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)
| Product Number | 9H52-1-02 |
| CAS | 72294-67-8 |
| MDL Number | MFCD00145358 |
| Molecular Formula | C13H8OTe |
| Molecular Weight | 307.81 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory