дене
бұрыштық жылдамдықпен айналғанда , оның айналмалы қозғалысының кинетикалық энергиясы қандай болады?
25 Дж
19. Қандай жағдайда дененің потенциалдық энергиясы Жерге қатысты тұрақты болып қалады, ал кинетикалық энергиясы өзгереді?
С) Дене горизонталь бағытта үдемелі қозғалғанда
25. Қандай жағдайда қалыпты реакция автомобиль салмағына тең болды:
Е) Дөңес көпір бойымен
бір қалыпты қозғалғанда
14. Қозғалыстағы массасы = 2 кг дененің жылдамдығын: а) ![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAaAAAAIgCAIAAABMDCpLAAArtklEQVR4nO3deXxOV8LAcQkhEVRtr11RSylVS6miWkRra+zL1FBFB62pJYlSaq0InbFVtIgtbQ1CJlp7a2+1jZdS4lVLrUUEsYdI3jNP5vWaFnny3HPuvc+5v+8f82n1ueccRn6558lz782Rnp6eDQB0lMPqBQCAKgQOgLYIHABtETgA2iJwALRF4ABoi8AB0BaBA6AtAgdAWwQOgLYIHABtETgA2iJwALRF4ABoi8AB0BaBA6AtAgdAWwQOgLYIHABtETgA2iJwALRF4ABoi8AB0BaBA6AtAgdAWwQOgLYIHABtETgA2iJwALRF4ABoi8AB0BaBA6AtAgdAWwQOgLYIHABtETgA2iJwALRF4ABoi8AB0BaBA6AtAgdAWwQOgLYIHABtETgA2iJwALRF4ABoi8AB0BaBA6AtAgdAWwQOgLYIHABtETgA2iJwALRF4ABoi8AB0BaBA6AtAgdAWwQOgLYIHABtETgA2iJwALRF4ABoi8AB0BaBA6AtAgdAWwQOgLYIHABtETgA2iJwALRF4ABoi8AB0BaBA6AtAgdAWwQOgLYIHABtETgA2iJwALRF4ABoi8AB0BaBA6AtAgdAWwQOgLYIHABtETgA2iJwALRF4ABoi8AB0BaBA6AtAgdAWwQOgLYIHABtETgA2iJwALRF4ABoi8AB0BaBA6AtAgdAWwQOgLYIHABtETgA2iJwALRF4ABoi8AB0BaBA6AtAgdAWwQOgLYIHABtETgA2iJwALRF4ABoi8AB0BaBA6AtAgdAWwQOgLYIHABtETgA2iJwALRF4ABoi8AB0BaBA6AtAgdAWwQOgLYIHABtETgA2iJwALRF4ABoi8AB0BaBA6AtAgdVUlJSTpw4cf78+SSXixcvJicnp7jcdvH19c2ZM6efn1+ePHkKuPzXf/1XGZfcuXNbvXzogMBBgvT09KNHj+5zSUhI+NXl3Llz4tc9G7BYsWLVXOrWrduwYUMRPrkLhkMQOHgoMTHx22+/3eHy008/3bhxQ+Lgv7msX78+418rVqzYokWLNm3aiNhlz55d4kTQG4FDFty8eXPz5s1r1qwR6Tl06JBp8x5ymTp1qjiV6969e69evSpXrmza7PBeBA6Zu3DhwgqXLVu2pKSkWLgSse2d4vLKK6+EhoY2btzYwsXA/ggcHio5OTkmJuYf//jHN998c/fuXauX8x/Wurz00ksfffRRjRo1rF4ObIrA4QF27NgxZ86cZcuWiT2p1Wt5lE2bNtWuXbtv374RERF58uSxejmwHQKH/3fjxo2oqKjIyMiEhASr1+KutLS02bNnr169esGCBexY8TsEDv9y7ty5GTNmiLRdunTJ6rV44sSJE82aNfvwww9DQkKsXgtshMA53cmTJ8ePH79o0SJrf3pg3N27d8PCwvbt2zd//nw+SoIMBM65zp49O2HChDlz5ty+fdvqtUgTHR2dlJQUExPj7+9v9VpgPQLnRFeuXBFpmzlzps1/huCZNWvWdOjQITY2NkcO/no7HX8DnCU9PX3evHkjRoxITEy0ei0KrV69umfPnuJszuqFwGIEzkG2b98+cODAPXv2WL0QM3z++efVq1cPDQ21eiGwEoFzhOTk5JCQEHHu5vHV7w8UGBhYzOWxxx4LCAjw9/e/ceOG2P+K6S5dunT06FFrPx4sTlTr1Knz0ksvWbgGWIvA6S8mJuadd945e/as8aFKlCjRoEGD559//umnn65ateqjb/KRkpKyf//+n376aevWrbGxsaJ6xheQJSKvb7zxxr59+/LmzWvy1LAJAqezpKSkvn37rly50sggvr6+9evXf83lySefdP/AXLly1XQRlfn000/Xrl07f/58UToji8mqEydODBo0aO7cuWZOCvsgcNoSQenVq5eRE7eyZcv2dClVqpTBxfj5+bV22bVr1/Dhwzds2GBwQPeJqorKP/fcc6bNCPsgcBq6detWaGjozJkzPR6hbt26ISEhbdu29fHxkbgwoVatWuvWrRO75jfffPPKlStyB3+g9PT0gQMH7ty504S5YDcETje//PJL+/btf/75Z88OFzvK8PDwpk2byl3V74gVVq9evUOHDvv27VM6UYYffvghLi6uTZs2JswFWyFwWlmxYoXYlnp2ZlSiRIkpU6Z07txZ+qoeqEKFCjt27GjSpMmPP/5ownTjx48ncA5E4DSRcSXm3/72Nw+OzZ49+4ABA0QCTL7jkJhuzZo1jRo1OnDggOq54uPjN23axEdGnIbA6eDSpUti07d582YPji1fvnx0dHTdunVlL8otBQoU2LBhQ40aNUy4smLWrFkEzmkInNc7dOhQq1atDh8+7MGxYj87bdq0wMBA6atyX7FixT7++ONOnTqpnuif//zn2bNnixYtqnoi2AeB824bN24Uabh8+XJWD/T39xdnND179pS/pqzr0KGD+F0sXbpU6SypqaliioEDByqdBbZC4LxYVFTUX/7yF/F1m9UDS5YsuXLlylq1aqlYlWdmzJjx5Zdfyn324B8tWbKEwDkKgfNW4eHhw4cP9+DAZ555ZvXq1WJjKH1JRhQuXLhPnz5iv6x0lp07d545c6Z48eJKZ4F9EDivNGjQIM9a0KxZs5iYGHs+nyUkJCQyMlL13TfXrVv3xhtvKJ0C9kHgvMzdu3d79Ojx+eefe3BsmzZtli1b5ufnJ31VUogTq27dui1YsEDpLATOUQicN0lNTe3cubNnF8936NBBZNHmN7nt2rWr6sBt2rRJ6fiwFVv/dcf97ty5IyK1atUqD45t27btkiVLfH19pa9KrpdffrlgwYJJSUnqpkhMTDx69Gi5cuXUTQH7IHDe4fbt2yJSa9as8eDYZs2affHFF/avWzbXNRXBwcHz5s1TOsvOnTsJnEMQOC8gzt3El/3atWs9OLZu3bpiS5szZ07pq1KkRYsWqgO3a9eubt26KZ0CNkHg7C4tLa1Lly6e1a1s2bJxcXG5c+eWvip1TLhobP/+/aqngE0QOLvr2bOnZz9VyJ8//+rVqwsXLix9SUoVL168ZMmSp06dUjcFgXMOAmdr/fv39+zZd9mzZ1+6dGmlSpWkL8kE9erVW758ubrxT58+fePGDe86sYVnCJx9jR49evbs2Z4dO2HCBNU3rVTn2WefVRo44fjx40899ZTSKWAHBM6moqKixo4d69mx7du39+rngT7xxBOqpyBwDkHg7Gjt2rV/+ctfPDu2XLly8+fPl7sek5UpU0b1FCdPnlQ9BeyAwNnOnj17OnXq5ME9QrK5Hl71xRdf2PNSU/eZcAZ3/vx51VPADgicvYgvvNdee+3atWueHT5u3Lg6derIXZL5ihUrJkp9584ddVNcuHBB3eCwDwJnI+JLul27dh7vnpo0aRISEiJ3SZbw8fF57LHHlDaIwDkEgbORfv36ffvtt54dW6hQocWLF0t/jKlVxC5baYM8PkeGdyFwdjFr1qyoqCgjh+v0tAHVbyOqvnUwbILA2UJ8fPzgwYM9Prx169YdOnSQuB7L5c2bV+n4N2/eVDo+bILAWe/y5cudOnXy+E62ogXi9E3ukiyn+gzu1q1bSseHTRA46/Xs2fPXX3/1+PCJEyeWKFFC3nJsIT093avHh00QOItNnz49Li7O48Pr16/fv39/ieuxCaWfEYFzEDgrJSQkDBs2zOPDfX199ducZvDsc87A7xA4y4iv4ddff93Im0Fib1u9enWJS7IP1WdwNn82BWTh/2bLjBo1avfu3R4fHhgYOH78eInrsRXVgQsICFA6PmyCwFkjPj5+8uTJRkYYOnSoTh98+x3Vn1Pz9/dXOj5sgsBZQGxOe/fufffuXY9HKFasmB5XZT2M0gdrZeMMzjEInAUiIiL27t1rZIQPPvhA7xvSXrp0Sen4+fLlUzo+bILAme2XX34ZN26ckRFKlCih97PZk5OTjZzeuiN//vxKx4dNEDiz9e/fPyUlxcgIQ4cO9fPzk7UeG1K9P81G4ByDwJlq5cqVX3/9tZERChUq1LdvX1nrsScTAvf444+rngJ2QODMI07chgwZYnCQQYMGaf8G+W+//aZ6iiJFiqieAnZA4MwTERFh5JrTbK63xgcMGCBpOfZ1/Phx1VNo/Akb3I/AmeTs2bOTJk0yOEiPHj2c8OM/g98G3EHgHILAmWTs2LHGP7zq8aO2vAtncJCFwJnhyJEj8+bNMzhIo0aNHPIoT9WBCwwM5KeoDkHgzPD+++8bv7iyX79+UhZjf6oDV7p0aaXjwz4InHI///zz0qVLDQ5SpEiRdu3aSVmPzV27dk31I69MeLA0bILAKffhhx8av39s9+7d9f5w7z0JCQmqpyBwzkHg1Dp8+PCyZcuMj9OlSxfjg3iFAwcOqJ6ibNmyqqeATRA4tcLDw41fVlmuXLlatWpJWY/9mRC4ihUrqp4CNkHgFDpz5szixYuNj9OpUyfjg3gLE7aoFSpUUD0FbILAKfTxxx9LuTNt586djQ/iLVSfwfn4+Dz55JNKp4B9EDhVUlJS5syZY3wcsZ965plnjI/jFcQfmurLGEqVKpUrVy6lU8A+CJwqn332mZSPO7Ru3dr4IN5i//79aWlpSqeoWrWq0vFhKwROlRkzZkgZJygoSMo4XmHPnj2qpyBwjkLglPjxxx9/+ukn4+P4+/s3atTI+DjewoTAPf3006qngH0QOCXmz58vZZyGDRs66g0jzuAgF4GTLyUlZcmSJVKGctT+VDD4LJ5MZc+encA5CoGTLyYm5vLly1KGclTgjh49euXKFaVTVK5cmSeiOgqBky86OlrKOPny5atWrZqUobzC7t27VU9Rs2ZN1VPAVgicZJcuXdq4caOUoWrXri1lHG+xa9cu1VMQOKchcJKtWLEiNTVVylDPPfeclHG8hQmBc9ofKQicZMZv/XaP074aVQcuZ86czrlnATIQOJnE/nTTpk2yRnNU4H799deLFy8qnaJGjRqicUqngN0QOJnWrl0ra39a3EXKUF7BhP3p888/r3oK2A2Bk2n16tWyhqpcubKsobzCDz/8oHqKF154QfUUsBsCJ016evq6detkjVauXDlZQ3mFnTt3qp7CURe9IQOBk0acg0h8Wkr58uVlDWV/aWlpqreo4oy4SJEiSqeADRE4aTZs2CBxNEedwe3du9f4U7Ef7cUXX1Q6PuyJwEmzZcsWiaOVKlVK4mg29/3336ueonHjxqqngA0RODlSU1O/++47iQMGBARIHM3mVL8B5+Pj8/LLLyudAvZE4OT44Ycf5G6yHHWXpO3btysdv3r16oULF1Y6BeyJwMmxdetWuQM656YX58+fP3LkiNIpmjZtqnR82BaBk0P6x7hy5HDK/zWqT9+EZs2aqZ4C9uSUryLV4uPj5Q6YmJhYsmRJuWPa044dO5SOHxAQwCfgHIvASSA2WadOnZI75tmzZ+UOaFuqz+AaN27snP0+fofASfDjjz9KH9Mhgbt69ep///d/K52iRYsWSseHnRE4CaQ8QOt3Dh8+LH1MG9q2bdvdu3eVTkHgnIzASZCQkCB9zM2bN0sf04ZU/zYrVapUtmxZpVPAzgicBAcPHpQ+ptj2Xr9+PTAwUPrItiLx9nkP1KZNG6Xjw+YInARHjx6VPmZqaqr44m/VqpX0ke0jOTlZ9YNmXnvtNaXjw+YInFE3b968dOmSipFnzJihd+C+/vrrtLQ0deMXKVKEm1w6HIEz6vTp04pG3rBhw759+zR+cuD69euVji++Pfj4+CidAjZH4IxKSkpSN/iYMWOWL1+ubnxryb3B1B+xPwWBM0rR/jTDihUrFi5c2KNHD3VTWOXIkSPHjh1TN36ePHmCgoLUjQ+vQOCMUn2nxnfeead+/foVKlRQOov5JN7e/YFatmzpqDuy4IEInFGqP6d67dq1Zs2arV+/vmLFikonMtmXX36pdPz27dsrHR9egcAZpfTngBlOnDjRoEGDr776qk6dOqrnMoc47VX6CbiAgAAuYEA2AmecORdyX7hw4cUXXwwNDR02bJgGl45v2LAhJSVF3fivvPJK7ty51Y0Pb0HgjDLtYoNbt26NHTt20aJFkydP9vb9l+r9aadOnZSOD29B4IwqUKCAmdP9+uuvHTt2rFy58tChQ8WXcZ48ecycXQqxqY+Li1M3vjh3a926tbrx4UUInFElSpQwf9KDBw/27t377bffFnux4ODgl156yYuewrVt27bExER147dq1Yr9KTIQOKOKFCmSK1cupe8oPYzYtMa6iH9+4oknXnjhheou1apVK168uPnrcVNMTIzS8Tt37qx0fHgRAmeUj4+P2DCquCVclvzq8tlnn2X8q7+/f+nSpUX1ypQpU9ilkEvevHnFrjbQJSAgIEeOHNmzZ8/4X9Oualq5cqW6wcVvkJ+f4h4CJ4E4Y7I8cL8jTu4OuVi9ELNdvXpV7iNlExISKlWqJHFAmInASVC/fv3o6GirVwH5RCv1u4bEUQicBDy0SVdVq1b19fW1ehXwHIGToEqVKmXKlDl+/LjVC4Fk1atXt3oJMITAydG2bdupU6davQpI9swzz1i9BBhC4OTo3r07gdMPZ3DejsDJ8eyzz9auXVv68+1hLc7gvB2BkyYkJISPmOqkZMmS+fPnt3oVMITASdOhQ4cqVaocOHDA6oVADk7fNEDgpPHx8fnoo49effVVqxcCOXgDTgMETqbmzZu3a9duxYoVVi8EEnAGpwECJ1lkZOT27dvPnz9v9UJgFGdwGiBwkhUuXHjRokUtW7ZU/awGKOXv76/ZQzCcicDJFxQUFBERMWTIEKsXAs9xkZYeCJwSgwYN+u2336ZMmWL1QuAh3oDTA4FTRZzEpaamcnmDl+INOD0QOIX+9re/FS1a9L333ktPT7d6LcgazuD0QODUCg0NrVy5co8ePZKTk61eC7KAMzg9EDjl2rRps2vXru7du3/33XdWrwVuKVmy5OOPP271KiABgTNDuXLltm/fLnasY8aMuXbtmtXLQSY4fdMGgTOJj4/PkCFDunbtGhYW9sUXX6SlpVm9IjwUb8Bpg8CZqnjx4osXL37vvfdGjx69YsUKMmdPnMFpg8BZoEqVKkuXLj1y5Mi0adMWLlx49epVq1eE/8AZnDYInGXKly8/ffr0SZMmLV++XGRuy5YtXN1lB1ykpRMCZ7GAgIDuLhcuXFi5cuWqVas2b97MDyIsxEVaOiFwdlGoUKE+Lnfu3Pn222/FCd327du///