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)
| Product Number | 3H30-5-10 |
| CAS | 52559-17-8 |
| MDL Number | MFCD18803412 |
| Molecular Formula | C6H5ClN4 |
| Molecular Weight | 168.58 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Melting Point: 266(dec.) ℃
TSCA: Not listed on TSCA inventory