![2-Chloro-5,7-dihydrofuro[3,4-b]pyridine](data:image/png;base64,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)
| Product Number | 4H56-5-NF |
| Purity | 98.0 % |
| CAS | 1464091-43-7 |
| MDL Number | MFCD24386279 |
| Molecular Formula | C7H6ClNO |
| Molecular Weight | 155.58 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H56-5-NF
CAS: 1464091-43-7
Molecule Weight: 155.58
Formula: C7H6ClNO
PN: 4H56-5-KY
CAS: 220001-93-4
Molecule Weight: 173.6
Formula: C7H8ClNO2
PN: 4H23-5-6H
CAS: 850864-54-9
Molecule Weight: 199.63
Formula: C9H10ClNO2
PN: 4H58-5-5R
CAS: 32383-03-2
Molecule Weight: 229.62
Formula: C9H8ClNO4
PN: 4H23-5-0Z
CAS: 31163-12-9
Molecule Weight: 199.63
Formula: C9H10ClNO2
TSCA: Not listed on TSCA inventory