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8.3333333333333%,16.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC30lEQVRYhe2X30tTYRjHvxtdpGcdE6ltF/IE3WyTZZBM1lUOahAOvRJJ8C4RGnljswwxEekfSBOvhGR4kVGcGIxCQZjoGiSaTcikF282LwTHzgaBvd10DuqG7X3DuukLB87e9znP+3mfXzDgv/6xLKIfEBG3KQryun5knTEm7AsArDKHqzU1sCkKACAUCmEgEgERcRkAocMbPB7u9/t5OBzmsViM+/1+bqxPjI/zU4UgIm48DR4Pb/B4eCwW40TEw+GwNIRQCnx1FmgjPcjrOloCATzo78dAJAJN09ASCODFzIzYrURFRPyApfja9BgnIvPGh6MiGoEzohDtdwfN98/pNADAKMzc/r6oO7EUAMCTZ7NovtmOV+8+QtM0bC/OlbSkiIQj4HJawS474XJaYVMUbCzEzb28rgvPA2GAs3tbaLtWD+xtYfAGITQ8BZuiSIUfkEiBoY2FOF4vp7Hy/jvyui51e0ByFN/zOfHhawafCucAAIViztwXhZCa3wZI94UBvMw/R6GYQ3WVClWtRSbLhCCEa+Cw3HWNUK21KBRzUNVa2C86jC1eKYRUDRjD5ny9DZksQ3WVKuNGDoCIuDbSY/5u9DajUMzh1o9OZHcz6O5sl4apGOCApXg0mDDH8Nr0GI8GE3yoaUJ4FEsV4fFDthfnsLEQR2h4CoBYJ0h3QTkQh52Eu0B6EBERd9jJLMBIX59U/v+oDY22KxRziM8vI7ub+XsAv8LMHXYCADx+eB8A0NHVJeSnJAVul7fiKmaMWTJZBgBIJZNIJZMn2pfzbT1uMESTlZ5vQgBAk8+HJp/vRNshmiyBMKvV7fLyt21rAICV1aWKAR5t3kHr7Q7s7DB82UqjUMzhqSta1rb56nUAQOubK0hvrltMAOPmhoGIArOXStbmO7+d+M3K6hJGWS/Sm+uWIxEwwj/KeoVBKtFh/0YEjsjt8vJoMHFqfy6iwQT/bZGLdIGoyvn+CcdQPuNfT2IUAAAAAElFTkSuQmCC) 15 28, auto;}
16.666666666667%,24.9% {cursor:url(data:image/png;base64,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) 15 28, auto;}
25%,33.233333333333% {cursor:url(data:image/png;base64,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) 15 28, auto;}
33.333333333333%,41.566666666667% {cursor:url(data:image/png;base64,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) 15 28, auto;}
41.666666666667%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADEklEQVRYhb1WTUsbURQ9sV1UJx0rUpMswqW0hSSSWqhE0lUV2mwadOnKXcVi6KJoBEFUxH/gF1KoUA2l1NKSEpAWBEGpVqjV2riwwttNXCgZMhNa1NfVDFED5r1qDwzMvDdz73nn3nsYBwRBRNypKMgZxrF1xphDNBYAlMkkVysr4VQUAEA0GkVPPA4i4jIEhJLXBgI8HA7zWCzGU6kUD4fD3FofGx3lF0qCiLh11QYCvDYQ4KlUihMRj8Vi0iSEShCqdiA52I6cYaCxqQndXV3oiceRTCbR2NSEV9PTYqcSBRHxQ7bK16eGORHZJy5URVSBy6IkWp702vc/02kAgNWYejYrGk6sBAAwMPIaDQ9b8O7TNySTSewszJ4aSREIK+DzlIHd9MDnKYNTUbA5P2fv5QxD2A+ECVzZ20bzPS+wt43eB4Ro/ySciiIlPyBRAgub83N4/yWN5c9/kDMMqdMDgPAHRMQ7Qx58/aXhh3kVAGDmdXtflISUf1tE2q734G1uHGZeR0W5ClWtgpZhQiSEe6AQ/uo6qGVVMPM6VLUKrhq3tcVLJSHVA5bZXPM6oWUYKspVmTByBIiIJwfb7ee6YAPMvI5HR63I7Gpoa22RJlMygUO2yhORRduG16eGeSKyyPvqx4StWKoJTybZWZjF5vwcov2TAMQmQXoKipFxu+j/TYGV2GpAM69DyzDhOJdkk7+ZmcENrxf72d84ODhEzsjC7SIcHXEoSvlANpsdLCWWsAJW8tWVFYxMvrRd0O0i2wcKnfEsSPnAs+e9qA+FMPVi3C6BlmHI7Gpw1bhRUa6W/JP6T1Ngnfr7xjIYYw4i4pYl6/o+zLx+ZkNKKcAYczDGHFqGweulY+tmXoeu7+P2Lb9MaMDvCwoZSTGpiYh3Pu0+ZUpnxvb7gjwRWTyXf3vLJQvXEpFFfpKEXR+/L8g/Nq8DAJbXls6Dwyk03L0PAHj84Q7SWxsOm4DfF+R9NGG/cNFYXlvCEOtAemvDcUyBPpoAAAyxjgtJXBjfUuAYzrMHiqFYDxQlcVEEisX+C5rXcPtFDG83AAAAAElFTkSuQmCC) 15 28, auto;}
50%,58.233333333333% {cursor:url(data:image/png;base64,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) 15 28, auto;}
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}
div.testarea{
animation:rwdcur229717 2s linear infinite forwards;
}