| Product Number | 8H60-1-TE |
| CAS | 1218789-38-8 |
| MDL Number | MFCD12546572 |
| Molecular Formula | C15H22BNO2 |
| Molecular Weight | 259.16 |
| Units | Price (USD) | Availability |
|---|
PN: 8H60-1-TE
CAS: 1218789-38-8
Molecule Weight: 259.16
Formula: C15H22BNO2
![1-Methyl-4-{1-[4-(4,4,5,5-tetramethyl-[1,3,2]dioxaborolan-2-yl)phenyl]cyclopropyl}piperazine](data:image/png;base64,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)
PN: 8H60-1-9M
CAS: 1643923-77-6
Molecule Weight: 342.29
Formula: C20H31BN2O2
PN: 6H60-1-0V
CAS: 214360-66-4
Molecule Weight: 260.18
Formula: C16H25BO2
PN: 6760-1-48
CAS: 1033753-01-3
Molecule Weight: 260.18
Formula: C16H25BO2
PN: 8H60-5-Z7
CAS: 850568-55-7
Molecule Weight: 269.58
Formula: C13H21BClNO2
![2-(4-(Bicyclo[1.1.1]pentan-1-yl)phenyl)-4,4,5,5-tetramethyl-1,3,2-dioxaborolane](data:image/png;base64,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)
PN: 6760-1-74
CAS:
Molecule Weight: 270.18
Formula: C17H23BO2
![4-[1-[4-(4,4,5,5-Tetramethyl-1,3,2-dioxaborolan-2-yl)phenyl]cyclopropyl]morpholine](data:image/png;base64,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)
PN: 8H60-1-9L
CAS: 1206594-08-2
Molecule Weight: 329.25
Formula: C19H28BNO3
![3-[4-(Tetramethyl-1,3,2-dioxaborolan-2-yl)phenyl]propan-1-ol](data:image/png;base64,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)
PN: 6660-1-86
CAS: 651030-57-8
Molecule Weight: 262.16
Formula: C15H23BO3
TSCA: Not listed on TSCA inventory