| Product Number | 8H60-1-DR |
| Synonyms | 2,6-Dimethoxy-3-(4,4,5,5-tetramethyl-1,3,2-dioxaborolan-2-yl)pyridine |
| Purity | 95.0 % |
| CAS | 214360-59-5 |
| MDL Number | MFCD03788240 |
| Molecular Formula | C13H20BNO4 |
| Molecular Weight | 265.12 |
| 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-DR
CAS: 214360-59-5
Molecule Weight: 265.12
Formula: C13H20BNO4
PN: 8H60-1-DU
CAS: 532391-31-4
Molecule Weight: 235.09
Formula: C12H18BNO3
PN: 8H60-1-BW
CAS: 445264-61-9
Molecule Weight: 235.09
Formula: C12H18BNO3
PN: 8H60-1-DH
CAS: 1072945-01-7
Molecule Weight: 249.12
Formula: C13H20BNO3
PN: 8H60-1-DJ
CAS: 848243-23-2
Molecule Weight: 249.12
Formula: C13H20BNO3
PN: 8H60-1-PL
CAS: 871839-91-7
Molecule Weight: 263.14
Formula: C14H22BNO3
PN: 8H60-1-GP
CAS: 848243-25-4
Molecule Weight: 263.14
Formula: C14H22BNO3
![2-(2-Methoxy-ethoxy)-5-(4,4,5,5-tetramethyl-[1,3,2]dioxaborolan-2-yl)-pyridine](data:image/png;base64,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)
PN: 8H60-1-FH
CAS: 1257553-79-9
Molecule Weight: 279.14
Formula: C14H22BNO4
TSCA: Not listed on TSCA inventory