@keyframes rwdcur13997 {
0%,9.9%,100% {cursor:url(data:image/png;base64,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) 5 3, auto;}
10%,19.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
20%,29.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
30%,39.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
40%,49.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
50%,59.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHfklEQVRYhe2WXWxcxRmGn/nZc84er3c39jp21sY4tgMhaQ0JpA3IQFraUkRvaKWqUi/boqpSL3rXXpFIqFKlSlzkqtygClGkpq1UNaEFFRoCNCiQNLgQ5w9jGyc4a3uzXq/XZ8/PTC/2BNL8EVW0V/2kkfbMjuZ7532/752B/8cNw0oetBrsfy2DuNZkofBBsVBwh0sbChQ2+LXBAtVmk+a+fSL8HwCw0nVPDvb15b9X6u3Mr+/P1Db06X/05PXxZpMqEOzd+9kBkVdP7ZKt5FRpZbXVCkI17kj5gKt4MJHRN/xSa5fnMfj449Z/4gmrPwsAlzMgAScd5Yy7f+fopp3fuuP24mD/rcbr7LDzyjGL1orXVKKOR5E+HUXUfZ9gzx4RfxYANFAChoAhKUfKA0MHHt5218bBWwa1LBSI3ayRJPa8lEwba86IxH27UuG41jTyeeL/BIi67LcH9AJfALZb2zUmyPX39N2b9zukybpYrUBKmdXS3oqkrKRd1+HbTuWaXGstNKOjTwbF4m5mZvaYmwVwpY4a6AK2wPvl2sW/lk5PbnU896HAlU4zSYRxXXCyCkfTJUm+AnZYC87jcbR/iCNuP+eHdtnaNMSv7iG+TqNdkwFLW/9twF3ARrjgh9E2p7MwKhJcJ46kSgBpQQkQQiCF6MTaISF1l+MxVHDDUR8dFg3JPVsrxvcfNTMzv74uI+qKby8dtwMliHJKGeV492mpnEwcSRWGUsaxkgJrE4TACrACoURHRpgRhRqQ0vS5Jlnf4edtuTzU2LFjtxkb283Ro1dLcyUDMh0dbQYoJXFRKX2HzOf7FIkgiowbRVYHgciYEJHE2ExkhBBSOgrpGrKRYsBaO2iF7cckPdmMUlIHsr//ydWtW3fbEyf2fGytV9ZAA6gCFaAGBDCZC5pLtNYCHK0dYwyrjVAXqlWnaBp6NKw4RdcxsyPjjeHknIzzBXOuuxCveKoslR0UrhxSIt6a88zk3XdzMI6pDgzY6lNPEYC4SgIBuG362QJ0Q+QLEYhs54M4rodSCiGM6F+aFLsmntEPVJ51tsy97N35/vPe4IeHnfLCWmbZ609W3E7TkiRaWt/VdtjLCtf1koLjB5syHsvbxlTj8OHd0ZUMGKCZsnAa2AzErWDZqS7MkMsVUVpTbi0xtnBE3h8fkF2m0r6qWmixjKk3ZsKC6uajdY/VHSuaMitqODbQWs1mXb3YiqyXkdGAlE4VDobXstMAmAPOAOeB9TDh1C6eZl33AFmnD5WEdC8v0mHq2BwE20EmSPfvyHzjLekuvE7m9J3MltZVO7Pum3F8asbrlMd6y93zmHIukVL7fq0JC+ZaAOIr6qAJoS/4o4yir2GSGGkMcU4jWwF0Q/0+yDTBmYOFmW55ri69k9PvcGbmgnOh8ruiTSoLy8uTTSAYHf1u9ZFHngi6ukLg21cV4eUyLKZMjAMmiVflSu09eks7CbWHmzRJjItebVF8HaIyhE04xQb+YiKOL+7Xc0sv9cHFMWjlUmYnzp597uzevc+FQAiYa9yGH4OYBSaBifbifxKszRMELby1FdZsEYcYFkG9LRB/glcWH+ZpfslrzdV4bunDADYHcCvQ6YDOp8XdRdvwDFxtRJcDkLQ7YgToBScrZVmWuu/HkxI/gVVVomUNYQteM/fwG/tNXqSfC/gWfhrBrgC+vgTjZ+DwUViZTaVtpFJfF4Cl7RE9wDBQhiRv2KGjpAe/ez3zPSNc8DcxkfsiB/1tvBSumheiJRvwWKL8bc3uzScWm7XtVeyA0aVNuqd3y+y9t4enps5NXkjlAK42ossjSOtgMUWrbfI0rWAjjWgY5SkmsznCDo+PTv6euebLBnaGiCBOepv18fFfTXvb99dW6l2ja3rEf/jzL3a5YZ11g4T79n2S5EYALnXDO8ADbdpEPgz+JpP4UWITsdqc5YOzz5rVxp9pN8yOEGuCfnW+Nn7bgb4vb60PrTbIt6KuuqdaGzONVWf8FuS+fXx8J9wIwKVuqAAngAGwfhRpZ37+FGuBMh9O/5gkNg2omTbgJQd68pLjcVjvkFmnnh/ZhLfSqHofLfHDjSPoeI2fpIf7VACkx5qnbUrb2yBeYC3YSVgpxsYUK/DeNFAHBkEMwis6aORKa401lpfRvUVYV8ABZNbl+9kC83aKt8Qw+28GgGxTz1yaJAClW83nQ+yjDWubJ2i3adze6+AgVMHk9PunHXksD16GcKAPRyniKEbqiMedDNJOMSGGmb2Zl22QMjENbIZEW7NUhzffhA/eSAGMAbk24Am5UIHjE7B8ER66D9mRBWuRUmGURAM/AtaAn1/PiC6F4ZMreiZlogKVGtTegu5DwFQKbjEFKwF9choOHIJDR5irLHHEcWi6GeaUokHbiL56MxJcivk00XyaZALePUb7xvTSubPAbenmvrGEwMkf/Ixn7BQBbUv8Tro+Bsp2itzNAIhpSzCXjoB2Uc5e9t8x2hLkaL+qL3n/L4DfiuH2RnaKNwAf+BLwshimceMn679HF7ATGE1PfixNnhYg69Pkn0vX/wF499M2/RfyczMs4vHClQAAAABJRU5ErkJggg==) 5 3, auto;}
60%,69.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
70%,79.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
80%,89.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
90%,99.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
}
div.testarea{
animation:rwdcur13997 1.6666666666667s linear infinite forwards;
}
