@keyframes rwdcur129053 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 0 0, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAACdElEQVRoge2YvY7aQBRGD4hHgH5ZKS9Amwp6JCTEC0CVlgKRhoYmPQUNROInFOnyAmzlF6BJkUSkt+QuBeDxpGAHOQ5gz9iwWPKR0ILXa3/H917vGIrF4h/gO5AnpcjX1y9SKiErlUqqJeRyuZTz+Ty1EnK1WkkppZzNZqmUkKvVSnqeJ3e7nZxMJqmSOAV0XRchBK1Wi/F4DPAM/ODBJfIAnuchhEAIged5NJtNRqMRpECiAJzC+yUajQaHw4Fut6sk3gHetYNZVOW137/nJZdY8lcKAFJKhBC4rnt6CSGo1+vs93v6/f5FibDQl/ZNSuZUAdd1cRyH4XDIYrE4t+8z8A2oB8OYYFGVSUgU4DgDjuPQ6/WwLAvgJ/+3iwd8USePe2L/ceKI5AA5GAzYbDZYloVt2x+BT2EnTRpTiRzHez6lUik0fJsn2aHMlC0dymZJr2AikQNklPBwu6uvMBHIA19t2/5ASPg2T3LKFgD1M2lMLlAk4zZPEiBu+5SrtX8+b1/WZ/fTqUQh6o6JhO8Atc5xw3pKmdpFiahEXiL428a4hVT44PsYhAqo9gFOV/8WdyA/OrOgtUiLPcTr6fn3MQgdlmAF7jHEEH2QtQQgvkRUogoYrfNvHV4HbYFb/zPTRVvgXi0UFaMKqPCPUAWtpUSQW1VBZylh/LCuWgnethLGAqqV3noeIgl85vfZkiayPgqg+0wQuQKXJM5xz5ZK5AurYCWCd6lrs+LfZvpIqcWlO5IiOBfnZiQ4P1O2WhX2Y/RHYRJ+gkHVNkWc8GAoAHoSfvwicYIrYh/AVCSJ8JCAgJ8wmaRCZ2RkZGRkZDwKfwFIoELMr6urQQAAAABJRU5ErkJggg==) 0 0, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
}
div.testarea{
animation:rwdcur129053 0.4s linear infinite forwards;
}
