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)
| Product Number | 3H32-5-B3 |
| Synonyms | 2-Chloro-7-methylpyrrolo[2,3-d]pyrimidine |
| CAS | 1060816-67-2 |
| MDL Number | MFCD13189420 |
| Molecular Formula | C7H6ClN3 |
| Molecular Weight | 167.6 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory