| Product Number | 2H10-1-0S |
| Purity | 95 % |
| CAS | 177-10-6 |
| MDL Number | MFCD00005409 |
| Molecular Formula | C8H14O2 |
| Molecular Weight | 142.198 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 2H10-1-0S
CAS: 177-10-6
Molecule Weight: 142.198
Formula: C8H14O2
![1,4-Dioxaspiro[4.5]decan-8-ol](data:image/png;base64,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)
PN: 2H10-1-11
CAS: 22428-87-1
Molecule Weight: 158.197
Formula: C8H14O3
![1,4-Dioxaspiro[4.5]decane-8,8-dimethanol](data:image/png;base64,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)
PN: 2H10-1-98
CAS: 1256546-72-1
Molecule Weight: 202.25
Formula: C10H18O4
![1,4-Dioxaspiro[4.5]decane-8-methanol](data:image/png;base64,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)
PN: 2H10-1-99
CAS: 17159-82-9
Molecule Weight: 172.224
Formula: C9H16O3
PN: 2H17-1-14
CAS: 4746-97-8
Molecule Weight: 156.181
Formula: C8H12O3
![2-{1,4-Dioxaspiro[4.5]decan-8-yl}ethan-1-amine](data:image/png;base64,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)
PN: 4H30-1-33
CAS: 124499-34-9
Molecule Weight: 185.267
Formula: C10H19NO2
![8-Methylene-1,4-dioxa-spiro[4.5]decane](data:image/png;base64,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)
PN: 2H10-1-Y9
CAS: 51656-90-7
Molecule Weight: 154.209
Formula: C9H14O2
TSCA: Not listed on TSCA inventory
