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УДК 378.01:001
дной из основных задач государства является необходимость правильно формировать свои трудовые ресурсы. На решение этой задачи оказывают влияние много факторов.
Процесс формирования специалистов должен включать ряд последовательных этапов:
– общее знакомство школьников с профессиями, в которых нуждается государство;
– выявление у школьников склонности к определенному виду профессиональной деятельности;
– согласование профессиональных наклонностей будущего специалиста с потребностями общества в конкретных специальностях;
– развитие сети учебных заведений различных форм обучения;
– регулирование с помощью государственных грантов потребности общества в конкретных специалистах;
– выбор наиболее подготовленных абитуриентов для обучения на соответствующие специальности;
– обеспечение молодых специалистов, обучавшихся по государственным грантам, рабочими местами и создание условий, при которых работодателю будет выгодно принимать на работу молодых специалистов.
В условиях плановой экономики, когда государство полностью обеспечивало учебу будущих специалистов, каждому учебному заведению предоставлялось строго определенное количество мест на имеющиеся специальности. Поэтому вузы боролись за увеличение количества мест приема на специальности, пользующиеся повышенным спросом в данном регионе, путем обоснования необходимого количества в Министерстве образования, которое длилось не один год.
Рыночная экономика освободила вузы от процедуры согласования в Министерстве образования количества принимаемых студентов на ту или иную специальность. Число принимаемых студентов ограничивается только квалификационными требованиями на профессорско-преподавательский состав и материальную базу вуза. Одновременно в условиях рынка возросло и число вузов. Это привело к созданию конкуренции между вузами, которые ведут образовательную деятельность на конкретной территории по одинаковым специальностям.
Следовательно, процесс приема в вуз стал более активным и для его успешного осуществления вуз предпринимает ряд маркетинговых мероприятий, которые должны постоянно совершенствоваться.
Таким образом, в сложившихся условиях процесс приема абитуриентов в учебное заведение следует рассматривать как процесс продажи образовательных услуг, который должен проходить с соблюдением действующего законодательства в области образования.
Образовательные услуги имеют следующие отличительные черты от прочих услуг (юридических, консалтинговых, страховых и т.д.), которые заключаются в следующем:
– имеют сложный характер, так как включают профориентацию абитуриентов (в плане выявления и развития способностей школьника к определенному виду профессиональной деятельности), обучение студента, обеспечение жильем, учебной литературой, трудоустройство выпускника;
– продолжительность во времени предоставления услуги не менее 5 лет (1 год профориентация плюс 4 года обучения);
– возможность предоставления обучения только определенной группе граждан, которая определяется законодательством соответствующего государства, обычно правилами приема;
– реклама образовательной услуги (приемная кампания), которая сама является образовательной услугой, так как содержит элементы образовательной деятельности (олимпиада, семинары, консультации, тестирование, работа школьных кружков и т.д.);
Система управления продажами образовательных услуг высшего учебного заведения представлена на рисунке 1.
Эта система является замкнутой с комбинированным способом управления, так как она реагирует на отклонение фактического приема [
Xk] от планируемого вузом приема [
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)
] и по возмущению [
![](data:image/png;base64,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)
]. В условиях конкурентоспособности возмущающим воздействием является объем продаж образовательных услуг другими вузами. Объектом управления являются школьники, которые должны принять решение о поступлении в конкретный вуз.
В качестве регулятора вуза выступает технология проведения профориентационной работы вузом. Вырабатываемое этим регулятором управляющее воздействие зависит от многих факторов, Здесь следует выделить две крайние формы организации: административная форма, когда в продажах участвуют весь ППС вуза, и профессиональная форма, когда продажи осуществляет небольшая группа специалистов – маркетологов, заработная плата которых зависит от приема абитуриентов. Первая форма в основном применяется в государственных вузах и имеет большие временные затраты. Вторая форма характерна для частных вузов, которые имеют более гибкую финансовую политику в своей деятельности.
Вторым регулятором выступает технология проведения приемной кампании, регулируемая правилами приема в высшее учебное заведение, которые,
например, в Республике Казахстан разрабатываются Министерством образования и утверждаются Правительством.
Алгоритм работы этого регулятора приведен на рисунке 2.
Входом регулятора [
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAgAAAAIACAIAAAB7GkOtAAA/AUlEQVR4nO3deVwVVf8HcFZZZVdxAVKIFHczzdBcQHJXFLhcTR8t0wy33J/UUlN7NE1MTU0llwRkd0nFLbeyssd9D5cEE5cQEZGd33nu7UemIGfOnXPvnZnP+w9fwD1zzheE+cyZuXPGoqyszAQAAJTHwtAFAACAYSAAAAAUCgEAAKBQCAAAAIVCAAAAKBQCAABAoRAAAAAKhQAAAFAoBAAAgEIhAAAAFAoBAACgUAgAAACFQgAAACgUAgAAQKEQAAAACoUAAABQKAQAAIBCIQAAABQKAQAAoFAIAAAAhUIAAAAoFAIAAEChEAAAAAqFAAAAUCgEAACAQiEAAAAUCgEAAKBQCAAAAIVCAAAAKBQCAABAoRAAAAAKhQAAAFAoBAAAgEIhAAAAFAoBAACgUAgAAACFQgAAACgUAgAAQKEQAAAACoUAAABQKAQAAIBCIQAAABQKAQAAoFAIAAAAhUIAAAAoFAIAAEChEAAAAAqFAAAAUCgEAACAQiEAAAAUCgEAAKBQCAAAAIVCAAAAKBQCAABAoRAAAAAKhQAAAFAoBAAAgEIhAAAAFAoBAACgUAgAAACFQgAAACgUAgAAQKEQAAAACoUAAABQKAQAAIBCIQAAABQKAQAAoFAIAAAAhUIAAAAoFAIAAEChEAAAAAqFAAAAUCgEAACAQiEAAAAUCgEAAKBQCAAAAIVCAAAAKBQCAABAoRAAAAAKhQAAAFAoBAAAgEIhAAAAFAoBAACgUAgAAACFQgAAAHdPnjy5dOnShQsXzp8/T/69c+fOo/+Xm5trZWVVvXp1Bw03N7dGjRo11vDz8yNfN3TtcoYAAABeLl68uEPjxx9/LCkpqaxZcXHx48ePMzMztZ/u3r1b+4GpqWmbNm16azRt2lQfFSsMAgAARJaVlbVq1ap169Zdv35dl37Kysp+1pgxY4anp+eIESNGjRrl7OwsVp2AAAAA0aSlpS1ZsmTDhg15eXni9nzz5k0SA5999tmwYcM+/PDD+vXri9u/MiEAAEAEjx8/JjvoZcuWlZaWch1l+fLlq1evnjx58syZM62srPiNpQQIAADQ1Y4dOyIiItLT0/UzXFFR0fz58+Pj41etWtW5c2f9DCpLCAAAYFdYWDhixIiNGzfqf+jffvstICBgwoQJn3/+uampqf4LkAEEAAAwunfvXr9+/Y4dO0bZ3sLC4rXXXuvQoUP79u29vLxcNUpLS//UuHr16hGNkydPlpWVUfb5xRdfXLlyJTo62t7envX7UC4EAACwOH/+fO/evW/cuEHT2MnJiUwUxowZU7du3edfrafRvHnz/v37m2iuJC9dunTDhg25ubk0ne/YscPf33/79u2enp5CvgNAAACAcJcuXerYsWNWVhZN48GDBy9fvpz+li4fH59ly5bNmjUrIiIiLi6OZpOzZ8927tz5hx9+cHd3pxwFTBAAACDUrVu33nrrLZq9v729fVRUVEhICMMorq6usbGxZE4wfPhwmqnA9evXu3XrdujQIUdHR4bhlAkBAAACZGdnk70/zRt+7Ozsvvvuuw4dOugyXFhYmKenZ/fu3R8+fFhl4zNnzvTp0yc1NdXa2lqXQZUDAQAAAoSGhl64cKHKZlZWVjt27NBx76/1+uuv79+/PyAggCYDjhw58v77769fv173cZUAAQAAtL744guyL6Zp+fnnn3fs2FGscVu1arVhw4bg4GCadwdt3LiRzBhUKpVYo8sYAgAAqJw7d2769Ok0LXv16jV69GhxR+/Tp8+kSZNIrtA0JpOAdu3a4U1BVUIAAEDVioqK3n777YKCgipb2tvbr127lkcN8+fP371799mzZ6ts+fDhw0GDBh0+fBg3iL0YAgAAqrZkyZIzZ87QtCTH6TVr1uRRg7m5eWRkZEBAAE3jH3744ZtvvnnnnXd4VCIbCAAAqMKDBw/+85//0LSsVavWxIkT+VXSuXPn4ODg5ORkmsYzZ84MDw+3tbXlV4/UIQAAoAqffvppdnY2Tctx48bZ2dnxLoYyAG7fvr1gwYLZs2dzrUfSEAAA8CI3btz46quvaFpaWlrq4ZSLn59fYGDgvn37aBovXrx4xIgRFa4/ASYIAAB4sblz5xYWFtK07Nu3L6ez/88YP348ZQDk5eUtWrRoyZIlvEuSKAQAAFQqKysrOjqasrHerrj26NHjpZdeolyHLioqas6cOXi4fIUQAABQqa+//jo/P5+mJdnDUr4/RxShoaGU9wQ8evRo3bp1ZNLAuSJJQgAAQMVKSkpWrlxJ2TgoKMjS0pJrPU+jDwBi2bJl48aNwz0Bz0MAAEDFUlJS6J/y2Lt3b67FPKN169ZeXl6///47TePr169v27atb9++vKuSHAQAAFRM0IMeu3btyq+SCvXq1WvFihWUjTdv3owAeB4CAAAq8OjRoz179lA2JgfjtWvX5lrP8zp37kwfADt37szLy8NNYc9AAABABbZt20az8o/WG2+8wbWYCnXs2NHU1JTy6cFk779jx46wsDDeVUkLAgAAKhAfH0/f2CAB4Orq2rRpU8oViogtW7YgAJ6BAACAZ+Xm5qamptK3b9OmDb9iXqB9+/b0AbBr167Hjx/zXqlCWhAAAPCsAwcO0J//MTU19fPz41pPZZo3b07fOD8//8iRI926deNXj+QgAADgWQcPHqRv7OnpaajD6hYtWghq//333yMAnoYAAIBnHTp0iL6xoQ7/iaZNm5qbm5eUlFC2JzMbrvVIDgIAAP7h4cOHp0+fpm9vwACwtrb29fW9ePEiZfuTJ0+S787R0ZFrVRKCAACAfzh8+HBpaSl9+wYNGvArpkqCAoB8X+S70/NNy8YMAQAA/3D06FFB7T08PDhVQkNo/JDvDgFQDgEAAP9w8uRJQe0NGwDe3t6C2gs6uyV7CAAA+Af6d9ZreXp6cqqEhtAZAALgaQgAAPjbXQ369ra2ts7OzvzqqZLQALhz5869e/dq1KjBqR5pQQAAwN+EHiDr5xmQL1CnTh2hm5DvMTAwkEcxkoMAAIC/CT3/4+rqyqkSSvb29mQWkpeXR78J+R4RAFoIAAD42/nz5wW1d3Nz41QJvVq1al2/fp2+vdDvUcYQAADwN8onrZczhgBwd3cXFACUzxFTAgQAAPxN6M7RGAJA6LNobt68yakSyUEAAMBfysrKMjIyBG1i2LcAaQm9DkH/oGPZQwAAwF9u375dVFQkaJPq1atzKoaek5OToPYFBQWZmZnu7u58ypESBAAA/IXh3IgUA8BEc6YLAWCCAACAchINAIbVPUkAtG3blkcx0oIAAIC/3LlzR+gmDg4OPCoRhGEGcO/ePQ6FSA8CAAD+8uDBA6Gb2Nvb86hEEIYL0QzfqSwhAADgLwy7RRsbGx6VCGJrayt0EwSAFgIAAP7CsFu0trbmUYkgDCGEANBCAADAX7KysoRuYmVlxaMSQRgCgOE7lSUEAAD8BTMApUEAAMBfsrOzhW4i0RkAAkALAQAAf3ny5InQTSQaAPn5+TwqkRwEAAD8pbCwUOgmFhaG34eYm5sL3UToihdyZfj/PIWYM2fOrFmzDF0Fd126dNm3b5+4ffbv3z8lJUXcPvXpxx9/fP311w1dBRWG3aKZmRmPSgRhCACGqJMlBICeCH3QkkQ1a9ZM9D4l/aMzNTVt2rSpoaughQBQGgSAnkh6L0ZP9AB4/PixoGd9GJv69evb2dkZugpaDLtFhp2v6HAKiBkCQB/y8vKuXbtm6Cr0QfQAOHv2bFlZmbh96hOPKRE/mAEoDQJAH86dO1daWmroKrgjf4eNGzcWt0+pz5wQAHqAGQAzBIA+SH0vRunll18W/U2BUv/RSSsAJD3ZEkQ53+mLIQD0Qep7MUq4Avw8aQWApaWl0HMjZGpr8ElASUmJ0E2qVavGoxLJQQDog9T3YpR47OzOnj0rep96Y2dn5+3tbegqBCC7RYUEAIk6HpVIDgJAHywsLBj+tCTE1NS0fv36HTp0ELfb7OzsGjVqPHz4UNxu9cPR0bFPnz7kJ2PoQgRg2C2Sna/B7wVDADBDAOjDvn37iouLL168eErjtMaff/5p6LrYkb+fRo0atdRoocHjyVBOTk5XrlwhMfDrr78eP378l19+If/+8ccfog+kO3IU7OPjQ+ZAzZs3b6bh5eVl6KIEY9gtGsO7GxAAzBAAekKOkppqDB48WPuVjIwMbRhoU+HatWvGfGHK3t6e7NrIjl6702/SpIne/oRIDARqaD+9ffv28f9HgsFQ6/q6uLiQ/83y3T35gRjDupg6Uk4A4BqAFgLAYOpp9OrVS/vp48ePy8OAfHDu3DmGlblEVKtWLe3uXvvvyy+/bMBinla7du0+GtpPr169Wp4HJ0+eJD9GHoOS/H7llVeaPaVu3bo8BjIsht0imdryqEQQzACYIQCMhZ2d3Rsa2k/JgdXly5efjgSGB3bTMzU1bdCgQfkBPuHu7s5vOBF5a4SHh5tofmgXLlzQhsEvv/xy9uxZ5rd716xZ8+ndvZ+fnxKOGRnexVtQUMCjEkEkuoipMUAAGCkzM7NGGtpdm4nmPTZkWsBpOFdXV5I3Bn87h45I/U00hg0blpOT07p167S0NIZ+3nvvvdWrV4tenvFzdHQUuolEA8DJyYlDIdKDAJAMtVo9ffp0Tp3fv3//wIED5efZZWDIkCFse/+2bdsuX75c9HokwdnZWegmxrCwPgKAGQJAMshUgF8AEHFxcbIJgM8++2zbtm0MG9aqVSsxMVGxJ4gZdosSnQEwRJ0sIQAko379+uTg9Oeff+bUf3Jy8sqVK41hcUcd7d+/f+bMmQwbWlhYkBSsU6eO6CVJhXJmAAgALQSAlKjVan4B8Oeff5JdZ1BQEKf+9SMjI4P8lNjem7ho0SLR72WTFokGQF5entBNcApICwEgJWFhYRMmTOD3zmty/CvpACgqKgoJCbl//z7DtoMGDRo7dqzoJUkLQwA8evSIRyWCMDzLHjMALQSAlLi7u3fq1OnAgQOc+k9JSVm1apXB7+xnNm7cuF9++YVhwxYtWqxZs0b0eiTH1dVV6CYSDQCG71SWpPqnrlhqtZpfAGRlZe3bt69bt26c+udq06ZNJL0YNnRxcUlKSpLBfby6Y7i7zRgCgGG1KA8PDx6VSA4CQGIGDBgQERHBb125uLg4KQbAmTNn3n//fYYNzczMoqOjX3rpJbErkiRPT0+hmxhDADDMABAAWggAiXFyciI7aLb3ONJISUn5+uuvpXUWiBwAklxkWzlj7ty5kr7sIS7lBADDdypLUvo7By21Ws0vAMjf0p49e3r06MGpfx6GDBly9epVhg379+8/bdo00euRLhsbG1dXV0Hr1DLsfEUndEHAGjVqYCkILQSA9PTp08fOzo7TqmcmmrNAEgqA+fPnb9++nWHDRo0arV+/XuxyJI8cGgsKALb3XIkrMzNTUHuc/ymHAJAecphGMiAmJoZT/1u3bi0qKpLE3bD79u37+OOPGTZ0cHBITk62t7cXvSSpIwFw8uRJ+vbG8FgLoQGA8z/lEACSpFar+QXAw4cPU1NTy9epNloZGRkDBw5kuCvC1NR048aNvr6+PKqSOqHrfhvDDEDoQrmvvPIKp0okBwEgSW+99Zazs/ODBw849R8XF2fkAaDLPV/Tp08vf5wAPKNp06aC2ht8BpCfny/0QnSTJk04FSM5CABJsrS0HDBgwNq1azn1v23btsLCQmNeAX/s2LFs93x169Zt9uzZotcjG82aNRPU/t69e5wqoXT79m2hmyAAyiEApGrgwIH8AiAnJ2f37t1Ge5i8ceNGtvX6GzRoEB0dLa0HtetZo0aNLCws6J/zRX5VcnNzDXg15fr164Lak++OfI+cipEcBIBUdezYsXbt2gyHP5Ti4uKMMwDOnDkzatQohg1tbW2Tk5OxCtiLkWmfr6/vhQsX6DdJT0834C712rVrgtr7+PgY89RWzxAAUkUOY1UqVWRkJKf+t2/fXlBQYGxvl9blni8yYRJ6gluZyE9JxgGA34GnIQAkTK1W8wuAR48e7dq1q1+/fpz6ZzN48GC2e74+/PDD8odrwou1bt16y5Yt9O1JAPArpkpCA+C1117jVIkUIQAkjPwqe3t7s+0QacTFxRlVAMybN2/Hjh0MG3bq1GnhwoWi1yNXb775pqD2v//+O6dKaAj9/Vf4Ix+egQCQNnJUS3aLnDrfvn17fn6+kSyTuW/fvk8++YRhQw8PD5JkMnjSmd60atXK3t4+NzeXsv3Fixe51vMCpaWl58+fp29va2v76quv8qtHchAA0qZWq/kFwOPHj7/77rsBAwZw6p9eeno623O+rKysEhMT3dzceFQlVyQs/f39U1NTKdsLumAgritXrgh6JFm7du2ktdAhb/hZSJufn1/Tpk3Pnj3LqX9y7GzwACgsLAwJCWG74WjFihWtW7cWvSTZe/PNN+kDIC0trbi42CA71tOnTwtqL/TsluwhACRv4MCB//73vzl1TmYAT548sbGx4dQ/jbFjxx4/fpxhw5EjR77zzjui16MEnTp1om9cVFT022+/GeSNQEIDoGPHjpwqkSgEgOSFh4fzC4C8vLwdO3aEhoZy6r9KGzZs+Prrrxk2fP3117/88kvR61GItm3b1qxZ8+7du5TtT506ZZAAEHQ3uKurq7+/P79ipAgBIHleXl7t2rU7duwYp/7j4uIMFQDk+O6DDz5g2LBWrVqJiYmSWNDUOJmZmfXr148+esmvn1qt5lrS88jMQ9CvfZ8+ffBegGcgAOSA/O3xC4CdO3eSeYCtrS2n/ivDfM+XhYVFfHx87dq1eVSlHOSHTx8AP/30E9diKvTzzz8L+vUw+NUsI4QAkIOwsLAPP/ywpKSER+fkb2z79u0qlYpH5y8wePBgoff4aH3xxRft27cXvR6l6dKli4uLC+XDtshcTf/vGD506BB9YwcHh65du/IrRqIQAHJQs2bNzp0779u3j1P/cXFxeg6AuXPnst3zRWJj9OjRotejQObm5v369YuKiqJprD0bQ34JeVf1NEG/8L169cIpwechAGRCrVbzC4Bdu3Y9fvzYzs6OU//P2Lt376xZsxg2bNmyJdsqoVChYcOGUQaAieYNY/oMgPv37x85coS+/fDhw/kVI10IAJno37//Bx98UFBQwKNzMrvftm2bfq7ypaensz3ny8XFJSkpyUjuW5YHf3//Fi1anDp1iqYxCYBFixZxruhvKSkp9L8kjRs3FvTGVuVAAMiEo6Nj9+7dyV8Fp/7j4uL0EACFhYUDBgxguOfL3Nw8NjbWy8uLR1VKFhER8d5779G0vHz58rVr1xo0aMC7JK3ExET6xuS74FeJpCEA5IPsoPkFQGpqqh6e+zF27Nhff/2VYcN58+YFBgaKXg8MGjRo6tSplJeCt2zZwu+WlKfdvn17//79lI3JsdGQIUO41iNdCAD56N27t6A1vATJz8/funUr2R3w6FyL+Z4vMmmYMmWK6PUAYW1tTWYACxYsoGm8bt06/QTAypUr6Z9ZNnz4cP2/iVkqEADyQf5W+/btu3nzZk79x8XF8QuAU6dOsT3ny8/Pb/369WKXA3+bPHky2eHm5ORU2fLatWsHDhzo0qUL13qKiorWrFlD2djBwWHatGlc65E0BICsqNVqfgGwZ88eshcgf1Gi95ydnU2O4gUt66hFiklOTtbb25OUycXFZerUqdOnT6dpTKKCdwBER0ffuXOHsjGp3NXVlWs9koYAkJWgoCD6m3eEKigo2Lp16+DBg0XvmfQp9NHeJpqHYm7atOnll18WvR54xvjx41esWPHHH39U2TIpKen06dPNmzfnVAk5Spg5cyZl4zp16pDKOVUiDwgAWbGwsAgJCWE7k04jLi5O9ACYO3fud999x7DhjBkzevfuLW4xUCEbG5vZs2fTvB2orKyMzBXYbuKjsXjx4oyMDMrGc+bMMexCtsYPASA3AwcO5BcAe/fuffjwoaOjo1gd7tmzh+2erx49erBtCGzeeecdMt86fPhwlS137tzJ6UpAeno65eVoIjAwEIuBVwkBIDcdOnSoW7furVu3eHReWFiYkpLyr3/9S5Tebt68OWjQIIZ7vry9vTdv3mxqaipKGUCD/LQ3bNjQrFmzR48eVdmY7HnPnDkj7uWikpKS8PBwyje5OTs7460BNBAAckP+UFUq1RdffMGp/7i4OFECgPk5X7a2tsnJySLOQoCSl5dXZGTku+++W2VLEu0RERFkxiDi6DNmzKBf8nblypV16tQRcXS5QgDIkFqt5hcA+/bte/DgATnC0rGfMWPGsN3ztW7duiZNmug4OrAZNmzY9u3bae43JFM0Ml2YPHmyKOOuXbt24cKFlI2HDh0aFhYmyriyhwCQoVdffdXHxyctLY1H50VFReQAXMezq2R6Tv9W7qdNnDhR/wtTw9PIcX2nTp3++9//Vtly6tSp1atXf//993UcMSoqauTIkWVlZTSNu3btyu8amPwgAOSJTAI+/fRTTp3HxcXpEgCnTp1ie85X586d6a8BAid2dnbffffdG2+8QfO0hoiIiLt3786cOZPtgk1JScmcOXPmzp1Lufcnhz5JSUkGeTy9ROEnJU9cA+DAgQNZWVkuLi4M2zLf8+Xh4bFlyxYzMzOGQUFcNWvW3L17N8mA+/fvv7gl2XHPmjXr4MGDGzdurFevnqBRrl69OnjwYPpnjb388ss7d+7EXYGCIADkqWHDhs2bNz99+jSPzouLi8lxFtsC62+//TbDPV9WVlZkRDc3N4YRgQcfH5/Dhw/36NHjxo0bVTYmAUDaDxkyZNKkSb6+vlW2J3PEzz//nEw06R9y5+/vn5ycjN8QoRAAsjVw4EBOAWCiOQvEEABkUkKO0RiGW7lyJZndM2wI/JCDDHJ43rt37+PHj1fZuLCwcO3atevWrSPHJZ07d+7YsWP9+vVdNUpLS//UuHLlykGNixcvCqpk0KBBpOdq1aqxfivKhQCQrfDw8GnTplGePBXq+++/J3+xglZZ2bNnz+zZsxnGGjVq1NChQxk2BN5q1qxJ9tfkfyc+Pp6mPfltPKWxZMkSUQqwtLScNWuWfpYglSUEgGx5eHi88cYbP/zwA4/Oydw8MTFxxIgRlO2Z7/lq165dZGSk0K1Ab2xsbLZs2RIcHDxu3Lh79+7pc+i2bduuWbMG7wnWBQJAztRqNacAMNGcBaIMAObnfLm7uyckJOBZ3saPTDeDgoJIBvBbjPZp1atX//TTT8eMGYO7wXWEAJCz0NBQ8jdJfyVNkEOHDpEjvho1alTZcvTo0TRvG38G2e/Hx8fXrl2bqTrQNxcXl02bNn344YcLFiwgs0OG2R4Nsuv/4IMPJk2ahEWeRYEAkDOydw4ICNizZw+PzrVngaq8zeebb75Zu3YtQ/9Llizx9/dnKg0MplWrVlu2bLl69erixYtjY2Ozs7NF7Pndd98dPHgw7+eSKgoCQObUajWnADDRnAV6cQCcOnWK7XncQ4YMYbtZDIyBt7f3V199tWzZMjJN3KZB827R59na2rZv3z4wMDA4OJj0KXaZgACQO/KXM2rUKIYbr2gcPnz47t27NWvWrPBV5nu+yLHe6tWrda4ODMzc3LyLRmRk5O3bt8/9PzI/IL8bOTk5jzSKi4urVatmY2Pj4uJC5qz16tUj+/pXXnmF/Bo0btyYdGLo70POEAAy5+Dg0KNHj6SkJB6dl5aWJiQkVHaoPmjQIIZ7vlxdXUm1VlZWOlcHRqS2RteuXQ1dCPwDAkD+1Go1pwAw0ZwFqjAA5syZs2vXLqG9kcO92NhYT09PMUoDgCogAOSvZ8+e1atXp3mOB4OjR49mZma6u7s//cXU1FQSAAy9zZ8/PyAgQKTSAKAKCAD5s7a27tevn7hP5yinPQs0evTo8q/8/vvvbPd8hYaGirV8PADQQAAoglqt5hQAJpqzQOUBUFBQEBISkpWVJbSTxo0bR0VFiV0aALwIAkARunbt6ubmVuXivWx++OGH27dva+/YYrvny9HRMTk5GQv5AugZAkARzM3NyYH5qlWreHReVlYWHx8/duxYcgi/bt06oZubmpqS2YmPjw+P2gDgBRAASqFWqzkFgInmLFCHDh2evhJA7+OPP+7Vq5foJQFAlRAASkF20B4eHunp6Tw6P3bsWJ8+fRju+erZs+cnn3zCoyQAqBICQEFUKtWiRYt49FxWVnbr1i2hW/n4+Ohn8UgAqBACQEHUajWnAGBgZ2eXnJzs4OBg6EIAlAsBoCAtW7b09fW9cuWKoQv5n6ioqMaNGxu6CgBFQwAoC5kEsD2XUVyTJ08ODQ01dBUASocAUBZjCICAgIDPPvvMsDUAgAkCQGl8fX1btmx58uRJQxXg6ekZGxtrZmZmqAIAoBwCQHEGDhxoqACwtrZOSkrCw/wAjAQCQHFUKtWUKVPKysr0P/SqVatatWql/3EBoEIIAMWpV69e+/btjxw5oudxP/jggyFDhuh5UAB4AQSAEqnVaj0HgL+/f2RkpD5HBIAqIQCUKDQ0dOzYscXFxfoZrnbt2vHx8RYW+GUDMC74m1QiV1fXwMDA3bt362EsS0vLhISEZx4ZBgDGAAGgUGq1Wj8BEBkZ2a5dOz0MBABCIQAUKjg4eOTIkQzrdwoydOjQUaNGcR0CAJghABTK3t6+V69eCQkJ/IZ49dVXV65cya9/ANARAkC51Go11wAICgqysrLi1z8A6AgBoFw9evRwcHDIycnh1P+WLVvmzZvHqXMA0B0CQLnI4XlwcPCGDRs49X/t2rWff/65bdu2nPoHAB0hABRNrVbzCwAiJiYGAQBgtBAAihYQEFCjRo179+5x6j8uLm7JkiWmpqac+gcAXSAAFM3c3Dw0NPSrr77i1H9mZuaBAwdIzHDqHwB0gQBQOrVazS8ATDRngRAAAMYJAaB0/v7+np6eN2/e5NR/UlLSypUrLS0tOfUPAMwQAGASHh6+cOFCTp1nZ2fv3Lmzb9++nPoHAGYIAPjfWSB+AWCiOQuEAAAwQggAMGnatKmLi0tWVhan/rdv3/748WM7OztO/QMAGwQAmHz00Uf89v7EkydPUlJSBg0axG8IAGCAAFC6pKQkrud/tGJiYhAAAMYGAaBoly5dGjp0qB4G2rt3L5lkuLi46GEsAKCEAFCu3Nzc/v37k3/1MFZRUVF8fPzIkSP1MBYAUEIAKBc59iczAL0NFxMTgwAAMCoIAIVauHBhUlKSPkc8cuTIrVu36tatq89BAeAFEABKdODAgenTp+t50LKystjY2IkTJ+p5XACoDAJAcdLT08PDw0tKSvQ/dExMDAIAwHggAJSlsLAwJCTk/v37Bhn9xIkTV65c8fX1NcjoAPAMBICyREREHD9+3IAFkEnAJ598YsACAKAcAkBB1q5du27dOsPWgAAAMB4IAKX49ddfx4wZY+gqTK5cuXLixIlWrVoZuhAAQAAow/379wcMGFBQUGDoQv6HTAIQAADGAAEgf6WlpeHh4enp6YYu5C9btmxZuHAhHhQMYHAIAPn76KOPDhw4YOgq/paRkXHkyJE333zT0IUAKB0CQObYFvs0NzcnsfHpp5/yKMlEcxYIAQBgcAgAOWNe7HPevHmTJ09es2ZNZmam2EX9T0JCwrJlyyws8OsHYEj4C5Qt5sU++/XrN2XKFPJBSEjI8uXLOZRm8ueff+7Zs6dHjx48OgcASggA2WJb7NPHx2f9+vXaj1UqFacAMNGcBUIAABgWAkCe2Bb7tLW1JVs5ODhoP/X3969Xr15GRobY1f3P1q1bnzx5YmNjw6NzAKCBAJAh5sU+V61a1aRJk6e/EhoaumTJEpHq+ofc3Nzt27eHhYXx6BwAaCAA5IZ5sc9Ro0a9/fbbz3xRpVJxCgATzVkgBACAASEAZIV5sc82bdpERkZW+PWXXnrpxo0butf2vF27dj18+NDR0ZFH5wBQJQSArLAt9unm5hYfH29paVnhq+QgneFOAhokrhITE9955x0enQNAlRAA8sG22KeZmVl0dLSHh0dlDVQqFacAIMjQCAAAQ0EAyATzYp+zZ88ODAx8QYOWLVv6+PikpaWxlvYiBw8ezMzMdHd359E5ALwYAkAOmBf77NmzJ837hcgkYN68eUylVaG0tDQuLm7s2LE8OgeAF0MASB7zYp/169fftGkTTUt+AWCiOQuEAAAwCASA5LEt9mltbZ2YmOjk5ETTuEmTJo0aNbp48aLg4ij88ssv165da9CgAY/OAeAFEADSxrbYJ7FixYoWLVrQtw8LC5s9ezbDQDRiY2NJjHHqHAAqgwCQMObFPt99991hw4YJ2kSlUvELgJiYGAQAgP4hAKSKebHPVq1aMSzx1rBhw6ZNm549e1bohjTOnz9Peib98+gcACqDAJAqtsU+nZ2dExMTraysGEYkkwBOAWCimQQgAAD0DAEgSWyLfZqamn777bdeXl5sg5IAmDFjBtu2VYqNjZ0/fz6nzgGgQggA6WFe7JPsvrt37848rre3d6tWrU6cOMHcwwvcuHHj2LFj7dq149E5AFQIASAxzIt9BgUFzZo1S8fRySSAUwCYaG4IQAAA6BMCQEqYF/v09PQku1dTU1MdCwgLC5s6daqOnVQmPj5+6dKlZmZmnPoHgGcgAKSEbbFPKyurhIQEFxcX3Qvw8vJq27btzz//rHtXz7t79+7+/fu7du3Ko3MAeB4CQDLYFvskIiMjW7duLVYZKpWKUwCYaM4CIQAA9AYBIA3Mi30OGTJk5MiRIlYSGho6ceLEsrIyEfssl5ycvGrVKrZ3qQKAUAgACWBe7LNZs2ZkfypuMXXr1vX39z969Ki43Wrl5OTs3LkzODiYR+cA8AwEgLFjXuzT0dExMTHR2tpa9JJUKhWnADDRnAVCAADoBwLA2LEt9mlqarphwwZvb28eJYWEhIwbN44kE4/Ov/vuu9zcXHt7ex6dA8DTEABGjXmxz6lTp/bp00f0erRq1arVsWPH77//nkfn+fn5ycnJgwcP5tE5ADwNAWC8mBf77NKly9y5c8Uu5x9UKhWnADDRnAVCAADoAQLASDEv9lm3bt2YmBjet1MNGDAgIiKC4YZkGvv3779//76bmxuPzgGgHALASLEt9mlpaRkfH1+jRg0eJT3N1dWVzDP27t3Lo/Pi4mLyXYwaNYpH5wBQDgFgjNgW+yQWL178+uuvi15PhVQqFacAMNGcBUIAAPCGADA6zIt9qtXq0aNHi15PZYKDg8k+uqioiEfnP/74Y3p6uoeHB4/OAUALAWBcmBf79PPzW7NmDY+SKuPs7Ny1a9edO3fy6LysrCwmJmbKlCk8OgcALQSAEWFe7LN69epJSUm2trY8qnoBlUrFKQBMNM8IQwAAcIUAMCKjR49mWOyTiIqK8vX1Fb2eKvXt29fKyophjQoap0+fvnTpUsOGDXl0DgAmCADjsVaDYcMJEyYMGDBA9HpoODg4dOvWbevWrZz6j46OnjNnDqfOAQABYBSYF/vs0KHDggULRK+Hnkql4hcAsbGxCAAAfhAAhse82Ke7u3tcXJy5uTmPqij17t3bxsbmyZMnPDpPS0sj0SjiwwwA4GkIAANjXuzTwsKC7P1r1arFoyp6dnZ2PXv2TEhI4NR/dHQ0AgCAEwSAgbEt9kn85z//ad++vej1MFCpVPwCgITc4sWLdX+aMQA8DwFgSMyLfQ4YMGDChAmi18OGzADs7e0Zli2i8ccffxw6dKhTp048OgdQOASAwVy6dGnYsGEMG77yyivffPON6PUws7a27t27d0xMDKf+o6OjEQAAPCAADEO72OejR4+EbmhnZ5eYmGhsz0tRqVT8AoB8vytWrLC0tOTUP4BiIQAMg22xT2LNmjV+fn6i16Ojbt26OTg45OTk8Oj8wYMHu3fvJpMMHp0DKBkCwACYF/scM2ZMeHi46PXorlq1an379t20aROn/sn0AgEAIDoEgL4xL/bZrl27xYsXi16PWFQqFb8A2LZtW15env4XO5I6Dw+PW7duidhh//79+b3jC/QPAaBXzIt91qxZMz4+3sLCeP+/goKCnJ2dHzx4wKNzsvffunWrWq3m0blcZWVlibv3J5o1ayZuh2BYxrtDkR/mxT7Nzc1jYmLq1KnDoyqxkHAKDg6Oiori1D/5CSAABDl9+rTofSIAZAYBoD/Mi33OnTu3c+fOotcjOpVKxS8AUlNTyfSCTDI49S8/bO8yeLGmTZuK3icYEAJAT5gX++zTp8/UqVNFr4eHLl26uLm5MUxxaBQVFSUkJLz33ns8OpelUaNGhYWFnT179tz/O3/+/MOHD5k7tLOz8/b2FrFCMDgEgD4wL/bp4+OzceNG0evhxNzcfMCAAatXr+bUf0xMDAJAEFdX104a5V/JyMgoDwPy78WLF/Py8ih7a9y4MZcqwXAQANwxL/ZpY2OTmJjo4ODAoypOVCoVvwA4fPjw7du3a9euzal/Jain0a1bN+2nX3/99fvvv0+5LS4AyA8CgC/mxT6JVatWSe6Ua8eOHd3d3TMzM3l0Tn6YsbGxH374IY/OlenMmTP0jSX32whVQgDwxbzY58iRIwcPHix6PbyZmpqGhIQsX76cU/8xMTEIABGdPXuWvjFmAPKDAOCIebHP1157benSpaLXox8qlYpfAPz6669paWk+Pj6c+lcaQQGAGYD8IAB4YV7s09XVNSEhoVq1aqKXpB/+/v716tXLyMjg1D+ZBMycOZNT54pC/o+ys7MpG9epU8fFxYVnOWAACAAumBf7NDMz27x5s4eHB4+q9CY0NHTJkiWcOkcAiAUXAAABwAXzYp+ffPJJUFCQ6PXomUql4hcA5Ad76tSpFi1acOpfOXABABAA4mNe7LNHjx7yOLZt06bNSy+9dOPGDU79k0kAAkB3mAEAAkBkzIt9kj3mt99+K3o9hhIWFsZ2AZxGbGzsggULOHWuHJgBAAJATMyLfVpbWycmJjo5OXEoyjC4BgD5OR89erR9+/ac+leCoqKiy5cvUza2sLBo1KgR13rAIBAAomFe7JNYtmxZy5YtRS/JgFq1auXt7X316lVO/cfExCAAdHHp0iWSAZSNX3nlFTySU5YQAKJhXuzznXfeeffdd0Wvx+BUKtX8+fM5dR4fH//ll1+am5tz6l/2cAEATBAAYmFe7JMc+K9YsUL0eowB1wAgM629e/eWr2kDQuECAJggAETBvNins7NzYmKilZWV6CUZA3LY2LBhQx6r0mvFxMQgAJhhBgAmCADdMS/2aWpqumnTppdeeolDUcaCTAJmz57NqfOUlJT8/Hxra2tO/csbZgBgggDQkS6LfU6fPr1Hjx6il2RUuAbAo0ePduzYERISwql/GXvw4AH944IdHR2lfms6VAYBoBPmxT67du3Kb89oPBo2bNi0aVNBB5uCxMTEIAAYYA040EIAsGNe7JMcT0VHR5uamopekhEikwB+AbBz586cnBxpPTPHGOACAGghABgxL/ZZrVq1hIQEV1dX0UsyTiQAZsyYwanzgoICEsNDhw7l1L9c4QIAaCEAWDAv9klERka+9tpropdktLy9vVu1anXixAlO/cfExCAAhMIMALQQACyYF/t8++236R/BKhtkEsAvAA4cOHD37t2aNWty6l+Wzp8/T98YASBjCADBmBf7JH9I/B6YbszCwsKmTp3KqfOSkpK4uLjRo0dz6l9+rl27RqawlI29vLyqV6/OtR4wIASAMMyLfTo4OCQmJtrY2IhekvEjO5G2bdv+/PPPnPqPiYlBANDDBQAohwAQgHmxT2LDhg1KfpKtSqXiFwDHjh37/fffScxw6l9mcAEAyiEAaOmy2OeUKVP69u0rekkSEhoaOnHixLKyMk79k0nAtGnTOHUuM5gBQDkEAC3mxT47derEb000qahbt66/v//Ro0c59R8dHY0AoIQZAJRDAFSstLT0ypUrp06dOn369CmNO3fusHX1008/tWnTpkmTJuRvqYkG2RuKW60RKikpSUtLO/cU8im/4Uj/derUadmyZYsWLVpqeHt78xtOuvLz8+n/I6ysrHx9fbnWA4aFAPhLbm4uOTIq392THcqTJ09E6Zn8yZ3QKP+Kk5PT03lAODs7izKWAd24cePp3f3ly5cZFsjTRWZm5i4N7afVq1dv3rx5eR40btwYjzQx0bwBlBzcUDZu1KgRnrggb8oNgIyMjKcP8K9du8bvDPUzsrOzj2qUf4UcvZbnAfnAz8/PyBe5vH37dvm+nuxTLly4QP/OQv149OjR0z9ksvcnP9XyKQLJBmUuIIELAPA0pQRAcXEx2UmV7+7JB1lZWYYu6m9/aKSmpmo/NTMz8/b2Ls8D8u/LL79swGMx8rMq39drP3jw4IGhimFTVFR0WkP7qampaf369cvzgPxLMtiwFeoHLgDA0+QfAMuXL4+KiiJ7/8LCQkPXQotM0n/TSE5O1n7FysqqYcOGw4cPj4iI0FsZ5Ic2fvx4srvPzMzU26D6QWZ71zQSExO1X6lRowaJAfIDt7W1NWxtXGEGAE+TfwBs2LCBHPIbugpdFRQUkKPX7OxsfQ76/fff79u3T58jGtC9e/dOnjwp772/CRaChn+SeQCQQ2lBy54YuebNm+tzOEGnC2RA9ge8dzUoG7u5ubm7u3OtBwxO5gFw5cqV/Px8Q1chGj3vocrPmCuE7AMAFwDgGTIPADkdwzo5OXl6euptuLKysnPnzultOGOg5wmW/uECADxD5gEgp2NYPR+RpaWl5eXl6XNEg5P9Lg8zAHiGzANATjMAXADgysLConHjxoaugi/MAOAZMg8AOc0AcAGAK19f32rVqhm6Co5KS0svXLhA2djMzEyUOIyMjJwwYYLu/Wg5ODjo+Y1wsifnACC/KxkZGYauQjR6DgClzQBkf8D722+/0b8hwtvbW5RnV5w8eVL3Tsq1bNlSxN7ARN4B4OTkRL/sCTwjJSXF0CWAmAxyAUDcAHj11VdF7A1M5B0AAFBO/xcAysrKcnJydO9HixzPdenSRazeQAsBAKAI+p8BmJqa3rhx4+LFi/s0Dh06JDQPbGxs/P39AzTI4T/pUPeq4GkIAABFMNRbgBppjBkzpqSk5Pjx49ow+Omnn16wNpezs3NERATZ6bdr107eV+YNDgEAIH+5ubnkYJyysZ2dXYMGDUSvwdzc/HWN/v37k517ZU9YqlGjxp49e2R/U56RQAAAyN+5c+foH3fRuHFjfidbzpw5ExgYWNmztWvXrk3mB2TGwGl0eAYCAED+jOQe4P/+979BQUGVPUzC09Nz//79eJanPiEAAOTPGO4B/umnn7p37/7w4cMKXyX7fbL31+dqV2CCAABQAoPPAI4cOdKzZ8/KnhvasGFDsvevXbu26OPCiyEAAOTPsDOAAwcO9OnTp7K1Bclwe/furVGjhriDAg0EAIDMZWRk0C+hQw7DXVxcRBx99+7d/fv3r2wVitatW6empjo7O4s4ItBDAADInAEP/7dv3x4aGlrZW/79/f137txZvXp1EUcEQRAAADJnqAsAiYmJAwcOLCoqqvDVLl26bNu2TfYPYTZyCAAAmTPIDCA6Ovpf//pXSUlJha927949KSnJyspKlLGAGQIAQOb0PwNYv3798OHDK1uLNzg4ODY21tLSUveBQEcIAAA5Ky4uvnz5MmVjCwsLPz8/HUf8+uuvR40aVdmNx+Hh4Zs2bTI3N9dxFBAFAgBAzi5evFjZWfjn+fr66nhgvmzZsnHjxlX26rBhw9auXYtFPY0HAgBAzvR5AWDRokVTpkyp7NWIiAgSD7r0D6JDAADImd4uAMybN2/mzJmVvTpp0qSFCxcydw6cIAAA5Ew/M4CPP/547ty5lb1KgmH27NlsPQNXCAAAOdPDDGDq1Kmff/55Za9+9tlnpAFDt6AHCAAA2crOzr516xZlY0dHR4bFOMePH//ll19W9mpkZOTYsWOF9gl6gwAAkC1Bh/9NmjQR2v+oUaNWr15d4UtmZmarVq0aPny40D5BnxAAALIlKAAEXQAoKysjO/dvvvmmwlfNzc3Xr18/aNAg+g7BIBAAALIl6Aow/QWA0tLSIUOGREdHV/iqpaUleWnAgAH0Q4OhIAAAZIvHDKC4uHjgwIEJCQkVvmplZUVe6tmzJ/24YEAIAADZOn/+PH1jmhlAUVFRaGjotm3bKnzV1tY2JSUlMDCQflAwLAQAgDxdu3atskcwPs/Ly6vKdfkLCgr69++/a9euCl8lm+/YsaNDhw7CqgSDQgAAyJO4FwCePHnSp0+f/fv3V/iqk5PT7t2727RpI6A+MAIIAAB5EvECwOPHj3v27Hn48OHKGiQlJWHvL0UIAAB5EmsGkJOT071792PHjr1gc/Jqp06d6IcDI4EAAJAnUWYADx48eOutt3799dcXb/7ll19OmDABT/iSHAQAgAzl5+enpaVRNiY7bl9f3+e//ueffwYGBp4+fbrKHu7cubNhw4YRI0YIqxIMDQEAIEPnz5+v7ImMz2vUqNHzj+gi+3Sy96d/I+miRYvee+89POxFWhAAADKk4wWAP/74IyAggP5ZkgSZcCQlJeEGYGlBAADIkC4XANLT07t06XL16lWhgy5cuBABIC0IAAAZYp4BXL9+nez9f//9d4ZBjx8/fvDgQbwdSEIQAAAyxPYgsN9++43s/ekfIfC8BQsWIAAkBAEAIDd3NSgbu7m5ubu7kw8uXrwYEBCQmZmpy9CpqalnzpzR8eHyoDcIAAC5YXgMJJkxBAYG3rt37/kG1TTolxVauHDht99+S18AGBACAEBuhF4AOHHiRFBQUFZW1vOv2tnZJSUlHTx48LPPPqPsMC4ubv78+QxPlwT9QwAAyI2gGUBeXl5AQMDDhw+ff8nFxWXnzp1t2rRp1qzZ4sWLCwsLaTosLi4mjZcuXUpfAxgKAgBAbgTNANauXVvh1+vVq5eamtqoUSPyca1atQYNGlTZAyCfFxUVNWvWLGdnZ/oywCAQAACyUlpaeuHCBR078fX13bt3r4eHR/lXJk6cuH79+rKyMprNHz9+vHz58pkzZ+pYBvCGAACQld9++y0/P1+XHl599dVdu3a5ubk9/UU/P79u3bpV9jSY5y1btmzy5MnW1ta6VAK8IQAAZEXQBYDnde7ceevWrfb29s+/NGnSJPoAuH//flRU1AcffKBLMcAbAgBAVgRdAHhGcHBwTExMtWrVKnyVZEOrVq1OnDhB2dvixYvff/99MzMz5nqANwQAgKwwzwDefffd1atXv3h/PXHixEGDBlF2eP369fj4eJVKxVYP6AECAEBW2GYAkydPXrBgQZXNwsLC/v3vf9+8eZOy24ULFyIAjBkCAEA+cnNzb9y4IXQrspueNGkSTUtzc/Px48dPmDCBsueTJ0/u27cvMDBQaEmgHwgAAPk4d+4c5Ts1tcgOfc2aNUOHDqXfZPjw4bNnz67wxrEKkYkFAsBoIQAA5EPQBQArK6vY2Ni+ffsKGsLe3n7kyJFk0kDZfv/+/WQe0LJlS0GjgH4gAADkQ9AFgHnz5gnd+2uNHTt2yZIlRUVFlO3JJIAkDcNAwBsCAEA+BM0AXnvtNbZR6tSpo1arN27cSNk+MTHx+vXr9evXZxsO+EEAAMiHjo8Cpjdp0iT6ACgpKVm0aNGKFSuYhwNOEAAAMpGRkZGdnU3ZuF69ek5OTsxjNWnSJCgoaM+ePZTt169fP3v27GeWlwCDQwAAyITeDv+1yCSAPgCePHny5ZdfzpkzR8dBQVwIAACZEHQBQPenNgYGBjZv3vz06dOU7b/66qtp06bZ2trqOC6ICAEAIBN6ngGYaFaGGDJkCGXjrKysNWvWjBs3TvdxQSwIAACZ0PMMgAgPD//oo48yMjIo2y9ZsmT06NHm5ua6Dw2iQAAAyEFxcfHly5cpG1taWjZs2FD3QS0sLMgR/eTJkynb37x5MzY2ln45OeANAQAgBxcvXqS/M4vs/cm+W5RxR4wY8emnn+bk5FC2X7hwIQLAeCAAAORA/xcAtKpXr/7ee+8tXryYsj2pc/fu3d26dROrANAFAgBADvR/AaDc+PHjly5dWlxcTNl+wYIFCAAjgQAAkANDzQCIunXrqlSqzZs3U7Y/dOjQ8ePHmReiABEhAADkwIAzABPNTWH0AWCimQQkJCSIWwMwQAAASF52dvatW7coGzs7O5NjdnELaN68eUBAwP79+ynbp6SkpKWl+fj4iFsGCIUAAJA8QYf/4p7/KUcmAfQBUFpa+vnnn69evZpHJUAPAQAgeYIuAIh+/kfrrbfeatKkyblz5yjbb9y4cc6cObVq1eJRDFBCAABInjHMAEw0K0MMGzaMsnFBQcHSpUvnz5/PqRiggQAAkDxjmAEQAwcOnD59+h9//EHZftWqVR999JG9vT2neqBKCAAAyaM/8WJqatqkSRNOZVhaWo4dO3batGmU7bOzs1evXk3mDZzqgSohAACk7fr167m5uZSN69evb2dnx6+YkSNHzp07l76eyMhIkhkkOfiVBC+AAACQNiO5AKDl6Og4fPhwslunbH/r1q3NmzcPHTqUY01QOQQAgLQZyQWAcuPHj1++fDn9yhCLFi1CABgKAgBA2oxqBkB4enqGhITExsZStr9w4cL27dt79+7NtSqoEAIAQNqMbQZgorkpjD4ATDRrRCMADAIBACBh+fn5aWlplI1tbGz0s/pCq1atOnXqdPDgQcr2P/zwg5eXl7/GG2+80bx5czMzM54Fwl8QAAASduHChZKSEsrGfn5+etuxkkkAfQAQ6enpsRrkY3t7+7Zt25IkIHnw+uuvOzg48KpS8RAAABJmbBcAyvXo0YPkDcknhm1zc3P3a5CPSQwcPXpU7OrgLwgAAAkzwgsA5SZMmDB8+HAdO9FzzUqDAACQMKOdARBvv/32jBkzMjMzdekEAcAVAgBAwox5BlCtWrUxY8ZMnz5dl04QAFwhAAAkTMfja97+rWHoKqBSCAAAAIVCAAAAKBQCAABAoRAAAAAKhQAAAFAoBAAAgEIhAAAAFAoBAACgUAgAAACFQgAAACgUAgAAQKEQAAAACoUAAABQKAQAAIBCIQAAABQKAQAAoFAIAAAAhUIAAAAoFAIAAEChEAAAAAqFAAAAUCgEAACAQiEAAAAUCgEAAKBQCAAAAIVCAAAAKBQCAABAoRAAAAAKhQAAAFAoBAAAgEIhAAAAFAoBAACgUAgAAACFQgAAACgUAgAAQKEQAAAACoUAAABQKAQAAIBCIQAAABQKAQAAoFAIAAAAhUIAAAAoFAIAAEChEAAAAAqFAAAAUCgEAACAQiEAAAAUCgEAAKBQCAAAAIVCAAAAKBQCAABAoRAAAAAKhQAAAFAoBAAAgEIhAAAAFAoBAACgUAgAAACFQgAAACgUAgAAQKEQAAAACoUAAABQKAQAAIBCIQAAABQKAQAAoFAIAAAAhUIAAAAoFAIAAEChEAAAAAqFAAAAUCgEAACAQiEAAAAUCgEAAKBQCAAAAIVCAAAAKBQCAABAoRAAAAAK9X8JD84PkeUhsQAAAABJRU5ErkJggg==)
] является число выпускников, желающих поступить в вуз, которые должны выполнять ряд условий.
Первое условие П0 – нужно пройти единое национальное тестирование, т.е. набрать сумму баллов не менее установленной Министерством образования и науки РК.
Достарыңызбен бөлісу: