From 32ac1b8fd481ec5d3ed1e977283e8ae5929b04ee Mon Sep 17 00:00:00 2001 From: liyunze <50455574+liyunze-coding@users.noreply.github.com> Date: Thu, 26 Feb 2026 10:12:33 +1100 Subject: [PATCH] added "all" argument --- Code.cs | 88 +++++++++++++++++++++++++++++++++--------------- RythonTaskBot.sb | 2 +- 2 files changed, 62 insertions(+), 28 deletions(-) diff --git a/Code.cs b/Code.cs index 72e2c19..60bb450 100644 --- a/Code.cs +++ b/Code.cs @@ -95,6 +95,7 @@ public static class TaskHelpers return tasks.Split(Separators, StringSplitOptions.RemoveEmptyEntries).Select(t => t.Trim()).ToList(); } + // return true index public static int GetTaskIndex(List tasks, string input) { if (int.TryParse(input, out int n)) @@ -109,6 +110,14 @@ public static class TaskHelpers public static List ParseTasksInput(string input, Func getFocusedTask) { input = input.Trim(); + if (input == "all") + { + return new() + { + "all" + }; + } + bool IsSpaceSeparatedInts = Regex.IsMatch(input, @"^\d+(\s+\d+)*$"); if (IsSpaceSeparatedInts) { @@ -251,8 +260,13 @@ public static class MessageBuilder return "No tasks to log"; } - public static string BuildRemoveMessage(List tasksRemoved, List tasksFailedToRemove) + public static string BuildRemoveMessage(List tasksRemoved, List tasksFailedToRemove, bool allTasks) { + if (allTasks) + { + return "All tasks are removed!"; + } + if (tasksFailedToRemove.Count == 0) { return "Removed task(s)!"; @@ -261,8 +275,12 @@ public static class MessageBuilder return $"Failed to remove: {String.Join(", ", tasksFailedToRemove)}"; } - public static string BuildCompletedMessage(List tasksCompleted, List tasksFailedToComplete) + public static string BuildCompletedMessage(List tasksCompleted, List tasksFailedToComplete, bool allTasks) { + if (allTasks) + { + return "All tasks are completed!"; + } if (tasksFailedToComplete.Count == 0 && tasksCompleted.Count == 1) { return "Task completed!"; @@ -270,7 +288,7 @@ public static class MessageBuilder if (tasksFailedToComplete.Count == 0) { - return "Completed all task(s) specified!"; + return "Completed the task(s)!"; } return $"Failed to complete: {String.Join(", ", tasksFailedToComplete)}"; @@ -342,6 +360,8 @@ public class TaskOperations return new Response<(int, string)>(false, default, "Task cannot be empty"); if (int.TryParse(taskName, out _)) return new Response<(int, string)>(false, default, $"'{taskName}' cannot be a number"); + if (taskName.Equals("all", StringComparison.OrdinalIgnoreCase)) + return new Response<(int, string)>(false, default, $"'all' is a reserved keyword"); string key = getKey(); if (!taskData.ContainsKey(key)) { @@ -810,27 +830,35 @@ public class CPHInline return false; } + bool allTasks = tasksToBeRemoved.Count == 1 && tasksToBeRemoved[0] == "all"; var tasksRemoved = new List(); var tasksFailedToRemove = new List(); var taskIndices = new List(); - foreach (string task in tasksToBeRemoved) + if (!allTasks) { - int index = TaskHelpers.GetTaskIndex(userTasks, task); - if (index > -1 && !taskIndices.Contains(index)) + foreach (string task in tasksToBeRemoved) { - taskIndices.Add(index); - tasksRemoved.Add(userTasks[index].Name); + int index = TaskHelpers.GetTaskIndex(userTasks, task); + if (index > -1 && !taskIndices.Contains(index)) + { + taskIndices.Add(index); + tasksRemoved.Add(userTasks[index].Name); + } + else + { + tasksFailedToRemove.Add(task); + } } - else + + if (taskIndices.Count == 0) { - tasksFailedToRemove.Add(task); + Respond($"Failed to remove task(s): {String.Join(", ", tasksFailedToRemove)}"); + return false; } } - - if (taskIndices.Count == 0) + else { - Respond($"Failed to remove task(s): {String.Join(", ", tasksFailedToRemove)}"); - return false; + taskIndices = Enumerable.Range(0, userTasks.Count).ToList(); } foreach (int i in taskIndices.OrderByDescending(n => n)) @@ -842,7 +870,7 @@ public class CPHInline operations.SaveIntoTasks(userTasks); operations.Cleanup(true); SaveTasks(); - Respond(MessageBuilder.BuildRemoveMessage(tasksRemoved, tasksFailedToRemove)); + Respond(MessageBuilder.BuildRemoveMessage(tasksRemoved, tasksFailedToRemove, allTasks)); return true; } @@ -885,22 +913,30 @@ public class CPHInline return false; } + bool allTasks = tasksToBeCompleted.Count == 1 && tasksToBeCompleted[0] == "all"; var tasksCompleted = new List(); var tasksFailedToComplete = new List(); var taskIndices = new List(); - foreach (string task in tasksToBeCompleted) + if (!allTasks) { - int index = TaskHelpers.GetTaskIndex(userTasks, task); - if (index > -1 && !taskIndices.Contains(index) && !userTasks[index].Completed) + foreach (string task in tasksToBeCompleted) { - taskIndices.Add(index); - tasksCompleted.Add(userTasks[index].Name); - } - else - { - tasksFailedToComplete.Add(task); + int index = TaskHelpers.GetTaskIndex(userTasks, task); + if (index > -1 && !taskIndices.Contains(index) && !userTasks[index].Completed) + { + taskIndices.Add(index); + tasksCompleted.Add(userTasks[index].Name); + } + else + { + tasksFailedToComplete.Add(task); + } } } + else + { + taskIndices = Enumerable.Range(0, userTasks.Count).ToList(); + } if (taskIndices.Count == 0) { @@ -912,15 +948,13 @@ public class CPHInline { userTasks[i].Completed = true; userTasks[i].Focused = false; - Broadcast(new { mode = "done", index = i }, null); } IncrementDoneCount(taskIndices.Count); - operations.SaveIntoTasks(userTasks); SaveTasks(); - Respond(MessageBuilder.BuildCompletedMessage(tasksCompleted, tasksFailedToComplete)); + Respond(MessageBuilder.BuildCompletedMessage(tasksCompleted, tasksFailedToComplete, allTasks)); return true; } diff --git a/RythonTaskBot.sb b/RythonTaskBot.sb index 24c0724..0e1dbbd 100644 --- a/RythonTaskBot.sb +++ b/RythonTaskBot.sb @@ -1 +1 @@ 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