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AndrewYatzkan/ocp.js

Last active September 20, 2019 03:04
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OnCampus+
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ocp.js
//9768
var ran = false;
var showGPA = true;
var gaugeColor = '#0081c9';
var inSettings;
var currentHTML;
var col;
var gpaInt;
var sinceLastChecked;
var changes = [];
function ready() {
if(typeof $('.muted')[0] != 'undefined'
&& typeof $('.ch.col-md-4')[0] != 'undefined'){
ran = true;
addStyleSheets();
content();
settings();
gpa();
showlettergrade();
try {
setBannerColor();
} catch {}
} else {
setTimeout(ready, 50);
}
}
$(document).ready(() => {
document.addEventListener("keydown", e => {
if (e.which == 34) {
e.preventDefault();
notebook();
}
});
});
function change(){
if(typeof $('.muted')[0] != 'undefined'){
hashchange();
settings();
gpa();
showlettergrade();
} else {
setTimeout(change, 50);
}
}
$(window).bind('hashchange', function() {
if (ran && window.location.href.indexOf("myschoolapp.com") > -1) {
change();
}
});
function hashchange() {
col = $('.ch.col-md-4');
for (var i = 0; i < col.length; i++) {
col[i].style.width = '22%';
}
if(typeof $("#gradesContainer")[0] == "undefined"){
col[0].insertAdjacentHTML('afterend', html);
} else{
$('#gradesContainer')[0].style.width = '30%';
}
var innerTxt = $('#gradesText')[0];
innerTxt.style.fontSize = "11.5px";
innerTxt.innerHTML = '';
if (changes.length == 0 || changes[0].Old == '') {
innerTxt.innerHTML = 'Your grades are the same as the last time you checked' + sinceLastChecked;
} else {
let arrow;
for (let i = 0; i < changes.length; i++) {
arrow = changes[i].Increase ? up_arrow : down_arrow;
innerTxt.innerHTML += "<img width='14' height='14' src=" + arrow + " <b>" + changes[i].Class + "</b> used to be <b>" + changes[i].Old + "</b>, now it's <b>" + changes[i].New + "</b>.<br/>";
}
}
}
function setBannerColor() {
function hexToRgb(hex) {
hex = hex.replace(/^#?([a-f\d])([a-f\d])([a-f\d])$/i, function(m, r, g, b) {
return r + r + g + g + b + b;
});
var result = /^#?([a-f\d]{2})([a-f\d]{2})([a-f\d]{2})$/i.exec(hex);
return result ? {
r: parseInt(result[1], 16),
g: parseInt(result[2], 16),
b: parseInt(result[3], 16)
} : null;
}
var colors = [];
colors[0] = hexToRgb(localStorage.getItem('gaugeColor'));
function createColor(num, r,g,b){
colors[num].r = colors[0].r+r;
colors[num].g = colors[0].g+g;
colors[num].b = colors[0].b+b;
}
for (var i = 1; i < 10; i++) {
colors[i] = {};
}
colors[1] = colors[0];
createColor(2,30,30,30); /*Calendar Color*/
colors[3]= {r: 0, g: 0, b: 0}; /*No Idea*/
colors[4] = {r: 0, g: 0, b: 0}; /*No Idea*/
colors[5] = colors[0] /*No Idea*/
createColor(6,90,90,90); /*Selected Border*/
colors[7] = colors[6] /*Bottom gradient color*/
createColor(8,230,230,230); /*Top gradient color*/
colors[9] = colors[8];
var original = colors[0].r == 0 && colors[0].g == 129 && colors[0].b == 201;
for (var i = 0; i < 10; i++) {
colors[i].r > 255 ? colors[i].r = 255 : null;
colors[i].g > 255 ? colors[i].g = 255 : null;
colors[i].b > 255 ? colors[i].b = 255 : null;
colors[i] = 'rgb('+colors[i].r+','+colors[i].g+','+colors[i].b+')';
}
if (!original) $('#app-style')[0].children[0].children[0].innerHTML = `.pri-100-fgc, .pri-100-fgc-hover:hover { color: ${colors[0]} !important; }.pri-100-bgc, .pri-100-bgc-hover:hover { background-color: ${colors[0]} !important; }.pri-100-boxshadow, .pri-100-boxshadow-hover:hover { -moz-box-shadow: 1px 1px 3px ${colors[0]}; -webkit-box-shadow: 1px 1px 3px ${colors[0]}; box-shadow: 1px 1px 3px ${colors[0]}; }.pri-100-bordercolor, .pri-100-bordercolor-hover:hover { border-color: ${colors[0]}; }.pri-75-fgc, .pri-75-fgc-hover:hover { color: ${colors[1]} !important; }.pri-75-bgc, .pri-75-bgc-hover:hover { background-color:${colors[1]} !important; }.pri-75-boxshadow, .pri-75-boxshadow-hover:hover { -moz-box-shadow: 1px 1px 3px ${colors[1]}; -webkit-box-shadow: 1px 1px 3px ${colors[1]}; box-shadow: 1px 1px 3px ${colors[1]}; }.pri-75-bordercolor, .pri-75-bordercolor-hover:hover { border-color: ${colors[1]}; }.pri-50-fgc, .pri-50-fgc-hover:hover { color: ${colors[2]}!important; }.pri-50-bgc, .pri-50-bgc-hover:hover { background-color: ${colors[2]} !important; }.pri-50-boxshadow, .pri-50-boxshadow-hover:hover { -moz-box-shadow: 1px 1px 3px${colors[2]}; -webkit-box-shadow: 1px 1px 3px ${colors[2]}; box-shadow: 1px 1px 3px ${colors[2]}; }.pri-50-bordercolor, .pri-50-bordercolor-hover:hover { border-color: ${colors[2]}; }.pri-25-fgc, .pri-25-fgc-hover:hover { color: ${colors[3]}!important; }.pri-25-bgc, .pri-25-bgc-hover:hover { background-color:${colors[3]} !important; }.pri-25-boxshadow, .pri-25-boxshadow-hover:hover { -moz-box-shadow: 1px 1px 3px ${colors[3]}; -webkit-box-shadow: 1px 1px 3px ${colors[3]}; box-shadow: 1px 1px 3px ${colors[3]}; }.pri-25-bordercolor, .pri-25-bordercolor-hover:hover { border-color: ${colors[3]}; }.pri-15-fgc, .pri-15-fgc-hover:hover { color: ${colors[4]} !important; }.pri-15-bgc, .pri-15-bgc-hover:hover { background-color: ${colors[4]} !important; }.pri-15-boxshadow, .pri-15-boxshadow-hover:hover { -moz-box-shadow: 1px 1px 3px ${colors[4]}; -webkit-box-shadow: 1px 1px 3px ${colors[4]}; box-shadow: 1px 1px 3px ${colors[4]}; }.pri-15-bordercolor, .pri-15-bordercolor-hover:hover { border-color: ${colors[4]}; }.sec-100-fgc, .sec-100-fgc-hover:hover { color: ${colors[5]} !important; }.sec-100-bgc, .sec-100-bgc-hover:hover { background-color: ${colors[5]} !important; }.sec-100-boxshadow, .sec-100-boxshadow-hover:hover { -moz-box-shadow: 1px 1px 3px ${colors[5]}; -webkit-box-shadow: 1px 1px 3px ${colors[5]}; box-shadow: 1px 1px 3px ${colors[5]}; }.sec-100-bordercolor, .sec-100-bordercolor-hover:hover { border-color: ${colors[5]}; }.sec-75-fgc, .sec-75-fgc-hover:hover { color: ${colors[6]} !important; }.sec-75-bgc, .sec-75-bgc-hover:hover { background-color: ${colors[6]} !important; }.sec-75-boxshadow, .sec-75-boxshadow-hover:hover { -moz-box-shadow: 1px 1px 3px ${colors[6]}; -webkit-box-shadow: 1px 1px 3px ${colors[6]}; box-shadow: 1px 1px 3px ${colors[6]}; }.sec-75-bordercolor, .sec-75-bordercolor-hover:hover { border-color: ${colors[6]}; }.sec-50-fgc, .sec-50-fgc-hover:hover { color: ${colors[7]} !important; }.sec-50-bgc, .sec-50-bgc-hover:hover { background-color: ${colors[7]} !important; }.sec-50-boxshadow, .sec-50-boxshadow-hover:hover { -moz-box-shadow: 1px 1px 3px ${colors[7]}; -webkit-box-shadow: 1px 1px 3px ${colors[7]}; box-shadow: 1px 1px 3px ${colors[7]}; }.sec-50-bordercolor, .sec-50-bordercolor-hover:hover { border-color: ${colors[7]}; }.sec-25-fgc, .sec-25-fgc-hover:hover { color: ${colors[8]} !important; }.sec-25-bgc, .sec-25-bgc-hover:hover { background-color: ${colors[8]} !important; }.sec-25-boxshadow, .sec-25-boxshadow-hover:hover { -moz-box-shadow: 1px 1px 3px ${colors[8]}; -webkit-box-shadow: 1px 1px 3px ${colors[8]}; box-shadow: 1px 1px 3px ${colors[8]}; }.sec-25-bordercolor, .sec-25-bordercolor-hover:hover { border-color: ${colors[8]}; }.sec-15-fgc, .sec-15-fgc-hover:hover { color: ${colors[9]} !important; }.sec-15-bgc, .sec-15-bgc-hover:hover { background-color: ${colors[9]} !important; }.sec-15-boxshadow, .sec-15-boxshadow-hover:hover { -moz-box-shadow: 1px 1px 3px ${colors[9]}; -webkit-box-shadow: 1px 1px 3px ${colors[9]}; box-shadow: 1px 1px 3px ${colors[9]}; }.sec-15-bordercolor, .sec-15-bordercolor-hover:hover { border-color: ${colors[9]}; }#site-nav ul.topnav > li > a.active,#site-nav ul.topnav > li > a:hover,.subnavbar .nav > .active > a,.subnavbar .nav > .active > a:hover { background-repeat: repeat-x; /*Repeat the gradient */background-image: -moz-linear-gradient(top, ${colors[8]} 0%, ${colors[7]} 100%); /*FF3.6+ */background-image: -webkit-gradient(linear, left top, left bottom, color-stop(0%,${colors[8]}), color-stop(100%,${colors[7]})); /*Chrome,Safari4+ */background-image: -webkit-linear-gradient(top, ${colors[8]} 0%,${colors[7]} 100%); /*Chrome 10+,Safari 5.1+ */background-image: -ms-linear-gradient(top, ${colors[8]} 0%,${colors[7]} 100%); /*IE10+ */background-image: -o-linear-gradient(top, ${colors[8]} 0%,${colors[7]} 100%); /*Opera 11.10+ */filter: progid:DXImageTransform.Microsoft.gradient( startColorstr='${colors[8]}', endColorstr='${colors[7]}',GradientType=0 ); /*IE6-9 */background-image: linear-gradient(top, ${colors[8]} 0%,${colors[7]} 100%); /*W3C */}.subnavbar .nav > .active > a,.subnavbar .nav > .active > a:hover { border-color: ${colors[6]};}.btn-primary {background-repeat: repeat-x;background-color: ${colors[0]};background-image: -moz-linear-gradient(top, ${colors[1]}, ${colors[0]}); background-image: -ms-linear-gradient(top, ${colors[1]}, ${colors[0]});background-image: -webkit-gradient(linear, 0 0, 0 100%, from(${colors[1]}), to(${colors[0]}));background-image: -webkit-linear-gradient(top, ${colors[1]}, ${colors[0]});background-image: -o-linear-gradient(top, ${colors[1]}, ${colors[0]});background-image: linear-gradient(top, ${colors[1]}, ${colors[0]});}.btn-primary:hover,.btn-primary:active,.btn-primary.active,.btn-primary.disabled,.btn-primary[disabled] .nav-list > li > a:hover {background-color: ${colors[0]}; }.modal-header, .modal-header A {color: #ffffff !important;}.label:not([class*="label label-"]) {background-color: ${colors[0]} !important;}.subnavbar {background-color: ${colors[9]} !important;border-color: ${colors[8]} !important;}div.token-input-dropdown ul li.token-input-selected-dropdown-item {background-color: ${colors[0]} !important;}#site-nav UL.topnav > LI > a.active {background-color: ${colors[3]} !important;}#site-nav DIV.subnav UL > li > a.active {background-color: ${colors[8]} !important;}#site-mobile-menu.app-mobile-menu, #site-mobile-menu .app-mobile-level {background-color: ${colors[0]} !important;}`; else $('#app-style')[0].children[0].children[0].innerHTML = `.pri-100-fgc, .pri-100-fgc-hover:hover { color: #004a97 !important; }.pri-100-bgc, .pri-100-bgc-hover:hover { background-color: #004a97 !important; }.pri-100-boxshadow, .pri-100-boxshadow-hover:hover { -moz-box-shadow: 1px 1px 3px #004a97; -webkit-box-shadow: 1px 1px 3px #004a97; box-shadow: 1px 1px 3px #004a97; }.pri-100-bordercolor, .pri-100-bordercolor-hover:hover { border-color: #004a97; }.pri-75-fgc, .pri-75-fgc-hover:hover { color: #4077b1 !important; }.pri-75-bgc, .pri-75-bgc-hover:hover { background-color: #4077b1 !important; }.pri-75-boxshadow, .pri-75-boxshadow-hover:hover { -moz-box-shadow: 1px 1px 3px #4077b1; -webkit-box-shadow: 1px 1px 3px #4077b1; box-shadow: 1px 1px 3px #4077b1; }.pri-75-bordercolor, .pri-75-bordercolor-hover:hover { border-color: #4077b1; }.pri-50-fgc, .pri-50-fgc-hover:hover { color: #80a4cb !important; }.pri-50-bgc, .pri-50-bgc-hover:hover { background-color: #80a4cb !important; }.pri-50-boxshadow, .pri-50-boxshadow-hover:hover { -moz-box-shadow: 1px 1px 3px #80a4cb; -webkit-box-shadow: 1px 1px 3px #80a4cb; box-shadow: 1px 1px 3px #80a4cb; }.pri-50-bordercolor, .pri-50-bordercolor-hover:hover { border-color: #80a4cb; }.pri-25-fgc, .pri-25-fgc-hover:hover { color: #bfd2e5 !important; }.pri-25-bgc, .pri-25-bgc-hover:hover { background-color: #bfd2e5 !important; }.pri-25-boxshadow, .pri-25-boxshadow-hover:hover { -moz-box-shadow: 1px 1px 3px #bfd2e5; -webkit-box-shadow: 1px 1px 3px #bfd2e5; box-shadow: 1px 1px 3px #bfd2e5; }.pri-25-bordercolor, .pri-25-bordercolor-hover:hover { border-color: #bfd2e5; }.pri-15-fgc, .pri-15-fgc-hover:hover { color: #d9e4ef !important; }.pri-15-bgc, .pri-15-bgc-hover:hover { background-color: #d9e4ef !important; }.pri-15-boxshadow, .pri-15-boxshadow-hover:hover { -moz-box-shadow: 1px 1px 3px #d9e4ef; -webkit-box-shadow: 1px 1px 3px #d9e4ef; box-shadow: 1px 1px 3px #d9e4ef; }.pri-15-bordercolor, .pri-15-bordercolor-hover:hover { border-color: #d9e4ef; }.sec-100-fgc, .sec-100-fgc-hover:hover { color: #65b2e9 !important; }.sec-100-bgc, .sec-100-bgc-hover:hover { background-color: #65b2e9 !important; }.sec-100-boxshadow, .sec-100-boxshadow-hover:hover { -moz-box-shadow: 1px 1px 3px #65b2e9; -webkit-box-shadow: 1px 1px 3px #65b2e9; box-shadow: 1px 1px 3px #65b2e9; }.sec-100-bordercolor, .sec-100-bordercolor-hover:hover { border-color: #65b2e9; }.sec-75-fgc, .sec-75-fgc-hover:hover { color: #8cc5ee !important; }.sec-75-bgc, .sec-75-bgc-hover:hover { background-color: #8cc5ee !important; }.sec-75-boxshadow, .sec-75-boxshadow-hover:hover { -moz-box-shadow: 1px 1px 3px #8cc5ee; -webkit-box-shadow: 1px 1px 3px #8cc5ee; box-shadow: 1px 1px 3px #8cc5ee; }.sec-75-bordercolor, .sec-75-bordercolor-hover:hover { border-color: #8cc5ee; }.sec-50-fgc, .sec-50-fgc-hover:hover { color: #b2d8f4 !important; }.sec-50-bgc, .sec-50-bgc-hover:hover { background-color: #b2d8f4 !important; }.sec-50-boxshadow, .sec-50-boxshadow-hover:hover { -moz-box-shadow: 1px 1px 3px #b2d8f4; -webkit-box-shadow: 1px 1px 3px #b2d8f4; box-shadow: 1px 1px 3px #b2d8f4; }.sec-50-bordercolor, .sec-50-bordercolor-hover:hover { border-color: #b2d8f4; }.sec-25-fgc, .sec-25-fgc-hover:hover { color: #d8ecfa !important; }.sec-25-bgc, .sec-25-bgc-hover:hover { background-color: #d8ecfa !important; }.sec-25-boxshadow, .sec-25-boxshadow-hover:hover { -moz-box-shadow: 1px 1px 3px #d8ecfa; -webkit-box-shadow: 1px 1px 3px #d8ecfa; box-shadow: 1px 1px 3px #d8ecfa; }.sec-25-bordercolor, .sec-25-bordercolor-hover:hover { border-color: #d8ecfa; }.sec-15-fgc, .sec-15-fgc-hover:hover { color: #e8f3fc !important; }.sec-15-bgc, .sec-15-bgc-hover:hover { background-color: #e8f3fc !important; }.sec-15-boxshadow, .sec-15-boxshadow-hover:hover { -moz-box-shadow: 1px 1px 3px #e8f3fc; -webkit-box-shadow: 1px 1px 3px #e8f3fc; box-shadow: 1px 1px 3px #e8f3fc; }.sec-15-bordercolor, .sec-15-bordercolor-hover:hover { border-color: #e8f3fc; }#site-nav ul.topnav > li > a.active,#site-nav ul.topnav > li > a:hover,.subnavbar .nav > .active > a,.subnavbar .nav > .active > a:hover { background-repeat: repeat-x; /*Repeat the gradient */background-image: -moz-linear-gradient(top, #d8ecfa 0%, #b2d8f4 100%); /*FF3.6+ */background-image: -webkit-gradient(linear, left top, left bottom, color-stop(0%,#d8ecfa), color-stop(100%,#b2d8f4)); /*Chrome,Safari4+ */background-image: -webkit-linear-gradient(top, #d8ecfa 0%,#b2d8f4 100%); /*Chrome 10+,Safari 5.1+ */background-image: -ms-linear-gradient(top, #d8ecfa 0%,#b2d8f4 100%); /*IE10+ */background-image: -o-linear-gradient(top, #d8ecfa 0%,#b2d8f4 100%); /*Opera 11.10+ */filter: progid:DXImageTransform.Microsoft.gradient( startColorstr='#d8ecfa', endColorstr='#b2d8f4',GradientType=0 ); /*IE6-9 */background-image: linear-gradient(top, #d8ecfa 0%,#b2d8f4 100%); /*W3C */}.subnavbar .nav > .active > a,.subnavbar .nav > .active > a:hover { border-color: #8cc5ee;}.btn-primary {background-repeat: repeat-x;background-color: #004a97;background-image: -moz-linear-gradient(top, #4077b1, #004a97); background-image: -ms-linear-gradient(top, #4077b1, #004a97);background-image: -webkit-gradient(linear, 0 0, 0 100%, from(#4077b1), to(#004a97));background-image: -webkit-linear-gradient(top, #4077b1, #004a97);background-image: -o-linear-gradient(top, #4077b1, #004a97);background-image: linear-gradient(top, #4077b1, #004a97);}.btn-primary:hover,.btn-primary:active,.btn-primary.active,.btn-primary.disabled,.btn-primary[disabled] .nav-list > li > a:hover {background-color: #004a97; }.modal-header, .modal-header A {color: #000 !important;}.label:not([class*="label label-"]) {background-color: #004a97 !important;}.subnavbar {background-color: #e8f3fc !important;border-color: #d8ecfa !important;}div.token-input-dropdown ul li.token-input-selected-dropdown-item {background-color: #004a97 !important;}#site-nav UL.topnav > LI > a.active {background-color: #bfd2e5 !important;}#site-nav DIV.subnav UL > li > a.active {background-color: #d8ecfa !important;}#site-mobile-menu.app-mobile-menu, #site-mobile-menu .app-mobile-level {background-color: #004a97 !important;}`;
}
function settings() {
if (typeof localStorage.getItem('showGPA') != 'string') {
localStorage.setItem('showGPA', 'true');
} else {
showGPA = !!localStorage.getItem('showGPA') ? true : false;
}
inSettings = false;
var innerText = $('#gradesText')[0];
if (typeof localStorage.getItem('gaugeColor') != 'string') {
localStorage.setItem('gaugeColor', '#0081c9');
} else {
gaugeColor = localStorage.getItem('gaugeColor');
}
var settingsInnerHTML = `Change your OnCampus theme! <input id='colorPicker' type='color'> <span style='color: #0081c9; cursor: pointer;' id='defaultColor'>(default)</span><br>Show your GPA <input id='gpaOpt' type='checkbox'>`;
var tog = $('#gradesPanelToggle')[0];
var textArea = $('#textArea')[0];
var gearHTML = `<img id='gear' class='gear-out' src=`+gear_icon+` width='32' height='32'>`;
if (typeof $('#gear')[0] == 'undefined') textArea.insertAdjacentHTML('beforeend', gearHTML);
$('#gear')[0].addEventListener("click", settingsClicked, false);
function addEventListeners() {
$('#gpaOpt')[0].addEventListener("click", () => {
showGPA = !showGPA;
if (showGPA) {
localStorage.setItem('showGPA', 'true');
} else {
localStorage.setItem('showGPA', '');
}
gpa();
});
$('#colorPicker')[0].addEventListener('change', () => {
