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)
| Product Number | 8H69-9-X0 |
| Synonyms | 1-[(4-Bromophenyl)sulfonyl]azetane; 1-[(Azetidin-1-yl)sulfonyl]-4-bromobenzene; Azetidin-1-yl 4-bromophenyl sulfone |
| Purity | 96 % |
| CAS | 530081-57-3 |
| MDL Number | MFCD07363814 |
| Molecular Formula | C9H10BrNO2S |
| Molecular Weight | 276.15 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 8H69-9-X0
CAS: 530081-57-3
Molecule Weight: 276.15
Formula: C9H10BrNO2S
PN: 8669-9-X1
CAS: 90944-62-0
Molecule Weight: 292.19
Formula: C10H14BrNO2S
PN: 8H69-9-X5
CAS: 136350-52-2
Molecule Weight: 290.18
Formula: C10H12BrNO2S
PN: 8H69-9-02
CAS: 1133116-29-6
Molecule Weight: 276.15
Formula: C9H10BrNO2S
![1-[(4-Bromophenyl)sulfonyl]piperidine](data:image/png;base64,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)
PN: 8H69-9-25
CAS: 834-66-2
Molecule Weight: 304.2
Formula: C11H14BrNO2S
PN: 9669-9-01
CAS: 1984-28-7
Molecule Weight: 292.19
Formula: C10H14BrNO2S
PN: 8669-9-13
CAS: 331950-30-2
Molecule Weight: 276.15
Formula: C9H10BrNO2S
PN: 8669-9-06
CAS: 1984-25-4
Molecule Weight: 264.14
Formula: C8H10BrNO2S
Melting Point: 118-120 ℃
TSCA: Not listed on TSCA inventory