С
Бір қалыпты таралған күштің қарқындылығы, жанама күш, ию моменті араларындағы дифференциалдық байланыстарды анықтау үшін VIII.8-суреттегі арқалықты қарастырайық. Сол жақтағы А тірегінен z қашықтығында жаткан көлденең қимада пайда болатын жанама күштің өрнегі
, VIII.02
ал z+dz қашықтығында жатқан көлденең қималары жанама күштің өрнегі
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B356uAePqU2H2KRDQBAIMAHx+f79+/E3Mha8WKFWI9S4U5c+bs3LmTuAISEBCQmprK436EzZs3g1dTSWzUqBEoCp61RBCGA5r6ZYN8fX0jIyOhWykn7tu3Lz4+fsCAAbqqFUIhyglgIl5eXkQBAJw8eRIFACIQ4gjG1NRU+zVBiiXFwPlSEDuFLgVAYWHhwIEDiQcsZPJxM4ynjYyMRHkWHSoUyYQJE+hZ8JPv2LGjb9++ahWYnZ09fvx4ejr9NDCCqEV6ejo9Ub9sEHTk6dOnU8EilQkKCurcuTPO2OkWEU8Aq9CuXbuIiAhilsqtNAjCA+LtdSgAELEoBs6XQnICYO7cuadPnyZmmZmZxcbGlixZUpQHMTFq1KjZs2cTd0EtWLBAXQEwZ84c+sFiJyenbt268a+iwcO0DvPz508t10RXvHnzRjmMpgK9s0He3t61atW6f/++ciJ0GXrAXETLMK0AQO+rW7eukJJZ7mR9+PChkJIRBPj27Rs9EQWAKKDzLTbOV8bQKYgXthSJCAIgOTl55syZTLkwJhDoeLhgYWHRv3//VatW0bNu3rx57tw57icBHj9+HBUVRU8PDAwUVEXE4Ll37x49EbQxaEvtV0YIRkZG48aNCwoKUklfuXLl2LFjq1atqpNaIaDBmK6DAcEmMCQaSwShjx8/CikZQQDi4XUUAIgoFBvnK2PoFEyxH9gRKgAKCwvHjBnDFPSzZcuWwcHBAh/BkQEDBhAFALBlyxbuAmDRokX0kwzwjau7jIAgKvz777/0RGdn5xIlNHght4bo16/fxIkTVYxOXl5eREQE8UQ+ogU0dAKYgmVzFz/fgyDKqATco0ABgIhCcXK+xE5B7D5FIvQ/Hxsbe/36dWKWkZHRihUrNLf1XwU3N7cyZcrQt+7I5BeTrV69mkshHz582LRpEz29U6dOdnZ2QquIGDZEG6SPS5Ay+Xxwhw4dDhw4oJK+cePGOXPm4EkAnaC5E8Ayhh0aFBgDFBEOrgAgmqM4OV+pCIDc3FyWc7E+Pj6NGjUSUr5aGBsbt2nT5p9//qFnvX37Flwjlx87OjqauJXK29tbeA0RA0dl0zyFntogmbxT0AXAly9foBP98ccfOqmSgaO5E8Ay+f4ipqwyZcoILBxBiPsI9HGCFpEgxcn5Eo/UMm3DYUdQ71q6dOmzZ8/I5ZYoMWfOHCGF86Bhw4ZEAQCcPXuWy49NnP43MjLq0KGD0MohxZHv379D07pw4UJqampmZubz589hBAyJZmZmlpaW9vb2lStXrlevHihhd3f3J0+e0EvQUxskk8eFJKZDJ0IBoBM0ugLActK3SpUqAgtH9ILHjx+fOHEiLS3tzp07YO5ycnI+ffr07ds3GJFYWVnZ2dmBxatYsWIlOVWrVnVycnJ0dOS4QGRiYkIfxOTn56MGQIgYrPMlTvbz6yb8u9bXr19Z7sQdMmRIrVq1eBfOD5Z9rixzYwquX7+ekZFBTwddUa5cOUE1Y6awsNDGxgYarrjFli1b9s2bN+KWiSiTkpKydu3aXbt2EX+7b3LevXuXnp5+9OhRKpEYioHdBkm5efzyyy/Q4+g96/bt2zBE0NX96vCdf/78WSeP5g4MmGCcJG6Z0FSY7roHd1ijRg2B5avc/KAMeFmBhSNSBgZPf/31V0JCwt27d4lvyJMDXY8+z2pkZARiwNnZuX79+uBJmzdv7uDgQCwEOgVdAMB4TnMCQMrWFWHBwJ0v8botbQuAjRs3slw+TI8QogVA8DFlEReAVNi2bRsxvWXLlvzrVBSgXEVvYTL56RbRy0QooJ0sXLiQR+xzesy10qVLs8+eSrx5QNcgSuutW7fOnTtXlEeoy/jx4+Pj43XyaO7UrFmTuCdVCA8ePGBqKjBAF34W68yZM0xZbm5uAgtHpAlYufDw8AMHDvCOFwmjqGdyjh8/LpMPuZgsJ3EEA2MdkK/8Hl0kEreuCB10vjIGAcAv1D5/AcAUcgdo3bq1TuaEKlWqxJT16NGjIj+emJhITG/evDnvKhUJy6q9EDQqWgwWsDuBgYFnz54Vq8Aip8kl3jxatGixZs0aevrBgwd1JQAMFpamIjwEEDjCw4cPM+V6enoKLB+RGq9evQoNDY2LixM3VHz9+vWZspgEgIhPV0Hi1hVRBp2vAt0LgMuXLxN3y1AEBATwK1YgpUqVYsoq8pq0ly9fMi2gu7q6CqoWK1z2JqlLjRo1ZsyYIXqxhgx4wenTp0dERNAXqS0tLX18fDp27NiwYUOQoNAPs7Oz379/f/Xq1aSkpJ07d7IslBW5B1HizaNJkybEdKj227dvWSLHI6Kj0RPAsbGxTFGAfvvtN5aZF0Qf2bNnz8iRI6ELq6Sbm5v37Nmzffv2bm5u9vb2NjY2is0/WVlZT548SU9PT0tLS05OZtrkwKJFwZDSr2rSqACQuHVFKND5qkDsFPxCsfEUAJs3b2bKKleuXI8ePfgVKxCWr6DIbcHUAiUdMzOzmjVrCqoWKyoqs1q1auBQwbzCQx0cHOzs7KysrOg3+CQkJPTq1YtYoLGx8caNGzW3bGqAgEHp16/fsWPHVNJLlCjh7+8/c+ZMlRCx/5FTu3Zt+NTy5cvj4uLgPcQbmoq0QRJvHlANU1NTuj0qLCw8ceJEnz59RHkKwgXNnQDOzc1duHAhUy4e+C5OQM8NDg6OjIxUSYehVWBg4LRp02xtbZXTLeRAooqXPHXqlIeHB718lhUAa2treqI2VwCkZl0RGTpfEsROAWqcR1E8BQBTsB2ga9euujq2z3IfTZFBUi9cuEBMh5bEdI22KCgamYuLS3R0dNOmTYv8yJs3b0aPHs2UO378eO63niFF8u+//3p6etK3kNWrV2/Hjh116tRh/zgYiBEjRvTv3x/sBb19crdB0mweJiYm0EHS0tLoWdChUABoE82tAIAHJcbQAKD9d+zYUUjhiHT49u0bWKq9e/eqpNeqVWv37t1qtSKmGTcWAUAcwWhHAEjTuiLofInoWABcv36dKfon0L17dx5lisKnT5+Yslh2B1EwxbgQHj2DhdzcXMXp5PDwcC4tDADhy7TACl0C916LyMOHD93d3Z8/f66SDo08Nja2yEalAPoLUZ2y2yC9aB4ODg5EAXDt2jVxH8QRa2vrsmXL6uTR3BE9cP7Xr18zMzOJWfb29kL2Yh06dCgiIoKYZWxsvHbtWt4lI5Lix48fYNYUUVMUtGjR4uDBg+oOL4hytLwcpo8QH/Hx40e1nssdvbCuhgw6XyboO+VkrDe1s8BHANBthALwvm3btuVRpijwFgA/f/5kmj/T6PbW27dvU0eswCx269aNy0fi4+OZll9MTEw2bdpkZmYmZhUNGDAcHh4edAPUp0+fLVu2qBVWhXhbduXKldk7rV40D6YOwiNQgyislqOTR+sQRVOhI+QEcFJSUu/evZlKnjJlSuvWrXkXjkiHwsLCQYMG0T178+bNjxw5wn2wpYDY/Vmm/wGVzUUU7969U/fRHNEL62qwoPNlgdgpVLZCcYSPAACvwJTVvn17Hd7dzXLSl92EgdRjOuImerhuZRRrTIMHD+ayb+rFixeBgYFMuaGhoY0bNxatcoZNbm5up06d6IuP0MJjY2PVDapItEHclyCl3DyYYu9+/vz5wYMHGj0/gyjQxP6fdevWjRs3Li8vj5jr5eX1559/8isZkRrz58/fsWOHSmLVqlX37NnDY/QvY2iQ7FrU3t6enqg5AaAX1tUwQefLDrFTVKhQgUdRfAQA03Z5mTwAKI8CxYIl1ie7PIKRClOWRrcTKKzkiBEjuLx/+PDhTKfa69evHx4eLlrNDJ6goCD6qcoqVaps376dR7wtfjZIL5oHy26WzMxMFADaQdwTwHfu3AkODj5y5AjTG3r16hUfH29iYqJuyYgEOXfuHN04GBsbb9u2jd8NmMrbJ5RhXwEgjmDokYjEQi+sq2GCzpcdYqf45ZdfeBSltgB4+PAhy7Y8jYbMLxKWu3WqV6/O8kEW5cBvZxVHqFb+22+/cbk1ef369YcOHSJmmZqagjLGK9PFYseOHdHR0SqJ4BHhS+bXHoRMQki8ebB8IWArNPFEhI4oKwAFBQUw6IeGtHfvXqZtP0ZGRuCeFy9erNHQCIjWgMH64MGD6QEWJ0yY0KxZM35lpqWlEdsP+woAUQBoegVA4tbVAEHnWyTETqElAcCytdfc3Lxhw4Y8KiEWvAUAy0hFCwKAi8R88uQJWGSmXNCXwkN9IxTZ2dljxoyhp48aNapNmzY8Cnz9+vWrV6/o6RxtkMSbBwoAKcC0AgCOs27dusQsGPl9+vTp5cuXjx49omK3JyUlsd+X4ujoCK4O45wUJ+bPn0/vp+XLlxcSrZwoR0uWLMketoW421bTAkDi1tXQQOfLBWKn4LdZXW0BcOfOHaasRo0a6VYH37t3jymLXQAQw8RSaFQAgPfl+E4/Pz+mI85NmzadPHmyeJUqGnEn//iVJu79lMrMnDnz/fv3Kok2NjaQzq9A4gwE9JQio5jpRfNg6SAsscIQEXnx4gXTOAm6iShRyatUqRIUFBQQEGBQxxzFNXSaM1m8ef78+aJFi+jpYWFhVlZWvIslzhI6Ozuz799wcHCgJzLFVBGOXlhXOuh81aJYOl9ip+C325bPFiCmLOjhPGogFtAor169ypRbu3Ztls+yTDNoVABwJCoq6tSpU8QsCwuLTZs24XK8WICGJMaQCQkJ4R1LkWiDoEHyu7ubjm6bB0sHoZtyRBNo4sZKCmg5zZs39/f379u3L+74L35ERETQD3mDoRs2bJiQYokNkv0AgEwecdvIyKiwsFA58fHjx0JqIhx0vloDnS9H6FvWTU1Nq1atyqMotQUAS4fU7YG/GzduMF0+AmaF/Qg2y0iF3/UKInL//v3Q0FCm3Hnz5rFrG0Qt/vzzT/qdcVZWVmPHjuVdJr89iBzRefNg6SAoALQDywlg3ri5uQ0fPrxbt278joEi0uft27f0zdbAyJEj6febqgWxQRYpAMzMzCpXrvz06VPlRKbbLbSDzq2rQYHOlyP0TlG9enV1gyNRqC0AXr9+zZTF5bSE5jh//jxTFlSMfSKfZQVAt0vehYWFQ4YM+fr1KzG3TZs2QUFBWq5SMebFixe7d++mp/v6+grRgZqzQVJoHiwdRHP7dxFlNLECUKVKFRAAoheLSIeNGzcSg18PHjxYSLHPnz8nKn8u91E4OjqqCIAPHz7k5OToZBpOCtbVcEDnyxHQ7fQdR7yVhtoCgCUsF3EPn9Y4d+4cU5abmxv7Z5mWDmTyo0v86ySYxYsXMwVdBWW8YcMGLdeneLN27Vr6DAQQEBDAu8zc3Fzi2XRRbJAUmgdLB2G5mA8RERYBcO/ePZZ5mdWrVzPNru3duxdGchq9BhHRLZs2baInNmnSBEbhQoplao1FrgDI5CLh5MmTKokPHjzQSXARKVhXwwGdL0eIa2INGjTgV5raAoAlTITo99tzB5oOS9Tqli1bsn+c6bIbmfy8CP9qCSMjI4MlFMOSJUvYTzYjalFQUEBcEHdxcSnywBALt27doofYk4lhgyTSPFg6yPfv37VQAQMHWhdTYAZLS0v2bZm+vr6hoaHE6Y/8/HxwybNnzxanlojEuH79+u3bt+npnTt3Flgy8QRweTlFfpYoEmDEo30BIBHraiCg8+UO8dIq7QkAlrGykLgBAjlx4gTL7QRdunRh/zhRelLoagUAGi64Z6Zvu0OHDhzvp0A4cu7cOeLB/169egkplrgECT1FoIGQTvNg6SAoALQAjP6Zvud69eqxbwyFdjho0KA1a9YQc8Elg5PT7RIooiEOHDhATAfTIbBkfieAKYjjGO0fA5COdTUQ0PlyhxiGR3sCgGWsbG1tza8SwiHuHqNwdXUtciGbZaSiK/83d+5cpqBGtra269at03J9ij1MHrFr165CiiXaIBcXFyFlyqTUPFAA6BaBdwCPGTOGSQC8fv16x44dAwYM4F85RKocPnyYnmhpaQnuUmDJRAHA5QAAULduXXNz89zcXOVE4kqFRpGOdTUQ0Plyh27wy5QpU6NGDX6lqS0AwN8zSR+BoQN4A4Js7969TLlc2hBxnYhCJ8HvoOFCI2PKXblyJb9LH8SCXxhgpnhYEgmPTbRBNjY2HOeumNDEISRJNQ+WLUD5+flaq4bBIvAO4Hr16v36669nzpwh5kZFRRmyAJCIaRKdb9++paSk0NMbN24sMGohaH7ibTwcrSiMLtzc3FRa45UrV4RUSV0kZV3poPPlTrF0vnTtIeRmRrUFQKlSpZgEAKTrRAMkJCSwHE3msooEgximlQ1I1/IiADzR19eXqT7du3c3ZJesIZ49e3b37l16evPmzflF16IoLCwkTtAKsUFSax4SXD0zKAQKAJl8EYBJAMAw8dq1a40aNeJZOUSSwCCGOOfFeyOBgtu3bxNlP/eRHF2O3rlz5+vXr6LcZ1ckUrOuhgA6X+7k5OTQzwC0bt2ad4FqCwCQZUzhvaGX6kQAgOpiygJrwuUQCYxUmH5UGN9oeRwTHh6elpZGzCpXrtxff/2lzcoYCMSpApk8JoaQYu/fv088YSnEBkmtebAcCjI1NdVmTQwTgVuAgB49elSoUIHp5kuwrhjwpJgBoo6Y7uTkJLBkohwFB8r9KCe4bJWUnz9/pqamFhnJQxSkZl0NAXS+3Ll69arKTXkyLQuA6tWr0+8ho3j16pX2AwHduHGDJQDomDFjuBQCIxWmeK4gAEqVKsWzcuqTkpISERHBlLt27VreV+IhLDD1aoFXWxADYsgE2CAJNg9cAdAhHz9+VImbrsDe3p7jHV4lSpQYMWIEU8Cf7du3L1myRIcR3hDRSU9PJ6YLv8mHKABg9M89mF6rVq0sLCxULii4cuWKFgSABK2rIYDOlzv0/T9gmdlvuWVHbQFQs2bN06dPE7OeP38uJGYTPyIjI5mywAX26NGDSyEsU5XaPMiYm5s7ePBgpgMJAwYM6N69u9YqY1AwTaMKvNyaOLfxyy+/8BtOSbN5sKwA6OQSvRUrVjAZKOkAbYB46b26CJ/+pxg1atS8efOITQta3bp160JCQvjUD5EkT548IaZXqFBBYMlCTgBTmJube3h4qGwKZzpzKSLStK6GADpf7tA7gpeXl5BzO2oLABa/kpGR0bZtW95V4cG9e/fi4uKYcoOCgjhOPJQuXZrphmNtCoApU6YQT1ABFStWZNnphAiEGFtXJr8PVUix4h5CkmbzYBEA7Ndva4grV66whASQCAJ9mwLhBwAooP1069YtISGBmLtmzZpJkyYJ2Y+LSAqWVSOBJQuJAaqgS5cuKgKAZZFfLKRpXQ0BdL7cOXv2rEqKwIs71BYALPuNmPZyaQ74VZgijcCvwv0qZhZRyDK+EZczZ86wrGasX7/e1tZWOzUxQLKzs4npAq+2ENEGSbZ5sChk3DeiacQSADL5bkkmAfD48eP9+/cLDMmHSAem2S6B5u7ly5dv3ryhp6u1AiCTC4DRo0crB6h59OjRw4cPHRwchFSPBclaV0MAnS9HMjIysrKylFNMTU0FXtyhtgAANQ//W+JvRlcnGiU5Ofmff/5hyg0PD7ewsOBYFMtIRTsrAF++fPHz86Mf76AYMWKEp6enFqphsDDdIifk+Mfbt29VuisFDxsk5ebBopBRAGgasbYAAe7u7s7OzkyXCkdFRaEAKDao7LBXIHDPHpMcVXcFoEKFCh4eHseOHVNOPHHixPDhw/lXjhkpW1dDAJ0vR6ALqKR06tRJ4DK72gLA2NjY29t748aN9Kz79+9rVKYr8/Pnz+DgYKZcJyenoUOHci+tbNmyTFlMtlJcJk6cSLzgTSY/db106VIt1MGQycnJIaYLuQWCaUGMhw2ScvNg6SAs3QoRBabzc2Cl69Wrp25po0ePZlo1Bd9z79692rVrq1smIkE05NSIAqC8HHWLGjRokIoASExM1JAAkLJ1NQTQ+XKEflvCwIEDBZaptgCQyU88EAWATB4yIjQ0VFCNuLFgwQLiVSYyufOLjo5Wq/VUrlyZKYsp5qmIHD169O+//yZmGRkZbdiwQZthiAwTpo1k2dnZvI/2E6MQQLOsW7euWuVIvHm8e/eOKUvgJk6EnUePHn369ImYVatWLR4RmQcPHjx16tQvX77QswoLC6OioljWwRE9gun6J2hOQjYziHIAgKJHjx4BAQHKzRvMIOgW7qv6HJG4dTUE0PlyAWTSqVOnlFPs7Ow6deoksFg+AsDd3d3JyYl4dwN8I1oQANeuXZs5cyZTLig2da9GY1m1YLliTBQ+fvzIMrERGBjYpk0bjVYAkclv8CbuXhVig4iTEDAyU2udXfrNg0Uha2cxUIUpU6YMGTJE+89VC1FuNRLxAACFjY3NgAEDmBxebGzs/PnzNe3wRo0aFR0drXi5Z88e3HokOtbW1h8+fKCnQ1+WiACADgJyFDSnIgVG/zAa69atG+/q0ZG+dTUE0PlyITExUeWuqmHDhgm/aYePAADpM2nSJOJX8++//+7bt0+jJhsMwcCBA5nu7QLPxxTQmoXq1aszZbFMcIpCUFDQs2fPiFmgssDjci9q5cqVUBqMupiO1SNMMNmgjIwM3tGIRTmEJP3mITUBUFeO9p+rfUQXADL5UWAmAZCTkwMaYPTo0fxK5kJmZqbKpWMpKSkoAESndOnSRAFw9+7dGjVq8CszPz8frCU9Xd0TwArGjRu3atUq5b3XW7ZsEVcASN+6GgLofLmgEu7SxMRk7Nix/IpSho8AkMm36C1cuBCG+/SsmTNndunSRUMx4woKCvr06cN0Us3Gxmbr1q08VBFLVL5Xr16pWxp3QCyBTyVmwQ+8adMm7uv4oIvmzZsHf2g5EmvxoGzZssTGfPHiRWjMPAp88eIFcYlMLRukF82DpYOIFewSISLiCWAFMFxr2bLl+fPnibkwINOoAAgPD1fZD5CcnKy5xxksTAcHQVJ6eXnxKxOGa8RZOX4rAICjo2PHjh0TExMVKWAPs7OzxYq4ohfW1RBA51sk8D9SORIDSrhq1ar8SlOGpwAoWbJkZGQk0Vikpqb+9ddf/v7+wipGZsiQIfSTEIoq7d69m9/kX40aNaytrYkbah8/fsyjQC68f/9+1KhRTLkhISFubm7cSwOJSQ3FPDw8RKicgQHjHuJQY//+/VTXVYunT5/Cr0Dc2sjdBulL82DqIHZ2dqJYKIQJTawAyOSLAEwCID09/dSpU7///jvvwlmAEeTWrVtVEq9cuVJYWIhXEIgLKHPiJmnwrZMnT+ZXJrE1glMWcjfojBkzlAVAXl7e5s2bRZn41Bfragig8y2SjRs3Kt9BBvYQuga/olTgKQAAT0/PAQMGxMfH07PAiIDWEX6vuAqBgYHEx1FER0cL6X7169cn3jby6NEj3mWyA46WafYUusSff/7JvSiQLtQl1dAy3N3dRameQdG8eXPizofbt28nJSWptdXv2rVroM6fP39OzOVug/SleTAJgAYNGoj7IEQZGAzdv3+fmGVpaSlk7aVXr17BwcFMoeKjoqI0JADCwsKow6kjRoxQHAOApgt90MXFRRNPNFhcXV2Jdz5cvHjxwYMH/BoPUQDA6J/jXZxEmjRp0qVLFxgIKlIiIyMDAgKEC0J9sa6GADpfdkDMrFq1SjmlZ8+evHfWqcC/cwJr1669fPky/YI0+D9DFc+ePWtjYyOkfAXwFYwcOZIp9BAAX7Gvr6+QRzRq1IgoADS0ArB9+/YdO3YQs0qWLBkbGwv/ci9t2bJl1FkFaOK8z80YMmCDmLJCQ0PPnz/P8bbtDRs2jBs37uvXr8RcGJlx3GKrR82DqYM0bNhQ3AchyoB3ZLqXvl69ekJGSNC0hg8fzjT3tm/fvmfPnrGETeNHamoqNSTt2LEjeF/lc8ApKSkoAMQFBAAxHQQYyLAtW7aoW+CPHz+Iq0bChynQDg8dOqSY0AXRu3fvXm9vbyFl6pF1NQTQ+bKzbds25TsN4Ok8jrkyIUgAlCpVas+ePa1bt6aflL116xaYcui61tbWQh4BwH++f//+Z86cIebC1xETEzNgwACBT2nZsiUxyB14uy9fvogb+wLEZUBAAFPujBkz1LKb2dnZ0Miov3EJkh+1a9du0KAB8eQQjD9mymEvAdpJYGAgdAfqZdmyZemdguPITI+ax+fPn5mmW9SNxIWohYb2/1CMGjVq4cKFRIEBiWvWrJk7d67AR6gwffp06o9Zs2bBcN/c3Dw3N5dKSU5OHjZsmLiPM3DA2YFHI8Z7hdFG27Ztud+iU1hYCKMlMErEbdy8DwAoAJsJozqFBZPJDxkKEQB6ZF0NBHS+LIC9BZOonBIcHOzk5MSjKCKCBADg7Ox88OBB+L/BUEAl68KFCy1atAC9zjuwALB161b4aZlC8djY2CQkJIiy7gb/BWgf9PveIAV8LYtI5cHIkSOZYqc0adJkypQpapU2Z84cxV16aIN4M3r0aKZtfyC4f/z4Af2QuJz95s2b5cuXr1ixQjH3EBUVFR0dTW+0HEdmetQ8bty4Qbwi0cTEREMbRRAKTZwAVlClSpXOnTuD6Sbmrlu3Ljw8XHgEOgXgKQ4dOgR/dO3atVGjRjL5wFFxzQvTfS8Ib2D037t3b5WASwr8/f0/fPgwYcIE9gFTenr65s2bt2zZ8uTJE6b3CBcAMvmIf+fOnYp4LGBzQKX07duXX2l6ZF0NB3S+TKxfv155qydYZrF2/1MIFQAy+fdy+vRpcBgvX75Uybp9+zZou0WLFsHXynEdR8GVK1cmT56scveBMq6urnFxcaBA+FSaRpkyZRo2bHjt2jV6FmhTEQXApk2blDc1KmNubh4bG8vxi8rPzz969OjcuXMvXrxIpUAP+fXXX8Wqp+gw3T4jEQYMGDBt2jSmax8WLFjwzz//jBkzpn379tTZVnBIMDSBQVJiYqJithJ+u1WrVg0bNgzcJ70QLjZIv5oH04WL0DcFXlGOsKPRFQCZfBcskwAAp7t9+/ZBgwYJfwoFNf0Pw03FVB+0H8W4Hwaanz9/trKyEutxCDB8+HAmAQCmY9KkSTC49/Pzg1FLxYoV4csHSQADo9evX0OXv3z58qVLl4hT/iqIslMZng6OHmqi8CAhISEw3uDRJPTLuooIOl99dL4gYxRLozL5fxA6gih3yCgQQQDI5Bvok5OTe/bsefXqVZUssN3wy61cuRLEU69evYqMnQQtFX7UtWvXUnNCRExNTcPCwkJDQ4VcFk0HbApRAKSmpor1CGi448ePZ8qFFsO0uFNQUJCTkwNqEuTgrVu3wP4ePnxYIS4p3Nzc0E3yBvpVZGRk//79md5w9+7doKAglhIsLCzi4+O9vb3hB/r+/Tv9DUXaIL1rHkxdQ/gNhQg7Gl0BANq1a+fo6Mg0yIuKihJLAJw4ceL06dPwB3QcxYRx48aNFW8AjwAjTlxQEpfmzZv37dt327ZtTG+4ceMGiy1SBqzKuHHj6GHR7e3ty5cvL6SSCtq0aTN16tQ5c+ZQL8FOwnACBhVqFaJ31tVwQOdLBJSMsigCjSS6yBRHAACgzEDuzJgxIyIigr55NCMjw9fXF8yEp6cnmHIXF5eaNWuWLl0a9MCXL1/gy3rw4EF6enpSUhL4A/bLd1u0aAHyQBPHwvr166ey3YqCZRVCXUCeqrQMZSbK4V04LkEKhPKI+/bt4/HZKlWq7Ny5k4oOxjQ7W6QN0rvmwdQ1oCuJ/ixDJjc3F8wjtKtbcuAPpig9Mvlu17p169ZRgt+Z3dGjRxPn0gAYkVesWLGRErxDvtKn/2W0U6opKSkoAEQHBtDgbYl3MHEHhGJ0dPSRI0foWWIFKqGA5pGWlqbY57169er27durFSde76yrQYHOVwXQM8qXf3Xv3l2t6EMcEU0AyOTLHPPmzQMZFxwcDJaF/gb4fnfI4Vc+eIWwsDDNXQwJCo94GAXEyZMnT4QHNV+/fr3KbQ7igjZIONDrOnXqxHTinImOHTvGxsaWKVOGekmMsS2TB8ZprIRKTAC9ax6ZmZkPHz6kp0M/FT0EsMGyePHidevW3b9/n/si/tu3b8/IUaRYWVmBcYuMjFRrK6Ofnx+Mzpmiarx8+fKgHOpl2bJlYTQWExPDvXyZPNQ3tdWnV69eynM6oGEsLCy+fftGvcTrwDQB/GQHDhzw8vJiucybherVq0dERPTs2RP+ptZwVBDlAIACkIhbtmxxd3enGkNhYeHgwYPh79q1a3P5uN5ZVwMEna8C+F8oH4oAuw1fjiauQxFTAFCAHYevEiwCuK5Dhw4RzwiqhaWlpbe3t7+/vxbiigwdOjQwMJCeDv8j4ZEodu3aJbAEFuBbEveksmFSqlQpaLR9+/Zl2guoAtiRpUuXDhw4UDmRyQZlZWXtk0O9vHr1qnKsTL1rHkwWc8iQIeI+yJDZvn07Pc6yunz+/Bkam7qhzEqXLt2vXz9wjVze/O7du+zsbHUrRh1oMzY2VpncgpQGDRoodtDiOWAN0aRJExhvwahLrWjXVatWnTx58ogRIxTnMpOSkuhvE3cFQCbfh3306FHQmdTjoL21bdv23LlzXObm9M66GiDofCn+/fdfT09PxcxLmzZt4AvhfvGwWogvACh+k5OZmblt27adO3cy/SoswK/r5eUF8q5z587iRuFkwc/PLywsjL4SBO1GuABgOjEpCqCO1ApPizBhYWGxd+9esAgTJkxQhJ6gU7ZsWdCKwcHB9L19XFo7+E6VW6v1rnkQl2ttbW2hE4n7IIOlsLAwPT1dlKKgvfG4kzUgIICjAJCpf/Zgx44dVE/p06cPvW6urq4KAfDq1SsYoVarVk2t8hEugBXKyMhYvnz5ggULcnJyWN4JTcjDwwPG/d7e3sqnIeGnUY5TrkDcFQAKMLaHDx8eMmQICGOZfN/2gQMHxowZU+QH9c66GibofGVyx6rY4dm7d+9NmzaZmZlppmoaEwAUNWrUmCrn3bt358+fv3Tp0v379x88ePDy5cvPcpjusgEqV668YcMGdWMHCQSUBgz0QVaqpIMwffPmTbly5YQU/uLFCyEfR7RJr169wM+B8k5MTLxy5Qo4OSoUCTTLpk2bgi7t0qULU6+mh8Pign41DxiTHT16lJ4+fPhwccMUGDJGRkbEYO1ao0GDBhqKHwLFhoeHy+QRY4mB7ZTPAcvkiwAoADSEubl5aGgojKhOnjwJnu7q1asw/gB/l5+fX6ZMmYoVK8Jv0aJFi06dOik2Wihz+fJleiLYRh6CkwswGNq6dWubNm0mTpz47ds3jkHG9cu6GjgG7nypyJbQK5csWTJ69GiNPkuzAkABKLaucpQTv379Cv9VJp0HmiwyMpJjIAIRAbOydu1alZ2vYArj4+O1XxlEh5QoUaK7HF1XRIps3ryZrt5BPzMdG0UQZeLi4u7evSuTnxcnhtdQOQecnJzcu3dvLVXOIAHd3lmOuh8kCgAY/RMDt4uFv78/DARDQkKE3DKESBZDdr7Qd3r06AGjfy1MeWhJABABi7N8+XJQe0xvCAsLgxag5YmfX375BQYxiohjCmJiYlAAIAgFMYg4dJwKFSpovzKIfpGfn0/F/DExMaHWAeiAF1S+rRaPAUiWK1eu0BM1sf9HhapVq7KEMUUQPQU0rUbPJCijSwEAgNDp0KHD4cOHiblg/UHos1wIoCFCQkKio6NfvXqlnEjFIBNyCTmCFA/APNH3ptvb20+aNEkn9UH0C7Cujx49gj8GDRpUs2ZN4nuoc8Dnz5+nXqampoJs0OikMsIP4v5p0U8AIwgiOrq3pytXrnRxccnLyyPmHjlyZMOGDVo+VmhlZRUVFeXj46OSPnPmTBQAiIFTWFioHLJdwerVq/EqHKRIwNTPnTtXJl/lDwsLY3mnq6urQgDk5ubCQFPlYACic548efLhwwd6uhZWABAEEYjuBUDNmjWnTZtGPAdGERwc7OHhITwMv1r07NkTBMDOnTuVE2/cuLFr1y6WPUsIUuzZvn377du3VRL79OljmPs1EXVZtWoVFTRm8ODBDg4OLO+knwNGASA1mMKn4AoAgkgf3QsAYPLkycRRBUVOTs7AgQNPnjyp5fXfNWvWgMt58uSJcuL48ePbtm1ra2urzZogiET48OEDCHKVxGrVqsGoTif1QfSLL1++LFiwQCaPEsM+/S8jnQMOCAjQYOUQ9SFGXbS3ty9fvrz2K4MgiFpIQgCAM4iJiWnRogVTVNBz585NnDhxxYoV2qxVmTJlEhISWrVqlZubq0jMysoKCgratGmTNmuCIBJh3LhxKmdjzM3NoZsQ4wMiiArLly9/+/atTH7lYpGLus7OzlZWVp8/f6Ze4jlgCYIHABBEf5GEAJDJryQMDQ2l9oYSWblyJTgMkAHarFWjRo3+/vtvX19f5cS4uLju3bvjYQDE0ICB/pYtW5RTjIyMoqOjla9URBAmsrOzFy9eTP39lxy1Pn7//v3379+j1JQUxBUAPACAIHqBVAQAEB4enpSUdO7cOaY3TJo06evXr0UuHIvLwIEDX79+/ccffygngiQ4e/YsmjnEcLh+/fqQIUNUEpctWzZgwABdVAfRPyIiIuiXrKtFSkqKl5eXWPVBBPLp06eHDx/S09EzIoheICEBUKJEiV27drm6uj5//pzpPSASQCGsXr2aKXicJpgwYQL4rdmzZytSPn/+3KlTJ/BGlSpV0lo1EERXPHv2DBq8YjMGxaxZswIDA3VVJUS/ePPmTWRkpEy+Z+z+/fsVK1bk8qm4uLjBgwcrXiYnJ6MAkA43b94sLCykp+MWIATRCyQkAIDy5cvv3bvXw8ODZaLo2LFjzs7OPj4+Xbt2bdq0KXykVKlSubm5X79+hU+xh5XgzcyZM62srCZPnqxIycrKAld08uTJ//znP5p4IoJIBBi6dezYUfmydCMjo2XLluHoH+HO/PnzqVu9Ro4cyXH0L6OdA8ZjAJKCeADA1NS0Tp06Wq8LgiBqIy0BIJNvuz9+/Hj79u2J0YUpCgoKtslRSXd0dKSul9cEkyZNsre3HzFixI8fP6iUtLS01q1bHz16tEqVKhp6KILolidPnnh6eip3KzMzs40bN/bp00eHtUL0i6ysrLVr18IfFhYWU6ZM4f5BlfuAL126pJH6IbwgCgBnZ2e8rw1B9AIpdlRXV9eLFy/269cvNTVVrQ82adJEQ1Wi8PX1BY3h4+NDxbEGYGAED925cycoAY0+GkG0z5kzZ6C1v3nzRpFStWrVXbt2YTh2RC1mz55NxVLz9/e3t7fn/kEjI6OGDRsqDoZlZ2eDyXVyctJILRE1wRPACKLXSFEAALVr105OTl60aNHy5cvfvXtX5PtLliwJgxLl3aIaonnz5teuXevbt+/p06eplNevX7u7u0+dOnXGjBkmJiaargCCaIH8/PyZM2cuWLBAOTJv+/bt4+Pjy5Ytq8OKIXrHw4cPY2Ji4A9LS8vQ0FB1P+7q6qocGSIlJQUFgBT4+fNnWloaPR0PACCIviBRASCTj+mnTZs2YcKE3bt3JyUlXb58GYba1L6g0qVL29nZOTg4ODo61qlTp2HDhg0aNDAzM9NOxcqXL3/ixIklS5aEhYXl5eXJ5FuSZs+evWfPnlWrVrVq1Uo71UAQDQHjrYCAgFu3bilSzM3NQQzgpn+EB3/++Se1bRIaVbly5dT9uMpyU3JyskpcZkQn3L17V/mGHAW4AoAg+oJ0BQCFhYXFQDm6rsj/wsjI6I8//ujQoYOfn9/Vq1epRBgw/frrrz9//tRt3RBEINCMlV82a9YsJibG2dlZV/VB9Jc7d+7Ex8fDH1ZWVpMmTeJRgooAwHPAEoF4AECGKwAIoj9IXQBIGRcXl0uXLkVFRYWFheXk5Oi6OggiMra2tvPnzx81apSuK4LoKzNmzKDmRMaOHcsvYFrt2rWtra0/ffpEvbx169a3b98sLCzErCWiPsQDADK5AFCmbt26pqamWq4bgiBcQAEgCCMjo3Hjxvn4+EyZMiUuLg6n/5HigbGx8ZAhQ+bNm1e+fHld1wXRV65fv7579274A0bwKncpcoc6B3zmzBnqZX5+/tWrV3Gnpc5hWgF4/fr1cTnUyzFjxkRFRWmvWgiCcAYFgAhUqFBhw4YNwcHB/Na4EURStG/ffvHixS4uLrquCKLfhIWFURdFBQYGlilThnc5jRs3VggAmfwYAAoAncO0AqAC7ghCEMmCAkA0wNIdOXJE17VAEKEcPnxY11VA9B4YpicmJsrkMRsmTpwopCi8DkyCKN8MiCCIPoICAEEQBBGZadOmUX+MHz/e1tZWSFH0QEBCSkMQBEFkKAAQBEEQUcjNzV21alWynOfPn1OJS5cuPXbsWP369d3c3NS6quXvv/++detWWlra7du3ldOh5EqVKjWS4+vrW7NmTTH/DwiCIIYBCgAEQRBEBC5fvkw/B/Xp06cLcm7cuMFdANy7d8/f358p98WLF4lyOnTogAIAQRCEBygAEARBEBFo3bq1WJHQateujUHVEARBNAcKAARBEARBEAQxIFAAIAiCIAiCIIgBgQIAQRAEQRAEQQwIFAAIgiAIgiAIYkCgAEAQBEEQBEEQAwIFAIIgCIIgCIIYECgAEARBEARBEMSAQAGAIAiCIAiCIAYECgAEQRAEQRAEMSBQACAIgiAIgiCIAYECAEEQBEEQBEEMCBQACIIgCIIgCGJAoABAEARBEARBEAMCBQCCIAiCIAiCGBAoABAEQRAEQRDEgPg/Z/7l+SR8mYMAAAAASUVORK5CYII=)
Достарыңызбен бөлісу: |