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)
| Product Number | 4237-1-X0 |
| Synonyms | [1-(Cyanomethyl)cycloprop-1-yl]methanol; 1-(Cyanomethyl)-1-(hydroxymethyl)cyclopropane |
| Purity | 95 % |
| CAS | 152922-71-9 |
| MDL Number | MFCD08235273 |
| Molecular Formula | C6H9NO |
| Molecular Weight | 111.144 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Boiling Point: 140-141 ℃
Hazard Statement: H302-H312-H332-H315-H319-H335
TSCA: Not listed on TSCA inventory
EINECS: 604-877-6