![Methyl 3-[4-(3-nitropyridin-2-yl)piperazin-1-yl]propanoate](data:image/png;base64,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)
| Product Number | 4H54-1-29T |
| Purity | 95 % |
| CAS | 1549895-14-8 |
| MDL Number | MFCD28992244 |
| Molecular Formula | C13H18N4O4 |
| Molecular Weight | 294.311 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 4H54-1-29T
CAS: 1549895-14-8
Molecule Weight: 294.311
Formula: C13H18N4O4
PN: 4H54-1-CB
CAS: 2108487-21-2
Molecule Weight: 292.339
Formula: C14H20N4O3
PN: 4H54-1-3Y
CAS: 87394-48-7
Molecule Weight: 208.221
Formula: C9H12N4O2
PN: 4H54-5-43
CAS: 1171552-34-3
Molecule Weight: 258.71
Formula: C10H15ClN4O2
![Methyl 3-[4-(3-aminopyridin-2-yl)piperazin-1-yl]propanoate](data:image/png;base64,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)
PN: 4H58-1-00S
CAS: 1406972-85-7
Molecule Weight: 264.329
Formula: C13H20N4O2
PN: 4H54-1-HM
CAS: 499771-07-2
Molecule Weight: 298.346
Formula: C16H18N4O2
![1-(4-Fluorophenoxy)-3-(4-{3-[hydroxy(oxido)amino]pyridin-2-yl}piperazin-1-yl)propan-2-ol](data:image/png;base64,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)
PN: 4H56-3-6S
CAS: 1858255-69-2
Molecule Weight: 376.388
Formula: C18H21FN4O4
PN: 4H54-9-48
CAS: 1203499-08-4
Molecule Weight: 287.117
Formula: C9H11BrN4O2
TSCA: Not listed on TSCA inventory