Сабақ жоспары №______
Тақырыбы: Көрсеткіштік теңдеулер
Мерзімі
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Топ
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Сабақтың негізгі бөлімдеріне бөлінген уақыт
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Ұйымдастыру кезеңі
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Берілген білімді еске түсіру
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Жаңа білімді меңгерту
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Білім, білікдағдыларын қалыптастыру
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Үйге тапсырма
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Журнал бойынша оқушыларды түгендеу
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өзіндік жұмыс тақырыпқа қызығушыл ығын ояту жолдары және топ жұмысын бақылау формалары
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Жаңа түсінік меңгерту жолдары. Оқушы нені білу керек, танымды оқу міндеттері. өзіндік жұмыс, проблемалық және ақпараттық сұрақтар. Проблема шешудің нұсқалары. Өтілген материалдарды бекіту.
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Ауызша, жазбаша өзіндік жұмыс түрлері. Қарым-қатынас жасау жауап берген оқушының аты-жөні.
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Нені қайталау және дайындау керек. Шығармашылық өзіндік жұмыс. Үй тапсырмасының көлемі мен орындалу мерзімі.
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Сабақтың типі: жаңа материалдарды меңгерту, аралас, бекіту, бақылау.
Сабақтың түрі: ______________________________________________________________________________
Сабақтың мақсаты: _________________________________________________________________________
Білімділік ___көрсеткіштік теңдеулер және теңсіздіктер тақырыбын қорытындылау;___
Дамыту __оқушылардылардың біліктілігін, есептер шығару дағдысын
қалыптастыру; ________________________________________________________
Тәрбиелік _оқушыларды сауаттылыққа, тазалыққа, тәртіпке тәрбиелеу;_______________
Жабдығы (көрнекілік; ОТК; ЭЕТ) _____________________________________________________________
Сабақтың барысы:
Ұйымдастыру кезеңі___журнал бойынша оқушыларды түгендеу___________________________________
Үй тапсырмасын сұрау: ______________________________________________________________________
Жаңа сабақ жоспары: Көрсеткіштік теңдеулерді шешудің әдістерін қарастыру:
Мысал 1: теңдеуін шешу: (Бірдей негізге келтіру әдісі)
0,2 негізіне келтіреміз:
(0,2) ; (0,2) ; х=2х-3; х=3; жауабы: х=3.
Мысал 2: 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LVdbOfOndJbwJKkMCIiYsyYMTyGBKwiAx/5pfMdhYBkZmZaWFjw0vX79+8bNWokswy/gYHBggULuAwDQzEAB6pkHstGAqAjWpxg6dKldO6DJXNlDw+PymypS0Y/pfts1qpVi2Qaai9HJm379u3nz5/PyspSUGfdunUTJkwgZ4fKd6cYPwnA6tWrFXwOQtIsnHWI8PDwH3/8UbJCX40aNY4cOdK3b19+owL2pKenT5w4ke8oBKRJkyZ8zf6JsLAwmdm/jmhzLltbW85iwFAMAGpjKQEgZs2atX79eqXr4D19+vT06dODBg1Sr5e4uLgzZ84orbZy5UpLS0v1upBBcgky8o8bN05BnaKiovnz5x89epSRHhXgIQFYsGABOX7x17Vr1yZnuzt37khXuHXr1uXLl7///nvuY9Mc5C2SvhBobm5O/pfzslUEcINkemPHjs3JyeE7EAHhcZB59+6dzA5cOqLV5RYuXMhZDBiKAUBthoaG7du3Z6lxAwOD6dOnBwcHK625b98+tRMAOuOtjY3N1KlT1WtfLi8vrzVr1jx48EBBnePHjyckJHTu3JnBfqk4TQDIFGfatGmSOxzIpPbPP/8kCdzw4cNlam7atEnIZ51ly5atWLFC8q2dnd0ff/yB3b6qttDQUMnWS8ANHgcZcgKg3uHq4eHRuHFjDnrHUAwAldS2bVuSA7DX/ujRo+kkAKdPny4uLlYjkvPnz9++fVtptTlz5jD+SK6/v7+Pj4/iOmFhYVUnASgtLfX29j548KD4WwsLi7Nnz7Zu3bpVq1b16tWT+aDn2LFjGRkZ1tbWnIWnOWbNmiX9rImTkxP5/123bl0eQwK2Xb16dfny5XxHITh8TW0zMzO3bt0qU6inp7do0SIOesdQDACVx979P2JNmza1t7d//Pix4mpFRUXXrl3r2rWrqu1v3LhRaR0DAwMyWqraslJjxowJDAxUvFd6TExMampqkyZNGO9dgqMEoLCwcPjw4ZKNjSwtLf/66y/xTgoktfL19Q0NDZWuT05R27dvl74KLgRlZWXjx4+PjIyUlPTv3//w4cPYhrNqy83N9fT0JP/nZcpHjRqleLkAqIyvvvqKTHl56Xr16tUFBQUyhe7u7g4ODmx3jaEYABjBdgKgI9qNRGkCQMTHx6uaAGRnZ58+fVppNVdXV3Nzc5VapoMMtiNHjlS8rNCXL182bdpEJ0tRPwz2mpbIy8sbOHDgpUuXxN9aW1ufO3euWbNmkgqTJk366aefZJ6R37lzZ1BQEKsfMGkUcmIeMWKE9P9I8rZs27aNkQfPtU5F+4C0bNmS40g4MHXq1OfPn8sUtmnTZu/evUgA2NOpU6fKLyCthoyMDOpCTyQSxetDMwJDMQAwhYMEgJwH6VRTumkA1alTp8rKypRWGzBggKot0+Tp6al0XdH9+/f/61//UnXfMfpYTwBImtW3b98bN26Iv7WxsSGnHJnN2xo2bOji4hIXFyddmJWVRWY/Xl5ebEeoCT5+/EhOzCSLlZSsWLGCnHR5DIlfrVu3llte9VZSI7N8yc0YEjVq1CCFmHKxiq/7f0JDQ0m2L1Po5uZG81SnNgzFAMCUr7/+mqldeBVwdHSkUy01NVXVlo8fP06nWp8+fVRtmSaSPtWvXz89PV1BnQ8fPpw9e7Zfv34sxcBuApCRkUHePsmuRg0aNDh//rzcxU2nTp0qc9bRES1CJ4SzTmZmpqurq2T9DZLt7dq1i43bzkDTkGFLep8HiZ9//pmDu0EEjpcE4OXLl7t376aWL1myhNV+MRQDAIO4WZOQ5tNHr169UqnZ8vJyOktu1K1bl9VVGciYvGfPHsV1jhw5opUJwNOnT3v37i25t4Gccsg73rBhQ7mV3dzcqMlQUlLS1atXO3XqxF6QvHv27JmLi4skfzUxMTl69Ch7SSdojtLSUg8PD+oWJO7u7pMmTeIlJOHQ09PjZWBZtWpVcXGxTCEZAZydndnrFEMxAFQe95/A01z+ROlOXjIePXqUm5urtFqHDh1UalZVZORXmgCcOHFix44djC9DJMZWApCcnExOOZLd4OvVq3fu3LmKTjk6ovPxhAkTqI+abd68uQqfdci7ROb6GRkZ4m8tLCxiY2OdnJz4jQq4sXjxYjKvkikkk7Ndu3bxEo+gtGrViiTbHHdKpuByh3tWL/9jKAYALUVzlKYuqaxYYmIinWpsrxLRo0cPpXVycnJItCx9Xs1KAnDv3r2ePXu+e/dO/C35Ff7xxx9KP0mZOHFiSEiIzGMZR44cWbduHTlpsREnv27duuXq6ip5l+zs7M6cOWNvb89vVMCNs2fP/utf/5Ip1NfXj4yMNDMz4yOiqo/3B0hWrlxZUlIiU9i9e3f2FnvGUAwA2svY2JhONeoaeoop3oRLgu1dWchwam1tLbkEXJFLly5pTQLw6NEj6VOOjugxx7Zt2yr9QRsbm379+sXExEgXkvPl9u3bly1bxnic/Lp8+fKAAQM+fvwo/rZ169ZxcXFWVlb8RgXcIH8d3t7e5eXlMuVBQUFsb/wBfElNTd23bx+1nL3L/xiKAUCrUc+SclWvXl2lZl+8eEGnmp2dnUrNqsHZ2fnkyZOK65AEIDAwkI3eGU4AxM+zSp9yyERn6NChNH98ypQpMmcdYseOHYsXL2ZvISReuLi4fP78WfLt3bt369evz2wXvF/vhIr4+PjIbLekI1rwmO0nQYFHy5cvp64616lTJzJHZ6M7DMUAoO2KioroVPvqq69UajYtLY1ONUtLS5WaVQOdBCAhIYFM59hYEZ7JBICEOGLECJl3du7cufRb6N+/f4MGDWRaIGey6OhoT09PZqLUDNKzfxCUzZs3U/cfMTMzi4yMFOaeD0KQkpISFRVFLWdpqV8MxQBQBdB8ulfVrcolz0QpxsYWYDLoLPeXl5d3//79itZGrwwmE4AtW7ZIr2QvptJKsbq6uhMnTgwODpYp37RpE846UAXcvXs3ICCAWr5r1y5bW1vu4wFuLFu2jHr5v0OHDmSezUZ3GIoBoArIzMykU03Ve3VoPjTMwfN4zZs3p1ONzBw0PQEg5wZq4dq1a4OCguivYSRegELmkY7ExMT69es7Ozs7OTk5i9BcHApAcxQWFnp4eFA/05w0aZK7uzsvIQEHHjx4cPjwYWo5e1v/YiiuyKdPnzIrRr0xT8zU1LRevXqW/026pGbNmhwfCIAQKN4nS0LVXRRp3oLBwV6c9vb2urq6Sh91uHfvHhu9M5kASN9vKkFOIS9evIiIiKDZiJWVlZub24kTJ2TKX79+fUqEfD1y5Ejq5qkAGm7OnDnUxQccHR03bNjARzjAkaVLl1IfyGnVqhX9O/JVhaFYrnPnzvXu3VuNH8zPz08VqahCfHw8XxtLA1Rhkr0LFVN1HxXqXuxycZAAGBsbW1tbK81z7t69y0bvTCYArq6u0dHR1PJmzZqp1M6UKVOoZx1pNHeHBtAc4u08ZAqNjIyioqJUXcEAtMidO3eOHTtGLV+0aBF7nWIolovmiiIa1TKAkN26dUtpHTJN79q1q0rN6unpUe/JpNLV1VWpWfVQN16k0oJPAA6JVL4dcvbiawUbzvrFEj2CQv68J06cSC1fu3atqp9dgnYJDg6mzg7JRHzUqFHsdartQzFLnfbq1QsDL4AW+fvvv5XW6datm6r34FWvXp26JQtVcXGxkZGRSi2rgc4KkC9fviwtLWV8P2C2dgIGADEy/xs7duz79+9lyt3c3GbOnMlLSMCNmzdvyl3ibeHChdxcWwIA0FL379+ns2C/l5eXqi2TBCA3N1dpNc1JAL58+ZKenq5gB3f1IAEAYNfq1asvXrwoU2hlZUX/bmzQUtRVdHREC1aQhJD7YAAAtMiBAweU1jE3N1djCQ0zMzM66wt9/PjR1NRU1cZVRXMH2JcvXyIBANAm165do26eqquru3//fg7WGAYeJSYmxsbGUssDAwP19fW5jwcAQFsUFhbu2rVLabW5c+fWqFFD1cZtbGwePXqktFpWVhapqWrjqvr666/pVCMJAONdIwEAYEteXp6np6fMQopEQEAAS/u/guaQu69z/fr1fXx8uA8GAECL/Pzzz3JXM5NmZ2c3e/ZsNRqnuetOResCMwsJAEAVNHXq1GfPnskUfvvttytXruQlHuBMQkLCn3/+SS0nuZ+BgQH38QAAaIvHjx+HhoYqrqOrq7tt2zb11tBr3LgxnWopKSks7dUojWYCwEY2ggQAgBX79u2LioqSKTQ1NT1w4ADjz/KDppF797+lpeWkSZO4DwYAQFvk5ua6u7sr3ax3wYIFrq6u6nXRoUMHOtUePnyoXvsqoZkAfPjwgfGuMREBYF5qauqMGTOo5Vu3bqV57QG018WLF8+fP08tnzdvnrGxMffxAABohXfv3rm5uSld9n748OGrVq1SuxeaG4clJiaq3QV9JiYmdKohAQDQAqWlpZ6enp8+fZIp9/LyGjNmDC8hAZfkXv43NzefNm0a98EASISHh1ftpYednJyuX7/OdxSgposXL44bNy4tLU1xNXd39wMHDujp6andUd26dZs0aaJgb2+xO3fu5ObmfvXVV2p3RAfNu5hycnIY7xoJAADDgoKCqCehpk2bkrMvL/EAl86ePSt385pZs2apulsNAFQ95eXlL168ILPPZ8+evXz5Mj09PSsr6+3bt2SGl5eX9+nTp+Li4tLS0i9fvhgaGhqJ1KhRo06dOhYiDRo0aNasmb29vYODg5mZGd9Hwwwy1Q4NDT18+LDSmgEBAatXr678Pipubm4bN25UXIf8CmJjY0ePHl3JvhSjuYoRPgEA0HR//fVXWFiYTKGBgcGBAwdoftIHWm3p0qXUwlq1av3444/cBwMAGmLbtm1JSUm3b99+8OBBYWEhnR8pEhF/Td0Si0yCSSbQsWPHzp079+/fn85+UhqlpKTk1q1b58+fP3LkyI0bN5TWt7Ky2r17d79+/RjpfdCgQUoTAILkJBqSAHz8+JHxrpEAADAmOzvb29u7vLxcpnzVqlU0bzoErRYXF3flyhVq+YwZM9j+HBkANJmfnx+zDZITzSORffv26YgebHV3d/f19bW0tGS2I1UVFxd/+PCBTFg/iMh8kZOTk5WV9erVqydPnlDXyJbL0NCQDKFLliypVasWU0F2797d1tZW6dqaMTExpA7NZUPVQ/PBMPKuMt41EgAAxvj4+Lx+/VqmsHfv3v7+/rzEAxyTe/e/iYnJnDlzuA8GAITjpsiyZcuGDBkSEBDg5OTEVyQMLnVgamo6YcKE2bNnN2jQgKk2xfT09KZMmRIUFKS4GklRwsLCNm3axGzvMvT19cvKyhTXKSkpYbxfJAAAzNiyZUtMTIxMoYWFxf79+3mJBzh26tSppKQkavnUqVNpLvQGAFAZZJoYHR195MiRUaNGhYSENGrUiO+I1GFiYtKrV6+RI0cOGjSIvUenJk2aRN6igoICxdW2b99OxvAWLVqwFIYOvQQAnwAAaKh79+4FBARQyyMiInj/QBa4Iffu/+rVq8+fP5/7YABAsMrLyw8ePHjy5Ml169ZNmTKF73Bosba2JpP+Nm3adO7c+ZtvviFzYrZ7tLCwmD179urVqxVXKy0t9fb2TkhIMDIyYikSOgeLTwAANFFhYaGHhwf1ua5Zs2ZxsI8gaIJjx479888/1PKJEyfWrVuX83AAQEPp6ek1b968bdu25F87O7uGDRva2NjUrFmzuoihoWFxcbH48d/s7OwskZSUlIcPH965c+fu3bvUZ8wq8vnz52nTpsXGxh44cEDzlyDLyMg4fvw4OcakpKQOIiQNYPvRqcDAwF27dr17905xtZs3b/r4+Pz222+VWXtUASQAANpq7ty59+/flyls167dmjVreIkHuLds2TJqITmXy/1cCIAXfiJ8RyEI7u7uMiVk7timTZsuXbqQea3ihV/ES3/qiC5ROzg4SL+Uk5Nz4cKFQ4cOnTx5kuZSQqdOnfrhhx9IGlCnTh0VD4Jrnz59ui1CDlBHNC0m71WfPn2GDh1Kzqds9GhqarplyxY66/wcPHjwy5cve/bsYXYzxydPnkRGRtL5VdJ8YFolSAAAKuX333/fvn27TCEZ36Oiosj8j5eQgGOHDx+Wu3Xl+PHjtW5tPgCovOjoaDaarV279lCRjx8/bty4ccOGDXSWh09KSurevfvly5cZXEWHA2VlZVdFVq5caW9v7+3tPWXKFMbTmJEjR5Js6sCBA0prknE+OTn5l19+qfyafm/evCH/Q8jUn/5mw9WqMT9dRwIAoL709PQJEyZQy8nQ3Lx5c+7jAe6Vl5cvX76cWk7G68DAQO7jAYAqj0zlg4OD/fz8pk+fTifZIDNXd3f3uLg4NuaRMgoLC3MrkJeXl52dnSHyWuTLly902nz8+PGSJUtCQkJIGkAO3NramsGAd+zYQd6fW7duKa159+7djh07jhgxYubMmZ07d1apF3L4Fy5c+Ouvv86dO0e9ZUApAwMDVX9EKSQAAGoiMz8vL6/379/LlA8fPlxuViAQpaWlCQkJKSkp5DTQpEmTH374geZW51rqwIED5ORBLR8zZoydnR3n4QCAUJibmx86dKhbt26zZs1SOpMm887FixdzcGOqoaFhHRGlNfPz85OSkq5du5aYmEhmxkr3uiLnlJ07d+7fv9/f358cC1Nz4po1a54+ffr7779//vy50srkvH9YhCQhffv2dXZ2btmyZYMGDcjxGhsbk1clqc6HDx9SU1PJ2eHhw4fk36dPn9LMduRCAgCgQVavXk0SeplCMhDs2rWLj3D4V1ZWtnnz5tDQUOlnqsjYOm/evIULF7K3hAKPyIC+YsUKarment6iRYu4jwcAhMbPz8/U1HT8+PFKa65fv37kyJE8bhEgg5wduovoiB5y/fe//71lyxbyr+IHnQsKCsioe+LEicjISDL5ZiSSevXqXbp0iUzoHzx4QPNHMjIyfhWpZNfkzCjZ71kBJAAAmiIxMZH63Ke+vv6BAwe06z5Lpnz+/HnYsGFk7JYpz8/PJ4P12bNnY2JizMzM+AiNRfv373/8+DG1nJxl7e3tuY8HAATI29ubzFzXrl2ruFpZWdmUKVPkblfCOzLBHSBy69atOXPmkOm44vp37tz5/vvvDx06RGbtjARgY2MTHx9Phm5ytmKkQaXIIfv4+MydO1fmUW+5FD84rh4kAKAaW1vb9PR0vnpnaREuafXr11e6PXheXp6Hhwf1qfzg4GAyJLEWmkYbN24cdfYvcfnyZU9Pz9jYWC5DYhs5m65cuZJarquru3jxYu7jAQDBWrVq1alTp+Tejijt5s2bMTExbm5u3ESlhvbt21+4cGHz5s0BAQGKL42TE/HAgQNJDjBs2DBGujYzMyNnsbCwsKCgIDaW3ZTQ19f38vIiEwY7O7usrCyasTEeBhIAAJVNmzbt2bNnMoXdunUT7LSPnFGOHj2quE5cXFx0dPSIESO4CYkDERERT58+pZYPHjyYqQ+mAQDoqFat2s8//0zncjhJFTQ5ARCbOXMmyQTI/F7xgwFlZWWenp7k5NKjRw+muvb39x8yZMj8+fNJQsVUmxIWFhZjx44lU4imTZuKS3Jzc+n8IBIAAP7t37+fumRY7dq12dslRPNt2rSJTrXw8PAqkwCUlJSEhITIfSkoKIjjYAAAXFxcWrVqJXdJYmmJiYnJycmOjo7cRKW2Ll26nDlz5ocffigoKFBQrbi4ePTo0bdv37a0tGSqa3t7+99///3y5cskpzpx4gRJMyrZoL6+PsnNfH19SUojsxATzQSAjVuLkQAAqCA1NVXuTjq7du2ysbHhPh5NUFpaSn0YWq74+PjCwkJmN1Lhyy+//PLixQtqeb9+/Tp06MB9PAAAEydOnD17ttJqUVFRclcv0DTffvstObeOHTtWcbWsrCxy4IxfsP9eJD09PTo6+vjx4wkJCaou42NqakoSGFdX16FDh9arV09unby8PDpNWVhYqNQ1HUgAAOgiM11PT89Pnz7JlE+ePJmpexC1UWZmJs1NCsnomZGR0bhxY7ZDYltxcXFoaKjcl5YsWcJxMAAAYgMHDqSTABw9elQrEgCCnHOPHDly4sQJxdVOnz4dFxfH1APB0urXrz9bhMzUr4skJyc/f/48LS0tNzf38+fPRUVFRkZG1atXr1mzprW1tY2NjZ2dXZs2bdq3b9+iRQt9fX3F7dN8BoCNK4xIAADoInM78scvU+jo6LhhwwY+wtEUKl3Rrxp7AuzYsePVq1fU8p49e3bq1In7eAAAiEaNGpHZp9L17B8+fPj+/fuvv/6ak6Aqa926dTExMUovMy1evJiNBEDC1NS0pwizzb5+/ZpONTY2lUcCAEDLuXPnwsLCZArJ3PfgwYNV454WtZmbm5MTCXVDNKpatWoxeJsmXwoLC3/66Se5L+HyPwDwq0OHDkoTgPLy8itXrgwYMICTiCqLZDVeXl4RERGKq926devSpUvdunXjJiqmZGRk0KmGTwAA+JGdne3t7U29/4+kBK1bt+YlJI0yaNCgPXv2KK02ePDgKvCc9LZt2+Res+ncubN4RxsAAL60adPm2LFjSqvduHFDWxIAwtfXV2kCQPz6669VNQFo0qQJ410jAQDVKF0jnxEVTRMrs5N2ZZDRh/pXOnDgQLkPBAtQQEDAvn37FP929PX1q8DmuJ8/f16zZo3cl7D4DwDwrlGjRnSqUVey1mSdO3e2sbGRe+OltJiYGHIa0q7LTHQ2VjI0NJQsG8ogJAAASoSHh1OXF7C2tq78HuBVhoODQ1hY2Lx58xTU2bBhQ7NmzTgLiSVbtmyR+8yWs7Ozq6sr9/EAAEijmQAovU1I03Tr1o26ALeM9+/fX79+vWPHjtyExIiUlBSldezt7dnIapAAAChy7949f39/mULyp7h//35zc3NeQtJMc+bMKS8vDwgIoH4OIN6hpgp8WpKfn099DkQMl/8BQBPQPDEpvZquab777julCQBx7do1LUoAyDmFzicALO0siQQAQBEPD4/CwkKZQjLH7dWrFy/xUNG8MMDB3VNz587t16/f2rVrT506JX4mmJyKBg0aFBgYaG9vz3bvHNi4cWN2dja1vE2bNuQwuY8HAEAGzQSAup61hqN5D8ytW7fYjoRBDx8+pFPN2dmZjd6RAAAocv/+fb5D0CaOjo7iR7XE+7ezsXkhX3Jzc9etWyf3pcWLF3McDACAXDVq1KBT7fPnz2xHwqwqeWsTzQSApc80kAAAAPOq0tRf7Oeff87JyaGWOzg4DB8+nPt4AACojIyM6FTTugSA5icbaWlpbEfCoKSkJKV19PX18QkAAAA/Pnz4UNF2b4sWLdLV1eU2HAB1hIeHz5w5k+8oWOTk5ETdq1FoqlWjNa9TukOtpqH5yQYZq1kOhElXrlxRWqdDhw4sbaCJBAAAQIl169aJb2qS0bhxY09PT+7jAQCQKz8/n041mvNpzVH1PtkoKiqi88SCi4sLSwEgAQAAUOT9+/ebNm2S+9LChQu1a81pAKjaaD7dq3UJAM2ZfWlpKduRMOX69eslJSVKq/Xp04elAJAAAAAosnbt2ry8PGq5ra3tuHHjuI8HAKAiNBOAOnXqsB0Js2geV82aNdmOhCmxsbFK65iZmX3//fcsBYAEAACgQm/fvg0PD5f70oIFC2jebgsAwA25VyuoGjZsyHYkzKJ5XCYmJmxHwpSYmBildQYPHszeWQZnLwCACq1Zs0buPbVWVlYTJkzgPh4AAAXEe7AoVVUTgNq1a7MdCSPS0tLu3buntNqoUaPYiwEJAACAfG/evNm2bZvcl+bPn0/zoTQAEAhDQ0PJPehdu3a9ePEi9zHQXFre0dGRZoPSB9WvX7/Tp0+rGVnlZGRk0KlGc78w3kVHRyutU7du3d69e7MXAxIAAEU42EBXAToPmPIbYdW2evXqgoICanmdOnWmTp3KfTwAoMmqV68uuVCdmJhYXFxMZs8cx8D43lLSB3X58uXy8nJeFj6muSmntuw6v2fPHqV1JkyYwOpdpkgAAADkyMjI2Llzp9yX5syZw9LCzADs8RPhO4qqrEaNGpK5clFR0fXr1zt37sxxDMnJyUrrGBsbt2nThmaD0gf18ePHu3fv0v9ZBj148IBOtVatWrEdSeUlJSUpzWf09PQmT57MahhIAAAA5AgJCSGncGq5mZnZjBkzuI8HADSczNqaf//9t2YmAF27dqV/aVnmoOLj4zU5Afjhhx/YjqTyKrqzVNrQoUPZfk4DCQAAgKy0tLRffvlF7ks//vijqakpx/EAgOajJgCBgYFcBpCSkvL69Wul1YYNG0a/TepBTZ8+XeXIKqewsJDOLUCNGze2tbVVqWXp+2x9fHwqGvYZ9PLly99++01xHV1d3SVLlrAdCRIAAABZq1atKi4uppaTqf+sWbO4jwcANJ/MXDkhIYHjO+bPnDmjtA6Z8g4ePJh+m9RPAFQOq9IuXLhAcgCl1VRKbKi4ObSwsDCl+3+RXxAHH7MgAQAA+C/Pnj2r6Amt6dOna8sycwDAMZlHg3Jzc2/fvt2uXTvOAti7d6/SOgMHDqxXrx79NmUOKj09/fnz53Z2dqrGVhmHDh2iU83X17cyvTx+/DgrK6tu3bqVaURpFxU9WiZhYGCwZs0a9mKQQAIAAPBfVqxYIXc/+Ro1asybN4/7eABAK8hcLNcR3TDDWQKQmJh48+ZNpdVmz56tUrNyD4rLBOD9+/d0EoDOnTs7ODhUsq/4+PhKfoyg2IwZM+R+tixt1qxZ3KxlhAQAAOD/PXnypKIbNCdPnlynTh2O4wEAbSF3rjxz5kxuel+0aJHSOh07duzevbtKzVIPisySvby8VGqkMlavXk3n/p9ly5ZVvi/y+2IvAYiMjPzzzz8V1yGZVXBwMEsByEACAADw/5YvX15WVkYtNzIy8vf35z4eANAWchMAbrqOjo4+d+6c4jq6urqbNm1StWUeD4p49OjR5s2blVbr0aNHr169Kt8de48BJCcnK909Rk9Pb+/evSYmJizFIAMJAADA/3n48GFUVJTcl3x9fa2srDiOBwC0CHWunJmZ+fjxY7bv6Hj58iWdrQnHjx//zTffqNo49aDIpDw7O9vc3FzVplRVXFw8evRopffMGBkZbdmyhZEe//nnn0+fPjE+Bf/w4YO7u3t+fr7iagsXLuzatSuzXSuABAAA4P8sW7ZM7s7KBgYGCxYs4D4eANAi1Lmyjuh6OasJwLt371xdXXNychRXIzFs2LBBjfapB1VeXh4fH6/SUkJqKCsrI7P/27dvK625YsWKFi1aMNXplStX+vTpw0hrYrm5uaRBpTs0u7m5kQNhsF+lkAAAAPyv+/fvR0dHy33Jy8urQYMGHMcDANpF7gbhJAGo5Oo0Cjx9+pRMxJVOLo2Njcngpt4GJhUdFKsJwKdPn8aOHXvy5EmlNQcMGDB//nwGuya5DYMJQEZGxpAhQ27cuKG4Wvv27SMjI7lcMVYHCQAAgNjSpUvLy8up5fr6+gsXLuQ+HgDQLnI/ATh+/Hi7du2mTJlCZuHMdnfw4EE/Pz+l1/6rVat26NAhtdeVl3tQ+/fvb9KkCUlsjIyM1GtWgevXr3t7ez969EhpzQ4dOpBDY3bezOATDufPn/fw8MjKylJczdHR8d///jf3+0siAQAA0Ll9+zY5T8t9afTo0eRUx3E8AKB15M6Vc3Nz58yZs2rVqgkTJvj4+DRv3rzyHV2+fHnJkiVkfqm0pr6+fmRk5MCBA9XuS+5BvX37luQeQUFBY8aM8fT07NSpk9rtS3v69GlISMiePXvkXouRQdKq2NhYueFVBnlvg4ODp06dam1trXYj6enpCxYsOHDggNKa5Cj++OMPDh6ooEICAACgQ0Z8uaccXV1dOovrAQAomIxmZ2evFWnfvj2Zjvft27dDhw6GhoYqtf/69esTJ07s27fv2rVrdOp/9dVXUVFR/fr1U6kXGQoOKicnZ4tIvXr1yBH17NmzS5cuamwR8OnTJzIJJqGePHlS7lNYVN27dyeV2bhqXlxcTLK10NDQbt269e/fnxwU+ZXR/5DhypUr27Zti46OLioqUlq5V69ex44d4/7avxgSAAAQuhs3bpw6dUruS8OGDXN0dOQ4HgDQRnSuRt8SWbFihYGBQYsWLUgaQOaXZJCpX7++paUlaYFkBWQOWlhY+PnzZzLjf/Xq1fPnz8mPJCUlPXjwgM6lcbFmzZr9/vvvlf/Agc5BvXnzZo+IjijraNWqVWsREoOVlRU5rpo1axobG5eWlpLjKigoePv2LTmuly9f3r59mwy/N2/eVLrUjwSZi8+fPz8kJKRaNRZnsCQPuSBCvq5du3anTp1aiDg4OJDDMREhR5Sfn5+bm/v06VPyqyFZWVxcHHkraB6Fv78/STP09PTYOwrFkAAAgNAp2HglKCiIy0gAQHvJfV62IiUlJbdFIiIimA2DzIznzJmzfPlyRp46UOmgdES3PF0WqXzXVI0aNdqxY0fv3r3ZaLwiOTk5f4gw1aCtre3OnTtdXV2ZalA9SAAAQNCuXbtW0cju5ubWtm1bjuMBAC3F+P3oaujTp8+aNWvatWvHVIOacFCEiYnJokWL5s6dq+p9UxqFBO/n50dyM852+1IACQAACNqSJUvUeAkAQAaPszpdXV0XF5fg4ODvvvuO2ZZ5n6paW1uTSfPUqVNr167NbySVYWBg4OnpuXTpUjWekWAJEgAAEK74+PizZ8/KfalPnz5q7JoJAILVrVu3J0+eXLx48cKFC+TftLQ0Djpt2LDhuHHjfHx8yBdstE8O6unTp3///TcZLa9fv37//v2SkhI2OpJRo0aNAQMGjBo1atCgQezd7j948OCrV69mZmay1D7RoEEDb2/vadOmadpe8kgAAEC4cPc/ADCosQiZjpOvX7x4ceXKlXv37j0QSU1NLSsrY6SXr776qlOnTi4uLq6uri1btmSkTQXsRLy8vMjXRUVFd/+DHFRKSgrJc2gu3aOUnp5eu3btunfv3qNHj169enFw95F49ednz56RNODatWt37tx59OjR69evK9ksOZA2bdqQX5Cbm1uXLl2YiJR5SABAEzE1mmg7vA9sO3fuHN8hAEDV1FBE8m1JSQmZXJK55ps3bzKl5OTkFBYWFomIvyguLjYwMDAWqV69uoWFhbWIra0tme6TmSWPt5EYGRk5i0gfFzmojIwMMm8mh/ZahHxBjqugoKBQCjk0XV1dclCkEfJvnTp16omQ43JwcGjRooWjoyPj26XR0UjEw8ND/G1eXt4jEZLbpKenk2PJzs4mh5Obm5ufn08OivyCykSqVatGjoXkY+R3RA6kSZMmzZo1IzmMk5MT77dOKYUEAAAAAIBdZE7fSoTvQBhGjquZCN+BMMbU1FQmyamSkAAAAAAAAAgIEgAAAAAAAAFBAgAAAAAAICBIAAAAAAAABAQJAAAAAACAgCABAAAAAAAQECQAAAAAAAACggQAAAAAAEBAkAAAAAAAAAgIEgAAAAAAAAFBAgAAAAAAICBIAAAAAAAABAQJAAAAAACAgCABAAAAAAAQECQAAAAAAAACggQAAAAAAEBAkAAAAAAAAAgIEgAAAAAAAAFBAgAAAAAAICBIAAAAAAAABAQJAAAAAACAgCABAAAAAAAQECQAAAAAAAACggQAAAAAAEBAkAAAAAAAAAgIEgAAAAAAAAFBAgAAAAAAICBIAAAAAAAABAQJAAAAAACAgCABAAAAAAAQECQAAAAAAAACggQAAAAAAEBAkAAAAAAAAAgIEgAAAAAAAAH5HyRLZBw3BC3CAAAAAElFTkSuQmCC)
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