![N-Methyl-N-[(3-methylthien-2-yl)methyl]amine hydrochloride](data:image/png;base64,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)
| Product Number | 7H33-5-05 |
| Purity | 98 % |
| CAS | 860710-37-8 |
| MDL Number | MFCD07106801 |
| Molecular Formula | C7H12ClNS |
| Molecular Weight | 177.69 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 7H33-5-05
CAS: 860710-37-8
Molecule Weight: 177.69
Formula: C7H12ClNS
PN: 7H30-1-X2
CAS: 104163-35-1
Molecule Weight: 127.21
Formula: C6H9NS
PN: 8H48-1-0Y
CAS: 56776-68-2
Molecule Weight: 155.22
Formula: C7H9NOS
PN: 7H31-1-0F
CAS: 58255-18-8
Molecule Weight: 127.21
Formula: C6H9NS
TSCA: Not listed on TSCA inventory