| Product Number | 4H56-9-39 |
| Synonyms | tert-Butyl 4-(4-bromopyridin-2-yl)piperazine-1-carboxylate; 1-(4-Bromopyridin-2-yl)-4-(tert-butoxycarbonyl)piperazine |
| CAS | 1197294-80-6 |
| MDL Number | MFCD13195778 |
| Molecular Formula | C14H20BrN3O2 |
| Molecular Weight | 342.237 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H56-9-39
CAS: 1197294-80-6
Molecule Weight: 342.237
Formula: C14H20BrN3O2
PN: 4H56-1-0LP
CAS: 77278-62-7
Molecule Weight: 263.341
Formula: C14H21N3O2
PN: 4H51-9-13
CAS: 153747-97-8
Molecule Weight: 342.237
Formula: C14H20BrN3O2
PN: 4H51-H-00
CAS: 902837-43-8
Molecule Weight: 389.237
Formula: C14H20IN3O2
![4-[4-(Aminomethyl)pyridin-2-yl]piperazine, N1-Boc 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)
PN: 4H51-1-95
CAS: 910036-87-2
Molecule Weight: 292.383
Formula: C15H24N4O2
PN: 4H51-1-0W
CAS: 119285-07-3
Molecule Weight: 278.356
Formula: C14H22N4O2
PN: 4H48-1-Y7
CAS: 884507-31-7
Molecule Weight: 288.351
Formula: C15H20N4O2
PN: 4H48-H-X2
CAS: 497915-42-1
Molecule Weight: 389.237
Formula: C14H20IN3O2
TSCA: Not listed on TSCA inventory