| Product Number | 4H56-1-8K |
| Purity | 95 % |
| CAS | 179688-01-8 |
| MDL Number | MFCD22187894 |
| Molecular Formula | C16H14N2O3 |
| Molecular Weight | 282.299 |
| Units | Price (USD) | Availability |
|---|
PN: 4H56-1-8K
CAS: 179688-01-8
Molecule Weight: 282.299
Formula: C16H14N2O3
PN: 4H56-1-YQ
CAS: 13794-72-4
Molecule Weight: 206.201
Formula: C10H10N2O3
PN: 4H48-1-04S
CAS: 179688-52-9
Molecule Weight: 192.174
Formula: C9H8N2O3
PN: 4H56-1-NK
CAS: 162012-72-8
Molecule Weight: 192.174
Formula: C9H8N2O3
![7-Methoxy-6-[3-(morpholin-4-yl)propoxy]quinazolin-4(3H)-one](data:image/png;base64,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)
PN: 4H56-1-0CK
CAS: 199327-61-2
Molecule Weight: 319.361
Formula: C16H21N3O4
PN: 4H08-5-74
CAS: 162364-72-9
Molecule Weight: 300.74
Formula: C16H13ClN2O2
PN: 4H48-1-MN
CAS: 1174662-16-8
Molecule Weight: 346.383
Formula: C18H22N2O5
PN: 4H48-3-0T
CAS: 630422-44-5
Molecule Weight: 274.199
Formula: C11H9F3N2O3
TSCA: Not listed on TSCA inventory