if (!!$('#gpaText')[0]) $('#gpaText')[0].style.color = $('#colorPicker')[0].value;
if (!!$('#meter')[0]) $('#meter')[0].style.stroke = $('#colorPicker')[0].value;
localStorage.setItem('gaugeColor', $('#colorPicker')[0].value);
gaugeColor = $('#colorPicker')[0].value;
setBannerColor();
}, false);
$('#defaultColor')[0].addEventListener('click', () => {
if (!!$('#gpaText')[0]) $('#gpaText')[0].style.color = '#0081c9';
if (!!$('#meter')[0]) $('#meter')[0].style.stroke = '#0081c9';
localStorage.setItem('gaugeColor', '#0081c9');
$('#colorPicker')[0].value = '#0081c9';
gaugeColor = '#0081c9';
setBannerColor();
}, false);
}
function settingsClicked() {
tog.click();
setTimeout(function() {
if (inSettings) {
inSettings = false;
innerText.innerHTML = currentHTML;
$('#gear')[0].src = gear_icon;
$('#gear').addClass('gear-out');
$('#gear').removeClass('gear-in');
$('#gear')[0].width = '32';
$('#gear')[0].height = '32';
} else {
inSettings = true;
currentHTML = innerText.innerHTML;
innerText.innerHTML = settingsInnerHTML;
$('#colorPicker')[0].value = gaugeColor;
$('#gpaOpt')[0].checked = showGPA;
addEventListeners();
$('#gear')[0].src = close_icon;
$('#gear').removeClass('gear-out');
$('#gear').addClass('gear-in');
$('#gear')[0].width = '16';
$('#gear')[0].height = '16';
}
}, 200);
setTimeout(() => tog.click(), 500);
}
}
function addStyleSheets(){
var style = `#gpaText { font-size: 60px } #gpaSVG { position: absolute; bottom: 22px; right: 52px; width: 32px; height: 32px; }#gpaSVG path { will-change: auto; stroke-width: 20px; stroke-miterlimit: round; transition: stroke-dashoffset 850ms ease-in-out; width: 32px; height: 32px; }#settings { background-color: lightgrey; position: fixed; width: 576px; height: 466px; left: calc(50% - 288px); top: calc(50% - 190px); border-radius: 50px; z-index: 3; display: none; }#gear.gear-in { border-radius: 50%; position: absolute; right: 0; margin-right: 25px; margin-top: -15px; opacity: 1; cursor: pointer; }#gear.gear-out { border-radius: 50%; -webkit-transition: -webkit-transform .8s ease-in-out; transition: .8s ease-in-out; position: absolute; right: 0; margin-right: 20px; margin-top: -20px; opacity: 0.6; cursor: pointer; }#gear.gear-out:hover { -webkit-transform: rotate(360deg); transform: rotate(360deg); opacity: 1; }`
var sheet = document.createElement("style");
sheet.innerHTML = style;
sheet.parentNode = document.head;
}
function returnLetterGrade(inp){
inp = inp.slice(0,inp.length - 1);
out = Math.round(parseFloat(inp));
if(out >= 98){return "A+";}
else if(out >= 95){return "A";}
else if(out >= 93){return "A-";}
else if(out >= 91){return "B+";}
else if(out >= 87){return "B";}
else if(out >= 85){return "B-";}
else if(out >= 83){return "C+";}
else if(out >= 78){return "C";}
else if(out >= 76){return "C-";}
else if(out >= 74){return "D+";}
else if(out >= 72){return "D";}
else if(out >= 70){return "D-";}
else {return "F";}
}
function showlettergrade() {
var h3 = $('h3');
for (let i = 0; i < h3.length; i++) {
if(i % 2 == 0 && i != h3.length-1 && h3[i+1].className == 'showGrade' && h3[i+1].innerHTML.indexOf('&nbsp;') < 0) {
if(h3[i+1].innerHTML[h3[i+1].innerHTML.length - 1] !== ")"){
h3[i+1].innerHTML += " (" + returnLetterGrade(h3[i+1].innerHTML) + ")";
}
}
}
}
function gpa() {
if (!!$('#gpaSVG')[0]) {
$('#gpaSVG')[0].remove();
if(!!$('#gpaText')[0]) $('#gpaText')[0].remove();
}
if (!showGPA) return;
var gpaHTML = `
<svg id="gpaSVG" viewBox="0 0 200 200" style="width: 40px; height: 40px; float: right; stroke-width: 8px" data-value="`+gpaInt+`">
<text fill="`+gaugeColor+`" x="0" y="57.5%" style="font-family: Arial; font-size: 60px;" id="gpaText">`+gpaInt+`</text>
<path class="bg" stroke="#ccc" d="M41 149.5a77 77 0 1 1 117.93 0" fill="none"/>
<path id='meter' class="meter" stroke="`+gaugeColor+`" d="M41 149.5a77 77 0 1 1 117.93 0" fill="none" stroke-dasharray="350" stroke-dashoffset="350"/>
</svg>`;
var textArea = $('#textArea')[0];
if (gpaInt) textArea.insertAdjacentHTML('beforeend', gpaHTML);
$('#gpaText')[0].x.baseVal[0].valueInSpecifiedUnits = 61-$('#gpaText')[0].getBoundingClientRect().width
let meters = document.querySelectorAll('svg[data-value] .meter');
meters.forEach( (path) => {
let length = path.getTotalLength();
let value = parseInt(path.parentNode.getAttribute('data-value'));
let to = length * ((5 - value) / 5);
path.getBoundingClientRect();
path.style.strokeDashoffset = Math.max(0, to);
});
}
var html = `
<div class="ch col-md-4" id="gradesContainer" style='width: 30%;'>
<section id="grades" class="bb-tile">
<div class="bb-tile-title" data-toggle="collapse" data-target="#gradesCollapse">
<div class="bb-tile-header-with-content">
<h2 class="bb-tile-header">Grade Changes</h2>
</div>
<div class="bb-tile-header-column-tools">
<div class="bb-tile-tools"><button type="button" class="fa fa-chevron-down bb-tile-chevron"></button><button id='gradesPanelToggle' type="button" class="fa fa-chevron-up bb-tile-chevron"></button></div>
</div>
</div>
<div id="gradesCollapse" class="bb-tile-content collapse in" aria-expanded="true" aria-hidden="false">
<div class="bb-tile-content-section" id="textArea">
<div class="row mb-15">
<div class="col-md-12">
<div class="muted" id="gradesText">
</div>
</div>
<br><br><br>
<div class="row">
<div class="col-md-12 ml-15"></div>
</div>
</div>
</div>
</div>
</section>
</div>`;
function content() {
if (!localStorage.getItem("reset")) {
localStorage.setItem("reset", "done");
localStorage.setItem("grades", "[]");
}
gpaInt = 0;
col = $('.ch.col-md-4');
for (var i = 0; i < col.length; i++) {
col[i].style.width = '22%';
}
if (typeof $('#gradesContainer')[0] == 'undefined') col[0].insertAdjacentHTML('afterend', html); else $('#gradesContainer')[0].style.width = '30%';
document.getElementById("performance").getElementsByClassName("ch col-md-4")[0].style.width = "25%";
document.getElementsByClassName("bb-tile-header ng-binding")[0].innerText = "Attendance"
var innerText = $('#gradesText')[0];
var h3 = $('h3');
var grades = [];
var gradesRecord = [];
var lastChecked;
if (typeof localStorage.getItem('grades') != 'string') {
localStorage.setItem('grades', JSON.stringify(grades));
} else {
grades = JSON.parse(localStorage.getItem('grades'));
}
if (typeof localStorage.getItem('gradesRecord') != 'string') {
localStorage.setItem('gradesRecord', JSON.stringify(gradesRecord));
} else {
gradesRecord = JSON.parse(localStorage.getItem('gradesRecord'));
}
if (typeof localStorage.getItem('lastChecked') != 'string') {
localStorage.setItem('lastChecked', new Date().getTime());
}
lastChecked = localStorage.getItem('lastChecked');
var currentTime = new Date().getTime();
localStorage.setItem('lastChecked', currentTime);
sinceLastChecked = ((currentTime-lastChecked)/60000).toFixed(0);
if (currentTime == lastChecked) {
sinceLastChecked = '.';
} else if (sinceLastChecked < 60) {
sinceLastChecked = ' ' + sinceLastChecked + ' minutes ago.';
