| Product Number | 4H56-9-1Z |
| CAS | 850142-79-9 |
| MDL Number | MFCD09743641 |
| Molecular Formula | C8H10BrNO |
| Molecular Weight | 216.078 |
| Units | Price (USD) | Availability | ||
|---|---|---|---|---|
| POA | Contact for Price | Contact for Availability | ||
| Bulk | Contact for Price | Contact for Availability | ||
| *Items available from stock in the UK ship from Florida in 3 to 5 business days | ||||
PN: 4H56-9-1Z
CAS: 850142-79-9
Molecule Weight: 216.078
Formula: C8H10BrNO
![5-Bromo-2-[(tetrahydro-2H-pyran-4-yl)oxy]pyridine](data:image/png;base64,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)
PN: 4H07-9-Y9
CAS: 494772-07-5
Molecule Weight: 258.115
Formula: C10H12BrNO2
PN: 4H56-9-M3
CAS: 610279-04-4
Molecule Weight: 216.078
Formula: C8H10BrNO
PN: 4H07-B-06
CAS: 126728-58-3
Molecule Weight: 256.022
Formula: C7H5BrF3NO
PN: 4H07-9-Y7
CAS: 13472-60-1
Molecule Weight: 266.92
Formula: C6H5Br2NO
TSCA: Not listed on TSCA inventory
