| Product Number | 8H69-1-44 |
| Synonyms | 1-[(5-Borono-2-methoxybenzene)sulfanyl]piperidine |
| Purity | 95 % |
| CAS | 874219-18-8 |
| MDL Number | MFCD08235037 |
| Molecular Formula | C12H18BNO5S |
| Molecular Weight | 299.15 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 8H69-1-44
CAS: 874219-18-8
Molecule Weight: 299.15
Formula: C12H18BNO5S
PN: 8H69-1-43
CAS: 874219-52-0
Molecule Weight: 285.12
Formula: C11H16BNO5S
PN: 8669-1-29
CAS: 871333-03-8
Molecule Weight: 287.14
Formula: C11H18BNO5S
![4-Methoxy-3-[(morpholin-4-yl)sulfonyl]benzeneboronic acid](data:image/png;base64,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)
PN: 8669-1-28
CAS: 871333-02-7
Molecule Weight: 301.12
Formula: C11H16BNO6S
PN: 8H69-1-47
CAS: 871329-61-2
Molecule Weight: 255.1
Formula: C10H14BNO4S
PN: 8H69-1-46
CAS: 871333-00-5
Molecule Weight: 283.15
Formula: C12H18BNO4S
PN: 8769-1-12
CAS: 874219-51-9
Molecule Weight: 321.15
Formula: C14H16BNO5S
PN: 8H69-1-Z7
CAS: 871333-01-6
Molecule Weight: 269.12
Formula: C11H16BNO4S
Melting Point: 157-159 ℃
TSCA: Not listed on TSCA inventory