| Product Number | 4H15-5-05 |
| Synonyms | 1-(6-Chloro-5-formylpyrimidin-4-yl)piperidine; 4-Chloro-6-(piperidin-1-yl)-1,3-diazine-5-carboxaldehyde |
| CAS | 54503-93-4 |
| MDL Number | MFCD08443953 |
| Molecular Formula | C10H12ClN3O |
| Molecular Weight | 225.68 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H15-5-05
CAS: 54503-93-4
Molecule Weight: 225.68
Formula: C10H12ClN3O
PN: 3H32-7-9G
CAS: 2092708-80-8
Molecule Weight: 247.67
Formula: C10H12ClF2N3
PN: 4H15-5-04
CAS: 54503-94-5
Molecule Weight: 227.65
Formula: C9H10ClN3O2
PN: 3H32-5-M1
CAS: 939986-64-8
Molecule Weight: 183.64
Formula: C8H10ClN3
PN: 3H32-5-F2
CAS: 94052-15-0
Molecule Weight: 211.69
Formula: C10H14ClN3
![4-Chloro-6-[4-(2-hydroxyethyl)piperazin-1-yl]pyrimidine-5-carbaldehyde](data:image/png;base64,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)
PN: 4H15-5-0B
CAS: 1427460-95-4
Molecule Weight: 270.72
Formula: C11H15ClN4O2
PN: 3H30-5-6F
CAS: 104637-64-1
Molecule Weight: 212.68
Formula: C9H13ClN4
PN: 4H48-5-5E
CAS: 1242240-92-1
Molecule Weight: 240.69
Formula: C10H13ClN4O
Melting Point: 80-82 ℃
TSCA: Not listed on TSCA inventory