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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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</div>
            
          
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              body {
  margin: 0;
}

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);
  background-size: cover;
  background-position: 50% 90%;
  margin: 0 auto;
  max-width: 378px;
  height: 300px;
  position: relative;
  width: 100%;
}

.body {
  margin-left: -68px;
}

@media all and (max-width: 480px) {
  .body {
    margin-left: calc(50% - 257px);
  }
}

.bg {
  background-color: white;
  bottom: 10px;
  height: 80px;
  left: 0px;
  position: absolute;
  width: calc(100%);
}

.display {
  bottom: 20px;
  position: absolute;
  width: 100%;
}

#click {
  cursor: pointer;
  -webkit-tap-highlight-color: rgba(0,0,0,0);
}
            
          
!
            
              var open = false;
var anims = [];

function animsClear() {
  anims.forEach((anim) => {
    anim.pause();
  });
  anims.length = 0;
}

function animOpacity(duration, delay, id, value) {
  anims.push(anime({
    targets: id,
    opacity: {
      value: value,
      duration: duration,
      delay: delay,
      easing: 'easeOutQuad'
    }
  }));
}

function animTranslate(duration, delay, id, value) {
  anims.push(anime({
    targets: id,
    transform: {
      value: `translate(${value})`,
      duration: duration,
      delay: delay,
      easing: 'easeOutQuad'
    }
  }));
}
function animD(duration, delay, id, value, elasticity = 500) {
  anims.push(anime({
    targets: id,
    d: {
      value: value,
      duration: duration,
      delay: delay,
      elasticity: elasticity
    }
  }));
}

