| Product Number | 4655-1-59 |
| CAS | 1339046-59-1 |
| MDL Number | MFCD27957325 |
| Molecular Formula | C9H13N3O3 |
| Molecular Weight | 211.221 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4655-1-59
CAS: 1339046-59-1
Molecule Weight: 211.221
Formula: C9H13N3O3
PN: 4H55-1-52
CAS: 54998-00-4
Molecule Weight: 223.232
Formula: C10H13N3O3
![2-[(4-Nitrophenyl)amino]ethanol](data:image/png;base64,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)
PN: 4656-1-A5
CAS: 1965-54-4
Molecule Weight: 182.179
Formula: C8H10N2O3
![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: 4H54-1-18
CAS: 10389-51-2
Molecule Weight: 208.217
Formula: C10H12N2O3
![2-[(4-Nitrophenyl)amino]acetic acid](data:image/png;base64,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)
PN: 4658-1-80
CAS: 619-91-0
Molecule Weight: 196.162
Formula: C8H8N2O4
PN: 4H55-1-3N
CAS: 289913-98-0
Molecule Weight: 207.233
Formula: C10H13N3O2
TSCA: Not listed on TSCA inventory