| Product Number | 2223-1-0J |
| Purity | 95 % |
| CAS | 13148-83-9 |
| MDL Number | MFCD09031996 |
| Molecular Formula | C8H12O3 |
| Molecular Weight | 156.181 |
| Units | Price (USD) | Availability |
|---|
PN: 2223-1-0J
CAS: 13148-83-9
Molecule Weight: 156.181
Formula: C8H12O3
PN: 2229-1-X3
CAS: 33668-25-6
Molecule Weight: 170.208
Formula: C9H14O3
PN: 2229-1-X0
CAS: 16205-98-4
Molecule Weight: 142.154
Formula: C7H10O3
PN: 2229-1-34
CAS: 13991-44-1
Molecule Weight: 214.217
Formula: C10H14O5
![Methyl (1R,2S,3S,4S,6R)-rel-5-oxotricyclo[2.2.1.02,6]heptane-3-carboxylate](data:image/png;base64,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)
PN: 2229-1-93
CAS: 79356-39-1
Molecule Weight: 166.176
Formula: C9H10O3
![Methyl (1R,2S,3S,4S,6R)-5-oxotricyclo[2.2.1.02,6]heptane-3-carboxylate](data:image/png;base64,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)
PN: 2229-1-95
CAS: 1932427-01-4
Molecule Weight: 166.176
Formula: C9H10O3
![Methyl 6-oxospiro[3.3]heptane-2-carboxylate](data:image/png;base64,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)
PN: 2229-1-37
CAS: 1138480-98-4
Molecule Weight: 168.192
Formula: C9H12O3
PN: 2229-1-64
CAS: 78685-51-5
Molecule Weight: 156.181
Formula: C8H12O3
TSCA: Not listed on TSCA inventory