57NrAm4w04nRA42/Hz83vRRfxzenr6oUOHdu/evWfPngMHDhw8ePDYsWPsZJXiDTidEDhb8/HxqeTSpUuXjF9JTU09efLkcZfTp0+fO3fu7NmziYmJl12Sk5PF9lacA7o5fs6cOXPlyiW2yf7+/rnvE/h/xD+L4Ob8Pxn/LA7xc7n3K373yZEjh9hxK7p1+9tvv/3mm2+qGPmesmXLKh0fZiJwXkbko6zLI16TlpZ248aNlJQUUcO7LuJXfF1yuGTUSnRKxQqvX78uzjpVjPzYY4+NHTuWB8HAfQROQyJkeVwsmX3r1q0irCpGHjJkCHVDlhA4SPb111+rGLZQoULvvvuuipGhMQIHyRQFLiwszKpzUngvAgeZkpKS9u7dK33YYsWKDRgwQPqw0B6Bg0ybNm1ScXfPESNG+Pv7Sx8W2iNwkEnF/rRMmTJ9+vSRPiycgMBBpq+++kr6mKNGjfLz85M+LJyAwEGaPXv2nDp1Su6YFSpU6NGjh9wx4RwEDtKsWrVK+phjxozh0nd4jMBBmi+//FLugLVr1753jRrgAQIHOc6dOxcfHy93zI8++kjugHAaAgc5xOmb3A+IBAcHN2zYUOKAcCACBznk7k/9/PwiIiIkDghnInCQ4Pr16+vWrZM4YL9+/Z588kmJA8KZCBwkiIuLu3XrlqzR8ufPP2rUKFmjwckIHCT4xz/+IXG0ESNGFChQQOKAcCwCB6OuXLkicX9atmzZd955R9ZocDgCB6NiY2NTUlJkjRYeHp4zZ05Zo8HhCByMWrp0qayh6tWr17FjR1mjAQQOhly+fHnDhg1ShvL19Z0+fbqUoYAMBA6GLFu2zP2HeD1a7969a9euLWUoIAOBgyHz58+XMk7BggUnTpwoZSjgHgIHzx06dGjnzp1ShhJ1e/zxx6UMBdxD4OA5WadvderUUf04ZzgTgYOH0tLSFi9ebHwcX1/fWbNm+fj4GB8K+B0CBw+tX7/+zJkzxsfp06dPrVq1jI8D/BGBg4ek7E8LFiz44YcfGh8HeCACB09cunQpLi7O+Dj8bAFKETh4Yt68ecYvz3ruued69+4tZT3AAxE4ZFl6evrs2bMNDuLn5zdnzhwp6wEehsAhy9auXXv06FGDg4SFhVWrVk3KeoCHIXDIso8//tjgCE899dT7778vZTHAIxA4ZM2xY8fEGZyREXx9fefOncs9kWACAoesiYyMTEtLMzJC//79n3/+eVnrAR6BwCELUlJSoqKijIxQunRpLqqHaQgcsmDRokUXL140MsInn3wSGBgoaz3AoxE4uCs9Pd3go+a7d+/evHlzWesBMuXEwKWlpY0ZMyZ79uxiu1S2bNm6dev6+/tbvSgvEBcXd+jQIY8PL1KkyNSpU+UtB8icEwP31ltvzZs3796/5sqVq0GDBq+88kqPHj0KFSpk4cJsbsqUKUYOnzlzJldlwWSOC1xYWNj9dcvmeuP8a5eRI0d269Zt8ODBVapUsWp5tvX999/v2LHD48Nff/31Dh06SFwP4A5nBS4iImLy5MkP+6+3bt2KiopauHBh//79x48fnzdvXjPXZnOP+HPLVOnSpcXpm8TFAG5yUOBEvIYNG5bpy+7evTtjxoyYmJjIyMjWrVubsDD7O3LkSGxsrGfH+vj4LFiwIF++fFJXBLjFKYFbuXLlW2+95f7rz5w5Exwc/MEHH4waNUrdqryFOH3z+MO9YsvfuHFjqcsB3OWIwH3zzTfdunUTp2ZZOio9PX306NF79+5dvHhxQECAorXZ36lTp8QpmGfHVqtWbcKECVKXA2SB/oHbtWuXOBfz+OZlK1asuHLlyqpVq3LlyiV3Yd5i4sSJt2/f9uDAnDlzRkdHc80pLKR54P7nf/7n1VdfvXbtmpFBNm7c2K5du9jYWD8/P1kL8xZiq+7xtVnjxo3jhkiwls6BE3uroKCgCxcuGB9qzZo1Xbt2Xb58ufGhvEt4eLhnJ7+NGjUaOnSo9PUAWaJt4JKSkpo1a3by5ElZA4q96vjx4x11F7OzZ8/OnTvXgwMfe+yxRYsW8SRAWE7PwIk9qdiZiv2p3GFHjx5dp04d51xNOWnSpFu3bnlwoMhi6dKlpa8HyCoNA3f79u3g4OD4+HjpI6elpXXr1m337t1O+Oo9d+7cp59+6sGBAwYMaN++vfT1AB7QLXCiQV27dv3mm28UjX/p0qU+ffqsW7dO0fj2MW7cuJs3b2b1qJo1axq84wggkW6Be+utt1auXKl0ig0bNkRFRfXq1UvpLNY6evSoB4+8ypcv39KlS/lcCOxDq8D98UJ6RYYMGfLqq68WK1bMhLksMXLkyDt37mT1qLlz55YrV07FegDP6BO4yS7mzJWcnCwS4NlPGO3vp59+WrJkSVaP6tevH/cLgd1oEjixZxSnb2bO+Pnnn4eHh2t5/7j33nsvPT09S4c8++yzf//73xWtB/CYDoGLjY3N0oX0Uty6dWv27Nn6fSxu69atWX0qYN68eXnrDfbk9YHbtGlT165ds3ohvRSRkZHitFGz67fcuaPU74itevny5VUsBjDIuwNn8EJ6g3777Tdx5vKnP/3JktlViImJ2blzZ5YOGTp0aMeOHRWtBzDIiwOXcSH91atXLVzDtGnTtAmc2HRn9erRoKCg8PBwResBjPPWwEm8kN6I+Pj4HTt2vPDCC9YuQ4rJkycfP37c/deLbemSJUt8fX3VLQkwyCsDl5SUJOom8UJ6I6ZOnapB4E6fPj1p0iT3X58nT57Y2Nj8+fMrWxEggfcFLuNC+oMHD1q9kH8TX+cnTpzw9qtTw8LCbty44eaLMx6zULVqVaVLAozzssCpu5DeY3fv3p05c2ZERITVC/Hcli1bPv/8c/dfP3z48Hbt2qlbDyCLNwUu42Ye6i6k99jcuXNHjx6dO3duqxfiiTt37vTr18/917ds2XLs2LHq1oM/unjxovgLNnv27NTU1Pt/3eMnATmHNwUuOjo6KSmpYcOGl13EP7u/q1JKLEZs2fr372/1Qjwhzj3d3+9XrFjxs88+406WphHffsT+YNy4ceLvmNVr8UreFLg/u9z/K4cOHRLb1W3bti1btkx8l7NqYcL06dO9MXDHjh1z/6lXjz/+eFxcHE84NU1sbGxoaOjhw4etXogX86bA/VFFF7FvFX1ZvXr1pEmTsvo5VVlEasUCWrRoYcnsHhObUzfv2ZszZ86VK1eKP23VS4Kwe/fuwYMHb9myxeqFeD3vDtw9fn5+r7nExMSEhYUdPXrU/DVMmzbNuwI3b9689evXu/niqKioRo0aKV0PsrkujxkxYsTChQuzer8DPJAmgbunffv2QUFBvXr1EqUzeeoNGzYkJCQ89dRTJs/rmdOnTw8ZMsTNF48dO1acJitdD27evDllypSIiIjr169bvRZ96Ba4bK6bWyxbtmzy5Mkm30Apm+tDv5988onJk3qmT58+V65cceeVPXv21O+mKXYTHR393nvvie86Vi9ENxoGLkNISEiOHDncP0mRQvw1nThxYoECBcyc1ANiv+nmPZGaNGni2aNn4KYdO3YMGjTIVh/t1Im2gRPE35tr16598MEHps0odhniDE58KzZtRg8cPnz4r3/9qzuvrFKlitjpi+8TqpfkTMeOHRObDAc+TdxMmv/dHTly5Pfff7969WrTZpw1a1ZoaGj27NlNmzFLUlNTu3Xr5s67PEWLFhV/bnwoRIUrV65MmDBh2rRpt2/ftnotmtM8cMLChQtr1Khh2rsbYqJly5Z16dLFnOmyShTfnd1QYGDgqlWrvP0CWxtKS0sTW36xq0hMTLR6LY6gf+AKFiwYGRnZpk0b02YU35ntGbiNGze681wePz+/FStW1KpVy4QlOcq6deuGDBly4MABqxfiIPoHTmjVqlXTpk3Fl7c504lN8c6dO+vVq2fOdG46deqU2JxmevWij4+POOdt1qyZOatyiISEBJG2rD7sAsY5InDC3//+d7FRNe3RDVOnTvXgyXvq3Llzp0OHDu7cH9S2p59eSvyZiw2p2JZa8tgQOCVwVatWDQoKWrNmjTnTiS3e6dOnS5QoYc50mRo4cOAPP/yQ6cvef//9t99+24T1OMHt27enT58+fvx4Nz9vCBWcEjiha9eupgUuNTV15syZEydONGe6R4uMjHTn48d9+/blPkiyxMTEhIaGHjt2zOqFOJ2DAhccHOzv7+/mteXGzZkzZ9SoUQEBAeZM9zBr164Vp2+Zvuz1118XHTRhPdqLj48fPHjw9u3brV4I/sVBgcuTJ0+rVq1M+1zlxYsXFy1aZP4Tqe/3888/d+7cOdN3fzp16rRgwQLu8mbQ6dOnhw8fHh0dzXXy9uGgwGVz7VLN/OD49OnTLQzcyZMnW7ZsmeljFV977bXPPvuMh2MZcePGjYiIiClTptjkDqy4x1mBa9GiRb58+Ux70zchIeGrr74SlTFnuvudP3++adOmmT547NVXX126dKltr7uwP3GyJs7TR4wYcebMGQ8OL1KkiDjFnjFjhvSFIYOzApcrV67g4GDxN9K0GcPDw80P3OXLl4OCgn755ZdHv0wUcMWKFX5+fuasSj9btmwZPHjw7t27s3pgYGCgOHF+/fXXmzVrJr67EDh1nBW4bK5dqpmB2+Fi5oNTL1682Lx587179z76ZeJkNiYmRhTfnFVp5siRIyEhIbGxsVk6SrRMfFMRXWvbtq2XPqLI6zgucOJvWKFChdz5yKss48ePN+3jKefOnRO/wf379z/6ZeILbMmSJZy7eSA5OXns2LEzZ868c+eO+0fVrl1bdE18cy1cuLC6teGPHBc48V20Y8eOZn4kYt26dRs3bhTdUT3R8ePHxZYn02eUdOnSZfHixbzvllV3796dPXv26NGjk5KS3DykfPny3bp1E2mrUKGC0rXhYRwXuGyuXarJn/kaMmTI7t27lf6k8rvvvhPnZefPn3/0y3r27Dlv3jw+EeKBAQMGuHnvT7FF6NSpk+ia3a5HdiAnBq5BgwalSpXK9CeMEu3bt08kVXyFKBo/Ojq6T58+KSkpj37ZwIEDp06dqmgN2sv0JnoBAQFt2rQRXWvevDl3CbUJh/7f0Llz5ylTppg547Bhw1555RWxZ5E7rIiaOD2cNWtWpq+cOHGi+Q+pcAKx2X/ppZdE19q1a5cnTx6rl4P/4NDAiV2qyYET3////Oc/b9u2TeJGNSEhoUuXLuL08NEv8/Pzmzt3bvfu3WXNiww1a9b805/+JP4uFS1a1Oq14MEcGrhnn322YsWKhw4dMnPS7777TmwSZ86caXyoO3fuRERETJgwIdNLawMDA2NiYoKCgoxPigxPPPFExo8OKleubPVakAmHBi6b6yRuzJgxJk8q9pJlypQJCQkxMsg333zz9ttvHzx4MNNXijOLVatWcW9eKQoWLPjWW2+Jrpn5qUYYRODMFhYWdvv27REjRnhw7NatW0ePHr1582Z3Xiw2UP/85z/tc086b8fPZ7yRcwMntqhio+rBdTbGjRw58vDhw9OnT8+bN687r7958+ayZcs+/fTTb7/91s0pOnbsuGDBAstv1gRYy7mBy+b6yKslgcvmetbXunXrJkyYIE4k/f39H/iaxMTE9evXi5fFxcW5f4MAHx+fUaNGmfk0WMC2nB64YcOGWXX3rrNnz7755pvvvvtuy5YtK1WqVLx4cbF1FSFLSko6ePDg/v37T5w4kdW1iVPC+fPnt2vXTtGaAe/i6MCVKlWqfv36O3bssHANV69elfV4murVq4udLFcFAfc4OnDZXD9qsDZwsrzxxhsff/zxw3a7gDM5PXAdO3b861//6tWPdAsICBBp69mzp9ULAWzH6YErXLhwkyZN1q9fb/VCPFS7du3FixdXqlTJ6oUAduT0wGVz7VK9MXA5cuQYPnz4yJEjufER8DAE7l93fxwwYIB3PS6kYsWK4sStTp06Vi8EsDUCly1fvny9evWScomoCcSJ26BBg0aPHs2HeIFMEbh/GTp06OzZs1NTU61eSCaef/75Tz755Omnn7Z6IYB3IHD/Urp06W7dupn5MJqsyp8//8SJE619jDTgdQjcv40dO3b58uU2fCdO7En79u0r9qSFChWyei2AlyFw/yZO4kaNGjVs2DCrF/IfgoODJ02axMUJgGcI3P8bPHjw4sWLM33mnjkaNmz44YcfcusxwAgC9//EZnDp0qX16tW7evWqhcto3rz5iBEjGjRoYOEaAD0QuP/w1FNPiZO4tm3bmn+LkezZs7dp02b48OHcgBeQhcD9nqjM1KlT3333XdMaV7Ro0TfffLNv376lSpUyZ0bAIQjcA7zzzjv58+cX0VH6yTixI3755Zd79+4dHBzMYzQBFfi6erDu3bsXL178jTfeOHXqlNyRxVa0cePGnTp1at++fYECBeQODuB+BO6hmjRpsn///tDQ0Dlz5qSlpRkcrXTp0mLApk2bBgUFFSxYUMoKATwagXuUvHnzRkZGhoWFzZw5Myoq6vLly+4fmydPnurVq9eoUaNmzZovvvii9GfaA8gUgcvcE088MWXKlPDw8Pj4+G3btu3atSsxMTEpKenatWv+/v65/0/RokVLuYiTtfIuVi8ccDoC564cOXLUc7F6IQDcReAAaIvAAdAWgQOgLQIHQFsEDoC2CBwAbRE4ANoicAC0ReAAaIvAAdAWgQOgLQIHQFsEDoC2CBwAbRE4ANoicAC0ReAAaIvAAdAWgQOgLQIHQFsEDoC2CBwAbRE4ANoicAC0ReAAaIvAAdAWgQOgLQIHQFsEDoC2CBwAbRE4ANoicAC0ReAAaIvAAdAWgQOgLQIHQFsEDoC2CBwAbRE4ANoicAC0ReAAaIvAAdAWgQOgLQIHQFsEDoC2CBwAbRE4ANoicAC0ReAAaIvAAdAWgQOgLQIHQFsEDoC2CBwAbRE4ANoicAC0ReAAaIvAAdAWgQOgLQIHQFsEDoC2CBwAbRE4ANoicAC0ReAAaIvAAdAWgQOgLQIHQFsEDoC2CBwAbRE4ANoicAC0ReAAaIvAAdAWgQOgLQIHQFsEDoC2CBwAbRE4ANoicAC0ReAAaIvAAdAWgQOgLQIHQFsEDlDu5s2bZ+7z22+/3f+vHg+bL1++4g/n7+8v8bfgpQgcIEFKSsojEnblyhUVk167du2QywP/a/78+YsVK/bA9olfz5kzp4ol2Q2BA9xy+/bt+7P1u4RdvnzZ6gX+3mWXhISEB/7XAgUKPOzUr2jRojlyaFIGTX4bgFIXL14sVKiQ1auQ6aLLzz///Mf/FBAQcP36dfOXpAKBAzKXnp5u9RLMk5aWZvUSpCFwALRF4ABoi8AB0BaBA6AtAgdkrmDBgjq99e4cBA6AtggcAG0ROADaInAAtEXgAGiLwAHQFoEDoC0CB0BbBA6AtggcAG0ROADaInAAtEXgAGiLwAHQFoEDoC0CB0BbBA6AtggcAG0ROADaInAAtEXgAGiLwAHQFoEDoC0CB0BbBA6AtggcAG0ROADaInAAtEXgAGiLwAHQFoEDoC0CB0BbBA6AtggcAG0ROADaInAAtEXgAGiLwAHQFoEDoC0CB0BbBA6AtggcAG0ROADaInAAtEXgAGiLwAHQFoEDoC0CB0BbBA6AtggcAG0ROADaInAAtEXgAGiLwAHQFoEDoC0CB0BbBA6AtggcAG0ROADaInAAtEXgAGiLwAHQFoEDoK3/BVli1VWDrpDaAAAAAElFTkSuQmCC)
Достарыңызбен бөлісу: |