| Product Number | 2H17-1-88 |
| Purity | 97.0 % |
| CAS | 1197-66-6 |
| MDL Number | MFCD12828096 |
| Molecular Formula | C9H16O2 |
| Molecular Weight | 156.225 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 2H17-1-88
CAS: 1197-66-6
Molecule Weight: 156.225
Formula: C9H16O2
PN: 2H17-1-0A
CAS: 1194-16-7
Molecule Weight: 128.171
Formula: C7H12O2
PN: P612-A-15
CAS: 1073-79-6
Molecule Weight: 128.171
Formula: C7H12O2
PN: 2H17-1-86
CAS: 1053231-38-1
Molecule Weight: 128.171
Formula: C7H12O2
![5-Oxaspiro[3.5]nonan-8-one](data:image/png;base64,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)
PN: 2H17-1-0F
CAS: 1367945-40-1
Molecule Weight: 140.182
Formula: C8H12O2
PN: 2H17-1-77
CAS: 5455-94-7
Molecule Weight: 142.198
Formula: C8H14O2
TSCA: Not listed on TSCA inventory
![6-Oxaspiro[4.5]decan-9-one](data:image/png;base64,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)