PN: 2109-1-0D
CAS: 5063-65-0
Molecule Weight: 114.188
Formula: C7H14O
PN: 2109-1-06
CAS: 7320-37-8
Molecule Weight: 240.431
Formula: C16H32O
PN: 2109-1-13
CAS: 1713-31-1
Molecule Weight: 198.35
Formula: C13H26O
PN: 2109-1-17
CAS: 2404-44-6
Molecule Weight: 156.269
Formula: C10H20O
PN: 2109-1-16
CAS: 2426-07-5
Molecule Weight: 142.198
Formula: C8H14O2
PN: 2109-1-10
CAS: 1436-34-6
Molecule Weight: 100.161
Formula: C6H12O
PN: 2209-1-00
CAS: 185-70-6
Molecule Weight: 112.172
Formula: C7H12O
PN: 2207-1-07
CAS: 931-56-6
TSCA: Not listed on TSCA inventory
![1-Oxaspiro[2.5]octane](data:image/png;base64,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)
