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4.1666666666667%,8.2333333333333% {cursor:url(data:image/png;base64,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) 0 31, auto;}
8.3333333333333%,12.4% {cursor:url(data:image/png;base64,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) 0 31, auto;}
12.5%,16.566666666667% {cursor:url(data:image/png;base64,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) 0 31, auto;}
16.666666666667%,20.733333333333% {cursor:url(data:image/png;base64,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) 0 31, auto;}
20.833333333333%,24.9% {cursor:url(data:image/png;base64,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) 0 31, auto;}
25%,29.066666666667% {cursor:url(data:image/png;base64,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) 0 31, auto;}
29.166666666667%,33.233333333333% {cursor:url(data:image/png;base64,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) 0 31, auto;}
33.333333333333%,37.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC7UlEQVRYhe2V20vTYRjHP785m5vO2c/zNtvSNk3n0palpbQKKpIi60K7CKqb6qrDRRf9AUEEQVBBdRdERCewoxF0sKKDCCqSKw/ldGatdPPQVtve/oBaTtdV7HP/PN/P+z68zwsJEiRIkCBBgv+JyvIqsXP/YTGbGuW/CHYsrREiECIlLZU1zhp+hA+IK+dPSbHUKuINLy2yich0kIgyiV17d1Oz3EFExJQdn8DqDQ1CNi4WJc5NbN96EIvJQcvtZlLUKgodtRgt5TGNYs4CT1puSnJGBiEJZKseQ5aB3o5eejrf4FhZzYR/jNLs5Bkl4hpBkuInPe2t9A+5WFhSTDis5trF68wb7EQO+Thdb0YtG/4qEZeAq7NNGvd+od/dx6QygL26intPniFrNRzZthnDuibWrM39a4+4BBryEUqfm+62djyTo+iL8pEzM7h69x779jSSPNTMfH/o3wuYTTZht+SKpII0VmiCRLzv8I56UKpV6PPyeNHRQ7sik+ceG9qyTVQUV0Ydw6z2wK7ycqEIelCl96FXfyd5CDIdJtQhHf5BF1NyNkbTIjxvu3g56qPi0Elypr/zpuVh1J4xPViHNks4l2gwBL2kqAJIKekkT83DWJnHcETi0ZCg+4OSUmc9xhwdXvcHegZdHDt+nC11G/FNfI6aE/UGCgxWka8TyGE/1VY1/vef+JyqoajUTqoqk1z7Apov3eLFiGA8pGbk4xip+d2kaeyEFQpUcvaM4X+8gYLCMqGRJqnQJ6H5EcBaZMQ94MdcYsK5dRnf3vXzdUrizpVXdI1FUFkstLU+kAB02hxRu6OBZ5dvAswY/ptAY12h8PoC1FrzGB8OUFZVQySjEHOlDb05zP0L5xgY8NHdMcJTz8c/Ntdpc0QswVEFjDo9xvQsbHXrSbMsYXhimt6BLm6cOcvrvt7Yl/xcBACa6neLo0eqeeUK87q9nz73IM8fPiYYjP1UcVFsWyXun9ghim2rZvWvz5VfmJoPX2bdUEsAAAAASUVORK5CYII=) 0 31, auto;}
37.5%,41.566666666667% {cursor:url(data:image/png;base64,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) 0 31, auto;}
41.666666666667%,45.733333333333% {cursor:url(data:image/png;base64,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) 0 31, auto;}
45.833333333333%,49.9% {cursor:url(data:image/png;base64,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) 0 31, auto;}
50%,54.066666666667% {cursor:url(data:image/png;base64,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) 0 31, auto;}
54.166666666667%,58.233333333333% {cursor:url(data:image/png;base64,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) 0 31, auto;}
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}
div.testarea{
animation:rwdcur233781 0.8s linear infinite forwards;
}
