| Product Number | 8H60-1-PG |
| Purity | 95.0 % |
| CAS | 959585-44-5 |
| MDL Number | MFCD16660239 |
| Molecular Formula | C12H19BN2O4 |
| Molecular Weight | 266.1 |
| Units | Price (USD) | Availability | ||
|---|---|---|---|---|
| POA | Contact for Price | Contact for Availability | ||
| Bulk | Contact for Price | Contact for Availability | ||
| *Items available from stock in the UK ship from Florida in 3 to 5 business days | ||||
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: 8H60-1-8C
CAS: 1083326-41-3
Molecule Weight: 252.08
Formula: C11H17BN2O4
PN: 8H60-1-W6
CAS: 847818-71-7
Molecule Weight: 252.12
Formula: C12H21BN2O3
PN: 8H60-1-JG
CAS: 1251731-71-1
Molecule Weight: 280.13
Formula: C13H21BN2O4
![1-(2,2-Dimethoxy-ethyl)-4-(4,4,5,5-tetramethyl-[1,3,2]dioxaborolan-2-yl)-1H-pyrazole](data:image/png;base64,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)
PN: 8H60-1-27
CAS: 864754-40-5
Molecule Weight: 282.15
Formula: C13H23BN2O4
PN: 8H60-1-5F
CAS: 1040377-08-9
Molecule Weight: 238.09
Formula: C11H19BN2O3
PN: 8H60-1-9J
CAS: 1339890-99-1
Molecule Weight: 250.11
Formula: C12H19BN2O3
TSCA: Not listed on TSCA inventory