| Product Number | 8H69-1-W8 |
| Purity | 98.0 % |
| CAS | 14172-55-5 |
| MDL Number | MFCD02182804 |
| Molecular Formula | C10H14N2O2S |
| Molecular Weight | 226.29 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 8H69-1-W8
CAS: 14172-55-5
Molecule Weight: 226.29
Formula: C10H14N2O2S
PN: 8H69-9-20
CAS: 179334-20-4
Molecule Weight: 305.19
Formula: C10H13BrN2O2S
![1-[(2-Chlorophenyl)sulfonyl]piperazine](data:image/png;base64,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)
PN: 8H69-5-X3
CAS: 233261-84-2
Molecule Weight: 260.74
Formula: C10H13ClN2O2S
PN: 8H69-D-01
CAS: 864759-56-8
Molecule Weight: 341.65
Formula: C10H14BrClN2O2S
PN: 8H69-1-15
CAS: 21623-68-7
Molecule Weight: 255.34
Formula: C11H17N3O2S
![1-[(4-Bromobenzene)sulfonyl]-4-methylpiperazine](data:image/png;base64,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)
PN: 8H69-9-51
CAS: 837-12-7
Molecule Weight: 319.22
Formula: C11H15BrN2O2S
PN: 8H69-5-04
CAS: 1193386-58-1
Molecule Weight: 347.25
Formula: C14H16Cl2N2O2S
PN: 8H69-1-2T
CAS: 94530-07-1
Molecule Weight: 634.83
Formula: C29H38N4O6S3
Melting Point: 106-109 ℃
TSCA: Not listed on TSCA inventory