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)
| Product Number | 4H48-5-FN |
| Purity | 95 % |
| CAS | 170655-46-6 |
| MDL Number | MFCD00172685 |
| Molecular Formula | C12H15ClN2O2 |
| Molecular Weight | 254.71 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H48-5-FN
CAS: 170655-46-6
Molecule Weight: 254.71
Formula: C12H15ClN2O2
![3-Chloro-N-[4-(morpholin-4-yl)phenyl]propanamide](data:image/png;base64,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)
PN: 4H48-5-FC
CAS: 250714-83-1
Molecule Weight: 268.74
Formula: C13H17ClN2O2
PN: 4H30-1-14
CAS: 2524-67-6
Molecule Weight: 178.235
Formula: C10H14N2O
PN: 8H68-1-X4
CAS: 51317-66-9
Molecule Weight: 220.29
Formula: C11H12N2OS
![2-Chloro-N-[4-(pyrrolidin-1-yl)phenyl]acetamide](data:image/png;base64,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)
PN: 4H48-5-FL
CAS: 251097-15-1
Molecule Weight: 238.72
Formula: C12H15ClN2O
TSCA: Not listed on TSCA inventory
