![tert-Butyl N-[2-fluoro-4-(tetramethyl-1,3,2-dioxaborolan-2-yl)phenyl]carbamate](data:image/png;base64,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)
| Product Number | 8H60-3-30 |
| Synonyms | N-Boc-4-amino-3-fluorobenzeneboronic acid pinacol ester |
| Purity | 97 % |
| CAS | 262444-42-8 |
| MDL Number | MFCD09033883 |
| Molecular Formula | C17H25BFNO4 |
| Molecular Weight | 337.2 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 8H60-3-30
CAS: 262444-42-8
Molecule Weight: 337.2
Formula: C17H25BFNO4
PN: 8660-1-Z2
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Molecule Weight: 319.21
Formula: C17H26BNO4
PN: 8660-1-Z4
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Molecule Weight: 333.24
Formula: C18H28BNO4
PN: 8660-3-Y6
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Molecule Weight: 279.12
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PN: 8660-1-1B
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Molecule Weight: 277.13
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PN: 8H60-3-1L
CAS: 1256256-45-7
Molecule Weight: 337.2
Formula: C17H25BFNO4
PN: 8H60-1-2F
CAS: 330793-09-4
Molecule Weight: 319.21
Formula: C17H26BNO4
PN: 8H60-1-2P
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Molecule Weight: 353.23
Formula: C20H24BNO4
TSCA: Not listed on TSCA inventory