| Product Number | 3H37-9-37 |
| CAS | 1339934-17-6 |
| MDL Number | MFCD19625787 |
| Molecular Formula | C10H6BrN3 |
| Molecular Weight | 248.083 |
| Units | Price (USD) | Availability | ||
|---|---|---|---|---|
| POA | Contact for Price | Contact for Availability | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability | Contact for Availability | |
| *Items available from stock in the UK ship from Florida in 3 to 5 business days | ||||
PN: 3H37-9-37
CAS: 1339934-17-6
Molecule Weight: 248.083
Formula: C10H6BrN3
PN: 3H37-1-0L
CAS: 149739-51-5
Molecule Weight: 169.187
Formula: C10H7N3
PN: 3H31-9-44
CAS: 13808-65-6
Molecule Weight: 223.073
Formula: C9H7BrN2
![3-[4-Bromo-1-(propan-2-yl)-1H-pyrazol-3-yl]benzonitrile](data:image/png;base64,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)
PN: 3H37-9-38
CAS: 1980053-10-8
Molecule Weight: 290.164
Formula: C13H12BrN3
TSCA: Not listed on TSCA inventory