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dihydrochloride](data:image/png;base64,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)
| Product Number | 4H48-5-42 |
| Purity | 98.0 % |
| CAS | 1019852-03-9 |
| MDL Number | MFCD05864745 |
| Molecular Formula | C11H23Cl2N3O |
| Molecular Weight | 284.23 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H48-5-42
CAS: 1019852-03-9
Molecule Weight: 284.23
Formula: C11H23Cl2N3O
PN: 4H48-1-FM
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Molecule Weight: 251.374
Formula: C14H25N3O
PN: 4H48-5-X8
CAS: 1021298-67-8
Molecule Weight: 190.67
Formula: C8H15ClN2O
PN: 4H48-1-0C
CAS: 59878-57-8
Molecule Weight: 154.213
Formula: C8H14N2O
PN: 4H48-5-2E
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Molecule Weight: 204.7
Formula: C9H17ClN2O
PN: 4H48-5-FY
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Molecule Weight: 192.69
Formula: C8H17ClN2O
![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