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perchlorate](data:image/png;base64,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)
| Product Number | 4H33-5-25 |
| CAS | 54011-95-9 |
| MDL Number | MFCD00178653 |
| Molecular Formula | C14H11ClN2O4 |
| Molecular Weight | 306.7 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory