@keyframes rwdcur57418 {
0%,7.0428571428571%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
7.1428571428571%,14.185714285714% {cursor:url(data:image/png;base64,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) 15 15, auto;}
14.285714285714%,21.328571428571% {cursor:url(data:image/png;base64,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) 15 15, auto;}
21.428571428571%,28.471428571429% {cursor:url(data:image/png;base64,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) 15 15, auto;}
28.571428571429%,35.614285714286% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD1klEQVRYhe2Va0xbZRjHf+fQFmhh3Uq7ApNiShkdk8scRAgwdRnJcGziYohZnCZmm8YYs8yoyWLmPmg0GqOfF01cjFnmPixzS1hidDdki0Gdu0RKCsMCLV0vQG8gvRw/TBi3sh5YEz/4//ae5//+n/95n/d5XvgfMqHTaMwGjebRh6WXIYfcYq7+6LWq5lNbisoPxhMJsW/MfXGlBkQ55ApD0aFdpZtpK62lwlB0KAlNYdEaX3mutDZYpit4A1AspSnrBLSZ6lxREBpsfiedg7ZP7GPuC/M5mwvMn75ave3jN2u2qwpzdM/4IiHzYNB3OpmmIMcAgFGjXR8lFvOHw/2LxdutddJnW/fOrN/66Ru+67mWNI+sEgC4w+O9yZIDBKcmr/smggCEpiaJxuNDS+ktWZ/loKP/+rOrM9V3FGKGGEvE6XT2NssS2F1Wu+2dJ3aeqDIWr12hl6xUSAtOoLm48uSOkk26yVg09If7r/0rMDCZCmlBF5hW6WPeSLCsa7j37f6xu64VGPhPodysNX6oQbMHyJkdkN2GcmHWGg+u1+V/3m6txxUe5az9V6457QbACzIH0TKgKssr6Px6x+tYdPlUrS2mKDePOwFPuTM0egKWMQdkwlphMJEh3k9Tk1+CWqFqnV6n20DPTY+DeCIx86F7pI9IbOrc9DrdJYirROV4l9O2PVuRyc/DNo7fuswvrr4GIJLm3HMw3QUvMK8LFkWLudqSfk/3sOAOvPRYU82LGxuvrlC3ENgKmB5EfNhzQFWuK/xBEoQtlQYTf/qGkeDGTY+jniQ1l/MaKoADZbrCl0FK2Pyu48CXQGyaYNYav2oybdhyuL4NURCRJIkvujsqo/HYmR6/c9FXMdUT0FvzCj356tW0Wh4H4Ht7N76JELe9Q3mAH6AoN0+6tOd9lBn3myshJWj69iiOgE852+zsv3ogSrTGjsZ1Vo407EYQ7nlut9Zx5MopwtHomYFxdxOgzlIo5yQHEAURffYqHAGfHhiZr53KIMoZDvtr3q3bNZMcQBAEDte3MRLyNwJqICIKAoMB35zNdyPj+CdCLJY8VQMWU66eLIVyQSBbqaIgZw2AGWDI79q5//wxbnkGSUgJbH4n+zqOMRqI7F2w+V+kUgK7I+hlIjZFtkI1JxCJ/o0rNApgBwjDudveoSc/6Dp9yRHwsi53Db+7B1qA88nEU7qEZq3x6lPFG+qONjw/UwZJknjvykkuD/ZcHBj3PJ2KzrINAPqN+kc8uqwcWi2bkCQ4a/+N4NQENzyOmS5INxTAgRKt8YJZa/wR2Ef6X9P04x8eRES57sBaZwAAAABJRU5ErkJggg==) 15 15, auto;}
35.714285714286%,42.757142857143% {cursor:url(data:image/png;base64,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) 15 15, auto;}
42.857142857143%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,57.042857142857% {cursor:url(data:image/png;base64,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) 15 15, auto;}
57.142857142857%,64.185714285714% {cursor:url(data:image/png;base64,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) 15 15, auto;}
64.285714285714%,71.328571428571% {cursor:url(data:image/png;base64,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) 15 15, auto;}
71.428571428571%,78.471428571429% {cursor:url(data:image/png;base64,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) 15 15, auto;}
78.571428571429%,85.614285714286% {cursor:url(data:image/png;base64,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) 15 15, auto;}
85.714285714286%,92.757142857143% {cursor:url(data:image/png;base64,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) 15 15, auto;}
92.857142857143%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur57418 1.8666666666667s linear infinite forwards;
}
