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)
| Product Number | 3H32-5-38 |
| Purity | 95 % |
| CAS | 908240-50-6 |
| MDL Number | MFCD10699461 |
| Molecular Formula | C7H3Cl2N3 |
| Molecular Weight | 200.02 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 3H32-5-38
CAS: 908240-50-6
Molecule Weight: 200.02
Formula: C7H3Cl2N3
![4-Chloropyrido[3,4-d]pyrimidine](data:image/png;base64,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)
PN: 3H32-5-QS
CAS: 51752-67-1
Molecule Weight: 165.58
Formula: C7H4ClN3
TSCA: Not listed on TSCA inventory