| Product Number | 8H60-1-F2 |
| Synonyms | 2-(Acetylamino)-5-(4,4,5,5-tetramethyl-1,3,2-dioxaborolan-2-yl)pyridine; 6-(Acetylamino)pyridine-3-boronic acid, pinacol ester |
| CAS | 904326-87-0 |
| MDL Number | MFCD08690229 |
| Molecular Formula | C13H19BN2O3 |
| Molecular Weight | 262.12 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 8H60-1-F2
CAS: 904326-87-0
Molecule Weight: 262.12
Formula: C13H19BN2O3
PN: 8H60-1-JA
CAS: 1092119-20-4
Molecule Weight: 304.2
Formula: C16H25BN2O3
PN: 8H60-1-BA
CAS: 1251949-08-2
Molecule Weight: 278.16
Formula: C14H23BN2O3
PN: 8H60-1-3E
CAS: 1005009-98-2
Molecule Weight: 234.11
Formula: C12H19BN2O2
PN: 8H60-1-A9
CAS:
Molecule Weight: 292.19
Formula: C15H25BN2O3
![N-[3-(Pyrrolidin-1-yl)propyl]-5-(tetramethyl-1,3,2-dioxaborolan-2-yl)pyridin-2-amine](data:image/png;base64,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)
PN: 8H60-1-FF
CAS: 1353880-12-2
Molecule Weight: 331.27
Formula: C18H30BN3O2
PN: 8H60-1-A4
CAS: 2096334-77-7
Molecule Weight: 260.14
Formula: C14H21BN2O2
![2-{N-[5-(Tetramethyl-1,3,2-dioxaborolan-2-yl)pyridin-2-yl]acetamido}ethyl acetate](data:image/png;base64,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)
PN: 8H60-1-FE
CAS:
Molecule Weight: 348.21
Formula: C17H25BN2O5
Melting Point: 108-109 ℃
TSCA: Not listed on TSCA inventory