@keyframes rwdcur160003 {
0%,7.0428571428571%,100% {cursor:url(data:image/png;base64,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) 31 31, auto;}
7.1428571428571%,14.185714285714% {cursor:url(data:image/png;base64,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) 31 31, auto;}
14.285714285714%,21.328571428571% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEAAAABACAYAAACqaXHeAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEWklEQVR4nO2bTWxUVRiGn/szdzo/nWlLp+0MtDNttQ4lpIICaoL8BBKjC4kxIYGNuHDlzkR37P1buHGhGI0xRhZNhGgkQmRBEyQFYkvVgtixBUqnQNuZznQ6d+be40JIYKO7+Zp43uXc5J4nb75zkjl5rkHjo/7judEQivsxG7nYWowttfBAOkmqJY5jOtyrlLg0OSXCITYBPesSvHHgBeaKBcqVFSkMkShAnf7wqFKrF1W2O6k2ZTaoB78LszUkClC+Kivlj6rtG3vV3i2DYgWInQHG1VNc/mGUeDBMvii3BcQKeP+941RqNUquS1dLlHEhDrFD0DUVvakEUcdhKNMthSE3AS9uyoJapVAtM1dYlsKQm4CN6xzm80t0d7Tj1mtSGHIT8PnZy5yZnOZeqcK2TY9JYchNwMkr15mau0u6u4uhgV4pDLkJmL27hIciGrBojUSkMOQmwDdAYdGT7GTflqwUhtwEWJZF2DJ558grqC0ZKQy5Ano6W9nc3wvbn8f48VspDLkCdg4NcnDXLvzZ3zj506gUhkgUoJSaVr5ylRr5Rn3w+qtif4bEDkFFD8b1E3A3T6HqS2HIbQFGPuHT4yMEHQvTlLuZEyvgrY+GqVYVsUgTsWizFIZcAY7lEIlbeJ4i2RKWwpArIJlop153UcqgralJCkOwgHiEhaJHb1eCdESuALHT51axwOTNebalOimvFKUw5AoI4DCQ6cGrl/h+/JoUhtwWCAQ8OmJBzk3OMDG9KIWBjdBdfK1qslSsc3bsd369nX/4UUN5xLaAZSsK1VVm5hZQrIErsUxXgkQsyu6nn+TdIy9jpGNcHB7h9NVbtMebiAdtSstVzv+ZYzx3Aw8H13MJOAZbB/o4tH8ve948hL88x1dHj3Fhaoa25jjRqEPAtKj7JsulMgf3P0sMxc9X/yBfrFOugvKthq+ffu1t4KEJaHKC9Ke72Tc0iGEbnPjyFCeuTFGre4Qsm+VyhdulIn/NL7Ds1bEDPoZhsL4tQV9qAzuzafxbOSY++46x6TzxSIiWZgfft6nXgHqNVEczszM3aDZqVCoeVbeOaf3znkav/yAG9/fctmwflaqHMnyCARvHNulPdZK7nWdr9nHm7ywyd6fIczuyHN6zm8GXnsFo24qhrrHyxTAfnxvjer6AEzRpjzWTaouxoy9DKmRSLBdxXZdj5ya4NDXL4soKHgofj6htU1M+lhVo6Pq/TE0/WsDmvh4yyVYqJQ/TNmhvjZJoaUMpj2RHB+GQSXs0zlMDGQYOH8BQJThznuGzF7mQu0nYChAMhWgJh9k72M0TG9fDqiI3PsHojUW+vjBGbn4B1/cAE9P38LCJhgKEgk0UyisNXX9yevbRAhod7QdoP0D7AdoP0H6A9gO0H6D9AO0HaD9A+wHaD9B+gPYDtB8ghSES7QeA9gO0H6D9AO0HaD9A+wHaD9B+wNrwA0TyL35AQ/O/9wMa+qX2/eivx9dS/gZ0ONTNhdKm2gAAAABJRU5ErkJggg==) 31 31, auto;}
21.428571428571%,28.471428571429% {cursor:url(data:image/png;base64,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) 31 31, auto;}
