| Product Number | 2H10-5-0N |
| Purity | 95 % |
| CAS | 63361-60-4 |
| MDL Number | MFCD15143939 |
| Molecular Formula | C8H5ClO |
| Molecular Weight | 152.58 |
| 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 | ||||
TSCA: Not listed on TSCA inventory
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)