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)
| Product Number | 4H39-5-21 |
| CAS | 648859-11-4 |
| MDL Number | MFCD00112521 |
| Molecular Formula | C15H11Cl2N3O2 |
| Molecular Weight | 336.17 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H39-5-21
CAS: 648859-11-4
Molecule Weight: 336.17
Formula: C15H11Cl2N3O2
PN: 4H58-1-4N
CAS: 34127-27-0
Molecule Weight: 233.227
Formula: C11H11N3O3
TSCA: Not listed on TSCA inventory