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)
| Product Number | 4H56-1-0P9 |
| CAS | 28121-73-5 |
| MDL Number | MFCD18263009 |
| Molecular Formula | C15H17N3O4 |
| Molecular Weight | 303.318 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 4H56-1-0P9
CAS: 28121-73-5
Molecule Weight: 303.318
Formula: C15H17N3O4
![2,4-Dioxo-1,3,8-triazaspiro[4.5]decane, N8-Boc 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)
PN: 4H51-1-22
CAS: 183673-70-3
Molecule Weight: 269.301
Formula: C12H19N3O4
![Benzyl 4-[(aminocarbonyl)amino]piperidine-1-carboxylate](data:image/png;base64,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)
PN: 4H56-1-0ML
CAS: 1427460-41-0
Molecule Weight: 277.324
Formula: C14H19N3O3
TSCA: Not listed on TSCA inventory