| Product Number | 7H31-1-0N |
| Purity | 98 % |
| CAS | 14471-18-2 |
| MDL Number | MFCD03856576 |
| Molecular Formula | C8H11NS |
| Molecular Weight | 153.24 |
| Units | Price (USD) | Availability |
|---|
PN: 7H31-1-0N
CAS: 14471-18-2
Molecule Weight: 153.24
Formula: C8H11NS
PN: 7H31-1-0J
CAS: 751436-48-3
Molecule Weight: 155.26
Formula: C8H13NS
PN: 7H31-1-0H
CAS: 344257-87-0
Molecule Weight: 169.29
Formula: C9H15NS
PN: 7H31-1-0L
CAS: 58924-50-8
Molecule Weight: 181.3
Formula: C10H15NS
![3-[(2-Thienylmethyl)amino]propanenitrile](data:image/png;base64,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)
PN: 7H37-1-8N
CAS: 373356-47-9
Molecule Weight: 166.24
Formula: C8H10N2S
PN: 7H31-1-0P
CAS: 58924-53-1
Molecule Weight: 169.29
Formula: C9H15NS
PN: 7H31-1-0M
CAS: 51305-86-3
Molecule Weight: 195.32
Formula: C11H17NS
PN: 7H31-1-0C
CAS: 58255-25-7
Molecule Weight: 141.23
Formula: C7H11NS
TSCA: Not listed on TSCA inventory