| Product Number | 4H07-5-09 |
| Synonyms | 1-[3-(tert-Butoxy)phenyl]-1,4-diazepane hydrochloride |
| CAS | 934992-04-8 |
| MDL Number | MFCD16172200 |
| Molecular Formula | C15H25ClN2O |
| Molecular Weight | 284.83 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H07-5-09
CAS: 934992-04-8
Molecule Weight: 284.83
Formula: C15H25ClN2O
PN: 4H07-5-10
CAS: 1301739-32-1
Molecule Weight: 242.75
Formula: C12H19ClN2O
PN: 4H56-1-976
CAS: 61903-14-8
Molecule Weight: 206.289
Formula: C12H18N2O
![1-(2,3-Dihydrobenzo[b][1,4]dioxin-6-yl)-1,4-diazepane](data:image/png;base64,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)
PN: 4H56-1-923
CAS: 868064-22-6
Molecule Weight: 234.299
Formula: C13H18N2O2
PN: 3H07-5-01
CAS: 934991-96-5
Molecule Weight: 284.83
Formula: C15H25ClN2O
PN: 4H56-1-960
CAS: 868064-66-8
Molecule Weight: 220.316
Formula: C13H20N2O
PN: 4H07-5-08
CAS: 934992-02-6
Molecule Weight: 242.75
Formula: C12H19ClN2O
PN: 4H56-1-5L
CAS: 16015-71-7
Molecule Weight: 192.262
Formula: C11H16N2O
TSCA: Not listed on TSCA inventory