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)
| Product Number | 3H37-5-0W |
| CAS | 860610-84-0 |
| MDL Number | MFCD03787167 |
| Molecular Formula | C14H9ClN4 |
| Molecular Weight | 268.7 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory