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Here you can Sed posuere consectetur est at lobortis. Donec ullamcorper nulla non metus auctor fringilla. Maecenas sed diam eget risus varius blandit sit amet non magna. Donec id elit non mi porta gravida at eget metus. Praesent commodo cursus magna, vel scelerisque nisl consectetur et.

            
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    <text class="txt txt_3" fill="#fff" x="35" y="53">ORDER A FREE SAMPLE <tspan class="txt_b">NOW</tspan></text>
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" />
    <text class="txt" fill="#5e5f61" x="280" y="40">A beautiful solution forging</text>
    <text class="txt txt_b" fill="#5e5f61" x="355" y="70">strength &amp; style</text>
  </g>
  <text class="in_1 txt txt_intro" fill="#5e5f61" x="93" y="57">Create a</text>
  <text class="in_2 txt txt_intro txt_b" fill="#5e5f61" x="218" y="57">timeless look</text>
  <text class="in_3 txt txt_intro" fill="#5e5f61" x="418" y="57">on your timeline</text>
  <image clip-path="url(#clp_4)" width="238" height="90" xlink:href="" />
  <g clip-path="url(#grclp_1)">
    <text id="txtIntro" class="txt" fill="#5e5f61" x="275" y="57">Altered State</text>
    <text id="txtAlt" class="txt txt_b" fill="#5e5f61" x="465" y="57">Porcelain Tile</text>
    <image clip-path="url(#clp_3)" width="244" height="90" x="484" 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" 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" 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" 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  background: linear-gradient(to left, #eee, #ddefef);
}

svg {
  background: #fff;
  width: 100%;
  max-width: 728px;
  height: auto;
}

.txt_1, .txt_2, .txt_intro, #ad_cta, #logo, #txtIntro, #txtAlt {
  opacity: 0;
}

.txt {
  font-family: 'Roboto', sans-serif;
  font-weight: 300;
  font-size: 32px;
}

.txt_b {
  font-weight: 500;
}

.txt_3 {
  opacity: 1;
  font-size: 20px;
}
            
          
!
            
              function animateAd() {
  var tl = new TimelineMax({repeat:-1, paused: false, yoyo: false});
  tAnim = 0.7,
    tl.fromTo(['.in_1','.in_3'], tAnim*2, {
      opacity: 0,
      y: -60
  }, {
      opacity: 1,
      y: 0,
      ease:Power2.easeOut
  }, '+=' + tAnim/2)
  .fromTo('.in_2', tAnim*2, {
      opacity: 0,
      y: 60
  }, {
      opacity: 1,
      y: 0,
      ease:Power2.easeOut
  }, '-=' + tAnim*2)
    
    
    
    .to('#clp_1 polygon', tAnim, {
    attr:{points:"0,0 235,0 180,90 0,90"},
    ease:Power3.easeInOut
  }, '+=' + tAnim*3)
  .to('#clp_2 polygon', tAnim, {
    attr:{points:"235,0 540,0 485,90 180,90"},
    ease:Power3.easeInOut
  }, '-=' + tAnim)
  .to('#clp_3 polygon', tAnim, {
    attr:{points:"540,0 728,0 728,90 485,90"},
    ease:Power3.easeInOut
  }, '-=' + tAnim)
  .set('.txt_intro', {
    opacity: 0
  })
    
    
    .to('#clp_2 polygon', tAnim, {
    attr:{points:"235,0 540,0 540,0 235,0"},
    ease:Power3.easeInOut
  }, '+=' + tAnim)
    .to('#clp_3 polygon', tAnim, {
    attr:{points:"485,90 728,90 728,90 485,90"},
    ease:Power3.easeInOut
  }, '-=' + tAnim)
    .fromTo('#txtIntro', tAnim/2, {
    opacity: 0,
    y: 20
  }, {
    opacity: 1,
    y: 0
  }, '-=' + tAnim/4)
    .fromTo('#txtAlt', tAnim/2, {
    opacity: 0,
    y: -20
  }, {
    opacity: 1,
    y: 0
  }, '-=' + tAnim/2)
    .to('#grclp_1 polygon', tAnim*1.5, {
    attr:{points:"783,0 783,0 728,90 728,90"},
    ease:Power3.easeIn
  }, '+=' + tAnim*1.5)
  .set(['#txtAlt', '#txtIntro'], {
    opacity: 0
  })
  .to('#grclp_2 polygon', tAnim*1.5, {
    attr:{points:"0,0 783,0 728,90 -55,90"},
    ease:Power3.easeOut
  }, '-=' + tAnim/6)
  .set('#logo_2', {
    opacity: 0
  })
  .set('#logo_3', {
    rotation: 180,
    y: 1,
    x: 19,
    transformOrigin: "50% 100%"
  })
  .to('#grclp_2 polygon', tAnim*1.5, {
    attr:{points:"783,0 783,0 728,90 728,90"},
    ease:Power3.easeIn
  }, '+=' + tAnim*2)
  .to('#logo', tAnim/2, {
    opacity: 1
  }, '-=' + tAnim/8)
  .to('#logo_3', tAnim/2, {
    rotation: 0,
    y: 0,
    x: 19,
    transformOrigin: "50% 100%",
    ease:Power3.easeIn
  }, '-=' + tAnim/1.5)
  .set('#logo_2', {
    opacity: 1
  })
  .to('#logo_3', tAnim/2, {
    x: 0,
    transformOrigin: "50% 100%",
    ease:Power3.easeOut
  })
  .to('#logo_clp polygon', tAnim*1.6, {
    attr:{points:"364,0 728,0 728,90 364,90"},
    ease:Power3.easeOut
  }, '-=' + tAnim)
  .fromTo('#ad_cta', tAnim/2, {
    opacity: 0,
    transformOrigin: "50% 50%",
    scale: 0.001
  }, {
    opacity: 1,
    transformOrigin: "50% 50%",
    scale: 1,
    ease: Back.easeOut.config(1.3)
  }, "-=" + tAnim/2)
  .to('#ad_cta', tAnim/2, {
        opacity: 0,
        y: -30,
        ease: Back.easeIn.config(1.7)
     }, "+=" + tAnim*4)
  .to('#logo', tAnim/2, {
        opacity: 0,
        y: 30,
        ease: Back.easeIn.config(1.7)
     }, "-=" + tAnim/4);
  
  
  ;
    // tl.pause().progress(0.1);
}
animateAd();
            
          
!
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