Тема: Штучні супутники Землі. Перша космічна швидкість. Внесок українських
вчених у розвиток космонавтики.
Мета:
дидактична: формувати в учнів знання про штучний супутник, першу космічну швидкість; навчити застосовувати ці знання на практиці;
розвивальна: пробудити в учнів бажання пізнавати та досліджувати; розвивати в учнів вміння самостійно, грамотно висловлювати свої думки; розвивати пам’ять, логічне, абстрактне та фізичне мислення, увагу;
виховна: розкрити учням велику роль закону всесвітнього тяжіння та необхідність його знати; довести, що навколишній світ може бути пізнаним; виховувати увагу, працелюбність учнів, вміння раціонально використовувати робочий час; формувати науковий світогляд учнів.
Обладнання: мультимедійний проектор; мультимедійна дошка; коп’ютер; програмні педагогічні засоби навчання: «Фізика 9» та «Бібліотека електронних наочностей. Фізика 7-9».
Тип уроку: комбінований.
ХІД УРОКУ
І. Організаційний момент
Підготовка класного приміщення; перевірка відсутніх; підготовка необхідного обладнання; включення учнів у діловий ритм уроку.
ІІ. Перевірка знань
На попередніх уроках ми познайомилися з різними видами сил, та розв’язували задачі пов’язані з цими поняттями. Сьогодні ви маєте змогу перевірити свої знання під час проведення «Міні – тестів».
Чергові роздають учням карточки для заповнення, на яких потрібно написати клас, призвіще та ім’я учня, варіант завдання. Завдання експрес-тесту проектується на екран (слайди 1-4).
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Призвіще, ім’я_________________________________
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Після закінчення розв’язування тестів учні обмінюються карточками і перевіряють тести. Правильні відповіді проектуються на екран. Чергові збирають карточки.
Варіант 1
1.Якщо векторна сума всіх сил, що діють на тіло, дорівнює нулю, то…
А. напрям руху тіла змінюється
Б. швидкість руху тіла залишається незмінною
В. швидкість руху тіла з часом зростає
Г. швидкість руху тіла з часом спадає
2.Кількісну міру дії одного тіла на інше, внаслідок якої тіла набувають прискорення, називають…
