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20.261437908497%,20.815032679739% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHbElEQVRYhdVWa2xT5xl+fHx87BM7vjsXY+xwcS5OFBIWo9AsJEBoDW2gsHQX0FCnsVGEoq4aG1KniQ3GRC+onfYLosKysiplLCOJBhkgLk3iZE5GnDRhNHYMJHHkEDt2m/h2fHzOfkAqKhxAGx3a8+v7Xj3f+z7fo/fT9wL/rygrK6OeelJaFvkA4PmnnvgRIB7cqFX+mXur/62IL2FdtYq6V5znRYt512Po5PzipZaWpyeiYv36GoDn8/fGg9vjcfmTnLE5nf9d0ebmZqKnp0c9v6/Zvn3fty5dmn01HD72WjIpeZIc77ndxONZD4MAALPZbBAIBMe+DMZiZ3m7fYKans6lCWLbAYYhF05xD28sX86lire3tz/yHAkAvb29EplM9k2KopYyDOO50Nzs3qHVfkjdvPkDaWZmoYgkMz44cYIIz829pdFoZCKRiNBoNNTY2Bg5MTFBJhKJOY7nWZ7jYDKZEI/H0dnZiYqKCshkMn9bW9tPa2trQ6kECAFAq9UqNBrN606n0/r57OxfwfPxVdXVn6ZHIjZVXl6GQi4fTObn/+vq++8rSJL8eVZWVm44HF6m0+mW6HQ6k1qtXqLRaPL0en3+smXL8pLJZB5N03nJZJJ2OBy/sNvto0NDQylflhAAlixZwisUijqapks/HRpyg+ed/d3dsRqbjVPSdJ1ar48J/X67LBAIuEZG9lgsFmFrayucTmfPb99++49tra0/aWpq+kNLS8vY+Ph4VmVlpU4qleL69eufb968+Xf79+9PeXvgfg/IZLK5sbGxG0ajkVTK5a8DUAKAWCRqFo6PT9CRyJp04LsEcGzRokWUUqmEUCjExk2bMrquXdv259OnG48ePcqazebf9PT0bOnu7h40mUyora01SiSSxiNHjizYyEIAGBgY4KxWa6bJZNoUDAYzgsGge9++ff2/evPNxEuvvMJIgTqt2Rz/20cf6V6oqsrJzMyESCRCLBZTXbx4UXvlypXMkZERhVarbZkNh2f+2dc3WlRUtDEnJydtZmYmp7i42Hv8+PG+BR0AALVafS49PZ3ZunUrUVpa+rOGhgY1AJDR6OmE33+VC4eL1+7Zc+MfDkcsMzMTVqsV0WgULM/7/86y7kmgRigU5o66XNz41NTlU6dOnQiHw5xUKoXX6z3Q3d2tXNABAOjo6Aju2LGjwmQyLReLxWqXy+Xy+/39bS0t3Hfq6sbEJPkjxdKlM7d6ehZTBEHn5+eDZVnIFQp4tmxpoTWaTBMgf/7FF3tJhgmPjo6O0DS9zmg0ZsViMRlN08GTJ092LegAAFAU9XuxWIzy8nKiurr6hyKKkgGAgONuJAKBC+kMk6usqur0BwKs0+lEWVkZmFgs7bVQaGXOc88NibKzv00yTNnVq1dhMBh8TU1Nh4aGhliCIDA9Pb333LlzD/XCVwQEAoELLMv2ZWVlYf369WVFhYUvA0Ddtm0xZnb2L4m7dzMqqqqYcHr6Jy6XC+FwGDabDYTPV2IgyRkuN9cvVCjeOPzOO2q73c6wLNt+/vz56x6PB8lk0siy7POPFLBr1y6W47gDLMtyhYWFlM1mOyQWiy0AwCWTlyJe7xkyGCyiysuvp0mlocHBQSiVSuSazeQXZ87Y0lascMdlslwRReUAgNfrjTgcjsOXL19mp6enMTk5+b0Fe2AeVqvVpdPpVqhUqgKZTKacmpoqdY+NNX986lTk5bo6JcuytkR2Nm57POHxgQGDXq9HJBLB3OSkPEYQNEymAO33mzesXdt26cIFLh6P35mZmbFlZGQskkgkypKSkga73c6kdAAA6uvrMTU1tdfr9d7WaDTYvXt3uW3durcAqEPBYPPNrq5jnS0txd0+35zP5+MCgQD6+/shpij4+/r6CLN5KK5SFdFyueF+ylggEGjo7e3lVCqVlmGYnEc6AAC3b9+OMAyj8Xg8a4qKigRarbaUIIhXL7a3r3V99pk+cevWN9YZjcsoihLodDrcuXMHfr8f6SzbylqtXTGpdKVkYiK7ZsOGi5fOnweAybm5uY1r1qzJ4jjuk2vXrg3P13rol2tsbASAXUql8seDg4Pwer1YvXo1YbFYspLJpA0AxGIxaJoGAHg8Huj1euj1ejAMs9M8N7flTxkZDnF2drV6dLQEgBMSie+LSORwNBptKCgo0D9YT5DKgY6OjvyzZ89mOBwOzmKxgGVZuN1uhEIhACDUanWaaelSMtdsBi2RcIMDA8jOzuaKi4sptU7nPmaxKOV+/6+NXV0hMpH4/i/r62MAyIMHDzbU1dUNWyyWdxd0AAAqKytvArh5X0wqCnDlSuo4gJpQSBbTaDrSDIYdmv7+agDtANjh4eHGgoKCr3BTOvA0UB0K1ag9nvrF3d1ZIp+v9t1Dh+6m4v1HY9STgBUIBv0Gw9CUwaCMsOzmnTt3puR9bQI6FYq7UZL8eNJsnhmJbz4UTZYZv65aj8TK6elN86O+TJ6wPRMRxGI+Oi/imQgAAIGYTwA8v9g4bHkw/thx+2mBjwtEBSV7avhk54Lz4TPBvwFwQjDzG4VR4AAAAABJRU5ErkJggg==) 15 15, auto;}
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28.104575163399%,28.658169934641% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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99.346405228758%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur77730 30.6s linear infinite forwards;
}
