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)
| Product Number | 3H30-5-7U |
| CAS | 82193-28-0 |
| MDL Number | MFCD14540214 |
| Molecular Formula | C7H6ClN3 |
| Molecular Weight | 167.6 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory