| Product Number | 1700-1-22 |
| Synonyms | 1,2-Bis(4-methylphenyl)ethane |
| CAS | 538-39-6 |
| MDL Number | MFCD00026025 |
| Molecular Formula | C16H18 |
| Molecular Weight | 210.32 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory
![[2.2]Paracyclophane](data:image/png;base64,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)
