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)
| Product Number | 3H32-5-77 |
| Purity | 98.0 % |
| CAS | 102292-50-2 |
| MDL Number | MFCD02736281 |
| Molecular Formula | C11H14Cl2N2 |
| Molecular Weight | 245.15 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 3H32-5-77
CAS: 102292-50-2
Molecule Weight: 245.15
Formula: C11H14Cl2N2
PN: 3H32-5-K5
CAS: 76141-88-3
Molecule Weight: 224.73
Formula: C12H17ClN2
PN: 3H31-7-X4
CAS: 215655-20-2
Molecule Weight: 228.7
Formula: C11H14ClFN2
![1-[(4-Chlorophenyl)methyl]piperazine](data:image/png;base64,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)
PN: 3H32-5-82
CAS: 23145-88-2
Molecule Weight: 210.71
Formula: C11H15ClN2
![1-[(2-Chlorophenyl)carbonyl]piperazine](data:image/png;base64,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)
PN: 4H48-5-25
CAS: 13754-45-5
Molecule Weight: 224.69
Formula: C11H13ClN2O
![2-[4-(2-Chloro-6-fluorobenzyl)piperazin-1-yl]ethanol](data:image/png;base64,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)
PN: 4H01-7-0B
CAS: 416894-47-8
Molecule Weight: 272.75
Formula: C13H18ClFN2O
![3-[4-(2-Chloro-6-fluorobenzyl)piperazino]propylamine](data:image/png;base64,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)
PN: 3H30-7-X8
CAS: 306934-74-7
Molecule Weight: 285.79
Formula: C14H21ClFN3
![2-[4-(2,4-Dichlorobenzyl)-1,4-diazepan-1-yl]ethan-1-ol](data:image/png;base64,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)
PN: 4H01-5-40
CAS: 646455-64-3
Molecule Weight: 303.23
Formula: C14H20Cl2N2O
Melting Point: 60 ℃
TSCA: Not listed on TSCA inventory