- InChI
- InChI=1S/C15H26O/c1-9-5-6-10-12(9)13-11(14(13,2)3)7-8-15(10,4)16/h9-13,16H,5-8H2,1-4H3/t9-,10?,11?,12?,13?,15-/m1/s1
- InChI Key
- AYXPYQRXGNDJFU-XJMMWPIVSA-N
- Formula
- C15H26O
- SMILES
- CC1CCC2C1C1C(CCC2(C)O)C1(C)C
- Molecular Weight1
- 222.37
- CAS
- 577-27-5
- Other Names
-
- 1H-Cycloprop[e]azulen-4-ol, decahydro-1,1,4,7-tetramethyl-, [1ar-(1a«alpha»,4«alpha»,4a«beta»,7«alpha»,7a«beta»,7b«alpha»)]-
- 1H-Cycloprop[e]azulen-4-ol, decahydro-1,1,4,7-tetramethyl-, (1ar,4R,4as,7R,7as,7bs)-
- (+)-Ledol
- d-Ledol
- 1H-Cycloprop[e]azulen-4-ol, decahydro-1,1,4,7-tetramethyl-, [1ar-(1a«alpha»,4«alpha»,4a«beta»,7«beta»,7a«beta»,7b«alpha»)]-
- (1aS,4S,4aR,7S,7aR,7bR)-1,1,4,7-Tetramethyldecahydro-1H-cyclopropa[e]azulen-4-ol
- Cp,gas : Ideal gas heat capacity (J/mol×K).
- ΔfusH° : Enthalpy of fusion at standard conditions (kJ/mol).
- logPoct/wat : Octanol/Water partition coefficient.
- McVol : McGowan's characteristic volume (ml/mol).
- Inp : Non-polar retention indices.
- I : Polar retention indices.
- Tboil : Normal Boiling Point Temperature (K).
- 1: Molecular weight from the IUPAC atomic weights tables.
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Physical Properties
| Property | Value | Unit | Source |
|---|---|---|---|
| ΔfusH° | 20.59 | kJ/mol | Joback Calculated Property |
| logPoct/wat | 3.466 | Crippen Calculated Property | |
| McVol | 195.500 | ml/mol | McGowan Calculated Property |
| Inp | [1539.00; 1616.00] |
|
|
| Inp | 1599.00 | NIST | |
| Inp | 1599.00 | NIST | |
| Inp | 1573.00 | NIST | |
| Inp | 1565.00 | NIST | |
| Inp | 1560.00 | NIST | |
| Inp | 1569.00 | NIST | |
| Inp | 1565.00 | NIST | |
| Inp | 1542.00 | NIST | |
| Inp | 1546.00 | NIST | |
| Inp | 1605.00 | NIST | |
| Inp | 1551.00 | NIST | |
| Inp | 1561.00 | NIST | |
| Inp | 1551.00 | NIST | |
| Inp | 1586.00 | NIST | |
| Inp | 1551.00 | NIST | |
| Inp | 1584.00 | NIST | |
| Inp | 1563.00 | NIST | |
| Inp | 1580.00 | NIST | |
| Inp | 1549.00 | NIST | |
| Inp | 1564.00 | NIST | |
| Inp | 1549.00 | NIST | |
| Inp | 1597.00 | NIST | |
| Inp | 1565.00 | NIST | |
| Inp | 1561.00 | NIST | |
| Inp | 1564.00 | NIST | |
| Inp | 1567.00 | NIST | |
| Inp | 1547.00 | NIST | |
| Inp | 1582.00 | NIST | |
| Inp | 1562.00 | NIST | |
| Inp | 1569.00 | NIST | |
| Inp | 1551.00 | NIST | |
| Inp | 1588.00 | NIST | |
| Inp | 1566.00 | NIST | |
| Inp | 1600.00 | NIST | |
| Inp | 1597.00 | NIST | |
| Inp | 1586.00 | NIST | |
| Inp | 1586.00 | NIST | |
| Inp | 1569.00 | NIST | |
| Inp | 1565.00 | NIST | |
| Inp | 1565.00 | NIST | |
| Inp | 1564.00 | NIST | |
| Inp | 1585.00 | NIST | |
| Inp | 1598.00 | NIST | |
| Inp | 1587.00 | NIST | |
| Inp | 1591.00 | NIST | |
| Inp | 1608.00 | NIST | |
| Inp | 1570.00 | NIST | |
| Inp | 1593.00 | NIST | |
| Inp | 1571.00 | NIST | |
| Inp | 1565.00 | NIST | |
| Inp | Outlier 1616.00 | NIST | |
| Inp | 1562.00 | NIST | |
| Inp | 1607.00 | NIST | |
| Inp | 1574.00 | NIST | |
| Inp | 1567.00 | NIST | |
| Inp | 1552.00 | NIST | |
| Inp | 1569.00 | NIST | |
| Inp | 1593.00 | NIST | |
| Inp | 1600.00 | NIST | |
| Inp | 1574.00 | NIST | |
| Inp | 1565.00 | NIST | |
| Inp | 1563.00 | NIST | |
| Inp | 1588.00 | NIST | |
| Inp | 1560.00 | NIST | |
| Inp | 1563.00 | NIST | |
| Inp | 1560.00 | NIST | |
| Inp | 1564.00 | NIST | |
| Inp | 1601.00 | NIST | |
| Inp | 1554.00 | NIST | |
| Inp | Outlier 1539.00 | NIST | |
| Inp | 1582.00 | NIST | |
| Inp | 1559.00 | NIST | |
| Inp | 1561.00 | NIST | |
| Inp | 1568.00 | NIST | |
| Inp | 1600.00 | NIST | |
| Inp | 1563.00 | NIST | |
| Inp | 1593.00 | NIST | |
| Inp | 1560.00 | NIST | |
| Inp | 1569.00 | NIST | |
| Inp | 1586.00 | NIST | |
| Inp | 1604.00 | NIST | |
| Inp | 1605.00 | NIST | |
| Inp | 1555.00 | NIST | |
| Inp | 1598.00 | NIST | |
| Inp | 1570.00 | NIST | |
| Inp | 1565.00 | NIST | |
| Inp | 1562.00 | NIST | |
| Inp | 1562.00 | NIST | |
| Inp | 1562.00 | NIST | |
| Inp | 1547.00 | NIST | |
| Inp | 1559.00 | NIST | |
| Inp | 1601.00 | NIST | |
| Inp | 1554.00 | NIST | |
| Inp | 1560.00 | NIST | |
| Inp | 1565.00 | NIST | |
| Inp | 1600.00 | NIST | |
| Inp | 1600.00 | NIST | |
| Inp | 1598.00 | NIST | |
| Inp | 1565.00 | NIST | |
| Inp | 1565.00 | NIST | |
| Inp | 1550.00 | NIST | |
| Inp | 1540.00 | NIST | |
| Inp | 1592.00 | NIST | |
| Inp | 1561.00 | NIST | |
| Inp | 1567.00 | NIST | |
| Inp | 1565.00 | NIST | |
| Inp | 1565.00 | NIST | |
| Inp | 1566.00 | NIST | |
| Inp | 1550.00 | NIST | |
| Inp | Outlier 1539.00 | NIST | |
| Inp | 1562.00 | NIST | |
| Inp | 1601.00 | NIST | |
| Inp | 1597.00 | NIST | |
| Inp | 1560.00 | NIST | |
| Inp | 1585.00 | NIST | |
| Inp | 1575.00 | NIST | |
| Inp | 1575.00 | NIST | |
| Inp | 1575.00 | NIST | |
| Inp | 1580.00 | NIST | |
| Inp | 1568.00 | NIST | |
| Inp | 1595.00 | NIST | |
| Inp | 1585.00 | NIST | |
| Inp | 1596.00 | NIST | |
| Inp | 1594.00 | NIST | |
| Inp | 1590.00 | NIST | |
| Inp | 1604.00 | NIST | |
| Inp | 1608.00 | NIST | |
| Inp | 1565.00 | NIST | |
| Inp | 1551.00 | NIST | |
| Inp | 1572.00 | NIST | |
| Inp | 1565.00 | NIST | |
| Inp | 1565.00 | NIST | |
| Inp | 1595.00 | NIST | |
| Inp | 1565.00 | NIST | |
| Inp | 1580.00 | NIST | |
| Inp | 1580.00 | NIST | |
