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11.764705882353%,20.488235294118% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEAElEQVRYhb2Xa2xTZRzGf6dbYZZtdcDcsHVq53CoCRjDNqOsCEIIZgnW7JNmwEhc1IzEaSV+MMsCi9F5ieCCZBlOdJkfcCqQQOiGLYR42QCTcSlBCK6bGGVetqQqsL1+OJzT87bnnHYQfb70/f/f5/yf5732HEUIIbCBoiiKXf/NIhvAcfCYJUEIIf5LE9la48rjC/XkJiULgHdDxyWyx11hO1tWGP3zO8sBZCcnjOJTKx/Sl8DjrhBPb/xW5xXuHQDg15rFUqxBywN0b60UViYkA1biRmx/4045cTq16HObfjTTMoVuIJ34+F8/q+L+egDm/X3RsqhmMhMj0gyYiefNKFHX/bqwhks5d+ntZDPzKpdJRvJvKbY0oAghhHYKksVzZ5aIrFVNOnkq/kfaERnNZE1NATAyEGbiyrDpHlBAPWpAirhSXY/DdatkQIszMSMhstPUhEMTNhPXhG6/fHz6gsnw1yeWM9mAEXkzEuLe+AV6Zsdo8zr1uDtniO6cIZ2vcXpmx6RcpiZS7gGhqOvijV+gzeskOHKVEZdPigEUF3hMctO9qVJmwIiKoifVwknxqMuXwtFy072zbQ38H0hZgmTEBsNAmBhw98BXqHs1rPYBvsHwdWY48QygVCdmKWMDxt0PUPrB8+x7qz+jQsl44uVlOPwb0vIsl6ClJAfv4qU3JK4Wzmw32C5BbtY/pvnqZ67q7cOfOE052mm6KQMA+bEh1nS9rce7XutK4dRtXifFX6x7CVCP8ograS/468mL7BTarZj2FBjFNUN2sdkzdpAMKIZb5LE5TwFQ1trM/KZajp7pZX5TLYteLZcKBMtypf6y1mYunu24MQNm6Aos5FRfhPUdPZb9AOs7ejjVF9HjTGG7B4IeN4HARr5c0QDXzDkexxgHG1Yy2D4MS8u5tP0EgdCHplyzPZF2EwY9bl4wFgzBthUBidMY6k15hsAqNnx2APz2F1JGV/FwNMZEfJKJ+CR7DrWze7+LkLOWkLOW3ftd7DnUrvcPR2O2tapj56TYdAY65/6ktxv7T1LkK9XjR4tX4yy/H/b16kP4vHgzs+65F4AiXymN/SfZtvwBwOIopjNghCLgl/PnAXix8E24DWLLH5E4d/x2FMbhncuvSMaT4RubZO2DszhseF2wNeCqW8uJj9WR+T01fFTQqXb0dcrEAvXHPSaIjO4F4FjoLADBLTtsB2hroOX1rbSd28KzrXUAXPshaltMMxo908nqygIq17QAM+X+uTXAgcwMaHj/0/cAWLQk8bXz/ZEBy9x0IP1fmL00llc9zNjpxAdGQ34zv9ctoWDXEXaMt6TEAHPuU78Hot98bSls9ZqeFgsKq8SCwiqRLpcp/gXXznx5+sx8cgAAAABJRU5ErkJggg==) 0 0, auto;}
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30.882352941176%,39.605882352941% {cursor:url(data:image/png;base64,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) 0 0, auto;}
39.705882352941%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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}
div.testarea{
animation:rwdcur230222 1.1333333333333s linear infinite forwards;
}
