@keyframes rwdcur73570 {
0%,1.3285714285714%,100% {cursor:url(data:image/png;base64,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) 16 14, auto;}
1.4285714285714%,2.7571428571429% {cursor:url(data:image/png;base64,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) 16 14, auto;}
2.8571428571429%,4.1857142857143% {cursor:url(data:image/png;base64,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) 16 14, auto;}
4.2857142857143%,5.6142857142857% {cursor:url(data:image/png;base64,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) 16 14, auto;}
5.7142857142857%,7.0428571428571% {cursor:url(data:image/png;base64,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) 16 14, auto;}
7.1428571428571%,8.4714285714286% {cursor:url(data:image/png;base64,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) 16 14, auto;}
8.5714285714286%,9.9% {cursor:url(data:image/png;base64,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) 16 14, auto;}
10%,11.328571428571% {cursor:url(data:image/png;base64,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) 16 14, auto;}
11.428571428571%,12.757142857143% {cursor:url(data:image/png;base64,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) 16 14, auto;}
12.857142857143%,14.185714285714% {cursor:url(data:image/png;base64,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) 16 14, auto;}
14.285714285714%,15.614285714286% {cursor:url(data:image/png;base64,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) 16 14, auto;}
15.714285714286%,17.042857142857% {cursor:url(data:image/png;base64,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) 16 14, auto;}
17.142857142857%,18.471428571429% {cursor:url(data:image/png;base64,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) 16 14, auto;}
18.571428571429%,19.9% {cursor:url(data:image/png;base64,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) 16 14, auto;}
20%,21.328571428571% {cursor:url(data:image/png;base64,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) 16 14, auto;}
21.428571428571%,22.757142857143% {cursor:url(data:image/png;base64,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) 16 14, auto;}
22.857142857143%,24.185714285714% {cursor:url(data:image/png;base64,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) 16 14, auto;}
24.285714285714%,25.614285714286% {cursor:url(data:image/png;base64,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) 16 14, auto;}
25.714285714286%,27.042857142857% {cursor:url(data:image/png;base64,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) 16 14, auto;}
27.142857142857%,28.471428571429% {cursor:url(data:image/png;base64,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) 16 14, auto;}
28.571428571429%,29.9% {cursor:url(data:image/png;base64,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) 16 14, auto;}
30%,31.328571428571% {cursor:url(data:image/png;base64,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) 16 14, auto;}
31.428571428571%,32.757142857143% {cursor:url(data:image/png;base64,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) 16 14, auto;}
32.857142857143%,34.185714285714% {cursor:url(data:image/png;base64,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) 16 14, auto;}
34.285714285714%,35.614285714286% {cursor:url(data:image/png;base64,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) 16 14, auto;}
