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0%,7.0428571428571%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
7.1428571428571%,14.185714285714% {cursor:url(data:image/png;base64,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) 15 15, auto;}
14.285714285714%,21.328571428571% {cursor:url(data:image/png;base64,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) 15 15, auto;}
21.428571428571%,28.471428571429% {cursor:url(data:image/png;base64,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) 15 15, auto;}
28.571428571429%,35.614285714286% {cursor:url(data:image/png;base64,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) 15 15, auto;}
35.714285714286%,42.757142857143% {cursor:url(data:image/png;base64,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) 15 15, auto;}
42.857142857143%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,57.042857142857% {cursor:url(data:image/png;base64,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) 15 15, auto;}
57.142857142857%,64.185714285714% {cursor:url(data:image/png;base64,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) 15 15, auto;}
64.285714285714%,71.328571428571% {cursor:url(data:image/png;base64,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) 15 15, auto;}
71.428571428571%,78.471428571429% {cursor:url(data:image/png;base64,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) 15 15, auto;}
78.571428571429%,85.614285714286% {cursor:url(data:image/png;base64,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) 15 15, auto;}
85.714285714286%,92.757142857143% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADV0lEQVRYhe2UTWhcVRiGn3vuuXfu/GWSNJ1MWhppoyaKUlALJf5FW7QuBvyBLkQqqJsqKLiY6EbpQuMEXLhxo3aj0p0uRhRkMAs1pUiMtGibDASbVpNMhmT+MnNz595zXESDMbrpbFzMs3457wPn+z7o0KFDh/8jmmPZi+JuPTV26ul23pntPp2cv+WtyzP3vHv8vzJid/m9WTAy5b1dzKfMZDsCut7oq60XR4wgyH168PS/SuwQ0DyQBTuzSAw9fIi6pdvpRzlhqDdodFuOGXZyZ6yHd0lsC2j5aJbePZnvb7+DFyOzqAMxes22+gEDrVp8fbiIe6TfiVrh3Jvcv0NCAuj9z2SJhjJzd97FRPNLrpUkcdnNQI914JuHTr0g5q+TKNbob0kqYt9CRYhSWdjVmLBRQuGZBpgSYUqk18LZVHR7BjWvOUhXgr5onIFjR/nl58vO5o+ruXE1ms4ynQeQ+pGJLGGZqT94lOVDa5hnTZotj8Scjz1kvmonB4i0ughH1rE9gSMPknQcFi0TYVoIWyCdCCLiIKWEegOWKlQ2iuimR6ynlyVV4/hQEnc0weocTrLm517hSPo9fshLQokMw8PUHtvP3oqkWq1yrVnig4Upbl7pwlAK6flI30cYglJoHVPYVJViSZrEVJigJdB1RSA1oZpPvVJG1RvgKwLP5Mp5gdaaQqHAVPMnTjLi2FgfATfJYnHlneW16mvVxgKX9q3jui4pz2asFMcu+sRoYiAxtn6UPjzAA8BDU8LdmiEUAgOJiUWICFE8oejdsHn5wjQfFwoUf1/mhB4iQLkK9TyA7L9w5vXp5JPCuxrJhAbjlMtlokqyQYureC8ZBItR3JQBSKRax/tVbo0OAqiwWdrErCo0ArAROFiECYgpOVLH/ypotlj+bYWnuA0b6Wp0+iyz+e0hHC1+Nv65HGWwEs88J1J8whplPFZpXn+DmS9udAfeFycie1QIicGzHMZEuHWC9Dku5f/KbK/hE/70+MZGdfK+SsAEQ7TQ+Dfa/CcSgYfPSW4lRdzViPQ5Lub/ntlxiB5X58c9mAxjkKRFF6ZsR6BH2QQoIlgukP6Qmfw/M7tO8RjfjhswGQaGMJ12BCxESWNcMdDpt/luV3mHDh06dAD4AwCuUVqbB3tJAAAAAElFTkSuQmCC) 15 15, auto;}
92.857142857143%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur207679 1.4s linear infinite forwards;
}
