![8-(Iodomethyl)-1,4-dioxaspiro[4.5]decane](data:image/png;base64,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)
| Product Number | 2H10-H-16 |
| CAS | 625114-56-9 |
| MDL Number | MFCD26387804 |
| Molecular Formula | C9H15IO2 |
| Molecular Weight | 282.121 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory