1问题: bug提示图下图所示:

  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" alt="" width="432" height="358" />

2. 分析

   前前后后核实程序没有错误,退后根据bug提示信息

 vector<Point>::iterator itPoint = tempSortedList.begin();

  while (itPoint->y >= yLine && itPoint->y < yLine+MOVEUNION && itPoint != tempSortedList.end() )   

  在vector的源文件中

  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" alt="" />

   提示内容的意思是:“vector迭代器不可以去引用操作”。

  但是在while条件判定中添加了:itPoint != tempSortedList.end(),迭代器的到达末尾的判定。

  唯一可能的原因是,当到达末尾后,外部又从新进入whlie条件判定:

  itPoint->y >= yLine && itPoint->y < yLine+MOVEUNION && itPoint != tempSortedList.end()

  但是首先进行的是:itPoint->y,取引用操作,因为此时迭代器指向了tempSortedList.end(),所以抛出此异常

3. 修改

   首先进行迭代器是否到末尾的判定,然后在进行其他迭代器操作,这是基于如果到达末尾迭代器位置,则不进行下述判定。

while (itPoint != tempSortedList.end() && itPoint->y >= yLine && itPoint->y < yLine+MOVEUNION)

  程序运行结果正常。

  如下写法同样不妥,需要调整:

    while( currentPNode->x < node->x  &&   NULL != currentPNode )

4. 心得

  写程序要用心考虑,思维缜密,考虑周全!

  while()条件判断,先进行“成立条件判断”,再进行“假定成立后的条件判断”

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