| Product Number | 8H60-1-8Y |
| Synonyms | 2-Methyl-5-(4,4,5,5-tetramethyl-1,3,2-dioxaborolan-2-yl)-1H-pyrrolo[2,3-b]pyridine |
| CAS | 1111638-03-9 |
| MDL Number | MFCD12923384 |
| Molecular Formula | C14H19BN2O2 |
| Molecular Weight | 258.13 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 8H60-1-8Y
CAS: 1111638-03-9
Molecule Weight: 258.13
Formula: C14H19BN2O2
PN: 5H60-1-01
CAS: 754214-56-7
Molecule Weight: 244.1
Formula: C13H17BN2O2
PN: 8H60-1-8S
CAS: 1220696-34-3
Molecule Weight: 258.13
Formula: C14H19BN2O2
PN: 8H60-1-9D
CAS: 1111637-95-6
Molecule Weight: 258.13
Formula: C14H19BN2O2
![1H-Pyrazolo[3,4-b]pyridine-5-boronic acid, pinacol ester](data:image/png;base64,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)
PN: 8H60-1-8M
CAS: 1093819-50-1
Molecule Weight: 245.09
Formula: C12H16BN3O2
![3-(Difluoromethyl)-6-(4,4,5,5-tetramethyl-1,3,2-dioxaborolan-2-yl)imidazo[1,2-a]pyridine](data:image/png;base64,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)
PN: 8H60-3-84
CAS:
Molecule Weight: 294.11
Formula: C14H17BF2N2O2
TSCA: Not listed on TSCA inventory