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)
| Product Number | 3H32-5-6Q |
| Purity | 98 % |
| CAS | 23002-52-0 |
| MDL Number | MFCD08061292 |
| Molecular Formula | C4H2ClN5 |
| Molecular Weight | 155.55 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory