@keyframes rwdcur170352 {
0%,24.9%,100% {cursor:url(data:image/png;base64,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) 4 19, auto;}
25%,49.9% {cursor:url(data:image/png;base64,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) 4 19, auto;}
50%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAF4klEQVRYhe2Xb2xT1xmHn2tfX9/4X2KHOGQJXVxCmqUlJBVdIBQDG3RboVUL3cQg7TQ+rOrajiK1iGoftmmrtGrpWLVOWoOoqlBEJNSJrh3tlpUmIc2ALJSQMGICbmJCYmMnjuPEsa99ffchYjMQYIq7T9tPOh/Oe/X+znPee+4558L/9b8u4Ys2NK3/SBRsLrRQz16gAk0DtH5gF0Ds+NbUfwXAtLq5VMgrqxIM6nvIBQhaGik8DLEAippESsUAME9cWOnzNJy4lifOd8C77nnRBOwF9oecy0PIjgOCLbdOl2sDoCwyyLOLmzjaLfO3mWLEeBjgDSAv02feAIAE/AB4Qp/jSGmFZU6dxQxplfvGL/CK+xQlNd/h1LnDiOEwwAfAz3yehlCmiS4LAABSssMhFJU5dVYzCPCAMcZqR4CxpI2RE4fQDE4SlmISluJNU/av/Mq0uvmJzHyB2VWSGbpF7Hrddc+LeUA4lluGcv8joJstZqU2wYJwN2NXAywSJQYNFZzT2TOmrB/X4uE+ZoK7Yu3fPi0CrB3s+dfz1lJNu76/7I5V0BQVQRbRkimedidw120imUyxd98ZjvpLIRYHNQmiDOAQzEVuTRDaTKubvy7eOMjawZ7/aFCAFTULUY0OPgr4EOzFaBE/j22qxmzWo6oaa91VHPqzii46To7/FEjWf0MjWCYFcad4fXkzS39z2W+Uw2FBMxjAewUhOsLBl6oJh0O8/PJv2b37hygxUEcnkUK9GCJeAHKMAq5FNuq/6yYaEzZnswjj+Q7bEUG5hCV2ha1Lk9QsyyOdVvF6R1EUhY62T7Bc/gQ54iVhKUGVrM2rHljIC88/zKpVS3HkTsvzBvB5GuJKInzYN3SW+jUS2zfXYrGY0QlQZBcJnnyfvq4+jNHLKLku7r/bzrZvOaurlrrIz/8Sx451j3z8cc/KbPYBIp2vUwK44n4Kx4YwRrdQKMIvvv9lzK6vsnvgIDsPWyg1TfHk4/exbl1tBUzT1HSUS5f8Wxob95zICuBBl70T6FxUaK3LteaQHO3gbGcfVoeN2PgRWv8hA6CPj2K3VzM8HMLn81BeXkEyKb4EbMkK4Kl3Tg421dduGB30Vw0NTR2Ka+bSRDSOd0aiLywxMDZrv26NC1kuIp3OYWZGw+12sXx52WM+3y/fzHonfOqdk7FUMrU2GJb7U9IC9PklDE8uxB+VeGhhBIB4PIHJpBAI+FixopqLF8c4fnxAAT7MqgJN9bWyJEs/dxY5Xlhc+ah4r3sdif6DlHdfZV9LOeuX9OEqM3PFe4mzfwyQX/MILS2tV2OxNKFQ9PnGxj1HsgIAqhc48zaP+K6Kd5dNoQU+RZQMyMIEqrWSd0+f55mtSQrsejyf9fPpe8m/vnbg1Q2ZBlkBdJgeF5ddOS2G9CuZOtmHVZl9o139tQzFEgTDpo7qY5+/btCp5Z0jxa+cjqiv3egxb4Dnnvv1g0ajsUWtrJeDAwP0+sfYd6CEtCGXsYSKGulCD/E3Pa524A/Ab4D4FwYAVDidTnkmkeDy8ADJ4DBxQxXByWC/IREZ1yvROmA9sB/4k8/T8Pu5TOYNoCjKW4FAQPZ6e1/NaX/XZItFGV/zIyaDvSN5ctI3nRKqUqq2ERgHYrfymTdAY+OeNPBGQUHByoenJ7fpFYWaxQqDIcfXNn4jn3RaoPlI79M+T8P22/lk+xUAUP3TtxBFA5GZcVqaHiWVNNPW1oUyffaOubrZI/hay9St4jfpyY7utokcRyE2u4MLHj8XPT6ExAxq4rM7AsxxI1p2U/92CgaD6Yh3oPF86/u7F1fey5IlSznT9hfO/PgZas1mPrgjwnUzvTbbuWJzq99oXLB/4/JzXZKkdUmS9vbe32l9PT7tJ9/bqe2AyA7YdLt83ezNJ7PB3LGbtQPKJzTtww2rKiutgoBVEGjf9Syn2v9OGh2JnBxb0Gaz3Q4gqz+jOodjWzUcdGTEjgGFK75J1D/E5OD51s/1+u3BYHDkVh7/BHa4ean20Wf/AAAAAElFTkSuQmCC) 4 19, auto;}
75%,99.9% {cursor:url(data:image/png;base64,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) 4 19, auto;}
}
div.testarea{
animation:rwdcur170352 0.33333333333333s linear infinite forwards;
}
