@keyframes rwdcur80665 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 0 0, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADIUlEQVRYhe2VT28bRRiHn5ld/6kXJ43jNGlrxUnThKQVFbQoAlRRCSHRAxzgguDAB+ilF7hwQOLCjS/ABSHBhV4RKGpUEKRFUaU0SkXaBiepbDexHcdZ22vvrr07w6WcKakLFz+X9/LTvM/7zkgjSvN8FkC2HnDn+BEu3B5gbLUYzZ1UnYX3B5k1JWeBbeBXYFUsYdNDDDNO0vGYO/AYtUNqoQ9uxXg+VxHHl11VtkzuD0ewtGbTEGx+nkf3VCAZITrUjUwlDHWmo0gJRWmjFraqvjhddMS0FdNjI1GyBwH3h5fZBFRPBXItGg1XCU8xZggmlKQzPkDVM3Wi2ZKzvq/nWgbhDZuF35rsAN2eCkzEOXEsTSyucCsBZjbKm3MW5ocZ3toJ9R+PbDPzwGb/TkMvFmAX8HspYH56ijdOp3jXcJH1Ng/LHX7Zdjmv9inWOpw40NpeD9WPLuQAp5fNAeSsSSmso9oO4zLg3EFA7ZuHhr1YQp61ONrVeqsI16tQpcf3D2B8XaboOdKasvT5Fwc4N2SSXq7KIxFHW22D8KVjunUlQ+XbCnd98HouAASVrg4vDTIXKqYLbVKbTdGpC5Ere5TyHnq5iS98ij40XOj0UsAEqMLWtTw/DSLScSHSG6H6oQgLFphTIe+8YMiPKkKpYc139+bJjUSZARyxxHpPBACnoLjRQG8Z6EQbNjRUbTAbGuduqGRcipdHFdxs6ttvD1EyJQl9kbxYerqHaTyueg/aBajkYWcf9lzwffB8aASwG0GkpeCUL0mNxJBJgwfxW+Sfbn4QT5iTk/DaF9NcvZDklT89VlcdvpxNsH55CMf6nfZhBYx/jgCgbdj5OMOIpxhbaZCZiJG9nOK9iCT7nGRpsX64P0L+i2zw6hpffbDGJ0mTlVBxMYT5tuLSySjjh2kOT76BvwklOJNxijMWk6NRptJHORP4zFwrs+ZB5VkL4IJ/z8FOR6lPxHg92iV5vYK/26BdgFvPXOCxRPdmk/2GR2KtTKJWN+WeUvlt+Pk/EQA00Hrks+d26VSVKq7A9x6UD3lenz59+vTp8//xF7FBaaiFIhAbAAAAAElFTkSuQmCC) 0 0, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 0 0, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADNElEQVRYhe2TO2xbVRjHf8f3+ubatZ3g5mkcJxCTBFGFFFVVCBmKYEKiQ3mMSDwWJBbUja0SEgNsDIDICFLD0AFVol54uka0obRASGu1VtM4dWzHr5vr6+e9h4FmQ2pSXcTi33Kko0//76fvO0eUF/i4ZNO+2eSnQBCtFeLNK1ukb9dZeX8Y4yGVGHBeJPlPUL82+JkWz+Us7zNP01FjNrrP5oRVIrR+COvJAJM1mwKwCjhuCygtgQx3vVMly55ePCznp/qY6UjKFoz4VOJhL5G/6ji/FVkvgOW2hHKzjmE0HNHqEGkJhvpU7jqCrXIX4ThMrlbwXdhGVjpc24IC0HFVYFInMjxInyZo/FoRYm2bo4+FKU7oeFJVStkqMV2lkWvx3SbkgJabAurRUebfifL6411mpS2rX+T5/mKFuUd9BNI1tNNxnAkfg6dvkblYxHSzOYC62ySd3cGI6PjHdSKvDqOaXaJGB39sHAZUmnfbfP7BI0SWZ3gKOCeS7r0DJWNiei1P+EZRibRxBsZ0AnEfIw0H/jRoFLtkjwWZ0hXaCoSF4NKZO3RdEwC6hY60h6QcL5vK3EZbBosOxg8VrqfyYtPjRXnYhzOgMt2RpLQUv7jVHEAF2IGMIeVlYTuztbJncKXonM9C4hBSNXO8GPPyRjyKpql8Bizj4ldU753mpsO3BjKjIP0WpCXsVEEtgpmooUYDvKArZLaO88molw2P4JxIct0tkT0ZPxACPHuXhyEwDce+jLNiLlCXS8jaAonOIu+50VTss87z1ggnng/xtukQfXYA/5iGUery7vhlVgHkEto9eUsksfYroN6/BABnOc+PiTztUcFL/dOcfHmEObq8Eob02SNYwCKwBGTlEhdEkm03BQC6m3BJlTQ/TOP8XubULoTOPsFri0GGgDXAC2j8s8p9oRxAAMD2gBmAXKkhNNkU8xNBjvd7iSV3Scz4WANuABtn7mDvJ/AgEwCgDAaQ3pXymzGbI40Os6kShU9vM3cSPjponuf+Jf8qYd6Cq5NjXB3WqV7Lqu0+6H+QrIOuYA8J1P8wya2XqO04TvYKfNWE/APm9ejRo0ePHv8ffwOmq0pXjI9QggAAAABJRU5ErkJggg==) 0 0, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 0 0, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
75%,81.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADIklEQVRYhe2Vy29bRRSHv/vwtX1vYjtuDHmQQEtiR2kxKVBUQdRCASG1VEiwaReVEN20Ksq/0WXLAgmpC55iU4nXAjVSJRaYKlBoCSSplcZJ24TETVzXvr5+xPcxLJIFQiyw64qNv+Vo9DvfzBmdkXZHGXk3xuixMPtuqUybYU7cWyN7xeSjcz0MaTLdQApYlFKs02LUPoNBX1177dNlYV2vuR17BnwzsZzYHza9k+mQoyZ04gJQQYXWCyiJAMG45I6+HvPe2NspRlaK7o31guTl62L4Zl1EHtfxedB332Hm/TUygNdKAfUplUXDzx8JgwlZIq4ryPmQM3d+huxuP+NFm1DZYXW6AoAGOK0UkM/089aRbg6mq3xecsn1a4zFfIxEYyzs66JgyGjpMt6XWWpstaGlqD9WCeyJMDRVZeHUL/LZkN8b+OZpJvYbhGZLdBgK5lKdS5ky84DVagGlKFPxNrXh2n03PqKL3mCA3AcLiuxzRW9/kKArsWJLXJgsMFeFzVYLqJez3OrSnV+f7WR0Z5Dn+xV67E43Ui6p6ozj1Ct+8l/nqTj/uH4xTh8gA6tSqvmHKQO17yvezyVI26B7Dklc9Luel85sSnO3C5J8KMybX4xyaAd0bBePAnFgCHik+fNvnyoHi1WPq8kIr35yB/OHIt+u4E0aoD4pcfRCgolYiInzNkdO3OQSUP9bRv3foxsQAKzJDb6b2mBOAb0C8wJyBVBNgbVU45mYxkuWzfGdYEoprohxpgBZSlFphYA3C1kgv71msT1wliB9vcxZv4wmYPDlKMdPdxKSUlwGag9SvBHkcYMDLyicmx4jIw4gro1xKgqhBw1W/uM+ccfmTwSlq1l80zWCH2coBmDtuTDW/CY2IB6mAIBnbrXpbqKDHe8McCwZpve9x3jlcJQbn61z72ELALgyWE6Z5bJE0JBJPhEkGVE4ePJR7A+z/N6oQMOzPQ/mLMyvbvDVXlXatVwUfV0B9KrCcKNZsDWIGiYPVgZ+sxwx9fYg9RejdKdWm8tq9nfzgPWf4OKGQ0/BRrsGF5vMatOmTZs2bf5f/gKSwjHAv32ueQAAAABJRU5ErkJggg==) 0 0, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
}
div.testarea{
animation:rwdcur80665 2.6666666666667s linear infinite forwards;
}
