![Trimethyl(2-{3-[2-(Trimethylsilyl)ethynyl]phenyl}ethynyl)silane](data:image/png;base64,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)
| Product Number | 5980-1-01 |
| Synonyms | 1,3-Bis(trimethylsilylethynyl)benzene |
| CAS | 38170-80-8 |
| MDL Number | MFCD00078305 |
| Molecular Formula | C16H22Si2 |
| Molecular Weight | 270.522 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Melting Point: 57-59 ℃
TSCA: Not listed on TSCA inventory