| Product Number | 4H58-5-25 |
| Purity | 98.0 % |
| CAS | 5437-48-9 |
| MDL Number | MFCD07366743 |
| Molecular Formula | C7H15ClN2O |
| Molecular Weight | 178.66 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H58-5-25
CAS: 5437-48-9
Molecule Weight: 178.66
Formula: C7H15ClN2O
PN: 4H48-5-40
CAS: 1176419-66-1
Molecule Weight: 192.69
Formula: C8H17ClN2O
PN: 4H58-5-22
CAS: 35855-14-2
Molecule Weight: 164.63
Formula: C6H13ClN2O
PN: 4H41-1-X1
CAS: 70558-13-3
Molecule Weight: 211.309
Formula: C11H21N3O
PN: 4H48-5-41
CAS: 1176419-88-7
Molecule Weight: 178.66
Formula: C7H15ClN2O
PN: 4H48-5-RD
CAS: 1415969-04-8
Molecule Weight: 178.66
Formula: C7H15ClN2O
![1-[2-(Aminomethyl)piperidin-1-yl]ethanone](data:image/png;base64,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)
PN: 4H48-1-FC
CAS: 1250392-95-0
Molecule Weight: 156.229
Formula: C8H16N2O
TSCA: Not listed on TSCA inventory
