| Product Number | 8H60-1-BA |
| CAS | 1251949-08-2 |
| MDL Number | MFCD16995935 |
| Molecular Formula | C14H23BN2O3 |
| Molecular Weight | 278.16 |
| Units | Price (USD) | Availability |
|---|
PN: 8H60-1-BA
CAS: 1251949-08-2
Molecule Weight: 278.16
Formula: C14H23BN2O3
PN: 8H60-1-G9
CAS: 485799-04-0
Molecule Weight: 290.17
Formula: C15H23BN2O3
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
PN: 8H60-1-P6
CAS: 918524-63-7
Molecule Weight: 303.21
Formula: C16H26BN3O2
PN: 8H60-1-3V
CAS: 933986-97-1
Molecule Weight: 274.17
Formula: C15H23BN2O2
TSCA: Not listed on TSCA inventory