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acid](data:image/png;base64,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)
| Product Number | 8660-1-56 |
| Purity | 97 % |
| CAS | 913835-29-7 |
| MDL Number | MFCD08235076 |
| Molecular Formula | C10H14BNO4 |
| Molecular Weight | 223.04 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 8660-1-56
CAS: 913835-29-7
Molecule Weight: 223.04
Formula: C10H14BNO4
PN: 8660-1-U6
CAS: 913835-85-5
Molecule Weight: 237.06
Formula: C11H16BNO4
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
PN: 8660-1-W6
CAS: 252663-48-2
Molecule Weight: 221.06
Formula: C11H16BNO3
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: 8660-1-T0
CAS: 515140-26-8
Molecule Weight: 205.02
Formula: C10H12BNO3
Melting Point: 224-226 ℃
TSCA: Not listed on TSCA inventory