| Product Number | 4H56-5-1P |
| Synonyms | (2R)-2-Methylpiperidin-4-one hydrochloride |
| CAS | 1434126-97-2 |
| MDL Number | MFCD22682261 |
| Molecular Formula | C6H12ClNO |
| Molecular Weight | 149.62 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H56-5-0M
CAS: 13729-77-6
Molecule Weight: 149.62
Formula: C6H12ClNO
PN: 4H56-5-1P
CAS: 1434126-97-2
Molecule Weight: 149.62
Formula: C6H12ClNO
PN: 4H17-5-1U
CAS: 1005397-62-5
Molecule Weight: 163.65
Formula: C7H14ClNO
PN: 4H17-5-11
CAS: 33973-59-0
Molecule Weight: 191.7
Formula: C9H18ClNO
PN: 4H17-1-44
CAS: 826-36-8
Molecule Weight: 155.241
Formula: C9H17NO
![9-Azabicyclo[3.3.1]nonan-3-one](data:image/png;base64,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)
PN: 4H17-1-3T
CAS: 4390-39-0
Molecule Weight: 139.198
Formula: C8H13NO
![8-Azabicyclo[3.2.1]octan-3-one hydrochloride](data:image/png;base64,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)
PN: 4H56-5-M6
CAS: 25602-68-0
Molecule Weight: 161.63
Formula: C7H12ClNO
PN: 4H29-3-S1
CAS: 1434126-93-8
Molecule Weight: 227.183
Formula: C8H12F3NO3
TSCA: Not listed on TSCA inventory