| Product Number | 4H30-1-9A |
| CAS | 122833-04-9 |
| MDL Number | MFCD11848954 |
| Molecular Formula | C12H19N3O |
| Molecular Weight | 221.304 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H30-1-9A
CAS: 122833-04-9
Molecule Weight: 221.304
Formula: C12H19N3O
PN: 4H56-1-5L
CAS: 16015-71-7
Molecule Weight: 192.262
Formula: C11H16N2O
PN: 4H30-1-60
CAS: 252964-75-3
Molecule Weight: 283.375
Formula: C17H21N3O
PN: 4645-1-09
CAS: 97-19-8
Molecule Weight: 208.261
Formula: C11H16N2O2
![1-[3-(Trifluoromethoxy)phenyl]piperazine](data:image/png;base64,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)
PN: 4H07-3-53
CAS: 54711-69-2
Molecule Weight: 246.233
Formula: C11H13F3N2O
PN: 4H30-1-BY
CAS: 143525-62-6
Molecule Weight: 192.262
Formula: C11H16N2O
PN: 4H07-5-10
CAS: 1301739-32-1
Molecule Weight: 242.75
Formula: C12H19ClN2O
TSCA: Not listed on TSCA inventory