28.571428571429%,35.614285714286% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEAAAABACAYAAACqaXHeAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEF0lEQVR4nO2bS28bZRSGn7l5PPHMeKZ2EoeEJiFSKUUKlwWBFgkkBBs27BFdsOUPsOAn8AsQmy5ZoK5YsEAgFi0CFUoVpTR1QpImOLEd3ya+e2ZYUBBRF1nVx1LmbEfWefTqu8z3zWOF8Vd8xnNlLBSPSx1ns0ksXarxh2+vUWsH7Jdb2E6a2+tFEQ6xAI6CEzq9CCudwk6ZUhhyAdTbQ/xMCjXS8VxLCkMugBnbQjcUFvxpQiWUwpBbBE9Gfa5cXODalWWuXZqXwpAL4PlCnk6vz6JnY46kKASnwOsrSxzU69zaLPKD0A4AggGslyocVatU2x0qzZYUhtwUMBSVoDvguNXBMqekMOQCaHXa9EchmqJiGIYUhtwUuLu7TxyqZNIWOe8cjoBBL0RRFLLOFBemzuGL0GzOQ9NUclkbx7GlMOQCMFMauazNbNbFz5zDETDj55j1bJZzLq9cfEYKQy6AaX+KlbzPS8/m2Njek8KQWwTXlhf46OoqzSDg6zubUhhyI2DJd/ntjy2++O4XuiO5w4BYAD892OX2zh7b5RYzfkYKQy6A3/cO2CsdM5/zME25N0GxNeDBYRXDMFl74RKz7jm8EpvPZ9GVFOu7O5jaWG/CT5XYCIgVlQ+uvoxjmgwHUhSCARScLPeK2xhKTLndlMKQCyCMRtimxVa1TC3oSmHIBWBqKqVmi94gwknJboNnfat7KhUrGvf3Swz7IaYZnXo0Tg65C5HtXdrdAUZKR1XldgGFx4l//O5bVLoByjDm4WEVKwW+45J3HQo5j3k/R8GzmLNttg7L3N0vcXDcpNsfsVzwGfVHnHQ7ZMwMjxpHDAfQDyNiHQqOz+rKPH8dNSamx/XPvwT+twasPjdDRktx2GiS1jUURSGl6/9cWFgGM/4US36WUr3K9xt/clRtUW+1iMIhxYMqW8dlGp0BpVaDWmtIJQgIekP8dIaMlcZQJqvHv/XfFHB1DVvXiTUV19CJtRTT2Sx5x2Z5bpYFb4rDZo2ftx5Ra/e4vOiR62aZm/Uo7pToDfpUghMqtYD+cEBKMwmjDnHoYcQK77/6IveK2xPT44kAbv66SfMkQCcm1nRmXAs7YxCGMY6m02o0ufVwn2L5GF3T0GODxawF0YBP3nuNb+9s8E3lmDiOcawMIyJczSYi5I3LC3x64yaWZU1MjyfWgHHX9XfeRDVU8q6LZ2X47MZXEhhyu4Bjp7FtCyVWueDIfhcY9x4UA6hhTKNe5/7uET9Gpw4DY+URGwHNbhdFURjGEaohdxyWOwuEIeVmnZN2nyiKzv7BU6rEEZJqnDhCiSOUOEKJI5Q4QokjlDhCiSOUOEKJI5Q4QokjlDhCiSOUOEJSGIkjlDhCUo0TRyhxhBJHaCIcIYmxl/x7fJLqb3kcdNTqrZUaAAAAAElFTkSuQmCC) 31 31, auto;}
35.714285714286%,42.757142857143% {cursor:url(data:image/png;base64,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) 31 31, auto;}
42.857142857143%,49.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
50%,57.042857142857% {cursor:url(data:image/png;base64,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) 31 31, auto;}
57.142857142857%,64.185714285714% {cursor:url(data:image/png;base64,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) 31 31, auto;}
64.285714285714%,71.328571428571% {cursor:url(data:image/png;base64,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) 31 31, auto;}
71.428571428571%,78.471428571429% {cursor:url(data:image/png;base64,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) 31 31, auto;}
78.571428571429%,85.614285714286% {cursor:url(data:image/png;base64,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) 31 31, auto;}
85.714285714286%,92.757142857143% {cursor:url(data:image/png;base64,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) 31 31, auto;}
92.857142857143%,99.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
}
div.testarea{
animation:rwdcur160003 2.3333333333333s linear infinite forwards;
}
