![4-Chloro-7H-pyrrolo[2,3-d]pyrimidine-6-carboxylic acid](data:image/png;base64,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)
| Product Number | 4H21-5-46 |
| CAS | 1016241-80-7 |
| MDL Number | MFCD11518907 |
| Molecular Formula | C7H4ClN3O2 |
| Molecular Weight | 197.58 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory