| Product Number | 2217-1-39 |
| Synonyms | 2-Norbornanone |
| Purity | 97 % |
| CAS | 497-38-1 |
| MDL Number | MFCD00074823 |
| Molecular Formula | C7H10O |
| Molecular Weight | 110.156 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
![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
![1,7,7-Trimethylbicyclo[2.2.1]heptan-2-one](data:image/png;base64,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)
PN: 2217-1-24
CAS: 76-22-2
Molecule Weight: 152.237
Formula: C10H16O
![(1R,4S)-1,3,3-Trimethylbicyclo[2.2.1]heptan-2-one](data:image/png;base64,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)
PN: 2217-1-25
CAS: 7787-20-4
Molecule Weight: 152.237
Formula: C10H16O
![1-Bicyclo[2.2.1]hept-2-ylethanone](data:image/png;base64,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)
PN: 2217-1-37
CAS: 58654-66-3
Molecule Weight: 138.21
Formula: C9H14O
![(1S,4S)-1,7,7-Trimethylbicyclo[2.2.1]heptan-2-one](data:image/png;base64,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)
PN: 2217-1-S0
CAS: 464-48-2
Molecule Weight: 152.237
Formula: C10H16O
![Spiro[bicyclo[2.2.1]heptane-2,1'-cyclobutan]-3-one](data:image/png;base64,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)
PN: 2217-1-0P
CAS: 13865-13-9
Molecule Weight: 150.221
Formula: C10H14O
![(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
Melting Point: 93-95 ℃
Boiling Point: 55 ℃
DOT/IATA/IMDG: UN 1325 - HC 4.1 - PG II
Flash Point: 33 ℃
Hazard Statement: H228-H315-H319-H335
TSCA: Listed on TSCA inventory