Jim B d3x0r

## CMakeLists.txt
cmake_minimum_required(VERSION 3.1)

PROJECT( test )

add_executable( test_hide_cursor test_cursors.cc )

add_executable( test_wait_cursor test_wait.cc )

## script.js
function sleep() {
  return new Promise((resolve) => {
    setTimeout(resolve, 2000);
  });
}

async function foo() {
  while(1) {
     const bar = // really big array
       await sleep();

## README.md

      
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                d3x0r
                / README.md
            
            
              Created
              February 12, 2022 02:12
            
              
                General Project Updates
              
          
    Projects

Some of my projects.

SACK

Dekware  Info ; old mud client, uses SACK's abstract GUI and networking, and procedure/function registration system...
(Other documents found here) https://github.com/d3x0r/SACK/tree/master/src/games/dekware/doc
Intershell No doc there; documents at: https://docs.google.com/document/d/1uQuvEkRELwFsOBy3aTBlZvbVT5Mk4Vh6vEqJhhzdJOk https://docs.google.com/document/d/1M_mLwNXkJJJdUysfds5LOO18H3RASc50n2viK3HSKsU https://drive.google.com/file/d/0B812EYiKwtkkOXhDb2EtSHp3ZGc .


sack.vfs - Node.js bindings to SACK to expose virtual file systems, websockets, HTTP sockets, raw sockets, sound, USB, COM Port, Sqlite and ODBC, ...


## AAA-Matrix.md

      
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                d3x0r
                / AAA-Matrix.md
            
            
              Last active
              July 8, 2020 07:21
            
              
                Discussion regarding matrix composition from angle-angle-angle vectors
              
          
    This is an alternative method to get a basis from a quaternion (log quaternion)... or from angle/angle/angle.
This is built by rotating the constant vectors (1,0,0), (0,1,0), (0,0,1) via standard quaternion
rotation, and reducing common factors.  The 0s and 1s collapse out a lot of the terms of
apply.  It ends up being less work to get the 3 vector basis than to rotate a single point;
although if you USE the basis to multiply with the point; that increases the work to excess of
just rotating a vector directly...
This is the base form... the steps will be broken out for phases of substitution.
As implemented here https://github.com/d3x0r/STFRPhysics/blob/master/3d/src/dual-quat.js#L347

  
## twist.js

// this = { x: xAngle, y:yAngle, z:zAngle,  nL: |x|+|y|+|z|, nR:sqrt( xx+yy+zz ) }
// nR = normRectangular
// nL = normLinear

function twistQuaternion(theta) {

// function getBasis() { // computes xyz basis vectors (matrix)

	// this is angle-angle-angle log-quaternion

## Math.md

      
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                d3x0r
                / Math.md
            
            
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              June 19, 2020 03:33
            
              
                a^2 + b^2 / c^2 <=M (=1)
              
          
     a^2 + b^2    (1)
 ---------
     c^2


Law of cosines, replace C in terms of A and B and Theta...

  
## PathTest.js
//const JSOX = require( "./jsox.js" );
let nodes = 0;
function node() {
	nodes++;
	this.id = nodes;
	this.mates = [];
}
node.prototype.add = function(n) { this.mates.push(n) }
node.prototype.isEdge = function(x) { return this.mates.find(m=>m===x) }

## lnQuat.js
// theta - angle in radians, d = {x, y, z } direction/unnormalized
function lnQuat( theta, d ){
			// if no rotation, then nothing.
			const dl = 1/Math.sqrt( d.x*d.x + d.y*d.y + d.z*d.z ); // 1/ d length = normalize d

			const t  = theta/2;
			const ct2 = Math.cos( t );  // sqrt( 1/2(1 + cos theta))  - half angle subst
			const st2 = Math.sin( t );  // sqrt( 1/2(1 - cos theta))  - half angle subst
			const w = ct2;
			const x = dl * d.x * st2;

## ABOUT.md

      
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                d3x0r
                / ABOUT.md
            
            
              Created
              June 8, 2020 18:34
            
              
                Node BackingStore Debug Crash
              
          
    You can download this gist as a single repository.
build
node-gyp configure --debug
node-gyp build --debug


## ComplexNumberTest.html
<HTML>
<BODY>

    <CANVAS WIDTH=1000 height=1000 ID="testSurface" style="width:500px;height:500px"></CANVAS>
<p> for (A+Be)+(C+De)i
<p> for (<SPAN ID="Aval">A</SPAN>+<SPAN ID="Bval">A</SPAN>e)+(<SPAN ID="Cval">A</SPAN>+<SPAN ID="Dval">D</SPAN>e)i
<p> A <input type="range" min="-100" max="100" id="A"></input>
<p> B <input type="range" min="-100" max="100" id="B"></input>
<p> C <input type="range" min="-100" max="100" id="C"></input>
<p> D <input type="range" min="-100" max="100" id="D"></input>
	cmake_minimum_required(VERSION 3.1)

	PROJECT( test )

	add_executable( test_hide_cursor test_cursors.cc )

	add_executable( test_wait_cursor test_wait.cc )
	function sleep() {
	return new Promise((resolve) => {
	setTimeout(resolve, 2000);
	});
	}

	async function foo() {
	while(1) {
	const bar = // really big array
	await sleep();

	// this = { x: xAngle, y:yAngle, z:zAngle, nL: \|x\|+\|y\|+\|z\|, nR:sqrt( xx+yy+zz ) }
	// nR = normRectangular
	// nL = normLinear

	function twistQuaternion(theta) {

	// function getBasis() { // computes xyz basis vectors (matrix)

	// this is angle-angle-angle log-quaternion
	//const JSOX = require( "./jsox.js" );
	let nodes = 0;
	function node() {
	nodes++;
	this.id = nodes;
	this.mates = [];
	}
	node.prototype.add = function(n) { this.mates.push(n) }
	node.prototype.isEdge = function(x) { return this.mates.find(m=>m===x) }
	// theta - angle in radians, d = {x, y, z } direction/unnormalized
	function lnQuat( theta, d ){
	// if no rotation, then nothing.
	const dl = 1/Math.sqrt( d.xd.x + d.yd.y + d.z*d.z ); // 1/ d length = normalize d

	const t = theta/2;
	const ct2 = Math.cos( t ); // sqrt( 1/2(1 + cos theta)) - half angle subst
	const st2 = Math.sin( t ); // sqrt( 1/2(1 - cos theta)) - half angle subst
	const w = ct2;
	const x = dl * d.x * st2;
	<HTML>
	<BODY>

	<CANVAS WIDTH=1000 height=1000 ID="testSurface" style="width:500px;height:500px"></CANVAS>
	<p> for (A+Be)+(C+De)i
	<p> for (<SPAN ID="Aval">A</SPAN>+<SPAN ID="Bval">A</SPAN>e)+(<SPAN ID="Cval">A</SPAN>+<SPAN ID="Dval">D</SPAN>e)i
	<p> A <input type="range" min="-100" max="100" id="A"></input>
	<p> B <input type="range" min="-100" max="100" id="B"></input>
	<p> C <input type="range" min="-100" max="100" id="C"></input>
	<p> D <input type="range" min="-100" max="100" id="D"></input>