@keyframes rwdcur241775 {
0%,58.723529411765%,100% {cursor:url(data:image/png;base64,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) 6 6, auto;}
58.823529411765%,66.958823529412% {cursor:url(data:image/png;base64,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) 6 6, auto;}
67.058823529412%,75.194117647059% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAExElEQVRYhZWXXWiTVxzGf3GFzdDY1K6NtXV+U7rpSiZuMu1ka2Ub2DqQwZaKH7lYQ0txXszqTazZRXSDeiGVZHhRZQ0DNxiN8DroBFFqx9AYnCtCYxFbOxum6d6Q6W7OLvScvm/efPW5ed//Oc/5P8/5n483sZEFIYQwxjabzZbNkWhra1fcaHQ4Lw9A1zOK63DYFbcsW9jtduc0lG2kra1dRIbO4+nYW5L4+603TLE0USZFpLDT6QTA6/ViNCSEEO3tuyzJA4HjAKaqGQ1J8SuXt9EXmKTPv5rtH1xTJsqMA6U4QGtrq3rv7+8HIDJ0PucMw+EQjnK7ij0dewVAJPIDUrxlxzUAWnZMc+XyNmVikZx9MBhUCbxeL/F4XMXBYBC32025o8IkPJGYxOVymcSlUaPZvkACgLHRZhvAUOSx6lMVaGpqwuv1qpl7PJ75hJFIzpmvW7s6Z7sRf82M0uc/TMuOGba8e1UY22ETpiWorq4umtCIicQk69auVk8LxH+M3+mhofEb7o4fZuw3SCQeE/j6LON3ejDtATnj3t5eksmkJZfdbre0uVwuJhKTec25XC4ePZo0mdi3f14cwAbzp0BuQmPJR0ZG6O/vJxaLkdbnLEJ6OgNg2QdGEwAOh5PGN06bxAHzEqRSKZxOJ/F4XFVBnoB8kMJ5l0Ea1VOM3+nB4/nM1F4Gzy8Z40V09OhRRYjFYgCk9bnia55lRHJlFXQ9ZeGrCrS37yIcDilBCVn2hYrm44bDIQAhL6tF2YTgiSBpfY60PsetW7dyJtEuaZb49MCZkriD5wYJh0PqO7IInt/r4XCIzk4fML+xAJVYJson9NG2dyzcfJA6yoBsjEaHbddHxywDTg+c4dCBDvXM1de4fp3iGNHT3cXguUEVXx8dIxodtsklKIPcn1I9nUG7pJkEs8VzQXJODZyhp7urKN+yBxaCXBXJxdm/bz8wX2Vjf1n2gBcE8WK3sqrpbdV3d+QnXq5eYRF/lnxAQ+tuU56DXx40ieeDxUAhNLTu5u7IT6ZZ5xIH6Nr5HgBHAgH8fr9p45VkoLPTR13dcu7fm+DhzV/4+aLGJzs/VhWQeGVNE9d/HFD9y9/6kKf34pZc0eiwzfgTTiLvHpBr9fRenKXOZXj3HGCpc5mFJ/TH1K7frPqN4kcGvsfv91tyGlHwtxyAz+cTJ7r3qDi7AhLPkg9MwgDT0w/zCpdsQJqQ7190fGrp/27ogikOhUIl5S0ZzsoaoWmaWLWmUWiaJl6raxFLKqrE8tqVQtM0seHNLaqvYmmNZZ0LoegpWFHXIipfrVPxV73HCZ89ZoqNaFi/j5mpm+LB9K8lVaGoAT1zm5f0h8DneUWNyPx7lYoq0DM1IvVktqiJgjehs7JGOCurWOLYTDQaVe3fnjxmekpEo1Hsi5uxL26mfsUanJXFl6OgAYd9I0scm/lH/90iZHwaMZu8yGzyIvbFzTjsG4vpFz4FPp9PyF3vP3mK2I3bBZO5N23kwtkBFR/qCxY9ESXdA/J9amqKP/5MUF7+/A/Kk+QMldW1AKTTc2x4fS319fVqbCnHcUHnta52paiq2Q7A37NXmJ65b8vVtpCcC/ocpzMpuru20t21lXQmlbdtIfgfAWFOLljEncAAAAAASUVORK5CYII=) 6 6, auto;}
75.294117647059%,83.429411764706% {cursor:url(data:image/png;base64,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) 6 6, auto;}
83.529411764706%,91.664705882353% {cursor:url(data:image/png;base64,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) 6 6, auto;}
91.764705882353%,99.9% {cursor:url(data:image/png;base64,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) 6 6, auto;}
}
div.testarea{
animation:rwdcur241775 1.4166666666667s linear infinite forwards;
}
