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5.8823529411765%,11.664705882353% {cursor:url(data:image/png;base64,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) 0 8, auto;}
11.764705882353%,17.547058823529% {cursor:url(data:image/png;base64,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) 0 8, auto;}
17.647058823529%,23.429411764706% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADJ0lEQVRYheWXTUhUURTHf+/NcxRzrFTGKcskI6WNQS5UMsxFH2BF1qoPIihqZy1q3y6FqIg2fVDtWrQQISILo6gWLUoiowxSc2zU+XAaR2caZ95t8d5rJvOZ1dVF/eFuzoVzfvfce847z4EkVWhadVDXNSDLNAlAl+X//5Qm0Zcq0dcfyWm3sVBkttlUp635ktPOvzZtUweS5pIpzYzxU1k6tpSV+QqdzjdDExMhwGHaE5IB8oDYTACqlpVFsct1prqwsAlwAwWSg88qNeVwqB0PH64vdblOVrlcOwHPPMSx74hbKyuDQgghurvFbo+nb2NubiuwCaiWCLAEu0feuGbNmLDU1SUO5+f76nNyzgHbJALk2u5sWrUq+B0gFhPi1i1xOjvbX5WlnZcIYNuIqCtdmc6AEEL09QnR1iZaFPyrFeWiJAD7HlNdsjz4A0A0KsTz5+JrS4s4pOBfDrIgZiZLJFM/WhYtApeLWH09bfv2F22HAyvg8rwB/GSZSpJKpRhPpQhWVXFiz56CEthb/muIdUAZUITx6Ob0NVV1PaNEJyeJD/TTP+TFOzLM0NgYw+5izjVsdgdgZ4FCK9Bg4+szEAAiQJw5tnNVTxlXkAyH8fX30dPzlt7eXgYGBxke9eP/EsbvcXO7tnZFSCjNs5wsAkQx2vicRzFtKpmEaJSA7zMDHz7ga+8gsqyYqfFxjl6/FjadJaadaC0waga07H80/2lf43HGQ0FGvV4Cd+/RfPOGfg1U7fgxTOfvgNfAIPAJI72/dcrZpCYSCcZGRpjoesSOq1eSwNMjEHEvXkpnU1MRxuOKACFzhYFJE+6vIdQJBeKPn1B39mwCuINx2pDnQSfumhrM4KVmUOuepWVBjcHHilOn4sAF4BnwHmjf8PJlIFtRebVrVxnQaAaMZwSXMrRoScFBjDkg84PRDzTo3a+KRHk5pKck6ROTgvH9z8MoLyulToyXfsmEuQ+8ALwY9R6RBaFgnNyaCy2AHCAfo6vlmfYIRumFSD/Cv5ZG+k4zZXWyhAlj2SJILEEwMjCTVIysaKQ7n3X3CwKQCZI5sv97f7vfAAo+UsUs71g5AAAAAElFTkSuQmCC) 0 8, auto;}
23.529411764706%,29.311764705882% {cursor:url(data:image/png;base64,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) 0 8, auto;}
29.411764705882%,35.194117647059% {cursor:url(data:image/png;base64,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) 0 8, auto;}
35.294117647059%,41.076470588235% {cursor:url(data:image/png;base64,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) 0 8, auto;}
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47.058823529412%,52.841176470588% {cursor:url(data:image/png;base64,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) 0 8, auto;}
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58.823529411765%,64.605882352941% {cursor:url(data:image/png;base64,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) 0 8, auto;}
64.705882352941%,70.488235294118% {cursor:url(data:image/png;base64,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) 0 8, auto;}
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94.117647058824%,99.9% {cursor:url(data:image/png;base64,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) 0 8, auto;}
}
div.testarea{
animation:rwdcur173087 0.56666666666667s linear infinite forwards;
}
