[汇编与C语言关系]1.函数调用
对于以下程序:
int bar(int c, int d)
{
int e = c + d;
return e;
}
int foo(int a, int b)
{
return bar(a, b);
}
int main(void)
{
foo(, );
return ;
}
在编译时加上-g选项,用objdump反汇编时可以把C代码和汇编代码穿插起来显示:
aaarticlea/png;base64,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" alt="" />
反汇编的结果很长以下是截取要分析的部分:
aaarticlea/png;base64,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" alt="" />
aaarticlea/png;base64,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" alt="" />
aaarticlea/png;base64,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" alt="" />
整个程序的执行过程是main调用foo, foo调用bar, 用gdb跟踪程序的执行,直到bar函数中的int e = c + d;语句执行完毕准备返回时,这时在gdb中打印函数栈帧。
aaarticlea/png;base64,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" alt="" />
aaarticlea/png;base64,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" alt="" />
disassemble可以反汇编当前函数或者指定的函数,单独用disassemble是反汇编当前函数,如果disassemble后边跟函数名或地址则反汇编指定的函数。
s(step)命令可以一行代码一行代码的单步调试,而si命令可以一条指令一条指令的单步调试。bt 列出调用栈
info registers可以显示所有寄存器的当前值。在gdb中表示寄存器名时前面要加个$,例如p $esp命令查看esp寄存器的值(上图没有展示该命令),在上例中esp寄存器的值是0xbff1c3f4,所以x/20 $esp命令查看内存中从0xbff1c3f4地址开始的20个32位数。在执行程序时,操作系统为进程分配一块栈空间来存储函数栈帧,esp寄存器总是指向栈顶,,在x86平台上这个栈是从高地址向低地址增长的,每次调用一个函数都要分配一个栈帧来存储参数和局部变量,现在我们分析这些数据是怎么存储的,根据gdb的输出结果图示如下:
aaarticlea/png;base64,iVBORw0KGgoAAAANSUhEUgAAASkAAAFGCAIAAAC5Wf5aAAAgAElEQVR4nOy9d1hT2dqw73fmd13vnHnnnHfmnZkz4xTljGccdGbUUVFEcCxYQLAhAjYUpYgI0hTBQm8CIk3pvYYSeieUUEIPJPQSEkJPIRBS996/P9Z3cvGBQsbB8YD7/ouEtXdWIHf22ms963nWISgoKO+Cde+6Aygo7ymoeygo7wbUPRSUdwPqHgrKuwF1DwXl3YC6h4LybkDdQ0F5N6DuoaC8G1D3UFDeDah7KCjvBtQ9FJR3A+oeCsq7AXUPBeXdgLqHgvJuQN1DQXk3oO6hoLwbUPdQUN4NqHsoKO8G1D0UlHfD2nGvqqrqhx9+WPee8emnn77rPzzKG4K6t7pB3Vu9rDX3vvvuu9u3bz9e6zx69Mja2hp1b1Wz1tzbv39/T0/Pu+7LWweGYQaDgbq3qkHdW5Wg7q0BUPdWJah7awDUvVUJ6t4aAHVvVYK6twZA3VuVoO6tAVD3ViWoe2uAP8M9oVDI5/OlaQnDMAzDb9YGdQ9ldfFnuEej0ZqbmzkcDoIgEATNzMyw2Wzwq9HRURKJJDFzaGiIQCDMF5XBYPT09PB4PPAQhmEqlVpbW7v4VVD3UFYXb8U9DofT19fX3t5OIpFIJFJeXl5ERERVVRWJRGppaSksLMTj8RAEIQhCIBDi4uLm5ubYbDadTq+qqnrx4oXENARB2tvbExMT5+bmwEMIgurq6p4/f774RVH3UFYXb8U9NptNJpMbGhqwWGxAQEBkZGRoaGhQUFBERERZWVlxcXFTU5NYLEYQpLa2Nj4+HkGQtra27Ozs2tramJgYBoPR3d0NrpONjY2RkZEIgkAQJBKJEARpbW0NDw9f/KKoeyiri7c75qyoqAgMDGxsbGxsbExKSoqOjmYymeBXEASJxeKamprIyMiJiYmsrKyIiIi6ujpvb+/U1NTQ0FAajUaj0VJSUhwcHKqrqwsKCmpqang8HnBPoqIE1D2U1cXbda+kpMTf359MJpPJ5OTk5OjoaMl4cnZ2dmBgID4+3snJqby8PCQkxNvbOy4u7vHjxxEREYGBgUwms6+vLyYmxs7OrqCgIDAw0N/ff25urr6+3snJqaampri4mMViSV4LdQ9ldfG23JuamiKRSOnp6Z6enrGxsbGxsc+fPw8NDa2urq6vr2exWLOzsz09PREREY8fP87JyfH09HRwcIiIiAgKCmpqakpISBCLxWKxuKGhISoqCkGQ5ubmiIgIBEHq6uoePXpUXFyMxWKnpqYkr4i6h7K6eFvuNTU1xcfH19XVVVdXV1VVNTQ0gB9iYmKCgoImJydBs9ra2vDwcCBhWFgYgUCIiYlpaGiIjY2VnGeBe+j9HoK6tyZ4W+7h8fi0tDQ+n9/e3p6bm9vR0SExMDExEUxyIv+eaxGJRJWVlXFxcbW1tb6+vikpKS9fvgR3dE1NTZGRkTwer7y8HHVPAureGuCtu4fFYs3MzGJjYz08PGJjY6urq5OSkkAbkUhUUlLi6enZ2dmZl5cXFxeHx+NdXFxycnLy8vImJiZaWlowGIy7uzuZTM7Pz0fdk4C6twZ4W+5VVVWlpqby+XwcDhcYGFhfX5+WlpaXl4fH4xMTExEE4XA44F4uKiqKSCQWFRXFxsb29vaWl5fz+fyxsbGKiorg4OCYmBgMBkMmk2tqaua7x+PxJiYmuFzu/FdE3UNZRbxF99LS0gQCAZ1OHxwcRBBkeHi4srIyJCQkJCQEQRAGg1FRUYHD4WZmZhAEaWpqCggIwOFwZWVlFRUVmZmZoaGhBQUFNBqNw+F0d3cXFBSEhIR0dnYWFhYGBwcTCITc3Nzu7u75r4i6h7KKeFvu9ff3E4lEyX0dgiBcLre9vT0+Pr6oqGhx+5GRkfz8/NR/k5KSUlpaCpYQGAxGY2NjTU1NZWVlfX09+KG6urqioqKvr09yBtQ9lNXFn72PQZpo6TcDdQ9ldYHuIVqVoO6tAVD3ViWoe2sA1L1VCereGgB1b1WCurcGQN1blaDurQFQ91YlqHtrANS9VQnq3hoAdW9Vgrq3BkDdW5Wg7q0BUPdWJah7awDUvVUJ6t4aAHVvVYK6twZY3j0ikdjQ0CAQCOY/yePxyGRyVlZWTU3N2NhYe3t7ZmZmbW0thUKprKxMTEzMzc2l0+nLnpzH4zU1NWVkZAwMDCAIAkHQyMhIQUFBXFxcQkICHo+XZNFFEITP5xOJxNTU1N7e3sWnQt1DWV0s7567u/v9+/fnO4AgCJlMdnZ2NjIyio6OLioqsre3NzIyiouLKysre/To0aFDh1RVVUtKSpY+MwzDJBJJT09PQUEhOTkZQRCBQIDD4fT19a9evXrhwgVdXV0MBgMyecIw3NPTc+vWLTk5uZiYmMVnQ91DWV1I5Z6hoWFBQUFSUlJhYSGdThcKhXFxccbGxiUlJWw2OyIiwsjIqKKigsfjjY6ONjY2BgYG3rx5c757AoGgu7sbi8XGx8eDHbEIgrBYrOjoaFVVVR0dHeCeUCjs7u4uLy+fmJjo7u62sLDQ0tKanp5GEGR6ejopKUlVVVVLS+uV7lVWVm7atEleXr6lpYWz1pmenh4aGlq3bt0nn3yyYp8FlD8Xqdw7dOiQpaWlgYHB5cuXQ0JCiETi/fv31dXVfXx8kpKSbt26dfLkyYCAACKRCA7JysoyMjKSuAfDcFtb26NHj65evXrz5s1Hjx7h8XixWFxRUfHkyRNXV1djY2Pg3nzm5uZevnx59uzZyclJsVhMIBAePnzo4eFx69atV7pXUlLy5ZdfysjI3L9//+l7gKOj47p16z766KM/9gFAeWdI5d7hw4fz8/NnZmbCwsJu3boVERFhYmJy+PBhOzs7Pz+/S5cuHTx4EGSPBocscG9mZsbf3//SpUvNzc0CgYDJZE5OTtJoNF9fX29v75KSksXuicXitrY2CwsLBwcHkUg0OjoaGBjo4uKCx+Nf515eXt5//dd//eUvf/noo48+fg/47//+73Xr1v3lL3/5w58BlHeDVO6ZmJiMjIwgCEIgECwtLWNjY2NiYqysrLq6uhAEiYqKMjc37+/vlxyywD0KhWJnZ/fkyRNJAx6Pl5GRYWtrSyKRqqqqFrgHQdDAwICbm9udO3dAlaKCggIrK6vW1taGhoal3fv666/19PQs1jrm5ubGxsaoe6saqdy7e/fu+Pg4giBNTU2WlpZRUVG/y73+/n47OztnZ2dJg6GhITs7O01NzaSkJAcHh2PHjtnY2HR0dCAIAkEQlUr18fExNjYGF1I6ne7k5HTq1KmkpCQ3N7ejR49aWFi0t7cv6Cdw732ba0HdW71I5Z6GhkZ9fT2fz8/IyLhz505+fv7r3INhWCwWY7FYAwODwsJCsVgMw/DU1BS4TxseHhaLxVwul0wm+/j4aGtrX7ly5fjx45s3b1ZTU8vMzIRheHh4+Pnz5zdv3iwuLgZp4YeHh/38/EBjVVXVzZs3nzhxAoPBLOgn6h7K6kIq9/bt2+fm5hYdHW1qauro6Eij0WJjY62trYF70dHRFhYWwL3R0dG8vDwzM7NDhw5ZW1sXFRVNTU1BEFRSUmJgYODs7BwfH4/BYEApzKmpqampqdzcXD09vYiICC6Xy+fzk5KSdu7cqaOjExERERkZWVBQwGAwZmZmQOOSkpLr16+/fPlyfmZOAOoeyupiefcyMzOfPn3q7+9vZGTk7OwMJjNBandwE1hVVRUfHz8xMYEgCJlMdnBw0Pk37u7uIDnnzMxMaWmptbW1np6ek5NTS0uL5PxdXV0RERGglCyXy83MzNSZh7Oz8/w1+v7+/vDw8MrKysX9fHvuMZnMgoICSf3NpeHxeCAvMAgwmJ/FcAVB3VsDrJ2YsrfnHpFI3LNnz9jYmDSNGQzGo0ePLl++rKmpef78eTMzM7A+ubKg7q0BUPeWh0gk7tixo7KyMjMzMzs7GyTDFggEFAplsZACgaCvr4/NZrNYLAwGIyMj88oIuD8I6t4aAHVveYhE4vfff3/v3j19fX1tbW0rK6uxsbHJyUkfH5/FIQEIgvB4vNraWgwG4+HhoaWlNb9I4EqBurcGQN1bHiKR+M9//tPb23tubq65ufnMmTNxcXFTU1MBAQHp6emL27PZbG9vb01Nzd9++83NzU1SancFQd1bA6DuLQ+RSNy5cydYfpycnHR1dTU1NV2iPQRBMzMzdDo9Pj5eXl6+ra1tZfuDoO6tCVD3lodIJO7evRssokxNTXl5eRkZGUlz4OjoqKqq6iujcP4gqHt/Jm1tbZ2dnQu20f1xUPeWh0gkbtmyJSMjQygU9vX13bp16+nTp0KhkEqlgnAfCTAMc7lcKpXK4/G4XG5tba2iomJubu7K9gdB3ftz8fX1jYiIWPH5atS95SESiRs2bLC0tExLS/Px8blw4QKRSJycnHz27FlKSsr8lmKxeGBgwMnJKSoqKjw8/O7du5qammDlc2VB3XszGhsbm5ub8Xh8dnZ2c3Mz2PKWnZ1dU1PDZDIRBKFSqTgcLjMzs6CgoL+/H1zrUlNT8/LyQDhHW1tbbW1tfX19UVFRbW3t5OTkG3cGdW95BgcHTUxM4uPj9fX1jYyMcnJyEASZnJx8/vx5amrq/JZisZhGo9nY2IDAgCdPnpBIpJXtDAB17824ceOGjo6OqanpuXPndHV1vb29QVyxhoZGfn6+UCjMysq6ffu2jo7O2bNn7e3twXrS/fv33d3dQTXIe/funTp1ys7O7vbt21euXAGFzd+sM6h7qxLUvTfjxo0b58+fJxAIVCpVR0dHXV29oqJidHTUwMDA3d19cnKyt7eXSqUKBIKamhptbe34+HgYhhe4d/78eZBFxdHR8fHjx8PDw2/WmeXd6+7uJpFIQqFw/pNgBRmHw7W0tExNTfX29paVlRGJRDqd3tTUlJeXV1lZueBe6JXw+XwymVxaWgreAARBExMTeDw+JycnNze3ubkZVIQWi8VjY2M4HC4nJ4dAIIC/wgJQ91CW5caNG15eXmB4aWVlZW9vD1IouLu7Ozo6DgwMjI+PEwiEwsLC7OxsFRUVPz8/oVC4wD17e3uwZhsWFvbo0SMymfxmnXnDfC3d3d2urq66urovXrwoKSlxdHTU1dUNCQkpLi62sbFRUFA4ceKENPlaurq6DAwM9u7dK8kZgcPhdHV1z5w5c/LkyevXr2dnZ0MQNDY2FhwcfObMmbNnz167di0xMXHBdwGCuociBTdu3Hjx4sXs7CyCIDY2Nt7e3uBu3MvLy9HRsa2tLSIiQl9f//r163p6ej/++KOPjw+fz1/gnpubG4fDQRAkMjLy0aNHi7ezSYlU7hkbG1dUVBQUFFRXV09MTIhEooSEBGNj49LS0pmZmejoaJCvhc/nDw8P19TU+Pn53bhxY757QqGQQqGUlZXl5ubi8XgQijU9PR0XF3f8+HEtLS2Je2QyubCwcGxsjEwm37lzR0dHZ3p6uri4+MKFC8nJyRMTE35+fpqamiCv2XyAe3v37m1sbGStdZhM5sDAAOre72Vp90pKSq5evRoYGDg7Ozs+Pq6jo+Pt7f2O3Tty5Iipqam2traWllZUVFRHR8fDhw/Pnj0bFBSUmZlpZmZ2+vTpsLAwsPqMvCpfS2dnp6Ojo6ampqampoWFRWVlpVgsrq6utre3d3BweGW+Fh6PB651VCo1PDz8zJkzDAYDQRA8Hn/9+nUsFrugPXBPRkbmwYMHPu8Bzs7OqHu/l6Xdq6ystLS0dHFxKS8vj4+P379//7t378CBA1lZWRwO5+XLl0ZGRuHh4QYGBkpKSubm5q6urufPn9+/f//9+/dxOBw4ZIF7XC43MDBQW1ubQCAIBIKpqanx8fHR0VF/f393d/fi4uJX5mvp6Oiwtra2tbUdHx9/+vTppUuXwK9aW1tNTU2Dg4MX9DMvL+/DDz/84IMPPv744/95D/j73/+Ouvd7ef78eV5eHojyi4qKysjIADdT6enpiYmJdDq9uLj4/v375ubmQUFBVlZWmZmZQqEwMjISg8GAqQfwM1hvKC4ujouLo1Aob9YZqdy7ffs22ERXV1dnYWERFxf3u3JGgAwRjx8/ljTg8/nZ2dm2tratra2vzNdCpVK9vLwMDQ3BXI6Hh8fVq1fBb4lEopmZWWBg4IJ+FhcXf/755+vXr9fV1TVb65iamhoaGq5bt+7DDz98s388yjtHKvfMzc3Bpbm5udnKyioyMvJ3udfX12dra+vq6ippQKVSHz9+fOXKlYKCAm9vbzU1NQcHB3ALB8Pw6OhoQECAvr4+uJByOBx/f/8LFy6Ar6v6+nqQh3dBP9HcuCirC6nc09LSAun9srOz79y5k5OTs0S+FgiCsFisoaFhUVERBEEwDE9OTrq5uZmYmIyPj4vFYh6PRyKRnJ2dVVVVT58+raioKCMjo6ysjMFgYBgeHx9/+fLltWvXcnNzxWIxBEEikSgtLe3MmTNNTU1zc3Pp6ekXL16sq6tb0E/UPZTVhVTu7d2718vLKyMjw9LS8uHDhxQKZX6+lqioKEm+lsnJyaqqKjs7u+PHjzs4ONTU1LBYLAiC8vPzr1+/7u3tDRbuiETi9PT05OTk5ORkTk6Onp5eeHg4l8sVCASpqal79+7V09NLT0/HYrF4PJ7D4ZBIJCsrq3v37iUkJFhaWt67dw8MvueDuoeyuljeveTkZHt7e3d3dx0dHRsbm8bGRgRBcDhcZGQkWJcsLS0NCwsDywZEItHKyurEv7GzswO7tjkcTl5enqGh4blz5+7du1dfXy85P4lECggIqKioQBBkdnY2OTn5xDxsbGxAnEF9fb2pqen58+ednJzQWiioeysODMMwDL/y4YJfrRRrJ6bsP8Q9GIbn5uZaWlpKS0uLiorq6+sXhCWs1Kug7v1eeDze+Pj48PAwfRH9/f1tbW0gMHp6eprL5Q4MDNBotJGRETabPTIyMjo6ujic4w+CurfCiMXiwcFBPT09NTU1ZWXl06dPR0REgFJKKwjq3hswMTFRW1tbXFxcUlISHx+flpYGfi4pKUlOTvb29gbp81pbW1tbW728vMLCwrBYLJlMTk1Nzc3NXXyb8wdB3ZMKHo/X3t5eVlZWVlbW0tIClneEQuHIyMiCdCxisXhkZCQxMRF8a3p5eW3evJn1qgDUPwLq3hsAQRCYvePz+REREbm5uZ2dnQwGY/54ksvl1tfXp6SkPHz40M3NLSMjo7OzMzo6Ojs7m06nt7e302g0kUi0Iv1B3ZOKkZGRe/fugSjTixcvFhQUIAgyNTXl7++flpb2uqPEYnFra+t33303NDS0sv1B3XszaDTa+Pg4jUYLCgqKjIx0dHSsqKhgMpn9/f0gWHJkZKSysjI0NPTmzZt2dnbe3t4xMTFg72x0dLSNjU12draUmVqXBXVPKmZmZurr67lc7uTkpLu7u5qaGgRBk5OTHh4e8fHxrzwEhmEmk/ns2TNVVdUVTzeAuvdmREVFFRUVkUgkAoEwOTkZFRWVk5NTUlJib28P0h+DYQsGgzE2Nvbw8Kiuri4rK8vOzh4aGoqJicnPz1/B2wfUPakQCAT9/f01NTUVFRVhYWFbt25dOvsYDMMzMzNpaWkqKirL7ud4A1D33ozo6OiGhgYajZaYmEgkEoODgz08PJKTkx0dHfF4PIIg09PTZWVlDQ0NoaGhaWlpeXl5GRkZqampnZ2dCQkJpaWlK9gZ1L3lEYvF3d3dJiYm2traFy5cOHHihKys7BLZO0DWltzc3NOnT7/uqvgHQd17M4B7HA4Hj8eTyWQ3N7fAwMCurq7Q0FBQlWB4eLi/v7+uri4yMrKsrKytrW1oaCg/P7+xsTEpKQmshK0UqHvLMzs7m5KSoqSkND4+LhAICgsLt2zZMj09LRKJxsbGwO4KCTAM83i8oqKi06dPv3z5EpRSWvHVIdS9NyM6OrqwsLC8vByDwfT19UVHR/v6+gYGBt6/fx8UnBsZGcHhcI8fP3Zzc/Px8Xn48GFdXR0ej8/IyIiMjASL2ysF6t7ycLncnJwcdXX16urqqqoqGxsb4N4r0+OKxeKurq59+/apqqrm5eUVFBSUlpau+BLf23avv7+fTqf/kXub5uZmUIJq8a9gGCaTyQwG45W/fatER0cHBwcnJSURicSRkRGgEwaDuX37dlVVFWgzMTERFxdXVFQUFRWFxWLZbDadTgfzLqOjoyvYGdS95QHh3fb29rq6ujY2Nn5+fnp6erOzsxMTE66urrGxsfMbC4XChoaGg/M4c+aMZGfjCnbp7bknEAiMjY3T09P/SEbtixcvVlZWvnKSCYZhc3PzpKSkt1ElZmmioqIaGhqYTGZTU1N8fDzYAcTj8cLCwsD9HoIgo6OjpaWlL1++tLKywmAw4+Pjvb29Tk5Obm5u7e3tK5hlfHn3hoaG+vv7F6xpCIVCGo3W2NjY3d3NZrOpVGpjY2Nvb+/ExERnZ2d1dXVzczPIirE0AoFgYGCgvr5ektxldna2u7u7pqamsbHxd1Uy+A9ZW/9zWNq9ubk5IpFYVVVVU1MzOjoKQqL6+vrweHxVVRWBQJibm4NhuLa2dmBgoLW1lUAg9Pf3S65yZDL58OHD4EACgTA0NFRfX4/H44eGhlgsVnNzc1VVVU9PD4jzoFAodXV1lZWV4DMtuZT5+fl1dHSIRKLm5ua+vj4ikVhXV9fd3Q2yepWXlxsYGHR2dr6NWK0liIuLKysrGxsb6+npycjIqK+vHx0dHRsbe/bsGQ6Hg2FYJBIxGIzOzs7U1NSgoCAXF5ekpKTs7OyGhoYXL164u7uTyeQ/b33vlfla+vv7PTw8Lly44O3tXVZW5uzsrKmp+fz584KCAktLy127dh07dkyafC19fX23b9+Wk5OT7N/r6OiwsbGRl5dXVFTMzs6W/p2g7kl+hcViNTU1jx07pqqqam9vz2azmUymnp7e8ePHVVRUzp8/PzQ0BEHQhg0bLCwsTE1NL168aGRkRKFQgDkuLi52dnbgoiQrK2tnZ6ejo3PgwIG7d+/GxMTo6ekdOHDg0qVLoL2vr+/58+ePHTt2/Pjx+Qlkf/vtt4KCAj6fv3///tu3b9+5c+fChQtXr17t6OgQi8Wzs7PHjx8vKipa8dWXpcHj8ZmZmYWL8PHxIRAIYHaaQCAUFRXR6XQ2m11WVlZcXAwuDCwWKzs7u6KiYnHd1TdDKvfu3LnT0NBQW1tLJBKZTKZIJEpKSrp9+3ZpaSmXy42Njb116xYYYFCp1IqKimfPni3I1wJWLRsbG6urq4lEIpifmJ2dTUhIOHLkCMjFAlqOjIyUl5cHBwdfvXpV4p5IJBofH29qasLj8S0tLa/MNltZWblp06b3LV/LJ598suDvwGQyf/zxx+joaKFQODg4uG3btvLy8vLy8p9++qm3t1csFg8NDc3MzMAwvGHDBisrq9nZWT6fr6Gh4e/vD1aNVVRUEhMTwc+ysrKGhoYjIyMdHR0//vjj1atXBwYGhoaGdu3aBTaA19bWTk1NgY8E+OIDl7L57pmYmIyMjHC5XHV19YSEBBCcdePGjaCgoAUzVf9RgB1wb+/8Url37NgxY2NjVVVVDQ2NhISEvr4+e3t7TU3N8PDwoqIiKysrDQ2N2NhYyQVncb6Wvr4+Nzc3NTW1Y8eOGRkZ4XA4CILq6uocHR3t7OwW54woLy+/efMmcA+GYSqV+uzZM3V19aNHj+rp6eXn5y/uZ0lJyZdffikjI2Nra+u71nn27Jmrq+u6des++uijxX+H9evX4/F4AoFAIBC0tLTc3NyIRKKSklJoaGhlZWV3d7dIJALuVVZWghFUSEiIjo4Oi8VCEGTz5s0VFRVgSCkrKyu5Oh04cCAmJgYkO7l48WJYWBiHwxkbGwOj1qqqKhkZmebmZjB2ne9eRkYGMNnc3NzPzw+ELD9+/PjJkyfziwq/b0jlnoKCQnp6+vT0dEBAgKGhYVhY2LVr1+Tl5Y2MjOzs7NTV1ffs2WNqalpYWAgOWeAej8d7+fKlpqYmHo/n8/mTk5Ojo6MTExOBgYFOTk5FRUVLu8fn8xMTE0+ePFlaWioQCBgMxiuzkYJcSR988MHf/va3d51L5c/gdfla0tPTP/nkk7Nnz2poaGhoaKirq4eGhgqFwrS0tOvXrx85cuTixYs9PT1isXjDhg0NDQ3Avbi4uNOnT4Nb9A0bNtTW1krck7RRVlbOzs4Gkw26urrBwcFjY2Ourq4gi/PZs2c//vjjurq6xe4VFxcDe62trZ89ewbcc3Z2fvDgAZVK/R2f1rWFtPlawMcd5GuJj49/g3wtjx49kjQQCoV5eXkPHjxoaGhYnK8F+X/dGxkZcXV1NTExWbqfwL33LV/LYvcaGxu3bt1KoVDAuuLMzMzc3Nzs7CwYZ46NjSkqKgYGBvL5/A0bNoSGhs7NzfH5fBsbGxMTE3C3tmPHDsm1bmn3ampqdu7cWV1dDcLKf/jhh9raWindu3fvnrOz88rO2ksD/G/mP1zQZv5oE4RfL26w4MnFzyyLVO5ZWFiAv1dLS4uVlVVERMQb5Gtxc3OTNBgeHnZ0dLx582ZtbW1wcLCGhoanp+f84cd896hUqpOTk42NzdL9RHPjAkQi0blz5x4+fFhRUVFdXZ2amtrd3d3c3JySkoLH43E4nIqKSnJyskAg2LBhw4ULF0pLS7Ozs5WUlHJycoAhFy9eDA0NBTMKS7tXX19/4sSJrKwsIpEYGhr61VdfSekeBEE6OjpRUVFvY3Pj0szMzIyMjICRM4Igg4ODY2NjC1YyaTTaxMQEcAls8GMymRwORzLDSafTR0ZGJA9hGB4eHh4dHeXxeHNzc1JKKJV7ly5damtrEwqF+fn5pqammZmZvytfy/j4uIuLi5mZGZiDFggEJBLJ1tZWUVHx0KFDv/7669dff62oqAjCr8AZysrKbty4kZmZCUEQg8F4/vz5tWvXwFqtQCB45RoL6p4EOlMcvWkAACAASURBVJ1ubW2trKysrKxsZGTU29vb0tKiq6urrKx89OhRBwcHDocD7veCg4O1tbWPHj36/PlzSXh+eHi4sbExk8mEYVhbWxssFSAIYmpqCu4aEARxdHTMyMiYmZkJCgq6fPmyoaHhixcvTp06RSaTwefY2Ni4trZWIBAYGhrW19eDEWxAQEBSUhKLxRofH1dRUamurl6p+XrpaW5uBnMWCIIIhUJXV9fU1NQFn6jg4ODs7Gw+nw/DcH5+fmZmJh6Pr6ioGBkZAQ2Sk5MxGAybzQaawTAcFhYWGRnZ1NTU0tICsncui1TuycnJPX/+vLS09P79+/fu3evv74+JiXllvhYWi9XS0uLq6nrq1Clvb28ikcjhcCAIysrKunz5clBQEB6PLy8vb29vZ7PZ4+Pj4+PjWVlZ169fDwsLA19F09PTRCLR19f35MmTbm5uzc3NbDYbh8Pp6Oj4+vqCP8ErK7mi7v1eNmzYQCKRFgevjI6OHj58uLu7e8W3/EpITEx88ODB4ODgWzr/65iYmEhLS8Pj8T09PVNTU/39/S9evCgrK5uYmOjv75+ampqbm2MwGC9fvsRgMGBCuKysrLGxEWQzKSoqmpubA+m80tPTe3p66HQ6+PqIiopyc3OLiYnJzs6WphIJIo170dHRVlZWjx8/VlVVNTExAQnCCgsLg4KCwLa0/Px8f39/MGJsbGw0MjLa+2/MzMyAn9PT01gsVkdH5/Dhw8bGxiB2DtDa2urp6VlcXAwekslkMzMzyRn09fXb29tnZ2cLCgouX7586NChmzdvlpWVLe7nG7gnFounpqbANF1bWxtYugAVm0kkUn19PZlMXvAdJhaLJycnGxoawFcgBEEsFotIJBIIhNbWVpC0BkEQoVDY09PT0NBQV1fX2tq6xD8DgiA2mw3O0N7eLuXm6LfqHoIgnp6e+fn5b6NSPIIgMAw7ODhUVFS8pfMvQWxsrLu7e0pKyr1797KysjIyMkJCQtLT0/Pz862srLBY7ODgYHl5uampqaWlJYg4S0tLKywspFAo6enpycnJAwMDsbGx2trazs7OT548efHiBQgpAZseampqSCTSio05Vwtv4N7ExMTz588PHz6sqKiooqLi6ekJ5iQyMzNPnjyppKSkoaERHx8/f1jPYrF8fHw2bNjg7e2NIMj09HRwcPDhw4f3799/7Ngxe3t7cPWempoyMzM7ePDgnj17lJWVnzx58soNl2DHQ2hoqLKysqKiopqaWnx8vDRXmxVx79SpU/PDWebD4/EkA6oVB4bhqampFU9/Ig1gHwOCILGxsTgcrri4WPJpSUhIAFsZBAKBm5tbdHR0R0dHfn6+s7Ozq6trcnJyVVVVc3MzlUpNTU21sLDA4XDp6enW1tYvXrzIysqKi4tLSEh48uRJcnKylAPp99o9AoEgLy8PVnsxGIy8vDyBQCCTyWfOnPH19WUymbGxsYqKipKhkVAorK+vP3z4sKqqKnCvp6dn+/bt4eHhc3NzRUVFP//8M7ik8/n8jo4OBoPBYDCSkpI2bNjQ1dUFw/Ds7CyZTG5oaAABBhAE9fb2ysjIgBKKmZmZ//rXv0D2t6VB6xC9GeHh4SUlJZOTky9evIiNje3q6hoZGQFfi/Hx8TU1NQiC9PX12djYWFlZ4XA4JpNZU1OTk5PT3d1NpVJDQ0OzsrISExPnu1dSUiIQCJKTk3Nzc7FYrGQEtyzvtXs1NTX79+9vbm4WiUR1dXVqamrFxcWlpaW7du0Cc989PT0XLlwAObDBXJaDg4ODg4OBgQFwr7u7e9u2bfX19SKRqLOz8/DhwyCdBIIgQqGwv7+fQCBERUUdOXJkbGxsbm4Og8GcPn1aSUlJRUXF19eXw+Hk5+d/9913YEabzWZv3759QXD2K0HdezP8/PwCAgLA+lZhYSGDwcjKympoaODz+cA9GIbLy8ttbW1TU1NLSkoIBEJubq6zs3NQUFBiYmJRURGNRktPT1/sXkZGRnFxMRaLLSoqkrIz77V7vb29xsbGtra2JSUlrq6u2traVCoVFKABDahUqqmpKchmD7bDXr58GdQMBO6Njo7evn3b0tKyrKwMpIeQxLsxmcwHDx4oKCjs2LEjODiYz+f39PTs2LEDzO83Njbu2rWrvr6+vLz8u+++GxsbgyBoYGDghx9+sLe3X7bnqHtvxvwxJ0gSW15ejsVi6XQ6cG92draxsfHp06fV1dVdXV2FhYW1tbWxsbF4PL62tjYhIaG9vR24V1xcnJKSAtzj8XgZGRklJSXp6emSL99leX/dA8nqX758KScnt2PHDiUlpaCgoJGRkaioqIMHD4I2NBrNwsLCwcFBLBZ3dnYaGRkVFBQMDw8D92AYnp6ejo6OlpOT+/XXX/fu3evt7S2Zm4EgaHp6mkKhvHz5cufOnSQSCYPBbN26lUgkEonEmpqaixcv+vn5jY2NKSkp2dvb19bWenp6fv7557a2ttJ0HnXvDQB7iJB57rFYLDqdPjs7C9wbGBgAHkq2FCEIkpaWFhISEh4e3tDQMDs7m5GRYW1tHRsbGxMT8/jxYzBNisFgcDgcBoNB3VsekUhUXFysoKBQUlLC4XByc3OPHz+emZmZmpoqLy8P1oIpFIqhoeGzZ884HE5sbOzRo0ebmpoKCws1NDSsrKwGBgYaGxu3b9+em5vL5XKrqqoOHDiweO/F2NiYiopKcHBwaGjoZ599dvLkyZMnT6qqqqqpqcXExAiFwpqaGk1NTSUlJUNDw6NHj/r5+S3bedS9NyM0NLSkpGRqaurly5dgZgUgEoni4+MlRT7i4+PBVloYhjkcTkFBgbm5eVpa2sTERHd3d1lZ2dOnT729vXE4XH5+fkNDA9geUV9fn56eXltbi85zLsPs7GxsbKyCggKTyRSLxSQSSVdX18/Pr7a2dt++feAmsLGxUU1NraCggMFgeHt77969e//+/bt37/7yyy9lZWUfPnyYk5MjKysLZk0oFMqVK1c8PDxgGAZxp0KhUCAQkMnkgwcPJiQkFBYW7t+/HwRMQBDE5XLB6i2XyxUKhSAFKLh7XLbzqHtvhr+/f0BAQE5OjpOTE5hZEYlELBartbU1Pj5eUjk9JiamrKwMRIpXVVUlJiZGRUWlpKQkJSWVlpZOTk6mpKQUFRXxeLzp6emOjg6Q6rOvry84ODg9PZ0lXTrW99c9kUhUUVGhpKQUEBBQU1MTGBioqqpaUlJCoVBMTU3v3r1bUVHh6up67tw5NpstFovBf2JsbKylpeXKlSsODg5MJpNIJO7du9fHx6euri4qKuq3337Ly8sTi8UUCsXPz6+0tLSwsNDW1vbAgQN0On1sbOzUqVNubm4NDQ2NjY05OTkDAwN8Pr+wsBCHw+Xl5RkYGNy4cUOab03UvTejsbERRG+Pjo6C4FU2m11eXm5vb19cXAxCdhAEKSgowOPxDQ0N2dnZHR0d4Pnu7m5vb++4uLjJyUkcDldfXz82NlZXV9fY2CjZJg7SvYA17WVZxr2xsbHFeTtEItHExERXVxeVSp2ZmRkfH+/q6qLRaCwWa2hoqL29vaenR5qwGrCpr7OzU9L1ubk5KpVKIpG6urokkX4ikWhycrKjo4NIJPb09LzuS+UN5lpYLFZCQsLJkyf37t175syZ2NhYkUgkFArb29uvX7++f//+mzdvgjzh8xkfH3d0dIyJiUEQBIz+T506tWfPHlVV1ZCQEJFIBNzT1dXdt2/fvn379PX1wT0GmAs1NDRUUFD47bff7ty5Q6FQuFyuq6vrvn37lJSUHj58KM1mfwR1b02wjHtubm6LN61TKJSnT5+eOnXK2dkZh8O5urqqqal5eHjk5uaampr+/PPPR44ckWbT+uDgoJmZ2e7du1NSUsCTHR0dlpaWO3bs2Ldvn+TGiUajeXh4KCkpycnJqamphYaGovGcqHtrgOXdMzMzI5FIJBKpr6+Pw+GIxeLk5OQ7d+6UlpbyeLz4+HhjY+PKykqwS7qkpMTLy2vBpnUQutXV1dXe3t7X1weu9XNzc0lJSQcPHjx//rzEveHh4eLi4sDAwPmb1rOyspSVlbFYLJPJDAgIUFVVJRKJi7uKuoeyuljePRUVFX19/QMHDpw+fRqDwVCpVGdnZx0dnbi4uMrKygcPHmhpaaWkpEiCPzIzM2/dujV/0zqFQvHy8lJWVpaXl7969WppaSkEQQ0NDU5OTvfv3zc2Npa4B8DhcJINRAiCpKWlqaurd3Z2CoXCnJwcHR0dcJe8ANQ9lNXF8u7Jy8uD7RK+vr6GhoahoaGXLl3atWuXrq6uubn50aNHd+7cqa+vn5OTAw5Z4B6fzw8ODj537lx5eTmfzwc3kAwG48WLF/b29oWFhcu619DQYGho6OHhgcPhHj16ZGRk9MqbIuDe3r17m5qa2GsdFos1ODiIureqWd6927dvgwjD2tpac3PzhISE+RuIIiMjLSwsBgYGJIcscI9KpS7YtC4SiQoLCx88eAByyy3tHgzDoJLWjh07ZGVljxw5kpCQ8Mq4ZOCejIzMgwcPfNY63t7eTk5OqHurmuXds7S0BHky529al9693t5eW1tbd3d3SQM6ne7i4nL79m0ymRwbG6ujo+Pv7z8/Fed89wQCQUJCgqqqamVlJZvNjo6OPn/+/PyYAwl5eXkffvjhBx988PHHH//9PeBvf/sb6t6qZnn3dHV1QU7FoqIiMzOzjIyM17kHUl9gsVgjI6Pi4mLwcGxszMHBwcLCAmyiBTP45ubm27dvl5OTk5WV/eKLL/bs2RMVFSU5A9i0npWVBfbseHl5aWhogGkePB5/48aN6OjoxV0tLi7+/PPP169ff+3aNfO1zt27d42MjNatW/fhhx++hU8Fyp/B8u7t3r07KCiovr7ezs7OwsKip6fnde5xOJyenh5fX19NTc3g4OC+vj4ulwtBUGpqqpaWVkRERFtbG9ikw2KxRkdHR0dHsVjstWvXwsLCwJ7R2dnZ3t7ekJCQs2fPPn/+vKenh81mYzCYY8eORUVF1dfXe3p6nj9/XpI6fz5oblyU1cUy7oWEhBgbG1taWioqKl67dg0M9rKzs589ewYmNrFYrJeXlySL2aVLl2T/jb6+PgjSYbPZycnJJ0+e3L1797Vr1+YXUmpoaHBwcJDk22xra7tx44bkDBcvXgSbwV+8eHHo0KEdO3acO3cuNTX1lds9UfdQVhdrJ6YMdQ9ldYG693+Zm5sbGhqSPm0WCKyTMiPV684wMDDwuoIEIF8bhUJ5ZW4F1L01AOre/4VAIIDqltI0BmnqzczMpN+kvJjJycl9+/a9LlcXSDBx/PjxxQGlCOremuB9dA+CoNnZ2aGhob6+PiqVCrIbEQgEBQWFrq6ugYGBwcFBScQ2n88fHBycmJigUqmgCBZ4srS0VF1dXSQSCQSCwcFBBoPR398/MDAwPT09MzMzODjY398viQEQi8VjY2P9/f29vb3Dw8PgWjc7O/v8+XOwg6m/v5/BYAwNDQ0ODkqWW4RCYWxsrJ6e3uKdDah7a4D3zj2wbhEXF6esrLxjxw41NbWkpCShUEggEGRlZe/fv79///79+/d7enqCxMytra2bNm26d+/ehQsX1NTU3NzcuFzu+Pj4kydPvLy8EATp7u7+/vvvnZyc9u3bt2fPHi8vr/j4+IMHD27fvv3Ro0dgxMhkMu/evSsnJ/fLL7+oq6uDKauJiYkff/wRpIX88ssvHRwcNDQ0fvvtNysrKyAniCvYuHHj4jge1L01wHvnnkgkKi8vP3jwIBaLnZmZycjIOHHiRHd3N4FA2Lhx45MnT2ZmZsrLy48dO5abm4sgSGtrq4yMzNOnTyEIIpPJ6urq2dnZ/f39p0+fBvED3d3d33zzjZ2dHZPJxGKx69evB9EI5eXlW7du7e7uRhBkbm6uuLh4ZmaGzWY7OTkdOXIEhuH57v3jH/+wt7eHYZhOp8vKykrGmVwuV0FBYXHdJdS9NcB75x6TyQwMDFRRUaFQKBQKpaKiQl9fPy4ujkAg7Nmzp729HUGQkZERe3t7UAGitbV1586doGgzKPJsaWnZ0dGxc+dO8ELd3d0//fQTiURCEIRCoezduxdkiRsZGVFTU8vLy0MQBIIgJpMJhpRVVVXr16/n8Xjz3fvuu+/AS8zMzJw7d05SGYbH412+fPnZs2cL3gXq3hrgvXNvfHzcycnpH//4h6KioqKiooKCgqqqanJyMoFA2L9/P4hcnZiY8PLyun37NoIgra2tcnJyYLMzg8Hw9fU1MDAgkUhbtmwBT3Z3d2/fvh3kFBwaGjp48GBzczOCIKOjo+fOncvMzASXuAcPHhw6dGjfvn1ycnL/+Mc/2Gz2fPc2bNgA1khnZ2e1tLRAVkIEQXg8nr6+vqOj44J3gbq3Bnjv3GOxWBERETo6OqAmFgRBfD5fJBIRCISdO3fi8Xgws3/v3j0nJycEQVpbW0HpVgiCaDQaSI/f0dEhJycHrlTLusfn8wsKCn7++WcajSYWi8lk8pdffimle3Nzc1paWv7+/gveBereGmB599hsNsgFNP9JsVg8PT1Np9OnpqZA/nDw8+zsLJgSlKT7XRqxWMxkMoeHhyU1mQQCweTkJJVKpdPpCwpbi8ViFotFo9FeWbRASvcgCGpsbDx16lRwcHBvby+ZTK6oqKDRaAQCAdRA7uzsTE5OPnHiBNgl2Nra+s0335iamnZ2dmIwmCNHjlRVVQ0MDJw/fx7chknp3oEDBygUysDAgLOzs5TXPVA9b+/evaWlpQveBereGkCqOkSL00YMDw97e3sfPXrUzs6uoqLC3d39yJEjT548yc7OvnXr1ubNmw8dOiRN2ggajWZpafnrr79K7nDIZPLdu3e3bt26d+/e+fn2wKTfo0ePfvrpJ5ArZQHSrzHweLyKigoNDY2tW7fu2bPHysqKRqO1tLQoKyu7u7vLy8sfPHhQEq7d2toqKyvr4eEhLy+vpKQUGRmJIMjExISLi4uLiwsMw/39/SdOnAALg8PDw1paWuDeb3x8HBRCA56YmZkdOnToypUrbm5ue/funZ6enpqaOnTo0NDQEJPJ3LdvH7CXy+Xevn07IyMDQRAIgoaGhv75z3+Cnf4L/nS/1z0qlSoUCqUvIM5isUD4+9zcHJ1OB7l5pK/QAEbaPB7vrZYsX9VIW/tyYGCARqOBxOYgPNrExKSsrEwgECQmJoK0ESKRqL+/Pz8/38PDQ09Pb757oLgP+BeCkyAIIhAIMBgMKDkicY9Kpebl5fn7+1+5cmW+ewKBIDc3V0lJ6cyZM3/Qvd9Fa2vr3r17JQWGJJ2pqqpSU1OT5tr+xggEguDgYHDbuYA3cG/9+vXd3d1SyiMWi0H6Vy6Xi8Vi5eXlf/nll7S0NOnfLwzD165dy8vLe6t/olWNVO6pqqrq6ent2LHj5MmTWCx2dHTUw8Pj8uXLGAymoaHhyZMnFy9ezMzMlBTxWFB3FkydP3/+XFFRccuWLefPny8sLIRhuKWlxdnZ2cLCYumaz+AMHR0dLi4ulpaWt27deufuIQgyMjJia2tbWVm5gq81H5C3U1NT85UJ55Z2TygUjo+PU6lUMJgHV57169e3tLQMDw+DjHKSyxGdTgfFKEdGRkBxUgRBKBTK/v37QYYBTU1NFxeXnp4ekUgEUo+Oj4/TaDSQzhm0f+WTOTk5xsbGFAoFvfS9Eqnc27VrV0JCAthKp6+vHxIScuHChW3btl24cMHAwODgwYO//PLL5cuX09PTwSEL3BMKhWFhYadPny4uLubxeKOjozQabXp6OiQkxNbWFqSNWNo9kBba3Ny8oqLiT3YPrOlJqixIAMEx7LdWshiGYbFY/Lpy5Eu4B8NwbW2turr6jz/++Ouvv4KCsjAMr1+/3tHRUVFR8ccff7xz5w6DwQBKyMjIWFtba2trHzx40MzMbGJiAobhZ8+e3bt3j8ViPXz48Kuvvtq0aZOcnByFQoEgqLy8XF1dfcuWLbt3737x4gWbzYYgqKKi4syZM1u2bJGTkwsICAAn53A4SkpKtbW1f35x2VWBVO7dunULzKfX1NRYWFiAtBHS11sHaSPmlxkQi8WlpaU2NjZ4PL6qqmpp9yAIqq6uBjWZGhoaXudeZWXlpk2b5OXlW1tbZ9c6MzMzVCp13bp1n3zyyYK/A5fLlZWV9fPzEwgEPT09mzZtqq+vF4vF69ev19LSYjKZIyMjcnJyERERIOWrjIyMgYEBh8OZm5tTUVEJCwubm5sD2UrBcFFLSysmJgbMe3E4HDk5OR8fHzabXV5evmXLlsrKSiaTqaCg4OnpyWQyKysrf/nll9LSUhCao62tHRERMf9+VSwWc7nc172vpYuVi8Xiubm5JY5donThuzp2CaRyz9LSksFgIAjS2tpqZWUVHh7+u9wDaSM8PDwkDUZHR8Ft5PDwcEZGhq6ubkhIyPzZy/nugQqVRkZGNBotPz//6tWrAQEBizcQlJaWfvnllxs3brS2tvZc63h4eDg4OKxbt+6jjz5a8HcoLy//9ttvh4aGwO5kPT09Dw8PgUCwfv36srIy8Cnx9fUFqywIgsjIyJSVlYHYt+Dg4MuXLzOZzC1btpSXl4Mn57tXWVkpJycH6g0jCHLx4kVvb+/c3Nx9+/b19vaCJ3V1dZ8+fQo+MDY2No6OjvNH7CMjI6Ghoa97X3FxcYuHGBJoNFpkZOTrjk1ISHjdMAFBEAqFEhsb+7pjk5KSwDzzKxkcHIyLi3vdscnJydKUTFyMVO7p6en19PRAEITD4e7evZuamvo690DSh8zMTENDQ0naCBAmYm1tDWa9xGJxe3v7rVu3vv/+e1lZ2Q0bNnzyySfbtm0LDg6WnAGHw0nSRvT29pqZmYHGMjIy//M//7N161ZfX98F/QS5kv7yl798+OGHH70H/PWvf31lvhYMBvPxxx/v3r17z549e/bs2bZtm6enJ3Cvvb0duBcfH6+qqgq+v2RkZEDxCQRBkpKS1NXVGQzGd999V1dXt9i97OzsY8eOST6mZmZmjo6OcXFxKioqkg0ZlpaWDg4OQCEQHgTqYwMaGxu3bdv2ujd18OBBMEv8SvB4/N69e1937LFjx5qaml53bHl5+YEDB153rIqKiqQQymJKS0sPHz78umNPnjw5v4a59Ejl3s6dO4ODgzs7O+3t7U1MTLq6ul7n3tzcHPhiu3jxYmxs7OjoKJ/PhyAoKSnp3LlziYmJFAoFpHxnMBh0Op1Op4O0ESEhIeCjAG4IExMTtbS0wsLCRkZGZmdnmUwmaJyfn6+rqxsQELB42h249/XXX9+8edN6rWNlZWViYvJK9/B4/NatW5lMJvgWEwqFYI5k/fr1WCxWKBSKxWIXF5cbN27Mzs4iCCIjI5OcnMzn88Visaur640bN1gs1k8//SQZN853r76+fvfu3V1dXSAmQUNDIyAgoKysTF5evr29HTypra3t5+cHNnxYW1s7OTnNv+5RqVQPD4/XvS8/P7/5oi6gv7/fx8fndce+ePFiietPT0+Pn5/f644NDg6mUChLHOvv7/+6Y0NCQubnCpOe5d3z9/fX1dW9devWtm3bNDU1cTgcgiDp6ekuLi59fX0IgmAwGCcnJ3BDWF1dfebMma/+jY6OTltbG4IgLBYrNjb2t99+++GHHzQ0NOYvFtfV1dnY2GRmZoKHLS0t2trakjOoq6s3NjZKGre2tt6/f39BTkEAmhsXIBKJFBQUXFxcBgcH6XQ6DocDY5b169efO3euu7u7tbV1165dqampQC0ZGZlTp06RyeSWlhY5ObmkpCQej3fu3Lno6OjF93t8Pv/w4cP29va9vb2pqak7duxobGzkcrknTpx49OhRV1dXenr6rl27ampqwFqilpZWVFTU4i9KFGQtxZSh7kkYGhq6cuXKv/71r3/961+nT58mk8kQBG3bti0gIEBBQWHz5s329vaSZTcZGRkfHx9FRcXNmzc/fvwYXAz9/PwsLCzYbDYMwwYGBikpKZIYo/b29gsXLvzwww979uxJTU0Fz5PJZB0dnc2bN+/ZsycpKQmchM1mKykp1dXVvdlUxJoHdW9VsoI54WVkZCT3gRJoNJqiouLQ0JD0gSyLwWKxd+7ckUzMoCwAdW9V8rbdQxDkwYMHvyuQZXEPjY2Ni4uL0biW14G697sBceSvy3GEIAgEQWw2e3JycmJigsFgvI0P3wq6B3YnLnZvbm5OEubyZj0cGxtb4q+Egrr3uxkcHNTS0lqipP3ExISuru6mTZu++uorOTk5X1/fFQ/sQOsQrQFQ96QChmE+n89kMhkMBplMvnDhQkFBAZhSX/zVzuPxmpubJyYmJicnY2Jivv32287OzhXvD+reagd1b3lgGJ6eno6IiPj555+3bdumq6t79uzZgoICFosVHR39ygsg2LcxPj6el5f366+/0un0Fe8S6t5qB3VvecRicX19/a+//pqXl8dkMt3d3WVkZAoKCuh0+q1bt7y9vRcfMjU1ZWBgsHHjxk2bNmEwmD8yW/hKUPfWAKh7yzM9PR0ZGamurg4ednd379+/f4n7PQRBIAhisVi9vb2enp7bt29Hr3soi0HdWx5Q511fXx887O/v19DQWNo9CWNjYyoqKq/cePFHQN1bAyzvHo/HAxvA5j8JphnAxhORSCT5WSgUcrlckJv5lYUEFgBBEI/H43A4khkLsMdkenqaw+FIzgDiEjkcDpvNnp2dfWWcxNtzj8PhxMXFaWhoiMViGIY7OzsPHjxYUFAANpIumMME+ZcEAgEEQRAEUanUY8eOxcbGrmyXUPfWAG+Yr2VsbOzZs2eKiorm5uaVlZVPnz5VUFC4d+8eFou9efPmxo0bf/vtN2nytYyMjNjY2Gzbtk2yf49EIt2+fXvTpk27d++W7J0FmQsUFBS+/fZbTU3N2traxVuh3557EAS1tLQcOHCgtrZ2LicQTgAAIABJREFUfHw8PDx848aNYK4lJiamsLBwfmOxWDw0NBQVFdXb29vR0eHk5LR169YVj+1A3VsDSOWelZXV6Ogoh8PhcrkgKD49Pf3OnTtgP1hKSsrt27crKyshCOrt7c3KynJ1dV2QrwVcImZmZjgczuzsLLhWiESi9PR0BQWFs2fPStyjUCiZmZnPnj2T5GuBYRiPx4PS0DQazdHRUUNDY36NaMBbXWOYmZnBYDD79u07efLk1atXtbW1i4uL6XS6gYHB06dP57cUi8U9PT3KysqSWPBXVqj+g6DurQGkck9NTe3KlSvff//98ePH8/LyGAyGt7f3tWvXsrOzSSSSs7Pz1atXCwsLJVtFFudrmZycDAoK2rVr19dff62iopKfnw/DcHt7u4uLi4mJydL71oVCYUxMjLq6OtgZWV5efvny5cVp0tGYMpTVhVTubd++PSYmhsFguLm53bx5Mzg4GCTnUFNTu3Tp0r59+2RlZc+dO5eUlAQOWeCeSCSKjIwECdJ5PN7IyMjQ0NDs7Gx4eLi1tXVBQcHS7jGZTC8vr4sXL4JftbS03LlzJzQ0dEE/UfdQVhdSuWdkZATuWKqrqy0sLBITE39XzggajWZnZ/fgwQNJAxiGy8vLbWxscDjcsvlaJicn3d3ddXV1wa/a2tru3r27OFUzcG/fvn1kMlmw1uHz+WNjY6h7qxpp7/dAGSoikWhlZRUWFva73Ovp6bG1tfX09JQ0GB8ff/r0qa2t7czMTHFxsYGBQWxs7Px50fnusVgsb29vHR0dsELd3NxsYmISHh6+oJ/Ave+++87c3Nx5rePk5GRra4u6t6qRyj19ff2BgQEYhquqqszNzZOTk39Xvpbh4eHHjx/b2NiAOXoYhtva2nR1dT/77LOvv/76s88+++ijjzZv3uzn54e8Kl+LSCSKj49XV1enUqkQBJWVlV2+fHlxwVfg3rp16z744IP/7/0AdW9VI5V7O3bsiIiIoNPpzs7OBgYGZDL5de6BVbjExMTr169nZGTMzMyIRCIIgmJjY9XV1bFYLJvNHhwc7OnpmZqaotFoNBotPT1dV1c3ODgYZBYQiUQzMzPZ2dlXrlxJSkricDgikai2tvbKlSve3t69vb1PnjzR1taW1IWVUFJS8sUXX3z77bdGRkZ2ax1bW1sLC4t169b99a9/fQufCpQ/g+Xde/r0qYaGhq6u7saNG0+cOAGKyyUlJT169AjMasTHx9va2oI0VeXl5UeOHPmvf6Ourg7KODKZzPDw8F9//fWLL744duzY/KAQPB5vamqKwWDAw4aGBjU1NckZDh48WFdXB8qJ7N+//6uvvtLS0gLFRhbwlnLj/meC1kJZA6ydmDLUPZTVBereqgR1bw2AurcqQd1bA6DurTBgnlYsFotEIkle2rfxKqh7qx3UvRVGLBYPDg5qamp+9dVXH3/8sbKycl1d3Yrrh7q3BkDdkxbJBQ0AQRD8b+Y3E4vF/f39bm5u3d3dAwMDZmZmP/3004qnKkPdWwOg7kkFDMM8Hq+kpERBQeHvf/+7rKxsSEgIi8VKSEhYYqsU2Nixfv36t5FCBnXvP4EFX77zHy7+Xl4A6p5UQBDU1tYGqj0KBAImk0kmk4eHh69everi4vLKQ4CuWCx269atPB5vZfuDuvenAS8J2CGN/L/Dovm/WkI/1D2p4HA40dHRR48elbI9CIUjkUi7d++Oi4tb8f6g7r0ZC8yR5pDR0dH8/PyYmJjYRTx9+lRfXz8rKwtBEBKJ1NnZGRIS8uLFi/T09Kqqqtzc3KSkJFCH8JWg7kkFk8n09/e/evWqlO0hCOrr6zt06JCLiws6z/mfQ1NT05kzZ7744gtbW9slil3OB0xZg6tZdnZ2ZWUlKLG0wOHu7u6srCwPDw9PT8+Kigomk5mXlwdCml93ZtQ9qQDXvWPHjknTGIZhCoVy4sQJGxubtyEegrr3pnh6etrb2/f09Eh/3QMjSQiCJicnXV1dbW1tHz58mJubOz9PD5VKzczMDA4ONjExsbKysrGx8fLycnd3f/LkSXR0tJGRkY+Pz/yyyoDl3fPw8LCxsVmQr2Vqasrf33/Pnj3GxsZ4PN7Hx2fXrl1mZmbp6enXr1//5ptvDhw4sGy+FgRBJiYmHj16ND9fC5/Pz8rKkpOT+/zzz7W1tUE4qDT8Ofd7ISEhkvs9NpudmJg4v5YggiAwDNNotFOnTt24cWNmZobH44FquyvbH9S9NyAgIOCHH3749NNPv/322+Tk5L6+PhMTk2+++Wbjxo3Ozs7gMjg4OHj37t1vv/12w4YN9vb2oJhmSkpKWloaiUTq6emZnp5OSkoqKSkhEomenp5paWnT09MwDAuFwtTU1KtXr9rZ2TU1NbW2tubl5Q0ODqakpGAwGHCpXNCfN8yVhMViTU1NS0tLxWJxamqqiYlJRUWFWCzu6upKS0tzdHS8fv26NLmSMjMz5eXlT58+LXGvsrLy0qVLz58/HxgYsLW1vXjx4oKXfh1ve55zbm6uqKhIXl7+73//+5YtW0JCQl451yIQCIqKitatW/d//s//+eCDDz744IOvvvqKQCCseH/eqnuPHz8ODw/ncrnFxcW//PLLF198ERsbK/1KCQzDWlpaFRUVgv+kWigQBDk5Obm6ug4ODvL5fBMTE0NDw/b2dgKBcPLkycDAQA6HY25ufvPmTSKR2NDQcPr0aV9fXy6Xm5KSUlFR0d/fHx4eXldXh8Fg7O3tfX19Hzx4UFhYCD4bubm5hYWFYWFhL1++jIuLCwoKSk5OJpFI6enpYCvc4v5I5d6pU6cuX778zTffHDt2rKSkhMPhPH/+/ObNm4WFhb29vR4eHnp6ejgcbmpqCkzvgP17891jsVhhYWE7duz43//9X2Vl5by8PARBOjo63NzcjIyMbt26BdwTiUQRERHnzp2j0+kwDBcVFV25cqW4uJjD4SQlJe3evfvTTz9VVFRMS0tb3M8/YX0PgiDRvwFTWGA0sriZcB5vI7Tlrbo3MTEhJydHo9EgCLp27Zq/vz+bzV56ym5x9zAYjIWFxRJFmN8JLi4u7u7uVCqVRCJpa2unpKSAwaeLi4uNjU1WVtbly5fj4uLAk56envfu3evs7ExJSamsrIRhuKOjo7293dPTMyAgYGJiIi0tDYx6QO2NsbGxnJycxsbGubk5BoNRUlJCIBCysrLAp30xUrn3yy+/hIeHj42NOTk56evrh4SEnDp16scffzxx4oSmpqacnNzmzZtPnToVHx8PDlmwbx2CoJiYmJMnT2KxWA6HMzQ0NDg4yOPxoqKiLCws8vLyJDkjQMZ1XV1d8G+ur683MTGJiIjIyspSVlZOTEycmZkZHh4GtaYX8B8S1/LnsLR7fX19Kioqn3766T//+c+YmBggv7W19fr16z/77LNffvmlv78fgqDvv//+4cOHx48f//nnn21sbECxWARBXrx4YWpqymKx7ty58+mn/z97Zx7X1Jnvf+/M6zfT9k5nenvbWqcWaa1T6dhpXQDXulUFpaKIgsgquyCrLIIoILLIvi+CLIEAYQs7GBIIa4Cwh30LW0IISYAEsuf8/nhezYsLKOjV3oGe9194OOfkEPPOec6zfL7/9emnn3711VcjIyMdHR3KysqffPKJnJxcRkYGqDjb1dWloqLy6aef7t27NzU1VfpUw2Qyjx49SiQS33oe/v8GqXv19fW3b9+WWhETE+Po6Pjs2TMjIyNp+fH4+HgHB4fW1lbgXnd3d3JyclNTU0ZGhqura1RU1JMnT3A4HARB4+PjhYWFzs7O1tbWXl5eNjY2hYWFeDweg8Hk5uauXucN2JB7JiYmo6Ojkl/XraenpwNtSCSSUChMSEiwtrbu7++XRtaucG9ycvLBgwdOTk7L54LU1tY6OztjMJjq6mqpezMzM15eXtIE6La2NhsbG09PT19fX1NT05dNJQHA7gFEItH333/v5eXFZrM7OjpkZGQ6Ozurqqp++OEHMpnM4/G6u7tZLJZYLJaRkdHR0WGxWPPz8ydPnkQikTweD4Kg69evP3/+HORBXr9+PTExcW5ujsvlKioqPn78eGZmpri4eM+ePU1NTYuLiydOnHB3d5+eni4tLZWTk6uvrwedEBKJ5Nq1aykpKQsLC/8Hb9BLkLrX1dV18+bN7OxssN3Hx8fZ2RmNRuvo6KSnp4ONAQEBDg4OPT09KBTKx8cnPDy8paVFLBZnZ2fjcLiEhISbN2+CvDyJRMJisdLT0ysqKkpKSpBIJJVKnZqa8vPz8/b2JpPJa17M/01ey8zMTHBw8MOHD4VC4fKsJBCFpq+vD3Zrbm6+e/euh4eHp6fngwcPXn2dYN36F198YW5u/mCr4+rqam9vv+a69dra2l27doEocbFYbGZmFhAQUFtbu3v3bhwOx+fzpV9hMjIyGAwGdAOEh4fr6emBR+t//vOfYE8IgjQ0NBAIxOLiYl1d3YEDB8hkMjjt9evXQ0NDy8vLFRQUQLehWCzW0tIKDg4GHxUIghwcHLy8vGZmZtb9jP1mSN3j8/ngYae/v7+trU1FRSU8PJzFYllZWZmYmPT29nZ0dFy5ciUwMJDD4aBQqKqqqunp6bq6utTU1PDw8NbWVjabnZqaKv2Qg67OmJgYJyen/Px8YOPDhw/d3d1XZ8kCXi+nrL6+/s1yyh48eODi4iLdobOz89atW3/7299AK+j999/fs2dPWFiYQCBISEhQU1MDUZwVFRV6enqpqam+vr7m5uavvk5pXssf/vCHP/4+WDOvJTMz8/333//mm2/27NmzZ8+eHTt2uLm5cbnckJAQeXn5zz//3NzcfG5uDrjX0dEBblMoFOrSpUtAmy+++IJAIIDoKql7+fn5Fy5ckBZ1sbGx8fDwSElJuXjxovR7/d69e+7u7nQ6HfzTw8Pj/v37FApl3c/Yb4bUPYlE0tfXZ2Zm9uWXX3711VePHj0aGxuTSCQDAwOWlpYyMjKysrKurq6guSd93pudnS0tLW1vbwfDfUgkUprAIJFIpqenU1JSnJ2dXVxckEgkCoUCOdEPHjxYboeUjea1IBAIBoPh5+dnZGTU2dn5MvdAKYKcnBxjY+OSkhLwLSsSiUA+Z2lpKY/Hm5qaGhwcpFKpQ0NDQ0NDGRkZ2trakZGRDAZDIpFUVVXdvHkzOjp6fHz80aNHN2/enJ2dzcvLO3fuXG5uLp/Pn56eHhkZWX2d0pwya2trz60O+Fiv6R4Oh5OTk1tYWOD+CrizgbIZIyMjx44di4mJ4fP5MjIyxcXFwLHg4GBtbW2QgvPtt9/i8fgV7tXU1Bw8eFDad6KpqRkcHFxaWqqgoCD9YGlrawcGBkpncjg7O4Pm6Lqfsd8M0E8GnllAl9jyt+hlG8vKymJiYtLS0tLS0hAIRGpqKvjZ1tY2OztbIpEsLCxUVlampaX19PTQ6fTc3NyUlJTh4WGRSESj0ZKSktLT01d31280l1pbW3vXrl3nzp0rLi4Wi8VpaWnOzs7AvZSUFAcHB+ADHo//+eef//SnP/3xj3/805/+dPny5ba2NolEQqfTo6Ojf/jhh88+++z8+fMglxpQXV1tbm6ekZEB/s6lpaXc3FwFBYUdO3ZoaGg0NTVJJBImk5mcnHzw4MFPP/305MmTubm5q68TuHf06NGenh7BVofP59NotDXd4/F4cnJyQUFBS0tLIpGotbV1eHi4q6urvb0d5FCdPXs2MjKSx+PJyMhcunSJRqNNTk7u378/MTERzDu9dOkSEokEP0vdW1paOnjwoL+///z8PBaL/eabb+rr6xcWFhQVFX18fFgsVmVl5d69e8G0D3Alt27dio+P3+AQ0b8zYGrLavh8vnT2JtgH3GmkPeHQr7ML1+zrXt89gUDA4/F4PN7S0hKXywUdKuCFwdmX/ywSibhc7uKvcLnc5VewtLQENi4vJCQSifjLqvmAPwOchMfjrXn4muXL4Vxq6a96enpUVVW3b9++ffv2M2fOdHR0VFdXKyoqbt++/fPPP9fW1qbT6aCvxdvb+8cff/z888+tra1BQxSCIB8fHxcXFxAbJ3VPIpEQCITz589v37597969iYmJbDZbIpE0NTVdvHjx888/37t3b3x8PBhohiBoaWnpyJEjdXV1b73W/L85G58xs3XmlMHuSQGV1TgcDofDWVpaAl/GS0tLYAuPx5P2tbS3t7PZbA6Hw+fzpZ+Y4eHhI0eOTE9PSyQS8E0HfgW+EzkcjrQkzvLXWr4RgqDy8nIjIyMQ6/pbvSubDNi9Tcmr3dsgMjIyJBJpdTFDsVh8584dFAr1v1nye/v27cLCQumYIcxqYPcgNpudl5cnLy//6aefHjt2DIlEQhAkFApbWlouXLiwY8cOJSWl+vr65YcsLi5mZWXt2rUrNDQUgiAul/vixYsjR4588sknBw4ckObV0+l0PT29L7/88uOPP5aXl3/+/PnqV5dIJDMzMwYGBl9//fUnn3xy7ty5pqamda/5nboHQRCTyaTRaGv+aiOA2eSrS6b+O7BiWd3qmUkQBAkEAunfDiblrtiBy+WumC4HnsNf60pg96DW1taffvopJCRkcnIyPj5eUVGxs7NzZGREV1fX0dFxdHQ0NDT0xIkT0u47iUQyNDR04sSJU6dOBQQEQBA0Ojp65MgRHx8fKpWamZkpJyfX0tICQRCXy62trR0eHh4dHX327JmsrCzonVqOWCyenJx0c3NraWnp6+uztbX99ttv173hvBX32Gw26CpY8/wbf25Z8/DXmoP2W9Ld3Z2YmNjT0wP+6ePjI52jI+XZs2eFhYVgpkF5eTmYm9LU1CTtN