![7-Chloro-N-p-tolylthiazolo[5,4-d]pyrimidin-2-amine](data:image/png;base64,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)
| Product Number | 7H70-5-97 |
| CAS | 871266-80-7 |
| MDL Number | MFCD08437191 |
| Molecular Formula | C12H9ClN4S |
| Molecular Weight | 276.74 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory