- InChI
- InChI=1S/C11H14O/c12-11(8-4-5-9-11)10-6-2-1-3-7-10/h1-3,6-7,12H,4-5,8-9H2
- InChI Key
- ITHZGJVAQFFNCZ-UHFFFAOYSA-N
- Formula
- C11H14O
- SMILES
- OC1(c2ccccc2)CCCC1
- Molecular Weight1
- 162.23
- CAS
- 10487-96-4
- Other Names
-
- Cyclopentanol, 1-phenyl-
- 1-Phenylcyclopentanol
- Benzene, cyclopent-1-yl-1-ol-
- 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).
- Tboil : Normal Boiling Point Temperature (K).
- Tboilr : Boiling point at reduced pressure (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 |
|---|---|---|---|
| ΔfG° | 48.39 | kJ/mol | Joback Calculated Property |
| ΔfH°gas | -110.35 | kJ/mol | Joback Calculated Property |
| ΔfusH° | 10.01 | kJ/mol | Joback Calculated Property |
| ΔvapH° | 58.14 | kJ/mol | Joback Calculated Property |
| IE | 8.00 | eV | NIST |
| log10WS | -2.86 | Crippen Calculated Property | |
| logPoct/wat | 2.448 | Crippen Calculated Property | |
| McVol | 137.100 | ml/mol | McGowan Calculated Property |
| Pc | 3782.33 | kPa | Joback Calculated Property |
| Tboil | 585.46 | K | Joback Calculated Property |
| Tc | 811.58 | K | Joback Calculated Property |
| Tfus | 335.77 | K | Joback Calculated Property |
| Vc | 0.501 | m3/kmol | Joback Calculated Property |
Temperature Dependent Properties
| Property | Value | Unit | Temperature (K) | Source |
|---|---|---|---|---|
| Cp,gas | [344.09; 421.84] | J/mol×K | [585.46; 811.58] | 
|
| Cp,gas | 344.09 | J/mol×K | 585.46 | Joback Calculated Property |
| Cp,gas | 359.18 | J/mol×K | 623.15 | Joback Calculated Property |
| Cp,gas | 373.22 | J/mol×K | 660.83 | Joback Calculated Property |
| Cp,gas | 386.34 | J/mol×K | 698.52 | Joback Calculated Property |
| Cp,gas | 398.71 | J/mol×K | 736.20 | Joback Calculated Property |
| Cp,gas | 410.49 | J/mol×K | 773.89 | Joback Calculated Property |
| Cp,gas | 421.84 | J/mol×K | 811.58 | Joback Calculated Property |
Pressure Dependent Properties
| Property | Value | Unit | Pressure (kPa) | Source |
|---|---|---|---|---|
| Tboilr | 405.70 | K | 2.40 | NIST |
Similar Compounds
![2-Phenylbicyclo[1,1,1]pentane-2-ol.](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAPoAAAD6CAIAAAAHjs1qAAAhvUlEQVR4nO2de1yTR9bHTwIhgCCiiCAXIQRQsGrFC4ptrbK2XqkieEOtWpFWX7W1xbq1VetqcddttbZVtIhtqVVUqlTxVqmiiDcUrYAi4Y5BQMJNAiHJ8/4x22yWQPIkJM+T5JnvH3wQTmZO5Jd55syZOcMiCAIwGGbAptsBDIY6sNwxDALLHcMgsNwxDALLHcMgsNwxDALLHcMgsNwxDALLHcMgsNwxDALLHcMgsNwxDALLHcMgsNwxDALLHcMgsNwxDALLHcMgsNwxDALLHcMgsNwxDALLHcMgsNwxDALLHcMgsNwxDALLHcMgsNwxDALLHcMgsNwxDALLHcMgsNwxDALLHcMgsNwxDALLHcMgsNwxDALLHcMgsNwxDALLHcMgsNwxDALLHcMgsNwxDALLHcMgsNwxDALLHcMgsNwxDALLHcMgsNwxDALLHcMgsNwxDALLHcMgsNwxDALLHcMgsNwxDALLHcMgsNwxDALLHcMgsNwxDALLHcMgsNwxDMKSbgcw5kZzc7NAICgsLFR8DQsLGzVqVHBwMN2uAYsgCLp9wJgqIpGoSIXi4uIOonJychKLxTdv3gwMDKTLVQSWO4YUVVVVhYWFymO2QCCoq6tTteRyuTwej8/n8/l8Hx8fPp9/8ODB5ORkX1/f27dvOzg4UO+8Aix3TEfQmJ2bm5uXl4cG7CdPnjQ2NqpacrlcNzc3Ho8XEBAQGBjI4/F4PN6AAQMsLCyUzVpbW0NCQu7evTtjxoyTJ0+yWCyq3kpHsNyZS3t7e3l5eYepyKNHj168eKFq7OjoyFPB29ubpHZLS0uDgoKeP3++Y8eO2NhYfb8VsmC5MwKJRFJRUaEs69zc3IKCAqlUqmqsquzAwEBXV9du+nD69OmwsDAWi5WWljZp0qRutqYbWO7mRmtr69OnT5WnIkVFRSUlJXK5XNUYKVt5KuLr69uzZ08D+fbpp5/+4x//cHZ2zs7Odnd3N1AvasByN23KysquXr2qHETW1NSomnE4HG9vbx8fHxQ7oiCSx+NZWVlR6a1cLp82bdrZs2dHjx6dkZFBce+A5W7SZGVlHT16dPfu3co/tLKycnd3V56KBAQE+Pv7W1oaRY6lrq5uxIgRxcXFq1at2rNnD8W9Y7mbMJMnTz537lxQUNCkSZMUq35ubm50+6WBnJycsWPHisXiQ4cOLV68mMqusdxNleLiYj6fz+VyKyoqevfuTbc72nHgwIHo6GgbG5vMzMyXX36Zsn7NYc9MW1tbpysM5s3+/fvlcvmcOXNMTusAsHz58mXLlonF4sjIyPr6esr6NbHRva2trbKyskMSpKSkJCEhISwszNHRkW4HKUIikXh6ej579iwrK4vevSgSiaS4uFgRKNvY2OzYsYPMC1tbW8eNG5ednT19+vRTp05Rk3syXrnX1dUpp6zR4sOzZ8+6sv/222/fe+89Kj2kkaNHj86dO3fIkCH379+nrFPFWKM83JSWlspkMoWNu7t7eXk5yQZLS0tHjBhRW1u7ffv2DRs2GMbr/8EoonXVnUa5ublCoVDVUnXZoaSkBGXpqqurKXecNuLj4wHg3XffNVD7IpGow67GwsLCTv8ilpaWPB4PRck+Pj6+vr7kexkwYMAvv/zy5ptvbty4cfjw4W+88Yb+3kHnUC13ve/HmD9/PvqmsLCQijdgBDx+/Pjy5ct2dnaK994dOt3VWFRUpGrJ4XA8PDw6JFwDAgJsbGx07j00NHTjxo1btmyZP39+dna2l5eX7u+EBIaSe6f7MfLz81taWlSNdd6P0draeubMGfQ9c+QeHx9PEMSCBQu0TX8qlK0YbjSONcrDjepYoxc+++yz27dvp6WlzZkzJyMjg8vl6r0LBXqYu3fYj4H+K8vKyijYj3Hy5MmZM2cOGzYsJyfHycmp04SimSEWi93d3evq6rKzs4cPH67eODU19Y8//kBTkaKiora2NlWb3r17K6Yiipyri4uLYdzvHJFINGLEiKKiopiYmL179xquI+1G99bWVoFAoLwZQ/1+DOV5CI/H8/Pzs7e315PnAADHjx8HgLlz5z558qS2tlYkEpn94syxY8fq6upGjx6tUesAkJaWhmb5iE6fojwez5D+ksLR0TElJWXs2LH79u0bNWrUkiVLDNSR5tH94MGD6enpaISora1VNbCysvLy8lJk9dA33t7eht4R0dbW1q9fv4aGhsLCwpkzZ/7555937twJCgoyaKe0ExIScv369YMHD5LRxIULF3JychQjt52dHQUe6kxSUtLChQutra0zMzPJfJh1gVBLZmbmkCFDFMbooEpoaGh0dHRcXFxqaqpAIJBKpeobMRCnTp0CgKCgIIIgZs6cCQBHjhyhxRPKQMuODg4Ozc3NdPtiEJYvXw4AAwYMqK2tNUT7GiYzZ8+effDgwYwZM9atW8fn8/v372+Qz5xOoJnM7NmzAYDP5wMDolU0M1m8eHGPHj3o9sUg7NmzJycn5/bt24sXL05NTWWz9Zz119Ccj48PANjZ2b366qtGpXWJRHL69Gn4S+7IT4FAQLNbhqS5uTkpKQkA0BBolnC53OPHjzs5OZ05c2bbtm16b1+D3I121Lxw4YJIJHr55ZeRh0yQ++HDhxsbG1999dXBgwfT7YsB8fT0PHLkiIWFxebNm8+ePavfxkmN7kYoI+WZDBjxx1KP7N+/HwBWrFhBtyMGZ+LEiZs2bZLL5VFRUcXFxfpsWuPsHi0d1tXVGSJ00A2JRIK2Aebn56OfyGQyLpfLYrHMNYa7desWAPTp00csFtPtCxXI5XK0/DBs2LCWlhZ9Nas5FPD29gYjG+AvXrxYV1c3dOjQgQMHop+w2WwvLy+CIDrNfpsBKEhdunSptbU13b5QAYvFOnjwoI+PT05Ozpo1a/TVrGa5G+E8ocNMBoH8NKqPpb5oaGg4cuQIi8V655136PaFOnr16pWSkmJra3vgwIGEhAS9tGl6cm9vb0cr7uHh4co/R2GG8fipR3788ccXL16Ehob6+fnR7QulDBkyBEUsq1atys7O7n6DmuVubNFqenp6XV3dSy+9NGjQIOWfG5ufeoQ5QaoqCxYsiImJaW1tDQ8P7zSprxWmJ/djx46BykwGjO8ppC+uXbv28OFDFxeXGTNm0O0LPXz99dchISGlpaXz5s1TPkqiCxqD2ZKSEgBwdXXVV3TcHdrb2/v27QsAubm5HX71+PFjAPD29qbFMcMRFRUFABs3bqTbETopKytDf/dNmzZ1px3Ncles8TU1NXWnJ71w4cIFABg4cKDqr9ra2iwsLCwsLNra2qh3zEDU1tZaW1uz2WxURZrJXLp0ycLCgs1mnzlzRudGNE9m2Gw2GjKNYY0PzWTmzJmj+isrKytPT0+ZTIYeR+ZBYmJia2vrlClTDH3Mx/iZMGHC1q1bUe5JZymS2oJjJGt8MpkMrcmoTtwRZrY4QxDEgQMHgKlBqioff/xxeHi4SCSaNWtWp8fiNEJK7kYio8uXL1dXV/v7+3e1acTMotX09PSCggIPD4/JkyfT7YtRwGKxEhMTBw4ceP/+fd2GAC3kTvvojrJLkZGRXRkYiZ/6AmVSly9fbogToiaKvb19cnJyjx49kpKS0KNPO8hM8NPS0gBg4sSJOocI3Ucqlfbr1w8A7t+/35XNr7/+CgBTp06l0jEDIRQKORyOpaVlRUUF3b4YHYcPHwYALpd769YtrV5oMnP3jIyMZ8+e+fn5KZ+u6oCRTLr0QkJCQnt7e1hYmPGXOKWeefPmrVy5sq2tTevcE5nPhEQisbS0ZLPZra2tOn0a9QCqEPbJJ5+osXnx4gWLxbKysqLrPKG+kMlkaCnmwoULdPtipEgkknHjxgHAxIkTyf+5ScmdIAh0Xv3Ro0e6utctZDIZKs5x79499ZboyJWpr1Kj4jk+Pj4ymYxuX4wXoVCIVEE+B0f2LCC984SrV68KhUIejzds2DD1luaxOIOC1BUrVuj9sKY54eLi8vPPP1taWm7btg2FbRoh+79Jr4zQmkyn2aUOGEOY0U0qKirOnDljZWVFcal/U+T111/ftm0bQRBLly4l80fXbnSnRUZyuTwlJQW6zi4pYwZrkQcOHJDJZLNnz3Z2dqbbFxPgo48+mj17dn19PZnck3ajOy0yyszMfPr0qbe3N5lrHkx9cUYqlaKjDDiTShIWi5WQkODl5VVdXV1RUaHe2ATm7orsEpmK96Y+d//tt98qKysHDRr0yiuv0O2LydCzZ08vL6+qqqrMzEwNpiRD2paWFjabzeFwKF7jk8vlHh4eAHD79m0y9g0NDQBga2srl8sN7ZshQDXOd+/eTbcjpkRZWZmFhQWXy62urlZvSVbuBEGgfEdRUVH3fNOOa9euAYCXlxd5+To5OQFAZWWlQR0zBAKBgM1m29jYPH/+nG5fTImNGzcCQFRUlEZLLda5aJknoJlMREQE+bt7THdxBt0uNnfuXFO8XcwQyOXycePGbd68ubW1tSsbqVR68OBBIBftaC13KmVEEAT5NRkFJhqtSiSSxMREwEGqEufOncvMzExKSlJTTfrkyZNPnz4dNGhQSEiIxga1kDv1a3w3btwoKyvz8PAYOXIk+VeZ6Oh+4sSJ6urqoUOHjh49mm5fjAUy6TZk895775F5/mtxnQHFo6ZUKt26dSsAcDicNWvWuLq6urm5ubm59e/f38PDQ02pchMd3Q19u5jJQSbdJhAI0tPTbW1tFyxYQKZNLeRO5dw9Ly/v7bffvn37toWFRVFR0Z49ezoYWFtb9+/f39XVVfGVx+Ohb4yw7JlGHj16lJGRYWdnN2/ePLp9MRZQum3OnDlq0m379u2Ty+Xz5s0jeWuL1nIXCAQEQRju0leCIA4cOPD++++3tLQ4OztXV1c7Oztv2LChsrJSKBSWl5cLhcKKigqxWNzVBXHoMMS9e/feeustDw8PV1dXd3d39Fhwd3fX7205+gLdLhYVFaXt7WLmCpl0m0Qi+fHHH9XbdEC7q8icnZ1ramoqKioMtAm7uLh4yZIlV65cAYCIiIi9e/eOHDmyuLj4/PnzkyZNUrYUi8VCofDp06dCobCoqAh9g752uNi2A2oeC56enpaWNFw0q9XtYgwhJSUlPDx80KBBubm5XY2tP//8c1RU1LBhw+7du0eyWe3+unw+v6amRiAQ6F3uaFBft25dc3Ozi4tLfHw8qiK0bNmyjRs37t+/v4PcbWxsurpGq729ffjw4Q8fPty5c6e9vb3yR6KysrKhoaGrxwIAODo6dvgMKH/V71tWcPTo0bq6uuDgYKx1BSiSiYmJUTOPUASp5JvVbnRfuHBhUlJSQkLC0qVLyb9KI2VlZUuXLr106RL8Naj36dMH/aqqqsrT05MgiNLSUvKCi4yMPHbsWFJSkmoEo8fHguKD4eHhweFwdHrrAABjxoy5ceNGYmLi22+/rXMj5kRRUZGvry+Xy62oqOgqBZGfnx8YGGhnZ1dZWUl+gqrd6G6Itchjx46tWLFCJBL17dt33759s2bNUv6ti4vL9OnTU1JSDh069Pe//51km2rWItU8FuCvi3aVPwOGfiw8ePDgxo0bvXr1UnPknGmQSbft3buXIIhFixZpFYxpPZkB/S3OPHv2bMWKFah0zNSpUw8cONDpfcLR0dEpKSnx8fHr168neSZf54+lo6NjUFBQp7dVqn8siEQikUiUl5en+kL1j4V9+/YBwOLFi21tbbX11iwhk24Ti8XomiqtK4BrtTkhKysL/rrbsZskJyejGYuDgwNal+gKuVyOPmZnz54l2fgff/wBAGPHju2+n2SQSCTl5eXXr18/fvz47t27Y2Njo6Kixo8f7+/vr17EaNcddFbyUpXq6uodO3ZQ8HboBVUZGDp0qBobtGijw99XO7lXV1cDQM+ePbXtpkMjitLsb7zxRnl5ucaXbN++HQBmzpxJsovy8nIAcHZ27o6f+qKlpUUgEFy9ejU5OTkuLm716tUREREhISE8Hs/S0hItKh86dEh9I1KpFBX43rNnDzVu08Vrr70GAPv27VNjM2rUKAD44YcftG1cO7kTBOHg4AAANTU12r4QcebMGTSX7dmzZ3x8PMl9jlVVVVoVXZHL5TY2NgDQ0NCgm5/UIJFI9u7dCwDW1tbZ2dnqjU+ePMlisTgcTkZGBjXuUU9+fj6LxbKzs1Pzh8vJyQGAXr16vXjxQtv2tZY7WizLysrS9oX19fXR0dFoUB83btyTJ0+0ejnaJbZ161aS9oGBgQBw9+5dbf2kHvJXRa9btw4AXFxcnj59So1vFLN27VoAiImJUWODVPTBBx/o0L7WckcLCD/99JNWrzp//ry7uzsA2NjYxMXF6VBPApW69vDwIHm+JCwsDACOHTumbUfU09raivbATZ06Vf3/THt7O3rWjx8/vr29nTIPqaGlpQUtxah50DU1NaHEM5loRxWt5Y5WAzdv3kzS/sWLF6tXr0bJguDgYJ0r1cjlcl9fXwBIS0sjY//BBx8AwBdffKFbdxRTVlaGTqV8/vnn6i2rqqpQju+jjz6ixjfKQAsywcHBamy+++47AHj99dd160JruaOgeOHChWSMr127hhZVrK2t4+LiunnwLy4uDgDCwsLIGH/77bdooao7PVLJ77//jsr1a/w8Z2VlWVlZsVis5ORkanyjhuDgYABITExUY4OO5x85ckS3LrSW++XLlwFgzJgx6s1aWlrWr1+PtikPGTJEY/UvMtTU1HC5XJIB6+nTp9FDv/v9Usbnn38OAL1799Z4QnLXrl0AYGdnp9sz3Qi5f/++xgD0+vXrANC3b1+dizdqLXdU26Bv375qbLKysvz9/QHA0tJy/fr1erw9JiIiAgC2bNmi/MPW1laBQHDx4sVdu3ZFR0eHhobyeDwLCwsOh7NkyRJ9dU0BWl0VvWjRIgDw9/c38tUnkqCN/mvWrFFjgza+b9iwQedetJa7XC5HqZP6+nrV30okkk2bNqHcZ2Bg4J07d3T2rFPQWb4+ffps2rRp0aJFY8eORVWwVeFwOP7+/iZXG1UkEqGU8PLly9VbNjc3o2sd5syZQ41vhkMRgD58+LArG5FIZGtry2KxtF3TU0ZruRMEgf6XVcPn+/fvoxqObDZ79erV3SwXXFdXd+fOHZSaiY6ODgkJ6dWrV6fKtrKy4vF4oaGh0dHRcXFxycnJd+7cEYvF3emdRu7fv48GlO+//169ZUFBAUqDfPXVV5S4ZijQTorXXntNjc1XX30FAG+++WZ3OtJF7m+99RYAKMdJ7e3tcXFx6Pwsj8fTNg9SV1d39epVtCsmIiIiKCioq30/1tbWaK2Kz+fHx8dfvHhRIBCY3BCuEbQhxNraWuPj8dSpUywWy9LS8sqVK9T4ZghQMufw4cNqbFAi5ddff+1OR7rIHSU7tm/fjv758OHDESNGAACLxYqOjm5ubu7qhRKJBE2ylZXd1a4StFsrIiJi/fr1CmXL5XIUsFpYWJSWlur4pk2BmJgYABgwYIDGBHZsbCwA9OvXzxRL6xAEcfPmTQBwcnJSMx1Am6BcXV0lEkl3+tJF7mjtc9myZTKZbNeuXVwuFwC8vLzS09MVNorwESl72rRpKHwko+yrV6+KRCI1DqBSwOTX/k0RiUSCKkmEhoaqf3xJpVJ09mXMmDGmeKcsOjsRGxurxmbu3LnQ7TuECd3kjhKco0ePfvXVV5Fep0+f/sMPP6BJNloY6apSgqOjY0hIiPIku7GxUVsH0EEQd3d385vGKEP+quhnz56hpLVuqXUaqa+v79GjB4vFKigo6MpGj89zXeSufMShK1lbWVn5+/tPnTp19erVX3/9dVpa2uPHj/U19sjlcj8/PwBITU3VS4NGC/mrom/cuIFip6NHj1Ljm17YvXs3AEyaNEmNjVbpRfXoInepVLp+/XqFsrlcrmJhZNeuXdSEj//6178AYNq0aQbtxRhAm58dHR1RDQg1oPIkdnZ2apbzjA20ynfixImuDLTdPKIeXeSOSExMzMjIoGtrXm1trbW1NZvNLikpocUBypDL5eh4wNChQzVueUWJGD8/P5PIPWVkZACAi4uLmgD03LlzAODp6amXAVR3udMOqkD02Wef0e2IwWlsbBw4cCCQKHLb0tKCdpWEhYUZf8lvdHD+008/VWOD0syKZcBuYsJyVyxOmd9WWFUePHjQo0cPANi/f796yydPnqB83M6dO6nxTTfIPJ+fPn3K4XA4HI6+JhEmLHeCIAICAgDg1KlTdDtCBeSvik5NTUW5p8uXL1Pjmw7885//RGt6amy2bNkCAJGRkfrq1LTlvnPnTgCYMmUK3Y5QxKpVqwDAw8NDY+5pw4YNKPdknHfMK9bWTp8+3ZWNVCodMGAAAFy6dElf/Zq23JkTsCLIXxUtk8nQvTfBwcFGmHu6ePEiaDqbhiqy8Pl8PQYhpi13giDWrljx8fjxVXoKZYwf8ldFP3/+HN00v3r1amp8Iw+Zk8dTpkwBgH//+9967Nfk5U5cuUIAEK6uRPd2U5gQ6enplpaWLBYrJSVFveXNmzfRFg8dalQYDqFQiOpKqNnkU1paSvJ2Ma0wfbkTBBEQQAAQ3dsrZ1rs2LEDAHr16lVYWKjeEhX26NGjx59//kmNbxqRyWRpaWnqS0ShI9GLFi3Sb9dmIfcvvyQAiMmT6faDOuRyOZoPDBkyRGPuacmSJQDg6+vb6YkcI6S9vR0VI8rMzNRvy2Yhd5GIsLUl2GyiuJhuV6ijqakJ1RWbP3++ekuxWIw2lM+YMcP4c08EQSQnJwNAQECA3ls2C7kTBBEVRQAQn3xCtx+U8ujRI3TmDZXDVUNJSQmqyGkSVSYnTpwIAN98843eWzYXuWdkEACEiwtzAlbEkSNHAIDD4Vy7dk295enTp9lstoWFxfnz56nxTTcKCwtZLJatra36Mw+6YS5yJwgiMJAAILreW2eurFmzBq1ha1zEQLdLOzs7C4VCanzTAXRWTuPJdN0wI7nv2kUAEG+8QbcfVNPe3v7KK68AwIQJEzTmnqZMmbJ+/XqjPRbT2tqKTrTovYYFwozkjgJWFovoRmEGE0UoFKKlDI01WIxW6IiffvoJAIYNG2ag9rW4NdvY6dULwsOBICAxkW5XqMbFxeXYsWMcDicuLu7EiRNqLElef0IX6HaxlStXGqoDA32M6OHaNWYGrAi0Yc7e3j4/P59uX3QhLy+PxWLZ29vrcHyZJGY0ugNASAgMHgxVVZCaSrcrNLBu3brIyMimpqbIyMgXL17Q7Y7WfPfddwRBLF682HBXPWt30aQJ8PXXsGYN/O1vcOEC3a7QQHNz8+jRo/Py8ubNm4f2xxszTU1NAoGgsLBQIBAUFBT88ssvYrH4wYMHL730koF6NDu519eDmxuIxVBQAHw+3d7QQEFBwciRIxsbG/fs2YP2xxsD6AbPDhQXFyvLj8/nf/jhh+RvfNcBs5M7ALz9NvzwA3z8MXzxBd2u0MPJkydnzZplaWmZnp6O9sdTiVAoLCwsRGM2+ioQCEQikaqltbU1j8fj8/l8Pt/Hx8ff3x/lUw2HOco9KwvGjoW+faG8HLhcur2hh3Xr1n355ZcuLi53797t9LZavYDG7Nzc3Ly8PDRgFxQUNDU1qVpyuVw3N7eAgIDAwEDeXwwYMIDilSJzlDsAvPwy5ORAcjJERNDtCj1IpdLQ0NArV66MHz/+4sWLlpba3Rfdgfb29vLy8g5Tkfz8/JaWFlVjR0dHngre3t7owiJ6MVO5f/MN/N//QWgoXLxItyu08ezZs6CgoMrKytjYWLQ/ngwSiaSiokKhaTRyl5WVSaVSVeMOyg4ICBg8eHBXdcmNATOVe0MDuLlBSws8fgy+vnR7QxtZWVnojr7k5GS0P14ZVLZWMQ9BlJSUyOVy1aYcHR07TEX8/PwMt2JoIMxU7gCwdCkkJkJsLJAe2MySXbt2vf/++3Z2dujSZuUgsra2VtXeysrKy8sLxY6+vr4+Pj4+Pj7e3t6oAKWpY75yv3EDxowBJyeoqGBswIqYN29eSkqKRCLp8HMUPipPRQIDA6kPH6nEfOUOAMOHw717cPQoREbS7QqdNDc3P3z4cPXq1Twez8fHB43cfD4f7SpjFGYt9+++g5UrYcIEuHSJblcwRoFZy10RsD56BH5+dHuDoR/z2iLWAQcHmDMHCAK+/55uVzBGgVmP7gBw6xaMHo0DVgzCrEd3ABg1CoYPh9pa+PVXul3B0I+5yx0A3nkHACA+nm4/MPRj7pMZAGhqAjc3aGqCvDwYNIhubzB0woDR3d4e5s4FJycoLKTbFQzNMGB0B4DaWrC3x6EqhhlyVyAWQ0kJNDaCnR14ekKHHU5yOTQ0AAA4Onb+8vp6IAhwcIAubpPFGDmM+bNlZ0NYGPTpAwEBEBwMgwdDnz4QGgrp6f+1KS+H3r2hd2/obEsgAICrK/TuDY8eUeMyRu90a9e/yZCQADExIJWCqyuEh4OrK9TUwOXLcOkSXLoEmzfDpk10u4ihBAMV9DAirlwhLCwIAOKzzwjlW4pkMuKrrwg2mwAgfv6ZIAiipIQAIAAImazzpqytCQAiN5cKtzEGgAGTmbVrQSaDd9+FLVtAedM2mw1r18KnnwIAfPghqOyPxZgf5i73u3fh3j2wsICNGzs3iI2Fnj1BKIS0NGo9w9CAucv96lUAgGHDoKu93ba2MGECAMC1a9R5haEJcw9Vi4oAAAYOVGczaBCcPPk/SaiEBOj02LxMplfnMFRj7nJvbAQA6NlTnY2DAwD8Z8UdER1tSJ8wtGHuckeZVPVhaFsbAICNzX9/8v33nY/uMTHQ3q5H7zAUY+5y79MHAKCqSp0N+m3fvv/9yZIlnedNV67EcjdpzD1UHT4cACA7u8tEKQDcugUAEBREkUsY+jB3ub/+OtjYQFUV/P575wYPH0J2NrBYMHkytZ5haMDc5d67NyxeDACwdi2oFqEViyEmBgBgxgwmFxtjDuYudwCIiwMfH8jPh5AQ+O23/wSmMhmkp8P48ZCZCX37wjff0O0lhgrMPVQFAAcHyMiA8HC4cQNmzABLS3BwgKam/yzXBARASgq4u9PtJYYKGCB3AOjfH65fh9RUOHUK8vKgpga8vMDfH6ZNg4gIUBSDtrODhQsBoPNVSABYsAAkEjDiCrcY9TDseAeG2TBg7o7B/AWWO4ZBYLljGASWO4ZBYLljGASWO4ZBYLljGASWO4ZBYLljGASWO4ZBYLljGASWO4ZBYLljGASWO4ZBYLljGASWO4ZBYLljGASWO4ZBYLljGASWO4ZBYLljGASWO4ZBYLljGASWO4ZBYLljGASWO4ZBYLljGASWO4ZBYLljGASWO4ZBYLljGASWO4ZBYLljGASWO4ZBYLljGASWO4ZBYLljGASWO4ZBYLljGASWO4ZBYLljGASWO4ZBYLljGASWO4ZBYLljGASWO4ZBYLljGASWO4ZBYLljGASWO4ZBYLljGASWO4ZBYLljGASWO4ZBYLljGASWO4ZBYLljGASWO4ZBYLljGMT/AwFEDeSLcIgiAAAAAElFTkSuQmCC)
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