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') format('opentype');
font-style: normal;
font-weight: 400;
}
@font-face {
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') format('opentype');
font-style: normal;
font-weight: 700;
}
.hljs {
display: block;
background: #fff;
padding: .5em;
color: #333;
overflow-x: auto;
-webkit-text-size-adjust: none;
font-size: 18px;
line-height: 32px
}
.bash .hljs-shebang,
.hljs-comment,
.java .hljs-javadoc,
.javascript .hljs-javadoc {
color: #969896
}
.apache .hljs-sqbracket,
.c .hljs-preprocessor,
.coffeescript .hljs-regexp,
.coffeescript .hljs-subst,
.cpp .hljs-preprocessor,
.hljs-string,
.javascript .hljs-regexp,
.json .hljs-attribute,
.less .hljs-built_in,
.makefile .hljs-variable,
.markdown .hljs-blockquote,
.markdown .hljs-emphasis,
.markdown .hljs-link_label,
.markdown .hljs-strong,
.markdown .hljs-value,
.nginx .hljs-number,
.nginx .hljs-regexp,
.objectivec .hljs-preprocessor .hljs-title,
.perl .hljs-regexp,
.php .hljs-regexp,
.scss .hljs-built_in,
.xml .hljs-value {
color: #df5000
}
.css .hljs-at_rule,
.css .hljs-important,
.go .hljs-typename,
.hljs-keyword,
.http .hljs-request,
.ini .hljs-setting,
.java .hljs-javadoctag,
.javascript .hljs-javadoctag,
.javascript .hljs-tag,
.less .hljs-at_rule,
.less .hljs-tag,
.nginx .hljs-title,
.objectivec .hljs-preprocessor,
.php .hljs-phpdoc,
.scss .hljs-at_rule,
.scss .hljs-important,
.scss .hljs-tag,
.sql .hljs-built_in,
.stylus .hljs-at_rule,
.swift .hljs-preprocessor {
color: #a71d5d
}
.apache .hljs-cbracket,
.apache .hljs-common,
.apache .hljs-keyword,
.bash .hljs-built_in,
.bash .hljs-literal,
.c .hljs-built_in,
.c .hljs-number,
.coffeescript .hljs-built_in,
.coffeescript .hljs-literal,
.coffeescript .hljs-number,
.cpp .hljs-built_in,
.cpp .hljs-number,
.cs .hljs-built_in,
.cs .hljs-number,
.css .hljs-attribute,
.css .hljs-function,
.css .hljs-hexcolor,
.css .hljs-number,
.go .hljs-built_in,
.go .hljs-constant,
.http .hljs-attribute,
.http .hljs-literal,
.java .hljs-number,
.javascript .hljs-built_in,
.javascript .hljs-literal,
.javascript .hljs-number,
.json .hljs-number,
.less .hljs-attribute,
.less .hljs-function,
.less .hljs-hexcolor,
.less .hljs-number,
.makefile .hljs-keyword,
.markdown .hljs-link_reference,
.nginx .hljs-built_in,
.objectivec .hljs-built_in,
.objectivec .hljs-literal,
.objectivec .hljs-number,
.php .hljs-literal,
.php .hljs-number,
.puppet .hljs-function,
.python .hljs-number,
.ruby .hljs-constant,
.ruby .hljs-number,
.ruby .hljs-prompt,
.ruby .hljs-subst .hljs-keyword,
.ruby .hljs-symbol,
.scss .hljs-attribute,
.scss .hljs-function,
.scss .hljs-hexcolor,
.scss .hljs-number,
.scss .hljs-preprocessor,
.sql .hljs-number,
.stylus .hljs-attribute,
.stylus .hljs-hexcolor,
.stylus .hljs-number,
.stylus .hljs-params,
.swift .hljs-built_in,
.swift .hljs-number {
color: #0086b3
}
.apache .hljs-tag,
.cs .hljs-xmlDocTag,
.css .hljs-tag,
.stylus .hljs-tag,
.xml .hljs-title {
color: #63a35c
}
.bash .hljs-variable,
.cs .hljs-preprocessor,
.cs .hljs-preprocessor .hljs-keyword,
.css .hljs-attr_selector,
.css .hljs-value,
.ini .hljs-keyword,
.ini .hljs-value,
.javascript .hljs-tag .hljs-title,
.makefile .hljs-constant,
.nginx .hljs-variable,
.scss .hljs-variable,
.xml .hljs-tag {
color: #333
}
.bash .hljs-title,
.c .hljs-title,
.coffeescript .hljs-title,
.cpp .hljs-title,
.cs .hljs-title,
.css .hljs-class,
.css .hljs-id,
.css .hljs-pseudo,
.diff .hljs-chunk,
.ini .hljs-title,
.java .hljs-title,
.javascript .hljs-title,
.less .hljs-class,
.less .hljs-id,
.less .hljs-pseudo,
.makefile .hljs-title,
.objectivec .hljs-title,
.perl .hljs-sub,
.php .hljs-title,
.puppet .hljs-title,
.python .hljs-decorator,
.python .hljs-title,
.ruby .hljs-parent,
.ruby .hljs-title,
.scss .hljs-class,
.scss .hljs-id,
.scss .hljs-pseudo,
.stylus .hljs-class,
.stylus .hljs-id,
.stylus .hljs-pseudo,
.stylus .hljs-title,
.swift .hljs-title,
.xml .hljs-attribute {
color: #795da3
}
.coffeescript .hljs-attribute,
.coffeescript .hljs-reserved {
color: #1d3e81
}
.diff .hljs-chunk {
font-weight: 700
}
.diff .hljs-addition {
color: #55a532;
background-color: #eaffea
}
.diff .hljs-deletion {
color: #bd2c00;
background-color: #ffecec
}
.markdown .hljs-link_url {
text-decoration: underline
}
a,
abbr,
acronym,
address,
applet,
big,
blockquote,
body,
caption,
cite,
code,
dd,
del,
dfn,
div,
dl,
dt,
em,
fieldset,
form,
h1,
h2,
h3,
h4,
h5,
h6,
html,
iframe,
img,
ins,
kbd,
label,
legend,
li,
object,
ol,
p,
pre,
q,
s,
samp,
small,
span,
strike,
strong,
sub,
sup,
table,
tbody,
td,
tfoot,
th,
thead,
tr,
tt,
ul,
var {
margin: 0;
padding: 0;
border: 0;
outline: 0;
font-weight: inherit;
font-style: inherit;
font-family: inherit;
font-size: 100%;
vertical-align: baseline
}
body {
line-height: 1;
color: #000;
background: #fff
}
ol,
ul {
list-style: none
}
table {
border-collapse: separate;
border-spacing: 0
}
caption,
table,
td,
th {
vertical-align: middle
}
caption,
td,
th {
text-align: left;
font-weight: 400
}
a img {
border: none
}
.red {
background: #e31d65
}
.orange {
background: #ff7c35
}
.yellow {
background: #fc0
}
.green {
background: #2ead6d
}
.blue {
background: #008597
}
.purple {
background: #5943aa
}
.slate {
background: #2d3443
}
body,
html {
min-height: 100%;
background: #1a2434;
color: #b0b6c1;
font-family: soleil, sans-serif;
text-align: center;
overflow-x: hidden
}
hr {
margin: 48px 0;
border: none;
border-bottom: 1px dashed #616c83
}
.title {
font-weight: 700;
color: #fff
}
.crown {
box-sizing: border-box;
position: fixed;
top: -64px;
z-index: 1;
overflow: hidden;
padding: 8px 4vw;
width: 100%;
background: #1a2434;
box-shadow: 0 2px 6px rgba(26, 36, 52, .5);
-webkit-transition: top .6s cubic-bezier(.6, .2, .1, 1);
transition: top .6s cubic-bezier(.6, .2, .1, 1)
}
.crown.visible {
top: 0
}
.crown .title {
float: left;
line-height: 46px;
font-size: 16px;
position: relative;
top: 2px
}
@media screen and (min-width:28.75em) {
.crown .title {
font-size: 24px;
top: 0
}
}
@media screen and (min-width:33.75em) {
.crown .title {
font-size: 32px
}
}
.crown .logo {
margin-top: 16px;
margin-right: 8px;
float: left;
width: 24px;
height: 16px
}
@media screen and (min-width:28.75em) {
.crown .logo {
margin-top: 12px;
margin-right: 12px;
width: 32px;
height: 24px
}
}
@media screen and (min-width:33.75em) {
.crown .logo {
margin-top: 8px;
margin-right: 16px;
width: 48px;
height: 32px
}
}
.crown .button {
font-size: 13px;
padding: 9px 12px;
float: right;
margin-top: 8px;
margin-left: 16px
}
.hero {
padding: 8vw 0
}
.hero .logo {
vertical-align: sub;
margin-right: 16px;
width: 48px;
height: 32px
}
@media screen and (min-width:28.75em) {
.hero .logo {
width: 72px;
height: 48px;
margin-right: 24px
}
}
@media screen and (min-width:48em) {
.hero .logo {
width: 96px;
height: 64px;
margin-right: 32px
}
}
.hero .title {
display: inline-block;
font-size: 32px;
margin: 32px 0 28px
}
@media screen and (min-width:28.75em) {
.hero .title {
font-size: 48px
}
}
@media screen and (min-width:48em) {
.hero .title {
font-size: 72px;
margin-bottom: 44px
}
}
.hero .intro {
font-size: 18px;
color: #616c83;
padding: 0 16vw;
padding-bottom: 32px;
border-bottom: 1px dashed #2d3443
}
@media screen and (min-width:28.75em) {
.hero .intro {
font-size: 24px;
padding: 0 14vw 48px
}
}
@media screen and (min-width:33em) {
.hero .intro {
padding: 0 8vw 48px
}
}
.hero .button {
margin-left: 16px
}
.quickstart {
background: #2d3443;
padding: 56px 0
}
.quickstart .content {
max-width: 800px;
margin: 0 auto;
text-align: left
}
.quickstart .content .title {
font-size: 48px;
line-height: 56px;
margin-bottom: 24px
}
.quickstart .content p {
font-size: 16px
}
.quickstart .content code.inline {
background: rgba(97, 108, 131, .5);
font-weight: 700;
color: #fff;
border-radius: 4px;
padding: 0 4px
}
.quickstart .content pre code {
border-radius: 8px;
padding: 16px 24px;
margin: 16px auto
}
.button {
display: none
}
@media screen and (min-width:37.5em) {
.button {
display: inline-block;
background: #2ead6d;
background-image: -webkit-linear-gradient(270deg, hsla(0, 0%, 100%, .12), #008597);
background-image: linear-gradient(-180deg, hsla(0, 0%, 100%, .12), #008597);
border-radius: 4px;
font-weight: 700;
font-size: 16px;
line-height: 16px;
color: #fff;
padding: 16px;
box-shadow: 0 2px 3px 0 #121926, inset 0 2px 0 0 hsla(0, 0%, 100%, .17)
}
.button:active,
.button:hover {
cursor: pointer
}
}
.icon {
vertical-align: bottom
}
.github {
font-size: 16px;
color: #616c83;
display: inline-block;
margin-top: 32px
}
@media screen and (min-width:28.75em) {
.github {
margin-top: 48px
}
}
.github .link,
.github .stars {
display: inline-block;
border: 1px solid #2d3443;
padding: 16px
}
.github .stars {
border-right: none;
border-radius: 4px 0 0 4px;
font-weight: 700;
color: #fff;
cursor: default
}
.github .stars .icon path {
fill: #fc0
}
.github .stars .count {
margin-left: 4px
}
.github .link {
border-radius: 0 4px 4px 0;
text-decoration: none
}
.github .link .icon {
vertical-align: bottom;
fill: #fff;
-webkit-transition: .3s fill ease-out;
transition: .3s fill ease-out;
position: relative;
top: -2px
}
.github .link strong {
font-weight: 700;
color: #fff;
margin-left: .25em;
-webkit-transition: .3s color ease-out;
transition: .3s color ease-out
}
.github .link:link,
.github .link:visited {
background: #1a2434;
color: inherit;
-webkit-transition: .2s all ease-out;
transition: .2s all ease-out
}
.github .link:active,
.github .link:hover {
color: #616c83;
background: #fff;
border-radius: 4px
}
.github .link:active .icon,
.github .link:hover .icon {
vertical-align: bottom;
fill: #1a2434
}
.github .link:active strong,
.github .link:hover strong {
color: #1a2434
}
.crown .github {
margin: 0;
float: right
}
.crown .github .link,
.crown .github .stars {
border: 0;
font-size: 13px
}
@media screen and (min-width:28.75em) {
.crown .github .link,
.crown .github .stars {
font-size: 16px
}
}
.crown .github .stars {
border-right: 1px solid #2d3443;
padding-left: 0;
padding-right: 8px
}
.crown .github .link {
line-height: 16px;
border-radius: 3px;
padding: 8px
}
.demo {
display: -webkit-box;
display: -webkit-flex;
display: -ms-flexbox;
display: box;
display: flex;
height: 250vh;
padding: 32px 2vw 0
}
@media screen and (min-width:28.75em) {
.demo {
height: 400vh
}
}
.column {
display: -webkit-box;
display: -webkit-flex;
display: -ms-flexbox;
display: box;
display: flex;
-webkit-box-orient: vertical;
-o-box-orient: vertical;
-webkit-flex-direction: column;
-ms-flex-direction: column;
flex-direction: column
}
.column,
.column .block {
-webkit-box-flex: 1;
-o-box-flex: 1;
box-flex: 1;
-webkit-flex: 1 0 0;
-ms-flex: 1 0 0;
flex: 1 0 0
}
.column .block {
margin: 2vw;
border-radius: 2vw;
position: relative
}
.column .block:first-child {
margin-top: 0
}
.column .block:after,
.column .block:before {
content: '';
position: absolute;
width: 100%;
height: 18vw;
border-radius: 2vw;
opacity: .3;
-ms-filter: "progid:DXImageTransform.Microsoft.Alpha(Opacity=30)";
filter: alpha(opacity=30);
left: 0
}
.column .block:before {
top: 0;
background: -webkit-radial-gradient(circle at top, #fff, hsla(0, 0%, 100%, 0));
background: radial-gradient(circle at top, #fff, hsla(0, 0%, 100%, 0))
}
.column .block:after {
bottom: 0;
background: -webkit-radial-gradient(circle at bottom, #fff, hsla(0, 0%, 100%, 0));
background: radial-gradient(circle at bottom, #fff, hsla(0, 0%, 100%, 0))
}
.column .block.yellow:after,
.column .block.yellow:before {
opacity: .5;
-ms-filter: "progid:DXImageTransform.Microsoft.Alpha(Opacity=50)";
filter: alpha(opacity=50)
}
.column .block.purple:after,
.column .block.purple:before {
opacity: .2;
-ms-filter: "progid:DXImageTransform.Microsoft.Alpha(Opacity=20)";
filter: alpha(opacity=20)
}
.column .block.slate:after,
.column .block.slate:before {
opacity: 0;
-ms-filter: "progid:DXImageTransform.Microsoft.Alpha(Opacity=0)";
filter: alpha(opacity=0)
}
.column:nth-child(1) .block:nth-child(1) {
-webkit-box-flex: 1.5;
-o-box-flex: 1.5;
box-flex: 1.5;
-webkit-flex: 1.5;
-ms-flex: 1.5;
flex: 1.5
}
.column:nth-child(1) .block:nth-child(2) {
-webkit-box-flex: 1.7;
-o-box-flex: 1.7;
box-flex: 1.7;
-webkit-flex: 1.7;
-ms-flex: 1.7;
flex: 1.7
}
.column:nth-child(1) .block:nth-child(3) {
-webkit-box-flex: 1.3;
-o-box-flex: 1.3;
box-flex: 1.3;
-webkit-flex: 1.3;
-ms-flex: 1.3;
flex: 1.3
}
.column:nth-child(1) .block:nth-child(6) {
-webkit-box-flex: 1.1;
-o-box-flex: 1.1;
box-flex: 1.1;
-webkit-flex: 1.1;
-ms-flex: 1.1;
flex: 1.1
}
.column:nth-child(2) .block:nth-child(1) {
-webkit-box-flex: 1.3;
-o-box-flex: 1.3;
box-flex: 1.3;
-webkit-flex: 1.3;
-ms-flex: 1.3;
flex: 1.3
}
.column:nth-child(2) .block:nth-child(3) {
-webkit-box-flex: 1.6;
-o-box-flex: 1.6;
box-flex: 1.6;
-webkit-flex: 1.6;
-ms-flex: 1.6;
flex: 1.6
}
.column:nth-child(2) .block:nth-child(4) {
-webkit-box-flex: 1;
-o-box-flex: 1;
box-flex: 1;
-webkit-flex: 0.8;
-ms-flex: 0.8;
flex: 0.8
}
.column:nth-child(3) .block:nth-child(1) {
-webkit-box-flex: 1.5;
-o-box-flex: 1.5;
box-flex: 1.5;
-webkit-flex: 1.5;
-ms-flex: 1.5;
flex: 1.5
}
.column:nth-child(3) .block:nth-child(2) {
-webkit-box-flex: 2;
-o-box-flex: 2;
box-flex: 2;
-webkit-flex: 2;
-ms-flex: 2;
flex: 2
}
.column:nth-child(3) .block:nth-child(4) {
-webkit-box-flex: 1.7;
-o-box-flex: 1.7;
box-flex: 1.7;
-webkit-flex: 1.7;
-ms-flex: 1.7;
flex: 1.7
}
.column:nth-child(4) .block:nth-child(1) {
-webkit-box-flex: 1.1;
-o-box-flex: 1.1;
box-flex: 1.1;
-webkit-flex: 1.1;
-ms-flex: 1.1;
flex: 1.1
}
.column:nth-child(4) .block:nth-child(2) {
-webkit-box-flex: 1.2;
-o-box-flex: 1.2;
box-flex: 1.2;
-webkit-flex: 1.2;
-ms-flex: 1.2;
flex: 1.2
}
.column:nth-child(4) .block:nth-child(3) {
-webkit-box-flex: 1.1;
-o-box-flex: 1.1;
box-flex: 1.1;
-webkit-flex: 1.1;
-ms-flex: 1.1;
flex: 1.1
}
.column:nth-child(5) .block:nth-child(1) {
-webkit-box-flex: 1.2;
-o-box-flex: 1.2;
box-flex: 1.2;
-webkit-flex: 1.2;
-ms-flex: 1.2;
flex: 1.2
}
.column:nth-child(5) .block:nth-child(2) {
-webkit-box-flex: 1.1;
-o-box-flex: 1.1;
box-flex: 1.1;
-webkit-flex: 1.1;
-ms-flex: 1.1;
flex: 1.1
}
.column:nth-child(5) .block:nth-child(4) {
-webkit-box-flex: 2;
-o-box-flex: 2;
box-flex: 2;
-webkit-flex: 2;
-ms-flex: 2;
flex: 2
}
.column:nth-child(6) .block:nth-child(2) {
-webkit-box-flex: 1.1;
-o-box-flex: 1.1;
box-flex: 1.1;
-webkit-flex: 1.1;
-ms-flex: 1.1;
flex: 1.1
}
.column:nth-child(6) .block:nth-child(4) {
-webkit-box-flex: 1.25;
-o-box-flex: 1.25;
box-flex: 1.25;
-webkit-flex: 1.25;
-ms-flex: 1.25;
flex: 1.25
}
.column:nth-child(7) .block:nth-child(1) {
-webkit-box-flex: 1.1;
-o-box-flex: 1.1;
box-flex: 1.1;
-webkit-flex: 1.1;
-ms-flex: 1.1;
flex: 1.1
}
.column:nth-child(7) .block:nth-child(3) {
-webkit-box-flex: 1.3;
-o-box-flex: 1.3;
box-flex: 1.3;
-webkit-flex: 1.3;
-ms-flex: 1.3;
flex: 1.3
}
.column:nth-child(7) .block:nth-child(4) {
-webkit-box-flex: 1;
-o-box-flex: 1;
box-flex: 1;
-webkit-flex: 0.8;
-ms-flex: 0.8;
flex: 0.8
}
.column:nth-child(8) .block:nth-child(1) {
-webkit-box-flex: 1.1;
-o-box-flex: 1.1;
box-flex: 1.1;
-webkit-flex: 1.1;
-ms-flex: 1.1;
flex: 1.1
}
.column:nth-child(8) .block:nth-child(2) {
-webkit-box-flex: 1.4;
-o-box-flex: 1.4;
box-flex: 1.4;
-webkit-flex: 1.4;
-ms-flex: 1.4;
flex: 1.4
}
.column:nth-child(8) .block:nth-child(4) {
-webkit-box-flex: 2;
-o-box-flex: 2;
box-flex: 2;
-webkit-flex: 2;
-ms-flex: 2;
flex: 2
}
.withLove {
overflow: hidden;
text-align: center;
padding: 16px 0 40px;
cursor: default;
color: #616c84;
gony: relative;
left: -2vw
}
@media screen and (min-width:420px) {
.withLove {
padding: 24px 0 70px
}
}
.withLove a {
-webkit-transition: all .16s ease-out;
transition: all .16s ease-out
}
.withLove a:link,
.withLove a:visited {
font-weight: 700;
color: #fff;
text-decoration: none
}
.withLove a:active,
.withLove a:hover {
-webkit-transform: scale(1.05);
transform: scale(1.05)
}
.withLove * {
display: inline-block
}
.withLove .alpha,
.withLove .omega {
box-sizing: border-box;
width: 40%;
font-size: 16px
}
@media screen and (min-width:440px) {
.withLove .alpha,
.withLove .omega {
font-size: 24px
}
}
@media screen and (min-width:1000px) {
.withLove .alpha,
.withLove .omega {
font-size: 28px
}
}
.withLove .alpha {
text-align: right;
padding-right: 3px
}
.withLove .omega {
text-align: left;
padding-left: 3px
}
.withLove .heart {
margin: 0 -2px;
position: relative;
z-index: 2;
-webkit-animation: a 1.33s ease-in-out infinite;
animation: a 1.33s ease-in-out infinite;
top: 12px;
width: 32px;
height: 32px
}
@media screen and (min-width:440px) {
.withLove .heart {
top: 24px;
width: 64px;
height: 64px
}
}
@media screen and (min-width:1000px) {
.withLove .heart {
top: 32px;
width: 80px;
height: 80px
}
}
.withLove .heart path {
fill: #ff005d
}
@-webkit-keyframes a {
0% {
-webkit-transform: scale(1)
}
50% {
-webkit-transform: scale(.8)
}
}
@-webkit-keyframes a {
0%,
to {
-webkit-transform: scale(1)
}
0% {
transform: scale(1)
}
50% {
-webkit-transform: scale(.8);
transform: scale(.8)
}
to {
-webkit-transform: scale(1);
transform: scale(1)
}
}
@keyframes a {
0% {
-webkit-transform: scale(1);
transform: scale(1)
}
50% {
-webkit-transform: scale(.8);
transform: scale(.8)
}
to {
-webkit-transform: scale(1);
transform: scale(1)
}
}</style></head><body>
<!DOCTYPE html>
<html lang="en">
<head>
<meta charset="UTF-8">
<meta name="viewport" content="width=device-width, initial-scale=1.0, user-scalable=no">
<title>Darkreddrag0n</title>
<link rel="stylesheet" href="css/styles.min.css" type="text/css">
<link rel="shortcut icon" href="favicon.ico?v=1" type="image/x-icon">
<script src="js/scrollreveal.js"></script>
<script>
(function(){
var config = {
viewFactor : 0.15,
duration : 800,
distance : "0px",
scale : 0.8
};
window.sr = Hey( config );
if (sr.isSupported()) {
document.documentElement.classList.add('sr');
}
})();
</script>
<style>
.sr .hero,
.sr .intro,
.sr .demo .block {
visibility: hidden;
}
</style>
</head>
<body>
<div class="crown">
<svg viewbox="0 0 48 32" version="1.1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" class="logo">
<g stroke="none" stroke-width="1" fill="none" fill-rule="evenodd">
<rect fill="#FFCB36" x="3" y="0" width="6" height="18" rx="1.5"></rect>
<rect fill="#008597" x="27" y="0" width="6" height="32" rx="1.5"></rect>
<rect fill="#2EAD6D" x="15" y="0" width="6" height="8" rx="1.5"></rect>
<rect fill="#E31D65" x="15" y="14" width="6" height="18" rx="1.5"></rect>
<rect fill="#E31D65" x="39" y="0" width="6" height="18" rx="1.5"></rect>
<rect fill="#FF7C35" x="3" y="24" width="6" height="8" rx="1.5"></rect>
<rect fill="#5943AA" x="39" y="24" width="6" height="8" rx="1.5"></rect>
</g>
</svg>
<div class="title">Suhhhhhhh dude</div>
<div class="github">
<div class="stars">
<svg xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" preserveAspectRatio="xMidYMid" width="16" height="16" viewBox="-2 -2 16 16" class="icon">
<path d="M13.000,4.805 C13.000,4.570 12.750,4.476 12.562,4.445 C12.562,4.445 8.641,3.875 8.641,3.875 C8.641,3.875 6.883,0.320 6.883,0.320 C6.812,0.172 6.680,-0.000 6.500,-0.000 C6.320,-0.000 6.187,0.172 6.117,0.320 C6.117,0.320 4.359,3.875 4.359,3.875 C4.359,3.875 0.437,4.445 0.437,4.445 C0.242,4.476 -0.000,4.570 -0.000,4.805 C-0.000,4.945 0.101,5.078 0.195,5.180 C0.195,5.180 3.039,7.945 3.039,7.945 C3.039,7.945 2.367,11.851 2.367,11.851 C2.359,11.906 2.351,11.953 2.351,12.008 C2.351,12.211 2.453,12.398 2.680,12.398 C2.789,12.398 2.891,12.359 2.992,12.305 C2.992,12.305 6.500,10.461 6.500,10.461 C6.500,10.461 10.008,12.305 10.008,12.305 C10.101,12.359 10.211,12.398 10.320,12.398 C10.547,12.398 10.641,12.211 10.641,12.008 C10.641,11.953 10.641,11.906 10.633,11.851 C10.633,11.851 9.961,7.945 9.961,7.945 C9.961,7.945 12.797,5.180 12.797,5.180 C12.898,5.078 13.000,4.945 13.000,4.805 Z" fill-rule="evenodd"></path>
</svg><span class="count">8,450</span>
</div><a href="https://github.com/jlmakes/scrollreveal.js" onclick="_gaq.push([ '_trackEvent', 'GitHub', 'Click', 'Crown'])" class="link">
<svg xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" preserveAspectRatio="xMidYMid" width="16" height="16" viewBox="-3 -4 16 16" class="icon">
<path d="M4.996,7.500 C4.996,6.930 4.699,6.000 3.996,6.000 C3.293,6.000 2.996,6.930 2.996,7.500 C2.996,8.070 3.293,9.000 3.996,9.000 C4.699,9.000 4.996,8.070 4.996,7.500 ZM9.996,7.500 C9.996,6.930 9.699,6.000 8.996,6.000 C8.293,6.000 7.996,6.930 7.996,7.500 C7.996,8.070 8.293,9.000 8.996,9.000 C9.699,9.000 9.996,8.070 9.996,7.500 ZM11.246,7.500 C11.246,9.891 9.059,10.258 7.153,10.258 C7.153,10.258 5.840,10.258 5.840,10.258 C3.934,10.258 1.746,9.891 1.746,7.500 C1.746,6.305 2.473,5.250 3.746,5.250 C4.262,5.250 4.762,5.344 5.270,5.414 C5.676,5.477 6.082,5.500 6.496,5.500 C6.910,5.500 7.317,5.477 7.723,5.414 C8.239,5.344 8.731,5.250 9.246,5.250 C10.520,5.250 11.246,6.305 11.246,7.500 ZM12.996,6.125 C12.996,4.984 12.684,3.898 11.934,3.016 C12.074,2.594 12.145,2.148 12.145,1.703 C12.145,1.117 12.012,0.531 11.746,-0.000 C10.528,-0.000 9.739,0.523 8.809,1.250 C8.098,1.078 7.356,1.000 6.621,1.000 C5.809,1.000 4.996,1.086 4.207,1.273 C3.270,0.539 2.481,-0.000 1.246,-0.000 C0.981,0.531 0.848,1.117 0.848,1.703 C0.848,2.148 0.918,2.602 1.059,3.031 C0.309,3.906 -0.004,4.984 -0.004,6.125 C-0.004,6.992 0.082,7.922 0.481,8.711 C1.551,10.820 4.559,11.000 6.621,11.000 C8.653,11.000 11.489,10.797 12.520,8.711 C12.910,7.914 12.996,6.992 12.996,6.125 Z" fill-rule="evenodd"></path>
</svg><strong>No Body Cares</strong></a>
</div>
</div>
<div class="hero">
<svg width="96px" height="64px" viewbox="0 0 48 32" version="1.1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" class="logo">
<g stroke="none" stroke-width="1" fill="none" fill-rule="evenodd">
<rect fill="#FFCB36" x="3" y="0" width="6" height="18" rx="1.5"></rect>
<rect fill="#008597" x="27" y="0" width="6" height="32" rx="1.5"></rect>
<rect fill="#2EAD6D" x="15" y="0" width="6" height="8" rx="1.5"></rect>
<rect fill="#E31D65" x="15" y="14" width="6" height="18" rx="1.5"></rect>
<rect fill="#E31D65" x="39" y="0" width="6" height="18" rx="1.5"></rect>
<rect fill="#FF7C35" x="3" y="24" width="6" height="8" rx="1.5"></rect>
<rect fill="#5943AA" x="39" y="24" width="6" height="8" rx="1.5"></rect>
</g>
</svg>
<h1 class="title"> Suhh dude</h1>
<p class="intro">This is not a Grill.</p>
<div class="github">
<div class="stars">
<svg xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" preserveAspectRatio="xMidYMid" width="16" height="16" viewBox="-2 -2 16 16" class="icon">
<path d="M13.000,4.805 C13.000,4.570 12.750,4.476 12.562,4.445 C12.562,4.445 8.641,3.875 8.641,3.875 C8.641,3.875 6.883,0.320 6.883,0.320 C6.812,0.172 6.680,-0.000 6.500,-0.000 C6.320,-0.000 6.187,0.172 6.117,0.320 C6.117,0.320 4.359,3.875 4.359,3.875 C4.359,3.875 0.437,4.445 0.437,4.445 C0.242,4.476 -0.000,4.570 -0.000,4.805 C-0.000,4.945 0.101,5.078 0.195,5.180 C0.195,5.180 3.039,7.945 3.039,7.945 C3.039,7.945 2.367,11.851 2.367,11.851 C2.359,11.906 2.351,11.953 2.351,12.008 C2.351,12.211 2.453,12.398 2.680,12.398 C2.789,12.398 2.891,12.359 2.992,12.305 C2.992,12.305 6.500,10.461 6.500,10.461 C6.500,10.461 10.008,12.305 10.008,12.305 C10.101,12.359 10.211,12.398 10.320,12.398 C10.547,12.398 10.641,12.211 10.641,12.008 C10.641,11.953 10.641,11.906 10.633,11.851 C10.633,11.851 9.961,7.945 9.961,7.945 C9.961,7.945 12.797,5.180 12.797,5.180 C12.898,5.078 13.000,4.945 13.000,4.805 Z" fill-rule="evenodd"></path>
</svg><span class="count">8,450</span>
</div><a href="https://github.com/jlmakes/scrollreveal.js" onclick="_gaq.push([ '_trackEvent', 'GitHub', 'Click', 'Viewed repository from intro.'])" class="link">
