@keyframes rwdcur30216 {
0%,3.025%,100% {cursor:url(data:image/png;base64,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) 8 8, auto;}
3.125%,6.15% {cursor:url(data:image/png;base64,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) 8 8, auto;}
6.25%,9.275% {cursor:url(data:image/png;base64,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) 8 8, auto;}
9.375%,12.4% {cursor:url(data:image/png;base64,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) 8 8, auto;}
12.5%,15.525% {cursor:url(data:image/png;base64,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) 8 8, auto;}
15.625%,18.65% {cursor:url(data:image/png;base64,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) 8 8, auto;}
18.75%,21.775% {cursor:url(data:image/png;base64,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) 8 8, auto;}
21.875%,24.9% {cursor:url(data:image/png;base64,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) 8 8, auto;}
25%,28.025% {cursor:url(data:image/png;base64,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) 8 8, auto;}
28.125%,31.15% {cursor:url(data:image/png;base64,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) 8 8, auto;}
31.25%,34.275% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAE+ElEQVRYha3WW2wUVRjA8f+ZnZ1ut6U3trTUQittgAASIBbFGNJQjMY28UGoJTxsE9+qRCjGF180hKBAaw1IKAEMtGgIMaIxCmoIokEgSEhTCFIstNDSLsuyl9mZ2dscX8AQpLDt9ku+zMy5fb+ck8mM4JFo8++clqvltBW68l/OdrhKHYrDlbJTlpmyRgLGvdPRpLFho2ed79F5Ew3l4YeOwK4tFYXlAxVqee30YImv9GbJyRhxSm5NO1UaKvFVajNrKwpnDLT7d26bLID64KY9uPO7spzSlYW3Cs45TacuhVRMadkWFkbcVGRK6q6g67Kapbrs6XZL290d8zZOXVefKUAB2OTfunmqu2iliUnE1jU9qavh+1cTi4iMaCHC7oiMaBGpawam4plSVPvRnU+2ZAxoufm+J79gSmvWVe2C8x+tZ3jGyJKAO+gxLINozFBMLKIxAyNm2vdcoYLbz4wuct5w9mh92sXCwvz17w594MkIkJPl3ibDBGO3Y3riVjyoXnFcHJ3pW3DPFSqIRqIYmBhh0w47w7m+sjvzxCDXzJAZtwIxizDBbDWrLROAKrLFisT1xEjIimgI4Do6MXpHF/oW5BjuXgMDJVvk6ZXGvOwbWf1Ry7CFQ+Q6pGIkhlJ+USlWZASIu+Kl0UFj2IiaKuL+W9GHnoynrow871sokUSeiy7M7sm6qlvJpMyWKnGhOixFZQgjPjcxOyOArhqaUW++ONaATj7jS7VbPbP4r3mP67eRmdRH/SVx0ZLfyHNME25RTJ5MYHObsK1IHCvFIpxoTbyJ0Wte3drfHbBz0YiTtIcwnFLYeHkpE4CCyTDVwi2mAEW4KEDlWel2vCIWcVKeCRGm8/NOVs1/Y3br4jWljqlCUQrBmU9SzsWNyXBGAHmXM6KCadKQQRnEhyLjYo6YywBXpSbiPnwcufEte4/s5bXyFZXry1YXIYhLBUPMpgydnzMBqIlE4j2t0DmAgx5sdDFDLMRPPwXkCkFRgCDJohQ/nP8JMy9G46urZjpNLbjV7A5QhMc6b23KCHB7zmn/zGvLO0SNaEGg0Mcf5JJHDmVokCIJqkCMSn49cwIlpdBc711gTrdm7Rj95uPRZWczOwKAwepTHzLEBcCWOj7uMsgolwkwmEsuhGzosxFXUhw/dpzD3YeVFvVt9e/iYxcyKf4fAGCg6rc6brFLLKaBSuaSIswI/cV44JKNlBIGJMp5yfdfHKWzo9Pl0lxfSylrMwGIRxvKLy33OKaIT/GwBI1Z/Y4TecteWPbYyU1NTWzYsMEPrBZCnJwUwKMhpZQ1NTVj9q9Zs4bW1tYJI5SnDwHbtsfMQ4cO0d7e7gGOTOQ4MgbYtk1XV9eEEWkBpJRPzYMHD9LW1jZuxKTswIM8cODAuBFpAVKpVNq5f/9+tm/fnjZiUnfgQe7bt+9hRNOT1laf1PnwDow39uzZQ3Fxscfr9XZJKUuFEB0TBti2PW7A2rVr8Xq9w8C2sYqnDRjPDqiqyubNm2lsbPQD7wghjj5xfDqLJpPJtIrX19eze/fuH4Fy4C0hxJWngicDUFdXR3d3dzvQDPwOtAsh4umsnRYgkUj8r62srIzm5mZaW1u/Al4HNGC+EGIknTXHBVi6dClVVVVUV1dTVVVFQ0PDUaAWuAacBdYJIQLjKfwg0voaAjrgA24AvcCfwCkhREZ/QwD/AvkN2TJ9CydrAAAAAElFTkSuQmCC) 8 8, auto;}
34.375%,37.4% {cursor:url(data:image/png;base64,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) 8 8, auto;}
37.5%,40.525% {cursor:url(data:image/png;base64,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) 8 8, auto;}
40.625%,43.65% {cursor:url(data:image/png;base64,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) 8 8, auto;}
43.75%,46.775% {cursor:url(data:image/png;base64,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) 8 8, auto;}
46.875%,49.9% {cursor:url(data:image/png;base64,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) 8 8, auto;}
