@keyframes rwdcur99991 {
0%,18.65%,100% {cursor:url(data:image/png;base64,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) 14 18, auto;}
18.75%,37.4% {cursor:url(data:image/png;base64,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) 15 18, auto;}
37.5%,56.15% {cursor:url(data:image/png;base64,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) 12 15, auto;}
56.25%,74.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
75%,81.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFz0lEQVRYhe2WW2wcVxnHf2fmzOzOzq7X611f1huai6vYdZqSpG2Mi9rUSRuVQtULKTRIqBESlBLygFSsqEQIRAQvrasSlYtKlSrKC9CKVoI8IKCEpGkpaTFtmjh1kia+O47jxdjO7twOD7bHXrt2XJDIC580Wu053znf7/uf71z4xKfXdwLXc41MK6utqlq344HD1wpCS+SqClvbWms3XiMIDaAileTLbbtrN+948H8OoelABYJsKsmutidrP7fjoQUhDMNQc7+aykr1XwFEESQRJKYg9rR9p/bhHZ8vgVieyyrbtpVpmpimWTLBcD6PYRjq5jWr1Ze23v6xYaSJYLTjgvezPW2XbMsaNQCJ4LP33fVo53sf7OkdGqbv4iVM00RKOTlo6nfaPM/j5LluLgxe5pY19er4+6fFkgnWtjRd2fLIvW8DsdnttdVVJVILIZQQYt4SzP4sy1LxeFzV161cshJi3Z1NL7T/+a+7gInZHfF4XJmmieM4KDUzn+M4oRpCCJRSCDGZsBAC3/eRUlKdKuPU2fNXVeIjHaqrq9X4+DhSSjzPm9fvOA4AsVgMz/PQNA2AIAiwLItoNEoqbvPuqY6PD3Dvpmb14cU8juMwNjYGgFIKz/MIgiDMFMB1XQzDCH1M0yQSiZBIJJBSsiwZ49CRNxeFmNe5bu2NylNQXl4eytvd3U2hUAiDAUxMTOA4Dr7vk06nMQwD27bRdZ1oNIpSioH+PprrV/DLPxxdEEKb16Bp+L7P8PAwIyMj9PT0YJomqVSKVCpFPB5HKYXv++i6zrk/PYNpmmQyGZRSKKXI5/OMjo4ST5QhzchiAlCynzasaVRdvX3ouo7ruiGQ53l4nodpmhSLxTlTzASEyS05XbRCCBqyqUUBShTQNA3HcSgWixSLRYIgwPd9AHRdpzIV52tf3Bz6P9W6nUR5mscfaaFQKOB5Hq7rhoUbBAEnz/cuHUDXdYAwe6UUQRCEGf3xwJPc1rwBKSVSSu6/+2Ys22LTxoYS1WCyRnzf5/S5C0sHUEwGmnvS1WSS9B97juyq1VO3B/z62W9Svfx6MGJs2Xwb3935QAgmpeSjzpCrAixkB9p2EUnVMOrAsXdOs+6G68jmsqAbU0CKxoaVLF9WHY6RUhKLxbBte9G59dl/lmVrvtd/cSik3tR8E489eh+r6lbgBwozajE2doWvbP8MjWvXgBHBR2Ng6DJVNZWs/+QNHHnjXS4ODeO6Lq7rThft9xcCKNVagGEYYeGNjY/zl78d58VXfgfAvr2tbN+2dZa74NBrr7P3mV8AsHfnF0jEjPCEnLbZtTHXSpbAnFo7gFgsysjYv7h74wpaW8ZpTp7mqZ8fDAMLBArFvucPsu/xDWyrO8OPX9jPhf6hkuAV5ckFg88DOPLW2yKTKseyLBpWVfLqc9+gsSJNf34FuWUb2feDbwMzxSqCgJ/8cDeHX+skU3knP/rWTnJVmUlppwr5loa6RQHk3IaOzjMil8sp1y2gCoM03XorTXe0gKYhKtL4roNTmMC0bHRNo27lcp54ohX8AHB57OF6drcN4nne5C7gP9wFZ7v+ydMHDjPi9CPKyxEVlZMDpEEkFkfTJWg6QuiIdAYtCj35Dn71+1Nh8JtWr+LQkbcWvYzmKQDQ29srstms2v/yCQyp2Nx8lJame9DtLPqJD1CD5xAygmi+HS+qyA+coeNsO0/vb+edE0NIKYlETOIxa9HsYYH3AMD6xgb1Yd9AWMGtX93AajvKlvvvmnFS8MrB3zDmWbT3Rjn2j/fpvzQMQG1lms7zXVd9Dyy4BH8/2SEMwwiv4FefPQqaBtEk6BGml7Y44XLsxTfpPd5OqixOwrYxTXNJwWERBQDuuaNZuc4ARkcXIu+Tqo5iGklQiiwBFlC8kmfwskcPkPnUdRzumqC779KSH6VXdfz6trVKAJHfnkL4YeL0ez4TzGzJshtzJOvTgOKnL7239Ffx/+1a278BcrtUk5GVzkcAAAAASUVORK5CYII=) 