![3-(4-Fluorophenyl)-1,4-diazaspiro[4.5]dec-3-ene-2-thione](data:image/png;base64,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)
| Product Number | 7H67-3-00 |
| CAS | 899926-67-1 |
| MDL Number | MFCD14735652 |
| Molecular Formula | C14H15FN2S |
| Molecular Weight | 262.35 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory