| Product Number | 7H70-3-0E |
| Purity | 95.0 % |
| CAS | 887344-28-7 |
| MDL Number | MFCD03002061 |
| Molecular Formula | C10H12FNS |
| Molecular Weight | 197.27 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 7H70-3-0E
CAS: 887344-28-7
Molecule Weight: 197.27
Formula: C10H12FNS
![2-(4-Fluorophenyl)-2-[(2-hydroxyethyl)amino]acetonitrile](data:image/png;base64,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)
PN: 4637-3-96
CAS: 1018280-78-8
Molecule Weight: 194.209
Formula: C10H11FN2O
PN: 7H70-5-28
CAS: 887344-30-1
Molecule Weight: 213.72
Formula: C10H12ClNS
TSCA: Not listed on TSCA inventory
