// ==UserScript==
// @name nju captcha solver
// @namespace nju captcha solver
// @description 南京大学验证码离线识别,自动填充。
// @version 1.1
// @author njuer
// @match https://authserver.nju.edu.cn/authserver/login*
// @icon https://www.nju.edu.cn/images/favicon.png
// @license MIT
// @grant none
// ==/UserScript==
(function() {
'use strict';
var CBL = function (options) {
var defaults = {
preprocess: function() { warn("You should define a preprocess method!"); },
model_file: "",
model_string: "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",
model_loaded: function() { },
training_complete: function() { },
blob_min_pixels: 1,
blob_max_pixels: 99999,
blob_min_width: 1,
blob_min_height: 1,
blob_max_width: 99999,
blob_max_height: 99999,
pattern_width: 20,
pattern_height: 20,
pattern_maintain_ratio: false,
pattern_auto_rotate: false,
incorrect_segment_char: "\\",
blob_debug: "",
blob_console_debug: false,
allow_console_log: false,
allow_console_warn: true,
perceptive_colorspace: false,
character_set: "abcdefghijklmnopqrstuvwxyzABCDEFGHIJKLMNOPQRSTUVWXYZ0123456789",
fixed_blob_locations: [ ], // Expected format: [ { x1: 0, y1: 0, x2: 0, y2: 0 }, ... ]
exact_characters: -1,
exact_characters_width: -1, // Used to guess how many characters there are in a large blob
exact_characters_play: -1 // Used to find a good vertical split point when splitting by an exact number of characters
};
options = options || {};
for (var opt in defaults) {
if (defaults.hasOwnProperty(opt) && !options.hasOwnProperty(opt)) {
options[opt] = defaults[opt];
}
}
var obj = {
/***********************************************\
| General Methods |
\***********************************************/
// Load an image and attempt to solve it based on trained model
solve : function (el) {
return obj.train(el, true);
},
done : function (resultHandler) {
addQueue(function () {
resultHandler(doneResult);
runQueue();
});
},
// Load an image and attempt to solve it based on trained model
train : function (el, solving) {
if (typeof solving === 'undefined') {
solving = false;
}
addQueue(function() {
var image;
var needSetSrc = false;
if (document.getElementById(el) != null) {
image = document.getElementById(el);
} else {
image = document.createElement("img");
needSetSrc = true;
}
var afterLoad = function() {
var solution = "";
var canvas = document.createElement('canvas');
canvas.width = image.naturalWidth;
canvas.height = image.naturalHeight;
canvas.getContext('2d').drawImage(image, 0, 0);
// Run user-specified image preprocessing
var cblImage = new cbl_image(canvas);
options.preprocess(cblImage);
// Run segmentation
var blobs;
if (options.fixed_blob_locations.length > 0) {
blobs = cblImage.segmentBlocks(options.pattern_width,
options.pattern_height,
options.fixed_blob_locations,
options.blob_debug);
} else {
blobs = cblImage.segmentBlobs(options.blob_min_pixels,
options.blob_max_pixels,
options.pattern_width,
options.pattern_height,
options.blob_debug);
}
// FOR TRAINING
// Set up a list of patterns for a human to classify
if (!solving) {
for (var i = 0; i < blobs.length; i++) {
var imgUrl = blobs[i].toDataURL();
var blobPattern = blobToPattern(blobs[i]);
pendingPatterns.push({
imgSrc: imgUrl,
pattern: blobPattern,
imgId: patternElementID,
txtId: humanSolutionElementID,
self: obj,
onComplete: options.training_complete
});
}
// Load first pattern
if (!currentlyTraining) {
obj.loadNextPattern();
}
currentlyTraining = true;
}
// FOR SOLVING
// Solve an image buy comparing each blob against our model of learned patterns
else {
for (var i = 0; i < blobs.length; i++) {
solution += findBestMatch(blobToPattern(blobs[i]));
}
log("Solution = " + solution);
}
doneResult = solution;
runQueue();
};
if (image.complete && !needSetSrc) {
afterLoad();
}
else {
image.onload = afterLoad;
// Set the source AFTER setting the onload
if (needSetSrc) {
image.src = el;
}
}
});
return this;
},
// Load the next pattern pending human classification
loadNextPattern: function() {
var nextPattern = pendingPatterns.pop();
if (nextPattern) {
log("Loading a pattern for human classification.");
openClassifierDialog();
document.getElementById(nextPattern.imgId).src = nextPattern.imgSrc;
document.getElementById(nextPattern.txtId).focus();
document.getElementById(nextPattern.txtId).onkeyup = function(event) {
var typedLetter = document.getElementById(nextPattern.txtId).value;
if ((options.character_set.indexOf(typedLetter) > -1 && typedLetter.length) || typedLetter == options.incorrect_segment_char) {
if (typedLetter != options.incorrect_segment_char) {
model.push({
pattern: nextPattern.pattern,
solution: document.getElementById(nextPattern.txtId).value
});
log("Added \"" + document.getElementById(nextPattern.txtId).value + "\" pattern to model!");
} else {
log("Did not add bad segment to model.");
}
document.getElementById(nextPattern.txtId).value = "";
// Load the next pattern
if (pendingPatterns.length) {
nextPattern.self.loadNextPattern();
}
else {
currentlyTraining = false;
document.getElementById(nextPattern.txtId).onkeyup = function () { };
if (typeof nextPattern.onComplete === 'function') {
nextPattern.onComplete();
closeClassifierDialog();
}
}
}
else {
document.getElementById(nextPattern.txtId).value = "";
}
};
}
},
// Load a model by deserializing a model string
loadModelString: function (modelString) {
modelString = LZString.decompressFromBase64(modelString);
model = new Array();
var patterns = modelString.replace(/\[/g, "").split("]");
for (var i = 0; i < patterns.length; i++) {
var parts = patterns[i].split("=");
if (parts.length == 2) {
var p = parts[1];
var s = parts[0];
model.push({
pattern: p,
solution: s
});
}
}
if (!model.length) {
warn("No patterns to load in provided model.");
}
else {
log("Model loaded with " + model.length + " patterns!");
options.model_loaded();
}
},
// Load a model from a file on the server
loadModel: function (url) {
try {
var xhr = new XMLHttpRequest();
xhr.open("GET", url, true);
xhr.send();
xhr.onreadystatechange = function() {
if (xhr.readyState == 4 && xhr.status == 200 && xhr.responseText) {
obj.loadModelString(xhr.responseText);
}
}
}
catch (err) {
warn("Could not load model from \"" + url + "\"! (" + err.message + ")");
}
},
// Serialize the model
serializeModel: function () {
var str = "";
for (var i = 0; i < model.length; i++) {
str += "[" + model[i].solution + "=" + model[i].pattern + "]";
}
str = LZString.compressToBase64(str);
return str;
},
// Save the model to a file
saveModel: function () {
var str = obj.serializeModel();
var anchor = document.createElement('a');
anchor.href = "data:application/octet-stream," + encodeURIComponent(str);
anchor.setAttribute('download', 'cbl-model.dat');
anchor.click();
},
// Debug stuff about the model
debugModel: function () {
for (var i = 0; i < model.length; i++) {
log(model[i].solution + " pattern length = " + model[i].pattern.split(".").length);
}
},
// Sort the model by pattern solution alphabetically
sortModel: function() {
model = model.sort(function(a, b) { return a.solution.localeCompare(b.solution); });
},
// Output the model as images to an element for debugging
visualizeModel: function (elementId) {
for (var m = 0; m < model.length; m++) {
var pattern = document.createElement('canvas');
pattern.width = options.pattern_width;
pattern.height = options.pattern_height;
var pctx = pattern.getContext('2d').getImageData(0, 0, options.pattern_width, options.pattern_height);
var patternValues = model[m].pattern.split('.');
for (var x = 0; x < options.pattern_width; x++) {
for (var y = 0; y < options.pattern_height; y++) {
var i = x * 4 + y * 4 * options.pattern_width;
var p = y + x * options.pattern_width;
pctx.data[i] = patternValues[p];
pctx.data[i + 1] = patternValues[p];
pctx.data[i + 2] = patternValues[p];
pctx.data[i + 3] = 255;
}
}
pattern.getContext('2d').putImageData(pctx, 0, 0);
var test = document.createElement("img");
test.src = pattern.toDataURL();
document.getElementById(elementId).appendChild(test);
}
},
// Condense the model by combining patterns with the same solution
condenseModel: function () {
var newModel = new Array();
var oldCount = model.length;
for (var i = 0; i < model.length; i++) {
var patternArray = model[i].pattern.split(".");
var found = false;
for (var j = 0; j < newModel.length; j++) {
// These two patterns have the same solution, so combine the patterns
if (newModel[j].solution == model[i].solution) {
for (var x = 0; x < newModel[j].tempArray.length; x++) {
newModel[j].tempArray[x] = parseInt(newModel[j].tempArray[x]) + parseInt(patternArray[x]);
}
newModel[j].tempCount++;
found = true;
break;
}
}
if (!found) {
newModel.push({
pattern: model[i].pattern,
solution: model[i].solution,
tempArray: patternArray,
tempCount: 1
});
}
}
// Normalize the patterns
for (var i = 0; i < newModel.length; i++) {
for (var x = 0; x < newModel[i].tempArray.length; x++) {
newModel[i].tempArray[x] = Math.round(newModel[i].tempArray[x] / newModel[i].tempCount);
}
newModel[i].pattern = newModel[i].tempArray.join(".");
}
model = newModel;
log("Condensed model from " + oldCount + " patterns to " + model.length + " patterns!");
return this;
}
};
var cbl_image = function (canvas) {
var obj = {
/***********************************************\
| Image Manipulation Methods |
\***********************************************/
// Fills each distinct region in the image with a different random color
colorRegions: function (tolerance, ignoreWhite, pixelJump) {
if (typeof ignoreWhite === 'undefined') {
ignoreWhite = false;
}
if (typeof pixelJump === 'undefined') {
pixelJump = 0;
}
var exclusions = new Array();
var image = canvas.getContext('2d').getImageData(0, 0, canvas.width, canvas.height);
for (var x = 0; x < image.width; x++) {
for (var y = 0; y < image.height; y++) {
var i = x * 4 + y * 4 * image.width;
if (!arrayContains(exclusions, i)) {
obj.floodfill(x, y, getRandomColor(), tolerance, image, exclusions, ignoreWhite, pixelJump);
}
}
}
canvas.getContext('2d').putImageData(image, 0, 0);
return this;
},
// Display an image in an image tag
display: function (el) {
document.getElementById(el).src = canvas.toDataURL();
return this;
},
// Displays the canvas as an image in another element
debugImage: function (debugElement) {
var test = document.createElement("img");
test.src = canvas.toDataURL();
document.getElementById(debugElement).appendChild(test);
return this;
},
// Flood fill a given color into a region starting at a certain point
floodfill: function (x, y, fillcolor, tolerance, image, exclusions, ignoreWhite, pixelJump) {
var internalImage = false;
if (typeof image === 'undefined') {
internalImage = true;
image = canvas.getContext('2d').getImageData(0, 0, canvas.width, canvas.height);
}
if (typeof pixelJump === 'undefined') {
pixelJump = 0;
}
var data = image.data;
var length = data.length;
var Q = [];
var i = (x + y * image.width) * 4;
var e = i, w = i, me, mw, w2 = image.width * 4;
var targetcolor = [data[i], data[i + 1], data[i + 2], data[i + 3]];
var targettotal = data[i] + data[i + 1] + data[i + 2] + data[i + 3];
if (!pixelCompare(i, targetcolor, targettotal, fillcolor, data, length, tolerance)) {
return false;
}
Q.push(i);
while (Q.length) {
i = Q.pop();
if (typeof exclusions !== 'undefined') {
if (arrayContains(exclusions, i)) {
continue;
}
}
if (pixelCompareAndSet(i, targetcolor, targettotal, fillcolor, data, length, tolerance, exclusions, ignoreWhite)) {
e = i;
w = i;
mw = (i / w2) * w2;
me = mw + w2;
while (mw < (w -= 4) && pixelCompareAndSet(w, targetcolor, targettotal, fillcolor, data, length, tolerance, exclusions, ignoreWhite));
while (me > (e += 4) && pixelCompareAndSet(e, targetcolor, targettotal, fillcolor, data, length, tolerance, exclusions, ignoreWhite));
if (pixelJump > 0) {
// Skip over a certain number of pixels that don't match
w -= pixelJump * 4;
e += pixelJump * 4;
}
for (var j = w; j < e; j += 4) {
if (j - w2 >= 0 && pixelCompare(j - w2, targetcolor, targettotal, fillcolor, data, length, tolerance)) {
Q.push(j - w2);
}
if (j + w2 < length && pixelCompare(j + w2, targetcolor, targettotal, fillcolor, data, length, tolerance)) {
Q.push(j + w2);
}
}
}
}
if (internalImage) {
canvas.getContext('2d').putImageData(image, 0, 0);
}
},
// Blur the image (box blur)
blur : function (level) {
if (typeof level === 'undefined') {
level = 1;
}
if (level == 2) {
return this.convolute([ [1, 1, 1, 1, 1],
[1, 1, 1, 1, 1],
[1, 1, 1, 1, 1],
[1, 1, 1, 1, 1],
[1, 1, 1, 1, 1] ], 1.0/25);
}
else if (level == 3) {
return this.convolute([ [1, 1, 1, 1, 1, 1, 1],
[1, 1, 1, 1, 1, 1, 1],
[1, 1, 1, 1, 1, 1, 1],
[1, 1, 1, 1, 1, 1, 1],
[1, 1, 1, 1, 1, 1, 1],
[1, 1, 1, 1, 1, 1, 1],
[1, 1, 1, 1, 1, 1, 1] ], 1.0/49);
}
else {
return this.convolute([ [1, 1, 1],
[1, 1, 1],
[1, 1, 1] ], 1.0/9);
}
},
// Sharpen
sharpen : function () {
return this.convolute([ [ 0, -1, 0],
[-1, 5, -1],
[ 0, -1, 0] ]);
},
// Convert the image to grayscale
grayscale : function () {
var image = canvas.getContext('2d').getImageData(0, 0, canvas.width, canvas.height);
for (var x = 0; x < image.width; x++) {
for (var y = 0; y < image.height; y++) {
var i = x * 4 + y * 4 * image.width;
var brightness = 0.34 * image.data[i] + 0.5 * image.data[i + 1] + 0.16 * image.data[i + 2];
image.data[i] = brightness;
image.data[i + 1] = brightness;
image.data[i + 2] = brightness;
image.data[i + 3] = 255;
}
}
canvas.getContext('2d').putImageData(image, 0, 0);
return this;
},
// Change all semi-gray colors to white
removeGray : function (tolerance) {
var image = canvas.getContext('2d').getImageData(0, 0, canvas.width, canvas.height);
for (var x = 0; x < image.width; x++) {
for (var y = 0; y < image.height; y++) {
var i = x * 4 + y * 4 * image.width;
var diff = Math.max(Math.abs(image.data[i] - image.data[i + 1]),
Math.abs(image.data[i + 1] - image.data[i + 2]),
Math.abs(image.data[i + 2] - image.data[i]));
if (diff < tolerance) {
image.data[i] = 255;
image.data[i + 1] = 255;
image.data[i + 2] = 255;
image.data[i + 3] = 255;
}
}
}
canvas.getContext('2d').putImageData(image, 0, 0);
return this;
},
// Change all colors above a certain brightness to white
removeLight : function (brightness) {
var image = canvas.getContext('2d').getImageData(0, 0, canvas.width, canvas.height);
for (var x = 0; x < image.width; x++) {
for (var y = 0; y < image.height; y++) {
var i = x * 4 + y * 4 * image.width;
var diff = Math.max(image.data[i], image.data[i + 1], image.data[i + 2]);
if (diff > brightness) {
image.data[i] = 255;
image.data[i + 1] = 255;
image.data[i + 2] = 255;
image.data[i + 3] = 255;
}
}
}
canvas.getContext('2d').putImageData(image, 0, 0);
return this;
},
// Convert the image to black and white given a grayscale threshold
binarize : function (threshold) {
var image = canvas.getContext('2d').getImageData(0, 0, canvas.width, canvas.height);
for (var x = 0; x < image.width; x++) {
for (var y = 0; y < image.height; y++) {
var i = x * 4 + y * 4 * image.width;
var brightness = 0.34 * image.data[i] + 0.5 * image.data[i + 1] + 0.16 * image.data[i + 2];
image.data[i] = brightness >= threshold ? 255 : 0;
image.data[i + 1] = brightness >= threshold ? 255 : 0;
image.data[i + 2] = brightness >= threshold ? 255 : 0;
image.data[i + 3] = 255;
}
}
canvas.getContext('2d').putImageData(image, 0, 0);
return this;
},
// Apply a convolution filter
convolute : function (matrix, factor) {
var image = canvas.getContext('2d').getImageData(0, 0, canvas.width, canvas.height);
var out = canvas.getContext('2d').getImageData(0, 0, canvas.width, canvas.height);
var w = matrix[0].length;
var h = matrix.length;
var half = Math.floor(h / 2);
if (typeof factor === 'undefined') {
factor = 1;
}
var bias = 0;
for (var y = 0; y < image.height - 1; y++) {
for (var x = 0; x < image.width - 1; x++) {
var px = x * 4 + y * 4 * image.width;
var r = 0;
var g = 0;
var b = 0;
for (var cy = 0; cy < w; cy++) {
for (var cx = 0; cx < h; cx++) {
var cpx = ((y + (cy - half)) * image.width + (x + (cx - half))) * 4;
r += image.data[(cpx + image.data.length) % image.data.length] * matrix[cy][cx];
g += image.data[(cpx + 1 + image.data.length) % image.data.length] * matrix[cy][cx];
b += image.data[(cpx + 2 + image.data.length) % image.data.length] * matrix[cy][cx];
}
}
out.data[px + 0] = factor * r + bias;
out.data[px + 1] = factor * g + bias;
out.data[px + 2] = factor * b + bias;
out.data[px + 3] = 255;
}
}
canvas.getContext('2d').putImageData(out, 0, 0);
return this;
},
// Apply an erosion filter
erode : function () {
return this.convolute([ [-1, -1, -1],
[-1, 8, -1],
[-1, -1, -1] ]);
},
// Apply an specific filter to each pixel
// The filter method should accept and return one parameter that will have three properties: r, g, and b
// foreach(function (p) { return p; })
foreach : function (filter) {
var image = canvas.getContext('2d').getImageData(0, 0, canvas.width, canvas.height);
for (var x = 0; x < image.width; x++) {
for (var y = 0; y < image.height; y++) {
var i = x * 4 + y * 4 * image.width;
var pixel = { r: image.data[i + 0], g: image.data[i + 1], b: image.data[i + 2] };
pixel = filter(pixel);
image.data[i + 0] = pixel.r;
image.data[i + 1] = pixel.g;
image.data[i + 2] = pixel.b;
image.data[i + 3] = 255;
}
}
canvas.getContext('2d').putImageData(image, 0, 0);
return this;
},
// Replace transparent pixels with a solid color
removeTransparency : function (opacity, color) {
if (typeof opacity === 'undefined') {
opacity = 128;
}
if (typeof color === 'undefined') {
color = { r: 255, g: 255, b: 255 };
}
var image = canvas.getContext('2d').getImageData(0, 0, canvas.width, canvas.height);
for (var x = 0; x < image.width; x++) {
for (var y = 0; y < image.height; y++) {
var i = x * 4 + y * 4 * image.width;
if (image.data[i + 3] <= opacity) {
image.data[i + 0] = color.r;
image.data[i + 1] = color.g;
image.data[i + 2] = color.b;
image.data[i + 3] = 255;
}
}
}
canvas.getContext('2d').putImageData(image, 0, 0);
return this;
},
// Invert the color of every pixel
invert : function (filter) {
return this.foreach(function (p) {
p.r = 255 - p.r;
p.g = 255 - p.g;
p.b = 255 - p.b;
return p;
});
},
// Crop an image
cropRelative : function (left, top, right, bottom) {
var image = canvas.getContext('2d').getImageData(left, top, canvas.width - left - right, canvas.height - top - bottom);
canvas.width = canvas.width - left - right;
canvas.height = canvas.height - top - bottom;
canvas.getContext('2d').putImageData(image, 0, 0);
return this;
},
// Remove a horizontal line from the image (must span the entire picture width)
removeHorizontalLine : function (lineWidth, color) {
if (typeof color === 'undefined') {
color = { r: 0, g: 0, b: 0 };
}
if (typeof lineWidth === 'undefined') {
lineWidth = 1;
}
var image = canvas.getContext('2d').getImageData(0, 0, canvas.width, canvas.height);
var play = [ 0, -1, 1 ];
// Get all the possible line starts
var starts = [];
for (var y = 0; y < canvas.height; y++) {
var pixel = this.getPixel(0, y);
if (pixel.r == color.r && pixel.g == color.g && pixel.b == color.b) {
starts.push({ x: 0, y: y });
}
}
// Get all the possible line ends
var ends = [];
for (var y = 0; y < canvas.height; y++) {
var pixel = this.getPixel(canvas.width - 1, y);
if (pixel.r == color.r && pixel.g == color.g && pixel.b == color.b) {
ends.push({ x: canvas.width - 1, y: y });
}
}
// Find a line which connects at least one start with at least one end (with the fewest vertical movements possible)
var self = this;
var maxSearch = 10000;
var dead = [];
var search = function (x, y, line) {
if (false) {
// Debug
var i = x * 4 + y * 4 * image.width;
image.data[i + 0] = 255;
image.data[i + 1] = 0;
image.data[i + 2] = 0;
image.data[i + 3] = 255;
}
if (maxSearch-- <= 0) {
return null;
}
var allLines = [];
var copy = JSON.parse(JSON.stringify(line));
copy.points.push({ x: x, y: y });
if (x >= canvas.width - 1 && ends.some(function (e) { return e.x == copy.points[copy.points.length - 1].x && e.y == copy.points[copy.points.length - 1].y; })) {
return copy;
}
var pixel = self.getPixel(x, y);
if (pixel.r != color.r || pixel.g != color.g || pixel.b != color.b) {
return null;
}
for (var d = 0; d < play.length; d++) {
if (y + play[d] >= 0 && y + play[d] < canvas.height) {
copy.vertical += Math.abs(play[d]);
if (dead.some(function (e) { return e.x == x + 1 && e.y == y + play[d]; })) {
// Don't revisit dead nodes
continue;
}
var subLine = search(x + 1, y + play[d], copy);
if (subLine != null) {
allLines.push(subLine);
// Return the first one we find
return subLine;
} else {
dead.push({ x: x + 1, y: y + play[d] });
}
}
}
return allLines && allLines.length ? allLines.reduce(function (a, b) { return a.vertical < b.vertical ? a : b; }) : null;
};
// Remove the lines
for (var s = 0; s < starts.length; s++) {
var line = search(starts[s].x, starts[s].y, { points: [], vertical: 0 });
if (line && line.points) {
for (var p = 0; p < line.points.length; p++) {
for (var w = -lineWidth; w <= lineWidth; w++) {
var i = line.points[p].x * 4 + (line.points[p].y + w) * 4 * image.width;
var k = line.points[p].x * 4 + (line.points[p].y + w - 1) * 4 * image.width;
image.data[i + 0] = image.data[k + 0];
image.data[i + 1] = image.data[k + 1];
image.data[i + 2] = image.data[k + 2];
image.data[i + 3] = 255;
}
}
}
}
canvas.getContext('2d').putImageData(image, 0, 0);
return this;
},
/***********************************************\
| Image Helper Methods |
\***********************************************/
// Get the R, G, and B values of a pixel at a given location in the image
// Returned object is in the format { r: 0, g: 0, b: 0 }
getPixel : function (x, y) {
var image = canvas.getContext('2d').getImageData(0, 0, canvas.width, canvas.height);
var i = x * 4 + y * 4 * image.width;
var pixel = { r: image.data[i + 0], g: image.data[i + 1], b: image.data[i + 2] };
return pixel;
},
/***********************************************\
| Image Segmentation Methods |
\***********************************************/
// Cut the image into separate, pre-defined sections
segmentBlocks : function (segmentWidth, segmentHeight, segmentLocations, debugElement) {
if (typeof segmentWidth === 'undefined') {
segmentWidth = 20;
}
if (typeof segmentHeight === 'undefined') {
segmentHeight = 20;
}
if (typeof segmentLocations === 'undefined') {
segmentLocations = [ ];
}
var image = canvas.getContext('2d').getImageData(0, 0, canvas.width, canvas.height);
// Create blobs
var blobs = new Array();
for (var c = 0; c < segmentLocations.length; c++) {
var blob = document.createElement('canvas');
blob.width = image.width;
blob.height = image.height;
var blobContext = blob.getContext('2d').getImageData(0, 0, canvas.width, canvas.height);
var blobData = blobContext.data;
var pixels = 0;
var leftmost = segmentLocations[c].x1;
var rightmost = segmentLocations[c].x2;
var topmost = segmentLocations[c].y1;
var bottommost = segmentLocations[c].y2;
// Scale, crop, and resize blobs
var temp = document.createElement('canvas');
temp.width = rightmost - leftmost + 1;
temp.height = bottommost - topmost + 1;
temp.getContext('2d').putImageData(image, -leftmost, -topmost, leftmost, topmost, temp.width, temp.height);
blob.width = segmentWidth;
blob.height = segmentHeight;
if (options.pattern_maintain_ratio) {
var dWidth = temp.width;
var dHeight = temp.height;
if (dWidth / segmentWidth > dHeight / segmentHeight) {
// Scale width
blob.getContext('2d').drawImage(temp, 0, 0, segmentWidth, dHeight * (segmentWidth / dWidth));
}
else {
// Scale height
blob.getContext('2d').drawImage(temp, 0, 0, dWidth * (segmentHeight / dHeight), segmentHeight);
}
}
else {
// Stretch the image
blob.getContext('2d').drawImage(temp, 0, 0, segmentWidth, segmentHeight);
}
blobs.push(blob);
// Debugging help
if (typeof debugElement !== 'undefined' && debugElement.length) {
if (options.blob_console_debug) {
log("Blob size = " + pixels);
}
var test = document.createElement("img");
test.src = blob.toDataURL();
document.getElementById(debugElement).appendChild(test);
}
}
return blobs;
},
// Cut the image into separate blobs where each distinct color is a blob
segmentBlobs : function (minPixels, maxPixels, segmentWidth, segmentHeight, debugElement) {
if (typeof minPixels === 'undefined') {
minPixels = 1;
}
if (typeof maxPixels === 'undefined') {
maxPixels = 100000;
}
if (typeof segmentWidth === 'undefined') {
segmentWidth = 20;
}
if (typeof segmentHeight === 'undefined') {
segmentHeight = 20;
}
var image = canvas.getContext('2d').getImageData(0, 0, canvas.width, canvas.height);
var toColor = function (d, i) { return d[i] * 255 * 255 + d[i + 1] * 256 + d[i + 2]; };
var white = toColor([ 255, 255, 255 ], 0);
// Find distinct colors
var colors = new Array();
for (var x = 0; x < image.width; x++) {
for (var y = 0; y < image.height; y++) {
var i = x * 4 + y * 4 * image.width;
var rgb = toColor(image.data, i);
if (!arrayContains(colors, rgb) && rgb != white) {
colors.push(rgb);
}
}
}
// Create blobs
var blobs = new Array();
for (var c = 0; c < colors.length; c++) {
var blob = document.createElement('canvas');
blob.width = image.width;
blob.height = image.height;
var blobContext = blob.getContext('2d').getImageData(0, 0, canvas.width, canvas.height);
var blobData = blobContext.data;
var pixels = 0;
var leftmost = image.width;
var rightmost = 0;
var topmost = image.height;
var bottommost = 0;
for (var x = 0; x < image.width; x++) {
for (var y = 0; y < image.height; y++) {
var i = x * 4 + y * 4 * image.width;
var rgb = toColor(image.data, i);
if (rgb == colors[c]) {
blobData[i] = 0;
blobData[i + 1] = 0;
blobData[i + 2] = 0;
blobData[i + 3] = 255;
pixels++;
if (x < leftmost) {
leftmost = x;
}
if (x > rightmost) {
rightmost = x;
}
if (y < topmost) {
topmost = y;
}
if (y > bottommost) {
bottommost = y;
}
} else {
blobData[i] = 255;
blobData[i + 1] = 255;
blobData[i + 2] = 255;
blobData[i + 3] = 255;
}
}
}
// Only save blobs of a certain size
if (pixels >= minPixels && pixels <= maxPixels &&
rightmost - leftmost >= options.blob_min_width &&
bottommost - topmost >= options.blob_min_height &&
rightmost - leftmost <= options.blob_max_width &&
bottommost - topmost <= options.blob_max_height) {
// Scale, crop, and resize blobs
var temp = document.createElement('canvas');
temp.width = rightmost - leftmost + 1;
temp.height = bottommost - topmost + 1;
temp.getContext('2d').putImageData(blobContext, -leftmost, -topmost, leftmost, topmost, temp.width, temp.height);
blob.width = segmentWidth;
blob.height = segmentHeight;
blob.orig_width = temp.width;
blob.orig_image = temp;
if (options.pattern_maintain_ratio) {
var dWidth = temp.width;
var dHeight = temp.height;
if (dWidth / segmentWidth > dHeight / segmentHeight) {
// Scale width
blob.getContext('2d').drawImage(temp, 0, 0, segmentWidth, dHeight * (segmentWidth / dWidth));
}
else {
// Scale height
blob.getContext('2d').drawImage(temp, 0, 0, dWidth * (segmentHeight / dHeight), segmentHeight);
}
}
else {
// Stretch the image
blob.getContext('2d').drawImage(temp, 0, 0, segmentWidth, segmentHeight);
}
// Rotate the blobs using a histogram to minimize the width of non-white pixels
if (options.pattern_auto_rotate) {
blob = obj.histogramRotate(blob);
}
blobs.push(blob);
}
}
// Make sure we have exactly N blobs if we know there are N characters
if (options.exact_characters > 0) {
// Split the largest blob into two
while (blobs.length < options.exact_characters) {
var largestIndex = 0;
var largest = blobs[0].orig_width;
for (var i = 1; i < blobs.length; i++) {
if (blobs[i].orig_width > largest) {
largest = blobs[i].orig_width;
largestIndex = i;
}
}
// How many blobs should this one large blob be split into?
var resultingBlobs = 2;
if (options.exact_characters_width > 0) {
resultingBlobs = Math.ceil(largest / options.exact_characters_width);
resultingBlobs = Math.max(resultingBlobs, 2);
resultingBlobs = Math.min(resultingBlobs, options.exact_characters - blobs.length + 1);
}
for (var split = 1; split <= resultingBlobs; split ++) {
var splitSection = cloneCanvas(blobs[largestIndex].orig_image);
var blobContext = splitSection.getContext('2d').getImageData(0, 0, splitSection.width, splitSection.height);
var slice = splitSection.width / resultingBlobs;
leftmost = Math.floor(slice * (split - 1));
rightmost = Math.floor(slice * split);
topmost = 0;
bottommost = splitSection.height;
// How far to look for the best vertical split point
if (options.exact_characters_play > 0) {
// Find the best left cut
var bestLeft = 0;
var bestLeftX = 0;
for (var fpx = leftmost - options.exact_characters_play; fpx < leftmost + options.exact_characters_play; fpx++) {
var currentLeft = 0;
for (var fpy = topmost; fpy < bottommost; fpy++) {
var fpix = getPixel(blobContext, fpx, fpy);
if (fpix.r == 255 && fpix.g == 255 && fpix.b == 255) {
currentLeft++;
}
}
if (currentLeft > bestLeft) {
bestLeftX = fpx;
bestLeft = currentLeft;
}
}
leftmost = bestLeftX;
// Find the best right cut
var bestRight = 0;
var bestRightX = 0;
for (var fpx = rightmost + options.exact_characters_play; fpx > rightmost - options.exact_characters_play; fpx--) {
var currentRight = 0;
for (var fpy = topmost; fpy < bottommost; fpy++) {
var fpix = getPixel(blobContext, fpx, fpy);
if (fpix.r == 255 && fpix.g == 255 && fpix.b == 255) {
currentRight++;
}
}
if (currentRight > bestRight) {
bestRightX = fpx;
bestRight = currentRight;
}
}
rightmost = bestRightX;
}
// Find the highest pixel that's not the background color
for (var fpy = topmost; fpy < bottommost && topmost == 0; fpy++) {
for (var fpx = leftmost; fpx < rightmost && topmost == 0; fpx++) {
var fpix = getPixel(blobContext, fpx, fpy);
if (fpix.r != 255 || fpix.g != 255 || fpix.b != 255) {
topmost = fpy;
}
}
}
// Find the lowest pixel that's not the background color
for (var fpy = bottommost - 1; fpy > topmost && bottommost == splitSection.height; fpy--) {
for (var fpx = leftmost; fpx < rightmost && bottommost == splitSection.height; fpx++) {
var fpix = getPixel(blobContext, fpx, fpy);
if (fpix.r != 255 || fpix.g != 255 || fpix.b != 255) {
bottommost = fpy;
}
}
}
// Split the largest image
var temp = document.createElement('canvas');
temp.width = rightmost - leftmost + 1;
temp.height = bottommost - topmost + 1;
temp.getContext('2d').putImageData(blobContext, -leftmost, -topmost, leftmost, topmost, temp.width, temp.height);
splitSection.width = segmentWidth;
splitSection.height = segmentHeight;
splitSection.orig_width = temp.width;
splitSection.orig_image = temp;
if (options.pattern_maintain_ratio) {
var dWidth = temp.width;
var dHeight = temp.height;
if (dWidth / segmentWidth > dHeight / segmentHeight) {
// Scale width
splitSection.getContext('2d').drawImage(temp, 0, 0, segmentWidth, dHeight * (segmentWidth / dWidth));
}
else {
// Scale height
splitSection.getContext('2d').drawImage(temp, 0, 0, dWidth * (segmentHeight / dHeight), segmentHeight);
}
}
else {
// Stretch the image
splitSection.getContext('2d').drawImage(temp, 0, 0, segmentWidth, segmentHeight);
}
// Rotate the blobs using a histogram to minimize the width of non-white pixels
if (options.pattern_auto_rotate) {
splitSection = obj.histogramRotate(splitSection);
}
// Must insert into the same location to preserve order
blobs.splice(largestIndex + split, 0, splitSection);
}
blobs.splice(largestIndex, 1);
if (options.blob_console_debug) {
log("Large blob divided");
}
}
// Remove the smallest blobs
while (blobs.length > options.exact_characters) {
var smallestIndex = 0;
var smallest = blobs[0].orig_width;
for (var i = 1; i < blobs.length; i++) {
if (blobs[i].orig_width < smallest) {
smallest = blobs[i].orig_width;
smallestIndex = i;
}
}
blobs.splice(smallestIndex, 1);
if (options.blob_console_debug) {
log("Small blob removed");
}
}
}
// Debugging help
if (typeof debugElement !== 'undefined' && debugElement.length) {
for (var i = 0; i < blobs.length; i++) {
if (options.blob_console_debug) {
log("Blob size = " + pixels);
}
var test = document.createElement("img");
test.src = blobs[i].toDataURL();
// test.border = 1;
document.getElementById(debugElement).appendChild(test);
}
}
return blobs;
},
histogramRotate : function (blob) {
var initial = new Image();
initial.src = blob.toDataURL();
var range = 90;
var resolution = 5;
var best = blob;
var bestWidth = blob.width;
for (var degrees = -range / 2; degrees <= range / 2; degrees += resolution) {
var test = document.createElement('canvas');
var testctx = test.getContext('2d');
test.width = blob.width;
test.height = blob.height;
testctx.save();
testctx.translate(blob.width / 2, blob.height / 2);
testctx.rotate(degrees * Math.PI/180);
testctx.drawImage(initial, -initial.width / 2, -initial.width / 2);
testctx.restore();
var testImage = testctx.getImageData(0, 0, test.width, test.height)
// Check width of non-white pixels
var testWidth = 0;
for (var x = 0; x < testImage.width; x++) {
for (var y = 0; y < testImage.height; y++) {
var i = x * 4 + y * 4 * testImage.width;
if (testImage.data[i] != 255 && testImage.data[i + 3] != 0) {
// Found a non-white pixel in this column
testWidth++;
break;
}
// testImage.data[i] = testImage.data[i + 3] = 255;
// testImage.data[i + 1] = testImage.data[i + 2] = 0;
}
}
testctx.putImageData(testImage, 0, 0);
// Minimize the number of non-white columns
if (testWidth < bestWidth) {
bestWidth = testWidth;
best = test;
}
// var test2 = document.createElement("img");
// test2.src = test.toDataURL();
// document.getElementById("debugPreprocessed").appendChild(test2);
}
return best;
}
};
return obj;
};
/***********************************************\
| Private Variables and Helper Methods |
\***********************************************/
var model = new Array();
var pendingPatterns = new Array();
var currentlyTraining = false;
var processQueue = new Array();
var processBusy = false;
var doneResult = "";
// Add a method to the process queue and run the first item if nothing's already running
var addQueue = function (action) {
processQueue.push(action);
if (!processBusy) {
runQueue();
}
};
// Run the next process in the queue if one is not already running
var runQueue = function () {
if (processQueue.length) {
processBusy = true;
processQueue.shift()();
} else {
processBusy = false;
}
};
// Find the best match for a pattern in the current model
var findBestMatch = function (pattern) {
var best = 4000000000;
var solution = "?";
for (var i = 0; i < model.length; i++) {
var test = getPatternDifference(model[i].pattern, pattern);
if (test < best) {
best = test;
solution = model[i].solution;
}
}
return solution;
};
// Convert a blob to a pattern object
var blobToPattern = function (blob) {
var pattern = new Array();
var image = blob.getContext('2d').getImageData(0, 0, blob.width, blob.height);
for (var x = 0; x < image.width; x++) {
for (var y = 0; y < image.height; y++) {
var i = x * 4 + y * 4 * image.width;
var brightness = Math.round(0.34 * image.data[i] + 0.5 * image.data[i + 1] + 0.16 * image.data[i + 2]);
if (image.data[i + 3] < 255) {
brightness = 255;
}
pattern.push(brightness);
}
}
return pattern.join('.');
};
// Clone a canvas object
var cloneCanvas = function (oldCanvas) {
var newCanvas = document.createElement('canvas');
var context = newCanvas.getContext('2d');
newCanvas.width = oldCanvas.width;
newCanvas.height = oldCanvas.height;
context.drawImage(oldCanvas, 0, 0);
return newCanvas;
};
// Get a value indicating how different two patterns are using the root mean square distance formula
var getPatternDifference = function (p1, p2) {
var pattern1 = p1.split('.');
var pattern2 = p2.split('.');
var diff = 0;
for (var i = 0; i < pattern1.length; i++) {
diff += (pattern1[i] - pattern2[i]) * (pattern1[i] - pattern2[i]);
}
return Math.sqrt(diff / pattern1.length);
};
// Compare two pixels
var pixelCompare = function (i, targetcolor, targettotal, fillcolor, data, length, tolerance) {
// Out of bounds?
if (i < 0 || i >= length) {
return false;
}
var cNew = dataToColor(targetcolor, 0);
var cOld = dataToColor(data, i);
var cFill = fillcolor;
// Already filled?
if (colorCompareMaxRGB(cNew, cFill) == 0) {
return false;
}
else if (colorCompareMaxRGB(cNew, cOld) == 0) {
return true;
}
// Compare colors
if (options.perceptive_colorspace) {
// LAB comparison
if (colorComparePerceptive(cNew, cOld) <= tolerance) {
return true;
}
}
else {
// RGB comparison
if (colorCompareMaxRGB(cNew, cOld) <= tolerance) {
return true;
}
}
// No match
return false;
};
// Compare two pixels and set the value if within set rules
var pixelCompareAndSet = function (i, targetcolor, targettotal, fillcolor, data, length, tolerance, exclusions, ignoreWhite) {
if (pixelCompare(i, targetcolor, targettotal, fillcolor, data, length, tolerance)) {
if (typeof exclusions !== 'undefined') {
if (arrayContains(exclusions, i)) {
return false;
}
}
if (!(ignoreWhite && data[i] == 255 && data[i + 1] == 255 && data[i + 2] == 255)) {
data[i] = fillcolor.r;
data[i + 1] = fillcolor.g;
data[i + 2] = fillcolor.b;
data[i + 3] = fillcolor.a;
}
if (typeof exclusions !== 'undefined') {
exclusions.push(i);
}
return true;
}
return false;
};
var dataToColor = function (data, i) {
return {
r: data[i],
g: data[i + 1],
b: data[i + 2]
};
};
// Measure the difference between two colors in the RGB colorspace using Root Mean Square
var colorCompareMaxRGB = function (color1, color2) {
return Math.sqrt((Math.pow(color1.r - color2.r, 2), Math.pow(color1.g - color2.g, 2), Math.pow(color1.g - color2.g, 2))/3);
};
// Measure the difference between two colors as measured by the human eye.
// The "just noticeable difference" (JND) is about 2.3.
var colorComparePerceptive = function (color1, color2) {
// Measure the difference between two colors in the LAB colorspace (a perceptive colorspace)
var eDelta = function (color1, color2) {
var a = toLAB(toXYZ(color1));
var b = toLAB(toXYZ(color2));
return Math.sqrt(Math.pow(a.l - b.l, 2) + Math.pow(a.a - b.a, 2) + Math.pow(a.b - b.b, 2));
};
// Convert a color in the RGB colorspace to the XYZ colorspace
var toXYZ = function (c) {
var xR = c.r / 255.0;
var xG = c.g / 255.0;
var xB = c.b / 255.0;
xR = xR > 0.04045 ? Math.pow((xR + 0.055) / 1.055, 2.4) : (xR / 12.92);
xG = xG > 0.04045 ? Math.pow((xG + 0.055) / 1.055, 2.4) : (xG / 12.92);
xB = xB > 0.04045 ? Math.pow((xB + 0.055) / 1.055, 2.4) : (xB / 12.92);
xR = xR * 100;
xG = xG * 100;
xB = xB * 100;
return {
x: xR * 0.4124 + xG * 0.3576 + xB * 0.1805,
y: xR * 0.2126 + xG * 0.7152 + xB * 0.0722,
z: xR * 0.0193 + xG * 0.1192 + xB * 0.9505
};
};
// Convert a color in the XYZ colorspace to the LAB colorspace
var toLAB = function (c) {
var xX = c.x / 95.047;
var xY = c.y / 100.000;
var xZ = c.z / 108.883;
xX = xX > 0.008856 ? Math.pow(xX, 1.0 / 3) : (7.787 * xX) + (16.0 / 116);
xY = xY > 0.008856 ? Math.pow(xY, 1.0 / 3) : (7.787 * xY) + (16.0 / 116);
xZ = xZ > 0.008856 ? Math.pow(xZ, 1.0 / 3) : (7.787 * xZ) + (16.0 / 116);
return {
l: (116 * xY) - 16,
a: 500 * (xX - xY),
b: 200 * (xY - xZ)
};
};
// Perform the comparison
return eDelta(color1, color2);
};
var arrayContains = function (arr, obj) {
for (var i = 0; i < arr.length; i++) {
if (arr[i] === obj) {
return true;
}
}
return false;
};
var toColor = function (r, g, b) {
return {r: r, g: g, b: b, a: 255};
};
var getRandomColor = function () {
var r = Math.round(Math.random() * 200) + 55;
var g;
var b;
while ((g = Math.round(Math.random() * 200) + 55) == r);
while ((b = Math.round(Math.random() * 200) + 55) == r || b == g);
return toColor(r, g, b);
};
var getPixel = function (image, x, y) {
var i = x * 4 + y * 4 * image.width;
var pixel = { r: image.data[i + 0], g: image.data[i + 1], b: image.data[i + 2] };
return pixel;
};
var patternElementID = "cbl-pattern";
var humanSolutionElementID = "cbl-solution";
var closeClassifierDialog = function () {
document.getElementById("cbl-trainer").style.display = "none";
};
var openClassifierDialog = function () {
if (document.getElementById("cbl-trainer") != null) {
document.getElementById("cbl-trainer").style.display = "flex";
}
else {
var appendHtml = function (el, str) {
var div = document.createElement('div');
div.innerHTML = str;
while (div.children.length > 0) {
el.appendChild(div.children[0]);
}
};
appendHtml(document.body,
'<div id="cbl-trainer">' +
' <div id="cbl-trainer-dialog">' +
' <span id="cbl-close" onclick="">✗</span>' +
' <h1>CBL-js Pattern Classifier</h1>' +
' <p>Identify the character in the image below by typing it into the textbox.</p>' +
' <p>Type <span class="cbl-discard">' + options.incorrect_segment_char + '</span> to discard a pattern if the image was not segmented properly.</p>' +
' <div class="cbl-row">' +
' <div class="cbl-cell-50 cbl-right">' +
' <img id="' + patternElementID + '" />' +
' </div>' +
' <div class="cbl-cell-50">' +
' <input id="' + humanSolutionElementID + '" type="text" />' +
' </div>' +
' </div>' +
' </div>' +
' <small><a href="https://github.com/skotz/cbl-js" target="_blank">CBL-js © Scott Clayton</a></small>' +
'</div>');
document.getElementById("cbl-close").addEventListener("click", function(e) {
closeClassifierDialog();
e.preventDefault();
});
}
};
var log = function (message) {
if (options.allow_console_log) {
console.log("CBL: " + message);
}
};
var warn = function (message) {
if (options.allow_console_warn) {
console.warn("CBL: " + message);
}
};
// from https://github.com/pieroxy/lz-string
var LZString = function() {
function o(o, r) {
if (!t[o]) {
t[o] = {};
for (var n = 0; n < o.length; n++) t[o][o.charAt(n)] = n
}
return t[o][r]
}
var r = String.fromCharCode,
n = "ABCDEFGHIJKLMNOPQRSTUVWXYZabcdefghijklmnopqrstuvwxyz0123456789+/=",
e = "ABCDEFGHIJKLMNOPQRSTUVWXYZabcdefghijklmnopqrstuvwxyz0123456789+-$",
t = {},
i = {
compressToBase64: function(o) {
if (null == o) return "";
var r = i._compress(o, 6, function(o) {
return n.charAt(o)
});
switch (r.length % 4) {
default:
case 0:
return r;
case 1:
return r + "===";
case 2:
return r + "==";
case 3:
return r + "="
}
},
decompressFromBase64: function(r) {
return null == r ? "" : "" == r ? null : i._decompress(r.length, 32, function(e) {
return o(n, r.charAt(e))
})
},
compressToUTF16: function(o) {
return null == o ? "" : i._compress(o, 15, function(o) {
return r(o + 32)
}) + " "
},
decompressFromUTF16: function(o) {
return null == o ? "" : "" == o ? null : i._decompress(o.length, 16384, function(r) {
return o.charCodeAt(r) - 32
})
},
compressToUint8Array: function(o) {
for (var r = i.compress(o), n = new Uint8Array(2 * r.length), e = 0, t = r.length; t > e; e++) {
var s = r.charCodeAt(e);
n[2 * e] = s >>> 8, n[2 * e + 1] = s % 256
}
return n
},
decompressFromUint8Array: function(o) {
if (null === o || void 0 === o) return i.decompress(o);
for (var n = new Array(o.length / 2), e = 0, t = n.length; t > e; e++) n[e] = 256 * o[2 * e] + o[2 * e + 1];
var s = [];
return n.forEach(function(o) {
s.push(r(o))
}), i.decompress(s.join(""))
},
compressToEncodedURIComponent: function(o) {
return null == o ? "" : i._compress(o, 6, function(o) {
return e.charAt(o)
})
},
decompressFromEncodedURIComponent: function(r) {
return null == r ? "" : "" == r ? null : (r = r.replace(/ /g, "+"), i._decompress(r.length, 32, function(n) {
return o(e, r.charAt(n))
