![4-[3-(Trifluoromethyl)-3H-diazirin-3-yl]benzyl alcohol](data:image/png;base64,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)
| Product Number | 4734-3-31 |
| Synonyms | {4-[3-(Trifluoromethyl)-3H-diazirin-3-yl]phenyl}methanol |
| Purity | 95 % |
| CAS | 87736-88-7 |
| MDL Number | MFCD19442582 |
| Molecular Formula | C9H7F3N2O |
| Molecular Weight | 216.163 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory