How your script code be coverted into arm code and running on ios.
Your script code is compiled into DLLs (assemblies) by the editor. When you build for iOS, these assemblies are converted into Arm machine code. This process is called AOT (ahead-of-time) compilation. Well, in fact, the Mono tools are spitting out Arm assembler, which is the Assembly-CSharp.dll.s file the error message talks about. So, your challenge is to figure out which script file is causing the failure. At least we know it's a cs file. What I'd do to begin with, is look as see if the Assembly-CSharp.dll.s contains anything. It might be that this file contains arm assembler for lots of your scripts, and you might recognise strings that appear. (Poking through these files is not for the fainthearted, mind. Don't worry if the file is meaningless, just look for strings. You'll probably start to notice labels that end in a colon, that correspond to functions in your scripts.) Anyway, what I hope is that the file will contain Arm assembler, and you can use what's in it to rule in scripts that the compiler processes without problems. Best case, you see some labels that correspond to a script file, and then the file will end, giving you some ideas about the function that caused the termination, or the file at least. Then again, it could be that Unity deletes this file when the error happens. Alternatively, the file might be written into a temp file which gets deleted when the compiler terminated. In which case, you'll need to delete script files one at a time, and see what scripts allow you to make a build successfully.
How your script code be coverted into arm code and running on ios.的更多相关文章
- 1.使用Entity Framwork框架常用的技术手段Code First 和Reverse Engineer Code First
提示:VS版本2013, Entity Framwork版本5.0.0,Mysql数据库 使用Entity FrameWork的好处就不多说,直接上手如何使用.两种形式:1.将代码映射到数据库实体 ...
- 微信企业号-根据code获取成员信息(过期code)
二次请求获取成员信息时,会报如下错误: { "errcode": "40029", "errmsg": "invalid code ...
- 初识Visual Studio Code 一.使用Visual Studio Code 开发C# 控制台程序
原文:初识Visual Studio Code 一.使用Visual Studio Code 开发C# 控制台程序 1. 安装.NET Core 安装包下载地址:https://www.microso ...
- Azure Powershell script检测登陆并部署ARM Template
本文简单提供了一个Azure powershell脚本,能实现如下功能 Azure (China)账户是否已经登陆了,如果没登陆,会提示你登陆. 要创建的资源组是否存在,存在的话不再创建,直接部署te ...
- 【Visual Studio Code 】使用Visual Studio Code + Node.js搭建TypeScript开发环境
1.准备工作 Node.js Node.js - Official Site Visual Studio Code Visual Studio Code - Official Site 安装Node. ...
- EF Code First学习笔记 初识Code First
Code First是Entity Framework提供的一种新的编程模型.通过Code First我们可以在还没有建立数据库的情况下就开始编码,然后通过代码来生成数据库. 下面通过一个简单的示例来 ...
- EF Code First学习笔记 初识Code First(转)
Code First是Entity Framework提供的一种新的编程模型.通过Code First我们可以在还没有建立数据库的情况下就开始编码,然后通过代码来生成数据库. 下面通过一个简单的示例来 ...
- vs code 在终端下使用 code ./ 打开当前项目
Mac OS Visual Studio Code的扩展工具菜单中有Install command line的快捷安装 运行 VS code并打开命令面板( ⇧⌘P ),然后输入 shell comm ...
- Visual Studio Code 好用的 source code editor
short cut https://code.visualstudio.com/shortcuts/keyboard-shortcuts-linux.pdf go to definition : F1 ...
随机推荐
- Sql case when 小例
SELECT I.uname, C.consume, O.name,O.dis_count,O.memberType, D.name,D.dis_count,D.up,D.down, CASE WHE ...
- springboot-vue项目后台2---pojo对查询结果手动分组
<resultMap id="PResult" type="packs" > <result column="device_type ...
- Python3:Django根据models生成数据库表时报 __init__() missing 1 required positional argument: 'on_delete'
Python3:Django根据models生成数据库表时报 __init__() missing 1 required positional argument: 'on_delete' 一.分析 在 ...
- Saltstack 命令参数整理
命令:salt-key # 测试 命令:salt-key -A # 管理所有minion 命令:salt-key -a # 管理定义minion 命令:salt-key -d ID名字 # 删除单个m ...
- mfc报文相关算法
1.传入_T("AAAABBBBCC"),返回_T("AA AA BB BB CC") CString FormatPacket(CString packet_ ...
- 在Linux下创建分区和文件系统的方法详解
在 Linux 中创建分区或新的文件系统通常意味着一件事:安装 Gnome Parted 分区编辑器(GParted).对于大多数 Linux 用户而言,这是唯一的办法.不过,你是否考虑过在终端创建这 ...
- 《Maven实战》第5章 坐标和依赖
5.1 Maven坐标——项目唯一标识 groupId(必须定义):定义Mavan项目隶属的实际项目,如SpringFramework,一个实际项目可包含多个Maven项目 artifactId(必须 ...
- JMeter学习(二)工具简单介绍
一.JMeter 介绍 Apache JMeter是100%纯JAVA桌面应用程序,被设计为用于测试客户端/服务端结构的软件(例如web应用程序).它可以用来测试静态和动态资源的性能,例如:静态文件, ...
- Dijkstra算法 - 最短路径算法
2017-07-26 22:30:45 writer:pprp dijkstra算法法则:设置顶点集合S,首先将起始点加入该集合,然后根据起始点到其他顶点的路径长度, 选择路径长度最小的顶点加入到集合 ...
- PAT1054. The Dominant Color (20)
#include <iostream> #include <map> using namespace std; int n,m; map<int,int> imgM ...