| Product Number | 4H07-5-3U |
| Purity | 95 % |
| CAS | 205448-31-3 |
| MDL Number | MFCD13191788 |
| Molecular Formula | C10H8ClNO2 |
| Molecular Weight | 209.63 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H07-5-3U
CAS: 205448-31-3
Molecule Weight: 209.63
Formula: C10H8ClNO2
PN: 4H08-5-04
CAS: 35654-56-9
Molecule Weight: 223.66
Formula: C11H10ClNO2
PN: 4H56-5-P3
CAS: 16492-13-0
Molecule Weight: 243.69
Formula: C14H10ClNO
![8-Chloro-[1,3]dioxolo[4,5-g]quinoline](data:image/png;base64,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)
PN: 4H56-5-CM
CAS: 59134-89-3
Molecule Weight: 207.61
Formula: C10H6ClNO2
PN: 4H07-5-X1
CAS: 86-38-4
Molecule Weight: 278.13
Formula: C14H9Cl2NO
PN: 4H56-5-6Y
CAS: 103862-63-1
Molecule Weight: 207.66
Formula: C11H10ClNO
PN: 4H07-5-Y3
CAS: 68500-37-8
Molecule Weight: 193.63
Formula: C10H8ClNO
TSCA: Not listed on TSCA inventory
