| Product Number | 2229-1-E3 |
| CAS | 1940136-70-8 |
| MDL Number | MFCD30803329 |
| Molecular Formula | C8H14O3 |
| Molecular Weight | 158.197 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 2229-1-E3
CAS: 1940136-70-8
Molecule Weight: 158.197
Formula: C8H14O3
PN: G311-A-62
CAS: 3685-26-5
Molecule Weight: 144.17
Formula: C7H12O3
PN: 2229-1-1G
CAS: 3685-22-1
Molecule Weight: 144.17
Formula: C7H12O3
PN: 2221-1-1M
CAS: 17419-81-7
Molecule Weight: 144.17
Formula: C7H12O3
![Bicyclo[2.1.1]hexane-1,4-dicarboxylic acid](data:image/png;base64,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)
PN: 2221-1-54
CAS: 85407-65-4
Molecule Weight: 170.164
Formula: C8H10O4
![Spiro[3.3]heptane-2,6-dicarboxylic acid](data:image/png;base64,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)
PN: 2221-1-26
CAS: 3057-91-8
Molecule Weight: 184.191
Formula: C9H12O4
![Spiro[3.3]heptane-2-carboxylic acid](data:image/png;base64,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)
PN: 2221-1-28
CAS: 28114-87-6
Molecule Weight: 140.182
Formula: C8H12O2
PN: 2221-1-Y2
CAS: 876-05-1
Molecule Weight: 158.153
Formula: C7H10O4
TSCA: Not listed on TSCA inventory