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2-chloro-7H-pyrrolo[2,3-d]pyrimidine-6-carboxylate](data:image/png;base64,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)
| Product Number | 4H23-5-6V |
| Purity | 97 % |
| CAS | 1060816-62-7 |
| MDL Number | MFCD13189415 |
| Molecular Formula | C9H8ClN3O2 |
| Molecular Weight | 225.63 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory