@keyframes rwdcur203429 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 9 9, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 9 9, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 9 9, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 9 9, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 9 9, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADyUlEQVRYhe2WzWsjZRzHv8+TaWLS9IUwNmnTJiVFEpZ2U+cgpaAsIh6shyIeulhYhVG86B+goCCCN0EPovgchR5dFkF7KXuwi2J4CNvFIDTpal+YdJ0S0iaZpM+Lh52glN1C0z14yOfyzAzPb74ffvPMM0NwDrZt5wBcAWAAuA/gHmOseV7NRSGPCH0KwDsArsdisWgsFutQSlWtVgu6rhuUUt4EsMYYu/vEBWzbfgXA9Xw+f2V+fr5uGIbQWisppVBKKSmlqlQqw4VCISGE+IIx9vVlBQL/CX93eHj4o+Xl5ejMzEzTMAwNQOmHdEc5OjrazGQy7tHR0bVsNjvJOb99aQHbtl8cHBz8ZGVlpRYOhyUABUADgB+ulFJSay2VUopSKlKp1APXdZ/LZrOjnPM7vQpQf3xjaWmpSWn3FAYAure3F9nc3DQ3NjYSW1tbZqfTob6M0FqrhYWF7VAodMO27VTPHbBteyGVSr03Ozvb9oUIAKyvr48UCoU7rut+V6/Xf6hWq39vb2+/bJpmPRQKeUopBUBJKbXrukOc8597ErAs6+3FxcXsyMhIt+2Ecx4plUprjLEPOOe/c84rnPNf8vn8nuM4r6fTaQeAVErJoaEhr1wuv2pZ1lecc31RAQrASiaTyj82ABjFYjEI4POzkxljt1qt1s1yuRyTUiqllAoEAl44HG4CyPTSAQrA9J897UoIIbYZY95janaPj4+DQgghpVRSSmUYhgAw3IuAAeAEQPSMVOycmtjAwEDHXwMghEAIQf37XBgKoNJoNAz82wGayWRitm2/eXaybdvTlNIbY2NjjlKquzmh3W5HAOz1IhCwLCsaDoevJRIJAv8NyGQypFQqPT83N0cty9q3LEtZlvUSgPcnJyfrpmk+0FoTQoiuVqvm4eHhH4yx73vtwK1isUjPXMPq6qqXy+XeikQiP1JKf41Gox/mcjmVTqfvAw83KKUUdnd3UwDWegkHgADn/DSfz4tWq7WYSqW634YOgMbExMRhMpncicfjJdM0//RXOwGgCSFkf39/3HGcu4yxb3sWAADOeWFqauppwzBmE4mEANAC0PQ8r+F5XrPT6XSklNKvIYQQOI4Tr1QqV7XWH3POnUsJ+BK34/F4dGdn59np6WmPENJot9stz/O809PT066AEGKgVCpdPTg4+Etr/Slj7Ldew4FH/w+8Rgj5bHx8vGma5lEwGKxJKU9c142enJwM12q1CaXUN4yxLy8T/FgBX4ICeAHAIoBnAIwCuAdgC8BPjLH6kwjv06dPnz59/hf8A1v868in25NxAAAAAElFTkSuQmCC) 9 9, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 9 9, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 9 9, auto;}
}
div.testarea{
animation:rwdcur203429 0.53333333333333s linear infinite forwards;
}
