公务员考试网 发表于 2017-4-6 10:58:02

图形推理专项练习(4月27日)

1、请从所给的四个选项中,选择最适合的一个填入问号处,使之呈现一定的规律性。
http://www.zzxingce.com/xingce/tiku/remen/20140427/data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAcoAAAC7CAIAAABq90lbAAAgAElEQVR4nOy9d3wUVfc/frck2VRSCC30IiUQQEARE0IglCT0GkAIAoYqRSwUAelVfBQbymN7HgsIVvQDqChSQ0AIIE2QGkjb3md35v7+ON85v0tgBzZPJoE47z/yWpbZO2duec+5555CqAIFChQokAGksgVQoECBgqqJ/0evggIFChQouBsUelWgQIECWaDQqwIFChTIgnKmV0qpxWKB//J6vZRSq9Va6pccx8F/eTyeMt9eQZUEz/MwPWBu2Gw2+Cz3MvB4PF6v12azUUrhM8dxPM9Xdn8oeLDg9Xp5nud5HqmT53mHw+FrXpX5RnenV+BNSmlhYSE7O10ul81mc7vdXq/X5XK53W6e591ut0eBAgY4Z2w2G8yZu06zcsddb8rzfGX3h4IHCzAV4e3rdrs5joPJIz2vyo1eTSYTfA88a7FYioqK/pfbKPhHwWw2U0q9Xi++pz0ej8lkkpNa/9+89Yh7Kbw7CKNAAaIUlXk8HpgqvuZVmW/k0zggCILD4XC5XKw08MHj8YAC63a7HQ4H/FOBAgTMFpfLJQgC/LOwsFBi+pYX8EZut1sQBJi98E8FChAWi8XpdHo8HrBiuVwuUGAl5lV50qvb7Wb1Dkrp33//TQghhAQHBwcFBRFC1Gq1Wq0mhAQGBqoVKGBARMDcCAgIaNGixYEDB2RkVkEQBOHAgQMtWrQICAhQq9WBgYEoRmX3h4IHCzqdDqeHWq0OCwvT6XSEEF/zqpzplVLqcDjA+os2LJVK9dhjj02fPn3+/PlTp06dPXv2iy+++Nxzz82fP/8FBQoYLF26dOnSpfPmzVu0aNGMGTOioqK0Wu2RI0dkZlfhyJEjWq02KipqxowZixYtmjdvHkhS2f2h4MHCc889N3fu3BdeeGH27Nnz58+fM2dOYmJihdIreg5QSvV6vdvtJoRs2LDh5s2blFKbzQZarXIsq+BOuFwup9PpdDphegwdOlSj0eTk5MjMrkJOTo5Goxk6dCillOd5kAFNBAoUANAPCuan2Wxevnx5WFiYr3lV5hvdnV7R5Op0Ov//SwmZPXv25cuXKaVutxskY48vFCgA4EvXarUKgpCUlEQIuXLliqzcKgjClStXCCFJSUmCIJRaQgoUlILH44FJ4na7ly5dWnHaqyD6ZuE5rMfjUavVc+fOvXnzJsxXjuPwArfbjUK43W4qvh/kW0iskC6XC0TiRfi6nlKKLwyQEzzM4HFwHYK7RgXIX0qxAuc7r9cr8ROwwYOzEY4CPDXblN1urwD54e5sf1JKzWazIE4GcDBMSUlRqVR5eXlyy5OXl6dSqVJSUniex7e+IAjoPIBCQtfJLQ+lFJ1wADjiuHxgukoL4/V6wVhXqqkKkJ91cQOBBYZu4GQbPlDR0QhnBU5OueWUkN9ms0G/sZIL4uk9DsGCBQseXHoF2O12juOAWIHF5PZfY5e3IAh2u136EBB/cmevAc/CeSL+l9zyQzc6HA7Yw7pcLo/olCcxzMBZOL9xEns8HtyPV5j8IC24P7NjwYpa6fSKgsGuqyLHF9c2vPDwXQ58BBewovoad4/HAzPE6XTioMstP7InyAZfwrvcc3swEbuLdblcQAV4Qi63nL5ARd0L5id0Jk4A4WGhV5grQKmgfHkkaaK84OupfF3vEWe8x+MRBAEiI9gf3s9cL1/5nU5nKRkkrgf5vV4vvr3YFwz7X5RSu90ut/xut9tsNnMcB68lsHXSB5JeQTYQkuM4s9mM600+sGOB73X4huM4GE2n04lrTaIpdpTdbjf2s6zAVzV4YbIygB5DGU2FfbXjxfCN3HL6wl3JAbR++hDRK+yAcDLBDK6YzRcMM46r9KaYfefDJIDHtNlsyFNwmfRcLy+gaYKKXOnxeIxGo6/r8bwRuhp3bWgegf+CTpAI8isv0Nt1Q3gKvV4vPGD0qtfrPbdrWyi8rICVzHEcjAhlWAmHD1eNxWLx1Y7RaMTpge1IG5HKBTiIHkZpLbX3x3cq2tNY3rBarRUgpy+A2of++3eOPn0o6JVSevny5QMHDuTk5Pzxxx+HDx/Oy8vLycnJlRlHjx49ePDgiRMnjh8/fvr06cOHD+/fv19i2bAbNITD4bh48eLRo0f37duXk5Nz9OjRw4cP5+TknDhxQm75c3Nzjx07lpeXd+TIkT179uTm5gKB+pIflQLofPgLP8/Nzf3tt99OnjyZl5d38ODBM2fO/PHHH3ILf+jQIei0Xbt2HTx48MKFC+z0pQ8MvcKHCxcuHDx4cNeuXTk5Ofv27Tt06JDc/XPixIm8vLzc3Nzjx48fP378wIEDBw8ePHr0aF5eXqlBpOIBxl1BKbVYLLm5uXv27Dly5EheXt6xY8fkFh5w6NChY8eOnTlz5tSpUwcPHty3b9+RI0dQiaGMYgsu+mAbdLlcf/3119GjR48ePfrnn39WjKh34tSpU+fOndu3b9+VK1eoqE6xIbAPB72uWbOmZs2a6MWtUqlYp265ERAQQAiBO0ZFRW3atMlXN4HMQK+wAgVB2Lt3b5MmTSIiIlj5K0x4FmFhYdOmTcvPz5cYZlBbWJVn8uTJKpWqWrVq0Eh4eDj2htzQ6XRarTYgIEClUoWGhiYlJRUWFhoMBuEBo1eDwVBYWJiUlBQaGqpSqQICArRaLXiSyw2VSqXRaEJDQ+GfISEhGo1m8uTJ7EYENzG+nis/P3/atGlhYWEVILCvR4DPgYGB0dHRP//8s4fJLIFqLNLKrVu3Jk+eDP1cKTKzwoeHh69cuZIVT3i46HXixImEkPj4+D59+nTr1q179+7du3dPSUnpLjN69OjRq1evHj16dO7cOT09PTY2lhDyzjvvSHcTTGWr1QoHBevXryeENGnSpHfv3iB/ampqz549u3btKrf8KSkpycnJycnJGRkZCQkJhJCBAwdKLDNKqdlsBgcDJI74+Hi1Wj1w4MCuXbsmJib2798/KSkpNTU1KSlJbvkTExMTExOTk5N79OgRERERERFRKor6AaFXGHSQsEePHsnJySC53P0Dg9u9e/e+fft26dKlR48eGRkZWq02Pj4eX0LgEgC+DRLjPnDgQEJIQkJCRkYGNFsB66t3795paWkpKSlPPPFESkpKampq06ZNCSEbNmyAQ0IYbmAuh8MBZ8vQ7aNGjSKEJCYmpqenyy2nL6Snp9evX58QsnLlSpDKbreDs+DDRK+DBg3S6XQ7d+6EFeVwOHD9ywp8f8KHNWvWhIWFvfDCC76ux8NEypgIli1bRghZsWIF7HEg35KvbilfQDdCT37//fexsbGdO3eWXmbYseg/0LZt2+HDhxsMBirav1Azklt+pDC32z1jxoxq1aqZzWan0yk8YPTqdDrNZnO1atVmzJiBBpaKsV0K4gEX/C0sLMzMzGzbti1l9k/ssPpqp3PnzrGxsd9//z07Z+SWH4+CQXiXy7Vy5UqtVrt8+XLoQzAfY5cKzJQYMmSITqfbvXt3BRwh+oLL5VqxYkVkZOT8+fNBTvaAUXhY6HXIkCEqlernn39Gue+ZgQbogDWDwlRjDeRUZAqJdjyiH5XH4wE9dNWqVRLXw13AOQNJmRCyZMkSKubOqbDjTsocre7ZsweUUOnnxZ/AX6vV2qFDh4yMDHQAYmePwMwMt9sN/1vqkOd+AKMJf8HuBp/x9ebxeKZPn16tWjX0d8YfPgj0Sik1mUyxsbHZ2dlUpIMynF5S0cIIH3D2gsWG7TH2f4XbT3v69+/foUMH6Ch2KKXHfeDAgWq1es+ePQIzbeAWwHH4Ti3HU1kcZfS7Wrp0qUqlWrNmDRUdWuEvrnecG8OHD1er1Tt37izzfQVBAF80QVRE4C/2tsD4sd4VlNK1a9ei9sqSEq3C9Aot2O12ON0GayPcCCzlNpsNfFmk39JUoVdJeoWzZnYQcan4BXBjgg0sKDLQ8j+QXt1ut8lkKuWlBE9qsVhMJtOdMbgCQ6+CIPTr16+86JVNcg9n9OBrWOYOLIXKole73c6+rsARzStmZ8dVALNLYhdC/5n0Su/QrajoXXTnw0AUkK92FHqVoFccOxxl6SMU6ftiI5RSeAX+0+iVjV8C59mSkhK73V6KbcE3jj1LwVHgeT4jI6O86NUrRi0i/ZWvv3ll0StM7Fu3brGZT6i4A3M4HCaTCeMyJMaR/mPp9fz589BfP/74IxVtT1QMvoL/wg8S7Sj0ek96pYwRBrqU9xMej8dsNsMY2Ww2JI5/Gr3iw5YKdYVtFm4OsFtYYEhIWlpaedErFQ2juHzK98yjsui1VAeCa63gg+Yk/OvpP5NeQQvgeX7QoEFxcXHnz59nNX9IeYv+gNLKv0KvEvSKLIOxYWWL9mFnjNfrhXgw+s+j11IO6oIgFBUVobUEOY5S6nK5wMcDfkgZ+3U50it/eyyy2+2GI42y9d6dqCx6NZlMMGPBSIj9Uyr/GYQvSffbP5FeoWtGjx5NCBk+fHhRUREVAwd5nr927dr27dv3798vMIToqx2FXqW1V9Sz8FyrDAn6cBKzBS7ZULF/CL1SSgsKCuDZjUajy+UyGAw8zxsMBovFAj1st9uLi4uhH6CeI7uRL3ftFUbEaDTi0JRjqpdKNA6UAs5bsHFDAO799Ns/kV7tdntmZiYhZMGCBTBF4K0LXbB169ZatWr179//1q1bytFWqeupP/T67bffZmVlzZw58/nnn588efK8efOmTp06ZcqUGf5j/vz5kDr96tWrOHv+afT6/fffd+jQITIyUqPRqFSqevXqhYWFaTSasLCwkJCQkJAQKORBCGnYsGHPnj0hBBZJCv6mp6eXL71yHPfmm28uX7788uXLtFyDoSuRXq9cubJ9+/alS5eOGjVqwIAB8+fP37FjB7zMSlEY+LH6auefSK/Dhw8PCAh47rnnIDk3THeXywXbqx9//JEQ0rdv3/vpPoVeJeh1xYoVsNpDQkKIGMoVFBSk8hOEEIhx0ul0W7du/cfaXjt27AihH3Pnzh01atSYMWNGjx49derUyZMnZ2ZmjhgxYtq0aTNnzuzXr1+dOnUIIQ6HA/3hcKDL8WgLf9W1a1dCyHPPPQdmtzJ3YClUFr1u2bJl0KBBjRs37tev33PPPTd48OD69esHBQU1btz4rbfe8oipcNg8IXcFrRr0Cl35008/sesNxMIuMBgMbrfbaDSOHz8+MDBw0qRJaIGllALPwuf/+7//U6vVI0aMuJ9jUFxFHMdBV65Zs0aim+5KrwEBAcuXL8eUP/jUkH0VbqHX671i/hdpke56X7vdjnk92DGWlV5/+eUXoNfatWu/8cYbW7ZsWbt27RdffPHOO+989tlnmzZteuutt7744ot///vfGzZs+Pjjjz/44IP333//ww8/3LRp08aNG//zn/98/vnnr7/++gcffNCoUSNCyPTp08E9C2wOVZVeWcowGo3QznvvvUcIeeGFF+DZoVnIIYmDCI/McVz9+vUjIiJKSkpwsHDV9O3bt3z9Xj0ez5AhQwghUVFRo0aNslgspQwF7DTzF1SkV5haS5YsgSVGy4NecfJQZvv/4osvNmzY8LPPPjMajWAtBCeN06dPP/HEEwEBAS+++CKbnUsiMxyt8vRaUlLCurA9/fTThJCxY8fCDIC5WFJSwk7BiqdXQsi6detwACBOEQYbFOpDhw4lJCRMnz69bNP07NmzXbp0efvtt9n5JMhPr9999114eHh6ejohJD09HX6OuiebgQkBChdeAE0988wzhJCsrCz4vri4mJWEVjl6pbenwfZ4PEVFRcnJybVq1fr999+pmHAd10hl0SveLjU1tV27dtnZ2cHBwePHj4cb4UA7HA7p8BwJUDnpFQYCFXxK6fz581u3bv3rr79i9iV80uLi4gMHDjRo0CAkJOSdd96BmSydtp9WbXrFn8NIp6enq9Xqbt264ezHD16vFwvMVAq9AvexftqUccE5fPgwIaRbt24YCuEXLl++DIJ5vV6r1Qr3ZRVAQR56/eGHH6Kjo999993nn38+Kipq7Nixt27dglvDzAa9AJqFFwkGZYE1/Pr165MmTSKEzJ49G04gkVvz8/OrKr2CdwR2stfr3bJlCyFk6tSp0CYWEaEMdQqVQa8gZ2pqakpKyoULF2BrOHXqVNgO4nwuc/UNKie9soqX1+s1Go21a9detmwZ+/Jg/TEopXPnziWEtGrVChP4SvdbVaZXymQL7t27t1arbdasmVqt/vnnnzEvARXJF+3WlUKvGzdudLvdLL1iGllBEPbu3RsYGDh06NCyuW2fOXNGo9Fs2rSpVLZpKj+9EkK+/vprnJfDhw+/cePGfU4OvV4Pv8Ldhl6vh/8Cqq2q9IqZWD0ej9PpNJlMqampERERp06dopSikwAavirXOMBxXK9evbp06QLfQH6ll156CTaF7HwoA6jMxgF4BLfbrdfrV69erVarrVYrZsjleR48XtFr+MCBA5Dc7scff8QulWi/itMrmK4GDx4cEBAwd+7cb775BpLufPHFF3AZmDLZeVYp9Lpy5UrcicDGCiPznE7ngQMHCCE9e/aUPrLzhePHj+OkpJTq9fo7V6Yc9Prrr78SQr766itKqcPhWLJkSWBg4MCBA4El0bnY6XQWFBRA4w6HAz673e7hw4cHBgZOnDixlAYB1T5o1aVXj1iDAx4QVNd58+ZBOxi7hXb5yqJX+FtSUpKcnNynTx94Bdrt9uzsbJ1Ol5mZCeOLzrll6FIqM71iASdKaWJiYnBw8O7du9mZhnMeePCPP/6AU9bVq1djAiOJ9qs4vVJKhw0bRgh5+umnoS8KCwubNGlCCPnss8/QbYXVhiqFXlesWCGIJQJZV22Yl/n5+UCvVNKTwRdu3LgBE4IyKg9mBqGy0etvv/0WGBi4bds2MP/bbDaYRkOGDDl79iz7gDgN4ENRUdG4ceOCgoLGjRvHrkybzYYudHq9vqrSK2VyCdnt9tTUVEIIJAtHlRDfkYI4kYTKMA6Abadnz54dO3bE4BGHw5GVlaXVaseMGQPmoDJ3KZX/aAvXQnx8fGhoaNeuXbdt24aGF/wL1xw+fBic4aZNmwYzk5csXVqV6dVisWRlZRFCpk2b5hWzmt+8efPgwYPNmzdXqVTbtm1DMx+GZ1Q8vYaEhMAAeMSSc4Ig7Ny5E9aY0+k8ceIEJmOVGE5fOHv2rFarXbduHeTro5T+8ccfMO9lpdfvv/+eEPLll19Sxgz38ssvw+y8dOmSx+NBvrDZbKCllpSUTJ06NSgo6JlnnoGhgcbZtw7r9UGrIr2CZdztdm/atCkkJGTq1Kk8kwSLUgrO7fiMtDLoVRAE0EsyMjKaNWsGjQDhms1m0GGnTp0Kg1i24kxUTnq1WCwwkWw2282bN4cOHQqOLs2bN7906RJ2NWy2QIYffvghJiZGrVaDy/w9+60q0+uECRO0Wu348eMxcBAPUv78888GDRoQQrZv307FxV+J2is7WpTSH3/8MTY29o033qCU2u32X375RavVDho0qLCw8J4i3QnY0axbtw7W508//RQeHg6Ny0qve/bsIYRs27YNeQE2/pMnT9bpdEOGDIH3B/rxQCNwlpWdnQ0Uw2bbwxPLUmEzVYxe8VVkNpvj4+MDAwMvX74MsdpUDNyi4rESa6OnlWF7NRgMKSkp6enphYWFXqaQqMlkAjvspEmTpNuXAJVZe0VLiyAI27dvJ4So1erQ0ND8/Hx6+3Er/F21ahUhRKVSfffdd/Ds0u1XBXqF187hw4ep+PK0Wq3QEQsXLgTzK/Yjx3Hw+dSpU/Xr19dqtVu2bMHpbrPZjh07hqe094yhLhd61el0ixcvxq6glP7xxx/dunUjhLz//vuU0t9//50QMmLECDz3x2nH8zwe0+FqgVIIcJnb7T527Fh4ePiqVasopbm5uYGBgSEhIZB9XFZ63blzp1ar3bp1Kz4yDugzzzwTEhIyevRo0F5hjHieHz58eFBQ0JQpU+Abj8cj4SlRVekVbc3vvvuuVqudNWuWtO2yEo0DMKxpaWnt27fHVYke1maz+dlnn0XTHMaVslm+pHdjVE56hb7CkSoqKtq9e/ebb7559OhR1qiNdXavX7/epk0bQkh8fHxBQQH0IZx9+RK+KtDrmDFjCCG//vorZTahBw4ceOmll44cOYI3YyeTwWAoLi4+efJky5Yt4XRbEE8SDx06pNVq+/fvj7NEeoTgmv+FXjUazSuvvCIwHjmU0kOHDnXu3JkQ8vrrr//555+hoaFPPvkk/BfMTpziVDTSUfHtAj2DM/jvv/8mhHzwwQdfffVV48aNH3nkkW3btrG9IVQsvcIye/755wkhPXr0AC3VaDROmzYtPDx86NCh8A0490jIU1XpFTuzU6dOkZGRf/zxB5V0X3/Q6BVnqdFodDqds2bNIoSMGzcO/wuE9Hg8cDon0aVUZu1VEARI1AKS2O129JSHTRUEblBK8/Pz09LSCCE1atT48MMPKaVQhEK636oCvYKBFY780BedZ5K3ggMpOAnQ249T8vLyoB7OV199BcWv/vvf/0ZERGRmZgriwpAYofIyDkBQLHQFKi8XLlxISkoKDg4eO3YsISQtLU24fXJT5nAT/cz52/MY2e32c+fOabXaIUOG1KtXLzQ0dOvWrfi/lUKvJSUlMGvHjx/fvHnzvn37njx5Enyw0tLS2AofoNv6kqeq0iv86tNPP4VANbZL74oHkF7Z0t96vX727NkwuF6m9jvYN6VtslROei11IwT8EzUYr9f79ddfP/nkk4SQ5OTkjz76CK/8R9DrsGHDwPaKF2M1VoisYM8E4J3pYQqT7N27t2HDhsHBwWCHzcnJIWLOAawG4QvlRa9r1qxhp6bD4QDZCgoKYD+iUqmGDx9OxehYnN8mkwmnMq4ZPC8C48aNGzcg6r9mzZpgCbFarewCEyrcOIAyjxs3jhDSokULsLeyRj2gIb1e70ueqkqvkGu4ffv2sbGxFy5c4MViU76uf9Do1cNkOYCHNZvNc+fO1el0s2bNKi4uxmBZ6agnQWZ6ZWNbkTcgXoAN3Ni8eTP4uk6cOBFcjymlmFqo6vu99uvXT6fT7dmzh2UoVntlgaqr3W4Hv1dK6alTp+rVq0cIeeedd86ePUsI6dOnT6keuSvKhV61Wu0bb7zhcDjA4Ij/BUeWp06dSkpKiomJadWqFZ72sPUqwH4kiEF+CIvFAiy2a9cuQkiTJk2gFB1lYi4ri15LSkrwc8OGDaOiourWrQsRWWA79ojJoSXkqar06vV6t27dSgiZOXOmR4x5lXDIe9DoFZ4dHhM+u1yuRYsWQVns+fPnYwgP+PZKdCmV3zELegyMFfglpnr46aefQkJCGjRo8Omnn+JzYa59+k+g10GDBgUHB//yyy/sOSC93ZUHHPVLhbtgH3m93vPnz7dp0yY0NHTcuHGwH6ci00mMUHlpr+gkQG/f+4P6CfxICMnMzETHT5fLhc8LJRXYaYEBTlu2bIH8SVgNmK0pUln0CjKAg2RQUFCdOnXUavXgwYONRiPaRsD2KjF9qyq9UkofeeSRGjVqnDt3Ds8SJNzXHzR6pcwZAIi0cOFCQkhKSsrgwYO1Wu28efNMJhM4dUkcDQkVRa+wo2W/x1OQkSNHarVaONehousk+1vp9qsCvY4YMUKj0ezevfvOkpk3b968cOFCQUGBxWIpKiq6du3ajRs3CgsL9+/fb7FYiouLL168qNfr//77b7fb/cMPP4SHhwORjRw5ErcwEj1YjsYBlBmeAjbIcDjw119/ETGt3+DBg9Env6ioSBBP5NjxttlssH52794NZ3eBgYGbN2+GMkFwJVjuK4teod9mzJgBMa9onps1a1ZRURHOYHgj+pKnqtLrt99+Swh59tlnqRjVLe0j+ADSK2U2T4sWLYJ5Sym12WyjRo0ihLz00ktQLU26S6mc9IrnNDhbnE6nzWZDf3OO45o3b75w4UIYQVRZ8EkFSfWLVg16HTlyJB5t0dtTMa1YsSI6Ohr4JSAgQKPRAIFWr15drVbrdDrIQBwZGanVasPCwoBb1Wo1GDqp5ImtUH5hBcuXL8fafGzKKPiwZcuW6Ojoli1bTp8+nRCSlZV15coVyuihsFo8YjAlfLl9+/amTZuq1ep3332XEAK+X3AL/GGl0CvP8y6Xa8KECYSQ8ePHox0cdJzRo0djBhCwjvmSp6rSa5s2bWrWrJmTk4P9/HDZXtmQ61deeUWlUg0ZMuTixYuw8TIYDMOHDyeEzJ49GwJSJbqUyuyYhQ9+Z/42QRCsVmtcXFxeXh6ri8A7AzPbSvdbVaBXX+m0KaUbNmxo3rx5zZo14+PjW7Zs2bBhw8aNGzf1gYYNGyYkJDzxxBMqlSouLm7r1q2oFYI/PxX3qrj+y9dzwHN7Om1KaUFBAc/zhw8fDg0NHTt2bGFh4fz58wkhQ4YMAYcS0EbBP5SKceiCIPzyyy+QA3jv3r0XL16MiIiAnIfYnxUQFLtjxw6tVvvTTz9hiBEYVSmlwK1jx46FnsQ8WOA/MGzYMLbsNi+WO0YBwFj2sNMrCkkZq86HH34I/tqsf4t0icDKoleM3H3iiScgnRvIjHEioLf27NkT/bXRLT07OxuMXVQscABNoW7BVlSrAM8BFrA0rFaryWTq0KHDzp07wY7hbzu0ytOr0+k0GAxWq9Vms+Ehu90HwBnW4XAcO3asTp06Go3mt99+Q8c3h8Nx8+ZNfFoI2JCVXrHxX375hRCSmJgI/4TB6Ny5M/wTxp7trv3798fExISGhh46dMhisZw+fRpWLBW3M6z2QeWk1+DgYEiOSUUXN0ppZmZmtWrVJk2aBKsOFAF49qKiIliT48aNc7vdJpMJH8rlcuG6ZdmBPsz0ypZ65nneYDD06NEjMjISYmRcLhdmI5W4byVqr0CX/fr1S0hIwCAuWCwrVqzQ6XS9evUymUwgCaw+8OThOG7y5MlBQUGjRvyy+a4AACAASURBVI2itxcAxs9CJdErFT0CTSZTtWrVPvnkE+n+kWinKtMra1/HG0k4WrFXHj58uHbt2oSQb775BlpDawtqsoLM9IrZ4Hft2lW9evUBAwbgxv+ll17SaDR9+/ZlC4VBs3v37q1du3ZMTMy2bdtAt83Pz9fpdK+99hoVq12iMigrvX7//fdhYWGfffaZx+OBBWMymcDJ/JlnnoHMhEAH+CuO4wwGA1gJhg0bRpn6o3A7XNi0StArDDH22Jdffsl64INKe890U5VFr4JovkxPT09KSoI24cHnzp2rVqt79uyZn58PrxBI9EfFXOCU0ps3b0J6+zlz5kAGDEymztJlxdOryWRC+8Z777139epVCNLxtx1atekVwHEcVNaFf4KJ864wGo16vR432rm5uc2bNyeE7Nixg83Eitl0BJnpFXt2165dISEhPXv2NJvNXq8XhHn22WeDg4MHDhwIjAkLdf/+/dWrVw8PD9+7dy8VNQVY9uvXr/d6vWieZ70UBNlsr4SQ7777Du+FZ1kwHJcvX4Y2gUCxkzmOe+mll+BK0COw0Dy6f7Bxaw8pvUInwNvO6XQajcYePXqEh4fn5ubCk2KujPtxUBMqnF7x9Z+cnJycnGyxWODRli9fHhAQ8Nhjj6GJH40/qPFcu3YNhhUcn+fNmwf/hWYrWnn0inls8RwYPSb9Aq3a9Gq1WuHgled5j8dTynQtDTAX/vnnn02aNIEKepRSg8GAWR7gaEJu2ytg37596IoLPwSDwJw5c3Q6XXp6Ojzab7/9VqNGjaioqN27d6Nrns1mO3fuXEBAAFtvhoprQ1Z6/fnnnwkhn376KaXU6XRCrpaJEyfiZMURgWWJfnKwxiBq9qmnnoLMsCgAOH7Th197hWswr+vnn39OCHnxxRepuMnAFqSz/VeicQDi8VNSUtq1aweP+eqrr8LZwPXr1+HVCGPH+zi2NZlMWVlZwcHBTz31FDQOBjpaefTKcRxoIWCuwfJu/rZDqza9svOAUmqz2SAulvMBuLXNZkP3WJPJdOHCherVq1erVu3jjz+mYtkY3M/KbRwAxoHUU927d6fM+x8oBhJrjhgx4uuvv65Xr55Op4PYATANw5UXLlzQarVLly5FUSsmrODbb7+NiIj45ZdfXC4XbAMnTZoE20Cz2YwaEJY8opQWFhYilRgMhuXLlxNC+vfvD5YEtnwTffjplTK2V7vd3qNHD0LIuXPnKKPIm81mfBxf960sesXT0eTk5N69excUFCxevJgQ0rVrVyjQTe/mZM0xtcFhQIuKirKysgIDA7OyslCHpZVHr1Q8K37xxRcTEhLGjBnz999/S/SPRDtVnF45jrPZbKw7njQgYx7Hcax/fm5ubmhoaGRk5DfffIM6BRx3ykqvyCa//fZbcHBwt27d4O6w1cJbA3NFRkZqNJq9e/eifRY6x+l0/v7771FRUatXrzYYDKDFI0fLSq/bt2+vWbPmhx9+uGjRIjjEgLuzAeloTkVPALaKn81mg5RLc+fOvXTpks1mw/73iOFM9GGmV3hYr9e7efPm8PDw6dOnC2IxGOhkDI++p/+vUOH0CiYdr9fbs2fPrl27Lly4sF69ep06dbLZbPASRasxRmmDSQcq3MA3EC5hs9kmTJig0Wief/559DIUKoleCwoK7Hb7t99+C57msOVStNfS9Io/FwQB3pkw+e60uuL8o8z7Fg1GgiAcPXq0QYMG4eHhX375JTsdK8A4YLVai4uLX3vttW+++QbnNGZZBAGef/75mjVr/vLLLzA10dMF9jiCIMybNw8yaECfQA0MWiHGgYSEBELI8OHDIVIZd8SlGsTv4RvWhRu8fYcPHw5XwrPjnpo+tPSKM83hcLRv3z40NPT69es8z8NTFBQUQG/ASEkcyVaicaCkpMTpdELKusDAwI4dO+K+xGg04pOiaY4dNTT4oA4LEQdYCECoJHoFOWHnBNkGQLMpQztVmV797Q5fAG0rJycnLi5Op9NB5hcPEwwOQq5evZoQsmzZMolu8vdo667wimF8cF+e581m861bt/x9Lloh9Aovf+ile+bP9XVf8DfIyMgAPYitYkAfWnrFJbdx48aoqKisrKwLFy7cuHHjup8oLi6+fv36tWvXioqKjEZjbm5umzZtgoKCIMKYXUocx6WlpZVvIW6HwwHZpAghTZs27dy5c0c/0bZt227dunXu3LlZs2agME6YMIFWHr3CtDl//jxkBK1Wrdrnn39etnmr0Ot9dRPkcYCTLkII5kah4n6H5/kVK1aUu+eARDvs7hiqzJbhuWSl1//7v/9TqVTjx4+/efMm5vyWjtK5K9xut9lsfuGFF2JiYmbNmgXtWyyWh51ewd3n0qVLEMUEwYQ1a9YM8BOEgVqtjo2NJYSEh4eD3wg7NB6PJz09vRzp1ePx6PX6QYMGYTS5Wq1W+QnQfPERAgMDMzMzz58/L1QSveLT7d27d8eOHbt27ZIO65DoN4Ve7w3QmLxer81my8nJiY+PV6vV27Ztww0sz/Nut3vFihUajaZi6FUQD+iEe517SLcjK70WFhbu3LmzlOFbOsj4rgA+unz58jfffHP69Gkc4oedXuGC/Pz8hQsXJicnt27dunr16rVr127uJ+Lj4zt27Ni5c+fGjRvHxcW1b9++bdu2zz33HKQABgE4MZdVRkZGedErlm47efLkvn37/v777/Pnz1++fPlPP3HmzJkLFy7k5eWdPn364sWLJ06cgHR/QiXRKzqGs1NXomqGRL8p9Hpf3QQAq9/+/fuhTtfJkyfR0cTr9a5atUqj0VSAcYCKXk0eJoVaGZ6XykyvaDa5fPkyfJBOj+0LsIZZ17qqUYgb+8dgMHBMGRWrn9Dr9WhzB6s6FjZHAdBdvxzplQW4QBiNRnDO8QulFjt4Z6N1vlJsr5Q5c4OOlThalGhHodd7gw3PN5lMVqv1zz//7Ny5c+XSK3scB4/s73NRmemVUmowGAwGA3IN1sH1V074LVSf9ohxHw87vbI9BnMMw0P8BTtFKeNVigLgBeVIr7B/gjGFVyB89vgJuLvb7WYPPFHyyqJX1l8Qg+v8bUeh13sDDlJYT2843q0s4wB/e6Zwnuch0NDf56Ly0+udBXjKYCPmeZ41NGONoypArxjvi85qVMzLc//Au0DL4InI5qikDL2Wr+2Vis4ecDs2DU0Z4PV62cpXQiXRK+R5QP8wKkZj+9sOVej1PrsJy+rBHdFni1bG0RZLr/BPnI7+Ppes9IrZPTiOQ8/HMowLvsYsFgvrsVsF6JU9nKS3Vx2/f7jdbkxeRZmMlNA+66LA83yfPn3Kl15RY8VkAryfsFqt7NsFH0qoJHoFATA0loprvAztKPR6b2B6XaA/9ENEigEhK8wxC4ETVHp5SMgjt/bq9XqBEGFTj9Fu/srJcRxqRp7bsynSh5ZekUyREMtsPEFeo0yJUxADD7Xgb+/evcuLXr23lyBiv/RXfjxFYN8uQiXRK3ti7GE8IMvwXFWBXkePHk0I+e2338B9ijLJbmUFhm+CMNBHK1eu9HU9vg8FsRwsz/Pr16/X6XSrVq2Cb9DvugzT1F+AJNCHBw4cIIQMHjxY4nqcIpDlGrigQ4cOSUlJVHyrQSAWLhhZAQ5bMEOmTJkSGBhIxRMJ+PIBoVeYjQEBAZMmTYJvIGZUbnkEQaBMjl2YV926devQoQMV69HBS+ue6sjgwYPVavXRo0ep6KRYAcIj+2Oij5UrVwYFBf3rX/+CvsWcOCynwPkz+LodOnRIutiMrKCULl26VKPRvPTSSyAb5FoUHi56HTp0qE6nO3jwIIoCU8pXboHyArCMy+WC4V+zZk2tWrUk6BUuY9NzWCwW0HkXLFgAYYKCmDgdkmXICugrqNn1ww8/VKtWDeJWfcnPidHiyB1er7dZs2ZjxoyByhns0EJOT7nlB0lsNtv48eOrV6+Oyx7FexDoFaZrTEzM008/zWbtk7t/SpW2hBQWY8eObdasGTuCVIz18vVcTqdz2LBhhJDvvvuOzSEgt/wQE4EkYDKZIJf8smXL2LdCKUc3+ADa6+7du8E2VSlwOByrVq2qU6cOFApBCA8XvQ4ZMoQQ0qRJkwYNGjRv3rxly5atWrVq3rx5C5nRunXr1q1bt2zZsm7dus2aNQOn6BUrVvjqJo5xvqGi69Inn3xCCKlRo0abNm0eeeSR+vXrP/LII23atGnVqpXc8tevXx/KN7Rt27ZRo0aEkH79+hmNRl/y43LFD2azGeqEt2vXDvr8kUcead26dXx8fAXI36xZs/r168fHx7dr144QEhwcDDVyhAePXq9cuRIcHEwIadu2batWrerXr18B8xOGoGXLlnCv5s2bw2C1adMGtX52TH09l81mGzt2LCGkVatW8fHx4GwbFxcnt/zx8fEJCQm4KFq3bg0RExs3bgTv6VL0WlJSIojW58zMTEJIXFxc06ZN5ZZTAjDoCxcu5DjO6/VCcI3wcNHrp59++tRTTw0aNCg5Oblfv37p6en9+vXr2rVrmsxISUnp2bPnkCFD+vXr17dv3969e0+YMGH//v3S3VSqztX58+ezsrKGDRvWp08faLBv377p6empqalyy9+3b9+0tDS4Ua9evbKyslavXn3X4Sj1COAGCHru/PnzBwwYMHjw4P79+6empnbr1q1Xr14pKSnp6elyyz948OBu3br16NGjT58+gwYNmjNnDqY6fNDo1Wg0zpkzZ9CgQb179+7RowfUTJW7fzIyMpKTk1NTU2FeZWRkDBw4cODAgfPnzxdEv2k0+0oP+pYtWwYPHjxu3LikpKQuXbpkZGRkZGTILT/I3Ldv3549e6akpPTu3Xvo0KFjx449ePAgyIz5cEvRisFg2Lx58/DhwwcMGFAB68gXBgwY0L9//6FDh27bto3jOPR+ER4uevV4PPAG4ziO5/lSh8vygVJqsViwoKxXLN4r3U3o4M3uejA5C1iaMN+K3PJT0RwBvhCQ98+X/JyYFgf+CfJDXuRShSHArlcB8sMuzGazud1ueG+VqpPMPwD0iol3QUiQuWLGl93LUzFBFwwZWoFgTDnfxgFKqcPhwPoorHui3PJzogmOioEYRqMRJ1spHwkq5reEjMBgHgT+qiw4HI6CggJkJ4EhVuFhoVe2i2GxlVkgfwFj6WFSrN/1cQDoawLXQMxiqQYFQcDqXnIDam+w4ydddwQEQ9lYSmWdBP/HOXH/QJ8NAM4Z4QGjV+52PwcAW2VLPsAip+JiZnsMhw/GVCIjFLqgVrz8Xq+31BSljOkfpyKcqRqNxjulqpipeFeUGnF4VTx8R1ugvbJUxfO8Xq//H1fLPYFl5qgYWUAlbVg4UfAvGmIcDkepQwPIoywr4F5gEsISntLLjDJ7MQg5F5gXBqjA+CAVIz/P84IgcByHS0t4wOgVPlgsllK+rnLLA3cBStXr9ex9MTQDB1TCU4WK/klwTFQxwguCgD4P+CCwNUFnKXxGjikbDD1ss9nsdnuFOTncFcgGoPMJzEqhDxG9UuaFVuoxZAUVlU2BUUUlUj+gVLipKXW2C63djzmsXMDeHdUcifuiV1Yp5ZpNjYyDUobULWUAZQKfODGuVHjA6BUGFDsNDMQV4HgHRgnYy2OCsVJmHI9Y8kuaXvFi2OGWr1+59H0hjku4nWVwnwQqDoZOcHf4S1QuvaKzNobVljIRVAK9ss6VVNSGwHsJAtjhlqXyeihQAGC9dpxOZ/fu3Qkh165dk3ElCYIgCNeuXSOEdO/evZQAldsbCh404AsA1HODwbB06VKVSuVrXpX5RlL0ikocKEdRUVGzZ8++du0aWtaBdqFYoQIFCJgeqOD07t2bEHL69Gl5yVUQTp8+TQjp3bu3IComIEll94eCBwvAqkBcMEMgnt7XvCpnesU6oHBUBfopIWTDhg1FRUV4P/TPL/PtFVRJuN1uPB50u91paWmEkH379slJrYIgCFDQNy0tjQ17LbVXVaAAgFPUYDAsXLgwKCjI17wq8y3uTq94vsmJiX9sNhshpHnz5mPGjMnKyhozZszYsWMzMzMnTpwI/1SgADF27Nhx48aNGjVqzJgxmZmZGo0mOjr67NmzMrOrcPbs2ejoaI1Gk5mZOWbMmFGjRo0bN27s2LGV3R8KHixkZWWNGzcOPo8fP37EiBGtW7euUNsrWlQx0VlKSkpoaGi9evWgLHZUVFRUVFSNGjUiIyOjFChgUK1atTp16kRFRUVERNSrV69atWpdunSpGO21S5cu1apVq1evXkRERFRUVJ06dXCuKlAACA0NjY6OrlGjRvXq1WNiYmrXrl2/fv1GjRr5mlflTK+UUqvVCiYCdBc/efKk0+m02WxmsxlcNBwOh8ViKSoqMitQwCA/P99msxkMBr1e7/V6TSZTUVHRndOs3EEpLSoqMplMXq9Xr9cbDAabzZafn1/Z/aHgwYLFYrFarRaLxWg06vX6kpKSkpKS4uJiiXlVzvTqcDjQAsv6QrOOlpRJZ6lAQSlATg34LIiZ62QFz+ThZV1EFShg4WWykuKX0lFzZcPd6RXnJZoIINqBMi7r4O/mvSPqSYECfDFTMchYKFOxHH8Bt8CUkvBXccxS4AtOp5OdLb7mVZnb9xlWoECBAgUKBIVeZYKvXivXpBMKFDygqOz196BAoVdZUOZuVaCgCqCy19+DgjJ3oEKvUvD1Vi+n2atAwQONyl5/DwrK3IEKvUrBF71WXjifAgUVh8pefw8KFHqVBWXuVgUKqgAqe/09KChzByr0KgXlra5AgQKFXmWB0wdsChT8A1DZ6+9BgUKvsoBSunbt2ri4uOjo6MDAwPDw8Dp16oSEhEQoUFCFAGH44eHharU6MjIyJCSkQYMGcXFxb7/9ttfrZYspUEn3+6oKhV5lgdVqfeGFFzQazdNPPz1q1Kjs7OysrKyRI0eOU6CgCmH8+PHZ2dkzZszIysqaOnXqxIkT+/fvTwhR6BWg0Kss8Hq9a9eujYqKunXrFuQUr5gKowoUVCQsFgtMbJvNBjS6b9++WrVqKfQKUOhVFrhcruXLlxNCjEYjTrIy97UCBQ8mBJFBMD1TXl6eor0iytyxCr1KgVL62muvEUIKCgq8Xi8kB+E4Tm5/QwUKKhJIrF6RTM+cOaNSqRR6BSj0KgvsdvuyZcu0Wu3ly5epUrRRQdWFIAi8mDjKZrPl5eUFBgYq9Aooc68q9CoFSumaNWtCQ0OvX78O2RfBK4tToKAKAYgVLQN2u/3EiRMBAQEKvQIUepUFlNKXX36ZEHL9+nXIDK0kD1VQ9QDVHm02GxYwP336tEKviDJ3rEKvUqCULl26NCAg4Nq1a5R5vZvNZkqpy+Wy2+3Ye//D9PYDcEdQNzATMBZDhQ9QAlNiGUAjKDz8lpM/tz90IGhM8E+QAV5d0KtgChQEwe12S4yLzWbDy6DxijHdCIJgEzPKO51OqETncrkEkXqQhry+o/uwB+BKrLokt/AcxwmCgCUkeJ6HWwtiBn1BEGCM8vLyNBrNm2++KQgCa5yFD34vpIccZe5whV6lQH3QK8zFLVu2jBs3bvjw4b179+7WrVt6enoPmZGent61a9f09PTExMS0tLQePXqkpaWlpqaOHz/+u+++83q9WNZXelgppUeOHBk1alS/fv2Sk5OTk5N79erVq1cvueVPTk5OSUlJSkpKT09PS0vr2rVrWlrasGHDNm7cCJJT8eTwnvKvWLFi4MCBGRkZ3bt379WrV58+ffr16ye3/L17987IyEhOTk5MTOzRo0dqauqwYcOmTZuGFZLuk14/+OCD4cOHp6WldenSpXfv3unp6ZmZmSNGjJBb/v79+/fv3z81NbVXr15JSUn9+vXLysr6+uuvBYVeJaHQqyzwRa9er9disWRlZRFC4uLiWrVq1bRp07Zt27aWGQkJCc2bN2/btm2jRo3atWuXkJAQHx+v1WoJIStWrMBxBKqSfq4NGzYQQsLCwhISEtq2bdumTZuWLVvKLT/cpVWrVu3atWvRokWLFi1at25NCOnZs6fBYMDVi3qoL/nNZnN8fDwhpG3btgkJCU2aNGnQoEGzZs3klr9p06aPPvpoQkJCq1atWrdu3bx588DAQEIIbiMEkYyk6XXmzJmEkLp160InNGvWrHbt2rVq1ZJb/kaNGjVu3LhVq1bNmzd/5JFH6tatSwiZNGmSoNCrJBR6lQW+6JXneYfDMXLkyPDw8E8//RSr5rlkBhS55DjOaDQKguDxeIqKit5//31CyKpVq0oNrdVq9fVcDodjxYoVoaGhCxcuNBqNOAfklh86iud5g8FQUlJCKdXr9aA1wxpG0zaylS8kJib269evpKREYErDyS2/Xq93uVw2mw028gaDYd68eU2aNLHb7WjTwHeDNL3qdLp3333XYrEgZ1WA/OyNzGbzJ598EhkZOXXqVEGhV0ko9CoLfNErYNSoUWq1eteuXVR0ZynzMNwnUDPimRKTGzZsCAwMXL58ucPh8DJRDy6XS+K5Nm7cGBISsnbtWrgYClPKLb/b7ca1ih+aNWs2ZMgQSinHcWhRxdV+V3g8nk6dOg0aNAj6xOFw2O12MONWAFwuF/bVtGnT1Gq1zWbDbwRxNUrQ64wZMwgh//3vf/En+JKTFRzH6fV6juOAardv304Iyc7OFhR6lUSZO1yhVylQH/QK+svIkSMJITt27MDelDt4EUTiOI6lkg0bNqhUqiVLluDZCBZO9/VcLpdr9erVhJB58+Z5vV5kPbnl93q9bFF3l8vlcDg6derUp08fypgF7HY7L6m9ut3uhISEHj16lKpVLLf8MAE8Ho/H44Henj59elRUlMViufPlJEGvCxYsIIRs2rSJlbwC5GdvJwjCpk2bCCGK9npP3D+floJCr1KgktrrpEmTVCrVjz/+WAFn7ghBTJPo8XjgvhBXtnr1arwGdUCJ59q8ebNGo1m2bBn8hOd5b4XE+7rEIyxKqV6vt9lsXbp0SUpKoozeBy8PCXqilD7++OOpqanwbqCUchzHErdMYG8B9504cWJ0dLTZbL5zDkjIP3v2bK1W+/bbb7OUVwH9b7fbnU4nivrvf/87NDR07ty5gkKvkihzhyv0KgXqm14dDsdTTz1FCPnpp5/gGwlHovICKB24DsHDBvTQtWvX8jzvEj2EqOiFc1c4HA7QXObPn49PBMffFfAIPM+zPBUfH9+zZ09KKQZoAuno9XpfjTidzscffxx+BZ3A38tWW16got8IvCcmTJgQFRXlL70+88wzkZGRH3zwgSAIrtvd++QWnjKOJf/+97/DwsIU48A9URZmpZQq9CoN6oNeBUHgeX7s2LGEkJ07dwriAFSASKX2wpTSV199VaVSLV68mIqbPvQN8tUIz/NvvPEGIeSVV165H7FxQcId0dQIaxJcqaxWK3xptVpBSNDvUMF0Mc6hbFOdOnXKyMjgmcAhaeEFQeA4DugVlW5kN/yAd5egORfjDcauCol+YxvneX769OnVqlUzmUxIT16v955c/9xzz6nV6s2bN1PmxcDfh58y9Ax6WQDgXcXzPMhgsVgkbg0/gU77+OOPNRqNYhy4J6QYVBIKvUqBKvQqCIL4dAUFBbDOPR6P1Wq9deuW0Whkw9gMBoPZbLZarXAgXlhYCN/jNYLM9Go2m4H40HJyP4Dbud1unucdDodElv7KolcqKumUMaGAqKW+hKe451Aq9OoX7nMi3QmFXqVAFXoVBGjq22+/7dq1a9u2bZs0adKyZcvOnTu3a9euZcuWjRo1atOmTcOGDTt27FivXr2mTZsmJSVNnTqVdZbClS/Ir71SSo8fP75y5crly5cvXLhw4cKFr7zyyhIfWLx48YoVK+bOnbt8+fKVK1fCKEv3Gz4LrVh6BSbFzoTsw4IgoGsX/BewsPRQUoVe/YQfhHo7FHqVAlXoVbzpxIkTCSGEkOrVqxNC1Go1ISQqKkqj0UBcQ3h4uEajiYqKgssuXLhAb3c5cjgcgsz0KgjCrVu3pkyZAhETKpUKhNH6AIhNCFGpVGFhYV999ZXb7ZawQVcivULnAJm63e7r16/Dl9evX0ebwD2j3QSFXsuEsrKrQq+SoAq9CoIgCBaLJSEhISQk5KmnnrJYLOfOnTObzYWFhRcvXrx06dJff/117dq1Gzdu/PXXX4cOHWrevHlAQMDXX3+NGha9Pb+BrNqrw+GYNWtWcHDwmjVr3njjjddff3316tXrfWDdunVvvvnm8uXLX3/99VdeeQWsGRJHgpVFr3C7UumEjEZjKSMsXCDh7ywo9Fom+MepDBR6lQJV6FUQBEHQ6/UhISGEkFatWnEcBztQNhIURdqxYwcojC+//DJLB+DKKshMrxzHeTyeGTNmxMXFIfVI+4FC/BIVd9/wvUS/QZsVr72iWaCoqAg+TJw4ceLEifAZQuAo8xqTaIoq9Oon7s2jPqDQqxSoQq+CIAjCBx98ANvtyMjIv/76C+4OC9LtdrvEPDJut3v69OlAr927d2eXJeSIEirE9jp+/PiAgACHwwHnPNILAKwBOHzS0WKVSK8YM6LX6ymlO3fuBJvGDz/8wPM8WmAUepUD0lNIAgq9SoEq9CoIgiDMmjUrIiKiQ4cOhBAgBTzIRg9Wp9NptVrj4+Pr1KnTsWPH2NjY06dP4zk+XCbITK8gVXZ2dnBwMPwTqNOX9oqchfHE2Hu++g2ur2B6LZUJ02azPf3000CvTz31FBhh0D1Lmv6gHYVe/YLftCpCoVcpUD/pFZN9OBwOvV6Pq1cQfWsgXN1sNsMixOhPnLig5Xm9XjwphmUD0Z9splH84fr168uLXjFxstfrRV9LjuMeffTRmJiYbdu2BQQETJs2rVSuUpDE6XSePXuWEDJ69OgFCxYEBQXt3r37zvMWKie9wucJEybExsYC6WCD5YLKolfMxgKP8+abbxJCFi1aNGjQIK1W+/PPP5fqds5OTgAAIABJREFUBIlbg/wKvfoFfxj1Nij0KgXqJ70Cyzgcjq+++qpx48bZ2dnbtm2D2cxGfPkqecBqpgaDAdaw0Wj88MMPR48eXaNGjbNnz5pMJoHJEeXxeFatWlVe9AoCsEEBDofj8uXLMTExKSkply9frlev3qOPPgrn1/wdmby/+OILQsiaNWv27t1LCJk5cyYKidxBFXr93xyz7Hb7o48+GhkZeenSpUOHDhFC0tLS8EnvJx6aKvTqJ+66Wu8HCr1KgfpJr+Da6fV68YQnKiqqQYMGH3300Z9//kkpNZvNeApx6dIlWA9FRUWoloKGAg2eOXNmxowZ9evXJ4QEBgZGREScPn0aWAMhCEI5GgdY4uN53uVycRy3bds2lUq1cOFCSumAAQMIIefOnaOiloRcDM5bKpXq4MGDHMdpNJoWLVqgYovSUoVe/adXfD17PJ733nuPEDJ37lyQpG/fvoSQ33//nY1bk7g1XKPQq1+4Xza9Awq9SoH6Sa9Y46SoqGjx4sWEEJ1Ol5CQQAipVq3azJkz9+zZU1xcjL1fKkcMMJrdbv/888/79OlDCAkKCnr88cfBpfTVV19FbsU1SSnduHFjedEryoNqrCAIzz77rE6n27Fjh9vthiTcn3/+ORV1Ul7MceVwOFq2bBkbG2s2mwVBSE5ODg0NvXTpEhY+oQq9iiibY5bVanW73Y0aNapVq5bBYIAY2QMHDgQFBUF2G5BNOncEO74Kvd4n7pdN74BCr1Kg/hsHBNFSdvXq1ZYtW0ZHR588eXLz5s1PPPEE6LNPPvnk6tWrT5w4AdfzPO9wOCDP9Pnz5xcuXNi4cWOdTqdWq3v27Ll79+7XX389KCgI0pfgLeAoBmy169atKy96ZY96kDc7dOgQGxtbUFBgtVr37dsXEBCQnZ1NxVQDgniufe7cubCwsO7du1NKbTbbihUr1Go1pjSFlgWFXgVBKGtYQVFREeyK5syZAzLAqwvm4Z49e6jovyVxa2hKoVe/4BelslDoVQrUf+MAll2y2+0fffQRIWTatGmw1H///feJEyfWrl2bENKoUaOUlJRff/3VYrHwPP/dd9+lp6dHRETodLro6OgpU6YcPnzY6/WWlJSkpKTUqlXr9OnTeFjvFYt3wh1XrlxZ7torpq07ffp0eHh4+/bt4fv8/PwWLVrEx8fb7XYPU7WF5/kPPvggODgYiiZ4vd6ffvpJo9FMnjwZLoAjb0GhV0EQ/KdXaLykpCQhIaFWrVrnz5/HhL8cxx05ckSlUiUmJsLzSmduwylEFXq9b/hFqSwUepUCLZP26na7LRYLnP+MGDGCEPLtt9/C8rDZbDdu3FiyZEm3bt2Cg4Nr1qxZv379uLi44ODgoKCgxMTEjz76yGKxFBQUQGvLli1Tq9VjxozBpVtq/DweTznaXmG5sgbT//73v4SQl156CW7ndDqzs7N1Ot2xY8eE200iI0eOjImJOX78OPw8Pz+/SZMmHTt2hE7jmRp/Cr36S68wl/7zn/9gDslSVXNgmv3666+UUjj89AX4lUKvfuHePOoDCr1Kgfrv94reMy6Xy+12nzlzJjIyslmzZuBfhSWX3W73999/P3To0MaNG9epU2fy5MlHjx5l2crtdh8/frx69eotW7YEpgB/KZzicAuO48rR9kqZZIN2u91ms4EFGbRsuODDDz9kC5lQ0djXsmXLuLg4bJ9SOmDAgBo1aqCqVQEJCasqvVJKDQZDy5Yta9eu/ddff2GIGgqza9euhg0bJiYmYmFtiaaoQq9+wk9S/f+h0KsUqP/GgVIf/v777+3bt2s0mnnz5lHR7x3+gg+sy+WC8E1BTKuKiknPnj21Wu3+/fsFhr7lDivANKmUUrvdnpSUFBMTc/XqVSp6Nfz55586nS4zMxNkAGnz8vJ0Ol12djYvZh01GAybN28mhHzxxRe4PgWFXgVB8J9ebTbbli1bNBoNWL3RMg4PCPbWcePGEUK2b98ufWv4lUKvfuHePOoDCr1KgfpJr14x2T7r2Xrr1q1HH300KCjoxx9/pOLejb1YYPxYsSmgv5kzZ968eVMQWUmQmV5x/YB4Z86ciYuLS0xMZCu4FBUVtWjR4vHHH4e8qCAP2BA2btyIl3m93gMHDhBCXnjhBfh5BSQkrKr0SinNyckJCQl57LHHwO/K6/W6XC70cr169WqLFi3q169/6dIl6UdgJ6pCr/cJSQqVgkKvUqD+215h7jqdTpaSduzYodFoMjIyTCYTe4bOcRyc+WDL+fn5lNJz587VrFkzJibmzJkz2AiIVAH0CiK53e7PP/+cELJixQpsGT6MHj06JCTkwIEDeLqVnZ1NCEF3CLhSr9fXqlUrMTERMlEptldEGYJiOY578cUXAwMD3333XZDBarXiW3n9+vUBAQEwmorfa7njrtR5P1DoVQrUf3pFV1AgWag5SCmdM2cORDRRSp1Op9FohO9LVWAGUp40aZJarX7vvfdYx1gQSW56FQQBq1fNnj0bSdPlcvFikD54tkN1L3CWSEhIaNGiBaulguvY6NGja9WqlZeXx8bRKvRahrACSqnFYqlXr15UVNT169fx5W2xWK5duxYXF9ekSRN0qZa4NVyg0KtfuBeL+oRCr1KgftKrx+NhK3HCPIb1c/Xq1YSEhIYNG54+fZodALvdDic/GDKwbds2QsiECRPQhxFawF0h/lYOesV163A4unTpUrduXZby4IDu5MmTOp2uX79+lFKn03nq1KnAwMApU6YIop4FrmMejwcKJn777be4jaUKvZbJOACJsjZu3EgI2bBhw5kzZ1wuV3Fx8dWrVyGfGby5oaiixK1xWlKFXu8b9+ZRH1DoVQrUf+0VHQ/ZK+GfX331VUBAwMCBAyFlp8vlQgKl4hnR9evXu3TpEhAQcP78eUxGhUdeQkXRq9vtPnnyZFRU1MCBA1FCKr4D9Hp9u3btateuDXFEr7/+OiHks88+w/QuGL0GyQcWLVrEKzkHGJQtrIDn+evXr9eqVYsQAn8JIXXr1iWExMTEXLlyBSeGxK3hAoVe/cK9edQHFHqVAi2T7RW2zG63G47aMeuoxWIZPnw4IWTKlCkvv/zy4sWLZ86cCZWgFixYsHjx4ldeeaV///6EkAULFlCmICgwLxvjjzei5U2vvJio5aOPPtJoNOvXr6eMBg2S2O32CRMmqFSqvXv3chzXp08fnU537ty5UhnCPB5PQUFBgwYNOnXqBDFmgkKvgiD4T6+Yp4JSunnz5qCgoLCwsNatW7dp0wZIdsuWLVT0IoCiO74AjSj06hful03vgEKvUqB+0ivurHHZ42qEBXn58uWWLVsGBARAss6QkBAoWgX1oDQaDSRAgi0eZSyzXiYbKTZb7vQKDYKZdeHChYGBgTt37sRFhff1er2vvfZaQEDAa6+95na769Sp07BhQ7ZkIaXUYrHAN4MGDSKEAAEJCr0KglAm7RVmgs1mu3XrVoMGDWJjYy0Wy+HDhyMiIh577DF4i1OmxKFEU1ShVz9xLxb1CYVepUDLL502XOByufLy8j7++OO1a9euW7fu7bffXr9+/YYNG95+++3XXntt3bp127Ztu3DhgkQ7cmuv4G5FKe3UqdOjjz5qMpmwGAEV3x88z1+7do0QMnjw4Ly8PELIpEmTMGoA2QeOyN59911CyJdffonhwvLRKzQyatSoJk2a3LhxA98WZVgYUOwAnqVUEUZaGZ4D2C0Wi+Xjjz8mhCxZsmT8+PGEkN27d+NpKqQuk7g1yK/Qq18ow/wBKPQqBVpO9AoVUwSGfbAp1uHJbDbfU9uSm16BE/Pz84ODgwcMGIBywvkbKonFxcVNmjRp1qwZeER8/PHHuGhRb7Xb7S6X69ixY5GRkXgjKie9gu0iMzOzbt26aLmG8A2/gHTJArJD4AjSitVe2Zi906dPt2nTpk6dOmFhYX379s3Pz2dN3srRVrlDikElodCrFGg50SsVkw0iieCigvWMixbql0iIJCu9chwHrPTVV18RQl5//XW8F0ZbUlFLmjhxYkBAQExMTGhoKJTdRo7DDjGZTMXFxdWrV2/SpEkF2F6B9SZOnBgTE2MymVAD/V/AcZzRaERnNRwpWhnptLFjly9fDjal7777DkXFogYSt4YrFXr1C2WePAq9SoGWH73CsQMQn9vthgSpOAy4bu85HBUQViAIwrRp0wICAnJzc6lYhdRqtQriywA2y5988klQUBAhpFOnTuAFARTscDhYNZxSOnLkyNDQ0IKCAkFmeoUfTpgwITo6mg3M5/0ESGKz2dgc1bTy6JXjOOhbjAa8ePFiSkrKhAkT2LJA+KqWuDVcqdCrX5CkUCko9CoFWk70Cnk5hTvGSWA8+WExQzCChEiy0ivEa1kslsTExI4dO169ehX8WB0OR3FxsdVqNZvNJpOppKTE6XQePXo0IiKiWrVqI0eOvHnzZkFBgc1mM5vNkBRGr9cXFxebzebCwsJly5bpdLrPPvtMkJleKaVWq3XcuHGNGjVi9wQSTd0VoAbCWCCn4OaDVlKtLSoG1AF+//13KBvBatZKpVg5cE8a9QWFXqVAy/VoSxAEUP1sNhtosixXIqSPJirAcwBOqwgh1atXDw4OjoyMjImJiYiIiImJiRQRGxsbEhKiUqmgIkOLFi2io6Nr1KihUqmgXndISEj16tXr1asXGRkZFhZGCHn55ZcF+em1uLh44sSJhJDMzMzRo0dnZWVlZ2c/4yemTJkyadKk8ePHT5o0ady4cQMHDtywYQOtVOMAFa3z9I5abdACm1FX4tY4x6hCr/eN+yDSu0OhVynQcqJXj1jLj3X/hFUKBy+lRkVCJLltr5TSEydOjBgxonHjxvXq1YuOjo6JiYmJiYmNja1Zs2Z0dHT16tXhQ61aterXr9+oUaOoqKjw8HCtVhsXF1ejRo2mTZvWqFGjVq1aTZo0iY6OBg338ccff++99wT56dVisbzzzjtt27YNDw8nhAQHB8fExIT5j6CgIK1WGxsbGx0dDSl3kTdpZdArz/Mejwc9oPED/mU5V+LWcIFCr37h/vm0FBR6lQItP9trKYBpDya6w+GAKQs7cYllJshMr+iKRCm9efOm0Wh0u91ms9loNELwrtFotFqtEI7pdDpLSkogb5PT6TQYDDzPm0ymgoICi8WCucMppTdu3IATM6FC/F45jjMYDNeuXQO7ZFFRkcVPQGIdq9V67do1ePDi4uLKpVfY9aMAWK2AMs7RYB+XvjVcqdCrX7g3j/qAQq9SoL7plVKalZUVFBSEGTZLHU/JATh48Xg8XrE+q8vleu211wgh69evF8S1wcrp67leffVVQsiyZcuwcfaoTSZAABsUiYJvjEZjx44de/fujWtYEAS0U0sMTZcuXbp16yaIUx9L7VYM7HY7DPeMGTOCg4P9pdeZM2eqVKrPP/8cM6v5qs1e7oCOAgm3bNlCCMnOzhYUepVEmXtboVcpUB/0CpbTIUOGEEK+//57yuhlsqLU4MFN3377bULI6tWrQfml90Gvbrd7/fr1hJDFixezrksVIz+7kh0Ox5NPPpmWlsYzKi3ruHZXWK3Wdu3aJScnI1OjOikrrFar3W7nOA5vN3PmzJo1a/pLr+As/Mknn8CxIaXUbDbD0ZmscLlcoOoCp2/dupUQMnv2bEGhV0ko9CoLfNEr4KmnnlKpVDt27KCUWiwW6SOpcgGU6RYEged5OB+jlK5btw4SJvHiThnk5CU3m2+99VZAQMDixYuhHUEQoGVZASJhfCfYFtq3b5+WliaI6ioV04xJ9CelNDExccCAAZSxulbAsi+1eKxW64QJEyIjI/2l1xdffJEQ8uGHH+IjV8wyxBuBtJAEffr06YJCr5JQ6FUW+KJX0DhGjhxJCPnhhx/oHcwrH/BGaIRdu3YtIeTVV18tdY3EMuB5ftWqVYSQ5cuXV4zYLHAjDD0cHx/fu3dvfCVQxgbiS36Hw9G0adOUlBQoaFZhnc9xHLj3gunT4/FMmzYtKirKX3p9+eWXkV7BtgsPIrf88AblOA5SE3z22WcqlWrWrFmCQq+SKHOHK/QqBSqpvQ4bNowQ8s0333i9Xqj055UZVLRLUPEoWRAEIMp169ZRkZ7wnEfiuTZs2AAWWxh9juNsNpvc8oO6zRp5BUFo1KhRr169wDsVF7kgHtD5kr99+/b9+/cXxIgmSFsut/woNn6eM2dOeHi4v/Q6depUQsh7770HjfCi2URu+b23OwJ+8cUXOp1u0qRJgkKvklDoVRb4olev12u1WocOHRoaGgrGgYqBIBZZgsXgcDg4joMEH6tWrQLdijKFFH09l91uX79+vVqtfuWVV6xWa4Wdq8CNQE5e9BxIT09PT08Hlwk2/YqEcQNSfQ8aNAjKzPDyHyoCWPcvk8lkNBqnTp1au3Ztf+l13rx5NWrUeOutt2w2G5R78DJuCfIBo2ZdLpfFYtm0aVONGjUU7fWeKHOHK/QqBepbe3W5XJCv6LHHHuvbt29KSkpiYmKKzEhNTe3Xr1/37t27d+8+aNCgxMTEjIyMunXrqlSqDRs2CKJnFZKUr+dyOBz/+c9/CCGNGzfu27dvUlJSr169nnjiCbnl79WrV0pKSnp6OnxOTU3t0aMHIWTIkCEgcKlzNl/ym83mJ598MiYmJiMjo3///ikpKU8++WTHjh3llj85ORnk79OnT69evYYOHRoREaHVasumvbZq1WrgwIH9+/dPTU3t2rVrUlKS3PJ369YtJSUlNTU1IyMjIyOjWbNmhJDJkycLCr1KQqFXWeCLXkEL+9e//qVWq7VaLcQ46XQ6lcwghISEhMDtwG0+NDSUEBIZGfn+++9T0ZqJaQN9PRfP8wcOHKhRo4ZarYYksxBYJbf8kNw2MDCQiAgODg4KCho9ejR0LJunSvpoDtLIAjQaDYSQyQ1I1IuATmvfvr2/9Lpu3TqVSkVuh0ajkVt+tudVKlVQUFBsbOzWrVsFhV4lodCrLOB5ftGiRVqttqCggIon2jDPvF5vcXHxhQsXjh8/fuTIkSNHjhw9ejS3knDu3Dks1QWulPfcadrt9mvXruXl5R06dOjgwYNHjhw5fvx4Zclvs9nA0IGU6vV6JQ6sXC7XrVu3Tp06lZOTk5OTk5ube/jw4X379skt55EjR3Jycg4fPnz48OEjR44cO3YsLy/v1KlT/q66goKCCxcu5ObmHjp06OjRoydOnPjjjz/gQWTFgQMHQOajR48eOHAgNzf3ypUrpaxD0P/Hjh0LCgr6p9ErFeM1sDwEprUsGxR6lQLP88uWLQsICLh48SLkW2FnIeQPhGNfXnTYrBSwMTwC87KVPt+AVwV4cULSmcqS3yM6upaChPxg/obcsjBYwMiyAtwGYNChZiUv5rH293wJcj+C7ZUXA17llt/pdMJYOxwO8OHFroYsblAmg+f53NzcfyC9sq+Z4uJijuOw7LlCr+UPSumrr74aHR0NGYvxQMnj8VTMWYRf4HkevZQEcbvn68o7vxT+h03Q/whgdlRdwelVQv4qgErs7VIQGF9j/PLw4cP/QOMAPGB+fj7wbGFh4ZIlS3BfWAYo9CoFu92+YMECtVp99epVnGE4CwWGCECpcVYSqMit6LZFxXpfEtqr1+uFn4DTJTxFpYAXSzZgr3rEgt6+AD+Bdx4olRUAj6jss53m8d8hDN6CApOrBZqVW364tdPpBJVZEARQacEnD0nB6/Xm5ORotdp/IL0ajUbIIv//tXd2u007TRjfBpWGolLag8IFcgFAvpqkTgOqkFDhiCNugjtBHMIZaqR+pfmok9ipHdvzP3hej5Y0CaFv07WT+R2gNm3FeO19djw7M4vqYb1qXOT1nsH4KqWwtfUAid93JrqTN3S3v3oYZtiWBLP1hyTt6P1kkZX869evra2tVZNX3/dfv36Nc+NxsZZl/T8DK/I6C9/3Ub+Izk/ss8AxhNPBL7a0+Jr3aYziJi+4lbAznB67YJ8Ll8mXY9B+ACeO3cNp9uOv9FsQGhp//W1gfsaGPYg7nD2AwTyAGOcgLlHB5xyN/f79u1Jq1eS1Uql8+fLl06dP+/v7x8fHr169Iq2E5A6IvM5iNBp9/vz5xYsXzWbzr7MliqIHmB4z5gzDc37ay2n0p8+Fd0bXdRNi/9iF3EYf+VDT2UXbibs8v50z7IfZoRYVocXL6+3/K9JOKtJH9cePH3t7e6smr47jvHv37ujoiHs8zp74f0XkdRaj0ejjx49KqVqt9ubNm1wuV6/Xc7lcLpcrFAqlUqlcLlcqlUqlUi6X9/f3K4Y4ODgoFAq5XG5/f79cLhcKhUKhUKlUqlMol8swGL9frVYty6rVaqbs1+1hq2bYXygU8vl8oVAol8uwvFqtPsD4F4vFUqkE83Sm2TkDXC/+tlKplEqlfD7/APYXi0UMlGVZlmUdHBxUKpVarZbL5arV6uHhYbFYfPv2baFQWEHvlYhc1/3w4QMRcTMzPb9C5PU+8TzPsiyk7iMTWynFdQSCsNx8+/bt9+/frKr4YvZB30uJyOtCIKJAyxDCrmu0FLsZgvBXUE0DkF9MM6vplpU7D6DI6yy4t1MYhvx4EZEnCCsAywSy3yIteW6lEHldCGFck+O6Lm8WoUuTICw9QRBwqgzFKkGrJxd3HkCR11lMCwX4grAC0J8FflBbCQ6IvN4PGBykZOKcVOSvmLZLEB6IMa8C73CmjXpoRF4XAp8yrQ/ZCq7ewmrix3XJ7MyuplyIvC4EzmBH3jXqmpANLghLj+5S8Nee55melw+NyGuiwcqP3pF60ZRpu+aFtAOyXNfFnrKvnYDNPx0MBqaN/TfQuYMvQd8uj+L1FTfON5fvSVppJr9LoRsL6+D19TUfBWTKzmVF5DXRYNJiYiA927btTqdj2q554bndbrd5buti5Ps+NAglLqbtnRc2uN/v+1p2c6fTsW2bLxM3zqBsEVGv14N5GOfz83Oew2EYcvtnFHGasnNZEXlNNOwijUYjtI+MUpXggjl8enqqKymmdBRF6NYI0rX1R1qzKCI6OTmJtBcLIrq+vuZqJYOOOVvIef5BENi2jdJ4KO/FxQVXr5qyc1kReU00FO+6sovUbrcvLy9N2zUvsBld+n3fh3/HzxAWDPSyg6Nn2t55IaLhcOi6LnxVbpx8eXnJfrp+40zZeXV1hREm7ZwSAHfVdV2Oz6TouUoLIq+JhuJIZRiG/X7/rye5Jg3WGnaUiKjT6bBnx5Xp6bou3ebbxfU3Nzf9fh+RTbPyCnv43CeUVPm+Pya4g8EAQmzKzmVF5DXR6PuwrVYLInV+fm7arnmB5c1mk10k9l7b7TYuDVMdPqxpe+eF/Vb8G4YhFhJENnu9HisX7qApO23bRsdhbGexSfga6dgsvgbtXFZEXhMNEbmuy00kiejs7Gx7e9u0XfPC7ja7sUqp3d1dHEydzWaVUpjq6fKe2ODhcMgXsr6+vr29fXZ2xjer2+1iXTFlJ6QziqJms7mzs4N2Vk+ePFFK7e3tcVJqEASQWlN2Lisir4lG9zgwVTzPU0qZtusfIC0lCF8opXSvXKn/PUspys3iLUc2HleklEJSBAcHcNWm7CSiTqeDJAfHcZ49exbFDTEcx2HjGVN2Lisir4mGiPiQQXiCmUwmiiKlFL6FD0Xx7oppeydwu6dyJpPhxwiSBMtTFBwgIrx0w3j45r7vr62tjUYj7hqF7SOD8hrFqa9RFPFQcz1VEASZTIajwwg9OY7jxccGUxy3NWh/qhF5TTT69gh8kGw267ou5gneQzmT8erqyrS9E5gor71ejxNd19fXE7s2TAPe69ramm3b+uJHWnAZzdLwmwZNnSivCBk7jrO5udntdr1bR23W63Vuti9Bgzsj8ppouKUbh18xQ/AvyoGIyPO8xKblT5TX3d1dxAEzmQwu7fT0NEV5l0R0cnKCNwkIEJw+nFmN+8WnLZkNekyUVzxUrVbr0aNHWAlarRZXfPT7/VKpBM1FsodB+1ONyGuiobiocTgcXl5eYjK0Wq2bmxsOnMETMT6NpzEtOMB77s+fP8dP0yWvFxcXGxsbFAeU9eL6TqfDrx3G83knyivFSVovX77kvbharYZbQET5fJ4vR/Jh74zIa6JBLxgEWDE9cGAXtqoRLON3vRTJK5f5ohEBpn2KXkJxUZubm9xIwXVdVMTyDiS6p6PVqUFTJ8orN39QSqG12/HxcbVaheWNRuPr16+u6yK+LNP8zoi8JhpMY9d1EZ3Ut3rxteu6CW/4Ns17HQwGWB7CMNzd3U1XP1BcjlIKYmrbtl4je35+znmvWCANmjpRXvlDfHJ0dHR8fJzP54vFomVZ79+/Z+MTG3RKBSKviYb7ELOeQmexYcJqC4W9uLgwbe8EJsortuOiKEKwMpPJ2LadouAAZ5jhojgCoJTSj/xB+NVgx6xourziQcpms6gGPDw8PDo64ocN7i2+TeZbUSoQeU00PA14F4JzSNvt9ubmJmYv71abtncCE+VV79fHOgUVSAVEhD41SineYecMMyJyXZdzYxMor7w8cDWd7/uWZXFXNop3UxGZNWh/qhF5TTR8ZhfirTs7O81mM4qiIAiw8761tYVTjIbDYQK9P9LavGLqImqslNrZ2Xn8+LFS6unTpxT746btnRdumXpzc7O1tYUrSubygFF1HGdjY0NpZLNZ0vpDmq0uW1ZEXhONPuKO4/R6vbEOqq1WS+9ObdrecXg/vd/vYyb//PkTn4RhiE+Q+tNoNEwb+w/wgPu+jzArbodpu8ZBWy9IZ6PR0B8n3IjRaCQ9BxbHbd2s1+sir0kBm1qcekVxHzzHcVhn4fd1u91ut2va3nF46mKG8/vyYDBApJivK139XjHa+hUFQeA4jmm7xmHb9DMjeBcOxvOP+v2+aXuXDZHXRMPDDRcPW+1RnMre7XY5ppnM20Fx9hUiyNjqQdQS6M1eU7TTvj0DAAABdUlEQVSFoo/5aDRK7EnAONiCtNpW2IxbgNtxfX3tui4eJNP2Lhu3JVXkNUGQlpVFRCiy1J2RwWCAREVKpPdB2l6c3hSciMIw5B05XiRM2zsvUKtGo+F5nn7olmm7xsGQ4jQaNK8YDod8PIyel2K8/GEpgZ6KvCYUjDDeQxHHRMiPA396tXgyX055JcAEtm2by5y4H03qpjdnC+BecPjbtF3jYOnSD8SkOB8OESde/GRraxHUbzGPtoq8PhDsGQH4GpjbOOKb4sT1ZL6cwma8PusrAZaKMAw9z8M8j6IomTvvEyEiJGzA78ZZ6wkcf8dxuM611+v5vq8X72JJQIgpXWUdaYFuea8irwkCg4xWWJBaeCK84QupxTxPYGIW4hWsp/qZ1ew3gXRVB2G0uXEqxakRpu0ah1sf6O2v6M9T0PE7UXyzhHsEYy7yKgiCcM/8q6qOy6sgCIJwv4i8CoIgLASRV0EQhIUg8ioIgrAQRF4FQRAWwn/CQ7QPehMdFAAAAABJRU5ErkJggg==
A、(备选图片中的第一个)
B、(备选图片中的第二个)
C、(备选图片中的第三个)
D、(备选图片中的第四个)
2、请从所给的四个选项中,选择最适合的一个填入问号处,使之呈现一定的规律性。
http://www.zzxingce.com/xingce/tiku/remen/20140427/data:image/png;base64,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
A、(备选图片中的第一个)
B、(备选图片中的第二个)
C、(备选图片中的第三个)
D、(备选图片中的第四个)
3、请从所给的四个选项中,选择最适合的一个填入问号处,使之呈现一定的规律性。
http://www.zzxingce.com/xingce/tiku/remen/20140427/data:image/png;base64,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
A、
http://www.zzxingce.com/xingce/tiku/remen/20140427/data:image/png;base64,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
B、
http://www.zzxingce.com/xingce/tiku/remen/20140427/data:image/png;base64,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
C、
http://www.zzxingce.com/xingce/tiku/remen/20140427/data:image/png;base64,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
D、
http://www.zzxingce.com/xingce/tiku/remen/20140427/data:image/png;base64,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
4、把下面的六个图形分为两类,使每一类图形都有各自的共同性质或规律,分类正确的一项是( )。
http://www.zzxingce.com/xingce/tiku/remen/20140427/data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAesAAABLCAIAAADf+jisAAAgAElEQVR4nO2daVBUx/r/U3Xrd9/csnJvJaZSt1J1695cy6tRVAj7DrKIMIAsyrDIIqBINIgLKhFwQ0VUTIQEMW4oaACRTZAdhkUYdpBtGPadGWAYGBjg9P9F/+nqOSyCS5gZzueFNZzpOXb36fPtp59+uvszQEFBQUEhmXy22hmgoKCgoHhP/r+CEwQxS0FBQUEhIYgoOPqbgoKCgkJSoBScgoKCQlKhFJyCgoJCUqEUnIKCgkJS+VAFJwiCIIiPlx8xZY0Uc/ms8S6fag/vB1VvJD68Nlag4LD2YcrZ2dmenp6yOcrLywcGBtCt0N0k9IHBPMNScDic8vLyysrK2trakpKSzs5OeB0VjcBY3Wx/IvDSTU1NsViskpKSurq6srKy6upqHo9HSjM7OytlVYE/666urtLSUiaTWV5eXlZWhpo93gCkrPjvAWwDeKvo6emB9cZkMisqKvr7+2FK6X53wJwekkSDx+PV1tYWFRWVlZUxmUwWizU5OQmwelv+/Vem4OjlrK2tjY6OzsnJaW9vb21tff369dOnT9va2oBUKBrKfHd3d3R0dHZ2Nuylampqnj9/XllZCaSimMsHyXdWVlZcXFxVVVVZWVl9fX1qamp8fDyXywXzujTpMNLxNg8AqK6ufvbsWV5eHpvN7ujoyMzMjI6Ohs0eADAzM4NqYNVyvNrg7wVSrpqamujoaCaTOTQ0NDAwkJaW9vjxYxaLBaSxv58Psnrhh4mJifj4+BcvXtTX1/f19RUUFERFRaWmpk5NTaGUy6+TFSj4zMzMzMwMAODt27eFhYUjIyMsFsvf3//BgwcAgKGhofz8/KamJjzfEv14Ojo6cnNze3t729vbnzx5cubMmbt37/b391dVVZWXl8M0a8fsEggERUVFDQ0NTU1NDx48SE1NDQ0NbW5u7unpyc3NhSbVe1gQ4g8qTl1dXUlJCRxzDA8P+/r61tfXDw0NFRYWNjY2AgBmZ2enp6elrPjvAawBqBUAgJqampKSkpGRkfDw8IMHD3p5eaWlpXE4HAaD0djYCBNLa70RBDE9PQ3mevfZ2dnh4eG8vDzY63M4nKysrIqKCh6P9/bt2/z8/ImJCbBCF+XK/OAEQfT390dGRvL5fADA2NjYmTNnDh8+DL/t6el58uQJn88n9cCSCJ/Pj42NbWtrGxsbO3/+fGlpaX19/Xfffffzzz/PzMzExsa2tLSgxFJjci4ILFp1dXV8fDwAICUl5eTJk+Pj4wcOHHBycgIAMJnM5ORklFjKRBy+gT09Pc+ePYOjjdnZ2SdPnmzbti07OxsA0N7eHhMTMzIyAgCYmZmRaKvlo4D8BgRBDA8PP3nyZHx8XCAQ3Lp16969e/Hx8bC/HxwcjIyMHBsbk/rXBxYQdmnp6emFhYUAgN7eXh8fn6ysLFT25OTkN2/erPT+K57JLC8vr66uBnM97Z07d7y9vdEdioqKmpubATailFDa29sZDAYAgMvlHjt2rKSkBABgaGh45coVAEB1dXVFRQVKLN1NEAAgFArz8vLa29vh54mJiZ6eHg8Pj4iICADA2NhYbm4uh8OBiaVJwZEXBRrg8GJ9fX1cXBydTs/MzIRXGAwGm80Ga8CruxyQWgEAKioqoNdxeHj45cuXdXV1sBUBAAiCKC4ubm5ulu4aw53gExMT2dnZcBh3+vRpZ2fnysrKN2/eQNN7aGgoMzNzamrqE/rBAQAlJSWosQIAQkJCoIJDWCwWlDbS0k+Jo6mpqaysDAAgFAqFQiEAIC4uztHRsbOzEwDQ2NgIv8Wdv6ua308Lj8dLT08XCoWwmA0NDZGRkcePH0cDkaKiItgqwFxVSE2FwIKUlpY2NDQAADo7O+Pj49lstqOjY05ODkxTUVHx9u1bQCn4vBooKCiAHgOBQFBYWMhgMM6ePRscHAwlvqWlBfWL0gpeG4ODgwwGY3Z2tr+/X0tLKzw8vK2tzc/P7/bt2wCAycnJvLw8gUCwoia0YgWHM6foYkhIyMmTJ9G3tbW1NTU1QPJtcDabDUc0yIdw9uxZVPDGxsby8nJCSkMv5jM+Pp6bmwtth+npaS6XOzo6GhoaamhoCIMxCgsLYd8GpK5CYFnKysqgRj98+PD58+d1dXU0Gu3+/ftQgCorK6G+S1nZ3w98cqi0tBTOjSFVqqmp2bp1a1paGgCgvr4eH8tKJciLAgAYGRnJzc0FAJSWlqqpqbW2tgIAMjIy9PT0hoaG4EgXBqUsnxV7UVpbWxMTE9EoKSwszMvLC36emJiIjY1FcUIS3Zr7+/tfvHgxPDwMACgqKnr16tXY2BgAoLu7WyAQZGRk1NbWwpR4AMYqZvhTU1xcXFBQQBDE7du3Y2JiAACxsbH/+te/+vr6urq6EhMTp6amYEopqwr4arDZ7JSUFD6fX1ZWVlJSkpWVtWvXrpCQkJycHC6XGx8f39fXB1Y4ByXFIO9Td3d3QkICACA9PT0kJAQAIBAItm7dGhUVNTMzExMT09vbC6S63giCQDEgAIDk5OT29nYOh2NmZsZkMgEAcXFxOjo6XC63trY2MzMTzrssnxUoOEwzPT2dlJQEh89jY2N+fn6urq4jIyMEQVRVVb1+/Rpa33BKR3IfzOzsLIPBKC8vb21tVVdXt7Oz8/Hx2bt375MnT7q6upKSkqCgS5NULU1PT09SUtLg4OCDBw+ePXvW3t4eHBx87969mZmZ3NxcaEmh2kDtVQqAbVggECQlJaFBWEdHh6mpaWpq6uTkZGlpaVZWFnzxJNpq+SgQGAAAoVCYlJTU2dmZmZkZGBjY29ubmpp66tQpLpdbU1OTmZm5FvxOeBnr6uqgQ/Lx48dhYWHNzc1+fn5xcXETExOJiYkdHR1ghaqyMgWHt56YmCgoKCgvLy8uLn758mVsbGxJSUlhYSGTyYRDAKjghGgsrQSBct7Q0JCcnBwcHHznzp3Q0NBr1669fPmSyWTiy1hWO7OfHPg0AQB9fX25ubksFqu8vJzBYFRXV3d0dBQVFZGGyUCKhAwv1NTUVFFREVyNAtdDJCcnMxiMyspKOP5Ag2XpKPt7AysNRSVNTEy8efOmpqamuro6JyfnzZs3ra2tlZWVTCYTjdukGFQVaGqQzWbn5+ez2eycnJycnJyampr29va8vLyenh74k08VDw7/ezitNzU1VV1dzWAw4JqivLy8+vp63PomJDw8A/lGWlpaKisrKysrYRh4fX29QCAAorUs3VIOHzos4MjISFlZWX5+/ps3bwoLCwsLC1FoAZDGmBxiLrQZmtjj4+NQhoqLi6E7pbGxEXZvsA0gw2WV872qIKcBqrfJycna2tri4mIGg1FSUsJgMBoaGiYnJ1HUihS/PgCLMUVto7e3t7i4uKioCL5H+OJeWCefRMHR3ZF7ZHp6emBgAPrgYQI0XpBoYwT1QEjHORxOb28v1G4gOlezFvzgsEmhAvL5/J6eHhgcDbDOTNIDkBYElgg2e3hlZmZmcHBwcHAQd1miNrNSP6b0QXKiomYD5WJwcBDJBR45vmrZ/cSQunb8PRodHe3t7YVrawB2zM4nVHBcuVZQCElDukv3ccHrSrrrbenSrZFXY/kspx6kta4IUcC8eAdSwecnnq/7i/1f1O6yFBQUFB8HkpcCiMZVL91j4fP/+FzC0iY5peAUFBQUHwfcVTIruk3VEqb0fEMbv7K0Z5JScAoKCoqPw2JOD+TuX1BplzCx3znBRik4BQUFxccBCSmbzY6JiXnw4EFMTAyM8oYsIceVlZVhYWFHjx49ceLE48eP4Von8K717ZSCU1BQUHw0+vr6fvrpJ3V1dX19fTs7O11dXW1tbXd39yV2gMnJyXF2dtbU1LS0tDQzM6PRaNra2tra2kFBQTD+bQlLfFEFR5FA82dUgeiGWwCLNsMd8Ev/xxQUEg3e2sG892V+ytXJ5WqwYCQGlAi4DzguI0DyI1LwknZ3d+/atcvExCQjI2NoaGh8fBzuIO/m5qagoHDx4kW4UQdiYmLCy8tr48aNZ86caWxsnJiYmJmZEQqFXC43Li5OTU3NzMysq6sLADA9PY0H9aJKW8oGRxfxKEVibs/yBcF/IukPhoJiQdBbhM9ZoQiExXydaweSMYfUY3p6GskIuggkuYcj2az9/f3W1tYnTpxYcK1pXl6eqampoaEh3H8bANDe3m5nZ2dlZVVQULDg/YeGhkxMTKysrHg8HkEQMI4erZaCaRZVcLxpAtE9f+Hvx8bG+vr6Ojs7u7u7eTze/FAYIMnPhoJiQXD5hldII841ruCofvAz56D9iKdBOk5aLCZZEKJLF8+cOWNjY4Pr7Cy2nh4AMDo66uvrKy8vn5GR0dbWpqioaGtrC3dYwisEQsytgra2tn78+DEQnSZ9tw0Or5BWCXO53MzMzMuXL9vb2xsZGcnIyOjo6MjIyOjp6R06dOjOnTtMJhMWgJi3AImCQmpArRotHF/Ci7LWII30kXoMDw/Hx8fj2zAACXeh4M86PT1dVla2vr4eYKsrCSymG/VhgYGBGzZs+Pbbb11cXMbHx/H0MAFScGJuy24PDw/8VAaA1epSNjh+USAQ3L9/X0NDQ15enk6nX758+eHDh7GxsQwGIyYm5uHDh9euXaPT6RoaGlZWVklJSSgrEv2EKChIvIeVvQY1HZYXd7e+fv1aT09vw4YNu3btunv37ujoKEqG71ggWaCWMDU15eLi4uPjg1+HxSfmvP+4GN65c+f48eNQvuEABaZHgxKSJe7p6XnixAmw0BBwKRscXYyLi6PRaFpaWj///DPsZBajrq7Oz89PQUHhwIED8BQbijXIGhEsgUBQUFBw7ty5ffv2HThwwN3d3c7OLiAgoLi4GG2hA1kjFYJA5RUKha9fv96/f7+KisqFCxfq6uqeP39uaGhoaGj422+/wcNFJbqHgznPyspSVlaGmw/j5jM+B0AsFCoOZRpNhiPLHeo+Sl9QUKClpQXvj7wj8A6foRsBbGYG5UAgENy4cUNOTi4oKAhW93Joamry9vZWVlZ+/vw5uricFaLiD3owEl2KFTHfybugEYo3Hmna3QkvF3ruU1NTr169srCwUFdXNzc3P3HixO+///7w4cNz5845ODhoa2sbGRmhg1AI0fV1C77JEgcuuwTmDsZdKBkZGXQ6XUVFxd/fnz13CB8AYGxsLDIyUkNDQ1lZ+fHjx6i1EPMAorUnbiAzNzs7+7///W9qairAXCJTU1MLbpSP3h2SNU1Kg4s7AMDV1RU/z3JhBSdEHfOTk5Pu7u6ysrLLPwkJz82zZ8/k5OTgwRxgzmMoucMlVDmkmpV6UNnR+A42j66urmPHjvn6+qJN4cX5ZXs/kCk0i21PyOPx3NzcFBUVr1+/3traOv9XHR0dly5d0tDQOHToEDy7hxCNyliwC5RE8JcCv15cXGxlZSUnJ3fhwgVURSTB6uvru3btmpKSEp1Oh9qH33b+fyFuNYaeKSx7VFSUtrY2PJqREHV8k8B7O7CIOUia421ra9u9e/etW7cAZm3DlGQvCn67Y8eO7dq1C51mu/xSoU6VyWSqqqr+9ttv6Obi9hiWCT6nLGUi9U6giiEhgxezsrK0tLScnZ1tbGzodHpjYyO8jipKOo7pQWYgku++vr59+/Y5OjrCgzER8xt2a2urg4PDzp07Ycr5Iv5nFeJjgg/I4BXSs66pqTl27Nj333/v5uYGTxZFyRYUmY6OjqCgIE1NTSsrq+TkZBSHhw/Z0X/66cu3MnDLBgAQEREhJyeHztddTCgILMpjsUIRczME8M/9+/d7eHigfcbxlGQbHPV44eHhGhoa0OuNzmtfTpFIJmp+fv62bduys7OB5Dsf8MYk0QVZEaipIWsrJCRkx44d169fn5mZ4fP5vr6+ysrK8fHxMD2ak1nVXH8cYMHRizQ2NmZvb79//34UQoAkBl/UBrAjCQ8cOGBiYgIjxnAvp4S2H1y4SV9VV1cfP35cQ0PD09MTrT9ELYdkeJI+d3R0BAYG6ujoWFtbJyYmzj9vQDwNglkMeOXo0aM6OjqDg4Ng8cAkXAYXe03w2964ccPc3HxoaAhgs74L2+DoakVFhZKSEuxMVuQ0mMXc8CiXkZGRurq6MIpIcl9sdIY0IRr6I/XgTbC5udnZ2dnQ0DAnJwdPEx0draqqeuLECfzYhz81l58GXJ0BACEhIdra2rCMeJeGmj1qGOgtHR0dpdPpAQEBQLROJFrBSZmHdreWlpaHhwe+dpyU7J39Vl9f35UrV3bu3GltbZ2cnExqQuJWY7BhoLEpMRd+c/DgQXNzczhruITN2t3dTQoQJAE9GQkJCerq6pWVlQAbl4Al/OAwnZ2dHfKar9RkQJ0t/HN4ePjSpUv/93//d/XqVSCx1mtdXZ2lpSWKrpHQUrwfqKSJiYlKSkqHDx+G5gAQrYeGhobdu3fr6enV1NSsTkY/AUiUCYJobGxUVlZ+9eoV/ApXarzNo3/R21teXo4mk8TTpbsi8PK2traeP3/e0NDw1KlTtbW1H+X+3d3doaGhxsbGrq6ueXl5KCZPDN+4WWwtLuq8uVzuzp07T58+vfQPLSwsVFRUFpvzh7dKS0vbunVrcnIymLfCBtUGWcGnp6evXLmipaXV2dkJ5gXnkyBEHTqEqFdIKBRGRUXBg95v3bqloKAAn7EYPgkSuNcbXjl58uTf/vY3JycntF5J/EvxfqDnCLAnNTY2FhAQICMjc+/evSV+Oz4+7uvrKycnFxERgV8XW+8ZXlLUzvHGDLBKuHjxorOzM55+CV8nBLUfV1dXFCwMJOEVWBC8WsbHxwMCAtatW/eXv/zF3Nz85s2bN2/ePH/+vL+/f0BAwKVLl65duxYQEODv7+/v7+/3Lvz9/a9duxYYGAg//Pzzz0eOHPn6668/++wzW1tbeIakRFQazGR7e7uCgsKvv/6KX8QnPwIDA3ft2rVnzx4Y5Y2nQS2KxWJpaWnB2cslIM9kslisv//97xcvXlwwcyTQfOv8+ZmioiIzMzM1NbXQ0FCYZs+ePefOnQMS9SRgzouKinR0dBISEvT19WNiYsDaUHA0TGOxWA4ODqamptXV1cu5Q3Jysr6+/unTp3HPnXj6MUnPcQlRFgqFZmZmiYmJ8M937oJCuklKSoqZmRlSIgm1wYm5OW0AwMjISFhY2NmzZ4OCgoKCgs6fP3/u3Dmo15cuXbKzs1u/fr22traBgYGent7OJdHT09PQ0Fi/fv3evXsDAwMDAgL8/PwuX75848aNgICAq1evQreyRFQaeu4ZGRlycnJwbSOaFIFpnj59qqqqymKxBgYG5OXlobmDrGFUvTo6On5+fu/8H0VscABAZGTkt99+W1xcPD/pfAXHDXBUvw0NDZ6enoqKiqdOnYK7akHi4uKsra3hlI6YQ2AxZAKBYPfu3dCndP/+fU1NTRgfJq3gKjY9PQ3bg6qqalJSUnl5eU5OTlZWVk5OTrYoubm5ubm58HpVVdUff/zx73//W1VVtaioiNTZiyfoxUOyOzU1VVFRERMTc+HCBT8/vyNHjvzvf/97/fo1fkrvcm4IaWpqUlNTy8/PX85vxZlZLERkiWTFxcV0Op3D4YyPj/P5/PElmZiY6Ovrc3JySktLW+yGkhK/i4/df/nlF1lZWRSmBamqqtq+fTtaKJOUlLRp06aioiKAtRmBQHD48OH9+/ejrWWXGOqRZzJdXV2dnJzQWik8Z4spOKrZ/v7+K1euKCoq2tvbV1VVod/CV5fFYhkaGuLXxRlUqOTkZBUVlba2NgDA6OioiYnJO8c1ks7k5CQs/qtXr9avX//1119v3bp1+/btmzZt2rhx4+bNm/83j82bN2/ZsmXz5s3wW1lZ2U2bNv3jH//Q0tKCfbY4j1pQ3tD7k5iYaGFhISsrq6+vb2VlderUKQUFhXXr1qmqqtrY2Dx79gwaSovtyoQPUmHK0dFRXV1dKRjAEaIhzHhZ8EJlZGTs379/wS36FkQgELi4uMTFxQHRMQr+QSIqjeSK8PPz09PT4/F48M/R0VFjY2PoIkcD01OnTmlpaaEQAACAp6enmpoa3IeWwCJZF0TEBp+cnFRXV4+NjV1pvgmCiIuLMzExMTY2zsjIWDCNUCh0dHSMjo5e6c3/fNBYZnx83Nzc/M6dO2CugaampmpoaHR3d69yFj8Z+Hvy66+/7tu3r66urqqqqqysrKysrKSkpKKigslklosCLzKZTJiMyWTW1dVlZGQYGBjAA0rE2YDCi9zW1rZv3z5lZeWLFy+WlpZOTEzA67GxsfLy8unp6devX5eRkXF0dGxqaoJfLVY0Uiyzq6sr/maJc4UsBjIwoVygeDPUXYG5yszIyLC1tZ2YmMD1Ha8NUq/J4/GcnJxg/aBYC3xZuaR0e6SdzsbGxhwcHNzc3GBndubMGXNzcxTVhn5ib29/+PBh+GdoaKiOjg4MByCWEfZGVnA1NbXExMTW1tbm5ubm5uampib4LwRdhJ+7u7sHBwezs7PNzc2//PLLc+fONTQ09Pb2trS04MkaGxtZLFZ9fb2BgQEMqxJ/YK2FhYVpaGjgm7LPzMxYW1sfP3589bL2yUEtJjw8/ENK2t3dbWFhgabEP07mPgEobwwGQ1NT08fHB+YZp6CgwNTUFDqyW1tbDx8+rKysvNipK/NdixwOR0tLCyrUrCSv6AGipcOjIwBWk1lZWXQ6HdqeJPN5vnwDAEZGRpydnV++fAn/RDEeeEqJ6PPQGAWVuqurS11dPTw8/OHDhxoaGiwWa3JycmxsjMfj8fl8Ho8nEAiampoMDAwiIiJycnK2b9+el5cH5kWyLoaIgs/MzMjKyqqqqlpYWJiamtJoNBqNZmpqam5uDs/+MZ1j3759Tk5OsrKyX3zxBRxEq6qq2tvb7927F6UxMzMjff7888/PnDnzyWvxA8CbI4fD0dfX/+OPP0hfMZlMRUVF+PbizUty38nFuHv37pEjRwA2cYdbBCgqA+2jRnKSslgsGo02Xw3FClSiurq6TZs2IQsDPW747du3b3V1dXEf4J07dxQVFWGgLiEKwOb24c8bGxvV1dULCwuB5IjRcsDLi4850tPT6XQ6vnUqSfeR25aYi5p3dnaGi8KWI1uSRWFh4bfffrtu3TpZWdmDBw/a2trSMWxtbd3c3DQ1NdevX79hw4aHDx+u6OYifnCBQKCjo5OWlsZms6H53NLSwmKxWCxWS0sLm81msVitra29vb1NTU2+vr7/+c9/XFxcGAzG4OBgb28vSjmf1tbWhoYGHR2dY8eOffwa+hjMbzGXL182MzNDm8zh4uXl5bV3714UWSg1SxBJIAUHos5i9ELCyASoU0KhkPQat7S0iLmCI5EdGRkxMzO7cOECvI5EFj30iYkJY2Pjp0+fAqypnD59mkajwY1SUX+G9+VIiRISEiwsLDgcDsB6/T+3rJ8EAjuUQCgUEnPux8zMTHt7e+guQAmQ+wV1b6ip8Pl8FxeXFy9ewNuK+bz3ioAFDAgI2LRpU1xcXHR0dFRU1NOnT6Mwnj9//uLFi40bN7q6uuL2+3IQUfCJiQldXV3Shg/zefnypbm5uYWFBWk/mndibW2NR8WKG3itweUb6enpYF6wMACgq6tLU1MzISEBADA1NSXp4+LFQAq+2KgZQUoA+zbxV3BUkNu3bxsZGU1NTeH9ExD1AFy/ft3Z2RlfEScUCo2NjeHMNiG6n8SM6Bajjo6OaIkHGh3/2aX9BKDnjo9XAAA5OTl0Oh0FnqGQB7x6Z7EY08HBQQcHB7h0BQCRobCkMzsXPu/k5BQUFLRYsujoaHNzc9jHv7+CT05OamhooMnG+W9sUVGRtbW1goJCSEgIvtnsEv8l+orP59vb2690jPAngHKOl8Lb29vd3R0lILnkAAC3bt3S0dEZHx8nRPffkSZwBQei3r3R0dFXr149efIkOjp6sU0wxF/BoYL09/dramrCAC+SJKGxPwCgsbFRUVERqgwqY0JCgpqaWk9PDxBdpYkrWlFR0Y4dO+A2T9LnIsB7bgAAj8eLjo62sLD45ptvnJyc/vjjD7R1Jb5cBVVgW1vbhQsX9u7d+9VXX1laWpaXlwPR8a5EQ2D7i1RXV3/33XdwOwrSOKy4uFhWVha5v99HwdHoxtHR8dChQ2hgiOqxq6vryJEj8vLyJ0+eROckkXrUJUQcANDR0aGtrQ23uBIr5mc7Pz9fTk6OyWQC0QaK/LwAAD6fb2JiEhYWBgDAJ82lCdyLgr9+sbGxOjo6srKyNjY28IOrqyubzQaivaCkKHhCQoKZmRna7WRBEYfpg4OD9fX1YUr4Wy6XS6PR4BQc6XWAzX5gYMDU1PT69esAM8ylZv90QjQ6pb+/38HBwczMzMXFRUVF5fz580pKSu7u7tDBQszzTdXX1+vq6tra2l6/fl1NTc3AwGDnzp0wplCaQG0pMDBQX18fmn2oXfH5/D179uBDtPdXcADAo0ePNm7ciG8IzuPxfvnlFyUlJRsbm9LSUpQn0mhoMSMUXY+Pjzc2Nl71FT2LVQ1+Hd+KCBUNOTpRieLi4rZs2QKjyt5pg0uivi/oB09KSpKXl79582ZLS8vk5OTw8HBVVZW3t7eNjQ1cOwfmCivmCo6eyI8//ohiudDFBV1GU1NTP/zww549e1D0LkEQP/30E8lDgn7C5/NtbGysra1hMBkhyqcv4p8BKgtBEP7+/paWllwut7S01MXFBQDAZrN1dHTu37+PUqJa5XK5NjY2fn5+0Ofm6emZmprKYDAUFBTgChfpgMAmrkdGRvT09B49egSwlvbgwQNNTU20XnelDYOs4A0NDV988QXa0TsxMVFXV9fAwODJkyfLGdfgj5PUWI8cOXL27NkVZe5TQIpSAqI7fgEAkpOT0bh4acbHx62srPz9/fGLpAeAakMSR4W4giM8PDwOHTpEusjj8ZSVlVGshQQpuJ2XqEoAAAvgSURBVEAgsLW1vX37NlheL9vf329tbW1paQmjUAAAv//+O+oAcBoaGoyNjY2MjOByMKkEf8GhMwquI09PT7ezs4P+k5s3b9JoNDTsQAZmaWmpiYkJDNWF0YTQQ+Xk5AR3wZMOCNFI+cjISCMjI2TIcjgcTU3NyMhIMM+Dt0zICj45OQln2DMzM11dXVVVVa9evbr889WA6BlCaLhUVVWlqqqKTPjVZYlJJD6fv2vXLtSBvZPq6mo9Pb3FzjAi7RktcWYXruCoYSUkJBgaGubm5qJkfD7/woULRkZG0I5As3liruCQsbExd3d3OCm9zAc0NTV17NgxGRkZPz8/NpsdHh5uamqKHxXW0NBw6dIlRUXFH3/8sb+/f/l3lkSQC4XH49FoNDiLlpeXZ2trC0ceQUFBdnZ2+BAWaYKKigpcdM7j8fbv3w/3fbSxsSHtjCYFICXk8/kGBgY3b96E169evUqj0fDA+cWCBRZjgd1lJycnaTTaV1995ePjw5473W6ZJiQhOk2B8kGn03/88UcgHrPMQqGwubm5tLS0DAMuLDxz5syXX34ZEBBw8+bNW7duBQUF3bp168aNGzdu3Lgpyo0bN27fvn3nzp0NGzZs3rzZwcHBysrK0tLSysrKwsLCxsbG3t7+9evX8H/EG64EQfKioGf6+++/q6qq7tmzh06n29jYaGho0Gg0fBUZ/IlEKDiMY3v8+DFYsmtHoM64sLDQzs5u586d27ZtU1BQuH37dkhIiK+vr6WlpZycnL6+fkpKCvyJVM6RIGbnAAA8evRIW1u7tLQ0KyvL0dGRz+enp6fDXeHAvIgAgUBAp9PNzc27u7vHx8cPHz789OnTwMBATU3N5YyAJQVYXnz6+t69e6amplNTU8PDwwYGBmgvAbDkyT6LQd6bEP44OztbRkYGnq9GiO4Z+07wKSB425iYGHV1dTiWFIemPDo6evbsWX19fQsLC2NjYzMzM3Nz8z179mhra//1r3+Vl5fX0tJSV1dXU1NTUVGxt7f39vb29vY+Joq3t7eXl9eJEyd8fHw+//xzOTk5Ly8vDw+PgwcPuru7nz17Njw8HO2YLDUKjl4/NpsNv/X394+JiUGHkuATnmKu4DCT09PTlpaWJ0+eXP4P0XOcnZ1tbGy0tbXdvHnz8ePHjx8/fuTIkeDg4KKiIrSMgJCWwMHFgNWIyhgSEqKsrKysrLx161YTExMVFZW7d+/iiXFjsa+vz8HB4fvvv3d3d9+xY8c///lPAwMD6IuTuJdlMYh55zd1dnaamZlVVla+efNGQ0MDdleE6DT48u9P3tkKKeyNGzcMDAxQmNQyewYCO0IC3rOhoWHbtm1wKQTJMF8tpqenh4eH+/v7h4aGhoaGBgYGBgcHx8fHfXx8DA0N4efR0VEOh4Ovp1+C4OBgW1vbBb/Cn5zEgSs42stpsb4cybdkeVEAAFeuXMGXbr0TtEIVADA7O2tvb4+O814wmRTb4LjuoDJWVVV5eHhs2bIlMDAQ7cyHp8HNdqFQGBcX5+/vv337dk9PT/x8slUq00cG943AIvN4PBMTk/v37//666+2trakEImVBpuKKDhey5OTk/v27Ttw4AD00SCzeunbEVjAEACgsbFRV1c3MDCQEGXl9fDJ6ezs1NPTWzDYcYkMo5AyAwOD8PBwdJ3UrMW21IsBc0vyg88fXZHKhTdWMKfgcGcr8QTmE56hA3c/x4uz2CNDo1IAQEtLi4aGBj4Rgj96QnrXCiDwoB1U0qKiIhiLAiHJ94JSdfDgQbiATso6PDyeDUmrkZFRWFjYvXv3nJyccGklvUHLgexFweFwOA4ODjo6OmgyHTfV8UcC5q3mAAAUFBTs3LnT09MT/+2qt2ZibtCHMgz/9PLycnR0XP77RqroqKgoJSUluGch6YFJFni1REREkGJR8FLjBSS1P6huzc3N0MsptrWBnv6BAwdQ/CjekvEC4k4kdP306dP29vb4ybxAijwA701GRoadnR2fzweLRGeR4PF4zs7O0CO80qk8iSMvL++f//znoUOHPDw81q1bl5mZ+SF3W0rBAQDDw8Oenp66urrR0dH4cfUEZovNr24ul3vz5s2tW7deu3YN3V9Mutb59hEAoLCwUF5efkXrwXAVg5plZ2cXGBgIJDZ2EIKr7b17944ePfret2ptbTU3N+/p6RFbBUcOn8LCwi1btsATGEhOEiTK87uuN2/eyMnJ4cHL4lnMP5/09HRoDy0z/dTU1IEDB6CCS/2oJSEhwdXV1cvLy9PT08fHZ7FItmWyqILjlfjgwQNdXV1TU9PU1NSlXcMDAwOPHz+G5yplZWWBuU2ExcchiL+E6LOLi8tPP/2EJ1jmrXDPfnZ29o4dO2BIhkTbEciIDgsL8/DwEAgEXC53aGiIw+EMDQ0NDw+Pjo7Co1VwOBwOl8vlzDEyMgK9KHAFrzg8+vkQ2PLIixcvqqurw9l7CNJxQtRrBD9XV1crKSnBRbnEIm6lNUtaWpq+vn5hYWFtbW3Vu6irq8vPzzc0NIQnYEj0u7McPu6K3KUUHN8hbGho6Pz58+rq6vr6+t7e3lFRUfn5+c3NzZ2dnVVVVVlZWc+fPz948KC8vLy2tnZoaCi+qQ0+cSEOzwY3wwEACQkJMjIy+NLK5eSQZIPDz0ePHv3hhx+AJJvheImioqK++eabPXv2uLm52djYWFpaWlpa0ul0Y2NjTU1NNTU1GLGjpqampaVlampqbW1tYWGxd+9eOp3u6uqqo6Pz/fffwyBx8VRwfH6JIAg/Pz9dXV1kU+MmJKlVlJaWKisre3h4wA1UccShha8uBEHU1NTs3r17165dcJNquL/0Ypibm8Njf6H1A8S1tXwiPrCkiyr47NxKRXzCob29PSIiwt3d3cjISEFBYffu3RYWFtra2oqKivv27Ttx4kR0dDR+XBCBeUVn5zaZ/JDsfji4thIEMTo6amRkhNaArbTpoOgL+Kv6+npZWVm4MEFCm+Asdtwqh8Px9/f//PPPbW1t09LSUlJSEhMTk5KSHj16dOnSJXiyLTzi9uLFi8+ePUtKSkpISEhJSUlJSaHRaOvXr//tt99IVSRWEAQhFApRs5ydnb1w4cLWrVsvX7682ELKjo6OU6dOKSkpBQcHk9bKryndWQz0yg8MDHR1dfX19XV2dnYtg9HRUbwaJdQAWg4ENr+9TJ/tEixlg6N5nvl1yuVym5qaqqqqKioqqqqqWlpa8HWbuIOC5K8QhzcZr7WIiAgdHR18U8flZ2/Bqa3Lly9bW1svOIcjKZAGItnZ2UZGRj4+PvhEyBJwOBwvLy8TE5OCggJ4BQ8SFyuIhfx72dnZFhYWKioqbm5uT58+zczMzMrKysrKioiIcHNzU1FR0dHRQUcJEqKeNArwYRO5pCgJqQTXRvDpbHBpBVYcWlbw6tUrGEH44Z0/MbdIITU1FZ6vKDWtsKGhYe/evdra2gwGA15BskXqklNSUuTl5d3d3SX6KFEej5eenu7n52dtbU2j0eTl5a2srIyNjY8dO5aamoo8hAQVeUKx2qxFBUc2F+7S+SidP/qt9BkRk5OTwcHBysrKoaGhyHuAW69CoTAgIEBGRgaPi5c4SB3SzMzM6Ogom80eHx9ferafgmJVWHMKjqxv3HE5P1DsPcCH5OLpNHhvULVkZ2fr6ura2Niw2WyA9VjNzc10Ot3MzKy4uBj9ZLVy+96gYi7mncRd3oBScAoxYM0pOGngj7+BHyi7uB9Gyt5tvGb6+vrc3Nzk5eXRGXsvXrxQVVX19vaGB4MAAODhmauT1w8AV3D8M2wwC3rzpexBU0gca1fBSQGO6D18bx1H1pmU2eC4WYp2R7l7966srOyVK1d8fX0VFRXhpvUomUSXneQKw8MG8M3lJb2YFNLBWlRw3EwmOU8+JLgHH2JL37tN8noDAEpLS3V1dWk0Gtq9CGADkVXK5scEbyFodEVFnlCIFWtOwSk+IuIQG0pBsZahFJyCgoJCUqEUnIKCgkJSoRScgoKCQlKhFJyCgoJCUvlstTNAQUFBQfGeUApOQUFBIan8P8SxMOc4SUhmAAAAAElFTkSuQmCC
A、①②④,③⑤⑥
B、①③④,②⑤⑥
C、①③⑤,②④⑥
D、①④⑤,②③⑥
5、请从所给的四个选项中,选择最适合的一个填入问号处,使之呈现一定的规律性。
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
A、备选答案如图所示
B、备选答案如图所示
C、备选答案如图所示
D、备选答案如图所示
       
        答案及详细解析
       
        1、中政行测在线备考平台解析:图中均含有直角元素。故答案为C。
2、中政行测在线备考平台解析:每个图形都有封闭区间,且每行包括两个直线图形,两个对称图形。故答案为C。
3、中政行测在线备考平台解析:三个外框一样的花瓶,里面的花其生长方向都是相同的,而且有两朵花时有叶子的,一朵没有。花盆有黑色,空白和阴影三种,每种各三个。故答案为A。
4、中政行测在线备考平台解析:本题是图形属性和数量的综合考查。1、3、4这三个图形都是对称图形,并且对称轴为2。2、5、6图形也为对称图形,但是对称轴数量都为1。故答案为B。
5、中政行测在线备考平台解析:考查数数和属性知识点,同时需要运用到这种解题方法。题干面的个数分别是2、3、4、(5),而图形的外在轮廓是六边形、五边形、四边形(三角形),所以答案为B。
       
               
                       
                               
                                       
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查看完整版本: 图形推理专项练习(4月27日)