35.714285714286%,37.042857142857% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABZklEQVRYhe3SsWoUYRTF8d+djXE2DrKIiAQLCWItFhYWSwrxISSlj2UpPkJIISKLlZW1yGIVRCRIFLNmd+dazGY3cV2CoGgx/+qb754593D4aGlpaWn53+jay67d/PO+u9m1t+S7duZrcydj/4o0UnqW6ZP0EQUo3BMK6VD66rvHARc9yVAJl6Va7fXMsBauCVdRCSWbO2n/aSwHuNVPX3oKd6XPxl4sScI61oUNYTS/L9xAOdMczwNTSAfSgQseCj2mvWbXu0GYK29vp07BtJr9eLyiyNOF1SvOZ0tdMPOcVnSKZicKW/10UsjkdwKs4pwAJzsCW/0sDAdhPCFr6maYfyHA3LOuml3jCcNBNOrhq6aDS48yjYRSx32199KHuUmopENM5KnaUz0rcU2oLN4A4brCTaGURkxL3g5iMf+JrufZGBSObC/NYcOb/OZOnHe38HyZzTupHXnwS01LS0tLS8s/4wcUBXTEMxEoOQAAAABJRU5ErkJggg==) 16 14, auto;}
37.142857142857%,38.471428571429% {cursor:url(data:image/png;base64,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) 16 14, auto;}
38.571428571429%,39.9% {cursor:url(data:image/png;base64,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) 16 14, auto;}
40%,41.328571428571% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACHElEQVRYhe3Uv2sVWRjG8c85d7w7ucYoYVAjl+t1YaOdGoO/iiBbWlpsZRFSWPkXWMhi4V+w1RYWYpXCSiwsFguRLVZkwUJcUBDxB1yCGJfo3esciyRDJsQtLGycb3WYc57nfd53zgwNDQ0NDVsw43r6Vp7Z5gfRQsp1nXQ7/elsgJ9cSkEURGN6MhP+8kvYqJu1mEbeWfFcUkpK/7ga4KTbKcpFC6l0raarByjOpKODBeN+NDRwyJWUlNV2EHX0lUZbdDKhbdIHL1EKOOjXFES5rrbCUQseFE+Twd0qRKwcds+lfHDElOOirOpkI2N6gkxLbtZiNdJZi6klF2TG9GqapLTiuSgz5bh8cITdc5V2NUAxl4TomHnJyNCSZY9qRpvNt9m15Xo95EaWPTK0JBk5Zp4QV2si2+F8CoPcJyMT+lpyLbkoF7RZm8IP9srt89HrKtDGcOvk9unoV+es3Z113wl929/0tWSSXorLboQ9Cl09S+4JIeiE/Xaa0TaprdBWSEa1QqXhlusgk4wqXduknWZ0wn4hBEvu6erZo7DsRqjdyEOupAMu2maXkfdeuVkbZVth3LQVL9z3c0172h9pTNd7TwwNarop52TG/eetZ37z2OVKW3tZj10OHf203TRKD82Hw35PQURcM56udbx5CkODtcu7+in+7UIYN52I/vWkVvyLnHLniz+iE2591d7/eTY0NDQ0fN98BrXVo/6SSCuJAAAAAElFTkSuQmCC) 16 14, auto;}
41.428571428571%,42.757142857143% {cursor:url(data:image/png;base64,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) 16 14, auto;}
42.857142857143%,44.185714285714% {cursor:url(data:image/png;base64,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) 16 14, auto;}
44.285714285714%,45.614285714286% {cursor:url(data:image/png;base64,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) 16 14, auto;}
45.714285714286%,47.042857142857% {cursor:url(data:image/png;base64,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) 16 14, auto;}
47.142857142857%,48.471428571429% {cursor:url(data:image/png;base64,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) 16 14, auto;}
48.571428571429%,49.9% {cursor:url(data:image/png;base64,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) 16 14, auto;}
50%,51.328571428571% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACJklEQVRYhe3UMWgUWRzH8c+bnVyWI8ZNWCTZhHUuRQqxEIWky4lgY2lhJRhS7DUiVx4W4UhxYBfEQlMId6RKYSUWCnKCjYWdhSicIhJFgiaeWJjNPAv35na8aHHFNTffx8CfefP7/d//P+89KioqKip24YLf4n/lmX7+YtZCHDNpxY3YcSLAD87HxKcxrm3IsB+dCv26ZWvxnbdeeCbvjSt+CbDiRhxUN2sh3nO1pCstYK+jsWPBlClvbDhnKebyYj6RmJDZ0f1HJUOG7TXqlXVBroazfo6JxJhJI5o6Fjz0R9zye/jbszCYizMOmTWjJrXeq6SflrZUalDdsrWipcvW4qC6VKqlXdLkcuueqUnNmjHjkCFzhTaBPeYiiY55XV1bXnvsQckolRrvMx/W2DUe7y2yn8ce2PJaV1fHPJJeTtLvnY4D6rZ1ZTKD6sUz4Bux14WmMfu0bHgJan1J+uN9WiZkxXeht3f+8sxkjsgMSG1rx+SO1TCl6aC2++4KIWiF/Q44rGHUiKYRTTu6pUTbPuwa16R2dAtdw6gDDmuF/UII7rvroLYpTXeshtKOPGcpnnbWHg3vvXPLtVIrG5q+M+2l5844VtL+6nYcM+mJRzZtlHTHnfStIX/atOqSixYLbelnXbQYJmQxMy3K/WQ+LFkpjuAn4+lSxZ93YdNGcQxzuUWdkJmOQeKpR6XkX+Sqm1+8iC67/q/mvuZZUVFRUfH/5iOlaqgHzJ6QcAAAAABJRU5ErkJggg==) 16 14, auto;}
51.428571428571%,52.757142857143% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACJklEQVRYhe3TP2iUSRjH8c87BhKTHNnEg2whUcISDgmJWFiIKBwhnYhNSClWFnbXyJHC6kijtdVxBAsJSgqtUmgjh3BhYRersEVMZSH5s4nHub68Y3G7L77xrhFBhPc7zTPzm98zzwzPUFJSUlLyjUmOLlywGG9a9INB18zn+i9+jUHQb0DNlOsWCt4/rMaWTe/9I5O567dcX7MeD/ztvof+9LDgK0xOmY+/W1b1o21bGur27BUKnDZjRMUVPxe8TzyL+/a80izsr6iYdc6E095464bbXlvPvaEXnHApLrll2hkH2g6741Mm1YyoCIIVj2JvfcWjGAQjKibVCp5engNt085YcssJl3Jv+LfKi/GYPpedF2Xa2hrqUmmeaFzVjLNCt+Z+A7nWi4NgxlnjqrmWSjXUtbVFmcvOO6ZPxcUIYdZCnDCp6qQNTQPJcTVThcNh144hw/l80OB/xkOG7dopeFOpmikDyXEbmqpOmjBp1kIMDatJP/oEz22IMRo1VrgFdHTs2slfIJPlWi8Ogl07OjoF77iqUWNijJ7b0CfoR8NqEuAvKwmpppb9btNN+clRWjaNGpPJXDWXN9JVc0kmM2pMy+Znvl6ufXuaWki7Z37ShHUPkg86HnvqpRdSqWV3kigTuzfctmXIsHdHmhPeOTRk2LYt0PMtu5OkUi+98NhTH3TUPfjs++csuRfXrMf/3fCFrFmPS+599bwlJSUlJd8/HwGYxrxxdQIH+QAAAABJRU5ErkJggg==) 16 14, auto;}
52.857142857143%,54.185714285714% {cursor:url(data:image/png;base64,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) 16 14, auto;}
54.285714285714%,55.614285714286% {cursor:url(data:image/png;base64,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) 16 14, auto;}
55.714285714286%,57.042857142857% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABkElEQVRYhe3SsWtTURTH8c+7SUMSHiUprYo4SNtJHIqDoEPoII4FB7dOon+HOPoPlILiJC5uDqWDiAQp6OTgWEonESnVhoAxxncdkjwqfaCDosP7Tuee+7u/e+45l5KSkpKS/41tm3HLRvzTvls24rbNE77V44s163HOrIGhJ+7HA598dCgI4LKLgqCnr++L2+4m8NC9mGqYlcpk3ngHMplT5sxrSzXV1axZj888Tk4UsKgTF7RccsFnPS+8nggqeYE1M2pmNNUNDPP8OafV1cDQN8HYP6g4dOTQkeuuaJm1YMeiTtzTTcYaLFmNUdCWTkxGhW2sHmtYJiuMqz83NWfq2ZaKgiWrEcKyTpweb2nmryguoFKY/x3N1HN6R4ZlnRh2dZPESJRJNf56AamGKJMY2dVNqrDnVQJ1N+LAV3U1V63Y994HB7lJqqmnb+R74QiqKlLN/NPCGfPOO6uuZuxdtT+ZP+TBlOcexCAIEqtundiHt57GFTeTX+WmvPQoZqJM5po7hZqSkpKSkpJ/xg9K+32Fdbjh0AAAAABJRU5ErkJggg==) 16 14, auto;}
57.142857142857%,58.471428571429% {cursor:url(data:image/png;base64,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) 16 14, auto;}
58.571428571429%,59.9% {cursor:url(data:image/png;base64,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) 16 14, auto;}
60%,61.328571428571% {cursor:url(data:image/png;base64,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) 16 14, auto;}
61.428571428571%,62.757142857143% {cursor:url(data:image/png;base64,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) 16 14, auto;}
62.857142857143%,64.185714285714% {cursor:url(data:image/png;base64,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) 16 14, auto;}
64.285714285714%,65.614285714286% {cursor:url(data:image/png;base64,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) 16 14, auto;}
65.714285714286%,67.042857142857% {cursor:url(data:image/png;base64,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) 16 14, auto;}
67.142857142857%,68.471428571429% {cursor:url(data:image/png;base64,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) 16 14, auto;}
68.571428571429%,69.9% {cursor:url(data:image/png;base64,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) 16 14, auto;}
70%,71.328571428571% {cursor:url(data:image/png;base64,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) 16 14, auto;}
71.428571428571%,72.757142857143% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACAklEQVRYhe2SMUtbURTHf/f2pT4fgaSpQgapEEKQLLYURFScUod8gOCHcO7Qyamj9DNIBwmdinYIHTs42BYcHB4ZzFDp0AaTiiTPl3s7HF9enmmXUiiF94MH595zzv/cc96BlJSUlJR/jLp7se1ht1fBc2HrXex/8QSrFbj3oJKDxvtkbrOG9XswGIGx8PJz7G/VsdcDODiGg+tknjN52GLRPq91mMvC+RW8WsNeDpMPrD6A/P3pTuZccDScfpe2dp9iAfIz4DqwVIRHNei+XbQtOuNH6MjYpGx31jtU56F/A1e33yTlnBTXCt48kwIgtlbiK+eSOZFO/waq87Cz3mGT8jhXA2xQsQ6KlZKMrx/Ap28Qmlio6MHjh1Ic5FdERLZWElP0Yl9oRKsfiPZKCRwUG1QsgG6ALQELKE6/wGxGUckliwN0h5DNxGfP+bWdzUjsJKGRvZnNSI0FFCWgAVY3QaF9NIYTH6y1FNxkFwDBCLqDeALGxr7I1kpiglEyt+hBwRXtEx80BrRPE5QG2DeokDbtC4iWbinPFH4PCjNSsHYUb3PtCGWs+PzedF6kdTmE9gWEtNk3kj9ewtegAgOHZ/Dhq4xt96MIRx2e/5AR311OkLtsRmKiqRgrGqERzcMzCIzUmla4ZW8Z26pjfxvwh7Tq2L3lv6+bkpKSkvL/8xMsAL0VHT2YxQAAAABJRU5ErkJggg==) 16 14, auto;}
72.857142857143%,74.185714285714% {cursor:url(data:image/png;base64,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) 16 14, auto;}
74.285714285714%,75.614285714286% {cursor:url(data:image/png;base64,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) 16 14, auto;}
75.714285714286%,77.042857142857% {cursor:url(data:image/png;base64,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) 16 14, auto;}
77.142857142857%,78.471428571429% {cursor:url(data:image/png;base64,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) 16 14, auto;}
78.571428571429%,79.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACA0lEQVRYhe2Tv4sTQRTHPztZl7CJOQ1hE/QiElMcmEILLSSEI63BP8DKSkRBjqsELRUkQprjDtHGyirV4cE1d0gQCy20EayONEbIHWLhjzOnMxbPdXaT0sJmPtXbN+9938x3ZsHhcDgc/xlvOnH3MuZCC9rX7NqtKxg/I/H503BpebYPYL2HefVO4p+/4P4TW7f9EPNyAHeepntTH4s5TG8VogjeD2HwBlSiIjgE7XMw/jS7ifUeJirC9muYHNi8NtA6CwsnYTyG5Rvw/KvtVcnhURkaC1ApwWgvPRxgvizihTz0u5g43+9iCnlZmy+ne5QnWpWSaEdlmZXawGIOg4ZmS5KTAxiOZi2OjsqJAIoFm49jbaRmmuHIutJsAdpuQnVqmCAEDbTaoJTYr3VaxPehOGe/k+vJuDgntUm0Fk2lZIYGghA6NYz/bEfu4/pFTBRBRnk0ThmyAbx4K6fSGvKhnG74UUT3J3bA/gTyvnXpRAW+fJOByoPmGahXRTuKDI02rG3gsZt4A2sbeP0t+P7D4Gfk0dSrkA0gzNpTHCtJ3FmyD6mzhKe1rMXuhVnprVdFy8+Idn/rz/DY2aRVNx/gHTmMqR0XkfhXfHQboxSMdqGQS9//X+sLsPdZamLXrt6T/sFj6d/5IDNmu6fodzGbK/al/iubK5jkX+NwOBwOR5LfdaOsvaVu11kAAAAASUVORK5CYII=) 16 14, auto;}
80%,81.328571428571% {cursor:url(data:image/png;base64,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) 16 14, auto;}
81.428571428571%,82.757142857143% {cursor:url(data:image/png;base64,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) 16 14, auto;}
82.857142857143%,84.185714285714% {cursor:url(data:image/png;base64,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) 16 14, auto;}
84.285714285714%,85.614285714286% {cursor:url(data:image/png;base64,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) 16 14, auto;}
85.714285714286%,87.042857142857% {cursor:url(data:image/png;base64,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) 16 14, auto;}
87.142857142857%,88.471428571429% {cursor:url(data:image/png;base64,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) 16 14, auto;}
88.571428571429%,89.9% {cursor:url(data:image/png;base64,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) 16 14, auto;}
90%,91.328571428571% {cursor:url(data:image/png;base64,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) 16 14, auto;}
91.428571428571%,92.757142857143% {cursor:url(data:image/png;base64,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) 16 14, auto;}
92.857142857143%,94.185714285714% {cursor:url(data:image/png;base64,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) 16 14, auto;}
94.285714285714%,95.614285714286% {cursor:url(data:image/png;base64,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) 16 14, auto;}
95.714285714286%,97.042857142857% {cursor:url(data:image/png;base64,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) 16 14, auto;}
97.142857142857%,98.471428571429% {cursor:url(data:image/png;base64,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) 16 14, auto;}
98.571428571429%,99.9% {cursor:url(data:image/png;base64,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) 16 14, auto;}
}
div.testarea{
animation:rwdcur73570 1.1666666666667s linear infinite forwards;
}
