![(2R)-1,4-Dioxaspiro[4.5]decan-2-ylmethanol](data:image/png;base64,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)
| Product Number | 2H01-1-R0 |
| Synonyms | (R)-1,4-Dioxaspiro[4.5]decane-2-methanol |
| CAS | 113798-80-4 |
| MDL Number | MFCD11656703 |
| Molecular Formula | C9H16O3 |
| Molecular Weight | 172.224 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 2H01-1-R0
CAS: 113798-80-4
Molecule Weight: 172.224
Formula: C9H16O3
![[(3S)-1,4-Dioxaspiro[4.5]decan-3-yl]methanol](data:image/png;base64,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)
PN: 2H01-1-S0
CAS: 95335-91-4
Molecule Weight: 172.224
Formula: C9H16O3
PN: 2H12-1-X9
CAS: 6763-47-9
Molecule Weight: 260.286
Formula: C12H20O6
![(R)-1,4-Dioxaspiro[4,5]decane-2-carboxaldehyde](data:image/png;base64,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)
PN: 2H15-1-R0
CAS: 78008-36-3
Molecule Weight: 170.208
Formula: C9H14O3
PN: 2H10-1-0S
CAS: 177-10-6
Molecule Weight: 142.198
Formula: C8H14O2
![1,4-Dioxaspiro[4.5]decan-2-ylmethanamine](data:image/png;base64,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)
PN: 4H30-1-12
CAS: 45982-66-9
Molecule Weight: 171.24
Formula: C9H17NO2
PN: 2H12-1-20
CAS: 617-04-9
Molecule Weight: 194.183
Formula: C7H14O6
PN: 2H12-1-X8
CAS: 14168-65-1
Molecule Weight: 162.141
Formula: C6H10O5
TSCA: Not listed on TSCA inventory