![Lithium 2-[(4-methylpiperazin-1-yl)methyl]benzoate](data:image/png;base64,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)
| Product Number | 4H21-1-XW |
| Synonyms | [(4-Methylpiperazin-1-yl)methyl]benzoic acid; lithium salt |
| CAS | 915707-44-7 |
| MDL Number | MFCD09064954 |
| Molecular Formula | C13H17LiN2O2 |
| Molecular Weight | 240.23 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 4H21-1-XW
CAS: 915707-44-7
Molecule Weight: 240.23
Formula: C13H17LiN2O2
PN: 4H58-1-154
CAS: 514209-40-6
Molecule Weight: 234.299
Formula: C13H18N2O2
![2-[(Piperazin-1-yl)carbonyl]benzoic acid](data:image/png;base64,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)
PN: 4H56-1-EM
CAS: 37618-28-3
Molecule Weight: 234.255
Formula: C12H14N2O3
PN: 4H21-1-XX
CAS: 904696-60-2
Molecule Weight: 227.19
Formula: C12H14LiNO3
Melting Point: 337-348.5 ℃
DOT/IATA/IMDG: UN 2811 - HC 6.1 - PG III
TSCA: Not listed on TSCA inventory