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)
| Product Number | 3H32-5-AG |
| CAS | 726697-13-8 |
| MDL Number | MFCD10697104 |
| Molecular Formula | C7H7Cl2N3 |
| Molecular Weight | 204.05 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 3H32-5-AG
CAS: 726697-13-8
Molecule Weight: 204.05
Formula: C7H7Cl2N3
![2,4-Dichloro-6-cyclopropyl-5,6,7,8-tetrahydropyrido[4,3-d]pyrimidine](data:image/png;base64,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)
PN: 3H32-5-AH
CAS: 1449117-31-0
Molecule Weight: 244.12
Formula: C10H11Cl2N3
![6-Benzyl-2,4-dichloro-5H,7H,8H-pyrido[4,3-d]pyrimidine](data:image/png;base64,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)
PN: 3H32-5-1Q
CAS: 778574-06-4
Molecule Weight: 294.18
Formula: C14H13Cl2N3
TSCA: Not listed on TSCA inventory