![2-[(5-Amino-1,3,4-thiadiazol-2-yl)thio]-5-nitrobenzonitrile](data:image/png;base64,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)
| Product Number | 8H70-1-X5 |
| CAS | 175135-68-9 |
| MDL Number | MFCD00067812 |
| Molecular Formula | C9H5N5O2S2 |
| Molecular Weight | 279.29 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Melting Point: 245-246 ℃
TSCA: Not listed on TSCA inventory