecule Weight: 201.67
Formula: C10H13ClFN
PN: 3631-3-00
CAS: 1318762-87-6
Molecule Weight: 330.423
Formula: C20H24F2N2
PN: 3H31-7-72
CAS: 1261230-85-6
Molecule Weight: 258.77
Formula: C13H20ClFN2
TSCA: Not listed on TSCA inventory