![2-Chloro-5H-chromeno[4,3-d]pyrimidine](data:image/png;base64,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)
| Product Number | 4H56-5-HB |
| CAS | 1206969-15-4 |
| MDL Number | MFCD14585224 |
| Molecular Formula | C11H7ClN2O |
| Molecular Weight | 218.64 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory