![2-(Chloromethyl)[1,3]oxazolo[4,5-b]pyridine](data:image/png;base64,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)
| Product Number | 4H56-5-L6 |
| Purity | 95.0 % |
| CAS | 110704-34-2 |
| MDL Number | MFCD06659615 |
| Molecular Formula | C7H5ClN2O |
| Molecular Weight | 168.58 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Melting Point: 113-116 ℃
TSCA: Not listed on TSCA inventory
HTN: 3822.00.5090