| Product Number | 2718-1-0A |
| Purity | 95 % |
| CAS | 57696-89-6 |
| MDL Number | MFCD02684972 |
| Molecular Formula | C9H14O2 |
| Molecular Weight | 154.209 |
| Units | Price (USD) | Availability |
|---|
PN: 2718-1-0A
CAS: 57696-89-6
Molecule Weight: 154.209
Formula: C9H14O2
![5,5-Dimethylbicyclo[4.1.0]heptan-2-one](data:image/png;base64,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)
PN: 2217-1-1Q
CAS: 88105-44-6
Molecule Weight: 138.21
Formula: C9H14O
![6-Methylbicyclo[4.1.0]heptan-2-one](data:image/png;base64,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)
PN: 2217-1-1S
CAS: 14845-41-1
Molecule Weight: 124.183
Formula: C8H12O
![(1R,5S)-(+)-6,6-Dimethylbicyclo[3.1.1]heptan-2-one](data:image/png;base64,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)
PN: 2217-1-X8
CAS: 38651-65-9
Molecule Weight: 138.21
Formula: C9H14O
![5,5,6-Trimethylbicyclo[2.2.1]heptan-2-one](data:image/png;base64,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)
PN: 2217-1-06
CAS: 3292-05-5
Molecule Weight: 152.237
Formula: C10H16O
TSCA: Not listed on TSCA inventory
![Bicyclo[4.1.0]heptan-5-one](data:image/png;base64,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)
