Phân biệt sự vận động và dịch chuyển đường cung
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<strong>Phân biệt sự vận động và dịch chuyển đường cung</strong></p>
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Vận động phản ánh thay đổi của lượng cung do giá của hàng hóa đang xét thay đổi ( cá yếu tốc khác giữ nguyên ). Khi đó có sự vận động dọc theo đường cung S cố định từ điểm A đến điêm C hoặc xuống điểm B trên 1 đường cung ban đầu ( hình 2.5)</p>
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" /></p>
<p>
Dịch chuyển phản ánh sự thay đổi trong cung do một trong các yếu tố ảnh hưởng đến cung thay đổi ( giá của chính hàng hóa đó không đổi ) khi đó có sự dịch chuyển của đường cung ban đầu sang một đường cung mới về bên phải hoặc bên trái ( hình 2.6)</p>
<p>
Theo đồ thị trên giả sử đường cung ban đầu là S tại mức giá P, lượng cung ban đầu là Q. Khi chính phủ đánh thuế hàng hóa bán ra, cung giảm đi và tại mức giá ban đầu là P, lượng cung mới sẽ giảm đi còn Q’’. Như vậy, tác động của thuế hình thanh mối quan hệ mới giữa giá và lượng cung, do đó gây ra sự giảm cung. Đường cung mới S’’ sẽ nằm ở bên trái đường cung ban đầu. Tương tự nếu có trợ cấp của chính phủ đường cung S’ là đường cung mới sẽ nằm ở bên phải đường cung ban đầu sau khi có sự tăng cung</p>
<p>
<img alt="" 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tNIArYToPgakFJ8DVBoCkmgUaNG0qZNm5Dn7T6B0cEdO3a0O1hHw6tdu7aMHTvW0TgZGQm4iQDF11AaFF8DFJpCEjh69KgUKVJEPvzww5B+7Dpx5MgR1U+6c+dOu4J0PJy5c+eqhUH++ecfx+NmhCTgFgIUX0NJUHwNUGgKS2DdunWSI0cO2bRpU1h/6T05aNAgadasWXqDSdr1Z86ckcKFC8u8efOSlga7IsZgtwEDBtgVHMNJMQIUX0OBU3wNUGiKSGDChAlSpkwZOXnyZES/8XiAcGGBj/Xr18dzuSuugVjdf//9rkhLehOB8kaXAx0JxEOA4mugRvE1QKEpKgJNmzaVli1bRuU3Vk9vvfWW1K1bN9bLXOMfA8UwtSgZo8MTAaFatWoya9asRATNMFOAAMXXUMgUXwMUmqIigNG7xYsXl3fffTcq/9F6OnfunJpXvGLFimgvcZ2/hx9+WLDvsB8c5ihny5ZNzp4964fsMA9JIEDxNUCn+Bqg0BQ1ASyAgf7fn3/+OeprInmcOHGi2lUpkj+3nl+0aJF6eUhUk7zT+e7duzdX5nIaus/io/gaCpTia4BCU0wEJk2apEb0Yp/a9DqMCi5UqJAsXbo0vUEl5XoMTMJo8NmzZyclfrsjRSsE+t7xkkVHAvESoPgayFF8DVBoiplA69at5bHHHov5uuAL3nvvPalRo0aw2TPHPXr0kMaNG3smvZES+vHHH0v16tUjeeN5EghLgOJrwEPxNUChKWYCp06dkptuuknGjBkT87X6gvPnz6ta48KFC7XJU5+oHWbPnt1Xe/XiReijjz7yVDkwse4jQPE1lAnF1wCFprgIbN68WfX/rlmzJq7rp06dKlWqVInr2mRfhN2fsPXim2++meyk2Bb/Dz/8IPny5Uv6dpK2ZYgBJY0AxdeAnuJrgEJT3ATQTHn99dcLVqeKxaHWW6xYMZk/f34sl7nG7/jx46Vy5cquSY8dCcGI7WHDhtkRFMNIcQIUX8MNQPE1QKEpXQTat28vDRs2jCkMLFdZqVKlmK5xi2csf4mpOH4alIT5yZinbMcgOreUE9ORPAIUXwN7iq8BCk3pIoDVqcqXLy/Dhw+PKhw02ZYsWVKwDrIXXZ06dXy39CI2z+jevbsXi4NpdiEBiq+hUCi+Big0pZsAFmbIlSuXrFy5MmJYn3zyiRLriB5d6AErcZUrV078tHHCn3/+qWq9f/31lwuJM0leJEDxNZQaxdcAhSZbCHz22WdqsYkDBw6EDA+1XqwRPWfOnJB+3Hpi165dqrnZzgVG3JBX1HpffPFFNySFafAJAYqvoSApvgYoNNlGoEuXLmqNZoisyWG9YNQcvejuuusu6devnxeTHjLN6L/OkiWL7N+/P6QfniCBWAlQfA3EKL4GKDTZRgArJGH6UP/+/S8IEyOcsTb0F198ccE5txvQ3HzLLbf4qrkZzJ966inp1q2b2/EzfR4jQPE1FBjF1wCFJlsJYIef3LlzC9Y8tjpsyFC1alWryRPft2zZopqbf/31V0+kN9pEIl9YJOTQoUPRXkJ/JBAVAYqvARPF1wCFJtsJfPXVV5I3b17Zu3evChsjogsUKCDLli2zPa5EBoiBVRUrVpRRo0YlMpqkhP3AAw/IoEGDkhI3I/U3AYqvoXwpvgYoNCWEQK9evaRWrVqC5maI17333puQeBIZKPp477jjDgnVh53IuBMZ9vLlyyV//vyCZUKT7bBVJZ2/CFB8DeVJ8TVAoSkhBCC6tWvXlpdeekntlIPlC73k1q5dq5pl0YzuN4faPHancoMrWrSo4EXt8OHDbkgO02ADAYqvASLF1wCFpoQR2Ldvn2TOnFlq1qyZsDgSETBqhBgc9sEHHyQi+KSGiXnWN998s2tq89gfGs8l3CcU4aTeGrZFTvE1oKT4GqDQlDAC6PO96qqr1AYMXqpBPv3009K0adOEcUlWwCdOnFCbJ7ip712LL55NbhNhv3U3OHXfUXwNpCm+Big0JYwA9v3t3LmzDBw4UG1EgKlIbnczZsyQwoULy7Fjx1ybVDTpY33sUqVKKcHSwuWnTwzQ27ZtW0LKAJt6XHHFFWpzj0KFCimGGCCIZU8vv/xydYwXlXnz5knPnj1l48aNgm6IJk2acHR4FCVC8TVAovgaoNCUEAJYCQpTWbDjEWoQdevWVUKckMhsChS1c9TEVq1aZVOI9gYD0UVTOJrEsTFFLOtj680TsJykm1wyar7o80aXCNyXX36pxFZvD4kuB+xrrEfqY1R4xowZlSgPGTLETehcmxaKr6FoKL4GKDQlhMDdd98tI0eODIR98OBBNd3o008/Ddjc9AXCVr16dVdumoApT1OmTJEbb7xRLWKCqVyxOuw8NWDAgFgvS7h/Lb5O9vla+QWLLzL83XffydGjRwN5x0uZm1tCAgl1yReKr6EgKL4GKDTZTgAPtyJFisjZs2fThP3tt99Kzpw50zQnYp1nzANOtkPTOAaGuamfD6L73nvvCUYEY4GSBQsWxIVp5syZqonVDZyDM5Ds0c4m8dVpRHNzixYt1EtZwYIFVRM0zm3evFnatWunBolt2LBB3TdYpjP45WbFihWqhQKj/nFvYUAZ/EDcTW7NmjWqnEuUKKGmuH3++ecC23333ScVKlRQG5ecPHlSHnroIXWM2jq2gcRL7g033KBGsGOtbqQFU+SsU8liTYspfdHaKL4GUhRfAxSabCWAGiT6IkPVcF9//XW1qxH61Lp27SoZMmSQdevW2ZqGWAPDACTUwNzSJIu+8XfeeUeuv/561QQavFpYLPnDwzlfvnyyePHiWC5zzG+y5/mGE9/KlStL48aNFQssmYrnJ1Y6Q3lAUHF85513yvvvv6/E9aKLLgo0V+N3gPIbPHiwur5Tp07K//PPP28UX3QLXHbZZaoZHBfgZQt7LON3Mn/+fHWt7mZAmSIu/H6woxim8yEtKGf8vl5++WV1PGbMGBV3rGlRF6XjH8XXAI/ia4BCk60ERowYoR5I4QK9//77VQ0Y9yP+IDTJcmgOx2AbN6w5jZYCrCONQUB4uC9ZsiTdWDp06CAtW7ZMdzh+DSCc+DZo0EDGjx+vso5NQXCvLly4UB1jARYcY0wD3LRp09Sx3lZThwvhhMPgLfhHS4bJtWrVSpW7PofrHnvsMdUq9P3336trtfjCz9VXX63EF99RE0fYOq14ebvkkkvkhRdeUMHFmhadhng/Kb4GciggOhJIFAEMUsEgKzTXhXJ4qKDpGfei/kNtIBlODwTDbkzJdGgOHjdunKBps06dOoIVqOxwaFG49tprBS8YdGYCWpj0gKtgX2j2feSRR9RuXLhfdX8xarQ41ns7o0sFx7prAGWIY13zRbMvjrV4B8eDjTsaNWoUbFbHkcQXtWaEbZ2Xft111wmmzMHFmhZjImIwUmUMsFBAdCSQKALNmzeXcEKGBxFGjuI+tP5hoFMy3Guvvab6zpI1BQqii4c+HpQYoKZrTXawQC0aeydPnjzZjuB8G0Y48X377bdVqwiEFf20uGdDiS9GyOO8Fl/cU7ivMX0Jwot54+XLlw/JESPYcR9YHe4PNDGnV3xjTYs1DfF8p8oYqOHmoCOBRBDAAwbNt3hYhHKY3oGN2zHH0iq+11xzTahLEmbHwxK19B07diQsjlABnz59Wv7zn/+oPjqseb169epQXuO29+7d25Praced4TgvDCW+2O0JL4roQ4XT4ovmY7jgmm+w+MIPNq7ACyn6Zr/++mu1zrm62PAP9wF+E5iipx36mTGga/369eoc5nZrh2Zn/JbgItV84SeWtOg44v2kyhjIUXwNUGhKNwEM6MCShRh4Eo3D5u0YJILVr7QIJ2pBBVN68GDFIg6fffaZ6XTCbBh9ik0m8JJSv359VaNJRGR4WOPFwkuriiWCQzRhYo1r3INYTMPq9uzZo8QX83x37dqlFtiAP4gYRo/rQU76ZROD9nBeDzTU/bBDhw6V6dOnqznZEGj8VkxO9xnrUcsdO3aUZs2aKa/oNkDYjz76qOC30759e3WMZmq80KJpHOdRU9cO23rqVdpiTYsOI95Piq+BHAqIjgTsJoCpDvGs34yHSo8ePdTgETzQnHDo50UTr641OBEnpodgIFqePHkEg3iwWlKiHPog0X+IgVt04QmMHTtW7e6E5yL6xlHTtDrUWjEaH6OOIWwYxITVsaZOnapeoHAd+oMx+hmjk3GMxU9++ukngXjjBQg26x+aoU0jvHFfYkQ04oN/DLjbtGlTIDkQUh0OuipQ88WUJHzHbw/nypYtq5rFn332WXWcLVs2NT881rQEIo3zC1XGAA4FREcCdhJAsy1+5Hi7DnaYloG5jaH+Pv74Y3UJdrT55Zdfgi9PyDFGqVapUkWc6OfFNBH0K+PBjhrUjz/+mJA8WQPFPFIM2qKzhwBqlvpeQYtJqJprcGxLly6VevXqqd2a0CyMsse8XQglljAN5Q4cOKCakU3nIcZ6dLW1edrk12qLNy3WMGL5TpUx0KL4GqDQlC4C99xzzwWLC+gA8aDCnr76jT34Ew8jJ90333wjuXLlkt27dyc0WtRssBQh4nrwwQdVn11CI/xf4H7eBtEJfnbGgdXIMMUL/fvaQbwhvlpAtT3Rn06nheJrKFGKrwEKTXETwNQGLKihawamgNDkBREKFt5wIz9N4aTXBsFFDRQDXxLlsAQhVsrCVCo0RzpVm0d+8JDHiFk0idIlnwCmz2XKlEkuvfRSufXWW9XIcyyC4fQLJ0g4nRaKr+H+o/gaoNAUFwG8xUPMMA0jkoPgBU8xwpJ5EGYnHF4O0NQcvPyfXXFjHWA0Z2OVLCyMgOZ2px0WVEAtm849BNDXj6lJo0ePVp96cFYyUuhkWii+hhKm+Bqg0BQXgSeffFKtbxvtxej31bVfDAjCyksYyIJRnYkWYYwORf+b3es2o/mwT58+SnQxMtU6QCZaLnb4w9KRGEHNxTTsoMkw0kuA4msgSPE1QKEpZgKYToElEDGgKFpn7f/VTW8Q3USLMKY/YX9eO/vZMEAMLxMYzYqF93/77bdoMdjuDwN0ILx6GUPbI2CAJBAjAYqvARjF1wCFppgI/PXXX6q5OZ4lECG2mN8a7BIlwpjvipHYmPphh0PNEvNBEeYTTzwhW7dutSPYdIUBnuFWFUtX4LyYBOIgQPE1QKP4GqDQFBMBzFPFAgPxunBTNewUYdR0sauMHQOQULvs3r27Et3WrVun2RIxXg52XIe+RDThB2/daEfYDIME4iVA8TWQo/gaoNAUNQGsBoTRzYneF9YOEUaNEH296XFYTQhLA6Kmi0Xqk7EUZaj0YyQ1Bngls8k7VNpoT20CFF9D+VN8DVBoiooAlirEFBonForQCYpXhF955RW14lC4KVA6DtOnXoMaA8KwOfnOnTtN3pJmwzxiLEPITROSVgSMOAwBiq8BDsXXAIWmiASwZCGWzdPbo0W8wGYPVhHGAC0ch3LYdzV//vxqzdtQfkLZES6m7EB027Vr59q1kTGdCfu/0pGAGwlQfA2lQvE1QKEpIgH08WI9ZLun6kSMOMiDFmGse2tymF+LEcjYgUY7vDBEEmyrXyxIkOgVsHR88Xxiw/TSpUsL5m3SkYAbCVB8DaVC8TVAoSksAWyhhg0B0P/pFmd6CcBCF2iKfeedd9IkE4INQUVtNloRThOAiw7Q5I/+52TNJ3YRCibFxQQovobCofgaoNAUkgBqgFgaEos4uNlBjLFiFpqKQzlda/aqCGPpyiJFioh1T9dQeaWdBJJJgOJroE/xNUChyUgAU4KqVasmffv2NZ53kxHTgKpXrx52jWmdXi+KMF4u6tatq2ruOh/8JAG3EqD4GkqG4muAQpORAPa7xdZ04eblGi902IhtCQsUKBBzs7iXRLh3796ObYPocPExOh8SoPgaCpXia4BC0wUEpkyZopZkxOYJbnY//PCDGmCFz3hdNCI8bNgwWbduXbxRpOu6uXPnSu7cuWXv3r3pCocXkx33npYAACAASURBVIBTBCi+BtIUXwMUmtIQ+P7775WgxbJZd5oAHDrAqlMFCxaUTz75xJYYQ4kw+lrRT1y0aFHBdycdlq/EzlHxLOXpZDoZFwlYCVB8rTT+953ia4BCU4AAalfYcxRzZd3ssJxi5cqV1TrLdqczWIQx7xe/G/xhj16nHIS+WLFiMm7cOKeiZDwkYAsBiq8BI8XXAIUmRQBLRt5+++2C/kW3O2xn2LBhw4TOO4YIP/XUUwHh1QI8duzYhONBPzu2QMTqWnQk4DUCFF9DiVF8DVBoUgSwahKm6pjm0LoJ0ciRI9UiE1hiMdGuX79+F4hvpkyZEt7/261bt6hHbyeaAcMngVgJUHwNxCi+Big0qSUVq1SpIqdPn3Y1DexZi3nH27dvT3g6dV+vrvFaPxPZ//vRRx+pwW7o06YjAS8SoPgaSo3ia4CS4qYRI0aovkVsEO9mt3nzZiW8S5cudSSZS5YskebNm4f8mz59uu3pWLlypdqpyK79h21PIAMkgSgIUHwNkCi+BigpbEItC0tH7tq1y9UU8GKA1Z0mTpzo6nSmJ3Hbtm1TI5sxtYiOBLxMgOJrKD2KrwFKipoWLVqktgh0+5QibAtYq1Yt6dSpk29LCutSlyhRQt544w3f5pEZSx0CFF9DWVN8DVBS0IS1mrFAP5pW3e6effZZtbSi21faipcjtmvESmLh1qWON2xeRwLJIEDxNVCn+BqgpJgJfabYdm/hwoWuz/no0aOlZMmS8vfff7s+rfEmEPvyYv6wX18u4uXC67xLgOJrKDuKrwFKCplWrFiharxff/2163ONrQwxshl9oX51mFN9yy23iBPTpvzKkPlyHwGKr6FMKL4GKCliQhMzarxfffWV63O8YcMGNep32bJlrk9rvAnEvsNYHnPfvn3xBsHrSMCVBCi+hmKh+BqgpIBp9uzZarEIL4yk1Ws2T5482bclg1p9zpw5ZdOmTb7NIzOWugQovoayp/gaoPjcNGPGDMmSJYts2bLF9TnFms1Vq1aVl19+2fVpjTeB2LgiR44cgi4AOhLwIwGKr6FUKb4GKD42YR1i7IqTrO3wYkXbrFkzadSokeuXuIw1X9r/r7/+qvqx58yZo038JAHfEaD4GoqU4muA4lNTnz591DKF2JbOC27AgAFSrlw5OXnypBeSG3MasZBJ/vz5ZdKkSTFfywtIwEsEKL6G0oL4Wv9effXVgC9857n/4+MHLqjx6sE8bi9b7MmLrQw7d+6c5h6sWbOmL+7Prl27yo033ihYypOOBPxOgOJrKGHWfA1QfGTav3+/2g0H5ez0xu/xYsR6xhiFbWoa98P9inJAPrp37x4vIl5HAp4iQPE1FJcfHmaGbNEkIj/88IMUKFBAPeS9Us4YBIa5vKFGYXslH6FuQMzfrVChghLfUH5oJwG/EaD4GkrU6w8zQ5ZoEpGPP/5Y1R7xCeeFcsaUImyWMH78+JBl6IV8hEr8qVOnpFq1atK6dWtPlEeofNBOArESoPgaiHn5YWbITsqbsOlAjx49VI0XNV/trH3W2uamTwyqqlSpUsSmWLfnIxRTCG+NGjUEo7exbKRX8xEqf7STQDgCFF8DHYqvAYpHTVh2sWLFinL33XcL+nq94s6cOSN33HGHYE1jPzq8WOB31qZNG67X7McCZp4iEqD4GhBRfA1QPGj68MMPVTPz8OHDPZV61AIxjxd/ftxI4PTp03LPPfdI48aNPVUuTCwJ2EmA4mugSfE1QPGQCQ/3J554QooWLSpr164NmXK3NnMi7V26dBHUfqNxbs2HKe1oar7zzjvl4YcfFmwTaHVeyoc13fxOAvEQoPgaqFF8DVA8YsKUnGLFikmLFi0i7oLjtnL+73//q5qZq1evLidOnIiauNvyESrheClCU/pjjz12gfDiGq/kI1T+aCeBWAhQfA20+BAwQHG5CWLVoUMHNSVHj2aOlGS3lXPTpk2lcuXKMe/L67Z8mLhjr+FatWoFBleZ/HghH6Z000YC8RCg+Bqo8SFggOJiEza8L1SokEC8Dh48GHVK3VLOqPEiLWhujmfZSLfkIxT4Q4cOyW233SbPPPNM2D5st+cjVP5oJ4F4CPhOfEePHq36+vBDzpYtm/qOJQSbNGkie/bsiYoRHwJRYUq6J6yKhAd63rx55fPPP485PW7pY2zZsqVUqVJFMCUqHueWfJjSvnfvXilZsqRaEtN03mpzcz6s6eR3ErCDgO/EF1AmTJigahLvvvuuYrR48WK5/PLL1d6gGPARyVF8IxFK/nksvI+XqqefflqOHj2a/ATFkQJsDdi7d2/VHBtLH28cUSXlkj/++EOuv/566devX1LiZ6Qk4GYCvhTfWbNmpRFfFACmbUBUp02bFrE8KL4RESXNA9Y2xsITt956q6xevTpp6UhvxBBbTLepX7++RPNCmN74nL4e2wJiGc9Ro0Y5HTXjIwFPEEgZ8cUSdhDVZcuWRSwYim9ERI57OHLkiDz77LOq9eKtt96yZS/bZDVzIi9Yy7h58+Zh+0CjhZysfIRKH0ac58iRQyZPnhzKi9HutnwYE0kjCdhEICXEd/78+ZIhQwYpVapUVNgovlFhcsQT5rq+/vrrahTzc889J4cPH7Yt3mSUM1bcwlQozOO1yyUjH6HS/sUXXyjh/fLLL0N5CWl3Uz5CJpInSMAmAr4W3xIlSqhRllmzZlUT+9evXx8VNj4EosKUUE8YATx16lQpWLCg1KtXT37++Wfb43O6nNesWaP6qceMGWNrXpzOR6jET5kyRbVMfPvtt6G8hLW7JR9hE8mTJGATAV+Lrx5wFSsrPgRiJWav/3nz5knZsmVV0+ySJUvsDdwSmpPlPH36dFUjnD17tiUF9nx1Mh+hUjxkyBDVx7tx48ZQXiLa3ZCPiImkBxKwiQDF1wCSDwEDFAdMy5cvVy0UN9xwg0CsEu2c6mPs27ev5M+fP+xSl+nJq1P5MKURS0S2bdtWSpcuLX/++afJS9S2ZOYj6kTSIwnYRMCX4jtz5kw1uOqdd96JCxPFNy5scV+E2m3t2rVVEzOmiQWv+Rt3wEm+ECOaO3furLo+op1jnuQkxxQ98nffffepssOcazoSIIHoCfhSfLHxOAR05MiR0ZOw+KT4WmAk8CtWpsJ+roULF5a333477kUmEpjEuIPGwCoM8MOIZqxp7Dd34MABKV++vMpfvIuD+I0J80MCsRDwnfiOGDFCDWqBgObOnVsGDhwYCw/ll+IbM7KoL8BAKqxGhc0DihQpIu+9917SarqJauacM2eOGp2N1daccInKR6i0o18Xi2f06tUrlJe47E7nI65E8iISsImA78TXDi4UXzsopg0DU4YmTpwoxYsXV4Op3n//fVvmuKaNJbYju8sZe+9269ZN8uXLJytWrIgtMenwbXc+wiXlm2++UQPH4h3MGC5sJ/MRLh08RwJOEKD4GijzIWCAEqcJC0oMGDBA1QTvvvtu+frrr+MMyf7L7CxnDDaqWbOm1KlTR/bv329/YsOEaGc+wkQjWNwEi2csWrQonLe4zzmVj7gTyAtJwEYCFF8DTD4EDFBiNGF5wTZt2gjmWKPfMxHzdGNM0gXe7SpnTI3KlSuX9O/fPym1ebvycQEgiwGLgqCbYPPmzRarvV+dyIe9KWZoJBA/AYqvgR0fAgYoUZgwSnnGjBlqowCIEfoE3TzKN719jNgYoVOnTnLdddfJ0qVLoyCUGC/pzUe4VGFEMzZ/qFq1akzbNYYLM9S5ROYjVJy0k0CyCFB8DeQpvgYoYUxoZkXTMuayYjP4Dz74QCBMfnaoAWJzh/vvvz/hopQsjjt37pQyZcoItjz0e3kmizHjTV0CFF9D2VN8DVCCTBi1jObWBx98ULJkySJPPvmkYMehVHCYFoW9oseOHevb7GLAGLZsHD58uG/zyIyRQDIJUHwN9Cm+Bij/M2GP1j59+qim1nLlygnWKfbqAguxNnNiUwdsTYmlLzds2BAaksNnYs1HpORhJHP27Nll7ty5kbzaet7ufNiaOAZGAjYToPgagFJ800LBNCEs94i9Z1HLxdZ+a9euTevJg0exlDMWBEGzeseOHV3XBBtLPsIVE6ZKYWAV5vBiwJzTzq58OJ1uxkcC8RCg+Bqo8SHwf1CwOw2EFiOWMY0GC2JgAI5fXDTljEFkPXr0UE2wCxYscGXWo8lHpIQfOnRITZPCVCl8T4azIx/JSDfjJIF4CFB8DdRS+SGwa9cuNWUGmxvgD9NnMPDGjy5SOYPF7bffLvfcc4/89ddfrkUQKR+REo5pYKjtYuQ2ar/JcunNR7LSzXhJIB4CFF8DtVR7COzevVutg12pUiXV14fabrx7shpwutYUro9x/vz5au7uoEGDXJt+nbBw+dB+Qn2iOwH9u9iLN9kuPflIdtoZPwnESoDiayCWCuKLmhwGS2GN5WuuuUYthIEBNn7ZUchQrFGb+vXrJ3nz5pVly5ZFfY3XPKKGi3nYmKO8Zs0aryWf6SUBzxOg+BqK0K/ii748LBGIfr3MmTPLY489Jp9++qlgQBWdyNGjR6Vhw4aqqdnNi4Okt6wOHjwoWOoTL15ubk5Pbz55PQm4mQDF11A6fhJfCAoGStWtW1euuuoqady4sUybNk1OnjxpyHlqmazNnN99953a2rB9+/auG80cqVSs+YjkF7XcggULqn2Gk9m/a0pnLPkwXU8bCXiJAMXXUFpeF1/MR0UfHuakQnCxChN2ETp+/Lght6lrQjljsZDBgwerfk8sjelFF+39il2l0L/7ySefuDKb0ebDlYlnokggRgIUXwMwLz4EsKsO+nDRpAzBve+++1SNFzVfOjMBlDMGmdWqVcvTI7oj3a+nT5+WVq1aSbFixQR78brVRcqHW9PNdJFAPAQovgZqdj4E9u7dqxakOHXqlIppx44dgRhR6zKtlPT333/L9u3bA/5Cfdm0aZMMHDhQKlSooBa/aNq0qVoMw09zcUPlPT32AwcOyHPPPSco5/Hjx6cnKFdcG+5+xX2Elcgeeugh17d8hMuHK0AzESRgIwGKrwGmHQ8B9KdhQBN298H6xyVKlJCKFSuqmqmOEn1ciOvRRx/VJvVZsmRJyZgxo7F5cPXq1WrDdmxKnydPHmnbtq1gWsy5c+fShMGDCwn8/vvv0qFDB7UuMz67du16oScPWkL1lWLt7Zw5c8qIESM8katQ+fBE4plIEoiRAMXXAMwO8Z08ebLaeFz3s0KMIZRVqlQJxPjTTz+phQ3y5csXsOELrsVSjhAI7CaDDehxLcQWTYfdunWTVatWqf7KNBfywEgASyXiRQj9nS+99JKgid7vDutv586dO6lbHfqdMfNHAukhQPE10LNDfDGVA7vCWPtc0Rx81113pYlx0qRJaqMCqxFN1aglY2UlzMHFdzQvu7m/zpp+t3xH8z1GL0N0hwwZkhIjvDGdDC9ueMnz83Qpt9xjTAcJxEuA4msgZ4f4vvLKK6pJGc3DqKVqhykt2mFPWCzogHm2v/32mwwbNkxq1KghmTJlUoKLObkQYrrYCYApyrFevXqC/YZNzi/NnDofuM+waAaWifRiN4TOh6msaCMBvxGg+BpK1A7xRS0Xm60jLPTfYslG64L1aIZeunSp2kUGTcloInzqqadk9uzZogdnGZJGUxQEMJANm8BjF6Jwzo5yDhe+U+eQj9dff13V8GfNmuVUtLbH45fysB0MA/QlAYqvoVjteghAgDGqFuKLMDH4pW/fvvL444+rnYKwL2zPnj0FtWEIBl36CaDGh0UkwDtSq4Fd5Zz+VMcfAvZSRj5uueUW2bZtW/wBueBKP5SHCzAyCR4hQPE1FJTdDwGMUMZ0D4R7ySWXCBbrx445dPYSwFKZhQoVUk320SyZaXc525ubyKFhtaoiRYqo+yqa/EYOMbk+vF4eyaXH2L1GgOJrKDE7HgJDhw5NU5tFjQwDYRA2RjPT2Udgzpw5qokfLQlffvll1AF7uY9x5MiRqpkZuxJ5OR/WwvJLPqx54ncSCEWA4msgY4f4Pvzww/L999+nCX358uVKfN988800dh7ETgC7L2HJzJtuukluvvlmtbhI7KF47wqMG8ByoRhPgHnLdCRAAt4kQPE1lJtd4ouVp6yDrLp3765GMvOhaYAepQlTt4YPH64GU2FZyFhqulFG4Vpv2GMZo5k7duzouc0fXAuVCSOBJBGg+BrA2yG+TZo0kapVq6pRzFhnGaNvMd8UzYR0sRPYunWrWnQE857Bdt26dbEHEnSFV5o5MRgP4wQwbxyj4YOdV/IRnO7gY7/kIzhfPCYBEwGKr4GKHeK7c+dOFTJGPGM0M1azwgL3dLERWLBggZqri5HiaDmwc3UqO8o5ttzE7hsLZdSuXVstmhFqkJ4X8hFNzv2Sj2jySj8kQPE13AN8CBigOGjCylTYoenGG29UfbpYbCQRLy5uL+e5c+eqtcF79eol6OMO5dyej1DpDrb7JR/B+eIxCZgIUHwNVPgQMEBxwIRdmrCedZYsWdRmFIsXL05orG4tZ0wbevHFFyVv3ryyZMmSiAzcmo+ICQ/y4Jd8BGWLhyRgJEDxNWDhQ8AAJUEm9Gdifi7WvEbTco8ePRybA+3GPka8gGD0doMGDdIM1guH3435CJfeUOf8ko9Q+aOdBKwEKL5WGv/7TvE1QLHZhD11MYgIq1Fh44gpU6aoNa5tjsZTwaF5PVu2bDJ27FhPpZuJJQESiJ0AxdfAjOJrgGKTCdNlmjVrppqWW7ZsacuoZZuSlrRgjhw5Io0aNVIj4jds2JC0dDBiEiAB5whQfA2sKb4GKOkwYaOIiRMnqiU2CxcuLK+99pocPnw4HSHac6kbmjkXLVqk5u6irzveQWVuyIcdJeKXfNjBgmH4nwDF11DGFF8DlDhM2CYRC0JgfjO29sPoXTdtIJHMcj579qx07dpVzQOfN29eHHT//yXJzMf/T0X6v/klH+knwRBSgQDF11DKfAgYoERpwpSYmTNnSp06dZTovvTSS7Jjx44or3bWW7LKeePGjWpQFRZfCbXXcCwkkpWPWNIYjV+/5COavNIPCVB8DfcAHwIGKBFM2L5vwIABki9fPrn99ts9MYAqGeWMwVRZs2aVcePGRSAa/elk5CP61EXv0y/5iD7H9JnKBCi+htLnQ8AAJYQJc3GxiQSWfXzmmWfkhx9+COHTfWYn+xixUtU999wj5cuXl82bN9sKw8l82JrwoMD8ko+gbPGQBIwEKL4GLBRfAxSLCZsbjB49WkqUKCHFixeXN954Q2CjMxNAMzzmMPfs2VOwtSQdCZAACVB8DfcAxdcARUTVap966ilVy33kkUcEI3XpQhM4duyYtGrVSjDCG1Os6EiABEhAE6D4ahKWT4rv/4eB6S+TJ0+WSpUqqf7cfv36Cfp3/eAS2cz59ddfS4ECBeTpp5+W48ePJxRXIvOR0IQHBe6XfARli4ckYCRA8TVgofiKbNmyRTp37qxWXKpbt65aAvL8+fMGWt41JaKcIbRt27ZVLypO7TWciHwko1T9ko9ksGOc3iNA8TWUWao+BCCu6J+888471TShLl26yO+//24g5A+T3eW8YsUK1cTcvHlzwapVTjm78+FUuoPj8Us+gvPFYxIwEaD4Gqik2kMAe+T27t1b1dYqV67siWlChmKL2WRXOaNv99lnn1W7EJk2u485YTFeYFc+YozWdu9+yYftYBigLwlQfA3FmioPAWxUjzWFsYUfxOPnn3820PCvyY4+xs8++0yJbuvWrR2t7VpLxY58WMNL1ne/5CNZ/BivtwhQfA3l5WfxPXjwoAwbNkxuuOEGtZD/m2++Kdi8ni42AliZ6sEHH5QiRYpw1Hds6OibBEhARCi+htvAj+K7cuVKefzxxyVz5sxqVyEc08VOAGtTY5WqHDlySLdu3QSbRtCRAAmQQKwEKL4GYn4RX4y8hVBgc3bU0LCbEGq+dP9HINZmznXr1qkVqtAv7qYm+ljz4dby90s+3MqX6XIXAYqvoTy8Lr7r169X012w5OMDDzwg8+fPd9VuQgbkSTFFW85olm/fvr2q7b799tuuYxltPpICOYZI/ZKPGLJMrylMgOJrKHwvPgTOnDmjFsOoUqWK5MmTR/r06SMYxUwXmkA05YwFRvLmzatWqnJrq0E0+QhNwT1n/JIP9xBlStxMgOJrKB0vPQS2bt2qFsPA2sF33XWXWgwD2/rRRSYQrpzXrl2rVvW65ZZbZNWqVZEDS6KPcPlIYrJijtov+Yg547wgJQlQfA3F7vaHgHXPXIiu3xfDMBSRLSZTH+OhQ4fU7ky5cuWSt956y3VNzKaMm/Jh8ud2m1/y4XbOTJ87CFB8DeXgVvFFMzIeUGhWrlq1qkydOlXOnj1ryAFNsRIAx+HDh6vdh9q1ayeHDx+ONQj6JwESIIGoCVB8DajcJL6Y2oLFMDBwCgOonnvuOcGAKjr7CMyYMUMtC3nvvffKxo0b7QuYIZEACZBACAIUXwMYN4jvyZMn1WIYmCJUrlw5mTBhQsJ3xzGg8LXpmWeekWrVqknp0qXVC45XM+uX5lq/5MOr9xHT7SwBiq+BtxvEd+DAgdKiRQvhYhiGAkqnCc332PwA5YyXGq/v1uSG+zWdRaIu90s+7GDBMPxPgOJrKGM3PARQ86Wzl8CJEyekV69eai3r7t27K/G1N4bkhOaG+9WOnPslH3awYBj+J0DxNZQxHwIGKB42oWb77rvvqoFqjz32mOzcuVPlxi/lzHx4+OZk0lOWAMXXUPR+eZgZspZypjlz5kjJkiVV327wfF2/9DEyHyl3WzPDPiBA8TUUIsXXAMVjJggtBlMVL15csO0fHQmQAAm4iQDF11AaFF8DFI+YMFUIW/1hSciJEyd6fjCVR7AzmSRAAjESoPgagFF8DVBcbtq1a5c8+eSTkj17dhk6dKhEM2CNzbXuKlS/lIe7qDI1biVA8TWUDMXXAMWlpgMHDqi1rbNkySIYwXzkyJGoU+qXcmY+oi5yeiQB1xCg+BqKwi8PM0PWfGM6evSovPLKK2raEFb92rt3b8x580s5Mx8xFz0vIIGkE6D4GorALw8zQ9Y8bzp16pQMHjxYNS9jEZLt27fHnSe/lDPzEfctwAtJIGkEKL4G9H55mBmy5lkT9it+44031FxdDKiyYw1mv/QxMh+eva2Z8BQmQPE1FD7F1wAlSaZz587J+PHjJV++fFKvXj354YcfkpQSRksCJEAC9hGg+BpYUnwNUBw2Yc/iyZMnq92G6tSp4/oN7R3Gw+hIgAQ8ToDiayhAiq8BikMmLAX5wQcfyI033ijVq1eXxYsXJyxmNtcmDG1cAfulPOLKPC9KOQIUX0ORU3wNUBJswr7F06dPlxIlSkjFihVl/vz5CY5RuLFCwgnHFgF/d7Hxom9vE6D4GsovmQ8B7Lyzbt062bdvn0rZ7t275ezZs4ZU+sc0c+ZMKVOmjJQvX17mzp3rWMaSWc52ZpL5sJMmwyIBZwhQfA2ck/Uwe++99yRbtmxSt25dqVKlihQrVkz1ee7Zs8eQSu+bsOlB2bJl1V8y1l9OVjnbXXLMh91EGR4JJJ4AxdfAOBkPs/3798tVV10ln3/+eSBFX3zxhWTKlEn8Jr6o3d56661y0003CWq9yXJ+6WNkPpJ1BzFeEoifAMXXwC4Z4otNABCvVXyRNMxp9Yv4LliwQCpVqqT6dadNm2YgTxMJkAAJpAYBiq+hnJMhvj/99JMS38suu0xGjx4d2I0H9tOnTxtS6R3TkiVLpEaNGnLDDTfIhx9+GMibd3LAlJIACZCAvQQovgaeyRBfJKNXr15KgBF/hQoVZM2aNYbUecf03XffyV133SWFChVSc3Yxd9dNjs21bioNEb+Uh7uoMjVuJUDxNZRMssQXSZk6dapatxhpyJgxo/Tu3duQQnebNmzYIA0aNJD8+fPLhAkTBKtUudEls5zt5MF82EmTYZGAMwQovgbOyX6YYZu8Vq1aBWrBWHTCC+7YsWPyxBNPSK5cuWTYsGGuby5PdjnbVabMh10kGQ4JOEeA4mtgnYyHGVZyWr16dZrU6EFY9evXT2N368GgQYOkR48eAhH2gktGOSeCC/ORCKoMkwQSS4Dia+CbjIfZJ598Il26dLkgNXnz5pVatWpdYKch/QT80sfIfKT/XmAIJOA0AYqvgXiyxBfzfDEyWLu1a9eqpueRI0dqEz9JgARIgAR8QIDiayjEZIlvuXLlBDXdypUry9133y3//ve/5bnnnuPUHEMZ0UQCJEACXiZA8TWUXjLEFytcHT9+XLDBAEYLf/vtt3Lw4EFD6miyiwCba+0iaU84fikPe2gwFL8ToPgaSjgZ4mtIBk0JJuCXcmY+EnyjMHgSSAABiq8Bql8eZoas0WQh4JdyZj4shcqvJOARAhRfQ0H55WFmyBpNFgJ+KWfmw1Ko/EoCHiFA8TUUlF8eZoas0WQh4Jc+RubDUqj8SgIeIUDxNRQUxdcAhSYSIAESIAHbCFB8DSgpvgYoNJEACZAACdhGgOJrQEnxNUDxoYnNte4qVL+Uh7uoMjVuJUDxNZQMxdcAxYcmv5Qz8+HDm5NZ8j0Biq+hiP3yMDNkjSYLAb+UM/NhKVR+JQGPEKD4GgrKLw8zQ9ZoshDwSzkzH5ZC5VcS8AgBiq+hoPzyMDNkjSYLAb/0MTIflkLlVxLwCAGKr6GgKL4GKDSRAAmQAAnYRoDia0BJ8TVAoYkESIAESMA2AhRfA0qKrwGKD01srnVXofqlPNxFNXxqTpw4Ed4DzyaMAMXXgJbia4DiQ5Nfypn58OHN6VCWPv/8c7n55ptl1qxZDsXIaDQBiq8mYfn0y8PMkiXbvp4/f142b94sGzduVHsPnz17Vvbs2RMIX+9HHDC4+Itfypn5cPFN5vKkQXxx/+CPIuxsYVF8Dbz98jAzZC1dpk2bluTLigAAGY9JREFUNknx4sWlbNmycv/990vhwoWlfPnyMmrUqEC4aDoEv0cffTRgc+uXggULujVpMaWL+YgJFz1bCFjFlyJsAePAV4qvAXKDBg0Cb4P6huTn/70dkwM58B5IjXugZcuWgpYuusQQoPgmhqvvQj127Jh6IWnevHmavH388cdpar44OWnSJOnTp08afzwgARJwHwFTzRctWzNnzlTdSu5LsX9SRPH1T1kmPCfFihVTAtykSRM5cOCAiu/48ePyyy+/BOJGf3C/fv3kzJkzARu/kAAJuJOAVXwpus6WEcXXWd6ejm3VqlVyxRVXKAHOnj27TJw4kW/Hni5RJj7VCUB8KbrJuQsovsnh7tlYt2zZItWqVQv0iVevXl0OHz7s2fww4SSQygQwzxczFOicJ0DxdZ6552PEj3Xs2LFyzTXXKBF+4IEHPJ8nZoAESIAEnCRA8XWStsfjGjp0aJocbN26VXLkyCEXX3yxoO+XjgRIgARIIDoCFN/oONGXiBQpUuQCDh06dFC1Xz0A6wIPNJAACZAACVxAgOJ7ARIaQhHImDGjvPzyy4HT586dU4tuVKlSJWDjFxIgARIggcgEKL6RGdHH/whcd911UqpUKSlatKg0btxYMOK5QoUKsm3bNjIiARIgARKIgQDFNwZYqe51x44dCsHu3btlxYoVSnQ5UjLV7wrmnwRIIB4CFN94qPEaEiABEiABEkgHAYpvOuDxUhIgARIgARKIhwDFNx5qvIYESIAESIAE0kGA4psOeLyUBEiABEiABOIhQPGNhxqvIQESIAESIIF0EKD4pgMeLyUBEiABEiCBeAhQfOOhxmtIgARIgARIIB0EKL7pgMdLSYAESIAESCAeAhTfeKjxGhIgARIgARJIBwGKbzrg8VISIAESIAESiIcAxTcearyGBEiABEiABNJBgOKbDni8lARIgARIgATiIUDxjYcaryEBEiABEiCBdBCg+KYDHi8lARIgARIggXgIUHzjocZrSIAESIAESCAdBHwrvgcOHJA//vgjHWh4aaoQOHz4sKxZs0aOHj0aMsvbt2+Xv//+O815HMOeLIe4169fL+fOnUtWEhIab6T8JZt/QjPvkcCj+e14JCuOJ9N34ovN3Z988kmpWrWq1K1bV+677z45fvy442AZofsJfPnll1K8eHGpXbu2NG3aVIoWLSrlypWT1atXp0n8L7/8Iv/6178kW7ZscuTIkcC5kiVLSsaMGeWTTz4J2BL95ezZs9K7d28pVKiQPPjgg+r+zp07tzRr1kwOHTqU6OgTHn4s+UsG/4QD8EgE0f52PJKdpCTTd+Lbt29fyZkzp5w5c0b++ecf9TBt06ZNUuAyUvcSGDJkiGTIkEE+++yzNIl87rnn5KKLLkojqKdOnZIePXpIsWLFZPny5QH/kydPlvr160uHDh0CtkR+QQ339ttvVy8J1lYdiC7SljdvXtm3b18ik5DQsGPNn9P8E5p5DwUey2/HQ9lyPKm+Et+9e/eqmkjXrl0DIEeMGCGXXHKJ7NixI2Djl9QmsHbtWnVPPPTQQxeAOH/+vJQpU0bVcnE/affbb7+plhR9jM/Tp08LwtiwYYPVnLDvr7zyiqqBm2raSANq5w0bNkxY/IkOONb8Oc0/0fn3Qvjx/Ha8kK9kpNFX4jt16lT1AJoyZUqA5bx585Rt+vTpARu/pDYB1G4hVNOmTTOC6NWrlzo/evTowHm80AW/wE2aNEnQ/OaUy5Url1x88cWqRccUZ4kSJVS6//rrL9Np19tizZ/T/F0P0IEExvPbcSBZnozCV+I7dOhQ9fCZO3duoDBWrlypbMOGDQvY+CW1CdSoUUPdE6tWrTKCwMsbxNlN3RX79+9XaSpQoIAxzTDef//9ys/ChQtD+nHrCb/nz63cY02XF387sebRKf++Et8+ffqoh8/SpUsD/FasWKFs/fr1C9j4JbUJlC5dWt0Tv/76qxHEp59+qs4/8MADxvPJMCKteCEoVapUyOgxaAx+Pvzww5B+3HrC7/lzK/dY0+XF306seXTKv6/E980331QPn/nz5wf4LViwQNlCNTEGPPJLyhB49NFH1T2Be8Pkxo8fr86/8MILptNJsWEwUqZMmSRLliwh469Tp45K97fffhvSj1tP+D1/buUea7q8+NuJNY9O+feV+KK5GW/+H3zwQYCfbkL8+eefAzZ+SW0CGK2J+wQvaybXrVs3df6jjz4ynU6arXz58ipdmMNuckWKFJErr7xSjh07Zjrtepvf8+f6AogigV797USRNce9+Ep8MfoRNYOOHTsGQOJBetVVV6mpRwEjv6Q0gW3btknmzJmlbNmyF3DAPNP8+fNL4cKFQw5suuAihwzjxo1T4tu/f/8LYlyyZIk617lz5wvOecXg9/x5pRzCpdOrv51weUrWOV+JLyC++uqragECzPM9efKkYAGCt956K1l8Ga9LCWC6Dmq/Y8aMSZPC7t27yzXXXCPffPNNGrtbDh5++GHJnj27WPurMc/3tttuk1tuuSXNIiBuSXMs6fB7/mJh4Va/Xv3tuI2n78QX8zQx8KRmzZpSrVo1adu2rduYMz0uITBjxgxBU+3dd98tmEJRsWJFadSokezevdslKbwwGSdOnJCePXuql8rHH39cnn76abXoxuDBg32xzKTf83dhiXrT4sXfjttI+058NWBMXQi3Vq/2x8/UJoAWkvbt26taMGrCwSteuZUOmv9Q00Wa8+XL5+mVrUyM/Z4/U569ZvPqb8ctnH0rvm4BzHR4g8D7778vefLkUQOW1q1b54lEY9lL1NgvvfRSqVSpkuDYT87v+fNLWXnxt+MG9hRfN5QC0+AKAhiwh2lG6LLAlIpQU5FckVhLIrDOc6dOnQQLIKAWb1332eLNs1/9nj/PFowl4V797Viy4PhXiq/jyBmhFwhgd6zgLQS9kG7UFjHQ0K/O7/nzQ7l59bfjNHuKr9PEGR8JkAAJkEDKE6D4pvwtQAAkQAIkQAJOE6D4Ok2c8ZEACZAACaQ8AYpvyt8CBEACJEACJOA0AYqv08QZHwmQAAmQQMoToPim/C1AACRAAiRAAk4ToPg6TZzxkQAJkAAJpDwBim/K3wIEQAIkQAIk4DQBiq/TxBkfCcRJAIsXTJgwQa3C9c8//8QZCi8jARJwAwGKrxtKgWkggSgIYOvAXr16SenSpWXz5s1RXEEvJEACbiVA8XVryTBdJGAgsHfvXunSpYvhDE0kQAJeIkDx9VJpGdL65ZdfyocffiiLFi0ynE2MCc2f2MwdW4rF6nANam2JWDf53Llz8uabb8rOnTujStayZcvk448/jspvJE92hhUqLnBHOa9ZsyaUF9vsWCg/Wo7RRop1madOnSrr16+P9hLl7/fff5eFCxfKn3/+GdN19EwCbiZA8XVR6eDh9NJLL0nmzJkD+8tWr15dZs+erfr6SpUqFbAXLFhQhgwZonbeueyyyyRr1qxy9uzZqHPz5JNPBsKaN29e1NeNHj1aChQooK5FvKNGjYrq2vnz58tdd90lSPerr74qaEIN5w4fPizt2rWTyy+/XMWVK1cuufXWW9XG8SVLlpQ2bdrIrl270gSxceNG5Xfo0KFp7KaDtm3bSoYMGeS+++4znY7JZmdY4SJ+++23Vf7+/e9/J7zZ+Y477hD8TZw4MVySoj63ZcsWqVatmkr/e++9F/V18Lh161a59tprBfcsHQn4hQDF14Ul2bRpU/WQwkbpP/30UyCF2DcTNvwNGjQoYEftFw/kzz//PGCL9AW1CR3W3LlzI3lX55GWTJkySe7cuQPXIozVq1eHvf7dd9+VjBkzytNPPy2xDhS65557VFxHjx4NxIGt/q6//nr1QP72228DdnzBJuzRxoG+UzvEF/HaGVaaDP3v4ODBg3Lbbbep+wEvL+CSSIeWiRYtWsiOHTvSHc2PP/4o/fv3l2eeeUaV5QMPPCB4GYvFYY/lwoULR122sYRNvySQDAIU32RQjxDnU089FRA3vPVrN2vWrID9jTfe0Gb1iWY5/EXr0HcYq/hi43akB82fqHXr60eMGBEy2rfeeksJb4MGDdR1IT2GOPH444+reKziC69IB14EUPuOtwm7fPnytomvnWGZUKDm+NdffwVOfffdd3LixInAcSK+IA473O7duwUveJMnT1Zl2blzZ9m0aVPYoE0DyvCShxYROLyM7N+/P2wYPEkCbiZA8XVh6cQivkuWLFHNeZUqVZLmzZur3KBJFsf4w+bwqDGhKfv5558P5NYqvgMHDpRbbrlFrrnmGnnxxRcDfsJ9OXLkSEB8ly9fbvT622+/qaZdiPT06dPll19+ialpHIGGEl+cw8sAwv7iiy+UEI0ZM0ZKlCiRpqkU/aNVq1ZVdjSjWlsHwAU1X4hC/vz5VZN2uFo8XgBatmyparllypSRAQMGBPIdKiz0nbZq1UoqVKigan+4AM3it99+uzRq1Ehd37BhQ3UezbK6C+Crr75S6dZ+IDQPPfSQFCtWTNX4MeoZDiKF5nmU74YNG6RmzZqSJUuWNGlTHoP+ofugbNmycuONN6o8bd++XXVtgBU4wS1dulR9R9rRpA+HT9SI0R2CLoSePXsqe6h/aJVBd0HFihUFNV6UF5qdUS716tVT+V65cqXagxj5Q1wPPvig8qdrx5MmTZK7775btbggXlyLY6QdZY9WAFyDcixSpIiqIVtbRCDUjzzyiNSoUUPwktShQwfFB+GanKmcoynHaNKC+F577TX1mwSTRx99VKUFv8F4XyJNeaDN/QQovi4sI6v4oraLJjf8oYapa5vWmu9jjz2m7BAEuJ9//jngL1++fOrHra9bvHix8mMV3zx58qhmbO0HD8NIDrUi+M+WLZtgoJPJvfzyy4F0XHrppep7jhw5BIOTonXhxBcvFkgDXhj++OMPeeWVV9Qx7HBoWkfNGAIAB2FB37iuMUIwr7rqKgHvTz/9VHLmzCm1a9dWfk3/cD2azpFf8Efcusk+XFjnz59X8T7xxBOBYCE8aEaFQ1lAMCEM2qF1Ac37aEaHw4N63Lhx6jtEH3FDhDAAC2nG8Z133inomoAAX3TRRSpcHZ71E/30RYsWVecxiAl+0dUBBxZXXnllwDsECmF///33yla5cmVp3Lix+o6mZJzD4DuTw0vZJZdcIt9884063alTJ+Vf9/nqmrBmCPFBWsDy6quvFjRXo1zwYoQxAgcOHJC6devKFVdcofKIlxZ0aaAM8fKBPmEc4x6D0GqH0eF4AYCDKCPNYIT4TS5UOUcqx2jSon83unukUKFCkj17dvX7O3bsmCk5tPmUAMXXhQVrFV/UhvCWj7+bbrpJPTjw8LCKb8eOHZVdi69VWGfOnCl4aGBwEa7DoB04q58ZM2aoJmH0y8LPBx98EJEK+pwj+cWDEn4gKsePH5c6deqoY+QlWhdOfJFuhK/FAAKMYy2+qHHi4aYdalJ4UdGjtPGQr1Wrlj6taqh4ETE51EgRtm6KRRNwkyZN1MMc/iOFBaG1ii/SpsUX1/fu3VuVka5hol+7fv36KikQWMSN2irypl8ydCtFv3791Hm0RsBNmzZNHZteonAvQOit05XQhzx8+HB1bdeuXdOIr863Fl90H2i+uhskVHcH2KJ2rB1aPpAPLb4IE8dafOEPoosXHF1GqOk/++yzOghVu8c1Vpb4XeDe0g41aLx0wqH/H/nFbwpO5//ee+9Vx8H/dH5DlXOkcgyXFsSFFwS0MGmH++Diiy+W4G4VfZ6f/iVA8XVh2