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copy(Array.from(document.getElementsByClassName('downloadfiles')[0].getElementsByTagName('a'), (a) => a.href).join('\n')) |
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Windows Registry Editor Version 5.00 | |
[HKEY_CURRENT_USER\Software\SolidWorks\SOLIDWORKS 2022\Performance\Graphics\Hardware\Gl2Shaders\NV40\NVIDIA GeForce MX150/PCIe/SSE2] | |
"Workarounds"=dword:00031408 |
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https://api.gitkraken.com/oauth/github/login?action=login&in_app=true&needs_gk_permissions=false |
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Windows Registry Editor Version 5.00 | |
[HKEY_LOCAL_MACHINE\SYSTEM\CurrentControlSet\Services\BthA2dp\Parameters] | |
"BluetoothAacEnable"=dword:00000000 |
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// This script can be pasted into the browser console, or used as a userscript with an extension like Tampermonkey. | |
// ==UserScript== | |
// @name Allocate+ post-exam fixer | |
// @version 0.1 | |
// @description Fixes the planner in Allocate+ if it's broken after exams. | |
// @author hacker1024 | |
// @match https://my-timetable.monash.edu/even/student* | |
// @icon https://www.google.com/s2/favicons?sz=64&domain=monash.edu | |
// @grant none |
let eBookPageCount = /* Set this. */
function sleep(ms) {
return new Promise(resolve => setTimeout(resolve, ms));
}
async function load() {
for (i = 1; i < eBookPageCount; ++i) {
let pageContainer = document.getElementById('mainPageContainer_' + i)
pageContainer.scrollIntoView()
-
Download the Office Deployment Tool
# winget install -e Microsoft.OfficeDeploymentTool # https://github.com/microsoft/winget-pkgs/pull/105205
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Install Office
& 'C:\Program Files\OfficeDeploymentTool\setup.exe' /configure office_configuration.xml
This is an experiment to test myself: Using only my knowlege of trigonometry and the unit circle, can I implement trigonometric functions?
The degree value is analyzed to determine what quadrant it's in. The angle's "progress" through the quadrant
(0 - 90 degrees) is expressed as a value between 0 and 1 (or -1 and 0, depending on the quadrant), which is then used
to approximate X and Y coordinates.
These coordinates are then scaled to an arbitrary radius length (the higher, the more accurate) and then normalised
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