| Product Number | 2H10-1-1N |
| Synonyms | Dianhydro-D-glucitol |
| CAS | 652-67-5 |
| MDL Number | MFCD10698761 |
| Molecular Formula | C6H10O4 |
| Molecular Weight | 146.142 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| 250 g | 75 | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
![7-Oxabicyclo[2.2.1]heptan-2-ol](data:image/png;base64,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)
PN: 2H10-1-24
CAS: 253876-00-5
Molecule Weight: 114.144
Formula: C6H10O2
![3,6-Diallyloxyhexahydrofuro[3,2-b]furan](data:image/png;base64,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)
PN: 2H10-1-96
CAS: 942279-50-7
Molecule Weight: 226.272
Formula: C12H18O4
Melting Point: 88-89 ℃
Boiling Point: 100-102 ℃
TSCA: Listed on TSCA inventory
