| Product Number | 3H32-9-C5 |
| CAS | 1028331-32-9 |
| MDL Number | MFCD13189766 |
| Molecular Formula | C7H4BrN |
| Molecular Weight | 182.02 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 3H32-9-G3
CAS: 92992-85-3
Molecule Weight: 186.052
Formula: C7H8BrN
PN: 3H32-9-U4
CAS: 94446-97-6
Molecule Weight: 250.921
Formula: C6H5Br2N
PN: 3H32-9-8M
CAS: 117846-58-9
Molecule Weight: 264.948
Formula: C7H7Br2N
![2-Bromo-3-[(trimethylsilyl)ethynyl]pyridine](data:image/png;base64,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)
PN: 7H80-9-00
CAS: 222168-04-9
Molecule Weight: 254.202
Formula: C10H12BrNSi
TSCA: Not listed on TSCA inventory
