| Product Number | 4H52-1-03 |
| Purity | 98 % |
| CAS | 90685-58-8 |
| MDL Number | MFCD11110318 |
| Molecular Formula | C8H9NO |
| Molecular Weight | 135.166 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H52-1-03
CAS: 90685-58-8
Molecule Weight: 135.166
Formula: C8H9NO
PN: 4H45-1-32
CAS: 14631-48-2
Molecule Weight: 149.193
Formula: C9H11NO
![6,7,8,9-Tetrahydro-5H-cyclohepta[b]pyridine-N-oxide](data:image/png;base64,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)
PN: 4H45-1-02
CAS: 41043-09-8
Molecule Weight: 163.22
Formula: C10H13NO
![4-Chloro-6,7-dihydro-5H-cyclopenta[b]pyridine](data:image/png;base64,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)
PN: 3H32-5-BT
CAS: 54664-55-0
Molecule Weight: 153.61
Formula: C8H8ClN
TSCA: Not listed on TSCA inventory
