| Product Number | 8H60-1-8C |
| CAS | 1083326-41-3 |
| MDL Number | MFCD16660234 |
| Molecular Formula | C11H17BN2O4 |
| Molecular Weight | 252.08 |
| Units | Price (USD) | Availability |
|---|
PN: 8H60-1-8C
CAS: 1083326-41-3
Molecule Weight: 252.08
Formula: C11H17BN2O4
PN: 8H60-1-PG
CAS: 959585-44-5
Molecule Weight: 266.1
Formula: C12H19BN2O4
![[4-(4,4,5,5-Tetramethyl-[1,3,2]dioxaborolan-2-yl)-pyrazol-1-yl]-acetic acid ethyl ester](data:image/png;base64,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)
PN: 8H60-1-26
CAS: 864754-16-5
Molecule Weight: 280.13
Formula: C13H21BN2O4
PN: 8H60-1-5F
CAS: 1040377-08-9
Molecule Weight: 238.09
Formula: C11H19BN2O3
![2-Methyl-2-[4-(tetramethyl-1,3,2-dioxaborolan-2-yl)-1H-pyrazol-1-yl]propan-1-ol](data:image/png;base64,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)
PN: 8H60-1-BF
CAS: 1040377-18-1
Molecule Weight: 266.15
Formula: C13H23BN2O3
PN: 8H60-1-W6
CAS: 847818-71-7
Molecule Weight: 252.12
Formula: C12H21BN2O3
PN: 8H60-1-3U
CAS: 847818-70-6
Molecule Weight: 222.1
Formula: C11H19BN2O2
PN: 8H60-1-JG
CAS: 1251731-71-1
Molecule Weight: 280.13
Formula: C13H21BN2O4
TSCA: Not listed on TSCA inventory