FLAG_HOMEKEY_DISPATCHED的使用java示例

时间: 2023-09-17 08:09:09 浏览: 47
FLAG_HOMEKEY_DISPATCHED是一种标志,用于指示系统是否应该发送处理HOME键的消息。在Android应用程序中,可以通过设置FLAG_HOMEKEY_DISPATCHED标志来控制HOME键的行为。 以下是FLAG_HOMEKEY_DISPATCHED的使用示例: ```java @Override public boolean onKeyDown(int keyCode, KeyEvent event) { if (keyCode == KeyEvent.KEYCODE_HOME) { // 处理HOME键按下事件 // 设置FLAG_HOMEKEY_DISPATCHED标志,阻止系统处理HOME键事件 event.startTracking(); getWindow().addFlags(WindowManager.LayoutParams.FLAG_HOMEKEY_DISPATCHED); return true; } return super.onKeyDown(keyCode, event); } @Override public boolean onKeyUp(int keyCode, KeyEvent event) { if (keyCode == KeyEvent.KEYCODE_HOME) { // 处理HOME键释放事件 if (event.isTracking() && !event.isCanceled()) { // 如果HOME键按下后没有取消事件,就执行需要的操作 // ... // 清除FLAG_HOMEKEY_DISPATCHED标志,系统会处理HOME键事件 getWindow().clearFlags(WindowManager.LayoutParams.FLAG_HOMEKEY_DISPATCHED); } return true; } return super.onKeyUp(keyCode, event); } ``` 在这个示例中,onKeyDown()方法中处理了HOME键按下事件,并设置了FLAG_HOMEKEY_DISPATCHED标志,阻止系统处理HOME键事件。同时,通过调用KeyEvent.startTracking()方法,标记事件需要跟踪。在onKeyUp()方法中,处理HOME键释放事件,并检查事件是否已被跟踪并取消。如果没有取消事件,就执行需要的操作,并通过调用getWindow().clearFlags()方法清除FLAG_HOMEKEY_DISPATCHED标志,让系统处理HOME键事件。

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java.lang.NullPointerException public static List<OrderAbnormalRecordResultBase> convertOrderListIntoResultList(List<OrderBasicInfoDB> list) { List<OrderAbnormalRecordResultBase> ret = new ArrayList<OrderAbnormalRecordResultBase>(); if (list !=null && list.size()>0){ for (OrderBasicInfoDB record: list){ OrderAbnormalRecordResultDispatchAcceptTimeOut t = new OrderAbnormalRecordResultDispatchAcceptTimeOut(); t.setAbnormalRecordType(OrderAbnormalRecordListParam.ABNORMAL_RECORD_TYPE_DISPATCHED_ORDER_ACCEPT_TIME_OUT); t.setId(record.getId()); t.setOrder_no(record.getOrder_no()); t.setOrder_type(record.getOrder_type()); t.setPpl_id(record.getPpl_detail_info().getId()); t.setPpl_name(record.getPpl_name()!=null?record.getPpl_name(): record.getPpl_detail_info().getPpl_name()); t.setContact_phone(record.getContact_phone()); t.setProduct_name(record.getProduct_name()); t.setProduct_id(record.getProduct_id()==null?0: record.getProduct_id()); t.setCreate_time(DateUtil.convertTimeByFormat(record.getCreate_time(), OrderBasicInfoDB.DATE_TIME_FORMAT)); t.setService_personnel_id(record.getService_personnel_id().getId()); t.setService_personnel_name(record.getService_personnel_name()); t.setStaff_tel(record.getService_personnel_id().getPpl_tel()); t.setAmount(record.getAmount()); t.setService_plan_time(DateUtil.convertTimeByFormat(record.getService_plan_time(), OrderBasicInfoDB.DATE_TIME_FORMAT)); t.setDispatch_time(DateUtil.convertTimeByFormat(record.getDispatch_time(), OrderBasicInfoDB.DATE_TIME_FORMAT)); t.setOrder_final_status(record.getOrder_final_status()); ret.add(t); } } return ret; }

用c++解决pipeline system consists of N transfer station, some of which are connected by pipelines. For each of M pipelines the numbers of stations A[i] and B[i], which are connected by this pipeline, and its profitability C[i] are known. A profitability of a pipeline is an amount of dollars, which will be daily yielded in taxes by transferring the gas through this pipeline. Each two stations are connected by not more than one pipeline. The system was built by Soviet engineers, who knew exactly, that the gas was transferred from Ukrainian gas fields to Siberia and not the reverse. That is why the pipelines are unidirectional, i.e. each pipeline allows gas transfer from the station number A[i] to the station number B[i] only. More over, if it is possible to transfer the gas from the station X to the station Y (perhaps, through some intermediate stations), then the reverse transfer from Y to X is impossible. It is known that the gas arrives to the starting station number S and should be dispatched to the buyers on the final station number F. The President ordered the Government to find a route (i.e. a linear sequence of stations which are connected by pipelines) to transfer the gas from the starting to the final station. A profitability of this route should be maximal. A profitability of a route is a total profitability of its pipelines. Unfortunately, the President did not consider that some pipelines ceased to exist long ago, and, as a result, the gas transfer between the starting and the final stations may appear to be impossible... Input The first line contains the integer numbers N (2 ≤ N ≤ 500) and M (0 ≤ M ≤ 124750). Each of the next M lines contains the integer numbers A[i], B[i] (1 ≤ A[i], B[i] ≤ N) and C[i] (1 ≤ C[i] ≤ 10000) for the corresponding pipeline. The last line contains the integer numbers S and F (1 ≤ S, F ≤ N; S ≠ F). Output If the desired route exists, you should output its profitability. Otherwise you should output "No solution".

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