@keyframes rwdcur53273 {
0%,3.9%,100% {cursor:url(data:image/png;base64,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) 16 14, auto;}
4%,7.9% {cursor:url(data:image/png;base64,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) 16 14, auto;}
8%,11.9% {cursor:url(data:image/png;base64,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) 16 14, auto;}
12%,15.9% {cursor:url(data:image/png;base64,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) 16 14, auto;}
16%,19.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACsElEQVRYhe2UXUiTURzGf/vwIy0RXDHWTTbtAxIMRBIdhnhAL70Jb6IgiBTLZEFwzI0tHAjKKESEboy6qCC8CZLWVVZCFxWBWA0WKFEalokf07mdbva+bq9a5kU37YED//f/cZ7nfTjnQAYZ/O8w/UsygTQDecBqiMAqgGWLxlwnLnOE0fgOiWxOXHYnruUIo2ta3omrCNgN5DtxRSOMxs2bDBcANmCfQOYZauUC2WzMG3qygRKgHjgvkIUpZasxTk1oyDbESynfBwA7UOhuZdE42DeACVhLLicwCziAuWTLXHJ+Xtt3MwHzyXwCWBLIEiACWMtaBocT8SIs1nBQdmwyCQoCRBer+Xi7thGYSc5qOAQcA96FCHzfSkAiROArgEAesTdOTezZO0l0wUZTQw3FxWFyc/NpLm0HwOfpxuvvBOBeOABANDpD7667j83mSQBCA5gE0goUAG7gvUC2hAjMpwkQyArg4KVzx+9n5bxBqUEunCnFYokTjSouu2rwdg3ju96Fi4vUe+w6eQM+PtzpZsy/xgheXUyqM/HYUcZvNXmTLp8AnujX0N2KWpqvI76Wi7v9BzbbGADNpRKAGtp4Tj8A5ZziLQ/03X2ebgBdjCZoBG+aMwD+njKii/vJyvlJ/9CYSSefDaOmJxzq0+tyJZCqj5gSSPXSo5RAKoFUzzpjeiyQ6lHHNyWQqpcVJZDqYduU8vFZPb26oPdo836+KIFUs2H05W5FpTmgxakHTHPA51m3N/Xv2js6uBEMUslZXjGU5krq2ZiaqsPhGKfn5rTe0zeAacNLWIvXWtHqi/1OzFa2a9ZXeawcPr2+dSC4Xk9eVR1/fIqNzszMVLMay+bKyao0QmDbpH8lwChmZbkSlcjCf+3Fhvp2SXcswCjGmNsuaQYZZJBBBhmk4hdJAxyFADN2uQAAAABJRU5ErkJggg==) 16 14, auto;}
20%,23.9% {cursor:url(data:image/png;base64,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) 16 14, auto;}
24%,27.9% {cursor:url(data:image/png;base64,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) 16 14, auto;}
28%,31.9% {cursor:url(data:image/png;base64,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) 16 14, auto;}
32%,35.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACzUlEQVRYhe2UTUhUURiGH2WcGbUcMhKtoEXaj1QLk9JcaMUNN7aJKBeKBSFoZWaEHGlsFG8iWYtEyIUFEbVxVYRwi0RCDApikH7UMn8yNB1cyNg40Wkx916vf6Ut2jTv5jv34zvf+973fOdAGGH874j4l2QKIhKIAWY11FkA22+KnUAk4NdQjVwikAy81VB9S+xJBnYAXg11aIm2CQanghjVUH8uKUBBxADxxiYFEQf0AzlAIpCoIKaANxrqhGXrZsCpx3kCFAT6DxmwAbPLOWDNZwA/9MZDhCy0b8wb0GyO71QkhIoCM/v4cIdi4BXQu7Chhooueg0rOIJpwK4rzgNeAt27iu8PT0/txhkzTvGpaOLjv+BwgJQuBgddNPk+3o6OG8MePQIt4oTukClGQ/UDfitRhG7PUeCThtqzUMnZogMyyvmZyMhRigv3U3M5G3dDJ6UZhwCorKyivr4OgKuPvCQljdLbu5XW5vXEb+kn1vUUb7NIAu4BExpq/jyr9bNJ1W3uyaball7iCRoForzLLD6ZcpjCMwWUZtjIxUPKBZ9Jnk4h79sCtN910U0LRbdGSUubwe8/wvjA8NfpsXWsTfShPBGl1gE2r+G503ul3flaJ8VCKgDIxUM71YvWAMcLj5GyKRX1Wq2ZO8glnnM91K/tHS7XNA5HgNYHnQRn9xBl99LYrPNXlCBHvDvlZB9ysg+pIGQjQakg5OPyb1JBSAUhO0TAXCsI2eWWUkHIBmbM70aCZt5aY/QzOCb7kBUlSNOBihLknO2hOD6exfmsbACqr9TyrHaMFzSRw0U6uAGAx11HdU3VIleMPMDDPtXMqzfn3G1sJmLRS7h4BkJRyljyt5XNIwBMEgO5eMh029heMNd6Iam1/o9PsdWZyrINBIMuHI7+ebOR6Q7d5pWSrkrAcmKsg7pa0r8WsJyY1ZKGEUYYYYQRhhW/AMPpJJ/WzEcjAAAAAElFTkSuQmCC) 16 14, auto;}
36%,39.9% {cursor:url(data:image/png;base64,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) 16 14, auto;}
40%,43.9% {cursor:url(data:image/png;base64,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) 16 14, auto;}
44%,47.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADFElEQVRYhe2UTUhUURzFfzM+x8kyJ7WoNkY6ilEiIpILqc21D2gRFLUoyMCiMQozgq41w1i+VtaugihaVLSJAheZL4IYMCmIvkBBGRTtw88mURln1NfCN29eaokRtJkDD/738r/nnHvuuxcSSOA/w/a3CwUyA3ACYxrqqEAC2DXUmX9qQCDtwIyGap1TgLWWtiFgM2AHOoCIsSayGH+SQUiQwELiTmAX4M6hPBgkMCOQK4FsYB9QALwHFCALSAaEwRvNoXwqSCAa20gO5bYgAd2qYRfIzUCpEelcpAIOZqN2GnMbABewHBgFBoARoAjwAeVAsdHrFEinQK4FrgDHBNJhFVCAFUadZRCZ0FBHBLKV2TjHBHINUAiM5Fe+8DpSeggNlN2ajqSQmj5I1/3SE0ALMGFQuIxNbAc2AhnAQ2aPyDQwYjR9WyABNNQvsTr3UFv/5ISL8KgLv2zj8+ftnDuQT6Z7htOyhxvLmm5g01GSP/HhukwDqoEfwHODIqihhqz8NgCB3AAcB65pqAPGnAvI3VT15E1S0jA2ez+nqrYQCq0mM/MrlYV7ASitKOZ1y1sAbr9rQkkeJ8URpOFqBoM9u0lOCdP7OG+VhhoSyE1ABXBTQw3HEoDZv/cM0L4N34MSjz8a6m8nGk6lKH8r7rxBCgqaOOjeg9/bwNn6Onbip8yr4KuvA2AnfnofXabt0jTN+LjXfpfu7mFyc5+iruN7IRAJP6Pjzo7qeQkAnDxSpiuOIZKUTmQNdHXtoq8vg5tV2aZAM755NYDf2wBgmpnb87AzfoXVa3HxxuuGfq0Hfbgz/gmk3khUF0g9cGFKF0hdIPVWr27W1nGst9Wr641Ef+mb22PVqfWgmwnUejDvp6yJuzzoluYuX9VP0YyPCi7SwiVz3mcciTWVuvNeGq7UL5rAvJdwGz6lxOOPxsbVR4sZH09j/fqXppnfxR6LvsyrkL0/j8nJNNLT3y4cu4FFn+JaD/pUZAuK4+OCycQEAfIPx+n+JLokA3PNxGqrmaWK/rWB35lZqmgCCSSQQAIJWPETx7dE7fy7yDkAAAAASUVORK5CYII=) 16 14, auto;}
48%,51.9% {cursor:url(data:image/png;base64,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) 16 14, auto;}
52%,55.9% {cursor:url(data:image/png;base64,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) 16 14, auto;}
56%,59.9% {cursor:url(data:image/png;base64,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) 16 14, auto;}
60%,63.9% {cursor:url(data:image/png;base64,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) 16 14, auto;}
64%,67.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADBUlEQVRYhe2VS2hTQRSGP69tLUmo1UrFB1IftbZgXfhAxDfeIvheSCs+FqKCQRAJik61sdFc7KKoICLiEzeigq5EvKKitQqiYEWlVkEKkdg21taSJjbJuMj0ajRRI13mh4Ezw7nn/88/5zKQQQZpQkdoA1lvUJrE5UAO8M7E+DwQArLSyHUAuSoeriMiQAXQZGK8/V8BSR3QEfmKrBuIKfIgMFqdfwAKgZXAF+C5idE0IAJ0RI4qngx+EyOi8jYrIZOB8cA+EyOmI+YQv6rbSnyriRFLJSDZFUTUh5qKNbViaqEjmLDu2dku/zhCnTYKJrWSX3h9DydFqZ0Rj7IYQhe+ZUAI6AE6/lmA6qKD+LAFVY4NCJU7jWg5EA7epXJNId5VY7AxjMq9PsrKSqnrvfPms6+M3LwvdF0rW68ceqJE5wHdJkYCX8q/QEfMBsZO3X7qaiyWD3IwB3a3IOVQ2tqmsnPufACG4CBMDwCXW+LFQ6Fi6o7Z0Qb3ImM5vD6zYiLxeWkyMe7+0YEFuLNmOGv7utpeEQ7mMb10JcWT/fQGc6kqXkttjRe3p5qFuCjaFuDC6QsALKWW5kteGjy9mBzm2MMG/P4J2O0hLvU9eB8OFpDr+IR5PrFpa+NyIvtjsQt8vkW0tw/jyNopAJRQQTO3LbJbuK0itTVeANyeautsLjto4AQA517cwGZ7DYBx9Ad5/UnF73IiAy0/lo6QTu5IHSFvugJSR0gdIe/tC1mxjpCNNVLqCFlPn7Wvp08+qP5m5TTsj0gdIevokTpCdry1WzwuJzKlA9HoSMLhAjZPW211+dgT4RbuBAf6r+RXVw5UH+SQ96A1G9HoSPz+Ui5euZ/gwG9D2D8DP4sB6OycxfZZS6y8TVs3MXFUSYLtABXUkF35lHlbPBQVmaltV/jrW9DvTLB7MXtd7TgcLwGoKhYATGcDy/eXoGkaJRvj5b5+ncbx0+1o2sekpGkJSCYG4s4EArNpbi5i5sxGsrNb/9jpgAhIJSZd0gwyyCCDDDL4Gd8BT+hA3eHuQeAAAAAASUVORK5CYII=) 16 14, auto;}
68%,71.9% {cursor:url(data:image/png;base64,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) 16 14, auto;}
72%,75.9% {cursor:url(data:image/png;base64,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) 16 14, auto;}
76%,79.9% {cursor:url(data:image/png;base64,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) 16 14, auto;}
80%,83.9% {cursor:url(data:image/png;base64,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) 16 14, auto;}
84%,87.9% {cursor:url(data:image/png;base64,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) 16 14, auto;}
88%,91.9% {cursor:url(data:image/png;base64,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) 16 14, auto;}
92%,95.9% {cursor:url(data:image/png;base64,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) 16 14, auto;}
96%,99.9% {cursor:url(data:image/png;base64,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) 16 14, auto;}
}
div.testarea{
animation:rwdcur53273 2.0833333333333s linear infinite forwards;
}
