| Product Number | 4H48-1-UT |
| CAS | 1353986-88-5 |
| MDL Number | MFCD21098078 |
| Molecular Formula | C10H18N2O |
| Molecular Weight | 182.267 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H48-1-UT
CAS: 1353986-88-5
Molecule Weight: 182.267
Formula: C10H18N2O
PN: 4H48-1-UU
CAS: 1353973-52-0
Molecule Weight: 184.283
Formula: C10H20N2O
PN: 4H48-1-UV
CAS: 863248-56-0
Molecule Weight: 156.229
Formula: C8H16N2O
![N-[(3S)-(Piperidin-3-yl)]propanamide hydrochloride](data:image/png;base64,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)
PN: 4H48-5-S1
CAS: 1332765-67-9
Molecule Weight: 192.69
Formula: C8H17ClN2O
![N-[(3S)-(Piperidin-3-yl)]acetamide hydrochloride](data:image/png;base64,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)
PN: 4H48-4-S1
CAS: 1298108-03-8
Molecule Weight: 178.66
Formula: C7H15ClN2O
![2-(Dimethylamino)-N-[(3S)-piperidin-3-yl]acetamide dihydrochloride](data:image/png;base64,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)
PN: 4H48-5-S2
CAS: 1332765-70-4
Molecule Weight: 258.19
Formula: C9H21Cl2N3O
![N-[(3S)-(Piperidin-3-yl)]isobutanamide hydrochloride](data:image/png;base64,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)
PN: 4H48-5-9F
CAS: 1332765-83-9
Molecule Weight: 206.71
Formula: C9H19ClN2O
![N-[(3S)-(Piperidin-3-yl)]cyclopropanecarboxamide hydrochloride](data:image/png;base64,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)
PN: 4H48-5-S3
CAS: 1276045-27-2
Molecule Weight: 204.7
Formula: C9H17ClN2O
TSCA: Not listed on TSCA inventory