| Product Number | 4H56-5-12 |
| CAS | 855939-48-9 |
| MDL Number | MFCD25460311 |
| Molecular Formula | C15H13ClN2O |
| Molecular Weight | 272.73 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H56-5-12
CAS: 855939-48-9
Molecule Weight: 272.73
Formula: C15H13ClN2O
PN: 4H56-1-516
CAS: 948293-13-8
Molecule Weight: 188.23
Formula: C11H12N2O
PN: 4H39-5-71
CAS: 1172910-15-4
Molecule Weight: 239.7
Formula: C11H14ClN3O
PN: 4H56-5-6Y
CAS: 103862-63-1
Molecule Weight: 207.66
Formula: C11H10ClNO
PN: 4H56-5-6X
CAS: 66735-22-6
Molecule Weight: 221.68
Formula: C12H12ClNO
![2-[(9-Amino-7-ethoxyacridin-3-yl)oxy]ethan-1-ol](data:image/png;base64,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)
PN: 4H30-1-CU
CAS:
Molecule Weight: 298.342
Formula: C17H18N2O3
PN: 4H07-5-X1
CAS: 86-38-4
Molecule Weight: 278.13
Formula: C14H9Cl2NO
TSCA: Not listed on TSCA inventory
