![3-Methoxy-2-[(methylamino)methyl]thiophene](data:image/png;base64,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)
| Product Number | 8H31-1-01 |
| Synonyms | (3-Methoxythiophen-2-yl)-N-methylmethylamine |
| CAS | 944450-93-5 |
| MDL Number | MFCD11841072 |
| Molecular Formula | C7H11NOS |
| Molecular Weight | 157.23 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 8H31-1-01
CAS: 944450-93-5
Molecule Weight: 157.23
Formula: C7H11NOS
PN: 8H56-1-X8
CAS: 946409-37-6
Molecule Weight: 143.2
Formula: C6H9NOS
TSCA: Not listed on TSCA inventory