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)
| Product Number | 8H54-1-30 |
| Synonyms | 3-Nitro-9-thiafluorene; 5-Nitro-[1,1'-biphenyl]-2,2-diyl sulfide |
| CAS | 6639-36-7 |
| MDL Number | MFCD00092341 |
| Molecular Formula | C12H7NO2S |
| Molecular Weight | 229.25 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 8H54-1-30
CAS: 6639-36-7
Molecule Weight: 229.25
Formula: C12H7NO2S
TSCA: Not listed on TSCA inventory
![5-Aminobenzo[b]thiophene](data:image/png;base64,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)