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hydrochloride](data:image/png;base64,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)
| Product Number | 3H31-7-71 |
| CAS | 1353965-37-3 |
| MDL Number | MFCD21098823 |
| Molecular Formula | C12H18ClFN2 |
| Molecular Weight | 244.74 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 3H31-7-71
CAS: 1353965-37-3
Molecule Weight: 244.74
Formula: C12H18ClFN2
PN: 3H31-3-26
CAS: 55513-19-4
Molecule Weight: 194.253
Formula: C11H15FN2
PN: 3H32-3-Z7
CAS: 76141-89-4
Molecule Weight: 208.28
Formula: C12H17FN2
![1-[(4-Fluorophenyl)methyl]-1,4-diazepane dihydrochloride](data:image/png;base64,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)
PN: 3H32-7-91
CAS: 199672-23-6
Molecule Weight: 281.2
Formula: C12H19Cl2FN2
PN: 3H32-7-4K
CAS: 1049733-90-5
Molecule Weight: 299.21
Formula: C12H21Cl2FN2O
PN: 3H31-3-19
CAS: 868054-29-9
Molecule Weight: 212.244
Formula: C11H14F2N2
PN: 3H31-3-15
CAS: 179334-18-0
Molecule Weight: 212.244
Formula: C11H14F2N2
PN: 3H31-3-37
CAS: 203860-01-9
Molecule Weight: 212.244
Formula: C11H14F2N2
TSCA: Not listed on TSCA inventory