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AomIlC2U4VSsuNXk6cOGF8iDnOnz9/9OhR43MaNmxofAhcAYWyna7XMak9lJY5Jti3b5+WOeyhYCUKZTtdhUpNTdUyxwRaTvEqV658zz33GJ/jQOvWrRs2bNiBAweuvUXLDyriVhTKduozTcuc/fv3a5ljAi2FcupTvJ9++km16auvvnL0QlwFhbKdrnu0OFGhXPkOVL///vsbb7zx4YcfarmPKaxEoWyn6zac6enpZ86cqVq1qpZp9qNOZJKSkozPcbpCXblyZcaMGW+++eYff/zh6LW4HAplO433uduwYcPTTz+ta5qdJCcna3kZvXMVauXKlf/+97+1XLEPNqBQttN4K/P169cLL5TaQL399tvG53h4eISGhhqfY4K9e/cOGTJk48aNjl6IS6NQtgsKCtI1ShVK1yh7yM3N7dGjx7Jly4yPqlOnjo+Pj/E5dnXy5MnXXntt3rx5fIfO4SiU7Ro2bKh2BFr+ER85cmTHjh1NmjQxPkq7nJycbt26rVq1Sss04ad4ly9fnjJlyjvvvHPx4kVHrwX/H4WyndoLBAYG6rqv58KFCwUWKjs7u0uXLuvWrdM1UHKhlixZMnLkyGPHjjl6IbiOQhny4IMP6irU4sWLJ02aJOon/k+fPt2+ffvt27drnCmzUNu2bRsyZMiWLVscvRDcjEIZogql5dkZN8udY+Lj46OiorRMMy4lJeXJJ59Up596x0or1K+//jpq1KhFixbl5+c7ei0oBIUy5NFHH9U4LTY2VkihNm3a1KlTp7Nnz+odW6FChTp16uidabOsrKwJEyZMnjxZnck6ei0oEoUypHnz5r6+vlqucKAkJSV9/vnnXbp00TLNZnFxcQMHDrTHdfWEvM5AbZfmz5//6quvOtFVJVwWhTKkTJkyrVq1Wr58ua6BI0aM6NChg6OejVJViomJmTt3rp3mS/iJvO+//37o0KG7du1y9EJgFQplVJs2bTQWKjU1VZ3rvfLKK7oGWu/o0aNPPfWUXT91HfsklPpvq74AqF2qNQerpfbs2XPkyJH2XhWKR6GMat++va5XRRUYN25c27ZtGzVqpGugNRISEvr373/u3Dm7PoqjCqVOw996661p06bd9pqotWrV6tGjR69evRo0aKD+SKEcjkIZVaNGjccff/zrr7/WNVB9FqlPkm3btt155526ZhbjzJkzAwcOXLp0qQmPZX6h1FeO2bNnjx07Vv01izmsUqVKXbt2VZsmvd/6gHEUSoO+fftqLJSb5Wd0O3fuvHbtWns/IaXCFBMTc/r06WKOcXd3HzZsmDr3NPhYantSsWJFg0NKZMuWLWpjWMz1GO6444527dqpHVNkZGTZsmXNXBusRKE06NSpk/oirPfSHN9++63aScXHx9spUqmpqao7K1euLP4wladZs2b5+voaf0TzN1Dqv16heVJ/qX/84x8qTE8//bTJ0URJUSgN1JfiqKio999/X+/YhISEgqfh9X4W/f777++++641T8qoz+QPPvjg+eef1/LMvYTXaoaGhva0cPbLELsOCqXH8OHDZ86cqeXmVDfauHFjo0aNPvnkE/U13/i0kydPqjBNnz7dmh+L9fDwULun6OhoN+e/tGbNmjWfffZZtWmSUEmUCIXSQ30OqG3URx99pH3yL7/88thjj/Xr12/MmDG1atWybciPP/6ocrN48WIrG1qmTBmVRXWaWfBHJy2UOvXu27evClOLFi3UftDkR4cWFEqbUaNGzZs3zx4Xsc7Ly5szZ878+fOfeeYZ9Sln/feb9u7du2rVqvj4+OTkZOsfTp20qg/p3LlzwR9PWpR40bfMDA4ONjikpN58802THxHaUShtAgICXnjhBXUOZaf5avsz36JatWotW7aMiIioX79+UFBQxYoVy5cvr96bmZmZnp5+5MiRgwcPbtu2bfPmzWlpaSV9FF9f3xUrVqhNx7W3aNlAhYSEqNNG43PgaiiUTuqL9tKlS+19h061o1lkoX2yv7//2rVrH3zwwRvf6KSneCgdKJROagMSGxvbq1cvRy/EFg0aNFi9evW9995709spFByIQmnWo0ePhQsXOt0dH9u2bbtkyZJCX8VOoeBAFEq/BQsWNG7c+Pjx445eiLVefvnlyZMnF/o8UXZ2tpaLiFIo2IZC6XfXXXctXbr0kUce0f7yKO18fHxmz5597VUFt9q3b5+WH4pu0qRJhEV4eHjDhg353j+sRKHsolmzZjNmzOjfv7+jF1KcoKCgZcuWFb+70XKKp6gd5bVn9319fZs3b15Qq7CwsHLlyml5CJRKFMpeoqOjMzIyhg8f7uiFFK5Xr17//e9/K1SoUPxhugp1I/WfZZ2F+r2np2ejRo0KaqV+vfvuu7U/HJwahbKjoUOHZmZmvv76645eyF9UrFhx2rRpzz33nDUH26NQN8rNzd1u8d5776k/BgYGqk6NGDGifv36dn1cOAsKZV9jxowpX768+pQTcvfaNm3azJkzx8r7uefn5ycmJtp7STc6bPH888+b+aCQjELZndpJ3X///c8+++yFCxccuIyqVatOnDixT58+1n9ISkpKVlaW3VZUpILrWwJuFMoc7dq127Jli4qUyVuSAu7u7tHR0RMmTKhcuXKJPtDep3iFqlGjBtdswjUUyiQhISE7d+5866233nnnnStXrpj2uK1bt3733Xdv+kEWKzmkUGygcCMKZR5PT8833nijS5cuw4YN++abb+z9cI888sjYsWNbtmxp8wQKBYejUGZ74IEH/ve//23atOn111/fsGGD9vmqgx06dBg+fHjz5s0NjnJIodRm0/wHhVgUyjEiIiLUNmrXrl3z5s1btGiRlvuP161bt1evXtHR0dWrVzc+TeGWvHA4CuVIjS2mTJmyZs2adevWqS1VSkpKiSaoHVOTJk1at27duXNn255sAiSjUI7n5eXVyUL9Pi0tbevWrcnJySpVhw4dOnXq1EWLrKwsFSMfH5/KlSvXqlXrvvvuCw0NbdSoUdOmTc25rR7gEBRKlho1aly7/C4ACgVALgoFQC4KBUAuCgVALgoFQC4KBUAuCgVALgoFQC4KBUAuCgVALgoFQC4KBUAuCgVALgoFQC4KBUAuCgVALgoFQC4KBUAuCgVALgoFQC4KBUAuCgVALgoFQC4KBUAuCgVALgoFQC4KBUAuCgVALgoFQC4KBUAuCgVALgoFQC4KBUAuCgVALgoFQC4KBUAuCgVALgoFQC4KBUAuCgVALgoFQC4KBUAuCgVALgoFQC4KBUAuCgVALgoFQC4KBUAuCgVALgoFQC4KBUAuCgVALgoFQC4KBUAuCgVALgoFQC4KBUAuCgVALgoFQC4KBUAuCgXXdeXKlfT09JMnT6b/6cbfK9aPuvPOO/0LU61atYJfvby87PcXKcUoFEqtvLy806dPF1qfgt+fO3dO12NlZmYetijqgCpVqtyUrRtVrVrV3d1d12JKEwqFUisgIOD48eOOXsX/OWtx4MCBQt/btGnTrVu3mrwkp0ChUGqpPZSjl2AtJ1qqySgUALkoFAC5KBRKLTlPQsFmFAqAXBQKgFwUCoBcFAqAXBQKgFwUCoBcFAqAXBQKgFwUCoBcFAqAXBQKgFwUCoBcFAqAXBQKgFwUCoBcFAqAXBQKgFwUCoBcFAqAXBQKgFwUCoBcFAqAXBQKgFwUCoBcFAqAXBQKgFwUCoBcFAqAXBQKgFwUCoBcFAqAXBQKgFwUCoBcFAqAXBQKgFwUCoBcFAqAXBQKgFwUCoBcFAqAXBQKgFwUCoBcFAqAXBQKgFwUCoBcFAqAXBQKgFwUCoBcFAqAXBQKgFwUCoBcFAqAXBQKgFwUCoBcFAqAXBQKgFwUCoBcFAqAXBQKgFwUCoBcFAqAXBQKgFwUCoBcFAqAXBQKgFwUCoBcFAqAXBQKgFwUCoBcFAqAXBQKgFwUCoBcFAqAXBQKgFwUCoBcFAqAXBQKgFwUCoBcFAqAXBQKgFwUCoBcFAqAXBQKgFwUCoBcFAqAXBQKgFwUCoBcFAqAXBQKgFwUCoBcFAqAXBQKgFwUCoBcFAqAXBQKgFwUCoBcFAqAXBQKgFwUCoBcFAqAXBQKgFwUCoBcFAqAXBQKgFwUCoBcFAqAXBQKgFwUCoBcFAqAXBQKgFwUCoBcFAqAXBQKgFwUCoBcFAqAXBQKgFwUCoBcFAqAXBQKgFwUCoBcFAqAXBQKgFwUCoBcFAqAXBQKgFwUCoBcFAqAXBQKgFwUCoBcFAqAXBQKgFwUCoBcFAqAXBQKgFwUCoBcFAqAXBQKgFwUCoBcFAqAXBQKgFwUCoBcFAqAXBQKgFwUCoBcFAqAXBQKgFwUCoBcFAqAXBQKgFwUCoBcFAqAXBQKgFwUCoBcFAqAXBQKgFwUCoBcFAqAXBQKgFwUCoBcFAqAXBQKgFwUCoBcFAqAXBQKgFwUCoBcFAqAXBQKgFwUCoBcFAqAXBQKgFwUCoBcFAqAXBQKgFwUCoBcFAqAXBQKgFwUCoBcFAqAXBQKgFwUCoBcFAqAXBQKgFwUCoBcFAqAXBQKgFwUCoBcFAqAXBQKgFwUCoBcFAqAXBQKgFwUCoBcFAqAXBQKgFwUCoBcFAqAXBQKgFwUCoBcFAqAXBQKgFwUCoBcFAqAXBQKgFwUCoBcFAqAXBQKgFwUCoBcFAqAXBQKgFwUCoBcFAqAXBQKgFwUCoBcFAqAXBQKgFwUCoBcFAqAXBSqVDl79mxycvKxY8eOHj16zCI9PT0zMzPrT9nZ2R4eHmXLlvWy8PHxqfSnu+6665577qllUbt27aCgIHWAo/9CcHUUyrllZGRs3759x44dO3fuVL/+8ssvt/2QvLy83Nzca39UFSv0ME9Pz8DAwJCQkNDQ0LCwsGbNmlWtWrWkyxs3btz48ePz8/NvevuUKVMGDx5c0mlwQRTKKe3fv/9Li82bN9+YG43U2GSL5cuXF7ylTp064eHhLVu2bNWqldptFf/hajcXFRW1Zs2aQt/7wAMPaF4uSikK5UzUdmn+/PkrV6789ddfzX/0VIsFCxao39etWzcyMrJTp04RERHqtPGmI3/44Yfu3bunpaUVNYpCwUoUygmoT3XVhU8++eTgwYOOXsv/OXTo0FQLderXsWPHnj17tmjRwt3dXZ3QTZo06bXXXitmZ+fv72/DCSNcE4US7fvvv4+NjVVnc3l5eY5eS+HOnDkTZ6HO+3r06LF169bvvvuu+A9hAwXrUSiJVI8SEhLUZmTHjh2OXou11InnxIkTrTmSQsF6FEoWdZY0f/788ePHHzlyxNFrsRcKBetRKEG++uqrkSNHJiYmOnoh9kWhYD0KJcKePXuGDx/+7bffOnohdufl5VW/fn1HrwJOg0I5WHZ29tixY6dOnXr16lVHr8UMwcHBvFQd1qNQjqQ2Tf37909NTdU10MfH58EHH2zUqJE6kyr44RU/P79y5cqpt6v35uTkXL58WTXxlMWJEycOWOzcuVP9XtcaiscpHkqEQjnGxYsXBw8eHBcXp2Wa2ph06tSpTZs24eHhxexQyllUqlSpevXqN70rKSnp66+/Xrx48fbt27UsqSgUCiVCoRxg79693bp1O3TokME5amfUu3fvqKiosLAwg6MaWAwZMiQlJeWjjz6aPXv2hQsXDM4sFIVCiVAos3344YcqBJcuXTIypEqVKoMGDYqJiVG/0bWwAvXq1Zs0adLo0aNnzJihfqO9UxQKJUKhzJOVldWvX7/PPvvMyJCyZcsOHDhwzJgx6mRN07oKoYa/9tprAwYMUA80d+5cXc/iq57WqFFDyyi4CAplkrS0tA4dOuzevdvIkPDw8Li4uLp16+paVfH8/PxmzZoVbbFv3z7jAxs2bGh8CFwKhTKD+vSOjIz87bffbJ6gtk7vvPPO4MGD3d3dNS7MGk2aNNmxY0dUVNSiRYsMjuIUDyVFoexu7dq13bt3v3jxos0TqlevnpCQ8PDDD2tcVYl4enp6e3sbn0OhUFIUyr7i4+PV7sPI8zhhYWGff/75ra8PMNmePXuMD6FQKCkKZUcLFizo27evkQunqA+fOXOmOsXTuCobqMIeOHDA4BAPD4/Q0FAt64HroFD28vHHH0dHRxvJ04QJE0aMGKFxSTY7ePDg5cuXDQ4JDAwsV66clvXAdVAou5g7d27//v1vvYOA9WJjY4cOHapxSUbs3bvX+BBO8WADCqXf8uXLBwwYYCRPkydPHjJkiMYlGUSh4CgUSrPNmzf37NnTyMmdwDs1USg4CoXSKTk5uWPHjkZ+omXChAnS8uRGoeA4FEqbkydPtm3b9uzZszZP6N27t5Cnxm900sLgkDvvvDMgIEDLeuBSKJQeubm5Xbt2PXr0qM0TwsLCZs+erXFJumjZQPE6A9iGQukxdOjQH374weYPr1mz5vLlyx3+uqdCcYoHB6JQGsTHx8+YMcPmD/f29l6xYoW/v7/GJWlEoeBAFMqoxMTE/v37G5kwceLEhx56SNd6tKNQcCAKZcilS5e6d++elZVl84QWLVrExMRoXJJeOTk5ycnJxudw3RXYhkIZMmrUqIMHD9r84RUqVNB1qXI7SUpKys3NNTikdu3avr6+WtYDV0OhbLdhw4bp06cbmaDO7+677z5Ny7ELTvHgWBTKRhkZGX369DHyoy2tWrX617/+pXFJ9sBFV+BYFMpGgwcPPn78uM0f7uXlNWvWLI3rsRP2UHAsCmWLTZs2ffzxx0YmvPjii4GBgZqWY0daLk9OoWAzClViV69eVX0xMqFy5cpjx47VtR77UZvEc+fOGRzi7e1dr149LeuBC6JQJTZ16tT9+/cbmTB69GgVKV3rsR8tp3ghISEeHh7G58A1UaiSSUtLGzdunJEJAQEBL730kq712BVPQsHhKFTJvPrqq0bu2qK8/fbbXl5eutZjVxQKDkehSuDAgQMLFy40MiEwMLB79+661mNvFAoOR6FKYPTo0UYunulmuQSC+bfktE1mZubhw4eNz6FQMIJCWWvr1q0rV640MsHPz69v37661mNviYmJBnOs+Pv7V61aVct64JoolLVeeeUVgxNiYmK03LnXHJziQQIKZZXNmzdv3LjRyAQfH5+BAwdqWo4ZKBQkoFBWmTRpksEJvXv3rlKlipbFmENLobjoCgyiULeXkpKyatUqg0Oc6BmoAomJicaHsIeCQRTq9iZPnmzkGgZultdVN23aVNd6THD48GGDL/tSPD091V9cy3rgsijUbZw+fXr+/PkGh0RFRWlZjGm0XHQlODjYWV6bCrEo1G3ExcVdvnzZyIQyZcr06tVL13rMwdPkEIJC3Ybxq/Q+8cQT1atX17IY01AoCEGhivPdd98dOnTI4JDevXtrWYyZKBSEoFDFmTt3rsEJnp6e7dq107IY05w/f/7YsWPG51AoGEehipSRkZGQkGBwSEREhNPd5kTLBqpKlSo1a9Y0PgcujkIVSeUpOzvb4JD27dtrWYyZeK0m5KBQRTK+gXJz4UJxigctKFTh1Cne+vXrDQ4JCgpyxkt0cwcqyEGhCrd69eqcnByDQyIjI7UsxkxXr15NSkoyPodCQQsKVbhly5YZH9KqVSvjQ0yWnJxs8BWqioeHR2hoqJb1wMVRqEKo3dO6deuMz/n73/9ufIjJtDwJFRgYWK5cOeNzAApViE2bNhn/Ll5wcLBzXW6lAN/IgygUqhDffPON8SHOuIFy4xt5EIZCFcL4d/GU8PBw40PMR6EgCoW62fnz53fu3Gl8jjMW6vTp0+np6cbnUCjoQqFutmHDBuP3OKlUqVJwcLCW9ZhJyyuhKlSoUKdOHeNzADcKdastW7YYH9KgQQPjQ8yn5RSP1xlAIwp1s+3btxsf4qRXv+VJKEhDoW62a9cu40MoFKAFhfqL5OTkjIwM43OcsVA5OTkHDx40PodCQSMK9Rc7duzQMscZC3XgwIHc3FzjcygUNKJQf7F7927jQ3x9fZ3x4m1aTvFq167tdFfsg2QU6i9SUlKMDwkICDA+xHxcdAUCUai/MH7fBKVGjRrGh5iPp8khEIW6Li8v78iRI8bnON29pwpQKAhEoa47duyY8avWuTlnoX799ddz584Zn0OhoBeFuk7LKZ6bcxZKywbqjjvucMarHkMyCnXd8ePHtcxx2UKFhIR4eHgYnwNcQ6GuO3nypJY5/v7+WuaYiSehIBOFuu7UqVNa5pQvX17LHDNRKMhEoa7TVSinu0R3VlbWzz//bHwOhYJ2FOo6XYXy9vbWMsc0iYmJxi+J5UahYAcU6rrTp09rmeN0eygtp3jVqlXz8/MzPge4EYW6LjMzU8scp9tD8SQUxKJQ1xm/k2UB19xDUSjYA4W6TlehnO41QYmJicaHUCjYA4W6Tleh1BwnOtFLTU29cOGC8TkUCvZAoa67dOmSrjlOVCgtF13x9PR0xov2QT4Kdd2VK1e0zNG1FzOHliehgoODvby8jM8BbkKhrlOfY1qubXDx4sVq1aoZn2MOniaHZBTqOnVqpqVQ6enpgYGBxueYg0JBMgp1nSqUlhu9nDhxwvgQc5w/f/7o0aPG5zRs2ND4EOBWFOo6Xa9jUnsoLXNMsG/fPi1znHcPpRr9yy+/HP2T+v2pU6eyLLKzs6/9pkyZMuoL2B0Wvr6+d1v4+fndd999wcHB999/f506ddQxjv7blEIU6jpdhUpNTdUyxwRaTvEqV658zz33GJ9jgry8vIMHD+7Zs0f9xfdYWPmjTuoDr1y5UvCyjN9+++2nn3666YCyZcs2btw4IiIiPDz80UcfrVSpkvbFuyYKdZ36TNMyZ//+/VrmmEBLoYSf4h07duzHP6kk6XpNyU1ycnIKHiI2NtbLy+uxxx7r2rVrly5dqlSpYo+Hcx0U6jpd92hxokKV7jtQqUCoZJh/0q12W19bDBo0qEePHupXsf+J5KNQ1+m6Daf6lDhz5kzVqlW1TLMfdeaSlJRkfI7YT78VK1Y4dgFqvxZnERkZqfZWwcHBjl2PM6JQ12m8z92GDRuefvppXdPsJDk5Wcspj9hCybFmzZp169a9+OKL//nPf3x8fBy9HGdCoa7TeCvz9evXCy+U2kC9/fbbxud4eHiEhoYan1Pq5ebmTps2TXVq0aJFf/vb3xy9HKdBoa4LCgrSNUoVStcoe1CfLT169Fi2bJnxUXXq1Ck1mwJV24YNGzZq1Ej9qv4x1KpVS22rfSyuXr2anZ2dmZmZlpb222+/HThwYPfu3Zs2bSrpa9/UvvXhhx/+6KOPnnvuOTv9LUoZCnWd+nep/o1quR7ukSNHduzY0aRJE+OjtMvJyenWrduqVau0TCsFp3i1a9eOtIiIiPD19S30GPUPw8vLS723evXqDz30UMeOHQvevnfvXrUniouLO3PmjJUPp/779+nT59y5c4MGDdLzFyjVKNR16ktlYGCgrvt6Lly4UGCh1EagS5cu6lxD10DnLVT58uXVRrJ3797h4eE2D3nQYvz48dOnT1dnzX/88Yc1H5Wfnz948GC1LxsyZIjND+0iKNRfqH9tugq1ePHiSZMmifqJ/9OnT7dv33779u0aZzpjofz8/IYNGzZgwICKFStqGVi2bFk1sJfFN998Y+VH/fvf/1ZfEa9tx1AoCvUXqlBanp1xs9w5Jj4+PioqSss041JSUp588kl1+ql3rNMVqkyZMsnJyfZ4zXe1atW+/vprFb45c+ZYc3xeXp7axO3cuZNXIRSDQv3Fo48+qnFabGyskEJt2rSpU6dOZ8+e1Tu2QoUKderU0TvT3kJDQ+33Iynu7u6zZ8++dOmSOse35visrKx+/fqp/zvqA+20JGdHof6iefPmvr6+Wq5woCQlJX3++eddunTRMs1mcXFxAwcOtMd19ZzxdQYPP/ywvR9CRSoxMdHKnyjasmXLtGnTXn75ZXuvyklRqL9QpwCtWrVavny5roEjRozo0KGDo56NUlWKiYmZO3euneYL/4m8QplQKG9vb/VVoVmzZlevXrXm+Lfeeuuf//yn2pDae2HOiELdrE2bNhoLlZqaqs71XnnlFV0DrXf06NGnnnpq165d9nsIp3sSys2UQimNGjVS0VGbKWsO/v3336dPn+6QfyTyUaibtW/fXterogqMGzeubdu26p+sroHWSEhI6N+//7lz5+z6KE5XqMqVK5v2tPTIkSPV7tXKbZQ60VPHO919zExAoW5Wo0aNxx9//Ouvv9Y1MCcnp0ePHtu2bbvzzjt1zSzGmTNnBg4cuHTpUhMey+kKpc68THusgICAdu3affHFF9YcfPLkSfVPTn0ls/eqnA6FKkTfvn01FsrN8rMOnTt3Xrt2rb2fkFJhiomJKf6qbO7u7sOGDVPnngYfq1atWrpeT2Qac07xrunZs6eVhVI+/fRTCnUrClWITp06VapUycrXB1vp22+/VTup+Ph4O0UqNTVVdWflypXFH6byNGvWrKJ+tqNEnG4D5WZ6oZ588skyZcpYeaKn94tiqUGhCnHHHXdERUW9//77escmJCQUPA2vd+vx+++/v/vuu9OmTbvtjWpUnj744IPnn39ey5OyTlco9dcPCwsz8xHVef1DDz2kTvCtOVjtfH/66af69evbe1XOhUIVbvjw4TNnztRyc6obbdy4sVGjRp988sk//vEP49NOnjypwjR9+vSLFy/e9mAPDw+1e4qOjnYr7ZfWLEq9evXMv3x406ZNrSyUm+WFtRTqJhSqcDVr1lTbqI8++kj75F9++eWxxx7r16/fmDFjatWqZduQH3/8UeVm8eLFVjZUnWuoLKrTzII/umahTD7FK1CiF7UePHjQfitxUhSqSKNGjZo3b15ubq72yXl5eXPmzJk/f/4zzzzTt29f63/UZu/evatWrYqPj09OTrb+4dRJq/qQzp07F/zxpEWJF33LTKf7aTKHFKpu3brWH3z48GH7rcRJUagiBQQEvPDCC+ocyk7z1fZnvkW1atVatmwZERGhdvhBQUEVK1YsX768em9mZmZ6evqRI0fUl1Z1prB58+a0tLSSPoqvr++KFStatGhx7S1aNlAhISHyX7yj8UVtNvP397f+YCe6j5lpKFRx3nzzzaVLl9r7ZiFqR7PIQvtk9emxdu3aBx988MY3uuYpnqOoLz/WH2zvV9g6IwpVHLUBiY2N7dWrl6MXYosGDRqsXr363nvvventFMpMJbpNrNo1228lTopC3UaPHj0WLlz41VdfOXohJdO2bdslS5YU+ip2CmUmb29v6w+mULeiULe3YMGCxo0bHz9+3NELsdbLL788efLkQp8nys7O1nIRUQplpfz8fEcvwblRqNu76667li5d+sgjj2h/eZR2Pj4+s2fPvvaqglvt27dPy/PHTZo0ibAIDw9v2LAhF2ArSon+zZRow+UiKJRVmjVrNmPGjP79+zt6IcUJCgpatmxZ8bsbLad4itpRXnt239fXt3nz5gW1CgsLK9EzL6VeiQrFf7pbUShrRUdHZ2RkDB8+3NELKVyvXr3++9//3vYqaLoKdSP1n2Wdhfq9p6dno0aNCmqlfr377ru1P5xzKdGlTZ3uJ7FNQKFKYOjQoZmZma+//rqjF/IX6p/1tGnTrLxDpD0KdaPc3NztFu+99576Y2BgoOrUiBEjXPaHOUr0AgKNd70uNShUyYwZM6Z8+fLqU07CqwHdLFcEnTNnjpX/svPz8xMTE+29pBsdtnj++efNfFBRSnT3iho1athvJU6KQpWY2kndf//9zz777IULFxy4jKpVq06cOLFPnz7Wf0hKSkpWVpbdVlSkBg0amP+gQvz+++/WHxwQEGC/lTgpCmWLdu3abdmyRUXK5C1JAXd39+jo6AkTJlSuXLlEH2jvU7xCqX2BKz+9UqIfVOI1HLeiUDYKCQnZuXPnW2+99c4771y5csW0x23duvW777570w+yWMkhhXLlDZRSoluoUqhbUSjbeXp6vvHGG126dBk2bJj198K22SOPPDJ27NiWLVvaPIFCmc/6QqmdZokuhOAiKJRR6uve//73v02bNr3++usbNmzQPl91sEOHDsOHD2/evLnBUQ4plNpsmv+gcqSkpFh5ZIsWLeRfLsJ8FEqPiIgItY3atWvXvHnzFi1apOX+4+oraq9evaKjo6tXr258mnLixAktc2AldfqflJRk5cGPP/64XRfjpCiUTo0tpkyZsmbNmnXr1qktlfVfQguoHVOTJk1at27duXNn255sghwqT9Y/R9m+fXu7LsZJUSj9vLy8Olm4Wb6Vs3Xr1uTkZJWqQ4cOnTp16qJFVlaWipGPj0/lypVr1ap13333hYaGNmrUqGnTpubcVg8m2L59u5VHqlP4W6+TAzcKZW81atS4dvlduJpvv/3WyiOfffZZu67EeVEowF6s/M5JuXLlevbsae/FOCkKBdjFnj171Em9NUf26NGjpC++dR0UCrCLpUuXWnnkSy+9ZNeVODUKBdhFQkKCNYd17NiRl5IXg0IB+m3bts3KF5q88cYbdl6Lc6NQgH6zZs2y5rBu3br97W9/s/NanBuFAjT7448/lixZctvDypUrN2nSJBPW49QoFKDZ9OnTs7Ozb3vYyJEja9WqZcJ6nBqFAnS6ePHi+++/f9vDGjRoMGrUKBPW4+woFKCTytNtf268TJky8+bNK1u2rDlLcmoUCtAmPT393Xffve1havfUpEkTE9ZTClAoQJtXX31VneUVf0x4eDivMLAehQL0+P777z/55JPij6lSpcqiRYvUWZ45SyoFKBSgwaVLl6Kjo/Pz84s5RoVp8eLF99xzj2mrKgUoFKCBOr/7+eefiz8mNjaWC2mWFIUCjPryyy+nTp1a/DFqh/Xyyy+bspxShUIBhqSlpd32vqqRkZEzZ840ZTmlDYUCbHf58uXOnTufOXOmmGPCwsI+++wznh23DYUCbPfPf/6z+IuRN2zYUJ0DlitXzrQllTIUCrDRm2++GR8fX8wBwcHB69ev5/qZRlAowBZxcXGvv/56MQcEBgZ+8803fn5+pi2pVKJQQImtXr16wIABxRwQFBS0YcOGGjVqmLak0opCASWzcePGbt26Xb16tagD6tatS550oVBACWzbtq1jx46XLl0q6oCQkJD169f7+/ubuapSjEIB1tq1a1fbtm2L+dngxo0br1u37q677jJzVaUbhQKssnv37ieeeOKPP/4o6oDw8PA1a9b4+vqauKjSj0IBt6d2T61btz537lxRB7Rr127p0qW87kk7CgXcxo8//vjkk0+eP3++qAOee+65uLg4XjVuDxQKKM7333/fvn37Yp57GjZsGLdssR8KBRRp7dq1Xbt2LerGLR4eHlOmTBk0aJDJq3IpFAoo3OLFi6Oioq5cuVLoe++4444FCxaofpm8KldDoYBCzJo1KyYmJi8vr9D3VqlSZcWKFRERESavygVRKOBm48ePL+ZmBwEBAersr169euYtyIVRKOC6/Pz8QYMGffDBB0Ud0LRp0y+++OLuu+82c1WujEIB/ycnJ6d3796fffZZUQd06tTp008/5UVPZqJQwP+XkZGhArRx48aiDhgyZEhsbKy7u7uJiwKFAtzcTpw48eSTT+7bt6/Q95YpU2batGkvvPCCyauCG4UCDhw40K5du2