А. масою
Б. силою
В. роботою
Г. тиском
3.Установіть відповідність між законами та їх математичним записом…
А. Закон Гука
Б. ІІ закон Ньютона
В. ІІІ закон Ньютона
Г. Закон всесвітнього тяжіння
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J1gNN8//33R44cMbsLNMKJEyd0Pp2Sd7AGGUjhmzdvnjBhgsia3uinjni1Bw8evGHDhksvvVRJwerq6mefffahhx7y9rnNK6+8Ip7r5Zdf9uqzaFBRUSHOPMW5VnZ2ttm9uFNew/1jSOGAVnv27DnrFfqNFR8fL06y5esAQKOkpKRoeJZGrUgpKiqaPn16bcr0Xkt1RBC/+eabf/nll6ioKMlSIkeOHj3azYoFtZYvX56QkPDf//3fep7OG1avXj1nzpysrCyzG1GDFA5oxQYpAGzt6NGj/v7+8pc8uuf5XLh4Ux0xYkR6erpX+zlNbm6ueNJvv/1Wpsj7779/9913e2MfDzfE6Uq/fv369u2r80mV+P7770XzP/74o9mNKBMYGChOiszuohFI4bA9NkgBYGtPP/30vHnzRBjaWmPbtm0il6t9Cj8/v27dunnyyFdffXXSpEka1qmfacuWLeLZ77rrLgNjKyoqJk+evHTpUuVdefLUoueffvopICBA/7MbU1BQMGPGjNdee83sRhSLi4uz1yaSpHDYHhukALC7Fi1aDKhR+7/p6elb/yMtLU1+mrxDhw7BwcHuHyPS5P333//KK69IPpeM2bNnjxgxorE3U8zLyxs+fLjkPLqMHTt2iNftvvvuM6uBRvnkk09EqwcPHpQv1aVLl759+15wwQUi/nbq1Kljx46hoaEhISH+/v6lpaVlZWWFhYW5ubmHDh3KyspKTU1NSkoSpyve+9jHdsdxUjhsjw1SADhMjxrjxo1z1dxovW6aXPzBwL1yXB4sCj969OjQoUO/++47A8UVys/PX7Zs2QMPPOD5EJHthgwZUt99GbV56qmn7rrrLotfXCR+lu6555733ntPpoifn98VV1xx2223JSYmxsTE1Pew4Brh4eHnnHPOqV8XP8BffvnlqlWr1q1bJ2K6TCdnst1xnBQOexNn25mZmfJ1xDuFOI+XrwMAap06Tf7RRx8NHz7cQBH3i8JFhBWJaufOnQZbVOqFF16YOnWqh3F2y5Ytf/zjH42dmai1b98+kW5HjRpldiP1+uWXX0R0ltkFpWXLlvfee6842ejSpYtMkeE1as+4XnzxxcOHDxuudhpSOKBVampqZWWlfB3v3TPCG+65555XX331tC/K3xgPgMUZXoDnJoX/+uuvgwYNUrI+QQnxPrZ+/XqRrRt85Jo1a+644w5TlrCf1euvv27ZFL5kyZLp06cbnnsODw+fPXv2fffdFxYWpqqlVq1aPfjgg9OmTRNBfOHChUquqSWFA1r54AYp4m109erVZ37dXicSAAxQnsJ//vnngQMHen4xaGRk5JAhQwYMGNC7d+9OnTqFhITk5+fn5eWlp6dv2LDhs88+O3DggLEOT7Vq1aoGU/i777575513VlRUeFLQ39//iiuuECcbF198cc+ePSMiIoqLiw8fPrx3717R9tq1a5V8DrB582bx7Xfo0EG+lELikPHnP//5nXfeMTbcz8/v7rvvXrBgQevWrdU2VqtZs2YzZ84cN27crFmz/v73v8uUatmype0+0yaFw958cIMUcZw76yGTFA44nuF3vLOuC//xxx8TExM9vLGrSLGTJk268cYbT1sr0rZGQkLCzTffLALf4sWLH3/8ccklIuvXr6+srHSz5cibb745fvx4Ty7yE9lx4sSJIoaetjpZfBctWrSIjY299tprn3zyyddff3327NmHDh2Sabu6uvqLL74YM2aMTBG1JJf7d+3adeXKlVdddZXars7Upk2bFStWjBw5csKECXv27DFWxEbH8TqkcNibD26Q8vbbb5/16zb6FgAYUFxcbGxRr7+//5lX0YlA72EEv+aaa0SwvuSSSxp8ZNOmTadNmzZkyJD+/fvLTIoXFhb+/PPPF1100Vn/dvXq1Z5E8MjIyDlz5tx7773NmjVz/0g/P79x48aJb/Pqq6/+7bffjPVc68svv7ROChc/LYMHD87IyDA2fNiwYW+88YbCJSgNEmdE1113nYjjxobb6DPtOqRw2JuvzYWLQ+a6devO+lfMhQPOlpKSYmyLt+jo6NM2Ud67d++gQYMajODdu3d//vnnxSMb9XQ9evT45ptv+vTpI3NX42+//fasKfyrr74aNWqU+9chICDg/vvvf/TRR5s3b+75M3bp0kUU792794kTJxrd7n9s27bN8Fi1xMFRnAvl5eUZGCtOSx5++OF58+Yp76pBO3bsMDyWFA5oJd5fcnNz5euIQ1Rjt6c1ywcffFBaWnrm18WbZq9evfT3A0Abw5MOpy0KF++c119/vfvLMZs0aTJ79uw5c+YYuwdKbGzsk08+OXHiRANja531m01KSho2bJj7SwxFjH799deNBbKYmJhHHnlk+vTpBsbW2rVrV3FxcYNbs3vbv//9bxHB8/PzDYwNCwt76623brrpJuVdNUicXIlTTcPDSeGAVj64U3h9y1E6d+6s83NDAPoZXoB36qLwoqKiIUOGuF+lkJCQsGrVKsk3xnvvvXfJkiVpaWnGhp+ZxrKzswcNGuRmft3Pz0+cOYgYHRhoPNtMmjTp+eef//33340NFzlSfMt9+vQx3IC8X375ZcCAAcZuv9q+ffsvvvjCrDmdzMxMcQ5jbKz417fjB8KkcNiYry1H2bdvX30X2djx3QdAo8hvkFJRUXHLLbds377dzYPvvPPOZcuWKZnNveeeeyZPnmxs7Gmblhw6dGjgwIFurp6MiIh46623Bg8ebOzp6gQEBIwdO/axxx4zXEG8UZuYwpOSkvr372/s6lgRwTdv3hwfH6+6KU/JLEfp2rVraGiowmb0IIXDxnzt0sx33nmnurr6rH9FCrey7Oxs792xGd7QqPXE2sincJGJN2zYUN/DRPJevHjx+PHjjT3LmUaOHGk4hRcVFR0/frx2raA4eRg6dKibK1NF6l29erXMrWRO9ac//UkmhSvZq9GYPXv2iPMQm0Zwl+8tCneRwmFrvrYixc2Gr3Y5kfBN1ox0sJfc3FzDtxisTeHvvvvu0qVL63tMVFTUZ5991rt3b2NPcVaRkZHdunXLysoyNjwnJ6c2hU+dOvWHH36o72HDhg1btWpVUFCQwS7P0LNnz7CwMMPXaEpud2hYfn5+YmKisWulrBDBXaRwwEaqq6tTU1Pl6zRt2tT0tx5PiLcnN5etMBcOOJvhifDAwMCuXbumpaXddddd9T1G5M7169dHR0cb7a5eF154oeEUnpeXFxcX99577y1ZsqS+x9x9993i1MLf399og2fh5+d33nnnff/998aGG17ZLKOkpOTGG280tilhaGjo559/boXjICkcsA2ZyzhO1aNHDzf3hrCO+q7LdNUcZcV3obMZAJoZ/uhPRHAR0YYPH37y5MmzPuDKK69cs2ZNy5YtjTdXv/bt2xseK97h09PT3Zw8zJ07d/78+Ybru9GuXTvDY8WrrbATD40fP37r1q0GBopTDsNbyqiVn5+/f/9+w8Ot8C0YQAqHXfnUveurq6v/8Y9/1Pe3cXFxp93NDoDDyCwKnzBhQn17ldxwww2rV682th2hJyIiIgyPzcvLu//+++tbGbJo0aJp06YZLu6ezDlJRUWFukY88sILL7z77rvGxoozmVtuuUVtP8bILDENDQ2NjY1V2Iw2pHDYlU9tkPLVV1+5ueKH5SiA4xlO4du3b69vQfmgQYM+/PBDr57Dh4SEGB47ffr0+iZHH374Ye9FcJdc2wpXqHvi+++/nzFjhrGxQ4cOffTRR9X2Y5jMcpRevXr5+fkpbEYbUjjsyqc2SHFzXaaLFA44XVVVleHLYOqL4AMHDvz444+9/TFafctgPFFfBJ8yZYpI4YbLekJmVYnO/fJyc3Nvu+02Y7PvXbt2ffPNN5W3ZJgPLgp3kcJhX76zQYo4Hnz00UduHmCLEwkAhmVmZqpdbXzNNdesWbPGewtR6ijfMGT8+PHPPPOM2ppnMnbXyVqRkZEKO3FvzJgx7u+BWh8/P78VK1ZY6l5vMincvgdBUjhs6eTJk7t375avExER0aFDB/k6XrV27drjx4+7eQBz4YCzqfror1bPnj0//vjjZs2aKaxZH8M3oTyrq6+++pVXXlFYsD4yJw9t2rRR2IkbS5cu3bhxo7Gx9957r3gxlbYjpbKyUmbTM+vPptWHFA5bSk5Oru/+NY1iixNoN7ujuGrWL8bExGhrBoB+qj76E1q3bv3pp5/W7sOtwZ49e1SV6tq16+rVq/VsaSVz552oqCiFndQnKytr5syZxsaKV/Kpp55S24+k9PT00tJSw8NJ4YBWvrNBypEjR9zc685VM61l06tSAHhI1TteUFDQmjVrRAhTUs0ThjcLP01YWNjatWtbtWqlpFqDZKbwzznnHIWdnFVVVdWdd95ZVFRkbPiKFSusdrN3mfPMjh07ymzFYy5SOGzJdzZIef/998vLy908wPrfAgBJqlL44sWL+/Xrp6SUJ3JycmSuzjyVCI69evVSUqpBou2ysjLDwzWkcPHv6OZmou6NGDHCUmtRavnmpZkuUjhsStUx6Z4aSkqZhUXhgLOpugzm5ptvnjBhgnwdzym5vbEwevToW2+9VUkpT8jM37dv3z44OFhhM2cSJwmGt4hp2rTpE088obYfJUjhgJ2ovVbJ1kjhgLMpuQymQ4cOy5cvV9KP51JSUuSLREdHu7mDvTdkZmYaHqvh3jHTpk1zf72+G3/961+7dOmitB01SOGAbRw4cEBmGymHYUUK4Gzykw5+fn5vvPGGtkXVdeTnwv39/d98883mzZsr6cdDMim8e/fuCjs509dff+3mPsruRUREzJ07V20/Shw+fDgnJ8fwcFI4oJXC7QLsThxW9VyPD8As8u94Y8aMue6665Q00yjJycmSFcaPH3/llVcqacZzaWlphsfGx8cr7OQ01dXVkyZNMjxcRPCWLVuqa0cZmYnwpk2b9ujRQ2EzmpHCYT+k8DraLlcCYBbJufDQ0NCFCxeqaqZRJFekhIWFPfbYY6qa8ZxMCvdqIly1apXhH4bWrVvfe++9avtRRSaFixdcz+aVXkIKh/2wKLwOy1EAx5N8x5s1a1b79u1VNeO5gwcPHjt2TKbC7Nmz27Ztq6gdT1VUVGRnZxse7r25cNHYvHnzDA+fOHGinvs0GSAzs2br5SguUjjsiLnwOlyaCTibyLIyl8FER0dPnz5dYT+ek5wIF51PnTpVVTOey8zMFHnX2NjAwMBu3bqp7afO8uXLDW+VExwcLFK42n4U8tlLM12kcNiOeH9MT083uwurIIUDziY56TBr1qygoCBVzTSKZAp/4IEHTOlc5vjStWtXEcQVNlOntLRUZnHO2LFjW7durbAfhcrLy2WWAJHCAa3EW6T7u9j4FFakAM4msxylTZs248aNU9hMo8ikcBEZzercmovC33jjDcO7iPj7+0+bNk1tPwqJF1zmmE4KB7RiUXidjh07hoeHm90FAC+SeccTQdasiXCXXAofM2aMWYuYZdpOSEhQ2Emd6urqZ555xvDwxMTEmJgYhf2oJbMcRZytmXLNg0KkcNgMi8LrsBwFcDyZdzwTJ8JdcpuF23QK30ubVn3yyScyW5iLUxqFzSjny4vCXaRw2I6qufCNGzf2799fSSkvmThx4rJly9w8gOUogLNVVlYaXiCRkJDg1b2r3du3b19BQYGxsaJtL00qN0i84DLrwr2UwhctWmR4bERExE033aSwGeV8eYMUFykctqNqLtz6v71NmjRx/wDmwgFny8jIKCsrMzb2hhtuUNtMo8i8UQ8ZMkRhJ40iIrjhFzwgIMAbJw9JSUlbt241PHzEiBFNmzZV2I9yzIUDtlFQUPD777/L12nTpo3+bWgbq8Fr7UnhgLPJZNnLLrtMYSeNZdPOZdqOjY31xir8FStWyAwfO3asoka8Iicn5/Dhw4aHO+ADYVI47MR3JsJdDc2F+/v7m/WhLQA9ZBbg9e3bV2EnjWXTzmUOMd5IhKWlpatWrTI8PC4u7qKLLlLYj3IyE+EBAQEOuHs0KRx2ompRuC1OoN2n8NjYWMveCA2AEobf8SIjI6OiotQ20yiGOw8PD+/UqZPaZjwnc4jxxoeTH374ocz9Ry2+Itwll8K7devmgIMgKRx24lNz4e5XpLAcBXA8w+945s4RlpeX79y509hYczuXSeHemNxZuXKlzHBzrw3whI8vCneRwmEvzIXXIYUDzlZYWLh3715jY819f0hPTzd8E3gTOy8oKNi3b5/h4co7P3To0Ndff214eERERL9+/dS14xU+vkGKixQOe0lOTpYv4u/vb4vFZO7nwm1xIgHAMJm3O/vOKJuYwmXabtasWbdu3RQ2I6xZs6aqqsrw8Ouvvz4gIEBhP8qVlZUZ/szERQoHNNuzZ09hYaF8HbssJmMuHPBlMtOE5r4/yJw/2DSF9+zZ09/fX2EzrppF4TLDrb8cJSUlxfBnJi5SOKCZqkXhdplFdpPCg4KCunfvrrMZAJrZdEbZZdvOLdX20aNHN2/ebHi4n59fYmKiwn68QWZReIsWLTp37qywGbOQwmEbPnVppsvtipQePXpY/KNGAJIMh8KoqKiIiAi1zTSK4c7btm3bunVrtc14zlLbFH722Wcy88Tx8fGtWrVS2I83yKRwu8ymNYgUDtvwqUszXW7nwlmOAjie4Xc8c98fjh8//ttvvxkby0KaOhs3bpQZbu49mzxECneRwmEjzIXXIYUDzvb7778b3iiaLGuAOHMQ5w+GhysPhV999ZXMcOvvjuJig5QapHDYQ2lpaVZWlnyd0NDQmJgY+ToauJkLd8w0AICzstQa5UaxaecyibBly5YdO3ZU2Ex6evqBAwdkKlg/he/fvz8/P9/wcFI4oFVKSkplZaV8HRvNIrMiBfBZbJCimaVOHjZt2iQzPDIyMj4+XlUzXiKzHMXPz88xU1GkcNiDry0Kd9W/IqV58+bR0dGamwGgk+F3PBFQ2CzcAEu1LXOzHuHCCy9U1IgXyaTwzp07i+OgwmZMRAqHPfjaNoWu+ufCmQgHHM9wKOzSpUtISIjaZhrFcOfR0dFhYWFqm/GcpVL4tm3bZIbb4rZ03Lu+Fikc9qBqLtxGv731zYWTwgFnq6ioSE9PNzbW3PeHAwcOHD161NhYEzsvLy+XuYmj2smdw4cP79u3T6ZCz549VTXjPaTwWqRw2ANz4XVI4YCziQgucqGxsVyaaUBaWprM5txqO9++fbtkhYSEBCWdeE9JSYnMdgukcECrw4cPHzp0SL5Ohw4drH8jgzqkcMA32TTLumzbuUzb4rCi9h5JP/30k2QF66fw5ORkme0WSOGAVj44ES5cccUVVVVVZncBQDebZlmXbTdIsdSONElJSTLDo6KiWrRooaoZL5FZjhIcHNytWzeFzZiLFA4b8MFF4QB8luFQGBgY2KNHD7XNNIrh9+qAgAATVzPLHGKUT+5kZGTIDI+Li1PViffIpPCEhAR/f3+FzZiLFA4b8M25cDjG4sWLi4qKzO4CjTB+/Pg2bdqY9eyGQ2H37t3d3GfA26qqqtLS0oyNjY2NDQoKUtuP56zz4UN1dXV2drZMhQ4dOqhqxnu4NLMOKRw2wFw4bG3+/PlHjhwxuws0QmJiolkpvKCgwPAWGeYuR8nMzCwpKTE21sTOjx07tn//fsPD1U7uiH/60tJSmQpRUVGqmvEe7l1fhxQOq6uqqkpNTZWvExgYaIv9mwD4MplJB+7XY4BMIvT391d7KaQ4k5GsYP0UvnfvXnGqaXg4KRzQKisrq7i4WL5OXFyciZ/VAoAnbJplXbbtXKbtmJiYZs2aKWxm165dkhWsn8Ill5iSwgGtVC0Kd9ivLgBHsmmWddl2gxRLXZqZk5MjWcH6KVxmUbj47iIjIxU2YzpSOKxO1aJwLs0EYH2G5x2aNWtm7g5uht+rg4KCunfvrrYZz1lqm0L5O2O0bt1aSSfew6WZpyKFw+qYCwfgOwzPKPfo0cPEHdyKi4sNb+4RHx8fEBCgth/PyUzhK5/ckU/halfIeAMp/FSkcFgd2xQC8BG//fbb8ePHjY01dzlKSkqK4buMmdj5nj17Tpw4YXi4BefCg4ODlXTiJSdPnpRZ++684zgpHJYmfmPFu6R8nfDw8OjoaPk6AOA9llod0Sg2Xc4u07Y3FtLk5eVJVrD4XLh4waurqw0PZy4c0EryN7aOuccnAPCETbOsy7ady5z29OjRQ/lCGpmJ+VoWT+EyL3iTJk2ct90wKRyWxqWZAHyHTbOsyyc3SPFG25K37HFZfkWKzKLw+Ph45203TAqHpXFpJgDfYfgdr3nz5uYuujMcZ8PCwrp06aK0l0aw1DaFLhUp3MQrdD3BpZmnIYXD0pgLB+AjysvLMzIyjI01966ZeXl5ubm5xsaqvfdko5SVlRl+wV1WnQsXFay8KEXmmE4KB3QjhQPwEWlpaRUVFcbGsijcgNTU1MrKSsPDrTkXbuUUnp2dXVhYaHg4KRzQav/+/UePHpWvEx0d3aJFC/k6AOA9bJCimUzb4pjSqVMnhc3U8vPzk6xQUlISHh6upBnlZJajuEjhgGYsCgfgO2yaZV227dyCbTdr1uzkyZMyFfLz89u1a6eqH7VkjumtWrXq0KGDwmYsghQO62I5CpwhNTXV8A1NYApTbgNuwVDoIZtukGLBDx/kU/jBgwctu52fzFy4U4/jpHBYF3PhcIY2bdqY3QJswPA7njhnaNu2rdpmGiUlJcXYwMjIyPbt26ttxnNW2yDFpWK375ycHCWdeAMbpJyJFA7rYi4cgI84evTogQMHjI01dyJ89+7dhu81Y+LWLvn5+QcPHjQ83Euvufxu3/v27VPSiXKFhYUyd8ImhQNaVVRUpKeny9dp2rRpfHy8fB0A8B6ZSQdztym06UIayVkeL3XeunXrrKwsmQqGP5fwtl9//ZV715+JFA6LEhG8vLxcvk7Pnj2V32QYANSy4BplD9k0hcu84O3bt4+MjFTYTB35CxBl1uh7lcxyFH9/f3N/yL2HFA6LUrUonOUoAKzPplnWZdvOrdl2x44dJSvUTmBZ8E7vMsf02NhY+bU61kQKh0WpWhTu1I+xADiJNUOhJ2y6QYoFL810qUjhJSUlW7duvfLKK5X0o9C///1vw2MdfBwnhcOimAsH4DsMZ1mR20y8S0t5ebnhm8B36NChZcuWSttpBGuePERHR8sX+fLLL62Wwp955plt27YZHk4KB3Rjm0IAPkJmmxFzJ8LT0tIqKiqMjTWx8+zsbJltub03uaPkNVm/fv38+fPl66iycOHCuXPnylRw8HGcFA4rOnbs2P79++XrtGrVKioqSr4OAHiPfZej2LRzmbb9/Py8tylNjx49goKCSktLZYr8/PPPGRkZcXFxqrqS8fDDDy9YsECyiIM/0yaF+4SSkpJPP/30yy+/TEpK2r179/Hjx8UXw8PDY2NjL7jggoEDByYmJlrqYg6WowDwHTbNsi7bdi7TdteuXb13pWBgYGBCQoI4UkvWefvtt02fDq+urp46deoLL7wgWScsLCwmJkZJSxZECne4wsLCRYsWvfjii7XJ+1SHa/zwww8vvfRSZGTklClTJk+eHBISYkqfp+HSTAC+g20KNZN5wb09udO7d2/5FL5y5cqHHnrIxMm10tLSUaNGffjhh/KlnLpHYS1SuJOtWLFizpw5Imo3+MgjR47MnTt3yZIlCxcuHDt2rPdbawBz4QB8h+Es6+/vn5CQoLaZRjF8jaNX13U0yMonD1dfffXf//53ySIHDhx45513zDqa5+fn//GPf/zXv/6lpJqzZ9NI4c5UUVFx3333vfbaa40alZOTM378+B9//HHx4sWBgWb+bDAXDsBHlJaWZmZmGhvr1dURDSooKDB8v3QTOxcvuMz9Kb09uTNw4EBxiiJzm8laf/vb30aPHq3/pnVpaWnDhg0zvHPOmZx9HCeFO5CI4IMGDdq0aZOx4a+88op4h1q/fr2JQVzJ3b/EG5mzP8kC4ACpqamVlZXGxrJTuAEpKSmGX3CX9ztv166dyJ0yd5qslZ6eLo7m9913n5KuPPT+++9PmDDB8IY/Z0UKh81MnDjRcASvJYbff//9y5YtU9VSo8hs2nWqmJgYiyxzB4D6WHl1hHs27Vym7aZNm8bHxyts5qwSExPlU7irZn+SW2+9tU2bNvKlGlRRUTFjxgz5azHPRAqHnaxcufLVV1+VryPOoS+++GJTVpWxKByA77BplnXZtnOZtkUE17DG44477njqqafk6xw5cmT8+PH//Oc/5Uu5l5GRMWbMmB9//FF55ejo6BYtWigvax2kcEc5efLknDlzVFUTpW677Tb908ksCgfgO9ggRTNr3rv+tGfp06fPL7/8Il/qs88+E4H+gQcekC91VlVVVc8+++y8efNKSkrqe4yI0Wfu0uYhxx/HSeGO8swzzxw6dEhVtZycnOeff15hrPcQc+EAfIfhUNikSRMNqyPcMLwu3NzObXHaM3bsWCUp3FUzodapU6c77rhDSbVTpaWl/fnPf/7hhx/cPOb2228PCAh4++23jT2F44/jpHDnKCsrE6FZbc3nnntuxowZmvccVTUX7vjfXgB2d+TIkZycHGNj4+LiTLyGfv/+/ceOHTM2tnv37mZtZZ2Xl5ebm2t4uLYUPnLkyFmzZhUVFcmXqq6uFpm+pKRk/Pjx8tVqiR/aRx55ZMWKFe6vcxXfxRtvvNGnTx/DT8RcOGxj3bp1ht8T6yOOEJ9//vmNN96otqwb4p1CZg+pOsHBweKNXr4OAHiPzLysifttu3xyOYpL4+RORETEX/7yl2effVZJtYqKigkTJuzcufOxxx6TPP8pLCz829/+9txzzzV4hjBu3LjXXnutvLw8NTXV8NORwmEbX3zxhTfKbty4UWcKl9m061QJCQl+fn7ydQDAe2yaZV227VzmtKd58+adO3dW2Ix7M2bMWLp0qZv11o21aNEicUBfvHjx5ZdfbmC4+Bd/+eWX3377bRHEG3zwpEmTRFKvHSXOAQw8nRAUFGTumisNSOHO8fPPP9uobH1ULQp3/Ak0AAewaZZ12bZzmbY1f/jQrl27u+66S4RmhTV37Nhx5ZVXDhgwYOLEiYMHD/ZkRVNeXt6nn366YsWK77//3sNnebhG7Z+TkpIMd5uQkODv7294uC2Qwp0jOzvbG2V37drljbL1YVE4AN9hiysFz8oHU7j+tkWWXbVq1ZEjR9SW/aJGZGRk//79r7rqKnF20a1bt/Dw8ODg4OLi4uPHj+/du1cc+n/66aetW7du3769qqrKw8oBAQHLli2bMGFC3VdkrjH1hdk0UrhzFBQU2KhsfZgLB+AjqqurU1JSjI0VgSk2NlZtP56rrKxMT083NtbEzmVecJcZkzutWrV66qmnTg21Colw/14NVQVDQ0NFtcGDB5/6RZm5cF84jpPCYS3MhQPwEdnZ2YY3wejZs6eJl75kZmaWlpYaG2ti57t27ZLZdcSUKfzx48e//vrrW7Zs0f/UjdKpU6e1a9eed955p36xqqpKZmaNFG4hJ0+ePHjw4IEaZ/5BsniLFi06/EdUVNRpf7bLXdDDw8Pz8vK8UVZ5zToFBQXJyckpKSl1/z18+LCSyvHx8V3+o2vXrnV/bt68uZL6ACCJ5SiaSc7ymNX522+/3adPn/z8fFOe3ROXXHLJmjVr2rZte9rX09PTi4uLDZclhWslzlDrC9niD55ck2vYiRMnMmqc9W9rM/qZ6bz2D8HBwd5rrFFiYmK8kcIVfnQoTqVSatRlbvkzqPocO3bs3zVO+3pERMSpobwuo4eGhnqpEwA4K5tmWZdtO5dM4b179+7bt+8FF1xQ+9927dqpasy96OhoEcSHDBlSXV2t5xkb5S9/+csLL7xw1g0QZZajCOJ1vrzGZZdd9oc//MGR+55pTeG1Obu+KW2v5mwZx2vUtwYuPDy8vkl0ISgoSFuf4ud127Zt3ihrbGBJSUlaWlpd5hb27t1r+pvI0RpnXi8SGRl52qx5Lbt8EgLAdmyaZV227VzyuiORVf5Zo/Z/xSG+No7X5vIzZ4IVSkxMnD9//kMPPeS9pzBAHB9feeWVkSNH1vcAydt/7tu37x81XDXzoZdeemltIr/44outMwEqyespfNGiRZ9//nlt1BZZ1ttPp19BDRE3z/q3ERERtYlc/JiOGTPGq50MHDhw6dKlystef/31jR0ivtOtW