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11.555555555556%,11.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
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12.444444444444%,12.788888888889% {cursor:url(data:image/png;base64,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) 1 1, auto;}
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15.555555555556%,15.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
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17.777777777778%,18.122222222222% {cursor:url(data:image/png;base64,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) 1 1, auto;}
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19.555555555556%,19.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
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21.333333333333%,21.677777777778% {cursor:url(data:image/png;base64,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) 1 1, auto;}
21.777777777778%,22.122222222222% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB4ElEQVRYhe2XsUrkUBSGvxtNlAVRxEIsbNZiGxud1UqxEARXFlwEQQYWfABHax9iGWGx8wEEQSysLGSsHEa2HRALWbBxWRQLwwyZs4XJTDLeZE1M1MIfDiT35J7/v+eenJvAG4G49uIwvIsP5fFXEaJ819JXmgDgZrqs82cvYOAoF3D+ma1kLqQ9sAwd5h49dDWfnZBHAob3x1vOtmq4XDxLXYgukIzs5hDR16JBg/PlX6kJ6dQO1rzYTmC8mk+P2IOhGVPVfAXLFizbwLJpWtrkYQIAMOueGXS59nm72StciAQtPqJWI1PFSU4KpwDMFCcBaIiitD4G/NSFi52d0AwA9NSsZuTjwindtoV5PRhCng3a0ypKOQIiRkfd17aTb0NkBjRQIg9T8ptf/MO+1McTkaCiRXzTFK0shAiKhrYPRCMQXFY35gDY+VECpmNHSyAgCLNmAw2X3AE6Mz9B2yHQEBBZ+TYf+3sibhHq+VF8nVrCrP3m+8IoEnaQpC/AI1Lq4GQP8+4e8+7+eSHjkQdXKi68W56wHc8omNbqdc61T/0AbFX/RvIk3IJI8gdP3UHVHQofeyEiE1m+MuKSA1C8uNXyJRTw/ww8VUSCLYjV65VLmiYSnXqv9uf1jrePf8i9sL/ajAlUAAAAAElFTkSuQmCC) 1 1, auto;}
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22.666666666667%,23.011111111111% {cursor:url(data:image/png;base64,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) 1 1, auto;}
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23.555555555556%,23.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
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26.666666666667%,27.011111111111% {cursor:url(data:image/png;base64,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) 1 1, auto;}
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27.555555555556%,27.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
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28.444444444444%,28.788888888889% {cursor:url(data:image/png;base64,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) 1 1, auto;}
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31.555555555556%,31.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
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33.333333333333%,33.677777777778% {cursor:url(data:image/png;base64,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) 1 1, auto;}
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35.555555555556%,35.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
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}
div.testarea{
animation:rwdcur77465 7.5s linear infinite forwards;
}