| Product Number | 3H31-7-X4 |
| Purity | 97 % |
| CAS | 215655-20-2 |
| MDL Number | MFCD00816605 |
| Molecular Formula | C11H14ClFN2 |
| Molecular Weight | 228.7 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 3H31-7-X4
CAS: 215655-20-2
Molecule Weight: 228.7
Formula: C11H14ClFN2
![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
PN: 3H32-7-W0
CAS: 244022-69-3
Molecule Weight: 242.72
Formula: C12H16ClFN2
![1-[(2-Chloro-6-fluorophenyl)methyl]-1,4-diazepane dihydrochloride](data:image/png;base64,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)
PN: 3H32-7-90
CAS: 1049733-74-5
Molecule Weight: 315.64
Formula: C12H18Cl3FN2
PN: 3631-7-X1
CAS: 62924-59-8
Molecule Weight: 187.64
Formula: C9H11ClFN
![3-[4-(2-Chloro-6-fluorobenzyl)piperazin-1-yl]propanoic acid](data:image/png;base64,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)
PN: 4H21-7-0A
CAS: 1154639-88-9
Molecule Weight: 300.76
Formula: C14H18ClFN2O2
PN: 3H31-7-63
CAS: 62924-66-7
Molecule Weight: 201.67
Formula: C10H13ClFN
TSCA: Not listed on TSCA inventory