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)
| Product Number | 3H30-5-1G |
| CAS | 175358-02-8 |
| MDL Number | MFCD11846204 |
| Molecular Formula | C7H3Cl2N3 |
| Molecular Weight | 200.02 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 3H30-5-1G
CAS: 175358-02-8
Molecule Weight: 200.02
Formula: C7H3Cl2N3
![4-Chloropyrido[3,2-d]pyrimidine](data:image/png;base64,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)
PN: 3H32-5-C6
CAS: 51674-77-2
Molecule Weight: 165.58
Formula: C7H4ClN3
![7-Bromo-4-chloropyrido[3,2-d]pyrimidine](data:image/png;base64,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)
PN: 3H32-D-2P
CAS: 573675-31-7
Molecule Weight: 244.48
Formula: C7H3BrClN3
TSCA: Not listed on TSCA inventory