| Product Number | 4H48-1-NF |
| CAS | 55121-99-8 |
| MDL Number | MFCD00973892 |
| Molecular Formula | C12H17N3O |
| Molecular Weight | 219.288 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 4H48-1-NF
CAS: 55121-99-8
Molecule Weight: 219.288
Formula: C12H17N3O
PN: 4H48-1-G9
CAS: 13754-38-6
Molecule Weight: 190.246
Formula: C11H14N2O
![4-Amino-N-[2-(piperidin-1-yl)ethyl]benzamide](data:image/png;base64,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)
PN: 4H48-1-02C
CAS: 51-08-1
Molecule Weight: 247.342
Formula: C14H21N3O
![1-Methyl-4-[(4-nitrophenyl)carbonyl]piperazine](data:image/png;base64,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)
PN: 4H54-1-GL
CAS: 21091-98-5
Molecule Weight: 249.27
Formula: C12H15N3O3
![N-Methyl-N-[2-(methylamino)ethyl]benzamide](data:image/png;base64,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)
PN: 4648-1-19
CAS: 98902-12-6
Molecule Weight: 192.262
Formula: C11H16N2O
PN: 4648-1-2Z
CAS: 51207-85-3
Molecule Weight: 192.262
Formula: C11H16N2O
![1-[(4-Nitrophenyl)carbonyl]piperazine](data:image/png;base64,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)
PN: 4H54-1-24
CAS: 72141-41-4
Molecule Weight: 235.243
Formula: C11H13N3O3
![1-[(4-Methylphenyl)carbonyl]piperazine](data:image/png;base64,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)
PN: 4H48-1-7B
CAS: 111752-26-2
Molecule Weight: 204.273
Formula: C12H16N2O
TSCA: Not listed on TSCA inventory