| Product Number | 3630-3-49 |
| CAS | 125827-86-3 |
| MDL Number | MFCD11103947 |
| Molecular Formula | C12H16FN |
| Molecular Weight | 193.265 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 3630-3-49
CAS: 125827-86-3
Molecule Weight: 193.265
Formula: C12H16FN
PN: 3630-7-0N
CAS:
Molecule Weight: 229.72
Formula: C12H17ClFN
PN: 3730-3-32
CAS: 764647-70-3
Molecule Weight: 151.184
Formula: C9H10FN
PN: 3630-3-50
CAS: 17380-80-2
Molecule Weight: 193.265
Formula: C12H16FN
PN: 3730-7-09
CAS: 692737-66-9
Molecule Weight: 187.64
Formula: C9H11ClFN
PN: 3630-3-43
CAS: 125802-17-7
Molecule Weight: 193.265
Formula: C12H16FN
![1-[1-(3-Fluorophenyl)cyclopentyl]methanamine](data:image/png;base64,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)
PN: 3630-3-48
CAS: 359715-61-0
Molecule Weight: 193.265
Formula: C12H16FN
PN: 3630-3-73
CAS: 473732-57-9
Molecule Weight: 153.2
Formula: C9H12FN
TSCA: Not listed on TSCA inventory