@keyframes rwdcur251266 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGSklEQVRYhe2XW2hU2xnHf3s7mWtQEyeRiBdiNERjmyJGRHJpmib2YKMghXNQCChUqbV5KOiroMbScioefKiRaqQ0gpCKkqOIRpNIy6jHZI5pmFwaTS1ehuYy9xln9uy1+pDOdiaZE09o39oPFqy91n9/32+tb6291ob/dVMWIz5w4EAhUJNMJr8DOAGzpmlB4G/AM03TnnV1df13AU6ePKkCn+m6/nNgJ4Cu60Z/Mpk06rqu/xP4A/DFuXPnXv/HAG1tbTt1XW8DtgAIIdKDGfUs7e+B3wghTp84ceID4WIAOjs7TwC/EkKo2QJ9m7qu68+ApoMHD3oXBfDw4cPfSil/mc15JBLB6/Xi9/tJJBJYrVaWL1/OypUrMZvNSCkz9Iqi/B2obmpqypqSeQADAwMtQogv5jhhYmKCu3fvcuXKFUpLS3E6nQwODhIOhwHIz8/n0KFD1NbWkpeXlzEbiqJ4hBCVtbW10QUBxsfHvwd8peu6KdUWj8e5fv06jx49oq6ujoKCAiwWC2azGUVRCIVCDA4Ocu3aNcLhMMuWLaO1tZWampq5EL+vqKj46YIAXq/3L1LKnQBSSqLRKKdPnyYej7Nt2zasVisFBQUsXboUVZ1dGlJKhBBMTk7S2dlJahueOXOG/fv3ZwSTUlaWlJQ8ywoQiUR+KIS4n3rWdZ3W1lb6+/upr6/H4XCwYcMGlixZMncQRt4TiQSXLl3izp07ALS3t7N79+506Z3CwsKMBiXNyZ+klPtSz93d3TQ2NnLs2DHWr19PXV0d7969mxd0Lkg4HKatrY2enh4ARkdHWbNmTfo7axwOh7EgVYBwOGyORCI/isVixGIx/H4/x48fnyVUFEpLSzGZTKxevRohBD6fD7fbTU9PD/39/fh8PoQQSCmxWCw0NjYaUB0dHVgsFiwWC1arFbvd/uN06BTAd0OhkD0YDBIOh3G5XDx//tyY1qKiIoQQCCGwWq309fXx8uVLpqamePHiBd3d3czMzBia4uJiNm3aBMCpU6d49eoVkUgkVarnAYRCobJQKESqPHnyxBDk5+ejqqrh3OVy4fP5CAQCBAIB/H4/09PTuN1uYxZMJhM7duwwfKS2679LWTqACSAYDDpTOVVVladPn34gVFU0TTNW/ejoKH6/H03TgNnFqmkauq5TVVVlvGexWIz6yMiIMSOqqjrnAfj9ftIBhoeHDUE0GjVGrygKBQUFDAwMkEwm0TSNcDhMLBZjz5496X6Jx+NG3ev1EggEAFAURU3XqQAzMzN+n89HqjgcDkPQ29trnHhSSmpqaggGg4yNjTExMcHk5CQOhyNj9MlkksePHxvPmqYZKQsEAjPzZiAWi42lb6uioiI8Hg8Abreb0dFRysvLjb4LFy5w//59PB4PmzdvpqGhIeN0nJiYyJhFk8nEzIwRd2weQG5u7tdCiARgBigvL+fBgweG6ObNm5SUlGC1Wg2I5uZm5trr16+Jx+Pcu3cvo72wsDA9Ja70PhVg37590dzc3F6Hw4HD4aCioiLDQVdXFxcvXuT9+/fzgqZbPB6no6PD+AgBrF27lo0bN5Kbm5sqX6a/Y3xXDx8+HM3Jyfk0JyeHvLw8AoEAIyMjhnBoaIjp6WlWrFhhbM2UJZNJhoeH6ezs5Pbt2xlQR48epaysDLPZjNls/nNTU9Pn6f3Gp7i/v1+VUv5VSrkZ4O3bt+zduzfrSCsrK6mqqsJutxONRunt7cXtds/Tbd++nbNnz6ZvyV3V1dUZ+ck4DYeGhn4gpXwAsyve5XJx5MiRrBAfM6fTSXt7O6tWrZoNpChfbt26tWmuLmNPbtmy5aHdbv/cZrNhs9mor6/n8uXLiw5eVlbG1atXjYVrs9neWq3Wg9m0825Eb968UYHrQoifpNrGx8c5f/48t27d+mjwlpYWmpubyc/Pnw2gKH6guri4eOhbAQBMTU2pwO+klIdTbclkEo/HQ19fHzdu3GBo6IO/hoYGdu3aRVVVFevWrQNmU6goyj+AT4qKijzfBLzgtTwUCn0GXJBSOudeNmOxGIlEwjhms9gfgV/k5eX5F4rx0R+TRCKxFGiRUv5MSrkKsl9GUmzATeDXNpvt6TeJFgWQMimlCmwDvg8Yv2ZAEBgHvpJS3lNVdcER/9/m2r8AF4AxoSL8GesAAAAASUVORK5CYII=) 15 15, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur251266 2.1333333333333s linear infinite forwards;
}
