| Product Number | 8H60-1-0C |
| Synonyms | 1-(Piperidin-1-yl)-3-[4-(4,4,5,5-tetramethyl-1,3,2-dioxaborolan-2-yl)phenoxy]propan-2-ol |
| Purity | 98 % |
| CAS | 957061-08-4 |
| MDL Number | MFCD09258654 |
| Molecular Formula | C20H32BNO4 |
| Molecular Weight | 361.29 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 8H60-1-0C
CAS: 957061-08-4
Molecule Weight: 361.29
Formula: C20H32BNO4
![4-[3-(Piperidin-1-yl)propoxy]benzeneboronic acid, pinacol ester](data:image/png;base64,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)
PN: 8H60-1-3D
CAS: 401895-68-9
Molecule Weight: 345.29
Formula: C20H32BNO3
PN: 8H60-1-T6
CAS: 756520-73-7
Molecule Weight: 363.26
Formula: C19H30BNO5
PN: 8H60-1-3F
CAS: 910462-33-8
Molecule Weight: 347.26
Formula: C19H30BNO4
![4-[3-(Dimethylamino)propoxy]benzeneboronic acid, pinacol ester](data:image/png;base64,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)
PN: 8H60-1-P5
CAS: 627899-90-5
Molecule Weight: 305.23
Formula: C17H28BNO3
![4-[2-(Piperidin-1-yl)ethoxy]benzeneboronic acid, pinacol ester](data:image/png;base64,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)
PN: 8H60-1-T7
CAS: 934586-49-9
Molecule Weight: 331.26
Formula: C19H30BNO3
![4-[2-(Dimethylamino)ethoxy]benzeneboronic acid, pinacol ester](data:image/png;base64,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)
PN: 8H60-1-3G
CAS: 873078-93-4
Molecule Weight: 291.2
Formula: C16H26BNO3
PN: 6H60-1-52
CAS: 664991-83-7
Molecule Weight: 276.14
Formula: C15H21BO4
Melting Point: 100-102 ℃
TSCA: Not listed on TSCA inventory