| Product Number | 8H60-1-M7 |
| Synonyms | 1,3,5-Trimethyl-4-(4,4,5,5-tetramethyl-1,3,2-dioxaborolan-2-yl)-1H-pyrazole |
| Purity | 98 % |
| CAS | 844891-04-9 |
| MDL Number | MFCD06659062 |
| Molecular Formula | C12H21BN2O2 |
| Molecular Weight | 236.12 |
| Units | Price (USD) | Availability |
|---|
PN: 8H60-1-M7
CAS: 844891-04-9
Molecule Weight: 236.12
Formula: C12H21BN2O2
PN: 8H60-1-4P
CAS: 1036991-40-8
Molecule Weight: 222.1
Formula: C11H19BN2O2
PN: 8H60-1-W3
CAS: 1046832-21-6
Molecule Weight: 222.1
Formula: C11H19BN2O2
PN: 8H60-1-77
CAS: 857530-80-4
Molecule Weight: 222.1
Formula: C11H19BN2O2
![3-Methyl-4-(4,4,5,5-tetramethyl-[1,3,2]dioxaborolan-2-yl)-1H-pyrazole](data:image/png;base64,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)
PN: 8H60-1-25
CAS: 936250-20-3
Molecule Weight: 208.07
Formula: C10H17BN2O2
PN: P911-A-46
CAS: 761446-44-0
Molecule Weight: 208.07
Formula: C10H17BN2O2
PN: 8H60-1-N5
CAS: 849776-88-1
Molecule Weight: 284.17
Formula: C16H21BN2O2
PN: 8H60-1-3S
CAS: 1002334-06-6
Molecule Weight: 284.17
Formula: C16H21BN2O2
Melting Point: 97-98.7 ℃
TSCA: Not listed on TSCA inventory
HTN: 2934.99.3900