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5.5555555555556%,11.011111111111% {cursor:url(data:image/png;base64,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) 15 15, auto;}
11.111111111111%,16.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEyklEQVRYhe2Wf0yUdRzH38/3nnueu4fj8TjOE3IQOl2QROrImRZrlinU1FgxF2lqapuYk6zZH/3T2mr6R246Nse0OcJma5ppWSohbihCoGYQCnidgBDH/Ya7e35+n/4wt2oe3PlXW7z//X7en8/r+9n3xweY0pT+72JSNVjLVuUDKAaQCyAHAAGld2DQQQDt8bNnfkslH5tsoGV5abHJOX1Z2hsb160sKsx7VuAt860cawKD1ristcUV6fuOax7icB7VvSMN0k9n25PJa5osILO2jlDf6CtpFZUfrt+x883KWTnZBsC5VY2cH5fQHJPh1ymZwRJuzaxcV9ayF0p6dBTo3pGwPjx0c7L8E3Ygs7aOjH/x+Qbb5m3VVS+XPu5RNLLfH8FoIAhDioP6fQAhYIQ0kGl2ZDkceNJi5ravrSg5oKo2Gg5R7XbvqYfqQGZtHRc7fmxNWkXlB+VlpYUdksK0DQ4h/OsvIc3j/k73juyhoeAOGg7towH/NX14SBvzerPdqmYdsAhMcVFRlqe316UP9ncb8fjQw3TAxc6eU1mwfEW+R9XQ87sH2kC/x4hFPw1UvVX7r9h6APWOz2o2K8HArqHhoXxf0XySvqVqiXShYRkC/oTngSRaUK61v5i2dt1zmzJsbK6ZBR2LxAxFrgHLHkrkCbxbdchQ1T363QGffOUSiN0ucAuKVxN7Rn7KAACWV+XPFctFAeWiAFP2zHbz3McO+reupxN4EHxv+xEjFv1R6+uB1HgO7KN5eQAWpgxAMhzPLBY4QgH0Kir04bvfbCyYG5uo+N902tB1yK0tULu77ADmpQSQsXe/SBxOSzZrgmwYaInJUPt6T5SLwoS7vy+lq7NJutgI9WYXYFALCHGI1buTBwDgMGQ58MloBGfH4mgei4FkOMSnBEsy9aGPDFPoGhhbOoxolICQhJ1+4C0wVFXRB+8Ezre2ojF7JpS2y1CuXy0B0JkUAaXFYAgYjoc+6h03VNWXKPSBZCRNCBiy3KMP3FE0dx/AWwBCXnLUHBYmqy1W7wYIKSWZznssY5FBAF2RfXuSB2CENImGQ8d1vz8CAGz2IyCZzhLN3bfNWX884duRsXc/tH7P62SavYJfvBTG+BgMWXYDuJrI80AA/9b1sJatPsfwfCdXWEQNXQe/6Gkbv3jp+/KVS9uddV9bnEe++odn+pcniHqre4Ow+tWPhVXlWQxhYEhxLyi9YIRDCf+ExC+hrklKR9sBhudnw8TmcvMKYciyi83J/Ui+dHGpEY9/a9tS1czwPKHBwKLY6ZOlJteMMhDiJOkiYh0/awY1mkFpU8IamGQeyDx4hJWaGnZyCxftYqxWl2tFGckxm3C95TL0YBDU7wNjNoPheRCnC1zRfCg3rkO62Khp/Z4mzd1Xo93uPfnQAH9BEKmpYav5iQXvsDm5cwBwpqxs2PNmoZA3w8ww6JZVjEajkNtaoHTeCFG/r1ntvXVYaWuZsHhSAPdl2/T2SuJwvkZEcQkRRRdxumxGLMoZqgqSLkqM2RyT21vd+t2BMzQS+SF+5tSVZPKmNJJl1tZZNHffEgDPw8zlUr9PpOFQjLFY/2A48wANBhqix+pvpJIz5ZnwvsTq3cRcMA+4d5PoZJ/UlKb0n9Wflpsbwoe7sB0AAAAASUVORK5CYII=) 15 15, auto;}
16.666666666667%,22.122222222222% {cursor:url(data:image/png;base64,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) 15 15, auto;}
22.222222222222%,27.677777777778% {cursor:url(data:image/png;base64,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) 15 15, auto;}
27.777777777778%,33.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
33.333333333333%,38.788888888889% {cursor:url(data:image/png;base64,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) 15 15, auto;}
38.888888888889%,44.344444444444% {cursor:url(data:image/png;base64,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) 15 15, auto;}
44.444444444444%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,55.455555555556% {cursor:url(data:image/png;base64,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) 15 15, auto;}
55.555555555556%,61.011111111111% {cursor:url(data:image/png;base64,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) 15 15, auto;}
61.111111111111%,66.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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77.777777777778%,83.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
83.333333333333%,88.788888888889% {cursor:url(data:image/png;base64,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) 15 15, auto;}
88.888888888889%,94.344444444444% {cursor:url(data:image/png;base64,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) 15 15, auto;}
94.444444444444%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur200348 0.6s linear infinite forwards;
}
