| Product Number | 4H17-1-7M |
| Purity | 95 % |
| CAS | 35090-94-9 |
| MDL Number | MFCD05865122 |
| Molecular Formula | C10H18N2O |
| Molecular Weight | 182.267 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H17-1-7M
CAS: 35090-94-9
Molecule Weight: 182.267
Formula: C10H18N2O
PN: 4H48-1-H9
CAS: 40576-21-4
Molecule Weight: 196.294
Formula: C11H20N2O
PN: 4H48-5-9R
CAS: 845885-84-9
Molecule Weight: 246.78
Formula: C12H23ClN2O
PN: 4H17-1-70
CAS: 690632-28-1
Molecule Weight: 210.321
Formula: C12H22N2O
PN: 4H48-5-44
CAS: 937725-08-1
Molecule Weight: 220.74
Formula: C10H21ClN2O
![(3aR,7aR)-2-Methyloctahydro-3H-pyrrolo[3,4-c]pyridin-3-one](data:image/png;base64,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)
PN: 4H48-1-BM
CAS: 1400744-16-2
Molecule Weight: 154.213
Formula: C8H14N2O
![1-[(Piperidin-3-yl)carbonyl]piperidin-4-ol hydrochloride](data:image/png;base64,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)
PN: 4H48-5-24
CAS: 1176419-72-9
Molecule Weight: 248.75
Formula: C11H21ClN2O2
PN: 4H48-1-VU
CAS: 5115-98-0
Molecule Weight: 142.202
Formula: C7H14N2O
TSCA: Not listed on TSCA inventory