@keyframes rwdcur132257 {
0%,7.0428571428571%,100% {cursor:url(data:image/png;base64,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) 14 9, auto;}
7.1428571428571%,14.185714285714% {cursor:url(data:image/png;base64,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) 14 9, auto;}
14.285714285714%,21.328571428571% {cursor:url(data:image/png;base64,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) 14 9, auto;}
21.428571428571%,28.471428571429% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADiUlEQVRYhe2VTWhcVRTHf/e+eS+ToaYxsdWVX1RI1GIpTt0o1jY1rU033SgUrISgoLEuFBTcFcGViy7cyAjFklbBjTExxtoqRepoXFlrtEokaiHNJDOZDzMzL+/d4+LNx5shsXVAV/OH9+599557//9zzj3vwn+IQmZ40/Vs9PUM8ssHo60KEC9/LJuKP5VNxTfk+UcB2VR8QKQ0VsgMt6ZAr34LnAH2/GsB2dSux4GPIHIY6G5JgIr1ACBMrlyL775hAcnj99/uu+YMEEPKV4BCS/yqw4AChbMy633w1asHnm22iTQPXHh5oG/16tVJ49JjOSB4W/0fH3h+Zeq0B7D62xzF8dMBgd2Bs+M1jFt4SHX2fvPOn9/fk5TSne8e6qOrI4J/beYWen8OguDL1uLC/Ntnn+lP7zs5++G6As4/t33HWj79NYaomOpouVtEn6h+WSgQAaVADIJCRXtBeLorEmMuk8U3Ehi7nUErCsvRgESAsbNH+52yrd8fSlw2tRRMDd/rGNe8ZdxiFAk46rH0631dIQeQhgaFQhC8qgBT8U8JOLUdHN9SY5Pbbz0xlBgMIjCUGOy+kCmd23N5cWeNszk3VUh9RowBJNAj4FhSWVlVZgVd1bihQijaehT4Qw8lBqPAqZKldlaNRAFeKAS6HgFlWSExBjFejcTGxhNhrRIBMZEaseWEFBiFFdi8qYFtwBOeVlDNu2lOgan3dXNsVOCv1H2vZiAcLR06bVoJjpEccEBPjEz/AByScKkJGC/EES5W3Vy5daWq9qqMeXZtzorU9xHB9C+uPjkxMv2ZBpgYmf6kL108gtqg3lVdjdKhFCAgpoHYiOD71TNQd1uFjoZlRxPH3kh+2uDb6PHkOPACUBBpcKxRS4OAwB1BQKBTRxDAl8qZMVZoXfDoiH1e2/6L1fGG/8C+k7PvfT7cP6d15znfl0rhWKhYJiHc4XoisfmCi+v0cpu1tmBKf11CDJgyomxsrdEK5pfLv97dc9M2fJ1WdE0JOZSj0Dbjfsk9sjfxk7u+exVcfGX/6MLsg9lsKi7ZpYclnz7c2l0A5Bb3SzYVl5WFXR9ffP0+p3l+w3LPpuK7gS9QHVjWXfFNN5/6riUBqYFfhJwGeWzzlpnfm+c3vA03b5n5EtRLiIB46VbIA3hJkEfXI78h5JYeGckvH4y1Sp9b2tvy2jbaaKONNtr4X/A3bql1iwxbrzcAAAAASUVORK5CYII=) 14 9, auto;}
28.571428571429%,35.614285714286% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADfUlEQVRYhe2Vz2tcVRTHP+e+eTPTJCVD0mhdKFUqGhBti0MXIhXpKJWI1I1iQSINLmytf4I7XbmoKC7MIrXUWKgEo9WapMEfC60RClpIG2xatNhqfjBvJuLkzXv3uJg3815imtYRXc0XHrxzf5zzPd/75V74D7F0ZqLjRmvMjRaUvhzNNktA/cqh4sTRZ73z+69bZ10C3vev7Va/cqRZAtZf/o6MN0zuwqP/mIA3l39MczMfIU7fzUi5FiSd6cI6YIKT3lz+kZsm4P2WvwMYFse2aVA937Fz91JTBIwzj3UBkwY5Xl54+sXVa1KrB8q/77nXysJJ0C6kioi5q3hq+BDWBsUTw1SvXkQU3N6XMJ23AzD7Z2nnc5fOnmmX8O4t6m95c3snm7c9QFj2NuHWM+st1l55+9LX2xfvfPjsiTUJfDVw/7b5mcVvuu7RyHiC2iAHHI5CjAqgIFpPjG8twPN/qMNFMoS1GNSCmtonAJryZsJj4/29aeCDwtC0bRzBeH9vOgjsG3bZj10vFpQ4FImDehGEiBIAIQYbVpMHEX21f5MmDRwDDo/399YUGO/vzQGnQ8IdGmsGzjJIlN4IZEycVOrJFZMkJhD6YRyHDlgXTCVqojFzsOI6v5i+wcez5Q3uUWAHgIaJljWIe1MFqRNQsEFtDMERafRoARsEiUoC6jT2pbLSSHF1U9vrBtha3uA+0VC2Wu8sWtUQVyCpjgYNYnF5CAHr+xE5Ig/EVnPSUk9X6ilW9phPBj4/111efhJYgppvGkVNkCAD4iQ8q7FSqQQFAcIgSKxjBQFcQLHAM3vf+WHMAPS9e+5TYB+wpDbpusRZAjhOIpAVUw3NFIJkDgQ0Vk4MGDc1WBiaPgWJi6gwND2KckCMrLp04mQiiXvLholxMAlCGkbeqRs1jAm0b85M2iB4uR6vuAcKR6bfm3/1wVnInoZKGiwYQSQ1qGHoB2LarjgdCMrG6tK1bvhRREgZSBtDEJH6ta37p/tgK8iiuO5nCQVG229z9hWGpn3WQ3lh70FvLu9513Zpcex9LU2O5NbdsA68iQ8XvNkX1JvLf+zN5dOr59d8CzZ2j7wFPFXzNEgm29UsAdBFqtlZLAc6e6b+1vl1X8POnqkvCLOvgK5wfBMEvtXLD+3qvHXq56a2e2PHB0qTI23Nlv83e1tooYUWWmjhf8FfT4lievItkkEAAAAASUVORK5CYII=) 14 9, auto;}
35.714285714286%,42.757142857143% {cursor:url(data:image/png;base64,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) 14 9, auto;}
42.857142857143%,49.9% {cursor:url(data:image/png;base64,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) 14 9, auto;}
50%,57.042857142857% {cursor:url(data:image/png;base64,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) 14 9, auto;}
57.142857142857%,64.185714285714% {cursor:url(data:image/png;base64,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) 14 9, auto;}
64.285714285714%,71.328571428571% {cursor:url(data:image/png;base64,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) 14 9, auto;}
71.428571428571%,78.471428571429% {cursor:url(data:image/png;base64,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) 14 9, auto;}
78.571428571429%,85.614285714286% {cursor:url(data:image/png;base64,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) 14 9, auto;}
85.714285714286%,92.757142857143% {cursor:url(data:image/png;base64,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) 14 9, auto;}
92.857142857143%,99.9% {cursor:url(data:image/png;base64,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) 14 9, auto;}
}
div.testarea{
animation:rwdcur132257 1.4s linear infinite forwards;
}
