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Program Data

Program thumbnail for "{props.program.title}"

Title	demo
ID	5916197748654080
Created	7 months ago, 1715611136624
Updated	5 months ago, 1721657184609
Code	<!DOCTYPE html> <!-- move with arrow keys A demo of a game I am woking on. don't look at that code it is so messy if you don't see the tree image re load the pragram. if you like this please check out my profile here: https://www.khanacademy.org/profile/kaid_1063463007130342809105382/ --> <html> <script> /** @Todo{ @add_story * @finish_graphics * @add_menu * @add_how_page * @custom_cursor? * } / </script> <head> <meta charset="utf-8"> <title>demo</title> <link rel='stylesheet' href='https://fonts.googleapis.com/css2?family=Lato&family=Material+Icons&display=swap'> <link href="https://fonts.googleapis.com/css?family=Dancing+Script&display=swap" rel="stylesheet"> <style> { transition: .3s ease; font-family:cursive; text-align: center; } h1{ position:fixed; left:0px; top:0px; color:black; } #logo{ display:block; position:fixed; right:2px; bottom:2px; border-radius:24px; } #logo:hover{ width:10%; } #v { color:rgba(245, 10, 245,70%); font-size:40px; font-family: "Dancing Script", sans-serif; position: absolute; animation-direction: alternate; animation-iteration-count: infinite; animation-timing-function: linear; bottom: -36px; mix-blend-mode: exclusion; animation: Move 5s ease-out infinite; font-family: "Dancing Script", sans-serif; } body { overflow-x: hidden; margin:0px auto; } canvas{ background:rgb(51, 47, 51); position:fixed; top:0px; left:0pc; z-index: 0; height:100%; } canvas:hover{ } #yes{ position:fixed; color:green; font-size:200%; right:10px; bottom:0px; } #yes:hover{ font-size:220%; } h1{ font-size:600%; } #no{ color:red; font-size:200%; position:fixed; left:10px; bottom:0px; } #no:hover{ font-size:220%; } #quistons{ background-position:fixed; background-left:px; background-size: 100%,100%; background-repeat: no-repeat; position:fixed; left:0px; top:0px; width:100%; height:100%; } #blur{ background-color:rgba(255, 255, 255,70%); position:fixed; left:0px; top:0px; width:100%; height:100%; } #work{ position:fixed; left:0px; top:0px; } @keyframes Move { 0% { right: -210px; } 75%{ right: 10px; } 100% { right: -210px; } } </style> <link href="https://fonts.googleapis.com/css?family=Dancing+Script&display=swap" rel="stylesheet"> <style> #fullscreen-icon:hover{ cursor:pointer; } img{ display:none; } @keyframes intro{ 0%{ transform:rotateY(627deg) rotateX(40deg) scaleX(0) scaleY(0); display: block; display:none; } 40%{ transform:rotateY(0deg) rotateX(0deg) scaleX(1) scaleY(1); display: block; } 60%{ transform:rotateY(0deg) rotateX(0deg) scaleX(1) scaleY(1); } 100%{ transform:rotateY(100deg) rotateX(400deg) scaleX(0) scaleY(0); display: none; } } #intro{ background-color: black; margin:0px; overflow:hidden; font-family:"Dancing Script"; color:rgb(255, 96, 0); font-weight:550; font-size:407%; justify-content: center; } #thumb-h1{ font-size:100%; position:fixed; top:-150px; text-align:center; } #intro img{ position:absolute; top:200px; } #intro{ background:black; position:fixed; top:0px; left:0px; width:100%; height:600px; display:hidden; animation: intro 5s; animation-iteration-count: 1; transform:rotateY(0) rotateX(0) scaleX(0) scaleY(0); } #intro img{ height:90%; left:calc(90% / 100%); top:0; } #intro #vicioustrexx{ font-family:"Dancing Script"; color:rgb(247, 131, 8); font-size:197%; position:fixed; width:90%; text-align:center; bottom:-100px; } </style> </head> <body> <img src = "https://www.khanacademy.org/computer-programming/dkas/6528567055400960/5370392342085632.png"width = "200" height = "200" id = "player-img"> <img src = "https://www.khanacademy.org/computer-programming/dkas/6528567055400960/6214224298295296.png" id = "player-img2"> <img src = "https://www.khanacademy.org/computer-programming/asdflkj/5878121437511680/5294705220435968.png" id = "dirt"> <img src = "https://www.khanacademy.org/computer-programming/ldfa/5256982596075520/4987915712774144.png" id = "rune"> <img src = "https://www.khanacademy.org/computer-programming/aksldfjkd/4924421600624640/5581342418583552.png" id = "background"> <img src = "https://www.khanacademy.org/computer-programming/sdgsdg/5776967542161408/6485284254040064.png" id = "spike"> <img id = "background2" src = "https://www.khanacademy.org/computer-programming/ljsgdsfg/5823205213913088/4965494741975040.png"> <img src = "https://www.khanacademy.org/computer-programming/afds/5140823813046272/5473605076566016.png" id = "tree_tex"> <img src = "https://www.khanacademy.org/computer-programming/iljafsg/6432764597026816/5259175252377600.png" id = "slope1"> <img src = "https://www.khanacademy.org/computer-programming/ladfk/5277040907042816/6595446952345600.png" id = "slope2"> <img src = "https://www.khanacademy.org/computer-programming/asdgdgh/5783921471700992/5381122158149632.png" id = "slope3"> <img src = "https://www.khanacademy.org/computer-programming/iljafsg/4769007277883392/5745901515227136.png" id = "slope4"> <img id = "background3" src = "https://www.khanacademy.org/computer-programming/dzbsdgbsg/5204617499164672/4748294621937664.png"> <img id = "grass" src = "https://www.khanacademy.org/computer-programming/kadfskdf/5671577349439488/4608860253503488.png"> <img id = "leaf" src = "https://www.khanacademy.org/computer-programming/sdgsdg/5982774640689152/4815555370074112.png"> <canvas id = "canvas3" class = "c"></canvas> <canvas id = "canvas2"class = 'c'></canvas> <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="50"> </a> <!--<div id="quistons">--> <!-- <h1 id = "work">--> <!-- Open in fullscreen--> <!-- </h1>--> <!-- <p id = "yes" onclick="document.getElementById('quistons').remove();">--> <!-- yes--> <!-- </p>--> <!-- <p onclick="document.getElementById('quistons').remove();"id = "no">--> <!-- no--> <!-- </p>--> <!--</div>--> <!--<div id = "intro">--> <!-- <img src="https://www.khanacademy.org/computer-programming/spin-off-of-new-program/6560866140733440/4950751738380288.png">--> <!-- <h1 id = "vicioustrex">Vicioustrex</h1>--> <!--</div>--> <script src="https://ajax.googleapis.com/ajax/libs/jquery/2.1.4/jquery.min.js"></script> <script type> //get the fullscreen button var fullscreen_button = document.getElementById('yes'); function open_in_fullscreen(){ fullscreen_button.remove(); const Window = window.open(); Window.document.open(); Window.document.write(` <!doctype html> <html>`+ $("html").html() +`</html> `); } //if the fullscreen button is clicked open in fullscreen fullscreen_button.addEventListener('click', open_in_fullscreen); </script> <script type id = "game"> function code(){ var canvas2 = document.getElementById('canvas2'), tree_tex = document.getElementById('tree_tex'), ctx_tree = canvas2.getContext('2d'); tree_tex.style.display = "none" canvas2.width = window.innerWidth; canvas2.height = 1000; var backgound = ctx_tree.createPattern(tree_tex, "repeat"); ctx_tree.fillStyle = backgound; ctx_tree.beginPath(); ctx_tree.moveTo(74, 1000); ctx_tree.lineTo(93, 900); ctx_tree.lineTo(82, 804); ctx_tree.lineTo(110, 627); ctx_tree.lineTo(130, 488); ctx_tree.lineTo(130, 385); ctx_tree.lineTo(127, 323); ctx_tree.lineTo(152, 214); ctx_tree.lineTo(148, 138); ctx_tree.lineTo(159, 71); ctx_tree.lineTo(159, 0); // ctx_tree.lineTo(350, 0); ctx_tree.lineTo(363, 97); ctx_tree.lineTo(354, 206); ctx_tree.lineTo(362, 324); ctx_tree.lineTo(360, 471); ctx_tree.lineTo(367, 611); ctx_tree.lineTo(369, 696); ctx_tree.lineTo(363, 793); ctx_tree.lineTo(395, 978); ctx_tree.lineTo(405, 998); ctx_tree.fill(); ctx_tree.closePath(); ctx_tree.fillStyle = "rgba(0,0,0,0.2)" ctx_tree.beginPath(); ctx_tree.moveTo(74, 1000); ctx_tree.lineTo(93, 900); ctx_tree.lineTo(82, 804); ctx_tree.lineTo(110, 627); ctx_tree.lineTo(130, 488); ctx_tree.lineTo(130, 385); ctx_tree.lineTo(127, 323); ctx_tree.lineTo(152, 214); ctx_tree.lineTo(148, 138); ctx_tree.lineTo(159, 71); ctx_tree.lineTo(159, 0); ctx_tree.lineTo(250, 0); ctx_tree.lineTo(250, 1000); ctx_tree.fill(); ctx_tree.closePath(); } code(); </script> <script type> function code3(){ var canvas3 = document.getElementById('canvas3'), tree_tex = document.getElementById('tree_tex'), ctx_branch = canvas3.getContext('2d'); canvas3.width = 500; canvas3.height = 390; var backgound2 = ctx_branch.createPattern(tree_tex, "repeat"); ctx_branch.fillStyle = backgound2; ctx_branch.beginPath(); ctx_branch.moveTo(500, 347); ctx_branch.lineTo(390, 313); ctx_branch.lineTo(358, 292); ctx_branch.lineTo(311, 237); ctx_branch.lineTo(245, 195); ctx_branch.lineTo(155, 164); ctx_branch.lineTo(65, 156); ctx_branch.lineTo(29, 143); ctx_branch.lineTo(50, 132); ctx_branch.lineTo(173, 141); ctx_branch.lineTo(219, 153); ctx_branch.lineTo(268, 168); ctx_branch.lineTo(361, 217); ctx_branch.lineTo(438, 272); ctx_branch.lineTo(498, 295); ctx_branch.fill(); ctx_branch.closePath(); } code3(); </script> <script type id = "game"> function code2(){ //setup{ //get canvas element and context var canvas = document.getElementById('canvas'), ctx = canvas.getContext('2d'); var player_torso = document.getElementById('player-img'), player_torso2 = document.getElementById('player-img2'), rune = document.getElementById('rune'), background = document.getElementById('background'), background2 = document.getElementById('background2'), background3 = document.getElementById('background3'), spike_img = document.getElementById('spike'), branch_img = document.getElementById('canvas3'), grass_img = document.getElementById('grass'), leaf_img = document.getElementById('leaf'), tree_img = document.getElementById('canvas2'), left_slope_img = document.getElementById('slope1'), right_slope_img = document.getElementById('slope2'), slope4 = document.getElementById('slope4'), slope3 = document.getElementById('slope3'), dirt_img = document.getElementById('dirt'); canvas.width = window.innerWidth; canvas.height = 600; var width = canvas.width; var height = canvas.height; var weird_background = true;//change to false if you want a diffent background function image(img, x, y, w, h){ ctx.putImageData(img, x, y, w, h); } function get_image(x, y, w, h){ return ctx.getImageData(x, y, w, h); } function random(min,max){ return min+Math.random()(max-min); } var particles = []; class particle{ constructor(x,y,xdir,ydir,c,g,s) { this.X = x; this.Y = y; this.Color = c; this.size = random(5, 13); 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; } } 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(); }; function ellipse(x,y,w,h){ ctx.beginPath(); ctx.ellipse(x, y, w/2, h/2, 0, 0, 2 Math.PI); ctx.fill(); ctx.closePath(); }; var triangle = function(x1,y1,x2,y2,x3,y3){ ctx.beginPath(); ctx.moveTo(x1,y1); lineTo(x2,y2); lineTo(x3,y3); ctx.fill(); ctx.closePath(); }; var keys = []; pressed = false; window.addEventListener('keydown', (e) => { e.preventDefault(); keys[e.code] = true; }); window.addEventListener('keyup', (e) => { e.preventDefault(); delete keys[e.code]; }); function constrain(name, min, max){ if(name < min){ name = min; } if(name > max){ name = max; } } //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 / 1.5; this.h = block_size * 3; this.speed = 6; 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 = "rgb(148, 148, 148)"; if(keys['ArrowLeft']){ 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); ctx.drawImage(player_torso2, this.x-this.w, this.y, this.w3, this.h / 1.6); this.dir = "left" particles.push(new particle(this.x+this.w,this.y + this.h, 0, random(-3, -10),[107, 77, 0],random(0,1),1)); }else if(keys['ArrowRight']){ 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); this.dir = "right" ctx.drawImage(player_torso, this.x-this.w, this.y, this.w3, this.h / 1.6); particles.push(new particle(this.x,this.y + this.h , 0, random(-3, -10),[107, 77, 0],random(0,1),1)); }else{ ctx.fillRect(this.x, this.y, this.w, this.h); if(this.dir === "right"){ ctx.drawImage(player_torso, this.x-this.w, this.y, this.w3, this.h / 1.6); } if(this.dir === "left"){ ctx.drawImage(player_torso2, this.x-this.w, this.y, this.w3, this.h / 1.6); } } }; 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['ArrowUp'] && this.can_jump){ this.y_vel = -this.jump_power; this.can_jump = false; } if(keys['ArrowLeft']){ this.x_vel = -this.speed; this.dir = "left"; } if(keys['ArrowRight']){ this.x_vel = this.speed; this.dir = "right"; } }; 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.w) { this.x = obj.x+obj.w; 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.h){ this.y = obj.y + obj.h; this.y_vel = -this.y_vel; } } }; //} //player var player = new Player(200,200); //block object{ function block(x,y,type){ this.x = x; this.y = y; this.w = block_size; this.h = block_size; this.type = type; if(this.type === "mailbox"){ this.y = y - block_size 3 } } block.prototype.draw = function(){ switch(this.type){ case 'dirt': ctx.drawImage(dirt_img,this.x,this.y,this.w,this.h); break; case 'grass': ctx.drawImage(grass,this.x,this.y,this.w,this.h); break; case 'slope3': ctx.drawImage(slope3,this.x,this.y,this.w,this.h); break; case 'slope4': ctx.drawImage(slope4,this.x,this.y,this.w,this.h); break; case 'rock': ctx.drawImage(rune,this.x,this.y,this.w,this.h); break; case 'inviz': break; case 'mailbox': this.w = block_size * 3; this.h = block_size * 4; ctx.fillStyle = "rgb(255, 203, 71)"; ctx.fillRect(this.x, this.y+this.w/2, this.w, this.h-this.w/2); ellipse(this.x + this.w/2, this.y+this.w/2, this.w, this.h); ctx.fillStyle = "rgb(46, 33, 1)"; ctx.fillRect(this.x+this.w/6, this.y+this.w/2, this.w/1.5, this.h-this.w/2); ellipse(this.x + this.w/2, this.y+this.w/2, this.w/1.5, this.w/1.5); particles.push(new particle(this.x+random(0,5),this.y + this.h /2, random(-3, 3), random(-1, -2),[random(100, 255),0, 0],0,0.1)); particles.push(new particle(this.x+this.w-random(0,5),this.y + this.h /2, random(-3, 3), random(-1, -2),[random(100, 255),0, 0],0,0.1)); break; } }; block.prototype.coll = function(x,y,w,h){ return coll(this.x, this.y, this.w, this.h, x, y, w, h); }; //} //slope object{ function slope(x,y,type){ this.x = x; this.y = y; this.w = block_size; this.h = block_size; this.type = type; this.j = 0; } slope.prototype.draw = function(){ switch(this.type){ case 'left': ctx.drawImage(left_slope_img,this.x, this.y, this.w, this.h); break; case 'right': ctx.drawImage(right_slope_img,this.x, this.y, this.w, this.h); break; } }; slope.prototype.coll = function(x,y,w,h){ if(coll(this.x, this.y, this.w, this.h, x, y, w, h)){ if(this.type === "left"){ var vx = player.y - (player.x + player.w - this.x) player.y = this.x - player.x / player.h * player.h + this.y-(player.h-15); player.can_jump = true; }else if(this.type === "right"){ player.y=player.x-this.x / player.h * player.h + this.y - player.h; player.can_jump = true; } } }; //} //crate object{ function crate(x,y){ this.x = x; this.y = y; this.w = block_size; this.h = block_size; this.grav = 0.5; this.y_vel = 0; } crate.prototype.draw = function(){ ctx.fillStyle = "rgb(133, 94, 4)"; ctx.fillRect(this.x, this.y, this.w, this.h); ctx.fillStyle = "rgb(89, 62, 3)"; ctx.fillRect(this.x, this.y, this.w/10, this.h); }; crate.prototype.coll = function(x,y,w,h){ this.prev_x = this.x; this.prev_y = this.y; if(coll(this.x, this.y, this.w, this.h, x, y, w, h)){ if(player.prev_x + player.w <= this.x){ player.speed = 3; this.x = player.x + player.w; particles.push(new particle(this.x,this.y + this.h, 0, random(-3,-8),[100,50,25],random(0,1),0.5)); // player.x = this.x - player.w }else if(player.prev_x >= this.x + this.w){ player.speed = 3; this.x = player.x-this.w; particles.push(new particle(this.x+this.w,this.y + this.h, 0, random(-3,-8),[100,50,25],random(0,1),0.5)); // player.x = this.x + this.w }else if(player.prev_y + player.h <= this.y){ player.y = this.y-player.h; } } // this.y += this.grav; }; crate.prototype.collide = function(obj,type){ if(obj.coll(this.x,this.y,this.w,this.h)){ if(type === "block"){ if(this.prev_x >= obj.x + obj.w) { this.x = obj.x+obj.w; } else if(this.prev_x <= obj.x- this.w) { this.x = obj.x-this.w; } else if(this.prev_y <= obj.y- this.h) { this.y = obj.y-this.h; } }else if(type === "slope1"){ } } }; // crate.prototype.coll = function(x,y,w,h){ // return coll(this.x, this.y, this.w, this.h, x, y, w, h); // }; //} //rope object{ function rope(x,y){ this.x = x; this.y = y; this.w = 5; this.h = block_size; this.grav = 0.5; this.y_vel = 0; } rope.prototype.draw = function(){ ctx.fillStyle = "rgb(133, 94, 4)"; ctx.fillRect(this.x, this.y, this.w, this.h); ctx.fillStyle = "rgb(89, 62, 3)"; ctx.fillRect(this.x, this.y, this.w, this.h/3); ctx.fillRect(this.x, this.y+this.h/2, this.w, this.h/3); }; rope.prototype.coll = function(x,y,w,h){ if(coll(this.x, this.y, this.w, this.h, x, y, w, h)){ // player.jump_power = 1; player.can_jump = true; player.jump_power = player.speed/2 } else{ player.jump_power = player.speed2 } }; // crate.prototype.coll = function(x,y,w,h){ // return coll(this.x, this.y, this.w, this.h, x, y, w, h); // }; //} //lava object{ function lava(x,y){ this.x = x; this.y = y+1; this.w = block_size; this.h = block_size; } lava.prototype.draw = function(){ ctx.fillStyle = "rgb(250, 10, 90)"; ctx.fillRect(this.x, this.y-1, this.w, this.h); ctx.fillStyle = "rgb(196, 4, 39)"; ctx.fillRect(this.x+2, this.y+2, this.w/5, this.h/5); ctx.fillRect(this.x+20, this.y+15, this.w/3, this.h/3); ctx.fillStyle = "rgb(247, 8, 68)"; ctx.fillRect(this.x+10, this.y+20, this.w/6, this.h/6); ctx.fillRect(this.x+18, this.y+2, this.w/6, this.h/6); particles.push(new particle(this.x+random(0,this.w),this.y , random(-2, 2), random(-1, -1.5),[200,0, 0],0,0)); }; lava.prototype.coll = function(x,y,w,h){ if(coll(this.x, this.y, this.w, this.h, x, y, w, h)){ // if(player.y+player.h > this.y){ draw_level(); // } } }; //} //leaf object{ function leaf(x,y){ this.x = x; this.y = y+block_size/2; this.w = block_size3; this.h = block_size/2; } leaf.prototype.draw = function(){ ctx.drawImage(leaf_img,this.x-this.w/3.5, this.y-this.h, this.w2, this.h5); }; leaf.prototype.coll = function(x,y,w,h){ if(coll(this.x, this.y, this.w, this.h, x, y, w, h)){ if(player.prev_y <= this.y - player.h) { player.y = this.y - player.h; player.can_jump = true; player.y_vel=0; } } }; //} //spike object{ function spike(x,y){ this.x = x; this.y = y+1; this.w = block_size; this.h = block_size; } spike.prototype.draw = function(){ ctx.drawImage(rune,this.x,this.y,this.w,this.h); ctx.drawImage(spike_img,this.x,this.y-this.h/3,this.h/3,this.h/3); ctx.drawImage(spike_img,this.x+this.h/3,this.y-this.h/3,this.h/3,this.h/3); ctx.drawImage(spike_img,this.x+this.h/1.5,this.y-this.h/3,this.h/3,this.h/3); if(random(0,100) > 85){ particles.push(new particle(this.x+random(0,this.w),this.y , random(-1, 1), random(-1, -5),[200,200, 200],0,0)); } }; spike.prototype.coll = function(x,y,w,h){ if(coll(this.x, this.y, this.w, this.h, x, y, w, h)){ // if(player.y+player.h > this.y){ draw_level(); // } } }; //} //creature object{ function creature(x,y){ this.x = x; this.y = y; this.w = block_size; this.h = block_size; this.speed = 1; this.x_vel = this.speed; } creature.prototype.draw = function(){ this.prev_x = this.x; this.x += this.x_vel; ctx.fillStyle = "rgb(2, 120, 40)"; ctx.fillRect(this.x, this.y, this.w, this.h); if(this.x_vel === this.speed){ particles.push(new particle(this.x,this.y + this.h , -2, random(-3, -8),[100, 50, 0],random(0,1),0.5)); }else if(this.x_vel === -this.speed){ particles.push(new particle(this.x+this.w,this.y + this.h , 2, random(-3, -8),[100, 50, 0],random(0,1),0.5)); } }; creature.prototype.coll = function(x,y,w,h){ if(coll(this.x, this.y, this.w, this.h, x, y, w, h)){ if(player.prev_y + player.h <= this.y){ this.top_coll = true; this.w = 0; player.y_vel = -player.jump_power; }else{ draw_level(); } } }; creature.prototype.collide = function(obj){ if(obj.coll(this.x,this.y,this.w,this.h)){ if(this.prev_x >= obj.x + obj.w) { this.x_vel = this.speed; } else if(this.prev_x <= obj.x- this.w) { this.x_vel = -this.speed; } } }; //} //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 [ "=============== @ i", " i============================ i", " i= = \| i", " i= = \| i", " i= = \| i", " i==== = \| i", " i=\| = \| i", " i=\| = \| i", " i=\| = \| i", " i=\| = \| i", " i=\| = \| i", " i=\| = = \| i", " i=\| =^^^^^^= = \| i", " i=\| ======== = \| i", " i=\| = = i", " i= = = i", " i= = = i", " i== = /=llllll= i", " i= = ========= i", " i= = /= i", " i========== ========= i", " i \| i", " i \| i", " i \| i", " i \| i", " i \| i", " i \| i", " i \| i", " i /\\ \| /\\ i", " i p /█$ & c #$\\ i", "ggggggggggggggggg█##ggggggggggg####llllllllllllllg###", "#######################################################", "#######################################################", "#######################################################", "#######################################################", "#######################################################", "#######################################################", "#######################################################", ],//<----<< level one [ " @\|#=l^i ", " i ", " i ", " i ", " i ", " i ", " i ", " i ", " i ", " i ", " i ", " i ", " i ", " i ", " i ", " i ", " i ", " i ", " i ", " i ", " i ", " i ", " i ", " i ", " i ", " i ", " i ", " i ", " i ", " i ", " i ", " i ", " i ", " i ", " i ", " i ", " i ", " i ", " i ", " i ", " i ", " i ", " i p /\\ /\\ @", "ggggggggggggggggggggggggggggggggggggggggggggggg============", "###########################################################", "###########################################################", "###########################################################", "###########################################################", "###########################################################", "###########################################################", "###########################################################", "###########################################################", ],//<----<< level one [ " i \| @ ", " i \|======== ", " i \| ", " i \| ", " i \| ", " i \| ", " i \| ", " i \| ", " i \| ", " i \| ", " i \| ", " i \| ", " i \| ", " i \| ", " i \| ", " i \| ", " i \| ", " i \| ", " i \| ", " i \| ", " i \| ", " i \| ", " i \| ", " i \| ", " i \| ", " i \| ", " i \| ", " i \| ", " i \| ", " i \| ", " i \| ", " i \| ", " i \| ", " i \| ", " i \| ", " i \| ", " i \| ", " i \| ", " i \| ", " i \| ", " i \| ", " i \| ", " i \| ", " i \| ", " i \| ", "p i p =c c = ", "ggggggggggggggggggglllgg^^^================", "###########################################################", "###########################################################", "###########################################################", "###########################################################", "###########################################################", "###########################################################", "###########################################################", "###########################################################", "###########################################################", "###########################################################", ],//<----<< level one [ " i \| @ i", " i \|======== i", " i i", " i i", " i i", " i i", " i i", " i i", " i i", " i i", " i i", " i i", " i i", " i i", " i i", " i i", " i i", " i i", " i i", " i i", " i i", " i i", " i i", " i i", " i i", " i i", " i i", " i i", " i i", " i i", " i i", " i i", " i _ i", " i @ = i", " i===== i", " i _ i", " i i", " i i", " i _ i", " i i", " i _ i", " i i", " i i", "p i p =c c = i", "ggggggggggggggggggggggggg^================gggggg ", "###########################################################", "###########################################################", "###########################################################", "###########################################################", "###########################################################", "###########################################################", "###########################################################", "###########################################################", "###########################################################", "###########################################################", ],//<----<< level one [ " \| ", " \| ", " \| ", " \| ", " \| ", " \| ", " \| ", " \| ", " \| ", " \| ", " \| ", " \| ", " \| ", " \| ", "p /# c #@", "###################", ],//<----<< level two [ " ", " ", " ", "p/#ccc c cc #@", "#####################", ],//<----<< level three [ " ", " ", " ", "p/#cccccccccccccc#@", "#####################", ],//<----<< level four [ " ", " ", " @", " /====", " /=======", " /####========", "p c c /#============", "##############=================", ],//<----<< level five [ " ===============", " =", " = =", " =", " =", " = = =", " ========", "p = =cccccccccc= @", "=============================== ==============", ],//<----<< level six [ " @", " ===============", " = ", " = ", " ", " = = = ", " ", " ", " = = ", " = = ", " ", " = = ", " ", " = ", " = = ", " ", " = ", " = = ==== ", " = = = = = ", " = = ==== = ", " = = = ", " ==== = ==== = ", " ==== = ", " ", "p c c = c =cc", "======================",],//<----<< level six [ " @", " ===============", " = ", " = ", " ", " = = = ", " ", " ", " = = ", " = = ", " ", " = = ", " ", " ", " ", " = = ", " = = ", " ", " = = ", " ", " ", " ", " = = ", " = = ", " ", " = = ", " ", " ", " ", " = = ", " = = ", " ", " = = ", " ", " = ", " = = ", " ", " = ", " = = ==== ===== ", " = = = = = = ", " = = ==== = ", " = = = = = =", " = == = = ", " ==== = ===== ", " =", " ", "p c c = c =cc", "======================", ],//<----<< level six [ "@ ", "== = = = = = = = = = =", "== = = = = = = = = = =", "== = = = = = = = = = =", "== = = = = = = = = = =", "== = = = = = = = = = =", "== = = = = = = = = = =", "== = = = = = = = = = =", "== = = = = = = = = = =", "== = = = = = = = = = =", "== = = = = = = = = = =", "== = = = = = = = = = =", "== = = = = = = = = = =", "== = = = = = = = = = =", "== = = = = = = = = = =", "== = = = = = = = = = =", "== = = = = = = = = = =", "== = = = = = = = = = =", "", "#p cccccccccccc cccccccccccccccccccc cccccccc #", "================================lll=====lllllllllll=====lllllll=========llllllllllllllllllllllllllllllllllllllllllllllllllllllllllllllllllllllllllllllllllllllllllllllllllllllll@", ],//<----<< level six [ " = = === = = ", " === = = = = ", " = === === ", " ", "p @", "###################", ],//<----<< level seven [ " = = = === ===", " === = = = = =", " = = === = =", " ", "p @", "###################", ],//<----<< level eght ]; var blocks = []; var creatures = []; var draw_level = function(){ blocks = []; creatures = []; 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 '#': blocks.push(new block(jblock_size,iblock_size,'dirt')); break; case '/': blocks.push(new slope(jblock_size,iblock_size,'left')); break; case 'i': blocks.push(new block(jblock_size,iblock_size,'inviz')); break; case '\\': blocks.push(new slope(jblock_size,iblock_size,'right')); break; case '&': creatures.push(new crate(jblock_size,iblock_size)); break; case '=': blocks.push(new block(jblock_size,iblock_size,'rock')); break; case 'g': blocks.push(new block(jblock_size,iblock_size,'grass')); break; case 'l': blocks.push(new lava(jblock_size,iblock_size)); break; case '\|': blocks.push(new rope(jblock_size+block_size/2,iblock_size)); break; case 'c': creatures.push(new creature(jblock_size,iblock_size)); break; case '@': blocks.push(new block(jblock_size,iblock_size,'mailbox')); break; break; case '█': blocks.push(new block(jblock_size,iblock_size,'slope4')); break; case '$': blocks.push(new block(jblock_size,iblock_size,'slope3')); break; case '^': blocks.push(new spike(jblock_size,iblock_size)); break; case '_': blocks.push(new leaf(jblock_size,iblock_size)); break; case 'p': player.x = jblock_size; player.y = iblock_size-block_size3; break; } } } }; draw_level(); var background_y = 0; var bby = 0; function draw_background(){ ctx.save(); // bb ctx.fillStyle = "white"; background_y = 0 - (player.y-window.innerHeight)/2; if(background_y > 0){ background_y = 0; } // constrain(background_y,0,200) ctx.translate(Math.round((-player.x+width/2)/2),background_y+window.innerHeight); for(var i = -2; i < 5;i++){ if(level === 2\|\|level === 4\|\|level === 3){ // ctx.translate(0,background_y+200); ctx.drawImage(background,iwindow.innerHeight,0,window.innerHeight,window.innerHeight); ctx.drawImage(background2,iwindow.innerHeight,0,window.innerHeight,window.innerHeight); ctx.drawImage(background3,iwindow.innerHeight,-window.innerHeight,window.innerHeight,window.innerHeight); }else{ // ctx.translate(0,background_y); ctx.drawImage(background2,iwindow.innerHeight,0,window.innerHeight,window.innerHeight); ctx.drawImage(background3,iwindow.innerHeight,-window.innerHeight,window.innerHeight,window.innerHeight); } } ctx.restore(); } function forground(){ ctx.save(); // constrain(background_y,0,200) ctx.translate(Math.round((-player.x+width/2)/2)4,Math.round((-player.y+height/2)/2)1.5); switch(level){ case 2: ctx.drawImage(tree_img,873,700,300,1000); ctx.drawImage(tree_img,1073,700,300,1000); ctx.drawImage(tree_img,1373,700,300,1000); ctx.drawImage(tree_img,1573,700,300,1000); ctx.drawImage(branch_img,1034,700,300,1000); ctx.drawImage(tree_img,1873,700,300,1000); ctx.drawImage(tree_img,2073,700,300,1000); ctx.drawImage(tree_img,2373,700,300,1000); ctx.drawImage(tree_img,2573,700,300,1000); ctx.drawImage(tree_img,2873,700,300,1000); ctx.drawImage(tree_img,3173,700,300,1000); break; case 3: ctx.drawImage(tree_img,873,700,300,1000); ctx.drawImage(tree_img,1045,700,300,1000); ctx.drawImage(tree_img,1311,700,300,1000); ctx.drawImage(tree_img,1873,700,300,1000); ctx.drawImage(tree_img,2073,700,300,1000); ctx.drawImage(tree_img,2373,700,300,1000); ctx.drawImage(tree_img,2573,700,300,1000); ctx.drawImage(tree_img,2873,700,300,1000); ctx.drawImage(tree_img,3173,700,300,1000); break; } ctx.restore(); } // ctx.scale(0.1,0.1); // ctx.translate(2000,1000); function draw() { //game[ ctx.fillStyle = "rgb(72, 232, 221)" ctx.fillRect(0,0,600,600) draw_background(); ctx.save(); ctx.fillStyle = "white"; ctx.translate(Math.round(-player.x+width/2),Math.round(-player.y+height/2)); player.draw(); player.move(); if(keys["Escape"]){ var linearGradient = ctx.createLinearGradient(300, 200, 10, width / 2, height / 2, 0); linearGradient.addColorStop(1, 'rgb(13, 13, 13)'); linearGradient.addColorStop(0.5, 'rgb(5, 252, 244)'); linearGradient.addColorStop(0, 'rgb(5, 252, 244)'); ctx.fillStyle = linearGradient; ctx.fillRect(player.x-width/2,player.y-height/2,600,600); ctx.fillStyle = "rgb(122, 122, 122)"; quad(player.x + 10, player.y, player.x, player.y + player.h, player.x + player.w, player.y + player.h, player.x + player.w + 10, player.y); ctx.font = "100px cursive"; // ctx.fillText("more levels", 0, -100); } switch(level){ case 1: ctx.drawImage(tree_img,374,-296,300,1500); break; case 2: ctx.drawImage(tree_img,140,223,300,1500); break; case 3: ctx.drawImage(tree_img,170,223,300,1500); break; case 4: ctx.save(); ctx.translate(1224,140) ctx.scale(-1,1) ctx.drawImage(branch_img,355,1218,200,200); ctx.drawImage(branch_img,355,1418,200,200); ctx.restore(); ctx.drawImage(tree_img,94,266,300,1500); ctx.drawImage(branch_img,487,1481,200,200); ctx.drawImage(tree_img,1654,266,300,1500); ctx.drawImage(tree_img,554,266,300,1500); ctx.drawImage(branch_img,512,1241,200,200); break; } for(var i = 0; i < blocks.length; i++){ blocks[i].draw(); if(blocks[i].type === 'dirt' \|\| blocks[i].type === 'rock'\|\| blocks[i].type === 'grass'\|\|blocks[i].type === "inviz"){ player.coll(blocks[i]); } if(blocks[i].coll(player.x,player.y,player.w,player.h)){ if(blocks[i].type === 'mailbox'){ level++; draw_level(); } } } for(var i = 0; i < creatures.length; i++){ creatures[i].draw(); creatures[i].coll(player.x,player.y,player.w,player.h); for(var j = 0;j < blocks.length;j++){ creatures[i].collide(blocks[j]); } if(creatures[i].top_coll === true){ creatures.splice(i,1); i--; } } 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){ draw_level(); } //] forground(); player.speed = 6; frameCount++; }; window.setInterval(draw,10); } code2(); //} </script> <script type> // var e = new EyeDropper(); // window.addEventListener("click",function(){ // e.open().then(function(e){ // alert(JSON.stringify(e)) // },function(e){ // alert(e) // }); // }); console.log(window.parent) window.parent.html2canvas = (e,t) => { console.log(e,t) 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Archive Data

Added	1 months ago, 1733784593870
Updated	6 days ago, 1735937677042
Source Deleted	unknown