| Product Number | 2209-1-11 |
| Synonyms | Dicyclopentadiene diepoxide |
| Purity | 98 % |
| CAS | 81-21-0 |
| MDL Number | MFCD00077209 |
| Molecular Formula | C10H12O2 |
| Molecular Weight | 164.204 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
![6,7-Dimethyl-4-oxatricyclo[4.3.0.0~3,7~]nonane](data:image/png;base64,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)
PN: 2H10-1-38
CAS: 22581-03-9
Molecule Weight: 152.237
Formula: C10H16O
![(3R)-3-Isopropyl-6-methyl-7-oxabicyclo[4.1.0]heptane](data:image/png;base64,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)
PN: 2H10-1-0L
CAS: 203719-54-4
Molecule Weight: 154.253
Formula: C10H18O
PN: 2209-1-09
CAS: 14513-43-0
Molecule Weight: 236.355
Formula: C15H24O2
Melting Point: 185-189 ℃
DOT/IATA/IMDG: UN 2811 - HC 6.1 - PG III
TSCA: Listed on TSCA inventory
EINECS: 201-334-1
RTECS: PB9625200
