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chloride](data:image/png;base64,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)
| Product Number | 4H16-5-23 |
| Purity | 95 % |
| CAS | 914637-83-5 |
| MDL Number | MFCD08235242 |
| Molecular Formula | C7H4ClN3O |
| Molecular Weight | 181.58 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory