| Product Number | 2223-1-X4 |
| CAS | 99627-63-1 |
| MDL Number | MFCD00829306 |
| Molecular Formula | C16H22O10 |
| Molecular Weight | 374.342 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 2223-1-X4
CAS: 99627-63-1
Molecule Weight: 374.342
Formula: C16H22O10
PN: 2229-1-10
CAS: 42286-73-7
Molecule Weight: 216.233
Formula: C10H16O5
PN: 2123-1-47
CAS: 5464-63-1
Molecule Weight: 246.259
Formula: C11H18O6
![4-(Methoxycarbonyl)bicyclo[2.2.1]heptane-1-carboxylic acid](data:image/png;base64,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)
PN: 2223-1-77
CAS: 15448-77-8
Molecule Weight: 198.218
Formula: C10H14O4
![Dimethyl bicyclo[2.2.1]heptane-1,4-dicarboxylate](data:image/png;base64,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)
PN: 2223-1-85
CAS: 15448-76-7
Molecule Weight: 212.245
Formula: C11H16O4
PN: 2123-1-48
CAS: 6297-36-5
Molecule Weight: 360.403
Formula: C17H28O8
PN: 2123-1-40
CAS: 62934-92-3
Molecule Weight: 274.313
Formula: C13H22O6
PN: 2223-1-56
CAS: 4630-82-4
Molecule Weight: 142.198
Formula: C8H14O2
Melting Point: 105-107 ℃
TSCA: Not listed on TSCA inventory