@keyframes rwdcur242959 {
0%,9.9%,100% {cursor:url(data:image/png;base64,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) 7 5, auto;}
10%,19.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFbElEQVRYha2XX2hTVxzHP7ekyWoVE61NN0QnIxD1YbN2YQ9JV3zxD/6n0ErrUOZCS0vFPuxBjGztBkNYJRqpuIeJbW0GRWW6TR1IEdFxjXU+GAOZ1UQfGja5Ger809Kzh3iOufnTyNgXLpxz7rnn+zm/8/dqZEkIIWRa0zStWNn/KUu2eer0/DyY3LKKioqSjU5PT/Py5cs3grVkm1dvegBAOjWsjKs3PSBxp4e581ykTs/n2bNn+Hy+kg1HIhHxJiBarvnk43M8vHuChe99Qvmc9STu9PDOwloe3j2B4+0tvPztc5xbHlFTUzMjgMvlkiAzRsQEMPn4HADlc9YrGKlyWxX3on1UJq7h3PIIm81masjhcGAYhimfDaLrekGIMoCRUQv3bveowmzjXI2MZqZNX5udZHg2yfBs+trsGIZBX5tdPRImHo8Tj8fxeDxYrVaR254lt+BhcuxVaozKP77DsaofgHvRPhxvbwGuA9DYMMWCdQPwT4RGgnQffVXWsBtm1QE76T5qqEgUk1pqR3Y7Wbtrp3qxcFEtxqV2lbd+dICT3+ylI5jCZrPR12ansWGKxr5l+VHqjjIyaqH7aFqVORwOXC5X3lBYILO+syEWLqo1NTi1vI2RV+Y+nw+Px0N4DMJjEAjsA8DtdgMQi8Vo7P0KgGQ4yoKG3fR/cYTuowaFZJoUEgLgs57DGJfa1Zh3BFNcvHjBZFZMsVgMt9tNS0srI90ZiIqar/F4PIB5QprmgM1m48WLFwBkQCx0BFOZ3iQTuN1uYrFYSWOpoaFBGltaGSEIZCakXBVSZbmNVFRU4PP56Aim6AimSCYTJJMJYrEYw4MDeRDDgwN5ILl1FjU/UZMxHo/PDFBXV8fQ0CAXL14gmUyo8puR6wXTucYSSEYiENinQl9ICsDj8YizZ39k/drVRSsfPBRieHCAba3blZFM5+ZzZRiGaaOS0qQ5QG9vj+rhiroPVS+GBwc4eCikPtrT1VkQrlB5c0srmqbR0tJKILCPDRs2AqhJqACaN68BIHzmPL29PdyMXGdb6/aCAG+iPV2d6nspCREI7AdA13XNIhOAAGjevIbbN64C5aZQ7unqZMfSgwC8315uavhW/6RKy2X7ZAa43t4eBaGWoa7rmhyK8JnzsgynM7MvBJoELM03l0C3+icZGbXQ+4PcWjIRO/fLBVVv67pV3L5xlfCZ87LT+asg+6VUoEnQ2DBV0FxGwGye0cFDIbauW6Ue2bFsmQB0XdcKmWcbFTKHzEEUaBKm+gDde3tM+VyIUtcmIYdAqrbWfE6MjY0xkxYvXkzz5jUFIwsFjuNseb1ejh07pvJ2u73oTWhiYgKAdPr1Cej3+7ly5Yqa4IVUNAJyaZ76+ZKCKAUgzf1+PwCuykz/vr8wWtRnRgCA5Y5ZxJ9Omd7V1dWZ8pFIxJQ/9O1elT68/8CMACW1c3WDeJK+r56gf6VwOp0iGo2KaDQqnE6nCPpXmurIZ+fqhrzQB3eUieCOstf/Gm8CINMfLH5M/+WnAGpfl6dce30lAL8n5qhvc3se3FEmdn1Zz1v6VUI/TbH7+LQ24yQEODl6DbvdTjqd5tqSJaZ32Wd7/+W/GB8fJxmerS4gxcyzlbcRZctmswm73V6KEYCqqioAGvuW8fHGX4veggHVeygxBKGuavGp72/mtgg0TSMbZk9XJ8cHhkz1x8fHcTgc3A8ZvNvpINAkTLvj3rV/AijzkgBer1fIJbhixQqWZA2BYRh51ytd13n+/LnK19fXo+u6qU7uz0nJSej1elUYcxsrpOzbT7G/of+sUFe1mDg1T7jdbiHH12q1CrfbLSZOzROhrmphtVpFsbEvpH8BjTS1FdjoKEYAAAAASUVORK5CYII=) 7 5, auto;}
20%,29.9% {cursor:url(data:image/png;base64,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) 7 5, auto;}
30%,39.9% {cursor:url(data:image/png;base64,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) 7 5, auto;}
40%,49.9% {cursor:url(data:image/png;base64,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) 7 5, auto;}
50%,59.9% {cursor:url(data:image/png;base64,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) 7 5, auto;}
60%,69.9% {cursor:url(data:image/png;base64,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) 7 5, auto;}
70%,79.9% {cursor:url(data:image/png;base64,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) 7 5, auto;}
80%,89.9% {cursor:url(data:image/png;base64,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) 7 5, auto;}
90%,99.9% {cursor:url(data:image/png;base64,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) 7 5, auto;}
}
div.testarea{
animation:rwdcur242959 1s linear infinite forwards;
}
