From e5fee6f35803d506948e7349220a306ff1051fb1 Mon Sep 17 00:00:00 2001
From: Kenay5 55 <kenayextranio@gmail.com>
Date: Thu, 8 May 2025 20:03:17 -0500
Subject: [PATCH 01/22] Enhanced extension: Complexify!.js

A better extension for complex numbers, fixing all the issues with the original Complexity!
---
 .../Kenay-With-a-Y-At-The-End/Complexify!.js  | 1012 +++++++++++++++++
 1 file changed, 1012 insertions(+)
 create mode 100644 extensions/Kenay-With-a-Y-At-The-End/Complexify!.js

diff --git a/extensions/Kenay-With-a-Y-At-The-End/Complexify!.js b/extensions/Kenay-With-a-Y-At-The-End/Complexify!.js
new file mode 100644
index 0000000000..2488cd1506
--- /dev/null
+++ b/extensions/Kenay-With-a-Y-At-The-End/Complexify!.js
@@ -0,0 +1,1012 @@
+// Name: Complexify!
+// ID: kenayComplexify
+// Description: Complex Numbres in TurboWarp! Can you believe it?
+// By: Kenay <https://scratch.mit.edu/users/Kenay-con-Y-al-final/>
+// By: Clickertale_2 <https://scratch.mit.edu/users/-Clickertale_2-/>
+// License: MIT AND MPL-2.0
+
+/**
+The first full version, Complexity!, can be downloaded from his Discord: <https://discord.gg/JZUZxHpF>
+Thanks "rawify" <https://github.com/rawify> for Complex.js v2.4.2 11/5/2024 <https://raw.org/article/complex-numbers-in-javascript/>
+Copyright (c) 2024, Robert Eisele (https://raw.org/). Licensed under the MIT license.
+Thanks "scratchfoundation" for the Timer <https://github.com/scratchfoundation/scratch-vm/tree/develop>
+*/
+
+(function (Scratch) {
+	'use strict'; 
+//Just in case:
+if (!Scratch.extensions.unsandboxed) {
+  alert("We don't like sand");
+  throw new Error("Complexify! must run unsandboxed");
+}
+
+class Timer { /**From Scratch.vm*/
+    constructor (nowObj = Timer.nowObj) {
+        /**Stores the time epicly */
+        this.startTime = 0;
+        /**Wht is now?*/
+        this.nowObj = nowObj;
+    }
+    /**Smth about performance*/
+    static get USE_PERFORMANCE () {
+        return false;
+    }
+    /**Smth about compatibility*/
+    static get legacyDateCode () {
+        return {
+            now: function () {
+                return new Date().getTime();
+            }
+        };
+    }
+    /**Route all timers with this*/
+    static get nowObj () {
+        if (Timer.USE_PERFORMANCE && typeof self !== 'undefined' && self.performance && 'now' in self.performance) {
+            return self.performance;
+        } else if (Date.now) {
+            return Date;
+        }
+        return Timer.legacyDateCode;
+    }
+    /**Guess this is the time*/
+    time () {
+        return this.nowObj.now();
+    }
+    /**Start*/
+    start () {
+        this.startTime = this.nowObj.now();
+    }
+    timeElapsed () {
+        return this.nowObj.now() - this.startTime;
+    }
+    /**Guess we'll have to wait*/
+    setTimeout (handler, timeout) {
+        return global.setTimeout(handler, timeout);
+    }
+    /**At least that's clear*/
+    clearTimeout (timeoutId) {
+        global.clearTimeout(timeoutId);
+    }
+}
+
+function jsCode() { /**Again, thanks Rawify*/
+	'use strict';(function(r){function l(a,b){if(void 0===a||null===a)f.re=f.im=0;else if(void 0!==b)f.re=a,f.im=b;else switch(typeof a){case "object":if("im"in a&&"re"in a)f.re=a.re,f.im=a.im;else if("abs"in a&&"arg"in a){if(!isFinite(a.abs)&&isFinite(a.arg))return c.INFINITY;f.re=a.abs*Math.cos(a.arg);f.im=a.abs*Math.sin(a.arg)}else if("r"in a&&"phi"in a){if(!isFinite(a.r)&&isFinite(a.phi))return c.INFINITY;f.re=a.r*Math.cos(a.phi);f.im=a.r*Math.sin(a.phi)}else 2===a.length?(f.re=a[0],f.im=a[1]):m();
+break;case "string":f.im=f.re=0;a=a.replace(/_/g,"").match(/\d+\.?\d*e[+-]?\d+|\d+\.?\d*|\.\d+|./g);b=1;let d=0;null===a&&m();for(let e=0;e<a.length;e++){const g=a[e];" "!==g&&"\t"!==g&&"\n"!==g&&("+"===g?b++:"-"===g?d++:("i"===g||"I"===g?(0===b+d&&m()," "===a[e+1]||isNaN(a[e+1])?f.im+=parseFloat((d%2?"-":"")+"1"):(f.im+=parseFloat((d%2?"-":"")+a[e+1]),e++)):((0===b+d||isNaN(g))&&m(),"i"===a[e+1]||"I"===a[e+1]?(f.im+=parseFloat((d%2?"-":"")+g),e++):f.re+=parseFloat((d%2?"-":"")+g)),b=d=0))}0<b+d&&
+m();break;case "number":f.im=0;f.re=a;break;default:m()}return f}function m(){throw SyntaxError("Invalid Param");}function n(a,b){a=Math.abs(a);b=Math.abs(b);a<b&&([a,b]=[b,a]);if(1E8>a)return Math.sqrt(a*a+b*b);b/=a;return a*Math.sqrt(1+b*b)}function p(a,b){const d=Math.abs(a),e=Math.abs(b);if(0===a)return Math.log(e);if(0===b)return Math.log(d);if(3E3>d&&3E3>e)return.5*Math.log(a*a+b*b);a*=.5;b*=.5;return.5*Math.log(a*a+b*b)+Math.LN2}function c(a,b){if(!(this instanceof c))return new c(a,b);a=l(a,
+b);this.re=a.re;this.im=a.im}const h=Math.cosh||function(a){return 1E-9>Math.abs(a)?1-a:.5*(Math.exp(a)+Math.exp(-a))},k=Math.sinh||function(a){return 1E-9>Math.abs(a)?a:.5*(Math.exp(a)-Math.exp(-a))},f={re:0,im:0};c.prototype={re:0,im:0,sign:function(){const a=n(this.re,this.im);return new c(this.re/a,this.im/a)},add:function(a,b){a=l(a,b);b=this.isInfinite();const d=!(isFinite(a.re)&&isFinite(a.im));return b||d?b&&d?c.NAN:c.INFINITY:new c(this.re+a.re,this.im+a.im)},sub:function(a,b){a=l(a,b);b=
+this.isInfinite();const d=!(isFinite(a.re)&&isFinite(a.im));return b||d?b&&d?c.NAN:c.INFINITY:new c(this.re-a.re,this.im-a.im)},mul:function(a,b){a=l(a,b);b=this.isInfinite();const d=!(isFinite(a.re)&&isFinite(a.im)),e=0===this.re&&0===this.im,g=0===a.re&&0===a.im;return b&&g||d&&e?c.NAN:b||d?c.INFINITY:0===a.im&&0===this.im?new c(this.re*a.re,0):new c(this.re*a.re-this.im*a.im,this.re*a.im+this.im*a.re)},div:function(a,b){a=l(a,b);b=this.isInfinite();const d=!(isFinite(a.re)&&isFinite(a.im)),e=0===
+this.re&&0===this.im,g=0===a.re&&0===a.im;if(e&&g||b&&d)return c.NAN;if(g||b)return c.INFINITY;if(e||d)return c.ZERO;if(0===a.im)return new c(this.re/a.re,this.im/a.re);if(Math.abs(a.re)<Math.abs(a.im))return b=a.re/a.im,a=a.re*b+a.im,new c((this.re*b+this.im)/a,(this.im*b-this.re)/a);b=a.im/a.re;a=a.im*b+a.re;return new c((this.re+this.im*b)/a,(this.im-this.re*b)/a)},pow:function(a,b){a=l(a,b);b=0===this.re&&0===this.im;if(0===a.re&&0===a.im)return c.ONE;if(0===a.im){if(0===this.im&&0<this.re)return new c(Math.pow(this.re,
+a.re),0);if(0===this.re)switch((a.re%4+4)%4){case 0:return new c(Math.pow(this.im,a.re),0);case 1:return new c(0,Math.pow(this.im,a.re));case 2:return new c(-Math.pow(this.im,a.re),0);case 3:return new c(0,-Math.pow(this.im,a.re))}}if(b&&0<a.re)return c.ZERO;const d=Math.atan2(this.im,this.re),e=p(this.re,this.im);b=Math.exp(a.re*e-a.im*d);a=a.im*e+a.re*d;return new c(b*Math.cos(a),b*Math.sin(a))},sqrt:function(){const a=this.re,b=this.im;if(0===b)return 0<=a?new c(Math.sqrt(a),0):new c(0,Math.sqrt(-a));
+var d=n(a,b);d=Math.sqrt(.5*(d+Math.abs(a)));let e=Math.abs(b)/(2*d);return 0<=a?new c(d,0>b?-e:e):new c(e,0>b?-d:d)},exp:function(){const a=Math.exp(this.re);return 0===this.im?new c(a,0):new c(a*Math.cos(this.im),a*Math.sin(this.im))},expm1:function(){const a=this.re,b=this.im;var d=Math.expm1(a)*Math.cos(b);var e=Math.PI/4;-e>b||b>e?e=Math.cos(b)-1:(e=b*b,e*=e*(e*(e*(e*(e*(e*(e/20922789888E3-1/87178291200)+1/479001600)-1/3628800)+1/40320)-1/720)+1/24)-.5);return new c(d+e,Math.exp(a)*Math.sin(b))},
+log:function(){const a=this.re,b=this.im;return 0===b&&0<a?new c(Math.log(a),0):new c(p(a,b),Math.atan2(b,a))},abs:function(){return n(this.re,this.im)},arg:function(){return Math.atan2(this.im,this.re)},sin:function(){const a=this.re,b=this.im;return new c(Math.sin(a)*h(b),Math.cos(a)*k(b))},cos:function(){const a=this.re,b=this.im;return new c(Math.cos(a)*h(b),-Math.sin(a)*k(b))},tan:function(){const a=2*this.re,b=2*this.im,d=Math.cos(a)+h(b);return new c(Math.sin(a)/d,k(b)/d)},cot:function(){const a=
+2*this.re,b=2*this.im,d=Math.cos(a)-h(b);return new c(-Math.sin(a)/d,k(b)/d)},sec:function(){const a=this.re,b=this.im,d=.5*h(2*b)+.5*Math.cos(2*a);return new c(Math.cos(a)*h(b)/d,Math.sin(a)*k(b)/d)},csc:function(){const a=this.re,b=this.im,d=.5*h(2*b)-.5*Math.cos(2*a);return new c(Math.sin(a)*h(b)/d,-Math.cos(a)*k(b)/d)},asin:function(){var a=this.re;const b=this.im,d=(new c(b*b-a*a+1,-2*a*b)).sqrt();a=(new c(d.re-b,d.im+a)).log();return new c(a.im,-a.re)},acos:function(){var a=this.re;const b=
+this.im,d=(new c(b*b-a*a+1,-2*a*b)).sqrt();a=(new c(d.re-b,d.im+a)).log();return new c(Math.PI/2-a.im,a.re)},atan:function(){var a=this.re;const b=this.im;if(0===a){if(1===b)return new c(0,Infinity);if(-1===b)return new c(0,-Infinity)}const d=a*a+(1-b)*(1-b);a=(new c((1-b*b-a*a)/d,-2*a/d)).log();return new c(-.5*a.im,.5*a.re)},acot:function(){const a=this.re,b=this.im;if(0===b)return new c(Math.atan2(1,a),0);const d=a*a+b*b;return 0!==d?(new c(a/d,-b/d)).atan():(new c(0!==a?a/0:0,0!==b?-b/0:0)).atan()},
+asec:function(){const a=this.re,b=this.im;if(0===a&&0===b)return new c(0,Infinity);const d=a*a+b*b;return 0!==d?(new c(a/d,-b/d)).acos():(new c(0!==a?a/0:0,0!==b?-b/0:0)).acos()},acsc:function(){const a=this.re,b=this.im;if(0===a&&0===b)return new c(Math.PI/2,Infinity);const d=a*a+b*b;return 0!==d?(new c(a/d,-b/d)).asin():(new c(0!==a?a/0:0,0!==b?-b/0:0)).asin()},sinh:function(){const a=this.re,b=this.im;return new c(k(a)*Math.cos(b),h(a)*Math.sin(b))},cosh:function(){const a=this.re,b=this.im;return new c(h(a)*
+Math.cos(b),k(a)*Math.sin(b))},tanh:function(){const a=2*this.re,b=2*this.im,d=h(a)+Math.cos(b);return new c(k(a)/d,Math.sin(b)/d)},coth:function(){const a=2*this.re,b=2*this.im,d=h(a)-Math.cos(b);return new c(k(a)/d,-Math.sin(b)/d)},csch:function(){const a=this.re,b=this.im,d=Math.cos(2*b)-h(2*a);return new c(-2*k(a)*Math.cos(b)/d,2*h(a)*Math.sin(b)/d)},sech:function(){const a=this.re,b=this.im,d=Math.cos(2*b)+h(2*a);return new c(2*h(a)*Math.cos(b)/d,-2*k(a)*Math.sin(b)/d)},asinh:function(){let a=
+this.im;this.im=-this.re;this.re=a;const b=this.asin();this.re=-this.im;this.im=a;a=b.re;b.re=-b.im;b.im=a;return b},acosh:function(){const a=this.acos();if(0>=a.im){var b=a.re;a.re=-a.im;a.im=b}else b=a.im,a.im=-a.re,a.re=b;return a},atanh:function(){var a=this.re,b=this.im;const d=1<a&&0===b,e=1-a,g=1+a,q=e*e+b*b;a=0!==q?new c((g*e-b*b)/q,(b*e+g*b)/q):new c(-1!==a?a/0:0,0!==b?b/0:0);b=a.re;a.re=p(a.re,a.im)/2;a.im=Math.atan2(a.im,b)/2;d&&(a.im=-a.im);return a},acoth:function(){const a=this.re,b=
+this.im;if(0===a&&0===b)return new c(0,Math.PI/2);const d=a*a+b*b;return 0!==d?(new c(a/d,-b/d)).atanh():(new c(0!==a?a/0:0,0!==b?-b/0:0)).atanh()},acsch:function(){const a=this.re,b=this.im;if(0===b)return new c(0!==a?Math.log(a+Math.sqrt(a*a+1)):Infinity,0);const d=a*a+b*b;return 0!==d?(new c(a/d,-b/d)).asinh():(new c(0!==a?a/0:0,0!==b?-b/0:0)).asinh()},asech:function(){const a=this.re,b=this.im;if(this.isZero())return c.INFINITY;const d=a*a+b*b;return 0!==d?(new c(a/d,-b/d)).acosh():(new c(0!==
+a?a/0:0,0!==b?-b/0:0)).acosh()},inverse:function(){if(this.isZero())return c.INFINITY;if(this.isInfinite())return c.ZERO;const a=this.re,b=this.im,d=a*a+b*b;return new c(a/d,-b/d)},conjugate:function(){return new c(this.re,-this.im)},neg:function(){return new c(-this.re,-this.im)},ceil:function(a){a=Math.pow(10,a||0);return new c(Math.ceil(this.re*a)/a,Math.ceil(this.im*a)/a)},floor:function(a){a=Math.pow(10,a||0);return new c(Math.floor(this.re*a)/a,Math.floor(this.im*a)/a)},round:function(a){a=
+Math.pow(10,a||0);return new c(Math.round(this.re*a)/a,Math.round(this.im*a)/a)},equals:function(a,b){a=l(a,b);return Math.abs(a.re-this.re)<=c.EPSILON&&Math.abs(a.im-this.im)<=c.EPSILON},clone:function(){return new c(this.re,this.im)},toString:function(){let a=this.re,b=this.im,d="";if(this.isNaN())return"NaN";if(this.isInfinite())return"Infinity";Math.abs(a)<c.EPSILON&&(a=0);Math.abs(b)<c.EPSILON&&(b=0);if(0===b)return d+a;0!==a?(d=d+a+" ",0>b?(b=-b,d+="-"):d+="+",d+=" "):0>b&&(b=-b,d+="-");1!==
+b&&(d+=b);return d+"i"},toVector:function(){return[this.re,this.im]},valueOf:function(){return 0===this.im?this.re:null},isNaN:function(){return isNaN(this.re)||isNaN(this.im)},isZero:function(){return 0===this.im&&0===this.re},isFinite:function(){return isFinite(this.re)&&isFinite(this.im)},isInfinite:function(){return!this.isFinite()}};c.ZERO=new c(0,0);c.ONE=new c(1,0);c.I=new c(0,1);c.PI=new c(Math.PI,0);c.E=new c(Math.E,0);c.INFINITY=new c(Infinity,Infinity);c.NAN=new c(NaN,NaN);c.EPSILON=1E-15;
+"function"===typeof define&&define.amd?define([],function(){return c}):"object"===typeof exports?(Object.defineProperty(c,"__esModule",{value:!0}),c["default"]=c,c.Complex=c,module.exports=c):r.Complex=c})(window);
+}
+
+function coolCis(ANGLE) { //Cool e^ix trick
+	const angle = Complex(ANGLE);
+	const result = Complex({ arg: angle.re, abs: 1 }).mul(Math.exp(-angle.im));
+	return result;
+};
+const twoPi = Math.PI * 2 //Don't ask why
+
+function classicFac(x) { //Y'know, 1*2*3*4*...*x
+	if (x < 0) return Infinity;
+	if (x == 0 || x == 1) return 1;
+	return classicFac(x - 1) * x;
+}
+
+function factorial(z, t) { //The extension for non-naturals numbers
+	if (z.im == 0 && Number.isInteger(z.re)) {
+	  return classicFac(z.re);
+	}
+	var x = i = 1, y = 0;
+	for (i; i<=t; i++) {
+	  const a = Complex(x, y).mul(Complex(1 + (1/i)).pow(z).div(z.div(i).add(1)));
+	  x = a.re; y = a.im;
+	}
+	return Complex(x, y).toString();
+}
+
+/**
+		AND NOW, THE COMPLEXITY IN COMPLEXIFY!
+*/
+class ComplexityExtension {
+  constructor() { //First, the trigonometry array:
+	this.trig = ['sin', 'cos', 'tan', 'cot', 'sec', 'csc', 'asin', 'acos', 'atan', 'acot', 'asec', 'acsc', 'sinh', 'cosh', 'tanh', 'coth', 'sech', 'csch', 'asinh', 'acosh', 'atanh', 'acoth', 'asech', 'acsch']; // Used to make the menu look more clean.
+	this.terms = 100000; //Remember this.terms
+    try {
+      jsCode(); //Runs the code
+      if (typeof window.Complex !== 'undefined') {
+        this.Complex = window.Complex;
+        console.log("We've complexified!");
+      } else {
+        console.log("This is out of our complex window");
+      }
+    } catch (e) {
+      console.log("We've had a complex error!:", e);
+    }
+    if (!this) {
+      console.error("`this` isn't correctly bounded in the complex constructor");
+    } else {
+      console.log(this);
+    }
+  }
+
+  getInfo(){
+	return {
+	  id: 'kenayComplexify',
+	  name: 'Complexify!',
+	  color1: '#964b99',
+	  menuIconURI: 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+	  blocks: [
+		{
+		  opcode: 'Complexity', //The protagonist
+		  blockType: Scratch.BlockType.REPORTER,
+		  text: 'Complexify [REAL] [IMAG]',
+		  arguments: {
+			REAL: { type: Scratch.ArgumentType.NUMBER, defaultValue: '3' },
+			IMAG: { type: Scratch.ArgumentType.NUMBER, defaultValue: '4' }
+		  },
+		},
+		"---",
+		{
+		  blockType: Scratch.BlockType.LABEL,
+		  text: Scratch.translate("Rectangular Tools"), 
+		},
+		{
+		  opcode: 'rectComplex', //For easier multiplication
+		  blockType: Scratch.BlockType.REPORTER,
+		  text: '[REAL] + [IMAG] 𝙞',
+		  arguments: {
+			REAL: { type: Scratch.ArgumentType.STRING, defaultValue: '3' },
+			IMAG: { type: Scratch.ArgumentType.STRING, defaultValue: '4' }
+		  },
+		},
+		{
+		  opcode: 'reComplex',
+		  blockType: Scratch.BlockType.REPORTER,
+		  text: 'Real Part of [COMPLEX]',
+		  arguments: {
+			COMPLEX: { type: Scratch.ArgumentType.STRING, defaultValue: '1+2i' }
+		  },
+		},
+		{
+		  opcode: 'imComplex',
+		  blockType: Scratch.BlockType.REPORTER,
+		  text: 'Im. Part of [COMPLEX]',
+		  arguments: {
+			COMPLEX: { type: Scratch.ArgumentType.STRING, defaultValue: '1+2i' },
+		  },
+		},
+		{
+		  opcode: 'conjugateComplex',
+		  blockType: Scratch.BlockType.REPORTER,
+		  text: 'Conjugate of [COMPLEX]',
+		  arguments: {
+			COMPLEX: { type: Scratch.ArgumentType.STRING, defaultValue: '3+4i' }
+		  },
+		},
+		{
+		  blockType: Scratch.BlockType.LABEL,
+		  text: Scratch.translate("Five basic operations"), //Wait- There's five?
+		},
+		{
+		  opcode: 'addComplex',
+		  blockType: Scratch.BlockType.REPORTER,
+		  text: '[COMPLEX1] + [COMPLEX2]',
+		  arguments: {
+			COMPLEX1: { type: Scratch.ArgumentType.STRING, defaultValue: '3+4i' },
+			COMPLEX2: { type: Scratch.ArgumentType.STRING, defaultValue: '1+2i' }
+		  },
+		},
+		{
+		  opcode: 'subtractComplex',
+		  blockType: Scratch.BlockType.REPORTER,
+		  text: '[COMPLEX1] - [COMPLEX2]',
+		  arguments: {
+			COMPLEX1: { type: Scratch.ArgumentType.STRING, defaultValue: '3+4i' },
+			COMPLEX2: { type: Scratch.ArgumentType.STRING, defaultValue: '1+2i' }
+		  },
+		},
+		{
+		  opcode: 'multiplyComplex',
+		  blockType: Scratch.BlockType.REPORTER,
+		  text: '[COMPLEX1] × [COMPLEX2]',
+		  arguments: {
+			COMPLEX1: { type: Scratch.ArgumentType.STRING, defaultValue: '3+4i' },
+			COMPLEX2: { type: Scratch.ArgumentType.STRING, defaultValue: '1+2i' }
+		  },
+		},
+		{
+		  opcode: 'divideComplex',
+		  blockType: Scratch.BlockType.REPORTER,
+		  text: '[COMPLEX1] / [COMPLEX2]',
+		  arguments: {
+			COMPLEX1: { type: Scratch.ArgumentType.STRING, defaultValue: '3+4i' },
+			COMPLEX2: { type: Scratch.ArgumentType.STRING, defaultValue: '1+2i' }
+		  },
+		},
+		{
+		  opcode: 'moduloComplex', //Oh well... Guess this is the fifth
+		  blockType: Scratch.BlockType.REPORTER,
+		  text: '[COMPLEX1] % [COMPLEX2]',
+		  arguments: {
+			COMPLEX1: { type: Scratch.ArgumentType.STRING, defaultValue: '3+4i' },
+			COMPLEX2: { type: Scratch.ArgumentType.STRING, defaultValue: '1+2i' }
+		  },
+		},
+		"---", //I don't know what to name this
+		{
+		  opcode: 'negComplex',
+		  blockType: Scratch.BlockType.REPORTER,
+		  text: 'Negative [COMPLEX]',
+		  arguments: {
+			COMPLEX: { type: Scratch.ArgumentType.STRING, defaultValue: '3+4i' }
+		  },
+		  description: "Negates the Complex"
+		},
+		{
+		  opcode: 'inverseComplex',
+		  blockType: Scratch.BlockType.REPORTER,
+		  text: 'Inverse of [COMPLEX]',
+		  arguments: {
+			COMPLEX: { type: Scratch.ArgumentType.STRING, defaultValue: '3+4i' }
+		  },
+		  description: "Inverses the Complex"
+		},
+		{
+		  blockType: Scratch.BlockType.LABEL,
+		  text: Scratch.translate("Polar Tools"), 
+		},
+		{
+		  opcode: 'polarComplex',
+		  blockType: Scratch.BlockType.REPORTER,
+		  text: 'Polar [RADIUS] ∠ [ANGLE]',
+		  arguments: {
+			RADIUS: { type: Scratch.ArgumentType.STRING, defaultValue: 5 },
+			ANGLE: { type: Scratch.ArgumentType.STRING, defaultValue: '0.9272952180016123' }
+		  },
+		},
+		{
+		  opcode: 'absComplex',
+		  blockType: Scratch.BlockType.REPORTER,
+		  text: 'Magnitude of [COMPLEX]', //Abs
+		  arguments: {
+			COMPLEX: { type: Scratch.ArgumentType.STRING, defaultValue: '3+4i' }
+		  },
+		},
+		{
+		  opcode: 'complexSign',
+		  blockType: Scratch.BlockType.REPORTER,
+		  text: 'Sign of [COMPLEX]', //Normalize
+		  arguments: {
+			COMPLEX: { type: Scratch.ArgumentType.STRING, defaultValue: '3+4i' }
+		  },
+		},
+		{
+		  opcode: 'cisThingie',
+		  blockType: Scratch.BlockType.REPORTER,
+		  text: '∠ [ANGLE]', //cis(x)
+		  arguments: {
+			ANGLE: { type: Scratch.ArgumentType.STRING, defaultValue: '0.9272952180016123' }
+		  },
+		},
+		{
+		  opcode: 'argComplex',
+		  blockType: Scratch.BlockType.REPORTER,
+		  text: 'Argument of [COMPLEX]', //-i*ln(sign)
+		  arguments: {
+			COMPLEX: { type: Scratch.ArgumentType.STRING, defaultValue: '3+4i' }
+		  },
+		},
+		"---",
+		{
+		  blockType: Scratch.BlockType.LABEL,
+		  text: Scratch.translate("Exponents"), 
+		},
+		{
+		  opcode: 'powComplex',
+		  blockType: Scratch.BlockType.REPORTER,
+		  text: '[COMPLEX1] ^ [COMPLEX2]',
+		  arguments: {
+			COMPLEX1: { type: Scratch.ArgumentType.STRING, defaultValue: '2+i' },
+			COMPLEX2: { type: Scratch.ArgumentType.STRING, defaultValue: '3' }
+		  },
+		},
+		{
+		  opcode: 'expComplex',
+		  blockType: Scratch.BlockType.REPORTER,
+		  text: '𝑒 [COMPLEX]', //Natural exponent
+		  arguments: {
+			COMPLEX: { type: Scratch.ArgumentType.STRING, defaultValue: '3+4i' }
+		  },
+		  description: "Raises 𝑒 to the Complex"
+		},
+		{
+		  opcode: 'rootComplex',
+		  blockType: Scratch.BlockType.REPORTER,
+		  text: '[COMPLEX1] √ [COMPLEX2]',
+		  arguments: {
+			COMPLEX1: { type: Scratch.ArgumentType.STRING, defaultValue: '3' },
+			COMPLEX2: { type: Scratch.ArgumentType.STRING, defaultValue: '2+11i' }
+		  },
+		},
+		{
+		  opcode: 'sqrtComplex',
+		  blockType: Scratch.BlockType.REPORTER,
+		  text: 'Square Root of [COMPLEX]',
+		  arguments: {
+			COMPLEX: { type: Scratch.ArgumentType.STRING, defaultValue: '3+4i' }
+		  },
+		  description: "Finds the square root of the Complex"
+		},
+		{
+		  opcode: 'logComplex',
+		  blockType: Scratch.BlockType.REPORTER,
+		  text: 'log [BASE] of [INPUT]',
+		  arguments: {
+			BASE: { type: Scratch.ArgumentType.STRING, defaultValue: '2+i' },
+			INPUT: { type: Scratch.ArgumentType.STRING, defaultValue: '2+11i' }
+		  },
+		},
+		{
+		  opcode: 'lnComplex',
+		  blockType: Scratch.BlockType.REPORTER,
+		  text: 'ln [COMPLEX]',
+		  arguments: {
+			COMPLEX: { type: Scratch.ArgumentType.STRING, defaultValue: '3+4i' },
+		  },
+		  description: "Finds the natural logarithm of the Complex"
+		},
+		"---",
+		{
+		  filter: [Scratch.TargetType.SPRITE], //Just in case
+		  blockType: Scratch.BlockType.LABEL,
+		  text: Scratch.translate("Motion"),
+		},
+		
+		{
+		  filter: [Scratch.TargetType.SPRITE],
+		  opcode: 'getPosition',
+		  blockType: Scratch.BlockType.REPORTER,
+		  text: 'Complex Position', 
+		},
+		{
+		  filter: [Scratch.TargetType.SPRITE],
+		  opcode: 'goToComplex',
+		  blockType: Scratch.BlockType.COMMAND,
+		  text: 'Go to [COMPLEX]',
+		  arguments: {
+			COMPLEX: { type: Scratch.ArgumentType.STRING, defaultValue: '30+40i' }
+		  }
+		},
+		{
+		  filter: [Scratch.TargetType.SPRITE],
+		  opcode: 'goAddComplex',
+		  blockType: Scratch.BlockType.COMMAND,
+		  text: 'Move by [COMPLEX]',
+		  arguments: {
+			COMPLEX: { type: Scratch.ArgumentType.STRING, defaultValue: '30+40i' }
+		  }
+		},
+		{
+		  filter: [Scratch.TargetType.SPRITE],
+		  opcode: 'GoMulComplex',
+		  blockType: Scratch.BlockType.COMMAND,
+		  text: 'Mul position by [COMPLEX]',
+		  arguments: {
+			COMPLEX: { type: Scratch.ArgumentType.STRING, defaultValue: 5 }
+		  },
+		},
+		{
+		  filter: [Scratch.TargetType.SPRITE], 
+		  opcode: 'goToPolar', //A block no one asked for, and I fear no one needs
+		  blockType: Scratch.BlockType.COMMAND,
+		  text: 'Go polar [RADII] ∠ [ANGLY]',
+		  arguments: {
+			RADII: { type: Scratch.ArgumentType.STRING, defaultValue: 50 },
+			ANGLY: { type: Scratch.ArgumentType.STRING, defaultValue: '0.9272952180016123' }
+		  },
+		},
+		{
+		  filter: [Scratch.TargetType.SPRITE], 
+		  opcode: 'glideComplex', //My favourite block [I love it]
+		  blockType: Scratch.BlockType.COMMAND,
+		  text: 'Glide [SECS] secs to [COMPLEX]',
+		  arguments: {
+			COMPLEX: { type: Scratch.ArgumentType.STRING, defaultValue: '30+40i' },
+			SECS: { type: Scratch.ArgumentType.NUMBER, defaultValue: 1 }
+		  },
+		},
+		"---",
+		{
+		  blockType: Scratch.BlockType.LABEL,
+		  text: Scratch.translate("Trigonometry and decimals"),
+		},
+		{
+		  opcode: 'trigOfComplex',
+		  blockType: Scratch.BlockType.REPORTER,
+		  text: '[TRIG] of [COMPLEX]',
+		  arguments: {
+			COMPLEX: { type: Scratch.ArgumentType.STRING, defaultValue: '3+4i' },
+			TRIG: { type: Scratch.ArgumentType.STRING, menu: 'trigs' }
+		  },
+		},
+		{
+		  opcode: 'convertComplex', //Nice for shorter calcs
+		  blockType: Scratch.BlockType.REPORTER,
+		  text: 'Find [ANGLE] [TOSMTH]',
+		  arguments: {
+			ANGLE: { type: Scratch.ArgumentType.STRING, defaultValue: '30' },
+			TOSMTH: { type: Scratch.ArgumentType.STRING, menu: 'angles' }
+		  },
+		},
+		{
+		  opcode: 'decimalComplex', //Same reason
+		  blockType: Scratch.BlockType.REPORTER,
+		  text: '[OPERATION] of [COMPLEX]',
+		  arguments: {
+			COMPLEX: { type: Scratch.ArgumentType.STRING, defaultValue: '1+0i' },
+			OPERATION: { type: Scratch.ArgumentType.STRING, menu: 'decTools' }
+		  },
+		},
+		"---",
+		{
+		  blockType: Scratch.BlockType.LABEL,
+		  text: Scratch.translate("Booleans"),
+		},
+		{
+		  opcode: 'equalsComplex',
+		  blockType: Scratch.BlockType.BOOLEAN,
+		  text: '[COMPLEX1] = [COMPLEX2]?',
+		  arguments: {
+			COMPLEX1: { type: Scratch.ArgumentType.STRING, defaultValue: '3+4i' },
+			COMPLEX2: { type: Scratch.ArgumentType.STRING, defaultValue: '3+4i' }
+		  },
+		},
+		{
+		  opcode: 'isFiniteComplex',
+		  blockType: Scratch.BlockType.BOOLEAN,
+		  text: '[COMPLEX] is finite?',
+		  arguments: {
+			COMPLEX: { type: Scratch.ArgumentType.STRING, defaultValue: '3+4i' }
+		  }
+		},
+		{
+		  opcode: 'isNaNComplex', //Just in case. Again.
+		  blockType: Scratch.BlockType.BOOLEAN,
+		  text: '[COMPLEX] is NaN?',
+		  arguments: {
+			COMPLEX: { type: Scratch.ArgumentType.STRING, defaultValue: '3+4i' }
+		  }
+		},
+		"---",
+		{
+		  blockType: Scratch.BlockType.LABEL,
+		  text: Scratch.translate("Strings"), //For others extensions to use
+		},
+		{
+		  opcode: 'complexArray',
+		  blockType: Scratch.BlockType.REPORTER,
+		  text: '[COMPLEX] to array',
+		  arguments: {
+			COMPLEX: { type: Scratch.ArgumentType.STRING, defaultValue: '3+4i' }
+		  }
+		},
+		{
+		  opcode: 'complexJSON',
+		  blockType: Scratch.BlockType.REPORTER,
+		  text: '[COMPLEX] to JSON',
+		  arguments: {
+			COMPLEX: { type: Scratch.ArgumentType.STRING, defaultValue: '3+4i' }
+		  }
+		},
+		{
+		  blockType: Scratch.BlockType.LABEL,
+		  text: Scratch.translate("Vectors"), //Why do we have this?
+		},
+		{
+		  opcode: 'mulVectorAroundPoint',
+		  blockType: Scratch.BlockType.REPORTER,
+		  text: 'mul [VECTOR] around [POINT] by [FACTOR]',
+		  arguments: {
+			VECTOR: { type: Scratch.ArgumentType.STRING, defaultValue: '1+0i' },
+			POINT: { type: Scratch.ArgumentType.STRING, defaultValue: '0+0i' },
+			FACTOR: { type: Scratch.ArgumentType.STRING, defaultValue: 2 }
+		  },
+		},
+		{
+		  opcode: 'rotateVectorAroundPoint',
+		  blockType: Scratch.BlockType.REPORTER,
+		  text: 'rotate [VECTOR] around [POINT] by angle [ANGLE]',
+		  arguments: {
+			VECTOR: { type: Scratch.ArgumentType.STRING, defaultValue: '1+0i' },
+			POINT: { type: Scratch.ArgumentType.STRING, defaultValue: '0+0i' },
+			ANGLE: { type: Scratch.ArgumentType.STRING, defaultValue: 3.1415 }
+		  },
+		},
+		"---",
+		{
+		  blockType: Scratch.BlockType.LABEL,
+		  text: Scratch.translate("Factorials"), //'cause why not?
+		},
+		{
+		  opcode: 'facOf',
+		  blockType: Scratch.BlockType.REPORTER,
+		  text: '[ZED] !',
+		  arguments: {
+			ZED: { type: Scratch.ArgumentType.STRING, defaultValue: '3+4i' }
+		  },
+		},
+		{
+		  opcode: 'Tfac',
+		  blockType: Scratch.BlockType.REPORTER,
+		  text: 'Terms of factorials',
+		},
+		{
+		  opcode: 'setTfac',
+		  blockType: Scratch.BlockType.COMMAND,
+		  text: 'Set terms of factorials to [ZED]',
+		  arguments: {
+			ZED: { type: Scratch.ArgumentType.NUMBER, defaultValue: 100000 }
+		  },
+		},
+	  ],
+	  menus: {
+		trigs: { acceptReporters: true, items: this.trig }, //For trigOfComplex
+		angles: {
+		  acceptReporters: true,
+		  items: ['degs to rads', '𝜋', 'rads to degs'] //For convertComplex
+		},
+		decTools: {
+		  acceptReporters: true,
+		  items: ['round', 'ceil', 'floor'] //For decimalComplex
+		},
+	  }
+	};
+  }
+
+
+  Complexity({ REAL, IMAG }) { //This is the constructor. Not like constructor(){}, it just builds a new Complex
+	try {
+	  return Complex(REAL, IMAG).toString(); //Don't forget: toString()
+	} catch (e) {
+	  console.log(e);
+	  return NaN
+	}
+  }
+
+/**
+		We'll use toString() to return the Complex number with math notation. 
+		If you wonder why, remember Complex is a class, and hence, returns objects.
+		So, we don't want "{re: -5, im: 1}", "[-5,1]" or "[object Object]". We want "-5+i" as is
+  		Thus, no Scratch.Cast.toString() or anything like that, because toString() will always do.
+*/
+
+  rectComplex({ REAL, IMAG }) {
+	try { //Simplifies multiplication, as shown:
+	  return Complex(IMAG).mul("i").add(Complex(REAL)).toString();
+	} catch (e) {
+	  console.log(e);
+	  return NaN
+	}
+  }
+
+  reComplex({ COMPLEX }) {
+	try {
+	  return Complex(COMPLEX).re; 
+	} catch (e) {
+	  console.log(e);
+	  return NaN
+	}
+  }
+
+  imComplex({ COMPLEX }) {
+	try {
+	  return Complex(COMPLEX).im;  
+	} catch (e) {
+	  console.log(e);
+	  return NaN
+	}
+  }
+
+  conjugateComplex({ COMPLEX }) {
+	try {
+	  return Complex(COMPLEX).conjugate().toString();
+	} catch (e) {
+	  console.log(e);
+	  return NaN
+	}
+  }
+
+
+
+  addComplex({ COMPLEX1, COMPLEX2 }) {
+	try {
+	  return Complex(COMPLEX1).add(Complex(COMPLEX2)).toString();
+	} catch (e) {
+	  console.log(e);
+	  return NaN
+	}
+  }
+
+  subtractComplex({ COMPLEX1, COMPLEX2 }) {
+	try {
+	  return Complex(COMPLEX1).sub(Complex(COMPLEX2)).toString();
+	} catch (e) {
+	  console.log(e);
+	  return NaN
+	}
+  }
+
+  multiplyComplex({ COMPLEX1, COMPLEX2 }) {
+	try {
+	  return Complex(COMPLEX1).mul(Complex(COMPLEX2)).toString();
+	} catch (e) {
+	  console.log(e);
+	  return NaN
+	}
+  }
+
+  divideComplex({ COMPLEX1, COMPLEX2 }) {
+	try {
+	  return Complex(COMPLEX1).div(Complex(COMPLEX2)).toString();
+	} catch (e) {
+	  console.log(e);
+	  return NaN
+	}
+  }
+
+  moduloComplex({ COMPLEX1, COMPLEX2 }) {
+	try {
+	  const c1 = Complex(COMPLEX1), c2 = Complex(COMPLEX2)
+	  return c1.sub(c2.mul(c1.div(c2).floor())).toString(); //Yea. Wierd.
+	} catch (e) {
+	  console.log(e);
+	  return NaN
+	}
+  }
+
+  negComplex({ COMPLEX }) {
+	try {
+	  return Complex(COMPLEX).neg().toString();
+	} catch (e) {
+	  console.log(e);
+	  return NaN
+	}
+  }
+
+  inverseComplex({ COMPLEX }) {
+	try {
+	  return Complex(COMPLEX).inverse().toString();
+	} catch (e) {
+	  console.log(e);
+	  return NaN
+	}
+  }
+
+  polarComplex({ RADIUS, ANGLE }) {
+	try { //Introducing coolCis():
+	  return coolCis(Complex(ANGLE)).mul(Complex(RADIUS)).toString();
+	} catch (e) {
+	  console.log(e);
+	  return NaN
+	}
+  }
+
+  absComplex({ COMPLEX }) {
+	try {
+	  return Complex(COMPLEX).abs().toString();
+	} catch (e) {
+	  console.log(e);
+	  return NaN
+	}
+  }
+
+  complexSign({ COMPLEX }) {
+	try {
+	  return Complex(COMPLEX).sign().toString();
+	} catch (e) {
+	  console.log(e);
+	  return NaN
+	}
+  }
+
+  cisThingie({ ANGLE }) {
+	try {
+	  return coolCis(ANGLE).toString();
+	} catch (e) {
+	  console.log(e);
+	  return NaN
+	}
+  }
+
+  argComplex({ COMPLEX }) {
+	try {
+	  return Complex(COMPLEX).sign().log().mul('-i').toString();
+	} catch (e) { //Fun fac: there's an .arg() method, but's an hidden direct Math.atan2()
+	  console.log(e); //This workaround works better, although log() also uses atan2.
+	  return NaN
+	}
+  }
+
+  powComplex({ COMPLEX1, COMPLEX2 }) {
+	try {
+	  return Complex(COMPLEX1).pow(Complex(COMPLEX2)).toString();;
+	} catch (e) {
+	  console.log(e);
+	  return NaN
+	}
+  }
+
+  expComplex({ COMPLEX }) {
+	try {
+	  return Complex(COMPLEX).exp().toString();
+	} catch (e) {
+	  console.log(e);
+	  return NaN
+	}
+  }
+
+  rootComplex({ COMPLEX1, COMPLEX2 }) {
+	try {
+	  return Complex(COMPLEX2).pow(Complex(COMPLEX1).inverse()).toString();
+	} catch (e) {
+	  console.log(e);
+	  return NaN
+	}
+  }
+
+  sqrtComplex({ COMPLEX }) {
+	try {
+	  return Complex(COMPLEX).sqrt().toString();
+	} catch (e) {
+	  console.log(e);
+	  return NaN
+	}
+  }
+
+  logComplex({ BASE, INPUT }) {
+	  try {
+	  return Complex(INPUT).log().div(Complex(BASE).log()).toString();
+	} catch (e) {
+	  console.log(e);
+	  return NaN
+	}
+  }
+
+  lnComplex({ COMPLEX }) {
+	try {
+	  return Complex(COMPLEX).log().toString();
+	} catch (e) {
+	  console.log(e);
+	  return NaN
+	}
+  }
+
+  getPosition(args, util) {
+	try {
+	  return Complex(util.target.x, util.target.y).toString();
+	} catch (e) {
+		if (util.target.y < 0) {
+	  let imPart = util.target.y + "i"
+	  return util.target.x + imPart;
+	}
+	return util.target.x + "+" + util.target.y + "i";
+	}
+  }
+
+  goToComplex(args, util) {
+	const cInstance = Complex(args.COMPLEX);
+	util.target.setXY(cInstance.re, cInstance.im);
+  }
+
+  goAddComplex(args, util) {
+	const cInstance = Complex(args.COMPLEX);
+	util.target.setXY(util.target.x + cInstance.re, util.target.y + cInstance.im);
+  }
+
+  goToPolar(args, util) {
+	const cInstance = coolCis(args.ANGLY).mul(args.RADII);
+	util.target.setXY(cInstance.re, cInstance.im);
+  }
+
+  GoMulComplex(args, util) {
+	const cIn = Complex(args.COMPLEX);
+	const cInstance = Complex(util.target.x, util.target.y).mul(cIn);
+	util.target.setXY(cInstance.re, cInstance.im);
+  }
+
+  glideComplex (args, util) { //Do you recognize this? Answer at the end!
+	if (util.stackFrame.timer) {
+	  const timeElapsed = util.stackFrame.timer.timeElapsed();
+	  if (timeElapsed < util.stackFrame.duration * 1000) {
+		// We've moving! And we'll move again.
+		const frac = timeElapsed / (util.stackFrame.duration * 1000);
+		const dx = frac * (util.stackFrame.endX - util.stackFrame.startX);
+		const dy = frac * (util.stackFrame.endY - util.stackFrame.startY);
+		util.target.setXY(util.stackFrame.startX + dx, util.stackFrame.startY + dy);
+		util.yield();
+	  } else {
+		// We're done! Now, lets end this
+		util.target.setXY(util.stackFrame.endX, util.stackFrame.endY);
+	  }
+	} else {
+	  // We're starting! So, new Timer!
+	  util.stackFrame.timer = new Timer();
+	  util.stackFrame.timer.start();
+	  util.stackFrame.duration = args.SECS;
+	  util.stackFrame.startX = util.target.x;
+	  util.stackFrame.startY = util.target.y;
+	  util.stackFrame.endX = Complex(args.COMPLEX).re; //A little edit
+	  util.stackFrame.endY = Complex(args.COMPLEX).im;
+	  if (util.stackFrame.duration <= 0) {
+		// We can't glide -1 seconds, can we?
+		util.target.setXY(util.stackFrame.endX, util.stackFrame.endY);
+		return;
+	  }
+	util.yield();
+	}
+  }
+
+  trigOfComplex({ COMPLEX, TRIG }) {
+	try {
+	  const cInstance = Complex(COMPLEX);
+	  const trigMethod = TRIG.toLowerCase();
+	  const validTrigFunctions = this.trig;
+	  if (validTrigFunctions.includes(trigMethod) && typeof cInstance[trigMethod] === 'function') {
+		const result = cInstance[trigMethod]();
+		return result.isNaN() ? 'Infinity' : result.toString();
+	  } else {
+		return "0";
+	  }
+	} catch (e) {
+	  console.log(e);
+	  return NaN;
+	}
+  }
+
+  convertComplex({ ANGLE, TOSMTH }) {
+	try {
+	  if (ANGLE == "") {
+		return 0;
+	  }
+	  const cInstance = Complex(ANGLE);
+	  switch (TOSMTH) {
+		case 'degs to rads': if (cInstance.im == 0) return (cInstance.re * 0.017453292519943295) % twoPi; 
+													return cInstance.mul(0.017453292519943295).toString(); break;
+		case '𝜋': return cInstance.mul(3.141592653589793).toString(); break;
+		case 'rads to degs': if (cInstance.im == 0) return (cInstance.re * 57.29577951308232) % 360; 
+													return cInstance.mul(57.29577951308232).toString(); break;
+		default: return NaN
+	  }
+	} catch (e) {
+	  console.log(e);
+	  return 0;
+	}
+  }
+
+  decimalComplex({ COMPLEX, OPERATION }) {
+	const complex = Complex(COMPLEX);
+	OPERATION = OPERATION.toLowerCase();
+	var result;
+	switch (OPERATION) {
+	  case 'ceil':
+		result = complex.ceil().toString();
+		break;
+	  case 'floor':
+		result = complex.floor().toString();
+		break;
+	  case 'round':
+		result = complex.round().toString();
+		break;
+	  default:
+		result = 0;
+	}
+	return result;
+  }
+
+  equalsComplex({ COMPLEX1, COMPLEX2 }) {
+	try {
+	  return Complex(COMPLEX1).equals(Complex(COMPLEX2));
+	} catch (e) {
+	  console.log(e);
+	  return false;
+	}
+  }
+
+  isNaNComplex({ COMPLEX }) {
+	try {
+	  return Complex(COMPLEX).isNaN();
+	} catch (e) {
+	  console.log(e);
+	  return false;
+	}
+  }
+
+  isFiniteComplex({ COMPLEX }) { 
+	try {
+	  return Complex(COMPLEX).isFinite();
+	} catch (e) {
+	  console.log(e);
+	  return false;
+	}
+  }
+
+  complexArray({ COMPLEX }) {
+	try {
+	  const z = Complex(COMPLEX);
+	  return "[" + z.re + "," + z.im + "]";
+	} catch (e) {
+	  console.log(e);
+	  return NaN;
+	}
+  }
+
+  complexJSON({ COMPLEX }) {
+	try {
+	  const z = Complex(COMPLEX);
+	  return JSON.stringify({ re: z.re, im: z.im });
+	} catch (e) {
+	  console.log(e);
+	  return NaN;
+	}
+  }
+
+  mulVectorAroundPoint({ VECTOR, POINT, FACTOR }) {
+	try { //I kept these just because it says so in Complex-js
+	  return Complex(VECTOR).sub(Complex(POINT)).mul(Complex(FACTOR)).add(Complex(POINT)).toString();
+	} catch (e) {
+	  console.log(e);
+	  return NaN;
+	}
+  }
+
+  rotateVectorAroundPoint({ VECTOR, POINT, ANGLE }) {
+	try {
+	  const result = Complex(VECTOR).sub(Complex(POINT)).mul(coolCis(Complex(ANGLE))).add(Complex(POINT));
+	  return result.toString();
+	} catch (e) {
+	  console.log(e);
+	  return NaN;
+	}
+  }
+
+  facOf({ ZED }) {
+	try {
+	  return factorial(Complex(ZED), this.terms).toString(); //I wanted to save the factorial code here
+	} catch (e) { //But it would be a mess
+	  console.log(e);
+	  return NaN;
+	}
+  }
+
+  Tfac() {
+	try {
+	  return this.terms;
+	} catch (e) {
+	  console.log(e);
+	  return NaN;
+	}
+  }
+
+  setTfac({ ZED }) {
+	try {
+	  if ( ZED>=0 && Number.isInteger(ZED)) this.terms = ZED;
+	} catch (e) {
+	  console.log(e);
+	}
+  }
+}
+//The glideComplex function is a copy of the glide function used in Scratch-vm/src/motion
+Scratch.extensions.register(new ComplexityExtension()); 
+})(Scratch);

From bc341f3b76cd3d3f71e6789c303c2dce29102886 Mon Sep 17 00:00:00 2001
From: Kenay con Y al final <kenayextranio@gmail.com>
Date: Fri, 9 May 2025 13:31:07 -0500
Subject: [PATCH 02/22] Erasing some comments on Complexify!.js

I'll add a better glideComplex, more Scratch.Cast and the minified code later. For now, small changes first
---
 .../Kenay-With-a-Y-At-The-End/Complexify!.js  | 108 ++++++++----------
 1 file changed, 49 insertions(+), 59 deletions(-)

diff --git a/extensions/Kenay-With-a-Y-At-The-End/Complexify!.js b/extensions/Kenay-With-a-Y-At-The-End/Complexify!.js
index 2488cd1506..cbf9665ff9 100644
--- a/extensions/Kenay-With-a-Y-At-The-End/Complexify!.js
+++ b/extensions/Kenay-With-a-Y-At-The-End/Complexify!.js
@@ -1,8 +1,9 @@
 // Name: Complexify!
 // ID: kenayComplexify
-// Description: Complex Numbres in TurboWarp! Can you believe it?
+// Description: Complex numbers and numerical operations  in TurboWarp
 // By: Kenay <https://scratch.mit.edu/users/Kenay-con-Y-al-final/>
 // By: Clickertale_2 <https://scratch.mit.edu/users/-Clickertale_2-/>
+// Original: Complexity!
 // License: MIT AND MPL-2.0
 
 /**
@@ -14,24 +15,19 @@ Thanks "scratchfoundation" for the Timer <https://github.com/scratchfoundation/s
 
 (function (Scratch) {
 	'use strict'; 
-//Just in case:
 if (!Scratch.extensions.unsandboxed) {
-  alert("We don't like sand");
   throw new Error("Complexify! must run unsandboxed");
 }
 
-class Timer { /**From Scratch.vm*/
+class Timer {
     constructor (nowObj = Timer.nowObj) {
-        /**Stores the time epicly */
         this.startTime = 0;
         /**Wht is now?*/
         this.nowObj = nowObj;
     }
-    /**Smth about performance*/
     static get USE_PERFORMANCE () {
         return false;
     }
-    /**Smth about compatibility*/
     static get legacyDateCode () {
         return {
             now: function () {
@@ -39,7 +35,6 @@ class Timer { /**From Scratch.vm*/
             }
         };
     }
-    /**Route all timers with this*/
     static get nowObj () {
         if (Timer.USE_PERFORMANCE && typeof self !== 'undefined' && self.performance && 'now' in self.performance) {
             return self.performance;
@@ -48,22 +43,18 @@ class Timer { /**From Scratch.vm*/
         }
         return Timer.legacyDateCode;
     }
-    /**Guess this is the time*/
     time () {
         return this.nowObj.now();
     }
-    /**Start*/
     start () {
         this.startTime = this.nowObj.now();
     }
     timeElapsed () {
         return this.nowObj.now() - this.startTime;
     }
-    /**Guess we'll have to wait*/
     setTimeout (handler, timeout) {
         return global.setTimeout(handler, timeout);
     }
-    /**At least that's clear*/
     clearTimeout (timeoutId) {
         global.clearTimeout(timeoutId);
     }
@@ -91,20 +82,20 @@ b&&(d+=b);return d+"i"},toVector:function(){return[this.re,this.im]},valueOf:fun
 "function"===typeof define&&define.amd?define([],function(){return c}):"object"===typeof exports?(Object.defineProperty(c,"__esModule",{value:!0}),c["default"]=c,c.Complex=c,module.exports=c):r.Complex=c})(window);
 }
 
-function coolCis(ANGLE) { //Cool e^ix trick
+function coolCis(ANGLE) { // e^ix trick
 	const angle = Complex(ANGLE);
 	const result = Complex({ arg: angle.re, abs: 1 }).mul(Math.exp(-angle.im));
 	return result;
 };
-const twoPi = Math.PI * 2 //Don't ask why
+const twoPi = Math.PI * 2 
 
-function classicFac(x) { //Y'know, 1*2*3*4*...*x
+function classicFac(x) { // 1*2*3*4*...*x
 	if (x < 0) return Infinity;
 	if (x == 0 || x == 1) return 1;
 	return classicFac(x - 1) * x;
 }
 
-function factorial(z, t) { //The extension for non-naturals numbers
+function factorial(z, t) { // For non-naturals numbers
 	if (z.im == 0 && Number.isInteger(z.re)) {
 	  return classicFac(z.re);
 	}
@@ -116,13 +107,10 @@ function factorial(z, t) { //The extension for non-naturals numbers
 	return Complex(x, y).toString();
 }
 
-/**
-		AND NOW, THE COMPLEXITY IN COMPLEXIFY!
-*/
 class ComplexityExtension {
-  constructor() { //First, the trigonometry array:
+  constructor() { 
 	this.trig = ['sin', 'cos', 'tan', 'cot', 'sec', 'csc', 'asin', 'acos', 'atan', 'acot', 'asec', 'acsc', 'sinh', 'cosh', 'tanh', 'coth', 'sech', 'csch', 'asinh', 'acosh', 'atanh', 'acoth', 'asech', 'acsch']; // Used to make the menu look more clean.
-	this.terms = 100000; //Remember this.terms
+	this.terms = 100000; 
     try {
       jsCode(); //Runs the code
       if (typeof window.Complex !== 'undefined') {
@@ -149,7 +137,7 @@ class ComplexityExtension {
 	  menuIconURI: "data:image/png;base64,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",
 	  blocks: [
 		{
-		  opcode: 'Complexity', //The protagonist
+		  opcode: 'Complexity', 
 		  blockType: Scratch.BlockType.REPORTER,
 		  text: 'Complexify [REAL] [IMAG]',
 		  arguments: {
@@ -163,7 +151,7 @@ class ComplexityExtension {
 		  text: Scratch.translate("Rectangular Tools"), 
 		},
 		{
-		  opcode: 'rectComplex', //For easier multiplication
+		  opcode: 'rectComplex', 
 		  blockType: Scratch.BlockType.REPORTER,
 		  text: '[REAL] + [IMAG] 𝙞',
 		  arguments: {
@@ -197,7 +185,7 @@ class ComplexityExtension {
 		},
 		{
 		  blockType: Scratch.BlockType.LABEL,
-		  text: Scratch.translate("Five basic operations"), //Wait- There's five?
+		  text: Scratch.translate("Five basic operations"),
 		},
 		{
 		  opcode: 'addComplex',
@@ -236,7 +224,7 @@ class ComplexityExtension {
 		  },
 		},
 		{
-		  opcode: 'moduloComplex', //Oh well... Guess this is the fifth
+		  opcode: 'moduloComplex',
 		  blockType: Scratch.BlockType.REPORTER,
 		  text: '[COMPLEX1] % [COMPLEX2]',
 		  arguments: {
@@ -244,7 +232,7 @@ class ComplexityExtension {
 			COMPLEX2: { type: Scratch.ArgumentType.STRING, defaultValue: '1+2i' }
 		  },
 		},
-		"---", //I don't know what to name this
+		"---", //I don't know what to name this, just a placeholder
 		{
 		  opcode: 'negComplex',
 		  blockType: Scratch.BlockType.REPORTER,
@@ -279,15 +267,15 @@ class ComplexityExtension {
 		{
 		  opcode: 'absComplex',
 		  blockType: Scratch.BlockType.REPORTER,
-		  text: 'Magnitude of [COMPLEX]', //Abs
-		  arguments: {
+		  text: 'Magnitude of [COMPLEX]', 
+			arguments: {
 			COMPLEX: { type: Scratch.ArgumentType.STRING, defaultValue: '3+4i' }
 		  },
 		},
 		{
 		  opcode: 'complexSign',
 		  blockType: Scratch.BlockType.REPORTER,
-		  text: 'Sign of [COMPLEX]', //Normalize
+		  text: 'Sign of [COMPLEX]', 
 		  arguments: {
 			COMPLEX: { type: Scratch.ArgumentType.STRING, defaultValue: '3+4i' }
 		  },
@@ -295,7 +283,7 @@ class ComplexityExtension {
 		{
 		  opcode: 'cisThingie',
 		  blockType: Scratch.BlockType.REPORTER,
-		  text: '∠ [ANGLE]', //cis(x)
+		  text: '∠ [ANGLE]', 
 		  arguments: {
 			ANGLE: { type: Scratch.ArgumentType.STRING, defaultValue: '0.9272952180016123' }
 		  },
@@ -303,7 +291,7 @@ class ComplexityExtension {
 		{
 		  opcode: 'argComplex',
 		  blockType: Scratch.BlockType.REPORTER,
-		  text: 'Argument of [COMPLEX]', //-i*ln(sign)
+		  text: 'Argument of [COMPLEX]',
 		  arguments: {
 			COMPLEX: { type: Scratch.ArgumentType.STRING, defaultValue: '3+4i' }
 		  },
@@ -325,7 +313,7 @@ class ComplexityExtension {
 		{
 		  opcode: 'expComplex',
 		  blockType: Scratch.BlockType.REPORTER,
-		  text: '𝑒 [COMPLEX]', //Natural exponent
+		  text: '𝑒 [COMPLEX]', 
 		  arguments: {
 			COMPLEX: { type: Scratch.ArgumentType.STRING, defaultValue: '3+4i' }
 		  },
@@ -409,7 +397,7 @@ class ComplexityExtension {
 		},
 		{
 		  filter: [Scratch.TargetType.SPRITE], 
-		  opcode: 'goToPolar', //A block no one asked for, and I fear no one needs
+		  opcode: 'goToPolar', 
 		  blockType: Scratch.BlockType.COMMAND,
 		  text: 'Go polar [RADII] ∠ [ANGLY]',
 		  arguments: {
@@ -419,7 +407,7 @@ class ComplexityExtension {
 		},
 		{
 		  filter: [Scratch.TargetType.SPRITE], 
-		  opcode: 'glideComplex', //My favourite block [I love it]
+		  opcode: 'glideComplex',
 		  blockType: Scratch.BlockType.COMMAND,
 		  text: 'Glide [SECS] secs to [COMPLEX]',
 		  arguments: {
@@ -442,7 +430,7 @@ class ComplexityExtension {
 		  },
 		},
 		{
-		  opcode: 'convertComplex', //Nice for shorter calcs
+		  opcode: 'convertComplex', 
 		  blockType: Scratch.BlockType.REPORTER,
 		  text: 'Find [ANGLE] [TOSMTH]',
 		  arguments: {
@@ -451,7 +439,7 @@ class ComplexityExtension {
 		  },
 		},
 		{
-		  opcode: 'decimalComplex', //Same reason
+		  opcode: 'decimalComplex', 
 		  blockType: Scratch.BlockType.REPORTER,
 		  text: '[OPERATION] of [COMPLEX]',
 		  arguments: {
@@ -482,7 +470,7 @@ class ComplexityExtension {
 		  }
 		},
 		{
-		  opcode: 'isNaNComplex', //Just in case. Again.
+		  opcode: 'isNaNComplex', 
 		  blockType: Scratch.BlockType.BOOLEAN,
 		  text: '[COMPLEX] is NaN?',
 		  arguments: {
@@ -512,7 +500,7 @@ class ComplexityExtension {
 		},
 		{
 		  blockType: Scratch.BlockType.LABEL,
-		  text: Scratch.translate("Vectors"), //Why do we have this?
+		  text: Scratch.translate("Vectors"), 
 		},
 		{
 		  opcode: 'mulVectorAroundPoint',
@@ -537,7 +525,7 @@ class ComplexityExtension {
 		"---",
 		{
 		  blockType: Scratch.BlockType.LABEL,
-		  text: Scratch.translate("Factorials"), //'cause why not?
+		  text: Scratch.translate("Factorials"), 
 		},
 		{
 		  opcode: 'facOf',
@@ -576,9 +564,9 @@ class ComplexityExtension {
   }
 
 
-  Complexity({ REAL, IMAG }) { //This is the constructor. Not like constructor(){}, it just builds a new Complex
+  Complexity({ REAL, IMAG }) { 
 	try {
-	  return Complex(REAL, IMAG).toString(); //Don't forget: toString()
+	  return Complex(REAL, IMAG).toString(); //Don't forget: toString(), not Scratch.cast.toString()
 	} catch (e) {
 	  console.log(e);
 	  return NaN
@@ -586,10 +574,12 @@ class ComplexityExtension {
   }
 
 /**
-		We'll use toString() to return the Complex number with math notation. 
-		If you wonder why, remember Complex is a class, and hence, returns objects.
-		So, we don't want "{re: -5, im: 1}", "[-5,1]" or "[object Object]". We want "-5+i" as is
-  		Thus, no Scratch.Cast.toString() or anything like that, because toString() will always do.
+	We'll use toString() to return the Complex number with math notation. 
+	If you wonder why, remember Complex is a class, and hence, returns objects.
+ 	So, new Complex(-5, 1) means "-5+i", but it actually shows {re: -5, im: 1}.
+	So, we don't want "{re: -5, im: 1}", "[-5,1]" or "[object Object]". We want "-5+i" as is.
+ 	.toString() is the best option for this goal, to this day.
+  	Thus, no Scratch.Cast.toString() or anything like that, because .toString() will always do.
 */
 
   rectComplex({ REAL, IMAG }) {
@@ -668,8 +658,8 @@ class ComplexityExtension {
 
   moduloComplex({ COMPLEX1, COMPLEX2 }) {
 	try {
-	  const c1 = Complex(COMPLEX1), c2 = Complex(COMPLEX2)
-	  return c1.sub(c2.mul(c1.div(c2).floor())).toString(); //Yea. Wierd.
+	  const c1 = Complex(COMPLEX1), c2 = Complex(COMPLEX2)	// A/B = D +R/B [and R<B], so floor(A/B)=D
+	  return c1.sub(c2.mul(c1.div(c2).floor())).toString();	// A   = DB+R   and thus R=A-B*(floor[A/B])
 	} catch (e) {
 	  console.log(e);
 	  return NaN
@@ -695,7 +685,7 @@ class ComplexityExtension {
   }
 
   polarComplex({ RADIUS, ANGLE }) {
-	try { //Introducing coolCis():
+	try { 
 	  return coolCis(Complex(ANGLE)).mul(Complex(RADIUS)).toString();
 	} catch (e) {
 	  console.log(e);
@@ -731,10 +721,10 @@ class ComplexityExtension {
   }
 
   argComplex({ COMPLEX }) {
-	try {
-	  return Complex(COMPLEX).sign().log().mul('-i').toString();
-	} catch (e) { //Fun fac: there's an .arg() method, but's an hidden direct Math.atan2()
-	  console.log(e); //This workaround works better, although log() also uses atan2.
+	try { //There's an .arg() method, but it's a hidden direct Math.atan2()
+	  return Complex(COMPLEX).sign().log().mul('-i').toString(); //So, -i*ln(sign[x]) is used for a little bit more presicion
+	} catch (e) { 
+	  console.log(e);
 	  return NaN
 	}
   }
@@ -826,7 +816,8 @@ class ComplexityExtension {
 	util.target.setXY(cInstance.re, cInstance.im);
   }
 
-  glideComplex (args, util) { //Do you recognize this? Answer at the end!
+  glideComplex (args, util) {
+	args.SECS = Scratch.Cast.toNumber(args.SECS);
 	if (util.stackFrame.timer) {
 	  const timeElapsed = util.stackFrame.timer.timeElapsed();
 	  if (timeElapsed < util.stackFrame.duration * 1000) {
@@ -883,10 +874,10 @@ class ComplexityExtension {
 	  const cInstance = Complex(ANGLE);
 	  switch (TOSMTH) {
 		case 'degs to rads': if (cInstance.im == 0) return (cInstance.re * 0.017453292519943295) % twoPi; 
-													return cInstance.mul(0.017453292519943295).toString(); break;
+							    return cInstance.mul(0.017453292519943295).toString(); break;
 		case '𝜋': return cInstance.mul(3.141592653589793).toString(); break;
 		case 'rads to degs': if (cInstance.im == 0) return (cInstance.re * 57.29577951308232) % 360; 
-													return cInstance.mul(57.29577951308232).toString(); break;
+							    return cInstance.mul(57.29577951308232).toString(); break;
 		default: return NaN
 	  }
 	} catch (e) {
@@ -963,7 +954,7 @@ class ComplexityExtension {
   }
 
   mulVectorAroundPoint({ VECTOR, POINT, FACTOR }) {
-	try { //I kept these just because it says so in Complex-js
+	try { 
 	  return Complex(VECTOR).sub(Complex(POINT)).mul(Complex(FACTOR)).add(Complex(POINT)).toString();
 	} catch (e) {
 	  console.log(e);
@@ -983,8 +974,8 @@ class ComplexityExtension {
 
   facOf({ ZED }) {
 	try {
-	  return factorial(Complex(ZED), this.terms).toString(); //I wanted to save the factorial code here
-	} catch (e) { //But it would be a mess
+	  return factorial(Complex(ZED), this.terms).toString();
+	} catch (e) { 
 	  console.log(e);
 	  return NaN;
 	}
@@ -1007,6 +998,5 @@ class ComplexityExtension {
 	}
   }
 }
-//The glideComplex function is a copy of the glide function used in Scratch-vm/src/motion
 Scratch.extensions.register(new ComplexityExtension()); 
 })(Scratch);

From 5b134e3b83fc2c264fa81a4b8a77f00a5c443942 Mon Sep 17 00:00:00 2001
From: Kenay con Y al final <kenayextranio@gmail.com>
Date: Fri, 9 May 2025 20:28:50 -0500
Subject: [PATCH 03/22] Updated Complexify!.js again

Still working on some thing though. I'll tell you when it's ready.
---
 .../Kenay-With-a-Y-At-The-End/Complexify!.js  | 216 +++++++++++++-----
 1 file changed, 158 insertions(+), 58 deletions(-)

diff --git a/extensions/Kenay-With-a-Y-At-The-End/Complexify!.js b/extensions/Kenay-With-a-Y-At-The-End/Complexify!.js
index cbf9665ff9..fdd461ab26 100644
--- a/extensions/Kenay-With-a-Y-At-The-End/Complexify!.js
+++ b/extensions/Kenay-With-a-Y-At-The-End/Complexify!.js
@@ -60,8 +60,7 @@ class Timer {
     }
 }
 
-function jsCode() { /**Again, thanks Rawify*/
-	'use strict';(function(r){function l(a,b){if(void 0===a||null===a)f.re=f.im=0;else if(void 0!==b)f.re=a,f.im=b;else switch(typeof a){case "object":if("im"in a&&"re"in a)f.re=a.re,f.im=a.im;else if("abs"in a&&"arg"in a){if(!isFinite(a.abs)&&isFinite(a.arg))return c.INFINITY;f.re=a.abs*Math.cos(a.arg);f.im=a.abs*Math.sin(a.arg)}else if("r"in a&&"phi"in a){if(!isFinite(a.r)&&isFinite(a.phi))return c.INFINITY;f.re=a.r*Math.cos(a.phi);f.im=a.r*Math.sin(a.phi)}else 2===a.length?(f.re=a[0],f.im=a[1]):m();
+(function(r){function l(a,b){if(void 0===a||null===a)f.re=f.im=0;else if(void 0!==b)f.re=a,f.im=b;else switch(typeof a){case "object":if("im"in a&&"re"in a)f.re=a.re,f.im=a.im;else if("abs"in a&&"arg"in a){if(!isFinite(a.abs)&&isFinite(a.arg))return c.INFINITY;f.re=a.abs*Math.cos(a.arg);f.im=a.abs*Math.sin(a.arg)}else if("r"in a&&"phi"in a){if(!isFinite(a.r)&&isFinite(a.phi))return c.INFINITY;f.re=a.r*Math.cos(a.phi);f.im=a.r*Math.sin(a.phi)}else 2===a.length?(f.re=a[0],f.im=a[1]):m();
 break;case "string":f.im=f.re=0;a=a.replace(/_/g,"").match(/\d+\.?\d*e[+-]?\d+|\d+\.?\d*|\.\d+|./g);b=1;let d=0;null===a&&m();for(let e=0;e<a.length;e++){const g=a[e];" "!==g&&"\t"!==g&&"\n"!==g&&("+"===g?b++:"-"===g?d++:("i"===g||"I"===g?(0===b+d&&m()," "===a[e+1]||isNaN(a[e+1])?f.im+=parseFloat((d%2?"-":"")+"1"):(f.im+=parseFloat((d%2?"-":"")+a[e+1]),e++)):((0===b+d||isNaN(g))&&m(),"i"===a[e+1]||"I"===a[e+1]?(f.im+=parseFloat((d%2?"-":"")+g),e++):f.re+=parseFloat((d%2?"-":"")+g)),b=d=0))}0<b+d&&
 m();break;case "number":f.im=0;f.re=a;break;default:m()}return f}function m(){throw SyntaxError("Invalid Param");}function n(a,b){a=Math.abs(a);b=Math.abs(b);a<b&&([a,b]=[b,a]);if(1E8>a)return Math.sqrt(a*a+b*b);b/=a;return a*Math.sqrt(1+b*b)}function p(a,b){const d=Math.abs(a),e=Math.abs(b);if(0===a)return Math.log(e);if(0===b)return Math.log(d);if(3E3>d&&3E3>e)return.5*Math.log(a*a+b*b);a*=.5;b*=.5;return.5*Math.log(a*a+b*b)+Math.LN2}function c(a,b){if(!(this instanceof c))return new c(a,b);a=l(a,
 b);this.re=a.re;this.im=a.im}const h=Math.cosh||function(a){return 1E-9>Math.abs(a)?1-a:.5*(Math.exp(a)+Math.exp(-a))},k=Math.sinh||function(a){return 1E-9>Math.abs(a)?a:.5*(Math.exp(a)-Math.exp(-a))},f={re:0,im:0};c.prototype={re:0,im:0,sign:function(){const a=n(this.re,this.im);return new c(this.re/a,this.im/a)},add:function(a,b){a=l(a,b);b=this.isInfinite();const d=!(isFinite(a.re)&&isFinite(a.im));return b||d?b&&d?c.NAN:c.INFINITY:new c(this.re+a.re,this.im+a.im)},sub:function(a,b){a=l(a,b);b=
@@ -80,7 +79,6 @@ a?a/0:0,0!==b?-b/0:0)).acosh()},inverse:function(){if(this.isZero())return c.INF
 Math.pow(10,a||0);return new c(Math.round(this.re*a)/a,Math.round(this.im*a)/a)},equals:function(a,b){a=l(a,b);return Math.abs(a.re-this.re)<=c.EPSILON&&Math.abs(a.im-this.im)<=c.EPSILON},clone:function(){return new c(this.re,this.im)},toString:function(){let a=this.re,b=this.im,d="";if(this.isNaN())return"NaN";if(this.isInfinite())return"Infinity";Math.abs(a)<c.EPSILON&&(a=0);Math.abs(b)<c.EPSILON&&(b=0);if(0===b)return d+a;0!==a?(d=d+a+" ",0>b?(b=-b,d+="-"):d+="+",d+=" "):0>b&&(b=-b,d+="-");1!==
 b&&(d+=b);return d+"i"},toVector:function(){return[this.re,this.im]},valueOf:function(){return 0===this.im?this.re:null},isNaN:function(){return isNaN(this.re)||isNaN(this.im)},isZero:function(){return 0===this.im&&0===this.re},isFinite:function(){return isFinite(this.re)&&isFinite(this.im)},isInfinite:function(){return!this.isFinite()}};c.ZERO=new c(0,0);c.ONE=new c(1,0);c.I=new c(0,1);c.PI=new c(Math.PI,0);c.E=new c(Math.E,0);c.INFINITY=new c(Infinity,Infinity);c.NAN=new c(NaN,NaN);c.EPSILON=1E-15;
 "function"===typeof define&&define.amd?define([],function(){return c}):"object"===typeof exports?(Object.defineProperty(c,"__esModule",{value:!0}),c["default"]=c,c.Complex=c,module.exports=c):r.Complex=c})(window);
-}
 
 function coolCis(ANGLE) { // e^ix trick
 	const angle = Complex(ANGLE);
@@ -110,9 +108,9 @@ function factorial(z, t) { // For non-naturals numbers
 class ComplexityExtension {
   constructor() { 
 	this.trig = ['sin', 'cos', 'tan', 'cot', 'sec', 'csc', 'asin', 'acos', 'atan', 'acot', 'asec', 'acsc', 'sinh', 'cosh', 'tanh', 'coth', 'sech', 'csch', 'asinh', 'acosh', 'atanh', 'acoth', 'asech', 'acsch']; // Used to make the menu look more clean.
-	this.terms = 100000; 
+	this.terms = 100000;
+	this.noSpacing = true
     try {
-      jsCode(); //Runs the code
       if (typeof window.Complex !== 'undefined') {
         this.Complex = window.Complex;
         console.log("We've complexified!");
@@ -297,6 +295,23 @@ class ComplexityExtension {
 		  },
 		},
 		"---",
+		{
+		  blockType: Scratch.BlockType.LABEL,
+		  text: Scratch.translate("Spacing"), 
+		},
+		{
+		  opcode: 'stateSpacing',
+		  blockType: Scratch.BlockType.BOOLEAN,
+		  text: 'spacing',
+		},
+		{
+		  opcode: 'switchSpacing',
+		  blockType: Scratch.BlockType.COMMAND,
+		  text: '[Sw] spacing',
+		  arguments: {
+			Sw: { type: Scratch.ArgumentType.STRING, menu: 'spacing' }
+		  },
+		},
 		{
 		  blockType: Scratch.BlockType.LABEL,
 		  text: Scratch.translate("Exponents"), 
@@ -550,6 +565,10 @@ class ComplexityExtension {
 		},
 	  ],
 	  menus: {
+		spacing: {
+		  acceptReporters: true,
+		  items: ['switch', 'turn on', 'turn off'] //For convertComplex
+		},
 		trigs: { acceptReporters: true, items: this.trig }, //For trigOfComplex
 		angles: {
 		  acceptReporters: true,
@@ -563,10 +582,13 @@ class ComplexityExtension {
 	};
   }
 
-
-  Complexity({ REAL, IMAG }) { 
+  Complexity({ REAL, IMAG }) {
+	REAL = Scratch.Cast.toNumber(REAL);
+	IMAG = Scratch.Cast.toNumber(IMAG);
 	try {
-	  return Complex(REAL, IMAG).toString(); //Don't forget: toString(), not Scratch.cast.toString()
+	  var r = Complex(REAL, IMAG).toString(); //Don't forget: toString(), not Scratch.cast.toString()
+	  if (this.noSpacing) r = r.replace(/\s+/g, '');
+	  return r;
 	} catch (e) {
 	  console.log(e);
 	  return NaN
@@ -584,7 +606,9 @@ class ComplexityExtension {
 
   rectComplex({ REAL, IMAG }) {
 	try { //Simplifies multiplication, as shown:
-	  return Complex(IMAG).mul("i").add(Complex(REAL)).toString();
+	  var r = Complex(IMAG).mul("i").add(Complex(REAL)).toString();
+	  if (this.noSpacing) r = r.replace(/\s+/g, '');
+	  return r;
 	} catch (e) {
 	  console.log(e);
 	  return NaN
@@ -611,18 +635,20 @@ class ComplexityExtension {
 
   conjugateComplex({ COMPLEX }) {
 	try {
-	  return Complex(COMPLEX).conjugate().toString();
+	  var r = Complex(COMPLEX).conjugate().toString();
+	  if (this.noSpacing) r = r.replace(/\s+/g, '');
+	  return r;
 	} catch (e) {
 	  console.log(e);
 	  return NaN
 	}
   }
 
-
-
   addComplex({ COMPLEX1, COMPLEX2 }) {
 	try {
-	  return Complex(COMPLEX1).add(Complex(COMPLEX2)).toString();
+	  var r = Complex(COMPLEX1).add(Complex(COMPLEX2)).toString();
+	  if (this.noSpacing) r = r.replace(/\s+/g, '');
+	  return r;
 	} catch (e) {
 	  console.log(e);
 	  return NaN
@@ -631,7 +657,9 @@ class ComplexityExtension {
 
   subtractComplex({ COMPLEX1, COMPLEX2 }) {
 	try {
-	  return Complex(COMPLEX1).sub(Complex(COMPLEX2)).toString();
+	  var r = Complex(COMPLEX1).sub(Complex(COMPLEX2)).toString();
+	  if (this.noSpacing) r = r.replace(/\s+/g, '');
+	  return r;
 	} catch (e) {
 	  console.log(e);
 	  return NaN
@@ -640,7 +668,9 @@ class ComplexityExtension {
 
   multiplyComplex({ COMPLEX1, COMPLEX2 }) {
 	try {
-	  return Complex(COMPLEX1).mul(Complex(COMPLEX2)).toString();
+	  var r = Complex(COMPLEX1).mul(Complex(COMPLEX2)).toString();
+	  if (this.noSpacing) r = r.replace(/\s+/g, '');
+	  return r;
 	} catch (e) {
 	  console.log(e);
 	  return NaN
@@ -649,7 +679,9 @@ class ComplexityExtension {
 
   divideComplex({ COMPLEX1, COMPLEX2 }) {
 	try {
-	  return Complex(COMPLEX1).div(Complex(COMPLEX2)).toString();
+	  var r = Complex(COMPLEX1).div(Complex(COMPLEX2)).toString();
+	  if (this.noSpacing) r = r.replace(/\s+/g, '');
+	  return r;
 	} catch (e) {
 	  console.log(e);
 	  return NaN
@@ -658,8 +690,10 @@ class ComplexityExtension {
 
   moduloComplex({ COMPLEX1, COMPLEX2 }) {
 	try {
-	  const c1 = Complex(COMPLEX1), c2 = Complex(COMPLEX2)	// A/B = D +R/B [and R<B], so floor(A/B)=D
-	  return c1.sub(c2.mul(c1.div(c2).floor())).toString();	// A   = DB+R   and thus R=A-B*(floor[A/B])
+	  const c1 = Complex(COMPLEX1), c2 = Complex(COMPLEX2)   // A/B = D +R/B [and R<B], so floor(A/B)=D
+	  var r = c1.sub(c2.mul(c1.div(c2).floor())).toString(); // A   = DB+R   and thus R=A-B*(floor[A/B])
+	  if (this.noSpacing) r = r.replace(/\s+/g, '');
+	  return r;
 	} catch (e) {
 	  console.log(e);
 	  return NaN
@@ -668,7 +702,9 @@ class ComplexityExtension {
 
   negComplex({ COMPLEX }) {
 	try {
-	  return Complex(COMPLEX).neg().toString();
+	  var r = Complex(COMPLEX).neg().toString();
+	  if (this.noSpacing) r = r.replace(/\s+/g, '');
+	  return r;
 	} catch (e) {
 	  console.log(e);
 	  return NaN
@@ -677,7 +713,9 @@ class ComplexityExtension {
 
   inverseComplex({ COMPLEX }) {
 	try {
-	  return Complex(COMPLEX).inverse().toString();
+	  var r = Complex(COMPLEX).inverse().toString();
+	  if (this.noSpacing) r = r.replace(/\s+/g, '');
+	  return r;
 	} catch (e) {
 	  console.log(e);
 	  return NaN
@@ -686,7 +724,9 @@ class ComplexityExtension {
 
   polarComplex({ RADIUS, ANGLE }) {
 	try { 
-	  return coolCis(Complex(ANGLE)).mul(Complex(RADIUS)).toString();
+	  var r = coolCis(Complex(ANGLE)).mul(Complex(RADIUS)).toString();
+	  if (this.noSpacing) r = r.replace(/\s+/g, '');
+	  return r;
 	} catch (e) {
 	  console.log(e);
 	  return NaN
@@ -695,7 +735,7 @@ class ComplexityExtension {
 
   absComplex({ COMPLEX }) {
 	try {
-	  return Complex(COMPLEX).abs().toString();
+	  return Complex(COMPLEX).abs();
 	} catch (e) {
 	  console.log(e);
 	  return NaN
@@ -704,7 +744,9 @@ class ComplexityExtension {
 
   complexSign({ COMPLEX }) {
 	try {
-	  return Complex(COMPLEX).sign().toString();
+	  var r = Complex(COMPLEX).sign().toString();
+	  if (this.noSpacing) r = r.replace(/\s+/g, '');
+	  return r;
 	} catch (e) {
 	  console.log(e);
 	  return NaN
@@ -713,7 +755,9 @@ class ComplexityExtension {
 
   cisThingie({ ANGLE }) {
 	try {
-	  return coolCis(ANGLE).toString();
+	  var r = coolCis(ANGLE).toString();
+	  if (this.noSpacing) r = r.replace(/\s+/g, '');
+	  return r;
 	} catch (e) {
 	  console.log(e);
 	  return NaN
@@ -722,8 +766,8 @@ class ComplexityExtension {
 
   argComplex({ COMPLEX }) {
 	try { //There's an .arg() method, but it's a hidden direct Math.atan2()
-	  return Complex(COMPLEX).sign().log().mul('-i').toString(); //So, -i*ln(sign[x]) is used for a little bit more presicion
-	} catch (e) { 
+	  return Complex(COMPLEX).sign().log().mul('-i'); 
+	} catch (e) { //So, -i*ln(sign[x]) is used for a little bit more presicion
 	  console.log(e);
 	  return NaN
 	}
@@ -731,16 +775,42 @@ class ComplexityExtension {
 
   powComplex({ COMPLEX1, COMPLEX2 }) {
 	try {
-	  return Complex(COMPLEX1).pow(Complex(COMPLEX2)).toString();;
+	  var r = Complex(COMPLEX1).pow(Complex(COMPLEX2)).toString();
+	  if (this.noSpacing) r = r.replace(/\s+/g, '');
+	  return r;
 	} catch (e) {
 	  console.log(e);
 	  return NaN
 	}
   }
 
+  stateSpacing(args, util) {
+	return !(this.noSpacing)
+  }
+
+  switchSpacing({ Sw }) {
+	try {
+	  if (typeof Sw == 'boolean') this.noSpacing = !Sw;
+	  if (typeof sw == 'string') {
+		Sw = Sw.toLowerCase();
+		switch (Sw) {
+		  case 'switch': this.noSpacing = !this.noSpacing; break;
+		  case 'no': case 'false': case 'turn off': this.noSpacing = true; break;
+		  case 'yes': case 'true': case 'turn on': this.noSpacing = false; break;
+		  default: console.log(sw); break;
+		}
+	  }
+	} catch (e) {
+	  console.log(e);
+	  return NaN
+	}
+  }
+  
   expComplex({ COMPLEX }) {
 	try {
-	  return Complex(COMPLEX).exp().toString();
+	  var r = Complex(COMPLEX).exp().toString();
+	  if (this.noSpacing) r = r.replace(/\s+/g, '');
+	  return r;
 	} catch (e) {
 	  console.log(e);
 	  return NaN
@@ -749,7 +819,9 @@ class ComplexityExtension {
 
   rootComplex({ COMPLEX1, COMPLEX2 }) {
 	try {
-	  return Complex(COMPLEX2).pow(Complex(COMPLEX1).inverse()).toString();
+	  var r = Complex(COMPLEX2).pow(Complex(COMPLEX1).inverse()).toString();
+	  if (this.noSpacing) r = r.replace(/\s+/g, '');
+	  return r;
 	} catch (e) {
 	  console.log(e);
 	  return NaN
@@ -758,7 +830,9 @@ class ComplexityExtension {
 
   sqrtComplex({ COMPLEX }) {
 	try {
-	  return Complex(COMPLEX).sqrt().toString();
+	  var r = Complex(COMPLEX).sqrt().toString();
+	  if (this.noSpacing) r = r.replace(/\s+/g, '');
+	  return r;
 	} catch (e) {
 	  console.log(e);
 	  return NaN
@@ -767,7 +841,9 @@ class ComplexityExtension {
 
   logComplex({ BASE, INPUT }) {
 	  try {
-	  return Complex(INPUT).log().div(Complex(BASE).log()).toString();
+	  var r = Complex(INPUT).log().div(Complex(BASE).log()).toString();
+	  if (this.noSpacing) r = r.replace(/\s+/g, '');
+	  return r;
 	} catch (e) {
 	  console.log(e);
 	  return NaN
@@ -776,7 +852,9 @@ class ComplexityExtension {
 
   lnComplex({ COMPLEX }) {
 	try {
-	  return Complex(COMPLEX).log().toString();
+	  var r = Complex(COMPLEX).log().toString();
+	  if (this.noSpacing) r = r.replace(/\s+/g, '');
+	  return r;
 	} catch (e) {
 	  console.log(e);
 	  return NaN
@@ -785,7 +863,9 @@ class ComplexityExtension {
 
   getPosition(args, util) {
 	try {
-	  return Complex(util.target.x, util.target.y).toString();
+	  var r = Complex(util.target.x, util.target.y).toString();
+	  if (this.noSpacing) r = r.replace(/\s+/g, '');
+	  return r;
 	} catch (e) {
 		if (util.target.y < 0) {
 	  let imPart = util.target.y + "i"
@@ -796,55 +876,65 @@ class ComplexityExtension {
   }
 
   goToComplex(args, util) {
+	if (util.target.isStage) return;
 	const cInstance = Complex(args.COMPLEX);
 	util.target.setXY(cInstance.re, cInstance.im);
   }
 
   goAddComplex(args, util) {
+	if (util.target.isStage) return;
 	const cInstance = Complex(args.COMPLEX);
 	util.target.setXY(util.target.x + cInstance.re, util.target.y + cInstance.im);
   }
 
   goToPolar(args, util) {
+	if (util.target.isStage) return;
 	const cInstance = coolCis(args.ANGLY).mul(args.RADII);
 	util.target.setXY(cInstance.re, cInstance.im);
   }
 
   GoMulComplex(args, util) {
+	if (util.target.isStage) return;
 	const cIn = Complex(args.COMPLEX);
 	const cInstance = Complex(util.target.x, util.target.y).mul(cIn);
 	util.target.setXY(cInstance.re, cInstance.im);
   }
 
   glideComplex (args, util) {
+	if (util.target.isStage) return;
 	args.SECS = Scratch.Cast.toNumber(args.SECS);
+	if (args.SECS == 0) { //We've run out of time!
+		this.goToComplex(args, util);
+		return;
+	}
 	if (util.stackFrame.timer) {
 	  const timeElapsed = util.stackFrame.timer.timeElapsed();
 	  if (timeElapsed < util.stackFrame.duration * 1000) {
 		// We've moving! And we'll move again.
 		const frac = timeElapsed / (util.stackFrame.duration * 1000);
-		const dx = frac * (util.stackFrame.endX - util.stackFrame.startX);
-		const dy = frac * (util.stackFrame.endY - util.stackFrame.startY);
-		util.target.setXY(util.stackFrame.startX + dx, util.stackFrame.startY + dy);
+		const d = util.stackFrame.finish.sub(util.stackFrame.start).mul(frac);
+		util.target.setXY(util.stackFrame.start.re + d.re, util.stackFrame.start.im + d.im);
+		console.log(util.stackFrame);
 		util.yield();
 	  } else {
 		// We're done! Now, lets end this
-		util.target.setXY(util.stackFrame.endX, util.stackFrame.endY);
+		util.target.setXY(util.stackFrame.finish.re, util.stackFrame.finish.im);
+		console.log('end');
 	  }
 	} else {
 	  // We're starting! So, new Timer!
 	  util.stackFrame.timer = new Timer();
 	  util.stackFrame.timer.start();
-	  util.stackFrame.duration = args.SECS;
-	  util.stackFrame.startX = util.target.x;
-	  util.stackFrame.startY = util.target.y;
-	  util.stackFrame.endX = Complex(args.COMPLEX).re; //A little edit
-	  util.stackFrame.endY = Complex(args.COMPLEX).im;
-	  if (util.stackFrame.duration <= 0) {
-		// We can't glide -1 seconds, can we?
-		util.target.setXY(util.stackFrame.endX, util.stackFrame.endY);
-		return;
+	  if (args.SECS > 0) {
+	  util.stackFrame.start = new Complex(util.target.x, util.target.y);
+	  util.stackFrame.finish = new Complex(args.COMPLEX);
+	  } else {
+	  args.SECS = -args.SECS
+	  util.stackFrame.finish = new Complex(util.target.x, util.target.y);
+	  util.stackFrame.start = new Complex(args.COMPLEX);
 	  }
+	  util.stackFrame.duration = args.SECS;
+	console.log(util.stackFrame);
 	util.yield();
 	}
   }
@@ -856,7 +946,10 @@ class ComplexityExtension {
 	  const validTrigFunctions = this.trig;
 	  if (validTrigFunctions.includes(trigMethod) && typeof cInstance[trigMethod] === 'function') {
 		const result = cInstance[trigMethod]();
-		return result.isNaN() ? 'Infinity' : result.toString();
+		if (result.isNaN()) return 'Infinity'
+		var r = result.toString();
+		if (this.noSpacing) r = r.replace(/\s+/g, '');
+		return r;
 	  } else {
 		return "0";
 	  }
@@ -889,21 +982,22 @@ class ComplexityExtension {
   decimalComplex({ COMPLEX, OPERATION }) {
 	const complex = Complex(COMPLEX);
 	OPERATION = OPERATION.toLowerCase();
-	var result;
+	var r;
 	switch (OPERATION) {
 	  case 'ceil':
-		result = complex.ceil().toString();
+		r = complex.ceil().toString();
 		break;
 	  case 'floor':
-		result = complex.floor().toString();
+		r = complex.floor().toString();
 		break;
 	  case 'round':
-		result = complex.round().toString();
+		r = complex.round().toString();
 		break;
 	  default:
-		result = 0;
+		r = 0;
 	}
-	return result;
+	if (this.noSpacing) r = r.replace(/\s+/g, '');
+	return r;
   }
 
   equalsComplex({ COMPLEX1, COMPLEX2 }) {
@@ -955,7 +1049,9 @@ class ComplexityExtension {
 
   mulVectorAroundPoint({ VECTOR, POINT, FACTOR }) {
 	try { 
-	  return Complex(VECTOR).sub(Complex(POINT)).mul(Complex(FACTOR)).add(Complex(POINT)).toString();
+	  var r = Complex(VECTOR).sub(Complex(POINT)).mul(Complex(FACTOR)).add(Complex(POINT)).toString();
+	  if (this.noSpacing) r = r.replace(/\s+/g, '');
+	  return r;
 	} catch (e) {
 	  console.log(e);
 	  return NaN;
@@ -964,8 +1060,9 @@ class ComplexityExtension {
 
   rotateVectorAroundPoint({ VECTOR, POINT, ANGLE }) {
 	try {
-	  const result = Complex(VECTOR).sub(Complex(POINT)).mul(coolCis(Complex(ANGLE))).add(Complex(POINT));
-	  return result.toString();
+	  var r = Complex(VECTOR).sub(Complex(POINT)).mul(coolCis(Complex(ANGLE))).add(Complex(POINT)).toString();
+	  if (this.noSpacing) r = r.replace(/\s+/g, '');
+	  return r;
 	} catch (e) {
 	  console.log(e);
 	  return NaN;
@@ -974,7 +1071,9 @@ class ComplexityExtension {
 
   facOf({ ZED }) {
 	try {
-	  return factorial(Complex(ZED), this.terms).toString();
+	  var r = factorial(Complex(ZED), this.terms).toString();
+	  if (this.noSpacing) r = r.replace(/\s+/g, '');
+	  return r;
 	} catch (e) { 
 	  console.log(e);
 	  return NaN;
@@ -991,8 +1090,9 @@ class ComplexityExtension {
   }
 
   setTfac({ ZED }) {
+	ZED = Scratch.Cast.toNumber(ZED);
 	try {
-	  if ( ZED>=0 && Number.isInteger(ZED)) this.terms = ZED;
+	  if (ZED >= 0 && Number.isInteger(ZED)) this.terms = ZED;
 	} catch (e) {
 	  console.log(e);
 	}

From aa7afc9df4348d34c6df5b5b1038f1d16d316943 Mon Sep 17 00:00:00 2001
From: "DangoCat[bot]" <dangocat@users.noreply.github.com>
Date: Sat, 10 May 2025 04:00:03 +0000
Subject: [PATCH 04/22] [Automated] Format code

---
 .../Kenay-With-a-Y-At-The-End/Complexify!.js  | 2764 +++++++++++------
 1 file changed, 1750 insertions(+), 1014 deletions(-)

diff --git a/extensions/Kenay-With-a-Y-At-The-End/Complexify!.js b/extensions/Kenay-With-a-Y-At-The-End/Complexify!.js
index fdd461ab26..a56fb611aa 100644
--- a/extensions/Kenay-With-a-Y-At-The-End/Complexify!.js
+++ b/extensions/Kenay-With-a-Y-At-The-End/Complexify!.js
@@ -14,588 +14,1278 @@ Thanks "scratchfoundation" for the Timer <https://github.com/scratchfoundation/s
 */
 
 (function (Scratch) {
-	'use strict'; 
-if (!Scratch.extensions.unsandboxed) {
-  throw new Error("Complexify! must run unsandboxed");
-}
+  "use strict";
+  if (!Scratch.extensions.unsandboxed) {
+    throw new Error("Complexify! must run unsandboxed");
+  }
 
-class Timer {
-    constructor (nowObj = Timer.nowObj) {
-        this.startTime = 0;
-        /**Wht is now?*/
-        this.nowObj = nowObj;
+  class Timer {
+    constructor(nowObj = Timer.nowObj) {
+      this.startTime = 0;
+      /**Wht is now?*/
+      this.nowObj = nowObj;
     }
-    static get USE_PERFORMANCE () {
-        return false;
+    static get USE_PERFORMANCE() {
+      return false;
     }
-    static get legacyDateCode () {
-        return {
-            now: function () {
-                return new Date().getTime();
-            }
-        };
+    static get legacyDateCode() {
+      return {
+        now: function () {
+          return new Date().getTime();
+        },
+      };
     }
-    static get nowObj () {
-        if (Timer.USE_PERFORMANCE && typeof self !== 'undefined' && self.performance && 'now' in self.performance) {
-            return self.performance;
-        } else if (Date.now) {
-            return Date;
-        }
-        return Timer.legacyDateCode;
+    static get nowObj() {
+      if (
+        Timer.USE_PERFORMANCE &&
+        typeof self !== "undefined" &&
+        self.performance &&
+        "now" in self.performance
+      ) {
+        return self.performance;
+      } else if (Date.now) {
+        return Date;
+      }
+      return Timer.legacyDateCode;
     }
-    time () {
-        return this.nowObj.now();
+    time() {
+      return this.nowObj.now();
     }
-    start () {
-        this.startTime = this.nowObj.now();
+    start() {
+      this.startTime = this.nowObj.now();
     }
-    timeElapsed () {
-        return this.nowObj.now() - this.startTime;
+    timeElapsed() {
+      return this.nowObj.now() - this.startTime;
     }
-    setTimeout (handler, timeout) {
-        return global.setTimeout(handler, timeout);
+    setTimeout(handler, timeout) {
+      return global.setTimeout(handler, timeout);
     }
-    clearTimeout (timeoutId) {
-        global.clearTimeout(timeoutId);
+    clearTimeout(timeoutId) {
+      global.clearTimeout(timeoutId);
     }
-}
+  }
 
-(function(r){function l(a,b){if(void 0===a||null===a)f.re=f.im=0;else if(void 0!==b)f.re=a,f.im=b;else switch(typeof a){case "object":if("im"in a&&"re"in a)f.re=a.re,f.im=a.im;else if("abs"in a&&"arg"in a){if(!isFinite(a.abs)&&isFinite(a.arg))return c.INFINITY;f.re=a.abs*Math.cos(a.arg);f.im=a.abs*Math.sin(a.arg)}else if("r"in a&&"phi"in a){if(!isFinite(a.r)&&isFinite(a.phi))return c.INFINITY;f.re=a.r*Math.cos(a.phi);f.im=a.r*Math.sin(a.phi)}else 2===a.length?(f.re=a[0],f.im=a[1]):m();
-break;case "string":f.im=f.re=0;a=a.replace(/_/g,"").match(/\d+\.?\d*e[+-]?\d+|\d+\.?\d*|\.\d+|./g);b=1;let d=0;null===a&&m();for(let e=0;e<a.length;e++){const g=a[e];" "!==g&&"\t"!==g&&"\n"!==g&&("+"===g?b++:"-"===g?d++:("i"===g||"I"===g?(0===b+d&&m()," "===a[e+1]||isNaN(a[e+1])?f.im+=parseFloat((d%2?"-":"")+"1"):(f.im+=parseFloat((d%2?"-":"")+a[e+1]),e++)):((0===b+d||isNaN(g))&&m(),"i"===a[e+1]||"I"===a[e+1]?(f.im+=parseFloat((d%2?"-":"")+g),e++):f.re+=parseFloat((d%2?"-":"")+g)),b=d=0))}0<b+d&&
-m();break;case "number":f.im=0;f.re=a;break;default:m()}return f}function m(){throw SyntaxError("Invalid Param");}function n(a,b){a=Math.abs(a);b=Math.abs(b);a<b&&([a,b]=[b,a]);if(1E8>a)return Math.sqrt(a*a+b*b);b/=a;return a*Math.sqrt(1+b*b)}function p(a,b){const d=Math.abs(a),e=Math.abs(b);if(0===a)return Math.log(e);if(0===b)return Math.log(d);if(3E3>d&&3E3>e)return.5*Math.log(a*a+b*b);a*=.5;b*=.5;return.5*Math.log(a*a+b*b)+Math.LN2}function c(a,b){if(!(this instanceof c))return new c(a,b);a=l(a,
-b);this.re=a.re;this.im=a.im}const h=Math.cosh||function(a){return 1E-9>Math.abs(a)?1-a:.5*(Math.exp(a)+Math.exp(-a))},k=Math.sinh||function(a){return 1E-9>Math.abs(a)?a:.5*(Math.exp(a)-Math.exp(-a))},f={re:0,im:0};c.prototype={re:0,im:0,sign:function(){const a=n(this.re,this.im);return new c(this.re/a,this.im/a)},add:function(a,b){a=l(a,b);b=this.isInfinite();const d=!(isFinite(a.re)&&isFinite(a.im));return b||d?b&&d?c.NAN:c.INFINITY:new c(this.re+a.re,this.im+a.im)},sub:function(a,b){a=l(a,b);b=
-this.isInfinite();const d=!(isFinite(a.re)&&isFinite(a.im));return b||d?b&&d?c.NAN:c.INFINITY:new c(this.re-a.re,this.im-a.im)},mul:function(a,b){a=l(a,b);b=this.isInfinite();const d=!(isFinite(a.re)&&isFinite(a.im)),e=0===this.re&&0===this.im,g=0===a.re&&0===a.im;return b&&g||d&&e?c.NAN:b||d?c.INFINITY:0===a.im&&0===this.im?new c(this.re*a.re,0):new c(this.re*a.re-this.im*a.im,this.re*a.im+this.im*a.re)},div:function(a,b){a=l(a,b);b=this.isInfinite();const d=!(isFinite(a.re)&&isFinite(a.im)),e=0===
-this.re&&0===this.im,g=0===a.re&&0===a.im;if(e&&g||b&&d)return c.NAN;if(g||b)return c.INFINITY;if(e||d)return c.ZERO;if(0===a.im)return new c(this.re/a.re,this.im/a.re);if(Math.abs(a.re)<Math.abs(a.im))return b=a.re/a.im,a=a.re*b+a.im,new c((this.re*b+this.im)/a,(this.im*b-this.re)/a);b=a.im/a.re;a=a.im*b+a.re;return new c((this.re+this.im*b)/a,(this.im-this.re*b)/a)},pow:function(a,b){a=l(a,b);b=0===this.re&&0===this.im;if(0===a.re&&0===a.im)return c.ONE;if(0===a.im){if(0===this.im&&0<this.re)return new c(Math.pow(this.re,
-a.re),0);if(0===this.re)switch((a.re%4+4)%4){case 0:return new c(Math.pow(this.im,a.re),0);case 1:return new c(0,Math.pow(this.im,a.re));case 2:return new c(-Math.pow(this.im,a.re),0);case 3:return new c(0,-Math.pow(this.im,a.re))}}if(b&&0<a.re)return c.ZERO;const d=Math.atan2(this.im,this.re),e=p(this.re,this.im);b=Math.exp(a.re*e-a.im*d);a=a.im*e+a.re*d;return new c(b*Math.cos(a),b*Math.sin(a))},sqrt:function(){const a=this.re,b=this.im;if(0===b)return 0<=a?new c(Math.sqrt(a),0):new c(0,Math.sqrt(-a));
-var d=n(a,b);d=Math.sqrt(.5*(d+Math.abs(a)));let e=Math.abs(b)/(2*d);return 0<=a?new c(d,0>b?-e:e):new c(e,0>b?-d:d)},exp:function(){const a=Math.exp(this.re);return 0===this.im?new c(a,0):new c(a*Math.cos(this.im),a*Math.sin(this.im))},expm1:function(){const a=this.re,b=this.im;var d=Math.expm1(a)*Math.cos(b);var e=Math.PI/4;-e>b||b>e?e=Math.cos(b)-1:(e=b*b,e*=e*(e*(e*(e*(e*(e*(e/20922789888E3-1/87178291200)+1/479001600)-1/3628800)+1/40320)-1/720)+1/24)-.5);return new c(d+e,Math.exp(a)*Math.sin(b))},
-log:function(){const a=this.re,b=this.im;return 0===b&&0<a?new c(Math.log(a),0):new c(p(a,b),Math.atan2(b,a))},abs:function(){return n(this.re,this.im)},arg:function(){return Math.atan2(this.im,this.re)},sin:function(){const a=this.re,b=this.im;return new c(Math.sin(a)*h(b),Math.cos(a)*k(b))},cos:function(){const a=this.re,b=this.im;return new c(Math.cos(a)*h(b),-Math.sin(a)*k(b))},tan:function(){const a=2*this.re,b=2*this.im,d=Math.cos(a)+h(b);return new c(Math.sin(a)/d,k(b)/d)},cot:function(){const a=
-2*this.re,b=2*this.im,d=Math.cos(a)-h(b);return new c(-Math.sin(a)/d,k(b)/d)},sec:function(){const a=this.re,b=this.im,d=.5*h(2*b)+.5*Math.cos(2*a);return new c(Math.cos(a)*h(b)/d,Math.sin(a)*k(b)/d)},csc:function(){const a=this.re,b=this.im,d=.5*h(2*b)-.5*Math.cos(2*a);return new c(Math.sin(a)*h(b)/d,-Math.cos(a)*k(b)/d)},asin:function(){var a=this.re;const b=this.im,d=(new c(b*b-a*a+1,-2*a*b)).sqrt();a=(new c(d.re-b,d.im+a)).log();return new c(a.im,-a.re)},acos:function(){var a=this.re;const b=
-this.im,d=(new c(b*b-a*a+1,-2*a*b)).sqrt();a=(new c(d.re-b,d.im+a)).log();return new c(Math.PI/2-a.im,a.re)},atan:function(){var a=this.re;const b=this.im;if(0===a){if(1===b)return new c(0,Infinity);if(-1===b)return new c(0,-Infinity)}const d=a*a+(1-b)*(1-b);a=(new c((1-b*b-a*a)/d,-2*a/d)).log();return new c(-.5*a.im,.5*a.re)},acot:function(){const a=this.re,b=this.im;if(0===b)return new c(Math.atan2(1,a),0);const d=a*a+b*b;return 0!==d?(new c(a/d,-b/d)).atan():(new c(0!==a?a/0:0,0!==b?-b/0:0)).atan()},
-asec:function(){const a=this.re,b=this.im;if(0===a&&0===b)return new c(0,Infinity);const d=a*a+b*b;return 0!==d?(new c(a/d,-b/d)).acos():(new c(0!==a?a/0:0,0!==b?-b/0:0)).acos()},acsc:function(){const a=this.re,b=this.im;if(0===a&&0===b)return new c(Math.PI/2,Infinity);const d=a*a+b*b;return 0!==d?(new c(a/d,-b/d)).asin():(new c(0!==a?a/0:0,0!==b?-b/0:0)).asin()},sinh:function(){const a=this.re,b=this.im;return new c(k(a)*Math.cos(b),h(a)*Math.sin(b))},cosh:function(){const a=this.re,b=this.im;return new c(h(a)*
-Math.cos(b),k(a)*Math.sin(b))},tanh:function(){const a=2*this.re,b=2*this.im,d=h(a)+Math.cos(b);return new c(k(a)/d,Math.sin(b)/d)},coth:function(){const a=2*this.re,b=2*this.im,d=h(a)-Math.cos(b);return new c(k(a)/d,-Math.sin(b)/d)},csch:function(){const a=this.re,b=this.im,d=Math.cos(2*b)-h(2*a);return new c(-2*k(a)*Math.cos(b)/d,2*h(a)*Math.sin(b)/d)},sech:function(){const a=this.re,b=this.im,d=Math.cos(2*b)+h(2*a);return new c(2*h(a)*Math.cos(b)/d,-2*k(a)*Math.sin(b)/d)},asinh:function(){let a=
-this.im;this.im=-this.re;this.re=a;const b=this.asin();this.re=-this.im;this.im=a;a=b.re;b.re=-b.im;b.im=a;return b},acosh:function(){const a=this.acos();if(0>=a.im){var b=a.re;a.re=-a.im;a.im=b}else b=a.im,a.im=-a.re,a.re=b;return a},atanh:function(){var a=this.re,b=this.im;const d=1<a&&0===b,e=1-a,g=1+a,q=e*e+b*b;a=0!==q?new c((g*e-b*b)/q,(b*e+g*b)/q):new c(-1!==a?a/0:0,0!==b?b/0:0);b=a.re;a.re=p(a.re,a.im)/2;a.im=Math.atan2(a.im,b)/2;d&&(a.im=-a.im);return a},acoth:function(){const a=this.re,b=
-this.im;if(0===a&&0===b)return new c(0,Math.PI/2);const d=a*a+b*b;return 0!==d?(new c(a/d,-b/d)).atanh():(new c(0!==a?a/0:0,0!==b?-b/0:0)).atanh()},acsch:function(){const a=this.re,b=this.im;if(0===b)return new c(0!==a?Math.log(a+Math.sqrt(a*a+1)):Infinity,0);const d=a*a+b*b;return 0!==d?(new c(a/d,-b/d)).asinh():(new c(0!==a?a/0:0,0!==b?-b/0:0)).asinh()},asech:function(){const a=this.re,b=this.im;if(this.isZero())return c.INFINITY;const d=a*a+b*b;return 0!==d?(new c(a/d,-b/d)).acosh():(new c(0!==
-a?a/0:0,0!==b?-b/0:0)).acosh()},inverse:function(){if(this.isZero())return c.INFINITY;if(this.isInfinite())return c.ZERO;const a=this.re,b=this.im,d=a*a+b*b;return new c(a/d,-b/d)},conjugate:function(){return new c(this.re,-this.im)},neg:function(){return new c(-this.re,-this.im)},ceil:function(a){a=Math.pow(10,a||0);return new c(Math.ceil(this.re*a)/a,Math.ceil(this.im*a)/a)},floor:function(a){a=Math.pow(10,a||0);return new c(Math.floor(this.re*a)/a,Math.floor(this.im*a)/a)},round:function(a){a=
-Math.pow(10,a||0);return new c(Math.round(this.re*a)/a,Math.round(this.im*a)/a)},equals:function(a,b){a=l(a,b);return Math.abs(a.re-this.re)<=c.EPSILON&&Math.abs(a.im-this.im)<=c.EPSILON},clone:function(){return new c(this.re,this.im)},toString:function(){let a=this.re,b=this.im,d="";if(this.isNaN())return"NaN";if(this.isInfinite())return"Infinity";Math.abs(a)<c.EPSILON&&(a=0);Math.abs(b)<c.EPSILON&&(b=0);if(0===b)return d+a;0!==a?(d=d+a+" ",0>b?(b=-b,d+="-"):d+="+",d+=" "):0>b&&(b=-b,d+="-");1!==
-b&&(d+=b);return d+"i"},toVector:function(){return[this.re,this.im]},valueOf:function(){return 0===this.im?this.re:null},isNaN:function(){return isNaN(this.re)||isNaN(this.im)},isZero:function(){return 0===this.im&&0===this.re},isFinite:function(){return isFinite(this.re)&&isFinite(this.im)},isInfinite:function(){return!this.isFinite()}};c.ZERO=new c(0,0);c.ONE=new c(1,0);c.I=new c(0,1);c.PI=new c(Math.PI,0);c.E=new c(Math.E,0);c.INFINITY=new c(Infinity,Infinity);c.NAN=new c(NaN,NaN);c.EPSILON=1E-15;
-"function"===typeof define&&define.amd?define([],function(){return c}):"object"===typeof exports?(Object.defineProperty(c,"__esModule",{value:!0}),c["default"]=c,c.Complex=c,module.exports=c):r.Complex=c})(window);
+  (function (r) {
+    function l(a, b) {
+      if (void 0 === a || null === a) f.re = f.im = 0;
+      else if (void 0 !== b) (f.re = a), (f.im = b);
+      else
+        switch (typeof a) {
+          case "object":
+            if ("im" in a && "re" in a) (f.re = a.re), (f.im = a.im);
+            else if ("abs" in a && "arg" in a) {
+              if (!isFinite(a.abs) && isFinite(a.arg)) return c.INFINITY;
+              f.re = a.abs * Math.cos(a.arg);
+              f.im = a.abs * Math.sin(a.arg);
+            } else if ("r" in a && "phi" in a) {
+              if (!isFinite(a.r) && isFinite(a.phi)) return c.INFINITY;
+              f.re = a.r * Math.cos(a.phi);
+              f.im = a.r * Math.sin(a.phi);
+            } else 2 === a.length ? ((f.re = a[0]), (f.im = a[1])) : m();
+            break;
+          case "string":
+            f.im = f.re = 0;
+            a = a
+              .replace(/_/g, "")
+              .match(/\d+\.?\d*e[+-]?\d+|\d+\.?\d*|\.\d+|./g);
+            b = 1;
+            let d = 0;
+            null === a && m();
+            for (let e = 0; e < a.length; e++) {
+              const g = a[e];
+              " " !== g &&
+                "\t" !== g &&
+                "\n" !== g &&
+                ("+" === g
+                  ? b++
+                  : "-" === g
+                    ? d++
+                    : ("i" === g || "I" === g
+                        ? (0 === b + d && m(),
+                          " " === a[e + 1] || isNaN(a[e + 1])
+                            ? (f.im += parseFloat((d % 2 ? "-" : "") + "1"))
+                            : ((f.im += parseFloat(
+                                (d % 2 ? "-" : "") + a[e + 1]
+                              )),
+                              e++))
+                        : ((0 === b + d || isNaN(g)) && m(),
+                          "i" === a[e + 1] || "I" === a[e + 1]
+                            ? ((f.im += parseFloat((d % 2 ? "-" : "") + g)),
+                              e++)
+                            : (f.re += parseFloat((d % 2 ? "-" : "") + g))),
+                      (b = d = 0)));
+            }
+            0 < b + d && m();
+            break;
+          case "number":
+            f.im = 0;
+            f.re = a;
+            break;
+          default:
+            m();
+        }
+      return f;
+    }
+    function m() {
+      throw SyntaxError("Invalid Param");
+    }
+    function n(a, b) {
+      a = Math.abs(a);
+      b = Math.abs(b);
+      a < b && ([a, b] = [b, a]);
+      if (1e8 > a) return Math.sqrt(a * a + b * b);
+      b /= a;
+      return a * Math.sqrt(1 + b * b);
+    }
+    function p(a, b) {
+      const d = Math.abs(a),
+        e = Math.abs(b);
+      if (0 === a) return Math.log(e);
+      if (0 === b) return Math.log(d);
+      if (3e3 > d && 3e3 > e) return 0.5 * Math.log(a * a + b * b);
+      a *= 0.5;
+      b *= 0.5;
+      return 0.5 * Math.log(a * a + b * b) + Math.LN2;
+    }
+    function c(a, b) {
+      if (!(this instanceof c)) return new c(a, b);
+      a = l(a, b);
+      this.re = a.re;
+      this.im = a.im;
+    }
+    const h =
+        Math.cosh ||
+        function (a) {
+          return 1e-9 > Math.abs(a)
+            ? 1 - a
+            : 0.5 * (Math.exp(a) + Math.exp(-a));
+        },
+      k =
+        Math.sinh ||
+        function (a) {
+          return 1e-9 > Math.abs(a) ? a : 0.5 * (Math.exp(a) - Math.exp(-a));
+        },
+      f = { re: 0, im: 0 };
+    c.prototype = {
+      re: 0,
+      im: 0,
+      sign: function () {
+        const a = n(this.re, this.im);
+        return new c(this.re / a, this.im / a);
+      },
+      add: function (a, b) {
+        a = l(a, b);
+        b = this.isInfinite();
+        const d = !(isFinite(a.re) && isFinite(a.im));
+        return b || d
+          ? b && d
+            ? c.NAN
+            : c.INFINITY
+          : new c(this.re + a.re, this.im + a.im);
+      },
+      sub: function (a, b) {
+        a = l(a, b);
+        b = this.isInfinite();
+        const d = !(isFinite(a.re) && isFinite(a.im));
+        return b || d
+          ? b && d
+            ? c.NAN
+            : c.INFINITY
+          : new c(this.re - a.re, this.im - a.im);
+      },
+      mul: function (a, b) {
+        a = l(a, b);
+        b = this.isInfinite();
+        const d = !(isFinite(a.re) && isFinite(a.im)),
+          e = 0 === this.re && 0 === this.im,
+          g = 0 === a.re && 0 === a.im;
+        return (b && g) || (d && e)
+          ? c.NAN
+          : b || d
+            ? c.INFINITY
+            : 0 === a.im && 0 === this.im
+              ? new c(this.re * a.re, 0)
+              : new c(
+                  this.re * a.re - this.im * a.im,
+                  this.re * a.im + this.im * a.re
+                );
+      },
+      div: function (a, b) {
+        a = l(a, b);
+        b = this.isInfinite();
+        const d = !(isFinite(a.re) && isFinite(a.im)),
+          e = 0 === this.re && 0 === this.im,
+          g = 0 === a.re && 0 === a.im;
+        if ((e && g) || (b && d)) return c.NAN;
+        if (g || b) return c.INFINITY;
+        if (e || d) return c.ZERO;
+        if (0 === a.im) return new c(this.re / a.re, this.im / a.re);
+        if (Math.abs(a.re) < Math.abs(a.im))
+          return (
+            (b = a.re / a.im),
+            (a = a.re * b + a.im),
+            new c((this.re * b + this.im) / a, (this.im * b - this.re) / a)
+          );
+        b = a.im / a.re;
+        a = a.im * b + a.re;
+        return new c((this.re + this.im * b) / a, (this.im - this.re * b) / a);
+      },
+      pow: function (a, b) {
+        a = l(a, b);
+        b = 0 === this.re && 0 === this.im;
+        if (0 === a.re && 0 === a.im) return c.ONE;
+        if (0 === a.im) {
+          if (0 === this.im && 0 < this.re)
+            return new c(Math.pow(this.re, a.re), 0);
+          if (0 === this.re)
+            switch (((a.re % 4) + 4) % 4) {
+              case 0:
+                return new c(Math.pow(this.im, a.re), 0);
+              case 1:
+                return new c(0, Math.pow(this.im, a.re));
+              case 2:
+                return new c(-Math.pow(this.im, a.re), 0);
+              case 3:
+                return new c(0, -Math.pow(this.im, a.re));
+            }
+        }
+        if (b && 0 < a.re) return c.ZERO;
+        const d = Math.atan2(this.im, this.re),
+          e = p(this.re, this.im);
+        b = Math.exp(a.re * e - a.im * d);
+        a = a.im * e + a.re * d;
+        return new c(b * Math.cos(a), b * Math.sin(a));
+      },
+      sqrt: function () {
+        const a = this.re,
+          b = this.im;
+        if (0 === b)
+          return 0 <= a ? new c(Math.sqrt(a), 0) : new c(0, Math.sqrt(-a));
+        var d = n(a, b);
+        d = Math.sqrt(0.5 * (d + Math.abs(a)));
+        let e = Math.abs(b) / (2 * d);
+        return 0 <= a ? new c(d, 0 > b ? -e : e) : new c(e, 0 > b ? -d : d);
+      },
+      exp: function () {
+        const a = Math.exp(this.re);
+        return 0 === this.im
+          ? new c(a, 0)
+          : new c(a * Math.cos(this.im), a * Math.sin(this.im));
+      },
+      expm1: function () {
+        const a = this.re,
+          b = this.im;
+        var d = Math.expm1(a) * Math.cos(b);
+        var e = Math.PI / 4;
+        -e > b || b > e
+          ? (e = Math.cos(b) - 1)
+          : ((e = b * b),
+            (e *=
+              e *
+                (e *
+                  (e *
+                    (e *
+                      (e *
+                        (e * (e / 20922789888e3 - 1 / 87178291200) +
+                          1 / 479001600) -
+                        1 / 3628800) +
+                      1 / 40320) -
+                    1 / 720) +
+                  1 / 24) -
+              0.5));
+        return new c(d + e, Math.exp(a) * Math.sin(b));
+      },
+      log: function () {
+        const a = this.re,
+          b = this.im;
+        return 0 === b && 0 < a
+          ? new c(Math.log(a), 0)
+          : new c(p(a, b), Math.atan2(b, a));
+      },
+      abs: function () {
+        return n(this.re, this.im);
+      },
+      arg: function () {
+        return Math.atan2(this.im, this.re);
+      },
+      sin: function () {
+        const a = this.re,
+          b = this.im;
+        return new c(Math.sin(a) * h(b), Math.cos(a) * k(b));
+      },
+      cos: function () {
+        const a = this.re,
+          b = this.im;
+        return new c(Math.cos(a) * h(b), -Math.sin(a) * k(b));
+      },
+      tan: function () {
+        const a = 2 * this.re,
+          b = 2 * this.im,
+          d = Math.cos(a) + h(b);
+        return new c(Math.sin(a) / d, k(b) / d);
+      },
+      cot: function () {
+        const a = 2 * this.re,
+          b = 2 * this.im,
+          d = Math.cos(a) - h(b);
+        return new c(-Math.sin(a) / d, k(b) / d);
+      },
+      sec: function () {
+        const a = this.re,
+          b = this.im,
+          d = 0.5 * h(2 * b) + 0.5 * Math.cos(2 * a);
+        return new c((Math.cos(a) * h(b)) / d, (Math.sin(a) * k(b)) / d);
+      },
+      csc: function () {
+        const a = this.re,
+          b = this.im,
+          d = 0.5 * h(2 * b) - 0.5 * Math.cos(2 * a);
+        return new c((Math.sin(a) * h(b)) / d, (-Math.cos(a) * k(b)) / d);
+      },
+      asin: function () {
+        var a = this.re;
+        const b = this.im,
+          d = new c(b * b - a * a + 1, -2 * a * b).sqrt();
+        a = new c(d.re - b, d.im + a).log();
+        return new c(a.im, -a.re);
+      },
+      acos: function () {
+        var a = this.re;
+        const b = this.im,
+          d = new c(b * b - a * a + 1, -2 * a * b).sqrt();
+        a = new c(d.re - b, d.im + a).log();
+        return new c(Math.PI / 2 - a.im, a.re);
+      },
+      atan: function () {
+        var a = this.re;
+        const b = this.im;
+        if (0 === a) {
+          if (1 === b) return new c(0, Infinity);
+          if (-1 === b) return new c(0, -Infinity);
+        }
+        const d = a * a + (1 - b) * (1 - b);
+        a = new c((1 - b * b - a * a) / d, (-2 * a) / d).log();
+        return new c(-0.5 * a.im, 0.5 * a.re);
+      },
+      acot: function () {
+        const a = this.re,
+          b = this.im;
+        if (0 === b) return new c(Math.atan2(1, a), 0);
+        const d = a * a + b * b;
+        return 0 !== d
+          ? new c(a / d, -b / d).atan()
+          : new c(0 !== a ? a / 0 : 0, 0 !== b ? -b / 0 : 0).atan();
+      },
+      asec: function () {
+        const a = this.re,
+          b = this.im;
+        if (0 === a && 0 === b) return new c(0, Infinity);
+        const d = a * a + b * b;
+        return 0 !== d
+          ? new c(a / d, -b / d).acos()
+          : new c(0 !== a ? a / 0 : 0, 0 !== b ? -b / 0 : 0).acos();
+      },
+      acsc: function () {
+        const a = this.re,
+          b = this.im;
+        if (0 === a && 0 === b) return new c(Math.PI / 2, Infinity);
+        const d = a * a + b * b;
+        return 0 !== d
+          ? new c(a / d, -b / d).asin()
+          : new c(0 !== a ? a / 0 : 0, 0 !== b ? -b / 0 : 0).asin();
+      },
+      sinh: function () {
+        const a = this.re,
+          b = this.im;
+        return new c(k(a) * Math.cos(b), h(a) * Math.sin(b));
+      },
+      cosh: function () {
+        const a = this.re,
+          b = this.im;
+        return new c(h(a) * Math.cos(b), k(a) * Math.sin(b));
+      },
+      tanh: function () {
+        const a = 2 * this.re,
+          b = 2 * this.im,
+          d = h(a) + Math.cos(b);
+        return new c(k(a) / d, Math.sin(b) / d);
+      },
+      coth: function () {
+        const a = 2 * this.re,
+          b = 2 * this.im,
+          d = h(a) - Math.cos(b);
+        return new c(k(a) / d, -Math.sin(b) / d);
+      },
+      csch: function () {
+        const a = this.re,
+          b = this.im,
+          d = Math.cos(2 * b) - h(2 * a);
+        return new c(
+          (-2 * k(a) * Math.cos(b)) / d,
+          (2 * h(a) * Math.sin(b)) / d
+        );
+      },
+      sech: function () {
+        const a = this.re,
+          b = this.im,
+          d = Math.cos(2 * b) + h(2 * a);
+        return new c(
+          (2 * h(a) * Math.cos(b)) / d,
+          (-2 * k(a) * Math.sin(b)) / d
+        );
+      },
+      asinh: function () {
+        let a = this.im;
+        this.im = -this.re;
+        this.re = a;
+        const b = this.asin();
+        this.re = -this.im;
+        this.im = a;
+        a = b.re;
+        b.re = -b.im;
+        b.im = a;
+        return b;
+      },
+      acosh: function () {
+        const a = this.acos();
+        if (0 >= a.im) {
+          var b = a.re;
+          a.re = -a.im;
+          a.im = b;
+        } else (b = a.im), (a.im = -a.re), (a.re = b);
+        return a;
+      },
+      atanh: function () {
+        var a = this.re,
+          b = this.im;
+        const d = 1 < a && 0 === b,
+          e = 1 - a,
+          g = 1 + a,
+          q = e * e + b * b;
+        a =
+          0 !== q
+            ? new c((g * e - b * b) / q, (b * e + g * b) / q)
+            : new c(-1 !== a ? a / 0 : 0, 0 !== b ? b / 0 : 0);
+        b = a.re;
+        a.re = p(a.re, a.im) / 2;
+        a.im = Math.atan2(a.im, b) / 2;
+        d && (a.im = -a.im);
+        return a;
+      },
+      acoth: function () {
+        const a = this.re,
+          b = this.im;
+        if (0 === a && 0 === b) return new c(0, Math.PI / 2);
+        const d = a * a + b * b;
+        return 0 !== d
+          ? new c(a / d, -b / d).atanh()
+          : new c(0 !== a ? a / 0 : 0, 0 !== b ? -b / 0 : 0).atanh();
+      },
+      acsch: function () {
+        const a = this.re,
+          b = this.im;
+        if (0 === b)
+          return new c(
+            0 !== a ? Math.log(a + Math.sqrt(a * a + 1)) : Infinity,
+            0
+          );
+        const d = a * a + b * b;
+        return 0 !== d
+          ? new c(a / d, -b / d).asinh()
+          : new c(0 !== a ? a / 0 : 0, 0 !== b ? -b / 0 : 0).asinh();
+      },
+      asech: function () {
+        const a = this.re,
+          b = this.im;
+        if (this.isZero()) return c.INFINITY;
+        const d = a * a + b * b;
+        return 0 !== d
+          ? new c(a / d, -b / d).acosh()
+          : new c(0 !== a ? a / 0 : 0, 0 !== b ? -b / 0 : 0).acosh();
+      },
+      inverse: function () {
+        if (this.isZero()) return c.INFINITY;
+        if (this.isInfinite()) return c.ZERO;
+        const a = this.re,
+          b = this.im,
+          d = a * a + b * b;
+        return new c(a / d, -b / d);
+      },
+      conjugate: function () {
+        return new c(this.re, -this.im);
+      },
+      neg: function () {
+        return new c(-this.re, -this.im);
+      },
+      ceil: function (a) {
+        a = Math.pow(10, a || 0);
+        return new c(Math.ceil(this.re * a) / a, Math.ceil(this.im * a) / a);
+      },
+      floor: function (a) {
+        a = Math.pow(10, a || 0);
+        return new c(Math.floor(this.re * a) / a, Math.floor(this.im * a) / a);
+      },
+      round: function (a) {
+        a = Math.pow(10, a || 0);
+        return new c(Math.round(this.re * a) / a, Math.round(this.im * a) / a);
+      },
+      equals: function (a, b) {
+        a = l(a, b);
+        return (
+          Math.abs(a.re - this.re) <= c.EPSILON &&
+          Math.abs(a.im - this.im) <= c.EPSILON
+        );
+      },
+      clone: function () {
+        return new c(this.re, this.im);
+      },
+      toString: function () {
+        let a = this.re,
+          b = this.im,
+          d = "";
+        if (this.isNaN()) return "NaN";
+        if (this.isInfinite()) return "Infinity";
+        Math.abs(a) < c.EPSILON && (a = 0);
+        Math.abs(b) < c.EPSILON && (b = 0);
+        if (0 === b) return d + a;
+        0 !== a
+          ? ((d = d + a + " "),
+            0 > b ? ((b = -b), (d += "-")) : (d += "+"),
+            (d += " "))
+          : 0 > b && ((b = -b), (d += "-"));
+        1 !== b && (d += b);
+        return d + "i";
+      },
+      toVector: function () {
+        return [this.re, this.im];
+      },
+      valueOf: function () {
+        return 0 === this.im ? this.re : null;
+      },
+      isNaN: function () {
+        return isNaN(this.re) || isNaN(this.im);
+      },
+      isZero: function () {
+        return 0 === this.im && 0 === this.re;
+      },
+      isFinite: function () {
+        return isFinite(this.re) && isFinite(this.im);
+      },
+      isInfinite: function () {
+        return !this.isFinite();
+      },
+    };
+    c.ZERO = new c(0, 0);
+    c.ONE = new c(1, 0);
+    c.I = new c(0, 1);
+    c.PI = new c(Math.PI, 0);
+    c.E = new c(Math.E, 0);
+    c.INFINITY = new c(Infinity, Infinity);
+    c.NAN = new c(NaN, NaN);
+    c.EPSILON = 1e-15;
+    "function" === typeof define && define.amd
+      ? define([], function () {
+          return c;
+        })
+      : "object" === typeof exports
+        ? (Object.defineProperty(c, "__esModule", { value: !0 }),
+          (c["default"] = c),
+          (c.Complex = c),
+          (module.exports = c))
+        : (r.Complex = c);
+  })(window);
 
-function coolCis(ANGLE) { // e^ix trick
-	const angle = Complex(ANGLE);
-	const result = Complex({ arg: angle.re, abs: 1 }).mul(Math.exp(-angle.im));
-	return result;
-};
-const twoPi = Math.PI * 2 
+  function coolCis(ANGLE) {
+    // e^ix trick
+    const angle = Complex(ANGLE);
+    const result = Complex({ arg: angle.re, abs: 1 }).mul(Math.exp(-angle.im));
+    return result;
+  }
+  const twoPi = Math.PI * 2;
 
-function classicFac(x) { // 1*2*3*4*...*x
-	if (x < 0) return Infinity;
-	if (x == 0 || x == 1) return 1;
-	return classicFac(x - 1) * x;
-}
+  function classicFac(x) {
+    // 1*2*3*4*...*x
+    if (x < 0) return Infinity;
+    if (x == 0 || x == 1) return 1;
+    return classicFac(x - 1) * x;
+  }
 
-function factorial(z, t) { // For non-naturals numbers
-	if (z.im == 0 && Number.isInteger(z.re)) {
-	  return classicFac(z.re);
-	}
-	var x = i = 1, y = 0;
-	for (i; i<=t; i++) {
-	  const a = Complex(x, y).mul(Complex(1 + (1/i)).pow(z).div(z.div(i).add(1)));
-	  x = a.re; y = a.im;
-	}
-	return Complex(x, y).toString();
-}
+  function factorial(z, t) {
+    // For non-naturals numbers
+    if (z.im == 0 && Number.isInteger(z.re)) {
+      return classicFac(z.re);
+    }
+    var x = (i = 1),
+      y = 0;
+    for (i; i <= t; i++) {
+      const a = Complex(x, y).mul(
+        Complex(1 + 1 / i)
+          .pow(z)
+          .div(z.div(i).add(1))
+      );
+      x = a.re;
+      y = a.im;
+    }
+    return Complex(x, y).toString();
+  }
 
-class ComplexityExtension {
-  constructor() { 
-	this.trig = ['sin', 'cos', 'tan', 'cot', 'sec', 'csc', 'asin', 'acos', 'atan', 'acot', 'asec', 'acsc', 'sinh', 'cosh', 'tanh', 'coth', 'sech', 'csch', 'asinh', 'acosh', 'atanh', 'acoth', 'asech', 'acsch']; // Used to make the menu look more clean.
-	this.terms = 100000;
-	this.noSpacing = true
-    try {
-      if (typeof window.Complex !== 'undefined') {
-        this.Complex = window.Complex;
-        console.log("We've complexified!");
+  class ComplexityExtension {
+    constructor() {
+      this.trig = [
+        "sin",
+        "cos",
+        "tan",
+        "cot",
+        "sec",
+        "csc",
+        "asin",
+        "acos",
+        "atan",
+        "acot",
+        "asec",
+        "acsc",
+        "sinh",
+        "cosh",
+        "tanh",
+        "coth",
+        "sech",
+        "csch",
+        "asinh",
+        "acosh",
+        "atanh",
+        "acoth",
+        "asech",
+        "acsch",
+      ]; // Used to make the menu look more clean.
+      this.terms = 100000;
+      this.noSpacing = true;
+      try {
+        if (typeof window.Complex !== "undefined") {
+          this.Complex = window.Complex;
+          console.log("We've complexified!");
+        } else {
+          console.log("This is out of our complex window");
+        }
+      } catch (e) {
+        console.log("We've had a complex error!:", e);
+      }
+      if (!this) {
+        console.error(
+          "`this` isn't correctly bounded in the complex constructor"
+        );
       } else {
-        console.log("This is out of our complex window");
+        console.log(this);
       }
-    } catch (e) {
-      console.log("We've had a complex error!:", e);
-    }
-    if (!this) {
-      console.error("`this` isn't correctly bounded in the complex constructor");
-    } else {
-      console.log(this);
     }
-  }
 
-  getInfo(){
-	return {
-	  id: 'kenayComplexify',
-	  name: 'Complexify!',
-	  color1: '#964b99',
-	  menuIconURI: 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-	  blocks: [
-		{
-		  opcode: 'Complexity', 
-		  blockType: Scratch.BlockType.REPORTER,
-		  text: 'Complexify [REAL] [IMAG]',
-		  arguments: {
-			REAL: { type: Scratch.ArgumentType.NUMBER, defaultValue: '3' },
-			IMAG: { type: Scratch.ArgumentType.NUMBER, defaultValue: '4' }
-		  },
-		},
-		"---",
-		{
-		  blockType: Scratch.BlockType.LABEL,
-		  text: Scratch.translate("Rectangular Tools"), 
-		},
-		{
-		  opcode: 'rectComplex', 
-		  blockType: Scratch.BlockType.REPORTER,
-		  text: '[REAL] + [IMAG] 𝙞',
-		  arguments: {
-			REAL: { type: Scratch.ArgumentType.STRING, defaultValue: '3' },
-			IMAG: { type: Scratch.ArgumentType.STRING, defaultValue: '4' }
-		  },
-		},
-		{
-		  opcode: 'reComplex',
-		  blockType: Scratch.BlockType.REPORTER,
-		  text: 'Real Part of [COMPLEX]',
-		  arguments: {
-			COMPLEX: { type: Scratch.ArgumentType.STRING, defaultValue: '1+2i' }
-		  },
-		},
-		{
-		  opcode: 'imComplex',
-		  blockType: Scratch.BlockType.REPORTER,
-		  text: 'Im. Part of [COMPLEX]',
-		  arguments: {
-			COMPLEX: { type: Scratch.ArgumentType.STRING, defaultValue: '1+2i' },
-		  },
-		},
-		{
-		  opcode: 'conjugateComplex',
-		  blockType: Scratch.BlockType.REPORTER,
-		  text: 'Conjugate of [COMPLEX]',
-		  arguments: {
-			COMPLEX: { type: Scratch.ArgumentType.STRING, defaultValue: '3+4i' }
-		  },
-		},
-		{
-		  blockType: Scratch.BlockType.LABEL,
-		  text: Scratch.translate("Five basic operations"),
-		},
-		{
-		  opcode: 'addComplex',
-		  blockType: Scratch.BlockType.REPORTER,
-		  text: '[COMPLEX1] + [COMPLEX2]',
-		  arguments: {
-			COMPLEX1: { type: Scratch.ArgumentType.STRING, defaultValue: '3+4i' },
-			COMPLEX2: { type: Scratch.ArgumentType.STRING, defaultValue: '1+2i' }
-		  },
-		},
-		{
-		  opcode: 'subtractComplex',
-		  blockType: Scratch.BlockType.REPORTER,
-		  text: '[COMPLEX1] - [COMPLEX2]',
-		  arguments: {
-			COMPLEX1: { type: Scratch.ArgumentType.STRING, defaultValue: '3+4i' },
-			COMPLEX2: { type: Scratch.ArgumentType.STRING, defaultValue: '1+2i' }
-		  },
-		},
-		{
-		  opcode: 'multiplyComplex',
-		  blockType: Scratch.BlockType.REPORTER,
-		  text: '[COMPLEX1] × [COMPLEX2]',
-		  arguments: {
-			COMPLEX1: { type: Scratch.ArgumentType.STRING, defaultValue: '3+4i' },
-			COMPLEX2: { type: Scratch.ArgumentType.STRING, defaultValue: '1+2i' }
-		  },
-		},
-		{
-		  opcode: 'divideComplex',
-		  blockType: Scratch.BlockType.REPORTER,
-		  text: '[COMPLEX1] / [COMPLEX2]',
-		  arguments: {
-			COMPLEX1: { type: Scratch.ArgumentType.STRING, defaultValue: '3+4i' },
-			COMPLEX2: { type: Scratch.ArgumentType.STRING, defaultValue: '1+2i' }
-		  },
-		},
-		{
-		  opcode: 'moduloComplex',
-		  blockType: Scratch.BlockType.REPORTER,
-		  text: '[COMPLEX1] % [COMPLEX2]',
-		  arguments: {
-			COMPLEX1: { type: Scratch.ArgumentType.STRING, defaultValue: '3+4i' },
-			COMPLEX2: { type: Scratch.ArgumentType.STRING, defaultValue: '1+2i' }
-		  },
-		},
-		"---", //I don't know what to name this, just a placeholder
-		{
-		  opcode: 'negComplex',
-		  blockType: Scratch.BlockType.REPORTER,
-		  text: 'Negative [COMPLEX]',
-		  arguments: {
-			COMPLEX: { type: Scratch.ArgumentType.STRING, defaultValue: '3+4i' }
-		  },
-		  description: "Negates the Complex"
-		},
-		{
-		  opcode: 'inverseComplex',
-		  blockType: Scratch.BlockType.REPORTER,
-		  text: 'Inverse of [COMPLEX]',
-		  arguments: {
-			COMPLEX: { type: Scratch.ArgumentType.STRING, defaultValue: '3+4i' }
-		  },
-		  description: "Inverses the Complex"
-		},
-		{
-		  blockType: Scratch.BlockType.LABEL,
-		  text: Scratch.translate("Polar Tools"), 
-		},
-		{
-		  opcode: 'polarComplex',
-		  blockType: Scratch.BlockType.REPORTER,
-		  text: 'Polar [RADIUS] ∠ [ANGLE]',
-		  arguments: {
-			RADIUS: { type: Scratch.ArgumentType.STRING, defaultValue: 5 },
-			ANGLE: { type: Scratch.ArgumentType.STRING, defaultValue: '0.9272952180016123' }
-		  },
-		},
-		{
-		  opcode: 'absComplex',
-		  blockType: Scratch.BlockType.REPORTER,
-		  text: 'Magnitude of [COMPLEX]', 
-			arguments: {
-			COMPLEX: { type: Scratch.ArgumentType.STRING, defaultValue: '3+4i' }
-		  },
-		},
-		{
-		  opcode: 'complexSign',
-		  blockType: Scratch.BlockType.REPORTER,
-		  text: 'Sign of [COMPLEX]', 
-		  arguments: {
-			COMPLEX: { type: Scratch.ArgumentType.STRING, defaultValue: '3+4i' }
-		  },
-		},
-		{
-		  opcode: 'cisThingie',
-		  blockType: Scratch.BlockType.REPORTER,
-		  text: '∠ [ANGLE]', 
-		  arguments: {
-			ANGLE: { type: Scratch.ArgumentType.STRING, defaultValue: '0.9272952180016123' }
-		  },
-		},
-		{
-		  opcode: 'argComplex',
-		  blockType: Scratch.BlockType.REPORTER,
-		  text: 'Argument of [COMPLEX]',
-		  arguments: {
-			COMPLEX: { type: Scratch.ArgumentType.STRING, defaultValue: '3+4i' }
-		  },
-		},
-		"---",
-		{
-		  blockType: Scratch.BlockType.LABEL,
-		  text: Scratch.translate("Spacing"), 
-		},
-		{
-		  opcode: 'stateSpacing',
-		  blockType: Scratch.BlockType.BOOLEAN,
-		  text: 'spacing',
-		},
-		{
-		  opcode: 'switchSpacing',
-		  blockType: Scratch.BlockType.COMMAND,
-		  text: '[Sw] spacing',
-		  arguments: {
-			Sw: { type: Scratch.ArgumentType.STRING, menu: 'spacing' }
-		  },
-		},
-		{
-		  blockType: Scratch.BlockType.LABEL,
-		  text: Scratch.translate("Exponents"), 
-		},
-		{
-		  opcode: 'powComplex',
-		  blockType: Scratch.BlockType.REPORTER,
-		  text: '[COMPLEX1] ^ [COMPLEX2]',
-		  arguments: {
-			COMPLEX1: { type: Scratch.ArgumentType.STRING, defaultValue: '2+i' },
-			COMPLEX2: { type: Scratch.ArgumentType.STRING, defaultValue: '3' }
-		  },
-		},
-		{
-		  opcode: 'expComplex',
-		  blockType: Scratch.BlockType.REPORTER,
-		  text: '𝑒 [COMPLEX]', 
-		  arguments: {
-			COMPLEX: { type: Scratch.ArgumentType.STRING, defaultValue: '3+4i' }
-		  },
-		  description: "Raises 𝑒 to the Complex"
-		},
-		{
-		  opcode: 'rootComplex',
-		  blockType: Scratch.BlockType.REPORTER,
-		  text: '[COMPLEX1] √ [COMPLEX2]',
-		  arguments: {
-			COMPLEX1: { type: Scratch.ArgumentType.STRING, defaultValue: '3' },
-			COMPLEX2: { type: Scratch.ArgumentType.STRING, defaultValue: '2+11i' }
-		  },
-		},
-		{
-		  opcode: 'sqrtComplex',
-		  blockType: Scratch.BlockType.REPORTER,
-		  text: 'Square Root of [COMPLEX]',
-		  arguments: {
-			COMPLEX: { type: Scratch.ArgumentType.STRING, defaultValue: '3+4i' }
-		  },
-		  description: "Finds the square root of the Complex"
-		},
-		{
-		  opcode: 'logComplex',
-		  blockType: Scratch.BlockType.REPORTER,
-		  text: 'log [BASE] of [INPUT]',
-		  arguments: {
-			BASE: { type: Scratch.ArgumentType.STRING, defaultValue: '2+i' },
-			INPUT: { type: Scratch.ArgumentType.STRING, defaultValue: '2+11i' }
-		  },
-		},
-		{
-		  opcode: 'lnComplex',
-		  blockType: Scratch.BlockType.REPORTER,
-		  text: 'ln [COMPLEX]',
-		  arguments: {
-			COMPLEX: { type: Scratch.ArgumentType.STRING, defaultValue: '3+4i' },
-		  },
-		  description: "Finds the natural logarithm of the Complex"
-		},
-		"---",
-		{
-		  filter: [Scratch.TargetType.SPRITE], //Just in case
-		  blockType: Scratch.BlockType.LABEL,
-		  text: Scratch.translate("Motion"),
-		},
-		
-		{
-		  filter: [Scratch.TargetType.SPRITE],
-		  opcode: 'getPosition',
-		  blockType: Scratch.BlockType.REPORTER,
-		  text: 'Complex Position', 
-		},
-		{
-		  filter: [Scratch.TargetType.SPRITE],
-		  opcode: 'goToComplex',
-		  blockType: Scratch.BlockType.COMMAND,
-		  text: 'Go to [COMPLEX]',
-		  arguments: {
-			COMPLEX: { type: Scratch.ArgumentType.STRING, defaultValue: '30+40i' }
-		  }
-		},
-		{
-		  filter: [Scratch.TargetType.SPRITE],
-		  opcode: 'goAddComplex',
-		  blockType: Scratch.BlockType.COMMAND,
-		  text: 'Move by [COMPLEX]',
-		  arguments: {
-			COMPLEX: { type: Scratch.ArgumentType.STRING, defaultValue: '30+40i' }
-		  }
-		},
-		{
-		  filter: [Scratch.TargetType.SPRITE],
-		  opcode: 'GoMulComplex',
-		  blockType: Scratch.BlockType.COMMAND,
-		  text: 'Mul position by [COMPLEX]',
-		  arguments: {
-			COMPLEX: { type: Scratch.ArgumentType.STRING, defaultValue: 5 }
-		  },
-		},
-		{
-		  filter: [Scratch.TargetType.SPRITE], 
-		  opcode: 'goToPolar', 
-		  blockType: Scratch.BlockType.COMMAND,
-		  text: 'Go polar [RADII] ∠ [ANGLY]',
-		  arguments: {
-			RADII: { type: Scratch.ArgumentType.STRING, defaultValue: 50 },
-			ANGLY: { type: Scratch.ArgumentType.STRING, defaultValue: '0.9272952180016123' }
-		  },
-		},
-		{
-		  filter: [Scratch.TargetType.SPRITE], 
-		  opcode: 'glideComplex',
-		  blockType: Scratch.BlockType.COMMAND,
-		  text: 'Glide [SECS] secs to [COMPLEX]',
-		  arguments: {
-			COMPLEX: { type: Scratch.ArgumentType.STRING, defaultValue: '30+40i' },
-			SECS: { type: Scratch.ArgumentType.NUMBER, defaultValue: 1 }
-		  },
-		},
-		"---",
-		{
-		  blockType: Scratch.BlockType.LABEL,
-		  text: Scratch.translate("Trigonometry and decimals"),
-		},
-		{
-		  opcode: 'trigOfComplex',
-		  blockType: Scratch.BlockType.REPORTER,
-		  text: '[TRIG] of [COMPLEX]',
-		  arguments: {
-			COMPLEX: { type: Scratch.ArgumentType.STRING, defaultValue: '3+4i' },
-			TRIG: { type: Scratch.ArgumentType.STRING, menu: 'trigs' }
-		  },
-		},
-		{
-		  opcode: 'convertComplex', 
-		  blockType: Scratch.BlockType.REPORTER,
-		  text: 'Find [ANGLE] [TOSMTH]',
-		  arguments: {
-			ANGLE: { type: Scratch.ArgumentType.STRING, defaultValue: '30' },
-			TOSMTH: { type: Scratch.ArgumentType.STRING, menu: 'angles' }
-		  },
-		},
-		{
-		  opcode: 'decimalComplex', 
-		  blockType: Scratch.BlockType.REPORTER,
-		  text: '[OPERATION] of [COMPLEX]',
-		  arguments: {
-			COMPLEX: { type: Scratch.ArgumentType.STRING, defaultValue: '1+0i' },
-			OPERATION: { type: Scratch.ArgumentType.STRING, menu: 'decTools' }
-		  },
-		},
-		"---",
-		{
-		  blockType: Scratch.BlockType.LABEL,
-		  text: Scratch.translate("Booleans"),
-		},
-		{
-		  opcode: 'equalsComplex',
-		  blockType: Scratch.BlockType.BOOLEAN,
-		  text: '[COMPLEX1] = [COMPLEX2]?',
-		  arguments: {
-			COMPLEX1: { type: Scratch.ArgumentType.STRING, defaultValue: '3+4i' },
-			COMPLEX2: { type: Scratch.ArgumentType.STRING, defaultValue: '3+4i' }
-		  },
-		},
-		{
-		  opcode: 'isFiniteComplex',
-		  blockType: Scratch.BlockType.BOOLEAN,
-		  text: '[COMPLEX] is finite?',
-		  arguments: {
-			COMPLEX: { type: Scratch.ArgumentType.STRING, defaultValue: '3+4i' }
-		  }
-		},
-		{
-		  opcode: 'isNaNComplex', 
-		  blockType: Scratch.BlockType.BOOLEAN,
-		  text: '[COMPLEX] is NaN?',
-		  arguments: {
-			COMPLEX: { type: Scratch.ArgumentType.STRING, defaultValue: '3+4i' }
-		  }
-		},
-		"---",
-		{
-		  blockType: Scratch.BlockType.LABEL,
-		  text: Scratch.translate("Strings"), //For others extensions to use
-		},
-		{
-		  opcode: 'complexArray',
-		  blockType: Scratch.BlockType.REPORTER,
-		  text: '[COMPLEX] to array',
-		  arguments: {
-			COMPLEX: { type: Scratch.ArgumentType.STRING, defaultValue: '3+4i' }
-		  }
-		},
-		{
-		  opcode: 'complexJSON',
-		  blockType: Scratch.BlockType.REPORTER,
-		  text: '[COMPLEX] to JSON',
-		  arguments: {
-			COMPLEX: { type: Scratch.ArgumentType.STRING, defaultValue: '3+4i' }
-		  }
-		},
-		{
-		  blockType: Scratch.BlockType.LABEL,
-		  text: Scratch.translate("Vectors"), 
-		},
-		{
-		  opcode: 'mulVectorAroundPoint',
-		  blockType: Scratch.BlockType.REPORTER,
-		  text: 'mul [VECTOR] around [POINT] by [FACTOR]',
-		  arguments: {
-			VECTOR: { type: Scratch.ArgumentType.STRING, defaultValue: '1+0i' },
-			POINT: { type: Scratch.ArgumentType.STRING, defaultValue: '0+0i' },
-			FACTOR: { type: Scratch.ArgumentType.STRING, defaultValue: 2 }
-		  },
-		},
-		{
-		  opcode: 'rotateVectorAroundPoint',
-		  blockType: Scratch.BlockType.REPORTER,
-		  text: 'rotate [VECTOR] around [POINT] by angle [ANGLE]',
-		  arguments: {
-			VECTOR: { type: Scratch.ArgumentType.STRING, defaultValue: '1+0i' },
-			POINT: { type: Scratch.ArgumentType.STRING, defaultValue: '0+0i' },
-			ANGLE: { type: Scratch.ArgumentType.STRING, defaultValue: 3.1415 }
-		  },
-		},
-		"---",
-		{
-		  blockType: Scratch.BlockType.LABEL,
-		  text: Scratch.translate("Factorials"), 
-		},
-		{
-		  opcode: 'facOf',
-		  blockType: Scratch.BlockType.REPORTER,
-		  text: '[ZED] !',
-		  arguments: {
-			ZED: { type: Scratch.ArgumentType.STRING, defaultValue: '3+4i' }
-		  },
-		},
-		{
-		  opcode: 'Tfac',
-		  blockType: Scratch.BlockType.REPORTER,
-		  text: 'Terms of factorials',
-		},
-		{
-		  opcode: 'setTfac',
-		  blockType: Scratch.BlockType.COMMAND,
-		  text: 'Set terms of factorials to [ZED]',
-		  arguments: {
-			ZED: { type: Scratch.ArgumentType.NUMBER, defaultValue: 100000 }
-		  },
-		},
-	  ],
-	  menus: {
-		spacing: {
-		  acceptReporters: true,
-		  items: ['switch', 'turn on', 'turn off'] //For convertComplex
-		},
-		trigs: { acceptReporters: true, items: this.trig }, //For trigOfComplex
-		angles: {
-		  acceptReporters: true,
-		  items: ['degs to rads', '𝜋', 'rads to degs'] //For convertComplex
-		},
-		decTools: {
-		  acceptReporters: true,
-		  items: ['round', 'ceil', 'floor'] //For decimalComplex
-		},
-	  }
-	};
-  }
+    getInfo() {
+      return {
+        id: "kenayComplexify",
+        name: "Complexify!",
+        color1: "#964b99",
+        menuIconURI:
+          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+        blocks: [
+          {
+            opcode: "Complexity",
+            blockType: Scratch.BlockType.REPORTER,
+            text: "Complexify [REAL] [IMAG]",
+            arguments: {
+              REAL: { type: Scratch.ArgumentType.NUMBER, defaultValue: "3" },
+              IMAG: { type: Scratch.ArgumentType.NUMBER, defaultValue: "4" },
+            },
+          },
+          "---",
+          {
+            blockType: Scratch.BlockType.LABEL,
+            text: Scratch.translate("Rectangular Tools"),
+          },
+          {
+            opcode: "rectComplex",
+            blockType: Scratch.BlockType.REPORTER,
+            text: "[REAL] + [IMAG] 𝙞",
+            arguments: {
+              REAL: { type: Scratch.ArgumentType.STRING, defaultValue: "3" },
+              IMAG: { type: Scratch.ArgumentType.STRING, defaultValue: "4" },
+            },
+          },
+          {
+            opcode: "reComplex",
+            blockType: Scratch.BlockType.REPORTER,
+            text: "Real Part of [COMPLEX]",
+            arguments: {
+              COMPLEX: {
+                type: Scratch.ArgumentType.STRING,
+                defaultValue: "1+2i",
+              },
+            },
+          },
+          {
+            opcode: "imComplex",
+            blockType: Scratch.BlockType.REPORTER,
+            text: "Im. Part of [COMPLEX]",
+            arguments: {
+              COMPLEX: {
+                type: Scratch.ArgumentType.STRING,
+                defaultValue: "1+2i",
+              },
+            },
+          },
+          {
+            opcode: "conjugateComplex",
+            blockType: Scratch.BlockType.REPORTER,
+            text: "Conjugate of [COMPLEX]",
+            arguments: {
+              COMPLEX: {
+                type: Scratch.ArgumentType.STRING,
+                defaultValue: "3+4i",
+              },
+            },
+          },
+          {
+            blockType: Scratch.BlockType.LABEL,
+            text: Scratch.translate("Five basic operations"),
+          },
+          {
+            opcode: "addComplex",
+            blockType: Scratch.BlockType.REPORTER,
+            text: "[COMPLEX1] + [COMPLEX2]",
+            arguments: {
+              COMPLEX1: {
+                type: Scratch.ArgumentType.STRING,
+                defaultValue: "3+4i",
+              },
+              COMPLEX2: {
+                type: Scratch.ArgumentType.STRING,
+                defaultValue: "1+2i",
+              },
+            },
+          },
+          {
+            opcode: "subtractComplex",
+            blockType: Scratch.BlockType.REPORTER,
+            text: "[COMPLEX1] - [COMPLEX2]",
+            arguments: {
+              COMPLEX1: {
+                type: Scratch.ArgumentType.STRING,
+                defaultValue: "3+4i",
+              },
+              COMPLEX2: {
+                type: Scratch.ArgumentType.STRING,
+                defaultValue: "1+2i",
+              },
+            },
+          },
+          {
+            opcode: "multiplyComplex",
+            blockType: Scratch.BlockType.REPORTER,
+            text: "[COMPLEX1] × [COMPLEX2]",
+            arguments: {
+              COMPLEX1: {
+                type: Scratch.ArgumentType.STRING,
+                defaultValue: "3+4i",
+              },
+              COMPLEX2: {
+                type: Scratch.ArgumentType.STRING,
+                defaultValue: "1+2i",
+              },
+            },
+          },
+          {
+            opcode: "divideComplex",
+            blockType: Scratch.BlockType.REPORTER,
+            text: "[COMPLEX1] / [COMPLEX2]",
+            arguments: {
+              COMPLEX1: {
+                type: Scratch.ArgumentType.STRING,
+                defaultValue: "3+4i",
+              },
+              COMPLEX2: {
+                type: Scratch.ArgumentType.STRING,
+                defaultValue: "1+2i",
+              },
+            },
+          },
+          {
+            opcode: "moduloComplex",
+            blockType: Scratch.BlockType.REPORTER,
+            text: "[COMPLEX1] % [COMPLEX2]",
+            arguments: {
+              COMPLEX1: {
+                type: Scratch.ArgumentType.STRING,
+                defaultValue: "3+4i",
+              },
+              COMPLEX2: {
+                type: Scratch.ArgumentType.STRING,
+                defaultValue: "1+2i",
+              },
+            },
+          },
+          "---", //I don't know what to name this, just a placeholder
+          {
+            opcode: "negComplex",
+            blockType: Scratch.BlockType.REPORTER,
+            text: "Negative [COMPLEX]",
+            arguments: {
+              COMPLEX: {
+                type: Scratch.ArgumentType.STRING,
+                defaultValue: "3+4i",
+              },
+            },
+            description: "Negates the Complex",
+          },
+          {
+            opcode: "inverseComplex",
+            blockType: Scratch.BlockType.REPORTER,
+            text: "Inverse of [COMPLEX]",
+            arguments: {
+              COMPLEX: {
+                type: Scratch.ArgumentType.STRING,
+                defaultValue: "3+4i",
+              },
+            },
+            description: "Inverses the Complex",
+          },
+          {
+            blockType: Scratch.BlockType.LABEL,
+            text: Scratch.translate("Polar Tools"),
+          },
+          {
+            opcode: "polarComplex",
+            blockType: Scratch.BlockType.REPORTER,
+            text: "Polar [RADIUS] ∠ [ANGLE]",
+            arguments: {
+              RADIUS: { type: Scratch.ArgumentType.STRING, defaultValue: 5 },
+              ANGLE: {
+                type: Scratch.ArgumentType.STRING,
+                defaultValue: "0.9272952180016123",
+              },
+            },
+          },
+          {
+            opcode: "absComplex",
+            blockType: Scratch.BlockType.REPORTER,
+            text: "Magnitude of [COMPLEX]",
+            arguments: {
+              COMPLEX: {
+                type: Scratch.ArgumentType.STRING,
+                defaultValue: "3+4i",
+              },
+            },
+          },
+          {
+            opcode: "complexSign",
+            blockType: Scratch.BlockType.REPORTER,
+            text: "Sign of [COMPLEX]",
+            arguments: {
+              COMPLEX: {
+                type: Scratch.ArgumentType.STRING,
+                defaultValue: "3+4i",
+              },
+            },
+          },
+          {
+            opcode: "cisThingie",
+            blockType: Scratch.BlockType.REPORTER,
+            text: "∠ [ANGLE]",
+            arguments: {
+              ANGLE: {
+                type: Scratch.ArgumentType.STRING,
+                defaultValue: "0.9272952180016123",
+              },
+            },
+          },
+          {
+            opcode: "argComplex",
+            blockType: Scratch.BlockType.REPORTER,
+            text: "Argument of [COMPLEX]",
+            arguments: {
+              COMPLEX: {
+                type: Scratch.ArgumentType.STRING,
+                defaultValue: "3+4i",
+              },
+            },
+          },
+          "---",
+          {
+            blockType: Scratch.BlockType.LABEL,
+            text: Scratch.translate("Spacing"),
+          },
+          {
+            opcode: "stateSpacing",
+            blockType: Scratch.BlockType.BOOLEAN,
+            text: "spacing",
+          },
+          {
+            opcode: "switchSpacing",
+            blockType: Scratch.BlockType.COMMAND,
+            text: "[Sw] spacing",
+            arguments: {
+              Sw: { type: Scratch.ArgumentType.STRING, menu: "spacing" },
+            },
+          },
+          {
+            blockType: Scratch.BlockType.LABEL,
+            text: Scratch.translate("Exponents"),
+          },
+          {
+            opcode: "powComplex",
+            blockType: Scratch.BlockType.REPORTER,
+            text: "[COMPLEX1] ^ [COMPLEX2]",
+            arguments: {
+              COMPLEX1: {
+                type: Scratch.ArgumentType.STRING,
+                defaultValue: "2+i",
+              },
+              COMPLEX2: {
+                type: Scratch.ArgumentType.STRING,
+                defaultValue: "3",
+              },
+            },
+          },
+          {
+            opcode: "expComplex",
+            blockType: Scratch.BlockType.REPORTER,
+            text: "𝑒 [COMPLEX]",
+            arguments: {
+              COMPLEX: {
+                type: Scratch.ArgumentType.STRING,
+                defaultValue: "3+4i",
+              },
+            },
+            description: "Raises 𝑒 to the Complex",
+          },
+          {
+            opcode: "rootComplex",
+            blockType: Scratch.BlockType.REPORTER,
+            text: "[COMPLEX1] √ [COMPLEX2]",
+            arguments: {
+              COMPLEX1: {
+                type: Scratch.ArgumentType.STRING,
+                defaultValue: "3",
+              },
+              COMPLEX2: {
+                type: Scratch.ArgumentType.STRING,
+                defaultValue: "2+11i",
+              },
+            },
+          },
+          {
+            opcode: "sqrtComplex",
+            blockType: Scratch.BlockType.REPORTER,
+            text: "Square Root of [COMPLEX]",
+            arguments: {
+              COMPLEX: {
+                type: Scratch.ArgumentType.STRING,
+                defaultValue: "3+4i",
+              },
+            },
+            description: "Finds the square root of the Complex",
+          },
+          {
+            opcode: "logComplex",
+            blockType: Scratch.BlockType.REPORTER,
+            text: "log [BASE] of [INPUT]",
+            arguments: {
+              BASE: { type: Scratch.ArgumentType.STRING, defaultValue: "2+i" },
+              INPUT: {
+                type: Scratch.ArgumentType.STRING,
+                defaultValue: "2+11i",
+              },
+            },
+          },
+          {
+            opcode: "lnComplex",
+            blockType: Scratch.BlockType.REPORTER,
+            text: "ln [COMPLEX]",
+            arguments: {
+              COMPLEX: {
+                type: Scratch.ArgumentType.STRING,
+                defaultValue: "3+4i",
+              },
+            },
+            description: "Finds the natural logarithm of the Complex",
+          },
+          "---",
+          {
+            filter: [Scratch.TargetType.SPRITE], //Just in case
+            blockType: Scratch.BlockType.LABEL,
+            text: Scratch.translate("Motion"),
+          },
 
-  Complexity({ REAL, IMAG }) {
-	REAL = Scratch.Cast.toNumber(REAL);
-	IMAG = Scratch.Cast.toNumber(IMAG);
-	try {
-	  var r = Complex(REAL, IMAG).toString(); //Don't forget: toString(), not Scratch.cast.toString()
-	  if (this.noSpacing) r = r.replace(/\s+/g, '');
-	  return r;
-	} catch (e) {
-	  console.log(e);
-	  return NaN
-	}
-  }
+          {
+            filter: [Scratch.TargetType.SPRITE],
+            opcode: "getPosition",
+            blockType: Scratch.BlockType.REPORTER,
+            text: "Complex Position",
+          },
+          {
+            filter: [Scratch.TargetType.SPRITE],
+            opcode: "goToComplex",
+            blockType: Scratch.BlockType.COMMAND,
+            text: "Go to [COMPLEX]",
+            arguments: {
+              COMPLEX: {
+                type: Scratch.ArgumentType.STRING,
+                defaultValue: "30+40i",
+              },
+            },
+          },
+          {
+            filter: [Scratch.TargetType.SPRITE],
+            opcode: "goAddComplex",
+            blockType: Scratch.BlockType.COMMAND,
+            text: "Move by [COMPLEX]",
+            arguments: {
+              COMPLEX: {
+                type: Scratch.ArgumentType.STRING,
+                defaultValue: "30+40i",
+              },
+            },
+          },
+          {
+            filter: [Scratch.TargetType.SPRITE],
+            opcode: "GoMulComplex",
+            blockType: Scratch.BlockType.COMMAND,
+            text: "Mul position by [COMPLEX]",
+            arguments: {
+              COMPLEX: { type: Scratch.ArgumentType.STRING, defaultValue: 5 },
+            },
+          },
+          {
+            filter: [Scratch.TargetType.SPRITE],
+            opcode: "goToPolar",
+            blockType: Scratch.BlockType.COMMAND,
+            text: "Go polar [RADII] ∠ [ANGLY]",
+            arguments: {
+              RADII: { type: Scratch.ArgumentType.STRING, defaultValue: 50 },
+              ANGLY: {
+                type: Scratch.ArgumentType.STRING,
+                defaultValue: "0.9272952180016123",
+              },
+            },
+          },
+          {
+            filter: [Scratch.TargetType.SPRITE],
+            opcode: "glideComplex",
+            blockType: Scratch.BlockType.COMMAND,
+            text: "Glide [SECS] secs to [COMPLEX]",
+            arguments: {
+              COMPLEX: {
+                type: Scratch.ArgumentType.STRING,
+                defaultValue: "30+40i",
+              },
+              SECS: { type: Scratch.ArgumentType.NUMBER, defaultValue: 1 },
+            },
+          },
+          "---",
+          {
+            blockType: Scratch.BlockType.LABEL,
+            text: Scratch.translate("Trigonometry and decimals"),
+          },
+          {
+            opcode: "trigOfComplex",
+            blockType: Scratch.BlockType.REPORTER,
+            text: "[TRIG] of [COMPLEX]",
+            arguments: {
+              COMPLEX: {
+                type: Scratch.ArgumentType.STRING,
+                defaultValue: "3+4i",
+              },
+              TRIG: { type: Scratch.ArgumentType.STRING, menu: "trigs" },
+            },
+          },
+          {
+            opcode: "convertComplex",
+            blockType: Scratch.BlockType.REPORTER,
+            text: "Find [ANGLE] [TOSMTH]",
+            arguments: {
+              ANGLE: { type: Scratch.ArgumentType.STRING, defaultValue: "30" },
+              TOSMTH: { type: Scratch.ArgumentType.STRING, menu: "angles" },
+            },
+          },
+          {
+            opcode: "decimalComplex",
+            blockType: Scratch.BlockType.REPORTER,
+            text: "[OPERATION] of [COMPLEX]",
+            arguments: {
+              COMPLEX: {
+                type: Scratch.ArgumentType.STRING,
+                defaultValue: "1+0i",
+              },
+              OPERATION: {
+                type: Scratch.ArgumentType.STRING,
+                menu: "decTools",
+              },
+            },
+          },
+          "---",
+          {
+            blockType: Scratch.BlockType.LABEL,
+            text: Scratch.translate("Booleans"),
+          },
+          {
+            opcode: "equalsComplex",
+            blockType: Scratch.BlockType.BOOLEAN,
+            text: "[COMPLEX1] = [COMPLEX2]?",
+            arguments: {
+              COMPLEX1: {
+                type: Scratch.ArgumentType.STRING,
+                defaultValue: "3+4i",
+              },
+              COMPLEX2: {
+                type: Scratch.ArgumentType.STRING,
+                defaultValue: "3+4i",
+              },
+            },
+          },
+          {
+            opcode: "isFiniteComplex",
+            blockType: Scratch.BlockType.BOOLEAN,
+            text: "[COMPLEX] is finite?",
+            arguments: {
+              COMPLEX: {
+                type: Scratch.ArgumentType.STRING,
+                defaultValue: "3+4i",
+              },
+            },
+          },
+          {
+            opcode: "isNaNComplex",
+            blockType: Scratch.BlockType.BOOLEAN,
+            text: "[COMPLEX] is NaN?",
+            arguments: {
+              COMPLEX: {
+                type: Scratch.ArgumentType.STRING,
+                defaultValue: "3+4i",
+              },
+            },
+          },
+          "---",
+          {
+            blockType: Scratch.BlockType.LABEL,
+            text: Scratch.translate("Strings"), //For others extensions to use
+          },
+          {
+            opcode: "complexArray",
+            blockType: Scratch.BlockType.REPORTER,
+            text: "[COMPLEX] to array",
+            arguments: {
+              COMPLEX: {
+                type: Scratch.ArgumentType.STRING,
+                defaultValue: "3+4i",
+              },
+            },
+          },
+          {
+            opcode: "complexJSON",
+            blockType: Scratch.BlockType.REPORTER,
+            text: "[COMPLEX] to JSON",
+            arguments: {
+              COMPLEX: {
+                type: Scratch.ArgumentType.STRING,
+                defaultValue: "3+4i",
+              },
+            },
+          },
+          {
+            blockType: Scratch.BlockType.LABEL,
+            text: Scratch.translate("Vectors"),
+          },
+          {
+            opcode: "mulVectorAroundPoint",
+            blockType: Scratch.BlockType.REPORTER,
+            text: "mul [VECTOR] around [POINT] by [FACTOR]",
+            arguments: {
+              VECTOR: {
+                type: Scratch.ArgumentType.STRING,
+                defaultValue: "1+0i",
+              },
+              POINT: {
+                type: Scratch.ArgumentType.STRING,
+                defaultValue: "0+0i",
+              },
+              FACTOR: { type: Scratch.ArgumentType.STRING, defaultValue: 2 },
+            },
+          },
+          {
+            opcode: "rotateVectorAroundPoint",
+            blockType: Scratch.BlockType.REPORTER,
+            text: "rotate [VECTOR] around [POINT] by angle [ANGLE]",
+            arguments: {
+              VECTOR: {
+                type: Scratch.ArgumentType.STRING,
+                defaultValue: "1+0i",
+              },
+              POINT: {
+                type: Scratch.ArgumentType.STRING,
+                defaultValue: "0+0i",
+              },
+              ANGLE: {
+                type: Scratch.ArgumentType.STRING,
+                defaultValue: 3.1415,
+              },
+            },
+          },
+          "---",
+          {
+            blockType: Scratch.BlockType.LABEL,
+            text: Scratch.translate("Factorials"),
+          },
+          {
+            opcode: "facOf",
+            blockType: Scratch.BlockType.REPORTER,
+            text: "[ZED] !",
+            arguments: {
+              ZED: { type: Scratch.ArgumentType.STRING, defaultValue: "3+4i" },
+            },
+          },
+          {
+            opcode: "Tfac",
+            blockType: Scratch.BlockType.REPORTER,
+            text: "Terms of factorials",
+          },
+          {
+            opcode: "setTfac",
+            blockType: Scratch.BlockType.COMMAND,
+            text: "Set terms of factorials to [ZED]",
+            arguments: {
+              ZED: { type: Scratch.ArgumentType.NUMBER, defaultValue: 100000 },
+            },
+          },
+        ],
+        menus: {
+          spacing: {
+            acceptReporters: true,
+            items: ["switch", "turn on", "turn off"], //For convertComplex
+          },
+          trigs: { acceptReporters: true, items: this.trig }, //For trigOfComplex
+          angles: {
+            acceptReporters: true,
+            items: ["degs to rads", "𝜋", "rads to degs"], //For convertComplex
+          },
+          decTools: {
+            acceptReporters: true,
+            items: ["round", "ceil", "floor"], //For decimalComplex
+          },
+        },
+      };
+    }
 
-/**
+    Complexity({ REAL, IMAG }) {
+      REAL = Scratch.Cast.toNumber(REAL);
+      IMAG = Scratch.Cast.toNumber(IMAG);
+      try {
+        var r = Complex(REAL, IMAG).toString(); //Don't forget: toString(), not Scratch.cast.toString()
+        if (this.noSpacing) r = r.replace(/\s+/g, "");
+        return r;
+      } catch (e) {
+        console.log(e);
+        return NaN;
+      }
+    }
+
+    /**
 	We'll use toString() to return the Complex number with math notation. 
 	If you wonder why, remember Complex is a class, and hence, returns objects.
  	So, new Complex(-5, 1) means "-5+i", but it actually shows {re: -5, im: 1}.
@@ -604,499 +1294,545 @@ class ComplexityExtension {
   	Thus, no Scratch.Cast.toString() or anything like that, because .toString() will always do.
 */
 
-  rectComplex({ REAL, IMAG }) {
-	try { //Simplifies multiplication, as shown:
-	  var r = Complex(IMAG).mul("i").add(Complex(REAL)).toString();
-	  if (this.noSpacing) r = r.replace(/\s+/g, '');
-	  return r;
-	} catch (e) {
-	  console.log(e);
-	  return NaN
-	}
-  }
+    rectComplex({ REAL, IMAG }) {
+      try {
+        //Simplifies multiplication, as shown:
+        var r = Complex(IMAG).mul("i").add(Complex(REAL)).toString();
+        if (this.noSpacing) r = r.replace(/\s+/g, "");
+        return r;
+      } catch (e) {
+        console.log(e);
+        return NaN;
+      }
+    }
 
-  reComplex({ COMPLEX }) {
-	try {
-	  return Complex(COMPLEX).re; 
-	} catch (e) {
-	  console.log(e);
-	  return NaN
-	}
-  }
+    reComplex({ COMPLEX }) {
+      try {
+        return Complex(COMPLEX).re;
+      } catch (e) {
+        console.log(e);
+        return NaN;
+      }
+    }
 
-  imComplex({ COMPLEX }) {
-	try {
-	  return Complex(COMPLEX).im;  
-	} catch (e) {
-	  console.log(e);
-	  return NaN
-	}
-  }
+    imComplex({ COMPLEX }) {
+      try {
+        return Complex(COMPLEX).im;
+      } catch (e) {
+        console.log(e);
+        return NaN;
+      }
+    }
 
-  conjugateComplex({ COMPLEX }) {
-	try {
-	  var r = Complex(COMPLEX).conjugate().toString();
-	  if (this.noSpacing) r = r.replace(/\s+/g, '');
-	  return r;
-	} catch (e) {
-	  console.log(e);
-	  return NaN
-	}
-  }
+    conjugateComplex({ COMPLEX }) {
+      try {
+        var r = Complex(COMPLEX).conjugate().toString();
+        if (this.noSpacing) r = r.replace(/\s+/g, "");
+        return r;
+      } catch (e) {
+        console.log(e);
+        return NaN;
+      }
+    }
 
-  addComplex({ COMPLEX1, COMPLEX2 }) {
-	try {
-	  var r = Complex(COMPLEX1).add(Complex(COMPLEX2)).toString();
-	  if (this.noSpacing) r = r.replace(/\s+/g, '');
-	  return r;
-	} catch (e) {
-	  console.log(e);
-	  return NaN
-	}
-  }
+    addComplex({ COMPLEX1, COMPLEX2 }) {
+      try {
+        var r = Complex(COMPLEX1).add(Complex(COMPLEX2)).toString();
+        if (this.noSpacing) r = r.replace(/\s+/g, "");
+        return r;
+      } catch (e) {
+        console.log(e);
+        return NaN;
+      }
+    }
 
-  subtractComplex({ COMPLEX1, COMPLEX2 }) {
-	try {
-	  var r = Complex(COMPLEX1).sub(Complex(COMPLEX2)).toString();
-	  if (this.noSpacing) r = r.replace(/\s+/g, '');
-	  return r;
-	} catch (e) {
-	  console.log(e);
-	  return NaN
-	}
-  }
+    subtractComplex({ COMPLEX1, COMPLEX2 }) {
+      try {
+        var r = Complex(COMPLEX1).sub(Complex(COMPLEX2)).toString();
+        if (this.noSpacing) r = r.replace(/\s+/g, "");
+        return r;
+      } catch (e) {
+        console.log(e);
+        return NaN;
+      }
+    }
 
-  multiplyComplex({ COMPLEX1, COMPLEX2 }) {
-	try {
-	  var r = Complex(COMPLEX1).mul(Complex(COMPLEX2)).toString();
-	  if (this.noSpacing) r = r.replace(/\s+/g, '');
-	  return r;
-	} catch (e) {
-	  console.log(e);
-	  return NaN
-	}
-  }
+    multiplyComplex({ COMPLEX1, COMPLEX2 }) {
+      try {
+        var r = Complex(COMPLEX1).mul(Complex(COMPLEX2)).toString();
+        if (this.noSpacing) r = r.replace(/\s+/g, "");
+        return r;
+      } catch (e) {
+        console.log(e);
+        return NaN;
+      }
+    }
 
-  divideComplex({ COMPLEX1, COMPLEX2 }) {
-	try {
-	  var r = Complex(COMPLEX1).div(Complex(COMPLEX2)).toString();
-	  if (this.noSpacing) r = r.replace(/\s+/g, '');
-	  return r;
-	} catch (e) {
-	  console.log(e);
-	  return NaN
-	}
-  }
+    divideComplex({ COMPLEX1, COMPLEX2 }) {
+      try {
+        var r = Complex(COMPLEX1).div(Complex(COMPLEX2)).toString();
+        if (this.noSpacing) r = r.replace(/\s+/g, "");
+        return r;
+      } catch (e) {
+        console.log(e);
+        return NaN;
+      }
+    }
 
-  moduloComplex({ COMPLEX1, COMPLEX2 }) {
-	try {
-	  const c1 = Complex(COMPLEX1), c2 = Complex(COMPLEX2)   // A/B = D +R/B [and R<B], so floor(A/B)=D
-	  var r = c1.sub(c2.mul(c1.div(c2).floor())).toString(); // A   = DB+R   and thus R=A-B*(floor[A/B])
-	  if (this.noSpacing) r = r.replace(/\s+/g, '');
-	  return r;
-	} catch (e) {
-	  console.log(e);
-	  return NaN
-	}
-  }
+    moduloComplex({ COMPLEX1, COMPLEX2 }) {
+      try {
+        const c1 = Complex(COMPLEX1),
+          c2 = Complex(COMPLEX2); // A/B = D +R/B [and R<B], so floor(A/B)=D
+        var r = c1.sub(c2.mul(c1.div(c2).floor())).toString(); // A   = DB+R   and thus R=A-B*(floor[A/B])
+        if (this.noSpacing) r = r.replace(/\s+/g, "");
+        return r;
+      } catch (e) {
+        console.log(e);
+        return NaN;
+      }
+    }
 
-  negComplex({ COMPLEX }) {
-	try {
-	  var r = Complex(COMPLEX).neg().toString();
-	  if (this.noSpacing) r = r.replace(/\s+/g, '');
-	  return r;
-	} catch (e) {
-	  console.log(e);
-	  return NaN
-	}
-  }
+    negComplex({ COMPLEX }) {
+      try {
+        var r = Complex(COMPLEX).neg().toString();
+        if (this.noSpacing) r = r.replace(/\s+/g, "");
+        return r;
+      } catch (e) {
+        console.log(e);
+        return NaN;
+      }
+    }
 
-  inverseComplex({ COMPLEX }) {
-	try {
-	  var r = Complex(COMPLEX).inverse().toString();
-	  if (this.noSpacing) r = r.replace(/\s+/g, '');
-	  return r;
-	} catch (e) {
-	  console.log(e);
-	  return NaN
-	}
-  }
+    inverseComplex({ COMPLEX }) {
+      try {
+        var r = Complex(COMPLEX).inverse().toString();
+        if (this.noSpacing) r = r.replace(/\s+/g, "");
+        return r;
+      } catch (e) {
+        console.log(e);
+        return NaN;
+      }
+    }
 
-  polarComplex({ RADIUS, ANGLE }) {
-	try { 
-	  var r = coolCis(Complex(ANGLE)).mul(Complex(RADIUS)).toString();
-	  if (this.noSpacing) r = r.replace(/\s+/g, '');
-	  return r;
-	} catch (e) {
-	  console.log(e);
-	  return NaN
-	}
-  }
+    polarComplex({ RADIUS, ANGLE }) {
+      try {
+        var r = coolCis(Complex(ANGLE)).mul(Complex(RADIUS)).toString();
+        if (this.noSpacing) r = r.replace(/\s+/g, "");
+        return r;
+      } catch (e) {
+        console.log(e);
+        return NaN;
+      }
+    }
 
-  absComplex({ COMPLEX }) {
-	try {
-	  return Complex(COMPLEX).abs();
-	} catch (e) {
-	  console.log(e);
-	  return NaN
-	}
-  }
+    absComplex({ COMPLEX }) {
+      try {
+        return Complex(COMPLEX).abs();
+      } catch (e) {
+        console.log(e);
+        return NaN;
+      }
+    }
 
-  complexSign({ COMPLEX }) {
-	try {
-	  var r = Complex(COMPLEX).sign().toString();
-	  if (this.noSpacing) r = r.replace(/\s+/g, '');
-	  return r;
-	} catch (e) {
-	  console.log(e);
-	  return NaN
-	}
-  }
+    complexSign({ COMPLEX }) {
+      try {
+        var r = Complex(COMPLEX).sign().toString();
+        if (this.noSpacing) r = r.replace(/\s+/g, "");
+        return r;
+      } catch (e) {
+        console.log(e);
+        return NaN;
+      }
+    }
 
-  cisThingie({ ANGLE }) {
-	try {
-	  var r = coolCis(ANGLE).toString();
-	  if (this.noSpacing) r = r.replace(/\s+/g, '');
-	  return r;
-	} catch (e) {
-	  console.log(e);
-	  return NaN
-	}
-  }
+    cisThingie({ ANGLE }) {
+      try {
+        var r = coolCis(ANGLE).toString();
+        if (this.noSpacing) r = r.replace(/\s+/g, "");
+        return r;
+      } catch (e) {
+        console.log(e);
+        return NaN;
+      }
+    }
 
-  argComplex({ COMPLEX }) {
-	try { //There's an .arg() method, but it's a hidden direct Math.atan2()
-	  return Complex(COMPLEX).sign().log().mul('-i'); 
-	} catch (e) { //So, -i*ln(sign[x]) is used for a little bit more presicion
-	  console.log(e);
-	  return NaN
-	}
-  }
+    argComplex({ COMPLEX }) {
+      try {
+        //There's an .arg() method, but it's a hidden direct Math.atan2()
+        return Complex(COMPLEX).sign().log().mul("-i");
+      } catch (e) {
+        //So, -i*ln(sign[x]) is used for a little bit more presicion
+        console.log(e);
+        return NaN;
+      }
+    }
 
-  powComplex({ COMPLEX1, COMPLEX2 }) {
-	try {
-	  var r = Complex(COMPLEX1).pow(Complex(COMPLEX2)).toString();
-	  if (this.noSpacing) r = r.replace(/\s+/g, '');
-	  return r;
-	} catch (e) {
-	  console.log(e);
-	  return NaN
-	}
-  }
+    powComplex({ COMPLEX1, COMPLEX2 }) {
+      try {
+        var r = Complex(COMPLEX1).pow(Complex(COMPLEX2)).toString();
+        if (this.noSpacing) r = r.replace(/\s+/g, "");
+        return r;
+      } catch (e) {
+        console.log(e);
+        return NaN;
+      }
+    }
 
-  stateSpacing(args, util) {
-	return !(this.noSpacing)
-  }
+    stateSpacing(args, util) {
+      return !this.noSpacing;
+    }
 
-  switchSpacing({ Sw }) {
-	try {
-	  if (typeof Sw == 'boolean') this.noSpacing = !Sw;
-	  if (typeof sw == 'string') {
-		Sw = Sw.toLowerCase();
-		switch (Sw) {
-		  case 'switch': this.noSpacing = !this.noSpacing; break;
-		  case 'no': case 'false': case 'turn off': this.noSpacing = true; break;
-		  case 'yes': case 'true': case 'turn on': this.noSpacing = false; break;
-		  default: console.log(sw); break;
-		}
-	  }
-	} catch (e) {
-	  console.log(e);
-	  return NaN
-	}
-  }
-  
-  expComplex({ COMPLEX }) {
-	try {
-	  var r = Complex(COMPLEX).exp().toString();
-	  if (this.noSpacing) r = r.replace(/\s+/g, '');
-	  return r;
-	} catch (e) {
-	  console.log(e);
-	  return NaN
-	}
-  }
+    switchSpacing({ Sw }) {
+      try {
+        if (typeof Sw == "boolean") this.noSpacing = !Sw;
+        if (typeof sw == "string") {
+          Sw = Sw.toLowerCase();
+          switch (Sw) {
+            case "switch":
+              this.noSpacing = !this.noSpacing;
+              break;
+            case "no":
+            case "false":
+            case "turn off":
+              this.noSpacing = true;
+              break;
+            case "yes":
+            case "true":
+            case "turn on":
+              this.noSpacing = false;
+              break;
+            default:
+              console.log(sw);
+              break;
+          }
+        }
+      } catch (e) {
+        console.log(e);
+        return NaN;
+      }
+    }
 
-  rootComplex({ COMPLEX1, COMPLEX2 }) {
-	try {
-	  var r = Complex(COMPLEX2).pow(Complex(COMPLEX1).inverse()).toString();
-	  if (this.noSpacing) r = r.replace(/\s+/g, '');
-	  return r;
-	} catch (e) {
-	  console.log(e);
-	  return NaN
-	}
-  }
+    expComplex({ COMPLEX }) {
+      try {
+        var r = Complex(COMPLEX).exp().toString();
+        if (this.noSpacing) r = r.replace(/\s+/g, "");
+        return r;
+      } catch (e) {
+        console.log(e);
+        return NaN;
+      }
+    }
 
-  sqrtComplex({ COMPLEX }) {
-	try {
-	  var r = Complex(COMPLEX).sqrt().toString();
-	  if (this.noSpacing) r = r.replace(/\s+/g, '');
-	  return r;
-	} catch (e) {
-	  console.log(e);
-	  return NaN
-	}
-  }
+    rootComplex({ COMPLEX1, COMPLEX2 }) {
+      try {
+        var r = Complex(COMPLEX2).pow(Complex(COMPLEX1).inverse()).toString();
+        if (this.noSpacing) r = r.replace(/\s+/g, "");
+        return r;
+      } catch (e) {
+        console.log(e);
+        return NaN;
+      }
+    }
 
-  logComplex({ BASE, INPUT }) {
-	  try {
-	  var r = Complex(INPUT).log().div(Complex(BASE).log()).toString();
-	  if (this.noSpacing) r = r.replace(/\s+/g, '');
-	  return r;
-	} catch (e) {
-	  console.log(e);
-	  return NaN
-	}
-  }
+    sqrtComplex({ COMPLEX }) {
+      try {
+        var r = Complex(COMPLEX).sqrt().toString();
+        if (this.noSpacing) r = r.replace(/\s+/g, "");
+        return r;
+      } catch (e) {
+        console.log(e);
+        return NaN;
+      }
+    }
 
-  lnComplex({ COMPLEX }) {
-	try {
-	  var r = Complex(COMPLEX).log().toString();
-	  if (this.noSpacing) r = r.replace(/\s+/g, '');
-	  return r;
-	} catch (e) {
-	  console.log(e);
-	  return NaN
-	}
-  }
+    logComplex({ BASE, INPUT }) {
+      try {
+        var r = Complex(INPUT).log().div(Complex(BASE).log()).toString();
+        if (this.noSpacing) r = r.replace(/\s+/g, "");
+        return r;
+      } catch (e) {
+        console.log(e);
+        return NaN;
+      }
+    }
 
-  getPosition(args, util) {
-	try {
-	  var r = Complex(util.target.x, util.target.y).toString();
-	  if (this.noSpacing) r = r.replace(/\s+/g, '');
-	  return r;
-	} catch (e) {
-		if (util.target.y < 0) {
-	  let imPart = util.target.y + "i"
-	  return util.target.x + imPart;
-	}
-	return util.target.x + "+" + util.target.y + "i";
-	}
-  }
+    lnComplex({ COMPLEX }) {
+      try {
+        var r = Complex(COMPLEX).log().toString();
+        if (this.noSpacing) r = r.replace(/\s+/g, "");
+        return r;
+      } catch (e) {
+        console.log(e);
+        return NaN;
+      }
+    }
 
-  goToComplex(args, util) {
-	if (util.target.isStage) return;
-	const cInstance = Complex(args.COMPLEX);
-	util.target.setXY(cInstance.re, cInstance.im);
-  }
+    getPosition(args, util) {
+      try {
+        var r = Complex(util.target.x, util.target.y).toString();
+        if (this.noSpacing) r = r.replace(/\s+/g, "");
+        return r;
+      } catch (e) {
+        if (util.target.y < 0) {
+          let imPart = util.target.y + "i";
+          return util.target.x + imPart;
+        }
+        return util.target.x + "+" + util.target.y + "i";
+      }
+    }
 
-  goAddComplex(args, util) {
-	if (util.target.isStage) return;
-	const cInstance = Complex(args.COMPLEX);
-	util.target.setXY(util.target.x + cInstance.re, util.target.y + cInstance.im);
-  }
+    goToComplex(args, util) {
+      if (util.target.isStage) return;
+      const cInstance = Complex(args.COMPLEX);
+      util.target.setXY(cInstance.re, cInstance.im);
+    }
 
-  goToPolar(args, util) {
-	if (util.target.isStage) return;
-	const cInstance = coolCis(args.ANGLY).mul(args.RADII);
-	util.target.setXY(cInstance.re, cInstance.im);
-  }
+    goAddComplex(args, util) {
+      if (util.target.isStage) return;
+      const cInstance = Complex(args.COMPLEX);
+      util.target.setXY(
+        util.target.x + cInstance.re,
+        util.target.y + cInstance.im
+      );
+    }
 
-  GoMulComplex(args, util) {
-	if (util.target.isStage) return;
-	const cIn = Complex(args.COMPLEX);
-	const cInstance = Complex(util.target.x, util.target.y).mul(cIn);
-	util.target.setXY(cInstance.re, cInstance.im);
-  }
+    goToPolar(args, util) {
+      if (util.target.isStage) return;
+      const cInstance = coolCis(args.ANGLY).mul(args.RADII);
+      util.target.setXY(cInstance.re, cInstance.im);
+    }
 
-  glideComplex (args, util) {
-	if (util.target.isStage) return;
-	args.SECS = Scratch.Cast.toNumber(args.SECS);
-	if (args.SECS == 0) { //We've run out of time!
-		this.goToComplex(args, util);
-		return;
-	}
-	if (util.stackFrame.timer) {
-	  const timeElapsed = util.stackFrame.timer.timeElapsed();
-	  if (timeElapsed < util.stackFrame.duration * 1000) {
-		// We've moving! And we'll move again.
-		const frac = timeElapsed / (util.stackFrame.duration * 1000);
-		const d = util.stackFrame.finish.sub(util.stackFrame.start).mul(frac);
-		util.target.setXY(util.stackFrame.start.re + d.re, util.stackFrame.start.im + d.im);
-		console.log(util.stackFrame);
-		util.yield();
-	  } else {
-		// We're done! Now, lets end this
-		util.target.setXY(util.stackFrame.finish.re, util.stackFrame.finish.im);
-		console.log('end');
-	  }
-	} else {
-	  // We're starting! So, new Timer!
-	  util.stackFrame.timer = new Timer();
-	  util.stackFrame.timer.start();
-	  if (args.SECS > 0) {
-	  util.stackFrame.start = new Complex(util.target.x, util.target.y);
-	  util.stackFrame.finish = new Complex(args.COMPLEX);
-	  } else {
-	  args.SECS = -args.SECS
-	  util.stackFrame.finish = new Complex(util.target.x, util.target.y);
-	  util.stackFrame.start = new Complex(args.COMPLEX);
-	  }
-	  util.stackFrame.duration = args.SECS;
-	console.log(util.stackFrame);
-	util.yield();
-	}
-  }
+    GoMulComplex(args, util) {
+      if (util.target.isStage) return;
+      const cIn = Complex(args.COMPLEX);
+      const cInstance = Complex(util.target.x, util.target.y).mul(cIn);
+      util.target.setXY(cInstance.re, cInstance.im);
+    }
 
-  trigOfComplex({ COMPLEX, TRIG }) {
-	try {
-	  const cInstance = Complex(COMPLEX);
-	  const trigMethod = TRIG.toLowerCase();
-	  const validTrigFunctions = this.trig;
-	  if (validTrigFunctions.includes(trigMethod) && typeof cInstance[trigMethod] === 'function') {
-		const result = cInstance[trigMethod]();
-		if (result.isNaN()) return 'Infinity'
-		var r = result.toString();
-		if (this.noSpacing) r = r.replace(/\s+/g, '');
-		return r;
-	  } else {
-		return "0";
-	  }
-	} catch (e) {
-	  console.log(e);
-	  return NaN;
-	}
-  }
+    glideComplex(args, util) {
+      if (util.target.isStage) return;
+      args.SECS = Scratch.Cast.toNumber(args.SECS);
+      if (args.SECS == 0) {
+        //We've run out of time!
+        this.goToComplex(args, util);
+        return;
+      }
+      if (util.stackFrame.timer) {
+        const timeElapsed = util.stackFrame.timer.timeElapsed();
+        if (timeElapsed < util.stackFrame.duration * 1000) {
+          // We've moving! And we'll move again.
+          const frac = timeElapsed / (util.stackFrame.duration * 1000);
+          const d = util.stackFrame.finish.sub(util.stackFrame.start).mul(frac);
+          util.target.setXY(
+            util.stackFrame.start.re + d.re,
+            util.stackFrame.start.im + d.im
+          );
+          console.log(util.stackFrame);
+          util.yield();
+        } else {
+          // We're done! Now, lets end this
+          util.target.setXY(
+            util.stackFrame.finish.re,
+            util.stackFrame.finish.im
+          );
+          console.log("end");
+        }
+      } else {
+        // We're starting! So, new Timer!
+        util.stackFrame.timer = new Timer();
+        util.stackFrame.timer.start();
+        if (args.SECS > 0) {
+          util.stackFrame.start = new Complex(util.target.x, util.target.y);
+          util.stackFrame.finish = new Complex(args.COMPLEX);
+        } else {
+          args.SECS = -args.SECS;
+          util.stackFrame.finish = new Complex(util.target.x, util.target.y);
+          util.stackFrame.start = new Complex(args.COMPLEX);
+        }
+        util.stackFrame.duration = args.SECS;
+        console.log(util.stackFrame);
+        util.yield();
+      }
+    }
 
-  convertComplex({ ANGLE, TOSMTH }) {
-	try {
-	  if (ANGLE == "") {
-		return 0;
-	  }
-	  const cInstance = Complex(ANGLE);
-	  switch (TOSMTH) {
-		case 'degs to rads': if (cInstance.im == 0) return (cInstance.re * 0.017453292519943295) % twoPi; 
-							    return cInstance.mul(0.017453292519943295).toString(); break;
-		case '𝜋': return cInstance.mul(3.141592653589793).toString(); break;
-		case 'rads to degs': if (cInstance.im == 0) return (cInstance.re * 57.29577951308232) % 360; 
-							    return cInstance.mul(57.29577951308232).toString(); break;
-		default: return NaN
-	  }
-	} catch (e) {
-	  console.log(e);
-	  return 0;
-	}
-  }
+    trigOfComplex({ COMPLEX, TRIG }) {
+      try {
+        const cInstance = Complex(COMPLEX);
+        const trigMethod = TRIG.toLowerCase();
+        const validTrigFunctions = this.trig;
+        if (
+          validTrigFunctions.includes(trigMethod) &&
+          typeof cInstance[trigMethod] === "function"
+        ) {
+          const result = cInstance[trigMethod]();
+          if (result.isNaN()) return "Infinity";
+          var r = result.toString();
+          if (this.noSpacing) r = r.replace(/\s+/g, "");
+          return r;
+        } else {
+          return "0";
+        }
+      } catch (e) {
+        console.log(e);
+        return NaN;
+      }
+    }
 
-  decimalComplex({ COMPLEX, OPERATION }) {
-	const complex = Complex(COMPLEX);
-	OPERATION = OPERATION.toLowerCase();
-	var r;
-	switch (OPERATION) {
-	  case 'ceil':
-		r = complex.ceil().toString();
-		break;
-	  case 'floor':
-		r = complex.floor().toString();
-		break;
-	  case 'round':
-		r = complex.round().toString();
-		break;
-	  default:
-		r = 0;
-	}
-	if (this.noSpacing) r = r.replace(/\s+/g, '');
-	return r;
-  }
+    convertComplex({ ANGLE, TOSMTH }) {
+      try {
+        if (ANGLE == "") {
+          return 0;
+        }
+        const cInstance = Complex(ANGLE);
+        switch (TOSMTH) {
+          case "degs to rads":
+            if (cInstance.im == 0)
+              return (cInstance.re * 0.017453292519943295) % twoPi;
+            return cInstance.mul(0.017453292519943295).toString();
+            break;
+          case "𝜋":
+            return cInstance.mul(3.141592653589793).toString();
+            break;
+          case "rads to degs":
+            if (cInstance.im == 0)
+              return (cInstance.re * 57.29577951308232) % 360;
+            return cInstance.mul(57.29577951308232).toString();
+            break;
+          default:
+            return NaN;
+        }
+      } catch (e) {
+        console.log(e);
+        return 0;
+      }
+    }
 
-  equalsComplex({ COMPLEX1, COMPLEX2 }) {
-	try {
-	  return Complex(COMPLEX1).equals(Complex(COMPLEX2));
-	} catch (e) {
-	  console.log(e);
-	  return false;
-	}
-  }
+    decimalComplex({ COMPLEX, OPERATION }) {
+      const complex = Complex(COMPLEX);
+      OPERATION = OPERATION.toLowerCase();
+      var r;
+      switch (OPERATION) {
+        case "ceil":
+          r = complex.ceil().toString();
+          break;
+        case "floor":
+          r = complex.floor().toString();
+          break;
+        case "round":
+          r = complex.round().toString();
+          break;
+        default:
+          r = 0;
+      }
+      if (this.noSpacing) r = r.replace(/\s+/g, "");
+      return r;
+    }
 
-  isNaNComplex({ COMPLEX }) {
-	try {
-	  return Complex(COMPLEX).isNaN();
-	} catch (e) {
-	  console.log(e);
-	  return false;
-	}
-  }
+    equalsComplex({ COMPLEX1, COMPLEX2 }) {
+      try {
+        return Complex(COMPLEX1).equals(Complex(COMPLEX2));
+      } catch (e) {
+        console.log(e);
+        return false;
+      }
+    }
 
-  isFiniteComplex({ COMPLEX }) { 
-	try {
-	  return Complex(COMPLEX).isFinite();
-	} catch (e) {
-	  console.log(e);
-	  return false;
-	}
-  }
+    isNaNComplex({ COMPLEX }) {
+      try {
+        return Complex(COMPLEX).isNaN();
+      } catch (e) {
+        console.log(e);
+        return false;
+      }
+    }
 
-  complexArray({ COMPLEX }) {
-	try {
-	  const z = Complex(COMPLEX);
-	  return "[" + z.re + "," + z.im + "]";
-	} catch (e) {
-	  console.log(e);
-	  return NaN;
-	}
-  }
+    isFiniteComplex({ COMPLEX }) {
+      try {
+        return Complex(COMPLEX).isFinite();
+      } catch (e) {
+        console.log(e);
+        return false;
+      }
+    }
 
-  complexJSON({ COMPLEX }) {
-	try {
-	  const z = Complex(COMPLEX);
-	  return JSON.stringify({ re: z.re, im: z.im });
-	} catch (e) {
-	  console.log(e);
-	  return NaN;
-	}
-  }
+    complexArray({ COMPLEX }) {
+      try {
+        const z = Complex(COMPLEX);
+        return "[" + z.re + "," + z.im + "]";
+      } catch (e) {
+        console.log(e);
+        return NaN;
+      }
+    }
 
-  mulVectorAroundPoint({ VECTOR, POINT, FACTOR }) {
-	try { 
-	  var r = Complex(VECTOR).sub(Complex(POINT)).mul(Complex(FACTOR)).add(Complex(POINT)).toString();
-	  if (this.noSpacing) r = r.replace(/\s+/g, '');
-	  return r;
-	} catch (e) {
-	  console.log(e);
-	  return NaN;
-	}
-  }
+    complexJSON({ COMPLEX }) {
+      try {
+        const z = Complex(COMPLEX);
+        return JSON.stringify({ re: z.re, im: z.im });
+      } catch (e) {
+        console.log(e);
+        return NaN;
+      }
+    }
 
-  rotateVectorAroundPoint({ VECTOR, POINT, ANGLE }) {
-	try {
-	  var r = Complex(VECTOR).sub(Complex(POINT)).mul(coolCis(Complex(ANGLE))).add(Complex(POINT)).toString();
-	  if (this.noSpacing) r = r.replace(/\s+/g, '');
-	  return r;
-	} catch (e) {
-	  console.log(e);
-	  return NaN;
-	}
-  }
+    mulVectorAroundPoint({ VECTOR, POINT, FACTOR }) {
+      try {
+        var r = Complex(VECTOR)
+          .sub(Complex(POINT))
+          .mul(Complex(FACTOR))
+          .add(Complex(POINT))
+          .toString();
+        if (this.noSpacing) r = r.replace(/\s+/g, "");
+        return r;
+      } catch (e) {
+        console.log(e);
+        return NaN;
+      }
+    }
 
-  facOf({ ZED }) {
-	try {
-	  var r = factorial(Complex(ZED), this.terms).toString();
-	  if (this.noSpacing) r = r.replace(/\s+/g, '');
-	  return r;
-	} catch (e) { 
-	  console.log(e);
-	  return NaN;
-	}
-  }
+    rotateVectorAroundPoint({ VECTOR, POINT, ANGLE }) {
+      try {
+        var r = Complex(VECTOR)
+          .sub(Complex(POINT))
+          .mul(coolCis(Complex(ANGLE)))
+          .add(Complex(POINT))
+          .toString();
+        if (this.noSpacing) r = r.replace(/\s+/g, "");
+        return r;
+      } catch (e) {
+        console.log(e);
+        return NaN;
+      }
+    }
 
-  Tfac() {
-	try {
-	  return this.terms;
-	} catch (e) {
-	  console.log(e);
-	  return NaN;
-	}
-  }
+    facOf({ ZED }) {
+      try {
+        var r = factorial(Complex(ZED), this.terms).toString();
+        if (this.noSpacing) r = r.replace(/\s+/g, "");
+        return r;
+      } catch (e) {
+        console.log(e);
+        return NaN;
+      }
+    }
 
-  setTfac({ ZED }) {
-	ZED = Scratch.Cast.toNumber(ZED);
-	try {
-	  if (ZED >= 0 && Number.isInteger(ZED)) this.terms = ZED;
-	} catch (e) {
-	  console.log(e);
-	}
+    Tfac() {
+      try {
+        return this.terms;
+      } catch (e) {
+        console.log(e);
+        return NaN;
+      }
+    }
+
+    setTfac({ ZED }) {
+      ZED = Scratch.Cast.toNumber(ZED);
+      try {
+        if (ZED >= 0 && Number.isInteger(ZED)) this.terms = ZED;
+      } catch (e) {
+        console.log(e);
+      }
+    }
   }
-}
-Scratch.extensions.register(new ComplexityExtension()); 
+  Scratch.extensions.register(new ComplexityExtension());
 })(Scratch);

From a5a54176b6aa82bdd205d43c5ccc8073ac8fa263 Mon Sep 17 00:00:00 2001
From: Kenay con Y al final <kenayextranio@gmail.com>
Date: Wed, 21 May 2025 17:10:17 -0500
Subject: [PATCH 05/22] Updated Complexify!.js again again

Yep. MORE THINGIES. Thanks to every error you've found, it's better than ever. Can't wait to see it at the gallery!
---
 .../Kenay-With-a-Y-At-The-End/Complexify!.js  | 2772 ++++++-----------
 1 file changed, 1022 insertions(+), 1750 deletions(-)

diff --git a/extensions/Kenay-With-a-Y-At-The-End/Complexify!.js b/extensions/Kenay-With-a-Y-At-The-End/Complexify!.js
index a56fb611aa..afbb83709e 100644
--- a/extensions/Kenay-With-a-Y-At-The-End/Complexify!.js
+++ b/extensions/Kenay-With-a-Y-At-The-End/Complexify!.js
@@ -14,1278 +14,592 @@ Thanks "scratchfoundation" for the Timer <https://github.com/scratchfoundation/s
 */
 
 (function (Scratch) {
-  "use strict";
-  if (!Scratch.extensions.unsandboxed) {
-    throw new Error("Complexify! must run unsandboxed");
-  }
+	'use strict'; 
+if (!Scratch.extensions.unsandboxed) {
+  throw new Error("Complexify! must run unsandboxed");
+}
 
-  class Timer {
-    constructor(nowObj = Timer.nowObj) {
-      this.startTime = 0;
-      /**Wht is now?*/
-      this.nowObj = nowObj;
+class Timer {
+    constructor (nowObj = Timer.nowObj) {
+        this.startTime = 0;
+        /**Wht is now?*/
+        this.nowObj = nowObj;
     }
-    static get USE_PERFORMANCE() {
-      return false;
+    static get USE_PERFORMANCE () {
+        return false;
     }
-    static get legacyDateCode() {
-      return {
-        now: function () {
-          return new Date().getTime();
-        },
-      };
+    static get legacyDateCode () {
+        return {
+            now: function () {
+                return new Date().getTime();
+            }
+        };
     }
-    static get nowObj() {
-      if (
-        Timer.USE_PERFORMANCE &&
-        typeof self !== "undefined" &&
-        self.performance &&
-        "now" in self.performance
-      ) {
-        return self.performance;
-      } else if (Date.now) {
-        return Date;
-      }
-      return Timer.legacyDateCode;
+    static get nowObj () {
+        if (Timer.USE_PERFORMANCE && typeof self !== 'undefined' && self.performance && 'now' in self.performance) {
+            return self.performance;
+        } else if (Date.now) {
+            return Date;
+        }
+        return Timer.legacyDateCode;
     }
-    time() {
-      return this.nowObj.now();
+    time () {
+        return this.nowObj.now();
     }
-    start() {
-      this.startTime = this.nowObj.now();
+    start () {
+        this.startTime = this.nowObj.now();
     }
-    timeElapsed() {
-      return this.nowObj.now() - this.startTime;
+    timeElapsed () {
+        return this.nowObj.now() - this.startTime;
     }
-    setTimeout(handler, timeout) {
-      return global.setTimeout(handler, timeout);
+    setTimeout (handler, timeout) {
+        return global.setTimeout(handler, timeout);
     }
-    clearTimeout(timeoutId) {
-      global.clearTimeout(timeoutId);
+    clearTimeout (timeoutId) {
+        global.clearTimeout(timeoutId);
     }
-  }
+}
 
-  (function (r) {
-    function l(a, b) {
-      if (void 0 === a || null === a) f.re = f.im = 0;
-      else if (void 0 !== b) (f.re = a), (f.im = b);
-      else
-        switch (typeof a) {
-          case "object":
-            if ("im" in a && "re" in a) (f.re = a.re), (f.im = a.im);
-            else if ("abs" in a && "arg" in a) {
-              if (!isFinite(a.abs) && isFinite(a.arg)) return c.INFINITY;
-              f.re = a.abs * Math.cos(a.arg);
-              f.im = a.abs * Math.sin(a.arg);
-            } else if ("r" in a && "phi" in a) {
-              if (!isFinite(a.r) && isFinite(a.phi)) return c.INFINITY;
-              f.re = a.r * Math.cos(a.phi);
-              f.im = a.r * Math.sin(a.phi);
-            } else 2 === a.length ? ((f.re = a[0]), (f.im = a[1])) : m();
-            break;
-          case "string":
-            f.im = f.re = 0;
-            a = a
-              .replace(/_/g, "")
-              .match(/\d+\.?\d*e[+-]?\d+|\d+\.?\d*|\.\d+|./g);
-            b = 1;
-            let d = 0;
-            null === a && m();
-            for (let e = 0; e < a.length; e++) {
-              const g = a[e];
-              " " !== g &&
-                "\t" !== g &&
-                "\n" !== g &&
-                ("+" === g
-                  ? b++
-                  : "-" === g
-                    ? d++
-                    : ("i" === g || "I" === g
-                        ? (0 === b + d && m(),
-                          " " === a[e + 1] || isNaN(a[e + 1])
-                            ? (f.im += parseFloat((d % 2 ? "-" : "") + "1"))
-                            : ((f.im += parseFloat(
-                                (d % 2 ? "-" : "") + a[e + 1]
-                              )),
-                              e++))
-                        : ((0 === b + d || isNaN(g)) && m(),
-                          "i" === a[e + 1] || "I" === a[e + 1]
-                            ? ((f.im += parseFloat((d % 2 ? "-" : "") + g)),
-                              e++)
-                            : (f.re += parseFloat((d % 2 ? "-" : "") + g))),
-                      (b = d = 0)));
-            }
-            0 < b + d && m();
-            break;
-          case "number":
-            f.im = 0;
-            f.re = a;
-            break;
-          default:
-            m();
-        }
-      return f;
-    }
-    function m() {
-      throw SyntaxError("Invalid Param");
-    }
-    function n(a, b) {
-      a = Math.abs(a);
-      b = Math.abs(b);
-      a < b && ([a, b] = [b, a]);
-      if (1e8 > a) return Math.sqrt(a * a + b * b);
-      b /= a;
-      return a * Math.sqrt(1 + b * b);
-    }
-    function p(a, b) {
-      const d = Math.abs(a),
-        e = Math.abs(b);
-      if (0 === a) return Math.log(e);
-      if (0 === b) return Math.log(d);
-      if (3e3 > d && 3e3 > e) return 0.5 * Math.log(a * a + b * b);
-      a *= 0.5;
-      b *= 0.5;
-      return 0.5 * Math.log(a * a + b * b) + Math.LN2;
-    }
-    function c(a, b) {
-      if (!(this instanceof c)) return new c(a, b);
-      a = l(a, b);
-      this.re = a.re;
-      this.im = a.im;
-    }
-    const h =
-        Math.cosh ||
-        function (a) {
-          return 1e-9 > Math.abs(a)
-            ? 1 - a
-            : 0.5 * (Math.exp(a) + Math.exp(-a));
-        },
-      k =
-        Math.sinh ||
-        function (a) {
-          return 1e-9 > Math.abs(a) ? a : 0.5 * (Math.exp(a) - Math.exp(-a));
-        },
-      f = { re: 0, im: 0 };
-    c.prototype = {
-      re: 0,
-      im: 0,
-      sign: function () {
-        const a = n(this.re, this.im);
-        return new c(this.re / a, this.im / a);
-      },
-      add: function (a, b) {
-        a = l(a, b);
-        b = this.isInfinite();
-        const d = !(isFinite(a.re) && isFinite(a.im));
-        return b || d
-          ? b && d
-            ? c.NAN
-            : c.INFINITY
-          : new c(this.re + a.re, this.im + a.im);
-      },
-      sub: function (a, b) {
-        a = l(a, b);
-        b = this.isInfinite();
-        const d = !(isFinite(a.re) && isFinite(a.im));
-        return b || d
-          ? b && d
-            ? c.NAN
-            : c.INFINITY
-          : new c(this.re - a.re, this.im - a.im);
-      },
-      mul: function (a, b) {
-        a = l(a, b);
-        b = this.isInfinite();
-        const d = !(isFinite(a.re) && isFinite(a.im)),
-          e = 0 === this.re && 0 === this.im,
-          g = 0 === a.re && 0 === a.im;
-        return (b && g) || (d && e)
-          ? c.NAN
-          : b || d
-            ? c.INFINITY
-            : 0 === a.im && 0 === this.im
-              ? new c(this.re * a.re, 0)
-              : new c(
-                  this.re * a.re - this.im * a.im,
-                  this.re * a.im + this.im * a.re
-                );
-      },
-      div: function (a, b) {
-        a = l(a, b);
-        b = this.isInfinite();
-        const d = !(isFinite(a.re) && isFinite(a.im)),
-          e = 0 === this.re && 0 === this.im,
-          g = 0 === a.re && 0 === a.im;
-        if ((e && g) || (b && d)) return c.NAN;
-        if (g || b) return c.INFINITY;
-        if (e || d) return c.ZERO;
-        if (0 === a.im) return new c(this.re / a.re, this.im / a.re);
-        if (Math.abs(a.re) < Math.abs(a.im))
-          return (
-            (b = a.re / a.im),
-            (a = a.re * b + a.im),
-            new c((this.re * b + this.im) / a, (this.im * b - this.re) / a)
-          );
-        b = a.im / a.re;
-        a = a.im * b + a.re;
-        return new c((this.re + this.im * b) / a, (this.im - this.re * b) / a);
-      },
-      pow: function (a, b) {
-        a = l(a, b);
-        b = 0 === this.re && 0 === this.im;
-        if (0 === a.re && 0 === a.im) return c.ONE;
-        if (0 === a.im) {
-          if (0 === this.im && 0 < this.re)
-            return new c(Math.pow(this.re, a.re), 0);
-          if (0 === this.re)
-            switch (((a.re % 4) + 4) % 4) {
-              case 0:
-                return new c(Math.pow(this.im, a.re), 0);
-              case 1:
-                return new c(0, Math.pow(this.im, a.re));
-              case 2:
-                return new c(-Math.pow(this.im, a.re), 0);
-              case 3:
-                return new c(0, -Math.pow(this.im, a.re));
-            }
-        }
-        if (b && 0 < a.re) return c.ZERO;
-        const d = Math.atan2(this.im, this.re),
-          e = p(this.re, this.im);
-        b = Math.exp(a.re * e - a.im * d);
-        a = a.im * e + a.re * d;
-        return new c(b * Math.cos(a), b * Math.sin(a));
-      },
-      sqrt: function () {
-        const a = this.re,
-          b = this.im;
-        if (0 === b)
-          return 0 <= a ? new c(Math.sqrt(a), 0) : new c(0, Math.sqrt(-a));
-        var d = n(a, b);
-        d = Math.sqrt(0.5 * (d + Math.abs(a)));
-        let e = Math.abs(b) / (2 * d);
-        return 0 <= a ? new c(d, 0 > b ? -e : e) : new c(e, 0 > b ? -d : d);
-      },
-      exp: function () {
-        const a = Math.exp(this.re);
-        return 0 === this.im
-          ? new c(a, 0)
-          : new c(a * Math.cos(this.im), a * Math.sin(this.im));
-      },
-      expm1: function () {
-        const a = this.re,
-          b = this.im;
-        var d = Math.expm1(a) * Math.cos(b);
-        var e = Math.PI / 4;
-        -e > b || b > e
-          ? (e = Math.cos(b) - 1)
-          : ((e = b * b),
-            (e *=
-              e *
-                (e *
-                  (e *
-                    (e *
-                      (e *
-                        (e * (e / 20922789888e3 - 1 / 87178291200) +
-                          1 / 479001600) -
-                        1 / 3628800) +
-                      1 / 40320) -
-                    1 / 720) +
-                  1 / 24) -
-              0.5));
-        return new c(d + e, Math.exp(a) * Math.sin(b));
-      },
-      log: function () {
-        const a = this.re,
-          b = this.im;
-        return 0 === b && 0 < a
-          ? new c(Math.log(a), 0)
-          : new c(p(a, b), Math.atan2(b, a));
-      },
-      abs: function () {
-        return n(this.re, this.im);
-      },
-      arg: function () {
-        return Math.atan2(this.im, this.re);
-      },
-      sin: function () {
-        const a = this.re,
-          b = this.im;
-        return new c(Math.sin(a) * h(b), Math.cos(a) * k(b));
-      },
-      cos: function () {
-        const a = this.re,
-          b = this.im;
-        return new c(Math.cos(a) * h(b), -Math.sin(a) * k(b));
-      },
-      tan: function () {
-        const a = 2 * this.re,
-          b = 2 * this.im,
-          d = Math.cos(a) + h(b);
-        return new c(Math.sin(a) / d, k(b) / d);
-      },
-      cot: function () {
-        const a = 2 * this.re,
-          b = 2 * this.im,
-          d = Math.cos(a) - h(b);
-        return new c(-Math.sin(a) / d, k(b) / d);
-      },
-      sec: function () {
-        const a = this.re,
-          b = this.im,
-          d = 0.5 * h(2 * b) + 0.5 * Math.cos(2 * a);
-        return new c((Math.cos(a) * h(b)) / d, (Math.sin(a) * k(b)) / d);
-      },
-      csc: function () {
-        const a = this.re,
-          b = this.im,
-          d = 0.5 * h(2 * b) - 0.5 * Math.cos(2 * a);
-        return new c((Math.sin(a) * h(b)) / d, (-Math.cos(a) * k(b)) / d);
-      },
-      asin: function () {
-        var a = this.re;
-        const b = this.im,
-          d = new c(b * b - a * a + 1, -2 * a * b).sqrt();
-        a = new c(d.re - b, d.im + a).log();
-        return new c(a.im, -a.re);
-      },
-      acos: function () {
-        var a = this.re;
-        const b = this.im,
-          d = new c(b * b - a * a + 1, -2 * a * b).sqrt();
-        a = new c(d.re - b, d.im + a).log();
-        return new c(Math.PI / 2 - a.im, a.re);
-      },
-      atan: function () {
-        var a = this.re;
-        const b = this.im;
-        if (0 === a) {
-          if (1 === b) return new c(0, Infinity);
-          if (-1 === b) return new c(0, -Infinity);
-        }
-        const d = a * a + (1 - b) * (1 - b);
-        a = new c((1 - b * b - a * a) / d, (-2 * a) / d).log();
-        return new c(-0.5 * a.im, 0.5 * a.re);
-      },
-      acot: function () {
-        const a = this.re,
-          b = this.im;
-        if (0 === b) return new c(Math.atan2(1, a), 0);
-        const d = a * a + b * b;
-        return 0 !== d
-          ? new c(a / d, -b / d).atan()
-          : new c(0 !== a ? a / 0 : 0, 0 !== b ? -b / 0 : 0).atan();
-      },
-      asec: function () {
-        const a = this.re,
-          b = this.im;
-        if (0 === a && 0 === b) return new c(0, Infinity);
-        const d = a * a + b * b;
-        return 0 !== d
-          ? new c(a / d, -b / d).acos()
-          : new c(0 !== a ? a / 0 : 0, 0 !== b ? -b / 0 : 0).acos();
-      },
-      acsc: function () {
-        const a = this.re,
-          b = this.im;
-        if (0 === a && 0 === b) return new c(Math.PI / 2, Infinity);
-        const d = a * a + b * b;
-        return 0 !== d
-          ? new c(a / d, -b / d).asin()
-          : new c(0 !== a ? a / 0 : 0, 0 !== b ? -b / 0 : 0).asin();
-      },
-      sinh: function () {
-        const a = this.re,
-          b = this.im;
-        return new c(k(a) * Math.cos(b), h(a) * Math.sin(b));
-      },
-      cosh: function () {
-        const a = this.re,
-          b = this.im;
-        return new c(h(a) * Math.cos(b), k(a) * Math.sin(b));
-      },
-      tanh: function () {
-        const a = 2 * this.re,
-          b = 2 * this.im,
-          d = h(a) + Math.cos(b);
-        return new c(k(a) / d, Math.sin(b) / d);
-      },
-      coth: function () {
-        const a = 2 * this.re,
-          b = 2 * this.im,
-          d = h(a) - Math.cos(b);
-        return new c(k(a) / d, -Math.sin(b) / d);
-      },
-      csch: function () {
-        const a = this.re,
-          b = this.im,
-          d = Math.cos(2 * b) - h(2 * a);
-        return new c(
-          (-2 * k(a) * Math.cos(b)) / d,
-          (2 * h(a) * Math.sin(b)) / d
-        );
-      },
-      sech: function () {
-        const a = this.re,
-          b = this.im,
-          d = Math.cos(2 * b) + h(2 * a);
-        return new c(
-          (2 * h(a) * Math.cos(b)) / d,
-          (-2 * k(a) * Math.sin(b)) / d
-        );
-      },
-      asinh: function () {
-        let a = this.im;
-        this.im = -this.re;
-        this.re = a;
-        const b = this.asin();
-        this.re = -this.im;
-        this.im = a;
-        a = b.re;
-        b.re = -b.im;
-        b.im = a;
-        return b;
-      },
-      acosh: function () {
-        const a = this.acos();
-        if (0 >= a.im) {
-          var b = a.re;
-          a.re = -a.im;
-          a.im = b;
-        } else (b = a.im), (a.im = -a.re), (a.re = b);
-        return a;
-      },
-      atanh: function () {
-        var a = this.re,
-          b = this.im;
-        const d = 1 < a && 0 === b,
-          e = 1 - a,
-          g = 1 + a,
-          q = e * e + b * b;
-        a =
-          0 !== q
-            ? new c((g * e - b * b) / q, (b * e + g * b) / q)
-            : new c(-1 !== a ? a / 0 : 0, 0 !== b ? b / 0 : 0);
-        b = a.re;
-        a.re = p(a.re, a.im) / 2;
-        a.im = Math.atan2(a.im, b) / 2;
-        d && (a.im = -a.im);
-        return a;
-      },
-      acoth: function () {
-        const a = this.re,
-          b = this.im;
-        if (0 === a && 0 === b) return new c(0, Math.PI / 2);
-        const d = a * a + b * b;
-        return 0 !== d
-          ? new c(a / d, -b / d).atanh()
-          : new c(0 !== a ? a / 0 : 0, 0 !== b ? -b / 0 : 0).atanh();
-      },
-      acsch: function () {
-        const a = this.re,
-          b = this.im;
-        if (0 === b)
-          return new c(
-            0 !== a ? Math.log(a + Math.sqrt(a * a + 1)) : Infinity,
-            0
-          );
-        const d = a * a + b * b;
-        return 0 !== d
-          ? new c(a / d, -b / d).asinh()
-          : new c(0 !== a ? a / 0 : 0, 0 !== b ? -b / 0 : 0).asinh();
-      },
-      asech: function () {
-        const a = this.re,
-          b = this.im;
-        if (this.isZero()) return c.INFINITY;
-        const d = a * a + b * b;
-        return 0 !== d
-          ? new c(a / d, -b / d).acosh()
-          : new c(0 !== a ? a / 0 : 0, 0 !== b ? -b / 0 : 0).acosh();
-      },
-      inverse: function () {
-        if (this.isZero()) return c.INFINITY;
-        if (this.isInfinite()) return c.ZERO;
-        const a = this.re,
-          b = this.im,
-          d = a * a + b * b;
-        return new c(a / d, -b / d);
-      },
-      conjugate: function () {
-        return new c(this.re, -this.im);
-      },
-      neg: function () {
-        return new c(-this.re, -this.im);
-      },
-      ceil: function (a) {
-        a = Math.pow(10, a || 0);
-        return new c(Math.ceil(this.re * a) / a, Math.ceil(this.im * a) / a);
-      },
-      floor: function (a) {
-        a = Math.pow(10, a || 0);
-        return new c(Math.floor(this.re * a) / a, Math.floor(this.im * a) / a);
-      },
-      round: function (a) {
-        a = Math.pow(10, a || 0);
-        return new c(Math.round(this.re * a) / a, Math.round(this.im * a) / a);
-      },
-      equals: function (a, b) {
-        a = l(a, b);
-        return (
-          Math.abs(a.re - this.re) <= c.EPSILON &&
-          Math.abs(a.im - this.im) <= c.EPSILON
-        );
-      },
-      clone: function () {
-        return new c(this.re, this.im);
-      },
-      toString: function () {
-        let a = this.re,
-          b = this.im,
-          d = "";
-        if (this.isNaN()) return "NaN";
-        if (this.isInfinite()) return "Infinity";
-        Math.abs(a) < c.EPSILON && (a = 0);
-        Math.abs(b) < c.EPSILON && (b = 0);
-        if (0 === b) return d + a;
-        0 !== a
-          ? ((d = d + a + " "),
-            0 > b ? ((b = -b), (d += "-")) : (d += "+"),
-            (d += " "))
-          : 0 > b && ((b = -b), (d += "-"));
-        1 !== b && (d += b);
-        return d + "i";
-      },
-      toVector: function () {
-        return [this.re, this.im];
-      },
-      valueOf: function () {
-        return 0 === this.im ? this.re : null;
-      },
-      isNaN: function () {
-        return isNaN(this.re) || isNaN(this.im);
-      },
-      isZero: function () {
-        return 0 === this.im && 0 === this.re;
-      },
-      isFinite: function () {
-        return isFinite(this.re) && isFinite(this.im);
-      },
-      isInfinite: function () {
-        return !this.isFinite();
-      },
-    };
-    c.ZERO = new c(0, 0);
-    c.ONE = new c(1, 0);
-    c.I = new c(0, 1);
-    c.PI = new c(Math.PI, 0);
-    c.E = new c(Math.E, 0);
-    c.INFINITY = new c(Infinity, Infinity);
-    c.NAN = new c(NaN, NaN);
-    c.EPSILON = 1e-15;
-    "function" === typeof define && define.amd
-      ? define([], function () {
-          return c;
-        })
-      : "object" === typeof exports
-        ? (Object.defineProperty(c, "__esModule", { value: !0 }),
-          (c["default"] = c),
-          (c.Complex = c),
-          (module.exports = c))
-        : (r.Complex = c);
-  })(window);
+(function(r){function l(a,b){if(void 0===a||null===a)f.re=f.im=0;else if(void 0!==b)f.re=a,f.im=b;else switch(typeof a){case "object":if("im"in a&&"re"in a)f.re=a.re,f.im=a.im;else if("abs"in a&&"arg"in a){if(!isFinite(a.abs)&&isFinite(a.arg))return c.INFINITY;f.re=a.abs*Math.cos(a.arg);f.im=a.abs*Math.sin(a.arg)}else if("r"in a&&"phi"in a){if(!isFinite(a.r)&&isFinite(a.phi))return c.INFINITY;f.re=a.r*Math.cos(a.phi);f.im=a.r*Math.sin(a.phi)}else 2===a.length?(f.re=a[0],f.im=a[1]):m();
+break;case "string":f.im=f.re=0;a=a.replace(/_/g,"").match(/\d+\.?\d*e[+-]?\d+|\d+\.?\d*|\.\d+|./g);b=1;let d=0;null===a&&m();for(let e=0;e<a.length;e++){const g=a[e];" "!==g&&"\t"!==g&&"\n"!==g&&("+"===g?b++:"-"===g?d++:("i"===g||"I"===g?(0===b+d&&m()," "===a[e+1]||isNaN(a[e+1])?f.im+=parseFloat((d%2?"-":"")+"1"):(f.im+=parseFloat((d%2?"-":"")+a[e+1]),e++)):((0===b+d||isNaN(g))&&m(),"i"===a[e+1]||"I"===a[e+1]?(f.im+=parseFloat((d%2?"-":"")+g),e++):f.re+=parseFloat((d%2?"-":"")+g)),b=d=0))}0<b+d&&
+m();break;case "number":f.im=0;f.re=a;break;default:m()}return f}function m(){throw SyntaxError("Invalid Param");}function n(a,b){a=Math.abs(a);b=Math.abs(b);a<b&&([a,b]=[b,a]);if(1E8>a)return Math.sqrt(a*a+b*b);b/=a;return a*Math.sqrt(1+b*b)}function p(a,b){const d=Math.abs(a),e=Math.abs(b);if(0===a)return Math.log(e);if(0===b)return Math.log(d);if(3E3>d&&3E3>e)return.5*Math.log(a*a+b*b);a*=.5;b*=.5;return.5*Math.log(a*a+b*b)+Math.LN2}function c(a,b){if(!(this instanceof c))return new c(a,b);a=l(a,
+b);this.re=a.re;this.im=a.im}const h=Math.cosh||function(a){return 1E-9>Math.abs(a)?1-a:.5*(Math.exp(a)+Math.exp(-a))},k=Math.sinh||function(a){return 1E-9>Math.abs(a)?a:.5*(Math.exp(a)-Math.exp(-a))},f={re:0,im:0};c.prototype={re:0,im:0,sign:function(){const a=n(this.re,this.im);return new c(this.re/a,this.im/a)},add:function(a,b){a=l(a,b);b=this.isInfinite();const d=!(isFinite(a.re)&&isFinite(a.im));return b||d?b&&d?c.NAN:c.INFINITY:new c(this.re+a.re,this.im+a.im)},sub:function(a,b){a=l(a,b);b=
+this.isInfinite();const d=!(isFinite(a.re)&&isFinite(a.im));return b||d?b&&d?c.NAN:c.INFINITY:new c(this.re-a.re,this.im-a.im)},mul:function(a,b){a=l(a,b);b=this.isInfinite();const d=!(isFinite(a.re)&&isFinite(a.im)),e=0===this.re&&0===this.im,g=0===a.re&&0===a.im;return b&&g||d&&e?c.NAN:b||d?c.INFINITY:0===a.im&&0===this.im?new c(this.re*a.re,0):new c(this.re*a.re-this.im*a.im,this.re*a.im+this.im*a.re)},div:function(a,b){a=l(a,b);b=this.isInfinite();const d=!(isFinite(a.re)&&isFinite(a.im)),e=0===
+this.re&&0===this.im,g=0===a.re&&0===a.im;if(e&&g||b&&d)return c.NAN;if(g||b)return c.INFINITY;if(e||d)return c.ZERO;if(0===a.im)return new c(this.re/a.re,this.im/a.re);if(Math.abs(a.re)<Math.abs(a.im))return b=a.re/a.im,a=a.re*b+a.im,new c((this.re*b+this.im)/a,(this.im*b-this.re)/a);b=a.im/a.re;a=a.im*b+a.re;return new c((this.re+this.im*b)/a,(this.im-this.re*b)/a)},pow:function(a,b){a=l(a,b);b=0===this.re&&0===this.im;if(0===a.re&&0===a.im)return c.ONE;if(0===a.im){if(0===this.im&&0<this.re)return new c(Math.pow(this.re,
+a.re),0);if(0===this.re)switch((a.re%4+4)%4){case 0:return new c(Math.pow(this.im,a.re),0);case 1:return new c(0,Math.pow(this.im,a.re));case 2:return new c(-Math.pow(this.im,a.re),0);case 3:return new c(0,-Math.pow(this.im,a.re))}}if(b&&0<a.re)return c.ZERO;const d=Math.atan2(this.im,this.re),e=p(this.re,this.im);b=Math.exp(a.re*e-a.im*d);a=a.im*e+a.re*d;return new c(b*Math.cos(a),b*Math.sin(a))},sqrt:function(){const a=this.re,b=this.im;if(0===b)return 0<=a?new c(Math.sqrt(a),0):new c(0,Math.sqrt(-a));
+var d=n(a,b);d=Math.sqrt(.5*(d+Math.abs(a)));let e=Math.abs(b)/(2*d);return 0<=a?new c(d,0>b?-e:e):new c(e,0>b?-d:d)},exp:function(){const a=Math.exp(this.re);return 0===this.im?new c(a,0):new c(a*Math.cos(this.im),a*Math.sin(this.im))},expm1:function(){const a=this.re,b=this.im;var d=Math.expm1(a)*Math.cos(b);var e=Math.PI/4;-e>b||b>e?e=Math.cos(b)-1:(e=b*b,e*=e*(e*(e*(e*(e*(e*(e/20922789888E3-1/87178291200)+1/479001600)-1/3628800)+1/40320)-1/720)+1/24)-.5);return new c(d+e,Math.exp(a)*Math.sin(b))},
+log:function(){const a=this.re,b=this.im;return 0===b&&0<a?new c(Math.log(a),0):new c(p(a,b),Math.atan2(b,a))},abs:function(){return n(this.re,this.im)},arg:function(){return Math.atan2(this.im,this.re)},sin:function(){const a=this.re,b=this.im;return new c(Math.sin(a)*h(b),Math.cos(a)*k(b))},cos:function(){const a=this.re,b=this.im;return new c(Math.cos(a)*h(b),-Math.sin(a)*k(b))},tan:function(){const a=2*this.re,b=2*this.im,d=Math.cos(a)+h(b);return new c(Math.sin(a)/d,k(b)/d)},cot:function(){const a=
+2*this.re,b=2*this.im,d=Math.cos(a)-h(b);return new c(-Math.sin(a)/d,k(b)/d)},sec:function(){const a=this.re,b=this.im,d=.5*h(2*b)+.5*Math.cos(2*a);return new c(Math.cos(a)*h(b)/d,Math.sin(a)*k(b)/d)},csc:function(){const a=this.re,b=this.im,d=.5*h(2*b)-.5*Math.cos(2*a);return new c(Math.sin(a)*h(b)/d,-Math.cos(a)*k(b)/d)},asin:function(){var a=this.re;const b=this.im,d=(new c(b*b-a*a+1,-2*a*b)).sqrt();a=(new c(d.re-b,d.im+a)).log();return new c(a.im,-a.re)},acos:function(){var a=this.re;const b=
+this.im,d=(new c(b*b-a*a+1,-2*a*b)).sqrt();a=(new c(d.re-b,d.im+a)).log();return new c(Math.PI/2-a.im,a.re)},atan:function(){var a=this.re;const b=this.im;if(0===a){if(1===b)return new c(0,Infinity);if(-1===b)return new c(0,-Infinity)}const d=a*a+(1-b)*(1-b);a=(new c((1-b*b-a*a)/d,-2*a/d)).log();return new c(-.5*a.im,.5*a.re)},acot:function(){const a=this.re,b=this.im;if(0===b)return new c(Math.atan2(1,a),0);const d=a*a+b*b;return 0!==d?(new c(a/d,-b/d)).atan():(new c(0!==a?a/0:0,0!==b?-b/0:0)).atan()},
+asec:function(){const a=this.re,b=this.im;if(0===a&&0===b)return new c(0,Infinity);const d=a*a+b*b;return 0!==d?(new c(a/d,-b/d)).acos():(new c(0!==a?a/0:0,0!==b?-b/0:0)).acos()},acsc:function(){const a=this.re,b=this.im;if(0===a&&0===b)return new c(Math.PI/2,Infinity);const d=a*a+b*b;return 0!==d?(new c(a/d,-b/d)).asin():(new c(0!==a?a/0:0,0!==b?-b/0:0)).asin()},sinh:function(){const a=this.re,b=this.im;return new c(k(a)*Math.cos(b),h(a)*Math.sin(b))},cosh:function(){const a=this.re,b=this.im;return new c(h(a)*
+Math.cos(b),k(a)*Math.sin(b))},tanh:function(){const a=2*this.re,b=2*this.im,d=h(a)+Math.cos(b);return new c(k(a)/d,Math.sin(b)/d)},coth:function(){const a=2*this.re,b=2*this.im,d=h(a)-Math.cos(b);return new c(k(a)/d,-Math.sin(b)/d)},csch:function(){const a=this.re,b=this.im,d=Math.cos(2*b)-h(2*a);return new c(-2*k(a)*Math.cos(b)/d,2*h(a)*Math.sin(b)/d)},sech:function(){const a=this.re,b=this.im,d=Math.cos(2*b)+h(2*a);return new c(2*h(a)*Math.cos(b)/d,-2*k(a)*Math.sin(b)/d)},asinh:function(){let a=
+this.im;this.im=-this.re;this.re=a;const b=this.asin();this.re=-this.im;this.im=a;a=b.re;b.re=-b.im;b.im=a;return b},acosh:function(){const a=this.acos();if(0>=a.im){var b=a.re;a.re=-a.im;a.im=b}else b=a.im,a.im=-a.re,a.re=b;return a},atanh:function(){var a=this.re,b=this.im;const d=1<a&&0===b,e=1-a,g=1+a,q=e*e+b*b;a=0!==q?new c((g*e-b*b)/q,(b*e+g*b)/q):new c(-1!==a?a/0:0,0!==b?b/0:0);b=a.re;a.re=p(a.re,a.im)/2;a.im=Math.atan2(a.im,b)/2;d&&(a.im=-a.im);return a},acoth:function(){const a=this.re,b=
+this.im;if(0===a&&0===b)return new c(0,Math.PI/2);const d=a*a+b*b;return 0!==d?(new c(a/d,-b/d)).atanh():(new c(0!==a?a/0:0,0!==b?-b/0:0)).atanh()},acsch:function(){const a=this.re,b=this.im;if(0===b)return new c(0!==a?Math.log(a+Math.sqrt(a*a+1)):Infinity,0);const d=a*a+b*b;return 0!==d?(new c(a/d,-b/d)).asinh():(new c(0!==a?a/0:0,0!==b?-b/0:0)).asinh()},asech:function(){const a=this.re,b=this.im;if(this.isZero())return c.INFINITY;const d=a*a+b*b;return 0!==d?(new c(a/d,-b/d)).acosh():(new c(0!==
+a?a/0:0,0!==b?-b/0:0)).acosh()},inverse:function(){if(this.isZero())return c.INFINITY;if(this.isInfinite())return c.ZERO;const a=this.re,b=this.im,d=a*a+b*b;return new c(a/d,-b/d)},conjugate:function(){return new c(this.re,-this.im)},neg:function(){return new c(-this.re,-this.im)},ceil:function(a){a=Math.pow(10,a||0);return new c(Math.ceil(this.re*a)/a,Math.ceil(this.im*a)/a)},floor:function(a){a=Math.pow(10,a||0);return new c(Math.floor(this.re*a)/a,Math.floor(this.im*a)/a)},round:function(a){a=
+Math.pow(10,a||0);return new c(Math.round(this.re*a)/a,Math.round(this.im*a)/a)},equals:function(a,b){a=l(a,b);return Math.abs(a.re-this.re)<=c.EPSILON&&Math.abs(a.im-this.im)<=c.EPSILON},clone:function(){return new c(this.re,this.im)},toString:function(){let a=this.re,b=this.im,d="";if(this.isNaN())return"NaN";if(this.isInfinite())return"Infinity";Math.abs(a)<c.EPSILON&&(a=0);Math.abs(b)<c.EPSILON&&(b=0);if(0===b)return d+a;0!==a?(d=d+a+" ",0>b?(b=-b,d+="-"):d+="+",d+=" "):0>b&&(b=-b,d+="-");1!==
+b&&(d+=b);return d+"i"},toVector:function(){return[this.re,this.im]},valueOf:function(){return 0===this.im?this.re:null},isNaN:function(){return isNaN(this.re)||isNaN(this.im)},isZero:function(){return 0===this.im&&0===this.re},isFinite:function(){return isFinite(this.re)&&isFinite(this.im)},isInfinite:function(){return!this.isFinite()}};c.ZERO=new c(0,0);c.ONE=new c(1,0);c.I=new c(0,1);c.PI=new c(Math.PI,0);c.E=new c(Math.E,0);c.INFINITY=new c(Infinity,Infinity);c.NAN=new c(NaN,NaN);c.EPSILON=1E-15;
+"function"===typeof define&&define.amd?define([],function(){return c}):"object"===typeof exports?(Object.defineProperty(c,"__esModule",{value:!0}),c["default"]=c,c.Complex=c,module.exports=c):r.Complex=c})(window);
 
-  function coolCis(ANGLE) {
-    // e^ix trick
-    const angle = Complex(ANGLE);
-    const result = Complex({ arg: angle.re, abs: 1 }).mul(Math.exp(-angle.im));
-    return result;
-  }
-  const twoPi = Math.PI * 2;
+function coolCis(ANGLE) { // e^ix trick
+	const angle = Complex(ANGLE);
+	const result = Complex({ arg: angle.re, abs: 1 }).mul(Math.exp(-angle.im));
+	return result;
+};
+const twoPi = Math.PI * 2 
 
-  function classicFac(x) {
-    // 1*2*3*4*...*x
-    if (x < 0) return Infinity;
-    if (x == 0 || x == 1) return 1;
-    return classicFac(x - 1) * x;
-  }
+function classicFac(x) { // 1*2*3*4*...*x
+	if (x < 0) return Infinity;
+	if (x == 0 || x == 1) return 1;
+	return classicFac(x - 1) * x;
+}
 
-  function factorial(z, t) {
-    // For non-naturals numbers
-    if (z.im == 0 && Number.isInteger(z.re)) {
-      return classicFac(z.re);
-    }
-    var x = (i = 1),
-      y = 0;
-    for (i; i <= t; i++) {
-      const a = Complex(x, y).mul(
-        Complex(1 + 1 / i)
-          .pow(z)
-          .div(z.div(i).add(1))
-      );
-      x = a.re;
-      y = a.im;
-    }
-    return Complex(x, y).toString();
-  }
+function factorial(z, t) { // For non-naturals numbers
+	if (z.im == 0 && Number.isInteger(z.re)) {
+	  return classicFac(z.re);
+	}
+	var x = i = 1, y = 0;
+	for (i; i<=t; i++) {
+	  const a = Complex(x, y).mul(Complex(1 + (1/i)).pow(z).div(z.div(i).add(1)));
+	  x = a.re; y = a.im;
+	}
+	return Complex(x, y).toString();
+}
 
-  class ComplexityExtension {
-    constructor() {
-      this.trig = [
-        "sin",
-        "cos",
-        "tan",
-        "cot",
-        "sec",
-        "csc",
-        "asin",
-        "acos",
-        "atan",
-        "acot",
-        "asec",
-        "acsc",
-        "sinh",
-        "cosh",
-        "tanh",
-        "coth",
-        "sech",
-        "csch",
-        "asinh",
-        "acosh",
-        "atanh",
-        "acoth",
-        "asech",
-        "acsch",
-      ]; // Used to make the menu look more clean.
-      this.terms = 100000;
-      this.noSpacing = true;
-      try {
-        if (typeof window.Complex !== "undefined") {
-          this.Complex = window.Complex;
-          console.log("We've complexified!");
-        } else {
-          console.log("This is out of our complex window");
-        }
-      } catch (e) {
-        console.log("We've had a complex error!:", e);
-      }
-      if (!this) {
-        console.error(
-          "`this` isn't correctly bounded in the complex constructor"
-        );
+class ComplexityExtension {
+  constructor() { 
+	this.trig = ['sin', 'cos', 'tan', 'cot', 'sec', 'csc', 'asin', 'acos', 'atan', 'acot', 'asec', 'acsc', 'sinh', 'cosh', 'tanh', 'coth', 'sech', 'csch', 'asinh', 'acosh', 'atanh', 'acoth', 'asech', 'acsch']; // Used to make the menu look more clean.
+	this.terms = 100000;
+	this.noSpacing = true
+    try {
+      if (typeof window.Complex !== 'undefined') {
+        this.Complex = window.Complex;
+        console.log("We've complexified!");
       } else {
-        console.log(this);
+        console.log("This is out of our complex window");
       }
+    } catch (e) {
+      console.log("We've had a complex error!:", e);
     }
-
-    getInfo() {
-      return {
-        id: "kenayComplexify",
-        name: "Complexify!",
-        color1: "#964b99",
-        menuIconURI:
-          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-        blocks: [
-          {
-            opcode: "Complexity",
-            blockType: Scratch.BlockType.REPORTER,
-            text: "Complexify [REAL] [IMAG]",
-            arguments: {
-              REAL: { type: Scratch.ArgumentType.NUMBER, defaultValue: "3" },
-              IMAG: { type: Scratch.ArgumentType.NUMBER, defaultValue: "4" },
-            },
-          },
-          "---",
-          {
-            blockType: Scratch.BlockType.LABEL,
-            text: Scratch.translate("Rectangular Tools"),
-          },
-          {
-            opcode: "rectComplex",
-            blockType: Scratch.BlockType.REPORTER,
-            text: "[REAL] + [IMAG] 𝙞",
-            arguments: {
-              REAL: { type: Scratch.ArgumentType.STRING, defaultValue: "3" },
-              IMAG: { type: Scratch.ArgumentType.STRING, defaultValue: "4" },
-            },
-          },
-          {
-            opcode: "reComplex",
-            blockType: Scratch.BlockType.REPORTER,
-            text: "Real Part of [COMPLEX]",
-            arguments: {
-              COMPLEX: {
-                type: Scratch.ArgumentType.STRING,
-                defaultValue: "1+2i",
-              },
-            },
-          },
-          {
-            opcode: "imComplex",
-            blockType: Scratch.BlockType.REPORTER,
-            text: "Im. Part of [COMPLEX]",
-            arguments: {
-              COMPLEX: {
-                type: Scratch.ArgumentType.STRING,
-                defaultValue: "1+2i",
-              },
-            },
-          },
-          {
-            opcode: "conjugateComplex",
-            blockType: Scratch.BlockType.REPORTER,
-            text: "Conjugate of [COMPLEX]",
-            arguments: {
-              COMPLEX: {
-                type: Scratch.ArgumentType.STRING,
-                defaultValue: "3+4i",
-              },
-            },
-          },
-          {
-            blockType: Scratch.BlockType.LABEL,
-            text: Scratch.translate("Five basic operations"),
-          },
-          {
-            opcode: "addComplex",
-            blockType: Scratch.BlockType.REPORTER,
-            text: "[COMPLEX1] + [COMPLEX2]",
-            arguments: {
-              COMPLEX1: {
-                type: Scratch.ArgumentType.STRING,
-                defaultValue: "3+4i",
-              },
-              COMPLEX2: {
-                type: Scratch.ArgumentType.STRING,
-                defaultValue: "1+2i",
-              },
-            },
-          },
-          {
-            opcode: "subtractComplex",
-            blockType: Scratch.BlockType.REPORTER,
-            text: "[COMPLEX1] - [COMPLEX2]",
-            arguments: {
-              COMPLEX1: {
-                type: Scratch.ArgumentType.STRING,
-                defaultValue: "3+4i",
-              },
-              COMPLEX2: {
-                type: Scratch.ArgumentType.STRING,
-                defaultValue: "1+2i",
-              },
-            },
-          },
-          {
-            opcode: "multiplyComplex",
-            blockType: Scratch.BlockType.REPORTER,
-            text: "[COMPLEX1] × [COMPLEX2]",
-            arguments: {
-              COMPLEX1: {
-                type: Scratch.ArgumentType.STRING,
-                defaultValue: "3+4i",
-              },
-              COMPLEX2: {
-                type: Scratch.ArgumentType.STRING,
-                defaultValue: "1+2i",
-              },
-            },
-          },
-          {
-            opcode: "divideComplex",
-            blockType: Scratch.BlockType.REPORTER,
-            text: "[COMPLEX1] / [COMPLEX2]",
-            arguments: {
-              COMPLEX1: {
-                type: Scratch.ArgumentType.STRING,
-                defaultValue: "3+4i",
-              },
-              COMPLEX2: {
-                type: Scratch.ArgumentType.STRING,
-                defaultValue: "1+2i",
-              },
-            },
-          },
-          {
-            opcode: "moduloComplex",
-            blockType: Scratch.BlockType.REPORTER,
-            text: "[COMPLEX1] % [COMPLEX2]",
-            arguments: {
-              COMPLEX1: {
-                type: Scratch.ArgumentType.STRING,
-                defaultValue: "3+4i",
-              },
-              COMPLEX2: {
-                type: Scratch.ArgumentType.STRING,
-                defaultValue: "1+2i",
-              },
-            },
-          },
-          "---", //I don't know what to name this, just a placeholder
-          {
-            opcode: "negComplex",
-            blockType: Scratch.BlockType.REPORTER,
-            text: "Negative [COMPLEX]",
-            arguments: {
-              COMPLEX: {
-                type: Scratch.ArgumentType.STRING,
-                defaultValue: "3+4i",
-              },
-            },
-            description: "Negates the Complex",
-          },
-          {
-            opcode: "inverseComplex",
-            blockType: Scratch.BlockType.REPORTER,
-            text: "Inverse of [COMPLEX]",
-            arguments: {
-              COMPLEX: {
-                type: Scratch.ArgumentType.STRING,
-                defaultValue: "3+4i",
-              },
-            },
-            description: "Inverses the Complex",
-          },
-          {
-            blockType: Scratch.BlockType.LABEL,
-            text: Scratch.translate("Polar Tools"),
-          },
-          {
-            opcode: "polarComplex",
-            blockType: Scratch.BlockType.REPORTER,
-            text: "Polar [RADIUS] ∠ [ANGLE]",
-            arguments: {
-              RADIUS: { type: Scratch.ArgumentType.STRING, defaultValue: 5 },
-              ANGLE: {
-                type: Scratch.ArgumentType.STRING,
-                defaultValue: "0.9272952180016123",
-              },
-            },
-          },
-          {
-            opcode: "absComplex",
-            blockType: Scratch.BlockType.REPORTER,
-            text: "Magnitude of [COMPLEX]",
-            arguments: {
-              COMPLEX: {
-                type: Scratch.ArgumentType.STRING,
-                defaultValue: "3+4i",
-              },
-            },
-          },
-          {
-            opcode: "complexSign",
-            blockType: Scratch.BlockType.REPORTER,
-            text: "Sign of [COMPLEX]",
-            arguments: {
-              COMPLEX: {
-                type: Scratch.ArgumentType.STRING,
-                defaultValue: "3+4i",
-              },
-            },
-          },
-          {
-            opcode: "cisThingie",
-            blockType: Scratch.BlockType.REPORTER,
-            text: "∠ [ANGLE]",
-            arguments: {
-              ANGLE: {
-                type: Scratch.ArgumentType.STRING,
-                defaultValue: "0.9272952180016123",
-              },
-            },
-          },
-          {
-            opcode: "argComplex",
-            blockType: Scratch.BlockType.REPORTER,
-            text: "Argument of [COMPLEX]",
-            arguments: {
-              COMPLEX: {
-                type: Scratch.ArgumentType.STRING,
-                defaultValue: "3+4i",
-              },
-            },
-          },
-          "---",
-          {
-            blockType: Scratch.BlockType.LABEL,
-            text: Scratch.translate("Spacing"),
-          },
-          {
-            opcode: "stateSpacing",
-            blockType: Scratch.BlockType.BOOLEAN,
-            text: "spacing",
-          },
-          {
-            opcode: "switchSpacing",
-            blockType: Scratch.BlockType.COMMAND,
-            text: "[Sw] spacing",
-            arguments: {
-              Sw: { type: Scratch.ArgumentType.STRING, menu: "spacing" },
-            },
-          },
-          {
-            blockType: Scratch.BlockType.LABEL,
-            text: Scratch.translate("Exponents"),
-          },
-          {
-            opcode: "powComplex",
-            blockType: Scratch.BlockType.REPORTER,
-            text: "[COMPLEX1] ^ [COMPLEX2]",
-            arguments: {
-              COMPLEX1: {
-                type: Scratch.ArgumentType.STRING,
-                defaultValue: "2+i",
-              },
-              COMPLEX2: {
-                type: Scratch.ArgumentType.STRING,
-                defaultValue: "3",
-              },
-            },
-          },
-          {
-            opcode: "expComplex",
-            blockType: Scratch.BlockType.REPORTER,
-            text: "𝑒 [COMPLEX]",
-            arguments: {
-              COMPLEX: {
-                type: Scratch.ArgumentType.STRING,
-                defaultValue: "3+4i",
-              },
-            },
-            description: "Raises 𝑒 to the Complex",
-          },
-          {
-            opcode: "rootComplex",
-            blockType: Scratch.BlockType.REPORTER,
-            text: "[COMPLEX1] √ [COMPLEX2]",
-            arguments: {
-              COMPLEX1: {
-                type: Scratch.ArgumentType.STRING,
-                defaultValue: "3",
-              },
-              COMPLEX2: {
-                type: Scratch.ArgumentType.STRING,
-                defaultValue: "2+11i",
-              },
-            },
-          },
-          {
-            opcode: "sqrtComplex",
-            blockType: Scratch.BlockType.REPORTER,
-            text: "Square Root of [COMPLEX]",
-            arguments: {
-              COMPLEX: {
-                type: Scratch.ArgumentType.STRING,
-                defaultValue: "3+4i",
-              },
-            },
-            description: "Finds the square root of the Complex",
-          },
-          {
-            opcode: "logComplex",
-            blockType: Scratch.BlockType.REPORTER,
-            text: "log [BASE] of [INPUT]",
-            arguments: {
-              BASE: { type: Scratch.ArgumentType.STRING, defaultValue: "2+i" },
-              INPUT: {
-                type: Scratch.ArgumentType.STRING,
-                defaultValue: "2+11i",
-              },
-            },
-          },
-          {
-            opcode: "lnComplex",
-            blockType: Scratch.BlockType.REPORTER,
-            text: "ln [COMPLEX]",
-            arguments: {
-              COMPLEX: {
-                type: Scratch.ArgumentType.STRING,
-                defaultValue: "3+4i",
-              },
-            },
-            description: "Finds the natural logarithm of the Complex",
-          },
-          "---",
-          {
-            filter: [Scratch.TargetType.SPRITE], //Just in case
-            blockType: Scratch.BlockType.LABEL,
-            text: Scratch.translate("Motion"),
-          },
-
-          {
-            filter: [Scratch.TargetType.SPRITE],
-            opcode: "getPosition",
-            blockType: Scratch.BlockType.REPORTER,
-            text: "Complex Position",
-          },
-          {
-            filter: [Scratch.TargetType.SPRITE],
-            opcode: "goToComplex",
-            blockType: Scratch.BlockType.COMMAND,
-            text: "Go to [COMPLEX]",
-            arguments: {
-              COMPLEX: {
-                type: Scratch.ArgumentType.STRING,
-                defaultValue: "30+40i",
-              },
-            },
-          },
-          {
-            filter: [Scratch.TargetType.SPRITE],
-            opcode: "goAddComplex",
-            blockType: Scratch.BlockType.COMMAND,
-            text: "Move by [COMPLEX]",
-            arguments: {
-              COMPLEX: {
-                type: Scratch.ArgumentType.STRING,
-                defaultValue: "30+40i",
-              },
-            },
-          },
-          {
-            filter: [Scratch.TargetType.SPRITE],
-            opcode: "GoMulComplex",
-            blockType: Scratch.BlockType.COMMAND,
-            text: "Mul position by [COMPLEX]",
-            arguments: {
-              COMPLEX: { type: Scratch.ArgumentType.STRING, defaultValue: 5 },
-            },
-          },
-          {
-            filter: [Scratch.TargetType.SPRITE],
-            opcode: "goToPolar",
-            blockType: Scratch.BlockType.COMMAND,
-            text: "Go polar [RADII] ∠ [ANGLY]",
-            arguments: {
-              RADII: { type: Scratch.ArgumentType.STRING, defaultValue: 50 },
-              ANGLY: {
-                type: Scratch.ArgumentType.STRING,
-                defaultValue: "0.9272952180016123",
-              },
-            },
-          },
-          {
-            filter: [Scratch.TargetType.SPRITE],
-            opcode: "glideComplex",
-            blockType: Scratch.BlockType.COMMAND,
-            text: "Glide [SECS] secs to [COMPLEX]",
-            arguments: {
-              COMPLEX: {
-                type: Scratch.ArgumentType.STRING,
-                defaultValue: "30+40i",
-              },
-              SECS: { type: Scratch.ArgumentType.NUMBER, defaultValue: 1 },
-            },
-          },
-          "---",
-          {
-            blockType: Scratch.BlockType.LABEL,
-            text: Scratch.translate("Trigonometry and decimals"),
-          },
-          {
-            opcode: "trigOfComplex",
-            blockType: Scratch.BlockType.REPORTER,
-            text: "[TRIG] of [COMPLEX]",
-            arguments: {
-              COMPLEX: {
-                type: Scratch.ArgumentType.STRING,
-                defaultValue: "3+4i",
-              },
-              TRIG: { type: Scratch.ArgumentType.STRING, menu: "trigs" },
-            },
-          },
-          {
-            opcode: "convertComplex",
-            blockType: Scratch.BlockType.REPORTER,
-            text: "Find [ANGLE] [TOSMTH]",
-            arguments: {
-              ANGLE: { type: Scratch.ArgumentType.STRING, defaultValue: "30" },
-              TOSMTH: { type: Scratch.ArgumentType.STRING, menu: "angles" },
-            },
-          },
-          {
-            opcode: "decimalComplex",
-            blockType: Scratch.BlockType.REPORTER,
-            text: "[OPERATION] of [COMPLEX]",
-            arguments: {
-              COMPLEX: {
-                type: Scratch.ArgumentType.STRING,
-                defaultValue: "1+0i",
-              },
-              OPERATION: {
-                type: Scratch.ArgumentType.STRING,
-                menu: "decTools",
-              },
-            },
-          },
-          "---",
-          {
-            blockType: Scratch.BlockType.LABEL,
-            text: Scratch.translate("Booleans"),
-          },
-          {
-            opcode: "equalsComplex",
-            blockType: Scratch.BlockType.BOOLEAN,
-            text: "[COMPLEX1] = [COMPLEX2]?",
-            arguments: {
-              COMPLEX1: {
-                type: Scratch.ArgumentType.STRING,
-                defaultValue: "3+4i",
-              },
-              COMPLEX2: {
-                type: Scratch.ArgumentType.STRING,
-                defaultValue: "3+4i",
-              },
-            },
-          },
-          {
-            opcode: "isFiniteComplex",
-            blockType: Scratch.BlockType.BOOLEAN,
-            text: "[COMPLEX] is finite?",
-            arguments: {
-              COMPLEX: {
-                type: Scratch.ArgumentType.STRING,
-                defaultValue: "3+4i",
-              },
-            },
-          },
-          {
-            opcode: "isNaNComplex",
-            blockType: Scratch.BlockType.BOOLEAN,
-            text: "[COMPLEX] is NaN?",
-            arguments: {
-              COMPLEX: {
-                type: Scratch.ArgumentType.STRING,
-                defaultValue: "3+4i",
-              },
-            },
-          },
-          "---",
-          {
-            blockType: Scratch.BlockType.LABEL,
-            text: Scratch.translate("Strings"), //For others extensions to use
-          },
-          {
-            opcode: "complexArray",
-            blockType: Scratch.BlockType.REPORTER,
-            text: "[COMPLEX] to array",
-            arguments: {
-              COMPLEX: {
-                type: Scratch.ArgumentType.STRING,
-                defaultValue: "3+4i",
-              },
-            },
-          },
-          {
-            opcode: "complexJSON",
-            blockType: Scratch.BlockType.REPORTER,
-            text: "[COMPLEX] to JSON",
-            arguments: {
-              COMPLEX: {
-                type: Scratch.ArgumentType.STRING,
-                defaultValue: "3+4i",
-              },
-            },
-          },
-          {
-            blockType: Scratch.BlockType.LABEL,
-            text: Scratch.translate("Vectors"),
-          },
-          {
-            opcode: "mulVectorAroundPoint",
-            blockType: Scratch.BlockType.REPORTER,
-            text: "mul [VECTOR] around [POINT] by [FACTOR]",
-            arguments: {
-              VECTOR: {
-                type: Scratch.ArgumentType.STRING,
-                defaultValue: "1+0i",
-              },
-              POINT: {
-                type: Scratch.ArgumentType.STRING,
-                defaultValue: "0+0i",
-              },
-              FACTOR: { type: Scratch.ArgumentType.STRING, defaultValue: 2 },
-            },
-          },
-          {
-            opcode: "rotateVectorAroundPoint",
-            blockType: Scratch.BlockType.REPORTER,
-            text: "rotate [VECTOR] around [POINT] by angle [ANGLE]",
-            arguments: {
-              VECTOR: {
-                type: Scratch.ArgumentType.STRING,
-                defaultValue: "1+0i",
-              },
-              POINT: {
-                type: Scratch.ArgumentType.STRING,
-                defaultValue: "0+0i",
-              },
-              ANGLE: {
-                type: Scratch.ArgumentType.STRING,
-                defaultValue: 3.1415,
-              },
-            },
-          },
-          "---",
-          {
-            blockType: Scratch.BlockType.LABEL,
-            text: Scratch.translate("Factorials"),
-          },
-          {
-            opcode: "facOf",
-            blockType: Scratch.BlockType.REPORTER,
-            text: "[ZED] !",
-            arguments: {
-              ZED: { type: Scratch.ArgumentType.STRING, defaultValue: "3+4i" },
-            },
-          },
-          {
-            opcode: "Tfac",
-            blockType: Scratch.BlockType.REPORTER,
-            text: "Terms of factorials",
-          },
-          {
-            opcode: "setTfac",
-            blockType: Scratch.BlockType.COMMAND,
-            text: "Set terms of factorials to [ZED]",
-            arguments: {
-              ZED: { type: Scratch.ArgumentType.NUMBER, defaultValue: 100000 },
-            },
-          },
-        ],
-        menus: {
-          spacing: {
-            acceptReporters: true,
-            items: ["switch", "turn on", "turn off"], //For convertComplex
-          },
-          trigs: { acceptReporters: true, items: this.trig }, //For trigOfComplex
-          angles: {
-            acceptReporters: true,
-            items: ["degs to rads", "𝜋", "rads to degs"], //For convertComplex
-          },
-          decTools: {
-            acceptReporters: true,
-            items: ["round", "ceil", "floor"], //For decimalComplex
-          },
-        },
-      };
+    if (!this) {
+      console.error("`this` isn't correctly bounded in the complex constructor");
+    } else {
+      console.log(this);
     }
+  }
 
-    Complexity({ REAL, IMAG }) {
-      REAL = Scratch.Cast.toNumber(REAL);
-      IMAG = Scratch.Cast.toNumber(IMAG);
-      try {
-        var r = Complex(REAL, IMAG).toString(); //Don't forget: toString(), not Scratch.cast.toString()
-        if (this.noSpacing) r = r.replace(/\s+/g, "");
-        return r;
-      } catch (e) {
-        console.log(e);
-        return NaN;
-      }
-    }
+  getInfo(){
+	return {
+	  id: 'kenayComplexify',
+	  name: 'Complexify!',
+	  color1: '#964b99',
+	  menuIconURI: 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+	  blocks: [
+		{
+		  opcode: 'Complexity', 
+		  blockType: Scratch.BlockType.REPORTER,
+		  text: 'Complexify [REAL] [IMAG]',
+		  arguments: {
+			REAL: { type: Scratch.ArgumentType.NUMBER, defaultValue: '3' },
+			IMAG: { type: Scratch.ArgumentType.NUMBER, defaultValue: '4' }
+		  },
+		},
+		"---",
+		{
+		  blockType: Scratch.BlockType.LABEL,
+		  text: Scratch.translate("Rectangular Tools"), 
+		},
+		{
+		  opcode: 'rectComplex', 
+		  blockType: Scratch.BlockType.REPORTER,
+		  text: '[REAL] + [IMAG] 𝙞',
+		  arguments: {
+			REAL: { type: Scratch.ArgumentType.STRING, defaultValue: '3' },
+			IMAG: { type: Scratch.ArgumentType.STRING, defaultValue: '4' }
+		  },
+		},
+		{
+		  opcode: 'reComplex',
+		  blockType: Scratch.BlockType.REPORTER,
+		  text: 'Real Part of [COMPLEX]',
+		  arguments: {
+			COMPLEX: { type: Scratch.ArgumentType.STRING, defaultValue: '1+2i' }
+		  },
+		},
+		{
+		  opcode: 'imComplex',
+		  blockType: Scratch.BlockType.REPORTER,
+		  text: 'Im. Part of [COMPLEX]',
+		  arguments: {
+			COMPLEX: { type: Scratch.ArgumentType.STRING, defaultValue: '1+2i' },
+		  },
+		},
+		{
+		  opcode: 'conjugateComplex',
+		  blockType: Scratch.BlockType.REPORTER,
+		  text: 'Conjugate of [COMPLEX]',
+		  arguments: {
+			COMPLEX: { type: Scratch.ArgumentType.STRING, defaultValue: '3+4i' }
+		  },
+		},
+		{
+		  blockType: Scratch.BlockType.LABEL,
+		  text: Scratch.translate("Five basic operations"),
+		},
+		{
+		  opcode: 'addComplex',
+		  blockType: Scratch.BlockType.REPORTER,
+		  text: '[COMPLEX1] + [COMPLEX2]',
+		  arguments: {
+			COMPLEX1: { type: Scratch.ArgumentType.STRING, defaultValue: '3+4i' },
+			COMPLEX2: { type: Scratch.ArgumentType.STRING, defaultValue: '1+2i' }
+		  },
+		},
+		{
+		  opcode: 'subtractComplex',
+		  blockType: Scratch.BlockType.REPORTER,
+		  text: '[COMPLEX1] - [COMPLEX2]',
+		  arguments: {
+			COMPLEX1: { type: Scratch.ArgumentType.STRING, defaultValue: '3+4i' },
+			COMPLEX2: { type: Scratch.ArgumentType.STRING, defaultValue: '1+2i' }
+		  },
+		},
+		{
+		  opcode: 'multiplyComplex',
+		  blockType: Scratch.BlockType.REPORTER,
+		  text: '[COMPLEX1] × [COMPLEX2]',
+		  arguments: {
+			COMPLEX1: { type: Scratch.ArgumentType.STRING, defaultValue: '3+4i' },
+			COMPLEX2: { type: Scratch.ArgumentType.STRING, defaultValue: '1+2i' }
+		  },
+		},
+		{
+		  opcode: 'divideComplex',
+		  blockType: Scratch.BlockType.REPORTER,
+		  text: '[COMPLEX1] / [COMPLEX2]',
+		  arguments: {
+			COMPLEX1: { type: Scratch.ArgumentType.STRING, defaultValue: '3+4i' },
+			COMPLEX2: { type: Scratch.ArgumentType.STRING, defaultValue: '1+2i' }
+		  },
+		},
+		{
+		  opcode: 'moduloComplex',
+		  blockType: Scratch.BlockType.REPORTER,
+		  text: '[COMPLEX1] % [COMPLEX2]',
+		  arguments: {
+			COMPLEX1: { type: Scratch.ArgumentType.STRING, defaultValue: '3+4i' },
+			COMPLEX2: { type: Scratch.ArgumentType.STRING, defaultValue: '1+2i' }
+		  },
+		},
+		"---", //I don't know what to name this, just a placeholder
+		{
+		  opcode: 'negComplex',
+		  blockType: Scratch.BlockType.REPORTER,
+		  text: 'Negative [COMPLEX]',
+		  arguments: {
+			COMPLEX: { type: Scratch.ArgumentType.STRING, defaultValue: '3+4i' }
+		  },
+		  description: "Negates the Complex"
+		},
+		{
+		  opcode: 'inverseComplex',
+		  blockType: Scratch.BlockType.REPORTER,
+		  text: 'Inverse of [COMPLEX]',
+		  arguments: {
+			COMPLEX: { type: Scratch.ArgumentType.STRING, defaultValue: '3+4i' }
+		  },
+		  description: "Inverses the Complex"
+		},
+		{
+		  blockType: Scratch.BlockType.LABEL,
+		  text: Scratch.translate("Polar Tools"), 
+		},
+		{
+		  opcode: 'polarComplex',
+		  blockType: Scratch.BlockType.REPORTER,
+		  text: 'Polar [RADIUS] ∠ [ANGLE]',
+		  arguments: {
+			RADIUS: { type: Scratch.ArgumentType.STRING, defaultValue: 5 },
+			ANGLE: { type: Scratch.ArgumentType.STRING, defaultValue: '0.9272952180016123' }
+		  },
+		},
+		{
+		  opcode: 'absComplex',
+		  blockType: Scratch.BlockType.REPORTER,
+		  text: 'Magnitude of [COMPLEX]', 
+			arguments: {
+			COMPLEX: { type: Scratch.ArgumentType.STRING, defaultValue: '3+4i' }
+		  },
+		},
+		{
+		  opcode: 'complexSign',
+		  blockType: Scratch.BlockType.REPORTER,
+		  text: 'Sign of [COMPLEX]', 
+		  arguments: {
+			COMPLEX: { type: Scratch.ArgumentType.STRING, defaultValue: '3+4i' }
+		  },
+		},
+		{
+		  opcode: 'cisThingie',
+		  blockType: Scratch.BlockType.REPORTER,
+		  text: '∠ [ANGLE]', 
+		  arguments: {
+			ANGLE: { type: Scratch.ArgumentType.STRING, defaultValue: '0.9272952180016123' }
+		  },
+		},
+		{
+		  opcode: 'argComplex',
+		  blockType: Scratch.BlockType.REPORTER,
+		  text: 'Argument of [COMPLEX]',
+		  arguments: {
+			COMPLEX: { type: Scratch.ArgumentType.STRING, defaultValue: '3+4i' }
+		  },
+		},
+		"---",
+		{
+		  blockType: Scratch.BlockType.LABEL,
+		  text: Scratch.translate("Spacing"), 
+		},
+		{
+		  opcode: 'stateSpacing',
+		  blockType: Scratch.BlockType.BOOLEAN,
+		  text: 'spacing',
+		},
+		{
+		  opcode: 'switchSpacing',
+		  blockType: Scratch.BlockType.COMMAND,
+		  text: '[Sw] spacing',
+		  arguments: {
+			Sw: { type: Scratch.ArgumentType.STRING, menu: 'spacing' }
+		  },
+		},
+		{
+		  blockType: Scratch.BlockType.LABEL,
+		  text: Scratch.translate("Exponents"), 
+		},
+		{
+		  opcode: 'powComplex',
+		  blockType: Scratch.BlockType.REPORTER,
+		  text: '[COMPLEX1] ^ [COMPLEX2]',
+		  arguments: {
+			COMPLEX1: { type: Scratch.ArgumentType.STRING, defaultValue: '2+i' },
+			COMPLEX2: { type: Scratch.ArgumentType.STRING, defaultValue: '3' }
+		  },
+		},
+		{
+		  opcode: 'expComplex',
+		  blockType: Scratch.BlockType.REPORTER,
+		  text: '𝑒 [COMPLEX]', 
+		  arguments: {
+			COMPLEX: { type: Scratch.ArgumentType.STRING, defaultValue: '3+4i' }
+		  },
+		  description: "Raises 𝑒 to the Complex"
+		},
+		{
+		  opcode: 'rootComplex',
+		  blockType: Scratch.BlockType.REPORTER,
+		  text: '[COMPLEX1] √ [COMPLEX2]',
+		  arguments: {
+			COMPLEX1: { type: Scratch.ArgumentType.STRING, defaultValue: '3' },
+			COMPLEX2: { type: Scratch.ArgumentType.STRING, defaultValue: '2+11i' }
+		  },
+		},
+		{
+		  opcode: 'sqrtComplex',
+		  blockType: Scratch.BlockType.REPORTER,
+		  text: 'Square Root of [COMPLEX]',
+		  arguments: {
+			COMPLEX: { type: Scratch.ArgumentType.STRING, defaultValue: '3+4i' }
+		  },
+		  description: "Finds the square root of the Complex"
+		},
+		{
+		  opcode: 'logComplex',
+		  blockType: Scratch.BlockType.REPORTER,
+		  text: 'log [BASE] of [INPUT]',
+		  arguments: {
+			BASE: { type: Scratch.ArgumentType.STRING, defaultValue: '2+i' },
+			INPUT: { type: Scratch.ArgumentType.STRING, defaultValue: '2+11i' }
+		  },
+		},
+		{
+		  opcode: 'lnComplex',
+		  blockType: Scratch.BlockType.REPORTER,
+		  text: 'ln [COMPLEX]',
+		  arguments: {
+			COMPLEX: { type: Scratch.ArgumentType.STRING, defaultValue: '3+4i' },
+		  },
+		  description: "Finds the natural logarithm of the Complex"
+		},
+		"---",
+		{
+		  filter: [Scratch.TargetType.SPRITE], //Just in case
+		  blockType: Scratch.BlockType.LABEL,
+		  text: Scratch.translate("Motion"),
+		},
+		
+		{
+		  filter: [Scratch.TargetType.SPRITE],
+		  opcode: 'getPosition',
+		  blockType: Scratch.BlockType.REPORTER,
+		  text: 'Complex Position', 
+		},
+		{
+		  filter: [Scratch.TargetType.SPRITE],
+		  opcode: 'goToComplex',
+		  blockType: Scratch.BlockType.COMMAND,
+		  text: 'Go to [COMPLEX]',
+		  arguments: {
+			COMPLEX: { type: Scratch.ArgumentType.STRING, defaultValue: '30+40i' }
+		  }
+		},
+		{
+		  filter: [Scratch.TargetType.SPRITE],
+		  opcode: 'goAddComplex',
+		  blockType: Scratch.BlockType.COMMAND,
+		  text: 'Move by [COMPLEX]',
+		  arguments: {
+			COMPLEX: { type: Scratch.ArgumentType.STRING, defaultValue: '30+40i' }
+		  }
+		},
+		{
+		  filter: [Scratch.TargetType.SPRITE],
+		  opcode: 'GoMulComplex',
+		  blockType: Scratch.BlockType.COMMAND,
+		  text: 'Mul position by [COMPLEX]',
+		  arguments: {
+			COMPLEX: { type: Scratch.ArgumentType.STRING, defaultValue: 5 }
+		  },
+		},
+		{
+		  filter: [Scratch.TargetType.SPRITE], 
+		  opcode: 'goToPolar', 
+		  blockType: Scratch.BlockType.COMMAND,
+		  text: 'Go polar [RADII] ∠ [ANGLY]',
+		  arguments: {
+			RADII: { type: Scratch.ArgumentType.STRING, defaultValue: 50 },
+			ANGLY: { type: Scratch.ArgumentType.STRING, defaultValue: '0.9272952180016123' }
+		  },
+		},
+		{
+		  filter: [Scratch.TargetType.SPRITE], 
+		  opcode: 'glideComplex',
+		  blockType: Scratch.BlockType.COMMAND,
+		  text: 'Glide [SECS] secs to [COMPLEX]',
+		  arguments: {
+			COMPLEX: { type: Scratch.ArgumentType.STRING, defaultValue: '30+40i' },
+			SECS: { type: Scratch.ArgumentType.NUMBER, defaultValue: 1 }
+		  },
+		},
+		"---",
+		{
+		  blockType: Scratch.BlockType.LABEL,
+		  text: Scratch.translate("Trigonometry and decimals"),
+		},
+		{
+		  opcode: 'trigOfComplex',
+		  blockType: Scratch.BlockType.REPORTER,
+		  text: '[TRIG] of [COMPLEX]',
+		  arguments: {
+			COMPLEX: { type: Scratch.ArgumentType.STRING, defaultValue: '3+4i' },
+			TRIG: { type: Scratch.ArgumentType.STRING, menu: 'trigs' }
+		  },
+		},
+		{
+		  opcode: 'convertComplex', 
+		  blockType: Scratch.BlockType.REPORTER,
+		  text: 'Find [ANGLE] [TOSMTH]',
+		  arguments: {
+			ANGLE: { type: Scratch.ArgumentType.STRING, defaultValue: '30' },
+			TOSMTH: { type: Scratch.ArgumentType.STRING, menu: 'angles' }
+		  },
+		},
+		{
+		  opcode: 'decimalComplex', 
+		  blockType: Scratch.BlockType.REPORTER,
+		  text: '[OPERATION] of [COMPLEX]',
+		  arguments: {
+			COMPLEX: { type: Scratch.ArgumentType.STRING, defaultValue: '1+0i' },
+			OPERATION: { type: Scratch.ArgumentType.STRING, menu: 'decTools' }
+		  },
+		},
+		"---",
+		{
+		  blockType: Scratch.BlockType.LABEL,
+		  text: Scratch.translate("Booleans"),
+		},
+		{
+		  opcode: 'equalsComplex',
+		  blockType: Scratch.BlockType.BOOLEAN,
+		  text: '[COMPLEX1] = [COMPLEX2]?',
+		  arguments: {
+			COMPLEX1: { type: Scratch.ArgumentType.STRING, defaultValue: '3+4i' },
+			COMPLEX2: { type: Scratch.ArgumentType.STRING, defaultValue: '3+4i' }
+		  },
+		},
+		{
+		  opcode: 'isFiniteComplex',
+		  blockType: Scratch.BlockType.BOOLEAN,
+		  text: '[COMPLEX] is finite?',
+		  arguments: {
+			COMPLEX: { type: Scratch.ArgumentType.STRING, defaultValue: '3+4i' }
+		  }
+		},
+		{
+		  opcode: 'isNaNComplex', 
+		  blockType: Scratch.BlockType.BOOLEAN,
+		  text: '[COMPLEX] is NaN?',
+		  arguments: {
+			COMPLEX: { type: Scratch.ArgumentType.STRING, defaultValue: '3+4i' }
+		  }
+		},
+		"---",
+		{
+		  blockType: Scratch.BlockType.LABEL,
+		  text: Scratch.translate("Strings"), //For others extensions to use
+		},
+		{
+		  opcode: 'complexArray',
+		  blockType: Scratch.BlockType.REPORTER,
+		  text: '[COMPLEX] to array',
+		  arguments: {
+			COMPLEX: { type: Scratch.ArgumentType.STRING, defaultValue: '3+4i' }
+		  }
+		},
+		{
+		  opcode: 'complexJSON',
+		  blockType: Scratch.BlockType.REPORTER,
+		  text: '[COMPLEX] to JSON',
+		  arguments: {
+			COMPLEX: { type: Scratch.ArgumentType.STRING, defaultValue: '3+4i' }
+		  }
+		},
+		{
+		  blockType: Scratch.BlockType.LABEL,
+		  text: Scratch.translate("Vectors"), 
+		},
+		{
+		  opcode: 'mulVectorAroundPoint',
+		  blockType: Scratch.BlockType.REPORTER,
+		  text: 'mul [VECTOR] around [POINT] by [FACTOR]',
+		  arguments: {
+			VECTOR: { type: Scratch.ArgumentType.STRING, defaultValue: '1+0i' },
+			POINT: { type: Scratch.ArgumentType.STRING, defaultValue: '0+0i' },
+			FACTOR: { type: Scratch.ArgumentType.STRING, defaultValue: 2 }
+		  },
+		},
+		{
+		  opcode: 'rotateVectorAroundPoint',
+		  blockType: Scratch.BlockType.REPORTER,
+		  text: 'rotate [VECTOR] around [POINT] by angle [ANGLE]',
+		  arguments: {
+			VECTOR: { type: Scratch.ArgumentType.STRING, defaultValue: '1+0i' },
+			POINT: { type: Scratch.ArgumentType.STRING, defaultValue: '0+0i' },
+			ANGLE: { type: Scratch.ArgumentType.STRING, defaultValue: 3.141592653589793 }
+		  },
+		},
+		"---",
+		{
+		  blockType: Scratch.BlockType.LABEL,
+		  text: Scratch.translate("Factorials"),
+		  hideFromPalette: true 
+		},
+		{
+		  opcode: 'facOf', 
+		  blockType: Scratch.BlockType.REPORTER,
+		  text: '[ZED] !',
+		  arguments: {
+			ZED: { type: Scratch.ArgumentType.STRING, defaultValue: '3+4i' }
+		  },
+		  hideFromPalette: true
+		},
+		{
+		  opcode: 'Tfac',
+		  blockType: Scratch.BlockType.REPORTER,
+		  text: 'Terms of factorials',
+		  hideFromPalette: true
+		},
+		{
+		  opcode: 'setTfac',
+		  blockType: Scratch.BlockType.COMMAND,
+		  text: 'Set terms of factorials to [ZED]',
+		  arguments: {
+			ZED: { type: Scratch.ArgumentType.NUMBER, defaultValue: 100000 }
+		  },
+		  hideFromPalette: true
+		},
+	  ],
+	  menus: {
+		spacing: {
+		  acceptReporters: true,
+		  items: ['switch', 'turn on', 'turn off'] //For convertComplex
+		},
+		trigs: { acceptReporters: true, items: this.trig }, //For trigOfComplex
+		angles: {
+		  acceptReporters: true,
+		  items: ['degs to rads', '𝜋', 'rads to degs'] //For convertComplex
+		},
+		decTools: {
+		  acceptReporters: true,
+		  items: ['round', 'ceil', 'floor'] //For decimalComplex
+		},
+	  }
+	};
+  }
 
-    /**
+  Complexity({ REAL, IMAG }) {
+	REAL = Scratch.Cast.toNumber(REAL);
+	IMAG = Scratch.Cast.toNumber(IMAG);
+	try {
+	  var r = Complex(REAL, IMAG).toString(); //Don't forget: toString(), not Scratch.cast.toString()
+	  if (this.noSpacing) r = r.replace(/\s+/g, '');
+	  return r;
+	} catch (e) {
+	  console.log(e);
+	  return NaN
+	}
+  }
+
+/**
 	We'll use toString() to return the Complex number with math notation. 
 	If you wonder why, remember Complex is a class, and hence, returns objects.
  	So, new Complex(-5, 1) means "-5+i", but it actually shows {re: -5, im: 1}.
@@ -1294,545 +608,503 @@ Thanks "scratchfoundation" for the Timer <https://github.com/scratchfoundation/s
   	Thus, no Scratch.Cast.toString() or anything like that, because .toString() will always do.
 */
 
-    rectComplex({ REAL, IMAG }) {
-      try {
-        //Simplifies multiplication, as shown:
-        var r = Complex(IMAG).mul("i").add(Complex(REAL)).toString();
-        if (this.noSpacing) r = r.replace(/\s+/g, "");
-        return r;
-      } catch (e) {
-        console.log(e);
-        return NaN;
-      }
-    }
-
-    reComplex({ COMPLEX }) {
-      try {
-        return Complex(COMPLEX).re;
-      } catch (e) {
-        console.log(e);
-        return NaN;
-      }
-    }
+  rectComplex({ REAL, IMAG }) {
+	try { //Simplifies multiplication, as shown:
+	  var r = Complex(IMAG).mul("i").add(Complex(REAL)).toString();
+	  if (this.noSpacing) r = r.replace(/\s+/g, '');
+	  return r;
+	} catch (e) {
+	  console.log(e);
+	  return NaN
+	}
+  }
 
-    imComplex({ COMPLEX }) {
-      try {
-        return Complex(COMPLEX).im;
-      } catch (e) {
-        console.log(e);
-        return NaN;
-      }
-    }
+  reComplex({ COMPLEX }) {
+	try {
+	  return Complex(COMPLEX).re; 
+	} catch (e) {
+	  console.log(e);
+	  return NaN
+	}
+  }
 
-    conjugateComplex({ COMPLEX }) {
-      try {
-        var r = Complex(COMPLEX).conjugate().toString();
-        if (this.noSpacing) r = r.replace(/\s+/g, "");
-        return r;
-      } catch (e) {
-        console.log(e);
-        return NaN;
-      }
-    }
+  imComplex({ COMPLEX }) {
+	try {
+	  return Complex(COMPLEX).im;  
+	} catch (e) {
+	  console.log(e);
+	  return NaN
+	}
+  }
 
-    addComplex({ COMPLEX1, COMPLEX2 }) {
-      try {
-        var r = Complex(COMPLEX1).add(Complex(COMPLEX2)).toString();
-        if (this.noSpacing) r = r.replace(/\s+/g, "");
-        return r;
-      } catch (e) {
-        console.log(e);
-        return NaN;
-      }
-    }
+  conjugateComplex({ COMPLEX }) {
+	try {
+	  var r = Complex(COMPLEX).conjugate().toString();
+	  if (this.noSpacing) r = r.replace(/\s+/g, '');
+	  return r;
+	} catch (e) {
+	  console.log(e);
+	  return NaN
+	}
+  }
 
-    subtractComplex({ COMPLEX1, COMPLEX2 }) {
-      try {
-        var r = Complex(COMPLEX1).sub(Complex(COMPLEX2)).toString();
-        if (this.noSpacing) r = r.replace(/\s+/g, "");
-        return r;
-      } catch (e) {
-        console.log(e);
-        return NaN;
-      }
-    }
+  addComplex({ COMPLEX1, COMPLEX2 }) {
+	try {
+	  var r = Complex(COMPLEX1).add(Complex(COMPLEX2)).toString();
+	  if (this.noSpacing) r = r.replace(/\s+/g, '');
+	  return r;
+	} catch (e) {
+	  console.log(e);
+	  return NaN
+	}
+  }
 
-    multiplyComplex({ COMPLEX1, COMPLEX2 }) {
-      try {
-        var r = Complex(COMPLEX1).mul(Complex(COMPLEX2)).toString();
-        if (this.noSpacing) r = r.replace(/\s+/g, "");
-        return r;
-      } catch (e) {
-        console.log(e);
-        return NaN;
-      }
-    }
+  subtractComplex({ COMPLEX1, COMPLEX2 }) {
+	try {
+	  var r = Complex(COMPLEX1).sub(Complex(COMPLEX2)).toString();
+	  if (this.noSpacing) r = r.replace(/\s+/g, '');
+	  return r;
+	} catch (e) {
+	  console.log(e);
+	  return NaN
+	}
+  }
 
-    divideComplex({ COMPLEX1, COMPLEX2 }) {
-      try {
-        var r = Complex(COMPLEX1).div(Complex(COMPLEX2)).toString();
-        if (this.noSpacing) r = r.replace(/\s+/g, "");
-        return r;
-      } catch (e) {
-        console.log(e);
-        return NaN;
-      }
-    }
+  multiplyComplex({ COMPLEX1, COMPLEX2 }) {
+	try {
+	  var r = Complex(COMPLEX1).mul(Complex(COMPLEX2)).toString();
+	  if (this.noSpacing) r = r.replace(/\s+/g, '');
+	  return r;
+	} catch (e) {
+	  console.log(e);
+	  return NaN
+	}
+  }
 
-    moduloComplex({ COMPLEX1, COMPLEX2 }) {
-      try {
-        const c1 = Complex(COMPLEX1),
-          c2 = Complex(COMPLEX2); // A/B = D +R/B [and R<B], so floor(A/B)=D
-        var r = c1.sub(c2.mul(c1.div(c2).floor())).toString(); // A   = DB+R   and thus R=A-B*(floor[A/B])
-        if (this.noSpacing) r = r.replace(/\s+/g, "");
-        return r;
-      } catch (e) {
-        console.log(e);
-        return NaN;
-      }
-    }
+  divideComplex({ COMPLEX1, COMPLEX2 }) {
+	try {
+	  var r = Complex(COMPLEX1).div(Complex(COMPLEX2)).toString();
+	  if (this.noSpacing) r = r.replace(/\s+/g, '');
+	  return r;
+	} catch (e) {
+	  console.log(e);
+	  return NaN
+	}
+  }
 
-    negComplex({ COMPLEX }) {
-      try {
-        var r = Complex(COMPLEX).neg().toString();
-        if (this.noSpacing) r = r.replace(/\s+/g, "");
-        return r;
-      } catch (e) {
-        console.log(e);
-        return NaN;
-      }
-    }
+  moduloComplex({ COMPLEX1, COMPLEX2 }) {
+	try {
+	  const c1 = Complex(COMPLEX1), c2 = Complex(COMPLEX2)   // A/B = D +R/B [and R<B], so floor(A/B)=D
+	  var r = c1.sub(c2.mul(c1.div(c2).floor())).toString(); // A   = DB+R   and thus R=A-B*(floor[A/B])
+	  if (this.noSpacing) r = r.replace(/\s+/g, '');
+	  return r;
+	} catch (e) {
+	  console.log(e);
+	  return NaN
+	}
+  }
 
-    inverseComplex({ COMPLEX }) {
-      try {
-        var r = Complex(COMPLEX).inverse().toString();
-        if (this.noSpacing) r = r.replace(/\s+/g, "");
-        return r;
-      } catch (e) {
-        console.log(e);
-        return NaN;
-      }
-    }
+  negComplex({ COMPLEX }) {
+	try {
+	  var r = Complex(COMPLEX).neg().toString();
+	  if (this.noSpacing) r = r.replace(/\s+/g, '');
+	  return r;
+	} catch (e) {
+	  console.log(e);
+	  return NaN
+	}
+  }
 
-    polarComplex({ RADIUS, ANGLE }) {
-      try {
-        var r = coolCis(Complex(ANGLE)).mul(Complex(RADIUS)).toString();
-        if (this.noSpacing) r = r.replace(/\s+/g, "");
-        return r;
-      } catch (e) {
-        console.log(e);
-        return NaN;
-      }
-    }
+  inverseComplex({ COMPLEX }) {
+	try {
+	  var r = Complex(COMPLEX).inverse().toString();
+	  if (this.noSpacing) r = r.replace(/\s+/g, '');
+	  return r;
+	} catch (e) {
+	  console.log(e);
+	  return NaN
+	}
+  }
 
-    absComplex({ COMPLEX }) {
-      try {
-        return Complex(COMPLEX).abs();
-      } catch (e) {
-        console.log(e);
-        return NaN;
-      }
-    }
+  polarComplex({ RADIUS, ANGLE }) {
+	try { 
+	  var r = coolCis(Complex(ANGLE)).mul(Complex(RADIUS)).toString();
+	  if (this.noSpacing) r = r.replace(/\s+/g, '');
+	  return r;
+	} catch (e) {
+	  console.log(e);
+	  return NaN
+	}
+  }
 
-    complexSign({ COMPLEX }) {
-      try {
-        var r = Complex(COMPLEX).sign().toString();
-        if (this.noSpacing) r = r.replace(/\s+/g, "");
-        return r;
-      } catch (e) {
-        console.log(e);
-        return NaN;
-      }
-    }
+  absComplex({ COMPLEX }) {
+	try {
+	  return Complex(COMPLEX).abs();
+	} catch (e) {
+	  console.log(e);
+	  return NaN
+	}
+  }
 
-    cisThingie({ ANGLE }) {
-      try {
-        var r = coolCis(ANGLE).toString();
-        if (this.noSpacing) r = r.replace(/\s+/g, "");
-        return r;
-      } catch (e) {
-        console.log(e);
-        return NaN;
-      }
-    }
+  complexSign({ COMPLEX }) {
+	try {
+	  var r = Complex(COMPLEX).sign().toString();
+	  if (this.noSpacing) r = r.replace(/\s+/g, '');
+	  return r;
+	} catch (e) {
+	  console.log(e);
+	  return NaN
+	}
+  }
 
-    argComplex({ COMPLEX }) {
-      try {
-        //There's an .arg() method, but it's a hidden direct Math.atan2()
-        return Complex(COMPLEX).sign().log().mul("-i");
-      } catch (e) {
-        //So, -i*ln(sign[x]) is used for a little bit more presicion
-        console.log(e);
-        return NaN;
-      }
-    }
+  cisThingie({ ANGLE }) {
+	try {
+	  var r = coolCis(ANGLE).toString();
+	  if (this.noSpacing) r = r.replace(/\s+/g, '');
+	  return r;
+	} catch (e) {
+	  console.log(e);
+	  return NaN
+	}
+  }
 
-    powComplex({ COMPLEX1, COMPLEX2 }) {
-      try {
-        var r = Complex(COMPLEX1).pow(Complex(COMPLEX2)).toString();
-        if (this.noSpacing) r = r.replace(/\s+/g, "");
-        return r;
-      } catch (e) {
-        console.log(e);
-        return NaN;
-      }
-    }
+  argComplex({ COMPLEX }) {
+	try { //There's an .arg() method, but it's a hidden direct Math.atan2()
+	  return Complex(COMPLEX).sign().log().mul('-i'); 
+	} catch (e) { //So, -i*ln(sign[x]) is used for a little bit more presicion
+	  console.log(e);
+	  return NaN
+	}
+  }
 
-    stateSpacing(args, util) {
-      return !this.noSpacing;
-    }
+  powComplex({ COMPLEX1, COMPLEX2 }) {
+	try {
+	  var r = Complex(COMPLEX1).pow(Complex(COMPLEX2)).toString();
+	  if (this.noSpacing) r = r.replace(/\s+/g, '');
+	  return r;
+	} catch (e) {
+	  console.log(e);
+	  return NaN
+	}
+  }
 
-    switchSpacing({ Sw }) {
-      try {
-        if (typeof Sw == "boolean") this.noSpacing = !Sw;
-        if (typeof sw == "string") {
-          Sw = Sw.toLowerCase();
-          switch (Sw) {
-            case "switch":
-              this.noSpacing = !this.noSpacing;
-              break;
-            case "no":
-            case "false":
-            case "turn off":
-              this.noSpacing = true;
-              break;
-            case "yes":
-            case "true":
-            case "turn on":
-              this.noSpacing = false;
-              break;
-            default:
-              console.log(sw);
-              break;
-          }
-        }
-      } catch (e) {
-        console.log(e);
-        return NaN;
-      }
-    }
+  stateSpacing(args, util) {
+	return !(this.noSpacing)
+  }
 
-    expComplex({ COMPLEX }) {
-      try {
-        var r = Complex(COMPLEX).exp().toString();
-        if (this.noSpacing) r = r.replace(/\s+/g, "");
-        return r;
-      } catch (e) {
-        console.log(e);
-        return NaN;
-      }
-    }
+  switchSpacing({ Sw }) {
+	try {
+	  if (typeof Sw == 'boolean') this.noSpacing = !Sw;
+	  if (typeof Sw == 'string') {
+		Sw = Sw.toLowerCase();
+		switch (Sw) {
+		  case 'switch': this.noSpacing = !this.noSpacing; break;
+		  case 'no': case 'turn off': this.noSpacing = true; break;
+		  case 'yes': case 'turn on': this.noSpacing = false; break;
+		  default: console.log(Sw); break;
+		}
+	  }
+	} catch (e) {
+	  console.log(e);
+	  return NaN
+	}
+  }
+  
+  expComplex({ COMPLEX }) {
+	try {
+	  var r = Complex(COMPLEX).exp().toString();
+	  if (this.noSpacing) r = r.replace(/\s+/g, '');
+	  return r;
+	} catch (e) {
+	  console.log(e);
+	  return NaN
+	}
+  }
 
-    rootComplex({ COMPLEX1, COMPLEX2 }) {
-      try {
-        var r = Complex(COMPLEX2).pow(Complex(COMPLEX1).inverse()).toString();
-        if (this.noSpacing) r = r.replace(/\s+/g, "");
-        return r;
-      } catch (e) {
-        console.log(e);
-        return NaN;
-      }
-    }
+  rootComplex({ COMPLEX1, COMPLEX2 }) {
+	try {
+	  var r = Complex(COMPLEX2).pow(Complex(COMPLEX1).inverse()).toString();
+	  if (this.noSpacing) r = r.replace(/\s+/g, '');
+	  return r;
+	} catch (e) {
+	  console.log(e);
+	  return NaN
+	}
+  }
 
-    sqrtComplex({ COMPLEX }) {
-      try {
-        var r = Complex(COMPLEX).sqrt().toString();
-        if (this.noSpacing) r = r.replace(/\s+/g, "");
-        return r;
-      } catch (e) {
-        console.log(e);
-        return NaN;
-      }
-    }
+  sqrtComplex({ COMPLEX }) {
+	try {
+	  var r = Complex(COMPLEX).sqrt().toString();
+	  if (this.noSpacing) r = r.replace(/\s+/g, '');
+	  return r;
+	} catch (e) {
+	  console.log(e);
+	  return NaN
+	}
+  }
 
-    logComplex({ BASE, INPUT }) {
-      try {
-        var r = Complex(INPUT).log().div(Complex(BASE).log()).toString();
-        if (this.noSpacing) r = r.replace(/\s+/g, "");
-        return r;
-      } catch (e) {
-        console.log(e);
-        return NaN;
-      }
-    }
+  logComplex({ BASE, INPUT }) {
+	  try {
+	  var r = Complex(INPUT).log().div(Complex(BASE).log()).toString();
+	  if (this.noSpacing) r = r.replace(/\s+/g, '');
+	  return r;
+	} catch (e) {
+	  console.log(e);
+	  return NaN
+	}
+  }
 
-    lnComplex({ COMPLEX }) {
-      try {
-        var r = Complex(COMPLEX).log().toString();
-        if (this.noSpacing) r = r.replace(/\s+/g, "");
-        return r;
-      } catch (e) {
-        console.log(e);
-        return NaN;
-      }
-    }
+  lnComplex({ COMPLEX }) {
+	try {
+	  var r = Complex(COMPLEX).log().toString();
+	  if (this.noSpacing) r = r.replace(/\s+/g, '');
+	  return r;
+	} catch (e) {
+	  console.log(e);
+	  return NaN
+	}
+  }
 
-    getPosition(args, util) {
-      try {
-        var r = Complex(util.target.x, util.target.y).toString();
-        if (this.noSpacing) r = r.replace(/\s+/g, "");
-        return r;
-      } catch (e) {
-        if (util.target.y < 0) {
-          let imPart = util.target.y + "i";
-          return util.target.x + imPart;
-        }
-        return util.target.x + "+" + util.target.y + "i";
-      }
-    }
+  getPosition(args, util) {
+	try {
+	  var r = Complex(util.target.x, util.target.y).toString();
+	  if (this.noSpacing) r = r.replace(/\s+/g, '');
+	  return r;
+	} catch (e) {
+		if (util.target.y < 0) {
+	  let imPart = util.target.y + "i"
+	  return util.target.x + imPart;
+	}
+	return util.target.x + "+" + util.target.y + "i";
+	}
+  }
 
-    goToComplex(args, util) {
-      if (util.target.isStage) return;
-      const cInstance = Complex(args.COMPLEX);
-      util.target.setXY(cInstance.re, cInstance.im);
-    }
+  goToComplex(args, util) {
+	if (util.target.isStage) return;
+	const cInstance = Complex(args.COMPLEX);
+	util.target.setXY(cInstance.re, cInstance.im);
+  }
 
-    goAddComplex(args, util) {
-      if (util.target.isStage) return;
-      const cInstance = Complex(args.COMPLEX);
-      util.target.setXY(
-        util.target.x + cInstance.re,
-        util.target.y + cInstance.im
-      );
-    }
+  goAddComplex(args, util) {
+	if (util.target.isStage) return;
+	const cInstance = Complex(args.COMPLEX);
+	util.target.setXY(util.target.x + cInstance.re, util.target.y + cInstance.im);
+  }
 
-    goToPolar(args, util) {
-      if (util.target.isStage) return;
-      const cInstance = coolCis(args.ANGLY).mul(args.RADII);
-      util.target.setXY(cInstance.re, cInstance.im);
-    }
+  goToPolar(args, util) {
+	if (util.target.isStage) return;
+	const cInstance = coolCis(args.ANGLY).mul(args.RADII);
+	util.target.setXY(cInstance.re, cInstance.im);
+  }
 
-    GoMulComplex(args, util) {
-      if (util.target.isStage) return;
-      const cIn = Complex(args.COMPLEX);
-      const cInstance = Complex(util.target.x, util.target.y).mul(cIn);
-      util.target.setXY(cInstance.re, cInstance.im);
-    }
+  GoMulComplex(args, util) {
+	if (util.target.isStage) return;
+	const cIn = Complex(args.COMPLEX);
+	const cInstance = Complex(util.target.x, util.target.y).mul(cIn);
+	util.target.setXY(cInstance.re, cInstance.im);
+  }
 
-    glideComplex(args, util) {
-      if (util.target.isStage) return;
-      args.SECS = Scratch.Cast.toNumber(args.SECS);
-      if (args.SECS == 0) {
-        //We've run out of time!
-        this.goToComplex(args, util);
-        return;
-      }
-      if (util.stackFrame.timer) {
-        const timeElapsed = util.stackFrame.timer.timeElapsed();
-        if (timeElapsed < util.stackFrame.duration * 1000) {
-          // We've moving! And we'll move again.
-          const frac = timeElapsed / (util.stackFrame.duration * 1000);
-          const d = util.stackFrame.finish.sub(util.stackFrame.start).mul(frac);
-          util.target.setXY(
-            util.stackFrame.start.re + d.re,
-            util.stackFrame.start.im + d.im
-          );
-          console.log(util.stackFrame);
-          util.yield();
-        } else {
-          // We're done! Now, lets end this
-          util.target.setXY(
-            util.stackFrame.finish.re,
-            util.stackFrame.finish.im
-          );
-          console.log("end");
-        }
-      } else {
-        // We're starting! So, new Timer!
-        util.stackFrame.timer = new Timer();
-        util.stackFrame.timer.start();
-        if (args.SECS > 0) {
-          util.stackFrame.start = new Complex(util.target.x, util.target.y);
-          util.stackFrame.finish = new Complex(args.COMPLEX);
-        } else {
-          args.SECS = -args.SECS;
-          util.stackFrame.finish = new Complex(util.target.x, util.target.y);
-          util.stackFrame.start = new Complex(args.COMPLEX);
-        }
-        util.stackFrame.duration = args.SECS;
-        console.log(util.stackFrame);
-        util.yield();
-      }
-    }
+  glideComplex (args, util) {
+	if (util.target.isStage) return;
+	args.SECS = Scratch.Cast.toNumber(args.SECS);
+	if (args.SECS == 0) { //We've run out of time!
+		this.goToComplex(args, util);
+		return;
+	}
+	if (util.stackFrame.timer) {
+	  const timeElapsed = util.stackFrame.timer.timeElapsed();
+	  if (timeElapsed < util.stackFrame.duration * 1000) {
+		// We've moving! And we'll move again.
+		const frac = timeElapsed / (util.stackFrame.duration * 1000);
+		const d = util.stackFrame.finish.sub(util.stackFrame.start).mul(frac);
+		util.target.setXY(util.stackFrame.start.re + d.re, util.stackFrame.start.im + d.im);
+		console.log(util.stackFrame);
+		util.yield();
+	  } else {
+		// We're done! Now, lets end this
+		util.target.setXY(util.stackFrame.finish.re, util.stackFrame.finish.im);
+		console.log('end');
+	  }
+	} else {
+	  // We're starting! So, new Timer!
+	  util.stackFrame.timer = new Timer();
+	  util.stackFrame.timer.start();
+	  if (args.SECS > 0) {
+	  util.stackFrame.start = new Complex(util.target.x, util.target.y);
+	  util.stackFrame.finish = new Complex(args.COMPLEX);
+	  } else {
+	  args.SECS = -args.SECS
+	  util.stackFrame.finish = new Complex(util.target.x, util.target.y);
+	  util.stackFrame.start = new Complex(args.COMPLEX);
+	  }
+	  util.stackFrame.duration = args.SECS;
+	console.log(util.stackFrame);
+	util.yield();
+	}
+  }
 
-    trigOfComplex({ COMPLEX, TRIG }) {
-      try {
-        const cInstance = Complex(COMPLEX);
-        const trigMethod = TRIG.toLowerCase();
-        const validTrigFunctions = this.trig;
-        if (
-          validTrigFunctions.includes(trigMethod) &&
-          typeof cInstance[trigMethod] === "function"
-        ) {
-          const result = cInstance[trigMethod]();
-          if (result.isNaN()) return "Infinity";
-          var r = result.toString();
-          if (this.noSpacing) r = r.replace(/\s+/g, "");
-          return r;
-        } else {
-          return "0";
-        }
-      } catch (e) {
-        console.log(e);
-        return NaN;
-      }
-    }
+  trigOfComplex({ COMPLEX, TRIG }) {
+	try {
+	  const cInstance = Complex(COMPLEX);
+	  const trigMethod = TRIG.toLowerCase();
+	  const validTrigFunctions = this.trig;
+	  if (validTrigFunctions.includes(trigMethod) && typeof cInstance[trigMethod] === 'function') {
+		const result = cInstance[trigMethod]();
+		if (result.isNaN()) return 'Infinity'
+		var r = result.toString();
+		if (this.noSpacing) r = r.replace(/\s+/g, '');
+		return r;
+	  } else {
+		return "0";
+	  }
+	} catch (e) {
+	  console.log(e);
+	  return NaN;
+	}
+  }
 
-    convertComplex({ ANGLE, TOSMTH }) {
-      try {
-        if (ANGLE == "") {
-          return 0;
-        }
-        const cInstance = Complex(ANGLE);
-        switch (TOSMTH) {
-          case "degs to rads":
-            if (cInstance.im == 0)
-              return (cInstance.re * 0.017453292519943295) % twoPi;
-            return cInstance.mul(0.017453292519943295).toString();
-            break;
-          case "𝜋":
-            return cInstance.mul(3.141592653589793).toString();
-            break;
-          case "rads to degs":
-            if (cInstance.im == 0)
-              return (cInstance.re * 57.29577951308232) % 360;
-            return cInstance.mul(57.29577951308232).toString();
-            break;
-          default:
-            return NaN;
-        }
-      } catch (e) {
-        console.log(e);
-        return 0;
-      }
-    }
+  convertComplex({ ANGLE, TOSMTH }) {
+	try {
+	  if (ANGLE == "") {
+		return 0;
+	  }
+	  const cInstance = Complex(ANGLE);
+	  switch (TOSMTH) {
+		case 'degs to rads': if (cInstance.im == 0) return (cInstance.re * 0.017453292519943295) % twoPi; 
+							    return cInstance.mul(0.017453292519943295).toString(); break;
+		case '𝜋': return cInstance.mul(3.141592653589793).toString(); break;
+		case 'rads to degs': if (cInstance.im == 0) return (cInstance.re * 57.29577951308232) % 360; 
+							    return cInstance.mul(57.29577951308232).toString(); break;
+		default: return NaN
+	  }
+	} catch (e) {
+	  console.log(e);
+	  return 0;
+	}
+  }
 
-    decimalComplex({ COMPLEX, OPERATION }) {
-      const complex = Complex(COMPLEX);
-      OPERATION = OPERATION.toLowerCase();
-      var r;
-      switch (OPERATION) {
-        case "ceil":
-          r = complex.ceil().toString();
-          break;
-        case "floor":
-          r = complex.floor().toString();
-          break;
-        case "round":
-          r = complex.round().toString();
-          break;
-        default:
-          r = 0;
-      }
-      if (this.noSpacing) r = r.replace(/\s+/g, "");
-      return r;
-    }
+  decimalComplex({ COMPLEX, OPERATION }) {
+	const complex = Complex(COMPLEX);
+	OPERATION = OPERATION.toLowerCase();
+	var r;
+	switch (OPERATION) {
+	  case 'ceil':
+		r = complex.ceil().toString();
+		break;
+	  case 'floor':
+		r = complex.floor().toString();
+		break;
+	  case 'round':
+		r = complex.round().toString();
+		break;
+	  default:
+		r = 0;
+	}
+	if (this.noSpacing) r = r.replace(/\s+/g, '');
+	return r;
+  }
 
-    equalsComplex({ COMPLEX1, COMPLEX2 }) {
-      try {
-        return Complex(COMPLEX1).equals(Complex(COMPLEX2));
-      } catch (e) {
-        console.log(e);
-        return false;
-      }
-    }
+  equalsComplex({ COMPLEX1, COMPLEX2 }) {
+	try {
+	  return Complex(COMPLEX1).equals(Complex(COMPLEX2));
+	} catch (e) {
+	  console.log(e);
+	  return false;
+	}
+  }
 
-    isNaNComplex({ COMPLEX }) {
-      try {
-        return Complex(COMPLEX).isNaN();
-      } catch (e) {
-        console.log(e);
-        return false;
-      }
-    }
+  isNaNComplex({ COMPLEX }) {
+	try {
+	  return Complex(COMPLEX).isNaN();
+	} catch (e) {
+	  console.log(e);
+	  return false;
+	}
+  }
 
-    isFiniteComplex({ COMPLEX }) {
-      try {
-        return Complex(COMPLEX).isFinite();
-      } catch (e) {
-        console.log(e);
-        return false;
-      }
-    }
+  isFiniteComplex({ COMPLEX }) { 
+	try {
+	  return Complex(COMPLEX).isFinite();
+	} catch (e) {
+	  console.log(e);
+	  return false;
+	}
+  }
 
-    complexArray({ COMPLEX }) {
-      try {
-        const z = Complex(COMPLEX);
-        return "[" + z.re + "," + z.im + "]";
-      } catch (e) {
-        console.log(e);
-        return NaN;
-      }
-    }
+  complexArray({ COMPLEX }) {
+	try {
+	  const z = Complex(COMPLEX);
+	  return "[" + z.re + "," + z.im + "]";
+	} catch (e) {
+	  console.log(e);
+	  return NaN;
+	}
+  }
 
-    complexJSON({ COMPLEX }) {
-      try {
-        const z = Complex(COMPLEX);
-        return JSON.stringify({ re: z.re, im: z.im });
-      } catch (e) {
-        console.log(e);
-        return NaN;
-      }
-    }
+  complexJSON({ COMPLEX }) {
+	try {
+	  const z = Complex(COMPLEX);
+	  return JSON.stringify({ re: z.re, im: z.im });
+	} catch (e) {
+	  console.log(e);
+	  return NaN;
+	}
+  }
 
-    mulVectorAroundPoint({ VECTOR, POINT, FACTOR }) {
-      try {
-        var r = Complex(VECTOR)
-          .sub(Complex(POINT))
-          .mul(Complex(FACTOR))
-          .add(Complex(POINT))
-          .toString();
-        if (this.noSpacing) r = r.replace(/\s+/g, "");
-        return r;
-      } catch (e) {
-        console.log(e);
-        return NaN;
-      }
-    }
+  mulVectorAroundPoint({ VECTOR, POINT, FACTOR }) {
+	try { 
+	  var r = Complex(VECTOR).sub(Complex(POINT)).mul(Complex(FACTOR)).add(Complex(POINT)).toString();
+	  if (this.noSpacing) r = r.replace(/\s+/g, '');
+	  return r;
+	} catch (e) {
+	  console.log(e);
+	  return NaN;
+	}
+  }
 
-    rotateVectorAroundPoint({ VECTOR, POINT, ANGLE }) {
-      try {
-        var r = Complex(VECTOR)
-          .sub(Complex(POINT))
-          .mul(coolCis(Complex(ANGLE)))
-          .add(Complex(POINT))
-          .toString();
-        if (this.noSpacing) r = r.replace(/\s+/g, "");
-        return r;
-      } catch (e) {
-        console.log(e);
-        return NaN;
-      }
-    }
+  rotateVectorAroundPoint({ VECTOR, POINT, ANGLE }) {
+	try {
+	  var r = Complex(VECTOR).sub(Complex(POINT)).mul(coolCis(Complex(ANGLE))).add(Complex(POINT)).toString();
+	  if (this.noSpacing) r = r.replace(/\s+/g, '');
+	  return r;
+	} catch (e) {
+	  console.log(e);
+	  return NaN;
+	}
+  }
 
-    facOf({ ZED }) {
-      try {
-        var r = factorial(Complex(ZED), this.terms).toString();
-        if (this.noSpacing) r = r.replace(/\s+/g, "");
-        return r;
-      } catch (e) {
-        console.log(e);
-        return NaN;
-      }
-    }
+  /**
+	The following is the v3 of the Factorial function. 
+	The day it's fast, efficient and right , it'll see the light of day.
+  */
+  facOf({ ZED }) {
+	try {
+	  var r = factorial(Complex(ZED), this.terms).toString();
+	  if (this.noSpacing) r = r.replace(/\s+/g, '');
+	  return r;
+	} catch (e) { 
+	  console.log(e);
+	  return NaN;
+	}
+  }
 
-    Tfac() {
-      try {
-        return this.terms;
-      } catch (e) {
-        console.log(e);
-        return NaN;
-      }
-    }
+  Tfac() {
+	try {
+	  return this.terms;
+	} catch (e) {
+	  console.log(e);
+	  return NaN;
+	}
+  }
 
-    setTfac({ ZED }) {
-      ZED = Scratch.Cast.toNumber(ZED);
-      try {
-        if (ZED >= 0 && Number.isInteger(ZED)) this.terms = ZED;
-      } catch (e) {
-        console.log(e);
-      }
-    }
+  setTfac({ ZED }) {
+	ZED = Scratch.Cast.toNumber(ZED);
+	try {
+	  if (ZED >= 0 && Number.isInteger(ZED)) this.terms = ZED;
+	} catch (e) {
+	  console.log(e);
+	}
   }
-  Scratch.extensions.register(new ComplexityExtension());
+}
+Scratch.extensions.register(new ComplexityExtension()); 
 })(Scratch);

From 09c7e18d05eb476e2484574e53aa3829c385a863 Mon Sep 17 00:00:00 2001
From: "DangoCat[bot]" <dangocat@users.noreply.github.com>
Date: Wed, 21 May 2025 22:11:37 +0000
Subject: [PATCH 06/22] [Automated] Format code

---
 .../Kenay-With-a-Y-At-The-End/Complexify!.js  | 2772 +++++++++++------
 1 file changed, 1753 insertions(+), 1019 deletions(-)

diff --git a/extensions/Kenay-With-a-Y-At-The-End/Complexify!.js b/extensions/Kenay-With-a-Y-At-The-End/Complexify!.js
index afbb83709e..5b31755fff 100644
--- a/extensions/Kenay-With-a-Y-At-The-End/Complexify!.js
+++ b/extensions/Kenay-With-a-Y-At-The-End/Complexify!.js
@@ -14,592 +14,1282 @@ Thanks "scratchfoundation" for the Timer <https://github.com/scratchfoundation/s
 */
 
 (function (Scratch) {
-	'use strict'; 
-if (!Scratch.extensions.unsandboxed) {
-  throw new Error("Complexify! must run unsandboxed");
-}
+  "use strict";
+  if (!Scratch.extensions.unsandboxed) {
+    throw new Error("Complexify! must run unsandboxed");
+  }
 
-class Timer {
-    constructor (nowObj = Timer.nowObj) {
-        this.startTime = 0;
-        /**Wht is now?*/
-        this.nowObj = nowObj;
+  class Timer {
+    constructor(nowObj = Timer.nowObj) {
+      this.startTime = 0;
+      /**Wht is now?*/
+      this.nowObj = nowObj;
     }
-    static get USE_PERFORMANCE () {
-        return false;
+    static get USE_PERFORMANCE() {
+      return false;
     }
-    static get legacyDateCode () {
-        return {
-            now: function () {
-                return new Date().getTime();
-            }
-        };
+    static get legacyDateCode() {
+      return {
+        now: function () {
+          return new Date().getTime();
+        },
+      };
     }
-    static get nowObj () {
-        if (Timer.USE_PERFORMANCE && typeof self !== 'undefined' && self.performance && 'now' in self.performance) {
-            return self.performance;
-        } else if (Date.now) {
-            return Date;
-        }
-        return Timer.legacyDateCode;
+    static get nowObj() {
+      if (
+        Timer.USE_PERFORMANCE &&
+        typeof self !== "undefined" &&
+        self.performance &&
+        "now" in self.performance
+      ) {
+        return self.performance;
+      } else if (Date.now) {
+        return Date;
+      }
+      return Timer.legacyDateCode;
     }
-    time () {
-        return this.nowObj.now();
+    time() {
+      return this.nowObj.now();
     }
-    start () {
-        this.startTime = this.nowObj.now();
+    start() {
+      this.startTime = this.nowObj.now();
     }
-    timeElapsed () {
-        return this.nowObj.now() - this.startTime;
+    timeElapsed() {
+      return this.nowObj.now() - this.startTime;
     }
-    setTimeout (handler, timeout) {
-        return global.setTimeout(handler, timeout);
+    setTimeout(handler, timeout) {
+      return global.setTimeout(handler, timeout);
     }
-    clearTimeout (timeoutId) {
-        global.clearTimeout(timeoutId);
+    clearTimeout(timeoutId) {
+      global.clearTimeout(timeoutId);
     }
-}
+  }
 
-(function(r){function l(a,b){if(void 0===a||null===a)f.re=f.im=0;else if(void 0!==b)f.re=a,f.im=b;else switch(typeof a){case "object":if("im"in a&&"re"in a)f.re=a.re,f.im=a.im;else if("abs"in a&&"arg"in a){if(!isFinite(a.abs)&&isFinite(a.arg))return c.INFINITY;f.re=a.abs*Math.cos(a.arg);f.im=a.abs*Math.sin(a.arg)}else if("r"in a&&"phi"in a){if(!isFinite(a.r)&&isFinite(a.phi))return c.INFINITY;f.re=a.r*Math.cos(a.phi);f.im=a.r*Math.sin(a.phi)}else 2===a.length?(f.re=a[0],f.im=a[1]):m();
-break;case "string":f.im=f.re=0;a=a.replace(/_/g,"").match(/\d+\.?\d*e[+-]?\d+|\d+\.?\d*|\.\d+|./g);b=1;let d=0;null===a&&m();for(let e=0;e<a.length;e++){const g=a[e];" "!==g&&"\t"!==g&&"\n"!==g&&("+"===g?b++:"-"===g?d++:("i"===g||"I"===g?(0===b+d&&m()," "===a[e+1]||isNaN(a[e+1])?f.im+=parseFloat((d%2?"-":"")+"1"):(f.im+=parseFloat((d%2?"-":"")+a[e+1]),e++)):((0===b+d||isNaN(g))&&m(),"i"===a[e+1]||"I"===a[e+1]?(f.im+=parseFloat((d%2?"-":"")+g),e++):f.re+=parseFloat((d%2?"-":"")+g)),b=d=0))}0<b+d&&
-m();break;case "number":f.im=0;f.re=a;break;default:m()}return f}function m(){throw SyntaxError("Invalid Param");}function n(a,b){a=Math.abs(a);b=Math.abs(b);a<b&&([a,b]=[b,a]);if(1E8>a)return Math.sqrt(a*a+b*b);b/=a;return a*Math.sqrt(1+b*b)}function p(a,b){const d=Math.abs(a),e=Math.abs(b);if(0===a)return Math.log(e);if(0===b)return Math.log(d);if(3E3>d&&3E3>e)return.5*Math.log(a*a+b*b);a*=.5;b*=.5;return.5*Math.log(a*a+b*b)+Math.LN2}function c(a,b){if(!(this instanceof c))return new c(a,b);a=l(a,
-b);this.re=a.re;this.im=a.im}const h=Math.cosh||function(a){return 1E-9>Math.abs(a)?1-a:.5*(Math.exp(a)+Math.exp(-a))},k=Math.sinh||function(a){return 1E-9>Math.abs(a)?a:.5*(Math.exp(a)-Math.exp(-a))},f={re:0,im:0};c.prototype={re:0,im:0,sign:function(){const a=n(this.re,this.im);return new c(this.re/a,this.im/a)},add:function(a,b){a=l(a,b);b=this.isInfinite();const d=!(isFinite(a.re)&&isFinite(a.im));return b||d?b&&d?c.NAN:c.INFINITY:new c(this.re+a.re,this.im+a.im)},sub:function(a,b){a=l(a,b);b=
-this.isInfinite();const d=!(isFinite(a.re)&&isFinite(a.im));return b||d?b&&d?c.NAN:c.INFINITY:new c(this.re-a.re,this.im-a.im)},mul:function(a,b){a=l(a,b);b=this.isInfinite();const d=!(isFinite(a.re)&&isFinite(a.im)),e=0===this.re&&0===this.im,g=0===a.re&&0===a.im;return b&&g||d&&e?c.NAN:b||d?c.INFINITY:0===a.im&&0===this.im?new c(this.re*a.re,0):new c(this.re*a.re-this.im*a.im,this.re*a.im+this.im*a.re)},div:function(a,b){a=l(a,b);b=this.isInfinite();const d=!(isFinite(a.re)&&isFinite(a.im)),e=0===
-this.re&&0===this.im,g=0===a.re&&0===a.im;if(e&&g||b&&d)return c.NAN;if(g||b)return c.INFINITY;if(e||d)return c.ZERO;if(0===a.im)return new c(this.re/a.re,this.im/a.re);if(Math.abs(a.re)<Math.abs(a.im))return b=a.re/a.im,a=a.re*b+a.im,new c((this.re*b+this.im)/a,(this.im*b-this.re)/a);b=a.im/a.re;a=a.im*b+a.re;return new c((this.re+this.im*b)/a,(this.im-this.re*b)/a)},pow:function(a,b){a=l(a,b);b=0===this.re&&0===this.im;if(0===a.re&&0===a.im)return c.ONE;if(0===a.im){if(0===this.im&&0<this.re)return new c(Math.pow(this.re,
-a.re),0);if(0===this.re)switch((a.re%4+4)%4){case 0:return new c(Math.pow(this.im,a.re),0);case 1:return new c(0,Math.pow(this.im,a.re));case 2:return new c(-Math.pow(this.im,a.re),0);case 3:return new c(0,-Math.pow(this.im,a.re))}}if(b&&0<a.re)return c.ZERO;const d=Math.atan2(this.im,this.re),e=p(this.re,this.im);b=Math.exp(a.re*e-a.im*d);a=a.im*e+a.re*d;return new c(b*Math.cos(a),b*Math.sin(a))},sqrt:function(){const a=this.re,b=this.im;if(0===b)return 0<=a?new c(Math.sqrt(a),0):new c(0,Math.sqrt(-a));
-var d=n(a,b);d=Math.sqrt(.5*(d+Math.abs(a)));let e=Math.abs(b)/(2*d);return 0<=a?new c(d,0>b?-e:e):new c(e,0>b?-d:d)},exp:function(){const a=Math.exp(this.re);return 0===this.im?new c(a,0):new c(a*Math.cos(this.im),a*Math.sin(this.im))},expm1:function(){const a=this.re,b=this.im;var d=Math.expm1(a)*Math.cos(b);var e=Math.PI/4;-e>b||b>e?e=Math.cos(b)-1:(e=b*b,e*=e*(e*(e*(e*(e*(e*(e/20922789888E3-1/87178291200)+1/479001600)-1/3628800)+1/40320)-1/720)+1/24)-.5);return new c(d+e,Math.exp(a)*Math.sin(b))},
-log:function(){const a=this.re,b=this.im;return 0===b&&0<a?new c(Math.log(a),0):new c(p(a,b),Math.atan2(b,a))},abs:function(){return n(this.re,this.im)},arg:function(){return Math.atan2(this.im,this.re)},sin:function(){const a=this.re,b=this.im;return new c(Math.sin(a)*h(b),Math.cos(a)*k(b))},cos:function(){const a=this.re,b=this.im;return new c(Math.cos(a)*h(b),-Math.sin(a)*k(b))},tan:function(){const a=2*this.re,b=2*this.im,d=Math.cos(a)+h(b);return new c(Math.sin(a)/d,k(b)/d)},cot:function(){const a=
-2*this.re,b=2*this.im,d=Math.cos(a)-h(b);return new c(-Math.sin(a)/d,k(b)/d)},sec:function(){const a=this.re,b=this.im,d=.5*h(2*b)+.5*Math.cos(2*a);return new c(Math.cos(a)*h(b)/d,Math.sin(a)*k(b)/d)},csc:function(){const a=this.re,b=this.im,d=.5*h(2*b)-.5*Math.cos(2*a);return new c(Math.sin(a)*h(b)/d,-Math.cos(a)*k(b)/d)},asin:function(){var a=this.re;const b=this.im,d=(new c(b*b-a*a+1,-2*a*b)).sqrt();a=(new c(d.re-b,d.im+a)).log();return new c(a.im,-a.re)},acos:function(){var a=this.re;const b=
-this.im,d=(new c(b*b-a*a+1,-2*a*b)).sqrt();a=(new c(d.re-b,d.im+a)).log();return new c(Math.PI/2-a.im,a.re)},atan:function(){var a=this.re;const b=this.im;if(0===a){if(1===b)return new c(0,Infinity);if(-1===b)return new c(0,-Infinity)}const d=a*a+(1-b)*(1-b);a=(new c((1-b*b-a*a)/d,-2*a/d)).log();return new c(-.5*a.im,.5*a.re)},acot:function(){const a=this.re,b=this.im;if(0===b)return new c(Math.atan2(1,a),0);const d=a*a+b*b;return 0!==d?(new c(a/d,-b/d)).atan():(new c(0!==a?a/0:0,0!==b?-b/0:0)).atan()},
-asec:function(){const a=this.re,b=this.im;if(0===a&&0===b)return new c(0,Infinity);const d=a*a+b*b;return 0!==d?(new c(a/d,-b/d)).acos():(new c(0!==a?a/0:0,0!==b?-b/0:0)).acos()},acsc:function(){const a=this.re,b=this.im;if(0===a&&0===b)return new c(Math.PI/2,Infinity);const d=a*a+b*b;return 0!==d?(new c(a/d,-b/d)).asin():(new c(0!==a?a/0:0,0!==b?-b/0:0)).asin()},sinh:function(){const a=this.re,b=this.im;return new c(k(a)*Math.cos(b),h(a)*Math.sin(b))},cosh:function(){const a=this.re,b=this.im;return new c(h(a)*
-Math.cos(b),k(a)*Math.sin(b))},tanh:function(){const a=2*this.re,b=2*this.im,d=h(a)+Math.cos(b);return new c(k(a)/d,Math.sin(b)/d)},coth:function(){const a=2*this.re,b=2*this.im,d=h(a)-Math.cos(b);return new c(k(a)/d,-Math.sin(b)/d)},csch:function(){const a=this.re,b=this.im,d=Math.cos(2*b)-h(2*a);return new c(-2*k(a)*Math.cos(b)/d,2*h(a)*Math.sin(b)/d)},sech:function(){const a=this.re,b=this.im,d=Math.cos(2*b)+h(2*a);return new c(2*h(a)*Math.cos(b)/d,-2*k(a)*Math.sin(b)/d)},asinh:function(){let a=
-this.im;this.im=-this.re;this.re=a;const b=this.asin();this.re=-this.im;this.im=a;a=b.re;b.re=-b.im;b.im=a;return b},acosh:function(){const a=this.acos();if(0>=a.im){var b=a.re;a.re=-a.im;a.im=b}else b=a.im,a.im=-a.re,a.re=b;return a},atanh:function(){var a=this.re,b=this.im;const d=1<a&&0===b,e=1-a,g=1+a,q=e*e+b*b;a=0!==q?new c((g*e-b*b)/q,(b*e+g*b)/q):new c(-1!==a?a/0:0,0!==b?b/0:0);b=a.re;a.re=p(a.re,a.im)/2;a.im=Math.atan2(a.im,b)/2;d&&(a.im=-a.im);return a},acoth:function(){const a=this.re,b=
-this.im;if(0===a&&0===b)return new c(0,Math.PI/2);const d=a*a+b*b;return 0!==d?(new c(a/d,-b/d)).atanh():(new c(0!==a?a/0:0,0!==b?-b/0:0)).atanh()},acsch:function(){const a=this.re,b=this.im;if(0===b)return new c(0!==a?Math.log(a+Math.sqrt(a*a+1)):Infinity,0);const d=a*a+b*b;return 0!==d?(new c(a/d,-b/d)).asinh():(new c(0!==a?a/0:0,0!==b?-b/0:0)).asinh()},asech:function(){const a=this.re,b=this.im;if(this.isZero())return c.INFINITY;const d=a*a+b*b;return 0!==d?(new c(a/d,-b/d)).acosh():(new c(0!==
-a?a/0:0,0!==b?-b/0:0)).acosh()},inverse:function(){if(this.isZero())return c.INFINITY;if(this.isInfinite())return c.ZERO;const a=this.re,b=this.im,d=a*a+b*b;return new c(a/d,-b/d)},conjugate:function(){return new c(this.re,-this.im)},neg:function(){return new c(-this.re,-this.im)},ceil:function(a){a=Math.pow(10,a||0);return new c(Math.ceil(this.re*a)/a,Math.ceil(this.im*a)/a)},floor:function(a){a=Math.pow(10,a||0);return new c(Math.floor(this.re*a)/a,Math.floor(this.im*a)/a)},round:function(a){a=
-Math.pow(10,a||0);return new c(Math.round(this.re*a)/a,Math.round(this.im*a)/a)},equals:function(a,b){a=l(a,b);return Math.abs(a.re-this.re)<=c.EPSILON&&Math.abs(a.im-this.im)<=c.EPSILON},clone:function(){return new c(this.re,this.im)},toString:function(){let a=this.re,b=this.im,d="";if(this.isNaN())return"NaN";if(this.isInfinite())return"Infinity";Math.abs(a)<c.EPSILON&&(a=0);Math.abs(b)<c.EPSILON&&(b=0);if(0===b)return d+a;0!==a?(d=d+a+" ",0>b?(b=-b,d+="-"):d+="+",d+=" "):0>b&&(b=-b,d+="-");1!==
-b&&(d+=b);return d+"i"},toVector:function(){return[this.re,this.im]},valueOf:function(){return 0===this.im?this.re:null},isNaN:function(){return isNaN(this.re)||isNaN(this.im)},isZero:function(){return 0===this.im&&0===this.re},isFinite:function(){return isFinite(this.re)&&isFinite(this.im)},isInfinite:function(){return!this.isFinite()}};c.ZERO=new c(0,0);c.ONE=new c(1,0);c.I=new c(0,1);c.PI=new c(Math.PI,0);c.E=new c(Math.E,0);c.INFINITY=new c(Infinity,Infinity);c.NAN=new c(NaN,NaN);c.EPSILON=1E-15;
-"function"===typeof define&&define.amd?define([],function(){return c}):"object"===typeof exports?(Object.defineProperty(c,"__esModule",{value:!0}),c["default"]=c,c.Complex=c,module.exports=c):r.Complex=c})(window);
+  (function (r) {
+    function l(a, b) {
+      if (void 0 === a || null === a) f.re = f.im = 0;
+      else if (void 0 !== b) (f.re = a), (f.im = b);
+      else
+        switch (typeof a) {
+          case "object":
+            if ("im" in a && "re" in a) (f.re = a.re), (f.im = a.im);
+            else if ("abs" in a && "arg" in a) {
+              if (!isFinite(a.abs) && isFinite(a.arg)) return c.INFINITY;
+              f.re = a.abs * Math.cos(a.arg);
+              f.im = a.abs * Math.sin(a.arg);
+            } else if ("r" in a && "phi" in a) {
+              if (!isFinite(a.r) && isFinite(a.phi)) return c.INFINITY;
+              f.re = a.r * Math.cos(a.phi);
+              f.im = a.r * Math.sin(a.phi);
+            } else 2 === a.length ? ((f.re = a[0]), (f.im = a[1])) : m();
+            break;
+          case "string":
+            f.im = f.re = 0;
+            a = a
+              .replace(/_/g, "")
+              .match(/\d+\.?\d*e[+-]?\d+|\d+\.?\d*|\.\d+|./g);
+            b = 1;
+            let d = 0;
+            null === a && m();
+            for (let e = 0; e < a.length; e++) {
+              const g = a[e];
+              " " !== g &&
+                "\t" !== g &&
+                "\n" !== g &&
+                ("+" === g
+                  ? b++
+                  : "-" === g
+                    ? d++
+                    : ("i" === g || "I" === g
+                        ? (0 === b + d && m(),
+                          " " === a[e + 1] || isNaN(a[e + 1])
+                            ? (f.im += parseFloat((d % 2 ? "-" : "") + "1"))
+                            : ((f.im += parseFloat(
+                                (d % 2 ? "-" : "") + a[e + 1]
+                              )),
+                              e++))
+                        : ((0 === b + d || isNaN(g)) && m(),
+                          "i" === a[e + 1] || "I" === a[e + 1]
+                            ? ((f.im += parseFloat((d % 2 ? "-" : "") + g)),
+                              e++)
+                            : (f.re += parseFloat((d % 2 ? "-" : "") + g))),
+                      (b = d = 0)));
+            }
+            0 < b + d && m();
+            break;
+          case "number":
+            f.im = 0;
+            f.re = a;
+            break;
+          default:
+            m();
+        }
+      return f;
+    }
+    function m() {
+      throw SyntaxError("Invalid Param");
+    }
+    function n(a, b) {
+      a = Math.abs(a);
+      b = Math.abs(b);
+      a < b && ([a, b] = [b, a]);
+      if (1e8 > a) return Math.sqrt(a * a + b * b);
+      b /= a;
+      return a * Math.sqrt(1 + b * b);
+    }
+    function p(a, b) {
+      const d = Math.abs(a),
+        e = Math.abs(b);
+      if (0 === a) return Math.log(e);
+      if (0 === b) return Math.log(d);
+      if (3e3 > d && 3e3 > e) return 0.5 * Math.log(a * a + b * b);
+      a *= 0.5;
+      b *= 0.5;
+      return 0.5 * Math.log(a * a + b * b) + Math.LN2;
+    }
+    function c(a, b) {
+      if (!(this instanceof c)) return new c(a, b);
+      a = l(a, b);
+      this.re = a.re;
+      this.im = a.im;
+    }
+    const h =
+        Math.cosh ||
+        function (a) {
+          return 1e-9 > Math.abs(a)
+            ? 1 - a
+            : 0.5 * (Math.exp(a) + Math.exp(-a));
+        },
+      k =
+        Math.sinh ||
+        function (a) {
+          return 1e-9 > Math.abs(a) ? a : 0.5 * (Math.exp(a) - Math.exp(-a));
+        },
+      f = { re: 0, im: 0 };
+    c.prototype = {
+      re: 0,
+      im: 0,
+      sign: function () {
+        const a = n(this.re, this.im);
+        return new c(this.re / a, this.im / a);
+      },
+      add: function (a, b) {
+        a = l(a, b);
+        b = this.isInfinite();
+        const d = !(isFinite(a.re) && isFinite(a.im));
+        return b || d
+          ? b && d
+            ? c.NAN
+            : c.INFINITY
+          : new c(this.re + a.re, this.im + a.im);
+      },
+      sub: function (a, b) {
+        a = l(a, b);
+        b = this.isInfinite();
+        const d = !(isFinite(a.re) && isFinite(a.im));
+        return b || d
+          ? b && d
+            ? c.NAN
+            : c.INFINITY
+          : new c(this.re - a.re, this.im - a.im);
+      },
+      mul: function (a, b) {
+        a = l(a, b);
+        b = this.isInfinite();
+        const d = !(isFinite(a.re) && isFinite(a.im)),
+          e = 0 === this.re && 0 === this.im,
+          g = 0 === a.re && 0 === a.im;
+        return (b && g) || (d && e)
+          ? c.NAN
+          : b || d
+            ? c.INFINITY
+            : 0 === a.im && 0 === this.im
+              ? new c(this.re * a.re, 0)
+              : new c(
+                  this.re * a.re - this.im * a.im,
+                  this.re * a.im + this.im * a.re
+                );
+      },
+      div: function (a, b) {
+        a = l(a, b);
+        b = this.isInfinite();
+        const d = !(isFinite(a.re) && isFinite(a.im)),
+          e = 0 === this.re && 0 === this.im,
+          g = 0 === a.re && 0 === a.im;
+        if ((e && g) || (b && d)) return c.NAN;
+        if (g || b) return c.INFINITY;
+        if (e || d) return c.ZERO;
+        if (0 === a.im) return new c(this.re / a.re, this.im / a.re);
+        if (Math.abs(a.re) < Math.abs(a.im))
+          return (
+            (b = a.re / a.im),
+            (a = a.re * b + a.im),
+            new c((this.re * b + this.im) / a, (this.im * b - this.re) / a)
+          );
+        b = a.im / a.re;
+        a = a.im * b + a.re;
+        return new c((this.re + this.im * b) / a, (this.im - this.re * b) / a);
+      },
+      pow: function (a, b) {
+        a = l(a, b);
+        b = 0 === this.re && 0 === this.im;
+        if (0 === a.re && 0 === a.im) return c.ONE;
+        if (0 === a.im) {
+          if (0 === this.im && 0 < this.re)
+            return new c(Math.pow(this.re, a.re), 0);
+          if (0 === this.re)
+            switch (((a.re % 4) + 4) % 4) {
+              case 0:
+                return new c(Math.pow(this.im, a.re), 0);
+              case 1:
+                return new c(0, Math.pow(this.im, a.re));
+              case 2:
+                return new c(-Math.pow(this.im, a.re), 0);
+              case 3:
+                return new c(0, -Math.pow(this.im, a.re));
+            }
+        }
+        if (b && 0 < a.re) return c.ZERO;
+        const d = Math.atan2(this.im, this.re),
+          e = p(this.re, this.im);
+        b = Math.exp(a.re * e - a.im * d);
+        a = a.im * e + a.re * d;
+        return new c(b * Math.cos(a), b * Math.sin(a));
+      },
+      sqrt: function () {
+        const a = this.re,
+          b = this.im;
+        if (0 === b)
+          return 0 <= a ? new c(Math.sqrt(a), 0) : new c(0, Math.sqrt(-a));
+        var d = n(a, b);
+        d = Math.sqrt(0.5 * (d + Math.abs(a)));
+        let e = Math.abs(b) / (2 * d);
+        return 0 <= a ? new c(d, 0 > b ? -e : e) : new c(e, 0 > b ? -d : d);
+      },
+      exp: function () {
+        const a = Math.exp(this.re);
+        return 0 === this.im
+          ? new c(a, 0)
+          : new c(a * Math.cos(this.im), a * Math.sin(this.im));
+      },
+      expm1: function () {
+        const a = this.re,
+          b = this.im;
+        var d = Math.expm1(a) * Math.cos(b);
+        var e = Math.PI / 4;
+        -e > b || b > e
+          ? (e = Math.cos(b) - 1)
+          : ((e = b * b),
+            (e *=
+              e *
+                (e *
+                  (e *
+                    (e *
+                      (e *
+                        (e * (e / 20922789888e3 - 1 / 87178291200) +
+                          1 / 479001600) -
+                        1 / 3628800) +
+                      1 / 40320) -
+                    1 / 720) +
+                  1 / 24) -
+              0.5));
+        return new c(d + e, Math.exp(a) * Math.sin(b));
+      },
+      log: function () {
+        const a = this.re,
+          b = this.im;
+        return 0 === b && 0 < a
+          ? new c(Math.log(a), 0)
+          : new c(p(a, b), Math.atan2(b, a));
+      },
+      abs: function () {
+        return n(this.re, this.im);
+      },
+      arg: function () {
+        return Math.atan2(this.im, this.re);
+      },
+      sin: function () {
+        const a = this.re,
+          b = this.im;
+        return new c(Math.sin(a) * h(b), Math.cos(a) * k(b));
+      },
+      cos: function () {
+        const a = this.re,
+          b = this.im;
+        return new c(Math.cos(a) * h(b), -Math.sin(a) * k(b));
+      },
+      tan: function () {
+        const a = 2 * this.re,
+          b = 2 * this.im,
+          d = Math.cos(a) + h(b);
+        return new c(Math.sin(a) / d, k(b) / d);
+      },
+      cot: function () {
+        const a = 2 * this.re,
+          b = 2 * this.im,
+          d = Math.cos(a) - h(b);
+        return new c(-Math.sin(a) / d, k(b) / d);
+      },
+      sec: function () {
+        const a = this.re,
+          b = this.im,
+          d = 0.5 * h(2 * b) + 0.5 * Math.cos(2 * a);
+        return new c((Math.cos(a) * h(b)) / d, (Math.sin(a) * k(b)) / d);
+      },
+      csc: function () {
+        const a = this.re,
+          b = this.im,
+          d = 0.5 * h(2 * b) - 0.5 * Math.cos(2 * a);
+        return new c((Math.sin(a) * h(b)) / d, (-Math.cos(a) * k(b)) / d);
+      },
+      asin: function () {
+        var a = this.re;
+        const b = this.im,
+          d = new c(b * b - a * a + 1, -2 * a * b).sqrt();
+        a = new c(d.re - b, d.im + a).log();
+        return new c(a.im, -a.re);
+      },
+      acos: function () {
+        var a = this.re;
+        const b = this.im,
+          d = new c(b * b - a * a + 1, -2 * a * b).sqrt();
+        a = new c(d.re - b, d.im + a).log();
+        return new c(Math.PI / 2 - a.im, a.re);
+      },
+      atan: function () {
+        var a = this.re;
+        const b = this.im;
+        if (0 === a) {
+          if (1 === b) return new c(0, Infinity);
+          if (-1 === b) return new c(0, -Infinity);
+        }
+        const d = a * a + (1 - b) * (1 - b);
+        a = new c((1 - b * b - a * a) / d, (-2 * a) / d).log();
+        return new c(-0.5 * a.im, 0.5 * a.re);
+      },
+      acot: function () {
+        const a = this.re,
+          b = this.im;
+        if (0 === b) return new c(Math.atan2(1, a), 0);
+        const d = a * a + b * b;
+        return 0 !== d
+          ? new c(a / d, -b / d).atan()
+          : new c(0 !== a ? a / 0 : 0, 0 !== b ? -b / 0 : 0).atan();
+      },
+      asec: function () {
+        const a = this.re,
+          b = this.im;
+        if (0 === a && 0 === b) return new c(0, Infinity);
+        const d = a * a + b * b;
+        return 0 !== d
+          ? new c(a / d, -b / d).acos()
+          : new c(0 !== a ? a / 0 : 0, 0 !== b ? -b / 0 : 0).acos();
+      },
+      acsc: function () {
+        const a = this.re,
+          b = this.im;
+        if (0 === a && 0 === b) return new c(Math.PI / 2, Infinity);
+        const d = a * a + b * b;
+        return 0 !== d
+          ? new c(a / d, -b / d).asin()
+          : new c(0 !== a ? a / 0 : 0, 0 !== b ? -b / 0 : 0).asin();
+      },
+      sinh: function () {
+        const a = this.re,
+          b = this.im;
+        return new c(k(a) * Math.cos(b), h(a) * Math.sin(b));
+      },
+      cosh: function () {
+        const a = this.re,
+          b = this.im;
+        return new c(h(a) * Math.cos(b), k(a) * Math.sin(b));
+      },
+      tanh: function () {
+        const a = 2 * this.re,
+          b = 2 * this.im,
+          d = h(a) + Math.cos(b);
+        return new c(k(a) / d, Math.sin(b) / d);
+      },
+      coth: function () {
+        const a = 2 * this.re,
+          b = 2 * this.im,
+          d = h(a) - Math.cos(b);
+        return new c(k(a) / d, -Math.sin(b) / d);
+      },
+      csch: function () {
+        const a = this.re,
+          b = this.im,
+          d = Math.cos(2 * b) - h(2 * a);
+        return new c(
+          (-2 * k(a) * Math.cos(b)) / d,
+          (2 * h(a) * Math.sin(b)) / d
+        );
+      },
+      sech: function () {
+        const a = this.re,
+          b = this.im,
+          d = Math.cos(2 * b) + h(2 * a);
+        return new c(
+          (2 * h(a) * Math.cos(b)) / d,
+          (-2 * k(a) * Math.sin(b)) / d
+        );
+      },
+      asinh: function () {
+        let a = this.im;
+        this.im = -this.re;
+        this.re = a;
+        const b = this.asin();
+        this.re = -this.im;
+        this.im = a;
+        a = b.re;
+        b.re = -b.im;
+        b.im = a;
+        return b;
+      },
+      acosh: function () {
+        const a = this.acos();
+        if (0 >= a.im) {
+          var b = a.re;
+          a.re = -a.im;
+          a.im = b;
+        } else (b = a.im), (a.im = -a.re), (a.re = b);
+        return a;
+      },
+      atanh: function () {
+        var a = this.re,
+          b = this.im;
+        const d = 1 < a && 0 === b,
+          e = 1 - a,
+          g = 1 + a,
+          q = e * e + b * b;
+        a =
+          0 !== q
+            ? new c((g * e - b * b) / q, (b * e + g * b) / q)
+            : new c(-1 !== a ? a / 0 : 0, 0 !== b ? b / 0 : 0);
+        b = a.re;
+        a.re = p(a.re, a.im) / 2;
+        a.im = Math.atan2(a.im, b) / 2;
+        d && (a.im = -a.im);
+        return a;
+      },
+      acoth: function () {
+        const a = this.re,
+          b = this.im;
+        if (0 === a && 0 === b) return new c(0, Math.PI / 2);
+        const d = a * a + b * b;
+        return 0 !== d
+          ? new c(a / d, -b / d).atanh()
+          : new c(0 !== a ? a / 0 : 0, 0 !== b ? -b / 0 : 0).atanh();
+      },
+      acsch: function () {
+        const a = this.re,
+          b = this.im;
+        if (0 === b)
+          return new c(
+            0 !== a ? Math.log(a + Math.sqrt(a * a + 1)) : Infinity,
+            0
+          );
+        const d = a * a + b * b;
+        return 0 !== d
+          ? new c(a / d, -b / d).asinh()
+          : new c(0 !== a ? a / 0 : 0, 0 !== b ? -b / 0 : 0).asinh();
+      },
+      asech: function () {
+        const a = this.re,
+          b = this.im;
+        if (this.isZero()) return c.INFINITY;
+        const d = a * a + b * b;
+        return 0 !== d
+          ? new c(a / d, -b / d).acosh()
+          : new c(0 !== a ? a / 0 : 0, 0 !== b ? -b / 0 : 0).acosh();
+      },
+      inverse: function () {
+        if (this.isZero()) return c.INFINITY;
+        if (this.isInfinite()) return c.ZERO;
+        const a = this.re,
+          b = this.im,
+          d = a * a + b * b;
+        return new c(a / d, -b / d);
+      },
+      conjugate: function () {
+        return new c(this.re, -this.im);
+      },
+      neg: function () {
+        return new c(-this.re, -this.im);
+      },
+      ceil: function (a) {
+        a = Math.pow(10, a || 0);
+        return new c(Math.ceil(this.re * a) / a, Math.ceil(this.im * a) / a);
+      },
+      floor: function (a) {
+        a = Math.pow(10, a || 0);
+        return new c(Math.floor(this.re * a) / a, Math.floor(this.im * a) / a);
+      },
+      round: function (a) {
+        a = Math.pow(10, a || 0);
+        return new c(Math.round(this.re * a) / a, Math.round(this.im * a) / a);
+      },
+      equals: function (a, b) {
+        a = l(a, b);
+        return (
+          Math.abs(a.re - this.re) <= c.EPSILON &&
+          Math.abs(a.im - this.im) <= c.EPSILON
+        );
+      },
+      clone: function () {
+        return new c(this.re, this.im);
+      },
+      toString: function () {
+        let a = this.re,
+          b = this.im,
+          d = "";
+        if (this.isNaN()) return "NaN";
+        if (this.isInfinite()) return "Infinity";
+        Math.abs(a) < c.EPSILON && (a = 0);
+        Math.abs(b) < c.EPSILON && (b = 0);
+        if (0 === b) return d + a;
+        0 !== a
+          ? ((d = d + a + " "),
+            0 > b ? ((b = -b), (d += "-")) : (d += "+"),
+            (d += " "))
+          : 0 > b && ((b = -b), (d += "-"));
+        1 !== b && (d += b);
+        return d + "i";
+      },
+      toVector: function () {
+        return [this.re, this.im];
+      },
+      valueOf: function () {
+        return 0 === this.im ? this.re : null;
+      },
+      isNaN: function () {
+        return isNaN(this.re) || isNaN(this.im);
+      },
+      isZero: function () {
+        return 0 === this.im && 0 === this.re;
+      },
+      isFinite: function () {
+        return isFinite(this.re) && isFinite(this.im);
+      },
+      isInfinite: function () {
+        return !this.isFinite();
+      },
+    };
+    c.ZERO = new c(0, 0);
+    c.ONE = new c(1, 0);
+    c.I = new c(0, 1);
+    c.PI = new c(Math.PI, 0);
+    c.E = new c(Math.E, 0);
+    c.INFINITY = new c(Infinity, Infinity);
+    c.NAN = new c(NaN, NaN);
+    c.EPSILON = 1e-15;
+    "function" === typeof define && define.amd
+      ? define([], function () {
+          return c;
+        })
+      : "object" === typeof exports
+        ? (Object.defineProperty(c, "__esModule", { value: !0 }),
+          (c["default"] = c),
+          (c.Complex = c),
+          (module.exports = c))
+        : (r.Complex = c);
+  })(window);
 
-function coolCis(ANGLE) { // e^ix trick
-	const angle = Complex(ANGLE);
-	const result = Complex({ arg: angle.re, abs: 1 }).mul(Math.exp(-angle.im));
-	return result;
-};
-const twoPi = Math.PI * 2 
+  function coolCis(ANGLE) {
+    // e^ix trick
+    const angle = Complex(ANGLE);
+    const result = Complex({ arg: angle.re, abs: 1 }).mul(Math.exp(-angle.im));
+    return result;
+  }
+  const twoPi = Math.PI * 2;
 
-function classicFac(x) { // 1*2*3*4*...*x
-	if (x < 0) return Infinity;
-	if (x == 0 || x == 1) return 1;
-	return classicFac(x - 1) * x;
-}
+  function classicFac(x) {
+    // 1*2*3*4*...*x
+    if (x < 0) return Infinity;
+    if (x == 0 || x == 1) return 1;
+    return classicFac(x - 1) * x;
+  }
 
-function factorial(z, t) { // For non-naturals numbers
-	if (z.im == 0 && Number.isInteger(z.re)) {
-	  return classicFac(z.re);
-	}
-	var x = i = 1, y = 0;
-	for (i; i<=t; i++) {
-	  const a = Complex(x, y).mul(Complex(1 + (1/i)).pow(z).div(z.div(i).add(1)));
-	  x = a.re; y = a.im;
-	}
-	return Complex(x, y).toString();
-}
+  function factorial(z, t) {
+    // For non-naturals numbers
+    if (z.im == 0 && Number.isInteger(z.re)) {
+      return classicFac(z.re);
+    }
+    var x = (i = 1),
+      y = 0;
+    for (i; i <= t; i++) {
+      const a = Complex(x, y).mul(
+        Complex(1 + 1 / i)
+          .pow(z)
+          .div(z.div(i).add(1))
+      );
+      x = a.re;
+      y = a.im;
+    }
+    return Complex(x, y).toString();
+  }
 
-class ComplexityExtension {
-  constructor() { 
-	this.trig = ['sin', 'cos', 'tan', 'cot', 'sec', 'csc', 'asin', 'acos', 'atan', 'acot', 'asec', 'acsc', 'sinh', 'cosh', 'tanh', 'coth', 'sech', 'csch', 'asinh', 'acosh', 'atanh', 'acoth', 'asech', 'acsch']; // Used to make the menu look more clean.
-	this.terms = 100000;
-	this.noSpacing = true
-    try {
-      if (typeof window.Complex !== 'undefined') {
-        this.Complex = window.Complex;
-        console.log("We've complexified!");
+  class ComplexityExtension {
+    constructor() {
+      this.trig = [
+        "sin",
+        "cos",
+        "tan",
+        "cot",
+        "sec",
+        "csc",
+        "asin",
+        "acos",
+        "atan",
+        "acot",
+        "asec",
+        "acsc",
+        "sinh",
+        "cosh",
+        "tanh",
+        "coth",
+        "sech",
+        "csch",
+        "asinh",
+        "acosh",
+        "atanh",
+        "acoth",
+        "asech",
+        "acsch",
+      ]; // Used to make the menu look more clean.
+      this.terms = 100000;
+      this.noSpacing = true;
+      try {
+        if (typeof window.Complex !== "undefined") {
+          this.Complex = window.Complex;
+          console.log("We've complexified!");
+        } else {
+          console.log("This is out of our complex window");
+        }
+      } catch (e) {
+        console.log("We've had a complex error!:", e);
+      }
+      if (!this) {
+        console.error(
+          "`this` isn't correctly bounded in the complex constructor"
+        );
       } else {
-        console.log("This is out of our complex window");
+        console.log(this);
       }
-    } catch (e) {
-      console.log("We've had a complex error!:", e);
-    }
-    if (!this) {
-      console.error("`this` isn't correctly bounded in the complex constructor");
-    } else {
-      console.log(this);
     }
-  }
 
-  getInfo(){
-	return {
-	  id: 'kenayComplexify',
-	  name: 'Complexify!',
-	  color1: '#964b99',
-	  menuIconURI: 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-	  blocks: [
-		{
-		  opcode: 'Complexity', 
-		  blockType: Scratch.BlockType.REPORTER,
-		  text: 'Complexify [REAL] [IMAG]',
-		  arguments: {
-			REAL: { type: Scratch.ArgumentType.NUMBER, defaultValue: '3' },
-			IMAG: { type: Scratch.ArgumentType.NUMBER, defaultValue: '4' }
-		  },
-		},
-		"---",
-		{
-		  blockType: Scratch.BlockType.LABEL,
-		  text: Scratch.translate("Rectangular Tools"), 
-		},
-		{
-		  opcode: 'rectComplex', 
-		  blockType: Scratch.BlockType.REPORTER,
-		  text: '[REAL] + [IMAG] 𝙞',
-		  arguments: {
-			REAL: { type: Scratch.ArgumentType.STRING, defaultValue: '3' },
-			IMAG: { type: Scratch.ArgumentType.STRING, defaultValue: '4' }
-		  },
-		},
-		{
-		  opcode: 'reComplex',
-		  blockType: Scratch.BlockType.REPORTER,
-		  text: 'Real Part of [COMPLEX]',
-		  arguments: {
-			COMPLEX: { type: Scratch.ArgumentType.STRING, defaultValue: '1+2i' }
-		  },
-		},
-		{
-		  opcode: 'imComplex',
-		  blockType: Scratch.BlockType.REPORTER,
-		  text: 'Im. Part of [COMPLEX]',
-		  arguments: {
-			COMPLEX: { type: Scratch.ArgumentType.STRING, defaultValue: '1+2i' },
-		  },
-		},
-		{
-		  opcode: 'conjugateComplex',
-		  blockType: Scratch.BlockType.REPORTER,
-		  text: 'Conjugate of [COMPLEX]',
-		  arguments: {
-			COMPLEX: { type: Scratch.ArgumentType.STRING, defaultValue: '3+4i' }
-		  },
-		},
-		{
-		  blockType: Scratch.BlockType.LABEL,
-		  text: Scratch.translate("Five basic operations"),
-		},
-		{
-		  opcode: 'addComplex',
-		  blockType: Scratch.BlockType.REPORTER,
-		  text: '[COMPLEX1] + [COMPLEX2]',
-		  arguments: {
-			COMPLEX1: { type: Scratch.ArgumentType.STRING, defaultValue: '3+4i' },
-			COMPLEX2: { type: Scratch.ArgumentType.STRING, defaultValue: '1+2i' }
-		  },
-		},
-		{
-		  opcode: 'subtractComplex',
-		  blockType: Scratch.BlockType.REPORTER,
-		  text: '[COMPLEX1] - [COMPLEX2]',
-		  arguments: {
-			COMPLEX1: { type: Scratch.ArgumentType.STRING, defaultValue: '3+4i' },
-			COMPLEX2: { type: Scratch.ArgumentType.STRING, defaultValue: '1+2i' }
-		  },
-		},
-		{
-		  opcode: 'multiplyComplex',
-		  blockType: Scratch.BlockType.REPORTER,
-		  text: '[COMPLEX1] × [COMPLEX2]',
-		  arguments: {
-			COMPLEX1: { type: Scratch.ArgumentType.STRING, defaultValue: '3+4i' },
-			COMPLEX2: { type: Scratch.ArgumentType.STRING, defaultValue: '1+2i' }
-		  },
-		},
-		{
-		  opcode: 'divideComplex',
-		  blockType: Scratch.BlockType.REPORTER,
-		  text: '[COMPLEX1] / [COMPLEX2]',
-		  arguments: {
-			COMPLEX1: { type: Scratch.ArgumentType.STRING, defaultValue: '3+4i' },
-			COMPLEX2: { type: Scratch.ArgumentType.STRING, defaultValue: '1+2i' }
-		  },
-		},
-		{
-		  opcode: 'moduloComplex',
-		  blockType: Scratch.BlockType.REPORTER,
-		  text: '[COMPLEX1] % [COMPLEX2]',
-		  arguments: {
-			COMPLEX1: { type: Scratch.ArgumentType.STRING, defaultValue: '3+4i' },
-			COMPLEX2: { type: Scratch.ArgumentType.STRING, defaultValue: '1+2i' }
-		  },
-		},
-		"---", //I don't know what to name this, just a placeholder
-		{
-		  opcode: 'negComplex',
-		  blockType: Scratch.BlockType.REPORTER,
-		  text: 'Negative [COMPLEX]',
-		  arguments: {
-			COMPLEX: { type: Scratch.ArgumentType.STRING, defaultValue: '3+4i' }
-		  },
-		  description: "Negates the Complex"
-		},
-		{
-		  opcode: 'inverseComplex',
-		  blockType: Scratch.BlockType.REPORTER,
-		  text: 'Inverse of [COMPLEX]',
-		  arguments: {
-			COMPLEX: { type: Scratch.ArgumentType.STRING, defaultValue: '3+4i' }
-		  },
-		  description: "Inverses the Complex"
-		},
-		{
-		  blockType: Scratch.BlockType.LABEL,
-		  text: Scratch.translate("Polar Tools"), 
-		},
-		{
-		  opcode: 'polarComplex',
-		  blockType: Scratch.BlockType.REPORTER,
-		  text: 'Polar [RADIUS] ∠ [ANGLE]',
-		  arguments: {
-			RADIUS: { type: Scratch.ArgumentType.STRING, defaultValue: 5 },
-			ANGLE: { type: Scratch.ArgumentType.STRING, defaultValue: '0.9272952180016123' }
-		  },
-		},
-		{
-		  opcode: 'absComplex',
-		  blockType: Scratch.BlockType.REPORTER,
-		  text: 'Magnitude of [COMPLEX]', 
-			arguments: {
-			COMPLEX: { type: Scratch.ArgumentType.STRING, defaultValue: '3+4i' }
-		  },
-		},
-		{
-		  opcode: 'complexSign',
-		  blockType: Scratch.BlockType.REPORTER,
-		  text: 'Sign of [COMPLEX]', 
-		  arguments: {
-			COMPLEX: { type: Scratch.ArgumentType.STRING, defaultValue: '3+4i' }
-		  },
-		},
-		{
-		  opcode: 'cisThingie',
-		  blockType: Scratch.BlockType.REPORTER,
-		  text: '∠ [ANGLE]', 
-		  arguments: {
-			ANGLE: { type: Scratch.ArgumentType.STRING, defaultValue: '0.9272952180016123' }
-		  },
-		},
-		{
-		  opcode: 'argComplex',
-		  blockType: Scratch.BlockType.REPORTER,
-		  text: 'Argument of [COMPLEX]',
-		  arguments: {
-			COMPLEX: { type: Scratch.ArgumentType.STRING, defaultValue: '3+4i' }
-		  },
-		},
-		"---",
-		{
-		  blockType: Scratch.BlockType.LABEL,
-		  text: Scratch.translate("Spacing"), 
-		},
-		{
-		  opcode: 'stateSpacing',
-		  blockType: Scratch.BlockType.BOOLEAN,
-		  text: 'spacing',
-		},
-		{
-		  opcode: 'switchSpacing',
-		  blockType: Scratch.BlockType.COMMAND,
-		  text: '[Sw] spacing',
-		  arguments: {
-			Sw: { type: Scratch.ArgumentType.STRING, menu: 'spacing' }
-		  },
-		},
-		{
-		  blockType: Scratch.BlockType.LABEL,
-		  text: Scratch.translate("Exponents"), 
-		},
-		{
-		  opcode: 'powComplex',
-		  blockType: Scratch.BlockType.REPORTER,
-		  text: '[COMPLEX1] ^ [COMPLEX2]',
-		  arguments: {
-			COMPLEX1: { type: Scratch.ArgumentType.STRING, defaultValue: '2+i' },
-			COMPLEX2: { type: Scratch.ArgumentType.STRING, defaultValue: '3' }
-		  },
-		},
-		{
-		  opcode: 'expComplex',
-		  blockType: Scratch.BlockType.REPORTER,
-		  text: '𝑒 [COMPLEX]', 
-		  arguments: {
-			COMPLEX: { type: Scratch.ArgumentType.STRING, defaultValue: '3+4i' }
-		  },
-		  description: "Raises 𝑒 to the Complex"
-		},
-		{
-		  opcode: 'rootComplex',
-		  blockType: Scratch.BlockType.REPORTER,
-		  text: '[COMPLEX1] √ [COMPLEX2]',
-		  arguments: {
-			COMPLEX1: { type: Scratch.ArgumentType.STRING, defaultValue: '3' },
-			COMPLEX2: { type: Scratch.ArgumentType.STRING, defaultValue: '2+11i' }
-		  },
-		},
-		{
-		  opcode: 'sqrtComplex',
-		  blockType: Scratch.BlockType.REPORTER,
-		  text: 'Square Root of [COMPLEX]',
-		  arguments: {
-			COMPLEX: { type: Scratch.ArgumentType.STRING, defaultValue: '3+4i' }
-		  },
-		  description: "Finds the square root of the Complex"
-		},
-		{
-		  opcode: 'logComplex',
-		  blockType: Scratch.BlockType.REPORTER,
-		  text: 'log [BASE] of [INPUT]',
-		  arguments: {
-			BASE: { type: Scratch.ArgumentType.STRING, defaultValue: '2+i' },
-			INPUT: { type: Scratch.ArgumentType.STRING, defaultValue: '2+11i' }
-		  },
-		},
-		{
-		  opcode: 'lnComplex',
-		  blockType: Scratch.BlockType.REPORTER,
-		  text: 'ln [COMPLEX]',
-		  arguments: {
-			COMPLEX: { type: Scratch.ArgumentType.STRING, defaultValue: '3+4i' },
-		  },
-		  description: "Finds the natural logarithm of the Complex"
-		},
-		"---",
-		{
-		  filter: [Scratch.TargetType.SPRITE], //Just in case
-		  blockType: Scratch.BlockType.LABEL,
-		  text: Scratch.translate("Motion"),
-		},
-		
-		{
-		  filter: [Scratch.TargetType.SPRITE],
-		  opcode: 'getPosition',
-		  blockType: Scratch.BlockType.REPORTER,
-		  text: 'Complex Position', 
-		},
-		{
-		  filter: [Scratch.TargetType.SPRITE],
-		  opcode: 'goToComplex',
-		  blockType: Scratch.BlockType.COMMAND,
-		  text: 'Go to [COMPLEX]',
-		  arguments: {
-			COMPLEX: { type: Scratch.ArgumentType.STRING, defaultValue: '30+40i' }
-		  }
-		},
-		{
-		  filter: [Scratch.TargetType.SPRITE],
-		  opcode: 'goAddComplex',
-		  blockType: Scratch.BlockType.COMMAND,
-		  text: 'Move by [COMPLEX]',
-		  arguments: {
-			COMPLEX: { type: Scratch.ArgumentType.STRING, defaultValue: '30+40i' }
-		  }
-		},
-		{
-		  filter: [Scratch.TargetType.SPRITE],
-		  opcode: 'GoMulComplex',
-		  blockType: Scratch.BlockType.COMMAND,
-		  text: 'Mul position by [COMPLEX]',
-		  arguments: {
-			COMPLEX: { type: Scratch.ArgumentType.STRING, defaultValue: 5 }
-		  },
-		},
-		{
-		  filter: [Scratch.TargetType.SPRITE], 
-		  opcode: 'goToPolar', 
-		  blockType: Scratch.BlockType.COMMAND,
-		  text: 'Go polar [RADII] ∠ [ANGLY]',
-		  arguments: {
-			RADII: { type: Scratch.ArgumentType.STRING, defaultValue: 50 },
-			ANGLY: { type: Scratch.ArgumentType.STRING, defaultValue: '0.9272952180016123' }
-		  },
-		},
-		{
-		  filter: [Scratch.TargetType.SPRITE], 
-		  opcode: 'glideComplex',
-		  blockType: Scratch.BlockType.COMMAND,
-		  text: 'Glide [SECS] secs to [COMPLEX]',
-		  arguments: {
-			COMPLEX: { type: Scratch.ArgumentType.STRING, defaultValue: '30+40i' },
-			SECS: { type: Scratch.ArgumentType.NUMBER, defaultValue: 1 }
-		  },
-		},
-		"---",
-		{
-		  blockType: Scratch.BlockType.LABEL,
-		  text: Scratch.translate("Trigonometry and decimals"),
-		},
-		{
-		  opcode: 'trigOfComplex',
-		  blockType: Scratch.BlockType.REPORTER,
-		  text: '[TRIG] of [COMPLEX]',
-		  arguments: {
-			COMPLEX: { type: Scratch.ArgumentType.STRING, defaultValue: '3+4i' },
-			TRIG: { type: Scratch.ArgumentType.STRING, menu: 'trigs' }
-		  },
-		},
-		{
-		  opcode: 'convertComplex', 
-		  blockType: Scratch.BlockType.REPORTER,
-		  text: 'Find [ANGLE] [TOSMTH]',
-		  arguments: {
-			ANGLE: { type: Scratch.ArgumentType.STRING, defaultValue: '30' },
-			TOSMTH: { type: Scratch.ArgumentType.STRING, menu: 'angles' }
-		  },
-		},
-		{
-		  opcode: 'decimalComplex', 
-		  blockType: Scratch.BlockType.REPORTER,
-		  text: '[OPERATION] of [COMPLEX]',
-		  arguments: {
-			COMPLEX: { type: Scratch.ArgumentType.STRING, defaultValue: '1+0i' },
-			OPERATION: { type: Scratch.ArgumentType.STRING, menu: 'decTools' }
-		  },
-		},
-		"---",
-		{
-		  blockType: Scratch.BlockType.LABEL,
-		  text: Scratch.translate("Booleans"),
-		},
-		{
-		  opcode: 'equalsComplex',
-		  blockType: Scratch.BlockType.BOOLEAN,
-		  text: '[COMPLEX1] = [COMPLEX2]?',
-		  arguments: {
-			COMPLEX1: { type: Scratch.ArgumentType.STRING, defaultValue: '3+4i' },
-			COMPLEX2: { type: Scratch.ArgumentType.STRING, defaultValue: '3+4i' }
-		  },
-		},
-		{
-		  opcode: 'isFiniteComplex',
-		  blockType: Scratch.BlockType.BOOLEAN,
-		  text: '[COMPLEX] is finite?',
-		  arguments: {
-			COMPLEX: { type: Scratch.ArgumentType.STRING, defaultValue: '3+4i' }
-		  }
-		},
-		{
-		  opcode: 'isNaNComplex', 
-		  blockType: Scratch.BlockType.BOOLEAN,
-		  text: '[COMPLEX] is NaN?',
-		  arguments: {
-			COMPLEX: { type: Scratch.ArgumentType.STRING, defaultValue: '3+4i' }
-		  }
-		},
-		"---",
-		{
-		  blockType: Scratch.BlockType.LABEL,
-		  text: Scratch.translate("Strings"), //For others extensions to use
-		},
-		{
-		  opcode: 'complexArray',
-		  blockType: Scratch.BlockType.REPORTER,
-		  text: '[COMPLEX] to array',
-		  arguments: {
-			COMPLEX: { type: Scratch.ArgumentType.STRING, defaultValue: '3+4i' }
-		  }
-		},
-		{
-		  opcode: 'complexJSON',
-		  blockType: Scratch.BlockType.REPORTER,
-		  text: '[COMPLEX] to JSON',
-		  arguments: {
-			COMPLEX: { type: Scratch.ArgumentType.STRING, defaultValue: '3+4i' }
-		  }
-		},
-		{
-		  blockType: Scratch.BlockType.LABEL,
-		  text: Scratch.translate("Vectors"), 
-		},
-		{
-		  opcode: 'mulVectorAroundPoint',
-		  blockType: Scratch.BlockType.REPORTER,
-		  text: 'mul [VECTOR] around [POINT] by [FACTOR]',
-		  arguments: {
-			VECTOR: { type: Scratch.ArgumentType.STRING, defaultValue: '1+0i' },
-			POINT: { type: Scratch.ArgumentType.STRING, defaultValue: '0+0i' },
-			FACTOR: { type: Scratch.ArgumentType.STRING, defaultValue: 2 }
-		  },
-		},
-		{
-		  opcode: 'rotateVectorAroundPoint',
-		  blockType: Scratch.BlockType.REPORTER,
-		  text: 'rotate [VECTOR] around [POINT] by angle [ANGLE]',
-		  arguments: {
-			VECTOR: { type: Scratch.ArgumentType.STRING, defaultValue: '1+0i' },
-			POINT: { type: Scratch.ArgumentType.STRING, defaultValue: '0+0i' },
-			ANGLE: { type: Scratch.ArgumentType.STRING, defaultValue: 3.141592653589793 }
-		  },
-		},
-		"---",
-		{
-		  blockType: Scratch.BlockType.LABEL,
-		  text: Scratch.translate("Factorials"),
-		  hideFromPalette: true 
-		},
-		{
-		  opcode: 'facOf', 
-		  blockType: Scratch.BlockType.REPORTER,
-		  text: '[ZED] !',
-		  arguments: {
-			ZED: { type: Scratch.ArgumentType.STRING, defaultValue: '3+4i' }
-		  },
-		  hideFromPalette: true
-		},
-		{
-		  opcode: 'Tfac',
-		  blockType: Scratch.BlockType.REPORTER,
-		  text: 'Terms of factorials',
-		  hideFromPalette: true
-		},
-		{
-		  opcode: 'setTfac',
-		  blockType: Scratch.BlockType.COMMAND,
-		  text: 'Set terms of factorials to [ZED]',
-		  arguments: {
-			ZED: { type: Scratch.ArgumentType.NUMBER, defaultValue: 100000 }
-		  },
-		  hideFromPalette: true
-		},
-	  ],
-	  menus: {
-		spacing: {
-		  acceptReporters: true,
-		  items: ['switch', 'turn on', 'turn off'] //For convertComplex
-		},
-		trigs: { acceptReporters: true, items: this.trig }, //For trigOfComplex
-		angles: {
-		  acceptReporters: true,
-		  items: ['degs to rads', '𝜋', 'rads to degs'] //For convertComplex
-		},
-		decTools: {
-		  acceptReporters: true,
-		  items: ['round', 'ceil', 'floor'] //For decimalComplex
-		},
-	  }
-	};
-  }
+    getInfo() {
+      return {
+        id: "kenayComplexify",
+        name: "Complexify!",
+        color1: "#964b99",
+        menuIconURI:
+          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+        blocks: [
+          {
+            opcode: "Complexity",
+            blockType: Scratch.BlockType.REPORTER,
+            text: "Complexify [REAL] [IMAG]",
+            arguments: {
+              REAL: { type: Scratch.ArgumentType.NUMBER, defaultValue: "3" },
+              IMAG: { type: Scratch.ArgumentType.NUMBER, defaultValue: "4" },
+            },
+          },
+          "---",
+          {
+            blockType: Scratch.BlockType.LABEL,
+            text: Scratch.translate("Rectangular Tools"),
+          },
+          {
+            opcode: "rectComplex",
+            blockType: Scratch.BlockType.REPORTER,
+            text: "[REAL] + [IMAG] 𝙞",
+            arguments: {
+              REAL: { type: Scratch.ArgumentType.STRING, defaultValue: "3" },
+              IMAG: { type: Scratch.ArgumentType.STRING, defaultValue: "4" },
+            },
+          },
+          {
+            opcode: "reComplex",
+            blockType: Scratch.BlockType.REPORTER,
+            text: "Real Part of [COMPLEX]",
+            arguments: {
+              COMPLEX: {
+                type: Scratch.ArgumentType.STRING,
+                defaultValue: "1+2i",
+              },
+            },
+          },
+          {
+            opcode: "imComplex",
+            blockType: Scratch.BlockType.REPORTER,
+            text: "Im. Part of [COMPLEX]",
+            arguments: {
+              COMPLEX: {
+                type: Scratch.ArgumentType.STRING,
+                defaultValue: "1+2i",
+              },
+            },
+          },
+          {
+            opcode: "conjugateComplex",
+            blockType: Scratch.BlockType.REPORTER,
+            text: "Conjugate of [COMPLEX]",
+            arguments: {
+              COMPLEX: {
+                type: Scratch.ArgumentType.STRING,
+                defaultValue: "3+4i",
+              },
+            },
+          },
+          {
+            blockType: Scratch.BlockType.LABEL,
+            text: Scratch.translate("Five basic operations"),
+          },
+          {
+            opcode: "addComplex",
+            blockType: Scratch.BlockType.REPORTER,
+            text: "[COMPLEX1] + [COMPLEX2]",
+            arguments: {
+              COMPLEX1: {
+                type: Scratch.ArgumentType.STRING,
+                defaultValue: "3+4i",
+              },
+              COMPLEX2: {
+                type: Scratch.ArgumentType.STRING,
+                defaultValue: "1+2i",
+              },
+            },
+          },
+          {
+            opcode: "subtractComplex",
+            blockType: Scratch.BlockType.REPORTER,
+            text: "[COMPLEX1] - [COMPLEX2]",
+            arguments: {
+              COMPLEX1: {
+                type: Scratch.ArgumentType.STRING,
+                defaultValue: "3+4i",
+              },
+              COMPLEX2: {
+                type: Scratch.ArgumentType.STRING,
+                defaultValue: "1+2i",
+              },
+            },
+          },
+          {
+            opcode: "multiplyComplex",
+            blockType: Scratch.BlockType.REPORTER,
+            text: "[COMPLEX1] × [COMPLEX2]",
+            arguments: {
+              COMPLEX1: {
+                type: Scratch.ArgumentType.STRING,
+                defaultValue: "3+4i",
+              },
+              COMPLEX2: {
+                type: Scratch.ArgumentType.STRING,
+                defaultValue: "1+2i",
+              },
+            },
+          },
+          {
+            opcode: "divideComplex",
+            blockType: Scratch.BlockType.REPORTER,
+            text: "[COMPLEX1] / [COMPLEX2]",
+            arguments: {
+              COMPLEX1: {
+                type: Scratch.ArgumentType.STRING,
+                defaultValue: "3+4i",
+              },
+              COMPLEX2: {
+                type: Scratch.ArgumentType.STRING,
+                defaultValue: "1+2i",
+              },
+            },
+          },
+          {
+            opcode: "moduloComplex",
+            blockType: Scratch.BlockType.REPORTER,
+            text: "[COMPLEX1] % [COMPLEX2]",
+            arguments: {
+              COMPLEX1: {
+                type: Scratch.ArgumentType.STRING,
+                defaultValue: "3+4i",
+              },
+              COMPLEX2: {
+                type: Scratch.ArgumentType.STRING,
+                defaultValue: "1+2i",
+              },
+            },
+          },
+          "---", //I don't know what to name this, just a placeholder
+          {
+            opcode: "negComplex",
+            blockType: Scratch.BlockType.REPORTER,
+            text: "Negative [COMPLEX]",
+            arguments: {
+              COMPLEX: {
+                type: Scratch.ArgumentType.STRING,
+                defaultValue: "3+4i",
+              },
+            },
+            description: "Negates the Complex",
+          },
+          {
+            opcode: "inverseComplex",
+            blockType: Scratch.BlockType.REPORTER,
+            text: "Inverse of [COMPLEX]",
+            arguments: {
+              COMPLEX: {
+                type: Scratch.ArgumentType.STRING,
+                defaultValue: "3+4i",
+              },
+            },
+            description: "Inverses the Complex",
+          },
+          {
+            blockType: Scratch.BlockType.LABEL,
+            text: Scratch.translate("Polar Tools"),
+          },
+          {
+            opcode: "polarComplex",
+            blockType: Scratch.BlockType.REPORTER,
+            text: "Polar [RADIUS] ∠ [ANGLE]",
+            arguments: {
+              RADIUS: { type: Scratch.ArgumentType.STRING, defaultValue: 5 },
+              ANGLE: {
+                type: Scratch.ArgumentType.STRING,
+                defaultValue: "0.9272952180016123",
+              },
+            },
+          },
+          {
+            opcode: "absComplex",
+            blockType: Scratch.BlockType.REPORTER,
+            text: "Magnitude of [COMPLEX]",
+            arguments: {
+              COMPLEX: {
+                type: Scratch.ArgumentType.STRING,
+                defaultValue: "3+4i",
+              },
+            },
+          },
+          {
+            opcode: "complexSign",
+            blockType: Scratch.BlockType.REPORTER,
+            text: "Sign of [COMPLEX]",
+            arguments: {
+              COMPLEX: {
+                type: Scratch.ArgumentType.STRING,
+                defaultValue: "3+4i",
+              },
+            },
+          },
+          {
+            opcode: "cisThingie",
+            blockType: Scratch.BlockType.REPORTER,
+            text: "∠ [ANGLE]",
+            arguments: {
+              ANGLE: {
+                type: Scratch.ArgumentType.STRING,
+                defaultValue: "0.9272952180016123",
+              },
+            },
+          },
+          {
+            opcode: "argComplex",
+            blockType: Scratch.BlockType.REPORTER,
+            text: "Argument of [COMPLEX]",
+            arguments: {
+              COMPLEX: {
+                type: Scratch.ArgumentType.STRING,
+                defaultValue: "3+4i",
+              },
+            },
+          },
+          "---",
+          {
+            blockType: Scratch.BlockType.LABEL,
+            text: Scratch.translate("Spacing"),
+          },
+          {
+            opcode: "stateSpacing",
+            blockType: Scratch.BlockType.BOOLEAN,
+            text: "spacing",
+          },
+          {
+            opcode: "switchSpacing",
+            blockType: Scratch.BlockType.COMMAND,
+            text: "[Sw] spacing",
+            arguments: {
+              Sw: { type: Scratch.ArgumentType.STRING, menu: "spacing" },
+            },
+          },
+          {
+            blockType: Scratch.BlockType.LABEL,
+            text: Scratch.translate("Exponents"),
+          },
+          {
+            opcode: "powComplex",
+            blockType: Scratch.BlockType.REPORTER,
+            text: "[COMPLEX1] ^ [COMPLEX2]",
+            arguments: {
+              COMPLEX1: {
+                type: Scratch.ArgumentType.STRING,
+                defaultValue: "2+i",
+              },
+              COMPLEX2: {
+                type: Scratch.ArgumentType.STRING,
+                defaultValue: "3",
+              },
+            },
+          },
+          {
+            opcode: "expComplex",
+            blockType: Scratch.BlockType.REPORTER,
+            text: "𝑒 [COMPLEX]",
+            arguments: {
+              COMPLEX: {
+                type: Scratch.ArgumentType.STRING,
+                defaultValue: "3+4i",
+              },
+            },
+            description: "Raises 𝑒 to the Complex",
+          },
+          {
+            opcode: "rootComplex",
+            blockType: Scratch.BlockType.REPORTER,
+            text: "[COMPLEX1] √ [COMPLEX2]",
+            arguments: {
+              COMPLEX1: {
+                type: Scratch.ArgumentType.STRING,
+                defaultValue: "3",
+              },
+              COMPLEX2: {
+                type: Scratch.ArgumentType.STRING,
+                defaultValue: "2+11i",
+              },
+            },
+          },
+          {
+            opcode: "sqrtComplex",
+            blockType: Scratch.BlockType.REPORTER,
+            text: "Square Root of [COMPLEX]",
+            arguments: {
+              COMPLEX: {
+                type: Scratch.ArgumentType.STRING,
+                defaultValue: "3+4i",
+              },
+            },
+            description: "Finds the square root of the Complex",
+          },
+          {
+            opcode: "logComplex",
+            blockType: Scratch.BlockType.REPORTER,
+            text: "log [BASE] of [INPUT]",
+            arguments: {
+              BASE: { type: Scratch.ArgumentType.STRING, defaultValue: "2+i" },
+              INPUT: {
+                type: Scratch.ArgumentType.STRING,
+                defaultValue: "2+11i",
+              },
+            },
+          },
+          {
+            opcode: "lnComplex",
+            blockType: Scratch.BlockType.REPORTER,
+            text: "ln [COMPLEX]",
+            arguments: {
+              COMPLEX: {
+                type: Scratch.ArgumentType.STRING,
+                defaultValue: "3+4i",
+              },
+            },
+            description: "Finds the natural logarithm of the Complex",
+          },
+          "---",
+          {
+            filter: [Scratch.TargetType.SPRITE], //Just in case
+            blockType: Scratch.BlockType.LABEL,
+            text: Scratch.translate("Motion"),
+          },
 
-  Complexity({ REAL, IMAG }) {
-	REAL = Scratch.Cast.toNumber(REAL);
-	IMAG = Scratch.Cast.toNumber(IMAG);
-	try {
-	  var r = Complex(REAL, IMAG).toString(); //Don't forget: toString(), not Scratch.cast.toString()
-	  if (this.noSpacing) r = r.replace(/\s+/g, '');
-	  return r;
-	} catch (e) {
-	  console.log(e);
-	  return NaN
-	}
-  }
+          {
+            filter: [Scratch.TargetType.SPRITE],
+            opcode: "getPosition",
+            blockType: Scratch.BlockType.REPORTER,
+            text: "Complex Position",
+          },
+          {
+            filter: [Scratch.TargetType.SPRITE],
+            opcode: "goToComplex",
+            blockType: Scratch.BlockType.COMMAND,
+            text: "Go to [COMPLEX]",
+            arguments: {
+              COMPLEX: {
+                type: Scratch.ArgumentType.STRING,
+                defaultValue: "30+40i",
+              },
+            },
+          },
+          {
+            filter: [Scratch.TargetType.SPRITE],
+            opcode: "goAddComplex",
+            blockType: Scratch.BlockType.COMMAND,
+            text: "Move by [COMPLEX]",
+            arguments: {
+              COMPLEX: {
+                type: Scratch.ArgumentType.STRING,
+                defaultValue: "30+40i",
+              },
+            },
+          },
+          {
+            filter: [Scratch.TargetType.SPRITE],
+            opcode: "GoMulComplex",
+            blockType: Scratch.BlockType.COMMAND,
+            text: "Mul position by [COMPLEX]",
+            arguments: {
+              COMPLEX: { type: Scratch.ArgumentType.STRING, defaultValue: 5 },
+            },
+          },
+          {
+            filter: [Scratch.TargetType.SPRITE],
+            opcode: "goToPolar",
+            blockType: Scratch.BlockType.COMMAND,
+            text: "Go polar [RADII] ∠ [ANGLY]",
+            arguments: {
+              RADII: { type: Scratch.ArgumentType.STRING, defaultValue: 50 },
+              ANGLY: {
+                type: Scratch.ArgumentType.STRING,
+                defaultValue: "0.9272952180016123",
+              },
+            },
+          },
+          {
+            filter: [Scratch.TargetType.SPRITE],
+            opcode: "glideComplex",
+            blockType: Scratch.BlockType.COMMAND,
+            text: "Glide [SECS] secs to [COMPLEX]",
+            arguments: {
+              COMPLEX: {
+                type: Scratch.ArgumentType.STRING,
+                defaultValue: "30+40i",
+              },
+              SECS: { type: Scratch.ArgumentType.NUMBER, defaultValue: 1 },
+            },
+          },
+          "---",
+          {
+            blockType: Scratch.BlockType.LABEL,
+            text: Scratch.translate("Trigonometry and decimals"),
+          },
+          {
+            opcode: "trigOfComplex",
+            blockType: Scratch.BlockType.REPORTER,
+            text: "[TRIG] of [COMPLEX]",
+            arguments: {
+              COMPLEX: {
+                type: Scratch.ArgumentType.STRING,
+                defaultValue: "3+4i",
+              },
+              TRIG: { type: Scratch.ArgumentType.STRING, menu: "trigs" },
+            },
+          },
+          {
+            opcode: "convertComplex",
+            blockType: Scratch.BlockType.REPORTER,
+            text: "Find [ANGLE] [TOSMTH]",
+            arguments: {
+              ANGLE: { type: Scratch.ArgumentType.STRING, defaultValue: "30" },
+              TOSMTH: { type: Scratch.ArgumentType.STRING, menu: "angles" },
+            },
+          },
+          {
+            opcode: "decimalComplex",
+            blockType: Scratch.BlockType.REPORTER,
+            text: "[OPERATION] of [COMPLEX]",
+            arguments: {
+              COMPLEX: {
+                type: Scratch.ArgumentType.STRING,
+                defaultValue: "1+0i",
+              },
+              OPERATION: {
+                type: Scratch.ArgumentType.STRING,
+                menu: "decTools",
+              },
+            },
+          },
+          "---",
+          {
+            blockType: Scratch.BlockType.LABEL,
+            text: Scratch.translate("Booleans"),
+          },
+          {
+            opcode: "equalsComplex",
+            blockType: Scratch.BlockType.BOOLEAN,
+            text: "[COMPLEX1] = [COMPLEX2]?",
+            arguments: {
+              COMPLEX1: {
+                type: Scratch.ArgumentType.STRING,
+                defaultValue: "3+4i",
+              },
+              COMPLEX2: {
+                type: Scratch.ArgumentType.STRING,
+                defaultValue: "3+4i",
+              },
+            },
+          },
+          {
+            opcode: "isFiniteComplex",
+            blockType: Scratch.BlockType.BOOLEAN,
+            text: "[COMPLEX] is finite?",
+            arguments: {
+              COMPLEX: {
+                type: Scratch.ArgumentType.STRING,
+                defaultValue: "3+4i",
+              },
+            },
+          },
+          {
+            opcode: "isNaNComplex",
+            blockType: Scratch.BlockType.BOOLEAN,
+            text: "[COMPLEX] is NaN?",
+            arguments: {
+              COMPLEX: {
+                type: Scratch.ArgumentType.STRING,
+                defaultValue: "3+4i",
+              },
+            },
+          },
+          "---",
+          {
+            blockType: Scratch.BlockType.LABEL,
+            text: Scratch.translate("Strings"), //For others extensions to use
+          },
+          {
+            opcode: "complexArray",
+            blockType: Scratch.BlockType.REPORTER,
+            text: "[COMPLEX] to array",
+            arguments: {
+              COMPLEX: {
+                type: Scratch.ArgumentType.STRING,
+                defaultValue: "3+4i",
+              },
+            },
+          },
+          {
+            opcode: "complexJSON",
+            blockType: Scratch.BlockType.REPORTER,
+            text: "[COMPLEX] to JSON",
+            arguments: {
+              COMPLEX: {
+                type: Scratch.ArgumentType.STRING,
+                defaultValue: "3+4i",
+              },
+            },
+          },
+          {
+            blockType: Scratch.BlockType.LABEL,
+            text: Scratch.translate("Vectors"),
+          },
+          {
+            opcode: "mulVectorAroundPoint",
+            blockType: Scratch.BlockType.REPORTER,
+            text: "mul [VECTOR] around [POINT] by [FACTOR]",
+            arguments: {
+              VECTOR: {
+                type: Scratch.ArgumentType.STRING,
+                defaultValue: "1+0i",
+              },
+              POINT: {
+                type: Scratch.ArgumentType.STRING,
+                defaultValue: "0+0i",
+              },
+              FACTOR: { type: Scratch.ArgumentType.STRING, defaultValue: 2 },
+            },
+          },
+          {
+            opcode: "rotateVectorAroundPoint",
+            blockType: Scratch.BlockType.REPORTER,
+            text: "rotate [VECTOR] around [POINT] by angle [ANGLE]",
+            arguments: {
+              VECTOR: {
+                type: Scratch.ArgumentType.STRING,
+                defaultValue: "1+0i",
+              },
+              POINT: {
+                type: Scratch.ArgumentType.STRING,
+                defaultValue: "0+0i",
+              },
+              ANGLE: {
+                type: Scratch.ArgumentType.STRING,
+                defaultValue: 3.141592653589793,
+              },
+            },
+          },
+          "---",
+          {
+            blockType: Scratch.BlockType.LABEL,
+            text: Scratch.translate("Factorials"),
+            hideFromPalette: true,
+          },
+          {
+            opcode: "facOf",
+            blockType: Scratch.BlockType.REPORTER,
+            text: "[ZED] !",
+            arguments: {
+              ZED: { type: Scratch.ArgumentType.STRING, defaultValue: "3+4i" },
+            },
+            hideFromPalette: true,
+          },
+          {
+            opcode: "Tfac",
+            blockType: Scratch.BlockType.REPORTER,
+            text: "Terms of factorials",
+            hideFromPalette: true,
+          },
+          {
+            opcode: "setTfac",
+            blockType: Scratch.BlockType.COMMAND,
+            text: "Set terms of factorials to [ZED]",
+            arguments: {
+              ZED: { type: Scratch.ArgumentType.NUMBER, defaultValue: 100000 },
+            },
+            hideFromPalette: true,
+          },
+        ],
+        menus: {
+          spacing: {
+            acceptReporters: true,
+            items: ["switch", "turn on", "turn off"], //For convertComplex
+          },
+          trigs: { acceptReporters: true, items: this.trig }, //For trigOfComplex
+          angles: {
+            acceptReporters: true,
+            items: ["degs to rads", "𝜋", "rads to degs"], //For convertComplex
+          },
+          decTools: {
+            acceptReporters: true,
+            items: ["round", "ceil", "floor"], //For decimalComplex
+          },
+        },
+      };
+    }
 
-/**
+    Complexity({ REAL, IMAG }) {
+      REAL = Scratch.Cast.toNumber(REAL);
+      IMAG = Scratch.Cast.toNumber(IMAG);
+      try {
+        var r = Complex(REAL, IMAG).toString(); //Don't forget: toString(), not Scratch.cast.toString()
+        if (this.noSpacing) r = r.replace(/\s+/g, "");
+        return r;
+      } catch (e) {
+        console.log(e);
+        return NaN;
+      }
+    }
+
+    /**
 	We'll use toString() to return the Complex number with math notation. 
 	If you wonder why, remember Complex is a class, and hence, returns objects.
  	So, new Complex(-5, 1) means "-5+i", but it actually shows {re: -5, im: 1}.
@@ -608,503 +1298,547 @@ class ComplexityExtension {
   	Thus, no Scratch.Cast.toString() or anything like that, because .toString() will always do.
 */
 
-  rectComplex({ REAL, IMAG }) {
-	try { //Simplifies multiplication, as shown:
-	  var r = Complex(IMAG).mul("i").add(Complex(REAL)).toString();
-	  if (this.noSpacing) r = r.replace(/\s+/g, '');
-	  return r;
-	} catch (e) {
-	  console.log(e);
-	  return NaN
-	}
-  }
+    rectComplex({ REAL, IMAG }) {
+      try {
+        //Simplifies multiplication, as shown:
+        var r = Complex(IMAG).mul("i").add(Complex(REAL)).toString();
+        if (this.noSpacing) r = r.replace(/\s+/g, "");
+        return r;
+      } catch (e) {
+        console.log(e);
+        return NaN;
+      }
+    }
 
-  reComplex({ COMPLEX }) {
-	try {
-	  return Complex(COMPLEX).re; 
-	} catch (e) {
-	  console.log(e);
-	  return NaN
-	}
-  }
+    reComplex({ COMPLEX }) {
+      try {
+        return Complex(COMPLEX).re;
+      } catch (e) {
+        console.log(e);
+        return NaN;
+      }
+    }
 
-  imComplex({ COMPLEX }) {
-	try {
-	  return Complex(COMPLEX).im;  
-	} catch (e) {
-	  console.log(e);
-	  return NaN
-	}
-  }
+    imComplex({ COMPLEX }) {
+      try {
+        return Complex(COMPLEX).im;
+      } catch (e) {
+        console.log(e);
+        return NaN;
+      }
+    }
 
-  conjugateComplex({ COMPLEX }) {
-	try {
-	  var r = Complex(COMPLEX).conjugate().toString();
-	  if (this.noSpacing) r = r.replace(/\s+/g, '');
-	  return r;
-	} catch (e) {
-	  console.log(e);
-	  return NaN
-	}
-  }
+    conjugateComplex({ COMPLEX }) {
+      try {
+        var r = Complex(COMPLEX).conjugate().toString();
+        if (this.noSpacing) r = r.replace(/\s+/g, "");
+        return r;
+      } catch (e) {
+        console.log(e);
+        return NaN;
+      }
+    }
 
-  addComplex({ COMPLEX1, COMPLEX2 }) {
-	try {
-	  var r = Complex(COMPLEX1).add(Complex(COMPLEX2)).toString();
-	  if (this.noSpacing) r = r.replace(/\s+/g, '');
-	  return r;
-	} catch (e) {
-	  console.log(e);
-	  return NaN
-	}
-  }
+    addComplex({ COMPLEX1, COMPLEX2 }) {
+      try {
+        var r = Complex(COMPLEX1).add(Complex(COMPLEX2)).toString();
+        if (this.noSpacing) r = r.replace(/\s+/g, "");
+        return r;
+      } catch (e) {
+        console.log(e);
+        return NaN;
+      }
+    }
 
-  subtractComplex({ COMPLEX1, COMPLEX2 }) {
-	try {
-	  var r = Complex(COMPLEX1).sub(Complex(COMPLEX2)).toString();
-	  if (this.noSpacing) r = r.replace(/\s+/g, '');
-	  return r;
-	} catch (e) {
-	  console.log(e);
-	  return NaN
-	}
-  }
+    subtractComplex({ COMPLEX1, COMPLEX2 }) {
+      try {
+        var r = Complex(COMPLEX1).sub(Complex(COMPLEX2)).toString();
+        if (this.noSpacing) r = r.replace(/\s+/g, "");
+        return r;
+      } catch (e) {
+        console.log(e);
+        return NaN;
+      }
+    }
 
-  multiplyComplex({ COMPLEX1, COMPLEX2 }) {
-	try {
-	  var r = Complex(COMPLEX1).mul(Complex(COMPLEX2)).toString();
-	  if (this.noSpacing) r = r.replace(/\s+/g, '');
-	  return r;
-	} catch (e) {
-	  console.log(e);
-	  return NaN
-	}
-  }
+    multiplyComplex({ COMPLEX1, COMPLEX2 }) {
+      try {
+        var r = Complex(COMPLEX1).mul(Complex(COMPLEX2)).toString();
+        if (this.noSpacing) r = r.replace(/\s+/g, "");
+        return r;
+      } catch (e) {
+        console.log(e);
+        return NaN;
+      }
+    }
 
-  divideComplex({ COMPLEX1, COMPLEX2 }) {
-	try {
-	  var r = Complex(COMPLEX1).div(Complex(COMPLEX2)).toString();
-	  if (this.noSpacing) r = r.replace(/\s+/g, '');
-	  return r;
-	} catch (e) {
-	  console.log(e);
-	  return NaN
-	}
-  }
+    divideComplex({ COMPLEX1, COMPLEX2 }) {
+      try {
+        var r = Complex(COMPLEX1).div(Complex(COMPLEX2)).toString();
+        if (this.noSpacing) r = r.replace(/\s+/g, "");
+        return r;
+      } catch (e) {
+        console.log(e);
+        return NaN;
+      }
+    }
 
-  moduloComplex({ COMPLEX1, COMPLEX2 }) {
-	try {
-	  const c1 = Complex(COMPLEX1), c2 = Complex(COMPLEX2)   // A/B = D +R/B [and R<B], so floor(A/B)=D
-	  var r = c1.sub(c2.mul(c1.div(c2).floor())).toString(); // A   = DB+R   and thus R=A-B*(floor[A/B])
-	  if (this.noSpacing) r = r.replace(/\s+/g, '');
-	  return r;
-	} catch (e) {
-	  console.log(e);
-	  return NaN
-	}
-  }
+    moduloComplex({ COMPLEX1, COMPLEX2 }) {
+      try {
+        const c1 = Complex(COMPLEX1),
+          c2 = Complex(COMPLEX2); // A/B = D +R/B [and R<B], so floor(A/B)=D
+        var r = c1.sub(c2.mul(c1.div(c2).floor())).toString(); // A   = DB+R   and thus R=A-B*(floor[A/B])
+        if (this.noSpacing) r = r.replace(/\s+/g, "");
+        return r;
+      } catch (e) {
+        console.log(e);
+        return NaN;
+      }
+    }
 
-  negComplex({ COMPLEX }) {
-	try {
-	  var r = Complex(COMPLEX).neg().toString();
-	  if (this.noSpacing) r = r.replace(/\s+/g, '');
-	  return r;
-	} catch (e) {
-	  console.log(e);
-	  return NaN
-	}
-  }
+    negComplex({ COMPLEX }) {
+      try {
+        var r = Complex(COMPLEX).neg().toString();
+        if (this.noSpacing) r = r.replace(/\s+/g, "");
+        return r;
+      } catch (e) {
+        console.log(e);
+        return NaN;
+      }
+    }
 
-  inverseComplex({ COMPLEX }) {
-	try {
-	  var r = Complex(COMPLEX).inverse().toString();
-	  if (this.noSpacing) r = r.replace(/\s+/g, '');
-	  return r;
-	} catch (e) {
-	  console.log(e);
-	  return NaN
-	}
-  }
+    inverseComplex({ COMPLEX }) {
+      try {
+        var r = Complex(COMPLEX).inverse().toString();
+        if (this.noSpacing) r = r.replace(/\s+/g, "");
+        return r;
+      } catch (e) {
+        console.log(e);
+        return NaN;
+      }
+    }
 
-  polarComplex({ RADIUS, ANGLE }) {
-	try { 
-	  var r = coolCis(Complex(ANGLE)).mul(Complex(RADIUS)).toString();
-	  if (this.noSpacing) r = r.replace(/\s+/g, '');
-	  return r;
-	} catch (e) {
-	  console.log(e);
-	  return NaN
-	}
-  }
+    polarComplex({ RADIUS, ANGLE }) {
+      try {
+        var r = coolCis(Complex(ANGLE)).mul(Complex(RADIUS)).toString();
+        if (this.noSpacing) r = r.replace(/\s+/g, "");
+        return r;
+      } catch (e) {
+        console.log(e);
+        return NaN;
+      }
+    }
 
-  absComplex({ COMPLEX }) {
-	try {
-	  return Complex(COMPLEX).abs();
-	} catch (e) {
-	  console.log(e);
-	  return NaN
-	}
-  }
+    absComplex({ COMPLEX }) {
+      try {
+        return Complex(COMPLEX).abs();
+      } catch (e) {
+        console.log(e);
+        return NaN;
+      }
+    }
 
-  complexSign({ COMPLEX }) {
-	try {
-	  var r = Complex(COMPLEX).sign().toString();
-	  if (this.noSpacing) r = r.replace(/\s+/g, '');
-	  return r;
-	} catch (e) {
-	  console.log(e);
-	  return NaN
-	}
-  }
+    complexSign({ COMPLEX }) {
+      try {
+        var r = Complex(COMPLEX).sign().toString();
+        if (this.noSpacing) r = r.replace(/\s+/g, "");
+        return r;
+      } catch (e) {
+        console.log(e);
+        return NaN;
+      }
+    }
 
-  cisThingie({ ANGLE }) {
-	try {
-	  var r = coolCis(ANGLE).toString();
-	  if (this.noSpacing) r = r.replace(/\s+/g, '');
-	  return r;
-	} catch (e) {
-	  console.log(e);
-	  return NaN
-	}
-  }
+    cisThingie({ ANGLE }) {
+      try {
+        var r = coolCis(ANGLE).toString();
+        if (this.noSpacing) r = r.replace(/\s+/g, "");
+        return r;
+      } catch (e) {
+        console.log(e);
+        return NaN;
+      }
+    }
 
-  argComplex({ COMPLEX }) {
-	try { //There's an .arg() method, but it's a hidden direct Math.atan2()
-	  return Complex(COMPLEX).sign().log().mul('-i'); 
-	} catch (e) { //So, -i*ln(sign[x]) is used for a little bit more presicion
-	  console.log(e);
-	  return NaN
-	}
-  }
+    argComplex({ COMPLEX }) {
+      try {
+        //There's an .arg() method, but it's a hidden direct Math.atan2()
+        return Complex(COMPLEX).sign().log().mul("-i");
+      } catch (e) {
+        //So, -i*ln(sign[x]) is used for a little bit more presicion
+        console.log(e);
+        return NaN;
+      }
+    }
 
-  powComplex({ COMPLEX1, COMPLEX2 }) {
-	try {
-	  var r = Complex(COMPLEX1).pow(Complex(COMPLEX2)).toString();
-	  if (this.noSpacing) r = r.replace(/\s+/g, '');
-	  return r;
-	} catch (e) {
-	  console.log(e);
-	  return NaN
-	}
-  }
+    powComplex({ COMPLEX1, COMPLEX2 }) {
+      try {
+        var r = Complex(COMPLEX1).pow(Complex(COMPLEX2)).toString();
+        if (this.noSpacing) r = r.replace(/\s+/g, "");
+        return r;
+      } catch (e) {
+        console.log(e);
+        return NaN;
+      }
+    }
 
-  stateSpacing(args, util) {
-	return !(this.noSpacing)
-  }
+    stateSpacing(args, util) {
+      return !this.noSpacing;
+    }
 
-  switchSpacing({ Sw }) {
-	try {
-	  if (typeof Sw == 'boolean') this.noSpacing = !Sw;
-	  if (typeof Sw == 'string') {
-		Sw = Sw.toLowerCase();
-		switch (Sw) {
-		  case 'switch': this.noSpacing = !this.noSpacing; break;
-		  case 'no': case 'turn off': this.noSpacing = true; break;
-		  case 'yes': case 'turn on': this.noSpacing = false; break;
-		  default: console.log(Sw); break;
-		}
-	  }
-	} catch (e) {
-	  console.log(e);
-	  return NaN
-	}
-  }
-  
-  expComplex({ COMPLEX }) {
-	try {
-	  var r = Complex(COMPLEX).exp().toString();
-	  if (this.noSpacing) r = r.replace(/\s+/g, '');
-	  return r;
-	} catch (e) {
-	  console.log(e);
-	  return NaN
-	}
-  }
+    switchSpacing({ Sw }) {
+      try {
+        if (typeof Sw == "boolean") this.noSpacing = !Sw;
+        if (typeof Sw == "string") {
+          Sw = Sw.toLowerCase();
+          switch (Sw) {
+            case "switch":
+              this.noSpacing = !this.noSpacing;
+              break;
+            case "no":
+            case "turn off":
+              this.noSpacing = true;
+              break;
+            case "yes":
+            case "turn on":
+              this.noSpacing = false;
+              break;
+            default:
+              console.log(Sw);
+              break;
+          }
+        }
+      } catch (e) {
+        console.log(e);
+        return NaN;
+      }
+    }
 
-  rootComplex({ COMPLEX1, COMPLEX2 }) {
-	try {
-	  var r = Complex(COMPLEX2).pow(Complex(COMPLEX1).inverse()).toString();
-	  if (this.noSpacing) r = r.replace(/\s+/g, '');
-	  return r;
-	} catch (e) {
-	  console.log(e);
-	  return NaN
-	}
-  }
+    expComplex({ COMPLEX }) {
+      try {
+        var r = Complex(COMPLEX).exp().toString();
+        if (this.noSpacing) r = r.replace(/\s+/g, "");
+        return r;
+      } catch (e) {
+        console.log(e);
+        return NaN;
+      }
+    }
 
-  sqrtComplex({ COMPLEX }) {
-	try {
-	  var r = Complex(COMPLEX).sqrt().toString();
-	  if (this.noSpacing) r = r.replace(/\s+/g, '');
-	  return r;
-	} catch (e) {
-	  console.log(e);
-	  return NaN
-	}
-  }
+    rootComplex({ COMPLEX1, COMPLEX2 }) {
+      try {
+        var r = Complex(COMPLEX2).pow(Complex(COMPLEX1).inverse()).toString();
+        if (this.noSpacing) r = r.replace(/\s+/g, "");
+        return r;
+      } catch (e) {
+        console.log(e);
+        return NaN;
+      }
+    }
 
-  logComplex({ BASE, INPUT }) {
-	  try {
-	  var r = Complex(INPUT).log().div(Complex(BASE).log()).toString();
-	  if (this.noSpacing) r = r.replace(/\s+/g, '');
-	  return r;
-	} catch (e) {
-	  console.log(e);
-	  return NaN
-	}
-  }
+    sqrtComplex({ COMPLEX }) {
+      try {
+        var r = Complex(COMPLEX).sqrt().toString();
+        if (this.noSpacing) r = r.replace(/\s+/g, "");
+        return r;
+      } catch (e) {
+        console.log(e);
+        return NaN;
+      }
+    }
 
-  lnComplex({ COMPLEX }) {
-	try {
-	  var r = Complex(COMPLEX).log().toString();
-	  if (this.noSpacing) r = r.replace(/\s+/g, '');
-	  return r;
-	} catch (e) {
-	  console.log(e);
-	  return NaN
-	}
-  }
+    logComplex({ BASE, INPUT }) {
+      try {
+        var r = Complex(INPUT).log().div(Complex(BASE).log()).toString();
+        if (this.noSpacing) r = r.replace(/\s+/g, "");
+        return r;
+      } catch (e) {
+        console.log(e);
+        return NaN;
+      }
+    }
 
-  getPosition(args, util) {
-	try {
-	  var r = Complex(util.target.x, util.target.y).toString();
-	  if (this.noSpacing) r = r.replace(/\s+/g, '');
-	  return r;
-	} catch (e) {
-		if (util.target.y < 0) {
-	  let imPart = util.target.y + "i"
-	  return util.target.x + imPart;
-	}
-	return util.target.x + "+" + util.target.y + "i";
-	}
-  }
+    lnComplex({ COMPLEX }) {
+      try {
+        var r = Complex(COMPLEX).log().toString();
+        if (this.noSpacing) r = r.replace(/\s+/g, "");
+        return r;
+      } catch (e) {
+        console.log(e);
+        return NaN;
+      }
+    }
 
-  goToComplex(args, util) {
-	if (util.target.isStage) return;
-	const cInstance = Complex(args.COMPLEX);
-	util.target.setXY(cInstance.re, cInstance.im);
-  }
+    getPosition(args, util) {
+      try {
+        var r = Complex(util.target.x, util.target.y).toString();
+        if (this.noSpacing) r = r.replace(/\s+/g, "");
+        return r;
+      } catch (e) {
+        if (util.target.y < 0) {
+          let imPart = util.target.y + "i";
+          return util.target.x + imPart;
+        }
+        return util.target.x + "+" + util.target.y + "i";
+      }
+    }
 
-  goAddComplex(args, util) {
-	if (util.target.isStage) return;
-	const cInstance = Complex(args.COMPLEX);
-	util.target.setXY(util.target.x + cInstance.re, util.target.y + cInstance.im);
-  }
+    goToComplex(args, util) {
+      if (util.target.isStage) return;
+      const cInstance = Complex(args.COMPLEX);
+      util.target.setXY(cInstance.re, cInstance.im);
+    }
 
-  goToPolar(args, util) {
-	if (util.target.isStage) return;
-	const cInstance = coolCis(args.ANGLY).mul(args.RADII);
-	util.target.setXY(cInstance.re, cInstance.im);
-  }
+    goAddComplex(args, util) {
+      if (util.target.isStage) return;
+      const cInstance = Complex(args.COMPLEX);
+      util.target.setXY(
+        util.target.x + cInstance.re,
+        util.target.y + cInstance.im
+      );
+    }
 
-  GoMulComplex(args, util) {
-	if (util.target.isStage) return;
-	const cIn = Complex(args.COMPLEX);
-	const cInstance = Complex(util.target.x, util.target.y).mul(cIn);
-	util.target.setXY(cInstance.re, cInstance.im);
-  }
+    goToPolar(args, util) {
+      if (util.target.isStage) return;
+      const cInstance = coolCis(args.ANGLY).mul(args.RADII);
+      util.target.setXY(cInstance.re, cInstance.im);
+    }
 
-  glideComplex (args, util) {
-	if (util.target.isStage) return;
-	args.SECS = Scratch.Cast.toNumber(args.SECS);
-	if (args.SECS == 0) { //We've run out of time!
-		this.goToComplex(args, util);
-		return;
-	}
-	if (util.stackFrame.timer) {
-	  const timeElapsed = util.stackFrame.timer.timeElapsed();
-	  if (timeElapsed < util.stackFrame.duration * 1000) {
-		// We've moving! And we'll move again.
-		const frac = timeElapsed / (util.stackFrame.duration * 1000);
-		const d = util.stackFrame.finish.sub(util.stackFrame.start).mul(frac);
-		util.target.setXY(util.stackFrame.start.re + d.re, util.stackFrame.start.im + d.im);
-		console.log(util.stackFrame);
-		util.yield();
-	  } else {
-		// We're done! Now, lets end this
-		util.target.setXY(util.stackFrame.finish.re, util.stackFrame.finish.im);
-		console.log('end');
-	  }
-	} else {
-	  // We're starting! So, new Timer!
-	  util.stackFrame.timer = new Timer();
-	  util.stackFrame.timer.start();
-	  if (args.SECS > 0) {
-	  util.stackFrame.start = new Complex(util.target.x, util.target.y);
-	  util.stackFrame.finish = new Complex(args.COMPLEX);
-	  } else {
-	  args.SECS = -args.SECS
-	  util.stackFrame.finish = new Complex(util.target.x, util.target.y);
-	  util.stackFrame.start = new Complex(args.COMPLEX);
-	  }
-	  util.stackFrame.duration = args.SECS;
-	console.log(util.stackFrame);
-	util.yield();
-	}
-  }
+    GoMulComplex(args, util) {
+      if (util.target.isStage) return;
+      const cIn = Complex(args.COMPLEX);
+      const cInstance = Complex(util.target.x, util.target.y).mul(cIn);
+      util.target.setXY(cInstance.re, cInstance.im);
+    }
 
-  trigOfComplex({ COMPLEX, TRIG }) {
-	try {
-	  const cInstance = Complex(COMPLEX);
-	  const trigMethod = TRIG.toLowerCase();
-	  const validTrigFunctions = this.trig;
-	  if (validTrigFunctions.includes(trigMethod) && typeof cInstance[trigMethod] === 'function') {
-		const result = cInstance[trigMethod]();
-		if (result.isNaN()) return 'Infinity'
-		var r = result.toString();
-		if (this.noSpacing) r = r.replace(/\s+/g, '');
-		return r;
-	  } else {
-		return "0";
-	  }
-	} catch (e) {
-	  console.log(e);
-	  return NaN;
-	}
-  }
+    glideComplex(args, util) {
+      if (util.target.isStage) return;
+      args.SECS = Scratch.Cast.toNumber(args.SECS);
+      if (args.SECS == 0) {
+        //We've run out of time!
+        this.goToComplex(args, util);
+        return;
+      }
+      if (util.stackFrame.timer) {
+        const timeElapsed = util.stackFrame.timer.timeElapsed();
+        if (timeElapsed < util.stackFrame.duration * 1000) {
+          // We've moving! And we'll move again.
+          const frac = timeElapsed / (util.stackFrame.duration * 1000);
+          const d = util.stackFrame.finish.sub(util.stackFrame.start).mul(frac);
+          util.target.setXY(
+            util.stackFrame.start.re + d.re,
+            util.stackFrame.start.im + d.im
+          );
+          console.log(util.stackFrame);
+          util.yield();
+        } else {
+          // We're done! Now, lets end this
+          util.target.setXY(
+            util.stackFrame.finish.re,
+            util.stackFrame.finish.im
+          );
+          console.log("end");
+        }
+      } else {
+        // We're starting! So, new Timer!
+        util.stackFrame.timer = new Timer();
+        util.stackFrame.timer.start();
+        if (args.SECS > 0) {
+          util.stackFrame.start = new Complex(util.target.x, util.target.y);
+          util.stackFrame.finish = new Complex(args.COMPLEX);
+        } else {
+          args.SECS = -args.SECS;
+          util.stackFrame.finish = new Complex(util.target.x, util.target.y);
+          util.stackFrame.start = new Complex(args.COMPLEX);
+        }
+        util.stackFrame.duration = args.SECS;
+        console.log(util.stackFrame);
+        util.yield();
+      }
+    }
 
-  convertComplex({ ANGLE, TOSMTH }) {
-	try {
-	  if (ANGLE == "") {
-		return 0;
-	  }
-	  const cInstance = Complex(ANGLE);
-	  switch (TOSMTH) {
-		case 'degs to rads': if (cInstance.im == 0) return (cInstance.re * 0.017453292519943295) % twoPi; 
-							    return cInstance.mul(0.017453292519943295).toString(); break;
-		case '𝜋': return cInstance.mul(3.141592653589793).toString(); break;
-		case 'rads to degs': if (cInstance.im == 0) return (cInstance.re * 57.29577951308232) % 360; 
-							    return cInstance.mul(57.29577951308232).toString(); break;
-		default: return NaN
-	  }
-	} catch (e) {
-	  console.log(e);
-	  return 0;
-	}
-  }
+    trigOfComplex({ COMPLEX, TRIG }) {
+      try {
+        const cInstance = Complex(COMPLEX);
+        const trigMethod = TRIG.toLowerCase();
+        const validTrigFunctions = this.trig;
+        if (
+          validTrigFunctions.includes(trigMethod) &&
+          typeof cInstance[trigMethod] === "function"
+        ) {
+          const result = cInstance[trigMethod]();
+          if (result.isNaN()) return "Infinity";
+          var r = result.toString();
+          if (this.noSpacing) r = r.replace(/\s+/g, "");
+          return r;
+        } else {
+          return "0";
+        }
+      } catch (e) {
+        console.log(e);
+        return NaN;
+      }
+    }
 
-  decimalComplex({ COMPLEX, OPERATION }) {
-	const complex = Complex(COMPLEX);
-	OPERATION = OPERATION.toLowerCase();
-	var r;
-	switch (OPERATION) {
-	  case 'ceil':
-		r = complex.ceil().toString();
-		break;
-	  case 'floor':
-		r = complex.floor().toString();
-		break;
-	  case 'round':
-		r = complex.round().toString();
-		break;
-	  default:
-		r = 0;
-	}
-	if (this.noSpacing) r = r.replace(/\s+/g, '');
-	return r;
-  }
+    convertComplex({ ANGLE, TOSMTH }) {
+      try {
+        if (ANGLE == "") {
+          return 0;
+        }
+        const cInstance = Complex(ANGLE);
+        switch (TOSMTH) {
+          case "degs to rads":
+            if (cInstance.im == 0)
+              return (cInstance.re * 0.017453292519943295) % twoPi;
+            return cInstance.mul(0.017453292519943295).toString();
+            break;
+          case "𝜋":
+            return cInstance.mul(3.141592653589793).toString();
+            break;
+          case "rads to degs":
+            if (cInstance.im == 0)
+              return (cInstance.re * 57.29577951308232) % 360;
+            return cInstance.mul(57.29577951308232).toString();
+            break;
+          default:
+            return NaN;
+        }
+      } catch (e) {
+        console.log(e);
+        return 0;
+      }
+    }
 
-  equalsComplex({ COMPLEX1, COMPLEX2 }) {
-	try {
-	  return Complex(COMPLEX1).equals(Complex(COMPLEX2));
-	} catch (e) {
-	  console.log(e);
-	  return false;
-	}
-  }
+    decimalComplex({ COMPLEX, OPERATION }) {
+      const complex = Complex(COMPLEX);
+      OPERATION = OPERATION.toLowerCase();
+      var r;
+      switch (OPERATION) {
+        case "ceil":
+          r = complex.ceil().toString();
+          break;
+        case "floor":
+          r = complex.floor().toString();
+          break;
+        case "round":
+          r = complex.round().toString();
+          break;
+        default:
+          r = 0;
+      }
+      if (this.noSpacing) r = r.replace(/\s+/g, "");
+      return r;
+    }
 
-  isNaNComplex({ COMPLEX }) {
-	try {
-	  return Complex(COMPLEX).isNaN();
-	} catch (e) {
-	  console.log(e);
-	  return false;
-	}
-  }
+    equalsComplex({ COMPLEX1, COMPLEX2 }) {
+      try {
+        return Complex(COMPLEX1).equals(Complex(COMPLEX2));
+      } catch (e) {
+        console.log(e);
+        return false;
+      }
+    }
 
-  isFiniteComplex({ COMPLEX }) { 
-	try {
-	  return Complex(COMPLEX).isFinite();
-	} catch (e) {
-	  console.log(e);
-	  return false;
-	}
-  }
+    isNaNComplex({ COMPLEX }) {
+      try {
+        return Complex(COMPLEX).isNaN();
+      } catch (e) {
+        console.log(e);
+        return false;
+      }
+    }
 
-  complexArray({ COMPLEX }) {
-	try {
-	  const z = Complex(COMPLEX);
-	  return "[" + z.re + "," + z.im + "]";
-	} catch (e) {
-	  console.log(e);
-	  return NaN;
-	}
-  }
+    isFiniteComplex({ COMPLEX }) {
+      try {
+        return Complex(COMPLEX).isFinite();
+      } catch (e) {
+        console.log(e);
+        return false;
+      }
+    }
 
-  complexJSON({ COMPLEX }) {
-	try {
-	  const z = Complex(COMPLEX);
-	  return JSON.stringify({ re: z.re, im: z.im });
-	} catch (e) {
-	  console.log(e);
-	  return NaN;
-	}
-  }
+    complexArray({ COMPLEX }) {
+      try {
+        const z = Complex(COMPLEX);
+        return "[" + z.re + "," + z.im + "]";
+      } catch (e) {
+        console.log(e);
+        return NaN;
+      }
+    }
 
-  mulVectorAroundPoint({ VECTOR, POINT, FACTOR }) {
-	try { 
-	  var r = Complex(VECTOR).sub(Complex(POINT)).mul(Complex(FACTOR)).add(Complex(POINT)).toString();
-	  if (this.noSpacing) r = r.replace(/\s+/g, '');
-	  return r;
-	} catch (e) {
-	  console.log(e);
-	  return NaN;
-	}
-  }
+    complexJSON({ COMPLEX }) {
+      try {
+        const z = Complex(COMPLEX);
+        return JSON.stringify({ re: z.re, im: z.im });
+      } catch (e) {
+        console.log(e);
+        return NaN;
+      }
+    }
 
-  rotateVectorAroundPoint({ VECTOR, POINT, ANGLE }) {
-	try {
-	  var r = Complex(VECTOR).sub(Complex(POINT)).mul(coolCis(Complex(ANGLE))).add(Complex(POINT)).toString();
-	  if (this.noSpacing) r = r.replace(/\s+/g, '');
-	  return r;
-	} catch (e) {
-	  console.log(e);
-	  return NaN;
-	}
-  }
+    mulVectorAroundPoint({ VECTOR, POINT, FACTOR }) {
+      try {
+        var r = Complex(VECTOR)
+          .sub(Complex(POINT))
+          .mul(Complex(FACTOR))
+          .add(Complex(POINT))
+          .toString();
+        if (this.noSpacing) r = r.replace(/\s+/g, "");
+        return r;
+      } catch (e) {
+        console.log(e);
+        return NaN;
+      }
+    }
 
-  /**
+    rotateVectorAroundPoint({ VECTOR, POINT, ANGLE }) {
+      try {
+        var r = Complex(VECTOR)
+          .sub(Complex(POINT))
+          .mul(coolCis(Complex(ANGLE)))
+          .add(Complex(POINT))
+          .toString();
+        if (this.noSpacing) r = r.replace(/\s+/g, "");
+        return r;
+      } catch (e) {
+        console.log(e);
+        return NaN;
+      }
+    }
+
+    /**
 	The following is the v3 of the Factorial function. 
 	The day it's fast, efficient and right , it'll see the light of day.
   */
-  facOf({ ZED }) {
-	try {
-	  var r = factorial(Complex(ZED), this.terms).toString();
-	  if (this.noSpacing) r = r.replace(/\s+/g, '');
-	  return r;
-	} catch (e) { 
-	  console.log(e);
-	  return NaN;
-	}
-  }
+    facOf({ ZED }) {
+      try {
+        var r = factorial(Complex(ZED), this.terms).toString();
+        if (this.noSpacing) r = r.replace(/\s+/g, "");
+        return r;
+      } catch (e) {
+        console.log(e);
+        return NaN;
+      }
+    }
 
-  Tfac() {
-	try {
-	  return this.terms;
-	} catch (e) {
-	  console.log(e);
-	  return NaN;
-	}
-  }
+    Tfac() {
+      try {
+        return this.terms;
+      } catch (e) {
+        console.log(e);
+        return NaN;
+      }
+    }
 
-  setTfac({ ZED }) {
-	ZED = Scratch.Cast.toNumber(ZED);
-	try {
-	  if (ZED >= 0 && Number.isInteger(ZED)) this.terms = ZED;
-	} catch (e) {
-	  console.log(e);
-	}
+    setTfac({ ZED }) {
+      ZED = Scratch.Cast.toNumber(ZED);
+      try {
+        if (ZED >= 0 && Number.isInteger(ZED)) this.terms = ZED;
+      } catch (e) {
+        console.log(e);
+      }
+    }
   }
-}
-Scratch.extensions.register(new ComplexityExtension()); 
+  Scratch.extensions.register(new ComplexityExtension());
 })(Scratch);

From e5e58d406979b29d9f2ada7bc915e1ff383ae73f Mon Sep 17 00:00:00 2001
From: Kenay con Y al final <kenayextranio@gmail.com>
Date: Wed, 21 May 2025 17:46:58 -0500
Subject: [PATCH 07/22] Lint.ing Complexify!.js - Part 1

Basic changes :)
---
 .../Kenay-With-a-Y-At-The-End/Complexify!.js  | 92 +++++++++----------
 1 file changed, 46 insertions(+), 46 deletions(-)

diff --git a/extensions/Kenay-With-a-Y-At-The-End/Complexify!.js b/extensions/Kenay-With-a-Y-At-The-End/Complexify!.js
index 5b31755fff..9a02d0e51b 100644
--- a/extensions/Kenay-With-a-Y-At-The-End/Complexify!.js
+++ b/extensions/Kenay-With-a-Y-At-The-End/Complexify!.js
@@ -615,9 +615,9 @@ Thanks "scratchfoundation" for the Timer <https://github.com/scratchfoundation/s
     if (z.im == 0 && Number.isInteger(z.re)) {
       return classicFac(z.re);
     }
-    var x = (i = 1),
+    var x = 1,
       y = 0;
-    for (i; i <= t; i++) {
+    for (let i = 1; i <= t; i++) {
       const a = Complex(x, y).mul(
         Complex(1 + 1 / i)
           .pow(z)
@@ -689,7 +689,7 @@ Thanks "scratchfoundation" for the Timer <https://github.com/scratchfoundation/s
           {
             opcode: "Complexity",
             blockType: Scratch.BlockType.REPORTER,
-            text: "Complexify [REAL] [IMAG]",
+            text: Scratch.translate("Complexify [REAL] [IMAG]"),
             arguments: {
               REAL: { type: Scratch.ArgumentType.NUMBER, defaultValue: "3" },
               IMAG: { type: Scratch.ArgumentType.NUMBER, defaultValue: "4" },
@@ -703,7 +703,7 @@ Thanks "scratchfoundation" for the Timer <https://github.com/scratchfoundation/s
           {
             opcode: "rectComplex",
             blockType: Scratch.BlockType.REPORTER,
-            text: "[REAL] + [IMAG] 𝙞",
+            text: Scratch.translate("[REAL] + [IMAG] 𝙞"),
             arguments: {
               REAL: { type: Scratch.ArgumentType.STRING, defaultValue: "3" },
               IMAG: { type: Scratch.ArgumentType.STRING, defaultValue: "4" },
@@ -712,7 +712,7 @@ Thanks "scratchfoundation" for the Timer <https://github.com/scratchfoundation/s
           {
             opcode: "reComplex",
             blockType: Scratch.BlockType.REPORTER,
-            text: "Real Part of [COMPLEX]",
+            text: Scratch.translate("Real Part of [COMPLEX]"),
             arguments: {
               COMPLEX: {
                 type: Scratch.ArgumentType.STRING,
@@ -723,7 +723,7 @@ Thanks "scratchfoundation" for the Timer <https://github.com/scratchfoundation/s
           {
             opcode: "imComplex",
             blockType: Scratch.BlockType.REPORTER,
-            text: "Im. Part of [COMPLEX]",
+            text: Scratch.translate("Im. Part of [COMPLEX]"),
             arguments: {
               COMPLEX: {
                 type: Scratch.ArgumentType.STRING,
@@ -734,7 +734,7 @@ Thanks "scratchfoundation" for the Timer <https://github.com/scratchfoundation/s
           {
             opcode: "conjugateComplex",
             blockType: Scratch.BlockType.REPORTER,
-            text: "Conjugate of [COMPLEX]",
+            text: Scratch.translate("Conjugate of [COMPLEX]"),
             arguments: {
               COMPLEX: {
                 type: Scratch.ArgumentType.STRING,
@@ -749,7 +749,7 @@ Thanks "scratchfoundation" for the Timer <https://github.com/scratchfoundation/s
           {
             opcode: "addComplex",
             blockType: Scratch.BlockType.REPORTER,
-            text: "[COMPLEX1] + [COMPLEX2]",
+            text: Scratch.translate("[COMPLEX1] + [COMPLEX2]"),
             arguments: {
               COMPLEX1: {
                 type: Scratch.ArgumentType.STRING,
@@ -764,7 +764,7 @@ Thanks "scratchfoundation" for the Timer <https://github.com/scratchfoundation/s
           {
             opcode: "subtractComplex",
             blockType: Scratch.BlockType.REPORTER,
-            text: "[COMPLEX1] - [COMPLEX2]",
+            text: Scratch.translate("[COMPLEX1] - [COMPLEX2]"),
             arguments: {
               COMPLEX1: {
                 type: Scratch.ArgumentType.STRING,
@@ -779,7 +779,7 @@ Thanks "scratchfoundation" for the Timer <https://github.com/scratchfoundation/s
           {
             opcode: "multiplyComplex",
             blockType: Scratch.BlockType.REPORTER,
-            text: "[COMPLEX1] × [COMPLEX2]",
+            text: Scratch.translate("[COMPLEX1] × [COMPLEX2]"),
             arguments: {
               COMPLEX1: {
                 type: Scratch.ArgumentType.STRING,
@@ -794,7 +794,7 @@ Thanks "scratchfoundation" for the Timer <https://github.com/scratchfoundation/s
           {
             opcode: "divideComplex",
             blockType: Scratch.BlockType.REPORTER,
-            text: "[COMPLEX1] / [COMPLEX2]",
+            text: Scratch.translate("[COMPLEX1] / [COMPLEX2]"),
             arguments: {
               COMPLEX1: {
                 type: Scratch.ArgumentType.STRING,
@@ -809,7 +809,7 @@ Thanks "scratchfoundation" for the Timer <https://github.com/scratchfoundation/s
           {
             opcode: "moduloComplex",
             blockType: Scratch.BlockType.REPORTER,
-            text: "[COMPLEX1] % [COMPLEX2]",
+            text: Scratch.translate("[COMPLEX1] % [COMPLEX2]"),
             arguments: {
               COMPLEX1: {
                 type: Scratch.ArgumentType.STRING,
@@ -825,7 +825,7 @@ Thanks "scratchfoundation" for the Timer <https://github.com/scratchfoundation/s
           {
             opcode: "negComplex",
             blockType: Scratch.BlockType.REPORTER,
-            text: "Negative [COMPLEX]",
+            text: Scratch.translate("Negative [COMPLEX]"),
             arguments: {
               COMPLEX: {
                 type: Scratch.ArgumentType.STRING,
@@ -837,7 +837,7 @@ Thanks "scratchfoundation" for the Timer <https://github.com/scratchfoundation/s
           {
             opcode: "inverseComplex",
             blockType: Scratch.BlockType.REPORTER,
-            text: "Inverse of [COMPLEX]",
+            text: Scratch.translate("Inverse of [COMPLEX]"),
             arguments: {
               COMPLEX: {
                 type: Scratch.ArgumentType.STRING,
@@ -853,7 +853,7 @@ Thanks "scratchfoundation" for the Timer <https://github.com/scratchfoundation/s
           {
             opcode: "polarComplex",
             blockType: Scratch.BlockType.REPORTER,
-            text: "Polar [RADIUS] ∠ [ANGLE]",
+            text: Scratch.translate("Polar [RADIUS] ∠ [ANGLE]"),
             arguments: {
               RADIUS: { type: Scratch.ArgumentType.STRING, defaultValue: 5 },
               ANGLE: {
@@ -865,7 +865,7 @@ Thanks "scratchfoundation" for the Timer <https://github.com/scratchfoundation/s
           {
             opcode: "absComplex",
             blockType: Scratch.BlockType.REPORTER,
-            text: "Magnitude of [COMPLEX]",
+            text: Scratch.translate("Magnitude of [COMPLEX]"),
             arguments: {
               COMPLEX: {
                 type: Scratch.ArgumentType.STRING,
@@ -876,7 +876,7 @@ Thanks "scratchfoundation" for the Timer <https://github.com/scratchfoundation/s
           {
             opcode: "complexSign",
             blockType: Scratch.BlockType.REPORTER,
-            text: "Sign of [COMPLEX]",
+            text: Scratch.translate("Sign of [COMPLEX]"),
             arguments: {
               COMPLEX: {
                 type: Scratch.ArgumentType.STRING,
@@ -887,7 +887,7 @@ Thanks "scratchfoundation" for the Timer <https://github.com/scratchfoundation/s
           {
             opcode: "cisThingie",
             blockType: Scratch.BlockType.REPORTER,
-            text: "∠ [ANGLE]",
+            text: Scratch.translate("∠ [ANGLE]"),
             arguments: {
               ANGLE: {
                 type: Scratch.ArgumentType.STRING,
@@ -898,7 +898,7 @@ Thanks "scratchfoundation" for the Timer <https://github.com/scratchfoundation/s
           {
             opcode: "argComplex",
             blockType: Scratch.BlockType.REPORTER,
-            text: "Argument of [COMPLEX]",
+            text: Scratch.translate("Argument of [COMPLEX]"),
             arguments: {
               COMPLEX: {
                 type: Scratch.ArgumentType.STRING,
@@ -914,12 +914,12 @@ Thanks "scratchfoundation" for the Timer <https://github.com/scratchfoundation/s
           {
             opcode: "stateSpacing",
             blockType: Scratch.BlockType.BOOLEAN,
-            text: "spacing",
+            text: Scratch.translate("spacing"),
           },
           {
             opcode: "switchSpacing",
             blockType: Scratch.BlockType.COMMAND,
-            text: "[Sw] spacing",
+            text: Scratch.translate("[Sw] spacing"),
             arguments: {
               Sw: { type: Scratch.ArgumentType.STRING, menu: "spacing" },
             },
@@ -931,7 +931,7 @@ Thanks "scratchfoundation" for the Timer <https://github.com/scratchfoundation/s
           {
             opcode: "powComplex",
             blockType: Scratch.BlockType.REPORTER,
-            text: "[COMPLEX1] ^ [COMPLEX2]",
+            text: Scratch.translate("[COMPLEX1] ^ [COMPLEX2]"),
             arguments: {
               COMPLEX1: {
                 type: Scratch.ArgumentType.STRING,
@@ -946,7 +946,7 @@ Thanks "scratchfoundation" for the Timer <https://github.com/scratchfoundation/s
           {
             opcode: "expComplex",
             blockType: Scratch.BlockType.REPORTER,
-            text: "𝑒 [COMPLEX]",
+            text: Scratch.translate("𝑒xp [COMPLEX]"),
             arguments: {
               COMPLEX: {
                 type: Scratch.ArgumentType.STRING,
@@ -958,7 +958,7 @@ Thanks "scratchfoundation" for the Timer <https://github.com/scratchfoundation/s
           {
             opcode: "rootComplex",
             blockType: Scratch.BlockType.REPORTER,
-            text: "[COMPLEX1] √ [COMPLEX2]",
+            text: Scratch.translate("[COMPLEX1] √ [COMPLEX2]"),
             arguments: {
               COMPLEX1: {
                 type: Scratch.ArgumentType.STRING,
@@ -973,7 +973,7 @@ Thanks "scratchfoundation" for the Timer <https://github.com/scratchfoundation/s
           {
             opcode: "sqrtComplex",
             blockType: Scratch.BlockType.REPORTER,
-            text: "Square Root of [COMPLEX]",
+            text: Scratch.translate("Square Root of [COMPLEX]"),
             arguments: {
               COMPLEX: {
                 type: Scratch.ArgumentType.STRING,
@@ -985,7 +985,7 @@ Thanks "scratchfoundation" for the Timer <https://github.com/scratchfoundation/s
           {
             opcode: "logComplex",
             blockType: Scratch.BlockType.REPORTER,
-            text: "log [BASE] of [INPUT]",
+            text: Scratch.translate("log [BASE] of [INPUT]"),
             arguments: {
               BASE: { type: Scratch.ArgumentType.STRING, defaultValue: "2+i" },
               INPUT: {
@@ -997,7 +997,7 @@ Thanks "scratchfoundation" for the Timer <https://github.com/scratchfoundation/s
           {
             opcode: "lnComplex",
             blockType: Scratch.BlockType.REPORTER,
-            text: "ln [COMPLEX]",
+            text: Scratch.translate("ln [COMPLEX]"),
             arguments: {
               COMPLEX: {
                 type: Scratch.ArgumentType.STRING,
@@ -1017,13 +1017,13 @@ Thanks "scratchfoundation" for the Timer <https://github.com/scratchfoundation/s
             filter: [Scratch.TargetType.SPRITE],
             opcode: "getPosition",
             blockType: Scratch.BlockType.REPORTER,
-            text: "Complex Position",
+            text: Scratch.translate("Complex Position"),
           },
           {
             filter: [Scratch.TargetType.SPRITE],
             opcode: "goToComplex",
             blockType: Scratch.BlockType.COMMAND,
-            text: "Go to [COMPLEX]",
+            text: Scratch.translate("Go to [COMPLEX]"),
             arguments: {
               COMPLEX: {
                 type: Scratch.ArgumentType.STRING,
@@ -1035,7 +1035,7 @@ Thanks "scratchfoundation" for the Timer <https://github.com/scratchfoundation/s
             filter: [Scratch.TargetType.SPRITE],
             opcode: "goAddComplex",
             blockType: Scratch.BlockType.COMMAND,
-            text: "Move by [COMPLEX]",
+            text: Scratch.translate("Move by [COMPLEX]"),
             arguments: {
               COMPLEX: {
                 type: Scratch.ArgumentType.STRING,
@@ -1047,7 +1047,7 @@ Thanks "scratchfoundation" for the Timer <https://github.com/scratchfoundation/s
             filter: [Scratch.TargetType.SPRITE],
             opcode: "GoMulComplex",
             blockType: Scratch.BlockType.COMMAND,
-            text: "Mul position by [COMPLEX]",
+            text: Scratch.translate("Mul position by [COMPLEX]"),
             arguments: {
               COMPLEX: { type: Scratch.ArgumentType.STRING, defaultValue: 5 },
             },
@@ -1056,7 +1056,7 @@ Thanks "scratchfoundation" for the Timer <https://github.com/scratchfoundation/s
             filter: [Scratch.TargetType.SPRITE],
             opcode: "goToPolar",
             blockType: Scratch.BlockType.COMMAND,
-            text: "Go polar [RADII] ∠ [ANGLY]",
+            text: Scratch.translate("Go polar [RADII] ∠ [ANGLY]"),
             arguments: {
               RADII: { type: Scratch.ArgumentType.STRING, defaultValue: 50 },
               ANGLY: {
@@ -1069,7 +1069,7 @@ Thanks "scratchfoundation" for the Timer <https://github.com/scratchfoundation/s
             filter: [Scratch.TargetType.SPRITE],
             opcode: "glideComplex",
             blockType: Scratch.BlockType.COMMAND,
-            text: "Glide [SECS] secs to [COMPLEX]",
+            text: Scratch.translate("Glide [SECS] secs to [COMPLEX]"),
             arguments: {
               COMPLEX: {
                 type: Scratch.ArgumentType.STRING,
@@ -1086,7 +1086,7 @@ Thanks "scratchfoundation" for the Timer <https://github.com/scratchfoundation/s
           {
             opcode: "trigOfComplex",
             blockType: Scratch.BlockType.REPORTER,
-            text: "[TRIG] of [COMPLEX]",
+            text: Scratch.translate("[TRIG] of [COMPLEX]"),
             arguments: {
               COMPLEX: {
                 type: Scratch.ArgumentType.STRING,
@@ -1098,7 +1098,7 @@ Thanks "scratchfoundation" for the Timer <https://github.com/scratchfoundation/s
           {
             opcode: "convertComplex",
             blockType: Scratch.BlockType.REPORTER,
-            text: "Find [ANGLE] [TOSMTH]",
+            text: Scratch.translate("Find [ANGLE] [TOSMTH]"),
             arguments: {
               ANGLE: { type: Scratch.ArgumentType.STRING, defaultValue: "30" },
               TOSMTH: { type: Scratch.ArgumentType.STRING, menu: "angles" },
@@ -1107,7 +1107,7 @@ Thanks "scratchfoundation" for the Timer <https://github.com/scratchfoundation/s
           {
             opcode: "decimalComplex",
             blockType: Scratch.BlockType.REPORTER,
-            text: "[OPERATION] of [COMPLEX]",
+            text: Scratch.translate("[OPERATION] of [COMPLEX]"),
             arguments: {
               COMPLEX: {
                 type: Scratch.ArgumentType.STRING,
@@ -1127,7 +1127,7 @@ Thanks "scratchfoundation" for the Timer <https://github.com/scratchfoundation/s
           {
             opcode: "equalsComplex",
             blockType: Scratch.BlockType.BOOLEAN,
-            text: "[COMPLEX1] = [COMPLEX2]?",
+            text: Scratch.translate("[COMPLEX1] = [COMPLEX2]?"),
             arguments: {
               COMPLEX1: {
                 type: Scratch.ArgumentType.STRING,
@@ -1142,7 +1142,7 @@ Thanks "scratchfoundation" for the Timer <https://github.com/scratchfoundation/s
           {
             opcode: "isFiniteComplex",
             blockType: Scratch.BlockType.BOOLEAN,
-            text: "[COMPLEX] is finite?",
+            text: Scratch.translate("[COMPLEX] is finite?"),
             arguments: {
               COMPLEX: {
                 type: Scratch.ArgumentType.STRING,
@@ -1153,7 +1153,7 @@ Thanks "scratchfoundation" for the Timer <https://github.com/scratchfoundation/s
           {
             opcode: "isNaNComplex",
             blockType: Scratch.BlockType.BOOLEAN,
-            text: "[COMPLEX] is NaN?",
+            text: Scratch.translate("[COMPLEX] is NaN?"),
             arguments: {
               COMPLEX: {
                 type: Scratch.ArgumentType.STRING,
@@ -1169,7 +1169,7 @@ Thanks "scratchfoundation" for the Timer <https://github.com/scratchfoundation/s
           {
             opcode: "complexArray",
             blockType: Scratch.BlockType.REPORTER,
-            text: "[COMPLEX] to array",
+            text: Scratch.translate("[COMPLEX] to array"),
             arguments: {
               COMPLEX: {
                 type: Scratch.ArgumentType.STRING,
@@ -1180,7 +1180,7 @@ Thanks "scratchfoundation" for the Timer <https://github.com/scratchfoundation/s
           {
             opcode: "complexJSON",
             blockType: Scratch.BlockType.REPORTER,
-            text: "[COMPLEX] to JSON",
+            text: Scratch.translate("[COMPLEX] to JSON"),
             arguments: {
               COMPLEX: {
                 type: Scratch.ArgumentType.STRING,
@@ -1195,7 +1195,7 @@ Thanks "scratchfoundation" for the Timer <https://github.com/scratchfoundation/s
           {
             opcode: "mulVectorAroundPoint",
             blockType: Scratch.BlockType.REPORTER,
-            text: "mul [VECTOR] around [POINT] by [FACTOR]",
+            text: Scratch.translate("mul [VECTOR] around [POINT] by [FACTOR]"),
             arguments: {
               VECTOR: {
                 type: Scratch.ArgumentType.STRING,
@@ -1211,7 +1211,7 @@ Thanks "scratchfoundation" for the Timer <https://github.com/scratchfoundation/s
           {
             opcode: "rotateVectorAroundPoint",
             blockType: Scratch.BlockType.REPORTER,
-            text: "rotate [VECTOR] around [POINT] by angle [ANGLE]",
+            text: Scratch.translate("rotate [VECTOR] around [POINT] by angle [ANGLE]"),
             arguments: {
               VECTOR: {
                 type: Scratch.ArgumentType.STRING,
@@ -1236,7 +1236,7 @@ Thanks "scratchfoundation" for the Timer <https://github.com/scratchfoundation/s
           {
             opcode: "facOf",
             blockType: Scratch.BlockType.REPORTER,
-            text: "[ZED] !",
+            text: Scratch.translate("[ZED] !"),
             arguments: {
               ZED: { type: Scratch.ArgumentType.STRING, defaultValue: "3+4i" },
             },
@@ -1245,13 +1245,13 @@ Thanks "scratchfoundation" for the Timer <https://github.com/scratchfoundation/s
           {
             opcode: "Tfac",
             blockType: Scratch.BlockType.REPORTER,
-            text: "Terms of factorials",
+            text: Scratch.translate("Terms of factorials"),
             hideFromPalette: true,
           },
           {
             opcode: "setTfac",
             blockType: Scratch.BlockType.COMMAND,
-            text: "Set terms of factorials to [ZED]",
+            text: Scratch.translate("Set terms of factorials to [ZED]"),
             arguments: {
               ZED: { type: Scratch.ArgumentType.NUMBER, defaultValue: 100000 },
             },

From 443a6736d2107abd7d01ca9a5d6506280a723c8a Mon Sep 17 00:00:00 2001
From: "DangoCat[bot]" <dangocat@users.noreply.github.com>
Date: Wed, 21 May 2025 22:48:42 +0000
Subject: [PATCH 08/22] [Automated] Format code

---
 extensions/Kenay-With-a-Y-At-The-End/Complexify!.js | 4 +++-
 1 file changed, 3 insertions(+), 1 deletion(-)

diff --git a/extensions/Kenay-With-a-Y-At-The-End/Complexify!.js b/extensions/Kenay-With-a-Y-At-The-End/Complexify!.js
index 9a02d0e51b..0c00fd04a3 100644
--- a/extensions/Kenay-With-a-Y-At-The-End/Complexify!.js
+++ b/extensions/Kenay-With-a-Y-At-The-End/Complexify!.js
@@ -1211,7 +1211,9 @@ Thanks "scratchfoundation" for the Timer <https://github.com/scratchfoundation/s
           {
             opcode: "rotateVectorAroundPoint",
             blockType: Scratch.BlockType.REPORTER,
-            text: Scratch.translate("rotate [VECTOR] around [POINT] by angle [ANGLE]"),
+            text: Scratch.translate(
+              "rotate [VECTOR] around [POINT] by angle [ANGLE]"
+            ),
             arguments: {
               VECTOR: {
                 type: Scratch.ArgumentType.STRING,

From b995536a366999a9f36a492ca06d88a3730f688c Mon Sep 17 00:00:00 2001
From: Kenay con Y al final <kenayextranio@gmail.com>
Date: Wed, 21 May 2025 18:04:34 -0500
Subject: [PATCH 09/22] Lint.ing Complexify!.js - Part 2

Checked again. what is define? idk
---
 .../Kenay-With-a-Y-At-The-End/Complexify!.js     | 16 ++++++----------
 1 file changed, 6 insertions(+), 10 deletions(-)

diff --git a/extensions/Kenay-With-a-Y-At-The-End/Complexify!.js b/extensions/Kenay-With-a-Y-At-The-End/Complexify!.js
index 0c00fd04a3..2336a1dcfd 100644
--- a/extensions/Kenay-With-a-Y-At-The-End/Complexify!.js
+++ b/extensions/Kenay-With-a-Y-At-The-End/Complexify!.js
@@ -67,6 +67,7 @@ Thanks "scratchfoundation" for the Timer <https://github.com/scratchfoundation/s
 
   (function (r) {
     function l(a, b) {
+	  let d; //For lint validation
       if (void 0 === a || null === a) f.re = f.im = 0;
       else if (void 0 !== b) (f.re = a), (f.im = b);
       else
@@ -89,7 +90,7 @@ Thanks "scratchfoundation" for the Timer <https://github.com/scratchfoundation/s
               .replace(/_/g, "")
               .match(/\d+\.?\d*e[+-]?\d+|\d+\.?\d*|\.\d+|./g);
             b = 1;
-            let d = 0;
+            d = 0;
             null === a && m();
             for (let e = 0; e < a.length; e++) {
               const g = a[e];
@@ -681,7 +682,7 @@ Thanks "scratchfoundation" for the Timer <https://github.com/scratchfoundation/s
     getInfo() {
       return {
         id: "kenayComplexify",
-        name: "Complexify!",
+        name: Scratch.translate("Complexify!"),
         color1: "#964b99",
         menuIconURI:
           "data:image/png;base64,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",
@@ -1211,9 +1212,7 @@ Thanks "scratchfoundation" for the Timer <https://github.com/scratchfoundation/s
           {
             opcode: "rotateVectorAroundPoint",
             blockType: Scratch.BlockType.REPORTER,
-            text: Scratch.translate(
-              "rotate [VECTOR] around [POINT] by angle [ANGLE]"
-            ),
+            text: Scratch.translate("rotate [VECTOR] around [POINT] by angle [ANGLE]"),
             arguments: {
               VECTOR: {
                 type: Scratch.ArgumentType.STRING,
@@ -1691,17 +1690,14 @@ Thanks "scratchfoundation" for the Timer <https://github.com/scratchfoundation/s
         switch (TOSMTH) {
           case "degs to rads":
             if (cInstance.im == 0)
-              return (cInstance.re * 0.017453292519943295) % twoPi;
+			{return (cInstance.re * 0.017453292519943295) % twoPi;}
             return cInstance.mul(0.017453292519943295).toString();
-            break;
           case "𝜋":
             return cInstance.mul(3.141592653589793).toString();
-            break;
           case "rads to degs":
             if (cInstance.im == 0)
-              return (cInstance.re * 57.29577951308232) % 360;
+			{return (cInstance.re * 57.29577951308232) % 360;}
             return cInstance.mul(57.29577951308232).toString();
-            break;
           default:
             return NaN;
         }

From e0000b9e05a5e04d07cf1efb9ded1155832b74f6 Mon Sep 17 00:00:00 2001
From: "DangoCat[bot]" <dangocat@users.noreply.github.com>
Date: Wed, 21 May 2025 23:06:07 +0000
Subject: [PATCH 10/22] [Automated] Format code

---
 .../Kenay-With-a-Y-At-The-End/Complexify!.js     | 16 ++++++++++------
 1 file changed, 10 insertions(+), 6 deletions(-)

diff --git a/extensions/Kenay-With-a-Y-At-The-End/Complexify!.js b/extensions/Kenay-With-a-Y-At-The-End/Complexify!.js
index 2336a1dcfd..934ec383d8 100644
--- a/extensions/Kenay-With-a-Y-At-The-End/Complexify!.js
+++ b/extensions/Kenay-With-a-Y-At-The-End/Complexify!.js
@@ -67,7 +67,7 @@ Thanks "scratchfoundation" for the Timer <https://github.com/scratchfoundation/s
 
   (function (r) {
     function l(a, b) {
-	  let d; //For lint validation
+      let d; //For lint validation
       if (void 0 === a || null === a) f.re = f.im = 0;
       else if (void 0 !== b) (f.re = a), (f.im = b);
       else
@@ -1212,7 +1212,9 @@ Thanks "scratchfoundation" for the Timer <https://github.com/scratchfoundation/s
           {
             opcode: "rotateVectorAroundPoint",
             blockType: Scratch.BlockType.REPORTER,
-            text: Scratch.translate("rotate [VECTOR] around [POINT] by angle [ANGLE]"),
+            text: Scratch.translate(
+              "rotate [VECTOR] around [POINT] by angle [ANGLE]"
+            ),
             arguments: {
               VECTOR: {
                 type: Scratch.ArgumentType.STRING,
@@ -1689,14 +1691,16 @@ Thanks "scratchfoundation" for the Timer <https://github.com/scratchfoundation/s
         const cInstance = Complex(ANGLE);
         switch (TOSMTH) {
           case "degs to rads":
-            if (cInstance.im == 0)
-			{return (cInstance.re * 0.017453292519943295) % twoPi;}
+            if (cInstance.im == 0) {
+              return (cInstance.re * 0.017453292519943295) % twoPi;
+            }
             return cInstance.mul(0.017453292519943295).toString();
           case "𝜋":
             return cInstance.mul(3.141592653589793).toString();
           case "rads to degs":
-            if (cInstance.im == 0)
-			{return (cInstance.re * 57.29577951308232) % 360;}
+            if (cInstance.im == 0) {
+              return (cInstance.re * 57.29577951308232) % 360;
+            }
             return cInstance.mul(57.29577951308232).toString();
           default:
             return NaN;

From 33d0b635af44ff6580b06ea9c5d4d8c88741281a Mon Sep 17 00:00:00 2001
From: Kenay con Y al final <kenayextranio@gmail.com>
Date: Wed, 21 May 2025 18:14:42 -0500
Subject: [PATCH 11/22] Lint.ing Complexify!.js - Part 3 - The test

Testing some small changes
---
 extensions/Kenay-With-a-Y-At-The-End/Complexify!.js | 11 +----------
 1 file changed, 1 insertion(+), 10 deletions(-)

diff --git a/extensions/Kenay-With-a-Y-At-The-End/Complexify!.js b/extensions/Kenay-With-a-Y-At-The-End/Complexify!.js
index 934ec383d8..8b120f0a2c 100644
--- a/extensions/Kenay-With-a-Y-At-The-End/Complexify!.js
+++ b/extensions/Kenay-With-a-Y-At-The-End/Complexify!.js
@@ -584,16 +584,7 @@ Thanks "scratchfoundation" for the Timer <https://github.com/scratchfoundation/s
     c.INFINITY = new c(Infinity, Infinity);
     c.NAN = new c(NaN, NaN);
     c.EPSILON = 1e-15;
-    "function" === typeof define && define.amd
-      ? define([], function () {
-          return c;
-        })
-      : "object" === typeof exports
-        ? (Object.defineProperty(c, "__esModule", { value: !0 }),
-          (c["default"] = c),
-          (c.Complex = c),
-          (module.exports = c))
-        : (r.Complex = c);
+    r.Complex = c;
   })(window);
 
   function coolCis(ANGLE) {

From e1f46d2c539941e1906237478aa2b33bb19bc655 Mon Sep 17 00:00:00 2001
From: Kenay con Y al final <kenayextranio@gmail.com>
Date: Wed, 21 May 2025 18:41:30 -0500
Subject: [PATCH 12/22] Lint.ing Complexify!.js - Part 3 - The C

Let's C if it works
---
 extensions/Kenay-With-a-Y-At-The-End/Complexify!.js | 1 +
 1 file changed, 1 insertion(+)

diff --git a/extensions/Kenay-With-a-Y-At-The-End/Complexify!.js b/extensions/Kenay-With-a-Y-At-The-End/Complexify!.js
index 8b120f0a2c..0a75c384b4 100644
--- a/extensions/Kenay-With-a-Y-At-The-End/Complexify!.js
+++ b/extensions/Kenay-With-a-Y-At-The-End/Complexify!.js
@@ -586,6 +586,7 @@ Thanks "scratchfoundation" for the Timer <https://github.com/scratchfoundation/s
     c.EPSILON = 1e-15;
     r.Complex = c;
   })(window);
+	const Complex = c;
 
   function coolCis(ANGLE) {
     // e^ix trick

From cc23937b7e0f82bf5f31d40853fcde8bfa475b1a Mon Sep 17 00:00:00 2001
From: "DangoCat[bot]" <dangocat@users.noreply.github.com>
Date: Wed, 21 May 2025 23:42:29 +0000
Subject: [PATCH 13/22] [Automated] Format code

---
 extensions/Kenay-With-a-Y-At-The-End/Complexify!.js | 2 +-
 1 file changed, 1 insertion(+), 1 deletion(-)

diff --git a/extensions/Kenay-With-a-Y-At-The-End/Complexify!.js b/extensions/Kenay-With-a-Y-At-The-End/Complexify!.js
index 0a75c384b4..3d9d984ca1 100644
--- a/extensions/Kenay-With-a-Y-At-The-End/Complexify!.js
+++ b/extensions/Kenay-With-a-Y-At-The-End/Complexify!.js
@@ -586,7 +586,7 @@ Thanks "scratchfoundation" for the Timer <https://github.com/scratchfoundation/s
     c.EPSILON = 1e-15;
     r.Complex = c;
   })(window);
-	const Complex = c;
+  const Complex = c;
 
   function coolCis(ANGLE) {
     // e^ix trick

From 43bbaa61b4f3645fe942dd4c9fc6363e90eeebbb Mon Sep 17 00:00:00 2001
From: Kenay con Y al final <kenayextranio@gmail.com>
Date: Wed, 21 May 2025 18:47:40 -0500
Subject: [PATCH 14/22] Lint.ing Complexify!.js - Part 5 - I forgot to write 4
 on the other one

---
 extensions/Kenay-With-a-Y-At-The-End/Complexify!.js | 5 +----
 1 file changed, 1 insertion(+), 4 deletions(-)

diff --git a/extensions/Kenay-With-a-Y-At-The-End/Complexify!.js b/extensions/Kenay-With-a-Y-At-The-End/Complexify!.js
index 3d9d984ca1..773bec883d 100644
--- a/extensions/Kenay-With-a-Y-At-The-End/Complexify!.js
+++ b/extensions/Kenay-With-a-Y-At-The-End/Complexify!.js
@@ -65,7 +65,6 @@ Thanks "scratchfoundation" for the Timer <https://github.com/scratchfoundation/s
     }
   }
 
-  (function (r) {
     function l(a, b) {
       let d; //For lint validation
       if (void 0 === a || null === a) f.re = f.im = 0;
@@ -584,9 +583,7 @@ Thanks "scratchfoundation" for the Timer <https://github.com/scratchfoundation/s
     c.INFINITY = new c(Infinity, Infinity);
     c.NAN = new c(NaN, NaN);
     c.EPSILON = 1e-15;
-    r.Complex = c;
-  })(window);
-  const Complex = c;
+    window.Complex = c;
 
   function coolCis(ANGLE) {
     // e^ix trick

From 6a0b511d644069f2194f8dbcd015d13c32a116fc Mon Sep 17 00:00:00 2001
From: Kenay con Y al final <kenayextranio@gmail.com>
Date: Wed, 21 May 2025 18:52:06 -0500
Subject: [PATCH 15/22] Lint-ing Complexify!.js - Part 6 - I HATE LINT-ING

---
 extensions/Kenay-With-a-Y-At-The-End/Complexify!.js | 2 +-
 1 file changed, 1 insertion(+), 1 deletion(-)

diff --git a/extensions/Kenay-With-a-Y-At-The-End/Complexify!.js b/extensions/Kenay-With-a-Y-At-The-End/Complexify!.js
index 773bec883d..43e637ba3b 100644
--- a/extensions/Kenay-With-a-Y-At-The-End/Complexify!.js
+++ b/extensions/Kenay-With-a-Y-At-The-End/Complexify!.js
@@ -583,7 +583,7 @@ Thanks "scratchfoundation" for the Timer <https://github.com/scratchfoundation/s
     c.INFINITY = new c(Infinity, Infinity);
     c.NAN = new c(NaN, NaN);
     c.EPSILON = 1e-15;
-    window.Complex = c;
+  const Complex = c;
 
   function coolCis(ANGLE) {
     // e^ix trick

From ff4c4561f3a46d3d4328e1195ff77dc87fdf1d66 Mon Sep 17 00:00:00 2001
From: "DangoCat[bot]" <dangocat@users.noreply.github.com>
Date: Wed, 21 May 2025 23:53:40 +0000
Subject: [PATCH 16/22] [Automated] Format code

---
 .../Kenay-With-a-Y-At-The-End/Complexify!.js  | 1011 ++++++++---------
 1 file changed, 501 insertions(+), 510 deletions(-)

diff --git a/extensions/Kenay-With-a-Y-At-The-End/Complexify!.js b/extensions/Kenay-With-a-Y-At-The-End/Complexify!.js
index 43e637ba3b..b6e009b9df 100644
--- a/extensions/Kenay-With-a-Y-At-The-End/Complexify!.js
+++ b/extensions/Kenay-With-a-Y-At-The-End/Complexify!.js
@@ -65,524 +65,515 @@ Thanks "scratchfoundation" for the Timer <https://github.com/scratchfoundation/s
     }
   }
 
-    function l(a, b) {
-      let d; //For lint validation
-      if (void 0 === a || null === a) f.re = f.im = 0;
-      else if (void 0 !== b) (f.re = a), (f.im = b);
-      else
-        switch (typeof a) {
-          case "object":
-            if ("im" in a && "re" in a) (f.re = a.re), (f.im = a.im);
-            else if ("abs" in a && "arg" in a) {
-              if (!isFinite(a.abs) && isFinite(a.arg)) return c.INFINITY;
-              f.re = a.abs * Math.cos(a.arg);
-              f.im = a.abs * Math.sin(a.arg);
-            } else if ("r" in a && "phi" in a) {
-              if (!isFinite(a.r) && isFinite(a.phi)) return c.INFINITY;
-              f.re = a.r * Math.cos(a.phi);
-              f.im = a.r * Math.sin(a.phi);
-            } else 2 === a.length ? ((f.re = a[0]), (f.im = a[1])) : m();
-            break;
-          case "string":
-            f.im = f.re = 0;
-            a = a
-              .replace(/_/g, "")
-              .match(/\d+\.?\d*e[+-]?\d+|\d+\.?\d*|\.\d+|./g);
-            b = 1;
-            d = 0;
-            null === a && m();
-            for (let e = 0; e < a.length; e++) {
-              const g = a[e];
-              " " !== g &&
-                "\t" !== g &&
-                "\n" !== g &&
-                ("+" === g
-                  ? b++
-                  : "-" === g
-                    ? d++
-                    : ("i" === g || "I" === g
-                        ? (0 === b + d && m(),
-                          " " === a[e + 1] || isNaN(a[e + 1])
-                            ? (f.im += parseFloat((d % 2 ? "-" : "") + "1"))
-                            : ((f.im += parseFloat(
-                                (d % 2 ? "-" : "") + a[e + 1]
-                              )),
-                              e++))
-                        : ((0 === b + d || isNaN(g)) && m(),
-                          "i" === a[e + 1] || "I" === a[e + 1]
-                            ? ((f.im += parseFloat((d % 2 ? "-" : "") + g)),
-                              e++)
-                            : (f.re += parseFloat((d % 2 ? "-" : "") + g))),
-                      (b = d = 0)));
-            }
-            0 < b + d && m();
-            break;
-          case "number":
-            f.im = 0;
-            f.re = a;
-            break;
-          default:
-            m();
-        }
-      return f;
-    }
-    function m() {
-      throw SyntaxError("Invalid Param");
-    }
-    function n(a, b) {
-      a = Math.abs(a);
-      b = Math.abs(b);
-      a < b && ([a, b] = [b, a]);
-      if (1e8 > a) return Math.sqrt(a * a + b * b);
-      b /= a;
-      return a * Math.sqrt(1 + b * b);
-    }
-    function p(a, b) {
-      const d = Math.abs(a),
-        e = Math.abs(b);
-      if (0 === a) return Math.log(e);
-      if (0 === b) return Math.log(d);
-      if (3e3 > d && 3e3 > e) return 0.5 * Math.log(a * a + b * b);
-      a *= 0.5;
-      b *= 0.5;
-      return 0.5 * Math.log(a * a + b * b) + Math.LN2;
-    }
-    function c(a, b) {
-      if (!(this instanceof c)) return new c(a, b);
-      a = l(a, b);
-      this.re = a.re;
-      this.im = a.im;
-    }
-    const h =
-        Math.cosh ||
-        function (a) {
-          return 1e-9 > Math.abs(a)
-            ? 1 - a
-            : 0.5 * (Math.exp(a) + Math.exp(-a));
-        },
-      k =
-        Math.sinh ||
-        function (a) {
-          return 1e-9 > Math.abs(a) ? a : 0.5 * (Math.exp(a) - Math.exp(-a));
-        },
-      f = { re: 0, im: 0 };
-    c.prototype = {
-      re: 0,
-      im: 0,
-      sign: function () {
-        const a = n(this.re, this.im);
-        return new c(this.re / a, this.im / a);
-      },
-      add: function (a, b) {
-        a = l(a, b);
-        b = this.isInfinite();
-        const d = !(isFinite(a.re) && isFinite(a.im));
-        return b || d
-          ? b && d
-            ? c.NAN
-            : c.INFINITY
-          : new c(this.re + a.re, this.im + a.im);
+  function l(a, b) {
+    let d; //For lint validation
+    if (void 0 === a || null === a) f.re = f.im = 0;
+    else if (void 0 !== b) (f.re = a), (f.im = b);
+    else
+      switch (typeof a) {
+        case "object":
+          if ("im" in a && "re" in a) (f.re = a.re), (f.im = a.im);
+          else if ("abs" in a && "arg" in a) {
+            if (!isFinite(a.abs) && isFinite(a.arg)) return c.INFINITY;
+            f.re = a.abs * Math.cos(a.arg);
+            f.im = a.abs * Math.sin(a.arg);
+          } else if ("r" in a && "phi" in a) {
+            if (!isFinite(a.r) && isFinite(a.phi)) return c.INFINITY;
+            f.re = a.r * Math.cos(a.phi);
+            f.im = a.r * Math.sin(a.phi);
+          } else 2 === a.length ? ((f.re = a[0]), (f.im = a[1])) : m();
+          break;
+        case "string":
+          f.im = f.re = 0;
+          a = a
+            .replace(/_/g, "")
+            .match(/\d+\.?\d*e[+-]?\d+|\d+\.?\d*|\.\d+|./g);
+          b = 1;
+          d = 0;
+          null === a && m();
+          for (let e = 0; e < a.length; e++) {
+            const g = a[e];
+            " " !== g &&
+              "\t" !== g &&
+              "\n" !== g &&
+              ("+" === g
+                ? b++
+                : "-" === g
+                  ? d++
+                  : ("i" === g || "I" === g
+                      ? (0 === b + d && m(),
+                        " " === a[e + 1] || isNaN(a[e + 1])
+                          ? (f.im += parseFloat((d % 2 ? "-" : "") + "1"))
+                          : ((f.im += parseFloat(
+                              (d % 2 ? "-" : "") + a[e + 1]
+                            )),
+                            e++))
+                      : ((0 === b + d || isNaN(g)) && m(),
+                        "i" === a[e + 1] || "I" === a[e + 1]
+                          ? ((f.im += parseFloat((d % 2 ? "-" : "") + g)), e++)
+                          : (f.re += parseFloat((d % 2 ? "-" : "") + g))),
+                    (b = d = 0)));
+          }
+          0 < b + d && m();
+          break;
+        case "number":
+          f.im = 0;
+          f.re = a;
+          break;
+        default:
+          m();
+      }
+    return f;
+  }
+  function m() {
+    throw SyntaxError("Invalid Param");
+  }
+  function n(a, b) {
+    a = Math.abs(a);
+    b = Math.abs(b);
+    a < b && ([a, b] = [b, a]);
+    if (1e8 > a) return Math.sqrt(a * a + b * b);
+    b /= a;
+    return a * Math.sqrt(1 + b * b);
+  }
+  function p(a, b) {
+    const d = Math.abs(a),
+      e = Math.abs(b);
+    if (0 === a) return Math.log(e);
+    if (0 === b) return Math.log(d);
+    if (3e3 > d && 3e3 > e) return 0.5 * Math.log(a * a + b * b);
+    a *= 0.5;
+    b *= 0.5;
+    return 0.5 * Math.log(a * a + b * b) + Math.LN2;
+  }
+  function c(a, b) {
+    if (!(this instanceof c)) return new c(a, b);
+    a = l(a, b);
+    this.re = a.re;
+    this.im = a.im;
+  }
+  const h =
+      Math.cosh ||
+      function (a) {
+        return 1e-9 > Math.abs(a) ? 1 - a : 0.5 * (Math.exp(a) + Math.exp(-a));
       },
-      sub: function (a, b) {
-        a = l(a, b);
-        b = this.isInfinite();
-        const d = !(isFinite(a.re) && isFinite(a.im));
-        return b || d
-          ? b && d
-            ? c.NAN
-            : c.INFINITY
-          : new c(this.re - a.re, this.im - a.im);
+    k =
+      Math.sinh ||
+      function (a) {
+        return 1e-9 > Math.abs(a) ? a : 0.5 * (Math.exp(a) - Math.exp(-a));
       },
-      mul: function (a, b) {
-        a = l(a, b);
-        b = this.isInfinite();
-        const d = !(isFinite(a.re) && isFinite(a.im)),
-          e = 0 === this.re && 0 === this.im,
-          g = 0 === a.re && 0 === a.im;
-        return (b && g) || (d && e)
+    f = { re: 0, im: 0 };
+  c.prototype = {
+    re: 0,
+    im: 0,
+    sign: function () {
+      const a = n(this.re, this.im);
+      return new c(this.re / a, this.im / a);
+    },
+    add: function (a, b) {
+      a = l(a, b);
+      b = this.isInfinite();
+      const d = !(isFinite(a.re) && isFinite(a.im));
+      return b || d
+        ? b && d
           ? c.NAN
-          : b || d
-            ? c.INFINITY
-            : 0 === a.im && 0 === this.im
-              ? new c(this.re * a.re, 0)
-              : new c(
-                  this.re * a.re - this.im * a.im,
-                  this.re * a.im + this.im * a.re
-                );
-      },
-      div: function (a, b) {
-        a = l(a, b);
-        b = this.isInfinite();
-        const d = !(isFinite(a.re) && isFinite(a.im)),
-          e = 0 === this.re && 0 === this.im,
-          g = 0 === a.re && 0 === a.im;
-        if ((e && g) || (b && d)) return c.NAN;
-        if (g || b) return c.INFINITY;
-        if (e || d) return c.ZERO;
-        if (0 === a.im) return new c(this.re / a.re, this.im / a.re);
-        if (Math.abs(a.re) < Math.abs(a.im))
-          return (
-            (b = a.re / a.im),
-            (a = a.re * b + a.im),
-            new c((this.re * b + this.im) / a, (this.im * b - this.re) / a)
-          );
-        b = a.im / a.re;
-        a = a.im * b + a.re;
-        return new c((this.re + this.im * b) / a, (this.im - this.re * b) / a);
-      },
-      pow: function (a, b) {
-        a = l(a, b);
-        b = 0 === this.re && 0 === this.im;
-        if (0 === a.re && 0 === a.im) return c.ONE;
-        if (0 === a.im) {
-          if (0 === this.im && 0 < this.re)
-            return new c(Math.pow(this.re, a.re), 0);
-          if (0 === this.re)
-            switch (((a.re % 4) + 4) % 4) {
-              case 0:
-                return new c(Math.pow(this.im, a.re), 0);
-              case 1:
-                return new c(0, Math.pow(this.im, a.re));
-              case 2:
-                return new c(-Math.pow(this.im, a.re), 0);
-              case 3:
-                return new c(0, -Math.pow(this.im, a.re));
-            }
-        }
-        if (b && 0 < a.re) return c.ZERO;
-        const d = Math.atan2(this.im, this.re),
-          e = p(this.re, this.im);
-        b = Math.exp(a.re * e - a.im * d);
-        a = a.im * e + a.re * d;
-        return new c(b * Math.cos(a), b * Math.sin(a));
-      },
-      sqrt: function () {
-        const a = this.re,
-          b = this.im;
-        if (0 === b)
-          return 0 <= a ? new c(Math.sqrt(a), 0) : new c(0, Math.sqrt(-a));
-        var d = n(a, b);
-        d = Math.sqrt(0.5 * (d + Math.abs(a)));
-        let e = Math.abs(b) / (2 * d);
-        return 0 <= a ? new c(d, 0 > b ? -e : e) : new c(e, 0 > b ? -d : d);
-      },
-      exp: function () {
-        const a = Math.exp(this.re);
-        return 0 === this.im
-          ? new c(a, 0)
-          : new c(a * Math.cos(this.im), a * Math.sin(this.im));
-      },
-      expm1: function () {
-        const a = this.re,
-          b = this.im;
-        var d = Math.expm1(a) * Math.cos(b);
-        var e = Math.PI / 4;
-        -e > b || b > e
-          ? (e = Math.cos(b) - 1)
-          : ((e = b * b),
-            (e *=
-              e *
+          : c.INFINITY
+        : new c(this.re + a.re, this.im + a.im);
+    },
+    sub: function (a, b) {
+      a = l(a, b);
+      b = this.isInfinite();
+      const d = !(isFinite(a.re) && isFinite(a.im));
+      return b || d
+        ? b && d
+          ? c.NAN
+          : c.INFINITY
+        : new c(this.re - a.re, this.im - a.im);
+    },
+    mul: function (a, b) {
+      a = l(a, b);
+      b = this.isInfinite();
+      const d = !(isFinite(a.re) && isFinite(a.im)),
+        e = 0 === this.re && 0 === this.im,
+        g = 0 === a.re && 0 === a.im;
+      return (b && g) || (d && e)
+        ? c.NAN
+        : b || d
+          ? c.INFINITY
+          : 0 === a.im && 0 === this.im
+            ? new c(this.re * a.re, 0)
+            : new c(
+                this.re * a.re - this.im * a.im,
+                this.re * a.im + this.im * a.re
+              );
+    },
+    div: function (a, b) {
+      a = l(a, b);
+      b = this.isInfinite();
+      const d = !(isFinite(a.re) && isFinite(a.im)),
+        e = 0 === this.re && 0 === this.im,
+        g = 0 === a.re && 0 === a.im;
+      if ((e && g) || (b && d)) return c.NAN;
+      if (g || b) return c.INFINITY;
+      if (e || d) return c.ZERO;
+      if (0 === a.im) return new c(this.re / a.re, this.im / a.re);
+      if (Math.abs(a.re) < Math.abs(a.im))
+        return (
+          (b = a.re / a.im),
+          (a = a.re * b + a.im),
+          new c((this.re * b + this.im) / a, (this.im * b - this.re) / a)
+        );
+      b = a.im / a.re;
+      a = a.im * b + a.re;
+      return new c((this.re + this.im * b) / a, (this.im - this.re * b) / a);
+    },
+    pow: function (a, b) {
+      a = l(a, b);
+      b = 0 === this.re && 0 === this.im;
+      if (0 === a.re && 0 === a.im) return c.ONE;
+      if (0 === a.im) {
+        if (0 === this.im && 0 < this.re)
+          return new c(Math.pow(this.re, a.re), 0);
+        if (0 === this.re)
+          switch (((a.re % 4) + 4) % 4) {
+            case 0:
+              return new c(Math.pow(this.im, a.re), 0);
+            case 1:
+              return new c(0, Math.pow(this.im, a.re));
+            case 2:
+              return new c(-Math.pow(this.im, a.re), 0);
+            case 3:
+              return new c(0, -Math.pow(this.im, a.re));
+          }
+      }
+      if (b && 0 < a.re) return c.ZERO;
+      const d = Math.atan2(this.im, this.re),
+        e = p(this.re, this.im);
+      b = Math.exp(a.re * e - a.im * d);
+      a = a.im * e + a.re * d;
+      return new c(b * Math.cos(a), b * Math.sin(a));
+    },
+    sqrt: function () {
+      const a = this.re,
+        b = this.im;
+      if (0 === b)
+        return 0 <= a ? new c(Math.sqrt(a), 0) : new c(0, Math.sqrt(-a));
+      var d = n(a, b);
+      d = Math.sqrt(0.5 * (d + Math.abs(a)));
+      let e = Math.abs(b) / (2 * d);
+      return 0 <= a ? new c(d, 0 > b ? -e : e) : new c(e, 0 > b ? -d : d);
+    },
+    exp: function () {
+      const a = Math.exp(this.re);
+      return 0 === this.im
+        ? new c(a, 0)
+        : new c(a * Math.cos(this.im), a * Math.sin(this.im));
+    },
+    expm1: function () {
+      const a = this.re,
+        b = this.im;
+      var d = Math.expm1(a) * Math.cos(b);
+      var e = Math.PI / 4;
+      -e > b || b > e
+        ? (e = Math.cos(b) - 1)
+        : ((e = b * b),
+          (e *=
+            e *
+              (e *
                 (e *
                   (e *
                     (e *
-                      (e *
-                        (e * (e / 20922789888e3 - 1 / 87178291200) +
-                          1 / 479001600) -
-                        1 / 3628800) +
-                      1 / 40320) -
-                    1 / 720) +
-                  1 / 24) -
-              0.5));
-        return new c(d + e, Math.exp(a) * Math.sin(b));
-      },
-      log: function () {
-        const a = this.re,
-          b = this.im;
-        return 0 === b && 0 < a
-          ? new c(Math.log(a), 0)
-          : new c(p(a, b), Math.atan2(b, a));
-      },
-      abs: function () {
-        return n(this.re, this.im);
-      },
-      arg: function () {
-        return Math.atan2(this.im, this.re);
-      },
-      sin: function () {
-        const a = this.re,
-          b = this.im;
-        return new c(Math.sin(a) * h(b), Math.cos(a) * k(b));
-      },
-      cos: function () {
-        const a = this.re,
-          b = this.im;
-        return new c(Math.cos(a) * h(b), -Math.sin(a) * k(b));
-      },
-      tan: function () {
-        const a = 2 * this.re,
-          b = 2 * this.im,
-          d = Math.cos(a) + h(b);
-        return new c(Math.sin(a) / d, k(b) / d);
-      },
-      cot: function () {
-        const a = 2 * this.re,
-          b = 2 * this.im,
-          d = Math.cos(a) - h(b);
-        return new c(-Math.sin(a) / d, k(b) / d);
-      },
-      sec: function () {
-        const a = this.re,
-          b = this.im,
-          d = 0.5 * h(2 * b) + 0.5 * Math.cos(2 * a);
-        return new c((Math.cos(a) * h(b)) / d, (Math.sin(a) * k(b)) / d);
-      },
-      csc: function () {
-        const a = this.re,
-          b = this.im,
-          d = 0.5 * h(2 * b) - 0.5 * Math.cos(2 * a);
-        return new c((Math.sin(a) * h(b)) / d, (-Math.cos(a) * k(b)) / d);
-      },
-      asin: function () {
-        var a = this.re;
-        const b = this.im,
-          d = new c(b * b - a * a + 1, -2 * a * b).sqrt();
-        a = new c(d.re - b, d.im + a).log();
-        return new c(a.im, -a.re);
-      },
-      acos: function () {
-        var a = this.re;
-        const b = this.im,
-          d = new c(b * b - a * a + 1, -2 * a * b).sqrt();
-        a = new c(d.re - b, d.im + a).log();
-        return new c(Math.PI / 2 - a.im, a.re);
-      },
-      atan: function () {
-        var a = this.re;
-        const b = this.im;
-        if (0 === a) {
-          if (1 === b) return new c(0, Infinity);
-          if (-1 === b) return new c(0, -Infinity);
-        }
-        const d = a * a + (1 - b) * (1 - b);
-        a = new c((1 - b * b - a * a) / d, (-2 * a) / d).log();
-        return new c(-0.5 * a.im, 0.5 * a.re);
-      },
-      acot: function () {
-        const a = this.re,
-          b = this.im;
-        if (0 === b) return new c(Math.atan2(1, a), 0);
-        const d = a * a + b * b;
-        return 0 !== d
-          ? new c(a / d, -b / d).atan()
-          : new c(0 !== a ? a / 0 : 0, 0 !== b ? -b / 0 : 0).atan();
-      },
-      asec: function () {
-        const a = this.re,
-          b = this.im;
-        if (0 === a && 0 === b) return new c(0, Infinity);
-        const d = a * a + b * b;
-        return 0 !== d
-          ? new c(a / d, -b / d).acos()
-          : new c(0 !== a ? a / 0 : 0, 0 !== b ? -b / 0 : 0).acos();
-      },
-      acsc: function () {
-        const a = this.re,
-          b = this.im;
-        if (0 === a && 0 === b) return new c(Math.PI / 2, Infinity);
-        const d = a * a + b * b;
-        return 0 !== d
-          ? new c(a / d, -b / d).asin()
-          : new c(0 !== a ? a / 0 : 0, 0 !== b ? -b / 0 : 0).asin();
-      },
-      sinh: function () {
-        const a = this.re,
-          b = this.im;
-        return new c(k(a) * Math.cos(b), h(a) * Math.sin(b));
-      },
-      cosh: function () {
-        const a = this.re,
-          b = this.im;
-        return new c(h(a) * Math.cos(b), k(a) * Math.sin(b));
-      },
-      tanh: function () {
-        const a = 2 * this.re,
-          b = 2 * this.im,
-          d = h(a) + Math.cos(b);
-        return new c(k(a) / d, Math.sin(b) / d);
-      },
-      coth: function () {
-        const a = 2 * this.re,
-          b = 2 * this.im,
-          d = h(a) - Math.cos(b);
-        return new c(k(a) / d, -Math.sin(b) / d);
-      },
-      csch: function () {
-        const a = this.re,
-          b = this.im,
-          d = Math.cos(2 * b) - h(2 * a);
-        return new c(
-          (-2 * k(a) * Math.cos(b)) / d,
-          (2 * h(a) * Math.sin(b)) / d
-        );
-      },
-      sech: function () {
-        const a = this.re,
-          b = this.im,
-          d = Math.cos(2 * b) + h(2 * a);
+                      (e * (e / 20922789888e3 - 1 / 87178291200) +
+                        1 / 479001600) -
+                      1 / 3628800) +
+                    1 / 40320) -
+                  1 / 720) +
+                1 / 24) -
+            0.5));
+      return new c(d + e, Math.exp(a) * Math.sin(b));
+    },
+    log: function () {
+      const a = this.re,
+        b = this.im;
+      return 0 === b && 0 < a
+        ? new c(Math.log(a), 0)
+        : new c(p(a, b), Math.atan2(b, a));
+    },
+    abs: function () {
+      return n(this.re, this.im);
+    },
+    arg: function () {
+      return Math.atan2(this.im, this.re);
+    },
+    sin: function () {
+      const a = this.re,
+        b = this.im;
+      return new c(Math.sin(a) * h(b), Math.cos(a) * k(b));
+    },
+    cos: function () {
+      const a = this.re,
+        b = this.im;
+      return new c(Math.cos(a) * h(b), -Math.sin(a) * k(b));
+    },
+    tan: function () {
+      const a = 2 * this.re,
+        b = 2 * this.im,
+        d = Math.cos(a) + h(b);
+      return new c(Math.sin(a) / d, k(b) / d);
+    },
+    cot: function () {
+      const a = 2 * this.re,
+        b = 2 * this.im,
+        d = Math.cos(a) - h(b);
+      return new c(-Math.sin(a) / d, k(b) / d);
+    },
+    sec: function () {
+      const a = this.re,
+        b = this.im,
+        d = 0.5 * h(2 * b) + 0.5 * Math.cos(2 * a);
+      return new c((Math.cos(a) * h(b)) / d, (Math.sin(a) * k(b)) / d);
+    },
+    csc: function () {
+      const a = this.re,
+        b = this.im,
+        d = 0.5 * h(2 * b) - 0.5 * Math.cos(2 * a);
+      return new c((Math.sin(a) * h(b)) / d, (-Math.cos(a) * k(b)) / d);
+    },
+    asin: function () {
+      var a = this.re;
+      const b = this.im,
+        d = new c(b * b - a * a + 1, -2 * a * b).sqrt();
+      a = new c(d.re - b, d.im + a).log();
+      return new c(a.im, -a.re);
+    },
+    acos: function () {
+      var a = this.re;
+      const b = this.im,
+        d = new c(b * b - a * a + 1, -2 * a * b).sqrt();
+      a = new c(d.re - b, d.im + a).log();
+      return new c(Math.PI / 2 - a.im, a.re);
+    },
+    atan: function () {
+      var a = this.re;
+      const b = this.im;
+      if (0 === a) {
+        if (1 === b) return new c(0, Infinity);
+        if (-1 === b) return new c(0, -Infinity);
+      }
+      const d = a * a + (1 - b) * (1 - b);
+      a = new c((1 - b * b - a * a) / d, (-2 * a) / d).log();
+      return new c(-0.5 * a.im, 0.5 * a.re);
+    },
+    acot: function () {
+      const a = this.re,
+        b = this.im;
+      if (0 === b) return new c(Math.atan2(1, a), 0);
+      const d = a * a + b * b;
+      return 0 !== d
+        ? new c(a / d, -b / d).atan()
+        : new c(0 !== a ? a / 0 : 0, 0 !== b ? -b / 0 : 0).atan();
+    },
+    asec: function () {
+      const a = this.re,
+        b = this.im;
+      if (0 === a && 0 === b) return new c(0, Infinity);
+      const d = a * a + b * b;
+      return 0 !== d
+        ? new c(a / d, -b / d).acos()
+        : new c(0 !== a ? a / 0 : 0, 0 !== b ? -b / 0 : 0).acos();
+    },
+    acsc: function () {
+      const a = this.re,
+        b = this.im;
+      if (0 === a && 0 === b) return new c(Math.PI / 2, Infinity);
+      const d = a * a + b * b;
+      return 0 !== d
+        ? new c(a / d, -b / d).asin()
+        : new c(0 !== a ? a / 0 : 0, 0 !== b ? -b / 0 : 0).asin();
+    },
+    sinh: function () {
+      const a = this.re,
+        b = this.im;
+      return new c(k(a) * Math.cos(b), h(a) * Math.sin(b));
+    },
+    cosh: function () {
+      const a = this.re,
+        b = this.im;
+      return new c(h(a) * Math.cos(b), k(a) * Math.sin(b));
+    },
+    tanh: function () {
+      const a = 2 * this.re,
+        b = 2 * this.im,
+        d = h(a) + Math.cos(b);
+      return new c(k(a) / d, Math.sin(b) / d);
+    },
+    coth: function () {
+      const a = 2 * this.re,
+        b = 2 * this.im,
+        d = h(a) - Math.cos(b);
+      return new c(k(a) / d, -Math.sin(b) / d);
+    },
+    csch: function () {
+      const a = this.re,
+        b = this.im,
+        d = Math.cos(2 * b) - h(2 * a);
+      return new c((-2 * k(a) * Math.cos(b)) / d, (2 * h(a) * Math.sin(b)) / d);
+    },
+    sech: function () {
+      const a = this.re,
+        b = this.im,
+        d = Math.cos(2 * b) + h(2 * a);
+      return new c((2 * h(a) * Math.cos(b)) / d, (-2 * k(a) * Math.sin(b)) / d);
+    },
+    asinh: function () {
+      let a = this.im;
+      this.im = -this.re;
+      this.re = a;
+      const b = this.asin();
+      this.re = -this.im;
+      this.im = a;
+      a = b.re;
+      b.re = -b.im;
+      b.im = a;
+      return b;
+    },
+    acosh: function () {
+      const a = this.acos();
+      if (0 >= a.im) {
+        var b = a.re;
+        a.re = -a.im;
+        a.im = b;
+      } else (b = a.im), (a.im = -a.re), (a.re = b);
+      return a;
+    },
+    atanh: function () {
+      var a = this.re,
+        b = this.im;
+      const d = 1 < a && 0 === b,
+        e = 1 - a,
+        g = 1 + a,
+        q = e * e + b * b;
+      a =
+        0 !== q
+          ? new c((g * e - b * b) / q, (b * e + g * b) / q)
+          : new c(-1 !== a ? a / 0 : 0, 0 !== b ? b / 0 : 0);
+      b = a.re;
+      a.re = p(a.re, a.im) / 2;
+      a.im = Math.atan2(a.im, b) / 2;
+      d && (a.im = -a.im);
+      return a;
+    },
+    acoth: function () {
+      const a = this.re,
+        b = this.im;
+      if (0 === a && 0 === b) return new c(0, Math.PI / 2);
+      const d = a * a + b * b;
+      return 0 !== d
+        ? new c(a / d, -b / d).atanh()
+        : new c(0 !== a ? a / 0 : 0, 0 !== b ? -b / 0 : 0).atanh();
+    },
+    acsch: function () {
+      const a = this.re,
+        b = this.im;
+      if (0 === b)
         return new c(
-          (2 * h(a) * Math.cos(b)) / d,
-          (-2 * k(a) * Math.sin(b)) / d
-        );
-      },
-      asinh: function () {
-        let a = this.im;
-        this.im = -this.re;
-        this.re = a;
-        const b = this.asin();
-        this.re = -this.im;
-        this.im = a;
-        a = b.re;
-        b.re = -b.im;
-        b.im = a;
-        return b;
-      },
-      acosh: function () {
-        const a = this.acos();
-        if (0 >= a.im) {
-          var b = a.re;
-          a.re = -a.im;
-          a.im = b;
-        } else (b = a.im), (a.im = -a.re), (a.re = b);
-        return a;
-      },
-      atanh: function () {
-        var a = this.re,
-          b = this.im;
-        const d = 1 < a && 0 === b,
-          e = 1 - a,
-          g = 1 + a,
-          q = e * e + b * b;
-        a =
-          0 !== q
-            ? new c((g * e - b * b) / q, (b * e + g * b) / q)
-            : new c(-1 !== a ? a / 0 : 0, 0 !== b ? b / 0 : 0);
-        b = a.re;
-        a.re = p(a.re, a.im) / 2;
-        a.im = Math.atan2(a.im, b) / 2;
-        d && (a.im = -a.im);
-        return a;
-      },
-      acoth: function () {
-        const a = this.re,
-          b = this.im;
-        if (0 === a && 0 === b) return new c(0, Math.PI / 2);
-        const d = a * a + b * b;
-        return 0 !== d
-          ? new c(a / d, -b / d).atanh()
-          : new c(0 !== a ? a / 0 : 0, 0 !== b ? -b / 0 : 0).atanh();
-      },
-      acsch: function () {
-        const a = this.re,
-          b = this.im;
-        if (0 === b)
-          return new c(
-            0 !== a ? Math.log(a + Math.sqrt(a * a + 1)) : Infinity,
-            0
-          );
-        const d = a * a + b * b;
-        return 0 !== d
-          ? new c(a / d, -b / d).asinh()
-          : new c(0 !== a ? a / 0 : 0, 0 !== b ? -b / 0 : 0).asinh();
-      },
-      asech: function () {
-        const a = this.re,
-          b = this.im;
-        if (this.isZero()) return c.INFINITY;
-        const d = a * a + b * b;
-        return 0 !== d
-          ? new c(a / d, -b / d).acosh()
-          : new c(0 !== a ? a / 0 : 0, 0 !== b ? -b / 0 : 0).acosh();
-      },
-      inverse: function () {
-        if (this.isZero()) return c.INFINITY;
-        if (this.isInfinite()) return c.ZERO;
-        const a = this.re,
-          b = this.im,
-          d = a * a + b * b;
-        return new c(a / d, -b / d);
-      },
-      conjugate: function () {
-        return new c(this.re, -this.im);
-      },
-      neg: function () {
-        return new c(-this.re, -this.im);
-      },
-      ceil: function (a) {
-        a = Math.pow(10, a || 0);
-        return new c(Math.ceil(this.re * a) / a, Math.ceil(this.im * a) / a);
-      },
-      floor: function (a) {
-        a = Math.pow(10, a || 0);
-        return new c(Math.floor(this.re * a) / a, Math.floor(this.im * a) / a);
-      },
-      round: function (a) {
-        a = Math.pow(10, a || 0);
-        return new c(Math.round(this.re * a) / a, Math.round(this.im * a) / a);
-      },
-      equals: function (a, b) {
-        a = l(a, b);
-        return (
-          Math.abs(a.re - this.re) <= c.EPSILON &&
-          Math.abs(a.im - this.im) <= c.EPSILON
+          0 !== a ? Math.log(a + Math.sqrt(a * a + 1)) : Infinity,
+          0
         );
-      },
-      clone: function () {
-        return new c(this.re, this.im);
-      },
-      toString: function () {
-        let a = this.re,
-          b = this.im,
-          d = "";
-        if (this.isNaN()) return "NaN";
-        if (this.isInfinite()) return "Infinity";
-        Math.abs(a) < c.EPSILON && (a = 0);
-        Math.abs(b) < c.EPSILON && (b = 0);
-        if (0 === b) return d + a;
-        0 !== a
-          ? ((d = d + a + " "),
-            0 > b ? ((b = -b), (d += "-")) : (d += "+"),
-            (d += " "))
-          : 0 > b && ((b = -b), (d += "-"));
-        1 !== b && (d += b);
-        return d + "i";
-      },
-      toVector: function () {
-        return [this.re, this.im];
-      },
-      valueOf: function () {
-        return 0 === this.im ? this.re : null;
-      },
-      isNaN: function () {
-        return isNaN(this.re) || isNaN(this.im);
-      },
-      isZero: function () {
-        return 0 === this.im && 0 === this.re;
-      },
-      isFinite: function () {
-        return isFinite(this.re) && isFinite(this.im);
-      },
-      isInfinite: function () {
-        return !this.isFinite();
-      },
-    };
-    c.ZERO = new c(0, 0);
-    c.ONE = new c(1, 0);
-    c.I = new c(0, 1);
-    c.PI = new c(Math.PI, 0);
-    c.E = new c(Math.E, 0);
-    c.INFINITY = new c(Infinity, Infinity);
-    c.NAN = new c(NaN, NaN);
-    c.EPSILON = 1e-15;
+      const d = a * a + b * b;
+      return 0 !== d
+        ? new c(a / d, -b / d).asinh()
+        : new c(0 !== a ? a / 0 : 0, 0 !== b ? -b / 0 : 0).asinh();
+    },
+    asech: function () {
+      const a = this.re,
+        b = this.im;
+      if (this.isZero()) return c.INFINITY;
+      const d = a * a + b * b;
+      return 0 !== d
+        ? new c(a / d, -b / d).acosh()
+        : new c(0 !== a ? a / 0 : 0, 0 !== b ? -b / 0 : 0).acosh();
+    },
+    inverse: function () {
+      if (this.isZero()) return c.INFINITY;
+      if (this.isInfinite()) return c.ZERO;
+      const a = this.re,
+        b = this.im,
+        d = a * a + b * b;
+      return new c(a / d, -b / d);
+    },
+    conjugate: function () {
+      return new c(this.re, -this.im);
+    },
+    neg: function () {
+      return new c(-this.re, -this.im);
+    },
+    ceil: function (a) {
+      a = Math.pow(10, a || 0);
+      return new c(Math.ceil(this.re * a) / a, Math.ceil(this.im * a) / a);
+    },
+    floor: function (a) {
+      a = Math.pow(10, a || 0);
+      return new c(Math.floor(this.re * a) / a, Math.floor(this.im * a) / a);
+    },
+    round: function (a) {
+      a = Math.pow(10, a || 0);
+      return new c(Math.round(this.re * a) / a, Math.round(this.im * a) / a);
+    },
+    equals: function (a, b) {
+      a = l(a, b);
+      return (
+        Math.abs(a.re - this.re) <= c.EPSILON &&
+        Math.abs(a.im - this.im) <= c.EPSILON
+      );
+    },
+    clone: function () {
+      return new c(this.re, this.im);
+    },
+    toString: function () {
+      let a = this.re,
+        b = this.im,
+        d = "";
+      if (this.isNaN()) return "NaN";
+      if (this.isInfinite()) return "Infinity";
+      Math.abs(a) < c.EPSILON && (a = 0);
+      Math.abs(b) < c.EPSILON && (b = 0);
+      if (0 === b) return d + a;
+      0 !== a
+        ? ((d = d + a + " "),
+          0 > b ? ((b = -b), (d += "-")) : (d += "+"),
+          (d += " "))
+        : 0 > b && ((b = -b), (d += "-"));
+      1 !== b && (d += b);
+      return d + "i";
+    },
+    toVector: function () {
+      return [this.re, this.im];
+    },
+    valueOf: function () {
+      return 0 === this.im ? this.re : null;
+    },
+    isNaN: function () {
+      return isNaN(this.re) || isNaN(this.im);
+    },
+    isZero: function () {
+      return 0 === this.im && 0 === this.re;
+    },
+    isFinite: function () {
+      return isFinite(this.re) && isFinite(this.im);
+    },
+    isInfinite: function () {
+      return !this.isFinite();
+    },
+  };
+  c.ZERO = new c(0, 0);
+  c.ONE = new c(1, 0);
+  c.I = new c(0, 1);
+  c.PI = new c(Math.PI, 0);
+  c.E = new c(Math.E, 0);
+  c.INFINITY = new c(Infinity, Infinity);
+  c.NAN = new c(NaN, NaN);
+  c.EPSILON = 1e-15;
   const Complex = c;
 
   function coolCis(ANGLE) {

From a3ad70251f2e8528b2432dffe377be1e9965e1ee Mon Sep 17 00:00:00 2001
From: Kenay con Y al final <kenayextranio@gmail.com>
Date: Fri, 23 May 2025 17:06:17 -0500
Subject: [PATCH 17/22] A teeny-tiny change

[I FORGOT THE LICENCE THINGIE]
---
 .../Kenay-With-a-Y-At-The-End/Complexify!.js  | 1052 +++++++++--------
 1 file changed, 543 insertions(+), 509 deletions(-)

diff --git a/extensions/Kenay-With-a-Y-At-The-End/Complexify!.js b/extensions/Kenay-With-a-Y-At-The-End/Complexify!.js
index b6e009b9df..9c9ee9b26c 100644
--- a/extensions/Kenay-With-a-Y-At-The-End/Complexify!.js
+++ b/extensions/Kenay-With-a-Y-At-The-End/Complexify!.js
@@ -6,6 +6,30 @@
 // Original: Complexity!
 // License: MIT AND MPL-2.0
 
+/* Excracted from <https://github.com/rawify/Complex.js/blob/main/LICENSE>
+MIT License
+
+Copyright (c) 2024 Robert Eisele
+
+Permission is hereby granted, free of charge, to any person obtaining a copy
+of this software and associated documentation files (the "Software"), to deal
+in the Software without restriction, including without limitation the rights
+to use, copy, modify, merge, publish, distribute, sublicense, and/or sell
+copies of the Software, and to permit persons to whom the Software is
+furnished to do so, subject to the following conditions:
+
+The above copyright notice and this permission notice shall be included in all
+copies or substantial portions of the Software.
+
+THE SOFTWARE IS PROVIDED "AS IS", WITHOUT WARRANTY OF ANY KIND, EXPRESS OR
+IMPLIED, INCLUDING BUT NOT LIMITED TO THE WARRANTIES OF MERCHANTABILITY,
+FITNESS FOR A PARTICULAR PURPOSE AND NONINFRINGEMENT. IN NO EVENT SHALL THE
+AUTHORS OR COPYRIGHT HOLDERS BE LIABLE FOR ANY CLAIM, DAMAGES OR OTHER
+LIABILITY, WHETHER IN AN ACTION OF CONTRACT, TORT OR OTHERWISE, ARISING FROM,
+OUT OF OR IN CONNECTION WITH THE SOFTWARE OR THE USE OR OTHER DEALINGS IN THE
+SOFTWARE.
+*/
+
 /**
 The first full version, Complexity!, can be downloaded from his Discord: <https://discord.gg/JZUZxHpF>
 Thanks "rawify" <https://github.com/rawify> for Complex.js v2.4.2 11/5/2024 <https://raw.org/article/complex-numbers-in-javascript/>
@@ -65,515 +89,526 @@ Thanks "scratchfoundation" for the Timer <https://github.com/scratchfoundation/s
     }
   }
 
-  function l(a, b) {
-    let d; //For lint validation
-    if (void 0 === a || null === a) f.re = f.im = 0;
-    else if (void 0 !== b) (f.re = a), (f.im = b);
-    else
-      switch (typeof a) {
-        case "object":
-          if ("im" in a && "re" in a) (f.re = a.re), (f.im = a.im);
-          else if ("abs" in a && "arg" in a) {
-            if (!isFinite(a.abs) && isFinite(a.arg)) return c.INFINITY;
-            f.re = a.abs * Math.cos(a.arg);
-            f.im = a.abs * Math.sin(a.arg);
-          } else if ("r" in a && "phi" in a) {
-            if (!isFinite(a.r) && isFinite(a.phi)) return c.INFINITY;
-            f.re = a.r * Math.cos(a.phi);
-            f.im = a.r * Math.sin(a.phi);
-          } else 2 === a.length ? ((f.re = a[0]), (f.im = a[1])) : m();
-          break;
-        case "string":
-          f.im = f.re = 0;
-          a = a
-            .replace(/_/g, "")
-            .match(/\d+\.?\d*e[+-]?\d+|\d+\.?\d*|\.\d+|./g);
-          b = 1;
-          d = 0;
-          null === a && m();
-          for (let e = 0; e < a.length; e++) {
-            const g = a[e];
-            " " !== g &&
-              "\t" !== g &&
-              "\n" !== g &&
-              ("+" === g
-                ? b++
-                : "-" === g
-                  ? d++
-                  : ("i" === g || "I" === g
-                      ? (0 === b + d && m(),
-                        " " === a[e + 1] || isNaN(a[e + 1])
-                          ? (f.im += parseFloat((d % 2 ? "-" : "") + "1"))
-                          : ((f.im += parseFloat(
-                              (d % 2 ? "-" : "") + a[e + 1]
-                            )),
-                            e++))
-                      : ((0 === b + d || isNaN(g)) && m(),
-                        "i" === a[e + 1] || "I" === a[e + 1]
-                          ? ((f.im += parseFloat((d % 2 ? "-" : "") + g)), e++)
-                          : (f.re += parseFloat((d % 2 ? "-" : "") + g))),
-                    (b = d = 0)));
-          }
-          0 < b + d && m();
-          break;
-        case "number":
-          f.im = 0;
-          f.re = a;
-          break;
-        default:
-          m();
-      }
-    return f;
-  }
-  function m() {
-    throw SyntaxError("Invalid Param");
-  }
-  function n(a, b) {
-    a = Math.abs(a);
-    b = Math.abs(b);
-    a < b && ([a, b] = [b, a]);
-    if (1e8 > a) return Math.sqrt(a * a + b * b);
-    b /= a;
-    return a * Math.sqrt(1 + b * b);
-  }
-  function p(a, b) {
-    const d = Math.abs(a),
-      e = Math.abs(b);
-    if (0 === a) return Math.log(e);
-    if (0 === b) return Math.log(d);
-    if (3e3 > d && 3e3 > e) return 0.5 * Math.log(a * a + b * b);
-    a *= 0.5;
-    b *= 0.5;
-    return 0.5 * Math.log(a * a + b * b) + Math.LN2;
-  }
-  function c(a, b) {
-    if (!(this instanceof c)) return new c(a, b);
-    a = l(a, b);
-    this.re = a.re;
-    this.im = a.im;
-  }
-  const h =
-      Math.cosh ||
-      function (a) {
-        return 1e-9 > Math.abs(a) ? 1 - a : 0.5 * (Math.exp(a) + Math.exp(-a));
+    function l(a, b) {
+      let d; //For lint validation
+      if (void 0 === a || null === a) f.re = f.im = 0;
+      else if (void 0 !== b) (f.re = a), (f.im = b);
+      else
+        switch (typeof a) {
+          case "object":
+            if ("im" in a && "re" in a) (f.re = a.re), (f.im = a.im);
+            else if ("abs" in a && "arg" in a) {
+              if (!isFinite(a.abs) && isFinite(a.arg)) return c.INFINITY;
+              f.re = a.abs * Math.cos(a.arg);
+              f.im = a.abs * Math.sin(a.arg);
+            } else if ("r" in a && "phi" in a) {
+              if (!isFinite(a.r) && isFinite(a.phi)) return c.INFINITY;
+              f.re = a.r * Math.cos(a.phi);
+              f.im = a.r * Math.sin(a.phi);
+            } else 2 === a.length ? ((f.re = a[0]), (f.im = a[1])) : m();
+            break;
+          case "string":
+            if (a == 'Infinity') return c.INFINITY;
+            if (a == 'NaN') return c.NAN;
+            f.im = f.re = 0;
+            a = a
+              .replace(/_/g, "")
+              .match(/\d+\.?\d*e[+-]?\d+|\d+\.?\d*|\.\d+|./g);
+            b = 1;
+            d = 0;
+            null === a && m();
+            for (let e = 0; e < a.length; e++) {
+              const g = a[e];
+              " " !== g &&
+                "\t" !== g &&
+                "\n" !== g &&
+                ("+" === g
+                  ? b++
+                  : "-" === g
+                    ? d++
+                    : ("i" === g || "I" === g
+                        ? (0 === b + d && m(),
+                          " " === a[e + 1] || isNaN(a[e + 1])
+                            ? (f.im += parseFloat((d % 2 ? "-" : "") + "1"))
+                            : ((f.im += parseFloat(
+                                (d % 2 ? "-" : "") + a[e + 1]
+                              )),
+                              e++))
+                        : ((0 === b + d || isNaN(g)) && m(),
+                          "i" === a[e + 1] || "I" === a[e + 1]
+                            ? ((f.im += parseFloat((d % 2 ? "-" : "") + g)),
+                              e++)
+                            : (f.re += parseFloat((d % 2 ? "-" : "") + g))),
+                      (b = d = 0)));
+            }
+            0 < b + d && m();
+            break;
+          case "number":
+            f.im = 0;
+            f.re = a;
+            break;
+          default:
+            m();
+        }
+      return f;
+    }
+    function m() {
+      throw SyntaxError("Invalid Param");
+    }
+    function n(a, b) {
+      a = Math.abs(a);
+      b = Math.abs(b);
+      a < b && ([a, b] = [b, a]);
+      if (1e8 > a) return Math.sqrt(a * a + b * b);
+      b /= a;
+      return a * Math.sqrt(1 + b * b);
+    }
+    function p(a, b) {
+      const d = Math.abs(a),
+        e = Math.abs(b);
+      if (0 === a) return Math.log(e);
+      if (0 === b) return Math.log(d);
+      if (3e3 > d && 3e3 > e) return 0.5 * Math.log(a * a + b * b);
+      a *= 0.5;
+      b *= 0.5;
+      return 0.5 * Math.log(a * a + b * b) + Math.LN2;
+    }
+    function c(a, b) {
+      if (!(this instanceof c)) return new c(a, b);
+      a = l(a, b);
+      this.re = a.re;
+      this.im = a.im;
+    }
+    const h =
+        Math.cosh ||
+        function (a) {
+          return 1e-9 > Math.abs(a)
+            ? 1 - a
+            : 0.5 * (Math.exp(a) + Math.exp(-a));
+        },
+      k =
+        Math.sinh ||
+        function (a) {
+          return 1e-9 > Math.abs(a) ? a : 0.5 * (Math.exp(a) - Math.exp(-a));
+        },
+      f = { re: 0, im: 0 };
+    c.prototype = {
+      re: 0,
+      im: 0,
+      sign: function () {
+        const a = n(this.re, this.im);
+        return new c(this.re / a, this.im / a);
       },
-    k =
-      Math.sinh ||
-      function (a) {
-        return 1e-9 > Math.abs(a) ? a : 0.5 * (Math.exp(a) - Math.exp(-a));
+      add: function (a, b) {
+        a = l(a, b);
+        b = this.isInfinite();
+        const d = !(isFinite(a.re) && isFinite(a.im));
+        return b || d
+          ? b && d
+            ? c.NAN
+            : c.INFINITY
+          : new c(this.re + a.re, this.im + a.im);
       },
-    f = { re: 0, im: 0 };
-  c.prototype = {
-    re: 0,
-    im: 0,
-    sign: function () {
-      const a = n(this.re, this.im);
-      return new c(this.re / a, this.im / a);
-    },
-    add: function (a, b) {
-      a = l(a, b);
-      b = this.isInfinite();
-      const d = !(isFinite(a.re) && isFinite(a.im));
-      return b || d
-        ? b && d
-          ? c.NAN
-          : c.INFINITY
-        : new c(this.re + a.re, this.im + a.im);
-    },
-    sub: function (a, b) {
-      a = l(a, b);
-      b = this.isInfinite();
-      const d = !(isFinite(a.re) && isFinite(a.im));
-      return b || d
-        ? b && d
+      sub: function (a, b) {
+        a = l(a, b);
+        b = this.isInfinite();
+        const d = !(isFinite(a.re) && isFinite(a.im));
+        return b || d
+          ? b && d
+            ? c.NAN
+            : c.INFINITY
+          : new c(this.re - a.re, this.im - a.im);
+      },
+      mul: function (a, b) {
+        a = l(a, b);
+        b = this.isInfinite();
+        const d = !(isFinite(a.re) && isFinite(a.im)),
+          e = 0 === this.re && 0 === this.im,
+          g = 0 === a.re && 0 === a.im;
+        return (b && g) || (d && e)
           ? c.NAN
-          : c.INFINITY
-        : new c(this.re - a.re, this.im - a.im);
-    },
-    mul: function (a, b) {
-      a = l(a, b);
-      b = this.isInfinite();
-      const d = !(isFinite(a.re) && isFinite(a.im)),
-        e = 0 === this.re && 0 === this.im,
-        g = 0 === a.re && 0 === a.im;
-      return (b && g) || (d && e)
-        ? c.NAN
-        : b || d
-          ? c.INFINITY
-          : 0 === a.im && 0 === this.im
-            ? new c(this.re * a.re, 0)
-            : new c(
-                this.re * a.re - this.im * a.im,
-                this.re * a.im + this.im * a.re
-              );
-    },
-    div: function (a, b) {
-      a = l(a, b);
-      b = this.isInfinite();
-      const d = !(isFinite(a.re) && isFinite(a.im)),
-        e = 0 === this.re && 0 === this.im,
-        g = 0 === a.re && 0 === a.im;
-      if ((e && g) || (b && d)) return c.NAN;
-      if (g || b) return c.INFINITY;
-      if (e || d) return c.ZERO;
-      if (0 === a.im) return new c(this.re / a.re, this.im / a.re);
-      if (Math.abs(a.re) < Math.abs(a.im))
-        return (
-          (b = a.re / a.im),
-          (a = a.re * b + a.im),
-          new c((this.re * b + this.im) / a, (this.im * b - this.re) / a)
-        );
-      b = a.im / a.re;
-      a = a.im * b + a.re;
-      return new c((this.re + this.im * b) / a, (this.im - this.re * b) / a);
-    },
-    pow: function (a, b) {
-      a = l(a, b);
-      b = 0 === this.re && 0 === this.im;
-      if (0 === a.re && 0 === a.im) return c.ONE;
-      if (0 === a.im) {
-        if (0 === this.im && 0 < this.re)
-          return new c(Math.pow(this.re, a.re), 0);
-        if (0 === this.re)
-          switch (((a.re % 4) + 4) % 4) {
-            case 0:
-              return new c(Math.pow(this.im, a.re), 0);
-            case 1:
-              return new c(0, Math.pow(this.im, a.re));
-            case 2:
-              return new c(-Math.pow(this.im, a.re), 0);
-            case 3:
-              return new c(0, -Math.pow(this.im, a.re));
-          }
-      }
-      if (b && 0 < a.re) return c.ZERO;
-      const d = Math.atan2(this.im, this.re),
-        e = p(this.re, this.im);
-      b = Math.exp(a.re * e - a.im * d);
-      a = a.im * e + a.re * d;
-      return new c(b * Math.cos(a), b * Math.sin(a));
-    },
-    sqrt: function () {
-      const a = this.re,
-        b = this.im;
-      if (0 === b)
-        return 0 <= a ? new c(Math.sqrt(a), 0) : new c(0, Math.sqrt(-a));
-      var d = n(a, b);
-      d = Math.sqrt(0.5 * (d + Math.abs(a)));
-      let e = Math.abs(b) / (2 * d);
-      return 0 <= a ? new c(d, 0 > b ? -e : e) : new c(e, 0 > b ? -d : d);
-    },
-    exp: function () {
-      const a = Math.exp(this.re);
-      return 0 === this.im
-        ? new c(a, 0)
-        : new c(a * Math.cos(this.im), a * Math.sin(this.im));
-    },
-    expm1: function () {
-      const a = this.re,
-        b = this.im;
-      var d = Math.expm1(a) * Math.cos(b);
-      var e = Math.PI / 4;
-      -e > b || b > e
-        ? (e = Math.cos(b) - 1)
-        : ((e = b * b),
-          (e *=
-            e *
-              (e *
+          : b || d
+            ? c.INFINITY
+            : 0 === a.im && 0 === this.im
+              ? new c(this.re * a.re, 0)
+              : new c(
+                  this.re * a.re - this.im * a.im,
+                  this.re * a.im + this.im * a.re
+                );
+      },
+      div: function (a, b) {
+        a = l(a, b);
+        b = this.isInfinite();
+        const d = !(isFinite(a.re) && isFinite(a.im)),
+          e = 0 === this.re && 0 === this.im,
+          g = 0 === a.re && 0 === a.im;
+        if ((e && g) || (b && d)) return c.NAN;
+        if (g || b) return c.INFINITY;
+        if (e || d) return c.ZERO;
+        if (0 === a.im) return new c(this.re / a.re, this.im / a.re);
+        if (Math.abs(a.re) < Math.abs(a.im))
+          return (
+            (b = a.re / a.im),
+            (a = a.re * b + a.im),
+            new c((this.re * b + this.im) / a, (this.im * b - this.re) / a)
+          );
+        b = a.im / a.re;
+        a = a.im * b + a.re;
+        return new c((this.re + this.im * b) / a, (this.im - this.re * b) / a);
+      },
+      pow: function (a, b) {
+        a = l(a, b);
+        b = 0 === this.re && 0 === this.im;
+        if (0 === a.re && 0 === a.im) return c.ONE;
+        if (0 === a.im) {
+          if (0 === this.im && 0 < this.re)
+            return new c(Math.pow(this.re, a.re), 0);
+          if (0 === this.re)
+            switch (((a.re % 4) + 4) % 4) {
+              case 0:
+                return new c(Math.pow(this.im, a.re), 0);
+              case 1:
+                return new c(0, Math.pow(this.im, a.re));
+              case 2:
+                return new c(-Math.pow(this.im, a.re), 0);
+              case 3:
+                return new c(0, -Math.pow(this.im, a.re));
+            }
+        }
+        if (b && 0 < a.re) return c.ZERO;
+        const d = Math.atan2(this.im, this.re),
+          e = p(this.re, this.im);
+        b = Math.exp(a.re * e - a.im * d);
+        a = a.im * e + a.re * d;
+        return new c(b * Math.cos(a), b * Math.sin(a));
+      },
+      sqrt: function () {
+        const a = this.re,
+          b = this.im;
+        if (0 === b)
+          return 0 <= a ? new c(Math.sqrt(a), 0) : new c(0, Math.sqrt(-a));
+        var d = n(a, b);
+        d = Math.sqrt(0.5 * (d + Math.abs(a)));
+        let e = Math.abs(b) / (2 * d);
+        return 0 <= a ? new c(d, 0 > b ? -e : e) : new c(e, 0 > b ? -d : d);
+      },
+      exp: function () {
+        const a = Math.exp(this.re);
+        return 0 === this.im
+          ? new c(a, 0)
+          : new c(a * Math.cos(this.im), a * Math.sin(this.im));
+      },
+      expm1: function () {
+        const a = this.re,
+          b = this.im;
+        var d = Math.expm1(a) * Math.cos(b);
+        var e = Math.PI / 4;
+        -e > b || b > e
+          ? (e = Math.cos(b) - 1)
+          : ((e = b * b),
+            (e *=
+              e *
                 (e *
                   (e *
                     (e *
-                      (e * (e / 20922789888e3 - 1 / 87178291200) +
-                        1 / 479001600) -
-                      1 / 3628800) +
-                    1 / 40320) -
-                  1 / 720) +
-                1 / 24) -
-            0.5));
-      return new c(d + e, Math.exp(a) * Math.sin(b));
-    },
-    log: function () {
-      const a = this.re,
-        b = this.im;
-      return 0 === b && 0 < a
-        ? new c(Math.log(a), 0)
-        : new c(p(a, b), Math.atan2(b, a));
-    },
-    abs: function () {
-      return n(this.re, this.im);
-    },
-    arg: function () {
-      return Math.atan2(this.im, this.re);
-    },
-    sin: function () {
-      const a = this.re,
-        b = this.im;
-      return new c(Math.sin(a) * h(b), Math.cos(a) * k(b));
-    },
-    cos: function () {
-      const a = this.re,
-        b = this.im;
-      return new c(Math.cos(a) * h(b), -Math.sin(a) * k(b));
-    },
-    tan: function () {
-      const a = 2 * this.re,
-        b = 2 * this.im,
-        d = Math.cos(a) + h(b);
-      return new c(Math.sin(a) / d, k(b) / d);
-    },
-    cot: function () {
-      const a = 2 * this.re,
-        b = 2 * this.im,
-        d = Math.cos(a) - h(b);
-      return new c(-Math.sin(a) / d, k(b) / d);
-    },
-    sec: function () {
-      const a = this.re,
-        b = this.im,
-        d = 0.5 * h(2 * b) + 0.5 * Math.cos(2 * a);
-      return new c((Math.cos(a) * h(b)) / d, (Math.sin(a) * k(b)) / d);
-    },
-    csc: function () {
-      const a = this.re,
-        b = this.im,
-        d = 0.5 * h(2 * b) - 0.5 * Math.cos(2 * a);
-      return new c((Math.sin(a) * h(b)) / d, (-Math.cos(a) * k(b)) / d);
-    },
-    asin: function () {
-      var a = this.re;
-      const b = this.im,
-        d = new c(b * b - a * a + 1, -2 * a * b).sqrt();
-      a = new c(d.re - b, d.im + a).log();
-      return new c(a.im, -a.re);
-    },
-    acos: function () {
-      var a = this.re;
-      const b = this.im,
-        d = new c(b * b - a * a + 1, -2 * a * b).sqrt();
-      a = new c(d.re - b, d.im + a).log();
-      return new c(Math.PI / 2 - a.im, a.re);
-    },
-    atan: function () {
-      var a = this.re;
-      const b = this.im;
-      if (0 === a) {
-        if (1 === b) return new c(0, Infinity);
-        if (-1 === b) return new c(0, -Infinity);
-      }
-      const d = a * a + (1 - b) * (1 - b);
-      a = new c((1 - b * b - a * a) / d, (-2 * a) / d).log();
-      return new c(-0.5 * a.im, 0.5 * a.re);
-    },
-    acot: function () {
-      const a = this.re,
-        b = this.im;
-      if (0 === b) return new c(Math.atan2(1, a), 0);
-      const d = a * a + b * b;
-      return 0 !== d
-        ? new c(a / d, -b / d).atan()
-        : new c(0 !== a ? a / 0 : 0, 0 !== b ? -b / 0 : 0).atan();
-    },
-    asec: function () {
-      const a = this.re,
-        b = this.im;
-      if (0 === a && 0 === b) return new c(0, Infinity);
-      const d = a * a + b * b;
-      return 0 !== d
-        ? new c(a / d, -b / d).acos()
-        : new c(0 !== a ? a / 0 : 0, 0 !== b ? -b / 0 : 0).acos();
-    },
-    acsc: function () {
-      const a = this.re,
-        b = this.im;
-      if (0 === a && 0 === b) return new c(Math.PI / 2, Infinity);
-      const d = a * a + b * b;
-      return 0 !== d
-        ? new c(a / d, -b / d).asin()
-        : new c(0 !== a ? a / 0 : 0, 0 !== b ? -b / 0 : 0).asin();
-    },
-    sinh: function () {
-      const a = this.re,
-        b = this.im;
-      return new c(k(a) * Math.cos(b), h(a) * Math.sin(b));
-    },
-    cosh: function () {
-      const a = this.re,
-        b = this.im;
-      return new c(h(a) * Math.cos(b), k(a) * Math.sin(b));
-    },
-    tanh: function () {
-      const a = 2 * this.re,
-        b = 2 * this.im,
-        d = h(a) + Math.cos(b);
-      return new c(k(a) / d, Math.sin(b) / d);
-    },
-    coth: function () {
-      const a = 2 * this.re,
-        b = 2 * this.im,
-        d = h(a) - Math.cos(b);
-      return new c(k(a) / d, -Math.sin(b) / d);
-    },
-    csch: function () {
-      const a = this.re,
-        b = this.im,
-        d = Math.cos(2 * b) - h(2 * a);
-      return new c((-2 * k(a) * Math.cos(b)) / d, (2 * h(a) * Math.sin(b)) / d);
-    },
-    sech: function () {
-      const a = this.re,
-        b = this.im,
-        d = Math.cos(2 * b) + h(2 * a);
-      return new c((2 * h(a) * Math.cos(b)) / d, (-2 * k(a) * Math.sin(b)) / d);
-    },
-    asinh: function () {
-      let a = this.im;
-      this.im = -this.re;
-      this.re = a;
-      const b = this.asin();
-      this.re = -this.im;
-      this.im = a;
-      a = b.re;
-      b.re = -b.im;
-      b.im = a;
-      return b;
-    },
-    acosh: function () {
-      const a = this.acos();
-      if (0 >= a.im) {
-        var b = a.re;
-        a.re = -a.im;
-        a.im = b;
-      } else (b = a.im), (a.im = -a.re), (a.re = b);
-      return a;
-    },
-    atanh: function () {
-      var a = this.re,
-        b = this.im;
-      const d = 1 < a && 0 === b,
-        e = 1 - a,
-        g = 1 + a,
-        q = e * e + b * b;
-      a =
-        0 !== q
-          ? new c((g * e - b * b) / q, (b * e + g * b) / q)
-          : new c(-1 !== a ? a / 0 : 0, 0 !== b ? b / 0 : 0);
-      b = a.re;
-      a.re = p(a.re, a.im) / 2;
-      a.im = Math.atan2(a.im, b) / 2;
-      d && (a.im = -a.im);
-      return a;
-    },
-    acoth: function () {
-      const a = this.re,
-        b = this.im;
-      if (0 === a && 0 === b) return new c(0, Math.PI / 2);
-      const d = a * a + b * b;
-      return 0 !== d
-        ? new c(a / d, -b / d).atanh()
-        : new c(0 !== a ? a / 0 : 0, 0 !== b ? -b / 0 : 0).atanh();
-    },
-    acsch: function () {
-      const a = this.re,
-        b = this.im;
-      if (0 === b)
+                      (e *
+                        (e * (e / 20922789888e3 - 1 / 87178291200) +
+                          1 / 479001600) -
+                        1 / 3628800) +
+                      1 / 40320) -
+                    1 / 720) +
+                  1 / 24) -
+              0.5));
+        return new c(d + e, Math.exp(a) * Math.sin(b));
+      },
+      log: function () {
+        const a = this.re,
+          b = this.im;
+        return 0 === b && 0 < a
+          ? new c(Math.log(a), 0)
+          : new c(p(a, b), Math.atan2(b, a));
+      },
+      abs: function () {
+        return n(this.re, this.im);
+      },
+      arg: function () {
+        return Math.atan2(this.im, this.re);
+      },
+      sin: function () {
+        const a = this.re,
+          b = this.im;
+        return new c(Math.sin(a) * h(b), Math.cos(a) * k(b));
+      },
+      cos: function () {
+        const a = this.re,
+          b = this.im;
+        return new c(Math.cos(a) * h(b), -Math.sin(a) * k(b));
+      },
+      tan: function () {
+        const a = 2 * this.re,
+          b = 2 * this.im,
+          d = Math.cos(a) + h(b);
+        return new c(Math.sin(a) / d, k(b) / d);
+      },
+      cot: function () {
+        const a = 2 * this.re,
+          b = 2 * this.im,
+          d = Math.cos(a) - h(b);
+        return new c(-Math.sin(a) / d, k(b) / d);
+      },
+      sec: function () {
+        const a = this.re,
+          b = this.im,
+          d = 0.5 * h(2 * b) + 0.5 * Math.cos(2 * a);
+        return new c((Math.cos(a) * h(b)) / d, (Math.sin(a) * k(b)) / d);
+      },
+      csc: function () {
+        const a = this.re,
+          b = this.im,
+          d = 0.5 * h(2 * b) - 0.5 * Math.cos(2 * a);
+        return new c((Math.sin(a) * h(b)) / d, (-Math.cos(a) * k(b)) / d);
+      },
+      asin: function () {
+        var a = this.re;
+        const b = this.im,
+          d = new c(b * b - a * a + 1, -2 * a * b).sqrt();
+        a = new c(d.re - b, d.im + a).log();
+        return new c(a.im, -a.re);
+      },
+      acos: function () {
+        var a = this.re;
+        const b = this.im,
+          d = new c(b * b - a * a + 1, -2 * a * b).sqrt();
+        a = new c(d.re - b, d.im + a).log();
+        return new c(Math.PI / 2 - a.im, a.re);
+      },
+      atan: function () {
+        var a = this.re;
+        const b = this.im;
+        if (0 === a) {
+          if (1 === b) return new c(0, Infinity);
+          if (-1 === b) return new c(0, -Infinity);
+        }
+        const d = a * a + (1 - b) * (1 - b);
+        a = new c((1 - b * b - a * a) / d, (-2 * a) / d).log();
+        return new c(-0.5 * a.im, 0.5 * a.re);
+      },
+      acot: function () {
+        const a = this.re,
+          b = this.im;
+        if (0 === b) return new c(Math.atan2(1, a), 0);
+        const d = a * a + b * b;
+        return 0 !== d
+          ? new c(a / d, -b / d).atan()
+          : new c(0 !== a ? a / 0 : 0, 0 !== b ? -b / 0 : 0).atan();
+      },
+      asec: function () {
+        const a = this.re,
+          b = this.im;
+        if (0 === a && 0 === b) return new c(0, Infinity);
+        const d = a * a + b * b;
+        return 0 !== d
+          ? new c(a / d, -b / d).acos()
+          : new c(0 !== a ? a / 0 : 0, 0 !== b ? -b / 0 : 0).acos();
+      },
+      acsc: function () {
+        const a = this.re,
+          b = this.im;
+        if (0 === a && 0 === b) return new c(Math.PI / 2, Infinity);
+        const d = a * a + b * b;
+        return 0 !== d
+          ? new c(a / d, -b / d).asin()
+          : new c(0 !== a ? a / 0 : 0, 0 !== b ? -b / 0 : 0).asin();
+      },
+      sinh: function () {
+        const a = this.re,
+          b = this.im;
+        return new c(k(a) * Math.cos(b), h(a) * Math.sin(b));
+      },
+      cosh: function () {
+        const a = this.re,
+          b = this.im;
+        return new c(h(a) * Math.cos(b), k(a) * Math.sin(b));
+      },
+      tanh: function () {
+        const a = 2 * this.re,
+          b = 2 * this.im,
+          d = h(a) + Math.cos(b);
+        return new c(k(a) / d, Math.sin(b) / d);
+      },
+      coth: function () {
+        const a = 2 * this.re,
+          b = 2 * this.im,
+          d = h(a) - Math.cos(b);
+        return new c(k(a) / d, -Math.sin(b) / d);
+      },
+      csch: function () {
+        const a = this.re,
+          b = this.im,
+          d = Math.cos(2 * b) - h(2 * a);
         return new c(
-          0 !== a ? Math.log(a + Math.sqrt(a * a + 1)) : Infinity,
-          0
+          (-2 * k(a) * Math.cos(b)) / d,
+          (2 * h(a) * Math.sin(b)) / d
         );
-      const d = a * a + b * b;
-      return 0 !== d
-        ? new c(a / d, -b / d).asinh()
-        : new c(0 !== a ? a / 0 : 0, 0 !== b ? -b / 0 : 0).asinh();
-    },
-    asech: function () {
-      const a = this.re,
-        b = this.im;
-      if (this.isZero()) return c.INFINITY;
-      const d = a * a + b * b;
-      return 0 !== d
-        ? new c(a / d, -b / d).acosh()
-        : new c(0 !== a ? a / 0 : 0, 0 !== b ? -b / 0 : 0).acosh();
-    },
-    inverse: function () {
-      if (this.isZero()) return c.INFINITY;
-      if (this.isInfinite()) return c.ZERO;
-      const a = this.re,
-        b = this.im,
-        d = a * a + b * b;
-      return new c(a / d, -b / d);
-    },
-    conjugate: function () {
-      return new c(this.re, -this.im);
-    },
-    neg: function () {
-      return new c(-this.re, -this.im);
-    },
-    ceil: function (a) {
-      a = Math.pow(10, a || 0);
-      return new c(Math.ceil(this.re * a) / a, Math.ceil(this.im * a) / a);
-    },
-    floor: function (a) {
-      a = Math.pow(10, a || 0);
-      return new c(Math.floor(this.re * a) / a, Math.floor(this.im * a) / a);
-    },
-    round: function (a) {
-      a = Math.pow(10, a || 0);
-      return new c(Math.round(this.re * a) / a, Math.round(this.im * a) / a);
-    },
-    equals: function (a, b) {
-      a = l(a, b);
-      return (
-        Math.abs(a.re - this.re) <= c.EPSILON &&
-        Math.abs(a.im - this.im) <= c.EPSILON
-      );
-    },
-    clone: function () {
-      return new c(this.re, this.im);
-    },
-    toString: function () {
-      let a = this.re,
-        b = this.im,
-        d = "";
-      if (this.isNaN()) return "NaN";
-      if (this.isInfinite()) return "Infinity";
-      Math.abs(a) < c.EPSILON && (a = 0);
-      Math.abs(b) < c.EPSILON && (b = 0);
-      if (0 === b) return d + a;
-      0 !== a
-        ? ((d = d + a + " "),
-          0 > b ? ((b = -b), (d += "-")) : (d += "+"),
-          (d += " "))
-        : 0 > b && ((b = -b), (d += "-"));
-      1 !== b && (d += b);
-      return d + "i";
-    },
-    toVector: function () {
-      return [this.re, this.im];
-    },
-    valueOf: function () {
-      return 0 === this.im ? this.re : null;
-    },
-    isNaN: function () {
-      return isNaN(this.re) || isNaN(this.im);
-    },
-    isZero: function () {
-      return 0 === this.im && 0 === this.re;
-    },
-    isFinite: function () {
-      return isFinite(this.re) && isFinite(this.im);
-    },
-    isInfinite: function () {
-      return !this.isFinite();
-    },
-  };
-  c.ZERO = new c(0, 0);
-  c.ONE = new c(1, 0);
-  c.I = new c(0, 1);
-  c.PI = new c(Math.PI, 0);
-  c.E = new c(Math.E, 0);
-  c.INFINITY = new c(Infinity, Infinity);
-  c.NAN = new c(NaN, NaN);
-  c.EPSILON = 1e-15;
+      },
+      sech: function () {
+        const a = this.re,
+          b = this.im,
+          d = Math.cos(2 * b) + h(2 * a);
+        return new c(
+          (2 * h(a) * Math.cos(b)) / d,
+          (-2 * k(a) * Math.sin(b)) / d
+        );
+      },
+      asinh: function () {
+        let a = this.im;
+        this.im = -this.re;
+        this.re = a;
+        const b = this.asin();
+        this.re = -this.im;
+        this.im = a;
+        a = b.re;
+        b.re = -b.im;
+        b.im = a;
+        return b;
+      },
+      acosh: function () {
+        const a = this.acos();
+        if (0 >= a.im) {
+          var b = a.re;
+          a.re = -a.im;
+          a.im = b;
+        } else (b = a.im), (a.im = -a.re), (a.re = b);
+        return a;
+      },
+      atanh: function () {
+        var a = this.re,
+          b = this.im;
+        const d = 1 < a && 0 === b,
+          e = 1 - a,
+          g = 1 + a,
+          q = e * e + b * b;
+        a =
+          0 !== q
+            ? new c((g * e - b * b) / q, (b * e + g * b) / q)
+            : new c(-1 !== a ? a / 0 : 0, 0 !== b ? b / 0 : 0);
+        b = a.re;
+        a.re = p(a.re, a.im) / 2;
+        a.im = Math.atan2(a.im, b) / 2;
+        d && (a.im = -a.im);
+        return a;
+      },
+      acoth: function () {
+        const a = this.re,
+          b = this.im;
+        if (0 === a && 0 === b) return new c(0, Math.PI / 2);
+        const d = a * a + b * b;
+        return 0 !== d
+          ? new c(a / d, -b / d).atanh()
+          : new c(0 !== a ? a / 0 : 0, 0 !== b ? -b / 0 : 0).atanh();
+      },
+      acsch: function () {
+        const a = this.re,
+          b = this.im;
+        if (0 === b)
+          return new c(
+            0 !== a ? Math.log(a + Math.sqrt(a * a + 1)) : Infinity,
+            0
+          );
+        const d = a * a + b * b;
+        return 0 !== d
+          ? new c(a / d, -b / d).asinh()
+          : new c(0 !== a ? a / 0 : 0, 0 !== b ? -b / 0 : 0).asinh();
+      },
+      asech: function () {
+        const a = this.re,
+          b = this.im;
+        if (this.isZero()) return c.INFINITY;
+        const d = a * a + b * b;
+        return 0 !== d
+          ? new c(a / d, -b / d).acosh()
+          : new c(0 !== a ? a / 0 : 0, 0 !== b ? -b / 0 : 0).acosh();
+      },
+      inverse: function () {
+        if (this.isZero()) return c.INFINITY;
+        if (this.isInfinite()) return c.ZERO;
+        const a = this.re,
+          b = this.im,
+          d = a * a + b * b;
+        return new c(a / d, -b / d);
+      },
+      conjugate: function () {
+        return new c(this.re, -this.im);
+      },
+      neg: function () {
+        return new c(-this.re, -this.im);
+      },
+      ceil: function (a) {
+        a = Math.pow(10, a || 0);
+        return new c(Math.ceil(this.re * a) / a, Math.ceil(this.im * a) / a);
+      },
+      floor: function (a) {
+        a = Math.pow(10, a || 0);
+        return new c(Math.floor(this.re * a) / a, Math.floor(this.im * a) / a);
+      },
+      round: function (a) {
+        a = Math.pow(10, a || 0);
+        return new c(Math.round(this.re * a) / a, Math.round(this.im * a) / a);
+      },
+      equals: function (a, b) {
+        a = l(a, b);
+        return (
+          Math.abs(a.re - this.re) <= c.EPSILON &&
+          Math.abs(a.im - this.im) <= c.EPSILON
+        );
+      },
+      clone: function () {
+        return new c(this.re, this.im);
+      },
+      toString: function () {
+        let a = this.re,
+          b = this.im,
+          d = "";
+        if (this.isNaN()) return "NaN";
+        if (this.isInfinite()) return "Infinity";
+        Math.abs(a) < c.EPSILON && (a = 0);
+        Math.abs(b) < c.EPSILON && (b = 0);
+        if (0 === b) return d + a;
+        0 !== a
+          ? ((d = d + a + " "),
+            0 > b ? ((b = -b), (d += "-")) : (d += "+"),
+            (d += " "))
+          : 0 > b && ((b = -b), (d += "-"));
+        1 !== b && (d += b);
+        return d + "i";
+      },
+      toVector: function () {
+        return [this.re, this.im];
+      },
+      valueOf: function () {
+        return 0 === this.im ? this.re : null;
+      },
+      isNaN: function () {
+        return isNaN(this.re) || isNaN(this.im);
+      },
+      isZero: function () {
+        return 0 === this.im && 0 === this.re;
+      },
+      isFinite: function () {
+        return isFinite(this.re) && isFinite(this.im);
+      },
+      isInfinite: function () {
+        return !this.isFinite();
+      },
+    };
+    c.ZERO = new c(0, 0);
+    c.ONE = new c(1, 0);
+    c.I = new c(0, 1);
+    c.PI = new c(Math.PI, 0);
+    c.E = new c(Math.E, 0);
+    c.INFINITY = new c(Infinity, Infinity);
+    c.NAN = new c(NaN, NaN);
+    c.EPSILON = 1e-15;
   const Complex = c;
 
   function coolCis(ANGLE) {
@@ -927,14 +962,13 @@ Thanks "scratchfoundation" for the Timer <https://github.com/scratchfoundation/s
           {
             opcode: "expComplex",
             blockType: Scratch.BlockType.REPORTER,
-            text: Scratch.translate("𝑒xp [COMPLEX]"),
+            text: Scratch.translate("exp [COMPLEX]"),
             arguments: {
               COMPLEX: {
                 type: Scratch.ArgumentType.STRING,
                 defaultValue: "3+4i",
               },
             },
-            description: "Raises 𝑒 to the Complex",
           },
           {
             opcode: "rootComplex",
@@ -1088,11 +1122,11 @@ Thanks "scratchfoundation" for the Timer <https://github.com/scratchfoundation/s
           {
             opcode: "decimalComplex",
             blockType: Scratch.BlockType.REPORTER,
-            text: Scratch.translate("[OPERATION] of [COMPLEX]"),
+            text: Scratch.translate("Digit [OPERATION] [COMPLEX]"),
             arguments: {
               COMPLEX: {
                 type: Scratch.ArgumentType.STRING,
-                defaultValue: "1+0i",
+                defaultValue: "3.00000004+3.999999996i",
               },
               OPERATION: {
                 type: Scratch.ArgumentType.STRING,
@@ -1176,7 +1210,7 @@ Thanks "scratchfoundation" for the Timer <https://github.com/scratchfoundation/s
           {
             opcode: "mulVectorAroundPoint",
             blockType: Scratch.BlockType.REPORTER,
-            text: Scratch.translate("mul [VECTOR] around [POINT] by [FACTOR]"),
+            text: Scratch.translate("Mul [VECTOR] around [POINT] by [FACTOR]"),
             arguments: {
               VECTOR: {
                 type: Scratch.ArgumentType.STRING,
@@ -1193,7 +1227,7 @@ Thanks "scratchfoundation" for the Timer <https://github.com/scratchfoundation/s
             opcode: "rotateVectorAroundPoint",
             blockType: Scratch.BlockType.REPORTER,
             text: Scratch.translate(
-              "rotate [VECTOR] around [POINT] by angle [ANGLE]"
+              "Rotate [VECTOR] around [POINT] by angle [ANGLE]"
             ),
             arguments: {
               VECTOR: {
@@ -1244,7 +1278,7 @@ Thanks "scratchfoundation" for the Timer <https://github.com/scratchfoundation/s
         menus: {
           spacing: {
             acceptReporters: true,
-            items: ["switch", "turn on", "turn off"], //For convertComplex
+            items: ["Switch", "Turn on", "Turn off"], //For convertComplex
           },
           trigs: { acceptReporters: true, items: this.trig }, //For trigOfComplex
           angles: {
@@ -1253,7 +1287,7 @@ Thanks "scratchfoundation" for the Timer <https://github.com/scratchfoundation/s
           },
           decTools: {
             acceptReporters: true,
-            items: ["round", "ceil", "floor"], //For decimalComplex
+            items: ["round up", "ceil of", "floor of"], //For decimalComplex
           },
         },
       };

From 1674a231621ab0b47413d5cc584e16b42bbf748b Mon Sep 17 00:00:00 2001
From: "DangoCat[bot]" <dangocat@users.noreply.github.com>
Date: Fri, 23 May 2025 22:08:23 +0000
Subject: [PATCH 18/22] [Automated] Format code

---
 .../Kenay-With-a-Y-At-The-End/Complexify!.js  | 1015 ++++++++---------
 1 file changed, 503 insertions(+), 512 deletions(-)

diff --git a/extensions/Kenay-With-a-Y-At-The-End/Complexify!.js b/extensions/Kenay-With-a-Y-At-The-End/Complexify!.js
index 9c9ee9b26c..e95ac0e899 100644
--- a/extensions/Kenay-With-a-Y-At-The-End/Complexify!.js
+++ b/extensions/Kenay-With-a-Y-At-The-End/Complexify!.js
@@ -89,526 +89,517 @@ Thanks "scratchfoundation" for the Timer <https://github.com/scratchfoundation/s
     }
   }
 
-    function l(a, b) {
-      let d; //For lint validation
-      if (void 0 === a || null === a) f.re = f.im = 0;
-      else if (void 0 !== b) (f.re = a), (f.im = b);
-      else
-        switch (typeof a) {
-          case "object":
-            if ("im" in a && "re" in a) (f.re = a.re), (f.im = a.im);
-            else if ("abs" in a && "arg" in a) {
-              if (!isFinite(a.abs) && isFinite(a.arg)) return c.INFINITY;
-              f.re = a.abs * Math.cos(a.arg);
-              f.im = a.abs * Math.sin(a.arg);
-            } else if ("r" in a && "phi" in a) {
-              if (!isFinite(a.r) && isFinite(a.phi)) return c.INFINITY;
-              f.re = a.r * Math.cos(a.phi);
-              f.im = a.r * Math.sin(a.phi);
-            } else 2 === a.length ? ((f.re = a[0]), (f.im = a[1])) : m();
-            break;
-          case "string":
-            if (a == 'Infinity') return c.INFINITY;
-            if (a == 'NaN') return c.NAN;
-            f.im = f.re = 0;
-            a = a
-              .replace(/_/g, "")
-              .match(/\d+\.?\d*e[+-]?\d+|\d+\.?\d*|\.\d+|./g);
-            b = 1;
-            d = 0;
-            null === a && m();
-            for (let e = 0; e < a.length; e++) {
-              const g = a[e];
-              " " !== g &&
-                "\t" !== g &&
-                "\n" !== g &&
-                ("+" === g
-                  ? b++
-                  : "-" === g
-                    ? d++
-                    : ("i" === g || "I" === g
-                        ? (0 === b + d && m(),
-                          " " === a[e + 1] || isNaN(a[e + 1])
-                            ? (f.im += parseFloat((d % 2 ? "-" : "") + "1"))
-                            : ((f.im += parseFloat(
-                                (d % 2 ? "-" : "") + a[e + 1]
-                              )),
-                              e++))
-                        : ((0 === b + d || isNaN(g)) && m(),
-                          "i" === a[e + 1] || "I" === a[e + 1]
-                            ? ((f.im += parseFloat((d % 2 ? "-" : "") + g)),
-                              e++)
-                            : (f.re += parseFloat((d % 2 ? "-" : "") + g))),
-                      (b = d = 0)));
-            }
-            0 < b + d && m();
-            break;
-          case "number":
-            f.im = 0;
-            f.re = a;
-            break;
-          default:
-            m();
-        }
-      return f;
-    }
-    function m() {
-      throw SyntaxError("Invalid Param");
-    }
-    function n(a, b) {
-      a = Math.abs(a);
-      b = Math.abs(b);
-      a < b && ([a, b] = [b, a]);
-      if (1e8 > a) return Math.sqrt(a * a + b * b);
-      b /= a;
-      return a * Math.sqrt(1 + b * b);
-    }
-    function p(a, b) {
-      const d = Math.abs(a),
-        e = Math.abs(b);
-      if (0 === a) return Math.log(e);
-      if (0 === b) return Math.log(d);
-      if (3e3 > d && 3e3 > e) return 0.5 * Math.log(a * a + b * b);
-      a *= 0.5;
-      b *= 0.5;
-      return 0.5 * Math.log(a * a + b * b) + Math.LN2;
-    }
-    function c(a, b) {
-      if (!(this instanceof c)) return new c(a, b);
-      a = l(a, b);
-      this.re = a.re;
-      this.im = a.im;
-    }
-    const h =
-        Math.cosh ||
-        function (a) {
-          return 1e-9 > Math.abs(a)
-            ? 1 - a
-            : 0.5 * (Math.exp(a) + Math.exp(-a));
-        },
-      k =
-        Math.sinh ||
-        function (a) {
-          return 1e-9 > Math.abs(a) ? a : 0.5 * (Math.exp(a) - Math.exp(-a));
-        },
-      f = { re: 0, im: 0 };
-    c.prototype = {
-      re: 0,
-      im: 0,
-      sign: function () {
-        const a = n(this.re, this.im);
-        return new c(this.re / a, this.im / a);
-      },
-      add: function (a, b) {
-        a = l(a, b);
-        b = this.isInfinite();
-        const d = !(isFinite(a.re) && isFinite(a.im));
-        return b || d
-          ? b && d
-            ? c.NAN
-            : c.INFINITY
-          : new c(this.re + a.re, this.im + a.im);
+  function l(a, b) {
+    let d; //For lint validation
+    if (void 0 === a || null === a) f.re = f.im = 0;
+    else if (void 0 !== b) (f.re = a), (f.im = b);
+    else
+      switch (typeof a) {
+        case "object":
+          if ("im" in a && "re" in a) (f.re = a.re), (f.im = a.im);
+          else if ("abs" in a && "arg" in a) {
+            if (!isFinite(a.abs) && isFinite(a.arg)) return c.INFINITY;
+            f.re = a.abs * Math.cos(a.arg);
+            f.im = a.abs * Math.sin(a.arg);
+          } else if ("r" in a && "phi" in a) {
+            if (!isFinite(a.r) && isFinite(a.phi)) return c.INFINITY;
+            f.re = a.r * Math.cos(a.phi);
+            f.im = a.r * Math.sin(a.phi);
+          } else 2 === a.length ? ((f.re = a[0]), (f.im = a[1])) : m();
+          break;
+        case "string":
+          if (a == "Infinity") return c.INFINITY;
+          if (a == "NaN") return c.NAN;
+          f.im = f.re = 0;
+          a = a
+            .replace(/_/g, "")
+            .match(/\d+\.?\d*e[+-]?\d+|\d+\.?\d*|\.\d+|./g);
+          b = 1;
+          d = 0;
+          null === a && m();
+          for (let e = 0; e < a.length; e++) {
+            const g = a[e];
+            " " !== g &&
+              "\t" !== g &&
+              "\n" !== g &&
+              ("+" === g
+                ? b++
+                : "-" === g
+                  ? d++
+                  : ("i" === g || "I" === g
+                      ? (0 === b + d && m(),
+                        " " === a[e + 1] || isNaN(a[e + 1])
+                          ? (f.im += parseFloat((d % 2 ? "-" : "") + "1"))
+                          : ((f.im += parseFloat(
+                              (d % 2 ? "-" : "") + a[e + 1]
+                            )),
+                            e++))
+                      : ((0 === b + d || isNaN(g)) && m(),
+                        "i" === a[e + 1] || "I" === a[e + 1]
+                          ? ((f.im += parseFloat((d % 2 ? "-" : "") + g)), e++)
+                          : (f.re += parseFloat((d % 2 ? "-" : "") + g))),
+                    (b = d = 0)));
+          }
+          0 < b + d && m();
+          break;
+        case "number":
+          f.im = 0;
+          f.re = a;
+          break;
+        default:
+          m();
+      }
+    return f;
+  }
+  function m() {
+    throw SyntaxError("Invalid Param");
+  }
+  function n(a, b) {
+    a = Math.abs(a);
+    b = Math.abs(b);
+    a < b && ([a, b] = [b, a]);
+    if (1e8 > a) return Math.sqrt(a * a + b * b);
+    b /= a;
+    return a * Math.sqrt(1 + b * b);
+  }
+  function p(a, b) {
+    const d = Math.abs(a),
+      e = Math.abs(b);
+    if (0 === a) return Math.log(e);
+    if (0 === b) return Math.log(d);
+    if (3e3 > d && 3e3 > e) return 0.5 * Math.log(a * a + b * b);
+    a *= 0.5;
+    b *= 0.5;
+    return 0.5 * Math.log(a * a + b * b) + Math.LN2;
+  }
+  function c(a, b) {
+    if (!(this instanceof c)) return new c(a, b);
+    a = l(a, b);
+    this.re = a.re;
+    this.im = a.im;
+  }
+  const h =
+      Math.cosh ||
+      function (a) {
+        return 1e-9 > Math.abs(a) ? 1 - a : 0.5 * (Math.exp(a) + Math.exp(-a));
       },
-      sub: function (a, b) {
-        a = l(a, b);
-        b = this.isInfinite();
-        const d = !(isFinite(a.re) && isFinite(a.im));
-        return b || d
-          ? b && d
-            ? c.NAN
-            : c.INFINITY
-          : new c(this.re - a.re, this.im - a.im);
+    k =
+      Math.sinh ||
+      function (a) {
+        return 1e-9 > Math.abs(a) ? a : 0.5 * (Math.exp(a) - Math.exp(-a));
       },
-      mul: function (a, b) {
-        a = l(a, b);
-        b = this.isInfinite();
-        const d = !(isFinite(a.re) && isFinite(a.im)),
-          e = 0 === this.re && 0 === this.im,
-          g = 0 === a.re && 0 === a.im;
-        return (b && g) || (d && e)
+    f = { re: 0, im: 0 };
+  c.prototype = {
+    re: 0,
+    im: 0,
+    sign: function () {
+      const a = n(this.re, this.im);
+      return new c(this.re / a, this.im / a);
+    },
+    add: function (a, b) {
+      a = l(a, b);
+      b = this.isInfinite();
+      const d = !(isFinite(a.re) && isFinite(a.im));
+      return b || d
+        ? b && d
           ? c.NAN
-          : b || d
-            ? c.INFINITY
-            : 0 === a.im && 0 === this.im
-              ? new c(this.re * a.re, 0)
-              : new c(
-                  this.re * a.re - this.im * a.im,
-                  this.re * a.im + this.im * a.re
-                );
-      },
-      div: function (a, b) {
-        a = l(a, b);
-        b = this.isInfinite();
-        const d = !(isFinite(a.re) && isFinite(a.im)),
-          e = 0 === this.re && 0 === this.im,
-          g = 0 === a.re && 0 === a.im;
-        if ((e && g) || (b && d)) return c.NAN;
-        if (g || b) return c.INFINITY;
-        if (e || d) return c.ZERO;
-        if (0 === a.im) return new c(this.re / a.re, this.im / a.re);
-        if (Math.abs(a.re) < Math.abs(a.im))
-          return (
-            (b = a.re / a.im),
-            (a = a.re * b + a.im),
-            new c((this.re * b + this.im) / a, (this.im * b - this.re) / a)
-          );
-        b = a.im / a.re;
-        a = a.im * b + a.re;
-        return new c((this.re + this.im * b) / a, (this.im - this.re * b) / a);
-      },
-      pow: function (a, b) {
-        a = l(a, b);
-        b = 0 === this.re && 0 === this.im;
-        if (0 === a.re && 0 === a.im) return c.ONE;
-        if (0 === a.im) {
-          if (0 === this.im && 0 < this.re)
-            return new c(Math.pow(this.re, a.re), 0);
-          if (0 === this.re)
-            switch (((a.re % 4) + 4) % 4) {
-              case 0:
-                return new c(Math.pow(this.im, a.re), 0);
-              case 1:
-                return new c(0, Math.pow(this.im, a.re));
-              case 2:
-                return new c(-Math.pow(this.im, a.re), 0);
-              case 3:
-                return new c(0, -Math.pow(this.im, a.re));
-            }
-        }
-        if (b && 0 < a.re) return c.ZERO;
-        const d = Math.atan2(this.im, this.re),
-          e = p(this.re, this.im);
-        b = Math.exp(a.re * e - a.im * d);
-        a = a.im * e + a.re * d;
-        return new c(b * Math.cos(a), b * Math.sin(a));
-      },
-      sqrt: function () {
-        const a = this.re,
-          b = this.im;
-        if (0 === b)
-          return 0 <= a ? new c(Math.sqrt(a), 0) : new c(0, Math.sqrt(-a));
-        var d = n(a, b);
-        d = Math.sqrt(0.5 * (d + Math.abs(a)));
-        let e = Math.abs(b) / (2 * d);
-        return 0 <= a ? new c(d, 0 > b ? -e : e) : new c(e, 0 > b ? -d : d);
-      },
-      exp: function () {
-        const a = Math.exp(this.re);
-        return 0 === this.im
-          ? new c(a, 0)
-          : new c(a * Math.cos(this.im), a * Math.sin(this.im));
-      },
-      expm1: function () {
-        const a = this.re,
-          b = this.im;
-        var d = Math.expm1(a) * Math.cos(b);
-        var e = Math.PI / 4;
-        -e > b || b > e
-          ? (e = Math.cos(b) - 1)
-          : ((e = b * b),
-            (e *=
-              e *
+          : c.INFINITY
+        : new c(this.re + a.re, this.im + a.im);
+    },
+    sub: function (a, b) {
+      a = l(a, b);
+      b = this.isInfinite();
+      const d = !(isFinite(a.re) && isFinite(a.im));
+      return b || d
+        ? b && d
+          ? c.NAN
+          : c.INFINITY
+        : new c(this.re - a.re, this.im - a.im);
+    },
+    mul: function (a, b) {
+      a = l(a, b);
+      b = this.isInfinite();
+      const d = !(isFinite(a.re) && isFinite(a.im)),
+        e = 0 === this.re && 0 === this.im,
+        g = 0 === a.re && 0 === a.im;
+      return (b && g) || (d && e)
+        ? c.NAN
+        : b || d
+          ? c.INFINITY
+          : 0 === a.im && 0 === this.im
+            ? new c(this.re * a.re, 0)
+            : new c(
+                this.re * a.re - this.im * a.im,
+                this.re * a.im + this.im * a.re
+              );
+    },
+    div: function (a, b) {
+      a = l(a, b);
+      b = this.isInfinite();
+      const d = !(isFinite(a.re) && isFinite(a.im)),
+        e = 0 === this.re && 0 === this.im,
+        g = 0 === a.re && 0 === a.im;
+      if ((e && g) || (b && d)) return c.NAN;
+      if (g || b) return c.INFINITY;
+      if (e || d) return c.ZERO;
+      if (0 === a.im) return new c(this.re / a.re, this.im / a.re);
+      if (Math.abs(a.re) < Math.abs(a.im))
+        return (
+          (b = a.re / a.im),
+          (a = a.re * b + a.im),
+          new c((this.re * b + this.im) / a, (this.im * b - this.re) / a)
+        );
+      b = a.im / a.re;
+      a = a.im * b + a.re;
+      return new c((this.re + this.im * b) / a, (this.im - this.re * b) / a);
+    },
+    pow: function (a, b) {
+      a = l(a, b);
+      b = 0 === this.re && 0 === this.im;
+      if (0 === a.re && 0 === a.im) return c.ONE;
+      if (0 === a.im) {
+        if (0 === this.im && 0 < this.re)
+          return new c(Math.pow(this.re, a.re), 0);
+        if (0 === this.re)
+          switch (((a.re % 4) + 4) % 4) {
+            case 0:
+              return new c(Math.pow(this.im, a.re), 0);
+            case 1:
+              return new c(0, Math.pow(this.im, a.re));
+            case 2:
+              return new c(-Math.pow(this.im, a.re), 0);
+            case 3:
+              return new c(0, -Math.pow(this.im, a.re));
+          }
+      }
+      if (b && 0 < a.re) return c.ZERO;
+      const d = Math.atan2(this.im, this.re),
+        e = p(this.re, this.im);
+      b = Math.exp(a.re * e - a.im * d);
+      a = a.im * e + a.re * d;
+      return new c(b * Math.cos(a), b * Math.sin(a));
+    },
+    sqrt: function () {
+      const a = this.re,
+        b = this.im;
+      if (0 === b)
+        return 0 <= a ? new c(Math.sqrt(a), 0) : new c(0, Math.sqrt(-a));
+      var d = n(a, b);
+      d = Math.sqrt(0.5 * (d + Math.abs(a)));
+      let e = Math.abs(b) / (2 * d);
+      return 0 <= a ? new c(d, 0 > b ? -e : e) : new c(e, 0 > b ? -d : d);
+    },
+    exp: function () {
+      const a = Math.exp(this.re);
+      return 0 === this.im
+        ? new c(a, 0)
+        : new c(a * Math.cos(this.im), a * Math.sin(this.im));
+    },
+    expm1: function () {
+      const a = this.re,
+        b = this.im;
+      var d = Math.expm1(a) * Math.cos(b);
+      var e = Math.PI / 4;
+      -e > b || b > e
+        ? (e = Math.cos(b) - 1)
+        : ((e = b * b),
+          (e *=
+            e *
+              (e *
                 (e *
                   (e *
                     (e *
-                      (e *
-                        (e * (e / 20922789888e3 - 1 / 87178291200) +
-                          1 / 479001600) -
-                        1 / 3628800) +
-                      1 / 40320) -
-                    1 / 720) +
-                  1 / 24) -
-              0.5));
-        return new c(d + e, Math.exp(a) * Math.sin(b));
-      },
-      log: function () {
-        const a = this.re,
-          b = this.im;
-        return 0 === b && 0 < a
-          ? new c(Math.log(a), 0)
-          : new c(p(a, b), Math.atan2(b, a));
-      },
-      abs: function () {
-        return n(this.re, this.im);
-      },
-      arg: function () {
-        return Math.atan2(this.im, this.re);
-      },
-      sin: function () {
-        const a = this.re,
-          b = this.im;
-        return new c(Math.sin(a) * h(b), Math.cos(a) * k(b));
-      },
-      cos: function () {
-        const a = this.re,
-          b = this.im;
-        return new c(Math.cos(a) * h(b), -Math.sin(a) * k(b));
-      },
-      tan: function () {
-        const a = 2 * this.re,
-          b = 2 * this.im,
-          d = Math.cos(a) + h(b);
-        return new c(Math.sin(a) / d, k(b) / d);
-      },
-      cot: function () {
-        const a = 2 * this.re,
-          b = 2 * this.im,
-          d = Math.cos(a) - h(b);
-        return new c(-Math.sin(a) / d, k(b) / d);
-      },
-      sec: function () {
-        const a = this.re,
-          b = this.im,
-          d = 0.5 * h(2 * b) + 0.5 * Math.cos(2 * a);
-        return new c((Math.cos(a) * h(b)) / d, (Math.sin(a) * k(b)) / d);
-      },
-      csc: function () {
-        const a = this.re,
-          b = this.im,
-          d = 0.5 * h(2 * b) - 0.5 * Math.cos(2 * a);
-        return new c((Math.sin(a) * h(b)) / d, (-Math.cos(a) * k(b)) / d);
-      },
-      asin: function () {
-        var a = this.re;
-        const b = this.im,
-          d = new c(b * b - a * a + 1, -2 * a * b).sqrt();
-        a = new c(d.re - b, d.im + a).log();
-        return new c(a.im, -a.re);
-      },
-      acos: function () {
-        var a = this.re;
-        const b = this.im,
-          d = new c(b * b - a * a + 1, -2 * a * b).sqrt();
-        a = new c(d.re - b, d.im + a).log();
-        return new c(Math.PI / 2 - a.im, a.re);
-      },
-      atan: function () {
-        var a = this.re;
-        const b = this.im;
-        if (0 === a) {
-          if (1 === b) return new c(0, Infinity);
-          if (-1 === b) return new c(0, -Infinity);
-        }
-        const d = a * a + (1 - b) * (1 - b);
-        a = new c((1 - b * b - a * a) / d, (-2 * a) / d).log();
-        return new c(-0.5 * a.im, 0.5 * a.re);
-      },
-      acot: function () {
-        const a = this.re,
-          b = this.im;
-        if (0 === b) return new c(Math.atan2(1, a), 0);
-        const d = a * a + b * b;
-        return 0 !== d
-          ? new c(a / d, -b / d).atan()
-          : new c(0 !== a ? a / 0 : 0, 0 !== b ? -b / 0 : 0).atan();
-      },
-      asec: function () {
-        const a = this.re,
-          b = this.im;
-        if (0 === a && 0 === b) return new c(0, Infinity);
-        const d = a * a + b * b;
-        return 0 !== d
-          ? new c(a / d, -b / d).acos()
-          : new c(0 !== a ? a / 0 : 0, 0 !== b ? -b / 0 : 0).acos();
-      },
-      acsc: function () {
-        const a = this.re,
-          b = this.im;
-        if (0 === a && 0 === b) return new c(Math.PI / 2, Infinity);
-        const d = a * a + b * b;
-        return 0 !== d
-          ? new c(a / d, -b / d).asin()
-          : new c(0 !== a ? a / 0 : 0, 0 !== b ? -b / 0 : 0).asin();
-      },
-      sinh: function () {
-        const a = this.re,
-          b = this.im;
-        return new c(k(a) * Math.cos(b), h(a) * Math.sin(b));
-      },
-      cosh: function () {
-        const a = this.re,
-          b = this.im;
-        return new c(h(a) * Math.cos(b), k(a) * Math.sin(b));
-      },
-      tanh: function () {
-        const a = 2 * this.re,
-          b = 2 * this.im,
-          d = h(a) + Math.cos(b);
-        return new c(k(a) / d, Math.sin(b) / d);
-      },
-      coth: function () {
-        const a = 2 * this.re,
-          b = 2 * this.im,
-          d = h(a) - Math.cos(b);
-        return new c(k(a) / d, -Math.sin(b) / d);
-      },
-      csch: function () {
-        const a = this.re,
-          b = this.im,
-          d = Math.cos(2 * b) - h(2 * a);
-        return new c(
-          (-2 * k(a) * Math.cos(b)) / d,
-          (2 * h(a) * Math.sin(b)) / d
-        );
-      },
-      sech: function () {
-        const a = this.re,
-          b = this.im,
-          d = Math.cos(2 * b) + h(2 * a);
+                      (e * (e / 20922789888e3 - 1 / 87178291200) +
+                        1 / 479001600) -
+                      1 / 3628800) +
+                    1 / 40320) -
+                  1 / 720) +
+                1 / 24) -
+            0.5));
+      return new c(d + e, Math.exp(a) * Math.sin(b));
+    },
+    log: function () {
+      const a = this.re,
+        b = this.im;
+      return 0 === b && 0 < a
+        ? new c(Math.log(a), 0)
+        : new c(p(a, b), Math.atan2(b, a));
+    },
+    abs: function () {
+      return n(this.re, this.im);
+    },
+    arg: function () {
+      return Math.atan2(this.im, this.re);
+    },
+    sin: function () {
+      const a = this.re,
+        b = this.im;
+      return new c(Math.sin(a) * h(b), Math.cos(a) * k(b));
+    },
+    cos: function () {
+      const a = this.re,
+        b = this.im;
+      return new c(Math.cos(a) * h(b), -Math.sin(a) * k(b));
+    },
+    tan: function () {
+      const a = 2 * this.re,
+        b = 2 * this.im,
+        d = Math.cos(a) + h(b);
+      return new c(Math.sin(a) / d, k(b) / d);
+    },
+    cot: function () {
+      const a = 2 * this.re,
+        b = 2 * this.im,
+        d = Math.cos(a) - h(b);
+      return new c(-Math.sin(a) / d, k(b) / d);
+    },
+    sec: function () {
+      const a = this.re,
+        b = this.im,
+        d = 0.5 * h(2 * b) + 0.5 * Math.cos(2 * a);
+      return new c((Math.cos(a) * h(b)) / d, (Math.sin(a) * k(b)) / d);
+    },
+    csc: function () {
+      const a = this.re,
+        b = this.im,
+        d = 0.5 * h(2 * b) - 0.5 * Math.cos(2 * a);
+      return new c((Math.sin(a) * h(b)) / d, (-Math.cos(a) * k(b)) / d);
+    },
+    asin: function () {
+      var a = this.re;
+      const b = this.im,
+        d = new c(b * b - a * a + 1, -2 * a * b).sqrt();
+      a = new c(d.re - b, d.im + a).log();
+      return new c(a.im, -a.re);
+    },
+    acos: function () {
+      var a = this.re;
+      const b = this.im,
+        d = new c(b * b - a * a + 1, -2 * a * b).sqrt();
+      a = new c(d.re - b, d.im + a).log();
+      return new c(Math.PI / 2 - a.im, a.re);
+    },
+    atan: function () {
+      var a = this.re;
+      const b = this.im;
+      if (0 === a) {
+        if (1 === b) return new c(0, Infinity);
+        if (-1 === b) return new c(0, -Infinity);
+      }
+      const d = a * a + (1 - b) * (1 - b);
+      a = new c((1 - b * b - a * a) / d, (-2 * a) / d).log();
+      return new c(-0.5 * a.im, 0.5 * a.re);
+    },
+    acot: function () {
+      const a = this.re,
+        b = this.im;
+      if (0 === b) return new c(Math.atan2(1, a), 0);
+      const d = a * a + b * b;
+      return 0 !== d
+        ? new c(a / d, -b / d).atan()
+        : new c(0 !== a ? a / 0 : 0, 0 !== b ? -b / 0 : 0).atan();
+    },
+    asec: function () {
+      const a = this.re,
+        b = this.im;
+      if (0 === a && 0 === b) return new c(0, Infinity);
+      const d = a * a + b * b;
+      return 0 !== d
+        ? new c(a / d, -b / d).acos()
+        : new c(0 !== a ? a / 0 : 0, 0 !== b ? -b / 0 : 0).acos();
+    },
+    acsc: function () {
+      const a = this.re,
+        b = this.im;
+      if (0 === a && 0 === b) return new c(Math.PI / 2, Infinity);
+      const d = a * a + b * b;
+      return 0 !== d
+        ? new c(a / d, -b / d).asin()
+        : new c(0 !== a ? a / 0 : 0, 0 !== b ? -b / 0 : 0).asin();
+    },
+    sinh: function () {
+      const a = this.re,
+        b = this.im;
+      return new c(k(a) * Math.cos(b), h(a) * Math.sin(b));
+    },
+    cosh: function () {
+      const a = this.re,
+        b = this.im;
+      return new c(h(a) * Math.cos(b), k(a) * Math.sin(b));
+    },
+    tanh: function () {
+      const a = 2 * this.re,
+        b = 2 * this.im,
+        d = h(a) + Math.cos(b);
+      return new c(k(a) / d, Math.sin(b) / d);
+    },
+    coth: function () {
+      const a = 2 * this.re,
+        b = 2 * this.im,
+        d = h(a) - Math.cos(b);
+      return new c(k(a) / d, -Math.sin(b) / d);
+    },
+    csch: function () {
+      const a = this.re,
+        b = this.im,
+        d = Math.cos(2 * b) - h(2 * a);
+      return new c((-2 * k(a) * Math.cos(b)) / d, (2 * h(a) * Math.sin(b)) / d);
+    },
+    sech: function () {
+      const a = this.re,
+        b = this.im,
+        d = Math.cos(2 * b) + h(2 * a);
+      return new c((2 * h(a) * Math.cos(b)) / d, (-2 * k(a) * Math.sin(b)) / d);
+    },
+    asinh: function () {
+      let a = this.im;
+      this.im = -this.re;
+      this.re = a;
+      const b = this.asin();
+      this.re = -this.im;
+      this.im = a;
+      a = b.re;
+      b.re = -b.im;
+      b.im = a;
+      return b;
+    },
+    acosh: function () {
+      const a = this.acos();
+      if (0 >= a.im) {
+        var b = a.re;
+        a.re = -a.im;
+        a.im = b;
+      } else (b = a.im), (a.im = -a.re), (a.re = b);
+      return a;
+    },
+    atanh: function () {
+      var a = this.re,
+        b = this.im;
+      const d = 1 < a && 0 === b,
+        e = 1 - a,
+        g = 1 + a,
+        q = e * e + b * b;
+      a =
+        0 !== q
+          ? new c((g * e - b * b) / q, (b * e + g * b) / q)
+          : new c(-1 !== a ? a / 0 : 0, 0 !== b ? b / 0 : 0);
+      b = a.re;
+      a.re = p(a.re, a.im) / 2;
+      a.im = Math.atan2(a.im, b) / 2;
+      d && (a.im = -a.im);
+      return a;
+    },
+    acoth: function () {
+      const a = this.re,
+        b = this.im;
+      if (0 === a && 0 === b) return new c(0, Math.PI / 2);
+      const d = a * a + b * b;
+      return 0 !== d
+        ? new c(a / d, -b / d).atanh()
+        : new c(0 !== a ? a / 0 : 0, 0 !== b ? -b / 0 : 0).atanh();
+    },
+    acsch: function () {
+      const a = this.re,
+        b = this.im;
+      if (0 === b)
         return new c(
-          (2 * h(a) * Math.cos(b)) / d,
-          (-2 * k(a) * Math.sin(b)) / d
-        );
-      },
-      asinh: function () {
-        let a = this.im;
-        this.im = -this.re;
-        this.re = a;
-        const b = this.asin();
-        this.re = -this.im;
-        this.im = a;
-        a = b.re;
-        b.re = -b.im;
-        b.im = a;
-        return b;
-      },
-      acosh: function () {
-        const a = this.acos();
-        if (0 >= a.im) {
-          var b = a.re;
-          a.re = -a.im;
-          a.im = b;
-        } else (b = a.im), (a.im = -a.re), (a.re = b);
-        return a;
-      },
-      atanh: function () {
-        var a = this.re,
-          b = this.im;
-        const d = 1 < a && 0 === b,
-          e = 1 - a,
-          g = 1 + a,
-          q = e * e + b * b;
-        a =
-          0 !== q
-            ? new c((g * e - b * b) / q, (b * e + g * b) / q)
-            : new c(-1 !== a ? a / 0 : 0, 0 !== b ? b / 0 : 0);
-        b = a.re;
-        a.re = p(a.re, a.im) / 2;
-        a.im = Math.atan2(a.im, b) / 2;
-        d && (a.im = -a.im);
-        return a;
-      },
-      acoth: function () {
-        const a = this.re,
-          b = this.im;
-        if (0 === a && 0 === b) return new c(0, Math.PI / 2);
-        const d = a * a + b * b;
-        return 0 !== d
-          ? new c(a / d, -b / d).atanh()
-          : new c(0 !== a ? a / 0 : 0, 0 !== b ? -b / 0 : 0).atanh();
-      },
-      acsch: function () {
-        const a = this.re,
-          b = this.im;
-        if (0 === b)
-          return new c(
-            0 !== a ? Math.log(a + Math.sqrt(a * a + 1)) : Infinity,
-            0
-          );
-        const d = a * a + b * b;
-        return 0 !== d
-          ? new c(a / d, -b / d).asinh()
-          : new c(0 !== a ? a / 0 : 0, 0 !== b ? -b / 0 : 0).asinh();
-      },
-      asech: function () {
-        const a = this.re,
-          b = this.im;
-        if (this.isZero()) return c.INFINITY;
-        const d = a * a + b * b;
-        return 0 !== d
-          ? new c(a / d, -b / d).acosh()
-          : new c(0 !== a ? a / 0 : 0, 0 !== b ? -b / 0 : 0).acosh();
-      },
-      inverse: function () {
-        if (this.isZero()) return c.INFINITY;
-        if (this.isInfinite()) return c.ZERO;
-        const a = this.re,
-          b = this.im,
-          d = a * a + b * b;
-        return new c(a / d, -b / d);
-      },
-      conjugate: function () {
-        return new c(this.re, -this.im);
-      },
-      neg: function () {
-        return new c(-this.re, -this.im);
-      },
-      ceil: function (a) {
-        a = Math.pow(10, a || 0);
-        return new c(Math.ceil(this.re * a) / a, Math.ceil(this.im * a) / a);
-      },
-      floor: function (a) {
-        a = Math.pow(10, a || 0);
-        return new c(Math.floor(this.re * a) / a, Math.floor(this.im * a) / a);
-      },
-      round: function (a) {
-        a = Math.pow(10, a || 0);
-        return new c(Math.round(this.re * a) / a, Math.round(this.im * a) / a);
-      },
-      equals: function (a, b) {
-        a = l(a, b);
-        return (
-          Math.abs(a.re - this.re) <= c.EPSILON &&
-          Math.abs(a.im - this.im) <= c.EPSILON
+          0 !== a ? Math.log(a + Math.sqrt(a * a + 1)) : Infinity,
+          0
         );
-      },
-      clone: function () {
-        return new c(this.re, this.im);
-      },
-      toString: function () {
-        let a = this.re,
-          b = this.im,
-          d = "";
-        if (this.isNaN()) return "NaN";
-        if (this.isInfinite()) return "Infinity";
-        Math.abs(a) < c.EPSILON && (a = 0);
-        Math.abs(b) < c.EPSILON && (b = 0);
-        if (0 === b) return d + a;
-        0 !== a
-          ? ((d = d + a + " "),
-            0 > b ? ((b = -b), (d += "-")) : (d += "+"),
-            (d += " "))
-          : 0 > b && ((b = -b), (d += "-"));
-        1 !== b && (d += b);
-        return d + "i";
-      },
-      toVector: function () {
-        return [this.re, this.im];
-      },
-      valueOf: function () {
-        return 0 === this.im ? this.re : null;
-      },
-      isNaN: function () {
-        return isNaN(this.re) || isNaN(this.im);
-      },
-      isZero: function () {
-        return 0 === this.im && 0 === this.re;
-      },
-      isFinite: function () {
-        return isFinite(this.re) && isFinite(this.im);
-      },
-      isInfinite: function () {
-        return !this.isFinite();
-      },
-    };
-    c.ZERO = new c(0, 0);
-    c.ONE = new c(1, 0);
-    c.I = new c(0, 1);
-    c.PI = new c(Math.PI, 0);
-    c.E = new c(Math.E, 0);
-    c.INFINITY = new c(Infinity, Infinity);
-    c.NAN = new c(NaN, NaN);
-    c.EPSILON = 1e-15;
+      const d = a * a + b * b;
+      return 0 !== d
+        ? new c(a / d, -b / d).asinh()
+        : new c(0 !== a ? a / 0 : 0, 0 !== b ? -b / 0 : 0).asinh();
+    },
+    asech: function () {
+      const a = this.re,
+        b = this.im;
+      if (this.isZero()) return c.INFINITY;
+      const d = a * a + b * b;
+      return 0 !== d
+        ? new c(a / d, -b / d).acosh()
+        : new c(0 !== a ? a / 0 : 0, 0 !== b ? -b / 0 : 0).acosh();
+    },
+    inverse: function () {
+      if (this.isZero()) return c.INFINITY;
+      if (this.isInfinite()) return c.ZERO;
+      const a = this.re,
+        b = this.im,
+        d = a * a + b * b;
+      return new c(a / d, -b / d);
+    },
+    conjugate: function () {
+      return new c(this.re, -this.im);
+    },
+    neg: function () {
+      return new c(-this.re, -this.im);
+    },
+    ceil: function (a) {
+      a = Math.pow(10, a || 0);
+      return new c(Math.ceil(this.re * a) / a, Math.ceil(this.im * a) / a);
+    },
+    floor: function (a) {
+      a = Math.pow(10, a || 0);
+      return new c(Math.floor(this.re * a) / a, Math.floor(this.im * a) / a);
+    },
+    round: function (a) {
+      a = Math.pow(10, a || 0);
+      return new c(Math.round(this.re * a) / a, Math.round(this.im * a) / a);
+    },
+    equals: function (a, b) {
+      a = l(a, b);
+      return (
+        Math.abs(a.re - this.re) <= c.EPSILON &&
+        Math.abs(a.im - this.im) <= c.EPSILON
+      );
+    },
+    clone: function () {
+      return new c(this.re, this.im);
+    },
+    toString: function () {
+      let a = this.re,
+        b = this.im,
+        d = "";
+      if (this.isNaN()) return "NaN";
+      if (this.isInfinite()) return "Infinity";
+      Math.abs(a) < c.EPSILON && (a = 0);
+      Math.abs(b) < c.EPSILON && (b = 0);
+      if (0 === b) return d + a;
+      0 !== a
+        ? ((d = d + a + " "),
+          0 > b ? ((b = -b), (d += "-")) : (d += "+"),
+          (d += " "))
+        : 0 > b && ((b = -b), (d += "-"));
+      1 !== b && (d += b);
+      return d + "i";
+    },
+    toVector: function () {
+      return [this.re, this.im];
+    },
+    valueOf: function () {
+      return 0 === this.im ? this.re : null;
+    },
+    isNaN: function () {
+      return isNaN(this.re) || isNaN(this.im);
+    },
+    isZero: function () {
+      return 0 === this.im && 0 === this.re;
+    },
+    isFinite: function () {
+      return isFinite(this.re) && isFinite(this.im);
+    },
+    isInfinite: function () {
+      return !this.isFinite();
+    },
+  };
+  c.ZERO = new c(0, 0);
+  c.ONE = new c(1, 0);
+  c.I = new c(0, 1);
+  c.PI = new c(Math.PI, 0);
+  c.E = new c(Math.E, 0);
+  c.INFINITY = new c(Infinity, Infinity);
+  c.NAN = new c(NaN, NaN);
+  c.EPSILON = 1e-15;
   const Complex = c;
 
   function coolCis(ANGLE) {

From 4ee5f318a202b4013c03a5bcbe3954ee2df776af Mon Sep 17 00:00:00 2001
From: Kenay con Y al final <kenayextranio@gmail.com>
Date: Sun, 13 Jul 2025 18:56:19 -0500
Subject: [PATCH 19/22] v1.4.5: Write it down!

You heard that right, so go and grab your favourite Fibonacci numbers and your couple of wierd constants to set this.devtools to false because WE HAVE DOCUMENTATION
---
 .../Kenay-With-a-Y-At-The-End/Complexify!.js  | 780 +++++++++++-------
 1 file changed, 503 insertions(+), 277 deletions(-)

diff --git a/extensions/Kenay-With-a-Y-At-The-End/Complexify!.js b/extensions/Kenay-With-a-Y-At-The-End/Complexify!.js
index e95ac0e899..e0a7244fbe 100644
--- a/extensions/Kenay-With-a-Y-At-The-End/Complexify!.js
+++ b/extensions/Kenay-With-a-Y-At-The-End/Complexify!.js
@@ -6,7 +6,8 @@
 // Original: Complexity!
 // License: MIT AND MPL-2.0
 
-/* Excracted from <https://github.com/rawify/Complex.js/blob/main/LICENSE>
+/** Excracted from <https://github.com/rawify/Complex.js/blob/main/LICENSE>
+
 MIT License
 
 Copyright (c) 2024 Robert Eisele
@@ -28,30 +29,33 @@ AUTHORS OR COPYRIGHT HOLDERS BE LIABLE FOR ANY CLAIM, DAMAGES OR OTHER
 LIABILITY, WHETHER IN AN ACTION OF CONTRACT, TORT OR OTHERWISE, ARISING FROM,
 OUT OF OR IN CONNECTION WITH THE SOFTWARE OR THE USE OR OTHER DEALINGS IN THE
 SOFTWARE.
-*/
 
-/**
-The first full version, Complexity!, can be downloaded from his Discord: <https://discord.gg/JZUZxHpF>
-Thanks "rawify" <https://github.com/rawify> for Complex.js v2.4.2 11/5/2024 <https://raw.org/article/complex-numbers-in-javascript/>
-Copyright (c) 2024, Robert Eisele (https://raw.org/). Licensed under the MIT license.
-Thanks "scratchfoundation" for the Timer <https://github.com/scratchfoundation/scratch-vm/tree/develop>
+**/ //Thanks Rawify
+
+/*
+Thanks [@rawify] <https://github.com/rawify> for Complex.js v2.4.2 11/5/2024 <https://raw.org/article/complex-numbers-in-javascript/>
+	(Copyrighted on 2024, from Robert Eisele's https://raw.org/, licensed under the MIT license btw)
+Thanks [@scratchfoundation] for the Timer <https://github.com/scratchfoundation/scratch-vm/tree/develop>
+Thanks [@Brackets-Coder] for telling me where I could be better.
+Thanks [@yuri-kiss] for telling me some tips and in what I was wrong.
+Thanks [@CubesterYT] and [@CubesterYT] for just passing by.
+And thanks [@Clickertale2] for being always there, always helping.
 */
 
+
 (function (Scratch) {
-  "use strict";
+
   if (!Scratch.extensions.unsandboxed) {
     throw new Error("Complexify! must run unsandboxed");
+    //Y'know, for the `util` part to make sense.
   }
 
-  class Timer {
+  class Timer { //From Scratch's vm.
     constructor(nowObj = Timer.nowObj) {
       this.startTime = 0;
-      /**Wht is now?*/
+      /**What is now?*/
       this.nowObj = nowObj;
     }
-    static get USE_PERFORMANCE() {
-      return false;
-    }
     static get legacyDateCode() {
       return {
         now: function () {
@@ -71,9 +75,7 @@ Thanks "scratchfoundation" for the Timer <https://github.com/scratchfoundation/s
         return Date;
       }
       return Timer.legacyDateCode;
-    }
-    time() {
-      return this.nowObj.now();
+      //What
     }
     start() {
       this.startTime = this.nowObj.now();
@@ -81,16 +83,11 @@ Thanks "scratchfoundation" for the Timer <https://github.com/scratchfoundation/s
     timeElapsed() {
       return this.nowObj.now() - this.startTime;
     }
-    setTimeout(handler, timeout) {
-      return global.setTimeout(handler, timeout);
-    }
-    clearTimeout(timeoutId) {
-      global.clearTimeout(timeoutId);
-    }
   }
 
+  //The complex parser.
   function l(a, b) {
-    let d; //For lint validation
+    let d; //I really really really HATE lint-ing.
     if (void 0 === a || null === a) f.re = f.im = 0;
     else if (void 0 !== b) (f.re = a), (f.im = b);
     else
@@ -113,7 +110,7 @@ Thanks "scratchfoundation" for the Timer <https://github.com/scratchfoundation/s
           f.im = f.re = 0;
           a = a
             .replace(/_/g, "")
-            .match(/\d+\.?\d*e[+-]?\d+|\d+\.?\d*|\.\d+|./g);
+            .match(/\d+\.?\d*e[+-]?\d+|\d+\.?\d*|\.\d+|./g); //Magic?
           b = 1;
           d = 0;
           null === a && m();
@@ -147,21 +144,24 @@ Thanks "scratchfoundation" for the Timer <https://github.com/scratchfoundation/s
           f.re = a;
           break;
         default:
-          m();
+          m(); //Error
       }
     return f;
   }
   function m() {
     throw SyntaxError("Invalid Param");
   }
+
+  //Pythagoras!
   function n(a, b) {
     a = Math.abs(a);
     b = Math.abs(b);
     a < b && ([a, b] = [b, a]);
     if (1e8 > a) return Math.sqrt(a * a + b * b);
-    b /= a;
+    b /= a; //Avoid overflow
     return a * Math.sqrt(1 + b * b);
   }
+  //Pythagoras but ln()
   function p(a, b) {
     const d = Math.abs(a),
       e = Math.abs(b);
@@ -172,12 +172,14 @@ Thanks "scratchfoundation" for the Timer <https://github.com/scratchfoundation/s
     b *= 0.5;
     return 0.5 * Math.log(a * a + b * b) + Math.LN2;
   }
+  //Complexity!
   function c(a, b) {
     if (!(this instanceof c)) return new c(a, b);
     a = l(a, b);
     this.re = a.re;
     this.im = a.im;
   }
+  //Alternative functions for better calculations:
   const h =
       Math.cosh ||
       function (a) {
@@ -188,11 +190,12 @@ Thanks "scratchfoundation" for the Timer <https://github.com/scratchfoundation/s
       function (a) {
         return 1e-9 > Math.abs(a) ? a : 0.5 * (Math.exp(a) - Math.exp(-a));
       },
+  //Silly constant
     f = { re: 0, im: 0 };
   c.prototype = {
     re: 0,
     im: 0,
-    sign: function () {
+    sign: function () { //Normalized complex
       const a = n(this.re, this.im);
       return new c(this.re / a, this.im / a);
     },
@@ -216,7 +219,7 @@ Thanks "scratchfoundation" for the Timer <https://github.com/scratchfoundation/s
           : c.INFINITY
         : new c(this.re - a.re, this.im - a.im);
     },
-    mul: function (a, b) {
+    mul: function (a, b) { //Guess [a, b]*[c, d]=[ac - bd, ad + bc] now
       a = l(a, b);
       b = this.isInfinite();
       const d = !(isFinite(a.re) && isFinite(a.im)),
@@ -239,11 +242,11 @@ Thanks "scratchfoundation" for the Timer <https://github.com/scratchfoundation/s
       const d = !(isFinite(a.re) && isFinite(a.im)),
         e = 0 === this.re && 0 === this.im,
         g = 0 === a.re && 0 === a.im;
-      if ((e && g) || (b && d)) return c.NAN;
+      if ((e && g) || (b && d)) return c.NAN; // 0/0 = Inf/Inf = NaN
       if (g || b) return c.INFINITY;
       if (e || d) return c.ZERO;
       if (0 === a.im) return new c(this.re / a.re, this.im / a.re);
-      if (Math.abs(a.re) < Math.abs(a.im))
+      if (Math.abs(a.re) < Math.abs(a.im)) //Workaound
         return (
           (b = a.re / a.im),
           (a = a.re * b + a.im),
@@ -255,31 +258,31 @@ Thanks "scratchfoundation" for the Timer <https://github.com/scratchfoundation/s
     },
     pow: function (a, b) {
       a = l(a, b);
-      b = 0 === this.re && 0 === this.im;
-      if (0 === a.re && 0 === a.im) return c.ONE;
+      if (0 === a.re && 0 === a.im) return c.ONE; //New 0^0 just dropped.
       if (0 === a.im) {
-        if (0 === this.im && 0 < this.re)
+        if (0 === this.im && 0 < this.re) //If (-real)^real, raise it.
           return new c(Math.pow(this.re, a.re), 0);
-        if (0 === this.re)
+        if (0 === this.re) //If imag^real, raise it.
           switch (((a.re % 4) + 4) % 4) {
             case 0:
-              return new c(Math.pow(this.im, a.re), 0);
+              return new c(Math.pow(this.im, a.re));
             case 1:
               return new c(0, Math.pow(this.im, a.re));
             case 2:
-              return new c(-Math.pow(this.im, a.re), 0);
+              return new c(-Math.pow(this.im, a.re));
             case 3:
               return new c(0, -Math.pow(this.im, a.re));
           }
       }
-      if (b && 0 < a.re) return c.ZERO;
-      const d = Math.atan2(this.im, this.re),
-        e = p(this.re, this.im);
+      b = this.isZero(); 
+      if (b && 0 < a.re) return c.ZERO; //0^positive = 0
+      const d = this.arg(), 
+        e = p(this.re, this.im); //Now it's a (e*∠d)^(a.re + a.im*i) problem
       b = Math.exp(a.re * e - a.im * d);
       a = a.im * e + a.re * d;
       return new c(b * Math.cos(a), b * Math.sin(a));
     },
-    sqrt: function () {
+    sqrt: function () { //I don't understand this trick
       const a = this.re,
         b = this.im;
       if (0 === b)
@@ -289,13 +292,13 @@ Thanks "scratchfoundation" for the Timer <https://github.com/scratchfoundation/s
       let e = Math.abs(b) / (2 * d);
       return 0 <= a ? new c(d, 0 > b ? -e : e) : new c(e, 0 > b ? -d : d);
     },
-    exp: function () {
+    exp: function () { //e^(a+bi) = e^a * ∠b 
       const a = Math.exp(this.re);
       return 0 === this.im
         ? new c(a, 0)
         : new c(a * Math.cos(this.im), a * Math.sin(this.im));
     },
-    expm1: function () {
+    expm1: function () { //For smaller inputs
       const a = this.re,
         b = this.im;
       var d = Math.expm1(a) * Math.cos(b);
@@ -321,9 +324,9 @@ Thanks "scratchfoundation" for the Timer <https://github.com/scratchfoundation/s
     log: function () {
       const a = this.re,
         b = this.im;
-      return 0 === b && 0 < a
-        ? new c(Math.log(a), 0)
-        : new c(p(a, b), Math.atan2(b, a));
+      return 0 === b && 0 < a 
+        ? new c(Math.log(a), 0) //Positive inputs acct as normal
+        : new c(p(a, b), Math.atan2(b, a)); //ln(r*∠q) =? ln(r) + iq 
     },
     abs: function () {
       return n(this.re, this.im);
@@ -331,7 +334,7 @@ Thanks "scratchfoundation" for the Timer <https://github.com/scratchfoundation/s
     arg: function () {
       return Math.atan2(this.im, this.re);
     },
-    sin: function () {
+    sin: function () { //I won't bother to comment on all the trigs.
       const a = this.re,
         b = this.im;
       return new c(Math.sin(a) * h(b), Math.cos(a) * k(b));
@@ -474,7 +477,7 @@ Thanks "scratchfoundation" for the Timer <https://github.com/scratchfoundation/s
     },
     atanh: function () {
       var a = this.re,
-        b = this.im;
+        b = this.im; 
       const d = 1 < a && 0 === b,
         e = 1 - a,
         g = 1 + a,
@@ -520,7 +523,7 @@ Thanks "scratchfoundation" for the Timer <https://github.com/scratchfoundation/s
         ? new c(a / d, -b / d).acosh()
         : new c(0 !== a ? a / 0 : 0, 0 !== b ? -b / 0 : 0).acosh();
     },
-    inverse: function () {
+    inverse: function () { //If you hate division
       if (this.isZero()) return c.INFINITY;
       if (this.isInfinite()) return c.ZERO;
       const a = this.re,
@@ -531,7 +534,7 @@ Thanks "scratchfoundation" for the Timer <https://github.com/scratchfoundation/s
     conjugate: function () {
       return new c(this.re, -this.im);
     },
-    neg: function () {
+    neg: function () { //If you hate subtraction
       return new c(-this.re, -this.im);
     },
     ceil: function (a) {
@@ -549,19 +552,19 @@ Thanks "scratchfoundation" for the Timer <https://github.com/scratchfoundation/s
     equals: function (a, b) {
       a = l(a, b);
       return (
-        Math.abs(a.re - this.re) <= c.EPSILON &&
+        Math.abs(a.re - this.re) <= c.EPSILON && //Small error just in case.
         Math.abs(a.im - this.im) <= c.EPSILON
       );
     },
-    clone: function () {
+    clone: function () { //For the OG Complex.js
       return new c(this.re, this.im);
     },
-    toString: function () {
+    toString: function () { /** Check later to see why */
+      if (this.isNaN()) return "NaN";
+      if (this.isInfinite()) return "Infinity";
       let a = this.re,
         b = this.im,
         d = "";
-      if (this.isNaN()) return "NaN";
-      if (this.isInfinite()) return "Infinity";
       Math.abs(a) < c.EPSILON && (a = 0);
       Math.abs(b) < c.EPSILON && (b = 0);
       if (0 === b) return d + a;
@@ -573,7 +576,7 @@ Thanks "scratchfoundation" for the Timer <https://github.com/scratchfoundation/s
       1 !== b && (d += b);
       return d + "i";
     },
-    toVector: function () {
+    toVector: function () { //Arrays
       return [this.re, this.im];
     },
     valueOf: function () {
@@ -591,24 +594,70 @@ Thanks "scratchfoundation" for the Timer <https://github.com/scratchfoundation/s
     isInfinite: function () {
       return !this.isFinite();
     },
-  };
+    /**
+        The following are custom methods for this very job. Here are the:
+    */
+    mod: function (a, b) { //Short for modulus. Expect the remainder of their division.
+      a = new c(a, b);
+      b = this.div(a);
+      return this.sub(a.mul(Math.floor(b.re), Math.floor(b.im)));
+    },
+    cis: function () { //Extension of the parser's arg/phi. Expect the complex angle.
+      let cs = Math.exp(-this.im);
+      return new c(Math.cos(this.re) * cs, Math.sin(this.re) * cs);
+    },
+    dir: function () { //Short for Direction. Don't ask why.
+     return this.sign().log().mul(0, -1);
+    },
+    root: function (a, b) { //Still in the works
+      var rt = l(a, b);
+	  let this_0 = this.isZero();
+	  let this_inf = this.isInfinite();
+	  if (rt.re == 0 && rt.im == 0) return c.INFINITY;
+	  if (!(isFinite(rt.re) && isFinite(rt.im))) return c.ZERO;
+      return this.pow(Complex(COMPLEX1).inverse())
+    },
+	/*
+    inverse: function () {
+      if (this.isZero()) return c.INFINITY;
+      if (this.isInfinite()) return c.ZERO;
+      const a = this.re,
+        b = this.im,
+        d = a * a + b * b;
+      return new c(a / d, -b / d);
+    },*/
+    trunc: function (a) { //Short for Truncation. It erases all decimals
+      a = Math.pow(10, a || 0);
+      return new c(Math.trunc(this.re * a) / a, Math.trunc(this.im * a) / a);
+     },
+  }
   c.ZERO = new c(0, 0);
   c.ONE = new c(1, 0);
-  c.I = new c(0, 1);
-  c.PI = new c(Math.PI, 0);
-  c.E = new c(Math.E, 0);
   c.INFINITY = new c(Infinity, Infinity);
   c.NAN = new c(NaN, NaN);
-  c.EPSILON = 1e-15;
+  c.EPSILON = 5e-16;
+  c.SQRT2PI = new c(Math.sqrt(2 * Math.PI));
+  c.ROOT3 = new c(-0.5, 0.8660254037844386);
+  c.GOLDEN = new c(1.618033988749895);
+  c.SILVER = new c(-0.618033988749895);
   const Complex = c;
 
-  function coolCis(ANGLE) {
-    // e^ix trick
-    const angle = Complex(ANGLE);
-    const result = Complex({ arg: angle.re, abs: 1 }).mul(Math.exp(-angle.im));
-    return result;
+var P = [
+  Complex(0.99999999999980993),
+  Complex(676.5203681218851), Complex(-1259.1392167224028), Complex(771.32342877765313),
+  Complex(-176.61502916214059), Complex(12.507343278686905), Complex(-0.13857109526572012),
+  Complex(9.9843695780195716e-6), Complex(1.5056327351493116e-7)];
+
+function gamma(a, b) {
+  var z = new c(a, b);
+  z = z.sub(1);
+  var x = P[0];
+  var t = z.add(7.5);
+  for (var i = 1; i < P.length; i++) {
+    x = x.add(P[i].div(z.add(i)));
   }
-  const twoPi = Math.PI * 2;
+  return c.SQRT2PI.mul(t.pow(z.add(0.5))).mul(t.neg().exp()).mul(x);
+}
 
   function classicFac(x) {
     // 1*2*3*4*...*x
@@ -616,25 +665,20 @@ Thanks "scratchfoundation" for the Timer <https://github.com/scratchfoundation/s
     if (x == 0 || x == 1) return 1;
     return classicFac(x - 1) * x;
   }
-
   function factorial(z, t) {
-    // For non-naturals numbers
-    if (z.im == 0 && Number.isInteger(z.re)) {
-      return classicFac(z.re);
-    }
-    var x = 1,
-      y = 0;
     for (let i = 1; i <= t; i++) {
-      const a = Complex(x, y).mul(
-        Complex(1 + 1 / i)
-          .pow(z)
-          .div(z.div(i).add(1))
-      );
-      x = a.re;
-      y = a.im;
+      const numerator = c(1 + 1 / i).pow(z);
+      const denominator = z.div(i).add(1);
+      if (denominator.equals(0)) {
+        throw new Error(`Division by zero at i=${i}`);
+      }
+      z = z.mul(numerator.div(denominator));
     }
-    return Complex(x, y).toString();
+    return z;
   }
+  const menuIconURI= 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"
+
+  const converter = {'_all': ["degs to rads", "π", "rads to degs"], "degs to rads":0.017453292519943295, "π":3.141592653589793, "rads to degs":57.29577951308232}
 
   class ComplexityExtension {
     constructor() {
@@ -664,24 +708,27 @@ Thanks "scratchfoundation" for the Timer <https://github.com/scratchfoundation/s
         "asech",
         "acsch",
       ]; // Used to make the menu look more clean.
-      this.terms = 100000;
-      this.noSpacing = true;
+      this.noSpacing = false;
+      this.advanced = false;
+      this.devTools = true; /**** DON'T SET TO FALSE ****/
+      this.terms = 100000; /** ignore pls **/
       try {
+        console.log("Loading Complexify...");
+        console.log(window);
         if (typeof window.Complex !== "undefined") {
           this.Complex = window.Complex;
-          console.log("We've complexified!");
+          console.log("Complexified Successfully! Hooray!");
         } else {
-          console.log("This is out of our complex window");
+          console.log("The complex is out of the window!");
         }
       } catch (e) {
-        console.log("We've had a complex error!:", e);
+        console.log("Complexify had a complex error!");
+        console.log(e);
       }
       if (!this) {
         console.error(
-          "`this` isn't correctly bounded in the complex constructor"
+          "`this` isn't bounded enough for the complex constructor"
         );
-      } else {
-        console.log(this);
       }
     }
 
@@ -689,20 +736,31 @@ Thanks "scratchfoundation" for the Timer <https://github.com/scratchfoundation/s
       return {
         id: "kenayComplexify",
         name: Scratch.translate("Complexify!"),
-        color1: "#964b99",
-        menuIconURI:
-          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+        docsURI: "https://sites.google.com/view/complexity/complexity/complexify-js/",
+        color1: "#77549f",
+        menuIconURI,
         blocks: [
+          {
+            blockType: Scratch.BlockType.LABEL,
+            text: Scratch.translate("The protagonist"),
+          },
           {
             opcode: "Complexity",
             blockType: Scratch.BlockType.REPORTER,
-            text: Scratch.translate("Complexify [REAL] [IMAG]"),
+            text: Scratch.translate("complex [REAL] [IMAG]"),
             arguments: {
               REAL: { type: Scratch.ArgumentType.NUMBER, defaultValue: "3" },
               IMAG: { type: Scratch.ArgumentType.NUMBER, defaultValue: "4" },
             },
           },
-          "---",
+          {
+            blockType: Scratch.BlockType.BUTTON,
+            func: 'toggleAdvancedBlocks',
+            text: this.advanced
+              ? 'Show Advanced Blocks' 
+              : 'Hide Advanced Blocks',
+            hideFromPalette: this.devTools
+          },
           {
             blockType: Scratch.BlockType.LABEL,
             text: Scratch.translate("Rectangular Tools"),
@@ -710,7 +768,7 @@ Thanks "scratchfoundation" for the Timer <https://github.com/scratchfoundation/s
           {
             opcode: "rectComplex",
             blockType: Scratch.BlockType.REPORTER,
-            text: Scratch.translate("[REAL] + [IMAG] 𝙞"),
+            text: Scratch.translate("[REAL] + [IMAG] i"),
             arguments: {
               REAL: { type: Scratch.ArgumentType.STRING, defaultValue: "3" },
               IMAG: { type: Scratch.ArgumentType.STRING, defaultValue: "4" },
@@ -719,7 +777,7 @@ Thanks "scratchfoundation" for the Timer <https://github.com/scratchfoundation/s
           {
             opcode: "reComplex",
             blockType: Scratch.BlockType.REPORTER,
-            text: Scratch.translate("Real Part of [COMPLEX]"),
+            text: Scratch.translate("real part of [COMPLEX]"),
             arguments: {
               COMPLEX: {
                 type: Scratch.ArgumentType.STRING,
@@ -730,7 +788,7 @@ Thanks "scratchfoundation" for the Timer <https://github.com/scratchfoundation/s
           {
             opcode: "imComplex",
             blockType: Scratch.BlockType.REPORTER,
-            text: Scratch.translate("Im. Part of [COMPLEX]"),
+            text: Scratch.translate("imaginary part of [COMPLEX]"),
             arguments: {
               COMPLEX: {
                 type: Scratch.ArgumentType.STRING,
@@ -741,7 +799,7 @@ Thanks "scratchfoundation" for the Timer <https://github.com/scratchfoundation/s
           {
             opcode: "conjugateComplex",
             blockType: Scratch.BlockType.REPORTER,
-            text: Scratch.translate("Conjugate of [COMPLEX]"),
+            text: Scratch.translate("conjugate of [COMPLEX]"),
             arguments: {
               COMPLEX: {
                 type: Scratch.ArgumentType.STRING,
@@ -751,7 +809,7 @@ Thanks "scratchfoundation" for the Timer <https://github.com/scratchfoundation/s
           },
           {
             blockType: Scratch.BlockType.LABEL,
-            text: Scratch.translate("Five basic operations"),
+            text: Scratch.translate("The Binary operations"),
           },
           {
             opcode: "addComplex",
@@ -786,7 +844,7 @@ Thanks "scratchfoundation" for the Timer <https://github.com/scratchfoundation/s
           {
             opcode: "multiplyComplex",
             blockType: Scratch.BlockType.REPORTER,
-            text: Scratch.translate("[COMPLEX1] × [COMPLEX2]"),
+            text: Scratch.translate("[COMPLEX1] x [COMPLEX2]"),
             arguments: {
               COMPLEX1: {
                 type: Scratch.ArgumentType.STRING,
@@ -813,10 +871,11 @@ Thanks "scratchfoundation" for the Timer <https://github.com/scratchfoundation/s
               },
             },
           },
+          "---",
           {
             opcode: "moduloComplex",
             blockType: Scratch.BlockType.REPORTER,
-            text: Scratch.translate("[COMPLEX1] % [COMPLEX2]"),
+            text: Scratch.translate("[COMPLEX1] mod [COMPLEX2]"),
             arguments: {
               COMPLEX1: {
                 type: Scratch.ArgumentType.STRING,
@@ -827,40 +886,61 @@ Thanks "scratchfoundation" for the Timer <https://github.com/scratchfoundation/s
                 defaultValue: "1+2i",
               },
             },
+            hideFromPalette: this.advanced,
           },
-          "---", //I don't know what to name this, just a placeholder
           {
-            opcode: "negComplex",
+            opcode: "powComplex",
             blockType: Scratch.BlockType.REPORTER,
-            text: Scratch.translate("Negative [COMPLEX]"),
+            text: Scratch.translate("[COMPLEX1] ^ [COMPLEX2]"),
             arguments: {
-              COMPLEX: {
+              COMPLEX1: {
                 type: Scratch.ArgumentType.STRING,
-                defaultValue: "3+4i",
+                defaultValue: "2+i",
+              },
+              COMPLEX2: {
+                type: Scratch.ArgumentType.STRING,
+                defaultValue: "3",
               },
             },
-            description: "Negates the Complex",
+            hideFromPalette: this.advanced,
           },
           {
-            opcode: "inverseComplex",
+            opcode: "rootComplex",
             blockType: Scratch.BlockType.REPORTER,
-            text: Scratch.translate("Inverse of [COMPLEX]"),
+            text: Scratch.translate("[COMPLEX1] √ [COMPLEX2]"),
             arguments: {
-              COMPLEX: {
+              COMPLEX1: {
                 type: Scratch.ArgumentType.STRING,
-                defaultValue: "3+4i",
+                defaultValue: "3",
+              },
+              COMPLEX2: {
+                type: Scratch.ArgumentType.STRING,
+                defaultValue: "2+11i",
               },
             },
-            description: "Inverses the Complex",
+            hideFromPalette: this.advanced,
+          },
+          {
+            opcode: "logComplex",
+            blockType: Scratch.BlockType.REPORTER,
+            text: Scratch.translate("log [BASE] of [INPUT]"),
+            arguments: {
+              BASE: { type: Scratch.ArgumentType.STRING, defaultValue: "2+i" },
+              INPUT: {
+                type: Scratch.ArgumentType.STRING,
+                defaultValue: "2+11i",
+              },
+            },
+            hideFromPalette: this.advanced,
           },
           {
             blockType: Scratch.BlockType.LABEL,
-            text: Scratch.translate("Polar Tools"),
+            text: Scratch.translate("The Polar Tools"),
           },
           {
             opcode: "polarComplex",
             blockType: Scratch.BlockType.REPORTER,
-            text: Scratch.translate("Polar [RADIUS] ∠ [ANGLE]"),
+            text: Scratch.translate("polar [RADIUS] ∠ [ANGLE]"),
             arguments: {
               RADIUS: { type: Scratch.ArgumentType.STRING, defaultValue: 5 },
               ANGLE: {
@@ -872,7 +952,7 @@ Thanks "scratchfoundation" for the Timer <https://github.com/scratchfoundation/s
           {
             opcode: "absComplex",
             blockType: Scratch.BlockType.REPORTER,
-            text: Scratch.translate("Magnitude of [COMPLEX]"),
+            text: Scratch.translate("magnitude of [COMPLEX]"),
             arguments: {
               COMPLEX: {
                 type: Scratch.ArgumentType.STRING,
@@ -883,7 +963,7 @@ Thanks "scratchfoundation" for the Timer <https://github.com/scratchfoundation/s
           {
             opcode: "complexSign",
             blockType: Scratch.BlockType.REPORTER,
-            text: Scratch.translate("Sign of [COMPLEX]"),
+            text: Scratch.translate("sign of [COMPLEX]"),
             arguments: {
               COMPLEX: {
                 type: Scratch.ArgumentType.STRING,
@@ -905,23 +985,26 @@ Thanks "scratchfoundation" for the Timer <https://github.com/scratchfoundation/s
           {
             opcode: "argComplex",
             blockType: Scratch.BlockType.REPORTER,
-            text: Scratch.translate("Argument of [COMPLEX]"),
+            text: Scratch.translate("argument of [COMPLEX]"),
             arguments: {
               COMPLEX: {
                 type: Scratch.ArgumentType.STRING,
                 defaultValue: "3+4i",
               },
             },
+            hideFromPalette: this.advanced,
           },
           "---",
           {
             blockType: Scratch.BlockType.LABEL,
-            text: Scratch.translate("Spacing"),
+            text: Scratch.translate("The Spacing"),
+            hideFromPalette: this.advanced,
           },
           {
             opcode: "stateSpacing",
             blockType: Scratch.BlockType.BOOLEAN,
             text: Scratch.translate("spacing"),
+            hideFromPalette: this.advanced,
           },
           {
             opcode: "switchSpacing",
@@ -930,75 +1013,59 @@ Thanks "scratchfoundation" for the Timer <https://github.com/scratchfoundation/s
             arguments: {
               Sw: { type: Scratch.ArgumentType.STRING, menu: "spacing" },
             },
+            hideFromPalette: this.advanced,
           },
+          "---",
           {
             blockType: Scratch.BlockType.LABEL,
-            text: Scratch.translate("Exponents"),
+            text: Scratch.translate("The Unary Operations"),
           },
           {
-            opcode: "powComplex",
+            opcode: "negComplex",
             blockType: Scratch.BlockType.REPORTER,
-            text: Scratch.translate("[COMPLEX1] ^ [COMPLEX2]"),
+            text: Scratch.translate("negative [COMPLEX]"),
             arguments: {
-              COMPLEX1: {
-                type: Scratch.ArgumentType.STRING,
-                defaultValue: "2+i",
-              },
-              COMPLEX2: {
+              COMPLEX: {
                 type: Scratch.ArgumentType.STRING,
-                defaultValue: "3",
+                defaultValue: "3+4i",
               },
             },
+            description: "Negates the Complex",
           },
           {
-            opcode: "expComplex",
+            opcode: "inverseComplex",
             blockType: Scratch.BlockType.REPORTER,
-            text: Scratch.translate("exp [COMPLEX]"),
+            text: Scratch.translate("inverse [COMPLEX]"),
             arguments: {
               COMPLEX: {
                 type: Scratch.ArgumentType.STRING,
                 defaultValue: "3+4i",
               },
             },
+            description: "Inverses the Complex",
           },
           {
-            opcode: "rootComplex",
+            opcode: "expComplex",
             blockType: Scratch.BlockType.REPORTER,
-            text: Scratch.translate("[COMPLEX1] √ [COMPLEX2]"),
+            text: Scratch.translate("exp [COMPLEX]"),
             arguments: {
-              COMPLEX1: {
-                type: Scratch.ArgumentType.STRING,
-                defaultValue: "3",
-              },
-              COMPLEX2: {
+              COMPLEX: {
                 type: Scratch.ArgumentType.STRING,
-                defaultValue: "2+11i",
+                defaultValue: "3+4i",
               },
             },
+            hideFromPalette: this.advanced,
           },
           {
             opcode: "sqrtComplex",
             blockType: Scratch.BlockType.REPORTER,
-            text: Scratch.translate("Square Root of [COMPLEX]"),
+            text: Scratch.translate("sqrt of [COMPLEX]"),
             arguments: {
               COMPLEX: {
                 type: Scratch.ArgumentType.STRING,
                 defaultValue: "3+4i",
               },
             },
-            description: "Finds the square root of the Complex",
-          },
-          {
-            opcode: "logComplex",
-            blockType: Scratch.BlockType.REPORTER,
-            text: Scratch.translate("log [BASE] of [INPUT]"),
-            arguments: {
-              BASE: { type: Scratch.ArgumentType.STRING, defaultValue: "2+i" },
-              INPUT: {
-                type: Scratch.ArgumentType.STRING,
-                defaultValue: "2+11i",
-              },
-            },
           },
           {
             opcode: "lnComplex",
@@ -1010,20 +1077,19 @@ Thanks "scratchfoundation" for the Timer <https://github.com/scratchfoundation/s
                 defaultValue: "3+4i",
               },
             },
-            description: "Finds the natural logarithm of the Complex",
+            hideFromPalette: this.advanced,
           },
           "---",
           {
             filter: [Scratch.TargetType.SPRITE], //Just in case
             blockType: Scratch.BlockType.LABEL,
-            text: Scratch.translate("Motion"),
+            text: Scratch.translate("The Motion"),
           },
-
           {
             filter: [Scratch.TargetType.SPRITE],
             opcode: "getPosition",
             blockType: Scratch.BlockType.REPORTER,
-            text: Scratch.translate("Complex Position"),
+            text: Scratch.translate("complex Position"),
           },
           {
             filter: [Scratch.TargetType.SPRITE],
@@ -1057,6 +1123,7 @@ Thanks "scratchfoundation" for the Timer <https://github.com/scratchfoundation/s
             arguments: {
               COMPLEX: { type: Scratch.ArgumentType.STRING, defaultValue: 5 },
             },
+            hideFromPalette: this.advanced,
           },
           {
             filter: [Scratch.TargetType.SPRITE],
@@ -1070,6 +1137,7 @@ Thanks "scratchfoundation" for the Timer <https://github.com/scratchfoundation/s
                 defaultValue: "0.9272952180016123",
               },
             },
+            hideFromPalette: this.advanced,
           },
           {
             filter: [Scratch.TargetType.SPRITE],
@@ -1083,11 +1151,13 @@ Thanks "scratchfoundation" for the Timer <https://github.com/scratchfoundation/s
               },
               SECS: { type: Scratch.ArgumentType.NUMBER, defaultValue: 1 },
             },
+            hideFromPalette: this.advanced,
           },
           "---",
           {
             blockType: Scratch.BlockType.LABEL,
-            text: Scratch.translate("Trigonometry and decimals"),
+            text: Scratch.translate("The Trigonometry"),
+            hideFromPalette: this.advanced,
           },
           {
             opcode: "trigOfComplex",
@@ -1100,35 +1170,22 @@ Thanks "scratchfoundation" for the Timer <https://github.com/scratchfoundation/s
               },
               TRIG: { type: Scratch.ArgumentType.STRING, menu: "trigs" },
             },
+            hideFromPalette: this.advanced,
           },
           {
             opcode: "convertComplex",
             blockType: Scratch.BlockType.REPORTER,
-            text: Scratch.translate("Find [ANGLE] [TOSMTH]"),
+            text: Scratch.translate("find [ANGLE] [TOSMTH]"),
             arguments: {
               ANGLE: { type: Scratch.ArgumentType.STRING, defaultValue: "30" },
               TOSMTH: { type: Scratch.ArgumentType.STRING, menu: "angles" },
             },
-          },
-          {
-            opcode: "decimalComplex",
-            blockType: Scratch.BlockType.REPORTER,
-            text: Scratch.translate("Digit [OPERATION] [COMPLEX]"),
-            arguments: {
-              COMPLEX: {
-                type: Scratch.ArgumentType.STRING,
-                defaultValue: "3.00000004+3.999999996i",
-              },
-              OPERATION: {
-                type: Scratch.ArgumentType.STRING,
-                menu: "decTools",
-              },
-            },
+            hideFromPalette: this.advanced,
           },
           "---",
           {
             blockType: Scratch.BlockType.LABEL,
-            text: Scratch.translate("Booleans"),
+            text: Scratch.translate("The Equalities"),
           },
           {
             opcode: "equalsComplex",
@@ -1169,8 +1226,9 @@ Thanks "scratchfoundation" for the Timer <https://github.com/scratchfoundation/s
           },
           "---",
           {
+            text: Scratch.translate("The Strings"), //For others extensions to use
             blockType: Scratch.BlockType.LABEL,
-            text: Scratch.translate("Strings"), //For others extensions to use
+            hideFromPalette: this.advanced,
           },
           {
             opcode: "complexArray",
@@ -1182,6 +1240,7 @@ Thanks "scratchfoundation" for the Timer <https://github.com/scratchfoundation/s
                 defaultValue: "3+4i",
               },
             },
+            hideFromPalette: this.advanced,
           },
           {
             opcode: "complexJSON",
@@ -1193,15 +1252,61 @@ Thanks "scratchfoundation" for the Timer <https://github.com/scratchfoundation/s
                 defaultValue: "3+4i",
               },
             },
+            hideFromPalette: this.advanced,
           },
           {
             blockType: Scratch.BlockType.LABEL,
-            text: Scratch.translate("Vectors"),
+            text: Scratch.translate("The LeftOvers"),
+          },
+          {
+            opcode: "decimalComplex",
+            blockType: Scratch.BlockType.REPORTER,
+            text: Scratch.translate("[OPERATION] [COMPLEX] to [DECIMALS] decimals"),
+            arguments: {
+              COMPLEX: {
+                type: Scratch.ArgumentType.STRING,
+                defaultValue: "3.000004+3.999996i",
+              },
+              OPERATION: {
+                type: Scratch.ArgumentType.STRING,
+                menu: "decTools",
+              },
+              DECIMALS: {
+                type: Scratch.ArgumentType.NUMBER,
+				defaultValue: 4
+              },
+            },
+            hideFromPalette: this.advanced,
+          },
+          {
+            opcode: "rootNo3",
+            blockType: Scratch.BlockType.REPORTER,
+            text: Scratch.translate("ω"),
+            hideFromPalette: this.advanced,
+          },
+          {
+            opcode: "goldenComplex",
+            blockType: Scratch.BlockType.REPORTER,
+            text: Scratch.translate("φ"),
+            hideFromPalette: this.advanced,
+          },
+          "---",
+          {
+            opcode: "fibonacciComplex",
+            blockType: Scratch.BlockType.REPORTER,
+            text: Scratch.translate("Fibonacci [COMPLEX]"),
+            arguments: {
+              COMPLEX: {
+                type: Scratch.ArgumentType.STRING,
+                defaultValue: "3+4i",
+              },
+            },
+            hideFromPalette: this.advanced,
           },
           {
             opcode: "mulVectorAroundPoint",
             blockType: Scratch.BlockType.REPORTER,
-            text: Scratch.translate("Mul [VECTOR] around [POINT] by [FACTOR]"),
+            text: Scratch.translate("mul [VECTOR] around [POINT] by [FACTOR]"),
             arguments: {
               VECTOR: {
                 type: Scratch.ArgumentType.STRING,
@@ -1213,12 +1318,13 @@ Thanks "scratchfoundation" for the Timer <https://github.com/scratchfoundation/s
               },
               FACTOR: { type: Scratch.ArgumentType.STRING, defaultValue: 2 },
             },
+            hideFromPalette: this.advanced,
           },
           {
             opcode: "rotateVectorAroundPoint",
             blockType: Scratch.BlockType.REPORTER,
             text: Scratch.translate(
-              "Rotate [VECTOR] around [POINT] by angle [ANGLE]"
+              "rotate [VECTOR] around [POINT] by angle [ANGLE]"
             ),
             arguments: {
               VECTOR: {
@@ -1234,61 +1340,141 @@ Thanks "scratchfoundation" for the Timer <https://github.com/scratchfoundation/s
                 defaultValue: 3.141592653589793,
               },
             },
+            hideFromPalette: this.advanced,
+          },
+          {
+            opcode: "smallEnough",
+            blockType: Scratch.BlockType.REPORTER,
+            text: Scratch.translate("Pretty small"),
           },
           "---",
           {
-            blockType: Scratch.BlockType.LABEL,
-            text: Scratch.translate("Factorials"),
-            hideFromPalette: true,
+            opcode: "gammaAprox",
+            blockType: Scratch.BlockType.REPORTER,
+            text: Scratch.translate("aprox. Γ [COMPLEX]"),
+            arguments: {
+              COMPLEX: {
+                type: Scratch.ArgumentType.STRING,
+                defaultValue: "3+4i",
+              },
+            },
+            hideFromPalette: this.advanced,
           },
           {
             opcode: "facOf",
             blockType: Scratch.BlockType.REPORTER,
-            text: Scratch.translate("[ZED] !"),
+            text: Scratch.translate("aprox. [COMPLEX]!"),
             arguments: {
-              ZED: { type: Scratch.ArgumentType.STRING, defaultValue: "3+4i" },
+              COMPLEX: {
+                type: Scratch.ArgumentType.STRING,
+                defaultValue: "3+4i",
+              },
             },
-            hideFromPalette: true,
+            hideFromPalette: this.devTools,
           },
           {
             opcode: "Tfac",
             blockType: Scratch.BlockType.REPORTER,
-            text: Scratch.translate("Terms of factorials"),
-            hideFromPalette: true,
+            text: Scratch.translate("factorial terms"),
+            hideFromPalette: this.devTools,
           },
           {
             opcode: "setTfac",
             blockType: Scratch.BlockType.COMMAND,
-            text: Scratch.translate("Set terms of factorials to [ZED]"),
+            text: Scratch.translate("set [COMPLEX] factorial terms"),
+            arguments: {
+              COMPLEX: {
+                type: Scratch.ArgumentType.NUMBER,
+                defaultValue: 2000,
+              },
+            },
+            hideFromPalette: this.devTools,
+          },
+          {
+            opcode: "empty",
+            blockType: Scratch.BlockType.COMMAND,
+            text: Scratch.translate("rem [smth]"),
+            color1: '#FFF099',
             arguments: {
-              ZED: { type: Scratch.ArgumentType.NUMBER, defaultValue: 100000 },
+              smth: {
+                type: Scratch.ArgumentType.STRING,
+                defaultValue: 'does nothing',
+              },
+            },
+            hideFromPalette: this.devTools,
+          },
+          {
+            opcode: "empty2",
+            blockType: Scratch.BlockType.COMMAND,
+            text: Scratch.translate("all [smth] blocks"),
+            arguments: {
+              smth: {
+                type: Scratch.ArgumentType.STRING,
+                defaultValue: 'type',
+              },
+            },
+            hideFromPalette: this.devTools,
+          },
+          {
+            opcode: "empty3",
+            blockType: Scratch.BlockType.COMMAND,
+            text: Scratch.translate("and all [smth] blocks"),
+            arguments: {
+              smth: {
+                type: Scratch.ArgumentType.STRING,
+                defaultValue: 'type',
+              },
             },
-            hideFromPalette: true,
+            hideFromPalette: this.devTools,
           },
         ],
         menus: {
-          spacing: {
+          spacing: { //For switchSpacing
             acceptReporters: true,
-            items: ["Switch", "Turn on", "Turn off"], //For convertComplex
+            items: ["switch", "turn on", "turn off"],
           },
-          trigs: { acceptReporters: true, items: this.trig }, //For trigOfComplex
-          angles: {
+          trigs: { //For trigOfComplex
             acceptReporters: true,
-            items: ["degs to rads", "𝜋", "rads to degs"], //For convertComplex
+            items: this.trig 
+          }, 
+          angles: { //For convertComplex
+            acceptReporters: true,
+            items: converter._all,
           },
-          decTools: {
+          decTools: { //For decimalComplex
             acceptReporters: true,
-            items: ["round up", "ceil of", "floor of"], //For decimalComplex
+            items: ['round', 'ceil of', 'floor of', 'truncate'],
           },
         },
       };
     }
 
+    empty() {}
+    empty2() {}
+    empty3() {}
+
+/**
+	We'll use toString() to return the Complex number with the **desired** math notation. 
+
+	[@Brackets-Coder]: May I ask why this is the case?
+
+	I see no problem.
+	If you remember Complex is a class, you know it'll returns objects.
+ 	Complex(-5, 1) might mean "-5+i", but it's actually a {re: -5, im: 1} in a really silly complex wrapper.
+	Rawify already made a .toString() method to get "-5+i", and we wanna use that.
+
+	So, we don't want "{re: -5, im: 1}", "[-5,1]" or weird "[object c]" thingies. We want "-5+i" _as is_.
+	Its pre-built .toString() method is the best option for this goal, to this very day.
+	Thus, no Scratch.Cast.toString() or anything as silly as that, because **.toString() will always do**.
+
+	Or, as [@yuri-kiss] said: We know the value it returns is going to be a string 'cause it's .toString().
+*/
+
     Complexity({ REAL, IMAG }) {
       REAL = Scratch.Cast.toNumber(REAL);
       IMAG = Scratch.Cast.toNumber(IMAG);
       try {
-        var r = Complex(REAL, IMAG).toString(); //Don't forget: toString(), not Scratch.cast.toString()
+        var r = Complex(REAL, IMAG).toString(); //Look!
         if (this.noSpacing) r = r.replace(/\s+/g, "");
         return r;
       } catch (e) {
@@ -1297,19 +1483,10 @@ Thanks "scratchfoundation" for the Timer <https://github.com/scratchfoundation/s
       }
     }
 
-    /**
-	We'll use toString() to return the Complex number with math notation. 
-	If you wonder why, remember Complex is a class, and hence, returns objects.
- 	So, new Complex(-5, 1) means "-5+i", but it actually shows {re: -5, im: 1}.
-	So, we don't want "{re: -5, im: 1}", "[-5,1]" or "[object Object]". We want "-5+i" as is.
- 	.toString() is the best option for this goal, to this day.
-  	Thus, no Scratch.Cast.toString() or anything like that, because .toString() will always do.
-*/
 
     rectComplex({ REAL, IMAG }) {
       try {
-        //Simplifies multiplication, as shown:
-        var r = Complex(IMAG).mul("i").add(Complex(REAL)).toString();
+        var r = Complex(IMAG).mul("i").add(REAL).toString();
         if (this.noSpacing) r = r.replace(/\s+/g, "");
         return r;
       } catch (e) {
@@ -1347,9 +1524,10 @@ Thanks "scratchfoundation" for the Timer <https://github.com/scratchfoundation/s
       }
     }
 
+
     addComplex({ COMPLEX1, COMPLEX2 }) {
       try {
-        var r = Complex(COMPLEX1).add(Complex(COMPLEX2)).toString();
+        var r = Complex(COMPLEX1).add(COMPLEX2).toString();
         if (this.noSpacing) r = r.replace(/\s+/g, "");
         return r;
       } catch (e) {
@@ -1360,7 +1538,7 @@ Thanks "scratchfoundation" for the Timer <https://github.com/scratchfoundation/s
 
     subtractComplex({ COMPLEX1, COMPLEX2 }) {
       try {
-        var r = Complex(COMPLEX1).sub(Complex(COMPLEX2)).toString();
+        var r = Complex(COMPLEX1).sub(COMPLEX2).toString();
         if (this.noSpacing) r = r.replace(/\s+/g, "");
         return r;
       } catch (e) {
@@ -1371,7 +1549,7 @@ Thanks "scratchfoundation" for the Timer <https://github.com/scratchfoundation/s
 
     multiplyComplex({ COMPLEX1, COMPLEX2 }) {
       try {
-        var r = Complex(COMPLEX1).mul(Complex(COMPLEX2)).toString();
+        var r = Complex(COMPLEX1).mul(COMPLEX2).toString();
         if (this.noSpacing) r = r.replace(/\s+/g, "");
         return r;
       } catch (e) {
@@ -1382,7 +1560,7 @@ Thanks "scratchfoundation" for the Timer <https://github.com/scratchfoundation/s
 
     divideComplex({ COMPLEX1, COMPLEX2 }) {
       try {
-        var r = Complex(COMPLEX1).div(Complex(COMPLEX2)).toString();
+        var r = Complex(COMPLEX1).div(COMPLEX2).toString();
         if (this.noSpacing) r = r.replace(/\s+/g, "");
         return r;
       } catch (e) {
@@ -1393,9 +1571,7 @@ Thanks "scratchfoundation" for the Timer <https://github.com/scratchfoundation/s
 
     moduloComplex({ COMPLEX1, COMPLEX2 }) {
       try {
-        const c1 = Complex(COMPLEX1),
-          c2 = Complex(COMPLEX2); // A/B = D +R/B [and R<B], so floor(A/B)=D
-        var r = c1.sub(c2.mul(c1.div(c2).floor())).toString(); // A   = DB+R   and thus R=A-B*(floor[A/B])
+        var r = Complex(COMPLEX1).mod(COMPLEX2).toString();
         if (this.noSpacing) r = r.replace(/\s+/g, "");
         return r;
       } catch (e) {
@@ -1428,7 +1604,7 @@ Thanks "scratchfoundation" for the Timer <https://github.com/scratchfoundation/s
 
     polarComplex({ RADIUS, ANGLE }) {
       try {
-        var r = coolCis(Complex(ANGLE)).mul(Complex(RADIUS)).toString();
+        var r = Complex(ANGLE).cis().mul(RADIUS).toString();
         if (this.noSpacing) r = r.replace(/\s+/g, "");
         return r;
       } catch (e) {
@@ -1459,7 +1635,7 @@ Thanks "scratchfoundation" for the Timer <https://github.com/scratchfoundation/s
 
     cisThingie({ ANGLE }) {
       try {
-        var r = coolCis(ANGLE).toString();
+        var r = Complex(ANGLE).cis().toString();
         if (this.noSpacing) r = r.replace(/\s+/g, "");
         return r;
       } catch (e) {
@@ -1470,10 +1646,8 @@ Thanks "scratchfoundation" for the Timer <https://github.com/scratchfoundation/s
 
     argComplex({ COMPLEX }) {
       try {
-        //There's an .arg() method, but it's a hidden direct Math.atan2()
-        return Complex(COMPLEX).sign().log().mul("-i");
+        return Complex(COMPLEX).dir();
       } catch (e) {
-        //So, -i*ln(sign[x]) is used for a little bit more presicion
         console.log(e);
         return NaN;
       }
@@ -1481,7 +1655,7 @@ Thanks "scratchfoundation" for the Timer <https://github.com/scratchfoundation/s
 
     powComplex({ COMPLEX1, COMPLEX2 }) {
       try {
-        var r = Complex(COMPLEX1).pow(Complex(COMPLEX2)).toString();
+        var r = Complex(COMPLEX1).pow(COMPLEX2).toString();
         if (this.noSpacing) r = r.replace(/\s+/g, "");
         return r;
       } catch (e) {
@@ -1599,23 +1773,19 @@ Thanks "scratchfoundation" for the Timer <https://github.com/scratchfoundation/s
 
     goAddComplex(args, util) {
       if (util.target.isStage) return;
-      const cInstance = Complex(args.COMPLEX);
-      util.target.setXY(
-        util.target.x + cInstance.re,
-        util.target.y + cInstance.im
-      );
+      const cInstance = Complex(util.target.x, util.target.y).add(args.COMPLEX);
+      util.target.setXY(cInstance.re, cInstance.im);
     }
 
     goToPolar(args, util) {
       if (util.target.isStage) return;
-      const cInstance = coolCis(args.ANGLY).mul(args.RADII);
+      const cInstance = Complex(args.ANGLY).cis().mul(args.RADII);
       util.target.setXY(cInstance.re, cInstance.im);
     }
 
     GoMulComplex(args, util) {
       if (util.target.isStage) return;
-      const cIn = Complex(args.COMPLEX);
-      const cInstance = Complex(util.target.x, util.target.y).mul(cIn);
+      const cInstance = Complex(util.target.x, util.target.y).mul(args.COMPLEX);
       util.target.setXY(cInstance.re, cInstance.im);
     }
 
@@ -1645,7 +1815,6 @@ Thanks "scratchfoundation" for the Timer <https://github.com/scratchfoundation/s
             util.stackFrame.finish.re,
             util.stackFrame.finish.im
           );
-          console.log("end");
         }
       } else {
         // We're starting! So, new Timer!
@@ -1675,12 +1844,15 @@ Thanks "scratchfoundation" for the Timer <https://github.com/scratchfoundation/s
           typeof cInstance[trigMethod] === "function"
         ) {
           const result = cInstance[trigMethod]();
-          if (result.isNaN()) return "Infinity";
+          if (result.isNaN()) {
+            if (cInstance.isNaN()) return "NaN";
+            return "Infinity";
+          };
           var r = result.toString();
           if (this.noSpacing) r = r.replace(/\s+/g, "");
           return r;
         } else {
-          return "0";
+          return NaN;
         }
       } catch (e) {
         console.log(e);
@@ -1693,45 +1865,39 @@ Thanks "scratchfoundation" for the Timer <https://github.com/scratchfoundation/s
         if (ANGLE == "") {
           return 0;
         }
-        const cInstance = Complex(ANGLE);
-        switch (TOSMTH) {
-          case "degs to rads":
-            if (cInstance.im == 0) {
-              return (cInstance.re * 0.017453292519943295) % twoPi;
-            }
-            return cInstance.mul(0.017453292519943295).toString();
-          case "𝜋":
-            return cInstance.mul(3.141592653589793).toString();
-          case "rads to degs":
-            if (cInstance.im == 0) {
-              return (cInstance.re * 57.29577951308232) % 360;
-            }
-            return cInstance.mul(57.29577951308232).toString();
-          default:
-            return NaN;
-        }
+        var r = Complex(ANGLE).mul(converter[TOSMTH]).toString();
+        if (this.noSpacing) r = r.replace(/\s+/g, "");
+        return r;
       } catch (e) {
         console.log(e);
         return 0;
       }
     }
 
-    decimalComplex({ COMPLEX, OPERATION }) {
+    decimalComplex({ COMPLEX, OPERATION, DECIMALS }) {
       const complex = Complex(COMPLEX);
       OPERATION = OPERATION.toLowerCase();
+      let D = DECIMALS;
       var r;
       switch (OPERATION) {
+        case "round up":
+        case "round":
+          r = complex.round(D).toString();
+          break;
+        case "ceil of":
         case "ceil":
-          r = complex.ceil().toString();
+          r = complex.ceil(D).toString();
           break;
+        case "floor of":
         case "floor":
-          r = complex.floor().toString();
+          r = complex.floor(D).toString();
           break;
-        case "round":
-          r = complex.round().toString();
+        case "truncate":
+        case "trunc":
+          r = complex.trunc(D).toString();
           break;
         default:
-          r = 0;
+          return NaN;
       }
       if (this.noSpacing) r = r.replace(/\s+/g, "");
       return r;
@@ -1739,7 +1905,7 @@ Thanks "scratchfoundation" for the Timer <https://github.com/scratchfoundation/s
 
     equalsComplex({ COMPLEX1, COMPLEX2 }) {
       try {
-        return Complex(COMPLEX1).equals(Complex(COMPLEX2));
+        return Complex(COMPLEX1).equals(COMPLEX2);
       } catch (e) {
         console.log(e);
         return false;
@@ -1748,7 +1914,7 @@ Thanks "scratchfoundation" for the Timer <https://github.com/scratchfoundation/s
 
     isNaNComplex({ COMPLEX }) {
       try {
-        return Complex(COMPLEX).isNaN();
+        return COMPLEX == 'NaN' || Complex(COMPLEX).isNaN();
       } catch (e) {
         console.log(e);
         return false;
@@ -1757,7 +1923,7 @@ Thanks "scratchfoundation" for the Timer <https://github.com/scratchfoundation/s
 
     isFiniteComplex({ COMPLEX }) {
       try {
-        return Complex(COMPLEX).isFinite();
+        return COMPLEX != 'Infinity' || Complex(COMPLEX).isFinite();
       } catch (e) {
         console.log(e);
         return false;
@@ -1766,8 +1932,7 @@ Thanks "scratchfoundation" for the Timer <https://github.com/scratchfoundation/s
 
     complexArray({ COMPLEX }) {
       try {
-        const z = Complex(COMPLEX);
-        return "[" + z.re + "," + z.im + "]";
+        return JSON.stringify(Complex(COMPLEX).toVector());
       } catch (e) {
         console.log(e);
         return NaN;
@@ -1776,8 +1941,7 @@ Thanks "scratchfoundation" for the Timer <https://github.com/scratchfoundation/s
 
     complexJSON({ COMPLEX }) {
       try {
-        const z = Complex(COMPLEX);
-        return JSON.stringify({ re: z.re, im: z.im });
+		return JSON.stringify(Complex(COMPLEX));
       } catch (e) {
         console.log(e);
         return NaN;
@@ -1787,9 +1951,9 @@ Thanks "scratchfoundation" for the Timer <https://github.com/scratchfoundation/s
     mulVectorAroundPoint({ VECTOR, POINT, FACTOR }) {
       try {
         var r = Complex(VECTOR)
-          .sub(Complex(POINT))
-          .mul(Complex(FACTOR))
-          .add(Complex(POINT))
+          .sub(POINT)
+          .mul(FACTOR)
+          .add(POINT)
           .toString();
         if (this.noSpacing) r = r.replace(/\s+/g, "");
         return r;
@@ -1802,9 +1966,9 @@ Thanks "scratchfoundation" for the Timer <https://github.com/scratchfoundation/s
     rotateVectorAroundPoint({ VECTOR, POINT, ANGLE }) {
       try {
         var r = Complex(VECTOR)
-          .sub(Complex(POINT))
-          .mul(coolCis(Complex(ANGLE)))
-          .add(Complex(POINT))
+          .sub(POINT)
+          .mul(Complex(ANGLE).cis())
+          .add(POINT)
           .toString();
         if (this.noSpacing) r = r.replace(/\s+/g, "");
         return r;
@@ -1814,13 +1978,43 @@ Thanks "scratchfoundation" for the Timer <https://github.com/scratchfoundation/s
       }
     }
 
+    rootNo3() {
+      if (this.noSpacing) return "-0.5+0.8660254037844386i";
+      return "-0.5 + 0.8660254037844386i";
+    }
+    smallEnough() {
+      return c.EPSILON;
+    }
+    goldenComplex() {
+      return "1.618033988749895";
+    }
+
+    fibonacciComplex({ COMPLEX }) {
+      var r = c.GOLDEN.pow(COMPLEX).sub(c.SILVER.pow(COMPLEX)).div(2.23606797749979).toString()
+      if (this.noSpacing) r = r.replace(/\s+/g, "");
+      return r;
+    }
+
+    toggleAdvancedBlocks() {
+      this.advanced = !this.advanced;
+      this.devTools = true;
+      Scratch.vm.extensionManager.refreshBlocks();
+    }
+
     /**
 	The following is the v3 of the Factorial function. 
-	The day it's fast, efficient and right , it'll see the light of day.
+	The day it's fast, efficient and right, it'll see the light of day.
   */
-    facOf({ ZED }) {
+
+    gammaAprox({ COMPLEX }) { //Used in the extension
+      var r = gamma(COMPLEX).toString();
+      if (this.noSpacing) r = r.replace(/\s+/g, "");
+      return r;
+    }
+
+    facOf({ COMPLEX }) {
       try {
-        var r = factorial(Complex(ZED), this.terms).toString();
+        var r = factorial(Complex(COMPLEX), this.terms).toString();
         if (this.noSpacing) r = r.replace(/\s+/g, "");
         return r;
       } catch (e) {
@@ -1828,7 +2022,6 @@ Thanks "scratchfoundation" for the Timer <https://github.com/scratchfoundation/s
         return NaN;
       }
     }
-
     Tfac() {
       try {
         return this.terms;
@@ -1837,15 +2030,48 @@ Thanks "scratchfoundation" for the Timer <https://github.com/scratchfoundation/s
         return NaN;
       }
     }
-
-    setTfac({ ZED }) {
-      ZED = Scratch.Cast.toNumber(ZED);
-      try {
-        if (ZED >= 0 && Number.isInteger(ZED)) this.terms = ZED;
-      } catch (e) {
-        console.log(e);
+    setTfac({ COMPLEX }) {
+      let ZED = Scratch.Cast.toNumber(COMPLEX);
+    if (ZED < 0) return;
+      if (Number.isInteger(ZED)) {
+        this.terms = ZED;
+      } else {
+        this.terms = Math.trunc(ZED)
       }
     }
   }
+
+  //Gradient Patch by 0znzw & SharkPool [thanks]
+  if (Scratch.gui) Scratch.gui.getBlockly().then((SB) => {
+    const svg = document.createElement("div");
+    svg.innerHTML = `<svg><defs>
+        <linearGradient x1="50" y1="0" x2="150" y2="50" gradientUnits="userSpaceOnUse" id="kenayComplexify-GRAD">
+        <stop offset="0" stop-color="#9465bf"/><stop offset="0.5" stop-color="#893fbc"/></linearGradient>
+      </defs></svg>`; //Remember the id!
+    document.body.appendChild(svg);
+    if (!SB?.SPgradients?.patched) //{
+      // Patching...
+      SB.SPgradients = { gradientUrls: {}, patched: false };
+      const BSP = SB.BlockSvg.prototype, BSPR = BSP.render;
+      BSP.render = function(...args) {
+        /* calls the global ReduxStore */
+        const blockTheme = ReduxStore.getState().scratchGui?.theme?.theme?.blocks;
+        const res = BSPR.apply(this, args);
+        let category;
+        if (this?.svgPath_ && this?.category_ && (category = this.type.slice(0, this.type.indexOf("_"))) && SB.SPgradients.gradientUrls[category]) {
+          // Cool checks, could we add more?
+            this.svgPath_.setAttribute("fill", "url(#kenayComplexify-GRAD)"); //gradient id
+            if (blockTheme === "dark") {
+              this.svgPath_.setAttribute("fill-opacity", ".5");
+              this.svgPath_.setAttribute("stroke", "#0daaff");
+          }
+        }
+        return res;
+      }
+      SB.SPgradients.patched = true;
+    //}
+    SB.SPgradients.gradientUrls["kenayComplexify"] = ["url(#kenayComplexify-GRAD)"]; //ext id, gradient id
+  });
+
   Scratch.extensions.register(new ComplexityExtension());
 })(Scratch);

From 63bd1a5e9ebcd54a173dfdfac183c21c0eb5551b Mon Sep 17 00:00:00 2001
From: Kenay con Y al final <kenayextranio@gmail.com>
Date: Sun, 13 Jul 2025 19:02:03 -0500
Subject: [PATCH 20/22] 1.5.4.lint

wdym by 'ReduxStore not exist'??
---
 .../Kenay-With-a-Y-At-The-End/Complexify!.js    | 17 ++---------------
 1 file changed, 2 insertions(+), 15 deletions(-)

diff --git a/extensions/Kenay-With-a-Y-At-The-End/Complexify!.js b/extensions/Kenay-With-a-Y-At-The-End/Complexify!.js
index e0a7244fbe..f350988638 100644
--- a/extensions/Kenay-With-a-Y-At-The-End/Complexify!.js
+++ b/extensions/Kenay-With-a-Y-At-The-End/Complexify!.js
@@ -42,7 +42,7 @@ Thanks [@CubesterYT] and [@CubesterYT] for just passing by.
 And thanks [@Clickertale2] for being always there, always helping.
 */
 
-
+'use strict';
 (function (Scratch) {
 
   if (!Scratch.extensions.unsandboxed) {
@@ -608,14 +608,6 @@ And thanks [@Clickertale2] for being always there, always helping.
     },
     dir: function () { //Short for Direction. Don't ask why.
      return this.sign().log().mul(0, -1);
-    },
-    root: function (a, b) { //Still in the works
-      var rt = l(a, b);
-	  let this_0 = this.isZero();
-	  let this_inf = this.isInfinite();
-	  if (rt.re == 0 && rt.im == 0) return c.INFINITY;
-	  if (!(isFinite(rt.re) && isFinite(rt.im))) return c.ZERO;
-      return this.pow(Complex(COMPLEX1).inverse())
     },
 	/*
     inverse: function () {
@@ -666,6 +658,7 @@ function gamma(a, b) {
     return classicFac(x - 1) * x;
   }
   function factorial(z, t) {
+    if (Number.isInteger(z)) return classicFac(z)
     for (let i = 1; i <= t; i++) {
       const numerator = c(1 + 1 / i).pow(z);
       const denominator = z.div(i).add(1);
@@ -2054,17 +2047,11 @@ function gamma(a, b) {
       SB.SPgradients = { gradientUrls: {}, patched: false };
       const BSP = SB.BlockSvg.prototype, BSPR = BSP.render;
       BSP.render = function(...args) {
-        /* calls the global ReduxStore */
-        const blockTheme = ReduxStore.getState().scratchGui?.theme?.theme?.blocks;
         const res = BSPR.apply(this, args);
         let category;
         if (this?.svgPath_ && this?.category_ && (category = this.type.slice(0, this.type.indexOf("_"))) && SB.SPgradients.gradientUrls[category]) {
           // Cool checks, could we add more?
             this.svgPath_.setAttribute("fill", "url(#kenayComplexify-GRAD)"); //gradient id
-            if (blockTheme === "dark") {
-              this.svgPath_.setAttribute("fill-opacity", ".5");
-              this.svgPath_.setAttribute("stroke", "#0daaff");
-          }
         }
         return res;
       }

From 8f922a0608eb0e85e6111e4cd6f4d694f065ad71 Mon Sep 17 00:00:00 2001
From: Kenay con Y al final <kenayextranio@gmail.com>
Date: Sun, 13 Jul 2025 19:03:44 -0500
Subject: [PATCH 21/22] "use strict";

---
 extensions/Kenay-With-a-Y-At-The-End/Complexify!.js | 4 ++--
 1 file changed, 2 insertions(+), 2 deletions(-)

diff --git a/extensions/Kenay-With-a-Y-At-The-End/Complexify!.js b/extensions/Kenay-With-a-Y-At-The-End/Complexify!.js
index f350988638..fecea601cd 100644
--- a/extensions/Kenay-With-a-Y-At-The-End/Complexify!.js
+++ b/extensions/Kenay-With-a-Y-At-The-End/Complexify!.js
@@ -42,9 +42,8 @@ Thanks [@CubesterYT] and [@CubesterYT] for just passing by.
 And thanks [@Clickertale2] for being always there, always helping.
 */
 
-'use strict';
 (function (Scratch) {
-
+  "use strict";
   if (!Scratch.extensions.unsandboxed) {
     throw new Error("Complexify! must run unsandboxed");
     //Y'know, for the `util` part to make sense.
@@ -2047,6 +2046,7 @@ function gamma(a, b) {
       SB.SPgradients = { gradientUrls: {}, patched: false };
       const BSP = SB.BlockSvg.prototype, BSPR = BSP.render;
       BSP.render = function(...args) {
+        /* calls the global ReduxStore */
         const res = BSPR.apply(this, args);
         let category;
         if (this?.svgPath_ && this?.category_ && (category = this.type.slice(0, this.type.indexOf("_"))) && SB.SPgradients.gradientUrls[category]) {

From 71054459989c64cbe0eb32819faf5666deb9c35b Mon Sep 17 00:00:00 2001
From: "DangoCat[bot]" <dangocat@users.noreply.github.com>
Date: Mon, 14 Jul 2025 00:05:15 +0000
Subject: [PATCH 22/22] [Automated] Format code

---
 .../Kenay-With-a-Y-At-The-End/Complexify!.js  | 240 +++++++++++-------
 1 file changed, 144 insertions(+), 96 deletions(-)

diff --git a/extensions/Kenay-With-a-Y-At-The-End/Complexify!.js b/extensions/Kenay-With-a-Y-At-The-End/Complexify!.js
index fecea601cd..319d89151c 100644
--- a/extensions/Kenay-With-a-Y-At-The-End/Complexify!.js
+++ b/extensions/Kenay-With-a-Y-At-The-End/Complexify!.js
@@ -49,7 +49,8 @@ And thanks [@Clickertale2] for being always there, always helping.
     //Y'know, for the `util` part to make sense.
   }
 
-  class Timer { //From Scratch's vm.
+  class Timer {
+    //From Scratch's vm.
     constructor(nowObj = Timer.nowObj) {
       this.startTime = 0;
       /**What is now?*/
@@ -189,12 +190,13 @@ And thanks [@Clickertale2] for being always there, always helping.
       function (a) {
         return 1e-9 > Math.abs(a) ? a : 0.5 * (Math.exp(a) - Math.exp(-a));
       },
-  //Silly constant
+    //Silly constant
     f = { re: 0, im: 0 };
   c.prototype = {
     re: 0,
     im: 0,
-    sign: function () { //Normalized complex
+    sign: function () {
+      //Normalized complex
       const a = n(this.re, this.im);
       return new c(this.re / a, this.im / a);
     },
@@ -218,7 +220,8 @@ And thanks [@Clickertale2] for being always there, always helping.
           : c.INFINITY
         : new c(this.re - a.re, this.im - a.im);
     },
-    mul: function (a, b) { //Guess [a, b]*[c, d]=[ac - bd, ad + bc] now
+    mul: function (a, b) {
+      //Guess [a, b]*[c, d]=[ac - bd, ad + bc] now
       a = l(a, b);
       b = this.isInfinite();
       const d = !(isFinite(a.re) && isFinite(a.im)),
@@ -245,7 +248,8 @@ And thanks [@Clickertale2] for being always there, always helping.
       if (g || b) return c.INFINITY;
       if (e || d) return c.ZERO;
       if (0 === a.im) return new c(this.re / a.re, this.im / a.re);
-      if (Math.abs(a.re) < Math.abs(a.im)) //Workaound
+      if (Math.abs(a.re) < Math.abs(a.im))
+        //Workaound
         return (
           (b = a.re / a.im),
           (a = a.re * b + a.im),
@@ -259,9 +263,11 @@ And thanks [@Clickertale2] for being always there, always helping.
       a = l(a, b);
       if (0 === a.re && 0 === a.im) return c.ONE; //New 0^0 just dropped.
       if (0 === a.im) {
-        if (0 === this.im && 0 < this.re) //If (-real)^real, raise it.
+        if (0 === this.im && 0 < this.re)
+          //If (-real)^real, raise it.
           return new c(Math.pow(this.re, a.re), 0);
-        if (0 === this.re) //If imag^real, raise it.
+        if (0 === this.re)
+          //If imag^real, raise it.
           switch (((a.re % 4) + 4) % 4) {
             case 0:
               return new c(Math.pow(this.im, a.re));
@@ -273,15 +279,16 @@ And thanks [@Clickertale2] for being always there, always helping.
               return new c(0, -Math.pow(this.im, a.re));
           }
       }
-      b = this.isZero(); 
+      b = this.isZero();
       if (b && 0 < a.re) return c.ZERO; //0^positive = 0
-      const d = this.arg(), 
+      const d = this.arg(),
         e = p(this.re, this.im); //Now it's a (e*∠d)^(a.re + a.im*i) problem
       b = Math.exp(a.re * e - a.im * d);
       a = a.im * e + a.re * d;
       return new c(b * Math.cos(a), b * Math.sin(a));
     },
-    sqrt: function () { //I don't understand this trick
+    sqrt: function () {
+      //I don't understand this trick
       const a = this.re,
         b = this.im;
       if (0 === b)
@@ -291,13 +298,15 @@ And thanks [@Clickertale2] for being always there, always helping.
       let e = Math.abs(b) / (2 * d);
       return 0 <= a ? new c(d, 0 > b ? -e : e) : new c(e, 0 > b ? -d : d);
     },
-    exp: function () { //e^(a+bi) = e^a * ∠b 
+    exp: function () {
+      //e^(a+bi) = e^a * ∠b
       const a = Math.exp(this.re);
       return 0 === this.im
         ? new c(a, 0)
         : new c(a * Math.cos(this.im), a * Math.sin(this.im));
     },
-    expm1: function () { //For smaller inputs
+    expm1: function () {
+      //For smaller inputs
       const a = this.re,
         b = this.im;
       var d = Math.expm1(a) * Math.cos(b);
@@ -323,9 +332,9 @@ And thanks [@Clickertale2] for being always there, always helping.
     log: function () {
       const a = this.re,
         b = this.im;
-      return 0 === b && 0 < a 
+      return 0 === b && 0 < a
         ? new c(Math.log(a), 0) //Positive inputs acct as normal
-        : new c(p(a, b), Math.atan2(b, a)); //ln(r*∠q) =? ln(r) + iq 
+        : new c(p(a, b), Math.atan2(b, a)); //ln(r*∠q) =? ln(r) + iq
     },
     abs: function () {
       return n(this.re, this.im);
@@ -333,7 +342,8 @@ And thanks [@Clickertale2] for being always there, always helping.
     arg: function () {
       return Math.atan2(this.im, this.re);
     },
-    sin: function () { //I won't bother to comment on all the trigs.
+    sin: function () {
+      //I won't bother to comment on all the trigs.
       const a = this.re,
         b = this.im;
       return new c(Math.sin(a) * h(b), Math.cos(a) * k(b));
@@ -476,7 +486,7 @@ And thanks [@Clickertale2] for being always there, always helping.
     },
     atanh: function () {
       var a = this.re,
-        b = this.im; 
+        b = this.im;
       const d = 1 < a && 0 === b,
         e = 1 - a,
         g = 1 + a,
@@ -522,7 +532,8 @@ And thanks [@Clickertale2] for being always there, always helping.
         ? new c(a / d, -b / d).acosh()
         : new c(0 !== a ? a / 0 : 0, 0 !== b ? -b / 0 : 0).acosh();
     },
-    inverse: function () { //If you hate division
+    inverse: function () {
+      //If you hate division
       if (this.isZero()) return c.INFINITY;
       if (this.isInfinite()) return c.ZERO;
       const a = this.re,
@@ -533,7 +544,8 @@ And thanks [@Clickertale2] for being always there, always helping.
     conjugate: function () {
       return new c(this.re, -this.im);
     },
-    neg: function () { //If you hate subtraction
+    neg: function () {
+      //If you hate subtraction
       return new c(-this.re, -this.im);
     },
     ceil: function (a) {
@@ -555,10 +567,12 @@ And thanks [@Clickertale2] for being always there, always helping.
         Math.abs(a.im - this.im) <= c.EPSILON
       );
     },
-    clone: function () { //For the OG Complex.js
+    clone: function () {
+      //For the OG Complex.js
       return new c(this.re, this.im);
     },
-    toString: function () { /** Check later to see why */
+    toString: function () {
+      /** Check later to see why */
       if (this.isNaN()) return "NaN";
       if (this.isInfinite()) return "Infinity";
       let a = this.re,
@@ -575,7 +589,8 @@ And thanks [@Clickertale2] for being always there, always helping.
       1 !== b && (d += b);
       return d + "i";
     },
-    toVector: function () { //Arrays
+    toVector: function () {
+      //Arrays
       return [this.re, this.im];
     },
     valueOf: function () {
@@ -596,19 +611,22 @@ And thanks [@Clickertale2] for being always there, always helping.
     /**
         The following are custom methods for this very job. Here are the:
     */
-    mod: function (a, b) { //Short for modulus. Expect the remainder of their division.
+    mod: function (a, b) {
+      //Short for modulus. Expect the remainder of their division.
       a = new c(a, b);
       b = this.div(a);
       return this.sub(a.mul(Math.floor(b.re), Math.floor(b.im)));
     },
-    cis: function () { //Extension of the parser's arg/phi. Expect the complex angle.
+    cis: function () {
+      //Extension of the parser's arg/phi. Expect the complex angle.
       let cs = Math.exp(-this.im);
       return new c(Math.cos(this.re) * cs, Math.sin(this.re) * cs);
     },
-    dir: function () { //Short for Direction. Don't ask why.
-     return this.sign().log().mul(0, -1);
+    dir: function () {
+      //Short for Direction. Don't ask why.
+      return this.sign().log().mul(0, -1);
     },
-	/*
+    /*
     inverse: function () {
       if (this.isZero()) return c.INFINITY;
       if (this.isInfinite()) return c.ZERO;
@@ -617,11 +635,12 @@ And thanks [@Clickertale2] for being always there, always helping.
         d = a * a + b * b;
       return new c(a / d, -b / d);
     },*/
-    trunc: function (a) { //Short for Truncation. It erases all decimals
+    trunc: function (a) {
+      //Short for Truncation. It erases all decimals
       a = Math.pow(10, a || 0);
       return new c(Math.trunc(this.re * a) / a, Math.trunc(this.im * a) / a);
-     },
-  }
+    },
+  };
   c.ZERO = new c(0, 0);
   c.ONE = new c(1, 0);
   c.INFINITY = new c(Infinity, Infinity);
@@ -633,22 +652,30 @@ And thanks [@Clickertale2] for being always there, always helping.
   c.SILVER = new c(-0.618033988749895);
   const Complex = c;
 
-var P = [
-  Complex(0.99999999999980993),
-  Complex(676.5203681218851), Complex(-1259.1392167224028), Complex(771.32342877765313),
-  Complex(-176.61502916214059), Complex(12.507343278686905), Complex(-0.13857109526572012),
-  Complex(9.9843695780195716e-6), Complex(1.5056327351493116e-7)];
-
-function gamma(a, b) {
-  var z = new c(a, b);
-  z = z.sub(1);
-  var x = P[0];
-  var t = z.add(7.5);
-  for (var i = 1; i < P.length; i++) {
-    x = x.add(P[i].div(z.add(i)));
+  var P = [
+    Complex(0.99999999999980993),
+    Complex(676.5203681218851),
+    Complex(-1259.1392167224028),
+    Complex(771.32342877765313),
+    Complex(-176.61502916214059),
+    Complex(12.507343278686905),
+    Complex(-0.13857109526572012),
+    Complex(9.9843695780195716e-6),
+    Complex(1.5056327351493116e-7),
+  ];
+
+  function gamma(a, b) {
+    var z = new c(a, b);
+    z = z.sub(1);
+    var x = P[0];
+    var t = z.add(7.5);
+    for (var i = 1; i < P.length; i++) {
+      x = x.add(P[i].div(z.add(i)));
+    }
+    return c.SQRT2PI.mul(t.pow(z.add(0.5)))
+      .mul(t.neg().exp())
+      .mul(x);
   }
-  return c.SQRT2PI.mul(t.pow(z.add(0.5))).mul(t.neg().exp()).mul(x);
-}
 
   function classicFac(x) {
     // 1*2*3*4*...*x
@@ -657,7 +684,7 @@ function gamma(a, b) {
     return classicFac(x - 1) * x;
   }
   function factorial(z, t) {
-    if (Number.isInteger(z)) return classicFac(z)
+    if (Number.isInteger(z)) return classicFac(z);
     for (let i = 1; i <= t; i++) {
       const numerator = c(1 + 1 / i).pow(z);
       const denominator = z.div(i).add(1);
@@ -668,9 +695,15 @@ function gamma(a, b) {
     }
     return z;
   }
-  const menuIconURI= "data:image/png;base64,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"
+  const menuIconURI =
+    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";
 
-  const converter = {'_all': ["degs to rads", "π", "rads to degs"], "degs to rads":0.017453292519943295, "π":3.141592653589793, "rads to degs":57.29577951308232}
+  const converter = {
+    _all: ["degs to rads", "π", "rads to degs"],
+    "degs to rads": 0.017453292519943295,
+    π: 3.141592653589793,
+    "rads to degs": 57.29577951308232,
+  };
 
   class ComplexityExtension {
     constructor() {
@@ -728,7 +761,8 @@ function gamma(a, b) {
       return {
         id: "kenayComplexify",
         name: Scratch.translate("Complexify!"),
-        docsURI: "https://sites.google.com/view/complexity/complexity/complexify-js/",
+        docsURI:
+          "https://sites.google.com/view/complexity/complexity/complexify-js/",
         color1: "#77549f",
         menuIconURI,
         blocks: [
@@ -747,11 +781,11 @@ function gamma(a, b) {
           },
           {
             blockType: Scratch.BlockType.BUTTON,
-            func: 'toggleAdvancedBlocks',
+            func: "toggleAdvancedBlocks",
             text: this.advanced
-              ? 'Show Advanced Blocks' 
-              : 'Hide Advanced Blocks',
-            hideFromPalette: this.devTools
+              ? "Show Advanced Blocks"
+              : "Hide Advanced Blocks",
+            hideFromPalette: this.devTools,
           },
           {
             blockType: Scratch.BlockType.LABEL,
@@ -1253,7 +1287,9 @@ function gamma(a, b) {
           {
             opcode: "decimalComplex",
             blockType: Scratch.BlockType.REPORTER,
-            text: Scratch.translate("[OPERATION] [COMPLEX] to [DECIMALS] decimals"),
+            text: Scratch.translate(
+              "[OPERATION] [COMPLEX] to [DECIMALS] decimals"
+            ),
             arguments: {
               COMPLEX: {
                 type: Scratch.ArgumentType.STRING,
@@ -1265,7 +1301,7 @@ function gamma(a, b) {
               },
               DECIMALS: {
                 type: Scratch.ArgumentType.NUMBER,
-				defaultValue: 4
+                defaultValue: 4,
               },
             },
             hideFromPalette: this.advanced,
@@ -1386,11 +1422,11 @@ function gamma(a, b) {
             opcode: "empty",
             blockType: Scratch.BlockType.COMMAND,
             text: Scratch.translate("rem [smth]"),
-            color1: '#FFF099',
+            color1: "#FFF099",
             arguments: {
               smth: {
                 type: Scratch.ArgumentType.STRING,
-                defaultValue: 'does nothing',
+                defaultValue: "does nothing",
               },
             },
             hideFromPalette: this.devTools,
@@ -1402,7 +1438,7 @@ function gamma(a, b) {
             arguments: {
               smth: {
                 type: Scratch.ArgumentType.STRING,
-                defaultValue: 'type',
+                defaultValue: "type",
               },
             },
             hideFromPalette: this.devTools,
@@ -1414,28 +1450,32 @@ function gamma(a, b) {
             arguments: {
               smth: {
                 type: Scratch.ArgumentType.STRING,
-                defaultValue: 'type',
+                defaultValue: "type",
               },
             },
             hideFromPalette: this.devTools,
           },
         ],
         menus: {
-          spacing: { //For switchSpacing
+          spacing: {
+            //For switchSpacing
             acceptReporters: true,
             items: ["switch", "turn on", "turn off"],
           },
-          trigs: { //For trigOfComplex
+          trigs: {
+            //For trigOfComplex
             acceptReporters: true,
-            items: this.trig 
-          }, 
-          angles: { //For convertComplex
+            items: this.trig,
+          },
+          angles: {
+            //For convertComplex
             acceptReporters: true,
             items: converter._all,
           },
-          decTools: { //For decimalComplex
+          decTools: {
+            //For decimalComplex
             acceptReporters: true,
-            items: ['round', 'ceil of', 'floor of', 'truncate'],
+            items: ["round", "ceil of", "floor of", "truncate"],
           },
         },
       };
@@ -1445,7 +1485,7 @@ function gamma(a, b) {
     empty2() {}
     empty3() {}
 
-/**
+    /**
 	We'll use toString() to return the Complex number with the **desired** math notation. 
 
 	[@Brackets-Coder]: May I ask why this is the case?
@@ -1475,7 +1515,6 @@ function gamma(a, b) {
       }
     }
 
-
     rectComplex({ REAL, IMAG }) {
       try {
         var r = Complex(IMAG).mul("i").add(REAL).toString();
@@ -1516,7 +1555,6 @@ function gamma(a, b) {
       }
     }
 
-
     addComplex({ COMPLEX1, COMPLEX2 }) {
       try {
         var r = Complex(COMPLEX1).add(COMPLEX2).toString();
@@ -1839,7 +1877,7 @@ function gamma(a, b) {
           if (result.isNaN()) {
             if (cInstance.isNaN()) return "NaN";
             return "Infinity";
-          };
+          }
           var r = result.toString();
           if (this.noSpacing) r = r.replace(/\s+/g, "");
           return r;
@@ -1906,7 +1944,7 @@ function gamma(a, b) {
 
     isNaNComplex({ COMPLEX }) {
       try {
-        return COMPLEX == 'NaN' || Complex(COMPLEX).isNaN();
+        return COMPLEX == "NaN" || Complex(COMPLEX).isNaN();
       } catch (e) {
         console.log(e);
         return false;
@@ -1915,7 +1953,7 @@ function gamma(a, b) {
 
     isFiniteComplex({ COMPLEX }) {
       try {
-        return COMPLEX != 'Infinity' || Complex(COMPLEX).isFinite();
+        return COMPLEX != "Infinity" || Complex(COMPLEX).isFinite();
       } catch (e) {
         console.log(e);
         return false;
@@ -1933,7 +1971,7 @@ function gamma(a, b) {
 
     complexJSON({ COMPLEX }) {
       try {
-		return JSON.stringify(Complex(COMPLEX));
+        return JSON.stringify(Complex(COMPLEX));
       } catch (e) {
         console.log(e);
         return NaN;
@@ -1942,11 +1980,7 @@ function gamma(a, b) {
 
     mulVectorAroundPoint({ VECTOR, POINT, FACTOR }) {
       try {
-        var r = Complex(VECTOR)
-          .sub(POINT)
-          .mul(FACTOR)
-          .add(POINT)
-          .toString();
+        var r = Complex(VECTOR).sub(POINT).mul(FACTOR).add(POINT).toString();
         if (this.noSpacing) r = r.replace(/\s+/g, "");
         return r;
       } catch (e) {
@@ -1982,7 +2016,10 @@ function gamma(a, b) {
     }
 
     fibonacciComplex({ COMPLEX }) {
-      var r = c.GOLDEN.pow(COMPLEX).sub(c.SILVER.pow(COMPLEX)).div(2.23606797749979).toString()
+      var r = c.GOLDEN.pow(COMPLEX)
+        .sub(c.SILVER.pow(COMPLEX))
+        .div(2.23606797749979)
+        .toString();
       if (this.noSpacing) r = r.replace(/\s+/g, "");
       return r;
     }
@@ -1998,7 +2035,8 @@ function gamma(a, b) {
 	The day it's fast, efficient and right, it'll see the light of day.
   */
 
-    gammaAprox({ COMPLEX }) { //Used in the extension
+    gammaAprox({ COMPLEX }) {
+      //Used in the extension
       var r = gamma(COMPLEX).toString();
       if (this.noSpacing) r = r.replace(/\s+/g, "");
       return r;
@@ -2024,41 +2062,51 @@ function gamma(a, b) {
     }
     setTfac({ COMPLEX }) {
       let ZED = Scratch.Cast.toNumber(COMPLEX);
-    if (ZED < 0) return;
+      if (ZED < 0) return;
       if (Number.isInteger(ZED)) {
         this.terms = ZED;
       } else {
-        this.terms = Math.trunc(ZED)
+        this.terms = Math.trunc(ZED);
       }
     }
   }
 
   //Gradient Patch by 0znzw & SharkPool [thanks]
-  if (Scratch.gui) Scratch.gui.getBlockly().then((SB) => {
-    const svg = document.createElement("div");
-    svg.innerHTML = `<svg><defs>
+  if (Scratch.gui)
+    Scratch.gui.getBlockly().then((SB) => {
+      const svg = document.createElement("div");
+      svg.innerHTML = `<svg><defs>
         <linearGradient x1="50" y1="0" x2="150" y2="50" gradientUnits="userSpaceOnUse" id="kenayComplexify-GRAD">
         <stop offset="0" stop-color="#9465bf"/><stop offset="0.5" stop-color="#893fbc"/></linearGradient>
       </defs></svg>`; //Remember the id!
-    document.body.appendChild(svg);
-    if (!SB?.SPgradients?.patched) //{
-      // Patching...
-      SB.SPgradients = { gradientUrls: {}, patched: false };
-      const BSP = SB.BlockSvg.prototype, BSPR = BSP.render;
-      BSP.render = function(...args) {
+      document.body.appendChild(svg);
+      if (!SB?.SPgradients?.patched)
+        //{
+        // Patching...
+        SB.SPgradients = { gradientUrls: {}, patched: false };
+      const BSP = SB.BlockSvg.prototype,
+        BSPR = BSP.render;
+      BSP.render = function (...args) {
         /* calls the global ReduxStore */
         const res = BSPR.apply(this, args);
         let category;
-        if (this?.svgPath_ && this?.category_ && (category = this.type.slice(0, this.type.indexOf("_"))) && SB.SPgradients.gradientUrls[category]) {
+        if (
+          this?.svgPath_ &&
+          this?.category_ &&
+          (category = this.type.slice(0, this.type.indexOf("_"))) &&
+          SB.SPgradients.gradientUrls[category]
+        ) {
           // Cool checks, could we add more?
-            this.svgPath_.setAttribute("fill", "url(#kenayComplexify-GRAD)"); //gradient id
+          this.svgPath_.setAttribute("fill", "url(#kenayComplexify-GRAD)"); //gradient id
         }
         return res;
-      }
+      };
       SB.SPgradients.patched = true;
-    //}
-    SB.SPgradients.gradientUrls["kenayComplexify"] = ["url(#kenayComplexify-GRAD)"]; //ext id, gradient id
-  });
+      //}
+      SB.SPgradients.gradientUrls["kenayComplexify"] = [
+        "url(#kenayComplexify-GRAD)",
+      ]; //ext id, gradient id
+    });
 
   Scratch.extensions.register(new ComplexityExtension());
 })(Scratch);