<svg xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" preserveAspectRatio="xMidYMid" width="16" height="16" viewBox="-3 -4 16 16" class="icon">
<path d="M4.996,7.500 C4.996,6.930 4.699,6.000 3.996,6.000 C3.293,6.000 2.996,6.930 2.996,7.500 C2.996,8.070 3.293,9.000 3.996,9.000 C4.699,9.000 4.996,8.070 4.996,7.500 ZM9.996,7.500 C9.996,6.930 9.699,6.000 8.996,6.000 C8.293,6.000 7.996,6.930 7.996,7.500 C7.996,8.070 8.293,9.000 8.996,9.000 C9.699,9.000 9.996,8.070 9.996,7.500 ZM11.246,7.500 C11.246,9.891 9.059,10.258 7.153,10.258 C7.153,10.258 5.840,10.258 5.840,10.258 C3.934,10.258 1.746,9.891 1.746,7.500 C1.746,6.305 2.473,5.250 3.746,5.250 C4.262,5.250 4.762,5.344 5.270,5.414 C5.676,5.477 6.082,5.500 6.496,5.500 C6.910,5.500 7.317,5.477 7.723,5.414 C8.239,5.344 8.731,5.250 9.246,5.250 C10.520,5.250 11.246,6.305 11.246,7.500 ZM12.996,6.125 C12.996,4.984 12.684,3.898 11.934,3.016 C12.074,2.594 12.145,2.148 12.145,1.703 C12.145,1.117 12.012,0.531 11.746,-0.000 C10.528,-0.000 9.739,0.523 8.809,1.250 C8.098,1.078 7.356,1.000 6.621,1.000 C5.809,1.000 4.996,1.086 4.207,1.273 C3.270,0.539 2.481,-0.000 1.246,-0.000 C0.981,0.531 0.848,1.117 0.848,1.703 C0.848,2.148 0.918,2.602 1.059,3.031 C0.309,3.906 -0.004,4.984 -0.004,6.125 C-0.004,6.992 0.082,7.922 0.481,8.711 C1.551,10.820 4.559,11.000 6.621,11.000 C8.653,11.000 11.489,10.797 12.520,8.711 C12.910,7.914 12.996,6.992 12.996,6.125 Z" fill-rule="evenodd"></path>
</svg><strong>GitHub</strong></a>
</div>
</div>
<div class="demo">
<div class="column">
<div class="block red seq-1"></div>
<div class="block orange"></div>
<div class="block purple"></div>
<div class="block blue"></div>
</div>
<div class="column">
<div class="block orange seq-1"></div>
<div class="block purple"></div>
<div class="block red"></div>
<div class="block green"></div>
</div>
<div class="column">
<div class="block yellow seq-1"></div>
<div class="block blue"></div>
<div class="block green"></div>
<div class="block yellow"></div>
</div>
<div class="column">
<div class="block green seq-1"></div>
<div class="block yellow"></div>
<div class="block orange"></div>
</div>
<div class="column">
<div class="block blue seq-1"></div>
<div class="block red"></div>
<div class="block purple"></div>
<div class="block red"></div>
</div>
<div class="column">
<div class="block purple seq-1"></div>
<div class="block yellow"></div>
<div class="block orange"></div>
<div class="block purple"></div>
</div>
</div>
<div class="withLove"><span class="alpha">From the</span>
<svg version="1.1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" x="0px" y="0px" width="92px" height="72px" viewBox="0 0 92 72" enable-background="new 0 0 92 72" xml:space="preserve" class="heart">
<g>
<path fill="#010101" d="M82.32,7.888c-8.359-7.671-21.91-7.671-30.271,0l-5.676,5.21l-5.678-5.21c-8.357-7.671-21.91-7.671-30.27,0 c-9.404,8.631-9.404,22.624,0,31.255l35.947,32.991L82.32,39.144C91.724,30.512,91.724,16.52,82.32,7.888z"></path>
</g>
</svg><span class="omega">of <a href="https://twitter.com/jlmakes">@jlmakes</a></span>
</div>
<script>
var stars;
var data;
var url;
var xhr = new XMLHttpRequest();
url = "https://api.github.com/repos/jlmakes/scrollreveal.js";
url += "?access_token=";
url += "37cf5e9574c6cab2f3e6191be3a09a3ecc9fc8a6";
xhr.open( "GET", url, true );
xhr.onreadystatechange = function(){
if ( xhr.readyState == 4 ) {
if ( xhr.status >= 200 && xhr.status < 400 ){
data = JSON.parse( xhr.responseText );
stars = document.querySelectorAll(".github .stars .count");
stars[0].innerHTML = stars[1].innerHTML = addCommasToNum( data.stargazers_count );
} else {
console.warn("Failed to resolve GitHub API.\n");
}
}
};
xhr.send();
</script>
<script>
//- hljs.initHighlightingOnLoad();
var hero = {
origin : "top",
distance : "24px",
duration : 1500,
scale : 1.05
};
var intro = {
origin : "bottom",
distance : "64px",
duration : 900,
delay : 1500,
scale : 1
};
var github = {
origin : "top",
distance : "32px",
duration : 600,
delay : 1800,
scale : 0
};
sr.reveal( ".demo .block", { reset: true, viewOffset: { top: 64 } } );
sr.reveal( ".hero", hero );
sr.reveal( ".intro", intro );
sr.reveal( ".hero .github", github );
sr.reveal( ".seq-1", 200 );
function addCommasToNum( num ){
return num.toString().replace( /\B(?=(\d{3})+(?!\d))/g, "," );
}
</script>
<script>
var crown = document.querySelector(".crown");
var demo = document.querySelector(".demo");
window.addEventListener( "scroll", scrollBrain, false );
var body = document.body,
html = document.documentElement;
var height = Math.max( body.scrollHeight, body.offsetHeight,
html.clientHeight, html.scrollHeight, html.offsetHeight );
function scrollBrain(){
if ( window.pageYOffset >= demo.offsetTop + 64 ){
return crown.classList.add("visible")
}
if ( crown.classList.contains("visible") ){
return crown.classList.remove("visible");
}
if ( window.pageYOffset >= 0.85 * ( height - window.clientHeight ) ) {
_gaq.push([ '_trackEvent', 'Behavior', 'Scroll', 'Viewed the entire page.']);
}
}
</script>
<script>
(function(i,s,o,g,r,a,m){i['GoogleAnalyticsObject']=r;i[r]=i[r]||function(){
(i[r].q=i[r].q||[]).push(arguments)},i[r].l=1*new Date();a=s.createElement(o),
m=s.getElementsByTagName(o)[0];a.async=1;a.src=g;m.parentNode.insertBefore(a,m)
})(window,document,'script','//www.google-analytics.com/analytics.js','ga');
ga("create", "UA-55186174-1", "auto");
ga("send", "pageview");
</script>
</body>
</html>
<script src='//production-assets.codepen.io/assets/common/stopExecutionOnTimeout-b2a7b3fe212eaa732349046d8416e00a9dec26eb7fd347590fbced3ab38af52e.js'></script>
<script >;
(function() {
'use strict';
var
sr,
Tools,
_requestAnimationFrame;
this.ScrollReveal = (function() {
/**
* Configuration
* -------------
* This object signature can be passed directly to the ScrollReveal constructor,
* or as the second argument of the `reveal()` method.
*/
ScrollReveal.prototype.defaults = {
// 'bottom', 'left', 'top', 'right'
origin: 'bottom',
// Can be any valid CSS distance, e.g. '5rem', '10%', '20vw', etc.
distance: '20px',
// Time in milliseconds.
duration: 500,
delay: 0,
// Starting angles in degrees, will transition from these values to 0 in all axes.
rotate: {
x: 0,
y: 0,
z: 0
},
// Starting opacity value, before transitioning to the computed opacity.
opacity: 0,
// Starting scale value, will transition from this value to 1
scale: 0.9,
// Accepts any valid CSS easing, e.g. 'ease', 'ease-in-out', 'linear', etc.
easing: 'cubic-bezier(0.6, 0.2, 0.1, 1)',
// When null, `<html>` is assumed to be the reveal container. You can pass a
// DOM node as a custom container, e.g. document.querySelector('.fooContainer')
// or a selector, e.g. '.fooContainer'
container: null,
// true/false to control reveal animations on mobile.
mobile: true,
// true: reveals occur every time elements become visible
// false: reveals occur once as elements become visible
reset: false,
// 'always' — delay for all reveal animations
// 'once' — delay only the first time reveals occur
// 'onload' - delay only for animations triggered by first load
useDelay: 'always',
// Change when an element is considered in the viewport. The default value
// of 0.20 means 20% of an element must be visible for its reveal to occur.
viewFactor: 0.2,
// Pixel values that alter the container boundaries.
// e.g. Set `{ top: 48 }`, if you have a 48px tall fixed toolbar.
// --
// Visual Aid: https://scrollrevealjs.org/assets/viewoffset.png
viewOffset: {
top: 0,
right: 0,
bottom: 0,
left: 0
},
// Callbacks that fire for each completed element reveal, and if
// `config.reset = true`, for each completed element reset. When creating your
// callbacks, remember they are passed the element’s DOM node that triggered
// it as the first argument.
afterReveal: function(domEl) {},
afterReset: function(domEl) {}
};
function ScrollReveal(config) {
// Support instantiation without the `new` keyword.
if (typeof this == 'undefined' || Object.getPrototypeOf(this) !== ScrollReveal.prototype) {
return new ScrollReveal(config)
}
sr = this; // Save reference to instance.
sr.tools = new Tools(); // *required utilities
if (sr.isSupported()) {
sr.tools.extend(sr.defaults, config || {});
_resolveContainer(sr.defaults);
sr.store = {
elements: {},
containers: []
};
sr.sequences = {};
sr.history = [];
sr.uid = 0;
sr.initialized = false;
}
// Note: IE9 only supports console if devtools are open.
else if (typeof console !== 'undefined' && console !== null) {
console.log('ScrollReveal is not supported in this browser.');
}
return sr
}
/**
* Check if client supports CSS Transform and CSS Transition.
* @return {boolean}
*/
ScrollReveal.prototype.isSupported = function() {
var style = document.documentElement.style;
return 'WebkitTransition' in style && 'WebkitTransform' in style ||
'transition' in style && 'transform' in style
};
/**
* Creates a reveal set, a group of elements that will animate when they
* become visible. If [interval] is provided, a new sequence is created
* that will ensure elements reveal in the order they appear in the DOM.
*
* @param {string|Node} [selector] The element (node) or elements (selector) to animate.
* @param {Object} [config] Override the defaults for this reveal set.
* @param {number} [interval] Time between sequenced element animations (milliseconds).
* @param {boolean} [sync] Used internally when updating reveals for async content.
*
* @return {Object} The current ScrollReveal instance.
*/
ScrollReveal.prototype.reveal = function(selector, config, interval, sync) {
var
container,
elements,
elem,
elemId,
sequence,
sequenceId;
// Resolve container.
if (config && config.container) {
container = _resolveContainer(config);
} else {
container = sr.defaults.container;
}
// Let’s check to see if a DOM node was passed in as the first argument,
// otherwise query the container for all elements matching the selector.
if (sr.tools.isNode(selector)) {
elements = [selector];
} else {
elements = Array.prototype.slice.call(container.querySelectorAll(selector));
}
if (!elements.length) {
console.log('ScrollReveal: reveal on "' + selector + '" failed, no elements found.');
return sr
}
// No custom configuration was passed, but a sequence interval instead.
// let’s shuffle things around to make sure everything works.
if (config && typeof config == 'number') {
interval = config;
config = {};
}
// Prepare a new sequence if an interval is passed.
if (interval && typeof interval == 'number') {
sequenceId = _nextUid();
sequence = sr.sequences[sequenceId] = {
id: sequenceId,
interval: interval,
elemIds: [],
active: false
}
}
// Begin main loop to configure ScrollReveal elements.
for (var i = 0; i < elements.length; i++) {
// Check if the element has already been configured and grab it from the store.
elemId = elements[i].getAttribute('data-sr-id');
if (elemId) {
elem = sr.store.elements[elemId];
}
// Otherwise, let’s do some basic setup.
else {
elem = {
id: _nextUid(),
domEl: elements[i],
seen: false,
revealing: false
};
elem.domEl.setAttribute('data-sr-id', elem.id);
}
// Sequence only setup
if (sequence) {
elem.sequence = {
id: sequence.id,
index: sequence.elemIds.length
};
sequence.elemIds.push(elem.id);
}
// New or existing element, it’s time to update its configuration, styles,
// and send the updates to our store.
_configure(elem, config || {});
_style(elem);
_updateStore(elem);
// We need to make sure elements are set to visibility: visible, even when
// on mobile and `config.mobile == false`, or if unsupported.
if (sr.tools.isMobile() && !elem.config.mobile || !sr.isSupported()) {
elem.domEl.setAttribute('style', elem.styles.inline);
elem.disabled = true;
}
// Otherwise, proceed normally.
else if (!elem.revealing) {
elem.domEl.setAttribute('style',
elem.styles.inline +
elem.styles.transform.initial
);
}
}
// Each `reveal()` is recorded so that when calling `sync()` while working
// with asynchronously loaded content, it can re-trace your steps but with
// all your new elements now in the DOM.
// Since `reveal()` is called internally by `sync()`, we don’t want to
// record or intiialize each reveal during syncing.
if (!sync && sr.isSupported()) {
_record(selector, config);
// We push initialization to the event queue using setTimeout, so that we can
// give ScrollReveal room to process all reveal calls before putting things into motion.
