- InChI
- InChI=1S/C10H9NO/c1-8-6-9-4-2-3-5-10(9)11(12)7-8/h2-7H,1H3
- InChI Key
- CBGUMTBCWWMBRV-UHFFFAOYSA-N
- Formula
- C10H9NO
- SMILES
- Cc1cc2ccccc2[n+]([O-])c1
- Molecular Weight1
- 159.18
- CAS
- 1873-55-8
- ω : Acentric Factor.
- ΔfG° : Standard Gibbs free energy of formation (kJ/mol).
- ΔfH°gas : Enthalpy of formation 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).
- 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 | 0.4291 | Relay (1.0) Calculated Property | |
| ΔfG° | 285.75 | kJ/mol | Relay (1.0-beta) Calculated Property ⚠️ |
| ΔfH°gas | 198.25 | kJ/mol | Relay (1.0) Calculated Property |
| ΔvapH° | 70.06 | kJ/mol | Relay (1.0) Calculated Property |
| IE | 7.84 | eV | Relay (1.0) Calculated Property |
| log10WS | -2.32 | Relay (1.0) Calculated Property | |
| logPoct/wat | 1.782 | Crippen Calculated Property | |
| McVol | 124.390 | ml/mol | McGowan Calculated Property |
| Pc | 4128.50 | kPa | Relay (1.0-beta) Calculated Property ⚠️ |
| Tboil | 542.95 | K | Relay (1.0) Calculated Property |
| Tc | 815.61 | K | Relay (1.0) Calculated Property |
| Tfus | 387.74 | K | Relay (1.0) Calculated Property |
| Vc | 0.437 | m3/kmol | Relay (1.0) Calculated Property |
Similar Compounds
![Benzo[f]quinoline, 2-methyl-.](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAPoAAAD6CAIAAAAHjs1qAAAgwElEQVR4nO2daVhUR9bHTzeLiAubUXADt6iNgtIqUQzgvkGICC5xSYwb0UjymIkalfDMxERiNOpodKK44GiiKBoBNaNRAihBgQlLA4ooRqGRACqLQgPd9X6oNz1IL/Ryt+5bvyefqOpbp82/q86tOnWOACEEBAI/ELJtAIHAHETuBB5B5E7gEUTuBB5B5E7gEUTuBB5B5E7gEUTuBB5B5E7gEUTuBB5B5E7gEUTuBB5B5E7gEUTuBB5B5E7gEUTuBB5B5E7gEUTuBB5B5E7gEUTuBB5B5E7gEUTuBB5B5E7gEUTuBB5B5E7gEUTuBB5B5E7gEUTuBB5B5E7gEUTuBB5B5E7gEUTuBB5B5E7gEUTuBB5B5E7gEUTuBB5B5E7gEUTuBB5B5E7gEUTuBB5B5E7gEUTuBB5B5E7gEUTuBB5B5E7gEUTuBB5B5E7gEUTuBB5B5E7gEUTuBB5B5E7gEUTuBB5B5E7gEUTuBB5B5E7gEUTuBB5B5E7gEe3LPTo6etu2bQyYQiDQjQAhpKW5sLBw+PDhCoXixx9/nDdvHmNmEcwYqVRqZWX12muvMT90O3IHgF27dq1bt87Gxub69etjx45lxiyC2dDc3FxUVFRQUJCfn5+VlZWZmfnkyZOlS5d26tRp7969DBvTvtwBYM2aNfv37+/WrVt6evqAAQMYMItgukil0ry8vJycnJycnNzc3Dt37rS0tLTuYG9v39jY2NjYuHXr1s2bNzNpm05yl8vlQUFBFy9eFIlEN2/etLe3p98wgmmgdvJu3cHCwsLV1VUkEonFYnd3d5FIJBKJLl++/NZbbykUipMnTy5YsIAxa3WSOwDU1taOHz8+Ly9v2rRpiYmJlpaWdFtG4CbPnj3Dys7KysIqb2xsbN3Bzs5u2LBhWNlisXjkyJGdOnVSfc633377ySef2NjYJCUlvfHGG8wYr6vcAeDhw4fe3t5//vnnihUrDh48SKtZBI7Q7uQNAC4uLmKxuPXkLRAIdHn46tWrDxw44OzsnJ6e7urqSoP5bdFD7gCQkZHh5+fX0NCwd+/eDz/8kD6zCGxB1eStCy0tLTNnzrx69apIJEpLS7Ozs6PiG2hDP7kDQGxs7Pz584VC4fnz5wMDA2kyi8AMLS0td+/eVU7eWVlZ5eXlbfoYPHnrQm1trY+Pj0QimT59ekJCAu1OMtKfyMhIAOjSpUtOTo4BHyewTlZW1qJFizw8PKysrNrowd7e3tfXd+3atYcOHbp9+/aLFy/oNqakpKR79+4AEB4eTvdYhshdoVAsWrQIAFxdXZ88eUK5TQRauXr16uzZs5X6dnFxCQgIiIyMjI2NlUgkCoWCeZNu3LjRoUMHANi7dy+tAxkid4RQQ0PDuHHjAEAsFjMwARAoBJ+OBwcHMzN568jp06cFAoGFhUVCQgJ9oxgod4RQZWXlwIEDASAkJEQul1NoE4E+amtrbW1tBQJBSUkJKwaUl5e3tLSobfr888/pdpINlztCqKCgAB85bdmyhSqDCLRy9OhRAPD392dl9Ozs7D59+nz00UdqWxUKxcKFC2l1ko2SO0LoP//5D36bjomJocQgAq1MnjwZAA4dOsTK6KmpqdhH37dvn9oODQ0NOC5r1KhRdDhaxsodIRQdHQ0AVlZW169fN/5pBPqQSqUWFhYdOnR49uwZWzacOnVKu49eWVmJ47JCQkIof2+mQO4IoY8//hgAnJycioqKKHkggQ527twJAHPmzGHXjC1btmAfPTc3V20HpZMcERFB7dDUyB3HkAHA4MGDnz59SskzCZTj5eUFAOfOnWPXDIVC8c477wCAm5ubJh8dO8kCgeD48eMUDk2N3BFCdXV1np6eAODr6yuTyah6LIEqCgsLAcDBwaGxsZFtW3Ty0Q8dOkS5k0yZ3BFCZWVlvXv3BoClS5dS+FgCJeDI8pUrV6o2JScnR0RE3Lt3j0l7lD56aGioJh89PDycWieZSrkjhLKysnDA0DfffEPtkwnGoFAo+vXrBwDJycmqrdi1+PLLLxm2Kj8/H/von3/+udoOcrn8rbfeAoAhQ4ZQ4iRTLHeEUFxcnFAoxDFklD+cYBipqakA0LdvX9UDwfr6+s6dOwsEggcPHjBv2M8//6zdR1c6yX5+fsY7ydTLHSGEMxd07Njx1q1bdDyfoC9hYWEAsHHjRtWm48ePA8Cbb77JvFUYfHfC2to6KSlJbYeysrJevXoBwPvvv2/kWLTIHSG0cuVKHH706NEjmoYg6EhTU5OTkxMAqN34mzZtGgD861//Yt4wJWvXrsU+uqb3h8zMTOwk79ixw5iB6JJ7U1PTxIkTAWDkyJF1dXU0jULQhZ9++gkAPD09VZsqKiosLS2tra2rqqoYt+t/tLS04LsTWnz0s2fPGu8k0yV3hFB1dfXrr78OADNnztQUFcQYVVVV165d27Vr19KlS728vBISEhjeiGCR0NBQANi+fbtq0+7duwHg7bffZt6qNtTW1np4eGj30b/66isjnWQa5Y4Qun//Ps6e87e//Y3WgdrQ0tJy//79+Pj4yMjIgICA/v37t7mAY2Njw5MTsZqamo4dOwqFwsePH6u2jh49GgDOnDnDvGGqlJaWYh992bJlmvoY6STTK3eEUEpKCo4K2r9/P32jVFdXX79+fffu3e+//75YLLaxsWlzSadz585jx45dtWrV/v37r169Onz4cJ6ciB0+fBgAJk6cqNp07949AOjatevLly+ZN0wtmZmZtra2ALBz5061HVo7yfX19fo+n3a5o7+CTq2srK5evUrJA1tP3qGhoWpvT+JLOhs2bIiJiZFIJG024PhzIobFcfjwYdUmHF+uZSplBaWP/tNPP6ntoHSSZ82apa+TzITcEUIbNmzAE0leXp4BH3/+/Hlqaur3338fHh7u4+ODJ4DWWFtbi0SixYsX7969++rVq5WVle0+kw8nYmVlZRYWFjY2NmpDIAcNGgQAHIxj3bp1KwDY2trevn1bbYf79+9369YNAD799FO9nsyQ3BUKxfz58wGgX79+FRUV2jsbP3nriNmfiH3zzTf4lF61KS0tDQB69uzJ+i6CWlasWIHNU/vKgVo5yQcOHND9sQzJHSH08uVLb29vABg/fnybKKU2k7dq3hIDJm8dMe8TsREjRgCAWq9gzZo1BsyOjNHU1DRhwgQA8PLy0uSjG+AkMyd3hFB5eXnfvn0BICAg4NSpU5s2bQoICMB/aUO/fv2CgoIiIiLOnDlTVFRE611Ycz0RKygoAA0hkM3NzTjXRXZ2Niu26UJ1dTV2t7T46EonWSKR6PJMRuWOEMrOzra1tXV0dNQyef/5559MmmSuJ2KfffYZAKxatUq1KSEhAQBEIhHzVunFnTt3HBwcAGD9+vVqO+jlJCPm5Y4QGjx4sEAgGDdu3JYtW2JjY+/evct6IgNOnYhRgkKhcHNzA4CUlBTVViyRbdu2MW+YviQnJ1tbW4PmMActTrIqTMtdywrLLmydiNFEcnIyALi6uqqGktfX13fq1InF3Bv6orwMrfanixCSSqXOzs7Ozs7379/X/iimS5GdOHECAEJDQ/FrNcOUlJRMmTLl8ePHqk39+/ePi4vr0KHDjh07Dhw4wLxt1HLy5EkAWLhwoeqm1tmzZ1+8eOHr64unf+6zbNmyTz/9dMyYMUOHDlXbwcXFxcvL68mTJ1euXGnnWTT8GjWi/ZIBA8yZMweoftnnIDKZDIdAqj3lmDJlCgAcPHiQecMMRi6XNzU1aWrVfb1iVO4pKSmg4ZIBM+hyILdx40Yw4kSMC5w7dw4ARo4cqdqEc29YW1tXV1czbxhNxMTEAICfn1+7PRmV+6pVqwDgs88+Y3LQNhQXF2s/kNP3ZZ+D4EVMbWj4t99+CwDBwcHMW0UfU6dO1XG9Yk7u2ldYJmn3QE6vl32uoQyBLC0tVW0Vi8UAEBcXx7xhNKFXyD5zcj9//jwAjBgxgrERtdCuj648EZs3bx4rOaANBu9jTJ48WbUJ596ws7PjTgik8eD1avbs2bp0Zk7uISEhoCEeKycnh8K4AB1Zv349aD2Qk0gkuHzKF198wbBtxoDP3o8eParahNN3LV++nHGjaASvV2fPntWlM0Nyb/eSgZZdVZpQKBQ403m/fv00neNeunTJwsJCIBCcPHmSSdsMprS0FIdAPn/+vE2TQqHo378/AGi6AW2K6LteMSR3fMlg0qRJqk1FRUXA0iUDXXz0Xbt2AYCNjU1aWhrD5hnA119/jR0w1aYbN24AQK9evVg/w6YQfdcrhuSOg1KOHDmi2hQREQHsXTKQSqV9+vQBgPnz52vy0VevXg0A3bp1Ky4uZtg8fcHXPePj41WbPvjgAwDYsGED81bRhAHrFRNy5/glA4lE0rVrVwDYunWr2g4tLS2zZs0CAJFIxGKq6HbJz88HAEdHR9UbiU1NTXj7VVPSXVPEgPWKCblv374dAObOnavadPPmTeDAJYN2ffSamhp8vXXatGnNzc0Mm6cjOBr2gw8+UG26fPkyAHh4eDBvFX0YsF4xIXec9OzChQuqTdhP0BTeySQ497mNjc1vv/2mtkNJSUmPHj0AYMWKFQzbpgvKEMgbN26obU1LSzPpyIg2GLZe0S535Qqr5ZIBR+qz4t+es7Pzw4cP1Xa4ffs2vib7z3/+k2Hb2iUpKQk0hECaJRcuXDBgvaJd7jgEJSwsTLWJa5cMmpubcfiUSCRS3cjDxMbG4loral8HWaG0tPTSpUtjxowBPtWEmzt3LgB8/fXXen2KXrkrV9jU1FTVVhyaEhUVRasNelFTUzNs2DAAmD59uiYfnd2i4U1NTRKJJCYmZsOGDQEBAdi/wjg6Omoqamdm1NTU2NraCoVCfe9b0iv3X3/9VdMKy3qBT00oa5avXbtWbQdl0fBevXqpjUuhFjx5R0VFLViwwN3dHdc5bI2jo+OECROCgoLw2/apU6foNol1cAzIhAkT9P0gvXLH6RM2b96s2nTs2DEdgzaZp92a5TKZzM/PD2goGq5l8sZYWFj0799fbVl30zoRMwZcLjM6OlrfD9Iod5lMhq9gqw1K4fglg3ZrlldVVeGi4XPmzDHmnPLp06epqam7d+9evHixWCxWveRlZ2fn4+OzcuXK3bt3p6amav91mdCJmMFoP8bRDo1yj4uLAwAvLy/VJpO4ZNBuzXJlPUS1y5da2kzezs7Ouk/eutDS0hIQEMD9EzFj2LFjBwCEhIQY8Fka5R4cHAwaclviTW6OXzLQpWa5smi4pmWK2slbF2pra7l/ImYMI0eOBADDEr/RJffnz59ruWSAC3xy/5KBLvUQWxcNx5N3bGwsTrRN+eStIxw/ETMGIzNZ0CV3XHBnypQpqk3KoM2GhgaaRqcQXWqW46LhXbp0Ud02cXBw8Pf3Dw8Pj46OzsjIYCzqk8snYsawadMm0FAuUxfokjveuDh27JhqEy7waUITD77nMWzYME3Xw1paWrp3796jRw9mJm8d4eCJmJEYn8mCFrmXlpYKhULtlwx+/fVXOoamifT09JqaGk2teIW1t7fn2tshuydilGN8Jgta5B4VFQUA8+fPV23CBT779OljTpcMjFxh6YPhEzG6MT6TBS1yxzsDanestRT4NFFYzxWlHfpOxBiGkkwW1Ms9JycH+HTJQEtBao5A1YkYu1CSyYL6HJE4O+GCBQtw4tbWXL58uaqqytPTE0//5gH+vu+8845QyHTCTR1xcnKKj4+3t7ePi4vDZ2emiDLrpVFPoerHh5HL5fjqp9qwDRy0qbbAp4miXGG5v15duXJF+4kYl9GeyUJ3KJb79evXAcDNzU11A05psTkVycAFqTmSK6pdWp+IsW2LfmDL1Way0AuK11+84ixevFg1z3JcXFxDQ4Ofnx+e/s0DalZYpli2bNnHH3/c3NwcEhKCi6qaCpT9O1Py48M0NDTgkKnCwkLV1kmTJoFBQZuchaoVlknkcnlQUBAAcKFoeEtLy927d2NjY7XX+lSGQGq6YqY7VMr9zJkzADBq1CjVJmOCNjmLloLUXKaurg5X5GO+aHhNTU1mZmZMTEybEosCgUDLKZ6WTBb60jbGwxi0rDg//PCDXC6fPXs2nv7NA9PyZJR07tz54sWL3t7eKSkpYWFhR44coWkghUJRXFyck5OT+xcPHz5s06dv374eHh4eHh4tLS2ankPlv7PxvxjM06dPO3ToYGFhUV5ertqalJQUEhKSmJhI1XCsY+rrlbJoOIUbZZombyVWVla4xGJUVFR8fLwu6fO15IoyAMpm99jYWJlMNm3aNNWoVwDw9/f39/enaiwugNer4OBgE12vvLy8jh8/HhoaunHjxoEDB86ePduAh0il0qysrKysrIKCgvz8fPzO1rqDi4uLu7u7SCQSi8VisXjIkCEWFhZ6DXH8+HEAmDdvnuoxjiEY/4vBvPnmm9g4qh7IcbQUpDYh9CoaLpfLU1JS9u3bt2LFCm9vb9XJu2PHjqNGjVq2bNmePXuSkpKMfxXWnivKAKiRe3Nzc3BwcIcOHUxoj8IY8ArLwXKZBoDjrnQpGi6Xyzt37txa3y4uLpMnTw4PD4+JicnMzKT8xVdLJgvDoMaZsbS0FAgEMpns3Xff/fnnn62srCh5LGf597//DQDz5s1jpVwmtezdu7e4uPjatWtBQUEpKSltBN0aoVAYGhoqFArxy6WnpycuaU0TCKFDhw4BwKJFi1SPcQx/KCWUlZX17t0bAJYuXUrVM7mJ9lxRpghHiobX1tYq33QnT57s5ORkbW1tb29fUFBA1RBU7rvT8bLPQbQUpDZdlEXDP/nkE2ZGxNuU586di4yMDA4OHjBggOoU3rNnT2rD9CmOmYmLixMKhUKh8Ny5c9Q+mTusXLkSADZt2sS2IRSjLEi4f/9+Op6vOnm3EXebbUq1O9pGQn28u14v+yYHd8pl0gFO7WZlZXXlyhXjn1ZWVhYfHx8VFbV48WKRSKQaIO3g4ODj46N802XgvZ+W20y6v+ybHFoKUpsHBhcNr6ur02XyDg0NjYyMpGnybhda5N7U1IQDwkaOHFlXV0fHEGyhpSC1eaB70XB9J28u5FkRoFePwaji6dOnY8eOLSoqmjlzZnx8vL5nadyktrbW2dlZJpM9evSoV69ebJtDFw0NDRMnTkxPT/fx8bl27Rp26Juamu7du6c8Q83Ozq6qqmr9KSsrq0GDBinPUEePHq32fJ1l6PslMf+yTzd4G1htQWozQ1mQUCwWz5kzZ+DAgaqTt4uLy7Rp09avX3/ixIm8vLympia2rW4fehNe0/2yzzA47EdtQWrzQyKR2NraKmdoLnjexkN7sRpqX/ZZREtBarME5za0tbU9cuRIbm6uSUze7cJE5T2DX/Y5hZaC1GaJvgWpTQIm5C6Xy0NCQhwdX582rbKykoEBaUFLQWrzw4CC1CYBQ0XiX7x4MWtWPQAaPx6ZYhChRCIB6i4ZcB8DClKbBAxlArK1tY2O7tS3L9y4Ae++C/RsftIIvmQwf/58ai4ZcB58X27RokWczRVlIEz+tiQSZGeHANA//sHksMaiDIG8efMm27YwgVnmNsQwKneE0KVLyMICCQToxAmGR9ZIfX19enr677//rqkDPwtSu7u7s20I9TC9VM2YATt2AEKwfDn89hvDg/8/Uqn0l19+2bNnz5IlS9zd3e3s7N544w2c3UEtWnJFmSX4+y5ZsoRtQ6iHriAC7Xz4IXz3HXTrBunpMGAAvWO9eNEokeS0Tv9QU1PTuoO1tfXQoUNnzZr15Zdfqn5cJpM5Ozs/f/5cIpG4u7vTaysHqK2tdXFxaWxsfPjwoTnle8NQmWdGd/bsgT/+gMRECAyEtDSg9i6/VAoFBZCfD1lZkJUFHTpk/P67b+sODg4OOK4DB3iMGjXKxsZG09MSExOfP3+OO1NpJVc5d+7cy5cvJ0yYYH5aB7bkbmEBP/wAPj6Qlwfz50NiIqjU8NKVly9BIoGcHMjNhdxcyMmBV+du6NZtuKenp/J6pYeHh2opai2YaO4kgzHv78uOM4N5+BDeeAMqKmD5cjh0SO+PV1WBjw/cvw9y+St/79EDPDzA0xM8PMDDA0QiMPim+LNnz1xcXJqbm807BFJJeXl5nz59rKysysvLTTR/jnbYmd0xbm6QmAh+fhAdDcOHQ3i4fh93coKKChAIQCQCd3cQiUAsBnd36N+fMgvPnDkjk8mmTp3KB63DX7mi3n77bbPUOgCz++5qiY1FAgESCtGFC3p/9t49ROspp6+vLwDExMTQOAaXwAWpzfieMZvOjJJ//AMiI6FLF0hNBU9Plo15/Pgx3sDJyMiIj4+3tLSsrKzs0qULy2bRT2FhoUgkcnBwKC8vN4P8OWph05lREhEBRUVw9So0NjI9dHNzc1FRkTLLYUZGRkVFhbLV0dHx2bNnFy9exPfZzJsTJ04AQGhoqLlqHdh9VW2NTAYVFdC3L2RnQ1UVeHrCa6+90uGXX8DFBYzfDCwtLcWTd3Z2dm5u7r1799qkWnZychoxYgTeySksLNy+fbuNjc3169fHjh1r7NgcBiE0YMCAkpKS5ORk7MKZJyw7UyoEBCAANGPGK39UKBAAWrJE76c1NKDMTHT4MIqI2D1hwgRHR8c2X9/S0tLd3X3BggVRUVGXLl1STeKzZs0aAOjWrVtxcbERX4vrGF+Q2iTghDPTBoEALl+Gn36Ct9/W+7PPnv3vgKmgACQSkMkAAN58syA1NQkA7O3t3d3dlTeIvby8bG1ttTxwz549f/zxR2JiYmBgYFpamrluWSi3280tBPJVuOLMKAkMhP/+F9zc4PFjKCgAnKATIRAKYckSiIl5pbNMBvn5/ztgysmB6upXOlhawuuvg4cH+Pr+182twsPDw4Atxbq6Oh8fn7y8vKlTp168eNHS4CMxrtLU1NSzZ8/q6uq8vLxhw4axbQ6dsL28tCUgAPXqhW7eRAIBWrfu//+odGaamtDlyygqCi1YgNzdkaUlAnjlP0dHNGEC+ugjdPgwysxEVKU2KSkpwWexZnaZDWNa5TKNgaNyRwgtXIgsLREOy1XKvbkZ2dj8T9wWFqh/fxQQgCIjUWwskkgQfSG6GRkZ2O3Zs2cPXWOwRGhoKABoL39nHnBX7uXlyM4OjR6N5PJXXlWXL0fh4Sg6GmVkoJcvGbUtNjZWIBAIhcILBhyJcRVTLJdpMNyVO0Jo1y4EgL7/3vCdGcr5+9//DgBdunTJzs5m2xZqwOUyjS9IbRJw+jX8ww9hxAjYsgWeP2fblL+IiIhYvHhxXV3dzJkzy8rK2DaHAsw7BLINnJa7pSXs2wdVVfDVV2yb8hcCgSA6Otrf318qlQYFBb148YJti4xCKpUmJyfb2NgYVnnP5OC03AHAxwfeew/27WPbjlZYW1ufPXt24MCBWVlZ7777rkKhYNsiwzl58qRcLg8MDDTX84Q2cF3uAPDNN6C5PBY7ODk5JSQkODg4xMXFRUREsG2O4fDKkwGTkLuTE3zxBdtGqDBkyJDz589bW1t/9dVXBw8eZNscQygoKMjJyXFwcJg+fTrbtjAF2+/KbamrQ6opRxUK9PQpqq9nwyCtREdHA4CVldW1a9fYtkVvcO7OsLAwtg1hDs7J3eRYt24dADg6Ot69e5dtW/TA/Mpl6gLnYmZMDoVCERwcfOHChQEDBqSnp+P8W9wnOTnZ39/f1dW1pKSEJ/lzwCR8d44jFAp/+OGH0aNH379/f86cOTIcgckGcrn8zp07sbGxmzdvDgwM3LVrl5bOyiyQ/NE6cDAi0kSRSqXe3t6lpaXvvffe0aNHmRm0trY2NzcX38PKysrKzs5ufQ4QEBCQkJCg9oPKEEie5IpSYm6xrGzRs2fPCxcu+Pr6Hjt2bOjQoevXr6d8CLlcXlxcnJubq8yI9scff7Tp4+bm5vEXYrFY06MuXrxYXV3t5eXFK60DkTuFeHl5nT59OigoaOPGja6urvPmzTPygdonbwCwtrYeOHCgWCzGSc48PT1fa3PlUQN8225XQpwZitm+ffuGDRs6duyYlJTk7e2t12elUqmykmN+fn5hYWGb/zsuLi7Ke1hisXjIkCEGVPDkSblMtZDZnWLWr1//4MGD77//fvbs2bdu3Wo30+Lt27ejo6NzcnIkEsnLly9bN9na2uI5W5nxj5Kj/tjY2IaGhilTpvBN60DkTgd79+4tLi6+du3ajBkz0tLSunbtqqVzeXn5ob8yBlIyebcLbz0ZIM4MTTx9+nTcuHF3796dMWNGQkKCFtVWVFScPn0aT94ODg70maRQKB48eJCUlBQWFmZtbf3kyRM7Ozv6huMmRO50UVJS4u3tXVlZuW7dup07dzJvQF1dXVFREX7NzcrKysnJqa+vBwBvb+9JkyapTWZv9hC508iNGzcmT54sk8m+++671atX0zoWQujBgwfZ2dl5eXl4p7KkpKTN/9zevXt7eHgEBgaGhYXRagxnIXKnl5iYmPfee8/S0vLSpUtTpkyh8MmaJm8lVlZWgwYNUlZtGDNmjF6J7c0SInfa2bRp07Zt27p27Xrz5k1jsrjgbUrlNvydO3fa3CxRViXBEh82bJgZZ3s0DCJ32kEILVy48Mcff3Rzc7t161b37t11+VTrybugoOD333+vfjVlFJm8DYDInQkaGhomTpyYnp7u4+Pzyy+/qC0FRSZvBiByZ4gnT554e3s/evRo7ty5p06dam5uvnfvnvIMVdPkrdyGHz16tLOzM1vGmw1E7syRm5s7fvz4urq6Hj16VFZWtpm8XVxc8O47PkYdMmSI+SWjZB0id0a5dOlSXFzckSNHyOTNCkTuLCCRSAYPHmxlcEFAgqEQuRN4BLm8R+ARRO4EHkHkTuARRO4EHkHkTuARRO4EHkHkTuARRO4EHkHkTuARRO4EHkHkTuARRO4EHkHkTuARRO4EHkHkTuARRO4EHkHkTuARRO4EHkHkTuARRO4EHkHkTuARRO4EHkHkTuARRO4EHkHkTuARRO4EHkHkTuARRO4EHkHkTuARRO4EHkHkTuARRO4EHkHkTuARRO4EHkHkTuARRO4EHkHkTuARRO4EHkHkTuARRO4EHkHkTuARRO4EHkHkTuARRO4EHkHkTuARRO4EHkHkTuARRO4EHkHkTuARRO4EHkHkTuARRO4EHkHkTuARRO4EHkHkTuARRO4EHvF/5YbQJ1Ki/ngAAAAASUVORK5CYII=)
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