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11.363636363636%,15.809090909091% {cursor:url(data:image/png;base64,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) 1 1, auto;}
15.909090909091%,20.354545454545% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAES0lEQVRYheWVXWwUVRiGnzOzO9PdttstbAu7/bVpgoliCiKuBAXREBNqsImaBtQSJKIIgl5JIhdekHihxAjREoNKEP8uuPAC6YVBIZiGC2oUAY0x/JSCpSxtt9vdmTlzjhezEExIrJQuJr7Jl0zmzJz3mff7cgb+AzKeuys+H4jeFnPAerCxcnOq3Fx8uwCMcGWk/plZsbUL5xn1wLRSA6Ary41lLZVL/hzSndvfDO8CWksKQNSmraGyIpYLz2lqDbW9/bqxp1QQAUA4RKS6go7maPqjr/yjGzdG01s3URKIAABNKF7JolRZ88FvvMzJQXPstXV2esu6qYcwgfAT99etntMUT8rzl8TpEc8dsr3zjywrb7q3wa3Xvp5/5BgHgStTARAkID2I2MQiYR5KlbXt2O6cGMn7KtYcZVOXSL/axV6gZQoBJFghItEwrVWhaKOwant68n+IqjA1TTbrV5LesJK9TEE7AgBfggFWmUUsbLAoaac/eN/rVdrFnFFGXUOItZ2kX+q89TNRBPBBa0w7RHnYYG6NnTpxVBT6+pxRwgoradNYZ7DmKdIvPH1rIYIhvKd6ddusGUkuZ8lezpJ1FY6C067z+9JHRYsIhbAMsLVPY5J6NPP7TvI9kJksQJCAUkEbTAPLNLBNwQMz7Lt3dutTlwalRHmIcoPq2hDNKejqIL2q49YkESQwO766rTWRFCPj5IayXHEUtinMi2NqMJyUas5satAghKDM0ISEpjFFvfSZ+/Nv9ADZySWg9bU5EEJgCDCFYGlDJP3eDtXrecV1oTDLDWoTgqYUdC1n4eMPsxOYOXkAKYNWoBECDAH31ViJ/JmQ0XtUZ1AafIVAYUUEtdOhpQHWr6C9fTEfArU3D0DwhVr6+AqUDu6aQrBqVsW8Tz/XP6ABX4PUoDW2JUhUBxAbVtLevphdN5PE31sgJZ7SyOsgljZE7vxsjz7VP4CLD9rT+K5GSo1pQjwGd9TDK8/SvnwJHwPNN5EAIH20Kyn4CldppNYowFXarbKMw/sP6B+1BN+DggPjhaCkD5EINCZhUxePrer4dydmMQFASqQjyXmacalwfM2w48v1hzNbz+f8/d271e5CDuW4kC9ANgfDo5AZhpFsEGCiGtY8yYIXO9kNNE4EIHTtypM4BY8RVzHqapTWavvxXPexIfddQPb9whdvbNMNQGuimmmeJGaFiQFRwyBaEaXMDmMlpmF0PMoCNJu7v2QDICcG4EhG85LBvM9QwWf/2fy+IxedLcB48YnMtk/YXEwtVCyrWFGgAogB8aoK4k119ANqwgnogsfAmOR0VtJzLn/o0AVnIzB8g3cU4BZr/AbrjIzBT7/+k3Wga0PoZB2OZ1y+GyicOHTBWQsMTGyLyan4L4D+oQIHzub7v+0vPA+cKoU5XG2B46t95/LDX5/Jv6ygt1TmV2W9tXD6OzMjxgquPxdKrLLbaf7/1l/A38nKS0aehgAAAABJRU5ErkJggg==) 1 1, auto;}
20.454545454545%,31.718181818182% {cursor:url(data:image/png;base64,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) 1 1, auto;}
31.818181818182%,49.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
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}
div.testarea{
animation:rwdcur10315 0.73333333333333s linear infinite forwards;
}