PHjhX6Xl9f3yVLlrRp08bkVaEAhYJL++677zp37lzUzwPfe++9q1evbtCggbmLwnUUCq5r8eLFffr0ycnJKfS9zZo1W7VqFd+2cywKBRc1ceLEV155paj7mHft2nX+/Pne3t4mrwo3oVBwOXl5eS+99FIxt9gcNWrUf/7zHzOXhKJQKLiW7OzsZ5555osvvij0vV5eXh9++OFt7yEM01AouJAzZ860b99+27Zthb63YsWKCQkJLVu2NHlVKAaFgqtITU1t27btzz//XOh777333i+//LJ+/fomrwrFo1BwCTt37oyMjDx16lSh733ooYdWr15drVo1k1eF26JQKP3WrVvXtWvXzMzMQt+ryrVkyRIfHx+TVwVrUCiUcgsXLuzXr19ubm6h733++ednzpzp4eFh8qpgJQqF0iw2NnbkyJFFvejpzTffHD16tMlLQolQKJRaw4YNe++99wp9l5eX15w5c5577jmTl4SSolAohdQ5Xd++fT/99NNC31uhQoVly5a1bt3a5FXBBhQKpU12dvZTTz311VdfFfreu++++8svv2zcuLHJq4JtKBRKlXPnzkVGRv7444+FvjcwMHDdunV16tQxeVWwGYVCqRIREfHTTz8V9d7Dhw8HBQWZuR7bFHWPGRdEoVCqFJMnOCMKBUAuCgVALgoFQC4KBUAuCgVALgoFQC4KBUAuCgVALgoFQC4KBUAuCoVShZ9oK2UoFAC5KBQAuSgUALkoFAC5KBQAuSgUALkoFAC5KBQAuSgUALkoFAC5KBQAuSgUALkoFAC5KBQAuSgUALkoFAC5KBQAuSgUALkoFAC5KBQAuSgUALkoFAC5KBQAuSgUALmcrFD5+fmOXgIA8zhZoQC4FEGFUvsjd3f34g8wbTEAJBBUKLdiI0WeABckq1BuRUSKPAGuSVyh3OgRgD9JLBQAFKBQAOSiUADkolAA5KJQAOSiUADkolAA5KJQAOSiUADkolAA5KJQAOSiUADkolAA5KJQAOSiUADkolAA5KJQAOSiUADkolAA5KJQAOSiUADkolAA5KJQAOSiUADkolAA5KJQAOSiUADkolAA5KJQAOSiUADkolAA5KJQAOSiUADkolAA5KJQAOSiUADkolAA5KJQAOSiUADkolAA5KJQAOSiUADkolAA5KJQAOSiUADkolAA5KJQAOSiUADkolAA5KJQAOSiUADkolAA5KJQAOSiUADkolAA5KJQAOSiUADkolAA5KJQAOSiUADk+n8n0Pu7/mJnFAAAAABJRU5ErkJggg==) 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) 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) 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= (a1-b1)(b2-c2) - (a2-b2)(b1-c1) (6)
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) 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) =(a1-b1)(b2-c2) - (a2-b2)(b1-c1) (61)
Осы сияқты екі жолақ немесе екі бағаннан (3 жолақ немесе 3 баған,т.с.с) тұратын квадраттық емес анықтауыштарды есептеуді қарастырайық. (6) және (61) теңдіктерді кайта түрлендірейік.Сонда квадраттық емес анықтауыштардың теңдігін келтіріп шығаруға болады екен.
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