| Product Number | 2217-1-07 |
| CAS | 24892-74-8 |
| MDL Number | MFCD20336064 |
| Molecular Formula | C9H14O |
| Molecular Weight | 138.21 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
![(1S,4R,5R)-1-Isopropyl-4-methylbicyclo[3.1.0]hexan-3-one](data:image/png;base64,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)
PN: 2217-1-1N
CAS: 546-80-5
Molecule Weight: 152.237
Formula: C10H16O
![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
TSCA: Not listed on TSCA inventory
HTN: 2914.29.5000
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)