VrFN5o+33Diqx9suuapa09W8dV+0IeKBxum64Rz6HdDrQxNsOHczTffrMLTAqcHjKE2pPvuwl2Pc+HEd9iwYSr87t27q2D27dunjrU4oCldN9ua4oFgWgdcoTkSNWOTGzx4sKqVharlRwor0kMbYg7+WiTwkgBxg4PoghmaNVGL13+o+cIhbSg3PdBM1+4g4MFOD7T76KOPgk+p40jiC0+IF8245cqVU/GiiTzYgRNEBeKinX45iiS+SAMcmCBfffv21UGoT4x8RvO0dihnNGlrhxq2tRzz5s2rulX0eQiz7qLRNv0ZqZwjlWOktOAeQ55QDnD47aL16OTJkzoJ/EwRAhRfFxa028UXDy70s2kh0iIQjFL38UGE4dDcjAcP/nRNKvia4ONw4gvhRFio3cMFi2/x4sXluuuuSxMkalS6by1YMF944YU0D23rhbq2ae1LxHn0J8JFCivSQxthoNwhwOjHhX/NV7cyBPdHY2oaXLD4rlq1SnExiS/m2IIZBMrqdD4iiS9aTiBm4KCbUE3ii+ZsxGOtYcYqvmh2RhgQeqtDCw/GM2iHJmWr+GJAl1V80V2DVh28cKAZHdPXrLMIdDj4jFTOkcoxUloQL9KGlxK0TGDUvnXsgDUt/O5vAhRfF5avm8UX/Vroc0PTNGpmqGWiPxIOI3LRRKhrbLpPEH2pcD/88IN6mKIWjgEswf6Vp6B/ocQXfdd4MKNJG/2jcMHiiwc//KAPXDukCQOT4CIJpr4Gn6itISw90Ak2hKunfEUKC82nVoFA8yPmS1sd+k7RPYCmcsz31k43I1ttWAADtSi4WMQX/d2IA3PG0QQLhxqzrglCfFDLRvnA6WZYCD/6XSFir7/+ujqnxRd+gh3CRDmj/1jPP9fiq7s+9IuAtRaOZmeIJxy6KpAWa9cB0oww8aKkXSTBQzlVqVJFunXrprpdwvWtRirnSOUYKS3gigFtGKiGGj1+A3SpSYDi68Jy1wOo8LDH2792U6ZMUQIAO0ZHaqfFGm/lcGiqhh/8YQUn1PZ0ny+aaoP9YCQyHpC6zxfTiEwO4okBTDps/YmRpnBaKDEABnHiYYvFMeAPNSX9IEf+TP6VMegfBhHhet0nBqFFnjDABgJiHeyjm1S1OGjRuuGGG1SNB018zZo1C8SA6619he3bt1fzpQMeLF/QTI6+Q4gBBBeDltDsqvtZI4WFpne8hIAJ0oUaLkQkeEoNBmIhvxgprh1q6uCIMkQa0QyN1gT9UgFRxjW6Rq9bGDBYyeTQJwr/+MQ9hT54vdLX2LFj1Tm8XCFtGD0Ov++8845KE+4RvERggRP0eeMceOjWB2t8+j7GvYpaPPqV4R/dBBg8hdq2TgdenDAaH8foKsAxXOvWrZVNr+CGWj24of9YO9z31nEECAfz3rUDK4SJleDmzJmjBqmF6vaIVM6RyjFSWlDLxcsERB7lg3EI1q4lnWZ++p8AxddFZYxmRAyigXjhIYQ/vLF/9tlnqh8WzajajhGgqPFgqhEe6rDj4Yz+Wi2CsKF5Tg/IwTHCwIPN6kdPg9Fh4+0efcJWh5oMmsi0H+snapNwejS2tUkQ01UwshbihHBRG9X9Wyb/Ok48BNGnDLFDXGiqw9QYrG4FQUatQdfOcA3ypJuhkUfEC6FG86p+8cCoYD2/FDU8jKxFLR4cMfIVfYmICwN+TA59rRgsAz94gKIPGy6asPCCg/hwLdKJ0cUIC7VXXTNEWBhEhuk0wQ7io8sZYfTo0UN5QX89moFhQ/Ms/GG0Lo5RDqbm1T179qg+U/hB/tFaoWvBEEUdHu4xvKxBcDH4Cy86qCGDJ8oDNViUD8oVc3mDHe4h3FuIB2IIgcR3jJjWo+4ffvhhZYMdPFHzheDrQX+4VyD2YIXRzRA3q9CDA9IDQUZa8TKhyxFNu8gXrkf41j+8vOmpTMHpDlXO8BeuHPFSESktqOVb04HvuCa4GyA4TTz2HwGKr//KNKk5wopI+kFuTQia10xLSobyb702lu9oUtYjZfV1EBQ9wEXb4v1E2KhxmvIYKUzM1dVTh/CppzxZr0PtPNQUGNQe0VRr1+ISqF3rmrs1DXgZQB7xwoUm2uA1nvGio/ujUaaRWKAGjT5ghKtffqzxYYS3ToeuzVvP4zvKUI8EDz4X7hitAZhTjWvx0oFPvKBAKDHHNpQLV87RlGOocDHKHC0XyA9qvGjOR40cL1aaaahrafcXAYqvv8ozpXODASyoSVj7Rr0ABDVE1LbQioFau24Z8ELa3Z5G9K2iJm9tycFLAAaWoZXBSYcuJNRyMSZCj1NA/GilsXaHOJkmxpU8AhTf5LFnzDYTQO0J6wejX9BLTk8/QbN0LAuQeCmPyUorVjTTzfXoNkE3DpqcrfOcnUobWgn09CyMH0D3AuaVY8EPjAWgSy0CFN/UKm/m1oUEUCubMGECH8AJKhvUMlHrxPKjn3zyiWApzWQ6NH+jbxqD2IKnjyUzXYzbWQIUX2d5MzYSIAESIAESEIovbwISIAESIAEScJgAxddh4IyOBEiABEiABCi+vAdIgARIgARIwGECFF+HgTM6EiABEiABEqD48h4gARIgARIgAYcJUHwdBs7oSIAESIAESIDiy3uABEiABEiABBwmQPF1GDijIwESIAESIAGKL+8BEiABEiABEnCYAMXXYeCMjgRIgARIgAQovrwHSIAESIAESMBhAhRfh4EzOhIgARIgARKg+PIeIAESIAESIAGHCVB8HQbO6EiABEiABEiA4st7gARIgARIgAQcJkDxdRg4oyMBEiABEiABii/vARIgARIgARJwmADF12HgjI4ESIAESIAEKL68B0iABEiABEjAYQIUX4eBMzoSIAESIAESoPjyHiABEiABEiABhwlQfB0GzuhIgARIgARIgOLLe4AESIAESIAEHCZA8XUYOKMjARIgARIgAYov7wESIAESIAEScJjA/wP2tn7vFmXDXQAAAABJRU5ErkJggg==" /></p>
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</p>
<p>
</p>
<p>
Phân biệt giữa vận động và dịch chuyển rất quan trọng trong phân tích kinh tế vì nó cho biết nguyên nhân và kết quả của những sự thay đổi trên thị trường tác động như thế nào đến giá và lượng cung, từ đó giúp chúng ta có được sự hiểu biết đúng đắn về hoạt động của thị trường cũng như các quyết định lựa chọn đúng đắn và hiệu quả.</p>
<p>
</p>
<p>
NGUYỄN VŨ HẠ LIÊN</p>