![5,7-Dioxa-6-thiaspiro[2.5]octane, 6-oxide](data:image/png;base64,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)
| Product Number | 6H64-1-0B |
| Synonyms | 1,1-Cyclopropane dimethanol, cyclic sulfite |
| Purity | 98 % |
| CAS | 89729-09-9 |
| MDL Number | MFCD09832878 |
| Molecular Formula | C5H8O3S |
| Molecular Weight | 148.18 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory