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  <h2>Add three one-digit numbers</h2>
  <p>There should be 3 pigs, 4 chickens, and 1 cow in Pen B at the farm. Drag animals from Pen A to the Pen B to show the story.</p>

  <div class="drag_drop_canvas">
    <img 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    <div class="drag drag-img drag_pos-3 hvr-wobble-top"><img src="data:image/png;base64,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"></div>
  </div>  
</div>
              
            
!

CSS

              
                #container {
  height: 570px;
  max-width: 940px;
  margin: -20px auto 0 auto;
  font-family: 'Proxima Nova', Helvetica, Arial, sans-serif;
  font-size: 18px;
  padding-left: 10px;
  
  & img {
    position: relative;
    display: block;
    -webkit-user-select: none;
    -webkit-user-drag: none;
  }
  
  & p {
    font-family: 'MHEelemsans', 'Proxima Nova', sans-serif;
    font-size: 24px;
    line-height: 36px;
    margin-bottom: 1px;
    margin-top: 10px;
  }
}

h2 {
  font-family: 'MHEelemsans', 'Proxima Nova', sans-serif;
  font-size: 36px;
  line-height: 48px;
  margin-bottom: 0px;
  color: #6C1F32;
}

.drag_drop_canvas {
  position: relative;
  margin-top: 20px;
  // max-width: 940px;
  // height: auto;
  
  & img {
    max-width: 920px;
  }
}

.drag {
  // display: inline-block;
  position: absolute;
  z-index: 2;
  -webkit-user-select: none;
  transition: opacity .1s linear, box-shadow .1s linear, drop-shadow .1s linear;
  -webkit-transition: -webkit-filter .1s linear;
  
  &:hover {
    z-index: 3;
    cursor: -webkit-grab;
    cursor: grab;
  }
  
  &:active {
    opacity: .7;
    z-index: 3;
    cursor: -webkit-grabbing;
    cursor: grabbing;
  }
}

.drag-img {
  -webkit-filter: drop-shadow(0 2px 5px rgba(0,0,0,.25));
  filter: drop-shadow(0 2px 5px rgba(0,0,0,.25));
  
  &:hover {
    -webkit-filter: drop-shadow(0 4px 10px rgba(0,0,0,.50)) hue-rotate(0deg);
    filter: drop-shadow(0 4px 10px rgba(0,0,0,.50));
  }
}

.drag_pos-1 {
  top: 110px;
  left: 90px;
}

.drag_pos-2 {
  top: 190px;
  left: 260px;
}

.drag_pos-3 {
  top: 235px;
  left: 90px;
}

// WOBBLE TOP

@-webkit-keyframes hvr-wobble-top {
  16.65% {
    -webkit-transform: skew(-10deg);
    transform: skew(-10deg);
  }

  33.3% {
    -webkit-transform: skew(8deg);
    transform: skew(8deg);
  }

  49.95% {
    -webkit-transform: skew(-4deg);
    transform: skew(-4deg);
  }

  66.6% {
    -webkit-transform: skew(2deg);
    transform: skew(2deg);
  }

  83.25% {
    -webkit-transform: skew(-.5deg);
    transform: skew(-.5deg);
  }

  100% {
    -webkit-transform: skew(0);
    transform: skew(0);
  }
}

@keyframes hvr-wobble-top {
  16.65% {
    -webkit-transform: skew(-10deg);
    transform: skew(-10deg);
  }

  33.3% {
    -webkit-transform: skew(8deg);
    transform: skew(8deg);
  }

  49.95% {
    -webkit-transform: skew(-4deg);
    transform: skew(-4deg);
  }

  66.6% {
    -webkit-transform: skew(2deg);
    transform: skew(2deg);
  }

  83.25% {
    -webkit-transform: skew(-.5deg);
    transform: skew(-.5deg);
  }

  100% {
    -webkit-transform: skew(0);
    transform: skew(0);
  }
}

.hvr-wobble-top {
  display: inline-block;
  vertical-align: middle;
  -webkit-transform: translateZ(0);
  transform: translateZ(0);
  -webkit-backface-visibility: hidden;
  backface-visibility: hidden;
  -moz-osx-font-smoothing: grayscale;
  -webkit-transform-origin: 0 100%;
  transform-origin: 0 100%;
}
.hvr-wobble-top:hover, .hvr-wobble-top:focus, .hvr-wobble-top:active {
  -webkit-animation-name: hvr-wobble-top;
  animation-name: hvr-wobble-top;
  -webkit-animation-duration: 1s;
  animation-duration: 1s;
  -webkit-animation-timing-function: ease-in-out;
  animation-timing-function: ease-in-out;
  -webkit-animation-iteration-count: 1;
  animation-iteration-count: 1;
}
              
            
!

JS

              
                $(function() {
  $(".drag").draggable();
  
  $(".dropzone").on("mouseenter", function () {
    $(this).addClass('is-over');
  });
  
  $(".dropzone").on("mouseleave", function () {
    $(this).removeClass('is-over');
  });
});
              
            
!
999px

Console