| Inp | 1580.00 | NIST | |
| Inp | 1569.00 | NIST | |
| Inp | 1565.00 | NIST | |
| Inp | 1587.00 | NIST | |
| Inp | 1588.00 | NIST | |
| Inp | 1579.00 | NIST | |
| Inp | 1580.00 | NIST | |
| Inp | 1565.00 | NIST | |
| Inp | 1582.00 | NIST | |
| Inp | 1565.00 | NIST | |
| Inp | 1583.00 | NIST | |
| Inp | 1551.00 | NIST | |
| Inp | 1580.00 | NIST | |
| Inp | 1593.00 | NIST | |
| Inp | 1581.00 | NIST | |
| Inp | 1590.00 | NIST | |
| Inp | 1570.00 | NIST | |
| Inp | 1597.00 | NIST | |
| Inp | 1547.00 | NIST | |
| Inp | 1588.00 | NIST | |
| Inp | 1586.00 | NIST | |
| Inp | 1585.00 | NIST | |
| Inp | 1580.00 | NIST | |
| I | [1997.00; 2064.00] |
|
|
| I | 2043.00 | NIST | |
| I | 2035.00 | NIST | |
| I | 2024.00 | NIST | |
| I | Outlier 1997.00 | NIST | |
| I | 2035.00 | NIST | |
| I | 2016.00 | NIST | |
| I | 2062.00 | NIST | |
| I | 2014.00 | NIST | |
| I | 2032.00 | NIST | |
| I | 2062.00 | NIST | |
| I | 2021.00 | NIST | |
| I | 2026.00 | NIST | |
| I | 2060.00 | NIST | |
| I | 2030.00 | NIST | |
| I | 2030.00 | NIST | |
| I | 2030.00 | NIST | |
| I | Outlier 1997.00 | NIST | |
| I | 2007.00 | NIST | |
| I | 2064.00 | NIST | |
| I | 2025.00 | NIST | |
| I | 2024.00 | NIST | |
| I | 2060.00 | NIST | |
| I | 2030.00 | NIST | |
| I | 2021.00 | NIST | |
| I | 2022.00 | NIST | |
| I | 2028.00 | NIST | |
| I | 2028.00 | NIST | |
| I | 2025.00 | NIST | |
| I | 2057.00 | NIST | |
| I | 2026.00 | NIST | |
| I | 2028.00 | NIST | |
| I | 2060.00 | NIST | |
| I | 2057.00 | NIST | |
| I | 2060.00 | NIST | |
| I | 2057.00 | NIST | |
| I | 2057.00 | NIST | |
| I | 2057.00 | NIST | |
| I | 2057.00 | NIST | |
| I | 2057.00 | NIST | |
| I | 2057.00 | NIST | |
| I | 2057.00 | NIST | |
| I | 2057.00 | NIST | |
| I | 2057.00 | NIST | |
| I | 2057.00 | NIST | |
| I | 2057.00 | NIST | |
| I | 2057.00 | NIST | |
| I | 2057.00 | NIST | |
| I | 2026.00 | NIST | |
| I | 2051.00 | NIST | |
| I | 2044.00 | NIST | |
| I | 2028.00 | NIST | |
| I | 2030.00 | NIST | |
| I | 2024.00 | NIST | |
| I | 2028.00 | NIST | |
| I | 2043.00 | NIST | |
| Tboil | 546.35 | K | Relay (1.0) Calculated Property |
Cheméo can also estimate Normal melting (fusion) point, Critical Temperature, Critical Pressure, Critical Volume, Enthalpy of formation at standard conditions, Enthalpy of vaporization at standard conditions, Standard Gibbs free energy of formation, Acentric Factor, Ionization energy, Log10 of Water solubility in mol/l for this compound, but they fall outside the models' validated range, so they are not shown here. Open the prediction tool to compute them on demand.
