| Product Number | 4H56-5-FP |
| CAS | 596817-49-1 |
| MDL Number | MFCD09028512 |
| Molecular Formula | C14H21ClN4O2 |
| Molecular Weight | 312.8 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H56-5-FP
CAS: 596817-49-1
Molecule Weight: 312.8
Formula: C14H21ClN4O2
![tert-Butyl N-[1-(pyrimidin-4-yl)piperidin-4-yl]carbamate](data:image/png;base64,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)
PN: 4H56-1-350
CAS: 596817-39-9
Molecule Weight: 278.356
Formula: C14H22N4O2
PN: 3H32-5-PZ
CAS: 5429-00-5
Molecule Weight: 197.67
Formula: C9H12ClN3
TSCA: Not listed on TSCA inventory