| Product Number | 2H03-1-02 |
| Purity | 95 % |
| CAS | 64360-69-6 |
| MDL Number | MFCD18332778 |
| Molecular Formula | C5H10O2 |
| Molecular Weight | 102.133 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Boiling Point: 76-80 ℃
Refractive Index: 1.4557
Density: 1.03
TSCA: Not listed on TSCA inventory
![1,5-Dioxaspiro[2.4]heptane](data:image/png;base64,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)
