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2013 KPSS ÖĞRETMENLİK ALAN BİLGİSİ TESTİ BİYOLOJİ ÖĞRETMENLİĞİ ÖRNEK SORULARI

1.İnsanlarda  on milyon yılda bir görülebilen kalıtsal bir hastalığın soy ağacındaki seyri aşağıda gösterilmiştir. Soy ağacı incelendiğinde bu kalıtsal  hastalığın en olası kalıtım şekli aşağıdakilerden hangisidir? A) X-bağlı çekinik genlerle  kalıtım B) Otozomal çekinik genlerle  kalıtım C) Otozomal başat genlerle kalıtım D) X-bağlı başat genlerle kalıtım E) Eksik baskınlık 2.Günümüzdeki bilgilere göre bir glikoz molekülü [...]

Şubat 27, 2013 8:55 pm [121021]
2013 KPSS ÖĞRETMENLİK ALAN BİLGİSİ TESTİ BİYOLOJİ ÖĞRETMENLİĞİ ÖRNEK SORULARI

1.İnsanlarda  on milyon yılda bir görülebilen kalıtsal bir hastalığın soy ağacındaki seyri aşağıda gösterilmiştir.
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pkqWlJc9AqMcgDex69+5dUlIibDiiRRt2ysrKISEhIjxj2PGbGHYyBLs1a9aoqqru3btXbEsetwh2GzduvHbtWhxJFE30gTCTkpIyMzNF341VUFAQQUNpYLdy5Uo1NbVffvmFehIghOiuTkBAgKSdioadmppanz59RHPH3t7+S8Nu7ty5PXv2JC/p1KlTWloa2VVxcXFBQYFEoyabGHYYdu0Nu65du4ptxu8WwY4pGRsbDxo0SHQbRUXFiRMnCltLG3aZmZlOTk4mJiYSJQFCePv2bUNDw759+7548YJB2HXq1Gn06NGiU+Hu7l5RUSFwOKJVWFjo7Ows9usQpl69en1P0oQJE9zc3AhzxYoV5LVizeHDh2PYiTUZiQdi2EEI16xZo6SktGbNGrEtedwi2HXu3Pnp06evXr1KTEycN2/enDlzPD09N27ceOHChVevXi1YsEBJSUlbW/vEiRNmZmZmZmY9evQgfyDMtLS01atXq6qqknet7du3U98PacPu1q1bAAAasIMQosdxL1++zAjsqI83ODiY3g2K1NRUgQ4pdq2hoWEmXOjbVFZWBgB07tyZ+HJ5vnrC1NXVxbATazISD8SwgxDGxMQYGBh8uWt23bp1W7VqFf9agePqkGt2CHYLFiygngFCzMKOur7++mt6j54UFBQMHjyYdr/+/v4inKNgbG1tAbWLufg0FsOuXWEHIezfv78swO7EiRMd8lAxgh1556GujoLd4sWL6+vrBQ5HrKjfoNi0aRPPEgw7SU0MO5mDnaKiotinqMhus7OzraysjIyM7t27J6LTzMxMAwMDirDrqNfFpDyN7dat28OHD9sZditXrmxsbBQ4HLGiDjsVFRWyqaOj09zcLMIzhh2/iWEnW7Dbt28fAGDSpEkNDQ1U2nO53MDAQADAwoULRXd69epVLS0tirC7c+eOsbGxwL2ua9eu3t7ehGlgYDBhwgSeNrRhl5ubO2LECBqwu3Tpkp6eHuN3Y6nI19f348ePAocjVl/6OTsMOyiyziU1GYkHYtghtbS0/PTTT2pqatOmTautrRXduLKy8tq1a507d7a1tUWPHYjoNCwsTE1NjSLsIiIi0Jun/OJwOGQOqqmpde/enaeNlI+eqKioBAcHix47WU1NTfPmzSPu7bQz7KKjo0UMR7Q+fPjg7u5Oo9MTJ06I9oxhx29i2MkW7JAiIyNVVVV9fX2FvRYKIczIyHBwcAAADBgw4N27d1Q6pX7N7uzZs/r6+rT3f2lg99dff+no6IwcORK9XS9WbW1tQUFBAABLS0sanUoPu7lz56J/S/T28+bm5lGjRknUY9++fbOzs0W7xbDjNzHsZBF2EEI0R+aYMWP279/Pv3bFihXobqmDgwMxv5PoTqOiojgcDkXYnT59Wk9Pj/b+L+XrYsePHwcADB8+HF0LE63W1lbUqbAjrC8Nu++++66urk7EcESLy+XGxMRQ787Kyur58+dU3EIMu/+aGHYyCruKiop9+/Y5Ojqqqqrq6+vr6+svWrRozJgx+/bt09fXV1RU7NKly6BBg9DVIiqdPn/+XF9fnyLsOnbyzuLiYnNzcwDA8OHDiYNWgXr//j06DQwNDSWmTmhn2GloaLx9+1bEcESLy+U2NzeXl5eLPZ81MDAYNGiQ6ITwjAvDDoqsc0lNRuKBGHYC1djYuHHjxr59+/LU/bJly65evSpRpxcuXNDU1GQF7CCE//77L9pR3d3d9+zZI7DNL7/84uXlpaCgsHHjxqSkJIq9MA47wNBMxaWlpSLCmD9//oULFyR1i2EHRda5pCYj8UAMOxF6/fp1wn9FnN9R71SiGxT5+fkPHjxAfaEPok1CyCRm05UmJ69evYqKitLU1FRVVXV2dnZ2di4sLKypqVmwYAEyORyOpqZmREQEz4Y0vpfnz5+7ubkJGw7SwoULDx8+vH379q1bt44aNWrZsmWdOnXS1NRcv359U1OT2OEIE3mroqIi1OOsWbM0P+v27dsJCQnoTFlSt5LCrqGhobGxsba2trm5ubW1taampqamprq6uqampqWlpb6+vqmpqbW1lXhUoKmpafDgwRh2GHaMwU6EqHf6+PFjPT096m9QdEgRCNTq1av539UdMGCAsMmcGQypHb7iL1QnNGAHABg4cOCYMWO6des2d+5cnqP7lStX9uvXz9fXd/369SNHjjx79uzZs2enT58O8EzFGHayBrt79+7p6OiwEXYQwuzs7EP/Ffm2DI8w7Ag/ksKOnjDsMOxkC3YSncZKatKIh99kShh2hB/qsKuuri78rLdv3xaSJNYsLy9nPH6Bw5HSlJ06x7CjI+qdXr9+nfobFJKaNOLhN5kShh3hhzrsvpDJlFi9s2PYMSPqnX777bcAAAw7WdvPMeyoiNU7O4YdM8Kw4xeGHeEHww6KK10MOww7DDtpTYrCsKMiVu/sGHbMCMOOXxh2hB8MOyiudDHsMOww7KQ1KepLw653795paWkyngSxYvXOjmHHjDDs+IVhR/ixtbU1MzNLSkqS8SSIFat3dgw7ZoRhxy8MO8KPra3tuHHjiouLZTwJYsXqnR3Djhlh2PELw47wg6/ZQXGli2GHYYdhJ61JURh2VMTqnR3Djhlh2PELw47wY2tr26tXr5SUFBlPglixemfHsGNGGHb8wrAj/Nja2lpaWj5+/FjGkyBWrN7ZMeyYEYYdvzDsCD+2trZz585tbm6W8SSIFat3dgw7ZoRhxy8MO8KPra3tgAEDXr16JeNJECtW7+wYdswIw45fGHaEH/zoCRRXuhh2GHYYdtKaFPWlYWdhYfHo0SMZT4JYsXpnx7BjRhh2/MKwI/zY2touWrRIbC8dngSxYvXOjmHHjDDs+IVhR/jBsIPiShfDTrwZHx//008/7fqspKSkP/74YxdJ5LX8pjDl5OSgD8ePH09ISNi3b19GRsbz58/Pnj2bnJxMbhkfHw8hPHv27D///HPw4MG0tLSsrCwMO2ZDkgPYDRkyRHRhfFGTKWHYddj4Hz161L17d/JvjlhaWmpqatL+yRJC/fr1Qx+0tbV79uyppKRkb29vZ2enr69vaWlJbtm9e3d3d3d9fX1TU1M1NTUbGxsHBwc3Nzd3kshmt27dAAA9evTgX4s+SGMK7FFSU5h8fX3bvzCEmc0kNTU1iTCbm5sfP3588uTJZpES64SekB8bG5tx48a9e/dOdC9fzqStlpYWxr9EDDs644+LiwMAqKurTyBp/Pjx1E2mJFGnampqlpaW/GvRB2lMJAsLCw6HM2HCBCMjI29vbysrq8GDB5uYmJiYmAwePNjKyqpz585OTk4AgMGDB1tYWHTu3HnQoEF9+vTR0NAwNzefMGGCgoICWgsAGDBggLOzMwDAwMCg/QtDoFlRUSH9/zMsKho0aFBubi6zXyKGHX3YmZub0w6AKUnUabdu3b7oaWxCQsLRo0chhHFxcS0tLUlJSfn5+Tdv3rx582Z+fn5ycvLly5ezs7MPHDiQn5+fkJBw+fLlvLy8Z8+eHT9+/N69exDCyMhItPbAgQPZ2dlFRUVeXl4yCLvQ0NADBw5EREQcIInHpChGnAhz27VrVwDAggULCLezZs2aO3duRETEuHHjAgICnJycUGMfH5+AgAAHB4cDBw7Y2dlNmTIFABAQEDB58uRt27YNHz4cLff09AwICEBJQB84HM68efMAAMbGxj4+PgAABwcHFxcXeowzNjb29fVFnw8cOMDsl4hhh2EnQ0XAo3///VdXV1cGYVdcXCy2MSPR0hbyw/+cXXV1dU1NDZfLraioqKur+/DhA2pcWVlZV1f3/v17CGFRUVFVVVV2dnZdXV1VVVVLS0tJSQlaXl5eXldXl52djdZmZ2e/efOmpqYmOzu7oKCgsrLy9evXRUVFJSUl2bSEnAwbNszNza2qqopiljDsMOz+Y8bHx2tra7MLdg8ePAAyeRrLItgBFs564u7u3qdPn2fPnjEbkuzUOYYdHVHvNC0tTU9PD8MOw05sp7IAu0GDBuXl5TEbkuzUOYYdHVHv9OXLl/r6+hh2GHZiO5UF2HXu3Pny5cvMhiQ7dY5hR0fUO42Li9PS0sKww7AT26kswM7CwiIhIYHZkGSnzjHs6Ih6p5WVlV26dMGww7AT26kswG7UqFHl5eXMhiQ7dY5hR0fUOz18+LC6ujqGHYad2E5lAXZ9+/ZNT09nNiTZqXMMOzqi3mlkZCSHw8Gww7AT26kswM7JySk7O5vZkGSnzjHs6Ih6p8+fP8c3KKQ0MewkNenJ3d19woQJjIckO3WOYUdH1Du9dOmSpqYmhh2GndhOMeyEmYzEAzHs6Il6p2FhYWpqahh2GHZiO5UF2OFHT/4jDDuJOk1KStLV1cWww7AT26kswA4f2f1HGHYSdcrG+eww7GgLw47flJ06x7CjI+qdfvz4sWvXrhh20sMuPDz806dPYhszEq1YNTQ0pAlSampqSUkJgl1YWFhqairP2rS0NOLl046F3YcPH6qrq9PS0tCDdSUlJYMHDxYNuzdv3tAISXbqnE2wmzt3LgBAT08vNDQ0NDT0zz//lDQApkSl02PHjqE4tbS0Ro4cGRoaeu7cOSh1EqgHQNHkl+zALiwsLDQ0dNOmTQCAadOm1dXVid2WkWjFKi0tTdh0SePHj+/cubOwtQAANTW12NhYsTF8UdgVFRWNHj0anXZMnjw5NDR07NixAABbW9tQkkJCQsimtbU1+oCu62HYMTz+lpaW6dOnu7q6jho1SkFBQU1NTVVVVU1NTVFRUVdX19XV1c/Pjzy9aofDrrm5+enTp66urtra2jxVbmBg4OrqOnPmTBRwBxZBo0j9888/KFqBa5uamiTNiURmS0vLu3fvXF1dXV1dlZSUyAl0dnZ2dXV9/Phxc3OzMFcUxQjsfvrpJ1SBu3fvVlNTI4pz9+7dfn5+rq6uyCTUt2/fOXPmAABmzpwpNoYvCrtHjx4BAFRUVNREiid+VVVV9I3MmjWLekgYdpQG/P79e09PTwCAhYXFxIkTt27dSqzdsWPHpEmTrKysAADu7u6FhYVUAmBKwnopKCigMoHi+PHjicnO2r8IWlpaxEYoQvb29hLlRCKztLSUmEVShIYOHZqXlyfQFUUxArs7d+5I5JbL5W7dulVDQ+Px48dUGtM2xQrBbs+ePaKb8feyfv16DDvJTCojbG5u9vLyAgBs3749ISFB4PiTkpJCQ0MBAKNHj66vrxcbAFMS2Et1dbWbmxtFZIwdO7atrU1sEr4o7IKDg3+VUM7Ozl8UdlRIhzRy5MiKigp+VxTVgbDjcDh///03lca0TbFCsFu3bp3oZvy9JCcn9+jRA8NOAlPsCMvLyydMmKCpqRkREUE+6eP32draGhUVpaWl5eXlVVZW1oGwS0lJobijIk2ePLmioqIDYUd+MYii5s+f/+VgN3/+fIkS6OzsXFJSwjrYKSsr79y5k0pj2qZYIdhZWVmJbsbfy549e1RVVTHsJDBFj7CkpGTChAkAAPQDV1TG7+/vDwDw9vZGE14LC4Ap8cfw8OFDExMTifZVNEBikon/cdg9e/asT58+kiYwKCiIdbDT0dGh2Ji2KVYIdlpaWqKb8feCT2MlNkWPMDU1FQCgqqqakpIirDGPz9TU1E6dOgEAkpKSRATAlHjcPn/+3MLCQtIdFYmYZOJ/GXbv37/v3bs3jeyZm5ujIpFUGHYYduLVDrA7dOgQAOD27dsiGvP7TEhIAADo6emJCIAp8bi9e/cuPdIBAI4fPy5imP8jsDt79iztBN64cUPSUYiNR6ww7KiHhGEnaoRdunRxd3d/+/atiMb8PhMTEwEAurq6IgJgSjxuZ86cSXtfNTU1FTHM/xHY7d69W2yiZsyYIfAH0adMmSLpKMTGI1b/s7B78OBB9+7dMewkMMXCbu3atZKOv76+fsmSJcrKyiEhIcICYEo8btXV1QXun+rq6hoaGtu3b5cn2PXq1auqqhRdc80AACAASURBVKqkpOTtf1VQUIA+VFRUlJWVFRcXf/z4kWdtYWFhfX3927dvGxoaKisrS0tLkVsPDw+xsDM2NuZ57A5JQUFB0lGITZFY/c/Cbt++fRwOB8NOAvNLwA5CuGXLlg45siPDzs3NTVVVFX0eMGCAs7Oz6H2YdbADAIwZM8bOzk7YiIYPHz5gwABLS8vx48fzrFJVVV28eDEAYMWKFaNHj7a3t//tt99+++23Ll26iGOdUGHY8ZtihU9jKUlmYZeVlWVnZ9fhsBs0aJCKigr1fZWNsJMpYdjxm2KFYUdJ7QO7WbNmffz4UURjfp8deM1O2GksoalTp/br10/gKtbBzs7OrlaQampqyKampmaPHj1SUlIEruUxLS0tMeww7ISZYrugYkKZhR0A4O7duyIa8/vsQNgtWrSI9r7KOthRvEGhqak5cuRIiq/xib6sKVpz5syRdBRi4xErDDvqIWHYiRoheuP10qVLIhrz+7xx4waZHQIbMyUetw8fPhR7cCdMMTExIobJatjNnj2b5/BcWOO8vDz0mCQN4UdP+E2xwrCjpHaAHXqomMPhiGjM71NHR8fBwYFnB24f2HG53LVr19LbV+X1oWJNTc2+ffsSM6CJjTAyMpJG9mxsbIjp4SQShh2GnXi1A+wqKiqmTZumpKT0yy+/CGtM9nnv3r1Zs2apqKhs2bJFyiKgKP5eUlNTzczMJN1Xv/rqq6qqKoFJkAPY9evXLycnh2KEmZmZjo6OkiYQvy4m0BQrBLvg4GDRzTDsvjjsuFxuXV3d7NmzVVVVt23bhiZQEzb+9PT0LVu2AAD8/f3r6uo6CnYQwpycHIl4991339XX17d/EbQb7AAAaC4jihEGBgYqKChQT+DYsWNramow7PhNsUKwS0hIEN0Mw649YAchbGlpmTx5MgDgxx9/vHnzJv/48/Pzd+7caWRkBADw8fFpaGgQGwBTEtbLkydPqLzjOXDgwHXr1nX4FE+yBjsI4axZsyiSztvbGx0UdyDsvvvuu53/1Y4dO0Sb7u7usgO727dvX7hwAUJYUlISHx9/8uTJM2fOXL9+vbKyknB769Yt4tlvDLsvBTsul1tWVjZlyhQ1NTVjY+MRI0YEBQXV19fX1dXV19evXr3awcEBAKCmpjZp0qSSkhKKA2ZEInrJyMiIjo5WVlYWuIuqqKhYWVkhynRUEcjgDQrCrKysvHfvnp2dnbBnFZWVlXV1de/du/f+/XuBriiKEdipqqqqqqqqqKigA1LiYXLig0DJDuzs7e0NDQ1dXFycnJxMTEx0dHT09fW7des2cOBAFxcXFxeXESNGmJiYODk5EaapqSmGnWSmRAMuLCz08/Pjf8je0NDQz88vNzeXegBMSewwz5w54/dZXbp0sbe3HzFihJ+f3/Xr1zu8CAjYHThw4IKE8vDw+KJHdoQZHx/v5+c3cuRI8jc+duzYEydOMPIVS+kkNzfXz8/vxYsXycnJN27cWLhwoZ+f35MnT9A3npqaij74+vr6kYRMNCe72Bi+KOxev37tR0EC4/fz8yNfTBcbEoadxAO+evVqVFRUVFTUwYMH0Qf0bAqzRUBREnV69erVtLS0d+/e8aztcNjRE3XYTZw4keIRtzDzw4cP5G+cwSsVX6hOvhy/ZL/OMexka/xMidVJ4HK5Z86cCQ8Pz/+vZs6cSf4wc+bMP/744/DhwzNnzgwNDT1//vz8+fMDAwN5fm1PWC+ampo6OjpPnz5lJGDqJkVh2FER2+ucZzgYdnTE6iS0T06kPI2lbdKLFsNOoOSszjHs6IjVSWg32NG4QSG9SS9aDDuBkrM6x7CjI1Ynod1gZ2VllZmZKX2EGHaSmkxJzuocw46OWJ2EdoPdsGHDCgoKpI8Qw05SkynJWZ1j2NERq5PQbrBbvnw5un8qZYQYdpKaTEnO6hzDjo5YnYR2g922bdvohYRhJ6XJlOSszjHs6IjVScCwY8qJpG5lLQliJWd1jmFHR6xOQrvBDt+gwLCDQkoXww7DTq5g5+LiQnGmYgw7Zk2mJGd1jmFHR6xOQrvBbvHixXV1ddJHiGEnqcmU5KzOMezoiNVJaDfY4Wt2GHZQSOli2GHYyRXsJJqWnSmTXrQYdgIlZ3WOYUdHrE5Cu8Fu7dq1LS0t0keIYSepyZTkrM4x7OiI1UloN9h5eHgUFRVJHyGGnaQmU5KzOsewoyNWJ6HdYIcnAsCwg0JKF8MOw06uYNe7d29i5ndZ288x7KhIzuocw46OWJ2EdoMdvhuLYQeFlC6GHYYdhp20Jr1oMewESs7qHMOOjlidBAw7ppxI6lbWkiBWclbnGHZ0xOokYNgx5URSt7KWBLGSszrHsKMjVicBw44pJ5K6lbUkiJWc1TmGHR21ZxJSU1OXL1++bNky4i/5A79548aN3bt3o8979uy5fv16enr68uXLExMTN27ciBpHRUWdPXsWLV++fHlERERsbCwy09LS3rx5c+PGjV9//RVCeOzYsfT09CtXrvz6669paWkPHz5E4bW1tR08eFDEMDU1NYcMGZKfn89gxqiYFIVhR0Ws3tkx7JhRuyWhvr6+X79+Ev2uq4GBgZqaGvqspqZmYGBgYmICAOjatauysjJa3qlTJx0dHbQcAKChoaGnp4fMbt26mZqaGhgYaGho9OrVS0tLy8TERF9fX0NDo1u3bl27du3Vq1evXr2sra07derUiyRra2uyqaCgAADo0aOHwLVfzqQogU6OHj0qC4UhvcmUWL2zY9gxo/ZMwpkzZwAAs2fPXrx48aJFixYvXkz+IL3JlHjcqqioAAAmT55MJYavv/7a3t6eMGfPnm1jY2NhYTFu3LiBAweampp6eHi4ublxOBwAwLhx4xCjdXV1hw0bNm7cOFNT0z59+qDl3t7eioqKQ4YMMTU1dXV1HT16tKqqKvmfAbE5v4l+6L7DC0N6kymxemfHsGNG7Q+7d+/e8a9lJB6mxONWot+NraurI35OG0LY0NCQmpr6+PHj4uLizMzMxMTEwsLCgoKCuLi4ixcvFhcXX7x48eLFi/Hx8dnZ2cXFxYmJic+fP0fL379/f/ny5devXycmJhYUFLx79+7q1asXSULNYmNjeUwMO36xemfHsGNGGHb84ocdi14XmzBhAoYdv1i9s2PYMaN2S0JjY6OPjw9LYUf9yK7DYefl5YVhxy9W7+wYdsyo3ZLQ2tq6bt06DDvqJr1oMewEitU7O4YdM2q3JDQ0NIwaNQrDjrpJL1oMO4Fi9c6OYceM2hN2zs7OGHbUTXrRYtgJFKt3dgw7ZtRuScCnsZKa9KLFsBMoVu/sGHbMqN2S0NTUNGXKFAw76ia9aDHsBIrVOzuGHTNqtyTU1dVZW1uzFHYsevQEw06gWL2zY9gxo3ZLQkNDw9ChQ1kKO3t7e7bMVIxhJ1Cs3tkx7JhRe8LOzc2NpbBzcnLKzc2VPkIMO0lNpsTqnR3Djhm1WxJYfYPixx9/bG5ulj5CDDtJTabE6p0dw44ZtVsSGhsbJ06cyFLYsWg+Oww7gWL1zo5hx4zaIQltbW0tLS3Nzc1//fUXACAvL+/Tp08yCLvZs2d7eHh4eHi4u7t7kKSkpGRhYUGYPGuR+e+//3bUcLhcLsow0pgxYwAA1tbWOTk5aAkjDMWwg+LqHMPufxp2hYWFV65cCQsL45mobvLkyZcvX3706BFTATAiKysrcTPsCdXff/8tffz0hvPw4cP169eLiO3ChQvE3RXqwrDjNzHsMOwEj6umpsbDw0PETmhubr506dLS0lKm4pFSbITd33//bWxsDADw9/ePiIiIiIiwtbW1s7NDn/39/VF4Q4cOLSwslMgzhh2/iWGHYSdgXOXl5aNHj6aCiWHDhpF5h2FHXbdu3TIwMFBQUJg1axbxGOC7d+/QVVEIYVVV1evXr83MzAAAffv2LS4upu4cw47fxLDDsOMdV1FRkaenJ3VSLFu2jJF4pBTrYNelSxcAwNSpU0U7ycrKcnR0BAAMGTLk9evXFJ1j2PGbGHYYdrzjcnV1lYgU5ubmjLyMJaXYBbuff/5ZVVV16tSp5eXlYp2kp6f37NkTAHDq1CmK/jHs+E0MOwy7/4zr2bNnxK/kUJeSktKnT5+kjEdKiYadsrJy7969ZQR2Hz58GDNmTL9+/VpbWyk6KS4utrOzU1JSunPnDpUuMOz4TQw7DLv/H1dycjJ6AZaGoqKipIxHSomGHYfDGT9+vIzADj3EExERIZGTI0eOAACGDBlCpQsMO34Tww7D7v/HFR0dTY90AAAXF5fa2lpZgJ2qqmqnTp0kCr49YVddXW1qagoAQDccqDupqKjw8vLCsKNtYthh2DEDOwDA3r17ZQF2dnZ26D0E2YRdZWUlAGDEiBHoDqxETvz9/S0sLFJTU8X2gmHHb2LYYdjJG+xoqP1hR/wMtqSws7KyevHihdheMOz4TQw7DDsMuw6A3caNG9HcBJLCDp/G0jYx7DDsMOw6AHZA8mt2qamp9vb2GHa0TQw7DDtmYKesrBwRESE7sDMwMAgMDJRB2FVVVWloaNCAHb4bK6WJYYdh9//jio+PNzExoQe70aNHSxmPlGLLkR38/OjJ6dOnqTtpaGhYvHgxAGD16tVUusCw4zcx7DDs/jMuPz8/ery4fv26lPFIKdbBrn///tSdvH//HoVaVVVFpQsMO34Tww7D7j/jqqysVFdXlxQWPXv2lPE3KGQKdg0NDT/88AOHw1mxYkVtba1YJ0VFRUOGDAEAHDx4sK2tjUoXGHb8JoYdhh3vuObMmSMRKZycnDIyMqSPR0qxCHZIS5cuBQAEBASIdrJnz55Ro0YBAPr06fP06VOKzjHs+E0MOww73nFVVVXNnj1bQUGBCibMzMyysrIYiUcatbS0WFpasgt2NTU1ixYtUlJSWr9+fVNTE8+TKFwut6mpad26dQoKCkpKSocOHSL+o1ARhh2/iWGHYSd4XAEBAWIZ4eDg8P79e6bikUbR0dGSviLW4bBDWr16NYrBxMTk4sWLsbGxFy9evHjxInFnfPz48efPn5fULYYdv4lhh2EneFwNDQ2RkZEDBw4USAclJaXIyMjnz5/Lzo5x8uTJyMjIyMjIAwcORJJExXz79q308dMbTmtra2Rk5IgRIwTmeeHCha2trTTcYtjxmxh2GHaihllSUhIXF2dtbW1lZWVtbY0+rFu3Licnh8EAmBW79nO0VWlpaU5Ozt69e62trU+fPm1tbX337t2cnJy6ujoaPiUNtcOTIFas3tkx7JgRq5MgyzmR3qSoL5QTdiVBrOSszjHs6IjVSZDlnEhvUhSGHRXJWZ1j2NERq5MgyzmR3qQoDDsqkrM6x7CjI1YnQZZzIr1JURh2VCRndY5hR0esToIs50R6k6Iw7KhIzuocw46OWJ0EWc6J9CZFYdhRkZzVOYYdHbE6CbKcE+lNisKwoyI5q3MMOzpidRJkOSfSmxSFYUdFclbnGHZ0xOokyHJOpDcpCsOOiuSszjHs6IjVSZDlnEhvUhSGHRXJWZ1j2NERq5MgyzmR3qQoDDsqkrM6x7CjI1YnQZZzIr1JURh2VCRndY5hR0esToIs50R6k6Iw7KhIzuocw46OWJ0EWc6J9CZFYdhRkZzVOYYdHbE6CbKcE+lNisKwoyI5q3MMOzpidRJkOSfSmxSFYUdFclbnGHZ0xOokyHJOpDcpCsOOiuSszjHs6IjVSZDlnEhvUhSGHRXJWZ1j2NERq5MgyzmR3qQoDDsqkrM6x7CjI1YnQZZzIr1JURh2VCRndY5hR0esToIs50R6k6Iw7KhIzuocw46OWJ0EWc6J9CZFYdhRkZzVOYYdHbE6CbKcE+lNisKwoyI5q3MMOzpidRJkOSfSmxSFYUdFclbnGHZ0xOokyHJOpDcpCsOOiuSszjHs6IjVSZDlnEhvUhSGHRXJWZ1j2NERq5MgyzmR3qQoDDsqkrM6x7CjI1YnQZZzIr1JURh2VCRndY5hR0esToIs50R6k6Iw7KhIzuocw46OWJ0EWc6J9CZFYdhRkZzVuYzC7v379ykpKRDCvLy8Fy9e8Dem3uO1a9cMDQ0LCgoghNOnT582bRqEMD4+3tDQ8Nq1axDCwsJCLy+v3NzcN2/enDhx4qeffiI2792795IlS6qrqyVKQm1t7bt37yCEFRUVZWVlsl8EjIhd+zmGHRVh2LXH+ENCQjgcDoRw4cKFtra2/I2p9xgbGwsAyMvLgxB6eXl5eXlBCLds2QIAiImJgRDeuHGja9eujo6ODg4OxsbG8fHxxOZGRkZDhw7NycmRKAmBgYFubm5v3rzx9/f38/OrqakRkYSPHz/u2LFjx44dLS0tEqVIoiSIMJkSu/ZzDDsqwrBrj/G/ffv2wYMHjY2Nr1+//vfff/kbC+yiubm5tra2sbGRvFYg7BobG+/fv19WVoaaPXny5P79+/fv309LSyM7T0pKys3NlTQJR44cmT9/fkVFxfbt2zds2NDU1CQiCQUFBQCA7du3f/r0SaIUUY+HRTuG9CZF0XbS2tqK/i1BCIlKq6+vR98yl8ttampqa2sT6JZcmWJjkJvvFMNOzAhfvXr1559/Dh48+Pz583///Tda+OHDh/Pnz587d+48SVeuXEFbXbp0adq0aQCA4cOHnz9/HhWWMNjV1dWdP38enWy+ePHi/H9VXl6OfF69evX58+f8SSguLia3P3fu3KtXr4i1FRUVxKq8vDxiXEVFReT40fI///wTAPDjjz/evXsXBZyfn080u3jxIk+KkJMbN26QI0GN0XAIJwUFBSgSwonAL4UpyTLs0tPTL126BCF8/PjxrVu36DmBEDY3NwcGBi5durSxsTEzM7N///4PHz6EEJqbm48fP/7Dhw9cLvf777/ft2/fkydPEhMTyYWRnJzcv3//9PR0ScdVWlr66tUrDDspTfiFYNfc3Pzrr7+KaCx6hAUFBYMGDVJRUVm8eDEAQFdX9/Tp01wuNy4uDvApJCQEQhgdHa2qqgoAWL58OVq+du1aKBx2gYGB6DQ2MzOzX79+AIBhw4YNHDgQbevv748iMTIyWr16NX8Sxo4dKzAMCOFvv/3m4+NDLB85cmRVVRWEsLW11dPTk7zJzz//DCG0s7NDpouLC4Swurra1dWVaKOiohIVFYUGcuPGjfnz5yMnVlZWEMLw8HByJKNHj0bHFzU1Na6urq6urr6+vgAAZWXlBQsWPHjwQOBXxpRkGXabN2/W1dWFEH7zzTcGBgYXLlygB4vKykoAwJw5c+rr60NDQ5WVldF/HXNzc3d397dv33K53IcPHxoZGdna2pqZmVlbW6empqJtZ8yYAQDYvHmzpOOaPHnyzp07q6urFyxY8OjRI9GN161bt2DBAoH/oWkIw06Ax5ycnAMHDpiamnbv3t3U1NTExERdXd3U1HT48OHp6em1tbU824oeob29vYGBwdWrV+vr6wsKCoYOHaqpqXn37t2GhoaCggJ0zJKQkKCiorJmzZrm5uaqqipvb29HR8eCggLUZurUqba2tsXFxcJg9+jRIwS7O3fuAADi4uLKy8vLysouXrwIAOjTpw+KRBjsFBQUNm3aVPBZHA4Hwa6qqmrcuHH9+vVDy48fP66jo+Pu7g4hfP36NTpdzc/P379/v52d3XfffQch/PfffwEAUVFRxcXFEEJPT09tbe2jR4+iYfr6+qqrq586dYrL5e7evRsAMHfu3IKCgqKioj/++IPD4Xz99dcoJ1FRUVpaWujAobS0FABgbGw8adKkgoICPz8/AMChQ4eEFQEjkmXYVVVV5efnp6env3nzpqCgoKqqisvlVldXV1ZWinBSXFycmZlJXoJgd+TIEQhhaGiompoaWv7u3TvkCvkpKir69ddfT506hb5TpLKysvz8fPSfT6Jx9e/fPzo6ury83M7O7urVq6IbP3jwAACA7rxJLww7Xo8PHz40NTXlP+YitGjRIp5tRY+wS5cua9euJcyMjAwAAHHixuVynz59am9v37179/j4eC6X+8cffwAAzMzMwsLC9u7dGxYWho7R1qxZIwx2eXl5ZNgR/36TkpLQSSUyBcLuwoULxHEZkrq6OoLd0aNHAQCDBw8mVn377bd9+/aFEIaHhwMAJk+efPjwYfKo0TU74ljDyclp9uzZqBcI4ZEjRwAA06dPr62t3b17t4qKCrEtckhc6Xv+/LmDg8OIESPgZ9idPHkSNa6pqfkfh93Dhw+3b98OAJgxY8bx48chhK2trXPnzp06dWpYWBhRNmFhYRUVFWiTffv2ubm5aWlphYWFEaeiwmB36NCh27dvo2Du3LkT9lnIbUlJCYTw6tWre/fuRae9PJFnZ2eTYwgLC0tJSSHW7t+/n1hLRNLU1BRGEnrYAEUFAJg/f/758+chhNXV1eRmZPii69FoeW1t7ePHjwsKCt68eYOW/PPPPxDC/Px8ZBKXktC26enpREjExZPo6Gh0KYbIVVhYWE5ODtrq6NGjyNWpU6fIrlCdnzp1Cq1Fd/NkFHYvXrywsLAQQTqk9evXc7lcRmBXVFSETv0SEhLQVgh2AAAFBQX0Fwk5EQ274cOHz507l3i4BMEuIiICmQJh5+3t7eTkhBwi8cDu5s2bxKrnz5+bmZkdOnSora1t69atCgoKGhoanp6enp6eiFP8sOvWrZuXl5eBgYGnp6eurq6CgkJQUFBjY6NA2I0ZM8bT03PMmDG9e/cGAMgr7LhcbttnSQq7ly9fWlhYaGpq3rhxY/To0VpaWr///vunT582b95MlApRqOjq2ObNmxUVFefNm2dpaQkA6Nu374oVK6Bw2Jmbm3///fcQwn///bdHjx5EESKf6F+psNPYpqam/v37kwsY/StFa7du3aqoqEgsd3BwQDioqqoi9zJ06NC2traIiAgNDQ3U0tPTE0I4a9YscjMvLy908yQzM9PS0tLJyQmtevfu3e7duwcMGODo6IhampqaJiUlDRo0CJkmJib37t1DIS1dutTBwYEIaeTIkciniYnJDz/8QHwd06dPBwBcuXKFy+VGRUVpamqivnR1dU+ePEk0s7Cw8PT01NPTQw5nz55N/oplCHapqanq6upiSYe0aNGiuro6shMasEtPTzcxMTE1NU1MTCS2RbBDJwj8AxYIu7NnzwLhR3bh4eHIFAG7XNJdWh7YoX+DSN9++y0AYNWqVcSSuXPnent7GxoaOjo65ubmCjuymzZt2rFjxzZs2EAMRCDsvLy8vL290V9vb++VK1dC+YJdVlbWtWvXVq9eTRTSrl274uLi4uLiGhoa+Lfll7a2tpWVFXFMNG7cOAAA+RgkNzfXycnJ0NAwNjYWQvjrr78CAFAmIYQ3b940MjIaMmQIpAC769evAwAyMjLQ8hEjRhDVlZaW1qlTJ37Yubq6dunSBUEBQujt7U3ArqCgYNiwYT/88ANqjKoL7QjDhg1zcXEpLCyEEJ49e9bLy2vLli0oXeDzaWxGRkavXr327duHujty5Ii2tjaqrszMTCsrKy0tLSKY3bt3KygoICfokgv4fOG7tLTU3t4eAFBbW5uVldW7d+/du3ejkP766y9dXd2pU6dCCNGlanT/B0JoaWm5dOlSCOGtW7cAAD4+Pmi5r6+vhYUFuqYPITQ0NLSwsEDP0s6fPx8AQCamDMEO3f2kLuIKiFjYDRw4MDs7G5krVqwYNWoUuubSr18/fX19dIxNbJuenu7o6BgaGko4OXny5IoVKy5fviwMdr/88osI2BGAEwg75FDgaWx6erqTkxPPaayxsfGDBw8iIiJ+++03IkJ0YwGdgAiEHTIbGxtXrFiRlJQkDHY8D6wgyQ3sVq1aNXjwYGHlRNyDEh2Ytrb21q1bCTM1NZUMuw8fPri4uAAAEOngZ9gFBASs+Cxra2sjI6O4uDixsPPx8fH19SXOhcnVFRcXp66uLhB2kyZNIkyiutABEQCgvr4erc3IyCCqa9iwYQAADw+Pjx8/kpNAhl1QUJCmpiY6bUQiqis/P3/o0KEE7IqKioYPH05UV2Vl5eTJkwEAra2taMlvv/2GYLd+/XpDQ0Ny/MOHD0ewe/78OQG7c+fO6ejoINhNmTIFAIBwBiHMyckZNGiQgYEBMg0NDTds2IBc3bp1S1dXVxZhd/78eS0tLYlgh244QnGwu379uq6urqWl5cmTJ21sbNTV1bdt28b9fDdWWVk5KChozpw5NjY2NjY2w4cPhxAuW7ZMQ0PDxsamV69eNjY22trao0aNKikpIcPu48ePI0eORLBDUIuJiUlKStLR0TEzM0Pe0DkIcdgo7AaFkZFR586dbT5LQUGBuBu7fPlyDQ2N4ODg3Nzco0ePamtrjxkzBkI4Y8aMTp06hYeH5+Tk5Obmurq6Ojs7V1RUINgZGxujQ8WUlBRtbe3Dhw+jZpMmTQIA/P777/ywO3LkiLq6ur+/f25ubk5OTmRkpI2NTVBQEJQL2NXU1MyfP19RUVFXV7dPnz6vSMrIyPj999/Nzc01NDTWrl2LWCBCImBXVlY2ZMgQbW1tIlfwM+zMzMzMSfL29i4rKxMLOwDAL7/8Qrgiwy4kJERZWVks7CCECgoKAmEHIfzqq68Q7NLT01FgqOBjYmLQ9Tge2CkpKfXr18/R0REVas+ePfv27fvPP/+gG3Tonj6E8NWrV3p6ekR1wc+XmAXCTklJCXlDXaurq3ft2vX69euZmZl6enrm5uYQwqVLl/bo0ePDhw8QQmVlZQCAubk52gpd3+/duzfyTIYdhLB79+6yCLvDhw9LRDoAQM+ePclOhMGOy+Vev369W7duiI/o0JrL5b548WLRokULFy4cMWKEl5fXxIkTBw8eTJwhBgYGLlq0qEuXLpaWlosWLSL+48XGxrq4uJSVlcXHx5uamu7fvx9C+MMPP9jZ2aFHiGNiYhZ9FnpWQyzsXr58uYgkJSUlAnYQwpkz6jMvhAAAIABJREFUZ6LxWlhYLFq0iHj0xMvLi0jF2LFj0flFRUXFyJEjUeU9efKkpqbGzc2NaKaiorJo0aKEhAR+2EEIIyIiyNebxowZgx49YTvs6urqZs+eDQD49ttvr169KqwxejIJXU0TIRGwW7hwoa6u7pkzZ8hdINjxPACMRAV2U6dOJW7ykmF369YtKkd2kBrsiMarV68eMmQIAGDixIkQwp9//pkMO1NTUwjhwYMHUaES9zEQ7NatW4fM8vJyPz8/orqqqqrQFTeBsONwOMjbwoUL0Yfo6GgU0p49e5SVlfPz80eNGmVpaYm2VVZWHjp0KNEYfSAuebMAduXl5cRVVerS0NA4ePAgpAA7COH9+/djY2Nzc3P51+bm5r5//760tDQrK4tnSHfv3n38+DE52qKiIuL62sOHD1H7+vp6npclkNARHwG7uLi4ly9fCksCIeI0FqmioiI2NjY2NhY9FUU0fv/+fWxsbExMTGxsLHoAFa3Ny8tDyzMzM9GVGqIZ8cg0l8t9/fo1zzPGEELUEWpcVFSEFjY1NcXGxr59+xaZra2tsbGxRHnJPuwWLlwIAPjxxx95XqHjaVxdXY0uiQYHB4sITFtb28bGJisrC5k+Pj6TJ08uKytLSkoyMzPjeRkRfoYdOkdG2rNnD/qfKhZ2mzdvBqRrdmTYPX78WNg1OzLsgoODwX9PY9esWYPW3r5928TEBMFu9erV6MIZhPD169cODg4Iduj2PQ/sCAUFBaEDTwQ74jT22bNn6D8rMmtra9HlMyqnsQ0NDeh1clSi/fr1Q/A9duwYaqasrLxnzx7y/nvy5EniIhUZdgcOHOBwODIHu3fv3klKOqQlS5YQTkTDTrRJe8A8cnFx4XA4v//++507d+7cuaOvr29mZiYQcIQ2bNjA4XBWrFiBNnF3d9fR0Tlx4oSkIXVUEmQcdm/evLGwsDAyMkIPc4hufObMGT09vcGDB6NL9QL15MkTMzMzfX39LVu2cDgcTU3N6OjohoYGFRUVAICCggKHw1FTU+NwOBwOJzMzs7W1dcKECYqKikuWLLlw4QKHw1FUVFywYAH8DDv0dKdA2D169MjExERVVRV5Qw+6I9ihY1V+2FVXVysqKhIxKCoqErBrbW2dNGlS375979y5ExMTgwJ+//49hHDYsGGKiorr1q1DRejo6Ihgh05jQ0NDnz59euDAgU6dOvn6+qI2c+bMUVBQQNfsRMMuOzsbnXsi2DU2Nq5cuRLB7tChQ1paWuPGjbtz587t27cXLlyopqaGrtmh4Xh4eAAArKysiEdSrl69qqysbGJigsI4cOCAkpISulmckZGho6NDwO7FixeGhoYYdl8Kdvn5+SEhIeiUGQBgamp6//59sUlABxSE/vjjDxohYdgJNFetWgUA+Pbbbylui14pIe45CtS9e/c2bdoEAJg6dSp6zrGlpSWEpJ07d1pbW4eEhKA3Bc+dO4cObQAATk5OISEh6Ky2sbHR399/ypQptbW1AmHH5XJv3bpFuEVOEOxiY2Otra3J1YUG0traihqjAEJCQgDp0ZPz588vWLAAReLo6BgSEoLuQR87dgw9y4L03XffnT17Fn6GHQAAXSmOjo5GV2aQli5devnyZfgZdsuXL0eR8MCOuBuLYFddXY2eS0dvB0RERJCLf+HChehZORTwiRMnAAARERHE15SbmxsSEtK1a1dik9GjRyNkoydjCNjJ6N3YDx8+SHp3AgCgqKiILoFJtGOXlpbW1NQQ/wZLS0tFDKmtra24uBgVBHlta2trcXExzzv5hBISEu7cuZOamsrzxLwwVVdXp5JEvPgtMCQMO+pmc3NzQEBA586d8/PzKW5LvJpCnHMJVGtra2pqKvHWM79P4sQKqaamBn255EgghJWVlchJcXExcSXk5cuX6NCyuLi4uLiYiATdHCPu9fN0gWKoqKhAV3XR2srKSjU1tYMHDxIR1tbWpqamPnnyhCcnlZWVRAUSM+s0NjaiJURfZWVlRDPiZk5dXV1qairxalNDQwNqwOOEiAE5Qbf+USZRSGQnqHFpaamqqiq6pUZenpGRQWxFXMPJy8t78uRJUVERMgsKCp48efLu3TvZgh38wjcoyGaPHj0CAwO5XO67d+/GjBmDbvcIGxI60Zg/fz7PQ1ivXr0CAFy/fl3goPr37z9nzhwaSZDGxLDjN9PT0+3t7Y2Njalv29bWhqqL4j8qKj5pC53EhYSEHD169OjRoyoqKo6OjgSkBHbq6urq6Oh49OjRI0eOHD161MHBAZ3ise47raysPHr0aO/evcePHw9lss7ZBLuioiIvLy/RsGtubl62bNmiRYsw7CiaTImRkF6+fGlra8te2BUVFaGngpFsbW3J138FdoqeQyYLPUbKuu8UPYSgqKh4584dKJN1Th92TU1N5Ok9xKpHjx7Eg4VURpiRkfH69WtIgh2EsK6ujniVurq6+tGjR8nJyeTJNblcblNTE3G6KhB2+fn5xHku0sePH4mjcQhha2vro0ePyOfLlZWVjx494ncrjSk7RcCIGAnp8ePHRkZGXxR2dXV1aHqSiooK4jsVlpPm5uZHjx4RJ788Tvjbc7ncurq6is/imeNa4EBQJBUVFeXl5egDz3ctYlthJlOSqNNx48YNGjSImPtWButcqjcoTp8+je43iZWlpWViYiLFEb5//z44OBg9FhAcHKyjo0PA7vr16+hBOfj5ciYAoH///sHBwegSckNDQ3BwMHExhQd2s2bNCg4OHjp06LJly4gJJCCEUVFR6KmOwsLC4ODgdevWAQB8fX1ramoSEhKCg4O/+uorAEBgYCDCJZfLvXHjBnFRnMvlxsfHBwcHo6fwMeykMVetWkUDdl5eXsRUrKK1cuVK9DJiTEwMAGDnzp38Pgnt3bsXAEB+CQEpLS1txIgReXl5PMtRYQQHB6Nnhhj8mtj7ncpOnUs7EcDhw4fF8k5dXX3y5MnUR+jq6qqqqvrrr7/u3r1bS0tLQUGBgN2KFSvQaeyaNWuUlZXRO2FaWlrKysro/h35SSiyTwQ7AICmpqaWllanTp3QY9+oAXEai56z09DQ0NLS2rx5c0NDw9atW9XV1bU+y9zcHE21EhgY2L17d+Jkee3atQoKCgsXLqT+HchOETAiBmGnoqKCGERl2++//x6IuxtLVpcuXXr27Pns2TNUOcR/L4GNnZ2dtbS00AwiZKWlpQEA0PkaT2xr1qyxtLRE9wcw7CC1SmYH7Lhc7unTp9FbTQJlbW399OlTnm1FjPDRo0c6OjrkiQDIp7EE7Hx8fHr37k3M4Przzz+jx8FFw27EiBFoSUlJiaOjIwAA0YoHdsRDxaimiQe+ampq5s6dCwBoa2s7cuSIlpYWoltpaamvr2+XLl2oJF0Gi4ARMRUSmgTQzc2NOE8U0TgrK6tv375GRkbUZ3DjmWZCYBdiJQJ2smAyJQw7AR4bGxt///3333//nfw8yuzZsw8dOpSUlMS/rYgRfvPNN6ampo8fPxYNu5s3byorKw8cOPDbb78lZoiD4mBHvkFx8OBBsbCbM2cOAGDs2LHz5s2bN28eeqUZwQ5CaGdnh2B39+5dQJqsmHVFwIgYDAnd+3JzcxM4rwlhFhUVoWkCiOm/BCo7O3veZyUkJBCwe/Lkybx589DJL5fLnUcS8RDGli1b5s2bR8wPTAjB7ubNm6j9+vXridj++usv4hXGzMzMa9euISfJycko8h07dqCtiAeMU1NT582bR75GfOrUKWJSRRoJZEoYdqI8FhUVFX5WbW0tjfF/8803/fv3J68VCDsI4bVr1/r06WNjY6OhoWFiYoKOH5mF3e+//25oaNiHT8htSkqKhoZGXFwcgt2TJ0+opEgGi4ARMRhSSUmJiYkJAMDDwwNNN83fuLCwsE+fPoB0i1+YLCwsunTpgr64nj17Kioqkq/Z5eXlQQi//vprAICRkVGfPn2MjY319fXRjQs0Zb/Aa3YAAKI21NXVTUxMbt++zeVyv//+ezMzM9TMxMREW1vb1ta2T58+165de/LkiYmJCTLRVoGBgbW1tf/884++vr6zszPaqqamZtasWT169KCdQKaEYfdlx//NN98YGxsTMwVC4bBDqq6uXrlypY2NzdChQyFl2H38+BFNYiMadsImAkBu8/PzAQDffPPN4sWLR4wYQbyxxLoiYEQMhsTlch89etSrVy8AgKenJzGXKlJLS8uePXvQC5gDBgwQexOWPBHAX3/9heZK4YEdeqQJvd7w8OHDlStXotdyRcPu66+/RuYPP/yAqosHdhwOB5AeKv7xxx+HDRuGeoQQLl26lLhIsnjx4l69eqHlN27cAABg2DEVACGZg93Lly91dXVXr17d0tLS2toaFhbG4XD4Ybdp06agoKDW1lYul9vW1jZt2jQqsOvfv39LS0tbW9ubN28AAFu3bkUPhQuD3ZEjR8zMzFJSUohnx8+dO+fh4YHcNjQ0oKvj5HNYRpJA0ZTyW2BWzMIOQvjs2bP9+/crKSmpqKh4kIR+kEhBQcHc3Jx/Jggeffr0SUdHZ9u2bcQS4jSWDLuxY8fq6+t7eHjk5ua2trYSr8SIhh1xze7Vq1cKCgr9+/fngR26mUvATldXd+PGja2flZKSAgBA04IGBARoaGgcOHAAfoYdedYpSRPIlDDsvvj4J0yYwHOXgx9227ZtQ69Mh4eHo58KQy/6ib0bCwBYsGAB+mEgAmoE7Pbv30+GXU5Ojo2NDarIq1evovf7Bg4cSLiNi4vr2rWrvr7+mTNnmE0Chh2hwMDAcSSNHTt23LhxcXFxAhvzaPr06ba2tsSUJ1AI7Lhc7rhx48zNzVGFbNy4EdUARdjBz9PBij6y09XV5b+Dh2bShxCam5uj6aq2bdtmZ2dHTMdEI2NMCcPui4+/tLQ0PDzczs4uPDw8PDx8//799+/fR2vv3btHgCwyMnL06NEAgMGDB4eHh6OLLE1NTeHh4cQcO4TPiooK5G3JkiUAgA0bNhD3WCGE0dHRCHbr1q3z9vZGbykjpaSkhIWFobrs0qVLeHh4HumnYCGEvr6+I0eOZDwJGHb0TB6hednI89kJgx2E8N69e6hIHBwcXF1d4ReAnbe3d/hn7d+/Pzw8nLj6sWvXrr59+758+ZKYz46pJNAWhl07jZ/nEpjA8ZeWltra2k6ePJn/1xoFmhDCurq6rKys5uZm8sLW1lY0q2pDQwP/s6ltbW1ZWVlZWVm5n+fFI9yeOnWqU6dO06dP/0JJwLCT1ORRUVGRpqbmihUr0DPnxcXFBgYG/LD79ttvZ8yYgV7O+fjx4+jRo6nA7q+//kLmgwcPDA0NjYyM+GFH/jknXV3d5cuXE9OC5uXlhYSEEI8rZGZmAgCMjY3V1dUPHz4sN9+p7NS57MKOyvgTExPRbTuiHNutCB48eBAZGYnerOCZGZx1RcCIZBN28POd1lWrVkVGRqLbGgJvUAAApk6dGhkZiaZO2rNnDxQHO2Vl5cjIyMjISH19fQcHh5cvX/LDjnxkh2Y0WrlyJdpKW1sbkJ7iLC4uHj58OPj8w2By853KTp2zGHbPnz9Hv3Tn7u5OzBTYbkWALhSiPQfdvhDWqewXASOSWdhVVFT4+/sDAFxcXC5duvTLL7/wwy4xMRFNMgwA8Pb2vnTpEvpORcBu8uTJ586dQ5uYmJig9775YTd79mz0CwEQwsrKSvTfEcnc3PzSpUvEmQSXy923bx8AAP22rNx8p7JT5yyGXVtbW1NTU2NjI3pKgEoATInL5ba2tqIZBz59+sT2ImBEMgs7CCH6slCdtLW1oZv4nz59ampqIhKLysnFxYU8T0lzczP6inkcEk5QDRBXRYjCQGZTUxN5lj1y2ZC3ItYi2KF7wXLzncpOnbMYdjRMpsTqJMhyTqQ3KUqYExsbm/79+4uel5+GW7FmTEzMqlWr3N3dMez4TUbigRh29MTqJMhyTqQ3KYrfyePHj4cOHaqhofHdd98RJ57Su6VoLl68WElJycjI6NChQzzfNQ3PTEnO6hzDjo5YnQRZzon0JkUJdPLnn3/yvJHKiFsq5rFjx8i/ZyaNKwYlZ3WOYUdHrE6CLOdEepOivlBO2JUEsZKzOsewoyNWJ0GWcyK9SVEYdlQkZ3WOYUdHrE6CLOdEepOiMOyoSM7qHMOOjlidBFnOifQmRWHYUZGc1TmGHR2xOgmynBPpTYrCsKMiOatzDDs6YnUSZDkn0psUhWFHRXJW53IOu7a2ttzPb++XlpYSr2Q3NzcTEw2QVVdX9/Tp07q6Ov5VNIYp2pSdImBE7NrPMeyoSM7qXIZgd/z48cuXL0MIIyIi7t69K834r127hmaCOn78eO/evdPS0srLyydOnDhv3jzUIC8vb8iQIVlZWQUFBbt27SouLkabo8k7g4KCOioJGHZSmhRFz8nx48cvXboEISwuLt61axeacu7vv/8+dOgQapCTk7Nr1y70O7MxMTHkd8UuXbp0/Phx6jHIzXcqO3UuQ7AbPHjwjBkzIITGxsbk33+iMf45c+b069cPQjhq1CgAwMGDB+vq6pYtW6aiooIa5Ofnq6io9O3b18nJSUVFhfid2eTkZBUVlaioKImS8OzZMw8PDz8/v1u3bnl4eCxZskR0hBcuXHBzc0M/hyYLRcCIZBZ2L1++dHNzy8jIiI+Pd3Nzq6iooOEEaciQIdOmTfv06ROa9WTw4MEQwoCAgE6dOh08eBBC+PfffysqKk6cODEmJsbQ0PCHH35AG968edPIyAhNSkx9XJ8+fdqwYQOavmzBggWhoaFit121ahWZsFIKw+5LjX/lypW7d++GEL558+bYsWMUx9/Y2EhMoUOsJWC3Zs0aBDuBY9mxYwcijqTiH9exY8dmzZoFIdyzZw9R4sIao/mQ0evlslAEjEhmYffq1auJEydmZmbeu3dv4sSJlZWVNJwgDRkyxNjYOD4+HsFu1KhRaPmWLVsIP4cOHZr4WeRX/Xfv3r1y5UqJxnX9+nUjIyM0Nayjo+M333wjdtuePXuiKbsZEYbd/7s4dOjQkiVLAkgSYaLfXhIxpF27dhFbXbx4ES38888/kRPC1aZNm9BWWVlZAQEBc+bMsbGxCQgIQKDkgd2ePXsQ7D58+IA2Rw3Ky8vJca5Zswb5zM3NDQgIyP18mY9HmzZtIo8LzfeJOr148SLhjXzJ7/jx40TkiLkE7JYsWYJ+bxu1/P777wMCAojf90HL0W/NnDhxYsmSJTExMWjh6dOnkU80rRDPl3Lp0qUlS5YQ8zlDCkXAiGQWdhDCK1euBAQEkH9ys7m5OSAgAP3CDnKCfv+B0IoVKwICAnhe4RoyZIi/vz9sx9+NjYuLi4mJgRCePn361q1bYrfFsBNmQilhN23aNP459YVp//79wobU0NCwadMmdXV1KysrKysrU1NTXV3d5ORkCOHGjRstLS2trKwsLS27deuGZgFDW5mZmRkYGKC1VlZW6urq+/bt44Edmj7s4MGDzc3NGzZsQBNnl5aWOjs7a2trow11dXWVlJTQS5E8P7hDqLa2dvny5USExsbG4PNPpUAIY2JidHV1TU1NraysNDU1PT090VWbq1evampqmpubo/A0NDROnDhRWFhoa2sLACAmpD116pSFhQUxTAsLi+joaHTcN2LECAsLCy0tLXNz859++ikvLw+1tLS0RFPjostGhBO0Vk1NTVNTMyoqiufgUVgRMCJm9/OPHz/OmTMnLS3t9evXWVlZrz9r27ZtFy5ceE1SZmbm9OnT0STDAnXlyhVdXd3u3buj3KKf3AwKCgIA/F975x7W1JH+8RGQm2ASuYkYhApGEGwUuUSBKGixsm6oRrBeUCEWV2KFXQUW6lq8VYrai0oXjNpW8VlZd7FyUeuu6yLu4yOKEtEAKiIUFQQkKKRccub3x/swz2kCGCG7v0Dz/YOHOWdmzpw5k885c3tfa2trqGFnZ2dra2vAysuXL1euXGlubg5PLSYmpq2tDbLqE3YpKSmBgYHg9fXUqVPv0OTs7Lxz506FQnHmzJl33nnngw8+UL/r6upqEhn+AQ8BUAmrVq2CgzNnziQv16amptu3b9MvBC1227ZtRkZGY8eOPXnyJLTzuXPnkjg7duwgRpILCwvJ8dOnT8tksoSEhPv378MRf39/qFsXFxc4AtCnKOrFixclJSWkwCkpKeCfLykpaeHCheTWGhoa5syZAx+87e3tW7duJXdXVlbW3NwM9x4fH19SUpKamgpnv/rqKzDDNZJhd+3aNYQQ+UovLS2lzxKQyBs2bEAIgVOSvLw8IyOjzz77jGTCYDC2b9+uAru//OUvpBtL9xJgaWlJLDJCV7dP72JEZ8+eRQiRXeLg/0ksFmOM8/PzR48e7efnBx7sjx8/bmJiAp+fcPX6+nqM8VdffSUWi8GZBnzZwVdbW1tbRETE+++/D12etrY2cKwBuJw9e7aLi4tYLIYfc1BQkJOTE/iZvHLlilgsnjp1amlpKUVRWVlZCCF7e/sLFy6kpaVBJsQDdH9PUIvSLuzAT7bm+vLLL/ssVWFhoampqY+Pz+PHj0tKSqZOnerg4HDt2rXOzk6xWCwWi+/du+fv748Qgt+qXC4HtxX79+/HGG/btg3aBpio6xN2MTExTCbzzJkzGGOEkL+/v7hXhoaGPB6vrq7u+vXrrq6u6mN2N2/edHV1dXZ2FovFsbGxAQEBqNdSsVwuB5ujGzZsEIvFUVFR3t7e4DcyNTXV2NgYLgF2leFHAf5Vpk+fLhaLlUplfHy8hYUFRAPHocQt97hx4xBCS5cuFYvF//nPf8rKyhBCBgYGEBlMKCOENm7cKBaLx40bx+PxHjx4QFFUcnKyqakpRIOfP3gEj46Otre3v3r1KuQfGxvLYDBycnIwxmKxGCH04YcfQqrRo0fv3LkTnjiYbp41a1ZsbOzChQsRQvB9PfJhB59yGOPW1tbIyEhTU1N65E8++QQhtH79ehivFQgECCEOh7No0aLQ0NDQ0FAjIyNXV1eZTIb7mqDA/bhEwRrArrOz08vLCyFEurcAO6FQiDEOCwubNm1aVVUVic9isVxdXe/fvw+wE4lEKhVIH7N78uQJQuhvf/sbqZPvvvuODrtly5aRSggKCvrNb35Dgtu3b0cI7du3j8Dun//8J5z9/vvvRwDspk6dmpeXd+7cuTyaVIIzZswYAHbh4eEcDod4F7t9+zaTyaRPf9XW1rq5uZHmV11djRBKSUmBp6NQKMBbJrxs+oMdh8OB3BBCX3zxBbm6qakp8bG5fPlyddjt3bvXyMjoxo0bEATjnQA78EqcnJwMJXn+/DlCiMvltrW1paamwpseYyyXy/Py8vLz8zHGUqnUzs4OurG3bt1ydnY+duwYXKupqWnZsmU2NjYQPHjwIEKouLgYggC73bt3Q/DEiRNARqglMMh85syZ8vJyFxeXw4cPQ7QbN24ghCwsLDDGd+7csbKyIoOSsbGxkydPhv+NjIzWrVtHVn1ZWFhMmTIFfi+rVq1ycXGRyWQURcFVpk2bhn9VsKMoas+ePQR2r1+//t3vfjdq1KjExESlUgmpBAIBk8kMDg4OCgqiOxUFv2JvBbuenp533313ANj19PSAzW4CuxcvXoSFhcFKAnXvYiwWa8WKFS0tLf/617+Cg4N9fX0NDQ0NDQ3nzJlTW1vbJ+wMDAwMDAwMDQ0NDAxGjRo1AOwQQhDN0NAQKpYOO3gTjBjYEXYPEPm9994bGHbgUJiIeBfDGN+/f3/8+PFsNpt4vQHYQfWC4HHExsbiN8Fu0aJF48aNg088EIFdf7Oxe/fuNTY2JkGlUhkSEgKwy83NhbcgnG1paXF3d0cINTc3f//99wwGY9SoUYaGhjCWB1PMmDZmd/HiRYSQnZ1dfHz89u3bL1269OGHHzIYDBjntba2VofdP/7xDwhWVVUhhPLz86GWamtrAXZFRUUIIRaLdenSpUuXLv3444+RkZFmZmZlZWUYYwcHB6FQ2NTUlJ+fP2rUKPgUuH37toGBwUcfffTjjz9CKvDLAXxftWqVl5cXufeoqKhfO+xgeIV8HxHYgf+nPu9QHXYNDQ3gXFkddrh/J9mg7u7utWvXIrUvO/DZ3ifs5s+fT9xiNDY2pqenf/bZZwih4ODgpqYmddhFRkZ+/vnn6enp8Dc9PR2GQuiwu3z5MpvNdnNzo0dLT0+/cePGSIUdj8d7Y+RBw04qlU6fPt3W1pY+dQawW7NmTfovBaNdA8MuJCQkJCSEfi1NvuzosMMYL1y4EGAH35sEdhRFffvttwA7jHF2dnZ6erq3tzf8uGDNFlaD3ZYtW9LT0z08PHbv3h0UFLR58+aCggLc240lsNu0aRMddlu3bh0AdmPGjIG+M8jY2BjWHkI/49KlS3l5eQihBw8eYIxDQ0MRQqGhoeBzmUgddhhjkUg08mFXUlJiaWl57tw5+JwpKiqys7OD+cSWlhYHB4dVq1a1tbUpFIq6ujpw6rpu3boxY8bs378fhrqampp8fX0PHz5MUVR7e7tQKFSB3atXr2JiYgB2f/rTn5ycnOp6tWPHDlNTU03G7K5duwbdmZMnTyKEoN1ER0ePGTNm3759pCQMBmPbtm1KpTI7O/vo0aMAtZ9//hnq4dGjR+qwy8rKAmPcPT09UCo4S4ddY2Ojj4/P/PnzX716BVX34sWLurq6trY2PewGgN3MmTNJH6q5udne3n7Pnj0URR05coQASwV2EokEjpDHAU9nYNhVV1dbWFjQVw5r+GVHHlNbW9vcuXMBdleuXKHDrqmpycHBgcVivXz5Ui6Xw6u0rq5OKpXGx8cTYqrADuzL19TUgDvQhw8fQjQV2P3www902EHa/mD317/+taWlRSqVlpWVSaXSK1euQCqZTDZ27NgTJ044OjoyGIzHjx9jjCMjI7lcbnV1dWVlpVQqlUqlJSUlxcWiWGVQAAASS0lEQVTF4JBvJMAO2p/msAMAIYR8fHwkEomlpeX06dMrKioeP34cGBiIEJo/f/6RI0dg9MTKygoe0uLFixFC27dvl0gk8IqDCYrr16+7uLiowE4mk0Ex4KIwH0rXwLArLS2FJMHBwRKJBJLcu3cPzsIA4rZt2yQSiY+Pj7W1dW5ubkdHB3xL7tu3TyKR/PnPf4Zfb2NjI8AuKytLKpU2NTWBA73Dhw9LJJIDBw5A5n12Y/fu3YsQWrFixZEjRyQSiaenJxrR3dihw+6bb74ZPXr0b3/7W4lEIpFIeDwel8vFvZ1EhNDevXslEgnU5927d1+8eDF79mxoM3fu3Dl+/DhEI2N23t7elZWVKrAbP348dIQRQhEREZJejR49GmBXVVXl4+OjDrvCwsLx48dzuVwY4YUvJvqY3caNG2E8DkZys7OzMcapqammpqbQx29ubhYKheqwKy8vnzZt2o4dO2DS4NmzZ4sWLSJjdiqwU+nGfv31133CrrKy8t133921axdEa2xslEgkUJ9wO7DSCyF08OBB8piMjIyWLVtGOtqffPJJWFgYTF7TYVddXR0QEDD8YAfTW28Fu/Ly8mPHjkFMJycnqVRKUdRPP/00f/785ORkej42NjY3b97EGDc0NOTk5EyaNAmOHz9+HBx3YozXrFkDM0EXL1709vZ++PChXC5fs2ZNcnIyRDh//nxOTo63t/fJkycBVQPDDmN88+ZNGD/+4x//CEUisGtsbAwLCyMlPHv2LByvra0F3oG8vLxgSquqqgqG1ffv309R1KNHj3x8fEi0wMDAnJwcmP5TgZ1SqUxISKDXhqenZ0VFhR52/cEOY5yWlkavMWgY8BJVEcwtPHz4cNasWQghDw8PBoOBENq8eTN8tvv6+s6ePfvx48cqsJswYQJswlFpqwghgB30QPvcQQEtZMaMGebm5pAEYPf69ev169cjhKytrYVCIZPJDAwMhJVG9+7dmzJlysSJE4VCIUy7f/rpp5Cns7Ozi4uLUCiE2ViEkLOzs1AohLd+f7CDaV8Cu3feeQfRYAddojNnzlAUlZycbGxsLBQKhUIhjCDDBAXcTkVFhaen58yZM6Gdw3H4jlmwYAGkMjIyioiIaG5u/ve//+3o6EhgV1dXFxQUNPxg16cGhh38lcvlcrmc/GIxxh0dHd3d3XK5vLW1Fc6SRU+gV69ewXF6nh0dHcRFE/FgTfzaVVdXAy7b29spikpMTLS1tYUxMriW+oab5ubma9eutbe3w1kYsyOwoyhKoVDIe0Wvoo6ODlJyKAmcbW9vv3z58qlTp0gQorW2tkJJ4Pjr16/pqSiK6urqksvlYrEY8oQFzBRFdXZ20isBgpr4qdKWdBZ28ExJjUGdvH79Wk4TVD5xgdje3l5UVMTj8UpLS+VyOfHV+fz5c1hU1NPTk5WVdevWLYxxR0cHrPzAGJeVldGzJd3Yzs7OpKSk6Oho9RshJWltbZXJZLNmzdq8eTOmPUQ+n8/j8d5//31oGKCGhgZer/bv309a7NKlS+GgUqlUKBQPHjwg0TIzM8lvJyQk5ODBgyRVWVkZj8crKSmBoFAo5PF4xcXFUMLq6moejwcjmwqFYvXq1ZChn5/f119/TYYIIHJwcHBoaCj9MXV3d+/bt8/Pzw9SRUdHgwfLCxcu8Hi8tWvXQuSrV68GBgauWLECq5Ghv0c/vGGneXDQN4wx3rx5MwyrgWbPnm1nZzfwXcOYnVgshiTgZJ4Ou0EU6f+rEn5tsBtEaQen7777bvLkyeDiGmOcnZ1tZGREJij6vGhRUdG2bdugc0oNf7+xV69edXZ2VoGd7rTzXyPsampqPD09Wb2Kj4+HV/QAamlpWbVqFUnCZDITExPJm1YPO+0WaZjCTiaTWVhYODo6+vj4+Pj4MJnMgIAAWFLe30W//PJLJpPJZDJ9fHy8vb0dHR0tLCyGI+x27drl7e3NZrMZDAasfNbBdv5rhN3QpZVnoDuNQCvSww5jfOfOneU00Q0B9HfRrq4uiBwREbF8+XJigGd4PdPMzEwzMzMOhyOVSlXO6k47H36wS0hI0HyXOwSPHz9Otvr3p6KiosjIyD7NdnZ1dUVGRsLkl+YXfWNQdxqBVjTcYVdWVnbhwoW3yqSrq0vlutqthEEHtaW3umhOTg4Z9cNv2ZL1sOs7yOFwNmzY8FY3TN/Q059gkYHKolDQli1buFwuzOJpftE3BnWnEWhF/w3YnTt3rrS09NatW6U0keC9e/caGhr8/Py0Ajsmk2lhYQFLYTVUWFiYQCAYONtdu3aRLVwqZ8vLy+3s7Nhsdn9pBx3UlkZYOx8S7E6ePJmQkJBI0wBBMrkzuBv+38Bu3759b1sJgw7qTiPQiv4bsBtYNjY2sEBfK7CDNzfsrdZQfD7/jbA7f/68ra0tGLlQOfv06dPExMTk5OT+0g46qC2NsHauK8Y7u7q6PvroIz6fz+fzo6Kiurq6yNk//OEP2dnZgYGBYF+BwK6np+fQoUN8Ph8IpVQqs7KyAgMDIZP6+nqSCR12V69e5fP5NTU1KvcFsHv27NmRI0cghx9++AGSd3Z28vl8WD3X3d2tUCiKi4v5fH54eDicXbBgASTZsWNHT08PpNq4cSOYuCGZXL58OTc3VwcbgVakXdiB8RiQsbGxCU19BsGETJ9SKBQKheL3v/89/ENqUkFTT09PYWEhgV1nZ6dCoaCvQKJnAptb8C9hBw1DfZDu6NGjlpaWkZGRnZ2dHR0dCoUC5h/gLKTCGHd1dcHSKJKJSglJKoVCQf91wBITUiTtSg877d9/c3NzeHj46NGjBQKBQCAwMTFZsmQJLIjFGDs6OsLwTWpqKqbBbvfu3QghYiNs//79CKGAgACSSWJiogrsYBOuh4eHurcdslaew+EIBAJYVgqbuhUKBUIoIyMDYwyLA2xsbAQCgUgkqq6u9vX1tbKyEggEYKMmPj4eGiuPx5szZ05NTQ2UYd68eQgh2NDWZyXoYaeVoLqIwSIQGK3r6OigHzx//jyBXXV1NazxBrMiNTU1ubm5ZMUvQmjTpk1AKAK7tra2qKgo9WEQKBuXy503bx5ZaU96D62tratXr4bNDxs2bJgwYUJ0dDTqXVR86tQpegmJbVEWixUeHg4bbHDv5gf6gLIWpYed9u//2rVroaGhxJDs8ePHBQLB0qVLIejo6BgUFARrx3Ev7DIyMgwNDQUCAWEig8EIDQ0lrnPs7Oy4XC7Y9qFv1XZ3dwfzjSoC2Dk5OcEW5QcPHvj5+cGeM3XYgWMgjDFsAoPhvPb29oyMjFmzZgGUs7OzEUJgnhNjPG/ePE9Pz7t37+pgI9CKdBN2R44c4XA4Gb3y9fWF7U0Edjt37szIyHjy5ElhYaFQKGxpacnIyIAhZliQRMY3IAeAGtjRJLDbuHEjQig2NjYvL0+9bFwuFyEUFRV1+PDh0NBQY2NjcNBz584dhBCBHUJo7ty5GRkZkImbm5u/vz9cNCQkxMzMDOblwMQeWc0nEon0sNMkiHUEdq6urkwm8+zZsxUVFRUVFfn5+Uwmk1g9cXR0jIuLI5E5HI6lpaWZmZmvr+/Lly/heH19vaWlpVgslslkkAkYsSEbeoyMjJycnMzMzIi5VxVBmwYLUaC1a9f2BzvSpwDYhYaGwkUPHTo0ZswY8MPS2tqKENq9e3d3dzfYKVi8ePEAlaCHnVaCKgoPD+dyuRW9CgsLMzY2TktLA9jt2rWLmMYtLCwcN27cyZMnx40bl5mZCdl2d3fv2bMHIXTjxg3IAToQ8PHF5/ODg4M3btxoZmaWkJAAG3JUytbY2Ojm5rZkyRIw39DS0jJjxgwYAJHJZNbW1gR2YNUSEu7YsWPSpEnkRV5ZWTl58mQY+Lt+/TpC6PTp03DK3t6exWIRE1XalR522r9/6GiEh4eHhIQghKAXSQwBqsPOw8Pj448/5nA4JSUlcBw29/n6+sI+PsjEy8sLbATGxMSwWKyPP/7Y0dExNze3z/sC2IE3FtAbYUes2qoIYNfR0QEd2/r6+rS0NAMDg6ysrAEqQQ87rQTpKi8vh68qFSUlJQHsiBs5gB2JQBrJ06dP1ZMjhOhmJhBCtra2YPxDvWznzp2ztramT1D4+fnNmDGjvLy8sbFx8eLFBHZTpkwhCePi4lgs1pe9gg2wkElNTY2vr+/YsWMhpr29/datW3X5mepOO9cV2K1cufLly5f19fUFBQWNjY1gvBTOqsMOxuxMTEymTJny6NEjjHFERASHw6mqqurq6iooKFDJhN6NBZMk6vc1CNiBXYqUlJT8/PwCmsj+arBUHBUVlZaWpmK2TL0S9LDTSpCu2tragICAqVOnFvxSMpmsP9hlZmbGxsbOnDkTBl4J7E6fPk3PATz18Pl8Pz+/goICW1tbsqFVpWzHjh2DCQpyFtbKHDt2TC6Xr127lsCO+GPEGMfFxdnY2BQUFPB4PCgAg8Egwy+pqakAuwMHDpiYmOhhp0kQ6wjsiouLCU0wxnK5PCoq6sCBAxDsD3alpaVOTk4w0qdUKhkMxurVq4njFYlEAsYVMA12SqUSIRQTEwO2BugC2BG7FM+ePVuwYMHAsKMo6ptvvkEIEdP79fX1Fy9eJH0KiqLA6ic9Zx1sBFqRDsIOYxweHk6MeWCMpVLpxYsXq6qq+oOdTCbLy8uzsbEB07DNzc3Tpk1LSkoitgAwxnfv3gW7OGTM7t69ezBkoV42pVLJ5XJVYBceHk5R1KNHj1xdXelfdmR4JC4uDkzDKntVXFxM35zA4/ECAwPfe+89T09PYr5b69LDTvv3X19fv2DBAhMTk/j4+Pj4+JUrV6JeHyI5OTmWlpYEdn//+99ZLBZZZ5eYmGhubn7q1CmM8ZYtWxBCy5cvh0zMzc2DgoJqa2ulUqmnpydZegJmc+Li4lTuC2A3fvx4SL5o0SLUOwUG5uf6HLMrKyvz8PBwcHCAVNANJ/7hMcYXLlyATjoZQtbBRqAV6Szs7O3t4+Pja2pqbt265ebmNmHChKKiInXYgZEuWHoiEAgmTpwIlISGkZaWhjHu6OiIj493d3cn3ViAXXNzMxgKU3GvDmXjcrnu7u63bt2iKOrChQv29vYwZvfTTz/5+/v31421tLQkA3P5+fk2NjZ0v7Hkiw/W3OjyM9Wddq4TsKMoqqGhYf78+Ww2m81mz507t7y8HHZu1dfXe3l5ffrppxD56dOnPB6PeLZ+/vx5YGAgOKVub29PSkqaOHEiZMLn858/f05RlFwuj4mJgRc1xritrW3Tpk2wD4munJwcNpv97bffsnt14MABeJ9XVlay2WywQHv06FE2m02/rydPnkyePJnNZpuamrLZ7EOHDqkserK3t1+3bh35ltTBRqAV6SbsamtrORzO2LFjnZycXF1d2Ww2eBFTh521tTWTyQRbvk+ePHFwcLC1tZXJZC0tLStXrpw0aZK7uzuHwzEzM2Oz2TBlT19nB0ZYraysYGkLyfbo0aPgZtPV1dXNzc3GxsbZ2Rkc0anMxpqbm5POzbNnz3x9fZlMpru7u7u7u5WVFYfDoa+XghUnLBYLlh/o8jPVnXauK7B72+DgCqAt9XkV4lZK5SwMIaun1Z1GoBXpJuxAZ8+eFYlEmZmZ5EhnZ6dIJCImxSmKunv3Lt0LdUVFhUgkAiphjB8+fCgSiVQy+fzzz+mutb/44gu6azH8y4aRmZkZHR0tEomIbfTa2lqRSATdlBMnTqSkpNDTNjU1iWgiS69AMNdPVmvp8jPVnXauh91gpOFFi4uLlyxZQjcFgXWgEnT5hzH0oIb6L9XJ/+w29bB72yDWw25w0uSimzZtMjExcXV1BYPv6pF1pxFoRXrYvTFbrQRLSkrGjBljbm7+wQcfkGkTXX6mutPO9bAbjDS56M8//7xz587bt2/rWiXo8g9j6EENNXxhB4uK169fT3dQq8vPVHfauR52g9GwrgRdrpOhBzXU8IXdq1evSkpKVNZO6fIz1Z12rofdYDSsK0GX62ToQQ01fGGnSVBbGmHtXA+7wWhYV4Iu18nQgxpKDztNNMLauR52g9GwrgRdrpOhBzWUHnaaaIS1cz3sBqNhXQm6XCdDD2ooPew00Qhr53rYDUbDuhJ0uU6GHtRQethpohHWzvWwG4yGdSXocp0MPaih9LDTRCOsnethNxgN60rQ5ToZelBD6WGniUZYO9fDbjAa1pWgy3Uy9KCG0sNOE42wdq6H3WA0rCtBl+tk6EENpYedJhph7fz/AFY7NyVcx01tAAAAAElFTkSuQmCC" alt="" width="277" height="215" />

Soy ağacı incelendiğinde bu kalıtsal  hastalığın en olası kalıtım şekli aşağıdakilerden hangisidir?

A) X-bağlı çekinik genlerle  kalıtım
B) Otozomal çekinik genlerle  kalıtım
C) Otozomal başat genlerle kalıtım
D) X-bağlı başat genlerle kalıtım
E) Eksik baskınlık

2.Günümüzdeki bilgilere göre bir glikoz molekülü karaciğer hücresinde oksijenli hücre solunumunda yıkıldığında 32 ATP elde edilirken bu değer iskelet kası hücreleri için 30 ATP olarak verilmektedir.
Bu farklılığın ortaya çıkma nedeni aşağıdakilerden hangisidir?

A) Karaciğer hücrelerinde hücre solunumu sırasında oluşan her NADH+H molekülü için 3 ATP sentezlenirken ,  iskelet kası hücrelerinde 2,5 ATP sentezlenmesi
B) Bu hücrelerin stoplazmasında oluşan NADH moleküllerinden elektronları mitokondriye taşıyan mekiklerin birbirinden farklı olması
C) Piruvat molekülü mitokondri içerisine taşınırken sadece iskelet kası hücrelerinde enerji harcanması
D) Karaciğer hücrelerinin mitokondri iç zarındaki ATP sentez enziminin daha aktif olması
E) Oksijenin elektro negatifliğinin iskelet kası hücrelerinde daha düşük olması

3.Aşağıda verilenlerden hangisi biyoloji okur / yazarı bir birey için söylenemez?

A) Genelde bilimin, özelde biyolojinin doğasını anlar ve özümser
B) Karşılaşacağı problemleri,  bilimsel yöntemi kullanarak çözme eğilimindedir.
C) Kendisini tanıyabilmesi ve çevresindeki olayları anlayabilmesi için biyoloji öğrenmenin gerekliliğini fark eder.
D) Biyolojiye ait kavramlar etrafında yapılanmış anlamlı bir bilişsel yapıya sahiptir.
E) Biyolojideki temel kavramların sadece insan için geçerli olduğunu kabul eder.

Bir önceki 2014 KPSS – Güncel Bilgiler 20 Test sorusuyla tekrar başlıklı benzer haberimizi okuyarak detaylara ulaşabilirsiniz.