| Product Number | 8H60-1-9W |
| Synonyms | 3-(4,4,5,5-Tetramethyl-1,3,2-dioxaborolan-2-yl)-1H-indole; 2-(1H-Indol-3-yl)-4,4,5,5-tetramethyl-1,3,2-dioxaborolane |
| CAS | 937366-54-6 |
| MDL Number | MFCD09879158 |
| Molecular Formula | C14H18BNO2 |
| Molecular Weight | 243.11 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 8H60-1-9W
CAS: 937366-54-6
Molecule Weight: 243.11
Formula: C14H18BNO2
PN: 8H60-1-W1
CAS: 642494-37-9
Molecule Weight: 243.11
Formula: C14H18BNO2
PN: 8H60-1-Q6
CAS: 388116-27-6
Molecule Weight: 243.11
Formula: C14H18BNO2
PN: 8H60-1-10
CAS: 642494-36-8
Molecule Weight: 243.11
Formula: C14H18BNO2
PN: 8H60-1-HC
CAS: 171364-85-5
Molecule Weight: 255.12
Formula: C15H18BNO2
PN: 8H60-1-HF
CAS: 685103-98-4
Molecule Weight: 255.12
Formula: C15H18BNO2
![1H-Pyrrolo[3,2-b]pyridine-6-boronic acid, pinacol ester](data:image/png;base64,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)
PN: 8H60-1-LW
CAS: 1045855-91-1
Molecule Weight: 244.1
Formula: C13H17BN2O2
PN: 8H60-1-L7
CAS: 884507-19-1
Molecule Weight: 257.14
Formula: C15H20BNO2
Melting Point: 163-165 ℃
TSCA: Not listed on TSCA inventory