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odyright/gsap-banner-ad-2-in-1-300x600.markdown

Forked from CodeMyUI/gsap-banner-ad-2-in-1-300x600.markdown
Created October 29, 2017 21:52
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GSAP Banner Ad - 2 in 1 - (300x600)
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gsap-banner-ad-2-in-1-300x600.markdown

GSAP Banner Ad - 2 in 1 - (300x600)

This is a mockup from last year, done as POC of an ad with two different paths/ctas.

A Pen by halvves on CodePen.

License.

Raw
index.html
<svg id="ad_01" version="1.1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" x="0px" y="0px" width="300px" height="600px" viewBox="0 0 300 600" enable-background="new 0 0 300 600" xml:space="preserve" style="background:#fff">
<defs>
<radialGradient id="logo_shadow" cx="50%" cy="0">
<stop offset="0%" stop-color="#7f7b7a"/>
<stop offset="0%" stop-opacity="0.3"/>
<stop offset="45%" stop-opacity="0.1"/>
<stop offset="95%" stop-opacity="0"/>
</radialGradient>
<clipPath id="ad_clip">
<rect width="300" height="600" />
</clipPath>
<clipPath id="top_clip">
<polygon points="0,0 300,0 300,247 0,247" />
</clipPath>
<clipPath id="bottom_clip">
<polygon points="0,322 300,322 300,600 0,600" />
</clipPath>
<filter id="tire_mask">
<feOffset dy="-381" in="SourceGraphic" result="b"></feOffset>
<feColorMatrix in="b" result="b" type="matrix" values="0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 1 0 0"></feColorMatrix>
<feComposite in="SourceGraphic" in2="b" operator="in"></feComposite>
</filter>
</defs>
<g clip-path="url(#ad_clip)">
<g id="top-sect" clip-path="url(#top_clip)">
<rect id="red-back" fill="#ed1c24" x="0" y="0" width="300" height="600"/>
<image id="archer" x="-40" y="-94" width="211" height="400" 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<path d="m72.2,287.7c-0.3,-0.8 -0.5,-1.5 -0.9,-2c-0.1,-0.1 -0.1,-0.2 0,-0.2c3.3,-1 5.4,-3.1 6.3,-6.6c1.2,-4.6 -1.7,-8.3 -9.1,-8.3l-10.9,0l-7.1,27.5c-0.1,0.5 0.2,0.9 0.6,0.9l6.8,0l6.2,-23.9c0.7,0 1.3,0 2.9,0c2.6,0 3.6,1.6 3,3.8c-0.7,2.9 -3,4.5 -5.6,4.5l-1,0l2.8,13.7c0.3,1.3 1,1.9 2.6,1.9l6.1,0l-2.7,-11.3z"/>
<path d="m165.1,289.5c-2.9,6.9 0.9,10.1 8.6,10.1c7,0 10.9,-1.7 12.6,-8.1c0.6,-2.2 0.2,-4.6 -1.2,-6.1c-2.6,-2.9 -7.7,-3.4 -9.4,-5c-0.9,-0.8 -0.9,-2 -0.6,-3c0.5,-1.9 1.7,-2.9 3.8,-2.9c3.2,0 3.3,2 2.5,4.3l6.8,0c1.6,-4.8 -0.5,-8.6 -8.5,-8.6c-6.7,0 -10.4,2.6 -11.7,7.7c-0.4,1.4 -0.2,3.7 0.6,5.1c1.9,3.2 6.8,3.6 9.5,5.5c1.2,0.8 1.2,1.9 0.9,3.1c-0.6,2.4 -1.8,3.5 -4.2,3.5c-2.3,0 -3.6,-1.3 -2.3,-5.5l-7.4,0l0,-0.1z"/>
<rect id="logo-shadow" fill="url(#logo_shadow)" x="-25" y="317" width="350" height="16" />
</g>
<rect id="top_trig" x="0" y="0" width="300" height="247" fill-opacity="0" stroke="none"></rect>
<rect id="bottom_trig" x="0" y="318" width="300" height="282" fill-opacity="0" stroke="none"></rect>
<g id="see-more" style="cursor:pointer;">
<rect fill="#f57f27" x="160" y="559" width="120" height="32"/>
<path d="m180.3,572c-0.5,-0.7 -1.1,-0.9 -1.9,-0.9c-1.2,0 -2,1 -2,1.9c0,0.8 0.5,1.1 1.1,1.2l0.9,0.2c1.8,0.5 2.4,1.5 2.4,3.3c0,2.8 -2,4.1 -4.3,4.1c-1.7,0 -2.7,-0.5 -3.6,-1.7l1.5,-1.5c0.6,0.8 1.3,1.2 2.3,1.2c1.2,0 2.1,-0.8 2.1,-1.8c0,-0.9 -0.5,-1.2 -1.1,-1.4l-0.9,-0.3c-1.8,-0.5 -2.4,-1.7 -2.4,-3c0,-2.4 1.6,-4.3 4.2,-4.3c1.2,0 2.4,0.5 3.1,1.5c0,0.1 -1.4,1.5 -1.4,1.5z" fill="#fff"/>
<path d="m190.4,571.2l-4.7,0l-0.5,3.2l4,0l-0.3,2.1l-4,0l-0.6,3.3l4.8,0l-0.3,2.1l-6.8,0l2.2,-12.6l6.7,0l-0.5,1.9l0,0z" fill="#fff"/>
<path d="m199.1,571.2l-4.7,0l-0.5,3.2l4,0l-0.3,2.1l-4,0l-0.6,3.3l4.8,0l-0.3,2.1l-6.8,0l2.1,-12.6l6.7,0l-0.4,1.9z" fill="#fff"/>
<path d="m211.8,581.8l-2,0l1.3,-7.5l-2.7,4.7l-1.3,0l-1.2,-4.7l-1.3,7.5l-2,0l2.2,-12.6l1.9,0l1.5,6.7l3.9,-6.7l1.9,0c0,0 -2.2,12.6 -2.2,12.6z" fill="#fff"/>
<path d="m222.5,575.5c-0.4,2.4 -0.7,3.8 -1.6,5c-0.8,1 -1.9,1.5 -3,1.5c-2.1,0 -3.2,-1.6 -3.2,-3.6c0,-0.6 0.1,-1.4 0.3,-2.8c0.4,-2.4 0.7,-3.8 1.6,-5c0.8,-1 1.9,-1.5 3,-1.5c2.1,0 3.2,1.6 3.2,3.6c0,0.5 -0.1,1.4 -0.3,2.8zm-3.1,-4.4c-0.6,0 -1.1,0.3 -1.4,0.8c-0.4,0.5 -0.7,1.3 -1.1,3.6c-0.2,1.1 -0.3,2 -0.3,2.6c0,1.1 0.6,1.7 1.4,1.7c0.6,0 1.1,-0.3 1.4,-0.8c0.4,-0.5 0.7,-1.3 1.1,-3.6c0.2,-1 0.3,-2 0.3,-2.6c0,-1.1 -0.7,-1.7 -1.4,-1.7z" fill="#fff"/>
<path d="m229.8,576.4l1.5,5.4l-2.2,0l-1.2,-5.1l-1.5,0l-0.9,5.1l-2,0l2.2,-12.6l3.8,0c2.2,0 2.9,1.6 2.9,3.4c-0.1,1.5 -1,3.2 -2.6,3.8zm-0.8,-5.1l-1.8,0l-0.6,3.5l1.8,0c1.4,0 1.8,-1.2 1.8,-2.1c0.1,-0.9 -0.4,-1.4 -1.2,-1.4l0,0z" fill="#fff"/>
<path d="m241.3,571.2l-4.7,0l-0.5,3.2l4,0l-0.3,2.1l-4.1,0l-0.6,3.3l4.8,0l-0.3,2.1l-6.8,0l2.2,-12.6l6.7,0l-0.4,1.9z" fill="#fff"/>
<path d="m251.3,577.8l-6.4,3.3l0.4,-2.4l4,-1.9l-3.3,-2.1l0.4,-2.2l5.3,3.5l-0.4,1.8l0,0z" fill="#fff"/>
<path d="m259.1,577.8l-6.4,3.3l0.4,-2.4l4,-1.9l-3.3,-2.1l0.4,-2.2l5.3,3.5l-0.4,1.8l0,0z" fill="#fff"/>
<path d="m266.8,577.8l-6.4,3.3l0.4,-2.4l4,-1.9l-3.3,-2.1l0.4,-2.2l5.3,3.5l-0.4,1.8l0,0z" fill="#fff"/>
</g>
<g id="learn-more" style="cursor:pointer;">
<rect fill="#fff" x="154" y="463" width="132" height="32"/>
<path d="m170.8,484.6l-6.5,0l2.1,-10.5l1.9,0l-1.8,8.8l4.6,0l-0.3,1.7z" fill="#e91d2d"/>
<path d="m180.8,475.8l-4.6,0l-0.5,2.6l4,0l-0.3,1.7l-4,0l-0.5,2.7l4.7,0l-0.3,1.7l-6.7,0l2.1,-10.5l6.6,0c-0.2,0.1 -0.5,1.8 -0.5,1.8z" fill="#e91d2d"/>
<path d="m186.7,484.6l-0.2,-1.9l-3.6,0l-1,1.9l-2.1,0l5.7,-10.5l1.6,0l1.6,10.5l-2,0c0,0 0,0 0,0zm-0.8,-7.6l-2.1,4l2.6,0c0,0.1 -0.5,-4 -0.5,-4z" fill="#e91d2d"/>
<path d="m196.2,480.1l1.4,4.5l-2.1,0l-1.2,-4.2l-1.5,0l-0.9,4.2l-1.9,0l2.1,-10.5l3.7,0c2.1,0 2.9,1.3 2.9,2.8c-0.1,1.3 -0.9,2.6 -2.5,3.2l0,0zm-0.8,-4.3l-1.8,0l-0.6,2.9l1.8,0c1.3,0 1.8,-1 1.8,-1.7c0.1,-0.8 -0.4,-1.2 -1.2,-1.2l0,0z" fill="#e91d2d"/>
<path d="m206.8,484.6l-1.7,0l-2.7,-6.6l-1.3,6.6l-1.9,0l2.1,-10.5l1.7,0l2.8,6.6l1.3,-6.6l1.9,0l-2.2,10.5l0,0z" fill="#e91d2d"/>
<path d="m221.5,484.6l-1.9,0l1.3,-6.2l-2.7,3.9l-1.3,0l-1.2,-3.9l-1.3,6.2l-1.9,0l2.1,-10.5l1.8,0l1.5,5.6l3.8,-5.6l1.9,0c0,0 -2.1,10.5 -2.1,10.5z" fill="#e91d2d"/>
<path d="m231.9,479.3c-0.4,2 -0.7,3.2 -1.6,4.1c-0.8,0.9 -1.9,1.2 -3,1.2c-2,0 -3.2,-1.3 -3.2,-3c0,-0.8 0.1,-1.6 0.3,-2.4c0.4,-2 0.7,-3.2 1.6,-4.1c0.8,-0.9 1.9,-1.2 3,-1.2c2,0 3.2,1.3 3.2,3c0,0.8 -0.1,1.6 -0.3,2.4zm-3,-3.6c-0.5,0 -1.1,0.2 -1.4,0.6c-0.4,0.4 -0.7,1.1 -1,3c-0.2,0.7 -0.3,1.5 -0.3,2.2c0,0.9 0.6,1.4 1.4,1.4c0.5,0 1.1,-0.2 1.4,-0.6c0.4,-0.4 0.7,-1.1 1,-3c0.2,-0.7 0.3,-1.5 0.3,-2.2c-0.1,-0.9 -0.7,-1.4 -1.4,-1.4c0,0 0,0 0,0z" fill="#e91d2d"/>
<path d="m239.1,480.1l1.4,4.5l-2.1,0l-1.2,-4.2l-1.5,0l-0.9,4.2l-1.9,0l2.1,-10.5l3.7,0c2.1,0 2.9,1.3 2.9,2.8c-0.1,1.3 -0.9,2.6 -2.5,3.2l0,0zm-0.8,-4.3l-1.8,0l-0.6,2.9l1.8,0c1.3,0 1.8,-1 1.8,-1.7c0.1,-0.8 -0.4,-1.2 -1.2,-1.2l0,0z" fill="#e91d2d" id="svg_9"/>
<path d="m250.4,475.8l-4.6,0l-0.5,2.6l4,0l-0.3,1.7l-4,0l-0.5,2.7l4.7,0l-0.3,1.7l-6.7,0l2.1,-10.5l6.6,0c-0.1,0.1 -0.5,1.8 -0.5,1.8z" fill="#e91d2d"/>
<path d="m260.4,481.3l-6.3,2.7l0.4,-2l3.9,-1.6l-3.3,-1.7l0.4,-1.9l5.2,3l-0.3,1.5l0,0z" fill="#e91d2d"/>
<path d="m267.9,481.3l-6.3,2.7l0.4,-2l3.9,-1.6l-3.3,-1.7l0.4,-1.9l5.2,3l-0.3,1.5l0,0z" fill="#e91d2d"/>
<path d="m275.5,481.3l-6.3,2.7l0.4,-2l3.9,-1.6l-3.3,-1.7l0.4,-1.9l5.2,3l-0.3,1.5l0,0z" fill="#e91d2d"/>
</g>
</g>
</svg>
Raw
script.js
function setup() {
TweenMax.set('#archer', {
scale: 0.85,
transformOrigin: "50% 50%"
})
var svg = document.getElementById('ad_01');
var trig1 = document.getElementById('top_trig');
var trig2 = document.getElementById('bottom_trig');
var seeMore = document.getElementById('see-more');
var learnMore = document.getElementById('learn-more');
var tl1 = new TimelineMax({repeat:0, paused: true, yoyo: false});
var tl2 = new TimelineMax({repeat:0, paused: true, yoyo: false});
var tAnim = 0.3;
tl1.to('#up-arrow', tAnim, {
y: -250,
opacity: 0,
ease:Back.easeIn.config(1.1),
})
.to('#down-arrow', tAnim/2, {
y: 20,
opacity: 0,
ease:Power2.easeOut
}, '-=' + tAnim)
.to('#logo', tAnim, {
y: -250,
ease:Back.easeIn.config(1.3),
}, '-=' + tAnim/1.4)
.to('#top_clip polygon', tAnim, {
attr:{points:"0,0 300,0 300,0 0,0"},
ease:Back.easeIn.config(1.3)
}, '-=' + tAnim)
.to('#bottom_clip polygon', tAnim, {
attr:{points:"0,0 300,0 300,600 0,600"},
ease:Back.easeIn.config(1.3)
}, '-=' + tAnim)
.to('#logo-shadow', tAnim, {
opacity: 0,
ease:Power3.easeOut,
}, '-=' + tAnim)
.set('#logo-back', {
opacity: 0
})
.fromTo('#driveguard', tAnim, {
y:-15,
opacity: 0
},{
y:0,
opacity: 1,
ease:Power2.easeOut
}, '-=' + tAnim/6)
.to('#tire', tAnim, {
x: -100,
y: -65,
ease:Power2.easeInOut,
}, '-=' + tAnim)
.fromTo('#see-more', tAnim, {
x: 300,
opacity: 0
},{
x: 0,
opacity: 1,
ease:Power2.easeInOut,
}, '-=' + tAnim)
.fromTo('#archer-sm', tAnim, {
x: 150,
opacity: 0,
transformOrigin: "50% 50%",
rotation: "50deg"
},{
x: 0,
opacity: 1,
transformOrigin: "50% 50%",
rotation: "0deg",
ease:Power3.easeInOut,
}, '-=' + tAnim)
.to('#dont-let', tAnim, {
y:50,
opacity: 0,
ease:Power3.easeInOut
}, '-=' + tAnim)
.fromTo('#drive-up-to', tAnim, {
opacity: 0,
y: -10
},{
opacity: 1,
y: 0,
ease:Power3.easeOut
}, '-=' + tAnim)
.fromTo('#yes-even-from', tAnim, {
opacity: 0,
y: -10
},{
opacity: 1,
y: 0,
ease:Power3.easeOut
}, '-=' + tAnim/1.6);
tl2.to('#down-arrow', tAnim, {
y: 280,
opacity: 0,
ease:Back.easeIn.config(1.1)
})
.to('#up-arrow', tAnim/2, {
y: -20,
opacity: 0,
ease:Power2.easeOut
}, '-=' + tAnim)
.to('#dont-let', tAnim, {
y: 300,
opacity: 0,
ease:Power2.easeInOut
}, '-=' + tAnim)
.to('#tire', tAnim, {
y: 300,
opacity: 0,
ease:Power2.easeInOut
}, '-=' + tAnim)
.to('#logo', tAnim, {
y: 280,
ease:Back.easeIn.config(1.3),
}, '-=' + tAnim/1.4)
.to('#top_clip polygon', tAnim, {
attr:{points:"0,0 300,0 300,600 0,600"},
ease:Back.easeIn.config(1.3)
}, '-=' + tAnim)
.to('#bottom_clip polygon', tAnim, {
