| Product Number | 3H31-7-74 |
| CAS | 1261235-83-9 |
| MDL Number | MFCD18380005 |
| Molecular Formula | C13H20ClFN2 |
| Molecular Weight | 258.77 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 3H31-7-74
CAS: 1261235-83-9
Molecule Weight: 258.77
Formula: C13H20ClFN2
PN: 3H31-7-72
CAS: 1261230-85-6
Molecule Weight: 258.77
Formula: C13H20ClFN2
PN: 3H31-7-73
CAS: 1261231-94-0
Molecule Weight: 258.77
Formula: C13H20ClFN2
![N-[(2-Fluorophenyl)methyl]cyclopropanamine](data:image/png;base64,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)
PN: 3731-3-05
CAS: 625435-02-1
Molecule Weight: 165.211
Formula: C10H12FN
PN: 3H31-5-89
CAS: 871112-83-3
Molecule Weight: 263.21
Formula: C12H20Cl2N2
PN: 3630-7-57
CAS: 1366386-69-7
Molecule Weight: 258.77
Formula: C13H20ClFN2
PN: 3630-7-58
CAS: 1353959-43-9
Molecule Weight: 258.77
Formula: C13H20ClFN2
PN: 3630-7-55
CAS: 1353953-25-9
Molecule Weight: 258.77
Formula: C13H20ClFN2
TSCA: Not listed on TSCA inventory