![1,1-Difluorospiro[2.5]octan-6-one](data:image/png;base64,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)
| Product Number | 2217-3-0B |
| CAS | 1513853-81-0 |
| MDL Number | MFCD28126838 |
| Molecular Formula | C8H10F2O |
| Molecular Weight | 160.164 |
| Units | Price (USD) | Availability |
|---|
PN: 2217-3-0B
CAS: 1513853-81-0
Molecule Weight: 160.164
Formula: C8H10F2O
PN: 2217-3-X1
CAS: 75091-99-5
Molecule Weight: 166.143
Formula: C7H9F3O
PN: 2215-3-00
CAS: 265108-36-9
Molecule Weight: 148.153
Formula: C7H10F2O
TSCA: Not listed on TSCA inventory