![N-[(3S)-Piperidin-3-yl]pyrrolidine-1-carboxamide hydrochloride](data:image/png;base64,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)
| Product Number | 4H53-5-S3 |
| Synonyms | 1-{[(3S)-Piperidin-3-yl]carbamoyl}pyrrolidine hydrochloride; (3S)-3-{[(Pyrrolidin-1-yl)carbonyl]amino}piperidine hydrochloride |
| CAS | 1338222-59-5 |
| MDL Number | MFCD19381698 |
| Molecular Formula | C10H20ClN3O |
| Molecular Weight | 233.74 |
| Units | Price (USD) | Availability |
|---|
PN: 4H53-5-S3
CAS: 1338222-59-5
Molecule Weight: 233.74
Formula: C10H20ClN3O
![1-Isopropyl-3-[(3S)-piperidin-3-yl]urea hydrochloride](data:image/png;base64,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)
PN: 4H53-5-S1
CAS: 1338222-56-2
Molecule Weight: 221.73
Formula: C9H20ClN3O
![1,1-Dimethyl-3-[(3S)-piperidin-3-yl]urea hydrochloride](data:image/png;base64,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)
PN: 4H53-5-S2
CAS: 1338222-39-1
Molecule Weight: 207.7
Formula: C8H18ClN3O
![N-[(3S)-Piperidin-3-yl]morpholine-4-carboxamide hydrochloride](data:image/png;base64,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)
PN: 4H53-5-S4
CAS: 1349699-87-1
Molecule Weight: 249.74
Formula: C10H20ClN3O2
![1-[(Piperidin-1-yl)carbonyl]piperazine](data:image/png;base64,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)
PN: 4H53-1-04
CAS: 41340-88-9
Molecule Weight: 197.282
Formula: C10H19N3O
PN: 4H48-1-N5
CAS: 73331-93-8
Molecule Weight: 183.255
Formula: C9H17N3O
TSCA: Not listed on TSCA inventory