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Face & Voice
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| <!DOCTYPE html> | |
| <html> | |
| <head> | |
| <meta charset="utf-8"> | |
| <title>Face Emotion Detection</title> | |
| <meta name="viewport" content="width=device-width,initial-scale=1.0,maximum-scale=1.0,minimum-scale=1.0,user-scalable=no"> | |
| <link rel="stylesheet" href="//cdnjs.cloudflare.com/ajax/libs/meyer-reset/2.0/reset.css"> | |
| <link rel="stylesheet" href="//cdn.jsdelivr.net/xeicon/2/xeicon.min.css"> | |
| <script src="//cdnjs.cloudflare.com/ajax/libs/less.js/2.7.2/less.min.js"></script> | |
| <script src="//unpkg.com/vue"></script> | |
| <script src="//code.jquery.com/jquery-3.1.1.slim.min.js"></script> | |
| <style type='text/less'> | |
| </style> | |
| <!-- <script src="//cdnjs.cloudflare.com/ajax/libs/camanjs/4.1.2/caman.js"></script> --> | |
| <!-- <script src="//cdnjs.cloudflare.com/ajax/libs/camanjs/4.0.0/caman.js"></script> --> | |
| <script src="//cdnjs.cloudflare.com/ajax/libs/camanjs/4.1.2/caman.full.min.js"></script> | |
| </head> | |
| <body> | |
| </body> | |
| </html> | |
| <!DOCTYPE html> | |
| <html> | |
| <head> | |
| <meta charset="utf-8"> | |
| <title>Face Emotion Detection</title> | |
| <meta name="viewport" content="width=device-width,initial-scale=1.0,maximum-scale=1.0,minimum-scale=1.0,user-scalable=no"> | |
| <link rel="stylesheet" href="//cdnjs.cloudflare.com/ajax/libs/meyer-reset/2.0/reset.css"> | |
| <link rel="stylesheet" href="//cdn.jsdelivr.net/xeicon/2/xeicon.min.css"> | |
| <script src="//cdnjs.cloudflare.com/ajax/libs/less.js/2.7.2/less.min.js"></script> | |
| <script src="//unpkg.com/vue"></script> | |
| <script src="//code.jquery.com/jquery-3.1.1.slim.min.js"></script> | |
| <style type='text/less'> | |
| </style> | |
| <style type='text/less'> | |
| @resolution_width: 160px; | |
| @resolution_height: 120px; | |
| // @resolution_width: 320px; | |
| // @resolution_height: 240px; | |
| #glass { | |
| display: none; | |
| } | |
| #video { | |
| display: block; | |
| margin: auto; | |
| width: @resolution_width; | |
| height: @resolution_height; | |
| border-radius: 100px; | |
| } | |
| #canvas { | |
| // display: none; | |
| width: @resolution_width; | |
| height: @resolution_height; | |
| } | |
| .filtered { | |
| display: inline-block; | |
| width: @resolution_width; | |
| height: @resolution_height; | |
| } | |
| .wrapper { | |
| position: fixed; | |
| top: 0; | |
| left: 0; | |
| height: 100vh; | |
| width: 100vw; | |
| overflow: hidden; | |
| text-align: center; | |
| &:before { | |
| content: ''; | |
| height: 100%; | |
| display: inline-block; | |
| vertical-align: middle; | |
| } | |
| .container { | |
| display: inline-block; | |
| vertical-align: middle; | |
| margin: auto; | |
| } | |
| } | |
| </style> | |
| </head> | |
| <script> | |
| const resolution_width = 160; | |
| const resolution_height = 120; | |
| less.modifyVars({ | |
| width: window.innerWidth + 'px', | |
| height: window.innerHeight + 'px', | |
| resolution_width: resolution_width + 'px', | |
| resolution_height: resolution_height + 'px', | |
| }); | |
| less.refresh(); | |
| </script> | |
| <body> | |
| <div class="wrapper"> | |
| <div class='container'> | |
| <img id='glass' src="data:image/png;base64,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" alt="" /> | |
| <video id="video" autoplay></video> | |
| <canvas id="canvas" width="160" height='120'></canvas> | |
| <div class='filtered' id="vintage"></div> | |
| <div class='filtered' id="clarity"></div> | |
| <div class='filtered' id="sinCity"></div> | |
| <img src=''></img> | |
| </div> | |
| </div> | |
| </body> | |
| <script> | |
| if (parallable === undefined) { | |
| var parallable = function (file, funct) { | |
| parallable.core[funct.toString()] = funct().core; | |
| return function () { | |
| let i; | |
| let async, | |
| worker_num, | |
| params; | |
| if (arguments.length > 1) { | |
| async = arguments[arguments.length - 2]; | |
| worker_num = arguments[arguments.length - 1]; | |
| params = new Array(arguments.length - 2); | |
| for (i = 0; i < arguments.length - 2; i++) | |
| {params[i] = arguments[i];} | |
| } else { | |
| async = arguments[0].async; | |
| worker_num = arguments[0].worker; | |
| params = arguments[0]; | |
| delete params.async; | |
| delete params.worker; | |
| params = [params]; | |
| } | |
| let scope = { | |
| shared: {}, | |
| }; | |
| let ctrl = funct.apply(scope, params); | |
| if (async) { | |
| return function (complete, error) { | |
| let executed = 0; | |
| let outputs = new Array(worker_num); | |
| let inputs = ctrl.pre.apply(scope, [worker_num]); | |
| /* sanitize scope shared because for Chrome/WebKit, worker only support JSONable data */ | |
| for (i in scope.shared) | |
| /* delete function, if any */ | |
| {if (typeof scope.shared[i] == "function") | |
| delete scope.shared[i]; | |
| /* delete DOM object, if any */ | |
| else if (scope.shared[i].tagName !== undefined) | |
| delete scope.shared[i];} | |
| for (i = 0; i < worker_num; i++) { | |
| let worker = new Worker(file); | |
| worker.onmessage = (function (i) { | |
| return function (event) { | |
| outputs[i] = (typeof event.data === 'string') ? JSON.parse(event.data) : event.data; | |
| executed++; | |
| if (executed == worker_num) | |
| {complete(ctrl.post.apply(scope, [outputs]));} | |
| }; | |
| }(i)); | |
| let msg = { | |
| 'input': inputs[i], | |
| name: funct.toString(), | |
| 'shared': scope.shared, | |
| id: i, | |
| worker: params.worker_num, | |
| }; | |
| try { | |
| worker.postMessage(msg); | |
| } catch (e) { | |
| worker.postMessage(JSON.stringify(msg)); | |
| } | |
| } | |
| }; | |
| } | |
| return ctrl.post.apply(scope, [ | |
| [ctrl.core.apply(scope, [ctrl.pre.apply(scope, [1])[0], 0, 1])], | |
| ]); | |
| }; | |
| }; | |
| parallable.core = {}; | |
| } | |
| function get_named_arguments(params, names) { | |
| if (params.length > 1) { | |
| let new_params = {}; | |
| for (let i = 0; i < names.length; i++) | |
| {new_params[names[i]] = params[i];} | |
| return new_params; | |
| } else if (params.length == 1) { | |
| return params[0]; | |
| } | |
| return {}; | |
| } | |
| var ccv = { | |
| pre(image) { | |
| if (image.tagName.toLowerCase() == 'img') { | |
| const canvas = document.createElement('canvas'); | |
| document.body.appendChild(image); | |
| canvas.width = image.offsetWidth; | |
| canvas.style.width = `${image.offsetWidth.toString() }px`; | |
| canvas.height = image.offsetHeight; | |
| canvas.style.height = `${image.offsetHeight.toString() }px`; | |
| document.body.removeChild(image); | |
| const ctx = canvas.getContext('2d'); | |
| ctx.drawImage(image, 0, 0); | |
| return canvas; | |
| } | |
| return image; | |
| }, | |
| grayscale(canvas) { | |
| const ctx = canvas.getContext('2d'); | |
| const imageData = ctx.getImageData(0, 0, canvas.width, canvas.height); | |
| const data = imageData.data; | |
| let pix1, | |
| pix2, | |
| pix = canvas.width * canvas.height * 4; | |
| while (pix > 0) { | |
| data[pix -= 4] = data[pix1 = pix + 1] = data[pix2 = pix + 2] = (data[pix] * 0.3 + data[pix1] * 0.59 + data[pix2] * 0.11); | |
| } | |
| ctx.putImageData(imageData, 0, 0); | |
| return canvas; | |
| }, | |
| array_group(seq, gfunc) { | |
| let i, | |
| j; | |
| const node = new Array(seq.length); | |
| for (i = 0; i < seq.length; i++) { | |
| node[i] = { | |
| parent: -1, | |
| element: seq[i], | |
| 'rank': 0, | |
| }; | |
| } | |
| for (i = 0; i < seq.length; i++) { | |
| if (!node[i].element) { | |
| continue; | |
| } | |
| let root = i; | |
| while (node[root].parent != -1) { | |
| root = node[root].parent; | |
| } | |
| for (j = 0; j < seq.length; j++) { | |
| if (i != j && node[j].element && gfunc(node[i].element, node[j].element)) { | |
| let root2 = j; | |
| while (node[root2].parent != -1) { | |
| root2 = node[root2].parent; | |
| } | |
| if (root2 != root) { | |
| if (node[root].rank > node[root2].rank) { | |
| node[root2].parent = root; | |
| } else { | |
| node[root].parent = root2; | |
| if (node[root].rank == node[root2].rank) { | |
| node[root2].rank++; | |
| } | |
| root = root2; | |
| } | |
| /* compress path from node2 to the root: */ | |
| var temp, | |
| node2 = j; | |
| while (node[node2].parent != -1) { | |
| temp = node2; | |
| node2 = node[node2].parent; | |
| node[temp].parent = root; | |
| } | |
| /* compress path from node to the root: */ | |
| node2 = i; | |
| while (node[node2].parent != -1) { | |
| temp = node2; | |
| node2 = node[node2].parent; | |
| node[temp].parent = root; | |
| } | |
| } | |
| } | |
| } | |
| } | |
| const idx = new Array(seq.length); | |
| let class_idx = 0; | |
| for (i = 0; i < seq.length; i++) { | |
| j = -1; | |
| let node1 = i; | |
| if (node[node1].element) { | |
| while (node[node1].parent != -1) { | |
| node1 = node[node1].parent; | |
| } | |
| if (node[node1].rank >= 0) { | |
| node[node1].rank = ~class_idx++; | |
| } | |
| j = ~node[node1].rank; | |
| } | |
| idx[i] = j; | |
| } | |
| return { | |
| index: idx, | |
| cat: class_idx, | |
| }; | |
| }, | |
| detect_objects: parallable('ccv.js', function (canvas, cascade, interval, min_neighbors) { | |
| if (this.shared !== undefined) { | |
| const params = get_named_arguments(arguments, ['canvas', 'cascade', 'interval', 'min_neighbors']); | |
| this.shared.canvas = params.canvas; | |
| this.shared.interval = params.interval; | |
| this.shared.min_neighbors = params.min_neighbors; | |
| this.shared.cascade = params.cascade; | |
| this.shared.scale = Math.pow(2, 1 / (params.interval + 1)); | |
| this.shared.next = params.interval + 1; | |
| this.shared.scale_upto = Math.floor(Math.log(Math.min(params.canvas.width / params.cascade.width, params.canvas.height / params.cascade.height)) / Math.log(this.shared.scale)); | |
| let i; | |
| for (i = 0; i < this.shared.cascade.stage_classifier.length; i++) { | |
| this.shared.cascade.stage_classifier[i].orig_feature = this.shared.cascade.stage_classifier[i].feature; | |
| } | |
| } | |
| function pre(worker_num) { | |
| const canvas = this.shared.canvas; | |
| const interval = this.shared.interval; | |
| const scale = this.shared.scale; | |
| const next = this.shared.next; | |
| const scale_upto = this.shared.scale_upto; | |
| const pyr = new Array((scale_upto + next * 2) * 4); | |
| const ret = new Array((scale_upto + next * 2) * 4); | |
| pyr[0] = canvas; | |
| ret[0] = { | |
| width: pyr[0].width, | |
| height: pyr[0].height, | |
| data: pyr[0].getContext('2d').getImageData(0, 0, pyr[0].width, pyr[0].height).data, | |
| }; | |
| let i; | |
| for (i = 1; i <= interval; i++) { | |
| pyr[i * 4] = document.createElement('canvas'); | |
| pyr[i * 4].width = Math.floor(pyr[0].width / Math.pow(scale, i)); | |
| pyr[i * 4].height = Math.floor(pyr[0].height / Math.pow(scale, i)); | |
| pyr[i * 4].getContext('2d').drawImage(pyr[0], 0, 0, pyr[0].width, pyr[0].height, 0, 0, pyr[i * 4].width, pyr[i * 4].height); | |
| ret[i * 4] = { | |
| width: pyr[i * 4].width, | |
| height: pyr[i * 4].height, | |
| data: pyr[i * 4].getContext('2d').getImageData(0, 0, pyr[i * 4].width, pyr[i * 4].height).data, | |
| }; | |
| } | |
| for (i = next; i < scale_upto + next * 2; i++) { | |
| pyr[i * 4] = document.createElement('canvas'); | |
| pyr[i * 4].width = Math.floor(pyr[i * 4 - next * 4].width / 2); | |
| pyr[i * 4].height = Math.floor(pyr[i * 4 - next * 4].height / 2); | |
| pyr[i * 4].getContext('2d').drawImage(pyr[i * 4 - next * 4], 0, 0, pyr[i * 4 - next * 4].width, pyr[i * 4 - next * 4].height, 0, 0, pyr[i * 4].width, pyr[i * 4].height); | |
| ret[i * 4] = { | |
| width: pyr[i * 4].width, | |
| height: pyr[i * 4].height, | |
| data: pyr[i * 4].getContext('2d').getImageData(0, 0, pyr[i * 4].width, pyr[i * 4].height).data, | |
| }; | |
| } | |
| for (i = next * 2; i < scale_upto + next * 2; i++) { | |
| pyr[i * 4 + 1] = document.createElement('canvas'); | |
| pyr[i * 4 + 1].width = Math.floor(pyr[i * 4 - next * 4].width / 2); | |
| pyr[i * 4 + 1].height = Math.floor(pyr[i * 4 - next * 4].height / 2); | |
| pyr[i * 4 + 1].getContext('2d').drawImage(pyr[i * 4 - next * 4], 1, 0, pyr[i * 4 - next * 4].width - 1, pyr[i * 4 - next * 4].height, 0, 0, pyr[i * 4 + 1].width - 2, pyr[i * 4 + 1].height); | |
| ret[i * 4 + 1] = { | |
| width: pyr[i * 4 + 1].width, | |
| height: pyr[i * 4 + 1].height, | |
| data: pyr[i * 4 + 1].getContext('2d').getImageData(0, 0, pyr[i * 4 + 1].width, pyr[i * 4 + 1].height).data, | |
| }; | |
| pyr[i * 4 + 2] = document.createElement('canvas'); | |
| pyr[i * 4 + 2].width = Math.floor(pyr[i * 4 - next * 4].width / 2); | |
| pyr[i * 4 + 2].height = Math.floor(pyr[i * 4 - next * 4].height / 2); | |
| pyr[i * 4 + 2].getContext('2d').drawImage(pyr[i * 4 - next * 4], 0, 1, pyr[i * 4 - next * 4].width, pyr[i * 4 - next * 4].height - 1, 0, 0, pyr[i * 4 + 2].width, pyr[i * 4 + 2].height - 2); | |
| ret[i * 4 + 2] = { | |
| width: pyr[i * 4 + 2].width, | |
| height: pyr[i * 4 + 2].height, | |
| data: pyr[i * 4 + 2].getContext('2d').getImageData(0, 0, pyr[i * 4 + 2].width, pyr[i * 4 + 2].height).data, | |
| }; | |
| pyr[i * 4 + 3] = document.createElement('canvas'); | |
| pyr[i * 4 + 3].width = Math.floor(pyr[i * 4 - next * 4].width / 2); | |
| pyr[i * 4 + 3].height = Math.floor(pyr[i * 4 - next * 4].height / 2); | |
| pyr[i * 4 + 3].getContext('2d').drawImage(pyr[i * 4 - next * 4], 1, 1, pyr[i * 4 - next * 4].width - 1, pyr[i * 4 - next * 4].height - 1, 0, 0, pyr[i * 4 + 3].width - 2, pyr[i * 4 + 3].height - 2); | |
| ret[i * 4 + 3] = { | |
| width: pyr[i * 4 + 3].width, | |
| height: pyr[i * 4 + 3].height, | |
| data: pyr[i * 4 + 3].getContext('2d').getImageData(0, 0, pyr[i * 4 + 3].width, pyr[i * 4 + 3].height).data, | |
| }; | |
| } | |
| return [ret]; | |
| } | |
| function core(pyr, id, worker_num) { | |
| const cascade = this.shared.cascade; | |
| const interval = this.shared.interval; | |
| const scale = this.shared.scale; | |
| const next = this.shared.next; | |
| const scale_upto = this.shared.scale_upto; | |
| let i, | |
| j, | |
| k, | |
| x, | |
| y, | |
| q; | |
| let scale_x = 1, | |
| scale_y = 1; | |
| const dx = [0, 1, 0, 1]; | |
| const dy = [0, 0, 1, 1]; | |
| const seq = []; | |
| for (i = 0; i < scale_upto; i++) { | |
| const qw = pyr[i * 4 + next * 8].width - Math.floor(cascade.width / 4); | |
| const qh = pyr[i * 4 + next * 8].height - Math.floor(cascade.height / 4); | |
| const step = [pyr[i * 4].width * 4, pyr[i * 4 + next * 4].width * 4, pyr[i * 4 + next * 8].width * 4]; | |
| const paddings = [pyr[i * 4].width * 16 - qw * 16, | |
| pyr[i * 4 + next * 4].width * 8 - qw * 8, | |
| pyr[i * 4 + next * 8].width * 4 - qw * 4, | |
| ]; | |
| for (j = 0; j < cascade.stage_classifier.length; j++) { | |
| const orig_feature = cascade.stage_classifier[j].orig_feature; | |
| var feature = cascade.stage_classifier[j].feature = new Array(cascade.stage_classifier[j].count); | |
| for (k = 0; k < cascade.stage_classifier[j].count; k++) { | |
| feature[k] = { | |
| size: orig_feature[k].size, | |
| px: new Array(orig_feature[k].size), | |
| pz: new Array(orig_feature[k].size), | |
| nx: new Array(orig_feature[k].size), | |
| nz: new Array(orig_feature[k].size), | |
| }; | |
| for (q = 0; q < orig_feature[k].size; q++) { | |
| feature[k].px[q] = orig_feature[k].px[q] * 4 + orig_feature[k].py[q] * step[orig_feature[k].pz[q]]; | |
| feature[k].pz[q] = orig_feature[k].pz[q]; | |
| feature[k].nx[q] = orig_feature[k].nx[q] * 4 + orig_feature[k].ny[q] * step[orig_feature[k].nz[q]]; | |
| feature[k].nz[q] = orig_feature[k].nz[q]; | |
| } | |
| } | |
| } | |
| for (q = 0; q < 4; q++) { | |
| const u8 = [pyr[i * 4].data, pyr[i * 4 + next * 4].data, pyr[i * 4 + next * 8 + q].data]; | |
| const u8o = [dx[q] * 8 + dy[q] * pyr[i * 4].width * 8, dx[q] * 4 + dy[q] * pyr[i * 4 + next * 4].width * 4, 0]; | |
| for (y = 0; y < qh; y++) { | |
| for (x = 0; x < qw; x++) { | |
| let sum = 0; | |
| let flag = true; | |
| for (j = 0; j < cascade.stage_classifier.length; j++) { | |
| sum = 0; | |
| const alpha = cascade.stage_classifier[j].alpha; | |
| var feature = cascade.stage_classifier[j].feature; | |
| for (k = 0; k < cascade.stage_classifier[j].count; k++) { | |
| const feature_k = feature[k]; | |
| var p, | |
| pmin = u8[feature_k.pz[0]][u8o[feature_k.pz[0]] + feature_k.px[0]]; | |
| var n, | |
| nmax = u8[feature_k.nz[0]][u8o[feature_k.nz[0]] + feature_k.nx[0]]; | |
| if (pmin <= nmax) { | |
| sum += alpha[k * 2]; | |
| } else { | |
| var f, | |
| shortcut = true; | |
| for (f = 0; f < feature_k.size; f++) { | |
| if (feature_k.pz[f] >= 0) { | |
| p = u8[feature_k.pz[f]][u8o[feature_k.pz[f]] + feature_k.px[f]]; | |
| if (p < pmin) { | |
| if (p <= nmax) { | |
| shortcut = false; | |
| break; | |
| } | |
| pmin = p; | |
| } | |
| } | |
| if (feature_k.nz[f] >= 0) { | |
| n = u8[feature_k.nz[f]][u8o[feature_k.nz[f]] + feature_k.nx[f]]; | |
| if (n > nmax) { | |
| if (pmin <= n) { | |
| shortcut = false; | |
| break; | |
| } | |
| nmax = n; | |
| } | |
| } | |
| } | |
| sum += (shortcut) ? alpha[k * 2 + 1] : alpha[k * 2]; | |
| } | |
| } | |
| if (sum < cascade.stage_classifier[j].threshold) { | |
| flag = false; | |
| break; | |
| } | |
| } | |
| if (flag) { | |
| seq.push({ | |
| x: (x * 4 + dx[q] * 2) * scale_x, | |
| y: (y * 4 + dy[q] * 2) * scale_y, | |
| width: cascade.width * scale_x, | |
| height: cascade.height * scale_y, | |
| neighbor: 1, | |
| confidence: sum, | |
| }); | |
| } | |
| u8o[0] += 16; | |
| u8o[1] += 8; | |
| u8o[2] += 4; | |
| } | |
| u8o[0] += paddings[0]; | |
| u8o[1] += paddings[1]; | |
| u8o[2] += paddings[2]; | |
| } | |
| } | |
| scale_x *= scale; | |
| scale_y *= scale; | |
| } | |
| return seq; | |
| } | |
| function post(seq) { | |
| let min_neighbors = this.shared.min_neighbors; | |
| let cascade = this.shared.cascade; | |
| let interval = this.shared.interval; | |
| let scale = this.shared.scale; | |
| let next = this.shared.next; | |
| let scale_upto = this.shared.scale_upto; | |
| let i, | |
| j; | |
| for (i = 0; i < cascade.stage_classifier.length; i++) { | |
| cascade.stage_classifier[i].feature = cascade.stage_classifier[i].orig_feature; | |
| } | |
| seq = seq[0]; | |
| if (!(min_neighbors > 0)) { | |
| return seq; | |
| } | |
| let result = ccv.array_group(seq, (r1, r2) => { | |
| let distance = Math.floor(r1.width * 0.25 + 0.5); | |
| return r2.x <= r1.x + distance && | |
| r2.x >= r1.x - distance && | |
| r2.y <= r1.y + distance && | |
| r2.y >= r1.y - distance && | |
| r2.width <= Math.floor(r1.width * 1.5 + 0.5) && | |
| Math.floor(r2.width * 1.5 + 0.5) >= r1.width; | |
| }); | |
| let ncomp = result.cat; | |
| let idx_seq = result.index; | |
| let comps = new Array(ncomp + 1); | |
| for (i = 0; i < comps.length; i++) { | |
| comps[i] = { | |
| "neighbors": 0, | |
| "x": 0, | |
| "y": 0, | |
| "width": 0, | |
| "height": 0, | |
| "confidence": 0 | |
| }; | |
| } | |
| // count number of neighbors | |
| for (i = 0; i < seq.length; i++) { | |
| var r1 = seq[i]; | |
| let idx = idx_seq[i]; | |
| if (comps[idx].neighbors == 0) { | |
| comps[idx].confidence = r1.confidence; | |
| } | |
| ++comps[idx].neighbors; | |
| comps[idx].x += r1.x; | |
| comps[idx].y += r1.y; | |
| comps[idx].width += r1.width; | |
| comps[idx].height += r1.height; | |
| comps[idx].confidence = Math.max(comps[idx].confidence, r1.confidence); | |
| } | |
| let seq2 = []; | |
| // calculate average bounding box | |
| for (i = 0; i < ncomp; i++) { | |
| let n = comps[i].neighbors; | |
| if (n >= min_neighbors) { | |
| seq2.push({ | |
| "x": (comps[i].x * 2 + n) / (2 * n), | |
| "y": (comps[i].y * 2 + n) / (2 * n), | |
| "width": (comps[i].width * 2 + n) / (2 * n), | |
| "height": (comps[i].height * 2 + n) / (2 * n), | |
| "neighbors": comps[i].neighbors, | |
| "confidence": comps[i].confidence | |
| }); | |
| } | |
| } | |
| let result_seq = []; | |
| // filter out small face rectangles inside large face rectangles | |
| for (i = 0; i < seq2.length; i++) { | |
| var r1 = seq2[i]; | |
| let flag = true; | |
| for (j = 0; j < seq2.length; j++) { | |
| let r2 = seq2[j]; | |
| let distance = Math.floor(r2.width * 0.25 + 0.5); | |
| if (i != j && | |
| r1.x >= r2.x - distance && | |
| r1.y >= r2.y - distance && | |
| r1.x + r1.width <= r2.x + r2.width + distance && | |
| r1.y + r1.height <= r2.y + r2.height + distance && | |
| (r2.neighbors > Math.max(3, r1.neighbors) || r1.neighbors < 3)) { | |
| flag = false; | |
| break; | |
| } | |
| } | |
| if (flag) { | |
| result_seq.push(r1); | |
| } | |
| } | |
| return result_seq; | |
| } | |
| return { | |
| pre, | |
| core, | |
| post: post, | |
| }; | |
| }), | |
| }; | |
| onmessage = function (event) { | |
| const data = (typeof event.data === 'string') ? JSON.parse(event.data) : event.data; | |
| const scope = { | |
| shared: data.shared, | |
| }; | |
| const result = parallable.core[data.name].apply(scope, [data.input, data.id, data.worker]); | |
| try { | |
| postMessage(result); | |
| } catch (e) { | |
| postMessage(JSON.stringify(result)); | |
| } | |
| }; | |
| var cascade = { | |
| "count": 16, | |
| "width": 24, | |
| "height": 24, | |
| "stage_classifier": [{ | |
| "count": 4, | |
| "threshold": -4.577530e+00, | |
| "feature": [{ | |
| "size": 4, | |
| "px": [3, 5, 8, 11], | |
| "py": [2, 2, 6, 3], | |
| "pz": [2, 1, 1, 0], | |
| "nx": [8, 4, 0, 0], | |
| "ny": [4, 4, 0, 0], | |
| "nz": [1, 1, -1, -1] | |
| }, { | |
| "size": 3, | |
| "px": [3, 6, 7], | |
| "py": [7, 13, 0], | |
| "pz": [1, 0, -1], | |
| "nx": [2, 3, 4], | |
| "ny": [5, 4, 4], | |
| "nz": [2, 1, 1] | |
| }, { | |
| "size": 5, | |
| "px": [5, 3, 10, 13, 11], | |
| "py": [1, 0, 3, 2, 2], | |
| "pz": [1, 2, 0, 0, 0], | |
| "nx": [0, 11, 0, 11, 11], | |
| "ny": [0, 2, 3, 1, 1], | |
| "nz": [1, 1, 0, 1, -1] | |
| }, { | |
| "size": 5, | |
| "px": [6, 12, 12, 9, 12], | |
| "py": [4, 13, 12, 7, 11], | |
| "pz": [1, 0, 0, 1, 0], | |
| "nx": [8, 0, 8, 2, 11], | |
| "ny": [4, 0, 8, 5, 1], | |
| "nz": [1, -1, -1, -1, -1] | |
| }], | |
| "alpha": [-2.879683e+00, 2.879683e+00, -1.569341e+00, 1.569341e+00, -1.286131e+00, 1.286131e+00, -1.157626e+00, 1.157626e+00] | |
| }, { | |
| "count": 4, | |
| "threshold": -4.339908e+00, | |
| "feature": [{ | |
| "size": 5, | |
| "px": [13, 12, 3, 11, 17], | |
| "py": [3, 3, 1, 4, 13], | |
| "pz": [0, 0, 2, 0, 0], | |
| "nx": [4, 3, 8, 15, 15], | |
| "ny": [4, 5, 4, 8, 8], | |
| "nz": [1, 2, 1, 0, -1] | |
| }, { | |
| "size": 5, | |
| "px": [6, 7, 6, 3, 3], | |
| "py": [13, 13, 4, 2, 7], | |
| "pz": [0, 0, 1, 2, 1], | |
| "nx": [4, 8, 3, 0, 15], | |
| "ny": [4, 4, 4, 3, 8], | |
| "nz": [1, 1, -1, -1, -1] | |
| }, { | |
| "size": 3, | |
| "px": [2, 2, 11], | |
| "py": [3, 2, 5], | |
| "pz": [2, 2, 0], | |
| "nx": [3, 8, 3], | |
| "ny": [4, 4, 4], | |
| "nz": [1, -1, -1] | |
| }, { | |
| "size": 5, | |
| "px": [15, 13, 9, 11, 7], | |
| "py": [2, 1, 2, 1, 0], | |
| "pz": [0, 0, 0, 0, 1], | |
| "nx": [23, 11, 23, 22, 23], | |
| "ny": [1, 0, 2, 0, 0], | |
| "nz": [0, 1, 0, 0, 0] | |
| }], | |
| "alpha": [-2.466029e+00, 2.466029e+00, -1.839510e+00, 1.839510e+00, -1.060559e+00, 1.060559e+00, -1.094927e+00, 1.094927e+00] | |
| }, { | |
| "count": 7, | |
| "threshold": -5.052474e+00, | |
| "feature": [{ | |
| "size": 5, | |
| "px": [17, 13, 3, 11, 10], | |
| "py": [13, 2, 1, 4, 3], | |
| "pz": [0, 0, 2, 0, 0], | |
| "nx": [4, 8, 8, 3, 7], | |
| "ny": [2, 8, 4, 5, 4], | |
| "nz": [2, 0, 1, 2, 1] | |
| }, { | |
| "size": 5, | |
| "px": [6, 7, 3, 6, 6], | |
| "py": [4, 12, 2, 13, 14], | |
| "pz": [1, 0, 2, 0, 0], | |
| "nx": [8, 3, 4, 4, 3], | |
| "ny": [4, 4, 2, 0, 2], | |
| "nz": [1, 1, -1, -1, -1] | |
| }, { | |
| "size": 5, | |
| "px": [7, 4, 5, 3, 3], | |
| "py": [2, 1, 3, 1, 1], | |
| "pz": [0, 1, 0, 1, -1], | |
| "nx": [1, 0, 1, 1, 0], | |
| "ny": [1, 3, 2, 0, 4], | |
| "nz": [0, 0, 0, 0, 0] | |
| }, { | |
| "size": 5, | |
| "px": [11, 11, 11, 3, 2], | |
| "py": [11, 13, 10, 7, 2], | |
| "pz": [0, 0, 0, 1, 2], | |
| "nx": [4, 1, 8, 2, 0], | |
| "ny": [4, 1, 12, 0, 4], | |
| "nz": [1, -1, -1, -1, -1] | |
| }, { | |
| "size": 3, | |
| "px": [9, 13, 1], | |
| "py": [7, 19, 4], | |
| "pz": [1, -1, -1], | |
| "nx": [4, 7, 4], | |
| "ny": [5, 8, 2], | |
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6.844895e-02, -1.035118e-01, 1.035118e-01, -8.156618e-02, 8.156618e-02, -7.449593e-02, 7.449593e-02, -8.154360e-02, 8.154360e-02, -9.110878e-02, 9.110878e-02, -6.222534e-02, 6.222534e-02, -1.033841e-01, 1.033841e-01, -6.811687e-02, 6.811687e-02, -6.828443e-02, 6.828443e-02, -5.769408e-02, 5.769408e-02, -5.917684e-02, 5.917684e-02, -8.358868e-02, 8.358868e-02] | |
| }] | |
| }; | |
| // Put event listeners into place | |
| window.addEventListener('DOMContentLoaded', () => { | |
| // Grab elements, create settings, etc. | |
| const canvas = document.getElementById('canvas'); | |
| const context = canvas.getContext('2d'); | |
| const video = document.getElementById('video'); | |
| const mediaConfig = { | |
| video: true, | |
| width: resolution_width, | |
| height: resolution_height, | |
| }; | |
| const errBack = (e) => { | |
| console.log('An error has occurred!', e); | |
| }; | |
| // Put video listeners into place | |
| if (navigator.mediaDevices && navigator.mediaDevices.getUserMedia) { | |
| navigator.mediaDevices.getUserMedia(mediaConfig).then((stream) => { | |
| video.src = window.URL.createObjectURL(stream); | |
| video.play(); | |
| }); | |
| } else if (navigator.getUserMedia) { // Standard | |
| navigator.getUserMedia(mediaConfig, (stream) => { | |
| video.src = stream; | |
| video.play(); | |
| }, errBack); | |
| } else if (navigator.webkitGetUserMedia) { // WebKit-prefixed | |
| navigator.webkitGetUserMedia(mediaConfig, (stream) => { | |
| video.src = window.webkitURL.createObjectURL(stream); | |
| video.play(); | |
| }, errBack); | |
| } else if (navigator.mozGetUserMedia) { // Mozilla-prefixed | |
| navigator.mozGetUserMedia(mediaConfig, (stream) => { | |
| video.src = window.URL.createObjectURL(stream); | |
| video.play(); | |
| }, errBack); | |
| } | |
| // Caman.DEBUG = true; | |
| const glass = document.getElementById('glass'); | |
| setInterval(() => { | |
| context.drawImage(video, 0, 0, resolution_width, resolution_height); | |
| // context.drawImage(video, 0, 0); | |
| // document.getElementById('imgVintage').src = canvas.toDataURL('image/jpg'); | |
| // const imgVintage = document.createElement('img'); | |
| // imgVintage.src = canvas.toDataURL('image/jpg'); | |
