| Product Number | 8660-1-W6 |
| Synonyms | 4-Borono-N-butylbenzamide |
| CAS | 252663-48-2 |
| MDL Number | MFCD03788412 |
| Molecular Formula | C11H16BNO3 |
| Molecular Weight | 221.06 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 8660-1-W6
CAS: 252663-48-2
Molecule Weight: 221.06
Formula: C11H16BNO3
![4-[(Pyrrolidin-1-yl)carbonyl]benzeneboronic acid](data:image/png;base64,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)
PN: 4H60-1-X1
CAS: 389621-81-2
Molecule Weight: 219.05
Formula: C11H14BNO3
PN: 8660-1-T3
CAS: 171922-46-6
Molecule Weight: 207.04
Formula: C10H14BNO3
PN: 8660-1-17
CAS: 850568-32-0
Molecule Weight: 249.12
Formula: C13H20BNO3
![4-[(Piperidin-1-yl)carbonyl]benzeneboronic acid](data:image/png;base64,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)
PN: 8H60-1-K6
CAS: 389621-83-4
Molecule Weight: 233.07
Formula: C12H16BNO3
PN: 8660-1-61
CAS: 850568-13-7
Molecule Weight: 221.06
Formula: C11H16BNO3
PN: 8H60-1-JE
CAS: 1025664-35-0
Molecule Weight: 205.02
Formula: C10H12BNO3
PN: 8660-5-21
CAS: 874460-03-4
Molecule Weight: 241.48
Formula: C10H13BClNO3
TSCA: Not listed on TSCA inventory
HTN: 2931.90.3000