| Product Number | 4H21-1-X0 |
| Synonyms | 4-(8,9-Dihydropyrido[2,3-b][1,6]naphthydrin-7(6H)-yl)-4-oxobutanoic acid; 4-(7,8-Dihydro-5H-1,6,9-triazaanthracen-6-yl)-4-oxobutyric acid |
| CAS | 389117-37-7 |
| MDL Number | MFCD00203038 |
| Molecular Formula | C15H15N3O3 |
| Molecular Weight | 285.303 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H21-1-X0
CAS: 389117-37-7
Molecule Weight: 285.303
Formula: C15H15N3O3
![2-Acetyl-1,2,3,4-tetrahydropyrido[4,3-b][1,8]naphthyridine](data:image/png;base64,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)
PN: 4H17-1-54
CAS: 389117-38-8
Molecule Weight: 227.267
Formula: C13H13N3O
![4-(3,4-Dihydropyrido[4,3-b]-1,6-naphthydrin-2(1H)-yl)-4-oxobutanoic acid](data:image/png;base64,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)
PN: 4H29-1-59
CAS: 392233-82-8
Molecule Weight: 285.303
Formula: C15H15N3O3
![1,2,3,4-Tetrahydropyrido-[4,3-b][1,8]-naphthyridine](data:image/png;base64,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)
PN: 3H32-1-Q2
CAS: 387358-41-0
Molecule Weight: 185.23
Formula: C11H11N3
![2-Acetyl-1,2,3,4-tetrahydropyrido[4,3-b][1,6]naphthyridine](data:image/png;base64,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)
PN: 4H17-1-53
CAS: 392233-81-7
Molecule Weight: 227.267
Formula: C13H13N3O
Melting Point: 210-212 ℃
TSCA: Not listed on TSCA inventory