| Product Number | 8H69-1-53 |
| Synonyms | 1-(2-Boronophenylsulfonyl)piperidine |
| Purity | 97 % |
| CAS | 957034-87-6 |
| MDL Number | MFCD09475844 |
| Molecular Formula | C11H16BNO4S |
| Molecular Weight | 269.12 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 8H69-1-53
CAS: 957034-87-6
Molecule Weight: 269.12
Formula: C11H16BNO4S
PN: 8H69-1-27
CAS: 913835-83-3
Molecule Weight: 255.1
Formula: C10H14BNO4S
PN: 8H69-1-25
CAS: 486422-58-6
Molecule Weight: 269.12
Formula: C11H16BNO4S
PN: 8H69-1-24
CAS: 486422-57-5
Molecule Weight: 255.1
Formula: C10H14BNO4S
PN: 8H69-1-47
CAS: 871329-61-2
Molecule Weight: 255.1
Formula: C10H14BNO4S
PN: 8669-1-Z1
CAS: 178432-25-2
Molecule Weight: 229.06
Formula: C8H12BNO4S
![2-[(Morpholin-4-yl)sulfonyl]benzeneboronic acid](data:image/png;base64,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)
PN: 8H60-1-V1
CAS: 957062-65-6
Molecule Weight: 271.09
Formula: C10H14BNO5S
PN: 8H69-1-46
CAS: 871333-00-5
Molecule Weight: 283.15
Formula: C12H18BNO4S
TSCA: Not listed on TSCA inventory