8rJyUGhUNKRTIlEkpSUlJeXRyaTh4aGNrhUGnYPqqurO3jwIBgg7ujoUFFRKSwsBEPJg4ODYrG4p6fn8uXL0s5VBoMRERFhZmZmZGQE3Ovv7//66697enrA9/3PP/8MdpZO+BQIBDU1Nd988834+LhQKCQSiUpKSjt27JCTk4uMjASPTGDJ88TExIcfftjf3//qa34r7v0+weFwbW1twKvZ2dnY2NjVZYyRSGRlZSWPxxOJRFgstrm5eW5uDoVCSZs/2dnZWCxWeveTSCTx8fFgollGRsYGVwbC7kHd3d3Xr1+Pjo5mMpkIBOL06dODg4OZmZmKioqgNTI+Pm5hYQHm5QiFwubm5kuXLrW3t5uYmAD3JiYm1NTUAgMD5+fnCwoKDh48KC3yzGAwTExMdu3a9c0332RlZYlEIgqFIi8v7+vrS6fTJycnwR0SIBQKsVjszp07131Mgt17MzIzM11cXKKiouzs7NBodH5+/tOnT+Pi4jIyMsAKuP7+/sLCQnNzc1NT04iIiP7+fhwORyQSORxOVlZWfHz84OBgWlrajRs3pGPooEM4Nze3rKwMBGRtcAor7B4E3tZdu3aBEKS0tLT5+fnk5OSTJ0+CHSYnJ+3t7R8+fAhB0NTUlL29fVJS0uTkpNQ9LpdbXl4uKyv717/+ddeuXfHx8dJ3XygUTk1NtbS0PHr06NChQ5OTkwUFBfv37weL+sCNEewpFovHxsYUFBSioqLWba3B7r0ZycnJdXV1PB4vMTGxoaGhqKgI3AP5fH5KSkpdXZ1IJBIIBL6+vjk5Ob29vZmZmQ4ODq6urvHx8cXFxQMDAwsLCzk5OdbW1i9evEChUE5OTuHh4ampqWDM3dnZOSMjY4MPfr9398RiMYFAOHXqVHJy8tjYWGpq6vnz53E4XHp6+uHDh8E+ExMTd+/e9fHxWVxcLCwsVFdXX1paAsXWAwICxGJxX1/fkSNH4uLiJiYm8vPzjx49Wl1dDY4FTz6gMXnhwoWEhISEhAQVFZUVlwFmJF24cMHZ2Rk0h14N7N6bkZyc3NzcDEEQAoFITk7u6OgAdy0IgpBIZENDAwRBFArFxcXFwsKiurp6bm6urq4Oh8PRaLT5+fno6OiMjAwkEmlnZ1dZWZmbmwsKJ7PZ7PT09IKCgqysLLCibyMX83t3j81mp6SkHD9+HIx6DQwMGBsbBwUFVVdX//jjj2AK1cDAAKhoPTMz4+Li8re//e3rr7/etWvXhx9++MUXX1hYWBQUFMjJyYFbGYVCMTIy8vb2XvFCMzMzSkpKsbGxubm5hw4dWv4rMO/n6tWrd+/e3WC3PuzemxESEvL06dPMzEw7O7vCwkIqlVpSUgI6wNLS0sDjHB6Pd3Z2Tk5OLisr6+7uLikp8fDwCA4OTklJwWKxU1NTOTk5y92rqKjg8/mgPwaNRoNCXRthHfeCg4Pd3d2l3w0ABoMRGxt79uxZe3t7AoEQGRl56tSp+/fvFxYWWlhYyMnJXbx4saqqat3XptPpT548OXHiBBqNBlt4PF5JScnp06d3795taGjY1dUFQRCLxUpOTpaXl//yyy8vXbpUVFS05tnezD2BQFBWVvbdd98VFRVxOJzi4uLjx4+jUKiBgYEbN248fvyYwWCAzs/p6WmBQEClUru6ukgkEg6HU1dXd3R0JJPJjY2NMjIyubm5XC63pqbm0KFDKSkpIpFoamoqOzubRqNNTU0FBwd/9dVXAwMDY2Nj+/bti46OFggECwsLXV1dTCZTU1Pz5s2bdDp9gxkTsHtvRmJiYn19PWhzEggEsVgM0sQmJyeBeyKRqKGhwcvLq7q6uqWlBYVClZWVgQZqW1tbSkoKkUjMzc1d7V5eXh4Gg0Gj0S9brbeaddzz8fFZHRhRWFhoa2tbVFQE2r5WVlbgtksikcCyQj09vY0ERhQVFZ04ceKXX35BoVBgY319vb6+fkBAQHt7u5OTk4GBwfz8fHl5ubKy8rNnzwYGBry9vS9fvrxmN+CbuSeRSEAB6n379v3973/fv3+/t7c3mM5WXV19+vRpGRmZn3/+uaysDHSagwYkaEMaGxs/ffpULBbPzc1FRET861//2rFjx759+1xdXTkcjkgkGhgYOHPmzBdffAGW/BcWFoIJdFgs9syZMzt37ty3b19YWBiBQPh//+///elPf/r4448//vjjnTt3rjvEB7v3Zixvc4I3mUqlDgwMzM3NAff6+vqGh4fBsx+Yfc7n8zMyMjIzM+Pj47FYLJhvbGdnl5OTk5SUBNxjs9nZ2dkVFRUZGRmgUPlGWN89NTU1IyOj7777Tk1Nraqqis1mh4eHGxsbl5eXDw8P+/v7g8AIBoMBrjUnJ2f5AiIIgubm5lJSUk6cOPHVV1+pqqqCm3J/f//Tp0+NjY1NTU2Be0KhMDEx8dq1a2QyWSQSFRcX6+rqVlVVZWZmKisrg+6j8vJyTU3NNW+qb9zXIhaLwSJ/Op3OZDLBiLBEIhEIBCwWa3Z2lsVirX56FolEbDYbjAuBuVfgDAwGA8x+BP0oLBaLTqfT6fS5uTlwEumZwc5LS0sCgYD+P1n3YR12781ISkpa4R74MgXLA8DCX5FIhEQia2trpUdVVlZaW1vn5eUtLCyMjo4WFBR4enp6e3uD9Qr19fVgbXtDQ0NJSQk4/0ZY370ff/wxLi4OFFu2tLRMSkq6evXqP//5T1VVVV1d3aNHj8rJyV2/fl1678rPzzc3N18eGIFEIq9cuQLu7D09PWDwEaxCys/PB9OXIAhisVggMAJ0EjY2NlpYWKSkpFRVVd26dSs9PZ1Go4WEhGhqaoLVfSuA55TBrMvTp099fX1RKJSNjQ2IewDMzs6mpqYSiUTwz+TkZPD9LhAI6uvro6OjfXx8UlJSMBhMU1PT9PR0WlpacXExWF0wMDCAQqGam5u7urr8/f3RaPTbGVv38fExNDQEQ8zAfiQSGRcXZ2VlBQYcIyMjLSwsOjo6pK+3wj0KhfLo0SMHBwfQmQEabPX19a6urqWlpXg8XuoejUZ7/PixiYkJOLC1tdXa2jomJobJZEZGRsrKyv73f//3kSNH8vLy1hw/gd2DWRcMBkMikbhcbm9vL41GgyCIyWSWlZVZWVmhUChp2Ex6enppaWltbW1mZmZzczOTyVxcXCQSiWBEgUql5uXlgX6Xqqqq6urqqakpgUAgFAr7+/vz8vI6Ozs3cjHru3fv3j0wnaq9vf3evXsJCQlgwR7oHUpMTLSzs1u+mHWFe6sDI+h0elhY2MOHD7lcLghrAe4xGAxvb28DAwOwGwiMiI+PLywsvHz5ckZGRl9fX3Bw8M2bN9vb21dfKuwezLpIV6tJp3GKxWIejzc/P7+8i4vL5YInPfBEALaDvrHFxUWRSAR+K/1BejMAW97O+J6Pj8+dO3fGx8ehXwMjkEjka7k3MTHh6urq6uoq3YFEIuno6Hz22Wd79+6VkZH56KOPfvjhB5A5GxcXp66uDr6QKioq9PX1MzMzAwICNDQ0wFJAAoFgYmKSnJy8+lKBe1988YWRkZHDVufevXuWlpawe5ua9d07dOhQeno6k8n09/c3MTEBPa0Oa7kHAiOys7NNTExKS0vB94FAIIiPj1dVVa2oqODxeBQKZXBwcGRkpLW1ta2tLSEh4caNG0FBQVQqVSKRYLHYmzdvxsfHT05Oenh4aGlpTU5OJiQkHD9+vKqqan5+PikpSVlZec3AQ+DeH/7wh/fee+/93wewe5ua9d27dOmSvr7+vn37lJWV8/PzBQJBamrq/fv3QUd/cnKyo6MjcK+2tlZVVfWjjz764IMP/uu//ktLS6uzsxMMN4eGhioqKn7zzTdXr14tLy+X9tRXVlaamZllZGSAuzbIwD1+/Pg//vGPmzdv1tTUiMXi4eHhBw8efP/997KyssePH4+IiFgx6xyAxWK3b9++a9cuBwcHv62Or6+vu7v7tm3bPvjgg3fwqYD5LVjHvYWFBQaDwWQyqVQqGPmFIGhxcXF+fh60m5f/zOPx6HT61K/Mzs6Chq9YLOZwODQajUKhSE8C4PF4LBZLOpkDdNbPzMxQKBQGgwEOF4lECwsL09PTFAplZmYG9OCvvtTq6urdu3dNTuK1AAAgAElEQVQfPny4o6ODs9Vhs9kTExPbtm376KOP3s4HAeY3Z+vMKYOzcWE2F7B7mxLYvS0A7N6mBHZvCwC7tymB3dsCwO6tTWdn55UrVzZeS4BOp/v4+JSWli4uLmZmZh46dOjUqVN1dXUbPFwikczNzV27dm2DcQOwe1sA2L21aWlpARmVG9kZhJqdP39+fn6eSqXq6enFxsZOTk5ucF4f9GttzYCAALA6fiP7w+5tdmD3IC6Xi8fjVVVV9+3bd+3aNTCJtqWl5bvvvvPx8Tly5MjJkydTUlLAzv39/SdOnPDx8bl27dovv/wCYv+YTGZwcPD9+/dpNJqBgcHHH3+8d+9eNTU1kOddXV2tpKS0b9++K1euEAgE6NcZukpKSv/85z9/+eUXsFxaJBL19PR89913GzEWdm8L8Ht3TyKRtLe3q6ioREREdHd3x8fH//LLLyDCaOfOnTY2NqD82rlz58CiZhKJ9OWXXz548GBycrKqqkpFRaW2tnZiYkJTUxONRguFwo6OjgsXLqSmpk5NTYnFYjKZfPTo0dDQ0N7e3pCQkMOHD8/Ozk5NTR0+fDg4OLi/vz88PPzAgQOgZC+TyZSXl1+RBfqyy4bd2+z83t1bWFhISUlRUVFZWFgQi8W9vb2mpqbZ2dktLS0//PADmFgzPj7u4ODg4eEBQRCJRNq3bx9IlZuengbV8AYHBw8dOgRW2U9NTYG5OxAEcblcNBotLy8PTk4mk0+fPo1CoYqKivbv3w82Tk5OSqu7LCwsaGhoxMbGrnvZsHtbgN+7ezMzM97e3p9++umJEydOnDihoKAgLy8fHx/f0tKiqKgI8lpmZ2eDgoLMzMwgCCKRSAcOHADbWSxWaGjo7du3+/v79+zZA3IBl7vH4XDi4+MvX74MXmt2dvbWrVuBgYHPnz9XVlYGG+fm5rS0tMLCwiAIYrPZJiYmq7NeVgO7twVY372YmBg/P78VlXtBUa4rV664ubkRiUTwCfPw8CgvL3dwcDh8+LCGhsZGevnAx1pZWVmawsLj8SoqKlRVVQ8cOGBlZdXd3S3dmcViRUdHS5NnV/Bm7rFYrJiYmMuXL5PJZDKZPDo6Oj4+Pj8/39LScvDgQXArm56e9vT0dHBwgCCIRCJ9//33bW1tEATR6XQPDw8bG5uBgYF9+/YNDg5C/9O9xcXF9PT048ePg9eamZm5ePFiQkJCVlaWoqKi9AKUlJTA8ySHw9HV1Q0KClr3smH3tgAbqr+3OrKlrKzM3t4+Kytreno6Ly/PxsYmNzeXRqNJy2Jqa2tvJLKlvLz89OnTly5dAjWfIQhqbGw0MTF58uRJTU2Ng4ODubk50B5U6jt79uyFCxekPR/LeTP3RCJRTU3NqVOn8vPz+Xw+m83u7u6mUqktLS27du16+PAhm82ura09d+5cQUEBBEEkEumLL75wdHRks9kEAuHkyZMgCfzChQt4PB76n+6JRKLu7u69e/fm5eVxudzMzMy9e/eOjIwMDAzs2bMnNzcXRGx8/fXXo6OjEATNz8+fOXMGvNC6bx3s3mZnQ+5du3bN2tr6yJEjurq6tbW1bDY7MjISRLaQyeSgoCBDQ8PKykomkwk+vllZWaampsvdm5+fz8zMvHTp0v79+7W1tSsrKyEIGhwcDAwMNDAwMDExAe4JhUIEAnHt2rWBgQGBQFBQUKCjowOyLslkckhIiIGBgZGR0Vt0DwysgWv74YcfDh8+bG1tPTo62tLS8u233zo7Ox87duzo0aMgQAmCIBKJtHv3bhcXl+PHjysqKnp6ei4uLtJoNEdHx/DwcOh/uieRSDgcTkpKyk8//fSvf/3r3LlzmZmZQqFwcXExLS0NbDxz5gwSiQTVsygUytdff71mIsbqy35d944ePbrxyGQIgkJCQjIzMxcXFy9cuCAtDf1aSCQSa2trAoGwomwIDGBD7u3fvz8iIqKlpcXV1dXGxgaJRGpoaPzwww83btwwNTU9derUv/71L21tbWlTcEW9dbFYnJ2dff369cTERBKJRCQS+/v7eTxeenq6g4NDdnb2nTt3gHssFsvf319HRwf8TxMIhDt37iAQCD6fj0ajLS0tQV73W3QPXN7i4uL4+Pjg4ODw8DCVShUIBFwud3R0lE6nDw8Pj4yMgGLIEASRSKQff/yxt7cXbAfVMLhcbmlpqaqqKqjROTU1xfk11B2s4RgdHR0cHBwbG5NmK3E4HDKZPDg4SCaTwUYej5edna2hobGR6j9v4N6OHTv6+/s36B6Dwfjpp5/6+/tFIpGcnFxTU9PruicQCMRicVJS0oMHD6RV2mGWsyH39PT0ent7RSIRBoOxtrZOS0uLjIw0MzPD4/EgedLY2LihoUEa47nCPSqV6uHhYWtry2azxWKxUCgUCARNTU1ubm75+fkgsgW4NzMz4+XlZWxsDA5sa2uzsbGJiYnp6Oh48OBBVlZWY2PjW3fvtSCRSAcPHlxxa5JIJGNjY4aGhhufyLKahYUFdXV1aaD1q3m1e2NjYwYGBvv37wdNYqDNjh07IiMjz58/f+jQoadPn0rTr0+fPg1aH8rKyn5+fuBbA4FAmJqaMhgMiUQiJycXEBCgoqIiLy/v5eUlffqIjIw8d+7cjz/+eOXKlfr6enBzU1dX9/b21tHRuX379sTEBIVCOXv2bGtr68bvt78fNuSenZ3d7OwsBEFtbW3SyJZ79+6BpetJSUm2trbSgvfQKvcGBwddXFx8fX2lOzAYjKioKDc3NzabXVNTI3WPwWD4+Pjo6+uD3UBkS3BwcGJi4r179+bn55ubm/8N3YMgiM/nDw8PUyiUNzstCA5sbm7eSCA89Er3RCLRuXPnHjx4QCKRysvLf/jhh76+PrFYvGPHDnV19dbW1pqaGgUFhcLCQmCLrKysvr5+b29vT0+PkpISGo3m8Xh6enoxMTHAQzk5OVVV1fr6+rq6ulOnToGGKARBOTk5BAKhu7vb3d1dXV0dBIsoKCjcvHmzqalpbGwMVLG7evVqenq6NIYIRsqG3Ltz5w7oVW9oaJBGtmzcvfHxcTAOJt2hu7v79u3bMjIyioqK33333WeffaaoqJiUlMTj8UBkC5hIicPhDAwMwsPDzc3Nd+7cqaiouG/fvs8+++zgwYOrB8EwGMwnn3zy97//3cDAwO6dYWFhoaamZmVltWK7ra2tjY2NtbX1G5/Z1tZ29WlfsbO5ufm2bdvee++9Fe9Dc3OzrKwshUKRSCQ8Hk9XVzcqKkogEOzYsQOFQvH5fIFA8PDhQ1NTU6CWrKxsdnY2KG3v5+dnbm4+Nze3f//+Fy9eADnl5OQSExM5HI5QKPTx8TEzMwP/O2w2W/qYum/fPhKJJJFIFBQUpKXYwfXY2tr6+vpKZ8