Trên một cánh đồng có nhiều loài cỏ mọc chen chúc...
Câu hỏi: Trên một cánh đồng có nhiều loài cỏ mọc chen chúc nhau. Một đàn trâu hàng ngày vẫn tới cánh đồng này ăn cỏ. Những con chim sáo thường bắt ve bét trên lưng trâu và bắt châu chấu ăn cỏ. Từ trên cao, chim đại bàng rình rập bắt chim sáo làm mồi cho chúng. Những phát biểu nào là đúng khi nói về mối quan hệ các sinh vật được minh họa bằng lưới thức ăn dưới đây của cánh đồng trên?![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAmUAAABPCAYAAACqJ7JeAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAgAElEQVR4nOydd1gU1/v27y0su/QOUhRFQVAUrNhjb2gSW2wxUWOJXb9JRI0l1thN1JhoolijYqwRNSpYwQ6IIkUURKSzlGX77PP+wW/mBQULdp3Pde2l7M6cOTNzyn2ec57nCIiIwMPDw8PDw8PD81YRvu0M8PDw8PDw8PDw8KKMh4eHh4eHh+edgBdlPDw8PDw8PDzvALwo4+Hh4eHh4eF5B+BFGQ8PDw8PDw/POwAvynh4eHh4eHh43gF4UcbDw8PDw8PD8w7AizIeHh4eHh4enncAXpTx8PDw8PDw8LwD8KKMh4eHh4eHh+cdgBdlPDw8PDw8PDzvAB+tKCMiGAwG8Ft/vhsQEf8u3hHYd2EwGF5r+m87HzzvDnl5ecjNzX1j1+Pbm7cL+/zflffwLuSB5aMVZQAgFAohEAjeqRfysSIQCCAQCN52NnhQ+i5etRAyGAxQKBRcXXtanWMYBoWFhWAY5pXmgeftcPHiRZw7dw46na7C3+VyOebPn49ly5ahuLj4DecOCA8Px7Fjx6DX69/4tT9WqtLvZmRkYOnSpQgPD3+leXnX+n/x287A20IgEECv10MsFvNi4D3kzJkz+Ouvv9C3b1989tlnbzs77y1RUVFISUkBEaGkpAQA0LlzZzg6OkIgECAnJwd79uxBVlYWjI2N0aFDB7Ro0eKF6syKFStw/vx52NnZYc2aNTA3N6/0/KioKKxevRrJycnYtm0bPDw8Xsl98rweCgsLsXz5cty5cwcGgwFmZmbo1asXZDIZ/Pz8EBISgg0bNkAsFiM0NBQ1a9Z8Io2ioiKcOHECRkZGmDBhAszNzV97vtnyt2/fPvzwww/44osv0KVLl9d+3Y8BlUqFPXv2ID4+HjY2NmAYBnK5HDqdDgKBAI0aNUJgYCCsrKwAPL8ounPnDoKCgtC7d2+0bNkSxsbG5X6/cuUKNm7cCLVajUmTJqFZs2aVpvXTTz8hPj4eCxYsQO3atat+s6+B1yrKiAhZWVkwNzeHqakp9/CrIoJu3rwJOzs7ODs7v9A5V65cQfv27Z9o3DMzMxEUFITatWtj2rRpMDExeeE8sVy5cgUhISFwdXXFp59+Cnd39yqn9SHDMAz+/PNPnDlzBkBpOXBzc0NWVhYePnwIoVAIIyMjBAUFoU2bNpWmc+fOHUyZMgUxMTE4efIkXFxc0LRp0zd0Fx8WN2/exJw5c6DRaKDT6dCgQQN06NCBq6MGgwHh4eHYv38/qlevjnr16nG/EVG5/wMV1+379+/j8OHDqFmzZjlrREXnHD58GNu3b8eUKVNga2vL/a7VanHp0iVYW1vD19f3ievzVA47RSQUvrqJEa1Wi0OHDnECunfv3nB1dUVcXBymT58OrVaLn376CTVr1oRcLodKpao0LScnJyxYsAAikQgODg5v9L2uWLEC3t7eGDlyJEQi0Ru55rsMayFnn39V3oNIJEJeXh7+/PNPFBQUAADatWsHgUCAtLQ0bNy4Ec2bN8ekSZPQs2dPiMXPJ0OcnJzQp08ftGnTpsJ3lZSUhL/++gsA0LNnz6eKstq1a2P+/PkQCAT4/fffYWFh8cL3+dqgKpCTk0OpqamUmppKKpWq0uPWrVtH9erVoxkzZlBRURERERkMhhe6VnFxMU2ePJnq1KlD48aNe6Fzt2zZQubm5vTFF18QwzDlfrtx4wbZ29tTnz59uLxVBYZhaNmyZQSAnJyc6ODBg1VO60OnuLiYnJ2dycnJiRYuXEidOnUiAOTt7U3r16+nMWPGEACaOXMm6fX6StOZPXs2de7cmY4dO0Y1atSgYcOGUWFh4Ru8k3cDpVJJarX6pdLIysqiKVOmEAASiUS0adMm7tkbDAZiGIYOHjxIpqamtGDBAiosLCSDwVBhPa6sbmdlZZGvry/Vq1fviffEXoNly5YttH79+ifSiIiIIF9fX9q7d+/L3O5Hi8FgIJ1OR0uWLKnw+b4o27ZtI3t7exKLxXTixAmuHBYUFNDEiRMJAM2bN4+IiNq1a0fm5uaUkZFRYb7eJocPH6aHDx++1Tx8iBQUFNDatWvJwsKCZDIZnT9/nh48eEBxcXG0ePFiMjY2JgcHB1q3bt1zp6nX6ykvL6/SNi83N5fmz59Ptra2tGfPnmemd+TIEWrfvj3du3fvufPwJnghUXb16lXq3LkzeXl5kbe3N/n4+JCvry/5+PhQ586d6cqVK9yxcXFxVL9+fZJIJHTkyBHS6XRVqoAqlYqGDh1KAKhLly4vdG5ubi5t3ryZ3Nzc6PDhw+V+KykpoTt37tDDhw+fEGwvgsFgoKysLNq6dSuNGjWK8vPzq5zWh05ycjI1bdqUoqOjSa/XU3BwMAGgr7/+mohK3/X3339PGzdurDQNhmEoJSWFcnJyiIgoLS2N7t2791QR9yESGxtLgYGB5OPjQ1OnTqXMzMwqp5Wfn0916tQhkUhEQUFB3PdsvViwYAHVr1+fkpKSyp2n1WpJoVCQVqt95jXatGlDvr6+lJ+fTyUlJaRQKLj0y7YL2dnZVFxcXO7cq1evUvXq1QkADRs2jLKyst56Z/4+UlxcTJ9++imZmZlRo0aNaOfOnVV6jgzDUMOGDUkoFNJ///33xO9FRUXUtm1bmjJlChGVijKBQEDJycl069YtCg4OppiYGO54pVJJp0+fpujoaCIqLQ+3b9+mS5cukVarpbS0NPr7778pNjaWiIgSExNp/fr1dOnSpWe23RkZGbRlyxbatGkTRUZGcvdrMBjo9OnTdOTIEUpKSiKdTvfEubm5uXT58mW6devWRzPo0+v1FT6LqnD8+HGyt7cniURCqamp3PcGg4FCQkIIAFWrVo2OHj3K/cYwzBODTYZhnruPPn78OLm4uFBISAgZDIantk06nY7u37//Un3Hy2iHynguUcY+RHd3dxKJRDRz5ky6ceMG3b59m+bPn08AyNjYmP7++2/unH/++Yfq1q37xMi2sptgR98VjcKvXLlCIpGIAgMDX/T+iKj0RcXFxXHXeR3o9fonOpP3DYPBQAqF4pXfB/vM8/Pz6ebNm9z327dvJwA0cuRI7julUslVyoKCAiooKKDc3FxKS0vj8qVWqykuLo4iIiIoLS2NNBoNEREVFhZSeHg4/fvvvxQfH09arZauX79OBw8epAsXLnxQgvnatWvk4eFBAEgoFJKHhwcdPHiwyu9uyZIlnNWyrPW7oKCA2rRpQ3Pnzi1Xd9LT0+nTTz8lX19fatasGZ09e/apjXmLFi3Ix8eH5syZQ/7+/lSjRg0aPHgw1/hqNBrasGEDNWnShBo1akRdu3alM2fOkEajoXHjxhEAAkAWFhY0bNgwys7OrtJ9fszk5uZSjx49uGdpbm5O06ZNo0ePHr2QxfXEiRMkk8nIycmp0nc+d+5cWrp0KRGVijIA1K1bN2rYsCFZW1tTmzZtKC8vj4iIVq5cSdbW1tSnTx/KycmhQ4cOUa1atcje3p5++OEHatmyJdnY2FBAQACtXbuW2rdvT05OTuTg4EBr1qypsFM1GAx09+5d6tGjB9WoUYOsra2pVq1adPLkSdLpdPTzzz+TnZ0dubu7U82aNSkwMLCc8EpKSqK+ffuSh4cHubu7U9OmTencuXMf9GBAr9fTqlWrqGXLlhQZGUkKhaLKaWm1Wjp06BA5OzsTALp27RoplUpOJBUUFNDnn39OAGjSpElEVDoonzx5MtWuXZtatGhBP/30E6WnpxNRqYAKCwujAQMG0PLlyyt9D0eOHKFq1apRUFAQzZw5k7p3707Tp0+nxMRE7h4fPnxIU6ZMoSZNmtDEiRMpJiaGs9jHxMTQ0qVL6cSJE5STk0NHjx6lGTNm0Pnz58uVs7t379KiRYto9OjRdPnyZSooKCC5XE4lJSVVfmYszyXKIiMjycfHhwDQ3r17y2WOYRj69ddfyczMjHbs2MF9//DhQ4qPj690arCwsJDS09MpJyeHq9iVPeibN2+SUCh8QpQVFBTQnTt3KCEhocLRc35+PiUnJ1NycjKlp6dzDY9er6fCwkJKS0t75tSlVquly5cv0/79++ny5ctPjJjy8vJo+/btNHfuXPrtt98oOTn5lY003jQ5OTnUpk0b8vf3p9DQ0Jea1i1L2dFpWbZu3UoAaPjw4U+cs2bNGnJ2diZbW1syNzcniURCHTp0oIcPH9LQoUPJwcGBfHx8qHr16tSiRQuKj4+npKQkatiwIZmamtLgwYOpsLCQ5s2bR9bW1uTu7k6HDh167jxrtVrSaDTcv2q1mjQaDScaVSoV9/+y37EfpVJJJSUlVf4oFIqnfhcbG0tt2rThOlgAZGpqSg0aNKADBw5Qfn4+6fX65+5EsrKyyMbGhiQSSbnpraVLl5JMJqMTJ05w3507d448PT1pwoQJFBcXR+3btycbGxtas2ZNpYOuNm3akFAopDZt2lBYWBj16dOHANDs2bOJiGjx4sVkaWlJe/bsoZSUFKpbty6Zm5vTgQMH6OHDh9SvXz8SCoU0ffp0ys7OfqnRrU6no5ycHMrIyKCsrCzKyMig9PR0evjwIaWnp9OjR4/o0aNHlJ6ezn3P/vbw4UNKS0ujBw8eVPhhf0tLSyv3SUlJKXcMm07ZT2VpVvZJTU2llJQUSklJodTUVO579rvHvz9y5Ah5eXmVKzNCoZBsbGzoyy+/pOvXrz91OQrL4sWLSSgUko+PT6XHs/WBiKh169YEgHx8fCg6OprGjBlDUqmUtm7dSkREP/30EwEgPz8/unv3Lm3bto1kMhkBIC8vL7p27RqNHTuWAJCZmRlNnDiRrl+/TnXq1CF7e3uKjIx84vo5OTnUokUL8vf3p6ysLFq3bh1JpVLauHEjhYeHk0wmo9atW1NCQgKNHTuWxGIxrVy5kju3Z8+e1LBhQ4qKiqJdu3aRnZ0dmZmZ0dGjR1+LdeRdwGAw0OLFi7nBT8uWLenUqVNVGsweP36cmjZtSgKBgABQjx49aOTIkfTXX39xx+zcuZMAUJs2baioqIhmzZpFAGjChAk0bdo0MjU1pebNmxPDMJSWlkbe3t4EgNq1a0ePHj2q8LqHDh0iMzMzMjMzo8DAQPrmm2/I2NiYunfvTgUFBXT69GmqXbs22dvbc8uiLC0t6dChQ5Sfn099+vQhIyMjMjU1pRo1alDjxo3JycmJHB0d6cKFC0REFB8fT56enmRtbU0BAQFUrVo1srW1JWdnZ64MvQzPXGGn0+lw9OhRxMXFYfDgwejcuXO5RXZCoRDdu3fHf//9B3t7ezAMg/3792PDhg0AADs7O3Tr1g2DBg2CTCYDAPz777/4448/kJycDCsrK/To0QPDhw+Hi4tLhYs8WVdqKuOlwS72vnPnDkpKSmBubo7vvvsO48aNg1AoRHR0NCZPnozk5GSYmpoiPz8fCxcuxJgxY5CUlIS5c+fi8OHDCAoKwsyZM2FkZPTEvWs0GixYsAB///03nJ2dcefOHXTq1AnLly+Hm5sbioqKMHXqVNy4cQP16tXDli1bMG/ePKxZswaDBg161qN959BoNLh69SrUajUGDx6MTp06YejQoejSpQv37qpCWffnsu/3aYtI7ezsUFhYiJKSEtSrVw9KpRL29vbYv38/duzYgRkzZmD+/PkYNWoUgoODkZycjG7dumHo0KGYPn06VyZGjx6NyMhIXLx48blCLBgMBkRGRuLIkSPQaDSQSqXQ6/XQarUQCoVQKBQwGAyQSCTQarVgGAYCgQAikajc/eh0Ouh0Ou53FnosLk9lruGP1wP2PIFAALFYjJycHMTExJQLJVJSUoKbN2+iT58+aNmyJRYtWoR27do9854BwNbWFt9++y0WLVqEnTt3YuzYsSgsLMThw4fRvn17tGjRgjt2/vz5SExMxPDhwyGXy9GkSROEh4dj06ZN+Oyzz1CjRo0n0tdqtZBIJNiwYQPq1auH6tWr49q1a7h+/TrS0tIQFhYGKysrFBcX48aNGwCA4uJirF+/Hnv27IGlpSVkMhk8PT1hb2//XPdUGffu3cPw4cNx8+ZNmJiYoKSkhPM8BQBTU1MYGxtzoUFUKhX0ej2IiCtDbBv4uNMDwzAVvs+y5aOy0AvsQvyyZYL9/+PlpGzZKFuuH18AXbbePZ4vsVgMhmGQn5+P7du348SJEwgNDUXjxo0rfXZAqXcduyC8onsFUK69YPM3Z84cNGzYEIMHD0ZwcDAyMjIAlHr7/vXXX1Cr1VCpVBg0aBA2btyICxcuYPXq1WjcuDEKCgrw+++/o27dupg9ezbMzMzg4+ODQ4cOcemURa/XIz09HSqVClevXsVXX32F6tWrw9XVFUVFRfDz88PUqVNhY2ODjIwM6PV6JCcnAwAuX76Mo0eP4n//+x/8/Pzg5+eHe/fu4ccff8Svv/6KJk2awMHB4anPqCIYhgHDMBCJRBUuVGfjZhoMBq5es2GbHj+OYZgK+yx6CacOgUDAeUQWFRUhIiICPXr0QIsWLTBt2jS0atWKc755FpaWlrC1tYVQKATDMLC1tYWxsTEMBgMMBgOEQiHs7OwAlIZEycnJgVAohKurK6ZMmQKBQIDg4GBERUWhsLAQzs7O+O677zBy5EhotdpKw6solUoQEbp06YJdu3ahpKQESqUSu3btwu7duyGTyZCWloaFCxfiu+++g1qtxh9//IHNmzejV69eGD9+PI4fPw6DwYBx48bh22+/xfz587FixQpkZWUBALZs2YLk5GQsW7YMI0eOxMqVK7FgwQLUqlWrXDtZVZ4pymJiYnDgwAEAQKdOnbiXVpYaNWpg8+bNsLW1RWhoKMaPHw8LCwu0b98eJ06cQEhICHx9fdG0aVPcunULQ4YMgY2NDQYPHoxz585h9uzZnACqqKNmG0eNRgMAePjwIb7//nvcvHkTGzduRGJiIubOnYuJEyfCyckJgYGBGDNmDG7cuIHdu3fDysoKnTp1QmhoKL766isYDAYUFxdDp9Ph4cOH0Gg0XAFnC4xarcbq1auxfv16bNq0CZ9//jk+++wz7NmzB59++ikGDRqEX375Bf/99x/279+PgIAAnD17FoGBgfj111/h7++PunXrvtTLedOoVCqukS0oKMC+ffsQGhqKcePGoV+/fqhWrRqqV6/+UtcoKzaeJpKGDBmCNWvW4MaNG9i1axfq1asHkUiE06dPY8CAAejduzfOnz+PuLg4AKWNsFAohJ+fH8zNzaHX6yEQCODg4ABPT09EREQ8l+u1TqfDpUuXsH379nKdIXtu2UZSIBBwnbdWqy3XiLKdMNvIsuJMIpGUa5DZdNnQLBWJMfa6LGKxGCqVikvz8Q6XiKBQKCCXy595vywikQijR4/Ghg0bkJiYiIiICKjVasTExGDt2rXlwhRkZ2dDKpVi//79OHjwIAQCAVq0aAEPDw+o1eoK01epVKhVqxZXfpydndG+fXs8ePAAMTExSE9Ph06nw19//QWGYWBpaYmWLVuidu3anNBhGAZKpfK576kyZDIZl9fHxY5QKIRIJOI8xhmGgVqthlqt5oSIiYkJTE1NIRQKOc8xnU4HsVgMpVKJoqKicqKN7ezEYjGICLm5uVCpVNy1BAIBpFIpJ2TKxokTCoWVijKRSMSFMtHpdDAyMoKJiUm5+IusmDQYDMjPz0dCQgJXLsqKQz8/P9SvX7/CkBWPI5VKuTJaUedfVlAC/9+jr379+gBKy5rBYODKiq2tLWxsbGAwGGBkZASxWMx1uqynLeu96ejoCHt7e6hUKpiamj5xHyyWlpYYPnw4Fi9ejMDAQIwfPx4TJ05EnTp1IBQKsWXLFhw9ehT//PMPbty4wT1nhUKB0NBQAKXefiwtWrSAi4sL4uPjywn456WwsBB//vknMjMzYW5uDqlUyt0rew8qlYrzghaJRJBIJNxxIpEIarUaRkZGnNBwdnaGTCbjzhUIBNBoNGAYhosmYGRkVK6NMDIy4sqTiYkJRCIR9/wMBgOOHz9eLt9arRZnz57l+raff/4ZPj4+z/TKDAgIwLRp0xAbG4v09HTMmDED3t7e5Y4pKioCAFhYWMDIyAjDhw+HtbU1EhMT8eeff0Iul8PMzAz5+fmwtrbmzjczM4OlpWWF11UqlZDJZOjZsyekUimkUimGDRuGXbt24f79+5gyZQoWLFgADw8PhIWF4dSpUwDAtQV169aFs7MzxGIxevToAXNzc1SrVo07BgDS0tIgEong6+sLS0tLdO7cGQsWLEC9evXejChLS0vDgwcPAKBSa4mRkRHs7e2h1+tx+vRplJSUYMuWLejZsye6deuGtLQ05OfnAwDnhrpq1Sp8/vnn2L9/P2JiYp7aYbIPTCaTgYiwfft2HD16FLNnz0avXr0AAImJidi4cSOWLFmCRo0aoU6dOujbty/69u2LrVu3AigNg/HgwQP4+Pjg559/RmJiIoDyDQtb2G7evInFixejZ8+e6NevHwCgY8eOUKvV8Pf3h1qtxtq1a8up44YNGyIwMBB79uzB4cOHy4myu3fvIi8vj6skbMVjGwMiKqf+lUolJyzY/LGde1m3ZTYt9tjHnyPbwCuVSmi12nINGCuKWGtQTEzME0JJqVRixYoVWLFiBRo1aoQNGzY81dW4MiqyjpXteCqDvR+2k+vYsSPMzMywYMECnD59Glqttly6SqWSG40BpY0dK9iex+Xd2NgYo0aNgr+/PyfQ2REs26ix6YjFYtjY2EAoFKKwsBBisZgbBUulUohEIm50rFarIRKJYGVlBYlEUu4ZsGVbLBaXGyUD//8dseXGYDBAKpUiPj4eX331Fa5cuVLumfr5+aFnz54YM2YM3Nzcnnm/ZWFHozNnzsSyZcsglUrRu3dvfP311+WOMxgMsLS0xPnz58vFCmKFQUWw74S9H51OB6VSCYlEArFYDLlcjo4dOyI4OLici7xarYZOp+NE76vAzc0N27ZteyVpvU/odDp89dVX+Pvvv7nv3N3d0bt3byxfvrxcuXwazZs3h7GxMXJycspZzCqzgLO/sSKqrEWI/Zu1PrPlh633ZctL2b/FYvFTQynIZDLMmzcPMpkMwcHBWL9+PY4dO4bdu3fD1dUV/fr1Q15eHmbNmoVPPvkE//vf/6BWq6FUKpGSkgIA5cJ4sHmTSCRVskLl5eVh586dyMzMBFBan8umwz4TVpCyAy62TrHiiT2m7HNn6xXbl5SUlIBhmHIxONmBTVlrL9umsH2HQCCodFAFlM5wde/eHXXr1n2utpQdHJTtw1iIiLNMOjs7w9nZGdevX8fvv/+OnJwcDBo0CDY2NpxQZe/hWbD3WLafYwWcRqOBo6MjqlWrhokTJ8LR0ZE7jn1ObFtTti6U/Q0Ahg0bhlOnTmHdunXw9fVFTEwMAFRosKoKzxRlDMNwGa9MOJWdVunfvz9q1arFmf/Onj0LoLRT1el0OHv2LKpVq4bPP/8cANC0aVP88ssvT51mYUcmRkZGUCgUiI6OBoByajkgIAA7d+7E/fv3IZPJsGPHDvz7778ICgrCoUOHSm+2TCVmRY9Wqy0XvZx9AXl5eVAoFOWuMWXKFEyZMgUAcP36deh0Ori6upZrdNiR5uPm1YkTJ+L48ePcCEapVMLIyAhGRkZcYWML35uGfXePT7WVFYNAqUBPT09/JdckIs7qUZkpmn1frPACSqcWBg0aBCcnJyxevBgnT57EsWPHuN+1Wi2IiKtUrDWDHXk+DxYWFujQoUOV7utNoVarufJCRHB0dETv3r0xc+bMKsfJE4vF6N27N1asWIEjR47A1NQUW7ZseeI4rVaLrKwsnD17lgu4efPmTRw5cgRBQUGVNthseWfTiIqKgq+vL5ydnWFlZYUzZ87g2rVrCAgIAABs2rQJer0eAwYMAFD6LtmOnefFUSgUUCgUEAgEaNmyJby8vDB06FC0b9/+hdJp164dateujVu3bmHbtm0YM2bME0KMbffbtWsHiUQCmUzGWVvZ4MFsfVSr1SgpKYG1tTU38C87lQuAiyPFtgmsQAJQYb0uLi7GpUuXMGnSJPTr1w9z587FoUOHcOrUKUilUty6dQs7duzAkCFDEBYWBpFIBFtbW1hYWKBRo0YIDQ3lDAlAqXWGiFCrVq0qBbetVasWfv/9dxQVFXF9BWs5ZcUXEcHY2JizfAqFQqhUKshkMhgbG3MzGRKJpJxAYYUE24ZnZWVBq9VCKpVy12AH7kTEDXDYuqTRaCAUCiEUCnH8+HH8888/T+Q/ICAAbdu2Rd++fZ87nltZC/7jO4RkZmZi//79AEo1gEgkwurVq5GTk4M1a9Zg2LBhOHv2LBISEp4wBolEokoFOWt5LptHVlybmpri/PnzmDRpEjp06IDNmzdj+/btmDx5MreTBNtflC1fLKwO6tq1K7y8vHDq1ClMnjwZ8fHx6Ny58ytbsvRMUWZpaQlzc3OoVKpKpw7KVsj69evj3LlzmDJlCjw8PODo6IjU1FQYGxtzHbFAIEBCQgK8vLzg5uaG4cOHo6ioiCuAj1NYWMgpfI1Gwz3Asg/e2toaUqkUZmZmAIDVq1dj2rRpGDVqFAYOHIg1a9aUU89sIVGr1eUK+OPTR3fv3kVWVhYcHR0BlBYmhUIBvV4PhmGQkpLCHS+RSLj1Lo+vOWjbti3s7Oy4AKllLWQVjTDLWmRkMlk5S8/jo5+yFjfWQvP4OidWcLEjMjZ91kQukUiQnp6OuXPnchYi9rk4OjqidevW+OqrrzjLZFUpOxXDVpbKtvRh31dZYXzhwgXk5eXh77//RvPmzZGZmYljx45x712tVnONG5tGXFwcV3Y+FFQqFYqLi7lpwM8//xx9+/Z96XRr1aqFMWPGYMmSJWjXrh169uz5xDF+fn5ITEzEtGnT8Ouvv8LExASLFi3iRtyV5VetVkOhUMDU1BR///037t69i8mTJ8Pb2xsNGjTA3r17sWrVKowYMQIFBQWYNGkSVu9Sb7EAACAASURBVK1aBRMTE07M5eTk4NGjR3BycnqlwVA/Bi5fvoyoqCjY2tpi8eLFaNu2bZXSEYvFmDNnDr7//nuMGzeOE3lsPT1//jyCgoIwbtw4NG3aFBqNBgaDAXFxcWjdujUuXboEg8GA7OxsAKUD4EePHsHMzAy5ublwcHDg6n5UVBScnZ056xW77ESv13N7ZbL9Qdm2NC8vD6NGjUKXLl0wf/58zJ8/H+Hh4Vw/w553//59/P3331CpVMjJyYFUKsWQIUOwe/dunDx5EtHR0ahTpw4uXryIwsJC9O/fHzY2NlV6blWZYXjTGBsbc6JMIBCgXbt2aNmyJUaNGvXCgz2dTsdNq5a1It2+fRvr1q3DlStX0L9/fwwaNAhyuRxpaWlwdXXFF198gfT0dO79yuVy1KxZE1KpFACemPEpi4mJCTQaDeLj47nv9u3bB6lUioCAAISHh0Mul2PMmDGwsLBAYWEh1ycDpcKNteyxWoQVgOy/N2/ehEKhwNChQ2FtbY2AgAAMHDiQm+Z8aZ7lCZCbm0sjRozgvOTY8AOPo1Qq6dGjR7Rw4UICQNOnTyedTsfFGLt48SIREdWoUYMA0MSJE7lzT506RSNGjODcVh9n9+7dnAdHcXEx9evXjwsyyrJ+/XoSiUTUp08fSkpKIgsLC+rfvz8REWVmZlK1atWoZ8+epFQqiYjo8uXLVLNmTfrqq68qdP29ceMGOTo6kkQiod9//52ISuP8fPHFF7Ro0SLKzs4mMzMzsra2Jrlczp03atQocnNz40I/vE8u1Pn5+WRpacl5ZpmYmNC4cePo4MGDlb73F6Xs81i+fDkBoDFjxjxxnFKppNq1axOAcp5/y5cvJ5lMRps3b6aDBw+Sq6srAaCgoCAqKiqiixcvklgsJh8fH4qMjKTvv/+eu59PPvmEi3X0vpOenk5//vknHTly5JWnfe7cOZLJZFz9ejxUza1bt7gwBzKZjGxsbKh27doUERFRaZoDBw7kYg1+/fXXZGJiQqNHj6aCggIiIgoNDSV3d/dynoGjR4/mPPjWrl1LAMjGxobWr1//wXrAvU5mzpxJAMja2pr69+9PP/30E23dupUuXbpE8fHxL5zeyZMnqX379gSAatasSY0bN6bGjRuTm5sbzZo1iwoKCui7777j3medOnXohx9+IBMTE85beOPGjTRhwgTumJYtW9IXX3zB/d2gQQMKDg4me3t77ruBAwfSgAEDuL89PT3p9u3b5fKWnZ3Neev5+/tTy5YtqV69ehQZGUlXr14la2trkkgk1KBBA5JIJASAxGIxhYeHE1FpUFk7OztydXWlbt26Ud26dWn69OmUm5v7Kl7FO8vSpUsJANWvX59++eWXJ+KLMQzzXH3av//+y3ndstph1qxZNHHiRK5d79u3L92/f5+ISqMYsGVpyJAh1LRpU+7crl27UkxMDP32229cuXk8ADKbp5iYGJLJZGRmZkY//fQTTZgwgYRCIY0cOZI0Gg2tWrWKAFD37t1p5cqV5OTkxMVLCwkJoS1btpBAICBTU1P67bffKCEhgXr16kUAOO//+fPnk0Qiod69e9PUqVNpwoQJ9PXXX9OECROe2gY+L8+0lNna2mLkyJE4fvw49u/fj/r162Pq1KnlRsQRERHYunUr+vfvj9jYWFhZWWHIkCFgGAapqakA/r/Vo127dti2bRsOHjyI5s2bQygUYsmSJahVqxZsbGwq9L5kFwQyDAMzMzN07doVoaGhOHjwIFq1aoUWLVrg+PHjEIlEGDVqFLeQlFXN+/fvR0ZGBredT506dZCXl4fi4mJkZGRAq9U+sQ2Ul5cX5s2bh6CgIKxatQqJiYlISkrCnTt3MHLkSNjY2GD27NmYPn06JkyYgBEjRuDWrVvYt28fvvnmG2492ZvaLuRVUFBQgMLCQgDA8OHD0b17d/Tv3/+VXkMgEKCoqAirVq1CcHAwAODIkSNgGAajR4/mRtZz587F3bt3Afx/ry1HR0c0btwYlpaWCAoKgqurKzeq3rRpEwYOHAh/f3/06tULBw4cwLRp0+Dk5IQGDRogMzMTvr6+H4x1xdnZGSNHjnwtadetWxfBwcHw9/fnvitbL+vVq4cNGzbgv//+Q0lJCYgInTp1QvPmzStNc8GCBWjVqhWys7Oh1+uxbNky9O/fn7OudO/eHVu2bOGWBYhEIkycOJEbHffr1w8ajQZ6vR5NmjT5YN7jm4S1JsvlcoSEhCAkJAQSiQR16tSBpaUlWrRogalTp8LFxeW50uvUqRO8vLywf/9+FBUVcRZvX19f9OnTBwDg7e2NZcuWQSgUQqPRwMrKCnPmzIFYLIZer4eRkRFat24Nd3d3EBE0Gg20Wi2WLl3KTVOxax3ZNZoajQYikQiNGzeGSCSCUqnknB7YMmpubo7Fixfj7t27XBnt2LEjNzUeHByMuLg4aLVauLm5QS6Xc2s7AaBXr17YtWsXLl++DK1Wiy+//BIDBw784MsdG12hbdu25bauq6hffhpqtRpeXl5o1aoVhEIhHjx4gJycHGi1WnTv3h0+Pj7o0aMH5/hjY2ODH3/8EW3btkVxcTF8fHzwxRdf4NGjR5xTjampKfr374/CwsJKZz3q16+P3377DceOHUNoaCgEAgG+++47jB8/HhKJBIGBgUhLS0N4eDgOHDiAb775Bnfu3MH9+/dx8uRJqFQqBAQEQCgUIioqCkZGRtDpdGjevDkyMjKQl5cHf39/GBsb49atW4iKioJer4dMJsO9e/eQnZ0NX19frq5VBQGxSqQS6P8Wza1cuRIzZsyAVCrFrFmz8Nlnn4FhGISFhWHdunXw9PTEli1bsHbtWixevBhjxoyBUqnE9u3bAZSabpcuXQpTU1N069YN+fn5kEqlYBgGdnZ2OH78OBo0aPDE9XNyctCtWzfcuHEDJiYmWL16NYYOHYolS5Zg4cKFsLCwQP369REdHY2ZM2di1qxZKCgoQKtWrRAfH4/WrVsjNjaW8zgaMWIEZs2ahenTp2Pfvn0AgGvXrnFu4GULn1arxc8//4y5c+cCKJ2S3LhxIz799FMuf2PGjMHGjRvh6OgInU6HTz/9FAsWLICLi8sTi7bfdQoKCrB27Vo4Oztj4MCBr239TklJCQ4dOgS5XA5ra2soFAoUFxcjMDAQnp6e0Ov1OHLkCIqKimBkZASDwYDAwEBYW1tDo9EgMjISycnJcHZ2hru7OzIzMyGXy7kp4gcPHuDKlSsAStdC5ObmIj8/H23btn3ufdZ4eD409u3bh8GDB1e6htPMzAzR0dH8JvA8r5zHF88/jQcPHnDhMcrCLl1Sq9WwsLB46n6VhYWFyM/PBxGhRo0a5ZY6aTQabjrcy8sLOTk5yMzM5MLjGBsbc8t3WG9VNvyRp6cnVq1ahX379mHt2rUwMTEBwzCQSCT4448/cOHCBfz7779P5P1FeKYoK3uT586dw/r163Hjxg1OdBgMBnz99dfo27cv3N3dERsbiwULFuDChQto06YNmjZtitu3b6O4uBg//PADmjVrhtOnT2PXrl2Ij49H8+bNMXToUDRq1KjC696+fRsLFixAzZo1YWFhAQ8PDwwYMADFxcU4c+YM7t+/j/v376Np06bo27cvt3YtOjoaCQkJUCgUsLKygkwmg0qlgoODA3x8fHDz5k3OKtS6dWvY2tpWKKCKiopw5coVKJVKuLm5cdYDVrwVFRUhMjISBQUFMDc3R+vWrWFhYcF5xVQUZ4anajzPaO1FR3Q8PB86qampOHLkCE6cOIF///23wmPq1avHOVzxAxeet4VWq8XQoUMRFRWFQ4cOwcfH54XOr6z9f1X9Qnp6Ojp06IDAwECsXLmy3G979+7F3r17sWPHDs7CXxWeW5SxZGRk4N69e5xHpL29PSdU2MB4OTk5SE1NhZubGxwdHTkrlbW1NZcOO1Xm5ORUzq3+cdiYLBYWFpzgAp4Mnvi8HiGV8SJWLSqzWL2yAsALslfP0yoWL8Z4PgYqav8e5969ezh37hxSU1ORkJCA6Oho3L9/H+bm5hCLxVywVTbcS+PGjfHbb7+9FwvRed4/XqRtZhgGv/76K5KSkjBr1qznmkpXKBRgGAbm5ubc9DIbIuRp/fSL5g0AEhIS0L59e0gkEsybNw8NGjSAhYUFLl68iK1bt2L48OH48ssvnzu9inhhUVYZz9NYfEzwIoGHh+d1w3pTp6SkIDQ0FNu3b0dOTg4KCgq4KRfWXd/Pzw9nz57FrFmzuIFy586dsWrVKi6wKw/P24Ytt8+7i0xxcTEX4oPtc19X/6vVarFz504EBQVx8RqNjIyQl5eHfv36Yfny5TAxManyrgrAKxRlPDw8PDyvHzZG3Z49e7B582akp6dDq9VCoVBAo9Ggfv36+PLLLxEYGAgjIyPY2tpyDhXnzp3DoEGD8OjRIwwZMgSLFi2qcFssHp53nbIzVsCbMwgREdLT01FcXMyFpRKLxXB1dYW5uTk3S1ZV+MUDPDw8PO8o9H+xHQsLC1FQUICwsDCEhIQgKSkJGo2Gi+7u6uoKPz8/TJw4ER4eHrCwsKiwk3JwcICXlxdq1aqF2bNn84KM573nTc9ICQSCpy7kZ2OGsse+cPq8pawUhmGQl5cHoNSd+mU24Obh4eGpKkVFRdDpdCgqKsLRo0dx5swZHDhwACYmJtxHJpNh/PjxGDZsGBc8+llbDwGlIo/dEuxl3PZ5eHheD7wo+z8ePHiA/v37Q61Wo1WrVujXrx88PT1fyrWVh4eH53lQqVS4d+8ebt++jb179yIjIwNRUVEgItjZ2cHBwQGtW7fGJ598gs6dO5dbP1MW1mEJ4Nf38vC8j/CiDKWjx4cPH2LMmDEoKipCcnIyMjMz4efnh2+//RZeXl5wdnZGnTp1Kjz3WR4ePDw8PGVJT09HXl4esrKyoNPpcPz4caxbtw5EBB8fH9jZ2UEsFqNLly5o3749Fyj1WbDt0Muua+Hh4Xk78KIMT3pq/Pfff9i9ezdiY2Nx7do1AECdOnUwadIkNGrUCH5+ftzG4pWlwcPDw1OW/Px8JCUl4fbt2wgODsbt27e5Ta/t7OzQrFkz+Pr6YuzYsVXeVJ6Hh+f9hhdlT+HRo0f4559/EB8fj7i4OJw5cwYSiQT9+vVDkyZN0KRJE/j6+pbbbJWHh4eH5fTp04iLi0NRUREuX76MsLAwlJSUoHHjxnBxcUGdOnVgYmKCgIAA9OjRo8I02O2L3qfdQXh4eKoGL8qek7y8PGzfvh2JiYmIi4tDZGQkzM3N0aZNG7Rr1w7e3t7w9vbm9vLi4eH5uDAYDIiJiUFKSgri4+ORlpaG4OBgqFQqWFtbo0GDBvDy8kL16tUxePBguLm5vVD0fN4az8Pz4cOLsiqQk5ODq1evYseOHYiIiEBqaiqkUikaNWqEbt26YcCAAfDy8nrb2eTh4XkDREZGIiIiArdu3cLZs2dx//59AKWu8b1790avXr3g4eEBb29vODg4vOXc8vDwvMvwouwlUCgUSExMRHR0NPLy8rB3715cu3YNvr6+8PX1hYmJCRo0aIDhw4c/1f2c3w2Bh+ft8zyWKK1WiytXruDUqVNIS0tDUVERLl26hIcPH8LS0hIDBw6Et7c37O3tYWdnh8aNG8PW1rZK1+Lh4fn44EXZK+TevXs4e/YsQkJCcOzYMe77du3aoUePHhgyZEiFe3nxooyH5+3xLIEkl8uRnJyMkydPIiwsDImJiXjw4AGA0gX6X3/9NZo2bQo3Nzc0adIERkZGbyrrPDw8Hxi8KHsNZGdn4969e0hNTcXFixexbt06CAQC+Pj4wNraGk2aNMGQIUPQuHHjt51VHh6eCsjMzMSiRYsQExMDhUIBuVyOlJQU2NjYoGvXrujbty+cnZ1hYWGBunXrPle4Ch4eHp5n8c6Ksg/FvK9UKpGQkIDY2FgcO3YMu3fvBgC4ubnB1dUVbdu2xYABA9CoUaO3nFMeno+X6OhonD17Fjdu3MDt27dRXFyMxMRECAQCfPbZZ2jZsiWcnJzQsGFDVK9endtLkoeHh+dV8s6IMiLiolF/qBGpi4uLkZqaioiICBw4cABhYWGQSCQwNTWFh4cHxo4dix49enDbqPDw8Lx6VCoVGIZBQkICzpw5g9OnT+PWrVsoLi6GVqsFEaFx48aYNWsWPD09YWdnBwsLi7edbR4eno+AtyrKyq6lYhiGayxNTEw++HUZCoUCCoUCCQkJWLZsGc6ePQsjIyOIRCKYm5tj0qRJGDx4MOzs7PipER6el6S4uBhKpRLHjh3DsmXLkJmZydUrsViMYcOGwc/PD40bN4alpSVkMhkvxHh4eN44b02UsZYxFp1OB4ZhwDAMZDIZjIyM3qspzJdZrK/RaBAfH4+DBw8iPDwcCQkJUKlUMDY2xqhRo9C1a1dYWVlVOm3COwrwfGw8q23Iy8tDfn4+0tPTce/ePfz111+4cuUKzMzMYGNjA5lMhtatW6NHjx5o2rQpHBwc+MEPDw/PW+edmL40GAzQ6/UQiUTvbcP4+NTry6STnZ2NPXv2YOfOncjOzkZeXh4UCgV69+6NYcOGwdvbGy4uLvy6Fp6PjsoGICqVCgUFBZDL5bh06RL++usvREREwNraGubm5jAxMYGNjQ369++PESNGwNTU9L1ta3h4eD5c3glR9qHAWv+EQuErs1rduHEDYWFhCAsLw82bN5Geng4AGDhwILp3746AgAB4enq+kmvx8LxPKBQKxMfHIz09HadPn0ZkZCSuXbsGsViMmjVrokaNGujXrx98fX1Rr149fhDDw8PzzsOLslcEK8gMBgPEYvErn0okIpw9exbh4eGIiopCbGwsUlJSULduXYwYMQIuLi6oUaMGGjduDKlUWuH5AD/FyfPuwU5FPmtKsqioCLdu3UJGRgZyc3Nx9epVBAcHg2EYWFtbw9/fHxYWFmjVqhV69uwJb2/vZ14X4OvE+wL/vng+BnhR9p5y6dIlbN26FTdv3kRERASA0m1dRo0ahW7dusHPzw/u7u7lznmf1uh9LOTn52PXrl0wNTVFv379YG5u/raz9MYhIq5sPl4+FQoFrl27hqSkJFy8eBF79uyBWq0GADg6OqJRo0Zo2LAhmjdvjs8+++xtZJ/nDcGuQRYKhW85Jzw8rw9elL3nZGRk4PDhw8jKysLDhw+xY8cOqFQqNG/eHAEBAahfvz4CAwPh5OT0trPK8xgGgwEbNmzAhAkTMHr0aCxZsgQ2NjZvO1tvFbVajYSEBFy6dAnJyclITk7G0aNHodFoAACdO3eGt7c3/Pz8UKNGDTRv3hympqZvOdc8bwJelPF8DPCi7APj6NGjOH/+PC5duoQbN26guLgYn3zyCTp27Ih69eqhdu3a8PX1fdvZfCnexca5bDUqa+15mnVSoVBg+vTpyM7Oxvr16z/azaovXbqE+/fvIy0tDTdu3EB0dDQSEhLg4uKC2rVrw8/PD/b29vDw8ECHDh0+2uf0scNPX/J8DPCi7AMlPT0dd+/eRUxMDPbs2YOIiAgYGRnB09MTfn5+6NGjBwYMGACxWFxpGkePHsXdu3cxadKkd6ohrErjbDAYIJfLK9wc+nXkqaSkBMbGxhCLxZXmNz8/H7t370aLFi3g7+//WvL1rvLo0SPs3bsX165dQ0REBO7fv8/91rFjRwwePBh+fn5wcXGBo6PjW8wpDw8Pz5uDF2UfAWlpaYiJicHdu3exa9cuXL16FSYmJmjVqhU8PT0REBCAoUOHljsnPT0dgwYNwuXLl7Fp0yYMGzbsLeUeuHr1KjIyMsAwDBo2bIhatWoBAFJTU7l1dW3atMHIkSNhZmb2xPlarRa///479u7di1q1amHGjBnPXAT+orBet7m5ufjtt99w4cIFdOjQAePHj4eZmRmIqJxlz2AwYMeOHVi5ciU8PT0xY8aMD3qrrdjYWFy4cAHnzp2DUqnEo0ePcO3aNQBA69at0b9/fzg4OMDBwQF169aFs7NzufP59ZA8PDwfA7wo+8hISUnhxNmxY8eQmZkJc3Nz+Pv7o1mzZhg5ciTq1q2Lq1evonfv3sjMzISDgwM2bNiAPn36vPb8le18CwoKMGnSJJw7dw4mJiZQq9UwMTGBs7MzOnbsCKlUiqCgIKjVagQGBmLz5s2wt7d/Is3w8HD06tULFhYWyM7OxvTp07Fw4ULO4w/4/1YsdtH5806NPr5IPSUlBYMHD0ZkZCS6d++OzZs3w8nJ6YnpzYiICAwZMgSenp6Ij4/HJ598gj/++KNCz9nHr1c2nXcVlUqFO3fuIDExEadOncL58+eRkpICrVYLCwsLBAQEYOzYsbCwsICnpyfc3Nyemh4vynh4eD4GKp+74vkgcXd3h7u7O5o1a4YZM2ZALpfj2LFjWL58Oc6dO4cDBw7A0tISKpUKubm5EIvFyM7OxrfffguhUPjaPdzYjvfKlSuYMmUKIiMjERISAjc3NxgMBmzbtg2///47MjIy8Ntvv2HJkiWYPXs2FAoF9Hr9E+mpVCqEhoaiY8eO+OWXX3DgwAHs3r0bn376KZo1a/ZER/+iAYDLHm8wGODs7IypU6ciKSkJEokEEomk3H0BpbtXJCYm4vPPP8ePP/6Iu3fv4uTJk0hKSnqu9X4vIhrfNOfOncPy5cuRmpqK4uJiFBcXIy8vD82aNcOcOXPQtWtXmJmZwdbWtkIBXRm8IOPh4fkY4EXZR4qFhQW3t1+jRo0wbNgwxMfH49ChQzhw4ACys7MhEAggFAohFAqRnZ2Nb775BnK5HMOHD3+tebty5QrGjh2LqKgohISEoF+/ftxvfn5+EAgE2L9/P+zt7eHn5wehUAgzMzOIRCJoNBoIhUJu71SpVIr//e9/ICI4OTlhxIgRnDcqEUGlUkEgEEAsFkMsFkOj0XCiRyKRPFUM6PV6KJVKCIVCSKVSiMViSCQSLm2BQACdToeSkhKo1WpYW1tDKBRCLBajb9++6Nq1KxQKBTw8PODp6QmZTAYiQkxMDHQ6HWrXrg0rKytkZGQgMTER3t7enJB525YjhmFQUlKC0NBQXLp0CbGxsUhPT0dRUREyMzPh6emJMWPGcEFca9asWeE+rq9qJwweHh6eDwJ6hRgMBtLr9aTX68lgMLzKpHneEGq1mg4ePEgASCAQlPsXAMlkMtq7dy9ptdrXcn2GYWjAgAEEgCZPnkx6vf6JY44dO0adOnWi2NhYCg0NJSsrK+rYsSMtXLiQ/P39qXfv3hQaGsqld/XqVerWrRu5ubmRr68vhYaGEsMwlJeXR126dCEXFxcaPXo0yeVyWrBgATk7O1OLFi3o8uXLlebzwYMH1K9fP/L29iYPDw/68ssvSS6XExFRaGgoWVpaUo8ePWjOnDnUsGFDcnJyol9//ZUMBgMZDAY6d+4cNW3alLy8vKh27do0depU0mg0JJfLqXfv3mRnZ0dt2rShjIwM2rhxI7m4uJCvry+dPn36tTz3Z6HRaCg3N5fu3btHe/fupZEjR5KLiwvZ2tqStbU1ubu7k6+vL02ZMoXi4uIoNzeXGIZ5rrT5toKHh4enlFcqyoiI63R43i/KdqA7d+7kRFhFH1NTU4qNjX0t+UhOTqYGDRoQAAoODq7wmJKSEnrw4AHp9XoKCQkhOzs7AkAeHh7UvHlzAkC1a9cmIqJbt26RhYUFOTg40MSJE8nPz4+kUin9888/xDAMrV69mgBQw4YNSa1WU3R0NHl7e5NQKKRNmzZVeH25XE7e3t5Uq1YtCgsLo4kTJxIAGjp0KBGVikYnJycSCoU0ePBgWrRoEdna2pKtrS2VlJTQ/fv3CQDVqFGD7ty5QwsXLiSBQEC//vorMQxDJ06cIHt7e/Ly8qKcnBwqKSmhn3/+mQQCAS1fvvy1PPeK0Gg0lJGRQTdv3qTRo0eTmZkZmZqakp2dHTk7O1OrVq1oxYoVFBYWRgUFBaRQKEin072x/PHw8PB8aLzy6Ut+GuL9hF2jlJaWhsWLFwMofZd2dnYwMTGBVCqFTCaDu7s7atSo8drCFGRkZKCkpIS7PguVma4zMTGBiYkJgNIpRJ1OB2tra4SEhKBevXpwcXFBVlYWioqKUFJSAoZhMGLECCxcuBCTJ0/m4mAJhUJ8/fXXWLNmDYyNjUFEaNiwISZPnozJkydXGi5k9erVSE1NRUREBBo2bAi5XI6DBw/C2NiYy7der4ednR0mTZqE5s2bIz4+HiEhIcjPz0dJSQm8vLzwxRdfoE6dOtDr9SAiZGdnQygUokOHDqhevTr3HExMTODn5weJRAKGYV7Lc2fJyMhAWloa4uLiEBsbi3/++QdpaWmwtraGl5cX3Nzc0KVLF3Ts2BEeHh78pt48PDw8r5DXuqaMXy/y/qHVaiGVSrkdATp06AAPDw+4uLjAysrqtV+/7GbulW05VLZcCYVC6PV6BAYGom7dupBIJDAyMoJWq0VWVhZcXV0xf/58+Pr6YunSpQgODgYATkyo1WoQUTmxo9FoYGRkVKkn5Pnz56HRaLiwDd27d4ePj0+5ba20Wi169eqFBg0aAADEYjGEQiFycnLg7++PU6dOISsrCz/++CM2bNgAANw6OLFYDCMjI5SUlHCBcpVKJcRiMSdGXxW5ubmcgI2IiMDOnTsRFRUFe3t72Nraonr16ujQoQN69+6Nnj17cnnk4eHh4Xn1vFZRRv+3SbdIJOKF2XtCzZo1cfbsWRgZGXGeg28SqVTKWe2USiX3fdmQFWU9D1kLWmFhIbfonvXCNBgMsLKygkqlQp8+feDl5YVmzZohPDycS49Ni2EYLtyESCTiNpeviJycHDAMwwkUmUyGunXrcvlly71Go4FGo4FMJoNWq4XBYICxsTEYhsHq1auxbds2tG/fHr169cKOHTueiGNGZcJfsGL1VVimUlJSEB8fj5SUFG4HiMLCQlhZWcHLywsDBw7EoEGDo0+0ywAABbFJREFU0KBBA7i6uj41wDAPDw8Pz6ujSq0tPYfnF9uhsB3Ni5zDC7i3h1AofKt7Cbq7u8PJyYmLbzVw4MByQoQtGwkJCTA1NYVIJAIRQafTgWEYGBsbQyaTQafTwdTUFJcvX8aPP/6IgIAA7Ny5E6dPn0Z4eHi5qUYA5QYObFllj3kc1oK2c+dOjB8/HgAQHR2NgwcPYt68edDr9dBqteWsfgzDQCgUwsLCAhcvXsSqVavQrVs37N27FwcOHMCOHTs4ax3DMGAYBjKZjBPGOTk5IKIqC+WkpCScOHECWVlZCAsL4zax9/HxQWBgIBwcHNC6dWt06NChUoso/V9MNuDd2uKKh4eH50PhhUUZ2zAzDMN1lhWJKK1WC71ez7n5V3ZcRWm/T+tU+CnaV4u1tTXGjx+P69evY9euXfjyyy/RoUOHcsf8999/WLlyJX7++WeYm5tDr9fD3t4e1tbWAMCVITMzM8jlcgDA8OHDUatWLfzxxx8AUC5khkAggEwmg1QqhVwux759+6DX63Hnzh3o9fonLEXt2rXDtWvXMG3aNLi5ucHe3h5z5szhfi8qKuIsY6zALSoq4urBnTt3AJSG9wCAqKgoAKVbD8nlcpiYmEClUiE/Px9arRZyuRzBwcHQaDQ4f/482rdvDw8Pj+d+pnK5HEFBQdi/fz8AwMXFBSNGjEDNmjXRp08f+Pj4PHdafFnn4eHheX2I5s37f+3dz0sqWwAH8C+O1WIajQoikqIYcmHLItpU0KZlFJHQqk2LFv0BrS4tW7YyiIQiSqMk2rQyiDa1KKLsF4mNhRk5JQrmIJNv8RifdrtQXd97dvl+liMjg+j45XzPnPPjx2dPMkKZsYbV29cM+SMFH7mZ54e373LjN0Y3OHJQPA6HA6IoYnt7G3t7e1BVNbdV1OrqKlwuFzo6OtDT04PZ2VkcHh4ilUrBZrPB4/Fga2sLLy8vqK2tRU1NDTweD1RVRSAQwMrKCpLJJG5vbyFJEhwOB9xuNy4uLvDw8ACXywW/3w9d1xEKhdDb24v6+vqC65NlGScnJwgGg/D5fNjc3EQoFML8/DxMJhNmZmZweXmJcDiMaDQKv98Pr9eLdDqNWCyGtrY2rK+vIxQK4fT0FG63G5qm4fr6GslkEp2dnbi5ucHu7i7Oz8+xtraG/f19aJqGYDCIvr4+yLL84c8zkUggEomgq6sL4+PjGBsbw+TkJLq7uz+9gOt3+V0SEX1Hn95myRjNMm7Q+bXk6+srdF3P7QNYVlaWCy3GpOz89zGOG4w5PN8p4LBy/fcsLy/D6/Xi7u4OdXV1SCaTiEajGBkZwdTUFHZ2djA9PQ2LxQKz2Qy73Y7j42NIkgSz2YyGhgaMjo5icXERR0dHkCQptzNAPB6H0+nE4OAglpaWcHBwgPv7e1RVVaGpqQlPT09obGzE8PAwmpubf7q2QCAAn88HRVEgCAL6+/sxMDAARVGwsLAAVVVzFWQikUB5eTkEQYAgCJiYmMDGxgaurq4AAC0tLdA0DbFYDO3t7XA6nYjH45ibm4OiKJBlGa2trTg7O4PNZsPQ0BCqq6s/9Vl+ZPoAERH9v4q292X+E2yZTAbZbDZXDb33Z6Dr+k9BjegtVVXx+PiYmzRfWVkJu90OQRAQDofx/PwMq9WKiooKpFIpZLNZiKKY+15ZLBaYTCZEIhFYrVaIoghN06Dreq7uBP6u2zOZTMHTmx+Zv6VpGsxmc0HlbswJM1bvNx4aMIKRUYem0+mCJzzfq0rfO0ZERH+mooYyY4Qsf9L1r0IXQxn9jvw5jURERH+CooUy4J8qL7+G/FVlwtqPvupthf6V84HCZTbeVvFERET/taKGMiIiIiL6GnaHRERERCWAoYyIiIioBDCUEREREZUAhjIiIiKiEsBQRkRERFQCGMqIiIiISgBDGREREVEJYCgjIiIiKgF/AZgr1V886TGTAAAAAElFTkSuQmCC)
A. 1
B. 2
C. 3
D. 4
Câu hỏi trên thuộc đề trắc nghiệm
Đề thi tham khảo THPT QG năm 2018 môn Sinh Học lần 4