| Index: webrtc/tools/event_log_visualizer/plot_python.cc
|
| diff --git a/webrtc/tools/event_log_visualizer/plot_python.cc b/webrtc/tools/event_log_visualizer/plot_python.cc
|
| index d4583444efbb786ab69742ea1543e30ae6d8454c..c91efe32c70dc2a5cbd13515c647ca43fe7181e6 100644
|
| --- a/webrtc/tools/event_log_visualizer/plot_python.cc
|
| +++ b/webrtc/tools/event_log_visualizer/plot_python.cc
|
| @@ -65,6 +65,16 @@ void PythonPlot::Draw() {
|
| "plt.plot(x%zu, y%zu, color=rgb_colors[%zu], label=\'%s\', "
|
| "marker='.')\n",
|
| i, i, i, series_list_[i].label.c_str());
|
| + } else if (series_list_[i].style == LINE_STEP_GRAPH) {
|
| + // Draw lines from (x[0],y[0]) to (x[1],y[0]) to (x[1],y[1]) and so on
|
| + // to illustrate the "steps". This can be expressed by duplicating all
|
| + // elements except the first in x and the last in y.
|
| + printf("x%zu = [v for dup in x%zu for v in [dup, dup]]\n", i, i);
|
| + printf("y%zu = [v for dup in y%zu for v in [dup, dup]]\n", i, i);
|
| + printf(
|
| + "plt.plot(x%zu[1:], y%zu[:-1], color=rgb_colors[%zu], "
|
| + "label=\'%s\')\n",
|
| + i, i, i, series_list_[i].label.c_str());
|
| } else {
|
| printf("raise Exception(\"Unknown graph type\")\n");
|
| }
|
|
|