| Product Number | 8H60-1-CH |
| Synonyms | N-Cyclohexyl-5-(4,4,5,5-tetramethyl-1,3,2-dioxaborolan-2-yl)pyridin-2-amine |
| Purity | 95.0 % |
| CAS | 1073354-34-3 |
| MDL Number | MFCD06798277 |
| Molecular Formula | C17H27BN2O2 |
| Molecular Weight | 302.23 |
| Units | Price (USD) | Availability |
|---|
PN: 8H60-1-CH
CAS: 1073354-34-3
Molecule Weight: 302.23
Formula: C17H27BN2O2
![6-[Cyclohexyl(methyl)amino]pyridine-3-boronic acid, pinacol ester](data:image/png;base64,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)
PN: 8H60-1-0H
CAS: 1073354-73-0
Molecule Weight: 316.25
Formula: C18H29BN2O2
PN: 8H60-1-A4
CAS: 2096334-77-7
Molecule Weight: 260.14
Formula: C14H21BN2O2
PN: 8H60-1-3W
CAS: 852228-08-1
Molecule Weight: 288.2
Formula: C16H25BN2O2
PN: 8H60-1-3V
CAS: 933986-97-1
Molecule Weight: 274.17
Formula: C15H23BN2O2
![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-A9
CAS:
Molecule Weight: 292.19
Formula: C15H25BN2O3
PN: 8H60-1-BA
CAS: 1251949-08-2
Molecule Weight: 278.16
Formula: C14H23BN2O3
Melting Point: 120-122 ℃
TSCA: Not listed on TSCA inventory