@keyframes rwdcur67413 {
0%,1.4%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
1.5%,2.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
3%,4.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
4.5%,5.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
6%,7.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
7.5%,8.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
9%,10.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
10.5%,11.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12%,13.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
13.5%,14.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
15%,16.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
16.5%,17.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
18%,19.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
19.5%,20.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
21%,22.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
22.5%,23.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
24%,25.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25.5%,26.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
27%,28.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
28.5%,29.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGKElEQVRYhbWXW2wU1xnHf3PmzMzuer3rOLbrCybGFuBiY2hK1KpEglZqVCpEFV76lESqQH0iSM2lD22FkFoUlSC15aEPIPUhD4ZWaSBFApVIMQoKBZa2cWyzFniBrg2I4tt6We+ud+f0YWZ3Znft4vRypE/nzJlzvv//u5zvzGisspnQ+x043Au7LQhpgAYoV3KQicO5C3AoD/HV6n1q2wb73gD1O1AzoJQr86A+cfvS3LS77kegtsG+/wp4DWw6AOpjH4BfJlzjJ1Z4/zGoA6A6YdMXBt8Jrx8BlQP1vmtpNUABVNrtq9994u7LgToCaie8vmrwXXB00KfsHVCnV7ByJTkF6pe+50FQu+DoqiwfrFJW/ILgK+0bfJon1sCmI/8hWFmiDY40t9RKtEH9Ypmc0EqDA6DeBcxVBwto6wApwTTBMEAIELrzTgint223L5IrFnnr4UOOz8+WcSU4R20vcA64DbwJiH8HGgo5gNJwCOi602uaB6yVMbCVzdHJJBsCQV5ubeXKk4V9sULhZJnADjixE7gMLC0HHm2ASBQCQQgGQepgmA6w0J1eF6AJB9gHDiCUoivaQLNpsj0cYUc6fSI2lXQImNDb7y58cTmLO5+DujoH3DBcy6UjQncs1t2+BF5FAOD7Xd1Optg2fQ2NmFPJ3jzE9d1w/MfQH1zO1W0dUB+BUJ1jeSAIVgDMALHsIhgG9aVw+EX6el16hN1wPRcOM7aQahpPp9+XG2HPM9XgXd0QrgfLcsQwPeVuvIfuJ7l1f4rjz7+AKaXPA7U5gHJvDNcDjYbJxmjDHh4+QFoQqoh1UzPUhR2LS+CmWZFsOTR+Ox4nkc/xYnsHr/Ssd4CFcM9VdQiUW7gVKBtsG8u0QgBCA1JAoqGRYksrRKMQDkMw5Lg8EPA8YQXAtIgvZknkcwC8evkSo0+eOCRNE0zLN66cKxoGiWyWFBqa7hxXoQHD4Qg9czNky8ABzwOW5Srw5MrcdIV9g3cTbi1wQ1VDwJGsEPSceo/hhXk0KQGQKhRioL2dCbOLQF3YF3dfIknDOXq6DrqkIRSqIJBVtgMu3K8ETfOioLw8COg6Ez/4IU1WgItTky6BQJBIfYRIyfISY8NwlErpZbLukHi+taOCQF7hVkIfgeqmFLqSdDe1gLJRbsESOcPIlONcBjcrM79KupubeKG1zfOAbfuO3zL7ZO1zTpEBEPHF7LlZITwChi9uskqpq0gaFq8ObK0lYBhgSF/YSnv8c5KZwhLjs9MfAogLqblDZ2dna1nrsrby+er/1zvX+QgUawENWUnIN3f21jjnb40fBhB5iI9knoBhcHl2lt9PJT1wfwWruni+3OaFYLFYXGat4Y0Ng9Ojn3N5MonSJaOPH5NXKg7uvXPp0aP9Q9PTPCoscTeTwS7dbn7gcjI6yuuCIX76rW8DkM7nqwhUhsHWde7Nz/PPxUWG7t3h0t3E/hJ5ARBLp07+8f4ku9eu4+2vbEMYpgOm+67aClLO+JvrewFI5bJVca8kIwyDt1/axXc3b+GD0WFik/84WUEA4Ezidt+xmyMumCiDeMdPVtQCdJ3+jk4AHs3NV673kXT2OMYcG/qIM5/9vc9/OssEkktLY3+eSh48NXGrwnpbc69b6QGXvNHS0MhrX9vOZDrlEXTX2bo/bJLBv17n4vjNg8nU3JifgO5/uLuwcDVTKISFlN/Y3NoOus7Rq58ymU7T39bhgfuIFFD84cZ1frZnL0J3vhFO37jG+ZFhtm/oBSEYvHaF965++u5HN0d+Xl2fZPXE+Xt33lpUdvJOeuHXb2zfwfrmFprrIzXgRU0jWyiwde06uptbvPdC0PFsM6ZlkbMVxy78iYsjnx0cio/9phoLau/NclsTrNv08sCW0b39W9i5obcyGXVJYnaanp+8ycQ7vyJgWbQ3Plv+JlDA0NgoH8T+wpnYtb7kzOOxlXBWJFBq2zo69+3oWX+ir62d7239Ko2RKOg6qXye4QdTDKztIlIXBiGYyaQ5e+M6o5NJLt0c2R9L3D75NP1PJVBqpiZ6d20eOLTxS+17LNMIaUJHEwKlgUIjVyxkxh/c//D832KH88Xi/+7v+P/d/gXT7pvCqQAHMQAAAABJRU5ErkJggg==) 15 15, auto;}
30%,31.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
31.5%,32.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
33%,34.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
34.5%,35.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
36%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,38.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGaElEQVRYhbWXbWxT5xXHf/e5b7bj2G5Igp2QEIWNZCSEroMxDTbYpG6N6LK1mroP+1JVodU+0Epbq2naJIrUoaowqRKTNi3dpqrTUoSqQYeUqjA1LIwGCF0JGJyVUFBCQDSOE8c4xMT32Yd7bV87Tkn38khHz/V97j3/c/7n7VphmcuA1kdgTys8aoJPARRAOjIP6RgcfQd2ZyC2XL33XRuh+ycg/whyCqR0ZAbkgLPn7sWd534MciN0/1fAq2DdLpDvuQDcMuo4P7rE+Xsgd4FsgHWfGXw7PLsX5DzItxxPSwEWQKacvfRswHlvHuRekNvh2WWDd8K+Xpeyl0EeXMLLpeRNkK+4fveC7IR9y/K8t0RZ9jOCL/Ve7/2YWAXr9v6HYHkJhmypqV0swZD8ZZmcUHIXu0DuB4xlBwuI1IOmgWGAroMQIFT7TAh7tyxnzzKfzfLCrVscmEnkcTWwS+1x4ChwBXgeEJ8G6vPZgJpuG6Cq9q4oBWAlj4ElLfaNj7HW4+WxcJj378x2Dy0svJY3YBv0bAdOAvfKgQdDEAiCxwteL2gq6IYNLFR7VwUowgZ2gQMIKWkKhqgxDLb4A2xLpXqGbozZBhjQ2u48uLWcxw2roaLCBtd1x3PNFqHaHqvOngMvMQDgB03NdqZYFm2hKowbY60ZiKmPwoGfQru3HNWReqgMgK/C9tzjBdMDhgdM0459Lv5u0Vy7qhUMdsK12u/n0myyeiSVektrga4HSsGbmsFfaYOYpk13Tnku3o7nGQmx1CxzlsXmmlo7DCU5gHQmhsNAlW7QEgx1cesmmgm+olhX10CF3/Y4B24YRcmWVQTR2SQDU3F+F7vMcHKa813ft9lRwFVcOQucxi1BWmBZmIbpA9AUIAlMhqpYXVOLWum3qTbMYno1zaZTVfnT9Y958h9/z6vvCK2gtaYWdK1s/HMsZC2L68kZqg0TRbXLVSjAsD/Amukp7vr94PWBx1NgwDQdY2w5l0wWgQM8s2EDhtdTCFUuN0rkrhCsefMNhmdnUDQNAE36fHTU1TFqNOGp8Lvi7kokTQdN5XYmw9ODJxc5t7Wh0QYXzleCohSiIAsMeFSV0aeeodr0cOzGuGOAx0ugMkAg53lRZht56jNC8OL5QT6Y/KQI/PXOLtrC9U4XdBlQJgSq1GiurgVpIZ2Gpc3rehqPx1dcVotj//q/YvwmeiGvb1M4wm+/tYOH6upLeoAom4P5KnAqYV6SBtBic3ePJoR44oGcAbqLAaeGB+OTPN1/PK/vR1/cyItf/wa1/krH89Im9OlVMJW+w0gi/jaAeCc5vftIIrG4maga6Do3Mxm6//ZuXlVP53d49ds7qA2ESnLEJbrmiHNdcu/IRyP0fTSyB0DLQOxi+g7oOicTCSbuZXjicy2g68wrCr84c4poIk5bdQ2/3/E9Njc0umaA0/+FUjwHyuTAwQ/PUR8IsqWxiejkJBkpY+AMoxO3b+/sj8d7pqTFtXQaS1URmkZPdJg/RC/w1PoHeembDxMJhJzBoxaoLxeCkjBY0uL6zAyGbtB//WNOXLu6M3dW+B5o+YLcv3kLhseu55O3b/G1Q3/m1w930v3QJkzTzDciVFEYRHkD3EYUqc4n4Py9e7xw+BAHBvqLvwcADl+90hYJBKM/2/QVUAUTc2kGfvgkW5uaHVDNHsPCxUB+CpaGwe1fIQF/dayPw+c/bHOHRs1dJC3rkywy4dGNzvaVEdrCERqrVmAJ1e5arlacH0ju37mccNixhLDbrWIz1Dt0mkMfnH1ueGL8aFkDAK7Nzp5OLyz4haZ9dX24DlSVfadPMZ5K0R6pL4C5gd0ibDl47gx9F4fZsrbVBj/zPm+cPrX/+OWLL5Ump1p648rM9LH43bnExJ1U55cbVjOVyRAOhmhcUV0EnlUEc9ksqqYhcpPSCcv03Bwe06S5NswrfX/l0NnB545furAIvDRTitYqb8W6xzo2RB9v38D2ta0u2m0jribirPn584y+/CrNK8NF1SCB/ktR/jI0yOGhM21jU5OXlsJZ0oDc2ljf0L1tzed72iJ1fPfBL1EVCIKqksxkGL55g47GJgIVfhCCqXSKI+fOEh0f48TlizuHrl557X7672tAbhmKaO1c37G7ZWVdl2noPkWoKEIgFZAozGcX0iM3J97u++fQnkw2+7/7d/z/Xv8Gwiy7yzK0v5QAAAAASUVORK5CYII=) 15 15, auto;}
39%,40.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
40.5%,41.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
42%,43.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
43.5%,44.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
45%,46.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
46.5%,47.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGIklEQVRYhbWXW2wU1xnHf3POmdnZ9bLrG8YXHBy72A52TCSjVilRoWlU1VJElahqqz70oQLlpSRSmygPVYWQWhQFIlXikUhtmgeHoqiQWiJVqDAChZtJUscGu2AHZBuIwV7WXtbs2junDzOzN69jp5cjffpm5syc/3f7f9+uwRqXBe0/gP3t8HwAQgZgANqTFCRHoO9D2JeGkbWeu+raBrt/DfqPoGdBa0/ioM962n824733K9DbYPd/BbwRtuwFfToPIF/GPOfHVtg/DXov6EbY8rXBd8LLB0CnQL/veVoMsAQ64enivbPedynQB0DvhJfXDN4DB3vzDnsD9NEVvFxJ3gP9Zt59L+geOLgmz3uLDst8TfCVvutdLRIbYcuB/xAsK9FyV9bXLJdouf59iZow/Iu9oA8B1pqTBdQ1gFJgWWCaIAQI6e4J4WrH8XSGVCbDa3fvcjgey+IqcKn2ItAH3ABeBcRXgYZCLqAyXQOkdLVh5ICNLAaOdjg4OUGrHeSF2lrOP5zfPbC09HbWgB1wZCdwDlgsBR4th0gU7CAEg6AkmJYLLKSrpQBDuMB54ABCa5qi5ay3LLaHI+xIJI4MTE24BljQ3um9+Ewpjxs3QVmZC26anufKFSFdj6WnffAiAwB+0tTsVorj0FFeiTU10Z6GEfk8HH4dOoOlQl3XAOsiECpzPbeDELDBsiEQcHPv5z9fVJ6WKmewl65N4TBX5+eqRxOJ91Ub7KrwMDOelk3NEF7nggQCbrj9w/18+54bwis+PwLLawDtTQwvApWmRVu0fBd376ACEAKYAr4DjAPcHGe9YdBoWUQsm1DQJiQltlIElYklFQHl3v/s8W/QUVmZM8SAPHL5FniNW4N2wHEIWIEQgDKAOSAVLufv1VV8JqAvkeCd6S+5l0pBKgXz8VLVAcCBoUH+/N3n+GlLK6bPhFJLazKOw625ONVWAEO6dBUGMBiO0JJ4QF1FBT+qa+BPnV18+b3v84+nn+G3T6w+S35++hS/PH+W2+m0mya/NorkkRC0vPcug/NxDKUAUDoUoqu+njGrCbssnM17jWnybEUlz256nNe3djOSSHBh9h7vXP8Xl+9NFxjQFonSWrWeO+lH1JuVXi3kou9HwJaSsV+8RHXA5qOpSc8AO0hkXYRIMAS2XVTZFihFmVR0r4vQvbGRl57q5ov5BFfuTxNfXOTphkbaqqoIKNOLZ2kaojVSK5qra0A7aK9hqZRpJrHtUCGtrELOyxyFlJRsrgmxuba2BAM8FpSowSwLPCakNEkANbLwqC8mxI8rfAPMvAhkOWy63U/InBaiUAqa0FezYDb5kNHYzAcA4sO5B/tOxGLLm4lUyztffv/PbzbFYipPvOuiZyeuj3Ly+uh+AJGGkaHkQzBNzsVi/GVqIgee38GKB0+BFD9bbujR4c85NzmBlorh+/dJaz0C3jA6Mz29p39m5sisdriZTOJIicg/LNv9/MGzSgqK0uBoh1vxOJZp0X/rC87cHN/j7+V+D7Q9oQ99azuWbWerv7iHI1Vu8hXXQf4kXNYN3eJLLS7y2vFjHD7bn93MTt7j4zc63ro25IGJwrD64EoWGpLdL5UGmdPSfeet/lMc/+dnHfnlKf2LOce5l0HHbNPq6dxQl82hI6TbtXwgPwXF98KLjBcdRwi33XpU7R24yLFPLr8yeHuyr6QBADfn5y8ml5bCQqlvP1lbD1Jy8OLHTCYSdNY15MDygfNFuHL0yiVODg2yvbXdBb90nncvfnzo1LWh3xXxs9AAgBvxBx/NPFqI3X6Y6Plm4yZm02lqo+U8VlVdAJ4xBAuZDFIpt2D9wpSSBwsL2IEAzTW1vHnybxy7fOGVU1c/XwZeXCkFa2OwbMsLXVuHX+zcys7W9rywu0aMx2Zo+c2rjL3xB5o31BawQQP9V4f568AFjg9c6piYvX91JZwVDfDXtobG3TtaNh/pqKvnh091UxmJgpTMpdMM3pmi67EmImVhEILZZIITVy4zPDnBmWtDewbGb7y92vmrGuAvyxDtPU927WvbUL8rYJkhQ0gMIdAGaAxSmaXk6J3bH5z8dGB/OpP53/07/n+vfwNjpp2bt0Q5HQAAAABJRU5ErkJggg==) 15 15, auto;}
48%,49.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
49.5%,50.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
51%,52.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
52.5%,53.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
54%,55.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
55.5%,56.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
57%,58.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
58.5%,59.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
60%,64.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
65%,69.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
70%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,79.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABOklEQVRYhe2WPWrDQBCFPwcdIIWO4DroACaFTmBIneO4TBXSh3Q+gPEF0hjdIGcICOI25qUZwcaYzWq0kgnogRhY7XvzdvYXZsz4bxBUgidBI2gFJ4uNtVdjJV4K9gIlfHvBMmfyteBo4kfBs6AWlILCYm3tYb91ruQnE90Kyj/6l9ZPxvObsLJ3I9r05G6CSvimI5jzrZPfVWLnIVfBCKJlj2iUQQUv7o6bCP/R4usCPj0GjPd2ppcG29cS1J7kgU5tOoe+xNaIrvIHOqXptF6BYqCBotuSl/7H1gAAC/geYgC4tfjlMpABdxY/rmXgweL7BLl+I+UcGNuA/yTMkHz4XeBMnO82TEwWvgdesr8HEo2cv4h2U5e9FRxGfRPOiEFwb9d3I1hdw0ATLMCmD3eKu2B8CFbeKfgBZOXgTM/ggiIAAAAASUVORK5CYII=) 15 15, auto;}
80%,84.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
85%,89.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
90%,94.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
95%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur67413 3.3333333333333s linear infinite forwards;
}
