| Product Number | 6660-1-0D |
| CAS | 1245824-36-5 |
| MDL Number | MFCD11856040 |
| Molecular Formula | C14H21BO4 |
| Molecular Weight | 264.13 |
| Units | Price (USD) | Availability |
|---|
PN: 6660-1-0D
CAS: 1245824-36-5
Molecule Weight: 264.13
Formula: C14H21BO4
PN: 6H60-1-2F
CAS: 94838-82-1
Molecule Weight: 248.09
Formula: C13H17BO4
PN: 6H60-1-0T
CAS: 325142-84-5
Molecule Weight: 234.1
Formula: C13H19BO3
PN: 6H60-1-85
CAS: 480438-74-2
Molecule Weight: 320.19
Formula: C17H25BO5
PN: 6H60-1-22
CAS: 269410-22-2
Molecule Weight: 250.1
Formula: C13H19BO4
![2-(4-Methoxymethoxy-phenyl)-4,4,5,5-tetramethyl-[1,3,2]dioxaborolane](data:image/png;base64,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)
PN: 6H60-1-04
CAS: 936250-15-6
Molecule Weight: 264.13
Formula: C14H21BO4
PN: 6660-1-P6
CAS: 365564-10-9
Molecule Weight: 264.13
Formula: C14H21BO4
PN: 6H60-1-62
CAS: 214360-76-6
Molecule Weight: 220.08
Formula: C12H17BO3
TSCA: Not listed on TSCA inventory