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)
| Product Number | 4H31-1-Y0 |
| Synonyms | N-Methyl-(2-methylfur-3-yl)methylamine |
| Purity | 95 % |
| CAS | 916766-85-3 |
| MDL Number | MFCD09702377 |
| Molecular Formula | C7H11NO |
| Molecular Weight | 125.171 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory