| Product Number | 4H51-1-0W |
| Synonyms | tert-Butyl 4-(5-aminopyridin-2-yl)piperazine-1-carboxylate |
| CAS | 119285-07-3 |
| MDL Number | MFCD05864841 |
| Molecular Formula | C14H22N4O2 |
| Molecular Weight | 278.356 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H51-1-0W
CAS: 119285-07-3
Molecule Weight: 278.356
Formula: C14H22N4O2
PN: 4H56-1-0LP
CAS: 77278-62-7
Molecule Weight: 263.341
Formula: C14H21N3O2
PN: 4H56-1-735
CAS: 193902-78-2
Molecule Weight: 308.338
Formula: C14H20N4O4
PN: 4H56-9-39
CAS: 1197294-80-6
Molecule Weight: 342.237
Formula: C14H20BrN3O2
PN: 4H51-H-00
CAS: 902837-43-8
Molecule Weight: 389.237
Formula: C14H20IN3O2
PN: 4H56-1-736
CAS: 571188-59-5
Molecule Weight: 278.356
Formula: C14H22N4O2
![N4-[5-(Hydroxymethyl)pyrid-2-yl]piperazine, N1-Boc 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)
PN: 4H29-1-32
CAS: 857284-20-9
Molecule Weight: 293.367
Formula: C15H23N3O3
PN: 4H56-1-0ME
CAS: 521985-17-1
Molecule Weight: 297.358
Formula: C17H19N3O2
Melting Point: 98-101 ℃
TSCA: Not listed on TSCA inventory