7dmZ2d7fmG16Y7UOHNbxjZt2ogsPmDAgMcee8yUxgA4FStSNFN13VEtEWzW1qj9344dO9ZNk4v/imOHwucSHnzwwaNHj6q6j4+8Pn36rFq1Ki4uzs1jJOfCTyUC5IYa4s+BgYHnn39+bSIX//Xq+Y+3eT2Ff/vtt5s3b/b2s1hW7cxrampqfHy8t1P4oEGDIiMj1W5pJH64G5vCjx079tZbbynswVyHa5h7wAPgPCUlJYb3gQ0PDz/nnHPU9uO5oqKi3bt3GxtrYucyL7gn9teoC+WxsbGZmZlqn+Lpp58uLi5etmyZ2rKNFRAQMG3atAULFjR4G84zF4UqUVFRsb1G7Y2Bbrrppo8//tgbT6SBhdaFQ5L4fZgxY8asWbMU1pw5c6Ynu/qfaseOHQobsIjTrvsGAEkpKSmGPy009971onPDawtN7FzmBTfASxsbvPTSS23atBEJ2KzlneJfcOXKlRdeeGGDjxSnaseOHfN+R/+76EDDs3gJKdxRJk2aJH5F9+3bp6RadHT0X//618aOIoUDQINYjqKZqptReKh3795eqvzII4+IKDx27FiZ7UcMCAkJmTNnzowZMxqcAq+lcDmKe+aelEoihTtKUFDQc889N3z4cCXVRKmmTZs2dhQpHAAaZNMs67Jt52oXhTfo/PPP917xW2+9VUTPcePGbd++3XvPUsfPz08846JFizp16uT5KMlLMz1n6yWjpHCnufnmm8Wpqvhtkawzc+bMYcOGGRjovBQu3ndatmxpdhcAHMWmWdZl2841p3DvzYXXSkhI2Lp16zPPPPPII494dVJ8wIABTzzxRJ8+fRo7kLlwT5DCHUj8wmRkZHzyySeGK9x0002iiIGBlZWVMvcHtiYmwgEoZ9Ms67Jt5zpTuJ+fn4YDh7+//4wZM0aPHv3kk08uX768pKREbfGhQ4c+8MADniwBPys9KdzcK5XleT2F1+2sCW3EL8+HH344efLkJUuWGBg+adIkcXptbHv8gIAAzSvVAMCOcnJyzG7BoNzcXLNbMMK+L7h77du3f/7550VcXrp06Ztvvil/YVjHjh3Hjh171113RUdHy9Tx3l35nIS5cGcSQfzFF1/s06eP+M30/J7w4pf5qaeeEifWXu0NAAAoFBUVtWDBgvnz52/evPmDDz7YtGlTVlZWoyrEx8cnJibecsstl112mSPvUmlNpHAnE6ez4jfqiSeeWLJkyYkTJ9w8smXLllOmTJk2bRq3igQAwI5Eer62hqtm//ItW7akpaVlZGSIRJ6Xl1dYWCiSQHl5eXBwcPPmzTt27BgdHd2rV6/evXtfeumlIseb3b4vIoU7nPhNW7hw4dy5c9euXfvVV18lJSXt2bOn9iam4eHhMTExF1xwwYABAwYPHmxgOxQAAGBBImSPGDHC7C7QAFK4TwgJCflTDbMbAQAAwP8ihQMAAAC6kcIBAAAA3UjhAAAAgG6kcAAAAEA3UjgAAACgGykcAAAA0I0UDgAAAOhGCgcAAAB0I4UDAAAAupHCAQAAAN1I4QAAAIBupHAAAABAN1I4AAAAoBspHAAAANCNFA4AAADoRgoHAAAAdCOFAwAAALqRwgEAAADdSOEAAACAbqRwAAAAQDdSOAAAAKAbKRwAAADQjRQOAAAA6EYKBwAAAHQjhQMAAAC6kcIBAAAA3UjhAAAAgG6kcAAAAEA3UjgAAACgGykcAAAA0I0UDgAAAOhGCgcAAAB0I4UDAAAAupHCAQAAAN1I4QAAAIBupHAAAABAN1I4AAAAoBspHAAAANCNFA4AAADoRgoHAAAAdCOFAwAAALqRwgEAAADdSOEAAACAbqRwAAAAQDdSOAAAAKAbKRwAAADQjRQOAAAA6EYKBwAAAHQjhQMAAAC6kcIBAAAA3UjhAAAAgG6kcAAAAEA3UjgAAACgGykcAAAA0I0UDgAAAOhGCgcAAAB0I4UDAAAAupHCAQAAAN3+H0d0W3N77csSAAAAAElFTkSuQmCC) 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)
Достарыңызбен бөлісу: |