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12.5%,24.9% {cursor:url(data:image/png;base64,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) 24 27, auto;}
25%,37.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAKJUlEQVRoge2ZS4xc2VnHf+dxz71169HVD7e7290du+N5ZBADmcDIECsgZrAiRYqiiEjxgkgQocCCdSRYIBZZsMgOsYBV2IxYDJGQgoJlKVkgBZIhQmGSDMSIsac9dndXV1fX4z7PPYdF3bJLI7e7PTMoLPyXjq66+t7zff/vfN//vOApfr4QP28HZnjtxk0JyPpPB7jr11499bszE3jtxk1qAw7gLJ2fsV8JaCCqnxIoZu36tVfd474/lUDtuAZM/XR1s7WBD+p8BHSALhDXNoZzLXkciccSqJ03dcet+jmL0Lhu2WlReozzce34JrA2SZKPe/hDEwRfNUHwFnAf6NU27KP6kY/6cc6AYRqdNWvts4eDwZ9ba68CzwMXgRUgfu3GTf2EzjPX96a19sWDfv+PbVX9idZ6tXLuldrGRk3Q1P6cjcBc2rSAVWAny4ureWm/OEnTr0/S9CvOuZeAbWAJiE4ycAI00+ivApdv3733VYT4rUYUaZxjNJlcyfL8y2mWf2XW/0m+nmR0lpvd0trnnfcvZln2a0VZIqXqVM59djAafa1y7kWmUerUTp2Kueh3gY1ev/+KF+yExiC953gywejgshDiauXcUv1edFJ/jyNggO7dvf0/OhoO/0wqeVUJga0q4jBECLk0Gk+uAztMoxSfcRRmwVny3m/3jgafjqKI2BjuHfaRSrPQatJuRICf+TEvsWciAPUwB1rtO++jMAxb3YUOUgiE9yx3WmRleSXL808Aa0zTzZyBgKnfXd3vHX7SI9aaYcjeYR8vBa1GhJaSn72zy2A4mvfvkUJxWsS0qxzjSQLe04xCtFYMkxSjNN1mrAfj8ef8GWthThi6wOrxeHzVhIY0y0jynEYYYqTkv+68w2g07p9bWnyDqVw/UoFOI+AA24wb9w8P+8Xu3j55UbLYbGJMwN5gQCduIIXcKYryY0xHocPjR2EmDCvOuW2l1FKnGdMfDgnDkEhr3r6/R1mWxXM7l35kgiCvnT9Rpk8iMJusiqVu938+9tGd72ZZVty+e49JlrLSblPYilGa0okbpHl+hamWnyirc5NWF1i7f9B7JW40OnEQoLRGK0lvMGSx02ZrfV177z+VFcVvzzn/xCnkADtJ0+dK557furBh260md/YOGKcpS+0mg0lCGASA//Usz3+VE3T7Pbq/VpTl5STPrzRCwzv7BzTCkDTLaUQhHoFSUgqQla2+y3TSPDGFHid9DrBlaZMkz7ebjYhup01RWnYPelxaP08zijgaj1nutOXB8fCzoTE/FUIMgAwYvHbj5mz4H6QOsLnfO/zMYqdtjkdjwijCe0+gNQhBtxkjvOfte/ff2tne+imQ1CSeaARc/VHW7bT/Nc+yN/O8oB1FLLaadNot7vb6NI0hMobj8YROHG8cjyefYSqra0yLulW3LtNJaztJ048X1r6khcQLKIsCAC8gNobhaMx/3Ppvt9jpfBvYZ7pcsSetuR5JoH7Z1h/3zi0t/v1er1fc2dtnNJmghUAqxe39A1xVIZUC7xH43yzK8hM1iY3heHIFWBknycve+21gp3c0+HQrjnV/PKJhQowxIAQ4z739A352+45tx/HNxe7C92oCwzqYj4Q66R+/87tf8jOSxhibZ1m41zu8PM4yVbmppDYbjan8BQGZtbSjSKV5ft4EwV0hhDsajr7UiuP/PBwc/0Erjsej8eRTZVV9Ms1zERqDrSqCQFMWBf3BACnE/jOXPvL6+XPn/hG4BbwLDE9ayJ04AvUoOKa53AfubG9eeP0Xn3vmr1pR9JOjwbHtHQ0ItWJlYYFxnhNIySTLaUXRxcPB8ZeBXwi0WgKeDbRaKYryl3b39z8HyNAEOOemRWstwvlkZ3PzJy88e/nbrWbzx0xXoX2m+X+i83D6+uVBGgGtMAx/fGl7i7K0u+PJ5Pl7B72188tLZiGOGaYZSkB/NKKsqs3KuRcDpY219jcaYdixlX1BCCFHSUIcRQSBZjyeYAJtL25t9tK8cJM0fUlLea0oyr/odNo/4jHFO8NZNjQG6KRZtpOk2TfiRsOBRykVeeeXBqNRtygKlhY6OOBoNCZQysZROFRS7TvvOtZWLsnzVSmE7g+HcnlhAVtZtFJ4ICtKpBBUZWmNCf56a339b4BdpulzYv7D6UuJ2SgUjSjqVa76+kGvF5dF8UJeFDvDJOkqJTHGMEoz0iyDaYFr71kaJcnlUZJu3N3b23Dem1YUSq01SZriPKRFySTN8N7T7x8V7Tj+y6319W/ysHAfmz5nJTCT1GR1efmHG2trf3q/d/jP/aMBYRDghQApkVICAqMUk8mEdhzhQHfiGKW1NEpRVg4tJV5ICmvJiwLvPQtxg7WV5X9YPbfyPabpOmZaf6fu9E4lMCepCdDXWu0+c+nSN0Jj3jRKkqYpAnB4nIDSWpqNBofDEVVlUUrSCEOysqSsLGVVkRc5UgicrZyG3UmafX9t9dw/AW/zUDpP1P55nHUrOCMAIIVANpvx31nnbxmtf9k5d9EDSkq8EDg8UWAobEVpK6qqwmhNHEYcjcYsdjocj0asnVtxnVbzrUDrbzGVzfvAgDOcRsxwpm3g9WuvUmvxTJF2283mG3Ej+kHciCMPSAFSSqIgoLIV3bgBApQUeO/IsgwhBJ04Js9zljptt9frycHx8ZXS2n7d75AnPCR4kn3sbG5IakO9g/7Rcpalq4FS921RMknTaco0IvYHx1SVI9CaMDB4wFaWMAwJjSErSvuRjfUfjifJG1qpec1/ohOOJyJQ40FRn1ta/EEzjv+2FcfvykC7OIoQCEAgpEQAWinazRghBMdJSpJnSKUIo9AopbNL21vfEULMHH/i45knOg55L6SU1hhTTNJs2wRGgkdKiXUVAEopirKkPxzhvScvCqSU5EWJEIKqclcW2y0bR9GbPNz3Pjj9+78iIAFZWqtdVX0hUOrzRitdWE/lPKW1CAFKSGQg6B0Pcd5jdEDlKrI8BwRFnpEoLbMkudJpNTm3vPx778OX9z0CtigKmySprVx1Y5Jmq5MkeWFrfT0ubJlppaIKMEpP60JKlBSsLC7R6x+NkzxvdeL4++vnV78VheGbSqlbvM8aeD8E6r1y3GvG8deYrv038qJ4Zr93+Pvdhc67o8nkZSkVTlQ20rpfWNvK8jwWQHeh8+9qOBpvb174JlPdny3cMs6o/R8GgYJpxHq14X5ozP7Wxvpta6uPHh4dvRzHsZNS3ri4tbmbpGl06/adzxdl2TLG/Mv25oV/m3N+zMNd16lLhw9M4Pq1V6m3ijOjY6YRHAADrVUvTbNbQshk9cLG64CNGw3XCEOz1+v/ynM7F7/DdJ3/YNLijHcBj8KHcsHxnmPyziRJ1gDZjOMBdU5776W1lQwCPWBKejZpfSDbH9oNzdyhVcTDs6H5opRzv53p8uIs+FCvmOauieavit6LM18fPcVTPMVTPMVTPMX/d/wv2HTi+xHLTC4AAAAASUVORK5CYII=) 24 27, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 24 27, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 24 27, auto;}
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}
div.testarea{
animation:rwdcur228929 0.8s linear infinite forwards;
}