aOjY35+Pi87O8KCQl5xffX8PBwQEDAy46NiIgA/q/JwMBAcHDwy46Niopanjm0gv7+/rCwsJcdGx0dvfzDv3E25N7hw4ezsrLAcJaJiQmRSHyZeyCyJScnx9jYuKSkBES28Hi8Z8+egWhdPp9Po9EGBgZIJFJVVRUej4+IiLhy5cqTJ0/GxsYkEklFRYWmpmZKSgqFQvHx8bl58+bIyEhPTw/YOS4u7sqVK+7u7qvfqZKSkvfee++Pf/zjX/7yl79udT788MMPP/xwzbyWnJycv/zlL6dPnz579uzZs2e/+eabR48e8fn8HTt2dHR0gIdJBAIBphNAECQrK9vS0gLapenp6ZcvX2YwGDIyMg0NDSA3QE5Orra2FvyMQqHU1NSAHmg0WlNT88yZM6dOnXr//febm5tFIpGCggLISJdej4eHx/3796VGEYnEAwcOvOzvOnPmzPJRpRXU1dUdPXr0ZccqKSktL6i2Ajwef/r06Zcdq6Ki0tjY+LJjcTjczz///LJjL1++vJGpSKvZkHtKSkrGxsZHjx69fPlyVlYWl8tNS0tzdnYG7oHoJCBDY2Ojtrb2zp07P/rooy+//NLY2Li7uxs8DgUGBp4+ffrQoUO3bt2qqKgAT30CgQBEtiCRSPCxYLFYCATi7Nmzhw4d0tbWxmAwICoY7NzQ0GBqapqYmLi6QwJkJcnKyjo7OwdudQICAh4/frymexgMZs+ePd3d3QMDAwMDA319fTQaTSKR7Nixo6qqCrxv4eHhmpqaoB0oKytbVlYG1IqIiNDS0mIymf/4xz/weLzUPWkR1ri4OB0dnenp6cHBQdD+7O7u7u7u/uqrrxobG4F7lZWVy0PyXFxcHj16JG2lU6nU58+fv+zvQiKRdDr9ZR/FiYmJlJSUlx2bkZHxii7isbGxtLS0lx2LQqFesYKETCYjkciXHZuVlbXB1ScrWN89Op0+NjY2MTHR19c3OjoK/sPm5uamp6fB/weLxZqengZfdRwOZ2RkhPQroOg2BEEikYjJZA4ODvb09IyOji4fqedwOBQKRfoELxaLFxYWhoaGent7x8fHV9TlAcW3pL2OywHuKSoqtrS0zG11WCzW6Ojomu7Nzc3JycklJCSAWrbd3d1jY2PgeU9PT4/FYtFotBMnTsTExID/PllZWS0tLTqdPj09ffLkycjIyMXFxfPnz6NQKDCrW05OTktLa2pqik6nKysrh4aGLiwsEIlERUXF3t5esVhcWFj4+eefv8w9fX19UFcU/FMoFC4sLLzs7wJlqF/2URQKhWw2+2XHglbxv9uxr2DrzCmDs3Glv6qsrNTQ0JCXl1dQULh+/XpnZydw79GjRxcuXDh06JCpqen09DToe5SVlXVzc1NWVj506JCxsTGYAu7u7u7u7g6+IuXk5JydnVVUVBQUFIyMjMhkMhg4sbS0vHjxoo6Ojru7+44dO9Z0j8vlnjx5EofDwUN8q4Hd25S8Opeaz+eTyWTQGhweHgbVXXp6emZmZvr7+7u7uykUirTTX1ZWtq6urre3F2wHt53Ozs6zZ89OT09LJJL+/n7wiN7d3T01NQV2kEgkoIIPGBHt7e0F+XFDQ0PLO1qqq6t1dXVBLfvf6r3ZNMDuvRNmZma0tLS+//7777///sCBA3Z2dm/3/G8xE15WVrarq2tFS4/P5xsZGRUWFm58+e+aWFtbp6enr6jfCAOA3XsnUCgUJSWlsLCwhoYGAoGwZsHA/w3v2j0IgoaHh8lk8ps9yQAkEklra+vs7Cw8sL4msHsbhc/nNzc36+joHDt27ObNm2Dm9MLCQmlpKViNvhwKhaKiovLixQsQv/3WP3xv0b3u7m7QKF2xHcxA+t+0FcGEAVi8lwG7tyFAKfarV68+ffq0sbExPj5eRUVlcnKSSqVaWFisXvVDoVBOnDhx7NgxJSUlR0fHoaGht349cB2izQ7s3oZYXFzMyck5ffo0aEENDg4aGBhkZWUJBAIymbx6WGlhYSExMRGNRqNQKENDQxUVlbc7qQp2bwsAu7chQBrSZ599dvHixYsXL549e1ZeXj4qKupl+4vF4vn5+aWlJQ6HQyQS9+/fv8FJ0hsEdm8LALu3IRYWFp4/f3769OnOXyGRSBtM75yamlJQUJAuzH8rwO5tAdZxLzExMSwsbEV7icVipaen6+jo+Pj4tLW1IRCIW7du+fv743A4MHpraGj4itlxUphMZlRUlIaGBgaDAVv4fD6orn769GlnZ2fQPcjn82tqanR0dE6dOuXo6Njb27vm2d6pe0KhsLGx8fjx44WFhQKBYGlpqbe3l0qlstnssrKyFX+sSCSi0+m1tbUsFotCoQQGBu7duxekubwtYPe2AOvX31sdGIHBYBwdHVNSUkZHR9FotJ2dXVpaGplMbmtre/78uZWVlZaW1kYCIzAYzLlz55SVlUHNZwiCiESihYWFu7t7SUkJmK3PZrPb29stLS3d3NxKS0sdHR0tLS3XfHZ6130tc3NzSCRSTU3txIkTP//8s42NzcjICJVKtbS0DA4OXr6zSCTq7+9XUVFRVFRUUFC4evVqRkbG/6azfs3rgd3b7KzvnoaGhrOz84ULF+7cudPY2MjhcKKjo01NTV+8eDE+Ph4SEmJkZFRZWQnK6DGZzPT09BWBEQsLC3l5eZqamqdOnTIzMwMLTEdGRoKDg3V1dY2MjIB7QqEwNTVVXV29u7sbBJno6OjU1taiUChVVVUSicTj8QoKCrS0tGpra1df6rseYwATTXt7e4lEYmtr69DQEJfLBcv2VqzLBiHTYIU+WKQvXcb+toDd2wJsqOZzaGhoVVWVk5OTk5NTVlaWlpbWwYMHdXV1ra2tz507t3//fjAHAhyyot66WCxGo9G3bt2Kioqqr6/H4/G9vb08Hi8zM9PJySk9Pf3OnTvAvbm5OX9/f11dXTD3r6Gh4c6dOzExMSEhIZqammDjK9bO/luNrb9rYPe2AOu7p62t3dXVJRQKS0tLraysUlNTg4ODjYyMysrKBgYGfHx8DAwMcDicdOnHCvdoNNrjx4+tra2ZTCZY3cfj8VpaWtzd3XNyciorK6XuzczMPH78WBoY0draam1t7e3tDUIrwMbOzk4bG5vIyMjVlwq7B7O5WN89e3t74BUIjEhMTAQL9sDivcTERDs7u+UrWVe4NzQ0tCIwgslkxsbGurm5sVis6upqqXuzs7Pe3t63b98Gu4HAiMDAQH9/f21tbbCxra3t7t27cXFxqy8Vdg9mc7G+exYWFmBpIAiMSEtLey33xsbGXF1d3dzcpDv09vYaGRnt2bPn/Pnz8vLyO3fuPHXqVEZGBo/Hi4mJuXHjBsiGweFwt2/fzsvLS0hIuHLlCthYU1Ojr6+/ZoIl7B7M5mJ9944dO4ZGo+fn5yMiIkxNTZuaml7mnlgsFggEOTk5JiYmYCm0WCzmcrnR0dHXr1+vq6vj8/lgGUtzc3NBQUFRUZGfn9+lS5cePXo0ODgokUjKyso0NTXT09Onp6efPn1669atiYkJLBaroaGRmppKo9GCgoJu3LgBwmNWANzbsWOHvr6+zVbH2trazMwMdm9Ts757Fy5cMDc3V1JSUlNTQyKRi4uLqamp0sG35ORkaWAEkUg0NTX99ttvt2/fLicnZ2Nj09fXB9Z0+fj4KCsrnz171sTEBIfDCQQCUB8Li8WampqCcFgIguh0ekJCgrKy8unTp3V1dYuKioRC4ezsbFJSkrKy8qlTp3R0dPLz89fsrwfu/fGPf/zwww8/2ur87W9/++tf/wq7t6lZx72JiYmenp6+vr7Gxsauri4Q1jAzMyMNg6DRaKOjo2CV19zcXGdnZ+2vdHd3g4E4oVBIpVJbW1sbGhq6urqk8QHgkKGhIWk/jVgsZjAY7e3tBAKhr68PHL58Y29v78smRlZUVGzfvv2rr75ycXEJ3uoEBQU9efJk27ZtH3zwwVv4FMD8X7B15pRVV1fv3r1bUVGRSCQytzoMBmNkZGTbtm0fffTR//UbD/OGbB33fpts3H8T4FooWwDYvU0J7N4WAHZvUwK7twWA3duUwO5tAWD3NiWwe1sA2L1NCezeFgB2b1MCu/fvg0QiWZ7mJhaLpdFsK361Ati9TQns3m8Jg8FobGx8sRaZmZkBAQFgQeno6Oj4+HhRUVFBQUFNTU1HRweBQMBisS+LBobd25TA7r0ZAQEBBQUFKwrsrAuXy6XRaFNTUxQKBY1Gl5eXg5K6FAqFTCaDsH0Igvr6+jAYTFBQUGBgYEVFxcTERElJSXFx8fLKMMuB3duUwO69GYaGhtHR0a8bIyAUCoVCoVgsnpubCwsLCwwMTEhIIBAIy8O8aTQaBoNJTEy0t7e/f/++v78/EomMjIwMCgp68eJFSEhIVlYWg8FYflrYvU0J7N6bYWhoaGNj4+TkpK6u7unpOTg4CEEQFou1srJSVVXV19cvLCyUFqiLiory9PT09PS0t7f38/Orrq4eGBioqanp7OxMSEh48eLF0NBQZmZmdXU1h8PhcrlUKjUjI8PAwMDZ2bmkpASHw6FQqLq6uszMzNjY2JGRkRUFvddxLz09PT4+fsX3xPz8fF5enqWlZWhoKIlEys7ONjc3j4qKqq2t9ff319DQsLW1bW1tfcVpOzo6HBwcVFVVVVVVXVxciEQi2D4zM5OYmKihoeHm5va6Wc6wezDrYmhoeObMmbi4ODQaffv27dDQUBqNVllZmZWVVVpa6uvra2xsXFVVBXa2sbE5f/58cnJyU1NTVFQUBoMZHBzMycnp6urKzs4ODg5OTk52c3MrLi4WCoU8Ho9AIJSUlAQEBISEhOTl5aWlpWVnZ/f29ubm5qLR6NWdLm+SU1ZZWens7BwTE0MikQoKChwcHOLi4np6eohEYkxMjImJiYaGxqtzyoaGhlAoVE5OTnJysomJiZWVFWgxNzQ0WFlZhYWFtbS0vG7xGtg9mHUxNDS0srIaGhri8/kgU6+xsVFac3NyclJbW/v58+egMWljY2NlZTUyMiKRSLKysqqrqxcXFxsaGtrb28PDw4OCgjo7O5OSksBHncFgDA0NDQ0N5ebm4nA48BxYWlpKJBILCgqKi4tXX8z67mlpaT1+/FhTU9PZ2bm1tXVxcTE2NhbklE1OToaFhRkZGVVVVc3Pz3M4nOnp6dTU1BU5ZWw2u6SkxNTUVE1NzdHRsampicfjLSwsgKW0T548uXnz5vT0dFdXl76+/j/+8Y8LFy5ERkYuLCxgsVhzc/OrV6/a2tqumU22HNg9mHUxNDQMCQkB95LKykpTU1MMBtPa2urp6amnp6elpbV79+6wsDAQzGVjY+Pr6wt2Bu6NjY3l5eURicTk5GQPD4+cnJyQkBAcDgdB0OTkZHV1dVRUlIeHR3R0dERERHV1dVVVFQ6Hy8vLKy8vX30x67unqKjo7+8Pcjjd3NwKCgr09PQUFRVNTEzu379/6dIlBQUFS0tL6dlX55SVlJTo6+sHBgYWFxcXFxeTSCQIgrq6ulxcXC5fvqylpZWVlcXn8xkMRmRkpKqqakxMTFdXV2VlpZ6enq+vb3FxcUlJSVtb26svFXYPZl0MDQ19fX1B/khZWZm5uXlmZqaDg8OjR49KSkoqKipAUWvwYGZjYxMQEADWi2ZlZUVFRaWlpeHxeBaLlZ2dnZWV9ezZM2Nj47KyMgiClpaWRkdH4+Li0tPTMzMzo6Oj+/r6BgcHo6OjQ0JCenp6Vl/M+u5pamq2trby+fyCgoK7d+8iEAg/Pz9dXd3c3FwQN3br1q2ioiJpRuUK9+h0ure3t6WlJY1GE4lEXC5XuugWg8GEhIRoaWl5enqCR8ry8vI7d+40NzczmczQ0FA9PT0qlSoSiXg83uLi4qsvFXYPZl0MDQ0vX77c0NAwNzf38OFDBweHoqIiHR2d5ORkPp/f1tZ27ty5kJCQNd1Do9GdnZ0EAqGioiIuLq6pqWloaCg4OPjFixfg5BQKJS8vLyUlxc/PLy8vj8fjMRgMDw8Pd3d3Go22+mLWd8/Ozg48jLW2ttrb2yclJb1BTpm3t/eKM4vFYnBxCQkJt2/fBt0tUvfGxsY8PT3v37+/8bcVg8F88sknO3bs0NPT+78LUvmNkOa1vPfeext/i2AMDQ1v3Lhhbm5+7dq1mzdvFhcX02g0kAxkbW3t6empqKgYFha22j0UCoXH4/l8/sTEREFBQWVl5dzcnEgkQiKR4L4HQdDS0lJ/f39iYqKzs7Ofnx8Wi8VisampqU+ePImLi6NQKCsuZn33LC0twT2NQCDY2dmlpqa+QU7Zo0ePXvYSoEUK9pe6NzU15eXlZWtru/G3taSk5P333wd5LX/7HQDntbwBHR0dHR0dYJIKkUicm5uTSCTj4+N1dXW1tbVdXV21tbWjo6OgrwVUqwfhQEVFRQgEAovFlpeXZ2ZmotFooJa7u3teXp5EIllcXGxvbweFUIlEIrhFtbW10Wi0tra2qKiokpKSFXe/9d07depUUVHRwsJCTEyMmZlZfX39a+WULS4uRkZGampqNjU1CQQCOp0+OTk5ODjY1tY2Nzc3ODjo4uJy69YtMNIidW9paSklJeXKlSt1dXUCgYDJZK6ucbcCkJUkKyt7//79oN8BXl5esHu/GSCjaGIVJBKJQqFIJBKhUEin0ycmJthsNo/Ho1KpExMT4EEJ3C0nJydXzKdZ371z585ZWVlpaGhoaGgkJSUtLCy8LKesvb3dwcHh4MGDMjIyCgoKYIxOIpH09PR4eHhcu3ZNXV3dzs6uoqKiqKjoxo0bKioqv/zyi5GRUW5uLrjLS90D6Wbe3t7q6urq6up3795dt7gKcA/ktbC2OkwmE+S1wO79G/LqKdRS1nFvYGCgsbGRSCSWl5fX19eDBz8QXgbawePj493d3cBvUPgq/1fAEy0EQXw+n0wm43C4kpKSuro6KpU6NTVVWVlZVFRUVlbW3t4uHcqj0WgdHR0sFguCIIFAMDExUVlZWVJSUlNTs7q5vAI4Gxdmc7F15pTB7sFsLmD3NiWwe1sA2L1NCezeGwPWtkqfx0QikXSpqxShUChdo7C0tASmuSyHz+evWBkE1jq81pXA7m1KYPfeGDKZXF5eLi3BnZ6eXlVVtWKFQXFxcUNDA7CrsbGxurq6paVleQ1TPB5fVVUljUiXSCTl5eU1NTU0Go1Coax2dU1g9zYlsHtvTG1tbVVVFZPJhCBofn4+LCwMi8WuuGUlJye/ePGCx+OJRCIMBoPH48lkckFBQWdnJ9gBrHvgcDjAT4lEEh8f7+vri0KhVo/jvQzYvU0J7N6bgcfjAwIC0tPTY2JiQBXk4ODgjIyMqqqq6Ojourq6iYkJAoHg4uLi7u6ORqPHx8dxOByRSORwOFlZWenp6VNTUzgczsrKKiAgICEhAYvFgk7+zMxMJBJZV1cH1hts5GJg9zYlsHtvRnJycl5e3uDgYEhISGVlZUFBAQaDGR4eHhsbCw0NBdkqk5OTDx8+jI6Orq6uLi4ufvr0aVhYWHFxcUFBAYFAoNPpmZmZoHhWXFzc48ePc3JycMIqpUsAABStSURBVDhcenp6VlZWZGRkWVnZBh/8YPc2JbB7b0ZycnJzczMEQQgEIjs7u7GxUdo+RCKRDQ0NEAQxGIyHDx8+evSosbERLJZFoVCdnZ1kMjkrKwuLxWZkZNjZ2VVWVubm5jo4OGRnZw8ODiKRyNzc3GfPnhUWFq7uvFkT2L1NCezemxEREREfH4/H493d3XNycsbHxxsaGkAp1bS0tPr6egiCmpubnZ2dQ0NDX7x4MTIyUlFRERERgUKhysvL8/PzOzs7s7KylrtXUVHB5/Ozs7PLysrQaDQGg9ngxcDubUpg996MuLi4wsJCMpkcGhpaXV3N5XKLioqKi4vpdDpwTywW19bWuru7v3jxoqGhobi4uLS0NDIysri4GI/HZ2VlkUik3Nzc1e7l5eVhMBg0Gi1dUrQusHubEti9N2N5m7OpqQmCIFCBfHZ2Frg3Pj7e29sbFxdXV1fHZDLHxsaoVCoSiSwsLMzOzgZrjoB7BQUFqampwL3FxcWcnJyKigoUCrVmPMSarOMeGo1OS0tb0W+zsLBQWlrq4uISHx/f19dXWFjo7OyclJTU2NgYFRVlamr66NEjaW/smnR3d3t6eurr6+vp6fn4+LS3t4Pts7OzGRkZpqamfn5+JBIJg8FYW1vr6em5u7uDt+wVwO7BrEtSUtIK93g8HhgqAO7Nzc1xOBwkErk8o6SsrOzRo0cZGRmTk5MUCiU/P9/NzS00NBSFQkVGRtbU1PT19aFQqNra2oKCgnXDTaS8SVZSbW2tq6trcHBwU1NTUVGRk5NTSEgIkUhsbGwMDw/X09O7fv36q5cdDAwMJCUlPX/+PDw83NDQ0MHBASzjb2pqsra29vb2xuPxJSUlBgYG9+/fT0hIsLGxsbS0nJycfMU5Yfdg1iUkJOTZs2fV1dUPHz7E4/HS7fPz86mpqcBGCIIQCAT4rVAo7OnpQSAQjx49QiKRRCKxra2tr68vPj4+PT19fHycTCaTSKSioiI8Ht/W1hYTE1NeXv52xtZ9fHy0tbUDAwPNzMyePHnS2dm5tLT07NkzMzMzDAZDpVIjIyNBrNrCwsL8/Pz4+DiIHlvuHofDwWKxjo6Ot2/ffvz4cVtb29LSEovF4vF409PTjx8/vnnzJpVK7e3tNTMz27dvn5qaWmJiIhKJVFZWbmlp4XK5mZmZ6urqBALhFZcKuwezLtnZ2RUVFSMjI2VlZSCEks1mE4nEsLCwjIyM6elpsFtaWtqLFy+6u7urqqoIBAKJROrp6amqqvLz80MgEDQaDbQwZ2dnOzs7Gxsbu7q6GAzG3NwcHo/Py8vbYLzl+u4dOXLEx8cnJSXFysrq8ePHZWVlRkZGx48ft7Ky8vT0vHr16tGjR+/du4fFYsEhq7OSMBiMiYnJ48eP09LSUChUR0cHBEF9fX0+Pj66urp6enqpqakgdjswMFBJScnf37+5ubm4uFhDQ6O8vJzFYsXHx0vX174M2D2YdZmengbRtxwOB9ydeDweGE8fGxuTzuEkk8lTU1PT09MjIyMMBgNsZzKZLS0tvb29S0tLExMT09PTi4uLVCp1enqay+WCAzkczsTEBJg0sy7ru6eurt7Y2Mjj8XJzcy0tLVNSUkBkYGpqKh6Pd3Z2vnHjBgqFGh0dBYescG92dtbX19fMzGxiYkIkEi0uLoJZcFNTU3l5eeCm5+fnBx4ppWtnwd//+PHj8+fPq6mpXbt2LTo6WvoXrglw7+9///vt27fttjq2trZ37tyB3dvUrO+era0tGH9saWl5g6yk4eFhFxeXJ0+erDgzyCyj0WgxMTG3b98GEYBS98RicU1NjbGxsZubW3R0tL29vaOj4/JXWQ1w7w9/+MN//ud/frjV+ctf/vKXv/wFdm9Ts757d+/eBWvGGxsb7e3tXzcriUwmu7q6uru7v+wl1sxKWlhYCA8PV1dXn5yc5PF4ZWVl+vr6eXl5r7hULBa7ffv2Xbt2OTk5BWx1/P39PT09t23b9sEHH2z4/xrm34v13fv555/Ly8vZbHZCQoK5uXlNTc0rspKEQmFOTo6pqSmY1SYWi9lsdlhYmLa2dnt7u0AgYDAYFApldHS0q6trfn5+dHQUJHyCs0nd43A4ERERFy5c6OrqWlxczMrKUldXR6PRr7jU6urq3bt3KyoqtrW1LWx15ufnx8bGtm3b9tFHH729DwPMb8r67p09e9be3t7ExOTWrVtxcXEsFguBQEizkpKSkqRZSWDU7uTJk3v27Dl79qyfn9/o6KhEIuno6Hjw4IGOjo6RkZGbmxuIYNHX179165aWlpaRkRESiQQRTlL3RCJRY2OjqamphoaGrq6upqbmw4cPwdyflwFn48JsLtZxr7OzE4vF4vH4zMzM8vJyENQ5PDwsrVUyNDREJBJB9wmFQikpKUn6FQwGA0bteDxef38/qMxSVlY2NjY2OjqKRqMRCERGRkZ9fb20X2hycrKhoYFOp0MQxOFw2tvbs7KyEAhEYWHhwMDAq6eowu7BbC62zpwy2D2YzQXs3qYEdm8LALu3KYHd2wLA7m1KYPe2ALB7mxLYvS0A7N6mBHZvCwC7tymB3dsCwO5tSmD3tgCwe5sS2L0tAOzepuRdu5efn19bW8vn8x89ekQmk6UL2zZ+ebGxsQMDA69bouB3xTrulZaW5ubmrqiXyWazcTicj48PEokcGhrCYDBPnjzJzMxsa2tLSkpydHQMCAjo7e19xWn7+/uDg4NB3fDw8PDu7m6wnclkotFoR0fHyMjI8fFx8FolJSUgLPHVlwq797ZYWFi4evUqKEiwd+/e5ubm11VIKBT6+vqGhoaC6YEwa/ImeS0EAsHNzc3b27uqqqq4uPj+/fs+Pj41NTX19fWBgYEaGhpqamqvzmvp7e2Njo4OCQl58uSJgYHBgwcPGAwGBEFEItHGxsbV1RXEtkkkkpaWFg0NjZ9++ik1NfXVlwq7J2VmZiYsLMzGxub+/fsNDQ0ikUgikWRnZzs4ONja2np4eMzMzIjFYhcXFzQaHRIS4u7uLi39C0FQWVmZhoYGeP/37t2blJTk4eFhb2+PQqGkxUBKSkoePnxobW395MmTvr4+UJbA19c3KysrODg4JCQEj8dfuXKlu7t7g0Gxv0PWd09PTy86OtrJySk0NLS3t5fL5YLFRBgMhkajRUdHm5iYgJosTCZzeHj4+fPnK/JaFhcXa2trvby87OzsgoODSSTS4uLi7Ozs0tISlUr18PDQ1NSkUqmDg4O2trYHDhzQ1dXNyMgQiUTT09Px8fHq6uo6Ojqwe8t5hXtisdje3t7CwiI6OtrPz09NTW18fLy/v//ixYtBQUFxcXEhISHT09NisVhGRsbc3ByFQiUlJV2/fh2UtocgyNraOiAgAMyP37t3r56eXlRUVFBQ0OXLlysrK4GiSUlJUVFRIJbOwcEBrK6Wl5c3MDBISkoqKCig0+lKSkqFhYUrGk0wUtZ379ixY56enuHh4ebm5r6+vjgczszM7NSpU46Ojv7+/jdu3Pjpp58ePHhQXV0NDlmd14LH4y0sLFxdXaOiohITE1tbWyEIGhoaCg8Pv3v3rpGRUUJCwtLS0tTUlJeX15kzZ9zd3fF4PI/Hw2AwTk5OcXFx5ubmsHvLeYV7AwMDu3fvJhAIIpGIwWAoKytnZGRUV1d/++23LS0tQqGQyWTyeDyJRCIjIxMZGcnlcoVCoa2traurK/Dt2LFjBQUFwLG9e/d6eXkxmUwOh2NlZXX//n3QQiGTyRwORyQSNTc3HzhwoK+vTyKRyMvL+/n5MZlMUN3O1NQ0JCQE7A+zmvXdu3LlSl1dHZfLRaFQFhYWycnJbm5u165di4uLKykpsbW1vXr1alJSEljOB61yj8lk+vv7Gxsbj4yMCIVCNpsNFh+Nj4+npqY6OTlpaGgEBwevWL8HQdDQ0NDTp09jYmJqa2s34l5FRcUnn3zyxRdfGBsbO251HBwcrKystm3b9t577614HwoLCz/++GMXFxc3Nzc3N7ejR496enpOTEwYGRlZWFjY29unpaUtLS0B9xobG8GzXEpKyrVr18Birq+++qq2thbcA/fu3YvFYkGsEAKBuH79OpVKhSCIQCAEBAQ8ePDg/v37H3/8cWtrq0gkkpeXLysrk7ZdHzx44ObmBvaHWc367tnY2IAWBZFItLe3T05Ofq3MiJGRERcXFy8vrxVnFolE4F4XFhZ2+/btrq4u6H+uW0ehUI6OjmQyubGxcSPugbyW//iP//jzn//83u+AP//5z2vmtRQXF+/cuTM+Pj4xMTExMTE+Ph488nV0dKSnp/v7+6uoqFRUVAiFQhkZGTweDxyLi4u7fv06i8WCIOjrr79e7t6LFy+Ae0lJSeDpgEKh6Orq+vj4xMfHx8fHf/75501NTcC9qqoqaUFW2L1Xs757VlZWIK+lqanJ3t4egUC8lnujo6Ourq4eHh4ve4k181pGR0cdHByOHDni5OSko6Pz448/ampqvjrpHrgnIyNjb2/vs9Xx9vZ2c3Nb072xsTE5OTkgjFgsHh8fn5mZmZqaAjlxDAbj5MmTkZGRPB5PRkbG0dFxbm6OxWJpaGh4eXmBrpQTJ07k5+dL25wODg50On1+ft7AwMDDw4PFYrW2th48eLC9vR3EC3z55ZdrumdiYhIaGgq3OV/G+u4pKSlhsVgOh5OcnHznzh08Hv/qvJbc3FxTU9Py8nKQ17KwsBASEqKnp0cikYRCIYvFotFo4+PjfX19bDZ7fHzc29tbW1sbDDNI3ZuZmcnLy/P29vbz87OwsDh8+LCBgUFNTc0rLhW4d/jw4a6urqWtzuLi4tTU1JruicXi4OBgU1NTOzu7e/fuubq6dnd3EwgEBweHe/fu2dnZqampEQgEcN+ztLR0dXW1sLBQV1dvb28H7c8VfS3m5uaurq53797V0NBoamoSCARUKvXWrVvOzs4hISEBAQHbt29f7R6fzz9//nxRUdGrkx1/z6zv3unTp52dne/du6evrx8ZGTk7O4tAIJycnKR5Lffu3QPu9ff3BwUFXbx4cd++faqqqmCMTiKREIlEJycnExMTe3t7X19fPB4PHLtz546JiYmRkdHz589X5HOCBEGQC1RZWQn6Y1YUxV4BnI0rZW5uLj8/H/RDolAoOp0+OTmZlpYWFRUVHR0NHsnA815hYWFSUlJ0dLS08QlBEAaDuXbtGhhjSE5OJhAICAQiJiamqqoKiCSRSGpqahAIBAqFqqure/bsGeg4TU9PB3dXCII6OzvV1NTgMYZXsI57TU1N+fn5JSUlsbGx2dnZZDIZgqDe3t7a2lrwXN7T01NTUwMGAMfHx1EoVPCv5OXlgQdFLpfb2dmZnJwcGRmZnZ09NDTU39+fkpISHh4eGxtbUVEhHYElk8lYLFYazQ2gUqlYLPbVg/UQ7N7rIyMjQyKRVs9ZmZ+fv379OpjX8sYn9/LyCg8PB4E9MGuydeaUwe69Li9zD4Kg8vLy1tbWN3ZPIpGgUKihoSF4TtkreIfuicXi12pvbGR/iUQCxo5WA7v3ujx79oxOp6/5ngsEAi6X+7K3eiOXB0b/3vjafg+8Q/e6urrweDz4DxCJRDMzM1VVVTU1NdKH7/HxcSKRuPTrvIfBwcHKysrlj+Y0Gg1UPgL/FIvFQ0NDL5utBrsHs7l4V+7Nz88XFRXFxsY2Nzd3dHSAZ/rc3NyamhrpnEACgZCWlsbj8RgMxtjYWE1NTWxs7PJ2TkdHBxKJlNookUhAib81XxF2D2Zz8a7c6+rqys/PR6PRGRkZoHpgaGjoxMTE0tKS9BmgoaEBiURCENTW1paXl9fQ0IBAIGZmZjo7O8EgL5FITEpKgiBIJBKBo9ra2hISEtZ8Rdg9mM3FO3GPz+eDKRRlZWXZ2dkCgaCxsTEnJ2dpaQk8SACX6uvrExMTKRRKbm5uYmJifX09qC0YExMzMTExMjKCQCBcXV3Ly8tRKBQWi11aWgLuSVVcDuwezObinbg3OTkZFBQUHBxcUVERExPT2NiYlpYWGBiIw+HQaHRJSQmdTu/r60tMTHR3d8disbGxsb6+vgkJCe7u7mlpaTExMXNzc2NjYxkZGR4eHrW1tc+fP4+KiuJyuQ0NDQ8fPsRgMHl5eSv6r2H3YDYXb989DofT29ubmJiYlZVVV1cXFxfX3t5eXFwcGRlZVFSEw+Hq6urm5ubIZHJaWpqnp2dxcbGPj8+TJ0+AdUQiEYlEgj7P5uZm0OZsbW1NTEyEIIhAIHh6etbX12OxWNAulQK7B7O5ePvugbV5oLVZV1cH2pw0Gq28vLy+vn75ng0NDYmJiWQyOTU19fnz542NjQgEoqmpCYFAgB2kz3tS9+DnPQDs3hbgXfW1VFVVLXePx+NVVlbm5eWBOZ9gTAn0tQgEgqqqqtTUVLDsPTU1NTo6WiQSCQQCIpGYmJi4uLiIxWJh95YDu7cFeIfugTZnRkbG6Ohof38/DodLT08nk8lgyp9AICgvL3/y5AlokaamptbU1Pj5+eFwuMrKSiqV2tDQkJqa+vjx4/b29tLSUti95cDubQHelXtYLDYjI6OqqsrLywuBQGRlZWEwmJycnODg4LKyMiaTWV1d/fz586ysrL6+voqKCgQCQSaTm5qa+Hw+lUqtqKiIjY3NyMgoKysbGhoCrVPoV/fALH7pOCEAdg9mc/Gu3Hvx4kVqampjY2NUVBQejy8qKioqKiKRSO7u7hERETMzM83NzY2NjcCflpaW0NDQgoKC/Pz8oqKitLS02NhYHA5HpVJZLFZHRwcYpm9raysqKoqJiamurkaj0dJ0MwDsHszm4l25Nzw83NHRQafTx8fHxWLxxMREX18fj8fr6Oioq6tbMUl3Zmamurq6/FdKS0sbGhpAtMTc3ByJRGpra2tubu7s7AQ/tLa2Njc3j42NLT8J7B7M5uJdufeKSc/vCODezp07LSws3H4H3Pv/7duxDcBACATBc8+fG4ku6cXIPXyCgJ0STtrwzqG91qZ9iCQ9O0iivdbmtBcR7v4uY2bVw+PSnPYy81upenhcmtMe0AvtATVoD6jxA5Do7DZjZy/OAAAAAElFTkSuQmCC" alt="" />
途中每个小方格占4个字节,例如b:3这个方格的内存地址是0xbf822d20~0xbf822d23。我们从main函数的这里开始看起:
aaarticlea/png;base64,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" alt="" />
要调用函数foo先要把参数准备好,第二个参数保存在esp+4所指向的内存位置,第一个参数保存在esp所指向的内存位置,可见参数是从右往左一次压栈的。然后执行call指令,这个指令有两个作用:
1. foo函数调用完之后要返回call的下一条指令继续执行,所以把call的下一条指令的地址0x80483e9压栈,同时把esp的值 减4,esp的值现在是0xbf822d18。
2. 修改程序计数器eip, 跳转到foo函数的开头执行。
现在看foo函数的汇编代码:
aaarticlea/png;base64,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" alt="" />
首先将ebp寄存器的值压栈,同时把esp的值再减4,esp的值现在是0xbf822d14,然后把这个值传送给ebp寄存器。换句话说就是把原来ebp的值保存在栈上,然后又给ebp赋了新值。在每个函数的栈帧中,ebp指向栈底,esp指向栈顶,在函数执行过程中esp随着压栈和出栈操作随时变化,而ebp是不动的,函数的参数和局部变量都是通过ebp的值加上一个偏移量来访问的,例如foo函数的参数a和b分别通过ebp+8和ebp+12来访问,所以下面的指令把参数a和b再次压栈,为调用bar函数做准备,然后把返回地址压栈,调用bar函数:
aaarticlea/png;base64,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" alt="" />
aaarticlea/png;base64,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" alt="" />
现在看bar函数的指令:
aaarticlea/png;base64,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" alt="" />
这次又把foo函数的ebp压栈保存,然后给ebp赋了新值,指向bar函数栈帧的栈底,通过ebp+8和ebp+12分别可以访问参数c和d。bar函数还有一个局部变量e,可以通过ebp-4来访问。所以后面几条指令的意思是把参数c和d取出来存在寄存器中做加法,add指令的计算结果保存在eax寄存器中,再把eax寄存器存回局部变量e的内存单元。
现在可以解释为什么在gdb中可以用bt命令和frame命令查看每个栈帧上的参数和局部变量了:如果我当前在bar函数中,我可以通过ebp找到bar函数的参数和局部变量,也可以找到foo函数的ebp保存在栈上的值,有个foo函数的ebp,又可以找到它的参数和局部变量,也可以找到main函数的ebp保存在栈上的值,因此各函数的栈帧通过保存在栈上的ebp的值串起来了。现在看bar函数的返回命令:
aaarticlea/png;base64,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" alt="" />
bar函数有一个int型的返回值,这个返回值是通过eax寄存器传递的,所以首先把e的值读到eax寄存器中。然后执行leave指令,这个指令是函数开头的push %ebp和mov %esp, %ebp的逆操作:
1. 把ebp的值赋给esp,现在esp的值是0xbf822d04。
2. 现在esp所指向的栈顶保存着foo函数栈帧的ebp,把这个值恢复给ebp,同时esp增加4,现在esp的值是0xbf822d08。
最后是ret指令,它是call指令的逆操作:
1. 现在esp所指向的栈顶保存着返回地址,把这个值恢复给eip,同时esp增加4,现在esp的值是0xbf822d0c。
2. 修改了程序计数器eip,因此跳转到返回地址0x80483c2继续执行。
地址0x80483c2处是foo函数的返回指令:
aaarticlea/png;base64,iVBORw0KGgoAAAANSUhEUgAAAj4AAAAvCAIAAABsRVfsAAAJWElEQVR4nO3d2U8T3RsHcP4E77z0X/ACY0g08UaERFORCq3d27GFogISTMFEFiMmAnGBsLQ/WWUJgqwqKYtKWkHKWkR2bSqUAm3PhVdc9b04vpNJWXwFftAp38/VM2c6nXOI4+mcZ/o0zA8AAMArYUfdAQAAgL+DqQsAAHgGUxcAAPBMmN/vLyoqMhqNm5ubm5ub9fX19fX1iBEjRowYcXDGWVlZYX6/Pzw8PDo6mhBCCBEIBAKBADFixIgRIw7O+OTJk2F+v99sNs/MzBAAAICgFxkZGeb3+3/9+nXUPQEAAPhPfk9dOTk5Hz9+POrOAAAA/NnvqevSpUuNjY1H3RkAAIA/+z11IdcFAAB8gVwXAADwDHJdAADAM8h1AQAAzxxArsvr9W7b7vP5fD7fgbzV7rt2ev3fnj0E7OFvDgDAO/vKdVksFrFYzDDMjRs37HY7d1dBQYFEIpFIJOXl5VsPbG5uPn/+/OzsLNvicDhUKhXDMGKxuL29nW3f2NjIyMiQyWQMw8jlcofD8cdeOZ1OtVqtVqvlcvmLFy/2MC6eMhqNEolEqVQ+fvz4qPsCwSs3N1ej0Wi12qPuCMDe7SvXFR8fv76+TghxOp0ymYxtt1qtaWlpNNZqtVNTU9yj1tbWRCJRRkbG169f2cbk5GQ6+fl8PrFY7HK5aPvs7GxPTw+NJycnU1NT/9irpKSkyclJGufk5LCHh7bp6enk5GQaFxYWtrW1HWl3INjpdLqj7gLA3u091+X1etVqNbsplUrZODU1dW5ujsb9/f0BNwF5eXk9PT3379/nTl1KpZKNHzx4MDIysvWMbrebe0ZCyPDwcGVl5fv379fX151OJ20cHR1lX2CxWPLz87mHeDyekZERXq+qbTvqqqqqzs5OGrvd7sTExKPrIPDAtlPX0NBQZWVlb29vwAUyNzfX0NBQXV29uLhIW1ZWVqxWq9VqXVpaIoTMzs7SzbW1NfqCmZmZV69etbe3sx9DAQ7QvnJder3+zZs3q6urFRUV6enpbDt3glleXk5ISGA35+fn6UpFwNRVXl7+6NGjlZWVDx8+xMbGBmS27HZ7XV2dSCSyWCxso8FgyM3N7erqMhqNFy9eDJiiKJ1ONz4+zm0xGAxhYWFPnz7928EGiZ1G3dHRUVZWRuPh4eHTp08fXR+BBwKmLp/Pl5KSQv9pPXv2TCaTra6u0l2jo6NpaWlNTU0dHR0SiWRsbIwQMjU1lZiYKBKJ+vv7CSFdXV3R0dEGg4HOZKWlpbdv325ra6upqYmPj7fZbIc+Pghx+8p1ffr0KTw8XCwWnzlzhnuvo9FouC/jbur1+m/fvpEtU9fS0tKFCxfi4+PPnj1bV1cXcCK73f78+fO4uLgvX77QltbW1uLiYvYFFovFaDQGHJWdnV1bWxvQ2N3dffXq1c+fP//tYIPBLqP2eDyxsbGdnZ1v376NiYnhrt8CbBUwdVVWVtbU1LCbNpvtwYMHW48aGhp68uQJjTc2NhQKBY3pOj+9V5uamrp16xZ7iMvlClgsAdi/vee63G63UCjc2NgghLhcLqFQyC4yKBQKNna5XElJSTQeGhqKj483m81ms1mhULS0tLDvplKp6Bqjz+djGGZ6enrrGVdXVyUSCY3v3r27yyMbPp/v3r173EsxNOw+apfLVVJSUlJSsrKywl2ABdgqYOrSarUqlUrDIRaL6S673U6fe2IY5vr163l5eexRDx8+HBwcJIR0dHSUlpbSxpqamqioKO5bRUREeDyewxoZHAt7z3VNTEzk5OSwm3q9nl3UTktLYx/N6OvrKygooPHMzMz//iUQCLg3ENzPZfX19a9fv972pOxjUdnZ2eyzGAG8Xq9erw/Jr6ntMmoum832X55ngeMsYOrKysqiK4FbxcXFff/+ncajo6PcqcvhcNCsqlKpdLvdtLGnp6eoqOj/0mmAf+091+XxeIRCIZ2uHA6HSCRidw0ODqakpBBCfD6fVCplU7tcAQuGiYmJExMThBCv16tSqebn52l7c3Mz2zGbzabX62k8OTmpVqvp842EkJGREfowiMfjYRimq6uLtrvdbqvVyj2vyWQ6depUa2vrXw02SOw0aq7x8fFr1679+PHj0HsHfBIwdc3Pz4vF4uXlZbrpdrvpx0d6CbONCQkJ3KmLEHLnzp3e3t7MzEy2xev1cr8t4/P5Ghsb6fIMwEHZV65reHhYLpdrNBqVShXwBHxZWZlMJhOJRNveP2VmZgoEAu6dAf34ptFopFLpu3fv2Ha73Z6QkCCVShmGSUlJYS8tQkhvb69CodDpdFqtNiMjg66kORyOy5cvsysVCoUiIAdWVFR04sQJ/t6TbTtqQojNZtPpdCqVKjU1lftXAuAym8300mAvEzbvOzY2xjCMTqeTSqVqtZo+f0EIqa2tVavVN2/eVKlUDQ0NMTExTU1N7BuOjY1FRUWxTxRTTqczJSUlMTFRoVBIpdKKiopDGyAcE6hhCAAAPIMahgAAwDP4vS4AAOAZ/F4XAADwzAHkulA5Pngcz1EDwHGzr1xXcFaOX1hYYBhGqVSqVCqDwXBM/is/nqOGw4FsAgSbfeW6grNyfF9fHzuW8vJy7oO8Iex4jhoOh06nwxezIKjsPdcVtJXjubq7uwN+sitUK8dzbR01ALW2tma1WmlN6oWFhZaWlpWVFXbvtpXjh4eHhULhwMAArQ2Pb7tDMNhXriuYK8cPDAyYTCahUBjwn3uoVo6ndho1ALW4uFhYWBgTE2MymRQKRXV1Nb1yd6kcX1xcfO7cufz8/MLCwsLCQu41CHBU9pXrCubK8f39/Tk5OQqF4ufPn9z2UK0cT+00agCuiIiIgE9vu1eOx4IhBJu957qCuXI8a3x8nM26hYDjOWo4cFt/hWSXyvEEUxcEn73nuoK2cvxOh4SA4zlqOHAB6yJk18rxBFMXBJ+957qCs3I8IeTly5fsJFpVVVVSUsI9b6hWjt991ABcW6eunSrHU+np6ezV6nQ6t72iAQ7TvnJdQVg5nhDS3d0tl8tlMplarS4oKAh4mDBUK8fvPmoAqrW1NSkp6cqVK3RV0GQysbt2qhxPCJmbm5PL5VqtViaT6XS6gIsd4PChhiEAAPAMahgCAADP4Pe6AACAZ/B7XQAAwDPIdQEAAM8g1wUAADyDXBcAAPAMcl0AAMAzyHUBAADPREZG/gNjMPDburvdBgAAAABJRU5ErkJggg==" alt="" />
重复同样的过程,就又返回到了main函数。注意函数调用和返回过程中的这些规则:
1. 参数压栈传递,并且是从右向左依次压栈。
2. ebp 总是指向栈帧的栈底。
3. 返回值通过 eax 寄存器传递。
这些规则并不是体系结构所强加的, ebp 寄存器并不是必须这么用,函数的参数和返回值也不是必须这么传,只是操作系统和编译器选择了以这样的方式实现C代码中的函数调用,这称为Calling Convention,除了Calling Convention之外,操作系统还需要规定许多C代码和二进制指令之间的接口规范,统称为ABI(Application Binary Interface)。
[汇编与C语言关系]1.函数调用的更多相关文章
- [汇编与C语言关系]2. main函数与启动例程
为什么汇编程序的入口是_start,而C程序的入口是main函数呢?以下就来解释这个问题 在<x86汇编程序基础(AT&T语法)>一文中我们汇编和链接的步骤是: $ as hell ...
- [汇编与C语言关系]3. 变量的存储布局
以下面C程序为例: #include <stdio.h> ; ; ; int c; int main(void) { ; char b[] = "Hello World" ...
- [汇编与C语言关系]4. 结构体和联合体
用反汇编的方法研究一下C语言的结构体: #include <stdio.h> int main(int argc, char ** argv) { struct { char a; sho ...
- [汇编与C语言关系]5. volatile限定符
现在研究一下编译器优化会对生成的指令产生什么影响,在此基础上介绍C语言的volatile限定符.首先看下面的C程序: /* artificial device registers */ unsigne ...
- 为何C语言(的函数调用)需要堆栈,而汇编语言不需要
转自:Uboot中start.S源码中指令级的详尽解析 green-waste为何 C 语言(的函数调用)需要堆栈,而汇编语言却需要堆栈之前看了很多关亍uboot的分析,其中就有说要为C语言的运行,准 ...
- 从linux0.11中起动部分代码看汇编调用c语言函数
上一篇分析了c语言的函数调用栈情况,知道了c语言的函数调用机制后,我们来看一下,linux0.11中起动部分的代码是如何从汇编跳入c语言函数的.在LINUX 0.11中的head.s文件中会看到如下一 ...
- C语言中递归什么时候能够省略return引发的思考:通过内联汇编解读C语言函数return的本质
事情的经过是这种,博主在用C写一个简单的业务时使用递归,因为粗心而忘了写return.结果发现返回的结果依旧是正确的.经过半小时的反汇编调试.证明了我的猜想,如今在博客里分享.也是对C语言编译原理的一 ...
- C语言常见的函数调用
C语言常见的函数调用 isatty,函数名,主要功能是检查设备类型,判断文件描述词是否为终端机. 函数名: isatty 用 法: int isatty(int desc); 返回值:如果参数desc ...
- keil or c51 汇编调用c语言函数 容易忽视的问题
最近,在用keil 写一个小程序时,想实践一下从汇编调用 C语言函数,我们都知道C语言调用汇编函数讨论得较多,但反过来,从汇编中调用C语言的函数未见深入分析:在开始的时候,还是忽视了一个问题,就是对现 ...
随机推荐
- Oldboy-Homework-Week1
关于Python全栈开发第一周所讲的一些回忆(会陆续添加) 一.一些简单的命令.概念 1.print(""):输出 2.变量 3.input():输入 4.while循环.if.e ...
- Linux下添加apache虚拟主机
一切在确保apache被正确安装的前提下 设置虚拟主机 创建虚拟目录 现在,让我们继续安装虚拟主机.虚拟主机命名为local.gis. 创建一个公用的文件夹来存放这虚拟主机的数据. 首先,让我们为lo ...
- Android之获取数据库路径
如果数据库名为:“ifoData.db”,则它的路径求法为 String pathDatabase=Mcontext.getDatabasePath("ifoData.db").g ...
- Golang之chan/goroutine(转)
原文地址:http://tchen.me/posts/2014-01-27-golang-chatroom.html?utm_source=tuicool&utm_medium=referra ...
- java分享第十六天( java读取properties文件的几种方法&java配置文件持久化:static块的作用)
java读取properties文件的几种方法一.项目中经常会需要读取配置文件(properties文件),因此读取方法总结如下: 1.通过java.util.Properties读取Propert ...
- setView的AlertDialog在受到二次点击后出错
错误报告: 10-21 13:11:16.009: E/AndroidRuntime(27937): FATAL EXCEPTION: main10-21 13:11:16.009: E/Androi ...
- android之volley学习
Volley是android的平台通信库,一个新的网络通信框架.Volley 的特点:适合数据量小,通信频繁的网络操作. 获取Volley git 工具使用:git clone https://and ...
- php函数类型
静态变量: <?php function calcute(){ static $num =10; $num = $num+2; echo $num."<br>"; ...
- 通用EF框架
之前我老大去网上找了一个DAL里面操作数据库的通用类: public class DALHelper { public static List<T> Search<T>() w ...
- ormlite的使用方法
ormlite是什么? 简单来说,就是我们定义一个实体类,利用这个框架,它可以帮我们吧这个实体映射到我们的数据库中,在Android中是SQLite,数据中的字段就是我们定义实体的成员变量. 官网地址 ...