@keyframes rwdcur39430 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 16 16, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 16 16, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 16 16, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 16 16, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 16 16, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 16 16, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
75%,81.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABu0lEQVRYhe2XsUoDQRCGvztCCIcEiyAiKUQstLfxVXwHn0bSSKysJNY+hM8gViISLCRIOMJ5azFzuTMX5Wb3ksqBwSSyO//M/P/sLvibc845wAEJ0AM61k3MC36xPSADZsBcPzeyOCDodRRFAPfAENgHdjAmFQUA6CGZDzXwJ/ACTIG06SY+FRghfb/S9RlS9jmwAHLLZj4VcM45tPynQFcDzyg50BhECAcABkgrUqQFpuBtAehTtsIU3BfAWMv/gJAvQdrglYwPBxJEckeU7H8G3pAWbNy6CuAOUcMEOKRsxcYtRjKvjuIT4EB/N4HwGcU59VIXasgRSS6abuZbslW2D9QTjEmF9KwVNYScBf9qaEUNIReSVtQQWqpgNYQCGAFEX0suXyIcMMvR1xxZxYUHF8AZUonWyVjchkqvA6j6DYGnZT14ZnABcYsoo8+atlgGkWt+2a6YhDxHLqvvyMDKf/578zbUv6n6Up5bmVgIIXdZo45tAegiA6pGRguAMR0wOzz+tamFhMXpd0zJ6iYJ5Mh74RV4YuW0tJCweAFN9fuHAUCxrvZwtVQgRqpQXD56hrWpBq89Xr4BRpqgvABuqrQAAAAASUVORK5CYII=) 16 16, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABlUlEQVRYhe2Xz0rDQBDGfymllCLFQxCRHkQ8+ABefBXfwcfpRerJk+jZh/AZxJOIFA8iRUKJWQ8zSRZaoTMbexA/GJIWduff981uwI4QQghAAEbAEOg79oGUhYo9oAQ+gE99N6HncHqZZRnAHTAB9oEdnMlkjjVDJPOJOl4Az8AcKDxBWDFAsr5BeHALHAJjfBU1o4dkHpPxBDjQ/01BePpWIYSLkSOtqYCl2kbwlqxaE0COyNKUVErPZqqGe6T0I4Qfpj09KqgxQsh4RKuGJ+CV1Rb9Cv6GGlJGcSdqSC1Vshq66FWSGlJUUONfDUlqSL2QQKIauiqRWw1dBTAFyL4aTl8gHDAfTl4EysiEB+fAKVKJzsk4VSetrQYQ2xXO0/Jn56XBJIhrRBljorZ4BlGwX74bl2fI5fUNGVjVVggSYaLPQm25lUkVIQd2idSx7QAGyIBqyOgJYEYfzAYP6zbzkLA+/Y5pWb1JIhXyDfkCPKKnpYeEJTL75/r73RBAva75kPVUoIdUob58DA1rC3W+0Gf1DajJmcdovVzLAAAAAElFTkSuQmCC) 16 16, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
}
div.testarea{
animation:rwdcur39430 1.3333333333333s linear infinite forwards;
}