| Product Number | 7H31-1-09 |
| Synonyms | N-Methyl-1-(3-thien-2-ylphenyl)methylamine |
| Purity | 97 % |
| CAS | 859833-20-8 |
| MDL Number | MFCD08435869 |
| Molecular Formula | C12H13NS |
| Molecular Weight | 203.3 |
| 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 | ||||
PN: 7H31-1-09
CAS: 859833-20-8
Molecule Weight: 203.3
Formula: C12H13NS
![N-Methyl-1-[4-(thien-2-yl)phenyl]methylamine](data:image/png;base64,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)
PN: 7H31-1-01
CAS: 850375-04-1
Molecule Weight: 203.3
Formula: C12H13NS
TSCA: Not listed on TSCA inventory
