![Methyl 3-acetylbicyclo[1.1.1]pentane-1-carboxylate](data:image/png;base64,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)
| Product Number | 2229-1-83 |
| CAS | 131515-42-9 |
| MDL Number | MFCD24696091 |
| Molecular Formula | C9H12O3 |
| Molecular Weight | 168.192 |
| Units | Price (USD) | Availability |
|---|
PN: 2229-1-83
CAS: 131515-42-9
Molecule Weight: 168.192
Formula: C9H12O3
PN: 2229-1-1B
CAS: 6297-22-9
Molecule Weight: 156.181
Formula: C8H12O3
PN: 2229-1-0P
CAS: 1148130-30-6
Molecule Weight: 142.154
Formula: C7H10O3
![3-Acetylbicyclo[1.1.1]pentane-1-carboxylic acid](data:image/png;base64,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)
PN: 2229-1-80
CAS: 156329-75-8
Molecule Weight: 154.165
Formula: C8H10O3
![6-(Methoxycarbonyl)spiro[3.3]heptane-2-carboxylic acid](data:image/png;base64,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)
PN: 2223-1-42
CAS: 10481-25-1
Molecule Weight: 198.218
Formula: C10H14O4
PN: 2229-1-X4
CAS: 32811-75-9
Molecule Weight: 142.154
Formula: C7H10O3
PN: 2229-1-R0
CAS: 132076-27-8
Molecule Weight: 142.154
Formula: C7H10O3
PN: 2229-1-S0
CAS: 132076-32-5
Molecule Weight: 142.154
Formula: C7H10O3
TSCA: Not listed on TSCA inventory