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61.538461538462%,67.848717948718% {cursor:url(data:image/png;base64,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) 3 4, auto;}
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87.179487179487%,93.489743589744% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAB4AAAAeCAYAAAA7MK6iAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHTklEQVRIibWVfXBU1RmHn3PuvfuV3QSyyUKWJKwBKiACo1AQ0QJiM0M/LNR+0daWqa0OVVrtOM602m6HStG2Tv0Y7YeMttPSgp12itapZSoUtCDtiFoaR0hwI5iEzSab7G52796995z+sYEJIVi09vffveed85zf+77nvIIJpJMJCUhAiWRKTRTzv0pMAA0A5rjftkim3P8beBzUBHxjvnNAUSRTajQj4dE1Fyi808ycAetkAiCcXbujzV8pTgo9vaEPqAcCgAL6RuFDwCSqpTgtBWTeSVbOpNS5ef+kXMm+QdvFnLYLcf/0T3Ya3TvDwOAorAEoAInRA4yVBGpHYy9IEqBQKMw8Zbs3hzzn0ItbPvX4qz/beE/ZCF1D6OKpwOWjziXV1Ic4twcAfKNZuyCZAJZlZQzLl1blnJpS4xG2NMFcKuzJwAZDBG10aSGwY9TpWbVUzWtNUehRI5d/fp0rjVpVv/1pMbj/TZFMDb0d+EyNbdsOD2T6b2x867WDTz34tQOzJrtcGqtA2IC86EC7O4BnRsN7AIZWPTzTrW9aJuyiE8qkIJ/pdKLT2+r23f6cSKZefTvwmQYJBAKFSG3dI13BKaE3cgLbBUwBeQ9txRsAh2oHp4fWPD578KO/vppofGHwZMfzeJXAgw9t/dFDv3jsj2a+v1C4/K6FOpmYqBznggFqa2udeEtLZsNdD992oNeiK21wImeAkJlK/GPTsGLhoWVb10kpl3qe9757Nt3wwJ1b793vy6U7br1hw52W1PzksQd+ruqnTR36yv5FF5TqsRo+8o812COX/XbLxs0rWxxmtQG5iK38TWkdbt7254P7vrtmzpRDaFX//PH0zN0nTL7x7R/eZI1k3eR9W7a1RRQf3/T9b0VzJ7fLwz8YFMnU+FtwtuPTqpu3+BnHV3Pws5++8QsNQQUxC5qKAVnqaJWl/iWz611KhRPvxxuJL58Rfzke0my++46fqobmsADCPk20c8/kQuOMW7FiC3UysUgnEzGdTEwafXwmdnxa2QO7b4m8uG2OO3Bwoz8g6MlKGqctfq6SObQqNFVCWeNZVxxRky/6zZN/+t09w45gxBXEQwoNXLf+69/xD58oWMd/1Qe8RPVWuEDaOB9UJxP4SxSKcz+8NFDmUMfx7sUhS1MnhiNW2Am5WY+BYUlXb0+siUzL/GnZaNkWNAYVfhPqfNDz+oGV8bkr+q3cqR7coUHAD9iAPi84uWJSQOSPRq1s/0Clrm11k+qu+ESx0a5UQj5lODp61b//drR3SsmVWDoXPZ6RZMsSU1QvQ6xGYUpNc8A8omqmXSELxwapvmw1gJoQrJOJBmAmYIlyb9kc7tjEDK/N9DSerXg5bRhTm2btmNV2ya5XOjuvOZk36CtKKkoQDWoqCqTQ+AyIeKlL/W4+KmRwLqr4KlAEBiYaizFgEdVB8AHgMi4OLkIDtqL8RplTRYOKJzg+bBK2NLGQx1sFg4ABJRfKnsD2YEGjy/QmBbUm9BkuunQ3sA/oOOeS9y763vUNqb1rDTszW7vFQcPunIdfQn8FfAJ/nUGr5UHIQAqXvCOo8ytyjqDkSjwN08IeDUGFIaGcU/grFVRwRoc7fUWd77VHTwLuWWDHcQKFf+5p6t+7Z7UU4Hg0Ky1JdBSpOBpDQHfORAqToT7B5KCi6BrkytX0NgQ8av2agKnxSegYMPAZkrwj6c6l5n+wfcWuhtceHYRxU8Yo5sJW9yuVVFEyUpEM2YKiK/jrCR+xYNVVzhHMqfeoDyjezJkczRo8WzCJBTVz6j2aIxU8DYZUVJTFgV6DrpykzxasCYSePc0627G/pmAH69O73/QxWIZ4SJN3BF15gSUlTUFN0RO0RBTRIGgNA7YgbGlaIwqt4V8ZC7+hAAO/oZhRJ5heq3g9a7Dxi+v3b28ncg5YSmlm517tfuS+ZddqrZ1EIuFeuXTpCx4QlGAICBhwNCspVASnioKiCwsaFE01HkFT0zNiYLuSq5rLDJclDUHFUFmScwTpkoDqWJXndHWpVPJJKSXAsWPH5odCoWallC2lDOO5hZZS/9GNt9x0bGZEU1bVg0R8mniNwhDVHQ0Bl02pUHSr6xUP9pz00f7NJ74cW7DkMfgvT+ZY5fN5CUzNZrOrpZTOlKGTL22940uvN9VoDmck113kMlwWBAyN34SwpRm0BYaEUyOCNRvuWmBfcmW4dXri7+8IPFYDAwOJfD6/zOfzOe3t7U+ubNCsiLv4jKpDKTT9JUl/SdBdkGx+ZPul6cCkRa2trU+c3uNth/X5FI1GU0Cqt7e3befOndeGDYr33vSJF/ptwYdaXLqGDRwFtlf1NZwbXl0fb/vl2D3elePxSqfTy0ul0kzTNDs3f6Z9f3CMnbu3/PirlqAvsmT1798L1jlyXTfc19e3vOfI4Y35fU9df9uqebpw8C/rB/fu+py6f11sfPx74nisbNsOF44cWqY8d542rMmN++5/SN7+h/R7zXnX+g8oMjSRyypIRgAAAABJRU5ErkJggg==) 3 4, auto;}
93.589743589744%,99.9% {cursor:url(data:image/png;base64,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) 3 4, auto;}
}
div.testarea{
animation:rwdcur43783 2.6s linear infinite forwards;
}
