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)
| Product Number | 3H30-3-1K |
| CAS | 1216295-83-8 |
| MDL Number | MFCD14546660 |
| Molecular Formula | C9H10FN3 |
| Molecular Weight | 179.198 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory