| Product Number | 2223-1-83 |
| CAS | 29412-62-2 |
| MDL Number | MFCD29060101 |
| Molecular Formula | C12H12O4 |
| Molecular Weight | 220.224 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 2223-1-79
CAS: 24539-28-4
Molecule Weight: 206.197
Formula: C11H10O4
PN: 2223-1-83
CAS: 29412-62-2
Molecule Weight: 220.224
Formula: C12H12O4
PN: 2223-1-89
CAS: 211635-35-7
Molecule Weight: 190.198
Formula: C11H10O3
PN: 2229-1-0A
CAS: 60462-19-3
Molecule Weight: 192.214
Formula: C11H12O3
PN: 2223-1-88
CAS: 2108597-09-5
Molecule Weight: 220.224
Formula: C12H12O4
PN: 2229-1-0C
CAS: 246854-75-1
Molecule Weight: 204.225
Formula: C12H12O3
PN: 2229-1-91
CAS: 1980053-96-0
Molecule Weight: 192.214
Formula: C11H12O3
![Dimethyl bicyclo[2.2.2]octane-1,4-dicarboxylate](data:image/png;base64,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)
PN: 2223-1-62
CAS: 1459-96-7
Molecule Weight: 226.272
Formula: C12H18O4
Melting Point: 163 ℃
TSCA: Not listed on TSCA inventory