![Bicyclo[3.1.1]hept-3-en-2-one, 4,6,6-trimethyl-](/cid/38-091-9/Bicyclo-3-1-1-hept-3-en-2-one-4-6-6-trimethyl.png "Bicyclo[3.1.1]hept-3-en-2-one, 4,6,6-trimethyl-")
- InChI
- InChI=1S/C10H14O/c1-6-4-9(11)8-5-7(6)10(8,2)3/h4,7-8H,5H2,1-3H3
- InChI Key
- DCSCXTJOXBUFGB-UHFFFAOYSA-N
- Formula
- C10H14O
- SMILES
- CC1=CC(=O)C2CC1C2(C)C
- Molecular Weight1
- 150.22
- CAS
- 80-57-9
- Other Names
-
- 2-Pinen-4-one
- Berbenone
- Verbenone
- 4,6,6-trimethylbicyclo[3.1.1]hept-3-en-2-one
- ω : Acentric Factor.
- Cp,gas : Ideal gas heat capacity (J/mol×K).
- ΔfG° : Standard Gibbs free energy of formation (kJ/mol).
- ΔfH°gas : Enthalpy of formation at standard conditions (kJ/mol).
- ΔfusH° : Enthalpy of fusion at standard conditions (kJ/mol).
- ΔvapH° : Enthalpy of vaporization at standard conditions (kJ/mol).
- IE : Ionization energy (eV).
- log10WS : Log10 of Water solubility in mol/l.
- logPoct/wat : Octanol/Water partition coefficient.
- McVol : McGowan's characteristic volume (ml/mol).
- Pc : Critical Pressure (kPa).
- Inp : Non-polar retention indices.
- I : Polar retention indices.
- Tboil : Normal Boiling Point Temperature (K).
- Tc : Critical Temperature (K).
- Tfus : Normal melting (fusion) point (K).
- Vc : Critical Volume (m3/kmol).
- 1: Molecular weight from the IUPAC atomic weights tables.
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Physical Properties
| Property | Value | Unit | Source |
|---|---|---|---|
| ω | 0.3329 | Relay (... Calculated Property | |
| ΔfG° | 27.26 | kJ/mol | Joback Calculated Property |
| ΔfH°gas | -128.41 | kJ/mol | Relay (... Calculated Property |
| ΔfusH° | 10.94 | kJ/mol | Joback Calculated Property |
| ΔvapH° | 58.35 | kJ/mol | Relay (... Calculated Property |
| IE | 9.27 | eV | Relay (... Calculated Property |
| log10WS | -2.01 | Relay (... Calculated Property | |
| logPoct/wat | 2.178 | Crippen Calculated Property | |
| McVol | 127.310 | ml/mol | McGowan Calculated Property |
| Pc | 3002.44 | kPa | Joback Calculated Property |
| Inp | [1164.00; 1245.00] |
|
|
| Inp | 1191.00 | NIST | |
| Inp | 1190.90 | NIST | |
| Inp | 1202.00 | NIST | |
| Inp | 1206.00 | NIST | |
| Inp | 1207.00 | NIST | |
| Inp | 1207.00 | NIST | |
| Inp | 1205.00 | NIST | |
| Inp | 1204.00 | NIST | |
| Inp | 1207.00 | NIST | |
| Inp | 1209.00 | NIST | |
| Inp | 1197.00 | NIST | |
| Inp | 1195.00 | NIST | |
| Inp | 1184.00 | NIST | |
| Inp | 1206.00 | NIST | |
| Inp | 1189.00 | NIST | |
| Inp | Outlier 1167.00 | NIST | |
| Inp | 1201.00 | NIST | |
| Inp | 1204.00 | NIST | |
| Inp | 1204.00 | NIST | |
| Inp | 1204.00 | NIST | |
| Inp | 1204.00 | NIST | |
| Inp | 1214.00 | NIST | |
| Inp | 1204.00 | NIST | |
| Inp | 1173.00 | NIST | |
| Inp | 1188.00 | NIST | |
| Inp | 1204.00 | NIST | |
| Inp | 1205.00 | NIST | |
| Inp | 1198.00 | NIST | |
| Inp | 1185.00 | NIST | |
| Inp | 1205.00 | NIST | |
| Inp | 1203.00 | NIST | |
| Inp | 1209.00 | NIST | |
| Inp | 1204.00 | NIST | |
| Inp | 1196.00 | NIST | |
| Inp | 1206.00 | NIST | |
| Inp | 1183.00 | NIST | |
| Inp | 1205.00 | NIST | |
| Inp | 1204.00 | NIST | |
| Inp | 1206.00 | NIST | |
| Inp | 1178.00 | NIST | |
| Inp | 1205.00 | NIST | |
| Inp | 1202.00 | NIST | |
| Inp | 1202.00 | NIST | |
| Inp | 1180.00 | NIST | |
| Inp | 1212.00 | NIST | |
| Inp | 1176.00 | NIST | |
| Inp | 1205.00 | NIST | |
| Inp | 1205.00 | NIST | |
| Inp | 1223.00 | NIST | |
| Inp | 1206.00 | NIST | |
| Inp | 1184.00 | NIST | |
| Inp | 1182.00 | NIST | |
| Inp | 1204.00 | NIST | |
| Inp | 1205.00 | NIST | |
| Inp | 1200.00 | NIST | |
| Inp | 1176.00 | NIST | |
| Inp | 1177.00 | NIST | |
| Inp | 1206.00 | NIST | |
| Inp | 1207.00 | NIST | |
| Inp | 1206.00 | NIST | |
| Inp | 1201.00 | NIST | |
| Inp | 1209.00 | NIST | |
| Inp | 1188.00 | NIST | |
| Inp | 1200.00 | NIST | |
| Inp | 1219.00 | NIST | |
| Inp | 1205.00 | NIST | |
| Inp | 1206.00 | NIST | |
| Inp | 1218.00 | NIST | |
| Inp | 1206.00 | NIST | |
| Inp | 1208.00 | NIST | |
| Inp | 1206.00 | NIST | |
| Inp | 1205.00 | NIST | |
| Inp | 1204.00 | NIST | |
| Inp | 1206.00 | NIST | |
| Inp | 1205.00 | NIST | |
| Inp | 1212.00 | NIST | |
| Inp | 1183.00 | NIST | |
| Inp | 1194.90 | NIST | |
| Inp | 1184.00 | NIST | |
| Inp | 1220.92 | NIST | |
| Inp | 1205.00 | NIST | |
| Inp | 1184.00 | NIST | |
| Inp | 1177.00 | NIST | |
| Inp | 1181.00 | NIST | |
| Inp | 1179.00 | NIST | |
| Inp | 1210.00 | NIST | |
| Inp | 1194.00 | NIST | |
| Inp | 1196.00 | NIST | |
| Inp | 1195.00 | NIST | |
| Inp | 1204.00 | NIST | |
| Inp | 1205.00 | NIST | |
| Inp | 1184.00 | NIST | |
| Inp | 1206.00 | NIST | |
| Inp | 1192.00 | NIST | |
| Inp | 1205.00 | NIST | |
| Inp | 1210.00 | NIST | |
| Inp | 1211.00 | NIST | |
| Inp | 1213.00 | NIST | |
| Inp | 1216.00 | NIST | |
| Inp | 1208.00 | NIST | |
| Inp | 1214.00 | NIST | |
| Inp | 1210.00 | NIST | |
| Inp | 1205.00 | NIST | |
| Inp | 1205.00 | NIST | |
| Inp | 1188.00 | NIST | |
| Inp | 1175.00 | NIST | |
| Inp | 1216.00 | NIST | |
| Inp | 1211.00 | NIST | |
| Inp | 1174.00 | NIST | |
| Inp | 1204.00 | NIST | |
| Inp | 1217.00 | NIST | |
| Inp | 1200.00 | NIST | |
| Inp | 1209.00 | NIST | |
| Inp | Outlier 1168.00 | NIST | |
| Inp | 1207.00 | NIST | |
| Inp | 1208.00 | NIST | |
| Inp | 1208.00 | NIST | |
| Inp | 1200.00 | NIST | |
| Inp | 1208.00 | NIST | |
| Inp | 1204.00 | NIST | |
| Inp | 1206.00 | NIST | |
| Inp | 1184.00 | NIST | |
| Inp | 1177.00 | NIST | |
| Inp | 1204.00 | NIST | |
| Inp | 1203.00 | NIST | |
| Inp | 1184.00 | NIST | |
| Inp | 1216.00 | NIST | |
| Inp | 1204.00 | NIST | |
| Inp | Outlier 1169.00 | NIST | |
| Inp | 1204.00 | NIST | |
| Inp | 1176.00 | NIST | |
| Inp | 1200.00 | NIST | |
| Inp | 1207.00 | NIST | |
| Inp | 1190.00 | NIST | |
| Inp | 1184.00 | NIST | |
| Inp | 1205.00 | NIST | |
| Inp | 1177.00 | NIST | |
| Inp | 1205.00 | NIST | |
| Inp | 1206.00 | NIST | |
| Inp | 1180.00 | NIST | |
| Inp | 1183.00 | NIST | |
| Inp | 1183.00 | NIST | |
| Inp | 1207.00 | NIST | |
| Inp | 1208.00 | NIST | |
| Inp | 1182.00 | NIST | |
| Inp | 1210.00 | NIST | |
| Inp | 1205.00 | NIST | |
| Inp | Outlier 1170.00 | NIST | |
| Inp | 1206.00 | NIST | |
| Inp | 1204.00 | NIST | |
| Inp | 1203.00 | NIST | |
| Inp | 1209.00 | NIST | |
| Inp | 1193.00 | NIST | |
| Inp | 1185.00 | NIST | |
| Inp | 1204.00 | NIST | |
| Inp | 1208.00 | NIST | |
| Inp | Outlier 1170.00 | NIST | |
| Inp | 1217.00 | NIST | |
| Inp | 1217.00 | NIST | |
| Inp | 1211.00 | NIST | |
| Inp | 1205.00 | NIST | |
| Inp | 1204.00 | NIST | |
| Inp | 1195.00 | NIST | |
| Inp | 1186.00 | NIST | |
| Inp | 1222.00 | NIST | |
| Inp | 1209.00 | NIST | |
| Inp | 1206.00 | NIST | |
| Inp | 1197.00 | NIST | |
| Inp | 1189.00 | NIST | |
| Inp | Outlier 1233.00 | NIST | |
| Inp | 1184.00 | NIST | |
| Inp | 1204.00 | NIST | |
| Inp | 1207.00 | NIST | |
| Inp | 1203.00 | NIST | |
| Inp | 1207.00 | NIST | |
| Inp | 1192.00 | NIST | |
| Inp | 1204.00 | NIST | |
| Inp | 1206.00 | NIST | |
| Inp | 1186.00 | NIST | |
| Inp | 1205.00 | NIST | |
| Inp | 1191.00 | NIST | |
| Inp | 1195.00 | NIST | |
| Inp | 1203.00 | NIST | |
| Inp | 1176.00 | NIST | |
| Inp | 1208.00 | NIST | |
| Inp | 1205.00 | NIST | |
| Inp | 1205.00 | NIST | |
| Inp | 1225.00 | NIST | |
| Inp | 1200.00 | NIST | |
| Inp | 1174.00 | NIST | |
| Inp | 1207.00 | NIST | |
| Inp | 1205.00 | NIST | |
| Inp | 1186.00 | NIST | |
| Inp | 1226.00 | NIST | |
| Inp | 1189.00 | NIST | |
| Inp | 1197.00 | NIST | |
| Inp | 1205.00 | NIST | |
| Inp | 1211.00 | NIST | |
| Inp | 1199.00 | NIST | |
| Inp | 1175.00 | NIST | |
| Inp | 1178.00 | NIST | |
| Inp | Outlier 1164.00 | NIST | |
| Inp | 1178.00 | NIST | |
| Inp | 1208.00 | NIST | |
| Inp | 1218.00 | NIST | |
| Inp | 1204.00 | NIST | |
| Inp | 1207.00 | NIST | |
| Inp | 1208.00 | NIST | |
| Inp | 1218.00 | NIST | |
| Inp | 1218.00 | NIST | |
| Inp | 1205.00 | NIST | |
| Inp | 1204.00 | NIST | |
| Inp | 1203.00 | NIST | |
| Inp | 1205.00 | NIST | |
| Inp | 1208.00 | NIST | |
| Inp | 1204.00 | NIST | |
| Inp | 1204.00 | NIST | |
| Inp | 1221.00 | NIST | |
| Inp | 1208.00 | NIST | |
| Inp | 1207.00 | NIST | |
| Inp | 1207.00 | NIST | |
| Inp | 1205.00 | NIST | |
| Inp | 1193.00 | NIST | |
| Inp | 1204.00 | NIST | |
| Inp | 1208.00 | NIST | |
| Inp | 1205.00 | NIST | |
| Inp | 1207.00 | NIST | |
| Inp | 1209.00 | NIST | |
| Inp | Outlier 1245.00 | NIST | |
| Inp | Outlier 1245.00 | NIST | |
| Inp | 1205.00 | NIST | |
| Inp | 1205.00 | NIST | |
| Inp | 1199.00 | NIST | |
| Inp | 1205.00 | NIST | |
| Inp | 1221.00 | NIST | |
| Inp | 1189.00 | NIST | |
| Inp | 1205.00 | NIST | |
| Inp | 1203.00 | NIST | |
| Inp | 1175.00 | NIST | |
| Inp | 1221.00 | NIST | |
| Inp | Outlier 1245.00 | NIST | |
| Inp | 1195.00 | NIST | |
| Inp | 1221.00 | NIST | |
| Inp | Outlier 1245.00 | NIST | |
| Inp | 1217.00 | NIST | |
| Inp | 1205.00 | NIST | |
| Inp | Outlier 1164.00 | NIST | |
| Inp | 1196.00 | NIST | |
| Inp | Outlier 1164.00 | NIST | |
| Inp | 1180.00 | NIST | |
| Inp | Outlier 1164.00 | NIST | |
| Inp | Outlier 1236.00 | NIST | |
| Inp | 1183.00 | NIST | |
| Inp | 1191.00 | NIST | |
| Inp | Outlier 1164.00 | NIST | |
| Inp | 1195.00 | NIST | |
| Inp | 1185.00 | NIST | |
| Inp | 1204.00 | NIST | |
| Inp | 1206.00 | NIST | |
| Inp | 1207.00 | NIST | |
| Inp | 1173.00 | NIST | |
| Inp | 1185.00 | NIST | |
| Inp | 1191.00 | NIST | |
| I | [1676.00; 1742.00] |
|
|
| I | 1730.00 | NIST | |
| I | 1697.00 | NIST | |
| I | 1699.00 | NIST | |
| I | 1710.00 | NIST | |
| I | 1742.00 | NIST | |
| I | 1707.00 | NIST | |
| I | 1723.00 | NIST | |
| I | 1696.00 | NIST | |
| I | Outlier 1679.00 | NIST | |
| I | 1698.00 | NIST | |
| I | 1715.00 | NIST | |
| I | 1701.00 | NIST | |
| I | 1710.00 | NIST | |
| I | 1710.00 | NIST | |
| I | 1709.00 | NIST | |
| I | 1730.00 | NIST | |
| I | 1729.00 | NIST | |
| I | 1730.00 | NIST | |
| I | 1709.00 | NIST | |
| I | 1712.00 | NIST | |
| I | 1695.00 | NIST | |
| I | 1729.00 | NIST | |
| I | 1733.00 | NIST | |
| I | 1730.00 | NIST | |
| I | 1716.00 | NIST | |
| I | 1712.00 | NIST | |
| I | 1696.00 | NIST | |
| I | 1729.00 | NIST | |
| I | 1698.00 | NIST | |
| I | 1722.00 | NIST | |
| I | 1701.00 | NIST | |
| I | 1701.00 | NIST | |
| I | 1730.00 | NIST | |
| I | 1733.00 | NIST | |
| I | 1735.00 | NIST | |
| I | Outlier 1676.00 | NIST | |
| I | 1695.00 | NIST | |
| I | 1731.00 | NIST | |
| I | 1738.00 | NIST | |
| I | 1707.00 | NIST | |
| I | 1701.00 | NIST | |
| I | 1725.00 | NIST | |
| I | 1726.00 | NIST | |
| I | 1726.00 | NIST | |
| I | 1725.00 | NIST | |
| I | 1696.00 | NIST | |
| I | 1725.00 | NIST | |
| I | 1725.00 | NIST | |
| I | 1725.00 | NIST | |
| I | 1725.00 | NIST | |
| I | 1725.00 | NIST | |
| I | 1725.00 | NIST | |
| I | 1721.00 | NIST | |
| I | 1704.00 | NIST | |
| I | 1733.00 | NIST | |
| I | 1725.00 | NIST | |
| I | 1725.00 | NIST | |
| I | 1714.00 | NIST | |
| I | 1725.00 | NIST | |
| I | 1724.00 | NIST | |
| I | 1725.00 | NIST | |
| I | 1725.00 | NIST | |
| I | 1726.00 | NIST | |
| I | 1730.00 | NIST | |
| I | 1725.00 | NIST | |
| I | 1725.00 | NIST | |
| I | 1725.00 | NIST | |
| I | 1725.00 | NIST | |
| I | 1725.00 | NIST | |
| I | 1725.00 | NIST | |
| I | 1725.00 | NIST | |
| I | 1725.00 | NIST | |
| I | 1725.00 | NIST | |
| I | 1725.00 | NIST | |
| I | 1725.00 | NIST | |
| I | 1725.00 | NIST | |
| I | 1735.00 | NIST | |
| I | 1725.00 | NIST | |
| I | 1726.00 | NIST | |
| I | 1716.00 | NIST | |
| I | 1724.00 | NIST | |
| I | 1730.00 | NIST | |
| I | 1730.00 | NIST | |
| I | 1699.00 | NIST | |
| I | 1696.00 | NIST | |
| I | 1710.00 | NIST | |
| Tboil | 500.70 | K | NIST |
| Tc | 745.88 | K | Relay (... Calculated Property |
| Tfus | 355.52 | K | Relay (... Calculated Property |
| Vc | 0.418 | m3/kmol | Relay (... Calculated Property |
Temperature Dependent Properties
| Property | Value | Unit | Temperature (K) | Source |
|---|---|---|---|---|
| Cp,gas | [307.39; 393.70] | J/mol×K | [513.48; 740.08] |
|
| Cp,gas | 307.39 | J/mol×K | 513.48 | Joback Calculated Property |
| Cp,gas | 324.08 | J/mol×K | 551.25 | Joback Calculated Property |
| Cp,gas | 339.67 | J/mol×K | 589.01 | Joback Calculated Property |
| Cp,gas | 354.29 | J/mol×K | 626.78 | Joback Calculated Property |
| Cp,gas | 368.08 | J/mol×K | 664.55 | Joback Calculated Property |
| Cp,gas | 381.17 | J/mol×K | 702.31 | Joback Calculated Property |
| Cp,gas | 393.70 | J/mol×K | 740.08 | Joback Calculated Property |
Similar Compounds
![Bicyclo[3.1.1]hept-3-en-2-one, 4,6,6-trimethyl-, (1S)-.](data:image/png;base64,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)
![8-Isopropyl-1,5-dimethyltricyclo[4.4.0.02,7]dec-4-en-3-one.](data:image/png;base64,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)
![[1S]-4,6,6-Trimethyl-bicyclo[3,1,1]hept-3-en-2-one.](data:image/png;base64,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)
![Bicyclo[3.1.1]hept-2-en-6-one, 2,7,7-trimethyl-.](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAPoAAAD6CAIAAAAHjs1qAAAeQElEQVR4nO2da1RTV9qA35BAiECIKBfviloUqKKggthWrdVqsaMIaq3RdnThrPr1wHw6xdXLSjvTdtG1ZqYHp3UGZ9oa1GmLVivVatXaKuIFUfACVkRBakFBhYBcQ7K/H5svpQghhJNzcjjvs/qnmrP3a/KcfTvvPltGCAEEkQYuQgeAIPyBuiMSAnVHJATqjkgI1B2REKg7IiFQd0RCoO6IhEDdEQmBuiMSAnVHJATqjkgI1B2REKg7IiFQd0RCoO6IhEDdEQmBuiMSAnVHJATqjkgI1B2REKg7IiFQd0RCoO6IhEDdEQmBuiMSAnVHJATqjkgI1B2REKg7IiFQd0RCoO6IhEDdEQmBuiMSAnVHJATqjkgI1B2REKg7IiFQd0RCoO6IhEDdEQmBuiMSAnVHJATqjkgI1B2REKg7IiFQd0RCoO6IhEDdEQmBuiMSAnVHJATqjkgI1B2REKg7IiFQ995iMpmqq6svXbokdCBI96DuvaKsrGz27NlPP/30xIkTIyIi0tPTTSaT0EEhXSIjhAgdg1jZuXPn+vXrDQaDj4+P2WyuqakBgLFjx27YsGHVqlUqlUroAJFHIEjPMRgMCQkJ9AtcvHjxvXv3mpqa9Hp9UFAQ/UNfX1+dTldVVSV0pMhvQN17zJkzZ0aPHg0AKpWKZdn2f2UymTIzM6Oioqj0SqVSq9X+9NNPQoWKdAB17wFGozElJcXV1RUAIiIirHiclZUVHx/v4uICAC4uLjExMadOneIzVKRTUHdbKS0tnTFjBgDIZDKGYZqbm7u95Pr16wzDWAbx0dHRGRkZra2tPESLdArqbhMZGRkajQYAhg0b9sMPP/To2jt37uh0Oh8fHyr9mDFjWJZtaGhwTKSINVD3bjAYDCtXrqSmxsbG3r9/375y6urqWJYdPnw4LcrPz0+n09ldGmIfqLs1Tp8+HRgY2Oms1D7oXHbq1KlUek9PT4ZhSktLe18yYguoe+cYjUadTieXywFgypQpRUVF3JaflZUVExMjk8ksc9mzZ89yWwXyKKh7J5SUlERHR1MRbZyV2sfFixe1Wi1d6qFz2czMTLPZ7KDqENS9I3q93tPTEwCGDx/+448/8lBjRUWFTqejU2EAmDBhQlpaWlNTEw9VSw3U/VdqampWrFhBnYuLi+N5HllbW8uy7NChQ2kAAQEBOp2uurqazxj6PKh7G8eOHaOqeXl5paWlCRVGc3OzXq8PDQ2l0nt5eTEMU1ZWJlQ8fQzU/Tez0qlTp16/fl3oiAj5/7ksld7NzU2r1V6+fFnooESP1HW/efMmTXGRy+XJycktLS1CR/QbLly4oNVqFQpF+7ms0EGJGEnrbpmVjhgx4sSJE0KH0yUlJSUMw3h4eFDpw8LC9Hq90WgUOi7xIVHdq6urly9fTu2Jj49/8OCB0BF1T01NDcuygwcPpmGPHDmSZdmHDx8KHZeYkKLu33///ZAhQwBArVanp6cLHU7PoIn148ePp9Kr1WqGYW7fvi10XOJAWrq3tLTodDqalxsZGVlcXCx0RHZCkxHmzJnTfi5bWFgodFzOjoR0v3r16qRJkwBAoVDodLq+kYibm5ur1WrpshJNRjhy5IjQQTkvUtFdr9fTqd7IkSOzsrKEDodjiouLGYbp168fbezDw8P1en3fuJ+5pe/rXllZ+fzzz1tmpX34OWVlZaVOpxswYAD9xwYGBrIsW19fL3RcTkQf1/3IkSN0KcPb23vHjh1Ch8MHuEncCn1W96ampuTkZDorjYqKunHjhtAR8Qqdy0ZGRuIm8fb0Td0LCwvDwsL62KzUPh5NrJfyJvG+prvZbE5LS6OTtlGjRmVnZwsdkVNQVFTEMIy7uzsAhIaGVlZWCh2RMPQp3SsrKxcuXEi7b61WW1dX1+0lxcXFPd1qLVKuXLlieTi1evVqocMRhr6j++HDhwcNGkRnpf/9739tuaS4uHjAgAEajaZvD2rb93j+/v4AMH/+fKGDEoa+oHtjY6NlVjpr1qyff/7ZxgvNZvOyZcsA4LHHHhNF2owddOjxTpw4QZPMhI5LGESv+5UrVyZOnGiZlZpMph5d3tDQEB4eDgDPPPNM38sxfLTH++WXX+hWKaFDEwYR696+jx43btz58+ftK6e0tNTPzw8AkpKSuI1QQLrq8YxGo4uLi4uLS9+7t21BrLrfvXv3ueees/TRvcyDzc7OViqVALB161auIhSQgoKC9j1eh3VYem+Xl5cLFZ6AiFL3Q4cOBQQEAMDAgQO//vprTsrctm0bALi6uvLz9gEH0b7HCwoKys3NffQz9E64cOEC/+EJjsh0b2xsZBiGPjR5+umnuc3zTkxMpLeQSB/BdujxulqHnTdvHgAcOHCA5/CcATHpfvny5ccff5y2wXbMSrultbV1wYIFADBx4kTR7RI6dOgQnZVqNJrPP//cyidXr14NAJ988glvsTkPotH96NGjdHgdHBycl5fnoFoMBkNwcDAALF68WCxv8+ppj7dp0yYAePfdd/kJz6kQzVFkhw8fVqlUy5cvz8nJofkwjkCtVu/Zs0ej0ezdu/fPf/6zg2rhkIKCgmnTpm3evJnOSg8fPkz3JVqBTnvu3r3LS4BOhtD3m63QjFZ+9qd99913CoVCJpN98cUXPFRnH2azmWVZ2uONGzfO9qnnF198AQBxcXEODc85EU3rTtukiooKHuqaO3duSkoKIeTll1/Ozc3locaeQmelSUlJzc3NWq02NzeX7ku0BTrEv3PnjiMDdFJEozvPP9KGDRvWrl3b2Ni4ZMkSZ+v3v/7669DQ0IMHD/r6+u7bty89Pd3yChpb4LPhcDZEozv/P9KWLVuefPLJsrKy2NjY5uZm3uq1QmNjY2JiIj3acs6cOfn5+ZZ9ibZDGw7U3amhuvPZBbu6umZkZAwbNuzUqVPr1q3jrd6uOH/+/KRJkzZv3qxUKlNSUr777jvLK5Z6hJeXl4eHR0NDQ11dHedBOjmi0V2QEae/v39mZqaHh4der2dZls+q20MISU1NnT59+rVr14KDg8+cOWPJh7EPyY5nRKO7UL9QWFhYenq6TCbbuHHjgQMHeK4dAO7cubNgwYKkpCSj0ZiQkHDu3Lner8NKdrYqMt27/YXKy8v37Nlz/PhxDquOjY198803TSbTihUrCgsLOSy5W/bs2RMaGnro0CE/P7/MzExLPkwvkWzrLpp198rKSgDw8fGx/rHdu3cDwKJFi7it3Ww2L126FACCgoL4eVNNQ0MDwzD0N5o7dy63CYyvvvoqAHBylqC4EE3rPnDgQFdX1+rqauuLJA7qpmUy2bZt28LDw69du7Z06dLW1lZuy+9Abm5uWFjY5s2b3d3dWZa15MNwBf/zfidBNLrLZDI/Pz9CiPVVcMd10yqV6quvvvLz8zty5Mhrr73GefkUQkhqamp0dHRRUVFISMiZM2cSExNpPgyH4GBGBERERACA9fNHGxoaAECpVDoowevkyZOO2whSVlb21FNPAYBMJktISHDc++6+/fZbAJg3b56DyndaxKQ7Pauo2/0c3t7eAOC4rdafffYZOGAjyO7du318fADAz89v//79HJb8KBcuXACACRMmOLQWJ0Q0gxmweVzu6J76pZdeYhjGaDTGxcWVlJT0vsC6urp169bFxcU9ePBg3rx5Fy9etOzScBA4dhcBNnrMw6Ly3//+9/nz59+7dy82Nra+vr43ReXk5EyePHnr1q10Vnrw4EH6z3Qofn5+crn83r17RqPR0XU5FeLTXfDWHQDkcvnOnTvHjh2bn5+/atUqQogdhZhMpg8++GDGjBnFxcWhoaE5OTmOmJV2ilwu9/X1NZvNVVVVPFTnPIhJdxubbX4eGfbv3/+bb77RaDR79uz5y1/+0tPLy8rKZs+evWnTptbWVoZhcnNz6b5E3pDm4oyYdLfxF+JtYBoUFPTll1/K5fK33377yy+/tP3CXbt2hYWFnThxwt/f/8CBA6mpqXS1h0+kmUcgJt2dZKranp5uBKmtrV23bt3SpUurq6sXL15cUFAwf/58HuJ8FGzdnR1Ls219rMxzu7Vx40YbN4KcPXuWzkpVKhXLsnv27LEcLMM/2Lo7O+7u7hqNpqWl5cGDB1Y+xn+79fHHH1vfCNLa2vrBBx888cQTN27ciIiIyMvLo++0ERBprkWKSXewrU3iv91yc3OzshHk1q1bs2bNssxKs7OzLQcnCYg0BzNieqpKCJk1axYAWD861Gw2u7m5yWSyxsZG3gIjhOTl5dE9o+0zDTMyMjQaDQAMGzbMqc5NyMrKAoDp06cLHQiviKx1t6ULtjGZjHPCwsL0er1MJtuwYcO3335bW1ur1WqXLl1aU1MTGxubn58/c+ZMPuOxjjRbd5HpbuO2Yt4Gpmazubq6urq6uqKi4ubNm5MmTVqzZo3JZIqLixs3btyOHTs8PT0//fTTr776iubDOA/S3KCtEDqAnmH9DVhNTU2NjY0Gg4FmiZ08eVKhUDQ0NNDpY3V1NQC0tLTQx/4PHz40Go1ms9lgMFiuBQCDwWA2m1tbW+nO5a4ur6urs5L13tzcXFFRMWXKFPrwldsvgRM8PDy8vLzq6uosX5cUEKXuXbVJH3744euvv275340bNzo6HplMRofmSqWSbqtTq9VGo7GgoECj0WRnZ7u6ujo6BrsJCAioq6urqKhA3Z0U66su3t7e/fv3V6vVtbW11dXVgwYNGjx4sEqlogcsajQamUzm6urq6ekJAJ6enq6urp36KpfL5XK5Wq0GAOuXdxpGa2urUqmsq6vrzcsCeGDQoEHXr1+/c+fOuHHjhI6FL4SeK/eMy5cvA8D48eOtf2zLli0AsG7dOn6iehRfX18AqKioECoAW6C7b208pbBv4NTNz6M4YR5Bp4jimaUEnzSJTHcfHx83N7fq6mo6rewKwW0T/H6zBdTd2ZHJZPQgXKE2aNuI4PebLYgiSG4Rme5gcx6BTCa7e/cusWvjRe8R/H6zBVEEyS3i092WH0mpVNqSTOY4RDFOwNZdBIhitioKk7B1FwE2NpzCCicKk3x9fRUKxf3791taWoSOhSfEqruNaTPYulvBxcWF5tLR929KAbHqjq07J4glTq4Qn+7OlhTZKWq12sPDo76+3slPyBBFL8Qh4tPded42Y0sATm6S4N8Sz4hSd7qmbjabrXxM8HZLFCYJ/i3xjPh0VyqV/fv3NxqNzrZBu9MAnNwkUQTJIeLTHWxTWfAfUhTbhQRvFHhGlLrb0gX7+PgolcqamhrryWSOw/rGKycBBzMiwJY2yZJMhmuRVhBFkBwiSt17lEcglO6iaDgtQdJculOnTvF8tCDPiFJ3fNLEFSqVSq1WNzc319TUAMD69etDQkJmzJjxzTffCB2aQxCx7phHwAmWKXVjY2N0dHS/fv2ys7Off/75qVOn7tq1y2QyCR0gl4hSd1EMZugJGVVVVY4+lbKXWL4llUr10UcflZeXsyw7ePDgc+fOLV26dOzYsampqb08ocR5EKXuznNqjRXkcvnAgQPNZrOTJ2B1+Ja8vb0TExNv3ryp1+vHjx9fUlKSlJQ0ZMiQxMTE8vJyQSPlAFHqLoqUdxD6frORTr8lpVK5atWqK1euZGZmRkdHGwyGzZs3BwYGrlq16urVqwJFygGi1L1///7u7u4Gg4GeotoVgwYNsvI2GB4Q/H6zBfpwutN70sXFZeHChSdPnszNzdVqta2trdu3bw8NDV24cGF2djbvkXKBwC/+sJcRI0YAwI0bN4QOxBovv/wyAPznP/8ROpDOqa+vp6/nHjt27L1797r9fHFxMcMwKpWKmhMeHq7X61tbW3kIlStE2bqD0NNQG3Hm1v3KlSuRkZFpaWlKpXLNmjX9+/fv9pLRo0enpqbeunVLp9MNGDDg/Pnzq1evDgoKSk1Ntd7NOhFC3292smjRIgDYvXu30IFYIzU1FQDWr18vdCC/wWw2syxLDz8bP378hQsX7CiksbFRr9c/9thj1CJfX1+dTmdLFyEsYtX9D3/4AwB89NFHQgdijYyMDABYsmSJ0IH8yp07dyyHn2m12ocPH/amNJPJlJmZGRkZSQtUKpVarfbatWtcRcs5OJhxIM42mNm7d29ISMjBgwd9fX0zMzPT09PpcSN2Q+eyp0+fPnbs2Pz581taWrZv3x4cHHwrKQlsOIdQAIS+3+wkLS0NANauXSt0INYoKioCgMDAQKEDIQ0NDQzD0F/8mWee+eWXXwghZrN55syZHA5CioqKGIaZO2YMkcsJAImOJpmZxGzmpHBOEKvu+/btA4DnnntO6ECsQTeqqlQqYcM4d+4cHWS7u7unpKSYTCb650ePHqU3gKenJ8MwJSUlnFTXcvs2ee014u1NAAgACQkhn31Gmps5KbyXiFX3nJwcAAgPDxc6kG6gL4OvqakRpHY6K3VzcwOA4ODg/Pz8Dh/IysqKiYmRyWQA4OLiEhMTc/r0aW7qrqsjLEuGD2+T3t+f6HTk/n1uCrcXsepeVlYGAIMHDxY6kG4YM2YMAPz000/8V11WVkYPP5PJZAkJCfX19V198tKlSwkJCfTUBgCIjo7OzMw0czIIaWkhGRlkypQ26T09CcOQW7c4KNkuxKp7S0uLi4uLQqFw8sccTzzxBAD8+OOPPNe7e/dueviZn5/f/v37bbmkoqJCp9NZFuDHjh3Lsixnh3VmZZGYGCKTEQDi6kri40lODjcl9wRR6m4ymViW7devn0ajGT16NMuyDQ0NQgfVOfHx8QDw+eef81ZjfX29ZVY6d+7c8vLyHl1eW1vLsuywYcNoCf7+/jqd7sGDB9wEl59PtFri6trW2PM+lxWf7qWlpU8++STtoy2nNwYEBLz//vuc/SrcQc378MMP+akuJyeHHvTn7u7OsqzdA5KWlpaMjIyIiAj69Xp5eTEMc4urQUh5OdHpiEbTJv3EiUSvJy0t3BRuFZHpvmvXLqq4v7//gQMH6GOOqVOnWlYYEhISioqKhA7zV95//30ASE5OdnRFtMejs9KQkJCLFy9yUmz7uayrq2t8fHwOV4MQg4GwLBk6tE36QYOITkeqq7kpvAtEo3ttbW1CQgLV+tlnn+1wytejKwxnzpwRKtT2fPrppwCwatUqh9Zy69YtS4/HMExTUxO35efn52u1WoVCwf1ctrmZ6PUkJKRNerWaMAz5+WcOSu4Mceh+9uxZusShUqms9NEXL1501AqDvRw8eJCOoR1XRYcez3EVlZaWJicnWw5hnThxol6vb+FkEGI2kyNHSExMm/RubkSrJVeucFDyb3F23VtbW1NSUmjOemho6KVLl7q9hK4w0NNSAeDxxx9PS0vjbIWhh+Tl5dEYHFF4+x5v0aJFVVVVjqilAw8ePHjvvfdofgQAjBgxgmXZlro6bko/e5bExbU9lFWrSdeLp/bh1LqXlpbShTzaRzf35MlchxWGgIAALlcYbIZm9fj6+nJeso09noNobm7W6/XBwcEA8OyoUUSj4XIQUlxMXnmFvPEGN6W1w3l1z8jIoGvA/v7+Bw8etK8Q+quEhoa2X2EoKyvjNlQrmEwmhUIhk8m46fQJIXb1eA7CZDLt27fv6ksvtQ1ClEqyZg0pLHRIZVevko8/Jm+9Rf73f8k775D0dHLnTk/LcEbdDQaDVqulgi5evJiTBCY6l6Vlurq6arVa3iyhO1Z/5qjl602P50DOnydaLVEoCACRycicOSQzk7PCjx8nU6e23VHt/5PJyLJlpCepPk6n++nTp0ePHm3po7ktPC8vz1ErDF0zefJkADh37lzvi7L0eAEBAXb3eA7kxg3CMKRfvzYdJ08mej0xGntV5qeftt1FCgWZM4ds2kTef58kJZGJE9tq8fUlNn+3TqS70WjU6XRyuRwAIiIiHLdLoKSkpP0KQ1hYmF6vN/byV+maBQsWAEBm71o7g8GwcuVKbns8R1FVRVJSyKBBbTqOGkVY1s5JZ3Z2m+sTJpCCgo5/u3cv8fIiAGTIEGLbF+IsupeUlMyYMYPPPtpgMLAsO2TIEOrQyJEjU1JSHJG6+Pvf/x4Atm7dancJDu3xHEVTE9HrybhxbdIPHEiSk0kPMxrIhAkEgAwe3KXN33/flofzP/9jS3lOoXtGRgZdNxw2bNgPP/zAZ9XtVxgAQK1WMwxz+/ZtDqt44403AOCdd96x41reejxHYTKRzEwyffqvc1mtlly9atO1x4+3XWW9pVi2jAAQLy9iw2KowLrX1NS8+OKLVLUlS5bcFygfmiYjzJkzh0bi5uam1WoLHu097eIf//gHALzyyis9vbCkpCQ6OtrpZqX2kZVF4uPbFtRdXEhMDMnO7uaS119vG7IbDNY+tn9/213x3XfdRiGk7qdOnQoMDKTrg2lpaQJGYuH8+fNarZa2pjKZLCYm5siRI70sc9euXXTA3aOr2vd4/OcPO4rr1wnDEJWqTdDwcKLXk65SuOfOJQAkNLSbMquq2kp7771u6xdG9/Z99JQpU5wqqYsQcuPGDYZh+vXrRxv7yZMn92Yue/LkSQCIioqy8fNO0uM5kLt3iU5HfHzaNB09mrAseTSFm669PPts9wXS+ycxsdsPCqD7zZs3p0+fTnO5GIbh8PkLt1RWVqakpNBVcwAIDAxkWdbKnqCuKC4uplNhWz7shD2eo6C7+0aMaJM+IICkpv7mA6NHEwASG9t9Ub6+BIC8/HK3H+Rbd71eT7dvDh8+/Pjx4zzXbgdNTU16vT4oKIhKP3DgwOTk5B7tmaBvi3Z3d7f+MSfv8RwFnctOm0YAyKZNv/kruiyzYEH3hXh4EADy6qvdfpA/3Wtqal544QUqTXx8vBNuxbACnctGRUXR+On7g67auMJAiFqtBoDqrpO5LT2eXC5PTk522h7PgRw92nGZcubMtvG9dWpr29Yi336720p40v3YsWNDhw6lK32i7qOzsrLi4+NpG0wT67O7XWEghL73orCLZBLR9Xg8kZREAIi7ezcv7Thxom04tG9ft0U6XHfaR7u4uADAtGnTrl+/7ugaeeD69evt34UbHR2dkZFhZZP4U089BQDHjh3r8Oei7vEczt69NnmcmNi23duG/GfH6n716lWaMaJQKPpeH3337l2dTmfZLztmzJiuNokvW7YMAHbu3Nn+D7///vu+0eM5CqORDBlCAEhERJeLlWVlbXkEL7xgS5EO1F2v19NXEI4YMeLEiROOq0hY6urqWJal75sHAD8/P51O12H1MCkpCQD+9re/0f/tkz2eQ/jkk7YGfs2aTvZu371LJk0iAKRfP2Lbm3wcontVVdXvfvc7SfXRdC47bdo0+q/usEk8JSUFAP70pz+Rvt7jcY8lmX78eJKaSk6dIoWF5IcfyJtvtq3cy+VEr7exMO51P3r0KM27UqvV27dv57x8J6fTTeLbtm0DgJUrV7bv8bKysoQOVgyYzeSdd359ENvhv6FDe5RYz6XuLS0tlj46MjKyuLiYw8LFRYfX0IWEhACAr6+vpcezsiiJdMLt2+SvfyXPPUcef5wEBpKICPLCC+Szz3qaV8yZ7oWFhZMmTaJ9tE6nc/J32fFDWVnZhg0b6KI7RaPR8PlGMaQDMkII9Jr09PRXXnmlvr5+5MiRO3bsoHl8CMVgMPzrX/+qqKhwcXFJTEy0TGoR/umt7lVVVWvXrs3MzAQArVb78ccfe3l5cRQbgnCMojcXHz16dPXq1eXl5d7e3lu2bFmxYgVXYSGII7DzbKampqZNmzbNmzevvLw8KioqLy8PXUecH3sGM4WFhS+++GJ+fr5CoXjjjTfeeustmkOCIE5OzwYzhJB///vff/zjHxsaGkaNGrVjxw6ax4cgoqAHuldWVq5Zs2b//v0AoNVqt2zZQvP4EEQs2Kr74cOHX3rppYqKCo1G889//nP58uUODQtBHEH3U9Wmpqb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![2H-Cyclopropa[a]naphthalen-2-one, 1,1a,4,5,6,7,7a,7b-octahydro-1,1,7,7a-tetramethyl-, 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)
Find more compounds similar to Bicyclo[3.1.1]hept-3-en-2-one, 4,6,6-trimethyl-.
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