From 12b44e413e970cf329f7d880cd48d21df33fe552 Mon Sep 17 00:00:00 2001 From: liyunze <50455574+liyunze-coding@users.noreply.github.com> Date: Wed, 25 Feb 2026 00:56:54 +1100 Subject: [PATCH] Bug fixes, focused and completed command --- Code.cs | 86 ++++++++++++++++++++++++++++++++++++++++++------ RythonTaskBot.sb | 2 +- 2 files changed, 77 insertions(+), 11 deletions(-) diff --git a/Code.cs b/Code.cs index 560d510..2005f38 100644 --- a/Code.cs +++ b/Code.cs @@ -12,7 +12,6 @@ // - No Warranty: The software is provided "as-is," without warranty of any kind. // // For more details, see https://www.gnu.org/licenses/gpl-3.0.en.html. - using Streamer.bot.Plugin.Interface; using Streamer.bot.Plugin.Interface.Model; using Streamer.bot.Plugin.Interface.Enums; @@ -29,7 +28,6 @@ using Newtonsoft.Json.Linq; /* Todo -delete based on days { platform-userId: { @@ -84,10 +82,10 @@ public class Response public bool Success { get; set; } public string ErrorMsg { get; set; } - public Response(bool success, string errorMsg = null) + public Response(bool Success, string ErrorMsg = null) { - this.Success = success; - this.ErrorMsg = errorMsg; + this.Success = Success; + this.ErrorMsg = ErrorMsg; } } @@ -483,12 +481,29 @@ public class CPHInline } else { - Respond($"Current focused task: {AddOrSelectResponse.Data.Item1}. {AddOrSelectResponse.Data.Item2}"); + Respond($"Current focused task: {AddOrSelectResponse.Data.Item1 + 1}. {AddOrSelectResponse.Data.Item2}"); } return true; } + // FOCUSED COMMAND + // Returns only the focused task + public bool FocusedCommand() + { + List userTasks = ListUserTasks(); + int focusedTaskIndex = GetFocusedTask(); + if (focusedTaskIndex == -1) + { + Respond("You do not have a focused task."); + return true; + } + + var focusedTask = userTasks[focusedTaskIndex]; + Respond($"Current focused task: {focusedTaskIndex + 1}. {focusedTask.Name}"); + return true; + } + // return true index private int GetFocusedTask() { @@ -544,6 +559,7 @@ public class CPHInline if (!EditData.Success) { Respond(EditData.ErrorMsg); + return false; } int taskIndex = EditData.Data.Item1; @@ -568,7 +584,6 @@ public class CPHInline // task data doesn't exist if (userTasks.Count == 0) { - // Respond("404 Tasks not found"); return new(false, default, "Error 404: Tasks not found"); } @@ -643,8 +658,7 @@ public class CPHInline // user's data doesn't exist string key = userKey ?? GetKey(); - var userData = this.taskData[key]; - if (userData == null) + if (!this.taskData.TryGetValue(key, out var userData)) { return emptyList; } @@ -689,12 +703,64 @@ public class CPHInline // JOIN THE TASKS INTO ONE MESSAGE // edit however you like - string message = String.Join(" | ", userTasks.Select((t, index) => $"{index + 1}. {(t.Focused ? "(ongoing) " : "")}{t.Name}")); + var IncompleteTasks = userTasks.Select((t, index) => new { t, index }).Where(x => !x.t.Completed); + string message = String.Join(" | ", IncompleteTasks.Select(x => $"{x.index + 1}. {(x.t.Focused ? "(ongoing) " : "")}{x.t.Name}")); if (someoneElse) { string theirUser = GetUsername(key); message = $"{theirUser}'s tasks: {message}"; } + else + { + message = $"{IncompleteTasks.Count()} tasks pending: {message}"; + } + + Respond(message); + return true; + } + + public bool CompletedCommand() + { + CPH.TryGetArg("rawInput", out string rawInput); + rawInput = rawInput.Trim(); + string? key = null; + bool someoneElse = false; + if (!String.IsNullOrWhiteSpace(rawInput)) + { + key = GetKey(rawInput); + if (key == "") + { + Respond("User not found"); + return false; + } + else + { + someoneElse = true; + } + } + + List userTasks = ListUserTasks(key); + // task data doesn't exist + if (userTasks.Count == 0) + { + Respond("404 Tasks not found"); + return false; + } + + // JOIN THE TASKS INTO ONE MESSAGE + // edit however you like + var CompletedTasks = userTasks.Select((t, index) => new { t, index }).Where(x => x.t.Completed); + string message = String.Join(" | ", CompletedTasks.Select(x => $"{x.index + 1}. {x.t.Name}")); + if (someoneElse) + { + string theirUser = GetUsername(key); + message = $"{theirUser}'s tasks: {message}"; + } + else + { + message = $"Completed {CompletedTasks.Count()} tasks: {message}"; + } + Respond(message); return true; } diff --git a/RythonTaskBot.sb b/RythonTaskBot.sb index 2dcc06f..fee0720 100644 --- a/RythonTaskBot.sb +++ b/RythonTaskBot.sb @@ -1 +1 @@ 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