![[Bis(tert-butylcarbonyloxy)iodo]benzene](data:image/png;base64,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)
| Product Number | 2604-H-02 |
| CAS | 57357-20-7 |
| MDL Number | MFCD08276835 |
| Molecular Formula | C16H23IO4 |
| Molecular Weight | 406.26 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory