| Product Number | 3H32-9-1A |
| Synonyms | 1-(4-Bromobenzyl)-4-methylperhydro-1,4-diazepine |
| Purity | 97 % |
| CAS | 280560-78-3 |
| MDL Number | MFCD00810550 |
| Molecular Formula | C13H19BrN2 |
| Molecular Weight | 283.213 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 3H32-9-T5
CAS: 690632-73-6
Molecule Weight: 269.186
Formula: C12H17BrN2
PN: 3H32-9-1A
CAS: 280560-78-3
Molecule Weight: 283.213
Formula: C13H19BrN2
PN: 3H32-5-70
CAS: 199672-26-9
Molecule Weight: 263.21
Formula: C12H20Cl2N2
PN: 3H32-9-2X
CAS: 414885-80-6
Molecule Weight: 283.213
Formula: C13H19BrN2
![4-[(4-Methyl-1,4-diazepan-1-yl)methyl]benzylamine](data:image/png;base64,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)
PN: 3H30-1-1M
CAS: 884507-52-2
Molecule Weight: 233.359
Formula: C14H23N3
![N-Methyl-4-[(4-methylhomopiperazin-1-yl)methyl]benzylamine](data:image/png;base64,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)
PN: 3H31-1-0J
CAS: 884507-55-5
Molecule Weight: 247.386
Formula: C15H25N3
PN: 3H31-B-02
CAS: 646455-62-1
Molecule Weight: 287.176
Formula: C12H16BrFN2
TSCA: Not listed on TSCA inventory
