| Product Number | 8H60-1-CP |
| Synonyms | 2-(Benzyloxy)-3-(4,4,5,5-tetramethyl-1,3,2-dioxaborolan-2-yl)pyridine |
| Purity | 95.0 % |
| CAS | 1073371-81-9 |
| MDL Number | MFCD06798265 |
| Molecular Formula | C18H22BNO3 |
| Molecular Weight | 311.19 |
| Units | Price (USD) | Availability | ||
|---|---|---|---|---|
| POA | Contact for Price | Contact for Availability | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability | Contact for Availability | |
| *Items available from stock in the UK ship from Florida in 3 to 5 business days | ||||
PN: 8H60-1-CP
CAS: 1073371-81-9
Molecule Weight: 311.19
Formula: C18H22BNO3
PN: 8H60-1-DJ
CAS: 848243-23-2
Molecule Weight: 249.12
Formula: C13H20BNO3
PN: 8H60-1-79
CAS: 832735-54-3
Molecule Weight: 311.19
Formula: C18H22BNO3
PN: 8H60-1-GP
CAS: 848243-25-4
Molecule Weight: 263.14
Formula: C14H22BNO3
![2-Cyclopropylmethoxy-3-(4,4,5,5-tetramethyl-[1,3,2]dioxaborolan-2-yl)pyridine](data:image/png;base64,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)
PN: 8H60-1-GM
CAS: 848243-26-5
Molecule Weight: 275.16
Formula: C15H22BNO3
PN: 8H60-1-DU
CAS: 532391-31-4
Molecule Weight: 235.09
Formula: C12H18BNO3
PN: 8H60-1-DR
CAS: 214360-59-5
Molecule Weight: 265.12
Formula: C13H20BNO4
PN: 8H60-1-DT
CAS: 1421324-79-9
Molecule Weight: 249.12
Formula: C13H20BNO3
TSCA: Not listed on TSCA inventory