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)
| Product Number | 4H54-5-22 |
| CAS | 18087-76-8 |
| MDL Number | MFCD08276991 |
| Molecular Formula | C6H3ClN4O2 |
| Molecular Weight | 198.57 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory