| Product Number | 3H31-7-73 |
| CAS | 1261231-94-0 |
| MDL Number | MFCD18380007 |
| Molecular Formula | C13H20ClFN2 |
| Molecular Weight | 258.77 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 3H31-7-73
CAS: 1261231-94-0
Molecule Weight: 258.77
Formula: C13H20ClFN2
PN: 3H31-7-72
CAS: 1261230-85-6
Molecule Weight: 258.77
Formula: C13H20ClFN2
PN: 3H31-7-74
CAS: 1261235-83-9
Molecule Weight: 258.77
Formula: C13H20ClFN2
![4-{[3-Fluoro-4-(trifluoromethyl)benzyl]amino}piperidine dihydrochloride](data:image/png;base64,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)
PN: 3H31-7-Y1
CAS: 1322200-87-2
Molecule Weight: 349.19
Formula: C13H18Cl2F4N2
![N-[(3-Fluorophenyl)methyl]cyclopropanamine](data:image/png;base64,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)
PN: 3631-3-0H
CAS: 920479-31-8
Molecule Weight: 165.211
Formula: C10H12FN
![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
![1-(3-Fluoro-benzyl)-[1,4]diazepane hydrochloride](data:image/png;base64,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)
PN: 3H31-7-71
CAS: 1353965-37-3
Molecule Weight: 244.74
Formula: C12H18ClFN2
PN: 3630-7-56
CAS: 1417789-07-1
Molecule Weight: 258.77
Formula: C13H20ClFN2
TSCA: Not listed on TSCA inventory