} else if (sinceLastChecked % 60 == 0) {
sinceLastChecked = ' ' + sinceLastChecked/60 + ' hours ago.';
} else {
sinceLastChecked = ' ' + (sinceLastChecked-sinceLastChecked%60)/60 + ' hours and ' + sinceLastChecked%60 + ' minutes ago.';
}
if (parseInt(sinceLastChecked) == 1) sinceLastChecked = sinceLastChecked.replace('s', '');
if (parseInt(sinceLastChecked) == 0) sinceLastChecked = ' just seconds ago.';
var class_ = [];
var grade = [];
for (let i = 0; i < h3.length; i++) {
if (i % 2 == 0 && i != h3.length-1 && h3[i+1].className == 'showGrade' && h3[i+1].innerHTML.indexOf('&nbsp;') < 0) {
class_.push(h3[i].innerText.split(' -')[0]);
grade.push(h3[i+1].innerHTML.replace(/\s/g,''));
}
}
var grades_ = JSON.stringify(grades);
grades_ = JSON.parse(grades_);
for (let i = 0; i < class_.length; i++) {
if (typeof grades[i] == 'undefined') {
grades[i] = {};
}
if (typeof grades_[i] == 'undefined') {
grades_[i] = {};
grades_[i].Class = '';
grades_[i].Grade = '';
}
grades[i].Class = class_[i];
grades[i].Grade = parseFloat(grade[i]).toFixed(2)+'%';
}
// var changes = [];
for (let i = 0; i < grades.length; i++) {
if (!!grades_[i].Grade && (grades_[i].Grade).toString().indexOf(grades[i].Grade) < 0) {
changes.push({Class:grades[i].Class, Old:grades_[i].Grade, New:grades[i].Grade, Increase:parseFloat(grades[i].Grade) > parseFloat(grades_[i].Grade) ? true : false});
gradesRecord.push({Class:grades[i].Class, Grade:grades[i].Grade, Date:currentTime});
} else if (!!grades_[i].grade && (grades_[i].grade).toString().indexOf(grades[i].grade) < 0) {
changes.push({Class:grades[i].Class, Old:grades_[i].grade, New:grades[i].grade, Increase:parseFloat(grades[i].grade) > parseFloat(grades_[i].grade) ? true : false});
gradesRecord.push({Class:grades[i].Class, Grade:grades[i].Grade, Date:currentTime});
}
}
localStorage.setItem('grades', JSON.stringify(grades));
localStorage.setItem('gradesRecord', JSON.stringify(gradesRecord));
innerText.style.fontSize = "11.5px";
innerText.innerHTML = '';
if (changes.length == 0 || changes[0].Old == '') {
innerText.innerHTML = 'Your grades are the same as the last time you checked' + sinceLastChecked;
} else {
let arrow;
for (let i = 0; i < changes.length; i++) {
arrow = changes[i].Increase ? up_arrow : down_arrow;
innerText.innerHTML += "<img width='14' height='14' src=" + arrow + " <b>" + changes[i].Class + "</b> used to be <b>" + changes[i].Old + "</b>, now it's <b>" + changes[i].New + "</b>.<br/>";
}
}
var toGPA = {"70":1.00,"71":1.16,"72":1.33,"73":1.5,"74":1.66,"75":1.83,"76":2,"77":2.11,"78":2.22,"79":2.33,"80":2.44,"81":2.56,"82":2.67,"83":2.78,"84":2.89,"85":3,"86":3.13,"87":3.25,"88":3.38,"89":3.5,"90":3.63,"91":3.75,"92":3.88,"93":4,"94":4.14,"95":4.29,"96":4.43,"97":4.57,"98":4.71,"99":4.86};
for (var i = 0; i < grades.length; i++) {
if (Math.round(parseFloat(grades[i].Grade)) > 99) {
gpaInt += 4.86;
} else if (Math.round(parseFloat(grades[i].Grade)) < 70) {
gpaInt += 1.00;
} else {
gpaInt += toGPA[Math.round(parseFloat(grades[i].Grade))];
}
if (grades[i].Class.indexOf('-H') > -1) gpaInt += 1.00;
}
gpaInt /= grades.length;
gpaInt = parseFloat(gpaInt.toFixed(2)).toFixed(2);
}
var close_icon = "data:image/png;base64,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";
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";
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";
ready();
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