| Product Number | 4H55-1-W4 |
| Purity | 95.0 % |
| CAS | 82205-58-1 |
| MDL Number | MFCD00053059 |
| Molecular Formula | C9H12N4O2 |
| Molecular Weight | 208.221 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 4H55-1-W4
CAS: 82205-58-1
Molecule Weight: 208.221
Formula: C9H12N4O2
PN: 4H54-1-JD
CAS: 55403-34-4
Molecule Weight: 222.248
Formula: C10H14N4O2
PN: 4H54-1-4A
CAS: 747354-44-5
Molecule Weight: 252.274
Formula: C11H16N4O3
PN: 4H54-1-3C
CAS: 773879-30-4
Molecule Weight: 222.248
Formula: C10H14N4O2
PN: 4H55-1-GL
CAS: 941119-19-3
Molecule Weight: 250.258
Formula: C11H14N4O3
PN: 4H54-1-1D
CAS: 287114-27-6
Molecule Weight: 222.248
Formula: C10H14N4O2
![2-Chloro-1-[4-(5-nitro-2-pyridyl)piperazino]ethan-1-one](data:image/png;base64,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)
PN: 4H54-5-65
CAS: 219689-83-5
Molecule Weight: 284.7
Formula: C11H13ClN4O3
PN: 4H55-1-2B
CAS: 20168-70-1
Molecule Weight: 195.222
Formula: C9H13N3O2
TSCA: Not listed on TSCA inventory