| Product Number | 2229-1-48 |
| CAS | 111969-64-3 |
| MDL Number | MFCD00154508 |
| Molecular Formula | C12H22O4 |
| Molecular Weight | 230.304 |
| Units | Price (USD) | Availability |
|---|
PN: 2229-1-48
CAS: 111969-64-3
Molecule Weight: 230.304
Formula: C12H22O4
![{[(1R,2S,5R)-2-Isopropyl-5-methylcyclohex-1-yl]oxy}acetic acid](data:image/png;base64,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)
PN: 2221-1-20
CAS: 40248-63-3
Molecule Weight: 214.305
Formula: C12H22O3
![(6-Hydroxybicyclo[2.2.2]oct-2-yl)methyl acetate](data:image/png;base64,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)
PN: 2229-1-23
CAS:
Molecule Weight: 198.262
Formula: C11H18O3
PN: 2223-1-0Y
CAS: 24691-16-5
Molecule Weight: 184.279
Formula: C11H20O2
Melting Point: 81 ℃
Boiling Point: 95-96 ℃
TSCA: Not listed on TSCA inventory
