![1-[8-(4-Fluorophenyl)-1,4-dioxaspiro[4.5]dec-8-yl]methanamine](data:image/png;base64,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)
| Product Number | 4H56-3-DS |
| CAS | 887979-07-9 |
| MDL Number | MFCD06410588 |
| Molecular Formula | C15H20FNO2 |
| Molecular Weight | 265.328 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory