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Title	black and white (fixed unlimited jumps) (demo)
ID	6462490418003968
Created	7 months ago, 1716308359610
Updated	3 months ago, 1727129574313
Code	<!DOCTYPE html> <!-- dear judges I wrote a little less then half of this code before the contest but I saw Dominic R tell VVhite tiger that that is O.K but I don't know if that was meant for that spicifik chalange. I didn't oranolly plan to use this as my entry but the peple I was callabing with went inactive so be fore we got any work done sorry for typos in comments I am rushing to make the code better and fix errers with only a couple hours left so I dont have time to fix typos. if only see the background reload the PAGE NOT THE PROGRAM. also I updated it on acadent after the deadlin but all I updated was line 242 (I added = "module" after type (I deleted it now)) there is a spin-off of my program made before the deadline if you want to view that one instead. Duke o.k thank you I will update it after they judge it. --> <html> <head> <meta charset="utf-8"> <title>black and white (fixed unlimited jumps) (demo)</title> <link href="https://fonts.googleapis.com/css2?family=Foldit&display=swap" rel="stylesheet"> <style> @keyframes background{ 0%{ transform:rotate(0deg); } 5%{ transform:rotate(0deg); } 10%{ transform:rotate(2deg); } 20%{ transform:rotate(5deg); } 30%{ transform:rotate(90deg); } 70%{ transform:rotate(90deg); } 80%{ transform:rotate(5deg); } 90%{ transform:rotate(2deg); } 100%{ transform:rotate(0deg); } } @keyframes back{ 0%{ transform:rotate(0deg); } 15%{ transform:rotate(0deg); } 30%{ transform:rotate(2deg); } 50%{ transform:rotate(5deg); } 90%{ transform:rotate(90deg); } 100%{ transform:rotate(90deg); } } @keyframes ground{ 0%{ transform:rotate(90deg); } 15%{ transform:rotate(90deg); } 30%{ transform:rotate(5deg); } 50%{ transform:rotate(2deg); } 90%{ transform:rotate(0deg); } 100%{ transform:rotate(0deg); } } @keyframes back2{ 0%{ transform:rotate(0deg); } 15%{ transform:rotate(0deg); } 30%{ transform:rotate(-2deg); } 50%{ transform:rotate(-5deg); } 90%{ transform:rotate(-90deg); } 100%{ transform:rotate(-90deg); } } @keyframes ground2{ 0%{ transform:rotate(-90deg); } 15%{ transform:rotate(-90deg); } 30%{ transform:rotate(-5deg); } 50%{ transform:rotate(-2deg); } 90%{ transform:rotate(0deg); } 100%{ transform:rotate(0deg); } } @keyframes background2{ 0%{ transform:rotate(-0deg); } 5%{ transform:rotate(-0deg); } 10%{ transform:rotate(-2deg); } 20%{ transform:rotate(-5deg); } 30%{ transform:rotate(-90deg); } 70%{ transform:rotate(-90deg); } 80%{ transform:rotate(-5deg); } 90%{ transform:rotate(-2deg); } 100%{ transform:rotate(-0deg); } } @keyframes rotate{ 0%{ transform:rotateY(0deg); } 90%{ transform:rotateY(0deg); } 100%{ transform:rotateY(-1060deg); } } body{ margin:0px; } #background1{ position: fixed; left:0px; top:0px; mix-blend-mode: exclusion; animation: background 3s ease-out infinite; } #background2{ position: fixed; left:0px; top:0px; mix-blend-mode: exclusion; animation: background2 3s ease-out infinite; } #dil{ position: fixed; left:0px; top:0px; width:600px; height:600px; background-color:rgba(0,0,0,1%); } canvas{ position:fixed; top:0px; left:0px; mix-blend-mode: exclusion; cursor:none; } #game-text{ position:fixed; top:-30px; left:5px; mix-blend-mode: exclusion; color:white; font-size:50px; font-family:"Foldit"; } #logo{ animation: rotate 4.5s ease-out infinite; transition: .3s ease; display:block; position:fixed; right:2px; bottom:2px; border-radius:24px; } #logo:hover{ width:10%; } </style> </head> <body> <img id = "background1" src = "https://www.khanacademy.org/computer-programming/pjs/5534802907938816/5039224356782080.png" width = "600"> <img id = "background2" src = "https://www.khanacademy.org/computer-programming/pjs/5534802907938816/5039224356782080.png" width = "600"> <div id = "dil"></div> <h1 id = "game-text"></h1> <canvas id = "canvas"></canvas> <a target="_blank" href="http://www.khanacademy.org/profile/Vicioustrex"> <img id="logo" src="https://www.khanacademy.org/computer-programming/new-program/6026284286918656/4854135780065280.png"width="52"> </a> <script src="https://ajax.googleapis.com/ajax/libs/jquery/2.1.4/jquery.min.js"></script> <script type id = "game"> //setup{ function p (){ //get canvas element and context var canvas = document.getElementById('canvas'), img1 = document.getElementById('background1'), img2 = document.getElementById('background2'), ctx = canvas.getContext('2d'); canvas.width = window.innerWidth; canvas.height = window.innerHeight; var scene = "home" function open_in_fullscreen(){ var Window = window.open(); Window.document.write(` <!doctype html> <html>`+ $("html").html() +`</html> `); } function quad(x1,y1,x2,y2,x3,y3,x4,y4){ ctx.beginPath(); ctx.moveTo(x1,y1); ctx.lineTo(x2,y2); ctx.lineTo(x3,y3); ctx.lineTo(x4,y4); ctx.fill(); ctx.closePath(); }; var clicked = false; var mouseX = 0, mouseY = 0; window.addEventListener('mousemove', function(e) { mouseX = e.clientX; mouseY = e.clientY; }); var keys = [], key = []; pressed = false; window.addEventListener('keydown', function (e) { e.preventDefault(); keys[e.key] = true; key[e.code] = false; }); window.addEventListener('keyup', function(e) { e.preventDefault(); delete keys[e.key]; key[e.code] = true; }); var mode = "black" function random(min,max){ return min+Math.random()max-min; } var particles = []; class particle{ constructor(x,y,xdir,ydir,c,g,s,size) { this.X = x; this.Y = y; this.Color = c; this.size = size; this.x_vel = xdir; this.y_vel = ydir; this.trans = random(220, 255); this.g = g; this.s = s; } draw() { ctx.fillStyle = "rgba(" + this.Color + "," + this.trans/255 + ")" ctx.fillRect(this.X, this.Y, this.size, this.size); } update() { this.X += this.x_vel; this.Y += this.y_vel; this.trans -= random(5, 10); this.y_vel += this.g; this.size += this.s; } } //some more setup[ var frameCount = 0; function coll(x1, y1, w1, h1, x2, y2, w2, h2) { return x1 + w1 > x2 && y1 + h1 > y2 && y2 + h2 > y1 && x2 + w2 > x1 ; } var block_size = 40; var draw_level; //] //player object{ function Player(x,y){ this.x = x; this.y = y; this.w = block_size + 1; this.h = block_size 2; this.speed = 6.5; this.jump_power = this.speed2; this.grav = 0.5; this.dir = "right"; this.can_jump = false; this.x_vel = 0; this.y_vel = 0; } Player.prototype.draw = function(){ ctx.fillStyle = "white"; if(keys.ArrowLeft \|\| keys.a){ quad(this.x - 10, this.y, this.x, this.y + this.h, this.x + this.w, this.y + this.h, this.x + this.w - 10, this.y); particles.push(new particle(this.x+this.w,this.y + this.h, 0, random(-3, -10),[255,255,255],random(0,1),1,random(5, 13))); }else if(keys.ArrowRight \|\| keys.d){ quad(this.x + 10, this.y, this.x, this.y + this.h, this.x + this.w, this.y + this.h, this.x + this.w + 10, this.y); particles.push(new particle(this.x,this.y + this.h, 0, random(-3, -10),[255,255,255],random(0,1),1,random(5, 13))); }else{ ctx.fillRect(this.x, this.y, this.w, this.h); } }; Player.prototype.move = function(){ this.prev_x = this.x; this.prev_y = this.y; this.y += this.y_vel; this.x += this.x_vel; this.y_vel += this.grav; this.x_vel = 0; if(keys.w && this.can_jump\|\| keys.ArrowUp && this.can_jump){ this.y_vel = -this.jump_power; this.can_jump = false; } if(keys.ArrowLeft \|\| keys.a){ this.x_vel = -this.speed; this.dir = "left"; } if(keys.ArrowRight \|\| keys.d){ this.x_vel = this.speed; this.dir = "right"; } }; var textLength = 0; Player.prototype.coll = function(obj){ if(obj.coll(this.x,this.y,this.w,this.h)){ if(this.prev_y <= obj.y - this.h) { this.y = obj.y - this.h; this.can_jump = true; this.y_vel=0; }else if(this.prev_x >= obj.x + obj.s) { this.x = obj.x+obj.s; this.x_vel = 0; } else if(this.prev_x <= obj.x - this.w) { this.x = obj.x-this.w; this.x_vel = 0; } else if(this.prev_y >= obj.y + obj.s){ this.y = obj.y + obj.s; this.y_vel = -this.y_vel; } } }; //} //player var player = new Player(200,200); //block object{ class block{ constructor (x, y, type){ this.x = x; this.y = y; this.s = block_size; this.type = type; } draw (){ switch(this.type){ case '1': if(mode === "black"){ ctx.fillStyle = "rgb(255, 255, 255)"; ctx.fillRect(this.x, this.y, this.s, this.s); } break; case '2': if(mode === "white"){ ctx.fillStyle = "rgb(54, 54, 54)"; ctx.fillRect(this.x, this.y, this.s, this.s); } break; case '3': ctx.fillStyle = "rgb(4, 100, 181)"; ctx.fillRect(this.x, this.y, this.s, this.s); break; } }; coll (x,y,w,h){ return coll(this.x, this.y, this.s, this.s, x, y, w, h); }; } //} //lava object{ class lava{ constructor (x,y){ this.x = x; this.y = y+1; this.s = block_size; } draw (){ ctx.fillStyle = mode; ctx.fillRect(this.x, this.y-1, this.s, this.s); ctx.fillStyle = "rgba(143, 143, 143,50%)"; ctx.fillRect(this.x, this.y-1, this.s, this.s); particles.push(new particle(this.x+random(0,this.w),this.y , random(-2, 2), random(-1, -1.5),[143, 143, 143],0,0,random(5, 13))); }; coll (x,y,w,h){ if(coll(this.x, this.y, this.s, this.s, x, y, w, h)){ // if(player.y+player.h > this.y){ draw_level(); // } } }; } //} var buttons = []; //button object{ class button{ constructor (x, y, w, h, scene_to_change_to, text){ this.x = x; this.y = y; this.w = w; this.h = h; this.scene_to_change_to = scene_to_change_to; this.text = text; } draw (){ ctx.fillStyle = "white"; if(coll(this.x, this.y, this.w, this.h, mouseX, mouseY, 1, 1)){ ctx.strokeStyle = "rgba(255, 255, 255, 1)"; ctx.fillStyle = "rgba(0, 0, 0, 1)"; ctx.lineWidth = "10" ctx.strokeRect(this.x, this.y, this.w, this.h); } ctx.fillRect(this.x, this.y, this.w, this.h); ctx.font = (this.w / this.text.length - 50) + "px Foldit" ctx.fillText(this.text,this.x,this.y+this.h); } is_clicked (){ if(coll(this.x, this.y, this.w, this.h, mouseX, mouseY, 1, 1) && clicked){ scene = this.scene_to_change_to; // open_in_fullscreen(); } } } //} //buttons{ var play_button = new button(200, 250, 200, 100, "game", "play"); //} //what level are you on var level = 1; //levels var levels = [ [/* arays start at zero but I put the level as one so I am making a level zero to skip. /],//<----<< LEVEL ZERO [ " ", " ", " ", "p 3", "111111llll111111111", "2222222222222222222", ],//<----<< level one [ " ", " ", " ", "p 3", "11 222222 11", ], [ "21 3 ", "211 22222222222 ", "21 ", "21 ", "211 ", "21 ", "21 ", "212 ", "21 ", "21 ", "211 ", "21 p ", "21111111111111111", ], [ " ", " ", " ", "p 3", "11 222222 11111 2222222 1111111 222222llllll2222222 1111lllll2222222 111 22222 1111", ], [ "lllllllllllllllllllll", "l1 1l", "l1 1l", "l1 212 1l", "l1 1211111111l", "l1 12 221l", "l1 212 1l", "l1 p 12 @1l", "l111111111211111111l", "llllllllllllllllllll", ], [ "lllllllllllllllllllll", "l1 1l", "l1 1l", "l1 1l", "l1 1l", "l1 1l", "l1 p 1l", "l1 1l", "l111111111111111111l", "llllllllllllllllllll", ], ]; var blocks = []; var draw_level = function(){ blocks = []; for(var i = 0;i < levels[level].length;i++){ for(var j = 0;j < levels[level][i].length;j++){ switch(levels[level][i][j]){ case '1': blocks.push(new block(jblock_size,iblock_size,'1')); break; case '2': blocks.push(new block(jblock_size,iblock_size,'2')); break; case 'l': blocks.push(new lava(jblock_size,iblock_size)); break; case '3': blocks.push(new block(jblock_size,iblock_size,'3')); break; case 'p': player.x = jblock_size-20; player.y = iblock_size-50; break; } } } }; draw_level(); function text(text){ document.getElementById("game-text").innerHTML = text; } var texts = ["wsad or arrow keys to move ovoid lava.", "click or press Space to change colors","have fun","","this is just a demo if you like this and want me to continue working on this let me know."] // function update_ls(){ // localStorage.setItem("game", "true"); // localStorage.setItem("x", player.x); // localStorage.setItem("y", player.y); // localStorage.setItem("level", 1); // } // if(!localStorage.getItem("game")){ // update_ls(); // } function game(){ if(key["Space"]){ if(mode === "black"){ mode = "white" } else{ mode = "black" } } // player.x = localStorage.getItem("x"); // player.y = localStorage.getItem("y"); // level = localStorage.getItem("level"); //game[ text(texts[level-1].substring(0,textLength)); ctx.save(); ctx.fillStyle = "white"; ctx.translate(Math.round(-player.x+window.innerWidth/2),Math.round(-player.y+window.innerHeight/2)); player.draw(); player.move(); for(var i = 0; i < blocks.length; i++){ blocks[i].draw(); if(blocks[i].type === '1' && mode === "black"){ player.coll(blocks[i]); } if(blocks[i].type === '2' && mode === "white"){ player.coll(blocks[i]); } if(blocks[i].coll(player.x,player.y,player.w,player.h)){ if(blocks[i].type === '3'){ level++; draw_level(); mode = "black" textLength = 0; } } } for(var i = 0;i < particles.length;i++){ particles[i].draw(); particles[i].update(); if(particles[i].trans<1){ particles.splice(i, 1); } } ctx.restore(); if(player.y > block_sizelevels[level].length+500){ mode = "black" draw_level(); } //] key = [] frameCount++; textLength+=0.2; // update_ls(); } function menu(){ ctx.font = "105px Foldit" ctx.fillText("Black and White".substring(0,textLength), 20, 120); play_button.draw(); play_button.is_clicked(); ctx.font = "90px Foldit" ctx.fillText("Play", 215, 330); particles.push(new particle(mouseX, mouseY, 0, random(-3, -4),[255,255,255],random(0,1),random(0,0.5),random(2, 5))); for(var i = 0;i < particles.length;i++){ particles[i].draw(); particles[i].update(); if(particles[i].trans<1){ particles.splice(i, 1); } } } function draw() { ctx.clearRect(0,0,window.innerWidth,window.innerHeight); switch (scene){ case "home": menu(); break; case "game": game(); break; } clicked = false; textLength+=0.2; }; window.setInterval(draw,10); window.addEventListener("click",function(){ if(mode === "black"){ mode = "white" } else{ mode = "black" } clicked = true; }) window.addEventListener('keydown', (e) => { if(e.key.toString === " "){ if(mode === "black"){ mode = "white" } else{ mode = "black" } } }); } p(); //} </script> <script type> //changes the thumbnail this is aloud acording to Even Lewis window.parent.html2canvas = () => { 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Votes	27
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Type	WEBPAGE
Width	400
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User Flagged	false
Origin Scratchpad	null
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Restricted Posting	false
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Author Nick	Vicioustre𝑥 ‮BBB#
Author Name	Vicioustrex
Author ID	kaid_1063463007130342809105382
Author Profile Access	PUBLIC

Archive Data

Added	1 months ago, 1733626166644
Updated	1 months ago, 1733626166644
Source Deleted	unknown