// --
// Philip Roberts - What the heck is the event loop anyway? (JSConf EU 2014)
// https://www.youtube.com/watch?v=8aGhZQkoFbQ
if (sr.initTimeout) {
window.clearTimeout(sr.initTimeout);
}
sr.initTimeout = window.setTimeout(_init, 0);
}
return sr
};
/**
* Re-runs `reveal()` for each record stored in history, effectively capturing
* any content loaded asynchronously that matches existing reveal set selectors.
*
* @return {Object} The current ScrollReveal instance.
*/
ScrollReveal.prototype.sync = function() {
if (sr.history.length && sr.isSupported()) {
for (var i = 0; i < sr.history.length; i++) {
var record = sr.history[i];
sr.reveal(record.selector, record.config, record.interval, true);
};
_init();
} else {
console.log('ScrollReveal: sync failed, no reveals found.');
}
return sr
};
/**
* Private Methods
* ---------------
* These methods remain accessible only to the ScrollReveal instance, even
* though they only "exist" during instantiation outside of the constructors scope.
* --
* http://stackoverflow.com/questions/111102/how-do-javascript-closures-work
*/
function _resolveContainer(config) {
var container = config.container;
// Check if our container is defined by a selector.
if (container && typeof container == 'string') {
return config.container = window.document.querySelector(container);
}
// Check if our container is defined by a node.
else if (container && !sr.tools.isNode(container)) {
console.log('ScrollReveal: Invalid container provided, using <html> instead.');
config.container = null;
}
// Otherwise use <html> by default.
if (container == null) {
config.container = window.document.documentElement;
}
return config.container
}
/**
* A consistent way of creating unique IDs.
* @returns {number}
*/
function _nextUid() {
return ++sr.uid;
}
function _configure(elem, config) {
// If the element hasn’t already been configured, let’s use a clone of the
// defaults extended by the configuration passed as the second argument.
if (!elem.config) {
elem.config = sr.tools.extendClone(sr.defaults, config);
}
// Otherwise, let’s use a clone of the existing element configuration extended
// by the configuration passed as the second argument.
else {
elem.config = sr.tools.extendClone(elem.config, config);
}
// Infer CSS Transform axis from origin string.
if (elem.config.origin === 'top' || elem.config.origin === 'bottom') {
elem.config.axis = 'Y';
} else {
elem.config.axis = 'X';
}
// Let’s make sure our our pixel distances are negative for top and left.
// e.g. config.origin = 'top' and config.distance = '25px' starts at `top: -25px` in CSS.
if (elem.config.origin === 'top' || elem.config.origin === 'left') {
elem.config.distance = '-' + elem.config.distance;
}
}
function _style(elem) {
var computed = window.getComputedStyle(elem.domEl);
if (!elem.styles) {
elem.styles = {
transition: {},
transform: {},
computed: {}
};
// Capture any existing inline styles, and add our visibility override.
// --
// See section 4.2. in the Documentation:
// https://github.com/jlmakes/scrollreveal.js#42-improve-user-experience
elem.styles.inline = elem.domEl.getAttribute('style') || '';
elem.styles.inline += '; visibility: visible; ';
// grab the elements existing opacity.
elem.styles.computed.opacity = computed.opacity;
// grab the elements existing transitions.
if (!computed.transition || computed.transition == 'all 0s ease 0s') {
elem.styles.computed.transition = '';
} else {
elem.styles.computed.transition = computed.transition + ', ';
}
}
// Create transition styles
elem.styles.transition.instant = _generateTransition(elem, 0);
elem.styles.transition.delayed = _generateTransition(elem, elem.config.delay);
// Generate transform styles, first with the webkit prefix.
elem.styles.transform.initial = ' -webkit-transform:';
elem.styles.transform.target = ' -webkit-transform:';
_generateTransform(elem);
// And again without any prefix.
elem.styles.transform.initial += 'transform:';
elem.styles.transform.target += 'transform:';
_generateTransform(elem);
}
function _generateTransition(elem, delay) {
var config = elem.config;
return '-webkit-transition: ' + elem.styles.computed.transition +
'-webkit-transform ' + config.duration / 1000 + 's ' +
config.easing + ' ' +
delay / 1000 + 's, opacity ' +
config.duration / 1000 + 's ' +
config.easing + ' ' +
delay / 1000 + 's; ' +
'transition: ' + elem.styles.computed.transition +
'transform ' + config.duration / 1000 + 's ' +
config.easing + ' ' +
delay / 1000 + 's, opacity ' +
config.duration / 1000 + 's ' +
config.easing + ' ' +
delay / 1000 + 's; '
}
function _generateTransform(elem) {
var config = elem.config;
var transform = elem.styles.transform;
if (parseInt(config.distance)) {
transform.initial += ' translate' + config.axis + '(' + config.distance + ')';
transform.target += ' translate' + config.axis + '(0)';
}
if (config.scale) {
transform.initial += ' scale(' + config.scale + ')';
transform.target += ' scale(1)';
}
if (config.rotate.x) {
transform.initial += ' rotateX(' + config.rotate.x + 'deg)';
transform.target += ' rotateX(0)';
}
if (config.rotate.y) {
transform.initial += ' rotateY(' + config.rotate.y + 'deg)';
transform.target += ' rotateY(0)';
}
if (config.rotate.z) {
transform.initial += ' rotateZ(' + config.rotate.z + 'deg)';
transform.target += ' rotateZ(0)';
}
transform.initial += '; opacity: ' + config.opacity + ';';
transform.target += '; opacity: ' + elem.styles.computed.opacity + ';';
}
function _updateStore(elem) {
var container = elem.config.container;
// If this element’s container isn’t already in the store, let’s add it.
if (container && sr.store.containers.indexOf(container) == -1) {
sr.store.containers.push(elem.config.container);
}
// Update the element stored with our new element.
sr.store.elements[elem.id] = elem;
};
function _record(selector, config, interval) {
// Save the `reveal()` arguments that triggered this `_record()` call, so we
// can re-trace our steps when calling the `sync()` method.
var record = {
selector: selector,
config: config,
interval: interval
};
sr.history.push(record);
}
function _init() {
if (sr.isSupported()) {
// Initial animate call triggers valid reveal animations on first load.
// Subsequent animate calls are made inside the event handler.
_animate();
// Then we loop through all container nodes in the store and bind event
// listeners to each.
for (var i = 0; i < sr.store.containers.length; i++) {
sr.store.containers[i].addEventListener('scroll', _handler);
sr.store.containers[i].addEventListener('resize', _handler);
}
// Let’s also do a one-time binding of window event listeners.
if (!sr.initialized) {
window.addEventListener('scroll', _handler);
window.addEventListener('resize', _handler);
sr.initialized = true;
}
}
return sr
}
function _handler() {
_requestAnimationFrame(_animate);
}
function _setActiveSequences() {
var
active,
elem,
elemId,
sequence;
// Loop through all sequences
sr.tools.forOwn(sr.sequences, function(sequenceId) {
sequence = sr.sequences[sequenceId];
active = false;
// For each sequenced elemenet, let’s check visibility and if
// any are visible, set it’s sequence to active.
for (var i = 0; i < sequence.elemIds.length; i++) {
elemId = sequence.elemIds[i]
elem = sr.store.elements[elemId];
if (_isElemVisible(elem) && !active) {
active = true;
}
}
sequence.active = active;
});
}
function _animate() {
var
delayed,
elem;
_setActiveSequences();
// Loop through all elements in the store
sr.tools.forOwn(sr.store.elements, function(elemId) {
elem = sr.store.elements[elemId];
delayed = _shouldUseDelay(elem);
// Let’s see if we should reveal, and if so, whether to use delay.
if (_shouldReveal(elem)) {
if (delayed) {
elem.domEl.setAttribute('style',
elem.styles.inline +
elem.styles.transform.target +
elem.styles.transition.delayed
);
} else {
elem.domEl.setAttribute('style',
elem.styles.inline +
elem.styles.transform.target +
elem.styles.transition.instant
);
}
// Let’s queue the `afterReveal` callback and tag the element.
