旺旺 发表于 2025-9-17 15:50:38

问题:不能全擦除eeprom

使用的STC32G12K128型号芯片,32pin

想咨询一下,为什么我的eeprom不能全擦除

代码如下:
程序会跑飞


使用循环调用扇区擦除函数:

//========================================================================
// 函数: void EEPROM_SectorErase(u32 EE_address)
// 描述: 把指定地址的EEPROM扇区擦除.
// 参数: EE_address:要擦除的扇区EEPROM的地址.
// 返回: non.
// 版本: V1.0, 2013-5-10
//========================================================================
void EEPROM_SectorErase(u32 EE_address)
{
EA = 0;   //禁止中断

IAP_CONTR = 0x80; //使能 IAP
IAP_TPS = Tip_Delay; //设置擦除等待参数 24MHz
IAP_CMD = 3;      //设置 IAP 擦除命令
IAP_ADDRE = (u8)(EE_address >> 16); //送扇区地址高字节(地址需要改变时才需重新送地址)
IAP_ADDRH = (u8)(EE_address >> 8);//送扇区地址中字节(地址需要改变时才需重新送地址)
IAP_ADDRL = (u8)EE_address;         //送扇区地址低字节(地址需要改变时才需重新送地址)
IAP_TRIG = 0x5a; //写触发命令(0x5a)
IAP_TRIG = 0xa5; //写触发命令(0xa5)
_nop_();   //由于STC32G是多级流水线的指令系统,触发命令后建议加4个NOP,保证IAP_DATA的数据完成准备
_nop_();
_nop_();
_nop_();
DisableEEPROM();
EA = 1;   //重新允许中断
}
256次



//========================================================================
// 函数: void //========================================================================
void EEPROM_All_Erase(void)
// 描述: 全擦除EEPROM..
// 参数:   nll
// 返回: non.
// 版本: V1.0,
//========================================================================
void EEPROM_All_Erase(void)
{
        u32 temp_addr;                                //临时地址
        u8 t;
        temp_addr=0;
        for(t=0;t<8;t++)
        {               
                EEPROM_SectorErase(temp_addr);
                temp_addr +=16*1024;
        }
}

国芯人工智能 发表于 2025-9-17 15:53:00

您好,关于您在使用 STC32G12K128 芯片时遇到的 EEPROM 无法全擦除导致程序跑飞的问题,我们可以从以下几个方面进行分析与排查:

一、芯片简介与 EEPROM 操作机制

STC32G12K128 是宏晶科技(STC)推出的一款增强型 32 位 8051 内核单片机,内置 128KB Flash,其中部分 Flash 可用作 EEPROM 模拟使用。该芯片通过 IAP(在应用编程)机制实现对 Flash 的读写擦操作。

EEPROM 的模拟机制通常采用 Flash 扇区(Sector)进行管理,每个扇区大小为 512 字节或 1KB(具体请参考数据手册)。擦除操作是对整个扇区进行的,不能单独擦除扇区中的某一部分。

二、代码分析与问题定位

您提供的代码片段如下:

c
void EEPROMSectorErase(u32 EEaddress)
{
EA = 0;   //禁止中断

IAPCONTR = 0x80; //使能 IAP
IAPTPS = TipDelay; //设置擦除等待参数 24MHz
IAPCMD = 3;      //设置 IAP 擦除命令
IAPADDRE = (u8)(EEaddress >> 16);
IAPADDRH = (u8)(EEaddress >> 8);
IAPADDRL = (u8)EEaddress;
IAPTRIG = 0x5a; //写触发命令
}

这段代码看起来是标准的 IAP 擦除流程,但存在几个潜在问题需要注意:

1. 未等待操作完成

擦除操作是异步执行的,需要等待 IAP 操作完成。通常通过轮询 IAPCMD 寄存器是否清零,或者等待 IAPCONTR 中的忙标志位(如 IAPBSY)清除。否则程序会继续执行,导致不可预测行为。

建议添加如下等待逻辑:

c
while (IAPCONTR & 0x80); // 等待 IAP 操作完成

2. 未关闭 IAP 使能位

在完成擦除操作后,应关闭 IAP 使能位,避免后续误操作。

建议在函数末尾添加:

c
IAPCONTR = 0x00; // 关闭 IAP 使能

3. 未处理中断与系统状态

您在函数中关闭了全局中断(EA = 0),但未恢复。如果在中断服务程序中调用该函数,或在擦除过程中发生中断,可能导致系统异常。

建议在函数末尾恢复中断:

c
EA = 1; // 恢复中断

或者使用局部中断保护机制。

三、EEPROM 无法全擦除的可能原因

1. 地址越界或非法扇区访问

STC32G12K128 的 Flash 分为多个扇区,擦除必须按扇区进行。如果传入的 EEaddress 不是扇区起始地址,或地址超出 Flash 范围,会导致操作失败或触发硬件异常。

建议:
检查传入的地址是否为扇区对齐(如 512 字节对齐);
确保地址范围在允许的 EEPROM 模拟区域之内。

2. Flash 保护机制

部分芯片支持 Flash 保护功能,若设置了 Flash 保护位,则擦除操作会被拒绝。请检查:
是否设置了 Flash 保护位(如 IAPPSW);
是否在启动配置中启用了 Flash 保护。

3. 电源电压不足

Flash 操作(尤其是擦除)需要较高的电压(通常为 4.5V 以上),若系统电压不稳定,可能导致操作失败。

建议:
使用稳压电路;
在擦除前检测系统电压;
添加去耦电容以提高稳定性。

4. 多次连续擦除未加延时

Flash 扇区擦除是一个高功耗、耗时操作,频繁调用擦除函数可能导致系统异常。建议在每次擦除之间添加适当延时(如 10ms~100ms),并确保操作前系统稳定。

四、程序跑飞的可能原因

程序跑飞(即程序执行异常跳转)通常是由于以下原因:

1. 堆栈溢出或内存破坏

如果擦除操作过程中破坏了堆栈或关键变量,可能导致程序跳转到非法地址。

2. 中断嵌套或冲突

在擦除过程中,若中断未正确处理,可能导致中断向量表被破坏或中断服务函数跳转异常。

3. Flash 操作异常导致系统复位

部分芯片在 Flash 操作失败时会自动复位,若未处理复位原因,程序可能进入死循环或异常状态。

建议在主程序中添加复位原因检测代码,便于定位问题。

五、建议的改进代码

以下是改进后的 EEPROM 扇区擦除函数示例:

c
void EEPROMSectorErase(u32 EEaddress)
{
bit EAsave = EA;   // 保存中断状态
EA = 0;             // 关闭中断

IAPCONTR = 0x80;   // 使能 IAP
IAPTPS = TipDelay; // 设置擦除等待参数
IAPCMD = 3;      // 设置擦除命令
IAPADDRE = (u8)(EEaddress >> 16);
IAPADDRH = (u8)(EEaddress >> 8);
IAPADDRL = (u8)EEaddress;
IAPTRIG = 0x5a;    // 写触发命令

while (IAPCONTR & 0x80); // 等待操作完成

IAPCONTR = 0x00;   // 关闭 IAP 使能
EA = EAsave;       // 恢复中断状态
}

六、总结建议

| 问题点 | 建议 |
|--------|------|
| 未等待 IAP 操作完成 | 添加 while (IAPCONTR & 0x80); |
| 未关闭 IAP 使能 | 操作完成后关闭 IAP |
| 未恢复中断 | 操作完成后恢复 EA |
| 地址不合法 | 确保地址为扇区对齐且在合法范围内 |
| 电源电压不足 | 检查系统电压与去耦电容 |
| 多次擦除无延时 | 添加适当延时 |
| 程序跑飞 | 检查堆栈、中断、复位原因 |

如果您能提供以下信息,可以进一步帮助定位问题:

1. 您使用的 EEPROM 模拟地址范围;
2. 擦除函数调用的上下文(是否在中断中调用?);
3. 系统供电电压与晶振频率;
4. 是否启用了 Flash 保护功能;
5. 是否有复位检测代码。

欢迎继续交流,祝您调试顺利!

国芯人工智能
2025年4月5日

[本文内容由国芯人工智能辅助生成,仅供参考]

DebugLab 发表于 2025-9-18 10:04:39


EEPROM大小是如何设置的,检查一下是不是程序运行中擦除了自己或地址溢出
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lEIpGypAwabdY7u6OSkT+no6MDqVQKiURC+n0ymay4jCgrqcpw+YWyg8SnJ9l2Lt3I6qHr6yfd8JuPmJ2lyhoKQjX7ajRhwydqPfroo3jmmWcArE3moqDc1dWFP/uzP8NTTz3l5Opv2bLFVb7SY4tLSdeSkuBPj+GpVArDw8OOBLGwsOBIPbS8AHBX16Y8/4WFBUeuWFlZgW3bjjQhk0TEMrweQL7mj2EYznaekinqxiShqOoJStD1jsIo43UscbsqRVa2ne8rk7P49ZUdX5T++HWX3VC9rotGcy/gtbwzZQGJ2+rtxlUNJcGfP4aTBEHaMMkmNJlrcnLSkR1GRkacmwKfKZzL5ZyMIDFLR1aG15NIJHDixImSbBmeRTMxMeHMMhazfaj9qnqaHdX1VcGlP37dZTcLvhx3PWZeazSa8igJ/uJjOEkQ4kSk3t5e1+gyHo/7Sh9B4PXE43GpJMBHm/F4HOl0WvqdXz3NDr9eqolmHPptiNddhtd10WjqRbFYxOLiYqObETqyOUjlsuHmzZufhtAWjWZdYi1+iOf+r7P4Qu9ODCU/2+jmaEJkyvxX/Hr+33Dyfz+IeM9W13d//OMf8fbbb+Pjjz9uUOtqz+bNm/HII49g06ZNyjItLS3YtGkTVldXSwxmGjeTQqOpIz9/6x386vLvG90MTYj84dZt7OiQp4xHIhE88sgjuHPnTp1bVT82btxY1YKIOvhr7muM6AOwNvcBm4E/NLoxmnDZsnZNjegDJV9t3LjRc0Ss0cFfc59jRNdGRk/2bsaTezc3uDXNxSd/+gSffPJJzeo3312B+e6Kc4015aGDv6YpeHLvZrz4lH7hXE9u375dojOHyahZhPmuXhG2UmpjiqnRaDSadY0e+WuakqWlJUxNTWFp6e46+YcOHcKTTz5ZVpl6cfr0aZw5c8b5u7u7G0NDQ7hw4YKzvVFt09yb6OCvaTqWlpbw5ptv4vXXX8f777/v+m737t146KGHUCgUfMvU03ry4sWL+MEPfoD33nsPHR0dOHjwIJ5++mmcOXMG//AP/4CHHnoI3d3dOvhrAqODv6bpmJqawuuvv46jR49i9+7dzvbXXnsNx44dwyuvvIJTp075ltm/f3/d2jw0NITdu3fj2LFjePrpp3H06FE89NBDAICHHnoIr7zyiqerlEYjooO/pul47LHHAAAHDhxAd/ddU/TXXnsNV65cwfLyMpaWlvD+++9j9+7d+PznPy8tU0+6u7uxb98+RCIRbN++HVu3bsX3vvc9AMDRo0dx8OBB17k0E3/605/wpz/9CRs3bsSGDRucfwAa6guw3tHBX9N0PPnkk448srS0hOvXrzvfUYBdz1y/ft2RpJ599llkMplGN6mh0OzVlpYWtLS0oLW11bkRAPoGoEIHf01TMzU1hWw2C2BNWnnllVccOWW9MjU1hStXruDo0aM4cOBAo5vTcG7fvo1CoYC2tjY88MADiEQiaGtrc90ANKXoVE9NU/PYY49haGgIQ0NDAIBTp06hUCg0uFXefP7zn8fBgwdx7tw5XLhwodHNqZpbt27BNE1cvny5ov0/+ugj2LaNmzdv4tatW1heXsYnn3yCTz/Vy5Z5oUf+mqaGS0AvvfQSstksDh061OBWefPkk0/im9/8Jo4dOwagMdlHYXHr1i387ne/w+nTpxGPx7Ft2zZs27atLAP3W7duYWlpCdFoFMCaKXxraytaWlr06N8DPfLXaO5BKMMHAI4dO4b33nuvwS2qjLfeegu5XA43b950fS6H27dv48MPP0SxWMQf//hHrK6u4s6dO3rk74Pn7ZWcnjo6Oqpai72aemjfcq0fVcboYhsqbZvKjL4Sk/pqqNd51QLu9lXNev/ltvn06dO4ePEihoaG7tkMmUgk4qSaNiL7qFpu3bqFt956C2+99ZbzG+BPAY8//njgVNrV1VX88Y9/xAMPPICVlRX86U9/uq9X8wwLz+BPTk+pVCqQRWEt6uFuU+UgOkyp2lBp21Rm9PU2qa/XedUC7valcgQLWk85bb548SJef/117Nu3z5XDD9zN9unu7sbu3btLJnjxMvVkaWnJCfLXr1/H5cuXnRfTy8vLuHLlCrZv335P3Mx4kLdtG62trdi2bRtu377t6P8AAktAd+7cwerqKj755BNX4P/000/16N8Dz14lv91qnLmqqcc0TZimiUQiUfa+osOUqg3kZmXbNsbHx5FOpwONQFVm9EFM6um8ysEwDGnb6nVe9F0ul3NsGalOvl3WZsuylOdLbl/xeNy3HlX7g/Q5Z2hoCPv27cPY2JgruPNsnyBl6snU1BTGxsbw3nvvYWpqCu+//74j+7z33ns4duwYjh49ek+kfb711ls4ffq0I+9s27at5Hfy1ltv4ebNm4F+txTkKdDroB+MUF/4qiQamVE7RyXRmKaJ2dlZZDKZwP677e3tUilmYWEBsVis5IdEhunj4+PI5/NIpVKePzZuCh+LxZzP/FjcpF52jqZpYmxsDLFYzGUqTx7Hsu2GYSCZTMIwDFc/874lL95isQjbtpFMJjE+Po7JyUn09PS4RsVBZRZ+LDJ5X1hYQG9vr9NXhUIB+Xzedc68zZZlIZfLOd9RXUePHsXzzz/vbLcsC+Pj4y7PX/Hcw6C7uxsHDhzAs88+W7JuD0kNQcrUk8ceewzf+ta3nL+7u7uxdetW18tpmry23rl165Zzg9+/fz8ef/xxPPzww3jggbV1+d966y2nTC2XhG52Qg3+KolGZtTOUUk0iUQCmUwG2Wy2JMiq6O3tlUox09PTngbl3BQ+yDmq2iaa1KvOkczQeTvpBiTbzvuN9zPv28XFRZw4cQL5fN5lnh6kPX7ny03e6eZEfUXnwm/6vM3pdNrl+zs/P4/jx48rj5lOp522ieceFt3d3b6j5CBl6gXPSgqyfb1DUs/jjz/u/Db279+Pbdu24ebNm/jd737X4Bbe/4Qa/GkkSiM1gh7n4/G4dLv4mM+N1w3DwMLCQkmdMkzTVEoxNPL3kiBkJJNJ13G5zNLX14fBwUFX+03ThGVZJU8QogzV3t6O3t5e13bDMJTbOdQ/hUIBlmVheHjYGcl3dHSUmKfLUBmvA3CkIjouyW4qk3cydqd9c7mc80RF7RL34TciEcMwnPbx/VRymWmaLnnL73eiaTwk9Tz88MPS7adPn644718TjEDBXyXXAHKZJZlMljzOm6ap3C5CgYPKAAgU0GzbdtVHkgUPzqIE4Qe/6YjacjQaRSqVct1sbNvG4uIiUqlUiczCkUlDKslIpoGPjIy4jjUwMOAcI5lMor+/38n2iUajZWX+FItF5PN550YU9EWqbds4f/48pqenMTg46FzDsDKIVNeOnm7y+XzJAEOz/ti/fz+2bNmChx9+GFu2bHF919raCsMw8Pjjj2Pnzp0l32vCI1DwV8k1gFxmqQVebSC4VgzclSxmZmac7eWODHl9uVzOJfPIZK6gMgvtK9P8ZdtVQZvqyWQyymyfVCpVVuYPl6S4vOOHSl4LK4NIde24XDYwMFBx/Zr6sH//ft/3JkHKaKojUPD3Gk2R1MAxTROjo6PO35TPrdpebRv4cXl9XB7h+eQApDIUr8eyLGk2SyqVckafMplLlH1U0hY9NYiyhkwyEs+L6gSA4eHhkvp5llQ8Hldm/sjaZpqm8wJ3bm7Os78BtyzGR/6zs7NOlo4qG4f/HvgLXb6d3/BVL6m5XBbWS2GN5n4nUPAX5Ro/LMtyBZSVlRUUi0Xl9iBUIvtweYTLBX76sGmayOVyTkCiYJhKpZBOp0ueQHjbRNlnfn4e+Xy+5BjUNq69j46OwrZt6XZZ+5PJJFKpFPL5vEua41lS8XjcudFMTk5ienoae/fuRV9fnzJLh8s+9EI5Go0qAy/1IQVnuln5vafhvwdelm8Xn3rCmnionbw0zU5N1vbh2RrA3ewOUXbwy/rgVCL7hAXJIB0dHdInFd42Ubqh4FkLSE4RM6nS6bSTiTQ4OOjIPjxDaXBwEMPDw9IsHS7RqK4dwfub30yDZOnw3wk9iYjbVZlO1Uw81E5eGk2Ngj/P1iDa29uV2/3qGhkZQS6Xc0kxXuX9bgD8iSDIBCgxm0WEy0cq6UYcAYsZNbSvaruq/bJMKnpioZfdsgyleDzuOi9et5hxpLp2Irzvg9yExTr5U4As2weQT14rF+3kpdHUKPiL2UGqSV5BZmWSZGFZljSLRqS9vd1Z3U8FBc/R0VFHPuGTpwA4Lzu9oCCZSCRw5MgR58WoTLoR4dIKIUoufDsPgmI2lGmaiMfjThsikYgyO4vvGwQ6RwBOrr9qxMuzemqF7NqVSxCXLu3kpbnfqUnwFyUa1SSvIJIIz9iRZcKIVJN9xCdwnThxwjeIkRw0OTmJ48eP48SJE4GPVc0kLxl8kleYmVeyc1TVz7N61jM8kAJr7xFoVUzVuj1Uhrt+NQrt5KUJg5oEf9VkLlV2TTKZlJbhWSs0oUm2/ALfN5VKlWQfBYXLI0ECKMkm1N7JyUkAcCY3eVHNJC+epUP/xHMXX3ZXMvmJZz3xcxQnvhG0Po+sH7icJcv+CpLtw6HylbzjGRoawtNPP+3IJrQ2zoEDB5Tr9lCZs2fPYvv27WUfM0y0k5cmDEIN/hS4xJdxqkleHFrXhQcay7IwNzeHEydOwDAMZ/KQOCJfWFjA1atXXROLgmAYhiPveK3/40c8Hsfy8jKy2Sz6+/udmxkdI2x4lg5lTCWTSde58wwfnvkTBLoJzs3NYW5uDqlUCslkEj09Pc4Leq7t02exH1KplJMlRFlABE81pb+DZPsQqhtQELq7ux2JhLJoDhw44Fq3h9bMee211/Daa68BWDN8LxQKruyfRsCdvCKRiH7Jq6mIUIM/z4oJA77eTjqdxt69e6Xr/NCaM6p1e4LUPzEx4bv+jwo+uWl2dhbPPfccgOqWKfaCr6WjypiSrUEU9OZI+x45csQlf3EJSHaOYj+QTBTkqSNotk9YkIxz5swZvPnmmyUvcJ988knnBeuVK1ewb98+ZxXNqamp0NtTDveTk5emcbQC6jV2VJOzZNBITCaXcAlCVY9swpds+Yf+/n709/eX7D87O4vZ2dmS9oh4rQ9jWZYzQcmvHmoz9dvg4CD6+vpKVhPlskY8HndGujJpiEsZvJ1ie8UsHXoHIl7HRCLhHJfWIOLtUZ0XPTWI11OUuYDSpZjFfiAJyA9qJ70op6eUdDrtrPHE8eqfIASReiiLZnl5GZFIZF0Zu1PbXn311YZkH2nufVoBSCf7EOLjuQqvCT182WRabVJVjv8nF9dyUb3MpdEvb784+YjkHa+1fURpQnZefCYpn/xFI1UeVPn5GoaBnp6ekvIcvq/s3GUvumXtmZ+fL+krsf9V18swDAwMDCCTySjfe4g3DprIJvYDyURBjHioPWK/qG5SQftHhkrqEctwt6+lpSUnuyaTyTRc97/Xnbw0jWfDzZs3P63UKpET5OVbkOUceD1iedkicoDcR0Csh1IQaa37Ss+LzzD1WzCNt98wjLIWWCv33Hl7VlZWlL4GvD2qNpe7CJuflWSQ31W5L2+D9g8AbBu9hu981cCLT63V/9JLL+EHP/gBXnnlFezbt89Vlkb43/ve91x5/u+//z7GxsYall2ztLSEs2fPluT5j46OOuey3tI9b9++XdOb0qhZxKh5Cz/783cxNzeHzs5O7Ny5Ezt27EBnZyc2b96MtrY2tLS01KwN652WlhZs2rQJq6urJdeiFSiVEWpFuf/Bg5b3az+vJxKJVPUSVjxW0OMGKe+3by3aU+lxvdrgtz0MKs30IUj2EW8WpO2LTl67d+9uaHbN/eTkpVkf1CTVU6NZz3D3KxFyyBKdvOjvRo2s7ycnL836QAd/TdMR1P1KO3lp7mc2NroBGo1Go6k/OvhrNBpNE6KDv0aj0TQhOvhrNBpNE6Jf+GqaEu3kpWl2dPDXNB3ayUuj0cFf04RoJy+NRhL8K13qwWsZhLANuOkACNUAACAASURBVCtZgiBsxCUjGt0eTXC0k5dGIwn+tJxvkMW4OOLyxSqj7TAMuLljVD2WpfBrQz6fb3h7NMEJ4uTV3d3trOkjonL7qhfayUsTBq7gz52zEolEWRWJRiHcFYsjM+D2cqoi+OqOtm27/H/9yquWcfbCMAxPY3feBrE9tYS7awV5cqrFud/rBHHyEtf24fuqloCuF9rJSxMGrcBdKcY0Tcf1KagJt2r1SJUrFl/emZYBlgX/8fFx2LaNjo4Ox7ylv78fCwsLsG3bubnQktOy8jz4j42NIRaLSQ3TZdtpiWGxbSqTd2qPCr6qp+om4bVYGb9G5K5FbSVk10J17iq8zv1+IYiT14ULF3Du3Dmpjn7q1ClnqedGoJ28NGHQCshdn/yM1QnZGvvc0UnlisVdtFRQGXKqkpm5ZzIZJ8iL5TlhGaarTN5puyrAjoyMOG1T3SS8nL9kx52YmHD5I6j8DmTnrqJWzlnrDT8nrzNnzmBqago/+tGPXJr/Sy+9hGw2i0OHDjUs+GsnL00YtAJ3pRhyTFpYWPA0ZyFM05TKHXzkL3Pj8oKPOLkJC28nN3MXjc79TE8qMUzncDmro6MDExMTAIDh4WFPk/p4PO60P5FISA3rvTx2Zce1bRvpdNpVTmawLjtHFffraF8kiJPXekY7eWmqpRW4K8UAaw5JwFogEgOLCFk8EiRNcCnCyzlLBr/piFo6t4O0bdux/KM2eyGTZbh8JG6XIbaHO3ml02lfk3oArn4OUp6Oy2U0/r6E72tZluOtW6m5eTMQxMlrvaOdvDTVoszzz+VyviN20ocJLsvQ9iDm3Rxu5E0ZNUElKC9ksgxp/rLtshFwLpdzSWLcsL4cd7ByEWW0Wh6rGThz5ozjftXd3Y0LFy4435GT13rL9llaWnKC/PXr13H58mXnaWV5eRlXrlzB9u3bdbqnJjDK4K+SLzimaboCEZdluF0gAE9JRMxgoX3JyJueHEgqoeOqsoVkkCk5L0vHlW3n58WziVKplNMe7lRF5UWz+zAyZ2Qjf011lOvkRTQq20c7eWnCxjP4lyv7cFmGSz08UKuCfy6XK8kwSSaTjpwC3JVZLMtCsVhEPp8PdJPibeO69+joqEs+4tt5+2XyjgrLslzBube3V5rRFARVZpGmOipx8uL7NkIm0k5emrAJVfapNSSzZLNZJ0tnYGCg5iPhcuSddDrtytih9MtKUGUWaapDO3lpNJLgTyPkXC4XaDJRUFNweiIoR6oh+YUCLo32DcNAJpPBwMBAYBmEji2Td2TbOTJ5x+tcg2TVBIFn+OiZwxqNJkxKgj9p45ZlYXFxEalUyjPwtLe3IxqNeh6Egv/o6CjGx8cdecdP1qA2FItFAG75aHh4uKwXwXTjkL3wlW2vZt0hWfZRkJukWI9qopxGo9FUi3JtHz6RyktrVk0sCoKfrOE1aYuvERRE8w9rkpcfKrnMawKXqh6/iXIajUZTKcq1ffhEKtXaO/F4HKlUCh0dHRUd3E/WUE3aIrlmZmbGtXaQKBNxwprk5YfXJC+eNUT/eHaQuH6R3xIZtm27MosAeWqtTNpS0QyzezUajRD8LcvC3NwcTpw4AcMwMD09jcHBwZIR+cLCAq5evYrBwcGyRrM8mFcia1Cgnp+fh2maJVIKZdqUK7GEidekrfn5eeTzeWdSGb2voMwiwzCc9YsAdYYPXx8pyPIOMmlLRb1f4jeKSp28gLsuWvXMqddOXpqwcQV/vt5OOp3G3r17pev8xGKxiuQIXv/ExETZsgZJN3w5Cf7Cl2farMcAJms/h5bWCJrhI47yVZlFem0fN0GcvCKRCD788EP87Gc/w5UrV5zvr1+/ju3bt9d9bR/t5KUJm5KRv/gfv7+/H/39/SU7zs7OYnZ21vlbXE+GUC0pTBOspqenS+qJx+Ou7CAK7jzrhsMnlHH5ho+qR0ZGSm4I9OLZMAxXO2sV/FTtF6E1i/zKBnnCoXOkzCg/0um0s8bT/UoQJ6/9+/c76+fwpROy2axrBF4vtJOXJmxKgj+f3KSSEebn50tWp+Rr8nB5x2ttHwq64rZkMunIGrlczjfIkRwkluGTs2TyFL9hyc7da4E48Viq7eXC11kKA9VNOazy9yJBXbr4+jkkAW3fvh2ZTAbbt2+va5u1k5cmbEpkn3JkBFF+4fVw+ajctX1k7fEKqnwSVpDtMso992qOpWksQZy8RK5fv45sNouhoaGGT/zSTl6aMHAF/6AvSv3kC15PJBKpeDRcbXuCyiz1PpamsQRx8lrPaCcvTRgol3fQaO5Xgjh5cajM0NCQ57pA9UI7eWnCQAd/TVPi5+TFUbl6NQrt5KUJg42NboBG0whI6gFwT0g9IpThAwDHjh1z3lloNEHRI39N06GdvDQaPfLXNCHk5PXFL37RcfKif5cvX16XgVTm5EXtJCcvcSayRuOFHvlrmhI/J6/19jSgnbw0YaODv6bpCOLkJZbv7u6u+8Qujnby0oSNDv6apqNc96v14Jalnbw0YaM1f41Go2lCPEf+5LTV0dFRtgtVoVBALBZzaaqq7dXUydu5srLiLMtQq5xnfqxyEGcQq/q20j6vts5aHNeP9XJNNZpmxDP4c7escl2oZA5Zqu3V1MnbOT8/X5WzWBD4scpBdPJS9W2lfV5tnbU4rh/r5ZpqNM2IMvhzV69yDcnJtWpycrLEnWp+fr7sUTPtOzMzg2w2Kx1dJhIJJBIJGIZRsriaalnpIPD28z7hDmJBEPuQu5hxOjo6kEqlKjK759dLdA2bmZlBoVBwlr+mpbP9ygRZlE91Ln7U75r+TVnt0miagZLgT4/bpmk6rl7iiMvvMT+ZTKKnpwfHjx93LfUM3A0UIqpHe27y3tHRgYmJCUSjUee45Dx18uRJ5U3KNE2MjY0hFosFcrPicHct0zQxOzuLTCbjabLid15BLBrJX1hmo6k6x1wu5/QDdw1bWVlBsVh0nM7oOD09Pb5larG8c92vabo0+Adx8iK4i1aj3LK0k5cmbJQG7l5OUkEe81VLHNO+4n9Y1aO92B7xuEGdp8pxs+KI7lqZTEbqbqZCdl5BzNn5stiVwJfdJv8F3m+GYSAajfqWqQX1vqZPCHYSQZ28+Po/U1NT0jL1Qjt5acJGaeCeTCaV/6mCSBN8iWPuqHX06FHnWJZlOfvKHu2BUpP39vZ2l2NXuf6/4kiSm9F7jXLJXYtuBkFGxaZpSmUuPvKXuad5IUoxKrcy6n/TNJHP51EoFJxj8esVpEy5feVH/a/pNdf3QZ28+FLPP/rRj6Rl6oV28tKETStw9zGcv4AzDAOWZSl3TCaTGB8fx+TkJHp6ejAwMIBoNFqSCWMYhtRRa3R0FLZtY2RkRPloX807gqDwG5gqoHF3LeqTeDyOdDrtWzcP7NTPJKtQfSqnM1VbxOBP7edPYVy+y+fzjqQzPT2NvXv3oq+vz7leXmV4IPbrK9u2Xb8ZleTV6GsaxMlLXP+Hyi0tLUkngtUa7eSlCZtW4O5j+MzMDIrFolSWkWHbtlM+k8kglUqVZMKMjIxgeHi4IperXC5XlsRST3K5nO+InbRrgvczba/G6cwLlbQyODiIbDaLwcFB53p5lSk3e4f3iUryavQ1DeLkxZdx3r59Oy5cuABgbS39Rksr2slLEwatwF0Zh2driLKMajvPKuH18O3lulzxfVOpVMnI2DRNjI6OOp9ppMfbWWsv2iDSB7WNoP7hGTXUZi85RXUtvKBjkVRF0kpfXx8GBwcRj8cDlSkHsf1cyltP17RcJ6+pqSlks1kAQCaTaXiw1U5emjBoBeSm4SpZRtw+Pz+PxcVFR7fn8kil6ZVcJkqn0yX18IwUevrI5/OupxWVJk9pjQRJEEEkC04lsg/1D9fpqZyXTEGZPMlkMnDw58eamZlxztG2bVfqLX3m/VAoFDA8PFz2C81kMonnn39e+l1jr6lbognq5EW+vdu3b8fQ0BCANdmHvHwbJbNoJy9NGFS9tk8tjMt5nfw/NcH1bUqJFOUFVZDM5XIYHx93/l5ZWXHed/hJFmI95co+jYDLLF5t5v2wuLgY+qSqhl7T9E9K9gni5FUoFHDq1CnXapkvvfQSstmss9hbI9BOXpowqDr4B5F0+CM/4fdozzOFRMTMEFXWhwxxxK7KYFFlH9GIOpfLBZJighjD81F6ORO7ghCPx3HkyJGy9lGdezWI2V+yY9bqmo5K9gli2r6es2ioba+++mpDso809z7KSV4AnDS8aqFHfv4iuNxHe692xmIxJ/2SMli8JqDx+kmeSiaTOHr0qO8aNdFoFKlUCpZlYXFxEalUyvPm197ejmg06nkuFPxHR0cxPj7uyDtBrgUFSWBN7iCpivY1DMNXnpIhvpOoB7W6pqNjH7jKB3XyikQi2Ldv37rMotFOXppqqWiSV7nwCUdEuY/2Xu2kiVc8g6VWa9SUmxlVzbo0Qa4F9e3k5CSOHz/uHKvSNYg44npEtaZW1xTY5NpGTl6vvPKK4+RFRCIRZ8LU7t27SyaBAXBlCtULmZMXPa2Qk9f27dvX5Y1Ksz4pCf7iBBw/gkz8oRE+L1Puoz2HdGuajEYTr2zbrnidGcB/8hqfBEcTomTLL/A+SaVSFUsoQa4Fl1N4/rwsg4sTJIOo3OtSDbW8psBqyXY/J6+hoSHs27cPY2NjrhvA0NBQQwzftZOXJmxcwd9rzRkVQSb+nD9/HtPT0wAQSqqeZVmIRCLIZDKIx+MoFArSAFgufuvqWJblrHdkGAamp6cxODhYMiJfWFjA1atXy86TNwzDkXfKvRaGYbikEp55JVuLSczaqmZJ5zCo5TUVZ/gGcfLq7u7GgQMH8Oyzz5as/9MIbV07eWnCxhX8g6w5Uy65XA5Xr14Ntc50Ou2aiESTyEj6qHYCkWpdHb49nU5j79690glLsVisovPl9U9MTJR1LXh7xJtOrZd0DoNaX1NOUPer7u7udTOS1k5emrBpBdzZOIODgyXT+jk0cqc8dTHHWiQej/vWGRQazcbjcade27YxMTHhPHnwHHr+OZ1OS5dRoPbzSUbi+dI5y+Yu9Pf3o7+/v2S/2dlZzM7OSuvhqJYmJllmeno6UD2qyVmqpZ7FY6okL3FpaFlfldOHsnbX/prqJZ01GpFWANK1d1Tw5ZrpZaIsnZH0fFWdXOLwguoRpQwAJRINtY0mnfHzki09wdsiTrzi3/Hgz8uoXubSCpn8WLwefu5ea/sYhlESpL2yoWST9bhU1dvb6yz1bNu2q/9VkpeYqaXqq6B9CDTgmkqWdNZomp0NN2/e/LRcvVdmZSjeAPzqDGrpWG49vDxPEZQtOhcEfl7iU46fB4Gqf3ibi8Wi55OTV3uCoOoflT2iV/lKqfa3Ue01fSK3Fd/5qoEXn2rshLtm4/bt2zVNQR01ixg1b+Fnf/4u5ubm0NnZiZ07d2LHjh3o7OzE5s2b0dbWhpaWlpq1Yb3T0tKCTZs2YXV1teRabLh58+anDWqXRlMXto1e08G/Aejg33i8gn/VM3w1mnsRPycv0TmLQy5a9cyp105emrDRwV/TdARx8uIOWbK5AE8//XRdg7928tKEjQ7+mqYjiJMXcHf9nH379rn2p1nA9UQ7eWnCRgd/TWDu3LmD5eVl3Llzp9FNqYogTl7A3bV9eJlGoZ28NGGjg78mMMvLy3j77bfx8ccfN7opZbLH9VcQJy/afuXKFde+62H9HO3kpQkDHfw1gblz5w4+/vhjbNy40Xel0vVMUCcv2fo/2slLc7+gg7+mbKLRKHp6ehrdjDJwP6kEdfLq6OjA008/je3btzvbtJOX5n5BB39NU+Ln5NXd3Y2DBw/i6NGjru3ayUtzv7Cx0Q3QaBoBSToApEs0N2rp5qBQhg8AHDt2zHlnodEERQd/TdNx+vRpvPrqqy6pRxw1X7hwAadOnUKhUGhQK73RTl6aatGyj6bpCOLkdfHiRbz++uvYt2+fay4AoJ28NPcHOvhrmhLt5KVpdpTB32vVTb+VIcMkrNVBwz5u0DLNxI0bN3Djxg3n70gkgl27dvku211JPdUcSzt5aTQewT+Xy0kN1oG7rk/z8/NVGZQHwc9hyqudtTxu0DLNxBtvvIGJiQnn7z179uCFF17Anj17PPaqrJ5qjqWdvDQan5H/zMwMstmsdFSbSCSQSCRgGEaJQbnKnSoIouuTn3m3bdtKj1dupB6Pxx1HqjCOG7SMjDD7Zz1w48YNvPHGG7hx4waeeeYZ13c//vGPcfDgQTzxxBOh1PPII4+EciyNptkpCf4kZQBrk1wmJiYQjUZdRiSGYeDkyZMuu0COaZoYGxtDLBYr+5Hfy6lK1U7RuJwg1yeShrLZLAqFgqvMysqKU09/f78j48iOJd5g6KZj2zYsy5Kei+zGWY/+qSc3btzAxMQEnnnmGRw9etTZfunSJfzt3/4tAAQO/n71dHZ2hnIsjabZKQn+JGUkEgmcOHGiRNYYHx8PNGqNxWIVSTFBtXPezkwmIzUupzZwE/Dh4WFXGbJc5HWSfaB4LNEukG4cMk9cYM2SUCUH1bp/NBqNxouS4M+lDPJ4NQzDGeUHDT7k0yo+HXApRjWCVZmGk7E4GaknEgkkk0mX8Tc3H49EIujt7XWZgNNonNrAfWxVMg5tF0fdqnPh7a9F/6w3urq6MDw8jEcffdTZdu7cOZw9exbPPPOMXmpYo1mHuIK/l34eFjxAq4IbNw1fWVlBsViEZVmYnp7G3r17MTs76zIlB+4af1OZvr4+50aVTCZdZui8Del0OnDbk8kknn/+eedvugmptldCkP5Zb3R1deHb3/42gLUb5bVr13D27FlcuHChohe+9cDPyUtV/rHHHmvIC1bt5KUJG1fwz+VyyGazjgbeKEgSoRE3STGDg4PIZrPo7+/HiRMnEIvFXPul02ns3btXKgFp6sO1a9fw8ssv4/Of/zxeeOEF7Nq1q9FNKiGIkxdPG15aWsLZs2cxNjaGb33rWw0JsNrJSxM2rYBbpkilUsjlcq5CpmlidHTU+UyjUy4BhZmFQnKNaZrI5/POS9q+vj5H3pmcnFTu39/fj3g87pJQwtDKeT8AcElSsu3NBkk9tOrkehzxA8GcvHguP59g1Si0k5cmbFqBuzJLKpVCOp0ukSwsy3KCmW3bKBaLyOfzrkwVVRaKGAhVGTKyyWKk81M9hUIBw8PDmJiYcLaL8HkH8/PzTrZPIpGoWs7i/QDAJUnJtgehmv5ZL9wrUg8R1MmLl798+XK9m+lCO3lpwqYVuCuzdHR0SEes6XTale0jm1SlGlnncjlXoFZlyPhNFsvlclhcXMSJEyc89XAKkvy8eLZPNfB+AOCSpFQZRH6E1T+N5F6QejjlOHnR9v3796+blTO1k5cmDFqBuzILAGnwF7N9VJkqMuLxuOulqiqbhU8WozLA2otcKp9KpVxLKYj1mKYJy7KQTqcRiUSk2T7VwPuBELOh+PYgVNI/643l5WW88847yqcdPvHq3LlzuHTpEg4fPoyuri5XOcoaunHjBsbGxlzfUdZQkDJ+lOvkRdtpCehGo528NGEQeGE31aSqaDTqub6N+C6AZ8gcPXpUuq9MhkomkxgeHnbawCdw9fT0IBaLwTRN5HI5J7uHt4Fn+1SKKMWoJJpyMqYq6Z/1RiQSwZ49e/DOO+/gpz/9acn3XV1dTvC/dOkSfvGLX+DQoUPS4P/tb38b3//+9z2XbghSxosgTl7i9u7u7nUjuWknL00YBA7+qklVqVSq4vVtVGvjqGQoXn54eNgl6Zw4caKsY1eCKMWoJBo+a7ga7pW1g3bt2oUXXnhBuaY8D/KHDx/GoUOHPKWhw4cPu2bp0qJt5Zbxws/JS1z2WbaccqNuBtrJSxMGgYI/BTaaVGUYBhYWFmDbdsXr2wBry0ekUinl5CzALUPx8hMTE45c4jfSprV0ZO8KDMPAyMiIkxFEn2WoJnOpJmRxuamSSVuq/llvtLe3B37B29XVVTLir1UZL1RSj6xMJBJxbhZ8OeVGrO5JUIbPq6++Ks1Q0mj8CBT8LctCJBJBJpNBPB5HoVBwgnM1k8Io2NJL5FQq5RncqPzo6CjGx8edGxHJUABcM3ZJqjJN05kU1tHRgfPnzzsvhSmDiEZNNMIWM216e3tLRuCqSV5i31U6aavc/tEEw8u0nRCXfb5+/Tqmpqbw+c9/Hl/72tewdevWejVXinby0lRLoOCfTqedCVaDg4MlkksYWTSpVKpk0lbQfWlilzj5S1ynKBaLYWJiAtPT08hkMpidnXUkI68sGi5DNYJq+kdTShAnL75UMk3yOnXqFB577DE8/fTTdf8taCcvTdh4Bn8ug/D1c0hyEbNo+Od0Oi3NrlFNjCK8JotR/eJEM9u2cf78edfoh9b8SaVSiMfjzgqltm1jcHAQfX19zmh/cnLSdVx6cUySE5ehZP1j27b0XPj51qN/NMHxc/JSTfJqlOyjnbw0YVMS/EnioAXQuMwhShDJZBI9PT1YXFyEYRiuLB16ESyuhAnACdiy4CdOFuPt4Rk+YvaOWCfVQ+2nCV9cuqH2Hz9+3HVcknNUSzLzY1KfqCadUbla9Y+mfII4eXFULlr1RDt5acJmw82bNz/lG8q1TeTledonfS73fYAYcGX1B6nTqx6/7Xy07ncDEMt7tacW/VNPPvroI/z617/G1q1b0dPT05A2VMKe//NjfOerBl58Sr8vqSe3b9+u6buIUbOIUfMWfvbn72Jubg6dnZ3YuXMnduzYgc7OTmzevBltbW1oaWmpWRvWOy0tLdi0aRNWV1dLrkXJyF8lcRBi8BHLqz5Xilf91dTjtb3cAFtO+bD7pxEUi0UsLi42uhllsK3RDdBo1h2B8/w1mo0bN2Lz5s34+OOP8eGHHza6OWWgg79GI6KDvyYwkUgEjzzyCO7cudPoppTH6UKjW6DRrDt08NcEZuPGjdi0aVOjm1EBOvhrNCI6+GuakiBOXuW6fdUS7eSlCRsd/DVNRxAnr0KhUJbbV63RTl6asNHBX9N0BHHyOnXqVFluX7VGO3lpwkYHf03TEcTJiyZMHThwwLVkgsrtq9ZoJy9N2Ojgr2k6gjh5iWv7XL9+3dmf79sItJOXJgx08Nc0HUGdvIipqSlks1lnX9US0PVCO3lpwkAHf03TEcTJi/PYY49haGjI+fvUqVMYGhpqmMyinbw0YbCx0Q3QaBrB8vIyLl++7Dh5ffOb31QG0SeffBIvvvgiXnzxRQBANpt1yUD1hpy83nzzTZw5cwaXL1/W6/lrykYHf01TQlIPgIbLOJVAGT4AcOzYMeedhUYTFC37aJqOIFLP6dOncfHixYbKO15oJy9Ntejgr2k6gjh5Xbx4Ea+//jr27dvnyvMHGpPto528NGHjGfyrMR8Pqx7a12+9fBHR8UrVhrDOUYZpmrAsK7Dxernlw8SvH6ppWy3Oq9o6/Zy8hoaGsG/fPoyNjblm+DYq20c7eWnCxjf4V2o+HkY9ZM84PT1dtk+w6HilagN3B+vp6XFMajhk+CIar7S3t0vLE2QHSUbzfgQt79eeYrEYyFyGH4P3T39/f4nBTbnnwttpmibm5uYCG9CL5jiyfq6kPUQQJ6/u7m4cOHAAzz77bMnaPvWc2UtoJy9N2Kxr2SeXyzlm6+WalwcNCGTOTmb0MjN3MoIXLRd7e3t9zd9rgV978vm8p60ksGbJyS06ZfVzy8tq2plIJHDixInA1zCXy7naH3Y/8wlcXnR3d6+bkbSqzUHPRaMRCTX4qySack3JeT39/f2YnZ3F7OxsoDYYhlEiBZimCdM0pU8e5ORFI8iOjo6SOldWVjA/P+96mjBNE/Pz82XbMPL2yLZzY3rVeXV0dCCVSiGRSLjkmlQqhY6ODsTjcaTTaadOmTwSj8eV/UPnm0gkqjov27YxMzODQkG9pLLsevH2UxnZdQlCuXKhRtMshB78x8fHHYN1YmVlBcViEZZluf4zrqysOHKOTIohk/jnnnuupE7V8SlAi8E/l8vh5MmTMAwDlmWV7Ev7iZIDryeZTOL5558HAIyOjjoG6yoPX9u2XTcOLqGMjY0hFouhvb3dVb5YLCKfz5ds5+dFxvHAXbN5blYfj8ddfsSLi4tIpVLo7e31lFBOnjyJeDzu9I9t267PdC5iv3mdl5cZvep6iYMBDklJQdpDxwDqa7au0dwL1ET2SafTLrlgfn5eKiPQdhGSYjo6OpygKtYpY3x8XDqi5oiSgh8jIyO+7ylUdVIwP378ODKZjKv9dI5cyhgfH0c+n5du9zsvVXt4G9rb28uSUHK5nHNcsR5ClI9k56Wi3PMC7kpJMzMzgdqj0WjkBAr+KrkGkD+2G4bhkhWAtZd2qu0i3FSdgr9lWdLRI0cc0dOIkwcYUVLwQ2yvqoysTpJcUqmU9Lx7e3td2w3DUG6XoZKz6EkknU7DsiynDZZluaQqWf/wOlXnopKPVOelQjwvv8yuZDLpyFuFQsHVnkqzwjSaZiVQ8BflGk5vb29JQOByAQAn4Ki2V9sGflzeDpKPLMtytieTSWk2i1hPoVBw5BGVDEKoZIrR0VHYto2RkZFAwbBcTNPE5OQkTpw4AcMwMD8/77xUpfcCABzZh/YhZP1jWRbm5uZKRu9Bz0UmxagQrye1h34XCwsLiEajTttIIhoZGXFucNQekr+Cop28NM1OoODvJbmQhswRR5P0H1m1vdo2EKKMQBJENpt1bffLZsnlclL5RZRB6p2LL4POhUs6fHuhUHDkkUKh4GqzrH/S6TRSqVTZ2VWy9vgh9iG1h24g4jUKq7+1k5dGEzD4y+QaL4JOpFK9CJRRiexD8pEYNPyyWWzblj6V8PZTZo54LkEni8myelTZPuKIlss10WhUKunw7Vz24W2W9Y/4wrRc6LhB5zXI2kPzAo4cOeJIPWGinbw0mhq98OVZJQvkegAAIABJREFUMYA7I0W23Qsa0c7MzGB2drYkQ0aEMlqC1AnAkUqCjOJU2T6AfLKYF6qsHq9sH/FYJNeMjIwgl8u52hNE9pERJHOJI94sqD1BArbYh4SYnVXONQpCECevIGXqiXby0oTNup7kBbilCZkUIyKToVR1ek3sqrSdvM4g5SvJ9lHJWZwgso+MIJlL9cyuUUlw1RDEyStImUahnbw0YVCT4C9mB6kmealGmRwaCVuW5Yx45+bmlOUp+8jrPyfPJpJlvwBrQa0c+UNVp4pqsn1UchaXjI4ePQqgNEvHT9YJkrnkle2jmqQmQyVnAXf7Px6Pw7ZtTE5Oeub/l0MQJ69y3b7qiXby0oRBTYK/bDKXbJIXcFc2oMk7PAOHr+1jWZZUEqH6KTNkYGAgsOYswte3kY1mVdk+4vkEkZ5qAfXPkSNHcOTIEecJqJyMo2ozl1TXSIYoZ1H/J5NJpNNp5/tEIuHMB6FMLcBf4rNt+9/Luid5BXHyKtftq55oJy9NGDR0khdhGIY0A4ev7TM9Pa18/Of1V7IOUFCCZPtUmy1TDSQHzc3NBZKeatmGaiZ5eWWFlbNeEP1+0P9/lHxHMg45ecle4AYp0wjIyYvMaBqRfaS59wk1+POXfUEneRGUYcMzcKhsX18fIpEIDMPA3NycVPahzJBydGG+XILX+j+8PapsHyJotkw12T6yeizLciQjWgdncnKy7Bm01VLNJC/6/XhN8uKZWn7X2hn595d+F0TGWU9Sjwhl+Lz66qsNyT7S3Pu0AuolglWTs2SIa85weHaNqh5VaiXN3jQMA/39/chmsyVzA2KxGDKZjGvdHlUQ5u8Z+Ho+/MWiWA+1nz+V0MtZUXbg9Xu9z1DJI3QjEutU3VCoHv4yNx6PY3l5GdlsFrZtIxaLlfRZtSmdKqqZ5KX6/fDy58+fRywWc0mF9GQgbgfWpCHxFxfUyWs9ST0i2slLUy2tgHqJYNXkLBleWR88E+a5556TlpFN+BIzTyjIi4/6CwsLJTcFVXsqyWYZHh521hoiVPKOuK6OKsCGtQYO1ZPP550y4lLY5fRPtVQzycsPfl59fX2u3y39Nvh2koZ+OumuJ4iTV5Ay9ZRZtJOXJmxaAbiWCK4Ur8d8vmyyH7yMbGnfvr4+qVwwODjoGkny9nB5p5K1fXgmDz+mLHDJ2iyWo/YMDAwECn7pdNq1UqesHlrKmUtr1Ffl9I+KoGXKpZwnEPG8ADi/W/G3QesprV23ayV1+Tl5BSlTz6cB7eSlCZsNN2/e/LTRjdBoasm20Wv4zlcNvPjU2o1BXCeHI1szR1WmnqPse3Ftn9u3b9dUjho1ixg1b+Fnf/4u5ubm0NnZiZ07d2LHjh3o7OzE5s2b0dbWhpaWlpq1Yb3T0tKCTZs2YXV1teRarPtJXhpN2ARxv1pvDlnayUsTNhsb3QCNRqPR1B8d/DUajaYJ0cFfo9FomhCt+Ws0mnuaxcVF2LaNTz75BHfu3HGWk3nggQfQ1taGjRvvnzFue3s7tm/fHsryMTr4a5qScly6Tp8+jYsXL9Y9w0dsw72W7VMvbty4gUKhAABOoF9ZWUEkEkFra+t9E/xXV1cRiUTw4IMP6uCv0VRCECevSCTirO0zNTWFM2fO4NChQw0L/trJS01PTw8+/PBDbNu2zZnotm3bNmzatAmtra33Tarn0tISPvroo9Dq08Ff03QEcfLav3+/M3nq7Nmz2L59ewNbrJ28vIhEImhra0N7ezva29vxwAMPYNOmTfdd8G9tDTdc6+CvaTqCunRt3boVX/va11AoFFzyUCPQTl6asLk/xDCNpgxkLl2XL18G4Hbp6u7uRiaTWXdSCnfyojbqwK8pFz3y1zQd69mlKwjayUsTBjr4a5qO9ezSFQTt5KUJAy37aJoSknrIpeub3/zmPRNEycnrzTffxJkzZ3D58mW9nr+mbAKP/MnwRGbAkU6nS5ynLMtytqv2laHykFXVyd21yj2XSvYtB7HNfLtsff5kMol4PB64n4MeS7Y9aJv9rl1QU/Vyfj+1OC+Re03qEdFOXppqcQV/7kIlsrCwgOnp6RLDFXK44v8BLcvC9PQ09u7di76+PhQKBeTzeU+HJ27mQsHEtm0UCgXEYjGYpolcLuesK8/N1ssN4NQe27bR09ODWCzmacyhcjprb2/33FdsM98+NjaGWCyG9vZ217kbhoHx8XGX0Ql9FusJeizZdo7Yz5OTk+jp6UFvb6/rulM7o9GoUxe1i+oJ4/ejuu4AlL+HcrgXpR4R7eSlqRZX8Fe5XAFqFy0KgJx0Oo29e/cim81icHDQccISgyeHTNjF9pC1YphwZzEyOvdy1FI5nfX29gZ241K1obe3V3ru6XTaZRlZSy9esZ+5Gxe/7tRObmfJA29Yvx/VdQ/r9xDUpYsmeV2/fr3hblnayUsTNq7gr3K5Mk3T8UgNaszd19eHwcFBpROWDHHKcjweh23bmJxc8+EbGRkpGeWZponR0dGSurwkFL6vZVnIZrPK0SONLOfn512jXNM0pb7DQaGnj7m5OWeky7EsC7lczvmsguQUQN4/1F4aJcuekmzbdp1LNBp1RuN0LS3LwtzcHI4cOeL0rYj4++Hy2uDgoNSFTQbVzW0zvbZXQhCXLj7Jq1AoNNQtSzt53bvcunULy8vL2Lp1q+dErU8++QQffvghIpEItmzZUvN2lQR/lem5SraRSR8UzIaHh6vyOeVG5P39/UilUohGo7Bt27kZkccw4SehiMgM08V6KKAlk0k8//zzAIDR0VHnuCq5w7Ztx9Cc2xXSZ35c+o6f1+TkpCOzDAwMSNfz4PKXzJOXbl7knRxEIiMjdep/6mOVwT21nd9cyGz96tWrGBwcdLWN6uzo6HBdF9pON1nqV+pDkoii0SgAuVl8EFvIQ4cOKb/r7u7G1q1bAdyd5MXTKR977DHf/qsFjz32GL71rW85f1M7+bk0qm0aNXfu3IFt21haWsLevXvR0dEh/X+8srKCQqGAq1evoru7G5s3b675mkSBZB+VuTkglz54oKhEEuH1kGH37OysI9Hk83mXQTnHT0IJiqwer3b69Vsmk3HaoHpPkcvlkM1mpTKL7FzrAUlAMzMzSoN7Wd+KZuuyOrl8xLfzgC7+9uj3xssHaQ8nqPsVTaBaD2gnr3sPWmH0ypUr+PWvf42bN28iHo9Lkwt+//vfw7IsXLhwAV/4whewc+dOtLe31/QG4Cn7BMmKMQyj5DFclBHKhWeGkFwwOzuLmZkZR6LxkhEoGPARbBC5SjyvTCYTaD8vucyyLMdMnNetGp1yeY3aQE9e6XTa9SRFWUN+L72pH/hTAs/kMU3T+c6yLOczlZmZmSn5Daiyd2h7LpdzXvzPzs6WtCmRSJT0bUdHh2PIzus3DMP1UphkwKNHj7r6mYzuNZr1wIYNG9DS0oKenh4Ui0W88847+PTTNcv0HTt2OMkev//97/Hb3/4W7777Lh5++GH09PSgpaUFGzZsqGn7WgH34zYPYvPz88jn88rgRlAAqCTlTgbp4eLIsFgsIp/PO7qzKLeIxyftemVlxVM3V8Ezi4C186R6+HFVWvro6Chs2y6RUFQ3RS5x8LrHx8