![Ethyl 1-[4-(tetramethyl-1,3,2-dioxaborolan-2-yl)phenyl]cyclopropane-1-carboxylate](data:image/png;base64,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)
| Product Number | 6660-1-63 |
| Purity | 97.0 % |
| CAS | 1257213-52-7 |
| MDL Number | MFCD18383419 |
| Molecular Formula | C18H25BO4 |
| Molecular Weight | 316.2 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 6660-1-63
CAS: 1257213-52-7
Molecule Weight: 316.2
Formula: C18H25BO4
PN: 6660-1-PB
CAS: 859169-20-3
Molecule Weight: 290.17
Formula: C16H23BO4
PN: 6H60-1-1F
CAS: 454185-98-9
Molecule Weight: 276.14
Formula: C15H21BO4
PN: 6660-1-PL
CAS: 797755-07-8
Molecule Weight: 262.11
Formula: C14H19BO4
![3-[4-(Tetramethyl-1,3,2-dioxaborolan-2-yl)phenyl]propyl acetate](data:image/png;base64,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)
PN: 6660-1-85
CAS: 1883793-85-8
Molecule Weight: 304.19
Formula: C17H25BO4
![Ethyl 2,2-difluoro-2-[4-(tetramethyl-1,3,2-dioxaborolan-2-yl)phenyl]acetate](data:image/png;base64,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)
PN: 8H60-3-39
CAS: 1683545-35-8
Molecule Weight: 326.15
Formula: C16H21BF2O4
PN: 6H60-1-0V
CAS: 214360-66-4
Molecule Weight: 260.18
Formula: C16H25BO2
![2-(4-(Bicyclo[1.1.1]pentan-1-yl)phenyl)-4,4,5,5-tetramethyl-1,3,2-dioxaborolane](data:image/png;base64,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)
PN: 6760-1-74
CAS:
Molecule Weight: 270.18
Formula: C17H23BO2
TSCA: Not listed on TSCA inventory