![4-Methyl-7H-pyrrolo[2,3-d]pyrimidine](data:image/png;base64,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)
| Product Number | 3H32-1-7H |
| CAS | 945950-37-8 |
| MDL Number | MFCD13619883 |
| Molecular Formula | C7H7N3 |
| Molecular Weight | 133.154 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory