![Tricyclo[2.2.1.0(2,6)]heptane, 1,7,7-trimethyl-](/cid/68-624-4/Tricyclo-2-2-1-0-2-6-heptane-1-7-7-trimethyl.png "Tricyclo[2.2.1.0(2,6)]heptane, 1,7,7-trimethyl-")
- InChI
- InChI=1S/C10H16/c1-9(2)6-4-7-8(5-6)10(7,9)3/h6-8H,4-5H2,1-3H3
- InChI Key
- RRBYUSWBLVXTQN-UHFFFAOYSA-N
- Formula
- C10H16
- SMILES
- CC1(C)C2CC3C(C2)C31C
- Molecular Weight1
- 136.23
- CAS
- 508-32-7
- Other Names
-
- Tricyclene
- 1,7,7-Trimethyltricyclo[2.2.1.0,2,6]heptane
- Cyclene
- NSC 86978
- 1,7,7-Trimethyl-tricyclo[2.2.1.0*2,6*]heptane
- «alpha»-Tricyclene
- Tricyclo[2.2.1.02,6]heptane, 1,7,7-trimethyl-
- 1,7,7-trimethyltricyclo[2.2.1.02,6]heptane
- ΔcH°solid : Standard solid enthalpy of combustion (kJ/mol).
- 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).
- 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.
Cheméo is a service of Céondo GmbH, since 2007, we provide simulation, modelling and software development services for the industry.
Do not hesitate to contact us for your projects.
Physical Properties
| Property | Value | Unit | Source |
|---|---|---|---|
| ΔcH°solid | -6146.70 | kJ/mol | NIST |
| ΔfG° | 213.37 | kJ/mol | Joback Calculated Property |
| ΔfH°gas | -29.21 | kJ/mol | Joback Calculated Property |
| ΔfusH° | 9.81 | kJ/mol | Joback Calculated Property |
| ΔvapH° | 34.33 | kJ/mol | Joback Calculated Property |
| log10WS | -2.48 | Crippen Calculated Property | |
| logPoct/wat | 2.688 | Crippen Calculated Property | |
| McVol | 119.180 | ml/mol | McGowan Calculated Property |
| Pc | 3038.96 | kPa | Joback Calculated Property |
| Inp | [895.00; 942.00] |
|
|
| Inp | Outlier 940.00 | NIST | |
| Inp | 928.50 | NIST | |
| Inp | 936.60 | NIST | |
| Inp | 926.00 | NIST | |
| Inp | 928.00 | NIST | |
| Inp | 927.00 | NIST | |
| Inp | 926.00 | NIST | |
| Inp | 928.00 | NIST | |
| Inp | 927.00 | NIST | |
| Inp | 926.00 | NIST | |
| Inp | 927.00 | NIST | |
| Inp | 928.00 | NIST | |
| Inp | 914.00 | NIST | |
| Inp | 931.00 | NIST | |
| Inp | Outlier 940.00 | NIST | |
| Inp | 930.30 | NIST | |
| Inp | 926.00 | NIST | |
| Inp | 915.00 | NIST | |
| Inp | 920.00 | NIST | |
| Inp | 922.00 | NIST | |
| Inp | 924.00 | NIST | |
| Inp | 924.00 | NIST | |
| Inp | 928.00 | NIST | |
| Inp | 926.00 | NIST | |
| Inp | 926.00 | NIST | |
| Inp | 926.00 | NIST | |
| Inp | 926.00 | NIST | |
| Inp | 926.00 | NIST | |
| Inp | 923.00 | NIST | |
| Inp | 915.00 | NIST | |
| Inp | 920.00 | NIST | |
| Inp | 926.00 | NIST | |
| Inp | Outlier 942.00 | NIST | |
| Inp | 927.00 | NIST | |
| Inp | 926.00 | NIST | |
| Inp | 926.00 | NIST | |
| Inp | 931.00 | NIST | |
| Inp | 922.00 | NIST | |
| Inp | 918.00 | NIST | |
| Inp | 923.00 | NIST | |
| Inp | 926.00 | NIST | |
| Inp | 926.00 | NIST | |
| Inp | 919.00 | NIST | |
| Inp | 919.00 | NIST | |
| Inp | 920.00 | NIST | |
| Inp | 926.00 | NIST | |
| Inp | 926.00 | NIST | |
| Inp | 924.00 | NIST | |
| Inp | Outlier 900.00 | NIST | |
| Inp | 921.00 | NIST | |
| Inp | 923.00 | NIST | |
| Inp | 922.00 | NIST | |
| Inp | 927.00 | NIST | |
| Inp | 927.00 | NIST | |
| Inp | 922.00 | NIST | |
| Inp | 919.00 | NIST | |
| Inp | 920.00 | NIST | |
| Inp | 915.00 | NIST | |
| Inp | 921.00 | NIST | |
| Inp | 917.00 | NIST | |
| Inp | 923.00 | NIST | |
| Inp | 913.00 | NIST | |
| Inp | 923.00 | NIST | |
| Inp | 928.00 | NIST | |
| Inp | 928.00 | NIST | |
| Inp | 926.00 | NIST | |
| Inp | 925.00 | NIST | |
| Inp | 919.00 | NIST | |
| Inp | 921.00 | NIST | |
| Inp | 925.00 | NIST | |
| Inp | 924.00 | NIST | |
| Inp | Outlier 906.00 | NIST | |
| Inp | 925.00 | NIST | |
| Inp | 928.00 | NIST | |
| Inp | 925.00 | NIST | |
| Inp | 921.00 | NIST | |
| Inp | 926.00 | NIST | |
| Inp | 928.00 | NIST | |
| Inp | 923.00 | NIST | |
| Inp | 924.00 | NIST | |
| Inp | 924.00 | NIST | |
| Inp | 913.00 | NIST | |
| Inp | 925.00 | NIST | |
| Inp | 928.00 | NIST | |
| Inp | 920.00 | NIST | |
| Inp | 916.00 | NIST | |
| Inp | Outlier 899.00 | NIST | |
| Inp | 921.00 | NIST | |
| Inp | 923.00 | NIST | |
| Inp | 926.00 | NIST | |
| Inp | 926.00 | NIST | |
| Inp | 921.00 | NIST | |
| Inp | 920.00 | NIST | |
| Inp | 921.00 | NIST | |
| Inp | 925.00 | NIST | |
| Inp | 923.00 | NIST | |
| Inp | 913.00 | NIST | |
| Inp | 912.00 | NIST | |
| Inp | 920.40 | NIST | |
| Inp | 922.00 | NIST | |
| Inp | 922.00 | NIST | |
| Inp | 920.00 | NIST | |
| Inp | 925.00 | NIST | |
| Inp | 928.00 | NIST | |
| Inp | 934.00 | NIST | |
| Inp | 927.00 | NIST | |
| Inp | 927.00 | NIST | |
| Inp | 917.00 | NIST | |
| Inp | 924.00 | NIST | |
| Inp | 927.00 | NIST | |
| Inp | 924.00 | NIST | |
| Inp | 922.00 | NIST | |
| Inp | 922.00 | NIST | |
| Inp | 921.00 | NIST | |
| Inp | 915.00 | NIST | |
| Inp | 924.00 | NIST | |
| Inp | 934.00 | NIST | |
| Inp | 928.00 | NIST | |
| Inp | 927.00 | NIST | |
| Inp | 921.00 | NIST | |
| Inp | 921.00 | NIST | |
| Inp | 926.00 | NIST | |
| Inp | 915.00 | NIST | |
| Inp | 924.00 | NIST | |
| Inp | Outlier 901.00 | NIST | |
| Inp | 927.00 | NIST | |
| Inp | 915.00 | NIST | |
| Inp | 924.00 | NIST | |
| Inp | 927.00 | NIST | |
| Inp | 923.00 | NIST | |
| Inp | 922.00 | NIST | |
| Inp | 917.00 | NIST | |
| Inp | 924.00 | NIST | |
| Inp | 920.00 | NIST | |
| Inp | 930.00 | NIST | |
| Inp | 925.00 | NIST | |
| Inp | 926.00 | NIST | |
| Inp | 924.00 | NIST | |
| Inp | 916.00 | NIST | |
| Inp | 922.00 | NIST | |
| Inp | 920.00 | NIST | |
| Inp | 926.00 | NIST | |
| Inp | 920.00 | NIST | |
| Inp | 931.00 | NIST | |
| Inp | Outlier 901.00 | NIST | |
| Inp | Outlier 895.00 | NIST | |
| Inp | 919.00 | NIST | |
| Inp | Outlier 905.00 | NIST | |
| Inp | 923.00 | NIST | |
| Inp | 920.00 | NIST | |
| Inp | 927.00 | NIST | |
| Inp | Outlier 895.00 | NIST | |
| Inp | 921.00 | NIST | |
| Inp | 925.00 | NIST | |
| Inp | Outlier 906.00 | NIST | |
| Inp | 927.00 | NIST | |
| Inp | 920.00 | NIST | |
| Inp | 925.00 | NIST | |
| Inp | 927.00 | NIST | |
| Inp | 924.00 | NIST | |
| Inp | 921.00 | NIST | |
| Inp | 927.00 | NIST | |
| Inp | 920.00 | NIST | |
| Inp | 922.00 | NIST | |
| Inp | 921.00 | NIST | |
| Inp | 926.00 | NIST | |
| Inp | 925.00 | NIST | |
| Inp | 925.00 | NIST | |
| Inp | 916.00 | NIST | |
| Inp | Outlier 906.00 | NIST | |
| Inp | 926.00 | NIST | |
| Inp | 926.00 | NIST | |
| Inp | 915.00 | NIST | |
| Inp | Outlier 905.00 | NIST | |
| Inp | 916.00 | NIST | |
| Inp | 926.00 | NIST | |
| Inp | Outlier 907.00 | NIST | |
| Inp | 923.00 | NIST | |
| Inp | 924.00 | NIST | |
| Inp | 927.00 | NIST | |
| Inp | 911.00 | NIST | |
| Inp | 921.00 | NIST | |
| Inp | 918.00 | NIST | |
| Inp | 928.00 | NIST | |
| Inp | 926.00 | NIST | |
| Inp | 922.00 | NIST | |
| Inp | 911.00 | NIST | |
| Inp | 919.00 | NIST | |
| Inp | 919.00 | NIST | |
| Inp | Outlier 906.00 | NIST | |
| Inp | 927.00 | NIST | |
| Inp | 928.00 | NIST | |
| Inp | 927.00 | NIST | |
| Inp | 909.00 | NIST | |
| Inp | 926.00 | NIST | |
| Inp | 922.00 | NIST | |
| Inp | 926.00 | NIST | |
| Inp | 928.00 | NIST | |
| Inp | Outlier 904.00 | NIST | |
| Inp | Outlier 907.00 | NIST | |
| Inp | Outlier 908.00 | NIST | |
| Inp | 922.00 | NIST | |
| Inp | 923.00 | NIST | |
| Inp | Outlier 908.00 | NIST | |
| Inp | Outlier 902.00 | NIST | |
| Inp | Outlier 908.00 | NIST | |
| Inp | 920.00 | NIST | |
| Inp | 909.00 | NIST | |
| Inp | 927.00 | NIST | |
| Inp | 925.00 | NIST | |
| Inp | 923.00 | NIST | |
| Inp | 921.00 | NIST | |
| Inp | 929.00 | NIST | |
| Inp | 917.00 | NIST | |
| Inp | 935.00 | NIST | |
| Inp | 934.00 | NIST | |
| Inp | 926.00 | NIST | |
| Inp | Outlier 905.00 | NIST | |
| Inp | 925.00 | NIST | |
| Inp | 923.00 | NIST | |
| Inp | 927.00 | NIST | |
| Inp | 917.00 | NIST | |
| Inp | 927.00 | NIST | |
| Inp | 921.00 | NIST | |
| Inp | 921.00 | NIST | |
| Inp | Outlier 938.00 | NIST | |
| Inp | 920.00 | NIST | |
| Inp | 920.00 | NIST | |
| Inp | 926.00 | NIST | |
| Inp | 932.00 | NIST | |
| Inp | 924.00 | NIST | |
| Inp | 920.00 | NIST | |
| Inp | 918.00 | NIST | |
| Inp | 921.00 | NIST | |
| Inp | 917.00 | NIST | |
| Inp | Outlier 908.00 | NIST | |
| Inp | 926.00 | NIST | |
| Inp | 926.00 | NIST | |
| Inp | 925.00 | NIST | |
| Inp | 911.00 | NIST | |
| Inp | 918.00 | NIST | |
| Inp | 919.00 | NIST | |
| Inp | 933.00 | NIST | |
| Inp | 920.00 | NIST | |
| Inp | 927.00 | NIST | |
| Inp | 921.00 | NIST | |
| Inp | 922.00 | NIST | |
| Inp | 921.00 | NIST | |
| Inp | Outlier 940.00 | NIST | |
| Inp | 927.00 | NIST | |
| Inp | 926.00 | NIST | |
| Inp | 924.00 | NIST | |
| Inp | 925.00 | NIST | |
| Inp | 918.00 | NIST | |
| Inp | 927.00 | NIST | |
| Inp | 922.00 | NIST | |
| Inp | 919.00 | NIST | |
| Inp | 936.00 | NIST | |
| Inp | 936.00 | NIST | |
| Inp | 921.00 | NIST | |
| Inp | 926.00 | NIST | |
| Inp | 918.00 | NIST | |
| Inp | 919.00 | NIST | |
| Inp | 926.00 | NIST | |
| Inp | 934.00 | NIST | |
| Inp | 920.00 | NIST | |
| Inp | 921.00 | NIST | |
| Inp | 927.00 | NIST | |
| Inp | Outlier 906.00 | NIST | |
| Inp | 921.00 | NIST | |
| Inp | 918.00 | NIST | |
| Inp | 930.00 | NIST | |
| Inp | 929.00 | NIST | |
| Inp | 923.00 | NIST | |
| Inp | 921.00 | NIST | |
| Inp | 924.00 | NIST | |
| Inp | 927.00 | NIST | |
| Inp | 930.00 | NIST | |
| Inp | 927.00 | NIST | |
| Inp | 923.00 | NIST | |
| Inp | 921.00 | NIST | |
| Inp | 928.00 | NIST | |
| Inp | 926.00 | NIST | |
| Inp | 921.00 | NIST | |
| Inp | 922.00 | NIST | |
| Inp | 927.00 | NIST | |
| Inp | Outlier 905.00 | NIST | |
| Inp | 931.00 | NIST | |
| Inp | 913.00 | NIST | |
| Inp | 921.00 | NIST | |
| Inp | 929.00 | NIST | |
| Inp | 918.00 | NIST | |
| Inp | 924.00 | NIST | |
| Inp | 927.00 | NIST | |
| Inp | 927.00 | NIST | |
| Inp | 926.00 | NIST | |
| Inp | 926.00 | NIST | |
| Inp | 928.00 | NIST | |
| Inp | 927.00 | NIST | |
| Inp | 923.00 | NIST | |
| Inp | 911.00 | NIST | |
| Inp | 926.00 | NIST | |
| Inp | 926.00 | NIST | |
| Inp | 925.00 | NIST | |
| Inp | 921.00 | NIST | |
| Inp | 930.00 | NIST | |
| Inp | 929.00 | NIST | |
| Inp | 927.00 | NIST | |
| Inp | 921.00 | NIST | |
| Inp | 929.00 | NIST | |
| Inp | 926.00 | NIST | |
| Inp | 926.00 | NIST | |
| Inp | 921.00 | NIST | |
| Inp | 915.00 | NIST | |
| Inp | 928.00 | NIST | |
| Inp | 921.00 | NIST | |
| Inp | 925.00 | NIST | |
| Inp | 921.00 | NIST | |
| Inp | 921.00 | NIST | |
| Inp | 931.00 | NIST | |
| Inp | 921.00 | NIST | |
| Inp | 927.00 | NIST | |
| Inp | 926.00 | NIST | |
| Inp | 921.00 | NIST | |
| Inp | 928.00 | NIST | |
| Inp | 924.00 | NIST | |
| Inp | 927.00 | NIST | |
| Inp | 926.00 | NIST | |
| Inp | 931.00 | NIST | |
| Inp | 920.00 | NIST | |
| Inp | 923.00 | NIST | |
| I | [993.00; 1047.00] |
|
|
| I | 1028.00 | NIST | |
| I | 1009.50 | NIST | |
| I | 1003.00 | NIST | |
| I | 1013.00 | NIST | |
| I | 1000.00 | NIST | |
| I | 1007.00 | NIST | |
| I | 1029.00 | NIST | |
| I | 1030.00 | NIST | |
| I | 1022.00 | NIST | |
| I | Outlier 1047.00 | NIST | |
| I | 998.00 | NIST | |
| I | 1007.00 | NIST | |
| I | 1008.00 | NIST | |
| I | Outlier 993.00 | NIST | |
| I | 1021.00 | NIST | |
| I | 1005.00 | NIST | |
| I | 1008.00 | NIST | |
| I | 1015.00 | NIST | |
| I | 1020.00 | NIST | |
| I | 1002.00 | NIST | |
| I | 1015.00 | NIST | |
| I | 1007.00 | NIST | |
| I | 998.00 | NIST | |
| I | 1012.00 | NIST | |
| I | 1022.00 | NIST | |
| I | 1018.00 | NIST | |
| I | 1011.00 | NIST | |
| I | 1016.00 | NIST | |
| I | 1005.00 | NIST | |
| I | 1014.00 | NIST | |
| I | 1015.00 | NIST | |
| I | 1021.00 | NIST | |
| I | 1019.00 | NIST | |
| I | 1030.00 | NIST | |
| I | 1020.00 | NIST | |
| I | 1001.00 | NIST | |
| I | 1030.00 | NIST | |
| I | 1014.00 | NIST | |
| I | 1014.00 | NIST | |
| I | 1009.00 | NIST | |
| I | 1010.00 | NIST | |
| I | 1002.00 | NIST | |
| I | 1008.00 | NIST | |
| I | 995.00 | NIST | |
| I | 1017.00 | NIST | |
| I | 1029.00 | NIST | |
| I | 1005.00 | NIST | |
| I | 1003.00 | NIST | |
| I | 1009.00 | NIST | |
| I | 1013.00 | NIST | |
| I | 1015.00 | NIST | |
| I | 1017.00 | NIST | |
| I | 1020.00 | NIST | |
| I | 1004.00 | NIST | |
| I | 1004.00 | NIST | |
| I | 1020.00 | NIST | |
| I | 1014.00 | NIST | |
| I | 1014.00 | NIST | |
| I | 1002.00 | NIST | |
| I | 1007.00 | NIST | |
| I | 1014.00 | NIST | |
| I | 1014.00 | NIST | |
| I | 1014.00 | NIST | |
| I | 1014.00 | NIST | |
| I | 1014.00 | NIST | |
| I | 1014.00 | NIST | |
| I | 1014.00 | NIST | |
| I | 1010.00 | NIST | |
| I | 1014.00 | NIST | |
| I | 1014.00 | NIST | |
| I | 1014.00 | NIST | |
| I | 1014.00 | NIST | |
| I | 1014.00 | NIST | |
| I | 1014.00 | NIST | |
| I | 1014.00 | NIST | |
| I | 1014.00 | NIST | |
| I | 1014.00 | NIST | |
| I | 1014.00 | NIST | |
| I | 1014.00 | NIST | |
| I | 998.00 | NIST | |
| I | 1003.00 | NIST | |
| Tboil | 426.70 | K | NIST |
| Tc | 637.57 | K | Joback Calculated Property |
| Tfus | 302.64 | K | Joback Calculated Property |
| Vc | 0.476 | m3/kmol | Joback Calculated Property |
Temperature Dependent Properties
| Property | Value | Unit | Temperature (K) | Source |
|---|---|---|---|---|
| Cp,gas | [275.10; 367.47] | J/mol×K | [431.02; 637.57] |
|
| Cp,gas | 275.10 | J/mol×K | 431.02 | Joback Calculated Property |
| Cp,gas | 294.56 | J/mol×K | 465.45 | Joback Calculated Property |
| Cp,gas | 312.07 | J/mol×K | 499.87 | Joback Calculated Property |
| Cp,gas | 327.87 | J/mol×K | 534.30 | Joback Calculated Property |
| Cp,gas | 342.20 | J/mol×K | 568.72 | Joback Calculated Property |
| Cp,gas | 355.32 | J/mol×K | 603.15 | Joback Calculated Property |
| Cp,gas | 367.47 | J/mol×K | 637.57 | Joback Calculated Property |
Similar Compounds
![Tricyclo[2.2.1.0(2,6)]heptane, 1,3,3-trimethyl-.](data:image/png;base64,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)
![1,2,4-Methenoazulene, decahydro-1,5,5,8a-tetramethyl-, [1S-(1«alpha»,2«alpha»,3a«beta»,4«alpha»,8a«beta»,9R*)]-.](data:image/png;base64,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)
![(1S,1aS,1bR,4S,5S,5aS,6aR)-1a,1b,4,5a-Tetramethyldecahydro-1,5-methanocyclopropa[a]indene.](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAPoAAAD6CAIAAAAHjs1qAAAfTUlEQVR4nO3daVhTZ9oH8DsJAQRkMQEhiiiKINYVpSqtOzoWrGilKop1qajjMlanRmsrM9OOop1Ombog1sGLqlWhaqFeaEVRoaAi7hoXMKBssm9Bw5a8H563GYosMZwlybl/H3oVTM5zo/8cznnOs/DUajUgxA18tgtAiDkYd8QhGHfEIRh3xCEYd8QhGHfEIRh3xCEYd8QhGHfEIRh3xCEYd8QhGHfEIRh3xCEYd8QhGHfEIRh3xCEYd8QhGHfEIRh3xCEYd8QhGHfEIRh3xCEYd8QhGHfEIRh3xCEYd8QhGHfEIRh3xCEYd8QhGHfEIRh3xCEYd8QhGHfEIRh3xCEYd8QhGHfEIRh3xCEYd8QhGHfEIRh3xCEYd8QhGHfEIRh3xCEYd8QhGHfEIRh3xCEYd8QhGHfEIRh3xCEYd8QhGHfEIRh3xCEYd8QhGHfEIRh3xCEYd8QhGHfEIRh3xCEYd8QhGHfEIRh3xCEYdwQ7duxITk5muwom8NRqNds1GJXKysri4uLS0tKysrLS0tKSkpKSkpLSZnbv3j106NDu3buzXen/u379+qhRo0xMTHJycpycnOhoIjk5OSgoaNGiRV999RUdx9eeCbvNGxClUlleXl7xu8LCwoKCgopmCgsL8/Ly6uvr2z/OjBkzpk6dGhcXx0zZ7VOpVKtXr1apVOvXr6cp6wCQkpKSn59fXV1N0/G1h3EHtVpNzsQazU/Pmi8VCoU2R7O2tu7evbtYLBaJRGKxWCwWOzg4iH/X2NgYEBAQHx8fFRW1ZMkSun+0Du3duzc9Pb1Xr16ff/45fa2kpKQAwLvvvktfE1riysXMpUuX8vLy2gq0SqXq8AhmZmaa1JIEtxpooVDY/nGOHDmyYMECKyurW7du9evXj6KfTxdFRUUeHh6VlZVxcXHvv/8+Ta00NTWJRKKqqqr8/HyJREJTK1riRNy3b98eHR39+PHjtl5gbm5uZ2cnkUicnJzsftfiSycnJx6PR0k9c+bMiYmJ8fHxuXz5skAgoOSYOpg/f/6PP/44bdq0hIQE+lq5cePGiBEj+vXrl5mZSV8rWjL+i5nExMTPPvusa9euQUFB9vb25Kzc4nqD4czt3bs3JSUlNTU1PDx8w4YNTDatcfny5aNHj3bp0mXPnj20NkSuZMaOHUtrK9pSG7vx48cDQFhYGNuF/MGvv/7K4/HMzMzu3r3LfOt1dXUDBgwAgG3bttHd1qxZswDg4MGDdDekDSOP+9WrVwHAxsamsrKS7VpaCgkJAYBhw4bV1dUx3DTpEOzfv79SqaS1IZVK5eDgAABZWVm0NqQlI4/79OnTAeDzzz9nu5BWKBQKNzc35st79uyZpaUlAFy4cIHuth4+fAgAjo6OdDekJWOO+4MHD/h8voWFRXFxMdu1tC41NVUgEJiYmFy5coWxRskpIDg4mIG29u/fDwAffvghA21pw5jjPm/ePABYt24d24W0RyqVAkDfvn1ramoYaO7kyZMAYG1tXVBQwEBzwcHBALBr1y4G2tKG0cb96dOnJiYmQqHw2bNnbNfSHqVSOXjwYABYtWoV3W3V1tb27t0bAPbs2UN3WwRp7s6dO8w01yGjjfuyZcsA4OOPP2a7kI7dv3/f3Nycx+MlJCTQ2tCnn34KAF5eXo2NjbQ2ROTm5pJ+Amaa04Zxxr2wsNDc3FwgEDx+/JjtWrSyfft2AJBIJGVlZTQ1cf/+faFQyOfzr169SlMTLRw5cgQA/Pz8mGlOG8Y5APjrr79WKpWBgYH9+/dnuxatbNy4cezYsQUFBWvWrKHj+Gq1es2aNQ0NDStXrnz77bfpaOJ1+jNU5n/Y/rxRr6yszMrKCgBu3LjBdi1vQC6Xd+3aFQCOHTtG+cEPHjwIAN27d6+oqKD84G0ZOHAgAKSlpTHWYoeMMO5bt24FPfsdqqWIiAgAsLW1zc3NpfCw5eXl5FnP4cOHKTxs+8rKyvh8fpcuXZh/iNYOY4u7QqEQiUQAkJKSwnYtb0ylUvn5+QHAlClTVCoVVYclj2/Hjh1L4TE79PPPPwPA+PHjGWtRG8YW9x07dgDAuHHj2C5ERwUFBeTjGhkZSckB09PT+Xy+qampTCaj5IBaIkPfvvjiCyYb7ZBRxV2pVJIR1WfPnmW7Ft2RJ0GWlpZPnjzp5KEaGxuHDRsGAJ999hkltWnP29sbAM6dO8dwu+0zqrjv3bsXAIYOHcrkb206kOfBY8aM6WSPdXh4OAD06tVLoVBQVZs2FAqFUCg0MTGprq5mst0OGU/cGxsbyeSgn376ie1aOquiosLZ2Rk6N265sLDQ1tYWAOLj4ymsTRuJiYkAMHLkSIbb7ZDxxP2HH34AAHd396amJrZroUBiYiKPxzM1Nb19+7ZuR5gzZw4ABAQEUFuYNkjn2Pr165lvun1GEneVSvXWW2+B3kwjoMSf//xnAPD09Hz16tWbvpecXy0sLLKzs2korQMTJkwAgFOnTjHfdPuMJO7k9s7Z2Vmvenk7qba2ljwV3rRp0xu9sa6uzsPDAwB27NhBU23tqK+vt7Cw4PF4ejju2kjiPnr0aNCngaZUycjIIANdLl26pP27/v73v5NfC/X19fTV1pa0tDTSOvNNd8gY4k5+cTs4OLx8+ZLtWqi3ZcsWAOjTp4+WvRw5OTnk5JqUlER3ba0ijz6WL1/OSuvtM4a4T5w4EQC2b9/OdiG0aGhoGDlypPYBIs9lP/roI5rrapO/vz/DAxa0Z/Bxv3btGgBYW1szOfiJYTKZrEuXLgBw+vTp9l/5008/AYCdnV1RUREztbWgUqm6desGAPo5q8bg406Wv9qyZQvbhdDr66+/Jhds7eS4trbWxcUFAPbt28dkbc3duXMHAFxcXNgqoH2GHXfN5Gu2TmaMaWpqIgvmzJw5s63XkGEqI0aMYPHJw+7duwFgwYIFbBXQPsOOe1BQEAD85S9/YbsQJmRnZ1tbWwPAkSNHXv/Te/fuCYVCgUDA7ih/8myLqvFtlDPguGsmX+fk5LBdC0MOHDhABsS3uDJWqVTjxo0DgLVr17JVG9GzZ08AYHj0pfYMOO7Lly8HgKVLl7JdCKPIGnSTJ09uPgzuv//9LwA4Ojqye7+elZUFAGKxWG+H6Blq3Mnkaz6fbyiTr6lSXFxMdv7YvXs3+U5ZWZm9vT0AHD16lN3ayBTBdu4uWGeoU7P/9a9/KZXK2bNnG8rka6rY29tHRkYCwMaNG588eQIAUqm0pKRk3Lhx5LqZRfo4F7sFtj9vuigrKyOzmDMyMtiuhR0LFy4EAC8vr9TUVDJZ6eHDh2wXpSZLXl6/fp3tQtpkkHEPDQ0FgPfee4/tQlhTWVnZq1cvACAbKunDHLkXL14AgJWVVUNDA9u1tMnwLmZqa2vJCvybN29muxbW2NjYREVF8Xg8cg/z9OnT0NDQ6Ojo5OTk3NxcbfbeoRzZqnLMmDEmJvq7R4b+VtaWiIiI0tLSsWPHvvPOO2zXwiYfHx9ra+uGhoaXL1/++OOPzf9IKBQ6Ozu7/pGTkxOtWyMZwIW7wcW9rq7u22+/BW6f2omDBw9WVVUNHDhw165dOTk5crk8Ozs7OztbLpe/ePFCLpfL5fIWb7G1tXV1de3Tp0+fPn00/9O7d28zM7PO12MQcTewrcj27du3cuXKIUOG3Lp1i6qNwQxRU1OTh4dHVlZWbGzs7NmzW/xpXV1dfn6+/I+ysrKqqqpaPZqdnZ3ra1xcXLTfsqq6urpbt24CgaCiosLCwqJTPxudDCnumn/jmJiYwMBAtsth06FDhxYuXOju7i6Tyfh8bW/AKioqWnwGCgoKsrOzX7169fqLTU1Ne/bs2eIz0LdvXzLdu4WEhAQ/Pz8fH5/ffvutMz8X3QzpYubo0aNZWVnu7u4ffPAB27WwSa1W79y5EwA2bdqkfdYBwM7OzsvLy8vLq8X3X/8YkEujVq+IyK8Ccieg+RgkJSWB3l/JgAHFXf37NBmpVPpG/8bGJy4u7v79+87OzmSEXOe1+jGora0lidf8l/xPRUXFjRs3WhyBXFjm5uZmZmaS3nf9pKcXMy9fvtTsbU2kpaXFxsb27Nnz6dOnpqambBfIpjFjxly5cmXXrl2rV69mvvW2fhVoguTp6blw4cKFCxeSZwJ6hYW4v3r1qrCwsKCgoOJ3Lb4sKCiorKx8/Y09evRwcXFJTU1luGC9cv78eV9fXwcHh5ycHDLFSR8EBwcfPnx4woQJd+/eLSsrAwA+nz969OiFCxfOnTuXjFvWB1RezNTU1JSUlJSUlJSWlpaVlZWWlpaUlBQXF5P/J8jfRYe6dOkiFovt7e3JPtdkY+t9+/bl5+fHxsZy+T6V7POxbt06/ck6AAwfPvzw4cPu7u5nzpw5d+5cbGzsiRMnUlNTU1NT165d6+vrGxgYOHv2bNY7bbQ9u5OTblvn48LCwvz8/Lq6Om0OZW5uLpFInJyc7Jpp8Z1WH4js3bt31apVYrH43r17jo6Ob/aDGoX09PS3337b2tr62bNnrfaQsOXixYsTJ04cNWrUlStXyHeqqqri4uJiY2PPnj3b2NgIADY2Nu+//35gYOC0adPYevLacdwXLFhANtnpkJWVlVgsdnBwEIvFIpGInJXJlxoikUjn/nK1Wu3n53fmzJmpU6eeOXOGg/3uM2bMiI+P37JlC9n2Wn+Ul5eLRCJLS8vq6uoWHQkFBQWxsbGxsbFkGw8AkEgks2fPDgwM9PHxYfgfseO4L1++fP/+/a+fklt82bNnTxsbG7rLLSgoGDRoUHl5+ffff//xxx/T3ZxekclkgwYNMjc3z87OJrtx6JVevXrl5uY+evTI3d291Rfk5OQcP348KiqKjFsGgN69e8+ZM2fJkiXMjeLucBCZDgsU0oqMD7G0tMzMzGS7Fkbp+cRcshm3NhtL3b9/XyqVNu+38fT0DAsLY2BnY4McAEzmMfj4+OjPhp100/+JuV988QUAbN68WcvXNzU1paSkhISEaPpt+Hy+j49PZGRkVVUVTUUaZNwrKirIFOCdO3eyXQtDyMTcJUuWsF1Im8iKTjpMQlAqlfHx8cHBwZp+G3Nzc39//+jo6NraWmqLNMi4q9Xqc+fO8Xg8MzMz/dmAnD6aibmPHj1iu5Y2ZWZmAoBEItH5CJWVldHR0f7+/pp+G1tb2+Dg4Pj4eKqmjBhq3NVq9YoVKwBg6NChxrTIdavIekkffvgh24W0R6VSkcuSzi9xlZ+fHx4e7uPjo7m4l0gka9eu7fxuigYcd4VCQYZnML/PFpMMaGIuCSiF249lZ2eHhYU177fp3bu3VCrVefkJA467Wq1OS0sTCAR8Pj85OZntWuhiQBNzV61aRdMNVVudOYWFhW90HMOOu1qtJtOaXF1da2pq2K6FegqFQiwWg4Hsirx//34AmD9/Pk3H73xnjsHHvb6+noxcXblyJdu1UI8s/Pvuu++yXYhW0tPTAeCtt96iu6GXL1/GxMQEBARoph0KhcKpU6d2+EY9HQD8RmQymZeXV11d3enTp9977z22y6FMXV2dq6trQUFBQkLCtGnT2C6nY69evSLn3ZqaGnNzczqaqK6uzszMfPDggUwme/Dgwf3798lymQDQ6hCGluj+IDKDzPyQSCRlZWVs10KZiIgIABgyZIjeLrn4Ok9PT6Durrqqqurq1asHDhzYsGHD1KlTydI6LZiampKOS0dHx9LS0vYPaDCzmdr317/+NSEh4fLly8uWLTtx4gTb5VCgqanpm2++AYAtW7YY0GC4IUOGyGSy27dvvz5FsEMtztwymSwnJ6fFmjlCodDNzW3gwIGenp4DBw7My8vbsmVLfX39lClTYmJiOh61RcmnUB/I5XLSYcf6yqCUOHToEAD069fPsAZKhIWFAcCaNWs6fGVVVVVGRkZ0dLRUKvX393d1dX39OkQoFHp6egYGBoaGhsbExNy/f7/530Z4eDh5y7Jly7TcY9B44q5Wq8laoba2ts+fP2e7lk7R7IocFRXFdi1v5uzZs9DavXXnw91cQ0MDGVXB4/FCQ0O1L88YblWbmz59+unTp319fX/99VcDugZoIS4uLiAgwNnZOSsry7Am5pL1uLt27ZqUlCSTybS/LPH09PTw8NBmZZuKiooPPvjg4sWLlpaWR44cmTFjxhvUp+vHWE8VFRWRseARERFs16K7MWPGAMB3333HdiFaaXHmbjWy2p+52/f06dMBAwYAgJOTkw5LDRtb3NVq9alTpwDAwsLCQHc6OH/+PACIRCKFQqHzQeLi4qZNm0YeUYlEohkzZly9epWS8rS5LAEAZ2fnzoe7hbS0NHIuGzRokG4bWRph3NVq9fz58wFg9OjRhnWfR0yaNAkA/vnPf+p8BDJ4ztraev78+VKpdPHixXZ2dgKBQIebeB2uuZcuXQoAb3RJrY2YmBgyG33q1Kk6D4g3zrhrlj/ftm0b27W8mc7vikz2aRo8eHDz8SRFRUVz587tcP4XJTeUZLrZjBkzdKu/VZpOmJCQkM4MBjbOuKvV6vPnz/N4PKFQqM+bSbyO3Hh1Zoynm5sbj8e7d+9eh6+ktrdEQyaTAXU7CdfV1ZGtSgQCQVhYWCePZrRxV6vVZJEtT09PfZtu2xayvqm5ufmbDvTTIEs6enl5tfOa8PDwtp5QmpubDxs2LCgoaNu2badOncrMzNTharCxsdHCwoLH45WXl+v2U2iUlZWRzZOtrKzi4+M7eTS1cce9traWzIrfuHEj27VoZcGCBaDdM5q2nDlzBgDmzJnTzmvIyZLC3pLXeXt7A8ClS5c6c5CsrCwPDw8AkEgkVI1KMOa4q9XqjIwMoVDI5/M7+VfPALlcrtvk67y8vEuXLpElAI4fPw4An3zySTuvT0tL0/nMraWQkBAACA8P1/kIqampZPfMwYMHU/jQ0EjGzLTFy8tr06ZNX3755eLFi+/cuUNGGeinnTt3NjY2Ll682MXFpa3XaJYjJc9u5HL5kydPampqAMDExGTWrFlkHGJFRUU7DY0ePZry4lsYMmQIANy5c0e3t8fExHz00UdKpfJPf/rT8ePHqVxikqrPjd5qaGgYOXIkACxbtoztWtpUWFjYpUsXPp//4MEDtVqtUqmePXt24cKFyMjITz/9dObMmYMGDWprUUgHBwcfH59FixZVVVXdvHkTACZOnMjuj0M2NRg2bNibvlGlUoWFhZHH4Z3shGmV8cddrVbLZDKSlV9++YXtWlpRXl4+b948APDw8AgMDPTy8rKysmo12WQh9sDAQKlUGh0dnZGRUVlZ2fxQ9fX1NjY2lpaW9C3Voo2amhqy2+sbzZpXKpXk7kUgEND0RJkTcVer1WQwrb29fefnyXdGeXl5SkpKZGSkVColyba0tNQy2VomeN26dQCwYsUKun+W9vXr1w8AtF8WpaysbNy4cQBgZWVF31mJK3FvamqaMGECAAQEBDDTYn5+fmJiYvNkt7XcM/nN4+joSHpItE92q6qqqsjU/enTpyckJGRmZqanp+/evXvEiBH5+fkU/oDtIxuk/fDDD9q8ODMzk/ShSSSSGzdu0FcVV+KuVqtzc3Pt7OwA4NChQ9QeWftka87ZoaGhx48fT0xMTElJ6datGwBcvnyZqnqKi4vnzJnT4pmRu7v7zZs3qWqiQ19++SUAbNiwocNX/vbbb6QTZsiQIXSP3Da2AcDtO3jw4JIlS2xsbO7evdvqc5b2NTY2Pn/+vMU+LTKZrNWd62xsbHr06OHs7CwWi4VCoampqUAgUCgUmqXxS0pKyMLn3bp14/P5eXl5lOxvqlFaWkp+UTg4OLi4uLi6ulJ48A6dPn16+vTpkyZNIiPe2nLs2LHFixcrlcpp06YdP36c9q4zWj9Meojs2jdp0qT2J4A2NDQ8ffq0xTm7rb4RMzOzbt26SSQSiUQiEom0T61YLNZMYfb19e3MEEh98/z5cwAQiURtvUClUoWGhpJOmLVr1zY1NTFQFbfO7gBQUlIyaNCgoqKi7777bs2aNQDQ0NCQm5srl8sfP3788OHDrKwsuVyek5PT0NCgcyvm5ubt703i5ORkb2///PlzNzc3S0vLrl27FhYWent7nzlzhlzbGAF7e/vS0tLc3Fyyfm1zdXV1S5cuPXLkiEAg+M9//kPWY2IA5+IOAD///PPMmTOFQqGtra1CoVAqldr/JQgEAs3GJM13jyLf1Hyp5SZE//jHP0JDQxctWrR169bJkyfL5fLhw4efPXuWXMsaukmTJiUlJf3yyy/+/v7Nv19WVjZr1qzk5GQrK6tjx475+fkxVpKRP1VtVUBAwIoVK5KTk8nYPQ2BQGBhYWFjYyMSifr27duzZ8/XT88ODg4U7itEnvkHBQX16dPn4sWLvr6+N2/eHDt27Pnz53v06EFVK2wZOnRoUlLSnTt3msc9KyvLz8/vyZMnPXr0OH369NChQxmtiYELJv109uzZjRs3RkVFXb9+PS8vj/lRkxkZGQDg4OCgeXb44sUL8vi9d+/eWVlZDNdDuejoaAAIDAzUfCclJYVMsPL29tZ51GdncDfurFu/fj28tvlMeXn5qFGjAMDJyUmbMev6jIyZcXNzI19GRUWRaeYzZ86kfJ8CLWHc2dHU1EQuV65du9bijxQKBZm/5+DgcOvWLTaqo0Z9fb2ZmRmfz6+uribrGAODnTCtwriz48KFCwDQt2/fVvtDlUolmdZka2ubmprKfHlUGTZsGABMmTIFAExMTPbs2cNuPRh3dpD5y1u3bm3rBXV1dWRzcEtLSwo3CGDYrFmzyEndxsZGH34KjDsL6urqSOc6Ge7blsbGxiVLlgCAmZnZyZMnGSuPEqWlpVKpVCgUurq69uzZs/2flDEYdxacPHkSOppRSqhUKjLCUSAQREdHM1Bb59XW1n711VdkToZAIFi2bJn+7DSBcWcBGS34zTffaPl6cp8nEAi+//57WgvrpKampujoaIlEQi5gJk+efPv2bbaL+gOMO9OqqqrIxKW8vDzt30VW1uXxeNp/SBiWmJg4ePBgEvSRI0cmJSWxXVErMO5MO3jwIOg0vy4iIoKM6ZVKpXQUprNr166RmRkA4OLiEh0drbf7L2Dcmebr6wsABw4c0OG9hw8fJkMYVq9erQ+Revz4cWBgIBnVKBKJwsLCyAAkvYVxZ1RRUZGJiYmpqanOm+rExcWRAcYhISEsPq8pKSmRSqWkEgsLC6lU2mLWrH7CuDPq22+/BYBZs2Z15iAJCQlk5P28efO03LWCQgqFIiwsjHS88Pn84OBgJucEdhLGnVFkea3Y2NhOHic5OZkEzt/fn7HBbQ0NDZGRkZq9fCdPnqz9zGs9gXFnTlZWFo/Hs7a2fvnyZeePlpGRQUYXjh8/vrq6uvMHbF9iYiLZP4eMZ9T/VdlahXFnzt/+9jcAWLx4MVUHfPDgAenk9vb2pm+HzatXr44dO5YEvX///jExMfpwl6wbjDtzyNoSiYmJFB5TLpeTOdfDhw8vLi6m8MhqtfrRo0eajhexWBwWFvZGyyTpIYw7Q65fvw4Ajo6OlC9E+uzZM7KwjIeHR25uLiXHLC4uXrt2Len0tLS0lEql7C5LRhWMO0M++eQTAFi3bh0dB6dwGhTpeCELYJiYmISEhBQUFFBVJ+sw7kzQTOZIT0+nqYnOT4Oqr6+PjIx0dHTUdLwY+nSq12HcmUCWFmprMgdVFArF5MmTdZsGFR8fT1Z1BIBRo0YlJyfTUyPLMO5MIMPWKd+M7nU6TINKS0t75513SNDd3d0NuuOlQxh32imVSltbWwB49OgRA81pPw1KJpORVwKAvb19eHg45eup6xuMO+1OnDgBACNGjGCsxQ6nQeXl5YWEhJDtra2srKRSKQMPqvQBxp12ZFXKf//730w22tY0qJqamtDQUDLkRigUhoSEvHjxgsnC2IVxp5dukzmoQiaFCASC/fv3k44Xssk6j8cLDAzscFdh44Nxp1dUVBQATJo0ia0Ctm3bRvJNBtiQMTb09YfquZa7JCNqkR3Tg4KC2Cpg8+bNEREREomEx+MNGDAgJibm4sWLZG82DuLiCsCMKSwsdHZ2FgqFhYWFpHOGLTU1Nfn5+W5ubuT2lLPw7E6jY8eONTU1+fn5sZt1AOjatauHhwfHsw4Yd1odPXoUAMgmkkgf4MUMXbKysvr379+1a9cXL160tcsNYhie3ely+PBhtVo9e/ZszLr+wLjT5dixY8Bqnwx6HV7M0OL69eve3t5OTk65ubl4g6g/8OxOC9LdPnfuXMy6XsGzO/VUKlWvXr3y8/OvX78+YsQItstB/4Nnd+olJSXl5+f369cPs65vMO7UIzep8+fPZ7sQ1BJezFCvsrLyxIkTEydO7NOnD9u1oD/AuCMOwYsZxCEYd8QhGHfEIRh3xCEYd8QhGHfEIRh3xCEYd8QhGHfEIRh3xCEYd8QhGHfEIRh3xCEYd8QhGHfEIRh3xCEYd8QhGHfEIRh3xCEYd8QhGHfEIRh3xCEYd8QhGHfEIRh3xCEYd8QhGHfEIRh3xCEYd8QhGHfEIRh3xCEYd8QhGHfEIRh3xCEYd8QhGHfEIRh3xCEYd8QhGHfEIRh3xCEYd8QhGHfEIRh3xCEYd8QhGHfEIRh3xCEYd8QhGHfEIRh3xCEYd8QhGHfEIRh3xCEYd8QhGHfEIRh3xCEYd8QhGHfEIRh3xCEYd8QhGHfEIRh3xCH/B+iS2FUTTZdhAAAAAElFTkSuQmCC)
![1,2,4-Metheno-1H-indene, octahydro-1,7a-dimethyl-5-(1-methylethyl)-, [1S-(1«alpha»,2«alpha»,3a«beta»,4«alpha»,5«alpha»,7a«beta»,8S*)]-.](data:image/png;base64,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)
![(1R,1aR,2aS,6R,6aS,7aS)-1,6,6a-Trimethyldecahydro-1,2a-methanocyclopropa[b]naphthalene.](data:image/png;base64,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)
![1H-Cycloprop[e]azulene, 1a«beta»,2,3,4,4a«beta»,5,6,7b«beta»-octahydro-1,1,4«beta»,7-tetramethyl.](data:image/png;base64,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)
Find more compounds similar to Tricyclo[2.2.1.0(2,6)]heptane, 1,7,7-trimethyl-.
Sources
Note: Cheméo is only indexing the data, follow the source links to retrieve the latest data. The source is also providing more information like the publication year, authors and more.
Take the time to validate and double check the source of the data.
Outlier This icon means
that the value is more than 2 standard deviations away from the
property mean.