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6.6666666666667%,13.233333333333% {cursor:url(data:image/png;base64,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) 1 1, auto;}
13.333333333333%,19.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
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33.333333333333%,39.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADT0lEQVRYhe3WS28bVRQH8P+874zvvJyZvEyUOK8SISBZoEauaCVaVMGqH6NLvgl7+hFYghAEJHaIBRVCKmloSprGbuL3jD0ez3umC1SpPApCdtJN/quruzk/HZ1zdYE/wuI1hQUASmmZUmq9DgAHAPPV6vaNWx/fDULfcXu9DoDsQgESoZWbd+58UqvVbp91+8POeFRHGIYXBshYiPbqldsfXKtd3Xhzc7fbd2m/1z1Kw9C9EEAaRZlSeaNWXb+y/U51WVtaWd0ZcfJip3H6MA5GLoD8XAEAElGf2dBX1m6sWCa3PDcj2gvz66GqvdVtth+HA+fsvBAvAAXD8aq+XP1Qoaq6ZOiwVFUo2/ZyqKhb/WbzcOz2WwDS8wIAUZFqlaVrfNmuWiUJZVqCWSIsKdHFxLTf84eDttduPQGQnAsgTcOxbJibxurmbpxmbEWjoKIEU1FYRlbs1Jzf9p3umddpHU0Twb10zvICJXtj62YhKZTPE8zpGojIw5QJE4Ax8/Ls28NW82Ds9I4xpZl4GQAmiYKSbV81qutr7siDRQh0RYEk8NAknvHAG9Ct9UHjZD/0BlMZzD8B0jT1WZa3jMry+4ykCO7QRcVQoRACWeAhMiw7FMiCYJpbo3rj18D3TgEUUwMAyLMoiBRj5nrJmp2LCiAMQyzqOkSegyJwGIUBG9LyIkRxtl8/+jGNookeq78CkESRJxGyVpqxdyRV57wkhYgclqpCFDgIRY6GM2BB9UW/33EHp42fMMF6/g0AIE7jNFbKxnVZ08q8QtHzA1AO0GQCZBkajToap00hGjh+t9f+BnE8niYAceD3BIlUiWG+K8oyxyoldJwhNI7NT54c/ra39+2D098Pfm4fPvwscpxHmKAD/Cvuh07j+HNjoXJLIsomL0jIJILv9w+G+3tffPrg/v3vwpAbA34bE27CP3YAAOLxuMsL/BzRtR2WFQSG5zHw/Pzp40e/9E6OvwYSFxNuwL8CAMRhkLSJLO/yhCwURcHkeSGkYy9onz3bQ5KMJi3+XwDkSejkURKIkrQLplDjkRe79ZMf3KdHXwGYyoflVTPwIrHbfvZljozSlvVRFqfH/bP6PQDDaRT/PyEAZgHQiy58mctc5jLnnufyk2RgjBT2ZgAAAABJRU5ErkJggg==) 1 1, auto;}
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}
div.testarea{
animation:rwdcur106293 0.5s linear infinite forwards;
}
