| Product Number | 8H69-D-01 |
| Purity | 99 % |
| CAS | 864759-56-8 |
| MDL Number | MFCD08064298 |
| Molecular Formula | C10H14BrClN2O2S |
| Molecular Weight | 341.65 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 8H69-D-01
CAS: 864759-56-8
Molecule Weight: 341.65
Formula: C10H14BrClN2O2S
PN: 8H69-9-20
CAS: 179334-20-4
Molecule Weight: 305.19
Formula: C10H13BrN2O2S
PN: 8669-9-29
CAS: 65000-12-6
Molecule Weight: 292.19
Formula: C10H14BrNO2S
![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: 8H69-1-W8
CAS: 14172-55-5
Molecule Weight: 226.29
Formula: C10H14N2O2S
PN: 8H69-D-03
CAS: 864759-62-6
Molecule Weight: 431.77
Formula: C17H20BrClN2O2S
PN: 8669-9-30
CAS: 65000-11-5
Molecule Weight: 320.25
Formula: C12H18BrNO2S
![1-[(2-Bromophenyl)sulfonyl]pyrrolidine](data:image/png;base64,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)
PN: 8H69-9-22
CAS: 929000-58-8
Molecule Weight: 290.18
Formula: C10H12BrNO2S
TSCA: Not listed on TSCA inventory