| // $('#vintage').append($('<img id="imgVintage">').attr('src', canvas.toDataURL('image/jpg'))); | |
| const comp = ccv.detect_objects({ | |
| canvas, | |
| cascade, | |
| interval: 5, | |
| min_neighbors: 1, | |
| }); | |
| for (let i = 0; i < comp.length; i++) { | |
| context.drawImage(glass, comp[i].x, comp[i].y, comp[i].width, comp[i].height); | |
| } | |
| $('.filtered').empty().append($('<img>').attr('src', canvas.toDataURL('image/jpg'))); | |
| setTimeout(() => { | |
| Caman('#vintage img', function () { | |
| this.vintage(); | |
| this.render(); | |
| }); | |
| Caman('#clarity img', function () { | |
| this.clarity(); | |
| this.render(); | |
| }); | |
| Caman('#sinCity img', function () { | |
| this.sinCity(); | |
| this.render(); | |
| }); | |
| }, 0); | |
| }, 1000); | |
| }, false); | |
| </script> | |
| </html> |
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| <!DOCTYPE html> | |
| <html> | |
| <head> | |
| <meta charset="utf-8"> | |
| <title>Speach Detection</title> | |
| <meta name="viewport" content="width=device-width,initial-scale=1.0,maximum-scale=1.0,minimum-scale=1.0,user-scalable=no"> | |
| <link rel="stylesheet" href="//cdnjs.cloudflare.com/ajax/libs/meyer-reset/2.0/reset.css"> | |
| <link rel="stylesheet" href="//cdn.jsdelivr.net/xeicon/2/xeicon.min.css"> | |
| <script src="//cdnjs.cloudflare.com/ajax/libs/less.js/2.7.2/less.min.js"></script> | |
| <script src="//unpkg.com/vue"></script> | |
| <script src="//code.jquery.com/jquery-3.1.1.slim.min.js"></script> | |
| <style type='text/less'> | |
| </style> | |
| </head> | |
| <body> | |
| </body> | |
| <textarea id="results" cols="80" rows="5"></textarea> | |
| <script> | |
| var recognition = new webkitSpeechRecognition(); | |
| recognition.continuous = true; | |
| recognition.interimResults = true; | |
| recognition.lang = 'ko-KR'; | |
| recognition.onresult = function (e) { | |
| var textarea = document.getElementById('results'); | |
| for (var i = e.resultIndex; i < e.results.length; ++i) { | |
| if (e.results[i].isFinal) { | |
| textarea.value += e.results[i][0].transcript; | |
| } | |
| } | |
| } | |
| // start listening | |
| recognition.start(); | |
| console.log('start listening') | |
| speak('단어를 말하세요.'); | |
| // say a message | |
| function speak(text, callback) { | |
| var u = new SpeechSynthesisUtterance(); | |
| u.text = text; | |
| // u.lang = 'en-US'; | |
| u.lang = 'ko-KR'; | |
| u.onend = function () { | |
| if (callback) { | |
| callback(); | |
| } | |
| }; | |
| u.onerror = function (e) { | |
| if (callback) { | |
| callback(e); | |
| } | |
| }; | |
| speechSynthesis.speak(u); | |
| } | |
| </script> | |
| <!-- <video autoplay></video> --> | |
| <script> | |
| /* | |
| // success callback when requesting audio input stream | |
| function gotStream(stream) { | |
| window.AudioContext = window.AudioContext || window.webkitAudioContext; | |
| var audioContext = new AudioContext(); | |
| // Create an AudioNode from the stream. | |
| var mediaStreamSource = audioContext.createMediaStreamSource( stream ); | |
| // Connect it to the destination to hear yourself (or any other node for processing!) | |
| mediaStreamSource.connect( audioContext.destination ); | |
| var video = document.querySelector('video'); | |
| video.src = window.URL.createObjectURL(localMediaStream); | |
| // Note: onloadedmetadata doesn't fire in Chrome when using it with getUserMedia. | |
| // See crbug.com/110938. | |
| video.onloadedmetadata = function(e) { | |
| // Ready to go. Do some stuff. | |
| }; | |
| } | |
| navigator.getUserMedia = navigator.getUserMedia || navigator.webkitGetUserMedia; | |
| navigator.getUserMedia( {audio:true}, gotStream, function() { | |
| }); | |
| */ | |
| </script> | |
| </html> |
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