| Product Number | 3H37-1-W5 |
| Synonyms | 2-(1,4-Diazepan-1-yl)nicotinonitrile |
| CAS | 352018-97-4 |
| MDL Number | MFCD03086210 |
| Molecular Formula | C11H14N4 |
| Molecular Weight | 202.261 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 3H37-1-W5
CAS: 352018-97-4
Molecule Weight: 202.261
Formula: C11H14N4
PN: 3H37-1-Z0
CAS: 683274-59-1
Molecule Weight: 202.261
Formula: C11H14N4
PN: 3H37-1-0M
CAS: 84951-44-0
Molecule Weight: 188.234
Formula: C10H12N4
![1-[3-(Trifluoromethyl)pyridin-2-yl]-1,4-diazepane](data:image/png;base64,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)
PN: 3H31-3-Z4
CAS: 243666-15-1
Molecule Weight: 245.249
Formula: C11H14F3N3
PN: 3H32-1-69
CAS: 287114-32-3
Molecule Weight: 177.251
Formula: C10H15N3
PN: 3H31-5-1A
CAS: 1177314-80-5
Molecule Weight: 213.71
Formula: C10H16ClN3
PN: 3H32-1-88
CAS: 111960-11-3
Molecule Weight: 177.251
Formula: C10H15N3
PN: 3H32-1-NJ
CAS: 1187386-43-1
Molecule Weight: 191.278
Formula: C11H17N3
TSCA: Not listed on TSCA inventory