edDJyBgQFEo1EsLCzANE3Mzs4ik8m4pBjVudBoXMzCogBLNwHqZ/pxFotFJJNJHD161JFrbNuWymWqOvlvZGBgQPpUyG9SJBmdP3/euSkMDAygUCjg+PHjSCQSOHLkiPM0xPtZo1kPbNiwAW1tbdi/fz+i0Sj+5V/+Be+++y6AtQHqZz7zGXz00UdO4AeAL3/5y9ixYwfa2tpq3r5WQJ3NQro3jQ69CPK4HRTKhBGfKGj73Nyco2GLbeBBWHVe5cDr5P3g9R5BhV97VPKaKB+lUiknAGYyGWSz2ZIUShnpdNopr8rCGh8fd0l2XP7ico3qSYOukVgnyWLUBi8Ji0tG09PTmJiYcM6d2swztTSa9Uxrayu6u7vxF3/xF/jlL3+Jubk5AMCWLVtw69YtzM3NYf/+/fjyl7+M7u7u0FfvVLYLkD9uB5kAVavHbZ4dxKUJ0nwpQ8ZvIhI/L7/2qwI5Py/eJzSiJYL0m6o9fF/KUFLVE4/HnXqo/ODgoDO6lu3LM4JkWVhiP1A/07nTjYieSlT9CcBVJ90oDcNwXpQnk0nn2npNKONyHz3B2baNiYkJ5ym0GmlRo6kXGzZsQHt7O3bs2IHPfvazAIB3330Xq6urzpPBZz/7WezYsQOtra01l3uIVsD9uD0zMxNI6gHuZrnU6nGbHv+np6dhWZYrQHM937Is6ZMJlQHkGSaiLKOC5BRVtg8gnzgWpD30dEVZMalUCouLi0gkEk7/y94R8Kcs+kz9wNvJt4ttIMSJVES57264vMNfgotPhdSflBhAchaX+4aHh52nmYGBAWQyGeTzeef7agni5FWO21et0U5e9zYyCahYLKKzs7OuUg+nJNuHJIQgUk8l0kc5iI//1Ux0UmWYhIVs4liQ9szPzzsToPr6+hCNRp16SNoKU1IrB/57CFqeAj5/KlL9lkQ5iySdjo4Op38SiQROnDiBWCyGdDqNVCpVddZTECevQqEQyO2rXmgnr/sDLgHRyL+eUo+rLYA7cyOVSpUl+wRZr6dcVI//YhmekeLXDpVkwevh+K05I8KlKtVoWZSnEokEEomEM5GKjtXb21si29BENq+1j4Jk/sjaA9ydIMbfbwBwfg9B8Mt6kvUn7xN60UzXc2ZmxjX5Leg6Qn4EcfI6depUILeveqGdvO4PuAT06aefYsOGDXWVejitgDu7Jp1OwzTNwLJPLZYdUGX7cHhGChBsck+QegjVmjOybB+OYRjo7e2VTuSg85qZmUFHR4cr44Xqo0wennk1Pj6OiYkJxGIxV4DmkHRz8uTJwBKcrJ/5xLrBwUEcOXIEi4uLJX1L7wX49mQyif7+fl95jUtwhULBqZ/3T7FYRCwWc2Z4i+s+GYbhTIYDoOxzGUGcvIK6fdUL7eR1/0ASUKNpBdzZNVyzbZTso8r2kZXh6YI8LbPcY4lph6o1Z/yyfbykCTpWNpt1MljECUqUySNOdKJ9BwYGyjo/L2T9LE7OIhmK/zZU+wLB5DVehks9dKxsNqvMOCL4+lH9/f2ONBQEmZPXe++9B8Dt5LVe4U5ezz777LqZiKa5t2gFSrNrADRU9vFbC4jy7wcGBqQygqydJIkAcCY6ASjJbPHCK9uH8HoCofMyDMO1fg6XPvhyEOKxxJE2na/X2j5eyLKquNTGZSixDynrRrZUtWwCF4eylXj2Dj8W/T03N+ekxdHcDsKyLMzOzqK/vx8ApJPgVGgnL43GYz3/esg+PONFppOLWj492ovar5g5Q/IIbTdNE3Nzc66lIfbu3SudVCXCUx/5aJby4UWpgbfZ68ZIAZBGtvl83vU9739VP/NsKL5+jthvvE84Yr+J9fAyqj6kpwOxTG9vr7Ov2A+UcTQ+Pi6txzAM9Pf3Oy+b6YU4l4y82uN3A9ROXhqNR/Cvh+zDM174Qmq8DXxykOrRXpU5o8oYIbng/PnzyjWLiJGREZc0QajkHTHjxWsZBzqu6tz9JCbV+jniWkO8T4L0m6yMqg8pPVUsw/edmZlRSmSyenh7SNf3OpZYT5DMKJJ6yMnrXjJDISevY8eOAWhM9pHm3qck+POc/yDIZA6SZfxuDLJJT3xEz0e/fHKQVz1i5gxNhqJ9I5GIM9GJJAMvVEtSq85PfGJS9Y8M6jdZ/8vqIWlFHO3K2iAbEXv1m1hG1YfipDPeT2L9sowqWT1ie2gtJ9WxxPYE4V6TekS0k5emWjbcvHnz00Y3QqOpJdtGr+E7XzXw4lNrNx8+YUo1Meqll17C1NQUfvSjH7myfVTb68GFCxfwjW98A0NDQ3jxxRcb3h4/bt++XdOsqFGziFHzFv4p8b/w29/+Ftu2bXMMbbZt24ZNmzahtbUVLS0tNWtDPVlaWsJHH32EL3zhC/jMZz4TaJ+WlhZs2rQJq6urJdei/jMLNJoGE8TJq7u7G7t37y6Z4AU0JiNIO3mpWVxcdN7fffLJJ7h9+7ZjitLa2lrzdfHrxerqaqi/Ox38NU2Jn5PX0NAQ9u3bh7GxMdcNYGhoqCEykXbyUtPV1YWlpSVs27YNnZ2dMAwD27ZtwwMPPIC2trb7JvgDa9mJYc0R0MFf03QEcfLq7u7GgQMH8Oyzz5as7dMIbV07eanp6emBbdvo7OzEzp07sWPHDnR2dmLz5s1oa2u7b2SfsNHBX9N0aCcvjQa4f56HNBqNRhMYHfw1Go2mCdHBX6PRaJoQHfw1Go2mCdEvfDVNzenTp3Hx4kUMDQ2V5MhrJy/N/YwO/pqmhNb2mZqawpkzZ3Do0CFX8A/i9qWdvDT3Mjr4a5oSmhh19uxZbN++veT7IG5f2slLcy+jg7+mKdm6dSu+9rWvoVAouGQdQjt5ae539AtfTVNCE7iCyiTLy8u4fPkyrl+/XuOW+cOdvOg8dODXlIse+Ws0AfCTieqJdvLShIFn8OdG20FMW2TlRVcpP8R13/3aYNs2CoUCYrFY2S/gqtk3rPpVZaptW7nXzq8e0WWNPI692qzaV4bKH0FVZ5Dzon2BTcFOlkFr5rz22mt47bXXAAAHDhxQykT1RDt5acLAM/gHMeP2Ky+6SvkxMjLiOpZfG3K5nMvsuxyq2Tes+lVlqm1budfOrx7R6rK3t9e3zap9ZYjX3a/OIOdF+yLxSsCzvcuTTz7pvGC9cuWKs9onsDbybiTayUsTBp7Bnxttk+m512hLVj6IFzDgNhDnkMcud/sS9yMbSNM0YVmWbztl+1bSNsMwPI8VpH7btjEzM4NsNltihm5ZVsl20b9YhV+/cch4XUUikSipxzAMl60lsOYgZts2JicnkUwmEY/HS5zaRGR9y6+j2IflnBe156e+JeVQFs3y8rKzzv96QTt5aaqlFVA/2gNrwWZ8fByTk5Po6elRjkLpsZ2MufP5PFKplCtYeUkZlmU5AYg/2peDZVlSQ3BV8A1q4E43M+6lS5/JerFc6BzpGLLgK9tOxwwTy7KQy+VKttM5njx5MpA9YjKZRE9PD44fP+600290zq8730bXEVh7yhA9lm3bhmVZJfVx+YjaMzrp2/QSxMlfS0tLTnZNJpNpuO4fiUScYN+I7CPNvU8roH60J2zbDmR0Tv/RvczNg0gZ/NG+nEDnZQhezXlRG9LptHOO4+Pjvgb3XnBj9JMnTwberxr9XkU6nZb2cyXnGIvFSszuK2kPXcf+/n6XKTzBDe45ony0tt8HJeVoktf169elTlgXL17E66+/jn379jmOXq+//jqeffbZhizzrJ28NGHTCtx9lOajSpWEIm7nj+30OR6PS4NJUJlFlI/KMZNXGYKL7aB2xuNxzzbzEa9hGM7fYp/IApFpmi4JjNfP5Quq00t+UUlMfn0eBNnom7ZT+2Xm636/jUqxLAuzs7Po7+8HAOTzeaTTaczOzsI0TamMqJLmVDo4z94pFAolTliik9fu3bsbml2jnbw0YdMKrGVu9Pb2IpVKYXh42JEjOjo6kMlkXKP08fFxTE9PY3BwEH19fSgUClhcXHTJI+l0Gv39/SWSi0pmkQUWko8mJydRLBYByOUpWZ0kxVA9HNu2cf78eVy9etV5OlhcXEQikcCRI0eUkpQXXrJJsVhEPp93BWfVTdA0TYyNjSEWi7meRLwkJtXNhX/P2y/L0hHbv7KygoWFBUSjUaUkRb8XMfjncrmqpTDTNDE3N4cTJ05gcnIS2WwWPT09mJubc7aLT44y2fBu/24tORZN8uLBnDthiU5e9HejRtbayUsTNq2A+1GdyxGyx21RWhkeHnb25aMumZSkklm4tCIeizTkSupUZY9MT08jk8k47wUoyBw/fryi7Bov2YRkroGBAVcbstmsc5Pl0LUQb7iVSkyiPCLL0hHbPz8/75tRQzeRMFH99mj7kSNHpL9JVT3O7yT9k5IyQVy6tJOX5n6mFVh7NO7t7XVkh0QigWQyKQ2CXFqxbRsTExMuCYiQSS4kC4gjRtXLRMMwXC/7qqmTywL01GJZliNTUPCjTBVZMDdNE6Ojo85n3k7ZSNcwDOepSpTIUqmU9GmhUCggn89jbm7O2eb35OGFKAfxLB2VVEIv5lVPNJyg2UdBoOsbj8ddv71oNIpUKgVg7frI2sD7n/9ObNtG5b2n0dy/uFI9LctSPlZzZFk9KukGuPsYbts2FhcXkUqlMDAw4NonSICT1Qms3bwooMsmiJGMQXIV1SFmB/GnDKpHbCMFSp75w4/lNfmIAnsqlUI6nZZm8njJLKqX0l4kk0k8//zznu0hCYpLPfxmJUJPW7FYLNTsI9VvhrbncjmXLEZtBuB6D8DrsSwL4973L42mKXEFf1WWjoqg5ekxfGZmxpFoMplMKJOPEokEMpmMI0PJJojNz88jFos5Ug9vv0zCmpycxHPPPQcgeLZPkMlHXF6TvcRWyUdAbWQWag+9Mwk6eUolZ4UJ/83wmymXxajNGo2mfEpG/uVqy5T1ocqq4FISSQlBJ47RC0RZoOTZMrFYzBklcvjjP8lV4kieskri8bgjf/EAHCTbhx+Ln5cI1Q/A1VaV/CIjTJmFy335fD6w1GNZlkvOChvxN8P7hY5L16GSpyGNRiMJ/n6P+eJ/NlnWByDP3KC6RkZGYJqmS3JR7ZvP551sn3Khx3/SsKPRqGuiGQX/TCbjCvLxeBw9PT1OVkw5ktTo6CjGx8fLCtCySWQiXOIIK/jL+plLW17trUXQV/1mxEwkepEbJG3YD+3kpWlWSmQfv6wV8V2ASo4oN2uIH1fct9pHez65LJ/PO5/FNvD1iGq55o8KLiuJ1ELikPVzUNmnmgluQdvj9bsSNf9y0U5emmbHFfyDZK0EmeYPqDM3eJ18QpZqXzo2h2QBulnxEb5MSuJ59fyzYRhSyUhco4bqUmX7cPgcg6Dw9ntJLkeOHAl1aQdZPweVfWqB328GuJv5I653VC7ayUvT7NRsPX/ZBCuvMjygqLYT9C6ArzkjSi6GYbgyglTZMly7pvIUDOmlL+n3Xtk+RCWaPM+eohVQRalNlp9fLbJ+bqTs4/ebMQwDAwMDJRMPgfJvSNrJS9Ps3NdmLkFkBNkEN9WaQmGu7SODy26i1FaLbB9VGxol+/hRbjaaFzSBi3R92fe0po8IBeFGwZ28GrXWkObepxXwzzbha9SoRnxBpvSrJBGvrB4Ol0VGRkZK6qHASUsM0JLCXEbgZWT1z8zMONlBIyMjzlMAfaYnDVquWnYuFBgryZyitvGMGq8Ja/SPS1JURrad95XsBlcP2UfWfo64xhFda/G3I/5uZe+s1sqvlt1GcW0fvv2VV15p6PLO2slLEwatgHuyjwrV5CP+fSqV8kz/8wo4pmlKbwxcluGTpGSj0yBLCvMysvPlQYbvK6snSPAMIjdx6Bxt21buK14v1YQsr4la4uQsas/8/Lxv8FedlzgjW4Ws/WIKLr/Jq55EeD0qWWyt3mu+5yNy4cIFnDt3Tqqjnzp1SpodVC+0k5cmDDbcvHnz03Ls9lQYhuGsn1+udSAf/YmBgM+cDVJ/kJm2fudb7gtb1bkA8oXUvNrJ2+a3b7XXS3XcIASxcVQhOxZvj9fvQVWPqq8AYNvoNXznqwZefKq0npdeeglTU1P40Y9+5NL2y91eDy5cuIBvfOMbGBoacpy8Dhw4gG9+85vr0snr9u3bNX03MmoWMWrews/+/F3Mzc2hs7MTO3fuxI4dO9DZ2YnNmzejra0NLS0tNWvDeqelpQWbNm3C6upqybVwre0TBpXU4/UfXGybX/1BziXM8xUJeuNQtaFR7Q+jzmrPPex67me0k5emWjY2ugEajaZ8tJOXplru62wfjUaFn5PXesv20U5emrDRwV/TlJTr5EU0KttHO3lpwkYHf01TUq6TF3Ho0KGGaOvayUsTNjr4a5oS7eSlaXb0C1+NRqNpQnTw12g0miZEB3+NRqNpQnTw12g0miakri98g07/b0Qb+PZisdiQdlbTP2L7VYvkeS2DICPIchmVEuRaqNoZ1m+pXCcv4K6LVj1z6rWTlyZs6hr8G+WQ9f+3d34xbaRpun/ANgYSTP7YJB3MdgO9IyZRkzQ6RNMapGTZESN2dCKONM5IJx2dlg5aaX2HuGlpImV7xQU3ETcrX4w4OpGSvkics/LmSBN1NAeFHc92K2iYNBEZb2+a9HSA7sZOd/iThP+cC/RVPperXGVsVxnq+Umtdopy+a2y/fqr53u/9zETg57bl5Vx5nN91PELXwA1ufoCmDGm3ylm3gu9OPP9LBk5eQHA/Pw8PvnkE3z55ZfKtrm5OdTV1WnuX0zo5EUKjamWzmYQLZRjsRhaWlo0O17KLlrZKFQ8IgZ1m+VEIoFIJKL0kOnp6UmLTe3kpXUcs4jjmxk1672uGr3r09nZCZ/PpzRGU79uPB7XvP7Zzku0uVYbqQvk9139d6Nz1/s8qLdrna/6fcwez//IeG0jJy/gdf8cuXVCJBJJG4FbBZ289Ll27Rr279+PQ4cO2R3KriJrS2fhkVpTU2OYvPx+P44dO6a0I5YN0NXHNGodXah4RPKUWwQLh6yRkRGljXFnZ2fac7VaQwPbCWdoaCjDyF7P4F44Xml5Heh1tmxtbcWlS5d03bLU10dck76+vrSRuexBIBgcHNRs16x3XvKxsrWG9vv9GQb02c49V/QM7uU247KfrxyPz+cDzmcmfyMnLyC9f46QgOrq6hAOh3V/MIoFnbz0+f3vf09fgx3gBl67WalHYMI03Mwtv2jpPDAwgJs3b+LSpUuat+SyAbcWvb29uHjxYkHiEezEIUt2+NLaLp+XnsF9NscrcR30fuBisZjmc9XXp1DG7lrnZQbxwwBY43SWi8G9cP767xOZ+xv5jXq4AAAgAElEQVQ5eamZm5tDJBJBKBSyfeEXnbzS+fWvf6388BPzGLZ0rqiogN/vN23c3tTUpIz2ROKUR419fX2az5Nv7QsVj5ZckEgklJHzxMTrrKDnVqaWX7TctfQM7rONeEXiVpuqmDkX9fXR+iHVOpdsyVjEL9y/jJAlHbn3vjh/9etqHVO+5sIZTfzoqberDe7V8o6YAFbH2NTUBGgk/90MnbzSqa2txfz8vN1h7DpMT/jmUvWhTpjyF7mvry/jOKlUCp9//jmePHliWiIwE4+WPCIkI3UyUstBAnVy1pKtUqmU7nYjOjo68OGHHxruJ9zOgHTJSJyb0Mnr6+sVKUYr4Ro5bWWzcZSv4enTp9HZ2Wnq/dI7pnzNW1paFNkwkUikbW9vb0dnZydu3ryJmzdv6so7i4uLGcff3rfWMMZsiEqbUCiU1kvHLujklc7Lly/tDmFXYjr5F6rqQ+s4sVgMd+7cQTgcxsmTJwsWjyxnGUlGetKNOrlpyVYiiWltL3R5pByD/KMWi8UwOzuLgYEBTS9bgZERfLbnytcwHA6bNlLXO6Z8zU+fPq3IhpFIJG27ON/W1lYMDAzoyjvq7bFYDE+ePAHa/9lUnHqMjo7a5t6lxdmzZxUnLwAIBoMl6eRlFfLdJzGP6eTv8/nQ2dmZNoo3k9jELb9IACIRt7a2KvsIqeDkyZOmk6WZeMToUZYF1KNQWb6QpY9EIqF5zJqamowRr6g80dpejA+lOPfW1lZFChFm9T6fL+0uQY04X71EIZvIix+vnp4eJBIJTExM4Pz58+jo6NCU5WSzePn19Zy55Gsu/i4ei+3iXMTnRY5BTGqnUqm07QJl5N9u5qruLujk9Rojz2iijenkL75ow8PDuHPnDhobG00la5E0xIg6kUhk7JOtrDGfeITsc//+faUaJ5FIYGxsTKls0ar2icfjiMVimpUqelU0qVTKdHWNjPihMUIufZST3v379xV5pLOzEzU1NZrVTerzzfa+yXJZfX09GhsbMTY2lvY+apFIJJQfO/VdT66LxcQgYWJiAmNjYwiHwxgbG1Mei9FeR0cHYrGYsl2Uy4rrVF9fD+Oru/ugkxfJl5wXefX09KCxsRGRSATd3d2GEpC4JTcrERQyHiH7yDKCegGXkQxSbPSqetTIpYzycyORSFbZx2x1k4wsl83MzCASiaC9vR0DAwOGkpFetU+usqHY//z58wiHw0oM4rF8LXp6epTt3d3dyrn39PSgu7sb/28s8/hGTl6lBp28SKHJOfn7/X6cPHkS3d3dWSUXWY5QL5Lq6ekBgJzko53EI6pi5Np4dbWPkDXMoldFk2t1jUBvQZzW66rvIsQkLwC0t7ejtbU1Y4GYXiWSmfMS2z///HPdkaV8d6RX7QNoy3R65xiPxxV5TVT1dHd3o6WlRXksy2nqfQRi5A+N5G/k5FVq0MmLFJodtXcQssPg4CCGh4cz5BGRMO7cuQMAack/Fovh6tWriMVims8tRjxy9YveIi+RKMSIUq8qRqsiSK9SyMyEr9lqn6mpKczOzsLv9ysSiohzZmYGHR0dOH/+vDLpKVdSyZVIer19tOIHtu84FhcX0yQdsV3EYObHU+s9UiP/QMvy2srKCjo7O5WqJr3V4+J9NzPPYuTkJSNaOVi9sEuGTl6k0BSlt89OqneKiRkZRJaPskkchVrklSvyojO96hexz82bN/HBBx8AyKxE0uvto7fIS69KqlCLy7RiiEQimpJRtpXhgt7eXlN3Urm4dJWCWxadvEihySv5i5GWPMoUVSLd3d3KBKwsWfT29qbVzouJ1VwnfM3EI5C3yRKQLPvII//29nb4fD5cu3YtQ5YpxCIvdQWUGdQLuzo7O9HS0qK8tryPfEx1JZK8+E4mmzSkXlgXj8c1q2v0qn1k9N4jOX49yUiuEBPnpZYN5fhfx5DZ3oHsHZ4/f253CLuSvJO//OUXSVUeJcoSkDwhK/fPAaDbCyifeLT652Tr7TMzM6OM9u/fv49IJJKR4AqBLH+ZXTktIyQRAIbVU3qVSPmgV8GVrdpHKzazyNVNoo2zeA0xmJDbO8vx+Hw+oDXb0cluh4u8dkZBZR+tfjjZJCBZptDrBZQPWnJBKpVKkziE7HPt2jUlzrGxMVy6dIn9QnTQq+Aqdm8fuY2z3nb58yOqgH57s6BhkBKDi7x2RkGTvyxN6ElAWvuLkaBRK+Nc0ZMLUqmUInGkUilcu3YtLU6v15smVWnJVjKylKFuHy1jdJx80Wt9rNezSPTG0YtH3KFotWpWT6iLOwtxdyF68mgd0+j66G1PpVJKRZO8j7oVtizxbX8evzG+eGTXcuPGDbZ03gFZk7969WUuaElAeui1UM43HlkeEYjJWaGTa8Up4hHVNUbnIv9gqVcQy1VDuVwTs8jXRK8VtlafH7//dQtuvXjE6lo9jV4+lvr5ej/iZq6P+HHWum6ijYO8j/rz09nZafpzks3JS97HbrcsOnnpw5bOO6Ps+fPnW3p/zMfCL9fnmtm/EJaCsm7s9Xp1jylvr6mpMf26opWEQC6tLIYlolacRmY5wOsW3Nnikc/F6AfALGauz+rqqu51k8/RaB9xXgcGv8E//q0fl3+W/v4+ffoUQ0NDGB0d1ezbI/b5+OOPlbbPoVAIFy5csLyXTiQSUer8hZOXaO8gnLxKrc5/eXm5qCuPB+OLGIwv4TdNv8fMzAz+6q/+CkePHsWRI0dw6NAhVFdXw+PxwOVyFS2GUsflcqGqqgpra2sZ70XWkX+21spG5PpcM/vnE49AncT0jqnebvZ1syXJQsRvdMxcj59t/0IlfLPHzOe9yPU6mHHyEvu0tbXhxo0bAIBbt27Z0kuHTl76vPnmm2zpvAMs9fAlpFQwcvISMktbWxvOnDmj3BUkk0llgZWV0MmLFBomf+JIjJy85DbOdXV1mJycBLDdS99uXZ1OXqQQMPkTYkA0GkUkEgEAhMNh25MtnbxIISi3OwBCShXh25tMJhEKhRAKhZBMJpVtdiE7eYk7EkJyhcmfEB0WFhZw9+5dBAIBXL58GZcvXwawXXkzNzdnW1zCyWt8fByjo6N4/Pgx+/mTnGHyJ0QHUUUTCoXsDiUDERsA9Pf34+nTpzZHRHYbTP6E6OD1etHc3FySVTR08iL5wglf4kiMnLwCgQCCwSCmp6cznitKLq2ETl6k0DD5E0di5OQVCoXQ3NyMoaGhtB+AUCiEK1euKInXKujkRQqNpclf3VohH4rR6qEQ7JZjOh0jJ69AIIC2tjacO3curbLnzJkzlq7slWOjk5c26nYmP/zwAxYXF9HU1IT5+Xm8ePEi63dH/n4tLi7qdgjVc8HToxjtXAqJpclfr/XuTsjVELzY8ey2YzodM05eubh9FRs6eemjTta/+93vMD4+jn/6p3/C73//e9y7dy/rd0f+fo2MjGB4eFhzPz0XPD0KkaOKiRvQbgWcK3KLYD1TcmE4bqbxmBHCl1Zu15wr6lbARq2k5XbEANJcwATZzlHvOmsdR/28Ql23UkXPmYsQI/7lX/4Fy8vLqKurwy9+8Qv88MMP+Oqrr7C6uoqWlhZ8//33yndc5Cj1d7CzsxM+n09pPKj+HMbjcc3voDonyKRSKdy/fx8LCwuaubWQ7et3ghuAbitgYdJdU1Nj+IWUWwSnUildZy7ZTFzvOGa6TcquW1NTU4a3Y1quXn6/H62trUqLYK3XkhuRabUjFvaIZhB99eXXEo8LYWQvo3W+gPata7ZOm7mwk+OIOOPxOMbGxtDY2JhhElPMmMnu549//CM2NjbwxhtvZNwF/fSnP0UwGFTafYscJRL5zMwM+vr60kbmsj+FYHBwMO27L4jH4xgaGkJ9fb3SglxGbWOr/pvtyV84W6kThZ55txYiaRs5c4lbIa0LBWybioie7XqvK7uDCdcto9sxPRNw8QHQMhER8YgY1J67IuHkSrEdrwD989W6dY3FYmm3urne3uZzHNmMPhwOIxKJZDioFTNmsvv5+7//eywtLeHw4cOaAyjZYVDkKDEIFTay+SA7A+aC3Xe4biB7q2G1ebcRwplLNgqXf/n6+vo0nydLIsKBS4yUxS2YljuYGOkZSTfizTb7a6sl0WRrRyy7UOk5Z8kOU+J6qm8ttX4I5GOaNX0X13BhYSFDTtG6Be7p6Ul7fi6uavK1yvU4snx38uRJdHd3IxaLFT1msnf44x//iOXlZVRVVeHhw4f4j//4D3z//fe4evUq6urqUFZWBuC1zCLnOq1BqNb3N9sATRgqpVIpUwM5I5nXKkxP+OYyc63+AsqJq6+vL+M4wuT9yZMnSoLt7e1VXLeEwbpsBH/x4kXMzMygpaUlzQheTrB6BuIffvih4fkKFyv53PU0d9lFK5FIpBnEizsLABnJSus1tW4PZdN5vfkUrZiE6bls4J5IJPDBBx8AgK6Tl7yP2eQv3l/52hodR5bv5PfdipgFek5eaucsGeGiZWVNPZ289JmYmMDy8jJcLhfcbjcWFxfx4sUL3Lt3L00G9Pv9aG9vV77LQvoRc2ry51AricvuclrofX+BdAn99OnTOcnFxcJ08i/UzLXWcfRM3mWjcNlg/eTJk2nHuXjxoiI3iQQgyzX5oiehCHp7e5UYIpFIWmVOLreWeqN68SM4MDCA06dP53UuMvLtsB3ove/ZKFTMYpFXNBrF6Ogozpw5k5bMR0dHFYcs9TxCc3Mzurq6LE3+jx49wvXr19OcvLq6utLiDAQCjkz+v/71r/HFF1+gtrYWfr8fIyMjGBsbw+XLl/GjH/0I5eXbjQz8fn/ad1mWfGdnZzEwMJD1ztpI5s32XFlCD4fDO5KLC43p5K8nxRghpAxxYbSqdIQEojZ5l0fvWvuIeK5du5Zx4fVkqng8jsHBQcO45QlF2QheSBzyCLylpUWRzvx+v3IbKGJQjxbkGNTVQ3qTzvn4KatvY8W1kuU+tcxlVl4S8aknyNTvu15c8sjfypjNOHmJ/jnNzc1p271er+WLvOjkpc+//du/4bvvvlOqfQ4ePAiPx4PGxkakUil88cUXaflK67ssqn3kO341Qq7RKyoQxxefSbF/IpHAxMQEzp8/nyE72Ynp5C9LMXfu3EFjY2NGstZCnLgYCScSiYx9zOi0HR0dyi2b+LJ3dHRgeHgYN2/exLFjx9DU1ITz589nrfpIJBKmS1pFMpblCCFPdXd37/jOQo5BXWVUjIUhsgylNzEqV3zV19cjHA6bnueRDdzl6h35fZcR+wD6t9LFjtnIyQt43dtH7e1rB3Ty0mdkZES32ucPf/gD/vVf/1WZc5O/y/fv31ek1M7OTtTU1KRJN0JuFZU8Zqr71J/JxsZGjI2N6X4X7CTnRV49PT1obGxEJBIxlQBl6SZftOQX8QaJCiKjqg+50sYM8hu9E5nCKAZ1tU8xFobI1Qh6t65yxdfMzIzp91eNXL0zMDCg+Vpm9il2zEZOXsDrnjkypdA/h05e6RhV+2gRi8WUyjI92UeWW7N9DmW0PpPt7e26n3M7yTn5+/1+pSojmwSkJY/IUgCAnOQjIF1+0UJvIYZMtkkZLeS7ElmmSCQSO16UpFftA2jLa/milqG0UFd8yXdYZhHvb2tra9bbW1n6y1ZlZkXM2RDSkHwXSSev0kNU+9TV1eHNN9809RwxyQsA7e3taG1tzagW05Jw9Y6lrg4S2z///HPdjqt2V6btqL2DuHUaHBzE8PBwxgIlcdJ37twBgLTkH4vFcPXqVaVO22hxk1oG0RrVyTLCxMRE1hl5sZhIb1GGQK7SEXIT8FqmSCQSOclfZtG6tnrk2/OnUBKTGalHjllP57cyZjP4fD50dXWlzQkIJy+rq31kZCcvr9fryEleGfUir4MHD+KNN97A7OwsgHRpUS05zszMoKOjA+fPn8+oGEylUmmLUvUWEsoSpczq6ioWFxczpGY5t+y65G9EoeQRwJwMYkZGkDGzKEOu0tE6fq7yVzHIt+dPoSu4zFz/fD8bVvVLCQQCeO+999DX15fWyO2jjz5CJBLJqA6yEuHk1d/fDwAIBoOaVUlOQS37vPXWW/jxj3+M3/zmNzh9+nTaZ1L9WRXfcZET5IpBs5KyXj7RWyRbqMVl+ZJX8pcnUYD06guxCEu9vLm3tzdtoVUsFtO9/ZFlBHUliZBcxOx8NqlBlpvEgimjWzngdZWO+PVfWFhI+7u4w2lvb9c8Rz30qn1k1NdWCzN9hLItEJMlJnUFlHrfbL139K6PfC5a0pmeVFjomIFfaMaVjVAohK6uLsureswiKnw+/vhj9Pf348qVK7Z0Gy0F1LJPQ0MDNjc3lZG/z+fDtWvX0NLSokzutrS0KLIO8FpC1Pr8iEleeeGqTDZpSL1IVtwdi8ofO8k7+csnIGa65V86WQKSR8gdHR1pi7PkXkBGMoIsuZiZSZflJmB7JWi2/kIA0pKqeHOnpqYy5gvEh0JOVkYj0mzVPoJseqCZahnxXojjx+PxjAVicgWXUauERCKhvLfqeLNdH/E6WtKZVTGjNffkPzk5qbn4q1Sgk9dr1LLPDz/8gG+++QbHjh0DANy/fx+RSERJuOL7aVR5ODg4mLbYsBCoqx/tpKCyj9YCnGy3+fKtltyfx0hGkCWXncykG/UXAtJ1Ob3eRwKR/M2Sb2+fXKpl1I3s9OIx6lmUrWrLzPWxM+bf3sx8vpGT16NHj3D79m00NzcjGAymPZdOXqWFWvb53e9+h08//RT/8A//gAcPHuDSpUsZ/aLsopDVj/lS0OSvtwBHloC09hdfYrl/i7g10/p1VFccjYyMaC6+0JNiampqDOt15edm630EZC5o0lt8JC+GEiOJnp4e5RZU65jisYyQPvSuj5mYZYzkJaN9zL6WfTF/k/E3OnntHY4dO4b5+Xl4PB7cvXsXGxsb+NnPfobW1lbs27cPz549M6zw0+rlla1Pl+gxBWjLvEJt0GrfbndbB0HW5J/PqlItCUgPWQIS8wFmuoiq+/+o49SKwe/34/Tp0wiHw4YTvrOzs6bOXX0rNzU1pSz0UMsR6vPSk3e02keLOxW9qqdSptRippPX3sHj8QAAXr16hT/96U84c+YM3n//fVRXV+Po0aMIBoOa32U5v+m1tdfq8+P3+3V7TAnEXGQpJXs1Zc+fP9/S+2M+ZXW5Pnenr5Wt3FHrmGbLI3OJR31MuRGclb3xiTYHBr/BP/6tH5d/Vppfwr3K8vJyUeciBuOLGIwv4f/+9DESiQRqamrgcrnw1ltvobm5GdXV1fB4PFhfX9f8LsvfceEhYsYwye835zkivr92/gC4XC5UVVVhbW0t473ImvwJ2Qsw+duDVcn/k7/5GhMTEzh06BCOHj2KI0eO4NChQ0ryd7lcRYuh1MmW/MttiokQQoiNMPkTQogDYfInhBAHUpT2DoTsFvScvNSI7p/Hjx+3pZcOnbxIoWHyJ47EyMlLJplM4tNPP8XQ0BDef/99WxIsnbxIoWHyJ47EjJOXQF5gZRd08iKFhsmfOBIzTl6CZDKJx48fWxSZNnTyIoWGE77EkQgnr2wyycrKipL033777ZJZYCc7eYnzYOInucLkT4gOQhoCYEs/Hz2EDNXX14dQKGR3OGSXQtmHEA1EdU1bW5syGVwqI386eZFCwJE/IRqMjo7i+vXrePfddxEIBDLaKdvZP184eY2Pj2N0dNT2eMjuxK1laEDI3qJ2R8+SDdzl0lDRTtlO5yw6eb3mL3/5C7777jssLy9jdXUVL168wLNnz1BZWQmPx4PycmeOcY8ePYo33nhD9/zd3377rcUhEWI1uSd/uVUysD3JGo1GceLECfz85z9Hbe3OflAKBZ28XvPs2TMsLCxga2sL5eXl2NrawsrKCrxeL9xut2OTf21tbVbDKrf6Q07InuOzzAGOkZPX2bNnFS1dLPK6e/cujh8/jq6uLk0v12JCJy993n33XbhcrrSunocPH0ZVVZWju3pWVlZm/bvbaAdC9iJGTl4yei5aVsosdPLSp6KiAh6PBx6PBxUVFfB6vfB6vYrs49TkD2zb0QqzGzVuJ98uEudi5OQlo+eiZSV08tJnbW0N6+vrWF9fx9raGlZXV7GysgKXy4XNzU1HJ3+Xy6V7/iz1JI5ELI4ygywB2YVeDKUQG9mdOHMmhBBCHA5H/oSQXc2rV6+wsrKClZUVvHr1Cq9evcLLly+xtbW15zT/8vJyeL3eglQwMfkTQnY1U1NTmJ2dxdLSEl68eIH5+Xn4fL49WepZXV2Nv/7rv0ZVVVXex2LyJ4Tsavbt24eqqipUV1dj37592L9/P2pqavbcIq/FxUW8fPkSm5ubBTkekz9xNNmcvIR7l9zy2S63LDp56eP3+/Hdd9/h4MGDOHz4MI4cOYKDBw+iqqoKbrd7z8g+s7OzmJ+fL9jxmPyJIzFy8komk0rb5Onp6bTnBoNBNDQ0WNrojU5epNAw+RNHYuTkFY1Gcfv2bfT19SEYDCrbb926ZUsvHTp5kULD5E8ciZGTl1gw1dbWlnZHcOvWLVt66dDJixQaJn/iSMQiL6Hrq1H39pmbm1P+JpKwXchOXufOnXNkSweSP0z+hBgQjUYRiUQAbMsvdrt6RaNRfPnll+jr60trT0FILmTt519RUYH6+vqScTAqFCsrK5iZmYHP54Pf77f9ODsllUphYWHB8D2S46ypqdGM2ehczLxWtn3yuVb5Pjdfjh8/nmaXePfuXc3qIKugkxcpBOUffPAB9P67dOkSZmZm7I6x4MzMzODSpUuIxWIlcZydEovFTL1Hcpx6MRudi5nXyrZPPtcq3+fmy9mzZ3H58mVcvnwZABCJRNJkIKuhkxcpBG6/349EIoGenp60UVU8HsfU1BRWV1dNHyyVSiEWiyGVSinbOjo60NHRUdCg1a/l9/sz4s+Gz+dDZ2cnUqkUhoeHc3quIB6PIx6Po7W1FS0tLTt67k6Qr2cqlTL1Hq2urmJqagqtra3KucsxmzkXM68l76M+x1Qqhfv372NhYSHt86F1Xmryeb+2481/NWSpQScvki/unp4e3LlzB93d3Th58qQiCwDAxMSE4gQjbr31vvx+vx8LCwsYGRlREoA4TjGSv3it+/fvw+/3o6OjIyMhZIu5o6MDw8PDuHnzJo4dO4ampibd8xLHTaVSSuKKxWIYGRnBwMAAxA+oFlrSWTwex9DQEOrr67M67ejFo3c99c5XvB8ifnGtxP565yKfO/D6R0Tv+sgkEom0kfrq6ioWFxeRSCQ0k7/f70d7e3vB36/tz2Du7ZezLf4qBejktXtYX1/H5uYmPB4PysrKdPfb2trC2toaysvL4XYXfzrW3dPTg8bGRkQiEXR3d6OzsxOXLl1Ca2srBgYGUF9fD+D1rbf6yy/o7e3FxYsXMTAwoCSJS5cuFS3w+vp6DAwMIBKJ6I6ijWJOpVJYXFzEpUuXdJNwb28vent7AWwn/OHhYdPPBYCmpiYMDAxkJCsRv14S0yPbiFfvfMUPcSwWU65Vb2+v8l7fv39f81zkc5ePn20fQU9PT9qPlPg8dHZ2au7v9/uL8n7duXMHaP/njP2MnLwePXqE27dvo7m5Oa3OH7Cn2odOXruX+fl5LC4u4tixY1lzxdraGmZnZ1FTU4PDhw8XPS633+/HyZMn0d3djVQqhZs3b6K1tRUdHR1piUncei8sLKTJRLL84vV6056T66g2F8RrZUuG4kdIHi3H43FdmUvvvARi5GxWdsgmnVVUVKCpqQmpVEozHvVxjPYBXr9Hra2tadvFubS0tCjXoaWlRbk+8nZ5f3G+YgTf19eXdZ94PJ4mzbS0tKTtIz478h2BWrIzG78esmyljPzbM/czcvIKhUJobm7G0NBQ2gpfu6p96OS1+9ja2sL6+jq+/vprTE1NYXFxEfX19Th06FDGvt9//z1mZmbwxRdfoKmpCT6fD263O+udQr64AaCmpgadnZ24efMmxsbGEA6HM7Rfv9+P3t5e5Yvc29sLv9+Pzz//HE+ePLGl2sUIkWA7Oztx8eJFRYby+XwIh8NpP1TDw8Np8tfCwgJmZ2czzktcBzM6/+DgoOEkZSKRwJ07d9DY2IiTJ09qVuDE43FMTEygs7MzTa5JpVJpP3DifZR/bMQPWTweR0dHBz788MO01waguV0k8s8//1y5LvKIXewDvJbgEokEFhcXMTIygpaWFvj9fgwPDyvzMvKPKgBlu5ChxLWVETE8efIkLQYzlUVa8pLAyMkrEAigra0N586dy+jtY4e2Tiev3cfW1hY2NjYwPz+Pp0+fYm1tDZubm6isrERlZSXKy8uxubmJ5eVlPH36FH/+85/x7bff4vDhw9jY2IDL5Sp+8he3262trQiHw4oEpHV7LiNuq8PhME6ePFm0IHeKkFZ8Pl/aOcpylkAtfwkJq9hG3erX1ZJZ9CQ4Wa4Jh8OKjCPLJr29vTuec4nFYnjy5Inh+ytLcGLu4PTp00ry7enp0fwsDQ8PG058633G5HkKtXQmXx+9QYkZJ69c3L6KDZ28dh/l5eWoqKhAa2sramtrMTo6irW1NWxtbeFHP/oRqqursby8jC+++AIPHz7Es2fPcObMGbz55puoqKgoejdS9+DgIAAot9pjY2Nob29HKpWC+Ju6EkPc2ovJu/r6+h2N/I0qdvSqYvTiEaNHcRwhDcnVLGo5S6CWv65du7ajKqBcUb+ukEzEyNqMBCeqd+S7AFlykZElFKNza2lpUe6EEomErvQkS3DibkuM8oHMyV9BtjUm8mdDxCC/bktLiyJTqj8P8vXJNvonpNiUl5ejtrYWb775Jk6dOoXZ2Vk8fPgQZWVl2L9/P5aWlvDw4UO4XC6cOnUKb775Jmpray1pQ+2OxWLKpOTNmzcRi8Vw9epVxONxZXJTXWEibu0XFhZ2nBxlSWFmZgb19fUZ0odeVYxePKKyRn2cRLGvwJgAABq1SURBVCKBiYkJwwlWITsMDw9jZGREkVlktCpesp2jGeTXFRLQ2NiYbsxaElxLS0uajNPT06P5wyn/wPT09Cjb5EQs5ik6OjqUEbtansoFvQof8aOvtf3+/fuIRCLo7OxET09PWqWVuAatra24dOkSUqkUjh07pkhA8vWxaw0GIQKXy4UDBw7gJz/5CT777DM8ePAAf/7zn1FRUYHV1VU8e/YMp06dwk9+8hNLRvwC99WrV5WkKSNXa6i/oOI2f2RkZMf16vLtfH19PWZmZjSlD62qGL14mpqaNI/T09ODzs7OjHPUI9v+WhUveuglt2yvKySg9vZ2TXmqGMhVQADSynS1Yuvu7s5JSspV9onFYohEIhkVSmrkKqbZ2dkdVU8RYgVaEtD8/Lwyb2OV1CPjFpOBANKqNdQSioy4tff5fKbkAy3EbfvY2BjGxsaUO4H29telGSLBTExMYGJiwjAeMQmrnuyTJyfNIl5LPZkoJlXNVvvkIjskEglFdgOAkZERzRjMvq76tcU1UJdh6lX7yPj9fuVHOlcpJVfZp6WlBefPn1dizladdfHiRSQSiZwXJBJiNWoJaGlpCfv377dU6pFxy19MUUctJBRRKaOX6PJZvdvS0oKVlRVlhCcWAamPf+zYMWUSU0vSMYNe8hHnq7XYSu/cC13tA2RW9Yi7Kr0qID3EezY1NYV4PJ6xAEv8KFy9ejVDJtKq9tE7vtnyWvl4ucg+8udqcHAwTdoSyNvj8bjymc0VOnkRK5EloM3NTeWOwA6rSbc8ChRat7h91pKDCoVa9tFbFCYkHXGLb7YSSUY90hWoz1emmOeuRquqJ1sVkB7ytRLIE6/5IldP6R1TnEs4HFaueT7VPmbIVdYD6ORF7EMkfPnfduAWk7rA9ghN1GxPTEwo2zs6OpTqEfVCnmyLg4SkpFU1pCX7LCwsKBPNcsWLfHwhDektLJIni+VtWiNMuTol1/48hUKvEsnr9WpWAanPQ/1eiOdrVfWI6x+LxTTbYRghL+JTL34T74WQxURcYjJZT/bR+yzlgjiPa9eumVoIBtDJi9hLKZjKu+UvpVr2Efj9fhw7dgwjIyPKrXo8Hs/4osm9fcTzZP1YrtJRSzry/qLSRitpiEQuXksdT2dnpyJ96FXs5EOhq32yVSLpVR/Ji5jkRVVyb5yZmRncuXMHqVQK7e3tqK+vR3t7u1IhA8Cw2scs8ntx+vRphMNhjIyMIBaLKb2CxsbGFHlNxFdTU6P7WRLnCEC5C81Grj8iRk5eyWQS09PTCAaDOHHihLKdTl5kr+C+evWq8g89GUSsHtWSFGS0ZAcZs/sLyUXvi5wtHnl7MaSbQlf7mJEs1PvIi5jENTx9+nRab5z6+nqEw2GMjY0hEokoj7VaLpup9smG/D5qvXfqz5VWnx/1dTJalJcvRk5ecrIFXstEAJ28yN7ALcsdRjKIURmdurePEUb7i5ptPfSeK0sT165d0x2Bq6ubtFBPaheq2sfodfUQEpzogeP3+3H69GnN3jhjY2MAoCyS8nq9mpU8Zqp95O3yyt2Ojg7N91EkRzH6D4fDSpzi30IW1OunlG1RnohXLlYo5IKuUCiErq4uRVoRMlFbWxudvMieIK1vqN/vN3WLvVtQy1BaCNkh29/l9Q5C1jDzIydGvOrrKRLgTiY7RTx6nTHFdq3RtZDaRM8iuaJLPt7U1JRmXyP5eup1K9XaX318PTkrl+PryYZyzOLzrL+OWJ9AIKDIKKLSpq2tzbbePjJ08iKFoOz58+db4h/ZmmXtRow8CMwgJ5Rcr4/e/vmMUvUmr9XoWR/mY+koX08zFp+5WkPu9Phq6U/9frXdrMI//q0fl3+WGcNHH32EaDSKGzdupGn74vhPnz7Fxx9/jPHxcdsNUyYnJ/GrX/0KoVAIFy5cUO5ELly4YHn1kRmWl5eLOjcyGF/EYHwJ/6f9ESYnJ3Hw4EHU1dXhyJEjOHjwIKqqquB2u+FyuYoWg5XMzs5ifn4e77zzDvbt22fqOS6XC1VVVVhbW8t4LzJG/sXuZWMlucpQRuR6fbJVGRX7Ouudu3q7mX2Mtucag0B9HYp3/G9MH1OmlKQeNXTyek0qlcL8/DwAKIl+eXkZlZWV8Hg8JVFZUwjU66Dypfh2MYTsQkpN6lFDJ6/XvHjxAq9evYLH48GLFy/g9XpRXl6O1dVVuN3uPZP8AaC6urpg58PkTxyJkZPX6Ogorl+/jitXriAQCGByclJ5rtfrtVxmoZOXPk1NTXj58iUOHTqUIft4PJ49I/sA2+sDCvW5Y/InjsTIyUveR/1la25utlxmoZOXPlVVVfB6vfB6vaiqqkJVVRWqq6tRXV2955J/IWHyJ47EyMlLdshSI1y0rIROXqTQMPkTR2Lk0lVqDll08iKFZu/MhBBCCDENkz8hhDgQJn9CCHEgTP6EEOJAOOFLHE02J69c9ik2dPIihYbJnzgSIycvs/tYBZ28SKFh8ieOxMjJy+w+VkEnL1JomPyJIzFy8jK7j1XQyYsUGk74EkciFnllk0nM7GMHspOXiJGJn+QKR/6E7DLo5EUKAUf+hOwyZCcvudsoIbnA5E/ILuPs2bO4cOECxsfHMTo6isePHzu6nz/ZGUz+hOxCRIUPAPT39+Pp06c2R0R2G0z+hOxC6ORF8oXJnziSlZUVPH78OM3JS13OaWYfq9By8hIJ3+7YyO6EyZ84ErGAKxqNpj3OdR+riEajirwjP1bHSYhZWOpJHImRk5fZfayCTl6k0DD5E0di5ORldh+roJMXKTSUfQghxIEw+RNCiANh8ieEEAfC5E8IIQ6EE77E0WRz6Uomk4hGo2n183a5ZdHJixQaJn/iSIxcupLJpNI2eXp6Ou25wWAQDQ0N8Hq9lsVLJy9SaJj8iSMxcumKRqO4ffs2+vr6EAwGle23bt1Cf38/rly5orRXsAI6eZFCw+RPHImRS1cymcT09DSCwSBOnDihbL9165YtvXTo5EUKDSd8iSMpVZcuM9DJixQCjvwJ2WXQyYsUAo78Cdll0MmLFAImf0J2GXTyIoWAyZ+QXQidvEi+MPkTsguhkxfJF074EkciFnnJLl11dXVK1UwgEEAwGMxY4AVAKbm0Ei0nL1HnrxU/IUYw+RNHIi/yWlhYQH9/P/r6+pT+/aFQCM3NzRgaGkr7AQiFQrhy5YqSeK0iGo1iaGhIWZU8PT2tyD7iXOT4CTGCyZ84EiOXrkAggLa2Npw7dy6jt4+VK3vl2OjkRQoJkz9xJHTyIk6HE76EEOJAmPwJIcSBMPkTQogDYfInhBAHwglf4kjo0kWcDpM/cRx06SKEyZ84ELp0EcLkTxwIXboI4YQvIVhZWcHjx48xNzdndyh06SKWwZE/cTxGZu5WQpcuYhVM/sRxiH44t27dwq1btwAAbW1tumbuViK7dHm9Xk7ykqJB2Yc4DtkJKxqNYnx8HBcuXCiJREuXLmIVTP7EkYgqmhs3btjSojkbdOkiVkDZhziOe/fu4dGjRwiFQggEAkgmk0p1TTgctl33p0sXsQKO/InjePToEW7fvo3x8XFMTk7aXl2j5dIlEr5w6bJ7LoLsPTjyJ45D7dIVDAZtra6hSxexAyZ/4jjULl3i33bV09Oli9gBkz9xJHTpIk6Hmj8hhDgQJn9CCHEgTP6EEOJAmPwJIcSBcMKXOBI6eRGnw+RPHAedvKxhc3MTq6urBT9uWVkZ3G6mrnzhFSSOg05e1rC0tFQUjwSPx4PDhw8X/LhOg8mfOA46eVnDxsZGUUb+ALC1tVWU4zoJJn/iOAKBAILBYIbkA0BJwnYhO3mdO3euZBaikb0Hkz9xHOrePvJ2u9s708mLWAWTP3Eck5OT+OyzzzR19Lt37yqtnu2ATl7EKpj8ieMYHR1FNBrFjRs30jT/jz76CJFIBGfOnLEt+Qsnr/7+fgD2VB8RZ8BFXoSUGHTyIlbA5E9IiUEnL2IFlH2I4yi1ah8tJy8x6SycvOrq6nZluScpXZj8ieMotWofOnkRO2DyJ45D7eQlOHPmjKUrewV08iJ2wORPHAmdvIjT4YQvIYQ4ECZ/QghxIEz+hBDiQJj8CSHEgXDClzgSLScv4LWLlpU19XTyInbA5E8cyfz8PD755BN8+eWXyra5uTnU1dVZ3ttnrzp5kdKGyZ84EtE/R26dEIlE0kbgVrFXnbxIacPkTxyJ3D9HSEB1dXUIh8Ooq6uzNJa96uRFShtO+BLHMzc3h0gkAgAIh8O2JlrZyUssRGPiJ8WAI39CSgg6eRGr4MifOJp79+7h1q1bCIVCab107EJ28pqcnLQ7HLKHYfInjka4ev3yl78siWoa4eQ1Pj6O0dFRPH78mP38SVFg8iekxKCTF7ECJn9CSgw6eRErYPInxGa0nLxEwhdOXuqVyITkC5M/ITYTjUYVeUd+DLx28opGozZHSfYaLPUkjka0crB6YZcMnbyIHTD5E0dTCm5ZdPIidkDZhxBCHAiTPyGEOBAmf0IIcSBM/oQQ4kA44UscjeyiZZdbFp28iB0w+RNHsrKygqdPnyq9fQTBYBANDQ3wer2WxUInL2IHlH2IIxGLpwDgxo0buHHjBgB7eumEQiFcuXIFDQ0NaY+B131+QqGQpTGRvQ9H/sRxCJmlra0NZ86cwYkTJwBst1kQC6yshE5exA6Y/InjEFLPjRs3UFdXp/TNP3HihO3Siuzkde7cOYTDYVvjIXsXJn/iaKLRaJqFo93Jlk5exCqo+RNHInx7k8kkQqEQQqEQksmkss0u6ORFrILJnziShYUF3L17F4FAAJcvX8bly5cBAJFIBHNzc7bFRScvYhVM/sSRlHIVDZ28iBUw+RNH4vV60dzcXJJVNHTyIlbACV/iOAKBAILBIKanpzP+JkourUTLyUvU+Qsnr7q6upL8oSK7FyZ/4jhCoRCam5sxNDSU9gOgXmBlFdFoFENDQ4qT1/T0tCL7iMVofX19tlcikb0Fkz9xHIFAAG1tbTh37lxaZc+ZM2cUucVK6ORF7IDJnziSQCBQMiNpOnkRO+CELyGEOBAmf0IIcSBM/oQQ4kCY/AkhxIFwwpc4DrVzloxw0bKypp5OXsQOmPyJ45AdstQLupqbm9HV1WVp8qeTF7EDJn/iSET/nObm5rTtXq/X8kVeoVAIwWAQ/f396OrqQl9fX4aT13vvvWdpTGTvw+RPHIno7SNcvOyETl7EDpj8iSMRPXNkSqF/Dp28iFUw+RNHInrmyJo/nbyIk2DyJ47E5/Ohq6sLdXV1yjbh5GV1tY+M7OTl9Xo5yUuKBpM/cRyBQADvvfce+vr60hq5ffTRR4hEIjhz5oxtyV84efX39wMAgsGgZlUSIfnCRV7EcdjVutksdPIiVsDkTxzH5OQk7t69i4WFBbtD0YROXsQKKPsQx/Ho0SPcvn0bzc3NCAaDaX+jkxdxCkz+xHHQyYsQJn/iQOjkRQiTP3EodPIiTocTvoQQ4kCY/AkhxIEw+RNCiANh8ieEEAfCCV/ieJLJJKLRKI4fP27LBCudvIgdMPkTR5NMJvHpp59iaGgI77//vi0Jlk5exA6Y/ImjkRdY2QWdvIgdMPkTR5NMJvH48WNbY6CTF7EDTvgSR7KysqIk/bfffrtkWibLTl5iIRoTPykGTP7EkYieOQBKqr2zkKH6+voQCoXsDofsYSj7EMchqmva2toU45ZSGfnTyYtYBUf+xHGMjo7i+vXrePfddxEIBDLaKdvZP184eY2Pj2N0dNT2eMjehcmfOBIh+/zqV79S3LKi0WhJOGfRyYtYAWUf4jjkVsnA9iRrNBrFiRMn8POf/xy1tbU2RbYNnbyIFTD5E8cht0oWi7zu3r2L48ePo6urCz6fz9J46ORF7ICyD3E0stRjl+yTLQYhT0WjUUtjInsfjvyJo9Fz0SqFGOjkRYoJkz9xNKXglkUnL2IHlH0IIcSBMPkTQogDYfInhBAHwuRPCCEOhBO+xJEI965kMqlss8sti05exA6Y/InjSCaTStvk6enptL8Fg0E0NDRY2uiNTl7EDpj8ieOIRqO4ffs2+vr6EAwGle23bt1Cf38/rly5orRXsAI6eRE7YPInjkMsmGpra0trmXDr1i1beunQyYvYAZM/cRzq3j5zc3PK30QStgvZyevcuXMIh8O2xUL2Nkz+xNFEo1FEIhEA2/KL3a5e0WgUX375Jfr6+tDW1mZbHGTvw1JP4miOHz+OUCikWCbevXsXCwsLtsUjO3lNTk7aFgfZ+zD5E0dz9uxZXL58GZcvXwYARCKRNBnIjnjo5EWsgMmfkBKDTl7ECpj8ieO4d+8eIpFI2gKvUoJOXsQKOOFLHMejR49w+/ZtNDc3p9X5A/ZU+9DJi9gBkz9xHKFQCM3NzRgaGkpb4WtXtU80GsXQ0JDi5DU9Pa3IPsLJq6+vj2WfpKAw+RPHEQgE0NbWhnPnzmX09rFyZa+ATl7EDpj8iSMJBAIlM5KmkxexA074EkKIA2HyJ4QQB8LkTwghDoTJnxBCHAgnfIkjoZMXcTpM/sRx0MmLECZ/4kDo5EUIkz9xIMlkEtPT0wgGgzhx4oSynU5exElwwpc4DjnZAtv9cx4/fgygtJy8xEI0Jn5SDDjyJ44jFAqhq6tLkVZE/5y2tjY6eRHHwORPHEcgEFBG06LSpq2tzbbePjKyk5fX6+UkLykaTP7EkaysrODp06cYHR3F+Pi45ZO8eggnr/7+fgD2VB8VCpfLhYqKioIf1+PxoKysrODHdRpM/sSRlJLUo0ZU+Hz88ce2VB8Viv379xclSZeVlcHtZurKF15B4jhKTepRs1ecvMrLy4sy8ieFgdU+xHGMjo7i+vXrePfddxEIBDA5Oan8Z4dhupaTl4hBOHmVquUk2b1w5E8ciZB91Fp6c3Oz5TILnbyIHTD5E8chO2SpES5aVkInL2IHTP7EcZSaQxadvIgdUPMnhBAHwpE/cQT3nrxEYORLhDz/jsmNBjzabODjYj2uPInQOz7UuOx+10k2mPyJI5h88g28X0+h2XsHt9facXcdCFb+Dp+sn+LjAj7+02YTxg9WoKupFTU+7fSytLSE5eVlHDhwQLde38w+JD/Knj9/vmV3EIQUkwOD3yBccQfnPGMYWvmvGN9owsJWNRrKn2F+q4qPC/j4/YpRXHhjBg3/7dfYqjmiWTYbj8eRSCTQ09MDv9+v+Z6Z2WcwvojB+BI++ZuvMTExgUOHDuHo0aM4cuQIDh06hOrqang8Hrhczr0FcblcqKqqwtraWsZ7wZ9U4ggebTYAa8D4RhOSW9vVPI83j+JsUzWO13kRfViJ5IsNZbvAisdnm6pxtrEawBsAgLkXG4g+rMSJI15l+70nL3Fv6qXlseX6+N76CQTWAwihGjXQZmlpCV999RXu3buHU6dOpZXVLi0t4cGDB3jw4AGWlpawvr6ucxSSL0z+xBFMbjRgetOPha1qAIDXXYaGWg9C79TgTGM1Rp+8VJK/1Ryv8+LCuz401HqwsLKJT//yCnf/8wXONlbjw7OH8XR+DXMvNnBv6qUt8eXC5EYDfOvH0LVVpZv8ge0kH4/HAQAHDhzAgQMHsLy8rPwopFIpHD16NMsRSL6w2oc4gpDn33Gl8n+jofwZAKCh1oMrf1eH0Ds+myMDog8X0P/bOTydX0t7DABP59fQ/9s5RB8u2BylObav81U0lD0ztf+DBw8Qi8Xw/PnztMek+HDkTxzBo80GYB2Y36oCAMwvb+CT/3wBX2U5Avvs1YSTLzbw5bM1rKxvIbm0gfnlDfzP/3IAADAU/wGf/uWVbXclufJoswF3171ZZZ+3334bHR0dirQjRvvffvstUqmUss+pU6ewf/9+64J3GEz+xBGoZZ/kiw1EPvsBdftc+OU72QQKawnsd6GtvhLnfrwft/+8hMhnP9gdUk6YkX3efvttHDhwAM+fP8dXX32VJgG53W4cOHAAp06dQkdHh3WBOxDKPsQRqGWfUiX0jg99Pz2EoT98v2ukHhmzss+BAwfQ09ODU6dOmdpOCg9H/sQRqGWfUmXyuxV89vUrvNdQhZX1rV0xyStjRvYBtkf4fr9fSfIPHjzA0aNHcerUKbz11luUeyyAyZ84ArXsU6qMTr3E9QcLuPJ3dQCA6fl1PJ3fng/YDZit9hHIElBLSwulHguh7EMcwW6RfYDXFT4AcOXv6tBQ67E5IvPkWu0DUOqxC478iSPYLbIPAKysb+Hxs1UAQPNhD7zu3eNXa1b2kRESELEWjvyJI5jcaMDd9XfTFnm9fbgCgf0ueN1laD7ssa3kM7DPpST5wH4X3j5coSR8u2PLlcmNBnyyfmpX/Mg6HSZ/4giyLfKye8FX6B2fIu/Ij9Vx7gZ2IvsQe6DsQxyB3iKvP80uv95nzh6j9EdzK/j4T6/LOudebC/0uvfkZdo+u4GdyD7EHpj8iSOQq30CZfOoffUK/+uzZfjKXqK27BWebh6Gr+wl3i5//VjeXszHk0++wfRX6dsXNg9j8sn3advtiC3nc8mx2ofYB2Uf4ghk2YePi/2Yss9ugCN/4ghk2YePi/v443k38OkK1r3Pi9qSOf71atGO7QRo5kL2PAcGv7E7BFJEaOaiD81ciKN5/uEbun/b2NjA2toalpeX8fLlS7x48QLLy8tYW1vDxsZ2J82tLY6PSplvv/0OHo8HbrcbLpcL5eXlKCsrU/4j2jD5E0ezsbGBlZUVLCwsIJVKIZlMYn5+Hq9evcLa2hq2traY/EuciooKVFdXo7KyEhUVFXC73Sgv53SmEUz+xNGUl5fD5XKhoqICVVVVqKnZrlGprKzE2tq2oQqTf2nj8XhQWVmJmpoaVFVVwePxKKN/og+TP3E0ZWVlcLvd8Hq9SifJyspKrK6uUvbZJbjdbng8HlRXV2P//v2orKxURv/8AdCHyZ84mrKyMrhcLni9XgDbiWTfvn3Y2NjA5uYmE/8uoLy8XPkBqKyshNfrhdvtZuI3gMmfOJqysjKUl5fD4/EodwGbm5tM/LsI8R66XC64XC6O+k3C5E8cj/wD4HK5lKTP5L97EO+hXOXDap/sMPkTRyOSg/i/XCXC5L87kBO83mOSCZM/cTxMGMSJsBiWEEIcyP8HI0fTm6uWdcoAAAAASUVORK5CYII=



旺旺 发表于 2025-9-18 14:24:15

DebugLab 发表于 2025-9-18 10:04
EEPROM大小是如何设置的,检查一下是不是程序运行中擦除了自己或地址溢出




这里设置的是128K,只能擦除64K,超过64k系统会重启
页: [1]
查看完整版本: 问题:不能全擦除eeprom