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)
| Product Number | 4H56-1-270 |
| Synonyms | 2-[4-(3-Amino-4-nitrophenyl)piperazin-1-yl]ethanol |
| CAS | 23470-44-2 |
| MDL Number | MFCD00545981 |
| Molecular Formula | C12H18N4O3 |
| Molecular Weight | 266.301 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 4H56-1-270
CAS: 23470-44-2
Molecule Weight: 266.301
Formula: C12H18N4O3
PN: 4H55-1-35
CAS: 23491-48-7
Molecule Weight: 236.275
Formula: C11H16N4O2
PN: 4H55-1-3P
CAS: 96103-52-5
Molecule Weight: 222.248
Formula: C10H14N4O2
![1-N-[2-(Dimethylamino)ethyl]-4-nitrobenzene-1,3-diamine](data:image/png;base64,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)
PN: 4655-1-60
CAS: 1339047-06-1
Molecule Weight: 224.264
Formula: C10H16N4O2
PN: 4H54-1-JX
CAS: 115619-00-6
Molecule Weight: 235.287
Formula: C12H17N3O2
PN: 4H54-1-7P
CAS: 16155-03-6
Molecule Weight: 221.26
Formula: C11H15N3O2
PN: 4H54-1-Z6
CAS: 6269-89-2
Molecule Weight: 207.233
Formula: C10H13N3O2
PN: 4H55-1-36
CAS: 23470-43-1
Molecule Weight: 312.373
Formula: C17H20N4O2
TSCA: Not listed on TSCA inventory