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)
| Product Number | 2H10-1-Y6 |
| Synonyms | Coumarone |
| Purity | 98.0 % |
| CAS | 271-89-6 |
| MDL Number | MFCD00005847 |
| Molecular Formula | C8H6O |
| Molecular Weight | 118.135 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Boiling Point: 61-63 ℃
Refractive Index: 1.566 @ ℃
Density: 1.072
DOT/IATA/IMDG: UN 1993 - HC 3 - PG III
Flash Point: 56 ℃
TSCA: Listed on TSCA inventory
HTN: 2932.99.3200
EINECS: 205-982-6