wysisoft

Results 9 issues of wysisoft

``` console.log(1) new Vue({ el: "#vueDiv", components: { "property-component": window.httpVueLoader( "https://something.vue" (logs 2 to console) ) }, mounted:function(){ console.log(3) } }) ``` will the console read 1,2,3 or 1,3,2 due...

question

on a fresh minimal install of ubuntu 20.04, per https://github.com/unikraft/kraft I run **sudo** apt-get install -y --no-install-recommends build-essential libncurses-dev libyaml-dev flex git wget socat bison unzip uuid-runtime; then I try...

I am having trouble building this project. If I just download and do npm install, the eslint and stylint tests fail. It looks like it references older webpack?

This is my image, it has streaks? data:image/png;base64,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

I am very interested in sandboxing NodeJS at the libuv level to prevent untrusted code from doing any harm to the OS. Does this seem feasible? Am I the first...

I am doing dev in Power BI and I get JS errors in web.min.js about fullscreen mode in chrome, but not edge. Brilliant! I am now switching from chrome to...

### Is there an existing issue for this? - [X] I have searched the existing issues ### Description I am trying to browse different databases on the left pane on...

BUG

Other tools similar to this (such as VM2) have the ability to communicate across the sandbox, so that code inside the sandbox can still call a handful of non-isolated methods....

I really enjoyed this tool, I'm sure there will be lots of competitors to this very soon