function animIn() {
  animOpacity(200,   0,   '#email',  0);
  animOpacity(200,   0,   '#email-inner', 0);
  animOpacity(200,   100, '#folder', 0);
  animOpacity(200,   200, '#avatar-bottom', 0);
  animOpacity(200,   200, '#avatar-top', 0);
  animTranslate(500, 0,   '#Cart', 0);
  animD(600, 500,         '#Cart', 'm 34.375006,27.987201 c 2.303078,0.04067 3.854253,-0.0033 5,0 0.364497,1.222094 0.546431,1.704391 1.125,3.25 3.391069,0.01436 19.535488,-0.263276 22.125,-0.25 1.214512,0.357026 1.561133,1.021162 1.25,1.875 -1.342383,2.478837 -4.287154,8.228521 -5.625,10.375 -0.462846,0.990229 -1.061388,1.240493 -1.875,1.5 -2.501112,0.07201 -8.596273,-0.151537 -11.00628,-0.16161 -0.722507,1.208677 -1.09597,1.739215 -2.24372,3.41161 2.789749,0.01615 15.057608,0.165772 17.5,0.125 -0.02636,1.271728 -0.04765,1.107636 0,2.5 -3.82735,0.01736 -13.369127,0.13224 -17.125,0.25 -2.803589,0.02845 -3.783148,-1.63083 -3.375,-3 1.029626,-1.766918 1.292287,-2.057075 3,-5.25 -1.604787,-3.130425 -4.72048,-9.368671 -6,-11.875 -1.37327,-0.0063 -2.071862,0.08551 -2.75,0.125 -0.02189,-0.898014 0.04067,-1.915672 0,-2.875 z')
  animTranslate(500, 0,   '#Cart-fw', 0);
  animD(600, 510,         '#Cart-fw', 'm 61.032946,55.451511 a 2.9000001,2.9000001 0 0 1 -2.9,2.9 2.9000001,2.9000001 0 0 1 -2.9,-2.9 2.9000001,2.9000001 0 0 1 2.9,-2.9 2.9000001,2.9000001 0 0 1 2.9,2.9 z')
  animTranslate(500, 0,   '#Cart-bw', 0);
  animD(600, 520,         '#Cart-bw', 'm 46.272086,55.451511 a 2.9000001,2.9000001 0 0 1 -2.9,2.9 2.9000001,2.9000001 0 0 1 -2.9,-2.9 2.9000001,2.9000001 0 0 1 2.9,-2.9 2.9000001,2.9000001 0 0 1 2.9,2.9 z')
  animTranslate(500, 0,   '#map', 0);
  animD(600, 550,         '#map', 'm 137.475,57.362201 c 4.22441,-1.838363 6.09949,-2.657535 9.25,-4 3.68084,1.574351 5.56874,2.168449 8.625,3.625 3.05626,-1.460265 5.25774,-2.093247 8.375,-3.25 0.0237,-5.134229 -0.30309,-17.895031 -0.25,-24.375 -2.77534,1.298206 -5.18791,2.497254 -8.125,3.875 -3.29065,-1.53907 -5.77562,-2.452491 -8.875,-3.875 -3.45294,1.31753 -5.50987,2.0328 -8.875,3.25 -0.006,4.752734 -0.10677,21.196674 -0.125,24.75 z')
  animTranslate(500, 0,   '#map-inner', 0);
  animD(600, 560,         '#map-inner', 'm 146.6,32.237201 c -0.0212,3.555932 0.0964,14.621965 0,18.375 3.52755,1.454938 5.25573,2.057797 8.25,3.25 -0.0109,-8.000185 0.0746,-13.523293 0,-18 -3.07982,-1.559891 -5.31195,-2.319573 -8.25,-3.625 z')
  animTranslate(500, 0,   '#printer-top', 0);
  animD(600, 600,         '#printer-top', 'm 243.59828,30.557846 c -0.0775,2.729166 0,3.10266 0,5.83363 4.23177,0.07752 13.35751,0.07752 17.32411,0 -0.0109,-2.287224 -0.0993,-3.192853 0,-5.83363 -3.9666,-0.07752 -10.61747,-0.07752 -17.32411,0 z')
  animTranslate(500, 0,   '#printer-bottom', 0);
  animD(600, 610,         '#printer-bottom', 'm 237.85304,51.947826 c -0.0168,-0.847123 0,-3.131891 -0.009,-4.642491 -0.005,-1.5106 0.0306,-3.009558 0.009,-5.080219 0.2386,-1.06054 0.39689,-3.413696 3.53554,-3.725116 1.30362,0.03642 4.7634,0.0709 6.95196,0.06328 4.03628,-0.02448 4.93813,-0.06069 8.30682,-0.02025 2.02758,-0.03503 5.07003,0.01201 7.01508,-0.04299 3.20177,0.295151 3.04813,2.544676 3.35876,3.371556 -0.0215,2.118707 -0.0336,3.894861 -0.0344,5.443824 0,1.548963 0.01,2.933235 0.0344,4.455676 -1.89583,-0.04871 -3.80331,0.0026 -6.18719,0 -0.0858,2.56066 -0.0368,3.749064 0,6.54073 -2.01455,-0.01838 -4.92106,-0.008 -8.0141,0.0017 -3.09304,0.0098 -6.37259,0.01894 -9.13324,-0.0017 0.003,-2.78125 0,-3.512763 0,-6.45235 -2.07764,0.06562 -1.86061,0.0369 -3.22617,0.0442 -1.36557,0.0073 -1.48581,0.0074 -2.60746,0.04415 z')
  animTranslate(500, 0,   '#printer-light', 0);
  animD(600, 620,         '#printer-light', 'm 264.2768,43.574976 c 0,0.897463 -0.72754,1.625 -1.625,1.625 -0.89746,0 -1.625,-0.727537 -1.625,-1.625 0,-0.897463 0.72754,-1.625 1.625,-1.625 1.02246,0 1.625,0.727537 1.625,1.625 z')
  animTranslate(500, 0,   '#printer-page', 0);
  animD(600, 630,         '#printer-page', 'm 246.5268,47.949966 c -0.085,3.009423 -0.2083,4.844046 -0.125,7 2.73495,0.03463 8.91399,0.132583 11.875,0 -0.0442,-2.43068 -0.0349,-4.238967 0,-7.25 -2.61673,-0.09422 -9.54363,0.157393 -11.75,0.25 z')
  animTranslate(500, 0,   '#X1', 0);
  animD(600, 650,         '#X1', 'm 362.09747,30.804538 c 0.97935,0.979343 0.31925,3.216278 -0.23571,3.771241 -0.55496,0.554962 -6.63403,6.589841 -10.01734,10.017344 -3.4717,3.339115 -9.46239,9.462382 -10.01735,10.017345 -0.55497,0.554962 -2.79189,1.215043 -3.77124,0.2357 -0.97935,-0.979343 -0.31926,-3.216272 0.2357,-3.771234 0.55496,-0.554963 6.67824,-6.501453 10.01735,-10.017345 3.4275,-3.383309 9.46237,-9.462382 10.01734,-10.017344 0.55497,-0.554963 2.7919,-1.21505 3.77125,-0.235707 z')
  animTranslate(500, 0,   '#X2', 0);
  animD(600, 660,         '#X2', 'm 337.88681,31.039541 c 0.97934,-0.979343 3.21628,-0.319259 3.77124,0.235702 0.55496,0.554962 6.70033,6.61194 10.01734,10.017346 3.31702,3.405407 9.46239,9.462386 10.01735,10.017347 0.55496,0.55496 1.21505,2.791893 0.2357,3.771236 -0.97934,0.979342 -3.49375,0.04178 -3.77123,-0.235702 -0.27748,-0.277481 -8.30356,-8.259436 -10.01735,-10.017347 -1.66959,-1.713716 -9.46238,-9.462385 -10.01735,-10.017346 -0.55496,-0.554961 -1.21504,-2.791893 -0.2357,-3.771236 z')
}

