![2-(2,4,6-Trimethylphenyl)-2,5,6,7-tetrahydropyrrolo[2,1-c][1,2,4]triazol-4-ylium perchlorate](data:image/png;base64,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)
| Product Number | 4H33-5-00 |
| CAS | 1334529-08-6 |
| MDL Number | MFCD16987422 |
| Molecular Formula | C14H18ClN3O4 |
| Molecular Weight | 327.77 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory