![6-Hydroxy-7,8,9,10-tetrahydroindolo[3,2-e]benzofurazan-3-oxide](data:image/png;base64,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)
| Product Number | 4H45-1-X6 |
| CAS | 164356-03-0 |
| MDL Number | MFCD00168578 |
| Molecular Formula | C12H11N3O3 |
| Molecular Weight | 245.238 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Melting Point: 156-157 ℃
TSCA: Not listed on TSCA inventory