Temperature Dependent Properties
| Property | Value | Unit | Temperature (K) | Source |
|---|---|---|---|---|
| Cp,gas | [600.58; 713.82] | J/mol×K | [645.34; 851.43] |
|
| Cp,gas | 600.58 | J/mol×K | 645.34 | Joback Calculated Property |
| Cp,gas | 621.09 | J/mol×K | 679.69 | Joback Calculated Property |
| Cp,gas | 640.66 | J/mol×K | 714.04 | Joback Calculated Property |
| Cp,gas | 659.50 | J/mol×K | 748.38 | Joback Calculated Property |
| Cp,gas | 677.83 | J/mol×K | 782.73 | Joback Calculated Property |
| Cp,gas | 695.86 | J/mol×K | 817.08 | Joback Calculated Property |
| Cp,gas | 713.82 | J/mol×K | 851.43 | Joback Calculated Property |
Similar Compounds
![(1aR,4S,4aR,7R,7aS,7bS)-1,1,4,7-Tetramethyldecahydro-1H-cyclopropa[e]azulen-4-ol.](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAPoAAAD6CAIAAAAHjs1qAAAg8ElEQVR4nO2deVxTV9rHn4R9kUVAFsWCgrgjZRy1WrUKY60U14x1xoxbjUtn0Lo0TrXGuk2wy2CrtaCO4vqKKEwsYwvu4lpcqrSKG4rsKKBCyEbu+8exKUUUSO69597c8/34Bw3hnF/1x8lzn/Oc54goigICQRiIcQsgENiD2J0gIIjdCQKC2J0gIIjdCQKC2J0gIIjdCQKC2J0gIIjdCQKC2J0gIIjdCQKC2J0gIIjdCQKC2J0gIIjdCQKC2J0gIIjdCQKC2J0gIIjdCQKC2J0gIIjdCQKC2J0gIIjdCQKC2J0gIIjdCQKC2J0gIIjdCQKC2J0gIIjdCQKC2J0gIIjdCQKC2J0gIIjdCQKC2J0gIIjdCQKC2J0gIIjd6eTWrVuZmZklJSW4hRCaxha3AOth7dq1y5cvr6+vBwB7e3svLy9PT09PT8+AgAB/f/+GX3h6egYGBrq5ueGWLDhE5KJJWtixY8eUKVMAwMbGxmg0tuRv1c3Nzc/Pz8fHx8fHp127dr6+vuhr04ve3t5iMfn4pRNidxq4evXqsGHDqqqqQkJC8vLyxGKxRqOprKysqqoqKSkpLi6uqqpq+HVJSUlhYaFOp2t2ZEdHxyY/HExf+/v7i0QiFv4frQNid0vJy8sbMmRIWVnZ+PHj9+7da2dn18IfrK6uLisrq6ioqKioKC0tRV+Ul5ebXqyoqGh2EEdHRx8fH19f33bt2vn4+JSWltrb20dGRi5evNjZ2dmy/zMrhNjdIu7evTt48ODi4uLY2NjU1NSWe72FVFVVNfnhYHqxtLS0yX/Bfv36nT9/nl4xVgCxu/kUFhYOHjw4Pz9/2LBhGRkZjo6O7Guoq6tr+OGgUqlu3rx548YNANi0adPs2bPZl8RliN3NpKKiYsiQITdu3Ojfv39WVparqytuRb/x5ptvZmdnBwUF5ebmuri44JbDIciDvzk8efLk7bffvnHjRu/evTMyMjjldQA4evRor1697t+//8knn+DWwjEoQiupra0dNGgQAHTp0gWFzhzkypUrdnZ2YrH41KlTuLU0TVlZGfuTEru3DrVa/dZbbwFAx44dHzx4gFvOq1i2bBkAdOrUqaamBreWxmzcuNHDwyM7O5vleYndW4FOp4uJiQGA9u3b3717F7ecZtBqtb169QKABQsW4NbyO7Zv3y4SiUQi0datW1memti9pRgMhvfeew8AvL29f/75Z9xyWgQHQ5qDBw/a2toCwLp169ifndi9RRiNxpkzZwKAu7t7Tk4ObjmtgFMhTWZmpoODAwCsXLkSiwBi9xaxcOFCAHB2dubOMtlCuBPSnDlzBmVF582bh0sDsXvz/POf/wQAe3v7w4cP49ZiDlwIaS5cuNCmTRsAmDZtGiqhwwKxezP8+9//BgAbG5v9+/fj1mI+S5cuRZlTtVrN/uzXrl3z8vICgMmTJ9fX17MvwASx+6vYuHEjAIjF4j179uDWYhEYQ5rbt2/7+/sDwOjRo/V6PcuzN4LY/aXs2LFDLBaLRKJvv/0WtxYauHz5MvshTUFBQVBQEABERUXV1dWxNu/LIHZvmrS0NIz5MoZgOaQpKyvr2rUrAAwYMODZs2cszNgsxO5NYMqXffrpp7i10IkppFm4cCHTc1VVVUVERABAeHh4ZWUl09O1EGL3xnAhX8Yc7IQ0T5486du3LwCEhYVxqqyI2P13cCRfxihMhzRqtXrIkCEA0Llz56KiIiamMBti99/gTr6MURgNabRa7ahRo1BZ0b1792gf30KI3Z/DqXwZ0zAU0hgMhj//+c8A4OPj88svv9A4Ml0Qu1MU9/JlLPDxxx/TG9IYjcYZM2agsqJLly7RMibtELtzMV/GArSHNB9++CEqKzp9+jQtAzKB0O3OzXwZO5hCGssNumTJElRW9P3339OijSEEbXfO5stYA4U0YWFhloQ0q1atAgA7O7tDhw7RqI0JhGt3LufLWMMU0ixatMi8Eb7++mtUQrd37156tTGBQO3O8XwZm1gS0mzfvh2VFSUlJTGhjXZaZPezZ8/OmzfPYDAwrYYduJ8vYxnzQpoDBw6gsqLPP/+cOW300rzdNRpNhw4dAGDcuHFWkKTjRb6MZTQaTWtDmh9++AGVFa1evZpRbfTSotX9/Pnz3t7eANC/f/9Hjx4xrYk59Hr9vHnzAMDV1fXcuXO45XCIVoU0x44dQx0C58+fz4I2Gmlp7P7LL7907NgRAHr06FFQUMCoJoYoLy8fPny4WCx2d3dPS0vDLYdzoDOKzYY058+fR2VFc+fOZU0bXbTiUbWoqCg8PBwAAgICrl27xpwmJjh9+nRAQADKlwHA+fPncSviHBqNpmfPnq8Oaa5du9a2bVv+lhW1LjNTWVn55ptvAoCnpyf7LaDMJjEx0d7eHgAGDx4cGxsLALt27cItiou8OqS5deuWn58fAIwZM4anZUWtTkRqNJoJEyag7WLubyuo1eqpU6cCgEgkiouL0+l06CN7xYoVuKVxlJeFNAUFBa+99hoAREdHazQaXPIsxJy8u8FgmDVrFtpc4HLC9datWyjh0KZNm5SUFPTili1bAEAqleLVxllMIc3ixYtNL5aVlYWFhQHAG2+8wYX2TGZj/jaTUqlEq6ZCoaBPD22oVCoPDw+0UOXm5ppeP3HiBKoGw6iN4zQKaSoqKnr06AEAffr0qaqqwq3OIizaVd26dSvaaPjggw+48+BiMBgUCgW6s27MmDHV1dUNv1tYWIg2mHDJ4wWmkKa0tPQPf/gDAPTs2ZPXOWiEpUUE6enpTk5OADB27FgubEJVVFRER0cDgK2trVKpfPEAntFoRHd0Nfo1IDTEFNKgHcaQkJDi4mLcomiAhpqZc+fOoTNvQ4cOxeuhnJwcdErDx8fn6NGjL3sb+ockW6qv5uLFi2Kx2MbGpk2bNnzpeNws9JSI5ebmBgYGoo+8wsJCWsZsLaZs46BBg15d4ThmzBgA2LdvH2va+IharUaf2wDg7++/c+dOKzirTltF5P3799GZoKCgoJs3b9I1bEuoq6tDZTAAIJPJtFrtq9+/aNEiAFizZg078nhKWloaWr/QzTwA0Ldv3wsXLuDWZRF0FgBXVlYOHDgQANq2bXvmzBkaR34FDx48QEc0XF1dW1hyvWnTJgCYPn0609p4zd/+9jcA+Ne//mU0GlNSUtCnt1gslkql5eXluNWZCc317rW1teg6FxcXl4yMDHoHf5GMjAxPT08ACA0NbXldQ1ZWFgAMGTKESWn8RqfToWIB0wd1TU2NQqFAVZCenp4JCQl8LAin/3iHwWBAF13Y2tpu2bKF9vERRqNRqVSibOO7777bqnzwvXv30MEOhrRZAZmZmSiSafR6Xl7eyJEjUWwTERHBo0ISBCOnmYxGo0KhYG4T6tGjRyNGjEDbugqForUp//r6egcHB5FIxOsNQkaZM2cOACxfvrzJ76pUKpQBE4lEUqm0pKSEZXlmw+DhvQ0bNqDVNy4ujsZNqMuXLwcHBwOAt7d3ZmameYOgLXHe1XWyQ319PeowdeXKlZe9R61WKxQKVPXu4uKiUCiazRBwAWbPqh48eBD9jYwfP56WTajk5GSUHYuMjLx//77Z46CDqqTqvUmys7NRhq3ZzGNBQYFUKkWxTZcuXbh/mQ/jR7OPHz/u7u4OAMOGDXvy5InZ42g0GplM1vJs46uJi4sDgM8++8ySQawVdO9ay9stHT58uEuXLgAgFonK586lOHy7MhudCK5fv96+fXsA6NWrl3ktLgoKCvr16wcAjo6OtNw9u379egCYPXu25UNZH506dQKAVj2GarVapVK5edgwCoBycqIUCooDFSUvwlLjjfz8fBQuBwcH5+Xltepnjx071q5dOwDo2LHjjz/+SIuejIwMAIiKiqJlNGvi8uXLAODr62vO41ZRESWVUiIRBUB17kz9WnTNHdjrM/P48eM33ngD/VW28CZelG20sbEBgFGjRtHY1C4vLw+Fp3QNaDV88sknADBnzhzzhzh5kurdmwKgAKjhwyku1duw2lappqbmnXfeQc/yzT7WPHnyZOzYsSjbJZfL6S0w1ul0tra2YrGYvwdzGAKVtpud8npOfT2VnEx5e1MAlJ0dFRdHPX1Kk0CLYLuLmF6vR/Ut9vb2u3fvftnbrl692rlzZwDw8vJiqMsmymayXN7DcW7dugUAHh4e9GQVHz+m4uIoGxsKgAoIoJKTKdxFZhia5jXchIqPj3/xDbt27UIl6REREcx1tENl8d999x1D4/ORtWvXAsCUKVPoHPTSJeqNN57HNoMHUz/9ROfgrQRbj8j169e/uAml1+vlcjnKNkqlUkbvQ0QbhwkJCcxNwTtQsV16ejrN4xqNVHIy5etLAVC2tpRMRlVU0DxFy8DZEjU1NRVtQk2ePFmn0xUWFg4YMAAAHBwcWDjx/fnnnwPAP/7xD6Yn4gsPHz4UiUSurq5MrTJVVZRcTtnbUwBU27ZUQgLVsMhMp6N276amT6feeYcaO5b6+GPq6tXf/fiJE9Ts2dSLG+H37lGzZ1Mt+5TG3AH46NGjbm5uAPD666/7+voCQGBgIDtF1enp6QAwcuRIFubiBQkJCQAgkUiYneb6dWro0OexzdtvP3/x9m0qLIwCoAIDqagoatAgytGREomoDz+kTCmKr7+mACiVqvGA585RAFTLSrPwN7zOyclp27YtqiwNDAxkrVA+NzcXbX2zMx33Qd3u9+zZw8ZkKhX12mvUpk0URVHPnlEhIZSjI9Ww11V5ORUTQwFQa9c+f8U67K7VakNDQ+FXRCJRdHR0amqqTqdjdF61Wi0Wi+3s7HjaEIteKioqbG1tHRwcLCn0aB01Nc+DmS+/pACoFws61GoqOJhydaXQAWg67C4G3Hz22We3b98ODQ09e/asTCZzdnbOysqaMGFCx44dlyxZkp+fz9C8Tk5OAQEBer2+oKCAoSl4RFpamsFgiIqKQrElG7i4gI0NAMCBAyAWw8yZjd/g5AQzZkBNDfzwA11zYrb7nTt31qxZIxKJNm3aNGDAgMTExOLi4sTExPDw8NLS0vj4+JCQkOjo6P379xsMBtpnDwkJQRpoH5l3oJOpaF+Pba5fBz8/cHdv4lt9+wIAXLv22yt378KlS7/7k5fXirks/ESyEJT8njp16ovfysnJQYs90hkQECCXyx/QWm33/vvvA8A333xD45h8pLq62t7e3sbGBsMhVL2eAqD69m36uzk5FACFOmujYOZlf7gfzOzatSsrK8vLy2vdunUvfjcyMjIxMbGoqCgxMbFnz57FxcXx8fHBwcFosa+vr7dcANq4vXv3ruVD8ZrvvvtOp9MNHjzYx8eH7bltbcHODp4+bfq7Gg0AwK/9PwAA4uMhO/t3fxITWzEdbb+mreTx48eoznHbtm0teX9OTo5UKkWdZACgQ4cOCoWirKzMEg0pKSkAMHr0aEsGsQLGjx8PAF999RWe6Tt3ppydm64vSE6mACgkjNeZGVQ5M2TIkFY16yktLVUqlaggGwDs7e0lEklWVpZ5HX9QsWuPHj3M+FmrQa1Wu7i4iEQibJeyTJtGAVBN3h305z9TAM/rDvhr91OnTolEIgcHB/Muvquvr8/KypJIJOgqDgDo0qWLUqmsaOXW9LNnzwDA0dGRO/1c2efgwYMA0K9fP2wKLl6kxGJq0CCqUXXq8eOUWEwNHvz8P3lqd61W2717d6DjToHi4mKlUona7AOAg4MDWuxbPgLayn348KGFSvgLOmyqVCpxili6lAKgIiOp//s/6vp16uxZ6pNPKGdnytubMpWs8tTuK1euROsxXR2DTYs9OggCAF27dlUqlY8fP272Z9GJk+PHj9OihHfodDrUlwp/IfSWLVRg4G+ZFhsbKiaGunPntzfw0e63bt1ydHQUiUSv6NBrNoWFhUqlErV3Q1GKRCJ59ZlL1Bpu8+bNtIvhBd9//z0A9OrVC7eQX7lxgzp2jDpzhnpxqVKrqbIy6sVCfL2eKiujWtYyiG27R0VFAcC0adOYm8JgMKhUqqioKJFIhHyPcprPnj178c2ffvopACxZsoQ5PVwGXTrEzftXmIBVuycnJwOAl5cXO9sZt2/flsvlplyym5ubTCZr1Cpo9+7dADBhwgQW9HANU/ukq41Kba0XVo9mo0R7cnIya5NSFKXRaFJSUl5c7GtraymKunDhAgBERESwKYkjnDp1CgCCg4NxC2EP9uw+bdo0MxLtNHLz5k25XI4uGgEAd3d3mUx2+vRpAHB1dcUiCS8ffvgh/P6GPauHJbufPHkSJdpv3LjBzowvo7a2duvWrX/84x+R6UUiEbpNjUd9PekCHU4/e/YsbiHswYbdtVptt27dAGDlypUsTNdCfv7557i4uDZt2gCAr69veHj4uSY39qyUnJwcAPDz8xPUFhsbdl+xYgVKtHOwqcvTp0/Xr1+PevqJxWKZTNbarVmesnTpUgD44IMPcAthFcbtzmiinS5qa2tNV1N4eHjw9GqKVoE+b48cOYJbCKswa3ej0Th8+HAAmDFjBqMT0cLt27dRkzMACA8PP3XqFG5FTIF6Bnp5eQnt4CKzdt+2bRsAeHt78yhCUKlUporLmJgYeg+UcITVq1czvdnHTRi0+6NHj9AWz86dO5mbhQm0Wm1CQoKrqyv8ejUFB586LCEyMhIAVC/Wn1g7DNp96tSpADB06FCeXj9bWFhoupoiNDSUhYsE2QElhV1dXekq0eMRTNn9xIkTKNGOv9TOMo4dO4YulUexDXM9K5mmrq7OtLscFBTUrl079npscAZG7K7RaNCD/+rVq5kYn2V0Ol1CQgLqSOHk5CSXy5usNuMs2dnZM2bMQDsMKDxDd6aOGzeOpx+8ZsOI3VGD37CwMGsKeUtKSmQyGWrj2qFDB5Yrf8yguLg4ISGhV69epnPJqFjo6dOn+fn53t7eALBq1SrcMlmFfrvn5eWhRPuxY8doHxw7Fy9eRLdEAcCwYcNyc3NxK2qMVqtVqVQSiQQVRwCAv79/XFxco1s1MzMzbWxsxGLxoUOHcEllH5rtbjQahw0bBgAzZ86kd2TuUF9fn5ycjJJOdnZ2cXFxHAmCc3NzGxY829vbx8TEpKSkvCy5rlQqAaBNmzY/c+k+GUah2e5bt27lXaLdPCorK+Pi4tBxQX9//+TkZFxxcFVVVWJi4sCBA01BS/fu3ZVKZbOHCoxG43vvvYfCzmrUh9HaodPupkT7K26hsTKuXLkyaNAgZLK+ffuy06obgU7oSqVSp1+7Dnl4eMhkshZe84ZQq9UoBz9ixAirr5ug6LU7Ovf5pz/9icYxuY/RaExJSUEHZMVisVQqZfqsVl5enkKhMPVfEIvFUVFRycnJ5l1DcP/+fbRILV++nHapXIM2u6NEu5OT052Gp8cFQ01NjanIzNPTk4kiM7Va3ehYVpcuXRQKxf379y0c+ejRo7a2tiKRKIV7N6HSCz1212g0Xbt2BYC1pubzgiQvL2/kyJHIixEREa26ePoVoO6wqKgBANzc3KRSqdm905rkyy+/RKe6rl+/TteYHIQeu6O7Z3v06MH0HQS8QKVSBQUFoaNSUqnU7HNSqI8I6srdMHHO0CbX9OnTASA4OPjRo0dMjM8FaLB7Xl6eg4ODWCymazGzAtRqtUKhQBetoSKzlt9Uis6Sx8TEmBLn7du3l8vlt2/fZlRzXV0dunkvOjraWh9bLbW7KdE+a9YsWgRZEwUFBaYisy5dujR7UThKnKP9Tvi1B6BKpWKtKr2oqAi14rDWxjuW2n3Lli0A4OvrW1lZSYsg6+PIkSOoJyYqMsvPz2/0hsrKysTExIiIiEaJcyx7F2fOnLG3txeJRHv37mV/dqax1O4bN250dnZm6bo23tKoyEyhUNTV1RkMBtTa0tS03tPT88XGT+yzYcMGpLNVKXxeQEPsXlRUZPkgQqCwsHDSpEkojejn52fa7bezs4uNjU1PT+fOg/7MmTMB4LXXXsNwfQ2T4L9oUmicPHmyW7dufn5+8Gun4tLSUtyiGqPT6d58800AGD58uDWdZyV2x8ClS5cAIDQ0FLeQV1FSUoL6kSxYsAC3FtrAf6+qAHF3dwcAJq7OpBE/P7/U1FQHB4cvv/wSHbG3AojdMYAOFtXU1OAW0gz9+/dPTEwEgLlz5/7444+45dAAsTsGkN3RzVAcZ8qUKbNnz9ZoNOPHjy8vL8ctx1JEFEXh1iBE7OzsDAaDXq83bZ1yFr1eHx0dffLkyYEDBx47dsyUNuUjZHXHg4uLC/AhngEAOzu7ffv2dejQ4cyZMwsXLsQtxyKI3fHAo3gGAHx9fVUqlZOT04YNG9A+Ok8hdscDqubli90BICIiwvTYmp2djVuOmRC744EvyZmGSKXSuLg4vV4vkUiKiopwyzEHYnc88G51R3zxxRdvvfVWaWmpRCLRarW45bQaYnc88HF1BwBbW9v9+/d36tTp3Llz6JJKfkHsjgd+Pao2xMvL6+DBg87OzsnJyd9++y1uOa2D2B0PPA1mEOHh4Zs3bwaAuLi4kydP4pbTCojd8cDTYMbEX/7yl0WLFun1+okTJxYWFuKW01KI3fGAVnf+2h0A4uPjR44cWVZWFhsbW1dXh1tOiyB2xwN/Y3cTYrF49+7dISEhV65c4ctjK7E7HqxgdQcAT09PlUrl5ua2c+dOiUSCW07zELvjwQpWd0S3bt3QZfOpqalJSUm45TQDsTseeJ2ZacSKFSvQb+/evXtxa2kGYnc88D0z05Dk5GT0ezt//nzcWpqB2B0PVhPMqNVqdEtrTEzM6NGjcctpBmJ3PFjHoyoALFu27M6dO7179z548CBuLc1D7I4H61jdL1y48NVXX9na2v7nP/+xs7PDLad5iN3xYAWPqlqtdsaMGfX19R999BG6AoT7kLOqeDAajeiUqsFgQJdX8o5ly5atWbMmLCzs6tWrqNcx9yF2x4arq2ttbe2zZ89M9xTwiJ9++qlv37719fUnT5403U7FfXi5rlgH/A3fDQbDjBkz9Hp9XFwcj7wOxO4Y4W9yJj4+/tKlS0FBQatWrcKtpXUQu2ODp6t7Xl7e6tWrRSJRUlIS78IwYnds8DE5YzQa33//fY1GI5PJoqOjcctpNcTu2OBjHcH69euzs7MDAgLQBfO8g9gdG7xb3fPz85cvXw4A33zzjYeHB2455kDsjg1+re4URclkspqaGqlUyv3amJdB7I4Nfj2qJiUlHTlyxNvb+4svvsCtxXyI3bHBo2CmuLh4yZIlALBp0ybTlVJ8hNgdGzzKu8+ZM6e6ujo2NnbChAm4tVgEsTs2+BK779ixQ6VStW3bFrVE5TXE7tjgRexeUVGxaNEiAEhISEC3BfIaYnds8CJ2nzNnTkVFxciRI0233fMaYndscD+YSU1NPXDggJubmxWEMQhid2xwfHV//Pjx3//+dwBYt25dYGAgbjn0QOyODY6v7vPnzy8rKxs6dKhMJsOthTaI3bHB5UfVw4cP79q1y9nZefPmzSKRCLcc2iB2x4ZGowGAsrKy1atXX7hwob6+Hrei5zx9+hT1fFy9enVISAhuObSC9456wZKTk9OxY0cbGxvTP4Srq2tUVFRCQsK9e/fwakPRS79+/QwGA14ltEPsjoE9e/Y4OzsDwIABA7Zt2zZ37tzQ0NCGa1BISMicOXPS0tKqq6tZ1nb8+HGRSOTg4JCbm8vy1CxA7M4qBoNBLpcjT8tkMq1Wa/pWcXFxcnKyRCJp27atyfc2NjaRkZFyuTwrK6vhmxmitrYWRS9r1qxhei4sELuzx6NHj6KiogDA3t4+KSnpZW+rr6/PyclRKpVRUVEODg4m67u4uERFRSmVypycHIYUoiaP4eHhOp2OoSnwQuzOEj/99FNwcDAA+Pj4nDhxooU/VVtbm5WVJZfLIyMjG2ZI/P39pVJpSkrK48eP6VJ4/vx5GxsbW1tb5n6dsEPszgb79u1zcXEBgNdff/3BgwfmDVJSUpKSkiKTyQICAky+F4vFpmhHo9GYrVCj0fTo0QMAli5davYg3IfYnVmMRqNCoUAL8+TJk9VqNS3D5ubmominYfsuZ2dnU7RjNBpbNeDHH38MAF27dq2rq6NFITchdmeQJ0+exMbGAoCtra1SqWRiCrVa3WS04+fnJ5FIEhMTi4qKmh3k6tWrdnZ2YrE4OzubCZHcgdidKW7evNm1a1cA8Pb2Pnr0KAszlpWVoWinQ4cODdOa3bt3R9FOkyu3Xq9HDU0XLFjAgki8ELszwqFDh9zd3QGgT58++fn57Au4e/duYmKiRCJBpQoIJyenF6MdVNkbHBz87Nkz9nWyDLE7zRiNRqVSiZr6Tpo0qba2Fq8etVqdmZm5ePHi8PDwRrmdPn36jBkzBv1neno6Xp3sQOxOJ0+fPh07dizaHmIoWLeE8vJyFO00Kujt3r07bmksQexOG7du3erevTsAeHl5ZWVl4ZbTDGfPnh09enS7du2Cg4MLCwtxy2EJ0t+dHv73v//99a9/ra6u7t27d3p6OtpRInANUgBsKRRFxcfHv/vuu9XV1RMnTjx79izxOmexxS2A39TU1EydOvXAgQMoWP/oo4+s6TCE9UHsbj53794dM2ZMbm6um5vbzp070Y4SgcsQu5vJDz/8MGnSpKqqqrCwsPT0dLSjROA4JHY3h/Xr148aNaqqqiomJubChQvE63yB2L11aDSaKVOmzJ8/32g0yuXy//73v2j3lMALSDDTCh4+fDhu3LicnJw2bdrs2LHDtCVJ4AvE7i3l1KlTEomkvLw8NDQ0PT0d7SgR+AUJZlpEUlJSVFRUeXn5O++8c/HiReJ1nkLs3gxarXb69OmzZs1Cp6oPHTrE02uJCECCmVdTVFQ0bty4ixcvurq6bt++ffz48bgVESyC2P2lZGdnSySS0tLSkJCQtLS0nj174lZEsBQSzDRNUlLS8OHDS0tLR4wYcfHiReJ164DYvQkyMjJmzZql1+vlcnlGRoanpyduRQR6IAXATUBR1PTp099+++2JEyfi1kKgE2J3goAgwQxBQBC7EwQEsTtBQBC7EwQEsTtBQBC7EwQEsTtBQBC7EwQEsTtBQBC7EwQEsTtBQBC7EwQEsTtBQBC7EwQEsTtBQBC7EwQEsTtBQBC7EwQEsTtBQBC7EwQEsTtBQBC7EwQEsTtBQBC7EwQEsTtBQBC7EwQEsTtBQBC7EwQEsTtBQBC7EwQEsTtBQBC7EwQEsTtBQBC7EwQEsTtBQBC7EwQEsTtBQPw/aGgbKDNlXpAAAAAASUVORK5CYII=)
![4aH-Cycloprop[e]azulen-4a-ol, decahydro-1,1,4,7-tetramethyl-, [1aR-(1a«alpha»,4«beta»,4a«beta»,7«alpha»,7a«beta»,7b«alpha»)]-.](data:image/png;base64,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)
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)
![(3R,3aR,3bR,4S,7R,7aR)-4-Isopropyl-3,7-dimethyloctahydro-1H-cyclopenta[1,3]cyclopropa[1,2]benzen-3-ol.](data:image/png;base64,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)
Find more compounds similar to Ledol.
Sources
- Cheméo Relay (1.0)
- Cheméo Relay (1.0, beta) Beta: served but experimental, data-limited and below our cross-validation release bar; the Joback value is recommended where available.
- Crippen Method
- Crippen Method
- Joback Method
- McGowan Method
- NIST Webbook
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