![tert-Butyl 2-methoxy-5H,6H,7H,8H-pyrido[4,3-d]pyrimidine-6-carboxylate](data:image/png;base64,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)
| Product Number | 4H56-1-0ER |
| CAS | 900156-22-1 |
| MDL Number | MFCD17011888 |
| Molecular Formula | C13H19N3O3 |
| Molecular Weight | 265.313 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 4H56-1-0ER
CAS: 900156-22-1
Molecule Weight: 265.313
Formula: C13H19N3O3
![tert-Butyl 2,4-dihydroxy-5H,6H,7H,8H-pyrido[4,3-d]pyrimidine-6-carboxylate](data:image/png;base64,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)
PN: 4H56-1-723
CAS: 880257-39-6
Molecule Weight: 267.285
Formula: C12H17N3O4
![tert-Butyl 2-chloro-5H,7H,8H-pyrido[4,3-d]pyrimidine-6-carboxylate](data:image/png;base64,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)
PN: 4H51-5-07
CAS: 1092352-55-0
Molecule Weight: 269.73
Formula: C12H16ClN3O2
![6-Boc-4-dichloro-5,6,7,8-tetrahydropyrido[4,3-d]pyrimidine](data:image/png;base64,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)
PN: 4H56-5-1C
CAS: 1056934-87-2
Molecule Weight: 269.73
Formula: C12H16ClN3O2
![tert-Butyl 2,4-dichloro-5H,7H,8H-pyrido[4,3-d]pyrimidine-6-carboxylate](data:image/png;base64,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)
PN: 4H51-5-11
CAS: 635698-56-5
Molecule Weight: 304.17
Formula: C12H15Cl2N3O2
![2-Chloroethyl 2,4-dichloro-7,8-dihydropyrido[4,3-d]pyrimidine-6(5H)-carboxylate](data:image/png;base64,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)
PN: 4H51-5-65
CAS: 1449117-45-6
Molecule Weight: 310.56
Formula: C10H10Cl3N3O2
TSCA: Not listed on TSCA inventory