![3,3,4-Trifluoro-4-(heptafluoropropoxy)tricyclo[4.2.1.0(2,5)]non-7-ene](data:image/png;base64,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)
| Product Number | 2407-3-07 |
| Purity | 97 % |
| CAS | 262617-19-6 |
| MDL Number | MFCD26142616 |
| Molecular Formula | C12H8F10O |
| Molecular Weight | 358.179 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Boiling Point: 142-146 ℃ @ 200 mmHg
Flash Point: 86 ℃
TSCA: Not listed on TSCA inventory