| Product Number | 8H60-1-T8 |
| Synonyms | 1-[4-(4,4,5,5-Tetramethyl-1,3,2-dioxaborolan-2-yl)phenyl]pyrrolidine |
| Purity | 97 % |
| CAS | 852227-90-8 |
| MDL Number | MFCD08060504 |
| Molecular Formula | C16H24BNO2 |
| Molecular Weight | 273.18 |
| Units | Price (USD) | Availability | ||
|---|---|---|---|---|
| POA | Contact for Price | Contact for Availability | ||
| Bulk | Contact for Price | Contact for Availability | ||
| *Items available from stock in the UK ship from Florida in 3 to 5 business days | ||||
PN: 8H60-1-T8
CAS: 852227-90-8
Molecule Weight: 273.18
Formula: C16H24BNO2
![1-[4-(Tetramethyl-1,3,2-dioxaborolan-2-yl)phenyl]piperidine hydrochloride](data:image/png;base64,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)
PN: 8H60-5-56
CAS:
Molecule Weight: 323.67
Formula: C17H27BClNO2
PN: 8H60-1-3P
CAS: 920304-57-0
Molecule Weight: 275.2
Formula: C16H26BNO2
PN: 8660-1-0J
CAS: 171364-78-6
Molecule Weight: 247.15
Formula: C14H22BNO2
PN: 8H60-1-CD
CAS: 912369-50-7
Molecule Weight: 288.2
Formula: C16H25BN2O2
PN: 8H60-1-6Y
CAS: 1256360-63-0
Molecule Weight: 261.17
Formula: C15H24BNO2
PN: 8H60-1-Z3
CAS: 747413-21-4
Molecule Weight: 302.23
Formula: C17H27BN2O2
PN: 8H60-1-T9
CAS: 568577-88-8
Molecule Weight: 289.18
Formula: C16H24BNO3
Melting Point: 108.5-109.5 ℃
Boiling Point: 396 ℃
DOT/IATA/IMDG: UN 2811 - HC 6.1 - PG III
TSCA: Not listed on TSCA inventory
HTN: 2934.99.3900