@keyframes rwdcur100978 {
0%,4.6619047619048%,100% {cursor:url(data:image/png;base64,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) 18 0, auto;}
4.7619047619048%,9.4238095238095% {cursor:url(data:image/png;base64,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) 18 0, auto;}
9.5238095238095%,14.185714285714% {cursor:url(data:image/png;base64,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) 18 0, auto;}
14.285714285714%,18.947619047619% {cursor:url(data:image/png;base64,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) 18 0, auto;}
19.047619047619%,23.709523809524% {cursor:url(data:image/png;base64,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) 18 0, auto;}
23.809523809524%,28.471428571429% {cursor:url(data:image/png;base64,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) 18 0, auto;}
28.571428571429%,33.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEAAAABACAYAAACqaXHeAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGL0lEQVR4nO2bbUxTVxjH/6PSdSDdPD6zQAg4hseA4IwGQ8bUJS5s2ZyZG+p8x6i8+LYMRZxmGjVTF7clRA3ZzHSJkWg2t2QfGG7IxnARiaCCVu0WpyPyMmsVJpS2wNkH2gYtLdV7b2/n+H0i59Dn5X/vPfec55wLDDHEEP9nnpDDCCNOANYBWBmqDdU77I6vABRbzKYaOewHPYx48c7dRaKtrV1YrVZxpOS4IEOiYMRD1I5NcRjxhTl5BeJBCgq3CUZ8tdrxKQ4jXnW6+qyHALW1FwQjfkbt+BSHEbdarVYPAWw2u2DEbWrHNxiSn9Gw8DCdTqfzaNdqQxGhj9BKta80kgXQaDRyxKEakgXo6OiUIw7VkCxAb0+PHHGoxuP/nh6EIQGUdsCI6/v9HcmIj1ba58MwLBBOGPF8AHnPjqKEp/pemS3oWytsD4R/RWHEPSZBLuLiJwlG/K209NfFtWs33O2trbfE9IxMwYjPf8AWZ8Rj1crlkfBDgJ8qfj7l0Xe6+qxgxKucNnIZ8YbUtFdFyoRpghGvZMTnqJ2bX/ghQE93d7dHn9VqFYy4lRFPTkqZIi4Zr7r7qk7ViPgxqeLB8YIRH82IR8sZv+KDYIQ+ImSg2aJOp0NYeJgOwKr893ORlMjdfS+lp+K9tdkAsAoAGPFMRvxkbGzMn5FRhpuM+CFGfLLSsfvFYHdAXPykwe6Q3/uPDy6amloEI36TEdcZoseJysrT7r4jJceFUwTJa41gmAeMGjlyhEdjVJQBAKIBrFy+bCGmTk1z982f9zaysxdnAciV6jwYBNDr9RG++hfMfudNj8ZFC2cDwAqpzoNBgMFITuw3PrhIeP45hGg0yVLLbkEvQFh4mFarDfVo12pD4Xx0RkmxH/QC+Ko39Pb0AkC3FPtBL4Av7A4HANil2FBUALvdIdmGRqPsNVJ0MaTXD/fZP+KZp6EN9Xy+XTyp0yE2NkbusO5DUQFO/HAMd++0ee0/WvK56zYekPIfv0Z4eJgSoblxC+CcY2c522osZlOZVONxsTGI83EFx45N8Pn7pAFef3IzDAAY8T2RUYb1896dBY1Gg7q6elRU4DqA/QD2WcymLsUjUQtGPHt6Rqa4d6/jvrn49RuNYvOHu0RUzHjBiG/08Xuvc32lca4l9N5i81eAc/UNRq9OGhubxIqcfMGIn2HEsx5HAfxyVlt7QaRPmSEY8SJGPPJxESAEQE1dXf2g/zhx4nhUlH+Lwg1r1oZqQ5sZcckrMak45xmSJkJgxLNS014VTU0tfit/yXi1/92g4DX2DSMuZFGSEd+UPmWGaGtr99u5zWYXOz76TBiixwmbza5gmt6RTQCnCLsy5ywTA9XvfHHJeFUMtD0eCGQVwCnC3nXrt6qSzKMguwBOEYr37f9S7dz8QikBEsiQKEpLy9XOzyeKnkBhxF+Lihkvzp+/qHaeXmlraxeMuPeVlp8MuNi2mE1ltq6uZfMX5aG5uVWqD0W4ffsOAPwt1Y7XaoPFbDrY0ty6efbc5Whv/0eqH9lpbGwCgL+k2vFZbrGYTTsvXzbtzl21AT1BdhKk4aIRAM5LtTNovcliNn1woqxiX+HGHVJ9yUr1mToAqAqYQ0a8+IsDh9Ue+9w4N09ZIAVIIkOiKDtRoXbuor7BKBjxc3Lk5XfJ1WI2GXt7et7IySuA8bJJDt+PzMFDJQBQrIpzRjx3Yuor4pb5tipX32K566pSeR5PDaAI22bMXKDKKrBo7wHBiO9RLfl+IhStXF0Y0OSbmlpcVaDRaucPoO/NsGXrxwETYO68bMGIb1I7bzeM+HBGvHjJ0jWK1wR27i4SjLg6A99gMOKfTs/IFK2ttxRJftv2TwQjXuz8Nik4YcS3xI9JFUePfSdb4t3d3a5Pb4oll78DASOexogfnjlrsRjo4NPDUN9gdB2m3Puf+/iKEc8nQ6LIySsQtbUX/E7aZrOL0tJysWTpGsGIn2PEs5WOVZbvBgfCedUWA8iLjDJMfnnai5jwQjJSUhLhPC8Ma1cXrlz5Aw6HA79WVeOXyt/Q2dH5PYDDFrPpG6Vi649iAvTHufOcAWASgAkAXHvenQCM6NvcOAmg3GI23QtETEMM0ce/illDLkQP2fkAAAAASUVORK5CYII=) 18 0, auto;}
33.333333333333%,37.995238095238% {cursor:url(data:image/png;base64,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) 18 0, auto;}
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}
div.testarea{
animation:rwdcur100978 2.45s linear infinite forwards;
}