_queueCallback('reveal', elem, delayed);
elem.revealing = true;
elem.seen = true;
if (elem.sequence) {
_queueNextInSequence(elem, delayed);
}
}
// If we got this far our element shouldn’t reveal, but should it reset?
else if (_shouldReset(elem)) {
elem.domEl.setAttribute('style',
elem.styles.inline +
elem.styles.transform.initial +
elem.styles.transition.instant
);
_queueCallback('reset', elem);
elem.revealing = false;
}
});
}
/**
* Sequence callback that triggers the next element.
*/
function _queueNextInSequence(elem, delayed) {
var
elapsed = 0,
delay = 0,
sequence = sr.sequences[elem.sequence.id];
// We’re processing a sequenced element, so let's block other elements in this sequence.
sequence.blocked = true;
// Since we’re triggering animations a part of a sequence after animations on first load,
// we need to check for that condition and explicitly add the delay to our timer.
if (delayed && elem.config.useDelay == 'onload') {
delay = elem.config.delay;
}
// If a sequence timer is already running, capture the elapsed time and clear it.
if (elem.sequence.timer) {
elapsed = Math.abs(elem.sequence.timer.started - new Date());
window.clearTimeout(elem.sequence.timer);
}
// Start a new timer.
elem.sequence.timer = {
started: new Date()
};
elem.sequence.timer.clock = window.setTimeout(function() {
// Sequence interval has passed, so unblock the sequence and re-run the handler.
sequence.blocked = false;
elem.sequence.timer = null;
_handler();
}, Math.abs(sequence.interval) + delay - elapsed);
}
function _queueCallback(type, elem, delayed) {
var
elapsed = 0,
duration = 0,
callback = 'after';
// Check which callback we’re working with.
switch (type) {
case 'reveal':
duration = elem.config.duration;
if (delayed) {
duration += elem.config.delay;
}
callback += 'Reveal';
break
case 'reset':
duration = elem.config.duration;
callback += 'Reset';
break
}
// If a timer is already running, capture the elapsed time and clear it.
if (elem.timer) {
elapsed = Math.abs(elem.timer.started - new Date());
window.clearTimeout(elem.timer.clock);
}
// Start a new timer.
elem.timer = {
started: new Date()
};
elem.timer.clock = window.setTimeout(function() {
// The timer completed, so let’s fire the callback and null the timer.
elem.config[callback](elem.domEl);
elem.timer = null;
}, duration - elapsed);
}
function _shouldReveal(elem) {
if (elem.sequence) {
var sequence = sr.sequences[elem.sequence.id];
return sequence.active &&
!sequence.blocked &&
!elem.revealing &&
!elem.disabled
}
return _isElemVisible(elem) &&
!elem.revealing &&
!elem.disabled
}
function _shouldUseDelay(elem) {
var config = elem.config.useDelay;
return config === 'always' ||
(config === 'onload' && !sr.initialized) ||
(config === 'once' && !elem.seen)
}
function _shouldReset(elem) {
if (elem.sequence) {
var sequence = sr.sequences[elem.sequence.id];
return !sequence.active &&
elem.config.reset &&
elem.revealing &&
!elem.disabled
}
return !_isElemVisible(elem) &&
elem.config.reset &&
elem.revealing &&
!elem.disabled
}
function _getContainer(container) {
return {
width: container.clientWidth,
height: container.clientHeight
}
}
function _getScrolled(container) {
// Return the container scroll values, plus the its offset.
if (container && container !== window.document.documentElement) {
var offset = _getOffset(container);
return {
x: container.scrollLeft + offset.left,
y: container.scrollTop + offset.top
}
}
// Otherwise, default to the window object’s scroll values.
else {
return {
x: window.pageXOffset,
y: window.pageYOffset
}
}
}
function _getOffset(domEl) {
var
offsetTop = 0,
offsetLeft = 0,
// Grab the element’s dimensions.
offsetHeight = domEl.offsetHeight,
offsetWidth = domEl.offsetWidth;
// Now calculate the distance between the element and its parent, then
// again for the parent to its parent, and again etc... until we have the
// total distance of the element to the document’s top and left origin.
do {
if (!isNaN(domEl.offsetTop)) {
offsetTop += domEl.offsetTop;
}
if (!isNaN(domEl.offsetLeft)) {
offsetLeft += domEl.offsetLeft;
}
} while (domEl = domEl.offsetParent);
return {
top: offsetTop,
left: offsetLeft,
height: offsetHeight,
width: offsetWidth
}
}
function _isElemVisible(elem) {
var
offset = _getOffset(elem.domEl),
container = _getContainer(elem.config.container),
scrolled = _getScrolled(elem.config.container),
vF = elem.config.viewFactor,
// Define the element geometry.
elemHeight = offset.height,
elemWidth = offset.width,
elemTop = offset.top,
elemLeft = offset.left,
elemBottom = elemTop + elemHeight,
elemRight = elemLeft + elemWidth;
return confirmBounds() || isPositionFixed()
function confirmBounds() {
var
// Define the element’s functional boundaries using its view factor.
top = elemTop + elemHeight * vF,
left = elemLeft + elemWidth * vF,
bottom = elemBottom - elemHeight * vF,
right = elemRight - elemWidth * vF,
// Define the container functional boundaries using its view offset.
viewTop = scrolled.y + elem.config.viewOffset.top,
viewLeft = scrolled.x + elem.config.viewOffset.left,
viewBottom = scrolled.y - elem.config.viewOffset.bottom + container.height,
viewRight = scrolled.x - elem.config.viewOffset.right + container.width;
return top < viewBottom &&
bottom > viewTop &&
left > viewLeft &&
right < viewRight
}
function isPositionFixed() {
return (window.getComputedStyle(elem.domEl).position === 'fixed')
}
}
return ScrollReveal
})();
/**
* helper.tools.js
* ---------------
* Simple deep object extend, and a few other agnostic helper methods.
* gist: https://gist.github.com/jlmakes/9f104e3f1b4d86334987
*/
Tools = (function() {
Tools.prototype.isObject = function(object) {
return object !== null && typeof object === 'object' && object.constructor == Object
};
Tools.prototype.isNode = function(object) {
return typeof Node === 'object' ?
object instanceof Node :
object && typeof object === 'object' &&
typeof object.nodeType === 'number' &&
typeof object.nodeName === 'string'
};
Tools.prototype.forOwn = function(object, callback) {
if (!this.isObject(object)) {
throw new TypeError('Expected "object", but received "' + typeof object + '".');
} else {
for (var property in object) {
if (object.hasOwnProperty(property)) {
callback(property);
}
}
}
};
Tools.prototype.extend = function(target, source) {
this.forOwn(source, function(property) {
if (this.isObject(source[property])) {
if (!target[property] || !this.isObject(target[property])) {
target[property] = {};
}
this.extend(target[property], source[property]);
} else {
target[property] = source[property];
}
}.bind(this));
return target
};
Tools.prototype.extendClone = function(target, source) {
return this.extend(this.extend({}, target), source)
};
Tools.prototype.isMobile = function() {
return /Android|webOS|iPhone|iPad|iPod|BlackBerry|IEMobile|Opera Mini/i.test(navigator.userAgent)
};
function Tools() {};
return Tools
})();
_requestAnimationFrame = window.requestAnimationFrame ||
window.webkitRequestAnimationFrame ||
window.mozRequestAnimationFrame;
}).call(this);
//# sourceURL=pen.js
</script>
</body></html>
