| Product Number | 2223-1-05 |
| CAS | 3130-19-6 |
| MDL Number | MFCD00191811 |
| Molecular Formula | C20H30O6 |
| Molecular Weight | 366.454 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 2223-1-05
CAS: 3130-19-6
Molecule Weight: 366.454
Formula: C20H30O6
PN: 2223-1-03
CAS: 20249-12-1
Molecule Weight: 392.492
Formula: C22H32O6
PN: 2223-1-06
CAS: 41088-52-2
Molecule Weight: 156.181
Formula: C8H12O3
![(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
![2-Oxabicyclo[2.2.2]octan-3-one](data:image/png;base64,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)
PN: 2H25-1-3N
CAS: 4350-84-9
Molecule Weight: 126.155
Formula: C7H10O2
![(1S,5R,6S,7R)-(-)-7-Hydroxy-6-(hydroxymethyl)-2-oxabicyclo[3.3.0]octan-3-one; (-)-Corey's lactone diol](data:image/png;base64,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)
PN: 2H25-1-53
CAS: 32233-40-2
Molecule Weight: 172.18
Formula: C8H12O4
![1-[3-(Acetyloxy)-1-adamantyl]-1-methylethyl acetate](data:image/png;base64,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)
PN: 2223-1-26
CAS: 61065-63-2
Molecule Weight: 294.391
Formula: C17H26O4
TSCA: Listed on TSCA inventory
EINECS: 221-518-5