attr:{points:"0,600 300,600 300,600 0,600"},
ease:Back.easeIn.config(1.3)
}, '-=' + tAnim)
.to('#logo-shadow', tAnim, {
opacity: 0,
ease:Power3.easeOut,
}, '-=' + tAnim)
.to('#archer', tAnim, {
y: 286,
x: 0,
scale: 1,
transformOrigin: "50% 50%",
ease:Power2.easeInOut,
}, '-=' + tAnim/1.6)
.to('#target', tAnim, {
y: 7,
x: -60,
scale: 0.69,
transformOrigin: "50% 50%",
ease:Power2.easeInOut,
}, '-=' + tAnim)
.fromTo('#get-7', tAnim, {
x: -60,
scale: 2,
opacity: 0,
transformOrigin: "50% 50%",
},{
x: 0,
scale: 1,
opacity: 1,
transformOrigin: "50% 50%",
ease:Power2.easeInOut,
}, '-=' + tAnim)
.fromTo('#learn-more', tAnim, {
y: -50,
opacity: 0
},{
y: 0,
opacity: 1,
ease:Power2.easeInOut,
}, '-=' + tAnim);
function reset1() {
trig1.addEventListener("mousemove", play2, false);
}
function reset2() {
trig2.addEventListener("mousemove", play1, false);
}
tl1.eventCallback("onReverseComplete", reset1);
tl2.eventCallback("onReverseComplete", reset2);
function play1() {
tl1.play();
trig2.removeEventListener("mousemove", play1, false);
trig1.removeEventListener("mousemove", play2, false);
svg.addEventListener("mouseleave", rev1, false);
}
function play2() {
tl2.play();
trig2.removeEventListener("mousemove", play1, false);
trig1.removeEventListener("mousemove", play2, false);
svg.addEventListener("mouseleave", rev2, false);
}
function rev1() {
trig2.addEventListener("mousemove", play1, false);
svg.removeEventListener("mouseleave", rev1, false);
tl1.reverse();
}
function rev2() {
trig1.addEventListener("mousemove", play2, false);
svg.removeEventListener("mouseleave", rev2, false);
tl2.reverse();
}
trig2.addEventListener("mousemove", play1, false);
trig1.addEventListener("mousemove", play2, false);
seeMore.addEventListener("click", function(){
document.location ='https://twitter.com/halvves';
}, false);
learnMore.addEventListener("click", function(){
document.location ='https://twitter.com/halvves';
}, false);
}
setup();
Raw
scripts
<script src="https://cdnjs.cloudflare.com/ajax/libs/gsap/1.19.0/TweenMax.min.js"></script>
Raw
style.scss
body {
background: #283048;
background: linear-gradient(to left, #283048 , #859398);
}
#drive-up-to, #yes-even-from, #driveguard, #see-more, #learn-more, #archer-sm, #get-7 {
opacity: 0;
}
Raw
styles
<link href="https://codepen.io/halvves/pen/fa63b7330a44789bc714d6b77a1414a5" rel="stylesheet" />
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