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)
| Product Number | 2H28-1-03 |
| CAS | 92474-80-1 |
| MDL Number | MFCD01593659 |
| Molecular Formula | C9H12O3 |
| Molecular Weight | 168.192 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 2H28-1-03
CAS: 92474-80-1
Molecule Weight: 168.192
Formula: C9H12O3
PN: 2H28-1-07
CAS: 80956-52-1
Molecule Weight: 142.154
Formula: C7H10O3
![4-Methyl-5-methylene-4-[2-(2,6,6-trimethylcyclohex-1-en-1-yl)ethyl]-1,3-dioxolan-2-one](data:image/png;base64,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)
PN: 2H28-1-05
CAS: 336879-75-5
Molecule Weight: 264.365
Formula: C16H24O3
PN: 2H28-1-04
CAS: 87761-95-3
Molecule Weight: 196.246
Formula: C11H16O3
TSCA: Not listed on TSCA inventory