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)
| Product Number | 3H31-5-97 |
| CAS | 1334409-80-1 |
| MDL Number | MFCD22690827 |
| Molecular Formula | C17H13Cl2N7 |
| Molecular Weight | 386.24 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory