(5)
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ARihg0bFhUVJTtz6NChNWvWlJ0JTagJZPz888/id0WqUKGCunSSnQl9qAkEqC1Jz549ZWdmyJBh+fLlPj4+smOhDzWBgA8//PD48eOyM+fMmcPH99kLNYGrDh8+LP46+sGDBzdv3lx2JnSjJnBJbGxsjx49Hjx4IDizdu3a48aNExwIY1ATuGTq1Kl79+4VHFioUKEVK1Z4e3sLzoQxqAmcd/To0XfffVdwYNq0ab/++mveJWxT1AROioqKatOmTUREhNRALy+vJUuWcCck+6ImcNKgQYOOHDkiOPCjjz7ibq+2Rk3gjG+++WbmzJmCA3v27DlixAjBgTAeNYHDLl682L17d8GBDRs2lG0TTEFN4JiHDx+2a9fuxo0bUgPLly+/cuVKnsRxA9QEjhkwYMBPP/0kNa1w4cIbN27kk8ndAzWBA+bNmzd9+nSpadmyZQsODs6cObPUQJiLmiC5du7c2bdvX6lp6dOn37x5c/78+aUGwnTUBMly8eLF5s2bR0dHi0xLnTr1pk2bypQpIzINFkFN8GxRUVFNmza9fPmyyLSAgICvv/761VdfFZkG66AmeIa4uLj27dtLvRnHz89v9erV1atXF5kGS6EmeIaBAwd+9dVXIqN8fHyWLFnSoEEDkWmwGmqCpEyaNOnzzz8XGeXl5TV37tyWLVuKTIMFURM81apVq4YOHSoySqXkyy+/7Ny5s8g0WBM1QeJ++ukn9Yc/Li7O9VGPUtKjRw/XR8HKqAkScfjw4SZNmoh8nIVKyaxZs0iJJ6AmeFJYWFidOnX++usv10c9Son47exhTdQE/8/Fixdr1aol8tISlZKZM2eSEs9BTfB/bt68qVLy559/uj7qUUp69erl+ijYBTXB/7p37169evWOHTvm+igfH5+5c+fyDI6noSb4j6ioqMaNG4u84NXX13fp0qW8rsQDUROkiI6ObtKkyQ8//OD6KH9//1WrVnF7V89ETTxdTExM8+bN//3vf7s+KlWqVOvWratVq5bro2BH1MSjPXjwoFWrVt9++63ro9KmTbtx48bKlSu7Pgo2RU0816M7vH799deuj8qUKdPmzZvLli3r+ijYFzXxULGxsR07dlyzZo3ro3Lnzq0ulF544QXXR8HWqIknUinp1KnTihUrXB9VuHDh7777Lm/evK6Pgt1RE4/z6AJn9erVro8qU6ZMcHBw1qxZXR8FN0BNPEtMTEzr1q3Xr1/v+qgqVap88803adOmdX0U3AM18SDR0dHNmzcXeQancePG6kLJ39/f9VFwG9TEU0RGRjZp0mTLli2uj+rateucOXP4dD48gZp4hIiIiKCgoG3btrk+asSIEWPGjHF9DtwPNXF/d+7cadCgwa+//uriHLUZ+fzzz/v06SOyKrgfauLmrl+/XqdOnYMHD7o4JyAgYOnSpU2bNhVZFdwSNXFnFy9erFmzZmhoqItzMmTI8M0337z22msiq4K7oiZu69SpUyolrt/6KE+ePMHBwbzUFc9ETdzT0aNHa9WqdenSJRfnFC9efPPmzSooIquCe6Mmbmj//v1169a9ceOGi3OqVq26bt269OnTi6wKbo+auJsffvihSZMmd+/edXFO27ZtFy5c6OfnJ7IqeAJq4lbUVqJdu3aufw7O0KFDx40bJ7IkeA5q4j7mz5//xhtvPHz40JUh3t7eX3zxRe/evaVWBc9BTdzExIkThw0b5uKQwMDA5cuXN2rUSGRJ8DTUxB2ojqiauDgkS5YsGzZsKF++vMiS4IGoib3Fxsb26tVLXeO4OKdw4cKbNm0qWLCgyKrgmaiJjUVFRbVp08b1G7tWqlRJDcmUKZPIquCxqIld3b59Oygo6JdffnFxTqtWrRYtWpQyZUqRVcGTURNbunjxYt26dY8cOeLinCFDhowfP15kSQA1sZ8//vijTp06Z8+edWWIj4/P9OnT+dRxCKImNrN79+6GDRu6+Kr5NGnSrFq1Su1upFYFpKAm9rJ58+aWLVvev3/flSG5cuXauHHjiy++KLQo4H9RE9v417/+1bNnzwcPHrgyREVEpUQFRWpVwGPUxB4+/vjj9957z8UhDRo0WLFiRerUqUWWBDyBmlhdbGxs3759v/zySxfn9OvXb8qUKdxoHvpQE0uLiIho06bNhg0bXBni4+MzefJkVROpVQGJoibWdePGjYYNG+7evduVIWnSpFm+fLm6xpFaFfA01MSiTp8+Xbdu3RMnTrgyJHfu3Bs3bixdurTUqoAkUBMrOnDggNpNXLlyxZUhPH0Dg1ETywkODm7ZsmV4eLgrQ3j6BsajJtayYMGCN954w8UXlfD0DUxBTSzko48+GjVqlCsTVEEmT57cv39/qSUByUdNLCE2NrZPnz6zZ892ZYi6rlm2bFlQUJDUqgCHUBPzRUREtG7deuPGja4MyZkzp5pQpkwZqVUBjqImJhN5UUmpUqVUSvhEPpiLmphJ5EUltWvXXrNmTZo0aaRWBTiHmpjm4MGD9erVu3r1qitDunbtOnv2bB8fH6lVAU6jJub4/vvvmzVr5uLne44ePfr999+XWhLgImpighUrVnTp0iU6OtrpCX5+fnPmzOnUqZPgqgAXUROjTZ06ddCgQXFxcU5PSJcu3dq1a2vUqCG4KsB11MRQw4cPnzBhgisT8uTJs2nTphIlSkgtCZBCTQzy8OHD7t27L1q0yJUhpUuX/vbbb3kjH6yJmhjh/v37LVq0CA4OdmVIrVq11qxZkzZtWqlVAbKoiXY3b96sX7/+nj17XBnSsWPHefPm+fry/wvWxe9Ovc6fP1+7du3Q0FBXhgwfPnzs2LFSSwI0oSYaHTt2rE6dOiooTk/w9vb+/PPP+/TpI7gqQBNqosvu3bsbNGigLnOcnhAQELBs2bImTZrILQrQiJpoERwc3KJFC1c+lC9TpkwbNmx49dVXBVcFaEVN5KkNRdeuXWNiYpyekC9fPtWjokWLCq4K0I2aCHP9pa4vvvjipk2bcuTIIbgqwADURNKIESPGjRvnyoQaNWqsW7eO2wvAjqiJDLUZefPNN+fMmePKkNatWy9atMjPz09qVYCRqImAmJiYdu3arV271pUh/fv3/+yzz4RWBJiAmrgqPDy8adOmW7dudWXI2LFjhw8fLrUkwBTUxCWuv2re19dXXR917txZcFWAKaiJ8y5cuFC7du1jx445PSFVqlSrVq1SPRJcFWAWauKkkydP1qpV68yZM05PyJw588aNG8uXLy+4KsBE1MQZISEhdevWdeUG0Xnz5v33v//N69PgTqiJw37++eegoKA7d+64MuTs2bPFihWTWhKSKTY21uwluDNq4rA6depERkaavQrAcqiJw0gJkChqAkAGNQEgg5oAkEFNAMigJgBkUBMAMqgJABnUBIAMagJABjUBIIOaAJBBTQDIoCYAZFATADKoCQAZ1ASADGoCQAY1ASCDmgCQQU0AyKAmAGRQEwAyqAkAGdQEgAxqAkAGNXEYn2ULJIqaAJBBTQDIoCYAZFATADKoCQAZ1ASADGoCQAY1ASCDmgCQQU0AyKAmAGRQEwAyqAkAGdQEgAxqAkAGNQEgg5oAkEFNAMigJgBkUBMAMqgJABnUBIAMagJABjUBIIOaAJBBTQDIoCYAZFATADKoCQAZ1ASADGoCQAY1ASCDmgCQQU0AyKAmAGRQEwAyqAkAGdQEgAxqAkAGNQEgg5oAkEFNAMigJgBkUBMAMqgJABnUBIAMagJABjUBIIOaAJBBTQDIoCYAZFATADKoCQAZ1ASADGoCQAY1ASCDmgCQQU0AyKAmAGRQEwAyqAkAGdQEgAxqAkAGNQEgg5oAkEFNAMigJgBkUBMAMqgJABnUBIAMagJABjUBIIOaAJBBTQDIoCYAZFATADKoCQAZ1ASADGoCQAY1ASCDmgCQQU0AyKAmAGRQEwAyqAkAGdQEgAxqAkAGNQEgg5oAkEFNAMigJgBkUBMAMqgJABnUBIAMagJABjUBIIOaAJBBTQDIoCYAZFATADKoCQAZ1ASADGoCQAY1ASCDmgCQQU0AyKAmAGRQEwAyqAkAGdQEgAxqAkAGNQEgg5oAkEFNAMigJgBkUBMAMqgJABnUBIAMagJABjUBIIOaAJBBTQDIoCYAZFATADKoCQAZ1ASADGoCQAY1ASCDmgCQYdeaeHl5mb0EIBFxcXFmL8E0dqoJBYH1/f13qaeVxTY1ISWwHfWb1qOCYo+akBLYlEcFxQY1ISWwNc8Jig1qAsAWqAmgnYdsT6xeEy5zALuwek0A2AU1ASDD6jVRV5tc7AC2YPWaAG7AEx6CTUFNAEixQU242IGtecjGJIUtapKCoMC2PCclKexSkxQEBTbkUSlJYaOapPC8/zeAvdipJgCsjJoAkEFNAMigJgBkUBMAMqgJABnUBIAMagJABjUBIIOaAJBBTQDIoCYAZFATADKoCQAZ1ASADGoCQAY1ASCDmgCQQU0AyKAmAGRQEwAyqAkAGdQEgAxqAkAGNQEgg5oAkEFNAMigJgBkUBMAMqgJABnUBIAMagJABjUBIIOaAJBBTQDIoCYAZFATADKoCQAZ1ASADGoCQAY1ASCDmgCQQU0AyKAmAGRQEwAyqAkAGdQEgAxqAkAGNQEgg5oAkEFNAMigJgBkUBMAMqgJABnUBIAMagJABjUBIIOaAJBBTQDIoCYAZFATADKoCQAZ1ASADGoCQAY1ASCDmgCQQU0AyKAmAGRQEwAyqAkAGdQEgAxqAkAGNQEgg5oAkEFNAMigJgBkUBMAMqgJABnUBIAMagJABjUBIIOaAJBBTQDIoCYAZFATADKoCQAZ1ASADGoCQAY1ASCDmgCQQU0AyKAmAGRQEwAyqAkAGdQEgAxqAkAGNQEgg5oAkEFNAMigJgBkUBMAMqgJABnUBIAMagI7uXv37rFjx44ePRoWFnb5v27cuBEREREZLyYmJmXKlAHxAgMDs2TJkjNnzhw5cqgfixYtWrJkSfWjry+/7bXgPyssLTo6ev/+/b/G27dv34ULF555yKOsPPr56dOnn/iun59fsWLFqlWrVr169SpVqqRLl05+0Z6KmsCKzp8//80332zYsGH79u1RUVGCk9Xm5bd4U6dO9fHxUU3p1KlTs2bN1EZG8CyeiZrAQq5du7Z06dLFixcfPHjQgNM9fPjwu3i9e/fu2LHjsGHD8ubNa8B53RU1gSVs2rRp7ty53377rdo7GH/2e/fuzZw5Uy1A7VNGjRqVJ08e49fgBqgJzBQdHb1kyZJPP/00NDTU7LX85yJo3rx5q1atGjt2bJ8+fby8vMxekc1QE5hDdURtB8aPH3/58mWz1/L/3L17t1+/fsuXL1dZyZUrl9nLsRNqAhMsXbr0vffe+/PPP507PFu2bLVr165SpUrx4sULFCiQLl26lClT3o936dKls2fPqp3O7t27d+zY4XSq1LFly5Zdt25duXLlnJvggagJDKX+kPfu3TskJMSJY9WlR7169fr371+zZk1vb+8nvpsmngpN6dKlg4KCHn1x165dapexYMGCe/fuOXo6FSYVrNWrVzds2NCJ1XogagKDqCuIESNGqKub2NhYJw5XBZk0aVLJkiUdOqpCvI8++mjy5MkTJkx4/DqUZIqKimrVqtWmTZuqVq3q0IGeiZrACN9+++0bb7xx8eJFJ47NkiWLalDz5s2dPru6FBo9enTXrl3btm2rdisOHasC1KhRo59++unFF190egEegppAL/XX++DBg6dPn+7c4dWqVVOXKur6xfWV5MuXT0WhT58+c+fOdehAdZXUunXrAwcOpE6d2vVluDFqAo1+//13tR04cuSIc4f3799fXd34+PhIrcfX13f27NkpU6acMWOGQweeOHGid+/eixYtklqJW6Im0GXlypXdunWLiIhw7vDx48cPGTJEdkmPfPHFF6dOnQoODnboqCVLlrRv375OnTo6luQeqAnkxcXFvfvuu5988onTE6ZNm6YuSQSX9HdeXl5Lly4tUaLEpUuXHDpQXbLVqlUr4dNJeISaQFh4eLi6utm4caPTEyZOnKgvJY9kzJhRXUO1a9fOoaPUhdv8+fN79OihaVV2R00g6caNG/Xr19+7d6/TEwYMGPDPf/5TcElP06ZNmylTpji6VNUgavI01ARizp07V7t27T/++MPpCUFBQeqPq+CSkjZs2LAWLVo4dIj6t9u6dWvNmjU1LcnWqAlkqD9mtWrVOn/+vNMTChcuvHjxYiPfa9e0adNcuXI5+iqYGTNmUJNEURMIOHHiRLVq1Vx5/15gYODatWsNvhOaKlfr1q3V9Y5DR23evPn+/fupUqXStCr7oiZw1alTp6pXr+7iW4EnTpxYokQJqSUlX7NmzRytSVRU1Hfffde4cWNNS7IvagKXnD17VqUkObdrTUK9evV0P4nzNOXKlVPbIkdfFLNhwwZqkhA1gfNu3rxZu3ZtFRRXhqRPn97Rl7oL8vPzU0H58ccfHTrqp59+0rQeW6MmcFJkZGRQUNDx48ddnDNhwoScOXOKLMk56grL0ZqEhYXduXOH+90/gZrAGXFxce3bt9+5c6eLcypVqtSzZ0+RJTnthRdecPQQ9a9/4MABblPwBGoCZwwePHjdunUuDvHx8Zk2bZrIelxRoEABJ446dOgQNXkCNYHDli5d6ujzIInq1atX6dKlXZ/jouzZsztx1JkzZ8RXYnfUBI4JCQlRFXB9Trp06T744APX57jOuZq48jo9d0VN4IAbN240bdrU6ZsM/N3QoUOzZMni+hzXOXcPJGqSEDWBA9q3by+yw8+ZM+fAgQNdnyPC39/fiaOuXLkivhK7oyZIrkmTJm3ZskVk1DvvvGOdz/11riYiGzQ3Q02QLAcOHBgxYoTIqDx58og88iLFuc8qpSYJURM826MbIEl9QvDw4cNTpkwpMkpEVFSUE0dRk4SoCZ5t0KBBJ06cEBmVLVu27t27i4yS4lxNHjx4IL4Su6MmeIbt27fPmTNHatqAAQOce5xCn5s3bzpxlNX+LayAmiApaj8v+Mr3tGnTmvVe4SQ4V5OAgADxldgdNUFS3n333bCwMKlp3bp1s+A75a5fv+7EUWnSpBFfid1REzzV3r17p06dKjXN29u7f//+UtMEOfcKGpGPH3Qz1ASJi4mJ6d69u3OfQJ6oRo0a5c+fX2qaIOfuz0JNEqImSNzYsWOd/sTPRPXt21dwmiDnLuVy584tvhK7oyZIxPHjx135pL6EChcuXKNGDcGBgpyLZpEiRcRXYnfUBIkYMmRIdHS04MA333xTcJog9a958uRJJw6kJglREzxp+/btGzZsEBzo7+/fuXNnwYGCDhw48PDhQycONOUO+xZHTfAk8Q/ubNKkSaZMmWRnSnHuZpSZM2d27o5t7o2a4P9ZtGjRwYMHZWda7aX0f/frr786cVTZsmXFV+IGqAn+T0RExMiRI2Vn5s2b17KPv8bGxm7bts2JA6tUqSK+GDdATfB/Jk2a5OLnbCXUsWNHIz9a2CF79uz566+/nDiwdu3a0mtxB9QE/+vKlSsTJkwQH6tqIj5TysaNG504Klu2bGXKlBFfjBugJvhf48ePv3fvnuzMsmXLWvmZ1FWrVjlxVNOmTcVX4h6oCf7j5s2bgrcdeKx9+/biM6WEhIQ490qTNm3aiC/GPVAT/Mdnn30WHh4uO9Pb27tVq1ayMwUtWLDAiaNy5879+uuviy/GPVATpFAXODo+c0/9qcuRI4f4WBFRUVFLlixx4sAePXpY9kFl01ETpJg5c6ZzT20krXXr1uIzpSxfvvzWrVuOHuXr62up+2NbDTXxdOpvaZGPAX2Cj49P8+bNxcdK+fTTT504qkWLFjlz5hRfjNugJp5u/vz5ly9fFh9buXJli3yUX0Lffvvt0aNHHT1KXeBIfQaIu6ImHi02NnbixIk6Jlt5YzJq1CgnjgoKCuKdfkmjJh5t06ZNf/75p/hY9de4ZV+UsXbt2gMHDjh6lLpwGzNmjI71uBNq4tFmz56tY2y5cuVy5cqlY7KLYmJinHsjUrdu3diYPBM18VwXLlzYvHmzjsmNGjXSMdZ1U6ZMOX78uKNHpUuX7sMPP9SxHjdDTTzXvHnznLtR0DNZsyaqns5drYwbNy579uzi63E/1MRDxcbGqpromFygQIHixYvrmOyinj17OvFGpEqVKln2NpRWQ008lLrGOXfunI7JQUFBOsa6aOHChcHBwY4elTp16vnz5+tYj1uiJh5K0+OvSoMGDTRNdlpYWNjbb7/txIFTp04tXLiw+HrcFTXxRJcuXdq0aZOOyeovc6u9KS4mJqZ169Z379519MBWrVp169ZNx5LcFTXxRKtXr9b0+Gv16tVTpkypY7LT+vXr58QLTIoXL67pcSU3Rk080dq1azVNrl+/vqbJzpk5c6YT13QZM2Zcv3692mfpWJIboyYe58qVK87dqD056tatq2myE77//vsBAwY4epTaW61Zs6ZgwYIaVuTmqInH+eqrrwQ/q/zvChcunC9fPh2TnRASEtKsWbOYmBiHjvLy8lq4cGG1atU0rcq9UROPo/7i1TTZOndyDwsLU9dcTjzyOmnSJG7U6DRq4lmuX7/+008/aRpukZqcOnVKbS6cuM3CJ5984sSVER6jJp5l3bp1mp7N8fPzs8IFgkpJ9erVz58/7+iBH3744bBhw3QsyXNQE8+i79mccuXKpUmTRtPwZDpy5IjaHzmxK5k4caL4py97IGriQSIiIrZv365puNoRaJqcTDt37mzYsKGjd3v18fGZPXt2165dNa3Ko1ATD/LLL79ER0drGm5uTVauXNmlS5eoqCiHjkqdOvWyZcus+cYiO6ImHuT777/XNDkwMPDVV1/VNPyZPvroo9GjR8fFxTl0VK5cuTZs2MBngAqiJh5EX00qVqxoygvq796926lTp6+//trRA8uWLbtu3Tpr3iDOvqiJp/jrr78OHjyoaXjVqlU1TU7C4cOHW7Zs6cS91Hr06DFt2jSrvZ/IDVATT7F9+3ZNL4FVqlSpomny06gcDBkyxNEHStQVmTqQx1w1oSaeYtu2bZomBwQElCtXTtPwhK5cudKzZ8+NGzc6emCpUqWWL19erFgxHatCCmoiSP0uv3//fv78+c1eSOL0PWhSoUIFw64aVA769et38+ZNh47y8vJSR02YMIGrG62oiYzbt2/XqVPn7NmzCxcutOA9lq9evXrs2DFNw425PdL58+ffeuutb775xtED//GPf8ybN88Kr9N1e9REQGRkZMOGDX/77Tf18yZNmvzzn/8cN26cj4+P2ev6P3v37tU3vHLlyvqGp4i/IfbUqVPff//98PBwhw5UW5I33nhj4sSJ3KnEGNTEVQ8ePGjevPnf7xgyadKkXbt2rVy50jpPQDpx87FkUtFUVzqahqeIv0AbOHDgkSNHHD2wePHiM2fOfO2113SsComiJq7q3Llzws+4UnEpU6bMrFmzLPIBmvv379c0uXTp0pr+5j958uSQIUOceC1JqlSp3nvvPbVD9PXlt7eh+M/tkn79+i1fvjzRb127dk3tWVRNpk2bljNnToMX9gR9exMdf/lfvnz5gw8+mDdvntr3OXps69atJ0yY8Nxzz4mvCs9ETZx35syZ1atXJ/1r1q1bt23btvHjx/fq1cuYVSWkuubEO/STqVKlSoLTrl+//umnn6r+3r9/39Fjy5YtO2XKlIoVKwquBw6hJs7Lly/foUOH2rdvn/RLOW7fvv3mm28uXbr0yy+/fP755w1b3mP6NiYp4l9TLzJHJU91ZMaMGY4+1Joi/tMFP/roo7Zt24qsBE6jJi7Jnj37d9999/HHH6udedJ3Ifr5559LlizZtWvX0aNHG/zorL4HTfLkyZM7d24Xh5w6dWrSpEkLFy6MiIhw9NgcOXK8++67at/HQyRWwP8DV3l5eanf0FWqVGnXrt2FCxeS+JUqN3Pnzl2yZEm/fv2GDx+eMWNGY1aob2/i4vuGd+3aNXnyZOfueq06Pnjw4D59+gQGBrqyBgiiJjIqV64cEhLSs2fP9evXJ/0rIyMjJ06cOHv27KFDh6qsGHC/MrUwTZOdq0l0dPTKlSu/+OKLffv2OXG42o8MGTJEXTzSEauhJmIyZ86s/ppdu3Zt//79L126lPQvvn379siRI8ePH9+9e/e33npL3+vxHzx4cObMGU3DHa3JiRMn1O5MXdRcu3bNidMVKlRo0KBB6mrR39/ficOhGzUR1rx581q1ag0bNkztPp55/547d+5MmTJl6tSpDRs2HDBggI739Z8+fVrTbaVTpkyZzFsNRUREqM7OmzfP6ftIli1bVu1H1H9bdV3p3AQYgJrIS5cu3cyZMzt06NCrV6/kvDsmNjb2m3glSpTo0aNHq1at1GZeajFhYWFSo55QqlSpZ76J7scff/zXv/61Zs2ae/fuOXEKX1/fZs2aqb0ez/vaAjXRpVKlSiEhIWrr8cknn6jrmuQccuTIEbVDUZt5tUlp27at+qs4Q4YMLi5DX02SuAvB3r17V6xYsWrVqqQflk5C1qxZVVj79Onj+nNGMAw10cjPz2/o0KE9e/YcO3bs9OnTIyMjk3OU2qpsi6f+LNWtW1c1pWbNmk4/qXzy5EnnDnymhDXZtWvXo0eO1OWV02NVSd944w21JVH/9VxbIIxGTbTLmDHjxIkT33777ffee2/x4sXJfzY0JiZmQzz182LFitWMp/6wpU2bNvln1703iYqK2r59u7pMW79+/TMfe05C9uzZ1bWhKm+RIkXk1ghDUROD5MmTZ8GCBUOGDHn//ffVHzxHX2FxLN4XX3zh6+ur/hhXqFDhpZdeKlOmzPPPP5/0A5Oa9iYpU6b86aefhg8fvnXrVideBf+Y2oA0bNiwS5cu9evXt9Q9HOAEamKoF154Yc2aNWq/8Nlnny1cuNCJV5E/ePBgR7xH/5gqVarSpUs/Kov6Wz1//vzqmuhxX+Li4ly56EhCdHT0m2++6coEFcT27du3adMmc+bMUquCuaiJCQoWLKh2GR999NGsWbOmTZt28eJFp0epfcHOeI+/onYN+fLlyx8vS5Ysjt6HWTfV07Zt27Zr186yt7yE06iJaTJkyKCuFAYPHrxy5cp58+b9+OOPjn6+VKLUruFEPNdHCVIRadmyZYsWLYoXL272WqALNTGZr69v+3jnzp1bunTp4sWL9d3A1Xjq+qtJkyYqItwp3hNQE6t47rnnhsc7cOCAaorasFy+fNnsRTnDz8/v9ddfbxyPuxZ5FGpiOS/FmzJlysGDB4Pj7dy504m7kBksW7ZsdevWrV+/fp06ddKnT2/2cmACamJdZeK98847d+7c2bp1q8rK9u3b9b0azQk+Pj5ly5Z9FJFXXnnF7OXAZNTEBtKlS9csnvr5rVu39sbbs2eP+tGUq6ECBQrUqlWrdu3a1atXZxuCx6iJzWTMmLF2vEf/eP78+d9+++1kvLCwMPXjn3/+GRMTo28BI0aMGDNmjL75sC9qYm954v39K7GxsefOnevSpcuPP/6o44w1atTQMRZugJq4G29v73z58ml6e46vr6/Wz+KCrVETN3TmzBlNH3nx0ksvcf9EPA01cUM///yzpsm6P3IYtkZN3NAvv/yiaTI1QRKoiRvStDfx8vLiQ8KRBGribm7evBkaGqpjcrFixTJlyqRjMtwDNXE36jJH5L3ICbExQdKoibvhQROYhZq4G57QgVmoiVuJjIzU9KnDzz33XN68eXVMhtugJm5l165dmt6kw8YEz0RN3AoPmsBE1MSt6HvQhCd08EzUxH3ExsaqKx0dkzNlysTdofFM1MR9hISE3L17V8fkSpUq6RgLN0NN3AcPmsBc1MR9UBOYi5q4D001CQwMfPnll3VMhpuhJm4iLCxM0x2ny5cv7+vL7xM8G79L3AQvqIfpqImb4EETmI6auAlNexMfH59XX31Vx2S4H2riDq5du3bixAkdk8uUKZM6dWodk+F+qIk74EETWAE1cQf6HjTh7TlIPmriDnizH6yAmtheeHh4SEiIjslFixbNmjWrjslwS9TE9nbu3Pnw4UMdk3nQBA6hJrbHK01gEdTE9nhCBxZBTeztwYMHu3fv1jE5d+7c//jHP3RMhruiJvZ24MCB+/fv65jMszlwFDWxNx40gXVQE3vjQRNYBzWxt19//VXH2AwZMpQoUULHZLgxamJjoaGh169f1zG5UqVKXl5eOibDjVETG+NBE1gKNbEx3p4DS6EmNqZpbxIQEFC2bFkdk+HeqIldXbp06fTp0zomlytXzs/PT8dkuDdqYlc8NwyroSZ2xUOwsBpqYlf6bitdsWJFHZPh9qiJLd25c+fw4cM6JpcqVSpNmjQ6JsPtURNb2rFjR2xsrI7JXObAadTElnjQBBZETWyJJ3RgQdTEfmJiYvbu3atjcuHChbNly6ZjMjwBNbEflZLIyEgdk9mYwBXUxH74LC5YEzWxHx40gTVRE/vZsWOHjrE5cuQoWLCgjsnwENTEZo4cOXLr1i0dk9mYwEXUxGZ4pQksi5rYDA+awLKoic1o2pukS5euVKlSOibDc1ATOzl79uy5c+d0TK5YsSK3lYaLqImd8KAJrIya2AkPmsDKqImdaNqb+Pv7lytXTsdkeBRqYhu3bt06evSojslly5ZNmTKljsnwKNTENnbt2hUXF6djMrduhAhqYhshISGaJpcpU0bTZHgUamIbv/32m6bJ1AQiqIltaKpJ6tSpCxcurGMyPA01sYeoqKjjx4/rmFyqVCletwYR1MQefv/994cPH+qYzGUOpFATe9D3oMmLL76oaTI8DTWxBx6ChfVRE3vQVBNfX98SJUromAwPRE3s4ciRIzrGPv/88/7+/jomwwNRExu4devW1atXdUwuWbKkjrHwTNTEBo4dO6ZpcvHixTVNhgeiJjagryY8aAJB1MQGqAlsgZrYgKaapEqVqkCBAjomwzNRExvQVJMXXnhBx1hj/Pvf/1Ybq9y5c5u9EPwfamJ1ERERZ86c0THZvpc5MTExbdu2vX37dpUqVTp06NC8efP06dObvShQE8v7448/NN0kyb5P6GzevPmvv/5SP9ker2/fvg0aNOjYsWPjxo3NXppHoyZWp+mtwynsvDdZtmzZ3/8xKirqq6++unXrFjUxFzWxurCwME2Tn3/+eU2TtQoPD9+wYUPCr7du3dr4xeDvqInVnTx5UsfYgICAvHnz6pis2/r16yMiIp74oq+vb/PmzU1ZDx6jJlanqSaFCxe26U2SnrjMeaRGjRqZM2c2fjH4O2pidZpqUqRIER1jdbt06dKWLVsSfp3LHCugJpamtvTqz4+OyUWLFtUxVrfFixcnvAedv79/s2bNTFkP/o6aWJqmjUkK29Zk4cKFCb/YsGHDdOnSGb4WPImaWJq+J3TsWJNdu3aFhoYm/HqHDh2MXwwSoiaWdvr0aU2T7fi4yYIFCxJ+MWPGjPXr1zd+MUiImlja2bNndYzNnDlzhgwZdEzWJzw8fOXKlQm/3rJlSz8/P+PXg4SoiaVpqokd3zq8dOnSO3fuJPx6ly5dDF8LEkdNLE3T+/3y58+vY6xWM2fOTPjFokWLVqhQwfjFIFHUxNI07U1sV5OdO3ceOnQo4dfZmFgKNbGuyMjI69ev65hsu5okujHx8fHp1KmT8YvB01AT69K0MUlht5rcuHFj9erVCb9eu3btnDlzGr8ePA01sa5z585pmmyvR2HVxiQqKirh13v27Gn8YpAEamJd58+f1zHW29vbRu8ejomJmTFjRsKvq11JUFCQ8etBEqiJdV2+fFnH2Fy5ctnoBRrLli1L9L9D165dfXx8jF8PkkBNrEvT+/3y5MmjY6wmn332WcIvenl5cZljQdTEujTtTWx0n/dt27Yl+sRw3bp18+XLZ/x6kDRqYl3UZMKECYl+vW/fvgavBMlBTaxL05WOXWqyf//+RG+MVLBgwXr16hm/HjwTNbEuD9+bfPzxx4l+vXfv3ja9B6XboyYWFRkZeffuXR2TbVGTo0ePfv311wm/nipVqm7duhm/HiQHNbGoa9euaZpsi5p88skniX4mWZcuXWx3LwXPQU0s6ubNm5omW//V6CdPnlyxYkXCr6sLnAEDBhi+HCQXNbGoW7du6RgbEBCQOnVqHZMFjRo1KuGtpFPE3/+1UKFCxq8HyURNLErT3iRLliw6xgr6/fffE73HmvLPf/7T4MXAIdTEojy2Ju+9915sbGzCr5cvX/711183fj1IPmpiUZ5Zk/37969fvz7Rbw0fPtzYtcBh1MSiPLMmI0aMSPTrL7zwQuPGjQ1eDBxFTSzq9u3bOsZmzZpVx1gRwcHB3333XaLfGjZsmMGLgROoiUXdu3dPx1jL7k1iY2MHDx6c6LcKFCjQrl07g9cDJ1ATiwoPD9cxNn369DrGum7OnDlHjx5N9FsjR47kVia2QE0sSlNN0qZNq2Osi9RGbNSoUYl+S21MuJW0XVATi/KomowZM+bq1auJfouNiY1QE4vynJqEhoZOmTIl0W8VKVKEjYmNUBOL0lSTNGnS6BjrirfeeismJibRb6k9CxsTG6EmFnX//n0dY622N1m5cuW2bdsS/dbLL7/cokULg9cDV1ATi3raX9cuslRN7t27l8Rbbz755BMjFwPXUROLevDggY6xAQEBOsY6Z+TIkRcvXkz0W/Xq1atZs6bB64GLqIlFaaqJr69V/o/v2bNn+vTpiX7Lx8fn008/NXg9cJ1Vfm/hCYne4MN1FqmJamXPnj0Tfa+w0qtXr2LFihm8JLjOEr+3kJCmvYlFPuVv7Nixhw8fTvRbGTNm/PDDDw1eD0RQE4ty4yudgwcPPu1+9Cnib1WfOXNmI9cDKeb/3kKiEr3HsutM35tER0d37tz5ac9YvfTSS2+88YbBS4IUamJR6o+9+oMnPtb0F4ONHDnyyJEjiX7L29t7+vTpfFaOfVETi/L399dRk4cPH5oYlC1btkyePPlp3+3du3f58uWNXA9kUROLUjXR8elcqlCBgYHiY5Pj6tWrnTp1etoVXJ48eXi5mt1RE4tSNdExNjw83JSaxMbGtmvX7mlvFFZmzJhhwfcQwSHUxKLSp09/4cIF8bE3btww5fZrw4cPf9r7cZSOHTs2bNjQyPVAB2piUdmzZ3/avchcoXYHRYsWFR+btDVr1iTx2lZ1jfP5558buR5oQk0sKlu2bDrGnj59unLlyjomP82+ffu6dOnytO96eXnNnz/fsveXhEOoiUVpqklYWJiOsU9z7ty5Ro0aJXF3hf79+/PuPrdBTSwqX758OsYePHhQx9hE3bp1q379+pcvX37aL3jppZcmTJhg2HqgGzWxKE2Pbuzdu1fH2ITCw8Pr1av3+++/P+0XpEmTZsWKFaa/NheCqIlFaarJlStXjhw5UqJECR3DH1OXNkFBQXv27Eni18ydO7dQoUJalwGDUROLKlCgQMqUKXW8HHbjxo1aa3Lv3j11gfPLL78k8WsGDRrUqlUrfWuAKaiJRXl7e7/44otJ//XunEWLFun7hPDr1683bNgw6WVXrVqVh0vcEjWxrtdee01HTUJDQ7/77rtatWqJTz5x4oTalST9tFHBggXXrFmjWil+dpiOmlhX5cqVk3iPnCs++OAD8ZoEBwd36NDh5s2bSfyaDBkyfPvtt5kyZZI9