| Product Number | 4H58-D-16 |
| CAS | 476194-45-3 |
| MDL Number | MFCD08274781 |
| Molecular Formula | C13H11BrClNO3 |
| Molecular Weight | 344.59 |
| Units | Price (USD) | Availability |
|---|
PN: 4H58-D-16
CAS: 476194-45-3
Molecule Weight: 344.59
Formula: C13H11BrClNO3
PN: 4H58-D-00
CAS: 206257-39-8
Molecule Weight: 314.56
Formula: C12H9BrClNO2
PN: 4H58-7-38
CAS: 890841-23-3
Molecule Weight: 319.66
Formula: C13H9ClF3NO3
PN: 4H23-D-08
CAS: 1260821-25-7
Molecule Weight: 349.01
Formula: C12H8BrCl2NO2
PN: 4H58-D-08
CAS: 206258-97-1
Molecule Weight: 314.56
Formula: C12H9BrClNO2
PN: 4H23-D-0A
CAS: 1019396-10-1
Molecule Weight: 349.01
Formula: C12H8BrCl2NO2
![Ethyl 8-chloro-2H-[1,3]dioxolo[4,5-g]quinoline-7-carboxylate](data:image/png;base64,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)
PN: 4H23-5-4B
CAS: 26893-17-4
Molecule Weight: 279.68
Formula: C13H10ClNO4
PN: 4H23-5-4C
CAS: 27568-05-4
Molecule Weight: 265.69
Formula: C13H12ClNO3
TSCA: Not listed on TSCA inventory