13 19, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFz0lEQVRYhe2WW2wcVxnHf2fmzOzOzq7X611f1huai6vYdZqSpG2Mi9rUSRuVQtULKTRIqBESlBLygFSsqEQIRAQvrasSlYtKlSrKC9CKVoI8IKCEpGkpaTFtmjh1kia+O47jxdjO7twOD7bHXrt2XJDIC580Wu053znf7/uf71z4xKfXdwLXc41MK6utqlq344HD1wpCS+SqClvbWms3XiMIDaAileTLbbtrN+948H8OoelABYJsKsmutidrP7fjoQUhDMNQc7+aykr1XwFEESQRJKYg9rR9p/bhHZ8vgVieyyrbtpVpmpimWTLBcD6PYRjq5jWr1Ze23v6xYaSJYLTjgvezPW2XbMsaNQCJ4LP33fVo53sf7OkdGqbv4iVM00RKOTlo6nfaPM/j5LluLgxe5pY19er4+6fFkgnWtjRd2fLIvW8DsdnttdVVJVILIZQQYt4SzP4sy1LxeFzV161cshJi3Z1NL7T/+a+7gInZHfF4XJmmieM4KDUzn+M4oRpCCJRSCDGZsBAC3/eRUlKdKuPU2fNXVeIjHaqrq9X4+DhSSjzPm9fvOA4AsVgMz/PQNA2AIAiwLItoNEoqbvPuqY6PD3Dvpmb14cU8juMwNjYGgFIKz/MIgiDMFMB1XQzDCH1M0yQSiZBIJJBSsiwZ49CRNxeFmNe5bu2NylNQXl4eytvd3U2hUAiDAUxMTOA4Dr7vk06nMQwD27bRdZ1oNIpSioH+PprrV/DLPxxdEEKb16Bp+L7P8PAwIyMj9PT0YJomqVSKVCpFPB5HKYXv++i6zrk/PYNpmmQyGZRSKKXI5/OMjo4ST5QhzchiAlCynzasaVRdvX3ouo7ruiGQ53l4nodpmhSLxTlTzASEyS05XbRCCBqyqUUBShTQNA3HcSgWixSLRYIgwPd9AHRdpzIV52tf3Bz6P9W6nUR5mscfaaFQKOB5Hq7rhoUbBAEnz/cuHUDXdYAwe6UUQRCEGf3xwJPc1rwBKSVSSu6/+2Ys22LTxoYS1WCyRnzf5/S5C0sHUEwGmnvS1WSS9B97juyq1VO3B/z62W9Svfx6MGJs2Xwb3935QAgmpeSjzpCrAixkB9p2EUnVMOrAsXdOs+6G68jmsqAbU0CKxoaVLF9WHY6RUhKLxbBte9G59dl/lmVrvtd/cSik3tR8E489eh+r6lbgBwozajE2doWvbP8MjWvXgBHBR2Ng6DJVNZWs/+QNHHnjXS4ODeO6Lq7rThft9xcCKNVagGEYYeGNjY/zl78d58VXfgfAvr2tbN+2dZa74NBrr7P3mV8AsHfnF0jEjPCEnLbZtTHXSpbAnFo7gFgsysjYv7h74wpaW8ZpTp7mqZ8fDAMLBArFvucPsu/xDWyrO8OPX9jPhf6hkuAV5ckFg88DOPLW2yKTKseyLBpWVfLqc9+gsSJNf34FuWUb2feDbwMzxSqCgJ/8cDeHX+skU3knP/rWTnJVmUlppwr5loa6RQHk3IaOzjMil8sp1y2gCoM03XorTXe0gKYhKtL4roNTmMC0bHRNo27lcp54ohX8AHB57OF6drcN4nne5C7gP9wFZ7v+ydMHDjPi9CPKyxEVlZMDpEEkFkfTJWg6QuiIdAYtCj35Dn71+1Nh8JtWr+LQkbcWvYzmKQDQ29srstms2v/yCQyp2Nx8lJame9DtLPqJD1CD5xAygmi+HS+qyA+coeNsO0/vb+edE0NIKYlETOIxa9HsYYH3AMD6xgb1Yd9AWMGtX93AajvKlvvvmnFS8MrB3zDmWbT3Rjn2j/fpvzQMQG1lms7zXVd9Dyy4BH8/2SEMwwiv4FefPQqaBtEk6BGml7Y44XLsxTfpPd5OqixOwrYxTXNJwWERBQDuuaNZuc4ARkcXIu+Tqo5iGklQiiwBFlC8kmfwskcPkPnUdRzumqC779KSH6VXdfz6trVKAJHfnkL4YeL0ez4TzGzJshtzJOvTgOKnL7239Ffx/+1a278BcrtUk5GVzkcAAAAASUVORK5CYII=) 13 19, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 18 18, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 17 17, auto;}
}
div.testarea{
animation:rwdcur99991 2.6666666666667s linear infinite forwards;
}