NSyCmliXqomPj4+OWzru2LFj/vz53bp1E5kWGxs7evTojz/+OOl7sqRMmfKrr74qUqSIyElhQdTEutTf4Soo27dv1zF8wIAB5cuXL168uItzjh492qVLl3379iX9y9SlzdKlS6tWreri6WBl1MTSWrRooakmj555+f77751+mvbu3btjx46dMmVKcp54mj59evPmzZ07EeyCmlhas2bN+vfv/7R7u7vo3LlzlSpVWrJkiaOPoagSzZkzZ/z48UncYeDvJk2axP0ZPQE1sbQcOXI0btx43bp1muZfu3atbt26rVu3HjVqVHJeL6euaFR9Fi1a9NdffyXzFJ9++unAgQNdWiVsgppYnfqjqK8mKeJvZ70iXsWKFevVq1ehQoXChQtnyZIlMDAwIiLi9u3bp06dCg0N/fXXX7dt23b27NnkT/by8po8efLbb7+tb/GwFGpida+99torr7zyzIc5XbcjntQ0X1/fefPmdezYUWogrI+a2MD48eNr1Khh9iockDp1arXZadCggdkLgaGoiQ1Uq1atcePGX3/9tdkLSZbnnnvum2++KV26tNkLgdGoiT1Mnjz5+++/v3fvntkLeYaKFSuuXbs2e/bsZi8EJqAm9pA/f/4ZM2Z06tTJ7IUkZdCgQeqizPQPAINZqIltdOjQ4YcffliwYIHZC0lEtmzZ5syZExQUZPZCYCZqYiezZs26cOHCli1bzF7I/9OkSZPZs2eb8sEasBRqYid+fn7r1q2rU6dO0vciMkzu3Lk/++wzXjKPR6iJzQQGBgYHB3fq1Omrr74ycRn+/v79+vV7//33+YA+PEZN7CdVqlRr1qz5MJ6mt/AkwcfHp0OHDurUzz33nMGnhsVRE7tS+wJ1ydOrV6/Dhw8bc0a1H+ncufPQoUMLFChgzBlhL9TExsqXL3/gwIFp06ZNnDjx4sWL+k6UP3/+nj17duvWTdNnhsE9UBN7U9cdb7/9dp8+fRYtWqSycujQIcHh2bNnb9asWatWrapUqSI4Fu6KmrgDPz+/7vGOHz++atWqjRs3hoSEOPfpGenSpStbtmz16tVr1ar18ssve3l5ia8W7oqauJUiRYq8G0+lZP/+/fv27QsLCzsT78aNG/fjRUZG+vr6BgQEpEqVKkuWLGoDkidPnsLxSpcurelTweAJqIl7Spky5avxzF4IPAg1ASCDmgCQQU0AyKAmAGRQEwAyqAkAGdQEgAxqAkAGNQEgg5oAkEFNAMigJgBkUBMAMqgJABnUBIAMagJABjUBIIOaAJBBTQDIoCYAZFATADKoCQAZ1ASADGoCQAY1ASCDmgCQQU0AyKAmAGRQEwAyqAkAGdQEgAxqAkAGNQEgg5oAkEFNAMigJgBkUBMAMqgJABnUBIAMagJABjUBIIOaAJBBTQDIoCYAZFATADKoCQAZ1ASADGoCQAY1ASCDmgCQQU0AyKAmAGRQEwAyqAkAGdQEgAxqAkAGNQEgg5oAkEFNAMigJgBkUBMAMqgJABnUBIAMagJABjUBIIOaAJBBTQDIoCYAZFATADKoCQAZ1ASADGoCQAY1ASCDmgCQQU0AyKAmAGRQEwAyqAkAGdQEgIz/AXF7ksmr6+5uAAAAAElFTkSuQmCC) f(x)= sin x (6)
2) назорат саволлари :
а) жуфье ва ток функцияларнинг Фурье каторларининг тузилиши кандай булади?
б) ихтиёрий даврли даврийфгунксиялар Фуре каторига былган ёйлмаларининг кыринишио камдай былади ?
в) функцияларни жуфт ёки ток равшда давом эттириш дейилганда нимани тушунамиз?
3) таянч сузлар (иборалар) :
даврий булмаган функцияни Фурье каторига ёйиш , уни ёки косинуслар ёки синуслар буйича ёйиш демакдир .
4) Адабиётлар:
1 А-9-боб,*26,
2 А-17-боб,**4,*5,*6.
11-МАРУЗА
КАРРАЛИ ВА ЕГРИ ЧИЗИКЛИ ИНТЕГРАЛЛАР
ИККИ УЛЧОВЛИ ИНТЕГРАЛ ХАКИДА ТУШУНЧА,ХОССАЛАРИ ХАМДА ГЕОМЕТРИК МАЬНОСИ.
Do'stlaringiz bilan baham: |