}))
},
compress: function(o) {
return i._compress(o, 16, function(o) {
return r(o)
})
},
_compress: function(o, r, n) {
if (null == o) return "";
var e, t, i, s = {},
p = {},
u = "",
c = "",
a = "",
l = 2,
f = 3,
h = 2,
d = [],
m = 0,
v = 0;
for (i = 0; i < o.length; i += 1)
if (u = o.charAt(i), Object.prototype.hasOwnProperty.call(s, u) || (s[u] = f++, p[u] = !0), c = a + u, Object.prototype.hasOwnProperty.call(s, c)) a = c;
else {
if (Object.prototype.hasOwnProperty.call(p, a)) {
if (a.charCodeAt(0) < 256) {
for (e = 0; h > e; e++) m <<= 1, v == r - 1 ? (v = 0, d.push(n(m)), m = 0) : v++;
for (t = a.charCodeAt(0), e = 0; 8 > e; e++) m = m << 1 | 1 & t, v == r - 1 ? (v = 0, d.push(n(m)), m = 0) : v++, t >>= 1
} else {
for (t = 1, e = 0; h > e; e++) m = m << 1 | t, v == r - 1 ? (v = 0, d.push(n(m)), m = 0) : v++, t = 0;
for (t = a.charCodeAt(0), e = 0; 16 > e; e++) m = m << 1 | 1 & t, v == r - 1 ? (v = 0, d.push(n(m)), m = 0) : v++, t >>= 1
}
l--, 0 == l && (l = Math.pow(2, h), h++), delete p[a]
} else
for (t = s[a], e = 0; h > e; e++) m = m << 1 | 1 & t, v == r - 1 ? (v = 0, d.push(n(m)), m = 0) : v++, t >>= 1;
l--, 0 == l && (l = Math.pow(2, h), h++), s[c] = f++, a = String(u)
} if ("" !== a) {
if (Object.prototype.hasOwnProperty.call(p, a)) {
if (a.charCodeAt(0) < 256) {
for (e = 0; h > e; e++) m <<= 1, v == r - 1 ? (v = 0, d.push(n(m)), m = 0) : v++;
for (t = a.charCodeAt(0), e = 0; 8 > e; e++) m = m << 1 | 1 & t, v == r - 1 ? (v = 0, d.push(n(m)), m = 0) : v++, t >>= 1
} else {
for (t = 1, e = 0; h > e; e++) m = m << 1 | t, v == r - 1 ? (v = 0, d.push(n(m)), m = 0) : v++, t = 0;
for (t = a.charCodeAt(0), e = 0; 16 > e; e++) m = m << 1 | 1 & t, v == r - 1 ? (v = 0, d.push(n(m)), m = 0) : v++, t >>= 1
}
l--, 0 == l && (l = Math.pow(2, h), h++), delete p[a]
} else
for (t = s[a], e = 0; h > e; e++) m = m << 1 | 1 & t, v == r - 1 ? (v = 0, d.push(n(m)), m = 0) : v++, t >>= 1;
l--, 0 == l && (l = Math.pow(2, h), h++)
}
for (t = 2, e = 0; h > e; e++) m = m << 1 | 1 & t, v == r - 1 ? (v = 0, d.push(n(m)), m = 0) : v++, t >>= 1;
for (;;) {
if (m <<= 1, v == r - 1) {
d.push(n(m));
break
}
v++
}
return d.join("")
},
decompress: function(o) {
return null == o ? "" : "" == o ? null : i._decompress(o.length, 32768, function(r) {
return o.charCodeAt(r)
})
},
_decompress: function(o, n, e) {
var t, i, s, p, u, c, a, l, f = [],
h = 4,
d = 4,
m = 3,
v = "",
w = [],
A = {
val: e(0),
position: n,
index: 1
};
for (i = 0; 3 > i; i += 1) f[i] = i;
for (p = 0, c = Math.pow(2, 2), a = 1; a != c;) u = A.val & A.position, A.position >>= 1, 0 == A.position && (A.position = n, A.val = e(A.index++)), p |= (u > 0 ? 1 : 0) * a, a <<= 1;
switch (t = p) {
case 0:
for (p = 0, c = Math.pow(2, 8), a = 1; a != c;) u = A.val & A.position, A.position >>= 1, 0 == A.position && (A.position = n, A.val = e(A.index++)), p |= (u > 0 ? 1 : 0) * a, a <<= 1;
l = r(p);
break;
case 1:
for (p = 0, c = Math.pow(2, 16), a = 1; a != c;) u = A.val & A.position, A.position >>= 1, 0 == A.position && (A.position = n, A.val = e(A.index++)), p |= (u > 0 ? 1 : 0) * a, a <<= 1;
l = r(p);
break;
case 2:
return ""
}
for (f[3] = l, s = l, w.push(l);;) {
if (A.index > o) return "";
for (p = 0, c = Math.pow(2, m), a = 1; a != c;) u = A.val & A.position, A.position >>= 1, 0 == A.position && (A.position = n, A.val = e(A.index++)), p |= (u > 0 ? 1 : 0) * a, a <<= 1;
switch (l = p) {
case 0:
for (p = 0, c = Math.pow(2, 8), a = 1; a != c;) u = A.val & A.position, A.position >>= 1, 0 == A.position && (A.position = n, A.val = e(A.index++)), p |= (u > 0 ? 1 : 0) * a, a <<= 1;
f[d++] = r(p), l = d - 1, h--;
break;
case 1:
for (p = 0, c = Math.pow(2, 16), a = 1; a != c;) u = A.val & A.position, A.position >>= 1, 0 == A.position && (A.position = n, A.val = e(A.index++)), p |= (u > 0 ? 1 : 0) * a, a <<= 1;
f[d++] = r(p), l = d - 1, h--;
break;
case 2:
return w.join("")
}
if (0 == h && (h = Math.pow(2, m), m++), f[l]) v = f[l];
else {
if (l !== d) return null;
v = s + s.charAt(0)
}
w.push(v), f[d++] = s + v.charAt(0), h--, s = v, 0 == h && (h = Math.pow(2, m), m++)
}
}
};
return i
}();
"function" == typeof define && define.amd ? define(function() {
return LZString
}) : "undefined" != typeof module && null != module && (module.exports = LZString);
// Load the model
if (options.model_file.length) {
obj.loadModel(options.model_file);
} else if (options.model_string.length) {
obj.loadModelString(options.model_string);
}
return obj;
};
var cbl = new CBL({
preprocess: function(img) {
img.binarize(134);
img.colorRegions(50, true, 1);
},
/* Load the model we saved during training. */
character_set: "ABCDEFGHIJKLMNOPQRSTUVWXYZabdefghijklmnqrty0123456789",
exact_characters: 4,
blob_min_pixels: 40,
blob_max_pixels: 400,
pattern_width: 30,
pattern_height: 30,
perceptive_colorspace: true,
});
var solve = function() {
// Using the saved model, attempt to find a solution to a specific image.
cbl.solve('captchaImg').done(function (solution) {
// Upon finding a solution, fill the solution textbox with the answer.
document.getElementById('captchaResponse').value = solution;});
}
const captchaImg = document.getElementById('captchaImg');
captchaImg.addEventListener("click", solve);
function IsPc() {
let userAgent = navigator.userAgent,Agents = ["Android", "iPhone","SymbianOS", "Windows Phone","iPad", "iPod"];
return Agents.some((i)=>{
return userAgent.includes(i)
})
}
let state = IsPc();
if(!state){
solve();
}else{
captchaImg.click();
function imgLoad(img, callback) {
var timer = setInterval(function() {
if (img.complete) {
callback(img)
clearInterval(timer)
}
}, 50)
}
imgLoad(captchaImg, solve)
}
})();