50%,53.025% {cursor:url(data:image/png;base64,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) 8 8, auto;}
53.125%,56.15% {cursor:url(data:image/png;base64,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) 8 8, auto;}
56.25%,59.275% {cursor:url(data:image/png;base64,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) 8 8, auto;}
59.375%,62.4% {cursor:url(data:image/png;base64,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) 8 8, auto;}
62.5%,65.525% {cursor:url(data:image/png;base64,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) 8 8, auto;}
65.625%,68.65% {cursor:url(data:image/png;base64,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) 8 8, auto;}
68.75%,71.775% {cursor:url(data:image/png;base64,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) 8 8, auto;}
71.875%,74.9% {cursor:url(data:image/png;base64,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) 8 8, auto;}
75%,78.025% {cursor:url(data:image/png;base64,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) 8 8, auto;}
78.125%,81.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAE+UlEQVRYha3XW0wUZxQH8P+Zmd2dXe6w4IpY1PVWawgPSI2xDZX4oryZUgxJIUZJjNggTbQv1ocGTSvgJTFaGqkKto2KsX2wTVpb1FRpUxNCiTHWlhVxhYUs6zI7M8zl+/pkY6jownCS8zDf5ZxfvknmQpgSBx+1BDK8aSdz0/3FXlEOiIIo28zWNVsfHomN9sW0pzv3F+4NT90326DnLz57cuzEkrzCbSmTKVGvJkdkzRN9smBkQyA8r1v36tm6V89LuNXMv4dDZ/YtaNg5p4BD4dZfg7mLijMjGf0gwHbZsmAKRnT+eEnmSEav7WayaIi6aJMRy4uvHogO/r5vXsM7TgEiAHw81HSsMHfhJotMcI3HNZfuS8hqjslNpvo0P7OYrngTfoubMGCS6tWy0+SU/OLdpWndh3+65gQg1D1oyPMHsuukkNQvhIUHkbzRVYqQkHVTNzRTgwYdqqUx3dQtRUi4R/1jy10hV5/7L3dvVnZGQ/3jvX5HgFQ55SRXEE9MJgTFTkhshA9GM8YLdE03JqOGokKDOWbGJjVDiaU+zaNBuq/FNUuP6jriiHklzxEnAEnKkEqMsDFmkClbHiuVDLKEhxQaKxxflBrx9alQIegEJUct8D70/KNMqowkpIoQBStsj1EhlTkCGLIRUIbUPpbCZEbMIAYmjIsqIvzucEmkiINjYnWiyPun5/7EpMW4j0tkkiVOChIeQzVWmMsdARRJdasbtJLpFnyOI/hS6pR6iu+setE8A3fSH9KPZq/Ov+E9SCGJsuDjFhhGobJMLosbqRguuKuwBVqvdvfT651DTIYEE4wpsFxZJGEb1jsBCNAQxjLykQ8WMiEgA8AKnipupGJc4z0GTLQda0NtcfWqjza8HxATFBd0xF0MCl8BGRocPRUlxHCDgijjt3gfJshCDs+klbSa3+E9GMGwDh1dNy+Dixzb67cXCaJgHPz+zD0OWPQ68pHAD44ApmV+6MpyPUI6GHxgtJKK0I9blKA4/BwGDNhpDJe+7QIjhh27dpSIEPRPQu1h5CBgDhn7HQHCwVvR1wbebqZ19AEIAu7gKmJQkAYfTDI4OLjAARPo+u4ywAl19XXr4ssm1OOjlw6EF9+OOgEIADC4+MYBjOJnAIxriPI4ojyKYR5HVIIEnmDgBgNLMFzsuogvjrcJ9VKdFJrf/YeT5v8BAODhwutbMIpDtB6VVI4yWoh0IigeeMAjHJxzwOaAznHh6ws4cfSEDOAi57zMCYCmDhQMvJUt+oT9SEMZ3FgyIP6SvvbNtS/cXFVVhT179owBeJeIuucEMDU453zNmjXTzm/duhWNjY2zRgivXgIwxqbN8+fPo7W11Y9Z3g7HAMYYOjo6Zo1ICsA5f2WeO3cOLS0tM0bMyQk8y7Nnz84YkRTAtu2ks729Hc3NzUkj5vQEnuXp06efR1S9rLaU7AnMNNra2pCbm+uvqanp4JwHiOjorAGMsRkDqqurUVNTEwZweLrmSQNmcgKSJKGpqQmVlZVjAHYR0ZWXrk+mqGVZSTXfvHkzTp06dRVAAYD3iOjeK8FzASgvL0dnZ2crgFoANwG0EpGRTO2kAKZp/m8sPz8ftbW1aGxs/ArAJgBuAG8Q0XAyNWcEKC0tRTAYxNKlSxEMBlFRUXEFQBmABwB+A7CbiGb1YZLU2xCAAiACIASgH8BtADeIyPFv+r9lgPjVroIXFQAAAABJRU5ErkJggg==) 8 8, auto;}
81.25%,84.275% {cursor:url(data:image/png;base64,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) 8 8, auto;}
84.375%,87.4% {cursor:url(data:image/png;base64,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) 8 8, auto;}
87.5%,90.525% {cursor:url(data:image/png;base64,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) 8 8, auto;}
90.625%,93.65% {cursor:url(data:image/png;base64,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) 8 8, auto;}
93.75%,96.775% {cursor:url(data:image/png;base64,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) 8 8, auto;}
96.875%,99.9% {cursor:url(data:image/png;base64,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) 8 8, auto;}
}
div.testarea{
animation:rwdcur30216 1.0666666666667s linear infinite forwards;
}
