![2-[(6-Chloropyridin-3-yl)methyl]-2,3-dihydro-1H-isoindole-1,3-dione](data:image/png;base64,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)
| Product Number | 4H48-5-FP |
| Purity | 95 % |
| CAS | 120739-60-8 |
| MDL Number | MFCD09802551 |
| Molecular Formula | C14H9ClN2O2 |
| Molecular Weight | 272.69 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H48-5-FP
CAS: 120739-60-8
Molecule Weight: 272.69
Formula: C14H9ClN2O2
![N-[(6-Chloropyridin-3-yl)methyl]acetamide](data:image/png;base64,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)
PN: 4H48-5-H8
CAS: 175424-74-5
Molecule Weight: 184.62
Formula: C8H9ClN2O
PN: 4H48-5-6D
CAS: 287918-48-3
Molecule Weight: 406.69
Formula: C19H14Cl3N3O
PN: 4H48-5-6B
CAS: 287918-45-0
Molecule Weight: 372.25
Formula: C19H15Cl2N3O
TSCA: Not listed on TSCA inventory