function animOut() {
  animOpacity(200,   660, '#email', 1);
  animOpacity(200,   660, '#email-inner', 1);
  animOpacity(200,   560,  '#folder', 1);
  animOpacity(200,   460,  '#avatar-bottom', 1);
  animOpacity(200,   460,  '#avatar-top', 1);
  animTranslate(500, 360,  '#Cart', 285);
  animD(800, 150,          '#Cart', 'm 53,40 c 0,0.414214 -0.08395,0.80882 -0.235755,1.167735 -0.151808,0.358915 -0.371478,0.682139 -0.642925,0.953585 -0.271446,0.271447 -0.59467,0.491117 -0.953585,0.642925 -0.358915,0.151808 -0.753521,0.235755 -1.167735,0.235755 -0.414214,0 -0.80882,-0.08395 -1.167735,-0.235755 -0.358915,-0.151808 -0.682139,-0.371478 -0.953585,-0.642925 -0.271447,-0.271446 -0.491117,-0.59467 -0.642925,-0.953585 -0.151808,-0.358915 -0.235755,-0.753521 -0.235755,-1.167735 0,-0.414214 0.08395,-0.80882 0.235755,-1.167735 0.151808,-0.358915 0.371478,-0.682139 0.642925,-0.953585 0.271446,-0.271447 0.59467,-0.491117 0.953585,-0.642925 0.358915,-0.151808 0.753521,-0.235755 1.167735,-0.235755 0.414214,0 0.80882,0.08395 1.167735,0.235755 0.358915,0.151808 0.682139,0.371478 0.953585,0.642925 0.271447,0.271446 0.491117,0.59467 0.642925,0.953585 0.151808,0.358915 0.235755,0.753521 0.235755,1.167735 z', 0)
  animTranslate(500, 360,  '#Cart-fw', 285);
  animD(800, 150,          '#Cart-fw', 'm 53,40 a 3,3 0 0 1 -3,3 3,3 0 0 1 -3,-3 3,3 0 0 1 3,-3 3,3 0 0 1 3,3 z', 0)
  animTranslate(500, 360,  '#Cart-bw', 285);
  animD(800, 100,          '#Cart-bw', 'm 53,40 a 3,3 0 0 1 -3,3 3,3 0 0 1 -3,-3 3,3 0 0 1 3,-3 3,3 0 0 1 3,3 z', 0)
  animTranslate(500, 360,  '#map', 197);
  animD(800, 100,          '#map', 'm 147,40 c 0,0.828427 0.33579,1.578427 0.87868,2.12132 0.54289,0.542894 1.29289,0.87868 2.12132,0.87868 0.82843,0 1.57843,-0.335786 2.12132,-0.87868 0.54289,-0.542893 0.87868,-1.292893 0.87868,-2.12132 0,-0.828427 -0.33579,-1.578427 -0.87868,-2.12132 -0.54289,-0.542894 -1.29289,-0.87868 -2.12132,-0.87868 -0.82843,0 -1.57843,0.335786 -2.12132,0.87868 -0.54289,0.542893 -0.87868,1.292893 -0.87868,2.12132 z', 0)
  animTranslate(500, 360,  '#map-inner', 197);
  animD(800, 100,          '#map-inner', 'm 153.34998,49.275572 c 0,1.656854 -1.34315,3 -3,3 -1.65685,0 -3,-1.343146 -3,-3 0,-1.656854 1.34315,-3 3,-3 1.70105,0.04419 2.95581,1.343146 3,3 z', 0)
  animTranslate(500, 360,  '#printer-top', 95);
  animD(800, 50,           '#printer-top', 'm 255.255,40 c 0,1.656854 -1.34315,3 -3,3 -1.65685,0 -3,-1.343146 -3,-3 0,-1.656854 1.34215,-3 2.999,-3 1.65685,0 3.001,1.343146 3.001,3 z', 0)
  animTranslate(500, 360,  '#printer-bottom', 95);
  animD(800, 50,           '#printer-bottom', 'm 249.25533,40 c -0.011,0.414214 0.084,0.797771 0.23576,1.167735 0.16285,0.347866 0.37147,0.671089 0.64292,0.953585 0.24935,0.216204 0.57257,0.457971 0.95358,0.642925 0.30368,0.118662 0.70933,0.213658 1.16774,0.235755 0.41421,-0.03315 0.80882,-0.106047 1.16774,-0.235755 0.36996,-0.184954 0.75947,-0.426721 0.99777,-0.676071 0.2162,-0.238301 0.41377,-0.484184 0.59873,-0.920439 0.12971,-0.314721 0.24681,-0.742472 0.23576,-1.167735 0,-0.336874 -0.106,-0.764626 -0.23576,-1.167735 -0.17614,-0.34344 -0.34918,-0.645378 -0.64292,-0.953585 -0.19411,-0.216204 -0.56152,-0.457971 -0.95358,-0.642925 -0.30368,-0.107614 -0.68172,-0.246804 -1.16774,-0.235755 -0.40317,-0.01105 -0.83092,0.095 -1.16774,0.235755 -0.41415,0.173906 -0.72634,0.415673 -0.95358,0.642925 -0.30459,0.315642 -0.45796,0.572573 -0.64292,0.953585 -0.15181,0.392061 -0.24681,0.786667 -0.23576,1.167735 z', 0)
  animTranslate(500, 360,  '#printer-light', 95);
  animD(800, 50,           '#printer-light', 'm 255.255,49.099998 c 0,1.656854 -1.34315,3 -3,3 -1.65685,0 -3,-1.343146 -3,-3 0,-1.656854 1.34315,-2.96875 3,-3 1.65685,0 3,1.343146 3,3 z', 0)
  animTranslate(500, 360,  '#printer-page', 95);
  animD(800, 50,           '#printer-page', 'm 255.255,49.099998 c 0,1.789437 -1.34315,3 -3,3 -1.65685,0 -3,-1.343146 -3,-3 0,-1.656854 1.34315,-3 3,-3 1.74524,-0.04419 3,1.343146 3,3 z', 0)
  animTranslate(500, 360,  '#X1', 9);
  animD(800, 0,            '#X1', 'm 353,40 c 0,0.828427 -0.33579,1.578427 -0.87868,2.12132 -0.54289,0.542894 -1.29289,0.87868 -2.12132,0.87868 -0.82843,0 -1.57843,-0.335786 -2.12132,-0.87868 -0.54289,-0.542893 -0.87868,-1.292893 -0.87868,-2.12132 0,-0.828427 0.33554,-1.578427 0.87818,-2.12132 0.54264,-0.542894 1.29239,-0.87868 2.12082,-0.87868 0.82843,0 1.57868,0.335786 2.12182,0.87868 0.54314,0.542893 0.87918,1.292893 0.87918,2.12132 z', 0)
  animTranslate(500, 360,  '#X2', 9);
  animD(800, 0,            '#X2', 'm 353,40 c 0,0.828427 -0.33579,1.578427 -0.87868,2.12132 -0.54289,0.542894 -1.29289,0.87868 -2.12132,0.87868 -0.82843,0 -1.57843,-0.335786 -2.12132,-0.87868 -0.54289,-0.542893 -0.87868,-1.292893 -0.87868,-2.12132 0,-0.828427 0.33554,-1.578427 0.87818,-2.12132 0.54264,-0.542894 1.29239,-0.87868 2.12082,-0.87868 0.82843,0 1.57868,0.335786 2.12182,0.87868 0.54314,0.542893 0.87918,1.292893 0.87918,2.12132 z', 0)
}

function click() {
  animsClear();
  if (open) {
    animOut();
  } else {
    animIn();
  }
  open = !open;
}

            
          
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